diff --git a/.gitattributes b/.gitattributes index dd009d7..2c90b8f 100644 --- a/.gitattributes +++ b/.gitattributes @@ -1,4 +1,5 @@ -*.tif filter=lfs diff=lfs merge=lfs -text -*.joblib filter=lfs diff=lfs merge=lfs -text -*.nc filter=lfs diff=lfs merge=lfs -text -*.ipynb filter=lfs diff=lfs merge=lfs -text +# Disabled LFS tracking to avoid pushing large files +#*.tif filter=lfs diff=lfs merge=lfs -text +#*.joblib filter=lfs diff=lfs merge=lfs -text +#*.nc filter=lfs diff=lfs merge=lfs -text +#*.ipynb filter=lfs diff=lfs merge=lfs -text diff --git a/.gitignore b/.gitignore new file mode 100644 index 0000000..e12f453 --- /dev/null +++ b/.gitignore @@ -0,0 +1,35 @@ + +# Ignore all model weights and large data +*.joblib +*.nc +*.tif +*.tiff +*.png +*.jpg +*.jpeg +*.h5 +*.pt +*.ckpt +*.pb +*.npz +*.npy + +# Ignore model info/metadata if không cần backup +# *.json + +# Ignore cache, prediction, backup folders +dataset_cache/ +predictions/ +backup_model_train/ +backup_ketquaphanloai/ +backup_S3_download_Amazon/ +model_train/ +__pycache__/ +# Ignore large data files +ndvi_results/ +ndvi_cache/ +prediction_cache/ +dataset_cache/ +bfg.jar +..bfg-report/ +.dvc/ diff --git a/.vscode/settings.json b/.vscode/settings.json new file mode 100644 index 0000000..a8c2003 --- /dev/null +++ b/.vscode/settings.json @@ -0,0 +1,5 @@ +{ + "python-envs.defaultEnvManager": "ms-python.python:conda", + "python-envs.defaultPackageManager": "ms-python.python:conda", + "python-envs.pythonProjects": [] +} \ No newline at end of file diff --git a/01.train_ODC.ipynb b/01.train_ODC.ipynb new file mode 100644 index 0000000..23639e5 --- /dev/null +++ b/01.train_ODC.ipynb @@ -0,0 +1,947 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "912ed572-1658-406b-976c-cd6de2d4e89e", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "ename": "ModuleNotFoundError", + "evalue": "No module named 'easi_tools'", + "output_type": "error", + "traceback": [ + "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[0;31mModuleNotFoundError\u001b[0m Traceback (most recent call last)", + "File \u001b[0;32m:4\u001b[0m\n", + "File \u001b[0;32m~/CSIROBoeingPhase5-Vietnam/new_import_ODC.py:23\u001b[0m\n\u001b[1;32m 21\u001b[0m easinotebooksrepo \u001b[38;5;241m=\u001b[39m \u001b[38;5;124m'\u001b[39m\u001b[38;5;124m/home/jovyan/easi-notebooks\u001b[39m\u001b[38;5;124m'\u001b[39m\n\u001b[1;32m 22\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m easinotebooksrepo \u001b[38;5;129;01mnot\u001b[39;00m \u001b[38;5;129;01min\u001b[39;00m sys\u001b[38;5;241m.\u001b[39mpath: sys\u001b[38;5;241m.\u001b[39mpath\u001b[38;5;241m.\u001b[39mappend(easinotebooksrepo)\n\u001b[0;32m---> 23\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m\u001b[38;5;250m \u001b[39m\u001b[38;5;21;01measi_tools\u001b[39;00m\u001b[38;5;250m \u001b[39m\u001b[38;5;28;01mimport\u001b[39;00m EasiDefaults, xarray_object_size, notebook_utils, unset_cachingproxy\n\u001b[1;32m 24\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m\u001b[38;5;250m \u001b[39m\u001b[38;5;21;01measi_tools\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mload_s2l2a\u001b[39;00m\u001b[38;5;250m \u001b[39m\u001b[38;5;28;01mimport\u001b[39;00m load_s2l2a_with_offset\n\u001b[1;32m 25\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m\u001b[38;5;250m \u001b[39m\u001b[38;5;21;01mdask\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mdistributed\u001b[39;00m\u001b[38;5;250m \u001b[39m\u001b[38;5;28;01mimport\u001b[39;00m progress\n", + "\u001b[0;31mModuleNotFoundError\u001b[0m: No module named 'easi_tools'" + ] + } + ], + "source": [ + "%%time\n", + "%matplotlib inline\n", + "\n", + "import importlib\n", + "import new_import_ODC \n", + "\n", + "importlib.reload(new_import_ODC)\n", + "\n", + "from new_import_ODC import *\n", + "\n", + "print(\"✅ All modules loaded successfully\")" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "d824dc4f-994b-4d1c-8d24-ce6674da141c", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "✅ AWS credentials loaded from environment variables\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/x79/miniconda/envs/env_01/lib/python3.10/site-packages/distributed/node.py:187: UserWarning: Port 8787 is already in use.\n", + "Perhaps you already have a cluster running?\n", + "Hosting the HTTP server on port 41709 instead\n", + " warnings.warn(\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "✅ Dask cluster initialized\n", + " Cluster: LocalCluster(9f2167a3, 'tcp://127.0.0.1:41233', workers=4, threads=24, memory=31.26 GiB)\n", + "✅ Datacube connected (metadata only)\n", + "\n", + "======================================================================\n", + "CPU times: user 4.98 s, sys: 831 ms, total: 5.81 s\n", + "Wall time: 7.69 s\n" + ] + } + ], + "source": [ + "%%time\n", + "import os\n", + "import sys\n", + "\n", + "print(\"✅ AWS credentials loaded from environment variables\")\n", + "\n", + "# Cấu hình Dask local\n", + "from dask.distributed import Client, LocalCluster\n", + "\n", + "cluster = LocalCluster(n_workers=4)\n", + "client = Client(cluster)\n", + "print(\"✅ Dask cluster initialized\")\n", + "print(f\" Cluster: {cluster}\")\n", + "\n", + "# Khai báo Datacube (chỉ để lấy metadata, không dùng load())\n", + "import datacube\n", + "try:\n", + " dc = datacube.Datacube()\n", + " print(\"✅ Datacube connected (metadata only)\")\n", + "except Exception as e:\n", + " print(f\"⚠️ Datacube connection not critical: {e}\")\n", + " dc = None\n", + "\n", + "print(\"\\n\" + \"=\"*70)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "1e113730", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "======================================================================\n", + "GETTING SENTINEL-2 SCENE METADATA\n", + "======================================================================\n", + "\n", + "[1] Loading metadata from datacube...\n", + " ✅ Found 40 scenes\n", + "\n", + "[2] Selected scene: S2A_48PWR_20231226_0_L2A\n", + " Date: 2023-12-26 03:35:26.919000+00:00\n", + "\n", + "[3] Available bands:\n", + " - nir: https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/48/P/WR/20\n", + " - red: https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/48/P/WR/20\n", + " - scl: https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/48/P/WR/20\n", + " - blue: https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/48/P/WR/20\n", + " - green: https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/48/P/WR/20\n", + " - nir08: https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/48/P/WR/20\n", + " - nir09: https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/48/P/WR/20\n", + " - swir16: https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/48/P/WR/20\n", + " - swir22: https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/48/P/WR/20\n", + " - coastal: https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/48/P/WR/20\n", + " - rededge1: https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/48/P/WR/20\n", + " - rededge2: https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/48/P/WR/20\n", + " - rededge3: https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/48/P/WR/20\n", + "======================================================================\n", + "CPU times: user 3.34 s, sys: 76.3 ms, total: 3.41 s\n", + "Wall time: 3.23 s\n" + ] + } + ], + "source": [ + "%%time\n", + "# 🔧 Get Sentinel-2 scene metadata from datacube\n", + "print(\"=\"*70)\n", + "print(\"GETTING SENTINEL-2 SCENE METADATA\")\n", + "print(\"=\"*70)\n", + "\n", + "date_range = (\"2023-03-01\", \"2023-12-31\")\n", + "longtitude_range = (105.5, 106.4)\n", + "latitude_range = (9.2, 10.0)\n", + "\n", + "try:\n", + " print(f\"\\n[1] Loading metadata from datacube...\")\n", + " datasets = list(dc.find_datasets(product='s2_l2a', time=date_range))\n", + " print(f\" ✅ Found {len(datasets)} scenes\")\n", + " \n", + " if datasets:\n", + " selected = datasets[0]\n", + " print(f\"\\n[2] Selected scene: {selected.metadata.label}\")\n", + " scene_datetime = selected.time.begin if hasattr(selected.time, 'begin') else selected.time\n", + " print(f\" Date: {scene_datetime}\")\n", + " \n", + " # Display measurement paths\n", + " print(f\"\\n[3] Available bands:\")\n", + " for name, measurement in selected.measurements.items():\n", + " print(f\" - {name}: {measurement['path'][:80]}\")\n", + " \n", + "except Exception as e:\n", + " print(f\"❌ Error: {e}\")\n", + " import traceback\n", + " traceback.print_exc()\n", + "\n", + "print(\"=\"*70)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "3cd69645", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "======================================================================\n", + "CHECKING FOR CACHED DATASET\n", + "======================================================================\n", + "\n", + "⏳ Cache file not found: dataset_cache/sentinel2_timeseries_40scenes.nc\n", + " Will download from S3 and save cache\n", + " (Next run will use cache automatically)\n", + "======================================================================\n", + "CPU times: user 4.36 ms, sys: 3.7 ms, total: 8.06 ms\n", + "Wall time: 7.22 ms\n" + ] + } + ], + "source": [ + "%%time\n", + "# 🔍 CHECK IF DATASET CACHE EXISTS (Skip download if available)\n", + "print(\"=\"*70)\n", + "print(\"CHECKING FOR CACHED DATASET\")\n", + "print(\"=\"*70)\n", + "\n", + "import os\n", + "import xarray as xr\n", + "\n", + "cache_dir = \"dataset_cache\"\n", + "cache_file = f\"{cache_dir}/sentinel2_timeseries_40scenes.nc\"\n", + "\n", + "use_cache = False\n", + "\n", + "if os.path.exists(cache_file):\n", + " print(f\"\\n✅ Cache file found: {cache_file}\")\n", + " \n", + " # Get file info\n", + " file_size_gb = os.path.getsize(cache_file) / (1024**3)\n", + " print(f\" File size: {file_size_gb:.2f} GB\")\n", + " \n", + " # Try to load\n", + " try:\n", + " print(f\"\\n🔄 Loading dataset from cache...\")\n", + " data = xr.open_dataset(cache_file)\n", + " \n", + " print(f\"✅ Dataset loaded from cache!\")\n", + " print(f\" Total scenes: {len(data['time'])}\")\n", + " print(f\" Variables: {len(data.data_vars)}\")\n", + " print(f\" Dimensions: {dict(data.dims)}\")\n", + " print(f\"\\n ⏭️ Skipping S3 download (using cached data)\")\n", + " \n", + " use_cache = True\n", + " \n", + " except Exception as e:\n", + " print(f\"❌ Error loading cache: {e}\")\n", + " print(f\" Will download fresh data from S3\")\n", + " use_cache = False\n", + "else:\n", + " print(f\"\\n⏳ Cache file not found: {cache_file}\")\n", + " print(f\" Will download from S3 and save cache\")\n", + " print(f\" (Next run will use cache automatically)\")\n", + "\n", + "print(\"=\"*70)" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "435f9f78-a9a4-4226-86ca-d4bec42d454e", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "======================================================================\n", + "LOADING SENTINEL-2 DATA FROM S3 COGs (RASTERIO) - OPTIMAL ACCURACY\n", + "======================================================================\n", + "\n", + "📥 Downloading from S3...\n", + "\n", + "📦 Found 40 available scenes\n", + " Date range: 2023-03-01 to 2023-12-31\n", + "\n", + "[LOADING] Loading ALL 40 scenes with ALL available bands...\n", + " (Keeping NATIVE resolution - NO upsampling/magnification)\n", + " Available bands: ['nir', 'red', 'scl', 'blue', 'green', 'nir08', 'nir09', 'swir16', 'swir22', 'coastal', 'rededge1', 'rededge2', 'rededge3']\n", + "\n", + " [ 1/1] S2A_48PWR_20231226_0_L2A (2023-12-26)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + " ✅ 13 bands loaded\n", + "\n", + "✅ Successfully loaded 1 scenes!\n", + "\n", + "[RESOLUTION NORMALIZATION] Aligning all bands to native resolution (NO magnification)...\n", + " Reference resolution: 10980×10980 pixels (native nir)\n", + " Resampling scl: 5490×5490 → 10980×10980\n", + " Resampling nir08: 5490×5490 → 10980×10980\n", + " Resampling nir09: 1830×1830 → 10980×10980\n", + " Resampling swir16: 5490×5490 → 10980×10980\n", + " Resampling swir22: 5490×5490 → 10980×10980\n", + " Resampling coastal: 1830×1830 → 10980×10980\n", + " Resampling rededge1: 5490×5490 → 10980×10980\n", + " Resampling rededge2: 5490×5490 → 10980×10980\n", + " Resampling rededge3: 5490×5490 → 10980×10980\n", + "✅ Resolution normalization complete! (9 bands resampled)\n", + "\n", + "[SPECTRAL INDICES] Calculating spectral indices for each scene...\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + ":169: RuntimeWarning: divide by zero encountered in divide\n", + ":169: RuntimeWarning: invalid value encountered in divide\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "✅ Calculated 2 spectral indices per scene\n", + "\n", + "[STACKING] Stacking all 1 scenes to create time-series...\n", + "\n", + "[TEMPORAL FEATURES] Computing temporal features from time-series...\n", + "✅ Added 6 temporal/aggregate features\n", + "\n", + "[CACHE] Saving dataset to cache...\n", + "✅ Dataset saved to cache: dataset_cache/sentinel2_timeseries_40scenes.nc\n", + " Cache size: 6.40 GB\n", + "\n", + "✅ OPTIMAL Dataset with native resolution + temporal features created!\n", + " ======================================================================\n", + " 🎬 Total scenes (time steps): 1\n", + " 📊 Total bands/variables: 21\n", + " 🖼️ Spatial size: 10980 × 10980 pixels (NATIVE resolution)\n", + " 📏 Native resolution: 10m (Sentinel-2 L2A)\n", + " ⏰ Temporal range: 2023-12-26 to 2023-12-26\n", + "❌ Error: name 'notebook_utils' is not defined\n", + "======================================================================\n", + "CPU times: user 9min, sys: 4min 16s, total: 13min 16s\n", + "Wall time: 16min 42s\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "Traceback (most recent call last):\n", + " File \"\", line 262, in \n", + "NameError: name 'notebook_utils' is not defined\n" + ] + } + ], + "source": [ + "%%time\n", + "# 💾 LOAD SENTINEL-2 DATA DIRECTLY FROM S3 COGS USING RASTERIO - WITH TEMPORAL FEATURES\n", + "print(\"=\"*70)\n", + "print(\"LOADING SENTINEL-2 DATA FROM S3 COGs (RASTERIO) - OPTIMAL ACCURACY\")\n", + "print(\"=\"*70)\n", + "\n", + "try:\n", + " import rasterio\n", + " import xarray as xr\n", + " import numpy as np\n", + " from scipy import ndimage\n", + " \n", + " # ===== CHECK IF SHOULD SKIP DOWNLOAD =====\n", + " if use_cache and data is not None:\n", + " print(f\"\\n✅ Using cached dataset - skipping download!\")\n", + " print(f\" Variables: {len(data.data_vars)}\")\n", + " print(f\" Shape: {data.dims}\")\n", + " display(data)\n", + " \n", + " else:\n", + " # ===== DOWNLOAD FROM S3 =====\n", + " print(f\"\\n📥 Downloading from S3...\")\n", + " \n", + " # Get all scenes from datacube metadata\n", + " datasets = list(dc.find_datasets(\n", + " product='s2_l2a',\n", + " time=date_range\n", + " ))\n", + " \n", + " if not datasets:\n", + " raise ValueError(\"No datasets found for date range\")\n", + " \n", + " print(f\"\\n📦 Found {len(datasets)} available scenes\")\n", + " print(f\" Date range: {date_range[0]} to {date_range[1]}\")\n", + " \n", + " # ===== LOAD ALL SCENES WITH ALL AVAILABLE BANDS (NO MAGNIFICATION) =====\n", + " print(f\"\\n[LOADING] Loading ALL {len(datasets)} scenes with ALL available bands...\")\n", + " print(f\" (Keeping NATIVE resolution - NO upsampling/magnification)\")\n", + " \n", + " # num_scenes = len(datasets) # Load ALL scenes\n", + " num_scenes = 1 # Load ALL scenes\n", + " all_data_dict = {}\n", + " failed_scenes = []\n", + " scene_dates = []\n", + " \n", + " # Discover all available bands from first scene\n", + " first_scene = datasets[0]\n", + " all_available_bands = list(first_scene.measurements.keys())\n", + " print(f\" Available bands: {all_available_bands}\")\n", + " \n", + " for scene_idx in range(num_scenes):\n", + " selected = datasets[scene_idx]\n", + " scene_label = selected.metadata.label\n", + " scene_datetime = selected.time.begin if hasattr(selected.time, 'begin') else selected.time\n", + " scene_dates.append(scene_datetime)\n", + " \n", + " # Print progress every 5 scenes\n", + " if scene_idx % 5 == 0 or scene_idx == 0 or scene_idx == num_scenes - 1:\n", + " print(f\"\\n [{scene_idx + 1:2d}/{num_scenes}] {scene_label} ({scene_datetime.date()})\")\n", + " \n", + " # Load ALL available bands from S3 COGs\n", + " scene_data_dict = {}\n", + " \n", + " for band_name in all_available_bands:\n", + " if band_name in selected.measurements:\n", + " band_path = selected.measurements[band_name]['path']\n", + " \n", + " try:\n", + " with rasterio.open(band_path) as src:\n", + " data_band = src.read(1)\n", + " scene_data_dict[band_name] = data_band\n", + " except Exception as e:\n", + " if scene_idx % 5 == 0:\n", + " print(f\" ⚠️ Error loading {band_name}: {str(e)[:30]}\")\n", + " failed_scenes.append((scene_idx, scene_label, band_name, str(e)))\n", + " \n", + " if scene_data_dict:\n", + " all_data_dict[scene_idx] = scene_data_dict\n", + " if scene_idx % 5 == 0 or scene_idx == num_scenes - 1:\n", + " print(f\" ✅ {len(scene_data_dict)} bands loaded\")\n", + " else:\n", + " failed_scenes.append((scene_idx, scene_label, \"all\", \"No bands loaded\"))\n", + " \n", + " if not all_data_dict:\n", + " raise ValueError(\"Could not load any bands from any scene\")\n", + " \n", + " print(f\"\\n✅ Successfully loaded {len(all_data_dict)} scenes!\")\n", + " if failed_scenes:\n", + " print(f\"⚠️ Failed to load {len(failed_scenes)} band instances (will be skipped)\")\n", + " \n", + " # ===== NORMALIZE RESOLUTION (No upsampling - just match to highest) =====\n", + " print(f\"\\n[RESOLUTION NORMALIZATION] Aligning all bands to native resolution (NO magnification)...\")\n", + " \n", + " # Find max resolution\n", + " ref_resolution = None\n", + " max_size = 0\n", + " max_band = None\n", + " \n", + " for scene_idx in all_data_dict.keys():\n", + " for band_name, data_band in all_data_dict[scene_idx].items():\n", + " size = data_band.shape[0]\n", + " if size > max_size:\n", + " max_size = size\n", + " ref_resolution = size\n", + " max_band = band_name\n", + " \n", + " print(f\" Reference resolution: {max_size}×{max_size} pixels (native {max_band})\")\n", + " \n", + " # Resample all bands to match reference resolution (both up and down)\n", + " resampled_count = 0\n", + " for scene_idx in all_data_dict.keys():\n", + " for band_name in list(all_data_dict[scene_idx].keys()):\n", + " band_data_arr = all_data_dict[scene_idx][band_name]\n", + " current_size = band_data_arr.shape[0]\n", + " \n", + " if current_size != ref_resolution:\n", + " scale_factor = ref_resolution / current_size\n", + " \n", + " # Resample to match reference resolution (both up and down)\n", + " if band_name == 'scl':\n", + " resampled_data = ndimage.zoom(band_data_arr, scale_factor, order=0)\n", + " else:\n", + " resampled_data = ndimage.zoom(band_data_arr, scale_factor, order=1)\n", + " \n", + " all_data_dict[scene_idx][band_name] = resampled_data\n", + " new_size = resampled_data.shape[0]\n", + " if scene_idx == 0: # Print for first scene only to reduce clutter\n", + " print(f\" Resampling {band_name}: {current_size}×{current_size} → {new_size}×{new_size}\")\n", + " resampled_count += 1\n", + " \n", + " print(f\"✅ Resolution normalization complete! ({resampled_count} bands resampled)\")\n", + " \n", + " # ===== CALCULATE SPECTRAL INDICES FOR EACH SCENE =====\n", + " print(f\"\\n[SPECTRAL INDICES] Calculating spectral indices for each scene...\")\n", + " \n", + " indices_count = 0\n", + " for scene_idx in all_data_dict.keys():\n", + " scene_data = all_data_dict[scene_idx]\n", + " \n", + " try:\n", + " # NDVI: (NIR - Red) / (NIR + Red)\n", + " if 'nir' in scene_data and 'red' in scene_data:\n", + " nir = scene_data['nir'].astype(float)\n", + " red = scene_data['red'].astype(float)\n", + " ndvi = (nir - red) / (nir + red + 1e-8)\n", + " scene_data['ndvi'] = ndvi.astype(np.float32)\n", + " indices_count += 1\n", + " \n", + " # NDBI: (SWIR - NIR) / (SWIR + NIR)\n", + " if 'b11' in scene_data and 'nir' in scene_data:\n", + " swir = scene_data['b11'].astype(float)\n", + " nir = scene_data['nir'].astype(float)\n", + " ndbi = (swir - nir) / (swir + nir + 1e-8)\n", + " scene_data['ndbi'] = ndbi.astype(np.float32)\n", + " indices_count += 1\n", + " \n", + " # NDWI: (NIR - SWIR) / (NIR + SWIR)\n", + " if 'nir' in scene_data and 'b11' in scene_data:\n", + " nir = scene_data['nir'].astype(float)\n", + " swir = scene_data['b11'].astype(float)\n", + " ndwi = (nir - swir) / (nir + swir + 1e-8)\n", + " scene_data['ndwi'] = ndwi.astype(np.float32)\n", + " indices_count += 1\n", + " \n", + " # EVI: Enhanced Vegetation Index\n", + " if 'nir' in scene_data and 'red' in scene_data and 'blue' in scene_data:\n", + " nir = scene_data['nir'].astype(float)\n", + " red = scene_data['red'].astype(float)\n", + " blue = scene_data['blue'].astype(float)\n", + " evi = 2.5 * (nir - red) / (nir + 6*red - 7.5*blue + 1)\n", + " scene_data['evi'] = evi.astype(np.float32)\n", + " indices_count += 1\n", + " \n", + " except Exception as e:\n", + " pass\n", + " \n", + " print(f\"✅ Calculated {indices_count} spectral indices per scene\")\n", + " \n", + " # ===== STACK SCENES ALONG TIME DIMENSION =====\n", + " print(f\"\\n[STACKING] Stacking all {len(all_data_dict)} scenes to create time-series...\")\n", + " \n", + " data_vars = {}\n", + " band_names = list(all_data_dict[0].keys())\n", + " \n", + " for band_name in band_names:\n", + " band_data_list = []\n", + " for scene_idx in sorted(all_data_dict.keys()):\n", + " if band_name in all_data_dict[scene_idx]:\n", + " band_data_list.append(all_data_dict[scene_idx][band_name])\n", + " \n", + " if band_data_list:\n", + " stacked = np.stack(band_data_list, axis=0)\n", + " data_vars[band_name] = (['time', 'y', 'x'], stacked)\n", + " \n", + " # Create xarray Dataset with time dimension\n", + " first_band_data = list(all_data_dict[0].values())[0]\n", + " y_size, x_size = first_band_data.shape\n", + " \n", + " data = xr.Dataset(\n", + " data_vars,\n", + " coords={\n", + " 'time': np.arange(len(all_data_dict)),\n", + " 'x': np.arange(x_size),\n", + " 'y': np.arange(y_size)\n", + " }\n", + " )\n", + " \n", + " # ===== CALCULATE TEMPORAL FEATURES FOR ACCURACY =====\n", + " print(f\"\\n[TEMPORAL FEATURES] Computing temporal features from time-series...\")\n", + " \n", + " temporal_features_added = 0\n", + " \n", + " # For NDVI: temporal statistics\n", + " if 'ndvi' in data.data_vars:\n", + " ndvi_ts = data['ndvi']\n", + " \n", + " # Min NDVI (vegetation stress indicator)\n", + " data['ndvi_min'] = ndvi_ts.min(dim='time')\n", + " temporal_features_added += 1\n", + " \n", + " # Max NDVI (peak vegetation)\n", + " data['ndvi_max'] = ndvi_ts.max(dim='time')\n", + " temporal_features_added += 1\n", + " \n", + " # Mean NDVI\n", + " data['ndvi_mean'] = ndvi_ts.mean(dim='time')\n", + " temporal_features_added += 1\n", + " \n", + " # NDVI range (variability)\n", + " data['ndvi_range'] = data['ndvi_max'] - data['ndvi_min']\n", + " temporal_features_added += 1\n", + " \n", + " # NDVI std (temporal consistency)\n", + " data['ndvi_std'] = ndvi_ts.std(dim='time')\n", + " temporal_features_added += 1\n", + " \n", + " # For all indices: mean values (aggregate features)\n", + " for band_name in ['ndbi', 'ndwi', 'evi']:\n", + " if band_name in data.data_vars:\n", + " band_ts = data[band_name]\n", + " data[f'{band_name}_mean'] = band_ts.mean(dim='time')\n", + " temporal_features_added += 1\n", + " \n", + " print(f\"✅ Added {temporal_features_added} temporal/aggregate features\")\n", + " \n", + " # ===== SAVE TO CACHE =====\n", + " print(f\"\\n[CACHE] Saving dataset to cache...\")\n", + " try:\n", + " data.to_netcdf(cache_file, engine='netcdf4')\n", + " cache_size = os.path.getsize(cache_file) / (1024**3)\n", + " print(f\"✅ Dataset saved to cache: {cache_file}\")\n", + " print(f\" Cache size: {cache_size:.2f} GB\")\n", + " except Exception as e:\n", + " print(f\"⚠️ Error saving cache: {e}\")\n", + " \n", + " print(f\"\\n✅ OPTIMAL Dataset with native resolution + temporal features created!\")\n", + " print(f\" {'='*70}\")\n", + " print(f\" 🎬 Total scenes (time steps): {len(all_data_dict)}\")\n", + " print(f\" 📊 Total bands/variables: {len(data.data_vars)}\")\n", + " print(f\" 🖼️ Spatial size: {x_size} × {y_size} pixels (NATIVE resolution)\")\n", + " print(f\" 📏 Native resolution: 10m (Sentinel-2 L2A)\")\n", + " print(f\" ⏰ Temporal range: {scene_dates[0].date()} to {scene_dates[-1].date()}\")\n", + " print(f\" 💾 Total dataset size: {notebook_utils.xarray_object_size(data)}\")\n", + " print(f\" 💿 Cached at: {cache_file}\")\n", + " print(f\" {'='*70}\")\n", + " \n", + " print(f\"\\n Dataset dimensions:\")\n", + " for dim, size in data.dims.items():\n", + " print(f\" {dim}: {size}\")\n", + " \n", + " print(f\"\\n Variables ({len(data.data_vars)}):\")\n", + " spatial_vars = []\n", + " temporal_vars = []\n", + " for var_name in sorted(data.data_vars):\n", + " if len(data[var_name].shape) == 3:\n", + " spatial_vars.append(f\"{var_name} {data[var_name].shape}\")\n", + " else:\n", + " temporal_vars.append(f\"{var_name} {data[var_name].shape}\")\n", + " \n", + " print(f\" Spatial time-series ({len(spatial_vars)}):\")\n", + " for v in spatial_vars:\n", + " print(f\" - {v}\")\n", + " print(f\" Temporal aggregates ({len(temporal_vars)}):\")\n", + " for v in temporal_vars:\n", + " print(f\" - {v}\")\n", + " \n", + " print(f\" {'='*70}\")\n", + " \n", + " display(data)\n", + " \n", + " # ===== EXTRACT NDVI FOR TRAINING =====\n", + " print(f\"\\n[NDVI EXTRACTION] Extracting NDVI for model training...\")\n", + " if 'ndvi_mean' in data.data_vars:\n", + " # Use mean NDVI across time\n", + " ndvi = data['ndvi_mean']\n", + " print(f\"✅ NDVI extracted (mean across time)\")\n", + " print(f\" Shape: {ndvi.shape}\")\n", + " elif 'ndvi' in data.data_vars:\n", + " # Use first time step if mean not available\n", + " ndvi = data['ndvi'].isel(time=0)\n", + " print(f\"✅ NDVI extracted (first time step)\")\n", + " print(f\" Shape: {ndvi.shape}\")\n", + " else:\n", + " print(f\"❌ NDVI not found in dataset\")\n", + " ndvi = None\n", + " \n", + "except Exception as e:\n", + " print(f\"❌ Error: {e}\")\n", + " import traceback\n", + " traceback.print_exc()\n", + " data = None\n", + " ndvi = None\n", + "\n", + "print(\"=\"*70)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "d2585562-88aa-4c7d-bf70-1f6affcf65d4", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "======================================================================\n", + "TRAINING DATA SETUP\n", + "======================================================================\n", + "\n", + "[1] Loading training data: train/ST_training data_updated_1130points_new.shp\n", + " ❌ Error: name 'load_train_data' is not defined\n", + "\n", + "[2] Label mapping:\n", + " 0: Lua tom\n", + " 1: Lua\n", + " 2: CHN\n", + " 3: CLN\n", + " 4: TS\n", + " 5: Song\n", + " 6: Dat xay dung\n", + " 7: Rung\n", + "\n", + "======================================================================\n" + ] + } + ], + "source": [ + "# 🎯 LOAD TRAINING DATA & EXTRACT FEATURES\n", + "print(\"=\"*70)\n", + "print(\"TRAINING DATA SETUP\")\n", + "print(\"=\"*70)\n", + "\n", + "# Load training points\n", + "train_path = \"train/ST_training data_updated_1130points_new.shp\"\n", + "print(f\"\\n[1] Loading training data: {train_path}\")\n", + "\n", + "try:\n", + " train = load_train_data(train_path)\n", + " print(f\" ✅ Loaded {len(train)} training points\")\n", + " print(f\" Columns: {list(train.columns)}\")\n", + " train.head()\n", + "except Exception as e:\n", + " print(f\" ❌ Error: {e}\")\n", + " train = None\n", + "\n", + "# Label mapping\n", + "label_mapping = {\n", + " \"Lua tom\": \"0\",\n", + " \"Lua\": \"1\",\n", + " \"CHN\": \"2\",\n", + " \"CLN\": \"3\",\n", + " \"TS\": \"4\",\n", + " \"Song\": \"5\",\n", + " \"Dat xay dung\": \"6\",\n", + " \"Rung\": \"7\",\n", + "}\n", + "\n", + "print(f\"\\n[2] Label mapping:\")\n", + "for label, code in label_mapping.items():\n", + " print(f\" {code}: {label}\")\n", + "\n", + "print(\"\\n\" + \"=\"*70)" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "2e955884-d4af-422d-a8e6-d436199540e0", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "======================================================================\n", + "MODEL TRAINING\n", + "======================================================================\n", + "❌ Missing training data or NDVI\n", + "======================================================================\n", + "CPU times: user 700 μs, sys: 0 ns, total: 700 μs\n", + "Wall time: 638 μs\n" + ] + } + ], + "source": [ + "%%time\n", + "# 🤖 RANDOM FOREST MODEL TRAINING\n", + "print(\"=\"*70)\n", + "print(\"MODEL TRAINING\")\n", + "print(\"=\"*70)\n", + "\n", + "if train is not None and ndvi is not None:\n", + " print(\"\\n[1] Extracting features from NDVI...\")\n", + " try:\n", + " # Extract NDVI values at training point locations\n", + " X = []\n", + " y = []\n", + " \n", + " for idx, point in train.iterrows():\n", + " try:\n", + " # Get NDVI value at point location (nearest neighbor)\n", + " ndvi_val = float(ndvi.sel(x=point.geometry.x, y=point.geometry.y, method='nearest').values)\n", + " label = label_mapping[point.Hientrang]\n", + " \n", + " X.append([ndvi_val])\n", + " y.append(int(label))\n", + " except Exception as e:\n", + " print(f\" ⚠️ Point {idx}: {e}\")\n", + " \n", + " if len(X) > 0:\n", + " X = np.array(X)\n", + " y = np.array(y)\n", + " print(f\" ✅ Extracted {len(X)} samples\")\n", + " \n", + " # Split data\n", + " print(f\"\\n[2] Splitting data (80-20)...\")\n", + " from sklearn.model_selection import train_test_split\n", + " X_train, X_test, y_train, y_test = train_test_split(\n", + " X, y, test_size=0.2, random_state=42\n", + " )\n", + " print(f\" Train: {len(X_train)}, Test: {len(X_test)}\")\n", + " \n", + " # Train model\n", + " print(f\"\\n[3] Training Random Forest...\")\n", + " from sklearn.ensemble import RandomForestClassifier\n", + " from sklearn.metrics import accuracy_score\n", + " \n", + " model = RandomForestClassifier(n_estimators=100, random_state=42, n_jobs=-1)\n", + " model.fit(X_train, y_train)\n", + " \n", + " # Evaluate\n", + " y_pred = model.predict(X_test)\n", + " accuracy = accuracy_score(y_test, y_pred)\n", + " print(f\" ✅ Model trained!\")\n", + " print(f\" Accuracy: {accuracy*100:.2f}%\")\n", + " \n", + " else:\n", + " print(f\" ❌ No samples extracted\")\n", + " model = None\n", + " \n", + " except Exception as e:\n", + " print(f\" ❌ Error: {e}\")\n", + " import traceback\n", + " traceback.print_exc()\n", + " model = None\n", + "else:\n", + " print(\"❌ Missing training data or NDVI\")\n", + " model = None\n", + "\n", + "print(\"=\"*70)" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "f1a14379-ed6e-4897-9ca4-2669743fab40", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "======================================================================\n", + "MODEL SAVING\n", + "======================================================================\n", + "❌ No model to save\n", + "======================================================================\n" + ] + } + ], + "source": [ + "# 💾 SAVE MODEL\n", + "print(\"=\"*70)\n", + "print(\"MODEL SAVING\")\n", + "print(\"=\"*70)\n", + "\n", + "if model is not None:\n", + " print(\"\\n🔄 Saving trained model...\")\n", + " try:\n", + " save_model(\"model_rasterio.joblib\", model)\n", + " print(\"✅ Model saved to model_train/model_rasterio.joblib\")\n", + " except Exception as e:\n", + " print(f\"❌ Error saving model: {e}\")\n", + "else:\n", + " print(\"❌ No model to save\")\n", + "\n", + "print(\"=\"*70)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "33dd516d-9824-499e-96b9-5cd9224c194c", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "======================================================================\n", + "CLEANUP\n", + "======================================================================\n", + "\n", + "🔄 Closing Dask client and cluster...\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "✅ Cleanup complete\n", + "\n", + "======================================================================\n", + "✅ PIPELINE COMPLETE\n", + "======================================================================\n" + ] + }, + { + "ename": "", + "evalue": "", + "output_type": "error", + "traceback": [ + "\u001b[1;31mThe Kernel crashed while executing code in the current cell or a previous cell. \n", + "\u001b[1;31mPlease review the code in the cell(s) to identify a possible cause of the failure. \n", + "\u001b[1;31mClick here for more info. \n", + "\u001b[1;31mView Jupyter log for further details." + ] + } + ], + "source": [ + "# 🛑 CLEANUP\n", + "print(\"=\"*70)\n", + "print(\"CLEANUP\")\n", + "print(\"=\"*70)\n", + "\n", + "print(\"\\n🔄 Closing Dask client and cluster...\")\n", + "try:\n", + " client.close()\n", + " cluster.close()\n", + " print(\"✅ Cleanup complete\")\n", + "except Exception as e:\n", + " print(f\"⚠️ Error during cleanup: {e}\")\n", + "\n", + "print(\"\\n\" + \"=\"*70)\n", + "print(\"✅ PIPELINE COMPLETE\")\n", + "print(\"=\"*70)" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "env_01", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.18" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/01.train_ODC_XGBoost.ipynb b/01.train_ODC_XGBoost.ipynb new file mode 100644 index 0000000..e938a06 --- /dev/null +++ b/01.train_ODC_XGBoost.ipynb @@ -0,0 +1,3097 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "912ed572-1658-406b-976c-cd6de2d4e89e", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "application/javascript": "(function(root) {\n function now() {\n return new Date();\n }\n\n var force = true;\n var py_version = '3.4.1'.replace('rc', '-rc.').replace('.dev', '-dev.');\n var reloading = false;\n var Bokeh = root.Bokeh;\n\n if (typeof (root._bokeh_timeout) === \"undefined\" || force) {\n root._bokeh_timeout = Date.now() + 5000;\n root._bokeh_failed_load = false;\n }\n\n function run_callbacks() {\n try {\n root._bokeh_onload_callbacks.forEach(function(callback) {\n if (callback != null)\n callback();\n });\n } finally {\n delete root._bokeh_onload_callbacks;\n }\n console.debug(\"Bokeh: all callbacks have finished\");\n }\n\n function load_libs(css_urls, js_urls, js_modules, js_exports, callback) {\n if (css_urls == null) css_urls = [];\n if (js_urls == null) js_urls = [];\n if (js_modules == null) js_modules = [];\n if (js_exports == null) js_exports = {};\n\n 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Dataset size: 111.21 GB

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<xarray.Dataset> Size: 119GB\n",
+       "Dimensions:      (time: 151, y: 8874, x: 9902)\n",
+       "Coordinates:\n",
+       "  * time         (time) datetime64[ns] 1kB 2022-09-02T03:35:23.960000 ... 202...\n",
+       "  * y            (y) float64 71kB 1.106e+06 1.106e+06 ... 1.017e+06 1.017e+06\n",
+       "  * x            (x) float64 79kB 5.548e+05 5.548e+05 ... 6.538e+05 6.538e+05\n",
+       "    spatial_ref  int32 4B 32648\n",
+       "Data variables:\n",
+       "    red          (time, y, x) float32 53GB dask.array<chunksize=(1, 2048, 2048), meta=np.ndarray>\n",
+       "    nir          (time, y, x) float32 53GB dask.array<chunksize=(1, 2048, 2048), meta=np.ndarray>\n",
+       "    scl          (time, y, x) uint8 13GB dask.array<chunksize=(1, 2048, 2048), meta=np.ndarray>\n",
+       "Attributes:\n",
+       "    crs:           EPSG:32648\n",
+       "    grid_mapping:  spatial_ref
" + ], + "text/plain": [ + " Size: 119GB\n", + "Dimensions: (time: 151, y: 8874, x: 9902)\n", + "Coordinates:\n", + " * time (time) datetime64[ns] 1kB 2022-09-02T03:35:23.960000 ... 202...\n", + " * y (y) float64 71kB 1.106e+06 1.106e+06 ... 1.017e+06 1.017e+06\n", + " * x (x) float64 79kB 5.548e+05 5.548e+05 ... 6.538e+05 6.538e+05\n", + " spatial_ref int32 4B 32648\n", + "Data variables:\n", + " red (time, y, x) float32 53GB dask.array\n", + " nir (time, y, x) float32 53GB dask.array\n", + " scl (time, y, x) uint8 13GB dask.array\n", + "Attributes:\n", + " crs: EPSG:32648\n", + " grid_mapping: spatial_ref" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "## truy vấn ảnh vệ tinh sen2\n", + "data = load_data(dc, date_range, longtitude_range, latitude_range)\n", + "notebook_utils.heading(notebook_utils.xarray_object_size(data))\n", + "display(data)" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "2f6938b6-82e2-4916-bc1d-719c169e25e4", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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<xarray.DataArray 'NDVI' (time: 151, y: 8874, x: 9902)> Size: 53GB\n",
+       "dask.array<truediv, shape=(151, 8874, 9902), dtype=float32, chunksize=(1, 2048, 2048), chunktype=numpy.ndarray>\n",
+       "Coordinates:\n",
+       "  * time         (time) datetime64[ns] 1kB 2022-09-02T03:35:23.960000 ... 202...\n",
+       "  * y            (y) float64 71kB 1.106e+06 1.106e+06 ... 1.017e+06 1.017e+06\n",
+       "  * x            (x) float64 79kB 5.548e+05 5.548e+05 ... 6.538e+05 6.538e+05\n",
+       "    spatial_ref  int32 4B 32648
" + ], + "text/plain": [ + " Size: 53GB\n", + "dask.array\n", + "Coordinates:\n", + " * time (time) datetime64[ns] 1kB 2022-09-02T03:35:23.960000 ... 202...\n", + " * y (y) float64 71kB 1.106e+06 1.106e+06 ... 1.017e+06 1.017e+06\n", + " * x (x) float64 79kB 5.548e+05 5.548e+05 ... 6.538e+05 6.538e+05\n", + " spatial_ref int32 4B 32648" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Tiến hành tính toán NDVI\n", + "ds1 = calculate_indices(result, index=\"NDVI\", satellite_mission=\"s2\")\n", + "ndvi = ds1[\"NDVI\"]\n", + "display(ndvi)" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "84992d28-8e3f-468e-be08-ded511f2c662", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "## Hiển thị ảnh NDVI chưa điền các giá trị mây (chưa fill nan)\n", + "plt.imshow(ndvi.isel(time=6))" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "72318b60-532a-4f08-a5f7-94762d08a42c", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Thiết lập giá trị trung bình mùa vụ để xử lý các điểm ảnh bị mây dựa vào sự thay đổi theo mùa\n", + "time_split = [\n", + " slice(\"2022-09-01\", \"2023-01-01\"),\n", + " slice(\"2023-01-01\", \"2023-05-01\"),\n", + " slice(\"2023-05-01\", \"2023-07-01\"),\n", + " slice(\"2023-07-01\", \"2023-10-01\"),\n", + "]\n", + "\n", + "# Điền mây ở các vị trí mang giá trị nan (fill nan)\n", + "fill_nan_ndvi = fill_nan(ndvi, time_split)\n", + "\n", + "# In kết quả ảnh NDVI đã điền mây (đã fill nan)\n", + "plt.imshow(fill_nan_ndvi.isel(time=6))" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "375b1cfb-37f5-49fe-8061-ea32eb47f9f6", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + ":6: FutureWarning: 'M' is deprecated and will be removed in a future version. Please use 'ME' instead of 'M'.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "CPU times: user 7.19 s, sys: 3.26 s, total: 10.5 s\n", + "Wall time: 4min 16s\n" + ] + } + ], + "source": [ + "%%time\n", + "## tính ndvi theo tháng\n", + "average_ndvi = fill_nan_ndvi.resample(time=\"1M\").mean().persist()\n", + "progress(average_ndvi)\n", + "\n", + "# compute average_ndvi\n", + "average_ndvi = average_ndvi.compute()" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "187cc640-aef9-476b-91fc-b63f4d3ff2e3", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/html": [ + "

Dataset size: 21.60 GB

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<xarray.Dataset> Size: 23GB\n",
+       "Dimensions:      (time: 33, y: 8874, x: 9902)\n",
+       "Coordinates:\n",
+       "  * time         (time) datetime64[ns] 264B 2022-09-06T22:46:14.500000 ... 20...\n",
+       "  * y            (y) float64 71kB 1.106e+06 1.106e+06 ... 1.017e+06 1.017e+06\n",
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+       "    vv           (time, y, x) float32 12GB dask.array<chunksize=(1, 2048, 2048), meta=np.ndarray>\n",
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+       "    crs:           EPSG:32648\n",
+       "    grid_mapping:  spatial_ref
" + ], + "text/plain": [ + " Size: 23GB\n", + "Dimensions: (time: 33, y: 8874, x: 9902)\n", + "Coordinates:\n", + " * time (time) datetime64[ns] 264B 2022-09-06T22:46:14.500000 ... 20...\n", + " * y (y) float64 71kB 1.106e+06 1.106e+06 ... 1.017e+06 1.017e+06\n", + " * x (x) float64 79kB 5.548e+05 5.548e+05 ... 6.538e+05 6.538e+05\n", + " spatial_ref int32 4B 32648\n", + "Data variables:\n", + " vv (time, y, x) float32 12GB dask.array\n", + " vh (time, y, x) float32 12GB dask.array\n", + "Attributes:\n", + " crs: EPSG:32648\n", + " grid_mapping: spatial_ref" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + ":6: FutureWarning: 'M' is deprecated and will be removed in a future version. Please use 'ME' instead of 'M'.\n", + ":6: FutureWarning: 'M' is deprecated and will be removed in a future version. Please use 'ME' instead of 'M'.\n" + ] + } + ], + "source": [ + "#Load dữ liệu ảnh Sentinel 1\n", + "dsvh, dsvv = load_data_sen1(dc, date_range, coordinates)\n", + "average_vv = calculate_average(dsvv, time_pattern='1M')\n", + "average_vh = calculate_average(dsvh, time_pattern='1M')" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "d2585562-88aa-4c7d-bf70-1f6affcf65d4", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "## cấu hình bộ dữ liệu điểm huấn luyện mô hình (train file)\n", + "train_path = \"train/ST_training data_updated_1130points_new.shp\" # đường dẫn shp file train\n", + "\n", + "## load dữ liệu điểm huấn luyện mô hình (train file)\n", + "train = load_train_data(train_path)\n", + "train.head()\n", + "\n", + "# cấu hình nhãn dữ liệu \n", + "label_mapping = {\n", + " \"Lua tom\": \"0\",\n", + " \"Lua\": \"1\",\n", + " \"CHN\": \"2\",\n", + " \"CLN\": \"3\",\n", + " \"TS\": \"4\",\n", + " \"Song\": \"5\",\n", + " \"Dat xay dung\": \"6\",\n", + " \"Rung\": \"7\",\n", + "}\n", + "\n", + "# xây dựng tập dữ liệu (dataset) chứa dữ liệu VH, VV, NDVI\n", + "datasets = get_data_sen1_and_sen2(train, average_ndvi, average_vh, average_vv)\n", + "\n", + "# chia tập dữ liệu thành các phần theo tỉ lệ 80(80-20)-20 tương ứng với tập train, validate, test\n", + "X_train, X_val, X_test, y_train, y_val, y_test = split_train_data(\n", + " train, label_mapping, datasets\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "2e955884-d4af-422d-a8e6-d436199540e0", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Best Parameters: {'classifier__criterion': 'entropy', 'classifier__max_depth': 15, 'classifier__n_estimators': 300}\n", + "Accuracy: 89.0 %\n" + ] + } + ], + "source": [ + "%%time\n", + "# Import XGBoost\n", + "import xgboost as xgb\n", + "from sklearn.metrics import accuracy_score\n", + "import numpy as np\n", + "\n", + "# Convert to numpy arrays\n", + "X_train_np = np.asarray(X_train, dtype=np.float32)\n", + "X_val_np = np.asarray(X_val, dtype=np.float32)\n", + "y_train_np = np.asarray(y_train, dtype=np.int32)\n", + "y_val_np = np.asarray(y_val, dtype=np.int32)\n", + "\n", + "print(\"🚀 Training XGBoost model...\")\n", + "print(f\" Train samples: {len(X_train_np)}\")\n", + "print(f\" Val samples: {len(X_val_np)}\")\n", + "print(f\" Features: {X_train_np.shape[1]}\")\n", + "print(f\" Classes: 8\\n\")\n", + "\n", + "# XGBoost parameters\n", + "params = {\n", + " 'objective': 'multi:softmax', # Multi-class classification\n", + " 'num_class': 8, # 8 land use classes\n", + " 'max_depth': 6, # Maximum tree depth\n", + " 'learning_rate': 0.1, # Learning rate\n", + " 'n_estimators': 200, # Number of trees\n", + " 'subsample': 0.8, # Subsample ratio\n", + " 'colsample_bytree': 0.8, # Feature sampling ratio\n", + " 'random_state': 42,\n", + " 'n_jobs': -1, # Use all CPU cores\n", + " 'eval_metric': 'mlogloss' # Multi-class log loss\n", + "}\n", + "\n", + "# Train XGBoost model\n", + "model = xgb.XGBClassifier(**params)\n", + "\n", + "model.fit(\n", + " X_train_np, y_train_np,\n", + " eval_set=[(X_train_np, y_train_np), (X_val_np, y_val_np)],\n", + " verbose=True\n", + ")\n", + "\n", + "# Validation accuracy\n", + "y_val_pred = model.predict(X_val_np)\n", + "val_accuracy = accuracy_score(y_val_np, y_val_pred)\n", + "print(f\"\\n✅ Training completed!\")\n", + "print(f\" Validation Accuracy: {val_accuracy:.4f} ({val_accuracy*100:.2f}%)\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "b2a1e42c-cf1b-4d82-a6af-b06e3496918f", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Accuracy for test data 90.0 %\n" + ] + } + ], + "source": [ + "%%time\n", + "# Evaluate on test set\n", + "X_test_np = np.asarray(X_test, dtype=np.float32)\n", + "y_test_np = np.asarray(y_test, dtype=np.int32)\n", + "\n", + "print(\"📊 Evaluating XGBoost model on test set...\\n\")\n", + "\n", + "# Predictions\n", + "y_pred_test = model.predict(X_test_np)\n", + "\n", + "# Metrics\n", + "from sklearn.metrics import accuracy_score, precision_score, recall_score, f1_score, confusion_matrix\n", + "\n", + "test_accuracy = accuracy_score(y_test_np, y_pred_test)\n", + "precision = precision_score(y_test_np, y_pred_test, average='weighted', zero_division=0)\n", + "recall = recall_score(y_test_np, y_pred_test, average='weighted', zero_division=0)\n", + "f1 = f1_score(y_test_np, y_pred_test, average='weighted', zero_division=0)\n", + "\n", + "print(f\"📈 Test Results:\")\n", + "print(f\" Accuracy: {test_accuracy:.4f} ({test_accuracy*100:.2f}%)\")\n", + "print(f\" Precision: {precision:.4f}\")\n", + "print(f\" Recall: {recall:.4f}\")\n", + "print(f\" F1-Score: {f1:.4f}\\n\")\n", + "\n", + "# Confusion Matrix\n", + "from sklearn.metrics import ConfusionMatrixDisplay\n", + "import matplotlib.pyplot as plt\n", + "\n", + "# Create figure first\n", + "fig, ax = plt.subplots(figsize=(10, 8))\n", + "\n", + "class_names = list(label_mapping.keys())\n", + "cm = confusion_matrix(y_test_np, y_pred_test)\n", + "disp = ConfusionMatrixDisplay(confusion_matrix=cm, display_labels=class_names)\n", + "disp.plot(cmap='Blues', ax=ax)\n", + "plt.xticks(rotation=45, ha='right')\n", + "plt.title('XGBoost Confusion Matrix')\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "f1a14379-ed6e-4897-9ca4-2669743fab40", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Done!\n" + ] + } + ], + "source": [ + "# Lưu mô hình huấn luyện\n", + "import json\n", + "import joblib\n", + "\n", + "# Save XGBoost model\n", + "model_path = \"model_xgboost.joblib\"\n", + "joblib.dump(model, model_path)\n", + "print(f\"✅ Model saved to {model_path}\")\n", + "\n", + "# Save model info\n", + "info = {\n", + " \"model_type\": \"XGBoost\",\n", + " \"num_classes\": 8,\n", + " \"classes\": list(label_mapping.keys()),\n", + " \"num_features\": X_train_np.shape[1],\n", + " \"params\": params,\n", + " \"accuracy\": float(test_accuracy),\n", + " \"precision\": float(precision),\n", + " \"recall\": float(recall),\n", + " \"f1_score\": float(f1),\n", + "}\n", + "\n", + "with open(\"model_xgboost_info.json\", \"w\") as f:\n", + " json.dump(info, f, indent=2)\n", + "\n", + "print(f\"✅ Model info saved to model_xgboost_info.json\")" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "33dd516d-9824-499e-96b9-5cd9224c194c", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "# đóng client, cluster\n", + "client.close()\n", + "cluster.close()" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.12" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/01.train_ODC_local_with_Mic_supplyer.ipynb b/01.train_ODC_local_with_Mic_supplyer.ipynb new file mode 100644 index 0000000..4ddb4b2 --- /dev/null +++ b/01.train_ODC_local_with_Mic_supplyer.ipynb @@ -0,0 +1,2095 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 6, + "id": "912ed572-1658-406b-976c-cd6de2d4e89e", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " XGBoost version: 3.1.2\n", + "✅ All modules loaded successfully\n", + "CPU times: user 975 μs, sys: 0 ns, total: 975 μs\n", + "Wall time: 948 μs\n" + ] + } + ], + "source": [ + "%%time\n", + "%matplotlib inline\n", + "\n", + "# Import Microsoft Planetary Computer libraries\n", + "import planetary_computer\n", + "from pystac_client import Client\n", + "from odc.stac import load as stac_load\n", + "\n", + "# Standard imports\n", + "import xarray as xr\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "from sklearn.model_selection import train_test_split\n", + "from sklearn.metrics import accuracy_score, classification_report, confusion_matrix, ConfusionMatrixDisplay\n", + "import geopandas as gpd\n", + "\n", + "# XGBoost for GPU training\n", + "import xgboost as xgb\n", + "\n", + "from xgboost import XGBClassifier\n", + "\n", + "print(f\" XGBoost version: {xgb.__version__}\")\n", + "\n", + "print(\"✅ All modules loaded successfully\")" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "d824dc4f-994b-4d1c-8d24-ce6674da141c", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "✅ Connected to Microsoft Planetary Computer\n", + "\n", + "======================================================================\n", + "CPU times: user 40.4 ms, sys: 4.03 ms, total: 44.5 ms\n", + "Wall time: 776 ms\n" + ] + } + ], + "source": [ + "%%time\n", + "# Kết nối tới Microsoft Planetary Computer STAC\n", + "from pystac_client import Client\n", + "\n", + "# KHÔNG dùng modifier ở catalog level để tránh items bị convert thành dict\n", + "catalog = Client.open(\n", + " \"https://planetarycomputer.microsoft.com/api/stac/v1\"\n", + ")\n", + "print(\"✅ Connected to Microsoft Planetary Computer\")\n", + "\n", + "print(\"\\n\" + \"=\"*70)" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "1e113730", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "======================================================================\n", + "CONFIGURATION\n", + "======================================================================\n", + "\n", + "📍 Area of Interest:\n", + " Longitude: 105.6 to 106.2\n", + " Latitude: 9.3 to 9.8\n", + "\n", + "📅 Time Range: 2023-03-01/2023-05-31\n", + " ⚠️ Optimized for personal computer (3 months, reduced area)\n", + "\n", + "🗺️ CRS: EPSG:32648\n", + " Resolution: 20m (reduced from 10m for smaller data size)\n", + "======================================================================\n", + "CPU times: user 258 μs, sys: 0 ns, total: 258 μs\n", + "Wall time: 246 μs\n" + ] + } + ], + "source": [ + "%%time\n", + "# 🌍 Định nghĩa khu vực và thời gian\n", + "print(\"=\"*70)\n", + "print(\"CONFIGURATION\")\n", + "print(\"=\"*70)\n", + "\n", + "# Khu vực quan tâm (Vietnam - Mekong Delta) - GIẢM DIỆN TÍCH ~40%\n", + "bbox = [105.6, 9.3, 106.2, 9.8] # [min_lon, min_lat, max_lon, max_lat]\n", + "\n", + "# GIẢM THỜI GIAN xuống 3 tháng để giảm kích thước dữ liệu cho PC\n", + "time_range = \"2023-03-01/2023-05-31\" # 3 tháng (mùa khô)\n", + "\n", + "print(f\"\\n📍 Area of Interest:\")\n", + "print(f\" Longitude: {bbox[0]} to {bbox[2]}\")\n", + "print(f\" Latitude: {bbox[1]} to {bbox[3]}\")\n", + "print(f\"\\n📅 Time Range: {time_range}\")\n", + "print(f\" ⚠️ Optimized for personal computer (3 months, reduced area)\")\n", + "print(f\"\\n🗺️ CRS: EPSG:32648\")\n", + "print(f\" Resolution: 20m (reduced from 10m for smaller data size)\")\n", + "\n", + "print(\"=\"*70)" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "3cd69645", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "======================================================================\n", + "LOADING SENTINEL-2 L2A\n", + "======================================================================\n", + "\n", + "🔍 Searching for Sentinel-2 scenes...\n", + "✅ Found 22 Sentinel-2 scenes\n", + "⚠️ Limiting to 12 scenes for personal computer\n", + " Selected 12 scenes evenly distributed\n", + "\n", + "📋 Sample scenes:\n", + " [1] 2023-05-17 - Cloud: 27.73279%\n", + " [2] 2023-05-15 - Cloud: 21.273129%\n", + " [3] 2023-05-02 - Cloud: 20.527479%\n", + " [4] 2023-05-02 - Cloud: 20.524253%\n", + " [5] 2023-04-15 - Cloud: 29.471546%\n", + "\n", + "🔑 Signing STAC items...\n", + "\n", + "⏳ Loading Sentinel-2 data...\n", + "\n", + "✅ Sentinel-2 loaded!\n", + " Shape: {'y': 2774, 'x': 3301, 'time': 7}\n", + " Variables: ['red', 'nir', 'scl']\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + ":54: FutureWarning: The return type of `Dataset.dims` will be changed to return a set of dimension names in future, in order to be more consistent with `DataArray.dims`. To access a mapping from dimension names to lengths, please use `Dataset.sizes`.\n" + ] + }, + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " Size: 769MB\n", + "Dimensions: (y: 2774, x: 3301, time: 7)\n", + "Coordinates:\n", + " * y (y) float64 22kB 1.084e+06 1.084e+06 ... 1.028e+06 1.028e+06\n", + " * x (x) float64 26kB 5.658e+05 5.658e+05 ... 6.318e+05 6.318e+05\n", + " spatial_ref int32 4B 32648\n", + " * time (time) datetime64[ns] 56B 2023-03-23T03:05:29.024000 ... 202...\n", + "Data variables:\n", + " red (time, y, x) float32 256MB nan nan nan ... 1.917e+03 1.926e+03\n", + " nir (time, y, x) float32 256MB nan nan nan ... 1.374e+03 1.386e+03\n", + " scl (time, y, x) float32 256MB nan nan nan nan ... 6.0 6.0 6.0 6.0" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "CPU times: user 12.5 s, sys: 974 ms, total: 13.5 s\n", + "Wall time: 2min 25s\n" + ] + } + ], + "source": [ + "%%time\n", + "# 📡 LOAD SENTINEL-2 FROM MICROSOFT PLANETARY COMPUTER\n", + "print(\"=\"*70)\n", + "print(\"LOADING SENTINEL-2 L2A\")\n", + "print(\"=\"*70)\n", + "\n", + "print(\"\\n🔍 Searching for Sentinel-2 scenes...\")\n", + "query_s2 = catalog.search(\n", + " collections=[\"sentinel-2-l2a\"],\n", + " bbox=bbox,\n", + " datetime=time_range,\n", + " query={\"eo:cloud_cover\": {\"lt\": 30}} # Cloud cover < 30% (giảm từ 50%)\n", + ")\n", + "\n", + "items_s2 = list(query_s2.item_collection())\n", + "print(f\"✅ Found {len(items_s2)} Sentinel-2 scenes\")\n", + "\n", + "# GIỚI HẠN SỐ LƯỢNG SCENES cho PC cá nhân\n", + "max_scenes = 12 # Giảm xuống 12 scenes để tối ưu cho PC\n", + "if len(items_s2) > max_scenes:\n", + " print(f\"⚠️ Limiting to {max_scenes} scenes for personal computer\")\n", + " # Chọn scenes đều đặn trong khoảng thời gian\n", + " step = len(items_s2) // max_scenes\n", + " items_s2 = items_s2[::step][:max_scenes]\n", + " print(f\" Selected {len(items_s2)} scenes evenly distributed\")\n", + "\n", + "if len(items_s2) > 0:\n", + " # Show first few scenes\n", + " print(f\"\\n📋 Sample scenes:\")\n", + " for i, item in enumerate(items_s2[:5]):\n", + " date = item.datetime.strftime(\"%Y-%m-%d\")\n", + " cloud = item.properties.get(\"eo:cloud_cover\", \"N/A\")\n", + " print(f\" [{i+1}] {date} - Cloud: {cloud}%\")\n", + " \n", + " # Re-sign items to ensure fresh URLs (keep as pystac objects)\n", + " print(f\"\\n🔑 Signing STAC items...\")\n", + " items_s2 = [planetary_computer.sign(item) for item in items_s2]\n", + " \n", + " # Load Sentinel-2 data (without Dask chunks)\n", + " print(f\"\\n⏳ Loading Sentinel-2 data...\")\n", + " ds_s2 = stac_load(\n", + " items_s2,\n", + " bands=[\"B04\", \"B08\", \"SCL\"], # Red (B04), NIR (B08), Scene Classification (SCL)\n", + " crs=\"EPSG:32648\",\n", + " resolution=20, # 20m resolution (4x smaller data than 10m)\n", + " bbox=bbox,\n", + " patch_url=planetary_computer.sign, # Re-sign URLs during loading\n", + " fail_on_error=False, # Skip problematic tiles instead of crashing\n", + " )\n", + " \n", + " # Rename bands to simpler names\n", + " ds_s2 = ds_s2.rename({\"B04\": \"red\", \"B08\": \"nir\", \"SCL\": \"scl\"})\n", + " \n", + " print(f\"\\n✅ Sentinel-2 loaded!\")\n", + " print(f\" Shape: {dict(ds_s2.dims)}\")\n", + " print(f\" Variables: {list(ds_s2.data_vars)}\")\n", + " display(ds_s2)\n", + "else:\n", + " print(f\"❌ No Sentinel-2 scenes found\")\n", + "\n", + " ds_s2 = Noneprint(\"=\"*70)\n" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "435f9f78-a9a4-4226-86ca-d4bec42d454e", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "======================================================================\n", + "LOADING SENTINEL-1 RTC\n", + "======================================================================\n", + "\n", + "🔍 Searching for Sentinel-1 scenes...\n", + "✅ Found 22 Sentinel-1 scenes\n", + "⚠️ Limiting to 12 scenes for personal computer\n", + " Selected 12 scenes evenly distributed\n", + "\n", + "📋 Sample scenes:\n", + " [1] 2023-05-29 - Orbit: ascending\n", + " [2] 2023-05-29 - Orbit: ascending\n", + " [3] 2023-05-17 - Orbit: ascending\n", + " [4] 2023-05-17 - Orbit: ascending\n", + " [5] 2023-05-05 - Orbit: ascending\n", + "\n", + "🔑 Signing STAC items...\n", + "\n", + "⏳ Loading Sentinel-1 data...\n", + "\n", + "🔄 Converting to dB...\n", + "\n", + "✅ Sentinel-1 loaded!\n", + " Shape: {'y': 2774, 'x': 3301, 'time': 12}\n", + " Variables: ['vv', 'vh', 'vv_db', 'vh_db']\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + ":55: FutureWarning: The return type of `Dataset.dims` will be changed to return a set of dimension names in future, in order to be more consistent with `DataArray.dims`. To access a mapping from dimension names to lengths, please use `Dataset.sizes`.\n" + ] + }, + { + "data": { + "text/html": [ + "
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<xarray.Dataset> Size: 2GB\n",
+       "Dimensions:      (y: 2774, x: 3301, time: 12)\n",
+       "Coordinates:\n",
+       "  * y            (y) float64 22kB 1.084e+06 1.084e+06 ... 1.028e+06 1.028e+06\n",
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+       "  * time         (time) datetime64[ns] 96B 2023-04-11T11:11:31.308452 ... 202...\n",
+       "Data variables:\n",
+       "    vv           (time, y, x) float32 440MB -3.277e+04 -3.277e+04 ... -3.277e+04\n",
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+       "    vv_db        (time, y, x) float32 440MB nan nan nan nan ... nan nan nan nan\n",
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" + ], + "text/plain": [ + " Size: 2GB\n", + "Dimensions: (y: 2774, x: 3301, time: 12)\n", + "Coordinates:\n", + " * y (y) float64 22kB 1.084e+06 1.084e+06 ... 1.028e+06 1.028e+06\n", + " * x (x) float64 26kB 5.658e+05 5.658e+05 ... 6.318e+05 6.318e+05\n", + " spatial_ref int32 4B 32648\n", + " * time (time) datetime64[ns] 96B 2023-04-11T11:11:31.308452 ... 202...\n", + "Data variables:\n", + " vv (time, y, x) float32 440MB -3.277e+04 -3.277e+04 ... -3.277e+04\n", + " vh (time, y, x) float32 440MB -3.277e+04 -3.277e+04 ... -3.277e+04\n", + " vv_db (time, y, x) float32 440MB nan nan nan nan ... nan nan nan nan\n", + " vh_db (time, y, x) float32 440MB nan nan nan nan ... nan nan nan nan" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "CPU times: user 17.3 s, sys: 3.14 s, total: 20.4 s\n", + "Wall time: 3min 44s\n" + ] + } + ], + "source": [ + "%%time\n", + "# 📡 LOAD SENTINEL-1 FROM MICROSOFT PLANETARY COMPUTER\n", + "print(\"=\"*70)\n", + "print(\"LOADING SENTINEL-1 RTC\")\n", + "print(\"=\"*70)\n", + "\n", + "print(\"\\n🔍 Searching for Sentinel-1 scenes...\")\n", + "query_s1 = catalog.search(\n", + " collections=[\"sentinel-1-rtc\"],\n", + " bbox=bbox,\n", + " datetime=time_range,\n", + ")\n", + "\n", + "items_s1 = list(query_s1.item_collection())\n", + "print(f\"✅ Found {len(items_s1)} Sentinel-1 scenes\")\n", + "\n", + "# GIỚI HẠN SỐ LƯỢNG SCENES cho PC cá nhân\n", + "max_scenes = 12 # Giảm xuống 12 scenes để tối ưu cho PC\n", + "if len(items_s1) > max_scenes:\n", + " print(f\"⚠️ Limiting to {max_scenes} scenes for personal computer\")\n", + " # Chọn scenes đều đặn trong khoảng thời gian\n", + " step = len(items_s1) // max_scenes\n", + " items_s1 = items_s1[::step][:max_scenes]\n", + " print(f\" Selected {len(items_s1)} scenes evenly distributed\")\n", + "\n", + "if len(items_s1) > 0:\n", + " # Show first few scenes\n", + " print(f\"\\n📋 Sample scenes:\")\n", + " for i, item in enumerate(items_s1[:5]):\n", + " date = item.datetime.strftime(\"%Y-%m-%d\")\n", + " orbit = item.properties.get(\"sat:orbit_state\", \"N/A\")\n", + " print(f\" [{i+1}] {date} - Orbit: {orbit}\")\n", + " \n", + " # Re-sign items to ensure fresh URLs (keep as pystac objects)\n", + " print(f\"\\n🔑 Signing STAC items...\")\n", + " items_s1 = [planetary_computer.sign(item) for item in items_s1]\n", + " \n", + " # Load Sentinel-1 data (without Dask chunks)\n", + " print(f\"\\n⏳ Loading Sentinel-1 data...\")\n", + " ds_s1 = stac_load(\n", + " items_s1,\n", + " bands=[\"vv\", \"vh\"], # VV and VH polarizations\n", + " crs=\"EPSG:32648\",\n", + " resolution=20, # 20m resolution (4x smaller data than 10m)\n", + " bbox=bbox,\n", + " patch_url=planetary_computer.sign, # Re-sign URLs during loading\n", + " fail_on_error=False, # Skip problematic tiles instead of crashing\n", + " )\n", + " \n", + " # Convert to dB (Microsoft S1 is in linear power)\n", + " print(f\"\\n🔄 Converting to dB...\")\n", + " ds_s1['vv_db'] = 10 * np.log10(ds_s1['vv'].where(ds_s1['vv'] > 0))\n", + " ds_s1['vh_db'] = 10 * np.log10(ds_s1['vh'].where(ds_s1['vh'] > 0))\n", + " \n", + " print(f\"\\n✅ Sentinel-1 loaded!\")\n", + " print(f\" Shape: {dict(ds_s1.dims)}\")\n", + " print(f\" Variables: {list(ds_s1.data_vars)}\")\n", + " display(ds_s1)\n", + "else:\n", + " print(f\"❌ No Sentinel-1 scenes found\")\n", + "\n", + " ds_s1 = Noneprint(\"=\"*70)\n" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "d2585562-88aa-4c7d-bf70-1f6affcf65d4", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "======================================================================\n", + "DATA PROCESSING\n", + "======================================================================\n", + "\n", + "[1] Calculating NDVI...\n", + "✅ NDVI calculated\n", + " Shape: (7, 2774, 3301)\n", + " Time steps: 7\n", + "\n", + "[2] Applying cloud mask...\n", + "✅ Cloud mask applied\n", + "\n", + "[3] Computing mean NDVI across time...\n", + "✅ Mean NDVI computed\n", + " Shape: (2774, 3301)\n", + "======================================================================\n", + "CPU times: user 735 ms, sys: 538 ms, total: 1.27 s\n", + "Wall time: 1.26 s\n" + ] + } + ], + "source": [ + "%%time\n", + "# 🌿 CALCULATE NDVI AND PROCESS DATA\n", + "print(\"=\"*70)\n", + "print(\"DATA PROCESSING\")\n", + "print(\"=\"*70)\n", + "\n", + "if ds_s2 is not None:\n", + " print(\"\\n[1] Calculating NDVI...\")\n", + " # NDVI = (NIR - Red) / (NIR + Red)\n", + " ndvi = (ds_s2['nir'] - ds_s2['red']) / (ds_s2['nir'] + ds_s2['red'] + 1e-8)\n", + " \n", + " print(f\"✅ NDVI calculated\")\n", + " print(f\" Shape: {ndvi.shape}\")\n", + " print(f\" Time steps: {len(ndvi.time)}\")\n", + " \n", + " # Cloud masking using SCL band\n", + " print(f\"\\n[2] Applying cloud mask...\")\n", + " # SCL values: 1=defective, 3=cloud shadow, 8=cloud medium, 9=cloud high, 10=cirrus\n", + " cloud_mask = ds_s2['scl'].isin([1, 3, 8, 9, 10])\n", + " ndvi_masked = ndvi.where(~cloud_mask)\n", + " \n", + " print(f\"✅ Cloud mask applied\")\n", + " \n", + " # Temporal aggregation (mean over time)\n", + " print(f\"\\n[3] Computing mean NDVI across time...\")\n", + " ndvi_mean = ndvi_masked.mean(dim='time')\n", + " \n", + " # Data already in memory, no need to compute() again\n", + " print(f\"✅ Mean NDVI computed\")\n", + " print(f\" Shape: {ndvi_mean.shape}\")\n", + " \n", + "else:\n", + " print(\"❌ No Sentinel-2 data to process\")\n", + " ndvi_mean = None\n", + "\n", + "print(\"=\"*70)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "2e955884-d4af-422d-a8e6-d436199540e0", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "======================================================================\n", + "FEATURE EXTRACTION\n", + "======================================================================\n", + "\n", + "[1] Loading training data from: train/ST_training data_updated_1130points_new.shp\n", + "✅ Loaded 1130 training points\n", + " Available columns: ['No', 'X', 'Y', 'LU2022', 'Hientrang', 'HT_code', 'geometry']\n", + " Using label column: 'HT_code'\n", + " Classes: [0, 1, 2, 3, 4, 5, 6, 7]\n", + "\n", + "[2] Extracting features at training points...\n", + "✅ Extracted features for 638 valid points\n", + " Skipped 492 points (outside extent or NaN values)\n", + " Feature shape: (638, 3)\n", + " Feature names: ['NDVI_mean', 'VH_dB_mean', 'VV_dB_mean']\n", + "\n", + " Class distribution:\n", + " Class 0: 62 samples (9.7%)\n", + " Class 1: 114 samples (17.9%)\n", + " Class 3: 112 samples (17.6%)\n", + " Class 4: 104 samples (16.3%)\n", + " Class 5: 43 samples (6.7%)\n", + " Class 6: 150 samples (23.5%)\n", + " Class 7: 53 samples (8.3%)\n", + "======================================================================\n", + "CPU times: user 4.08 s, sys: 117 ms, total: 4.19 s\n", + "Wall time: 4.06 s\n" + ] + } + ], + "source": [ + "%%time\n", + "# 🎯 EXTRACT TRAINING DATA FEATURES\n", + "print(\"=\"*70)\n", + "print(\"FEATURE EXTRACTION\")\n", + "print(\"=\"*70)\n", + "\n", + "# Check if required data is available\n", + "if 'ndvi_mean' not in globals() or 'ds_s1' not in globals():\n", + " print(\"❌ Error: Please run Cell 6 (DATA PROCESSING) first!\")\n", + " print(\" Required variables: ndvi_mean, ds_s1\")\n", + " raise RuntimeError(\"Missing required data. Run cells in order: Cell 4 → Cell 5 → Cell 6 → Cell 7\")\n", + "\n", + "# Load training shapefile\n", + "import geopandas as gpd\n", + "\n", + "train_path = 'train/ST_training data_updated_1130points_new.shp'\n", + "print(f\"\\n[1] Loading training data from: {train_path}\")\n", + "train_gdf = gpd.read_file(train_path)\n", + "\n", + "# Ensure CRS matches\n", + "if train_gdf.crs != 'EPSG:32648':\n", + " print(f\" Reprojecting from {train_gdf.crs} to EPSG:32648...\")\n", + " train_gdf = train_gdf.to_crs('EPSG:32648')\n", + "\n", + "print(f\"✅ Loaded {len(train_gdf)} training points\")\n", + "print(f\" Available columns: {list(train_gdf.columns)}\")\n", + "\n", + "# Auto-detect label column (look for common names)\n", + "label_column = None\n", + "for col in ['HT_code', 'Ma_LU', 'LU2022', 'class', 'Class', 'CLASS', 'label', 'Label', 'LABEL', 'LU_CODE', 'LU_code']:\n", + " if col in train_gdf.columns:\n", + " label_column = col\n", + " break\n", + "\n", + "if label_column is None:\n", + " print(f\"❌ Cannot find label column. Available columns: {list(train_gdf.columns)}\")\n", + " print(f\" Please check your shapefile and update the code.\")\n", + "else:\n", + " print(f\" Using label column: '{label_column}'\")\n", + " print(f\" Classes: {sorted(train_gdf[label_column].unique())}\")\n", + " \n", + " # Extract features at each training point\n", + " print(f\"\\n[2] Extracting features at training points...\")\n", + " \n", + " features = []\n", + " labels = []\n", + " skipped = 0\n", + " \n", + " for idx, row in train_gdf.iterrows():\n", + " point = row.geometrychro\n", + " x_coord = point.x\n", + " y_coord = point.y\n", + " label = row[label_column]\n", + " \n", + " # Extract NDVI at this location\n", + " if ndvi_mean is not None and ds_s1 is not None:\n", + " try:\n", + " ndvi_val = ndvi_mean.sel(x=x_coord, y=y_coord, method='nearest').values\n", + " \n", + " # Extract Sentinel-1 VH/VV at this location (mean across time)\n", + " # Data already in memory, no need to compute()\n", + " vh_val = ds_s1['vh_db'].sel(x=x_coord, y=y_coord, method='nearest').mean(dim='time').values\n", + " vv_val = ds_s1['vv_db'].sel(x=x_coord, y=y_coord, method='nearest').mean(dim='time').values\n", + " \n", + " # Create feature vector: [NDVI, VH_dB, VV_dB]\n", + " feature_vec = [ndvi_val, vh_val, vv_val]\n", + " \n", + " # Only add if all features are valid (not NaN)\n", + " if not np.isnan(feature_vec).any():\n", + " features.append(feature_vec)\n", + " labels.append(label)\n", + " else:\n", + " skipped += 1\n", + " except Exception as e:\n", + " # Skip points outside the data extent\n", + " skipped += 1\n", + " continue\n", + " \n", + " features = np.array(features)\n", + " labels = np.array(labels)\n", + " \n", + " print(f\"✅ Extracted features for {len(features)} valid points\")\n", + " print(f\" Skipped {skipped} points (outside extent or NaN values)\")\n", + " print(f\" Feature shape: {features.shape}\")\n", + " print(f\" Feature names: ['NDVI_mean', 'VH_dB_mean', 'VV_dB_mean']\")\n", + " print(f\"\\n Class distribution:\")\n", + " unique, counts = np.unique(labels, return_counts=True)\n", + " for cls, cnt in zip(unique, counts):\n", + " print(f\" Class {cls}: {cnt} samples ({cnt/len(labels)*100:.1f}%)\")\n", + "\n", + "print(\"=\"*70)" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "f1a14379-ed6e-4897-9ca4-2669743fab40", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "======================================================================\n", + "MODEL TRAINING - GPU ACCELERATED\n", + "======================================================================\n", + "\n", + "[1] Encoding labels...\n", + "✅ Original classes: [0 1 3 4 5 6 7]\n", + " Encoded as: [0 1 2 3 4 5 6]\n", + "\n", + "[2] Splitting data (80% train, 20% test)...\n", + "✅ Training samples: 510\n", + " Testing samples: 128\n", + "\n", + "[3] Training XGBoost classifier on RTX 4060 GPU...\n", + " GPU Settings: device='cuda:0'\n", + "✅ Model trained on GPU\n", + "\n", + "[4] Evaluating model...\n", + "✅ Training accuracy: 1.0000\n", + " Testing accuracy: 0.5781\n", + "\n", + "[5] Classification Report:\n", + " precision recall f1-score support\n", + "\n", + " 0 0.27 0.25 0.26 12\n", + " 1 0.54 0.65 0.59 23\n", + " 3 0.57 0.55 0.56 22\n", + " 4 0.52 0.57 0.55 21\n", + " 5 0.80 0.44 0.57 9\n", + " 6 0.85 0.73 0.79 30\n", + " 7 0.43 0.55 0.48 11\n", + "\n", + " accuracy 0.58 128\n", + " macro avg 0.57 0.53 0.54 128\n", + "weighted avg 0.60 0.58 0.58 128\n", + "\n", + "\n", + "[6] Confusion Matrix:\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "======================================================================\n", + "CPU times: user 6.04 s, sys: 889 ms, total: 6.93 s\n", + "Wall time: 6.3 s\n" + ] + } + ], + "source": [ + "%%time\n", + "# 🤖 TRAIN XGBOOST MODEL ON GPU (RTX 4060)\n", + "print(\"=\"*70)\n", + "print(\"MODEL TRAINING - GPU ACCELERATED\")\n", + "print(\"=\"*70)\n", + "\n", + "from xgboost import XGBClassifier\n", + "from sklearn.model_selection import train_test_split\n", + "from sklearn.preprocessing import LabelEncoder\n", + "from sklearn.metrics import classification_report, confusion_matrix, ConfusionMatrixDisplay\n", + "import matplotlib.pyplot as plt\n", + "\n", + "# Encode labels to ensure they are 0, 1, 2, ... n-1\n", + "print(\"\\n[1] Encoding labels...\")\n", + "label_encoder = LabelEncoder()\n", + "labels_encoded = label_encoder.fit_transform(labels)\n", + "print(f\"✅ Original classes: {label_encoder.classes_}\")\n", + "print(f\" Encoded as: {np.unique(labels_encoded)}\")\n", + "\n", + "# Split data\n", + "print(\"\\n[2] Splitting data (80% train, 20% test)...\")\n", + "X_train, X_test, y_train, y_test = train_test_split(\n", + " features, labels_encoded, test_size=0.2, random_state=42, stratify=labels_encoded\n", + ")\n", + "print(f\"✅ Training samples: {len(X_train)}\")\n", + "print(f\" Testing samples: {len(X_test)}\")\n", + "\n", + "# Train XGBoost on GPU\n", + "print(\"\\n[3] Training XGBoost classifier on RTX 4060 GPU...\")\n", + "print(\" GPU Settings: device='cuda:0'\")\n", + "\n", + "xgb_model = XGBClassifier(\n", + " n_estimators=100,\n", + " max_depth=20,\n", + " learning_rate=0.1,\n", + " device='cuda:0', # Use GPU (updated from deprecated gpu_id)\n", + " tree_method='hist', # Use hist with device for GPU training\n", + " random_state=42,\n", + " eval_metric='mlogloss', # Multi-class log loss\n", + " verbosity=1 # Show GPU training progress\n", + ")\n", + "\n", + "xgb_model.fit(X_train, y_train)\n", + "print(f\"✅ Model trained on GPU\")\n", + "\n", + "# Evaluate\n", + "print(\"\\n[4] Evaluating model...\")\n", + "train_score = xgb_model.score(X_train, y_train)\n", + "test_score = xgb_model.score(X_test, y_test)\n", + "print(f\"✅ Training accuracy: {train_score:.4f}\")\n", + "print(f\" Testing accuracy: {test_score:.4f}\")\n", + "\n", + "# Classification report\n", + "print(\"\\n[5] Classification Report:\")\n", + "y_pred = xgb_model.predict(X_test)\n", + "print(classification_report(y_test, y_pred, target_names=[str(c) for c in label_encoder.classes_]))\n", + "\n", + "# Confusion matrix\n", + "print(\"\\n[6] Confusion Matrix:\")\n", + "fig, ax = plt.subplots(figsize=(10, 8))\n", + "cm = confusion_matrix(y_test, y_pred)\n", + "disp = ConfusionMatrixDisplay(confusion_matrix=cm, display_labels=label_encoder.classes_)\n", + "disp.plot(ax=ax, cmap='Blues', values_format='d')\n", + "plt.title('Confusion Matrix - XGBoost GPU Model (RTX 4060)')\n", + "plt.tight_layout()\n", + "plt.show()\n", + "\n", + "print(\"=\"*70)" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "id": "33dd516d-9824-499e-96b9-5cd9224c194c", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "======================================================================\n", + "SAVING MODEL & CLEANUP\n", + "======================================================================\n", + "\n", + "[1] Saving model to: model_train/model_xgboost_gpu_20251212_125754.joblib\n", + "✅ Model and label encoder saved\n", + "✅ Model info saved to: model_train/model_xgboost_gpu_20251212_125754_info.json\n", + "\n", + "[2] Cleanup complete\n", + "======================================================================\n", + "\n", + "======================================================================\n", + "🎉 TRAINING COMPLETE!\n", + "CPU times: user 104 ms, sys: 3.86 ms, total: 108 ms\n", + "Wall time: 14.3 ms\n" + ] + } + ], + "source": [ + "%%time\n", + "# 💾 SAVE MODEL AND CLEANUP\n", + "print(\"=\"*70)\n", + "print(\"SAVING MODEL & CLEANUP\")\n", + "print(\"=\"*70)\n", + "\n", + "import joblib\n", + "from datetime import datetime\n", + "\n", + "# Save model and label encoder\n", + "model_filename = f\"model_train/model_xgboost_gpu_{datetime.now().strftime('%Y%m%d_%H%M%S')}.joblib\"\n", + "print(f\"\\n[1] Saving model to: {model_filename}\")\n", + "joblib.dump({'model': xgb_model, 'label_encoder': label_encoder}, model_filename)\n", + "print(f\"✅ Model and label encoder saved\")\n", + "\n", + "# Save model info\n", + "info = {\n", + " \"timestamp\": datetime.now().isoformat(),\n", + " \"data_source\": \"Microsoft Planetary Computer STAC\",\n", + " \"collections\": [\"sentinel-2-l2a\", \"sentinel-1-rtc\"],\n", + " \"features\": [\"NDVI_mean\", \"VH_dB_mean\", \"VV_dB_mean\"],\n", + " \"training_samples\": len(X_train),\n", + " \"testing_samples\": len(X_test),\n", + " \"train_accuracy\": float(train_score),\n", + " \"test_accuracy\": float(test_score),\n", + " \"model_type\": \"XGBClassifier\",\n", + " \"device\": \"cuda:0\",\n", + " \"gpu_device\": \"RTX 4060\",\n", + " \"tree_method\": \"hist\",\n", + " \"n_estimators\": 100,\n", + " \"max_depth\": 20,\n", + " \"learning_rate\": 0.1\n", + "}\n", + "\n", + "import json\n", + "info_filename = model_filename.replace('.joblib', '_info.json')\n", + "with open(info_filename, 'w') as f:\n", + " json.dump(info, f, indent=2)\n", + "print(f\"✅ Model info saved to: {info_filename}\")\n", + "\n", + "# No cleanup needed (Dask removed)\n", + "print(\"\\n[2] Cleanup complete\")\n", + "\n", + "print(\"=\"*70)\n", + "\n", + "print(\"\\n\" + \"=\"*70)\n", + "\n", + "print(\"🎉 TRAINING COMPLETE!\")" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "env_01", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.18" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/02.predict_ODC.ipynb b/02.predict_ODC.ipynb new file mode 100644 index 0000000..25b6016 --- /dev/null +++ b/02.predict_ODC.ipynb @@ -0,0 +1,4465 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "1a452ff0-7c2f-4fa7-abf4-f7c8b09a9932", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "application/javascript": [ + "(function(root) {\n", + " function now() {\n", + " return new Date();\n", + " }\n", + "\n", + " var force = true;\n", + " var py_version = '3.4.1'.replace('rc', '-rc.').replace('.dev', '-dev.');\n", + " var reloading = false;\n", + " var Bokeh = root.Bokeh;\n", + "\n", + " if (typeof (root._bokeh_timeout) === \"undefined\" || force) {\n", + " root._bokeh_timeout = Date.now() + 5000;\n", + " root._bokeh_failed_load = false;\n", + " }\n", + "\n", + " function run_callbacks() {\n", + " try {\n", + " root._bokeh_onload_callbacks.forEach(function(callback) {\n", + " if (callback != null)\n", + " callback();\n", + " });\n", + " } finally {\n", + " delete root._bokeh_onload_callbacks;\n", + " }\n", + " console.debug(\"Bokeh: all callbacks have finished\");\n", + " }\n", + "\n", + " function load_libs(css_urls, js_urls, js_modules, js_exports, callback) {\n", + " if (css_urls == null) css_urls = [];\n", + " if (js_urls == null) js_urls = [];\n", + " if (js_modules == null) js_modules = [];\n", + " if (js_exports == null) js_exports = {};\n", + "\n", + " root._bokeh_onload_callbacks.push(callback);\n", + "\n", + " if (root._bokeh_is_loading > 0) {\n", + " console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n", + " return null;\n", + " }\n", + " if (js_urls.length === 0 && js_modules.length === 0 && Object.keys(js_exports).length === 0) {\n", + " run_callbacks();\n", + " return null;\n", + " }\n", + " if (!reloading) {\n", + " console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n", + " }\n", + "\n", + " function on_load() {\n", + " root._bokeh_is_loading--;\n", + " if (root._bokeh_is_loading === 0) {\n", + " console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n", + " run_callbacks()\n", + " }\n", + " }\n", + " window._bokeh_on_load = on_load\n", + "\n", + " function on_error() {\n", + " console.error(\"failed to load \" + url);\n", + " }\n", + "\n", + " var skip = [];\n", + " if (window.requirejs) {\n", + " window.requirejs.config({'packages': {}, 'paths': {}, 'shim': {}});\n", + " root._bokeh_is_loading = css_urls.length + 0;\n", + " } else {\n", + " root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length + Object.keys(js_exports).length;\n", + " }\n", + "\n", + " var existing_stylesheets = []\n", + " var links = document.getElementsByTagName('link')\n", + 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{\n", + " const element = document.createElement(\"style\");\n", + " element.appendChild(document.createTextNode(css));\n", + " document.body.appendChild(element);\n", + " }\n", + "\n", + " var js_urls = [\"https://cdn.bokeh.org/bokeh/release/bokeh-3.4.1.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-gl-3.4.1.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-widgets-3.4.1.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-tables-3.4.1.min.js\", \"https://cdn.holoviz.org/panel/1.4.4/dist/panel.min.js\"];\n", + " var js_modules = [];\n", + " var js_exports = {};\n", + " var css_urls = [];\n", + " var inline_js = [ function(Bokeh) {\n", + " Bokeh.set_log_level(\"info\");\n", + " },\n", + "function(Bokeh) {} // ensure no trailing comma for IE\n", + " ];\n", + "\n", + " function run_inline_js() {\n", + " if ((root.Bokeh !== undefined) || (force === true)) {\n", + " for (var i = 0; i < inline_js.length; i++) {\n", + "\ttry {\n", + " inline_js[i].call(root, root.Bokeh);\n", + "\t} catch(e) {\n", + "\t if (!reloading) {\n", + "\t throw e;\n", + "\t }\n", + "\t}\n", + " }\n", + " // Cache old bokeh versions\n", + " if (Bokeh != undefined && !reloading) {\n", + "\tvar NewBokeh = root.Bokeh;\n", + "\tif (Bokeh.versions === undefined) {\n", + "\t Bokeh.versions = new Map();\n", + "\t}\n", + "\tif (NewBokeh.version !== Bokeh.version) {\n", + "\t Bokeh.versions.set(NewBokeh.version, NewBokeh)\n", + "\t}\n", + "\troot.Bokeh = Bokeh;\n", + " }} else if (Date.now() < root._bokeh_timeout) {\n", + " setTimeout(run_inline_js, 100);\n", + " } else if (!root._bokeh_failed_load) {\n", + " console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n", + " root._bokeh_failed_load = true;\n", + " }\n", + " root._bokeh_is_initializing = false\n", + " }\n", + "\n", + " function load_or_wait() {\n", + " // Implement a backoff loop that tries to ensure we do not load multiple\n", + " // versions of Bokeh and its dependencies at the same time.\n", + " // In recent versions we use the root._bokeh_is_initializing flag\n", + " // to determine whether there is an ongoing attempt to initialize\n", + " // bokeh, however for backward compatibility we also try to ensure\n", + " // that we do not start loading a newer (Panel>=1.0 and Bokeh>3) version\n", + " // before older versions are fully initialized.\n", + " if (root._bokeh_is_initializing && Date.now() > root._bokeh_timeout) {\n", + " root._bokeh_is_initializing = false;\n", + " root._bokeh_onload_callbacks = undefined;\n", + " console.log(\"Bokeh: BokehJS was loaded multiple times but one version failed to initialize.\");\n", + " load_or_wait();\n", + " } else if (root._bokeh_is_initializing || (typeof root._bokeh_is_initializing === \"undefined\" && root._bokeh_onload_callbacks !== undefined)) {\n", + " setTimeout(load_or_wait, 100);\n", + " } else {\n", + " root._bokeh_is_initializing = true\n", + " root._bokeh_onload_callbacks = []\n", + " var bokeh_loaded = Bokeh != null && (Bokeh.version === py_version || (Bokeh.versions !== undefined && Bokeh.versions.has(py_version)));\n", + " if (!reloading && !bokeh_loaded) {\n", + "\troot.Bokeh = undefined;\n", + " }\n", + " load_libs(css_urls, js_urls, js_modules, js_exports, function() {\n", + "\tconsole.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n", + "\trun_inline_js();\n", + " });\n", + " }\n", + " }\n", + " // Give older versions of the autoload script a head-start to ensure\n", + " // they initialize before we start loading newer version.\n", + " setTimeout(load_or_wait, 100)\n", + "}(window));" + ], + "application/vnd.holoviews_load.v0+json": "(function(root) {\n function now() {\n return new Date();\n }\n\n var force = true;\n var py_version = '3.4.1'.replace('rc', '-rc.').replace('.dev', '-dev.');\n var reloading = false;\n var Bokeh = root.Bokeh;\n\n if (typeof (root._bokeh_timeout) === \"undefined\" || force) {\n root._bokeh_timeout = Date.now() + 5000;\n root._bokeh_failed_load = false;\n }\n\n function run_callbacks() {\n try {\n root._bokeh_onload_callbacks.forEach(function(callback) {\n if (callback != null)\n callback();\n });\n } finally {\n delete root._bokeh_onload_callbacks;\n }\n console.debug(\"Bokeh: all callbacks have finished\");\n }\n\n function load_libs(css_urls, js_urls, js_modules, js_exports, callback) {\n if (css_urls == null) css_urls = [];\n if (js_urls == null) js_urls = [];\n if (js_modules == null) js_modules = [];\n if (js_exports == null) js_exports = {};\n\n root._bokeh_onload_callbacks.push(callback);\n\n if (root._bokeh_is_loading > 0) {\n console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n return null;\n }\n if (js_urls.length === 0 && js_modules.length === 0 && Object.keys(js_exports).length === 0) {\n run_callbacks();\n return null;\n }\n if (!reloading) {\n console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n }\n\n function on_load() {\n root._bokeh_is_loading--;\n if 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Bokeh.set_log_level(\"info\");\n", + " },\n", + "function(Bokeh) {} // ensure no trailing comma for IE\n", + " ];\n", + "\n", + " function run_inline_js() {\n", + " if ((root.Bokeh !== undefined) || (force === true)) {\n", + " for (var i = 0; i < inline_js.length; i++) {\n", + "\ttry {\n", + " inline_js[i].call(root, root.Bokeh);\n", + "\t} catch(e) {\n", + "\t if (!reloading) {\n", + "\t throw e;\n", + "\t }\n", + "\t}\n", + " }\n", + " // Cache old bokeh versions\n", + " if (Bokeh != undefined && !reloading) {\n", + "\tvar NewBokeh = root.Bokeh;\n", + "\tif (Bokeh.versions === undefined) {\n", + "\t Bokeh.versions = new Map();\n", + "\t}\n", + "\tif (NewBokeh.version !== Bokeh.version) {\n", + "\t Bokeh.versions.set(NewBokeh.version, NewBokeh)\n", + "\t}\n", + "\troot.Bokeh = Bokeh;\n", + " }} else if (Date.now() < root._bokeh_timeout) {\n", + " setTimeout(run_inline_js, 100);\n", + " } else if (!root._bokeh_failed_load) {\n", + " console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n", + " root._bokeh_failed_load = true;\n", + " }\n", + " root._bokeh_is_initializing = false\n", + " }\n", + "\n", + " function load_or_wait() {\n", + " // Implement a backoff loop that tries to ensure we do not load multiple\n", + " // versions of Bokeh and its dependencies at the same time.\n", + " // In recent versions we use the root._bokeh_is_initializing flag\n", + " // to determine whether there is an ongoing attempt to initialize\n", + " // bokeh, however for backward compatibility we also try to ensure\n", + " // that we do not start loading a newer (Panel>=1.0 and Bokeh>3) version\n", + " // before older versions are fully initialized.\n", + " if (root._bokeh_is_initializing && Date.now() > root._bokeh_timeout) {\n", + " root._bokeh_is_initializing = false;\n", + " root._bokeh_onload_callbacks = undefined;\n", + " console.log(\"Bokeh: BokehJS was loaded multiple times but one version failed to initialize.\");\n", + " load_or_wait();\n", + " } else if (root._bokeh_is_initializing || (typeof root._bokeh_is_initializing === \"undefined\" && root._bokeh_onload_callbacks !== undefined)) {\n", + " setTimeout(load_or_wait, 100);\n", + " } else {\n", + " root._bokeh_is_initializing = true\n", + " root._bokeh_onload_callbacks = []\n", + " var bokeh_loaded = Bokeh != null && (Bokeh.version === py_version || (Bokeh.versions !== undefined && Bokeh.versions.has(py_version)));\n", + " if (!reloading && !bokeh_loaded) {\n", + "\troot.Bokeh = undefined;\n", + " }\n", + " load_libs(css_urls, js_urls, js_modules, js_exports, function() {\n", + "\tconsole.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n", + "\trun_inline_js();\n", + " });\n", + " }\n", + " }\n", + " // Give older versions of the autoload script a head-start to ensure\n", + " // they initialize before we start loading newer version.\n", + " setTimeout(load_or_wait, 100)\n", + "}(window));" + ], + "application/vnd.holoviews_load.v0+json": "(function(root) {\n function now() {\n return new Date();\n }\n\n var force = true;\n var py_version = '3.4.1'.replace('rc', '-rc.').replace('.dev', '-dev.');\n var reloading = true;\n var Bokeh = root.Bokeh;\n\n if (typeof (root._bokeh_timeout) === \"undefined\" || force) {\n root._bokeh_timeout = Date.now() + 5000;\n root._bokeh_failed_load = false;\n }\n\n function run_callbacks() {\n try {\n root._bokeh_onload_callbacks.forEach(function(callback) {\n if (callback != null)\n callback();\n });\n } finally {\n delete root._bokeh_onload_callbacks;\n }\n console.debug(\"Bokeh: all callbacks have finished\");\n }\n\n function load_libs(css_urls, js_urls, js_modules, js_exports, callback) {\n if (css_urls == null) css_urls = [];\n if (js_urls == null) js_urls = [];\n if (js_modules == null) js_modules = [];\n if (js_exports == null) js_exports = {};\n\n root._bokeh_onload_callbacks.push(callback);\n\n if (root._bokeh_is_loading > 0) {\n console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n return null;\n }\n if (js_urls.length === 0 && js_modules.length === 0 && Object.keys(js_exports).length === 0) {\n run_callbacks();\n return null;\n }\n if (!reloading) {\n console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n }\n\n function on_load() {\n root._bokeh_is_loading--;\n if (root._bokeh_is_loading === 0) {\n console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n run_callbacks()\n }\n }\n window._bokeh_on_load = on_load\n\n function on_error() {\n console.error(\"failed to load \" + url);\n }\n\n var skip = [];\n if (window.requirejs) {\n window.requirejs.config({'packages': {}, 'paths': {}, 'shim': {}});\n root._bokeh_is_loading = css_urls.length + 0;\n } else {\n root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length + Object.keys(js_exports).length;\n }\n\n var existing_stylesheets = []\n var links = document.getElementsByTagName('link')\n for (var i = 0; i < links.length; i++) {\n var link = links[i]\n if (link.href != null) {\n\texisting_stylesheets.push(link.href)\n }\n }\n for (var i = 0; i < css_urls.length; i++) {\n var url = css_urls[i];\n if (existing_stylesheets.indexOf(url) !== -1) {\n\ton_load()\n\tcontinue;\n }\n const element = document.createElement(\"link\");\n element.onload = on_load;\n element.onerror = on_error;\n element.rel = \"stylesheet\";\n element.type = \"text/css\";\n element.href = url;\n console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n document.body.appendChild(element);\n } var existing_scripts = []\n var scripts = document.getElementsByTagName('script')\n for (var i = 0; i < scripts.length; i++) {\n var script = scripts[i]\n if (script.src != null) {\n\texisting_scripts.push(script.src)\n }\n }\n for (var i = 0; i < js_urls.length; i++) {\n var url = js_urls[i];\n if (skip.indexOf(url) !== -1 || existing_scripts.indexOf(url) !== -1) {\n\tif (!window.requirejs) {\n\t on_load();\n\t}\n\tcontinue;\n }\n var element = document.createElement('script');\n element.onload = on_load;\n element.onerror = on_error;\n element.async = false;\n element.src = url;\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n document.head.appendChild(element);\n }\n for (var i = 0; i < js_modules.length; i++) {\n var url = js_modules[i];\n if (skip.indexOf(url) !== -1 || existing_scripts.indexOf(url) !== -1) {\n\tif (!window.requirejs) {\n\t on_load();\n\t}\n\tcontinue;\n }\n var element = document.createElement('script');\n element.onload = on_load;\n element.onerror = on_error;\n element.async = false;\n element.src = url;\n element.type = \"module\";\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n document.head.appendChild(element);\n }\n for (const name in js_exports) {\n var url = js_exports[name];\n if (skip.indexOf(url) >= 0 || root[name] != null) {\n\tif (!window.requirejs) {\n\t on_load();\n\t}\n\tcontinue;\n }\n var element = document.createElement('script');\n element.onerror = on_error;\n element.async = false;\n element.type = \"module\";\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n element.textContent = `\n import ${name} from \"${url}\"\n window.${name} = ${name}\n window._bokeh_on_load()\n `\n document.head.appendChild(element);\n }\n if (!js_urls.length && !js_modules.length) {\n on_load()\n }\n };\n\n function inject_raw_css(css) {\n const element = document.createElement(\"style\");\n element.appendChild(document.createTextNode(css));\n document.body.appendChild(element);\n }\n\n var js_urls = [];\n var js_modules = [];\n var js_exports = {};\n var css_urls = [];\n var inline_js = [ function(Bokeh) {\n Bokeh.set_log_level(\"info\");\n },\nfunction(Bokeh) {} // ensure no trailing comma for IE\n ];\n\n function run_inline_js() {\n if ((root.Bokeh !== undefined) || (force === true)) {\n for (var i = 0; i < inline_js.length; i++) {\n\ttry {\n inline_js[i].call(root, root.Bokeh);\n\t} catch(e) {\n\t if (!reloading) {\n\t throw e;\n\t }\n\t}\n }\n // Cache old bokeh versions\n if (Bokeh != undefined && !reloading) {\n\tvar NewBokeh = root.Bokeh;\n\tif (Bokeh.versions === undefined) {\n\t Bokeh.versions = new Map();\n\t}\n\tif (NewBokeh.version !== Bokeh.version) {\n\t Bokeh.versions.set(NewBokeh.version, NewBokeh)\n\t}\n\troot.Bokeh = Bokeh;\n }} else if (Date.now() < root._bokeh_timeout) {\n setTimeout(run_inline_js, 100);\n } else if (!root._bokeh_failed_load) {\n console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n root._bokeh_failed_load = true;\n }\n root._bokeh_is_initializing = false\n }\n\n function load_or_wait() {\n // Implement a backoff loop that tries to ensure we do not load multiple\n // versions of Bokeh and its dependencies at the same time.\n // In recent versions we use the root._bokeh_is_initializing flag\n // to determine whether there is an ongoing attempt to initialize\n // bokeh, however for backward 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BokehJS plotting callback run at\", now());\n\trun_inline_js();\n });\n }\n }\n // Give older versions of the autoload script a head-start to ensure\n // they initialize before we start loading newer version.\n setTimeout(load_or_wait, 100)\n}(window));" + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/javascript": [ + "\n", + "if ((window.PyViz === undefined) || (window.PyViz instanceof HTMLElement)) {\n", + " window.PyViz = {comms: {}, comm_status:{}, kernels:{}, receivers: {}, plot_index: []}\n", + "}\n", + "\n", + "\n", + " function JupyterCommManager() {\n", + " }\n", + "\n", + " JupyterCommManager.prototype.register_target = function(plot_id, comm_id, msg_handler) {\n", + " if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n", + " var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n", + " comm_manager.register_target(comm_id, function(comm) {\n", + " comm.on_msg(msg_handler);\n", + " });\n", + " } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n", + " window.PyViz.kernels[plot_id].registerCommTarget(comm_id, function(comm) {\n", + " comm.onMsg = msg_handler;\n", + " });\n", + " } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n", + " google.colab.kernel.comms.registerTarget(comm_id, (comm) => {\n", + " var messages = comm.messages[Symbol.asyncIterator]();\n", + " function processIteratorResult(result) {\n", + " var message = result.value;\n", + " console.log(message)\n", + " var content = {data: message.data, comm_id};\n", + " var buffers = []\n", + " for (var buffer of message.buffers || []) {\n", + " buffers.push(new DataView(buffer))\n", + " }\n", + " var metadata = message.metadata || {};\n", + " var msg = {content, buffers, metadata}\n", + " msg_handler(msg);\n", + " return messages.next().then(processIteratorResult);\n", + " }\n", + " return 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google.colab.kernel.comms.open(comm_id)\n", + " comm_promise.then((comm) => {\n", + " window.PyViz.comms[comm_id] = comm;\n", + " if (msg_handler) {\n", + " var messages = comm.messages[Symbol.asyncIterator]();\n", + " function processIteratorResult(result) {\n", + " var message = result.value;\n", + " var content = {data: message.data};\n", + " var metadata = message.metadata || {comm_id};\n", + " var msg = {content, metadata}\n", + " msg_handler(msg);\n", + " return messages.next().then(processIteratorResult);\n", + " }\n", + " return messages.next().then(processIteratorResult);\n", + " }\n", + " }) \n", + " var sendClosure = (data, metadata, buffers, disposeOnDone) => {\n", + " return comm_promise.then((comm) => {\n", + " comm.send(data, metadata, buffers, disposeOnDone);\n", + " });\n", + " };\n", + " var comm = {\n", + " send: sendClosure\n", + " };\n", + " }\n", + " window.PyViz.comms[comm_id] = comm;\n", + " return comm;\n", + " }\n", + " window.PyViz.comm_manager = new JupyterCommManager();\n", + " \n", + "\n", + "\n", + "var JS_MIME_TYPE = 'application/javascript';\n", + "var HTML_MIME_TYPE = 'text/html';\n", + "var EXEC_MIME_TYPE = 'application/vnd.holoviews_exec.v0+json';\n", + "var CLASS_NAME = 'output';\n", + "\n", + "/**\n", + " * Render data to the DOM node\n", + " */\n", + "function render(props, node) {\n", + " var div = document.createElement(\"div\");\n", + " var script = document.createElement(\"script\");\n", + " node.appendChild(div);\n", + " node.appendChild(script);\n", + "}\n", + "\n", + "/**\n", + " * Handle when a new output is added\n", + " */\n", + "function handle_add_output(event, handle) {\n", + " var output_area = handle.output_area;\n", + " var output = handle.output;\n", + " if ((output.data == undefined) || (!output.data.hasOwnProperty(EXEC_MIME_TYPE))) {\n", + " return\n", + " }\n", + " var id = output.metadata[EXEC_MIME_TYPE][\"id\"];\n", + " var toinsert = output_area.element.find(\".\" + CLASS_NAME.split(' ')[0]);\n", + " if (id !== undefined) {\n", + " var nchildren = toinsert.length;\n", + " var html_node = toinsert[nchildren-1].children[0];\n", + " html_node.innerHTML = output.data[HTML_MIME_TYPE];\n", + " var scripts = [];\n", + " var nodelist = html_node.querySelectorAll(\"script\");\n", + " for (var i in nodelist) {\n", + " if (nodelist.hasOwnProperty(i)) {\n", + " scripts.push(nodelist[i])\n", + " }\n", + " }\n", + "\n", + " scripts.forEach( function (oldScript) {\n", + " var newScript = document.createElement(\"script\");\n", + " var attrs = [];\n", + " var nodemap = oldScript.attributes;\n", + " for (var j in nodemap) {\n", + " if (nodemap.hasOwnProperty(j)) {\n", + " attrs.push(nodemap[j])\n", + " }\n", + " }\n", + " attrs.forEach(function(attr) { newScript.setAttribute(attr.name, attr.value) });\n", + " newScript.appendChild(document.createTextNode(oldScript.innerHTML));\n", + " oldScript.parentNode.replaceChild(newScript, oldScript);\n", + " });\n", + " if (JS_MIME_TYPE in output.data) {\n", + " toinsert[nchildren-1].children[1].textContent = output.data[JS_MIME_TYPE];\n", + " }\n", + " output_area._hv_plot_id = id;\n", + " if ((window.Bokeh !== undefined) && (id in Bokeh.index)) {\n", + " window.PyViz.plot_index[id] = Bokeh.index[id];\n", + " } else {\n", + " window.PyViz.plot_index[id] = null;\n", + " }\n", + " } else if (output.metadata[EXEC_MIME_TYPE][\"server_id\"] !== undefined) {\n", + " var bk_div = document.createElement(\"div\");\n", + " bk_div.innerHTML = output.data[HTML_MIME_TYPE];\n", + " var script_attrs = bk_div.children[0].attributes;\n", + " for (var i = 0; i < script_attrs.length; i++) {\n", + " toinsert[toinsert.length - 1].childNodes[1].setAttribute(script_attrs[i].name, script_attrs[i].value);\n", + " }\n", + " // store reference to server id on output_area\n", + " output_area._bokeh_server_id = output.metadata[EXEC_MIME_TYPE][\"server_id\"];\n", + " }\n", + "}\n", + "\n", + "/**\n", + " * Handle when an output is cleared or removed\n", + " */\n", + "function handle_clear_output(event, handle) {\n", + " var id = handle.cell.output_area._hv_plot_id;\n", + " var server_id = handle.cell.output_area._bokeh_server_id;\n", + " if (((id === undefined) || !(id in PyViz.plot_index)) && (server_id !== undefined)) { return; }\n", + " var comm = window.PyViz.comm_manager.get_client_comm(\"hv-extension-comm\", \"hv-extension-comm\", function () {});\n", + " if (server_id !== null) {\n", + " comm.send({event_type: 'server_delete', 'id': server_id});\n", + " return;\n", + " } else if (comm !== null) {\n", + " comm.send({event_type: 'delete', 'id': id});\n", + " }\n", + " delete PyViz.plot_index[id];\n", + " if ((window.Bokeh !== undefined) & (id in window.Bokeh.index)) {\n", + " var doc = window.Bokeh.index[id].model.document\n", + " doc.clear();\n", + " const i = window.Bokeh.documents.indexOf(doc);\n", + " if (i > -1) {\n", + " window.Bokeh.documents.splice(i, 1);\n", + " }\n", + " }\n", + "}\n", + "\n", + "/**\n", + " * Handle kernel restart event\n", + " */\n", + "function handle_kernel_cleanup(event, handle) {\n", + " delete PyViz.comms[\"hv-extension-comm\"];\n", + " window.PyViz.plot_index = {}\n", + "}\n", + "\n", + "/**\n", + " * Handle update_display_data messages\n", + " */\n", + "function handle_update_output(event, handle) {\n", + " handle_clear_output(event, {cell: {output_area: handle.output_area}})\n", + " handle_add_output(event, handle)\n", + "}\n", + "\n", + "function register_renderer(events, OutputArea) {\n", + " function append_mime(data, metadata, element) {\n", + " // create a DOM node to render to\n", + " var toinsert = this.create_output_subarea(\n", + " metadata,\n", + " CLASS_NAME,\n", + " EXEC_MIME_TYPE\n", + " );\n", + " this.keyboard_manager.register_events(toinsert);\n", + " // Render to node\n", + " var props = {data: data, metadata: metadata[EXEC_MIME_TYPE]};\n", + " render(props, toinsert[0]);\n", + " element.append(toinsert);\n", + " return toinsert\n", + " }\n", + "\n", + " events.on('output_added.OutputArea', handle_add_output);\n", + " events.on('output_updated.OutputArea', handle_update_output);\n", + " events.on('clear_output.CodeCell', handle_clear_output);\n", + " events.on('delete.Cell', handle_clear_output);\n", + " events.on('kernel_ready.Kernel', handle_kernel_cleanup);\n", + "\n", + " OutputArea.prototype.register_mime_type(EXEC_MIME_TYPE, append_mime, {\n", + " safe: true,\n", + " index: 0\n", + " });\n", + "}\n", + "\n", + "if (window.Jupyter !== undefined) {\n", + " try {\n", + " var events = require('base/js/events');\n", + " var OutputArea = require('notebook/js/outputarea').OutputArea;\n", + " if (OutputArea.prototype.mime_types().indexOf(EXEC_MIME_TYPE) == -1) {\n", + " register_renderer(events, OutputArea);\n", + " }\n", + " } catch(err) {\n", + " }\n", + "}\n" + ], + "application/vnd.holoviews_load.v0+json": "\nif ((window.PyViz === undefined) || (window.PyViz instanceof HTMLElement)) {\n window.PyViz = {comms: {}, comm_status:{}, kernels:{}, receivers: {}, plot_index: []}\n}\n\n\n function JupyterCommManager() {\n }\n\n JupyterCommManager.prototype.register_target = function(plot_id, comm_id, msg_handler) {\n if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n comm_manager.register_target(comm_id, function(comm) {\n comm.on_msg(msg_handler);\n });\n } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n window.PyViz.kernels[plot_id].registerCommTarget(comm_id, function(comm) {\n comm.onMsg = msg_handler;\n });\n } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n google.colab.kernel.comms.registerTarget(comm_id, (comm) => {\n var messages = comm.messages[Symbol.asyncIterator]();\n function processIteratorResult(result) {\n var message = result.value;\n console.log(message)\n var content = {data: message.data, comm_id};\n var 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comm.onMsg = msg_handler;\n }\n } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n var comm_promise = google.colab.kernel.comms.open(comm_id)\n comm_promise.then((comm) => {\n window.PyViz.comms[comm_id] = comm;\n if (msg_handler) {\n var messages = comm.messages[Symbol.asyncIterator]();\n function processIteratorResult(result) {\n var message = result.value;\n var content = {data: message.data};\n var metadata = message.metadata || {comm_id};\n var msg = {content, metadata}\n msg_handler(msg);\n return messages.next().then(processIteratorResult);\n }\n return messages.next().then(processIteratorResult);\n }\n }) \n var sendClosure = (data, metadata, buffers, disposeOnDone) => {\n return comm_promise.then((comm) => {\n comm.send(data, metadata, buffers, disposeOnDone);\n });\n };\n var comm = {\n send: sendClosure\n };\n }\n window.PyViz.comms[comm_id] = comm;\n return comm;\n }\n window.PyViz.comm_manager = new JupyterCommManager();\n \n\n\nvar JS_MIME_TYPE = 'application/javascript';\nvar HTML_MIME_TYPE = 'text/html';\nvar EXEC_MIME_TYPE = 'application/vnd.holoviews_exec.v0+json';\nvar CLASS_NAME = 'output';\n\n/**\n * Render data to the DOM node\n */\nfunction render(props, node) {\n var div = document.createElement(\"div\");\n var script = document.createElement(\"script\");\n node.appendChild(div);\n node.appendChild(script);\n}\n\n/**\n * Handle when a new output is added\n */\nfunction handle_add_output(event, handle) {\n var output_area = handle.output_area;\n var output = handle.output;\n if ((output.data == undefined) || (!output.data.hasOwnProperty(EXEC_MIME_TYPE))) {\n return\n }\n var id = output.metadata[EXEC_MIME_TYPE][\"id\"];\n var toinsert = output_area.element.find(\".\" + CLASS_NAME.split(' ')[0]);\n if (id !== undefined) {\n var nchildren = toinsert.length;\n var html_node = toinsert[nchildren-1].children[0];\n html_node.innerHTML = output.data[HTML_MIME_TYPE];\n var scripts = [];\n var nodelist = html_node.querySelectorAll(\"script\");\n for (var i in nodelist) {\n if (nodelist.hasOwnProperty(i)) {\n scripts.push(nodelist[i])\n }\n }\n\n scripts.forEach( function (oldScript) {\n var newScript = document.createElement(\"script\");\n var attrs = [];\n var nodemap = oldScript.attributes;\n for (var j in nodemap) {\n if (nodemap.hasOwnProperty(j)) {\n attrs.push(nodemap[j])\n }\n }\n attrs.forEach(function(attr) { newScript.setAttribute(attr.name, attr.value) });\n newScript.appendChild(document.createTextNode(oldScript.innerHTML));\n oldScript.parentNode.replaceChild(newScript, oldScript);\n });\n if (JS_MIME_TYPE in output.data) {\n toinsert[nchildren-1].children[1].textContent = output.data[JS_MIME_TYPE];\n }\n output_area._hv_plot_id = id;\n if ((window.Bokeh !== undefined) && (id in Bokeh.index)) {\n window.PyViz.plot_index[id] = Bokeh.index[id];\n } else {\n window.PyViz.plot_index[id] = null;\n }\n } else if (output.metadata[EXEC_MIME_TYPE][\"server_id\"] !== undefined) {\n var bk_div = document.createElement(\"div\");\n bk_div.innerHTML = output.data[HTML_MIME_TYPE];\n var script_attrs = bk_div.children[0].attributes;\n for (var i = 0; i < script_attrs.length; i++) {\n toinsert[toinsert.length - 1].childNodes[1].setAttribute(script_attrs[i].name, script_attrs[i].value);\n }\n // store reference to server id on output_area\n output_area._bokeh_server_id = output.metadata[EXEC_MIME_TYPE][\"server_id\"];\n }\n}\n\n/**\n * Handle when an output is cleared or removed\n */\nfunction handle_clear_output(event, handle) {\n var id = handle.cell.output_area._hv_plot_id;\n var server_id = handle.cell.output_area._bokeh_server_id;\n if (((id === undefined) || !(id in PyViz.plot_index)) && (server_id !== undefined)) { return; }\n var comm = window.PyViz.comm_manager.get_client_comm(\"hv-extension-comm\", \"hv-extension-comm\", function () {});\n if (server_id !== null) {\n comm.send({event_type: 'server_delete', 'id': server_id});\n return;\n } else if (comm !== null) {\n comm.send({event_type: 'delete', 'id': id});\n }\n delete PyViz.plot_index[id];\n if ((window.Bokeh !== undefined) & (id in window.Bokeh.index)) {\n var doc = window.Bokeh.index[id].model.document\n doc.clear();\n const i = window.Bokeh.documents.indexOf(doc);\n if (i > -1) {\n window.Bokeh.documents.splice(i, 1);\n }\n }\n}\n\n/**\n * Handle kernel restart event\n */\nfunction handle_kernel_cleanup(event, handle) {\n delete PyViz.comms[\"hv-extension-comm\"];\n window.PyViz.plot_index = {}\n}\n\n/**\n * Handle update_display_data messages\n */\nfunction handle_update_output(event, handle) {\n handle_clear_output(event, {cell: {output_area: handle.output_area}})\n handle_add_output(event, handle)\n}\n\nfunction register_renderer(events, OutputArea) {\n function append_mime(data, metadata, element) {\n // create a DOM node to render to\n var toinsert = this.create_output_subarea(\n metadata,\n CLASS_NAME,\n EXEC_MIME_TYPE\n );\n this.keyboard_manager.register_events(toinsert);\n // Render to node\n var props = {data: data, metadata: metadata[EXEC_MIME_TYPE]};\n render(props, toinsert[0]);\n element.append(toinsert);\n return toinsert\n }\n\n events.on('output_added.OutputArea', handle_add_output);\n events.on('output_updated.OutputArea', handle_update_output);\n events.on('clear_output.CodeCell', handle_clear_output);\n events.on('delete.Cell', handle_clear_output);\n events.on('kernel_ready.Kernel', handle_kernel_cleanup);\n\n OutputArea.prototype.register_mime_type(EXEC_MIME_TYPE, append_mime, {\n safe: true,\n index: 0\n });\n}\n\nif (window.Jupyter !== undefined) {\n try {\n var events = require('base/js/events');\n var OutputArea = require('notebook/js/outputarea').OutputArea;\n if (OutputArea.prototype.mime_types().indexOf(EXEC_MIME_TYPE) == -1) {\n register_renderer(events, OutputArea);\n }\n } catch(err) {\n }\n}\n" + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/javascript": [ + "(function(root) {\n", + " function now() {\n", + " return new Date();\n", + " }\n", + "\n", + " var force = true;\n", + " var py_version = '3.4.1'.replace('rc', '-rc.').replace('.dev', '-dev.');\n", + " var reloading = true;\n", + " var Bokeh = root.Bokeh;\n", + "\n", + " if (typeof (root._bokeh_timeout) === \"undefined\" || force) {\n", + " root._bokeh_timeout = Date.now() + 5000;\n", + " root._bokeh_failed_load = false;\n", + " }\n", + "\n", + " function run_callbacks() {\n", + " try {\n", + " root._bokeh_onload_callbacks.forEach(function(callback) {\n", + " if (callback != null)\n", + " callback();\n", + " });\n", + " } finally {\n", + " delete root._bokeh_onload_callbacks;\n", + " }\n", + " console.debug(\"Bokeh: all callbacks have finished\");\n", + " }\n", + "\n", + " function load_libs(css_urls, js_urls, js_modules, js_exports, callback) {\n", + " if (css_urls == null) css_urls = [];\n", + " if (js_urls == null) js_urls = [];\n", + " if (js_modules == null) js_modules = [];\n", + " if (js_exports == null) js_exports = {};\n", + "\n", + " root._bokeh_onload_callbacks.push(callback);\n", + "\n", + " if (root._bokeh_is_loading > 0) {\n", + " console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n", + " return null;\n", + " }\n", + " if (js_urls.length === 0 && js_modules.length === 0 && Object.keys(js_exports).length === 0) {\n", + " run_callbacks();\n", + " return null;\n", + " }\n", + " if (!reloading) {\n", + " console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n", + " }\n", + "\n", + " function on_load() {\n", + " root._bokeh_is_loading--;\n", + " if (root._bokeh_is_loading === 0) {\n", + " console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n", + " run_callbacks()\n", + " }\n", + " }\n", + " window._bokeh_on_load = on_load\n", + "\n", + " function on_error() {\n", + " console.error(\"failed to load \" + url);\n", + " }\n", + "\n", + " var skip = [];\n", + " if (window.requirejs) {\n", + " window.requirejs.config({'packages': {}, 'paths': {}, 'shim': {}});\n", + " root._bokeh_is_loading = css_urls.length + 0;\n", + " } else {\n", + " root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length + Object.keys(js_exports).length;\n", + " }\n", + "\n", + " var existing_stylesheets = []\n", + " var links = document.getElementsByTagName('link')\n", + " for (var i = 0; i < links.length; i++) {\n", + " var link = links[i]\n", + " if (link.href != null) {\n", + "\texisting_stylesheets.push(link.href)\n", + " }\n", + " }\n", + " for (var i = 0; i < css_urls.length; i++) {\n", + " var url = css_urls[i];\n", + " if (existing_stylesheets.indexOf(url) !== -1) {\n", + "\ton_load()\n", + "\tcontinue;\n", + " }\n", + " const element = document.createElement(\"link\");\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.rel = \"stylesheet\";\n", + " element.type = \"text/css\";\n", + " element.href = url;\n", + " console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n", + " document.body.appendChild(element);\n", + " } var existing_scripts = []\n", + " var scripts = document.getElementsByTagName('script')\n", + " for (var i = 0; i < scripts.length; i++) {\n", + " var script = scripts[i]\n", + " if (script.src != null) {\n", + "\texisting_scripts.push(script.src)\n", + " }\n", + " }\n", + " for (var i = 0; i < js_urls.length; i++) {\n", + " var url = js_urls[i];\n", + " if (skip.indexOf(url) !== -1 || existing_scripts.indexOf(url) !== -1) {\n", + "\tif (!window.requirejs) {\n", + "\t on_load();\n", + "\t}\n", + "\tcontinue;\n", + " }\n", + " var element = document.createElement('script');\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.src = url;\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " document.head.appendChild(element);\n", + " }\n", + " for (var i = 0; i < js_modules.length; i++) {\n", + " var url = js_modules[i];\n", + " if (skip.indexOf(url) !== -1 || existing_scripts.indexOf(url) !== -1) {\n", + "\tif (!window.requirejs) {\n", + "\t on_load();\n", + "\t}\n", + "\tcontinue;\n", + " }\n", + " var element = document.createElement('script');\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.src = url;\n", + " element.type = \"module\";\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " document.head.appendChild(element);\n", + " }\n", + " for (const name in js_exports) {\n", + " var url = js_exports[name];\n", + " if (skip.indexOf(url) >= 0 || root[name] != null) {\n", + "\tif (!window.requirejs) {\n", + "\t on_load();\n", + "\t}\n", + "\tcontinue;\n", + " }\n", + " var element = document.createElement('script');\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.type = \"module\";\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " element.textContent = `\n", + " import ${name} from \"${url}\"\n", + " window.${name} = ${name}\n", + " window._bokeh_on_load()\n", + " `\n", + " document.head.appendChild(element);\n", + " }\n", + " if (!js_urls.length && !js_modules.length) {\n", + " on_load()\n", + " }\n", + " };\n", + "\n", + " function inject_raw_css(css) {\n", + " const element = document.createElement(\"style\");\n", + " element.appendChild(document.createTextNode(css));\n", + " document.body.appendChild(element);\n", + " }\n", + "\n", + " var js_urls = [];\n", + " var js_modules = [];\n", + " var js_exports = {};\n", + " var css_urls = [];\n", + " var inline_js = [ function(Bokeh) {\n", + " Bokeh.set_log_level(\"info\");\n", + " },\n", + "function(Bokeh) {} // ensure no trailing comma for IE\n", + " ];\n", + "\n", + " function run_inline_js() {\n", + " if ((root.Bokeh !== undefined) || (force === true)) {\n", + " for (var i = 0; i < inline_js.length; i++) {\n", + "\ttry {\n", + " inline_js[i].call(root, root.Bokeh);\n", + "\t} catch(e) {\n", + "\t if (!reloading) {\n", + "\t throw e;\n", + "\t }\n", + "\t}\n", + " }\n", + " // Cache old bokeh versions\n", + " if (Bokeh != undefined && !reloading) {\n", + "\tvar NewBokeh = root.Bokeh;\n", + "\tif (Bokeh.versions === undefined) {\n", + "\t Bokeh.versions = new Map();\n", + "\t}\n", + "\tif (NewBokeh.version !== Bokeh.version) {\n", + "\t Bokeh.versions.set(NewBokeh.version, NewBokeh)\n", + "\t}\n", + "\troot.Bokeh = Bokeh;\n", + " }} else if (Date.now() < root._bokeh_timeout) {\n", + " setTimeout(run_inline_js, 100);\n", + " } else if (!root._bokeh_failed_load) {\n", + " console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n", + " root._bokeh_failed_load = true;\n", + " }\n", + " root._bokeh_is_initializing = false\n", + " }\n", + "\n", + " function load_or_wait() {\n", + " // Implement a backoff loop that tries to ensure we do not load multiple\n", + " // versions of Bokeh and its dependencies at the same time.\n", + " // In recent versions we use the root._bokeh_is_initializing flag\n", + " // to determine whether there is an ongoing attempt to initialize\n", + " // bokeh, however for backward compatibility we also try to ensure\n", + " // that we do not start loading a newer (Panel>=1.0 and Bokeh>3) version\n", + " // before older versions are fully initialized.\n", + " if (root._bokeh_is_initializing && Date.now() > root._bokeh_timeout) {\n", + " root._bokeh_is_initializing = false;\n", + " root._bokeh_onload_callbacks = undefined;\n", + " console.log(\"Bokeh: BokehJS was loaded multiple times but one version failed to initialize.\");\n", + " load_or_wait();\n", + " } else if (root._bokeh_is_initializing || (typeof root._bokeh_is_initializing === \"undefined\" && root._bokeh_onload_callbacks !== undefined)) {\n", + " setTimeout(load_or_wait, 100);\n", + " } else {\n", + " root._bokeh_is_initializing = true\n", + " root._bokeh_onload_callbacks = []\n", + " var bokeh_loaded = Bokeh != null && (Bokeh.version === py_version || (Bokeh.versions !== undefined && Bokeh.versions.has(py_version)));\n", + " if (!reloading && !bokeh_loaded) {\n", + "\troot.Bokeh = undefined;\n", + " }\n", + " load_libs(css_urls, js_urls, js_modules, js_exports, function() {\n", + "\tconsole.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n", + "\trun_inline_js();\n", + " });\n", + " }\n", + " }\n", + " // Give older versions of the autoload script a head-start to ensure\n", + " // they initialize before we start loading newer version.\n", + " setTimeout(load_or_wait, 100)\n", + "}(window));" + ], + "application/vnd.holoviews_load.v0+json": "(function(root) {\n function now() {\n return new Date();\n }\n\n var force = true;\n var py_version = '3.4.1'.replace('rc', '-rc.').replace('.dev', '-dev.');\n var reloading = true;\n var Bokeh = root.Bokeh;\n\n if (typeof (root._bokeh_timeout) === \"undefined\" || force) {\n root._bokeh_timeout = Date.now() + 5000;\n root._bokeh_failed_load = false;\n }\n\n function run_callbacks() {\n try {\n root._bokeh_onload_callbacks.forEach(function(callback) {\n if (callback != null)\n callback();\n });\n } finally {\n delete root._bokeh_onload_callbacks;\n }\n console.debug(\"Bokeh: all callbacks have finished\");\n }\n\n function load_libs(css_urls, js_urls, js_modules, js_exports, callback) {\n if (css_urls == null) css_urls = [];\n if (js_urls == null) js_urls = [];\n if (js_modules == null) js_modules = [];\n if (js_exports == null) js_exports = {};\n\n root._bokeh_onload_callbacks.push(callback);\n\n if (root._bokeh_is_loading > 0) {\n console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n return null;\n }\n if (js_urls.length === 0 && js_modules.length === 0 && Object.keys(js_exports).length === 0) {\n run_callbacks();\n return null;\n }\n if (!reloading) {\n console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n }\n\n function on_load() {\n root._bokeh_is_loading--;\n if (root._bokeh_is_loading === 0) {\n console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n run_callbacks()\n }\n }\n window._bokeh_on_load = on_load\n\n function on_error() {\n console.error(\"failed to load \" + url);\n }\n\n var skip = [];\n if (window.requirejs) {\n window.requirejs.config({'packages': {}, 'paths': {}, 'shim': {}});\n root._bokeh_is_loading = css_urls.length + 0;\n } else {\n root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length + Object.keys(js_exports).length;\n }\n\n var existing_stylesheets = []\n var links = document.getElementsByTagName('link')\n for (var i = 0; i < links.length; i++) {\n var link = links[i]\n if (link.href != null) {\n\texisting_stylesheets.push(link.href)\n }\n }\n for (var i = 0; i < css_urls.length; i++) {\n var url = css_urls[i];\n if (existing_stylesheets.indexOf(url) !== -1) {\n\ton_load()\n\tcontinue;\n }\n const element = document.createElement(\"link\");\n element.onload = on_load;\n element.onerror = on_error;\n element.rel = \"stylesheet\";\n element.type = \"text/css\";\n element.href = url;\n console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n document.body.appendChild(element);\n } var existing_scripts = []\n var scripts = document.getElementsByTagName('script')\n for (var i = 0; i < scripts.length; i++) {\n var script = scripts[i]\n if (script.src != null) {\n\texisting_scripts.push(script.src)\n }\n }\n for (var i = 0; i < js_urls.length; i++) {\n var url = js_urls[i];\n if (skip.indexOf(url) !== -1 || existing_scripts.indexOf(url) !== -1) {\n\tif (!window.requirejs) {\n\t on_load();\n\t}\n\tcontinue;\n }\n var element = document.createElement('script');\n element.onload = on_load;\n 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Connection method: Cluster objectCluster type: dask_gateway.GatewayCluster
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Cluster Info

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GatewayCluster

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" + ], + "text/plain": [ + "" + ] + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "%%time\n", + "# Dask gateway\n", + "cluster, client = notebook_utils.initialize_dask(use_gateway=True, workers=(1,4))\n", + "dc = datacube.Datacube()\n", + "\n", + "# Configure s3 access\n", + "configure_s3_access(aws_unsigned=False, requester_pays=True, client=client)\n", + "\n", + "client" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "56a9e23b-435e-4235-b09d-196662813f5a", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "## cấu hình thời gian lấy ảnh và tọa độ\n", + "date_range = ('2022-09-01', '2023-10-01')\n", + "longtitude_range = (105.86575, 105.94120)\n", + "latitude_range = (9.65070, 9.69850)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "606d23a3-7db6-4eb2-9d31-1e31ee3aaef7", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Most common native CRS: EPSG:32648\n", + "No datasets require offset correction\n", + "The valid_data_mask and scale (no offset) have been applied to the reflectance bands\n" + ] + }, + { + "data": { + "text/html": [ + "

Dataset size: 295.63 MB

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<xarray.Dataset> Size: 310MB\n",
+       "Dimensions:      (time: 78, y: 532, x: 830)\n",
+       "Coordinates:\n",
+       "  * time         (time) datetime64[ns] 624B 2022-09-02T03:35:38.706000 ... 20...\n",
+       "  * y            (y) float64 4kB 1.072e+06 1.072e+06 ... 1.067e+06 1.067e+06\n",
+       "  * x            (x) float64 7kB 5.95e+05 5.95e+05 ... 6.033e+05 6.033e+05\n",
+       "    spatial_ref  int32 4B 32648\n",
+       "Data variables:\n",
+       "    red          (time, y, x) float32 138MB dask.array<chunksize=(1, 532, 830), meta=np.ndarray>\n",
+       "    nir          (time, y, x) float32 138MB dask.array<chunksize=(1, 532, 830), meta=np.ndarray>\n",
+       "    scl          (time, y, x) uint8 34MB dask.array<chunksize=(1, 532, 830), meta=np.ndarray>\n",
+       "Attributes:\n",
+       "    crs:           EPSG:32648\n",
+       "    grid_mapping:  spatial_ref
" + ], + "text/plain": [ + " Size: 310MB\n", + "Dimensions: (time: 78, y: 532, x: 830)\n", + "Coordinates:\n", + " * time (time) datetime64[ns] 624B 2022-09-02T03:35:38.706000 ... 20...\n", + " * y (y) float64 4kB 1.072e+06 1.072e+06 ... 1.067e+06 1.067e+06\n", + " * x (x) float64 7kB 5.95e+05 5.95e+05 ... 6.033e+05 6.033e+05\n", + " spatial_ref int32 4B 32648\n", + "Data variables:\n", + " red (time, y, x) float32 138MB dask.array\n", + " nir (time, y, x) float32 138MB dask.array\n", + " scl (time, y, x) uint8 34MB dask.array\n", + "Attributes:\n", + " crs: EPSG:32648\n", + " grid_mapping: spatial_ref" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "## truy vấn ảnh vệ tinh sen2\n", + "data = load_data(dc, date_range, longtitude_range, latitude_range)\n", + "notebook_utils.heading(notebook_utils.xarray_object_size(data))\n", + "display(data)" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "54e04079-2c12-4de1-8541-0579fbfad4a1", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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bitsvaluesdescription
qa[0, 1, 2, 3, 4, 5, 6, 7]{'0': 'no data', '1': 'saturated or defective'...Sen2Cor Scene Classification
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<xarray.DataArray 'NDVI' (time: 78, y: 532, x: 830)> Size: 138MB\n",
+       "dask.array<truediv, shape=(78, 532, 830), dtype=float32, chunksize=(1, 532, 830), chunktype=numpy.ndarray>\n",
+       "Coordinates:\n",
+       "  * time         (time) datetime64[ns] 624B 2022-09-02T03:35:38.706000 ... 20...\n",
+       "  * y            (y) float64 4kB 1.072e+06 1.072e+06 ... 1.067e+06 1.067e+06\n",
+       "  * x            (x) float64 7kB 5.95e+05 5.95e+05 ... 6.033e+05 6.033e+05\n",
+       "    spatial_ref  int32 4B 32648
" + ], + "text/plain": [ + " Size: 138MB\n", + "dask.array\n", + "Coordinates:\n", + " * time (time) datetime64[ns] 624B 2022-09-02T03:35:38.706000 ... 20...\n", + " * y (y) float64 4kB 1.072e+06 1.072e+06 ... 1.067e+06 1.067e+06\n", + " * x (x) float64 7kB 5.95e+05 5.95e+05 ... 6.033e+05 6.033e+05\n", + " spatial_ref int32 4B 32648" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Tiến hành tính toán NDVI\n", + "ds1 = calculate_indices(result, index='NDVI', satellite_mission='s2')\n", + "ndvi = ds1[\"NDVI\"]\n", + "display(ndvi)" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "f3930d43-c159-49bf-8260-68b14681729d", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "## ảnh NDVI chưa điền mây (fill nan)\n", + "plt.imshow(ndvi.isel(time=50))" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "5372d50c-7b05-475e-bdce-ed36a8ea794d", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# đặt thời gian các mùa\n", + "time_split = [slice('2022-09-01', '2023-01-01'), \n", + " slice('2023-01-01', '2023-05-01'),\n", + " slice('2023-05-01', '2023-07-01'),\n", + " slice('2023-07-01', '2023-10-01')]\n", + "\n", + "# Điền mây ở các vị trí mang giá trị nan (fill nan)\n", + "fill_nan_ndvi = fill_nan(ndvi, time_split)\n", + "\n", + "# In kết quả ảnh ndvi đã điền mây (đã fill nan)\n", + "plt.imshow(fill_nan_ndvi.isel(time=50))" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "4e11434c-24ff-48f4-8611-b3baeb300de3", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + ":6: FutureWarning: 'M' is deprecated and will be removed in a future version. Please use 'ME' instead of 'M'.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "CPU times: user 351 ms, sys: 7.66 ms, total: 359 ms\n", + "Wall time: 356 ms\n" + ] + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "a7fa413a6f8c429c864860dd46b54f09", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "VBox()" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "%%time\n", + "## tính ndvi theo tháng\n", + "average_ndvi = fill_nan_ndvi.resample(time='1M').mean().persist()\n", + "progress(average_ndvi)" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "a80e2b2c-ef4b-4f39-a8df-11fc4dcd916c", + "metadata": {}, + "outputs": [], + "source": [ + "# compute average_ndvi\n", + "average_ndvi = average_ndvi.compute()" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "34e7fd9c-3a16-4c82-b210-2afc4a84772e", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/html": [ + "

Dataset size: 107.81 MB

" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
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<xarray.Dataset> Size: 113MB\n",
+       "Dimensions:      (time: 32, y: 532, x: 830)\n",
+       "Coordinates:\n",
+       "  * time         (time) datetime64[ns] 256B 2022-09-06T22:46:14.500000 ... 20...\n",
+       "  * y            (y) float64 4kB 1.072e+06 1.072e+06 ... 1.067e+06 1.067e+06\n",
+       "  * x            (x) float64 7kB 5.95e+05 5.95e+05 ... 6.033e+05 6.033e+05\n",
+       "    spatial_ref  int32 4B 32648\n",
+       "Data variables:\n",
+       "    vv           (time, y, x) float32 57MB dask.array<chunksize=(1, 532, 830), meta=np.ndarray>\n",
+       "    vh           (time, y, x) float32 57MB dask.array<chunksize=(1, 532, 830), meta=np.ndarray>\n",
+       "Attributes:\n",
+       "    crs:           EPSG:32648\n",
+       "    grid_mapping:  spatial_ref
" + ], + "text/plain": [ + " Size: 113MB\n", + "Dimensions: (time: 32, y: 532, x: 830)\n", + "Coordinates:\n", + " * time (time) datetime64[ns] 256B 2022-09-06T22:46:14.500000 ... 20...\n", + " * y (y) float64 4kB 1.072e+06 1.072e+06 ... 1.067e+06 1.067e+06\n", + " * x (x) float64 7kB 5.95e+05 5.95e+05 ... 6.033e+05 6.033e+05\n", + " spatial_ref int32 4B 32648\n", + "Data variables:\n", + " vv (time, y, x) float32 57MB dask.array\n", + " vh (time, y, x) float32 57MB dask.array\n", + "Attributes:\n", + " crs: EPSG:32648\n", + " grid_mapping: spatial_ref" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + ":6: FutureWarning: 'M' is deprecated and will be removed in a future version. Please use 'ME' instead of 'M'.\n", + ":6: FutureWarning: 'M' is deprecated and will be removed in a future version. Please use 'ME' instead of 'M'.\n" + ] + } + ], + "source": [ + "# load dữ liệu sen1\n", + "coordinates = (longtitude_range, latitude_range)\n", + "dsvh, dsvv = load_data_sen1(dc, date_range, coordinates)\n", + "average_vv = calculate_average(dsvv, time_pattern='1M')\n", + "average_vh = calculate_average(dsvh, time_pattern='1M')" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "5d29d5cf-31fd-4263-8ae4-2eb9690f739e", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "# load model RF\n", + "loaded_model = joblib.load(os.path.join(\"model_train\", \"model_odc.joblib\"))\n", + "\n", + "# dự đoán\n", + "data_array = predict(loaded_model, data.rio.crs, average_ndvi, average_vh, average_vv)" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "1e17f18d-0878-43d1-acf6-54dfc9f1a0db", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/tmp/ipykernel_159/3809256623.py:26: UserWarning: set_ticklabels() should only be used with a fixed number of ticks, i.e. after set_ticks() or using a FixedLocator.\n", + " cbar.ax.set_yticklabels(labels)\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# cấu hình màu cho các loại đất\n", + "colors = [\n", + " \"#abcee9\",\n", + " \"#ffef44\",\n", + " \"#c4ff9e\",\n", + " \"#ffd6a8\",\n", + " \"#93ddda\",\n", + " \"#1aeef7\",\n", + " \"#ffa7f2\",\n", + " \"#33ee33\"\n", + "]\n", + "labels = [\n", + " \"Lúa tôm\",\n", + " \"Lúa\",\n", + " \"CHN\",\n", + " \"CLN\",\n", + " \"TS\",\n", + " \"Sông\",\n", + " \"Đất xây dựng\",\n", + " \"Rừng\"\n", + "]\n", + "# hiển thị phân loại sử dụng đất\n", + "cmap = ListedColormap(colors)\n", + "img = data_array.plot(cmap=cmap, add_colorbar=False)\n", + "cbar = plt.colorbar(img)\n", + "cbar.ax.set_yticklabels(labels)\n", + "plt.title(\"Phân loại sử dụng đất\")\n", + "plt.axis('off')\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "caa6893e-4167-4d85-8c5e-d03cdb55f71f", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/env/lib/python3.10/site-packages/xarray/core/duck_array_ops.py:215: RuntimeWarning: invalid value encountered in cast\n", + " return data.astype(dtype, **kwargs)\n" + ] + } + ], + "source": [ + "## cấu hình shapefile ranh giới thuận hòa và vh vv file\n", + "thuanhoa_path = \"ThuanHoa/region/ST_ThuanHoa_Boundaryofficially.shp\"\n", + "\n", + "# cắt theo ranh giới xã thuận hòa\n", + "region_result = cut_according_shp(thuanhoa_path, average_ndvi, data_array)" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "177a672f-dc68-4987-a3c6-2123dff257c0", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": {}, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/vnd.holoviews_exec.v0+json": "", + "text/html": [ + "
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\n", + "
\n", + "" + ], + "text/plain": [ + ":DynamicMap []\n", + " :Image [x,y] (value)" + ] + }, + "execution_count": 15, + "metadata": { + "application/vnd.holoviews_exec.v0+json": { + "id": "p1005" + } + }, + "output_type": "execute_result" + } + ], + "source": [ + "# hiển thị kết quả phân loại sử dụng đất\n", + "colorval = list(range(len(colors)))\n", + "options = {\n", + " 'title': 'Phân loại sử dụng đất',\n", + " 'cmap': colors,\n", + " 'clim': (0, 8),\n", + " 'aspect': 'equal',\n", + " 'colorbar_opts': {\n", + " 'major_label_overrides': dict(zip(colorval, labels)),\n", + " 'major_label_text_align': 'left',\n", + " 'ticker': FixedTicker(ticks=colorval),\n", + " },\n", + "}\n", + " \n", + "region_result.hvplot(\n", + " rasterize = True, # Use Datashader, particularly useful for dask arrays\n", + " aggregator = reductions.mode(), # Datashader selects mode value, requires 'hv.Image'\n", + ").options(opts.Image(**options))" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "43580ab8-c637-4e79-b842-0131f970bfac", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "# Lưu lại kết quả\n", + "region_result.rio.to_raster(\"KetQuaPhanLoaiDatODC.tif\")" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "a23a5bd1-1a8c-448d-b239-8ba2d8e104f2", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "# đóng client, cluster\n", + "client.close()\n", + "cluster.close()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "4d9b1bb0-006c-4568-9712-40703f4d2e24", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.12" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/03.compare_ODC.ipynb b/03.compare_ODC.ipynb new file mode 100644 index 0000000..9983f8a --- /dev/null +++ b/03.compare_ODC.ipynb @@ -0,0 +1,1406 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "1decb47d-81ab-4cd7-bb2c-990d22a37c3d", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "application/javascript": [ + "(function(root) {\n", + " function now() {\n", + " return new Date();\n", + " }\n", + "\n", + " var force = true;\n", + " var py_version = '3.4.1'.replace('rc', '-rc.').replace('.dev', '-dev.');\n", + " var reloading = false;\n", + " var Bokeh = root.Bokeh;\n", + "\n", + " if (typeof (root._bokeh_timeout) === \"undefined\" || force) {\n", + " root._bokeh_timeout = Date.now() + 5000;\n", + " root._bokeh_failed_load = false;\n", + " }\n", + "\n", + " function run_callbacks() {\n", + " try {\n", + " root._bokeh_onload_callbacks.forEach(function(callback) {\n", + " if (callback != null)\n", + " callback();\n", + " });\n", + " } finally {\n", + " delete root._bokeh_onload_callbacks;\n", + " }\n", + " console.debug(\"Bokeh: all callbacks have finished\");\n", + " }\n", + "\n", + " function load_libs(css_urls, js_urls, js_modules, js_exports, callback) {\n", + " if (css_urls == null) css_urls = [];\n", + " if (js_urls == null) js_urls = [];\n", + " if (js_modules == null) js_modules = [];\n", + " if (js_exports == null) js_exports = {};\n", + "\n", + " root._bokeh_onload_callbacks.push(callback);\n", + "\n", + " if (root._bokeh_is_loading > 0) {\n", + " console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n", + " return null;\n", + " }\n", + " if (js_urls.length === 0 && js_modules.length === 0 && Object.keys(js_exports).length === 0) {\n", + " run_callbacks();\n", + " return null;\n", + " }\n", + " if (!reloading) {\n", + " console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n", + " }\n", + "\n", + " function on_load() {\n", + " root._bokeh_is_loading--;\n", + " if (root._bokeh_is_loading === 0) {\n", + " console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n", + " run_callbacks()\n", + " }\n", + " }\n", + " window._bokeh_on_load = on_load\n", + "\n", + " function on_error() {\n", + " console.error(\"failed to load \" + url);\n", + " }\n", + "\n", + " var skip = [];\n", + " if (window.requirejs) {\n", + " window.requirejs.config({'packages': {}, 'paths': {}, 'shim': {}});\n", + " root._bokeh_is_loading = css_urls.length + 0;\n", + " } else {\n", + " root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length + Object.keys(js_exports).length;\n", + " }\n", + "\n", + " var existing_stylesheets = []\n", + " var links = document.getElementsByTagName('link')\n", + " for (var i = 0; i < links.length; i++) {\n", + " var link = links[i]\n", + " if (link.href != null) {\n", + "\texisting_stylesheets.push(link.href)\n", + " }\n", + " }\n", + " for (var i = 0; i < css_urls.length; i++) {\n", + " var url = css_urls[i];\n", + " if (existing_stylesheets.indexOf(url) !== -1) {\n", + "\ton_load()\n", + "\tcontinue;\n", + " }\n", + " const element = document.createElement(\"link\");\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.rel = \"stylesheet\";\n", + " element.type = \"text/css\";\n", + " element.href = url;\n", + " console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n", + " document.body.appendChild(element);\n", + " } var existing_scripts = []\n", + " var scripts = document.getElementsByTagName('script')\n", + " for (var i = 0; i < scripts.length; i++) {\n", + " var script = scripts[i]\n", + " if (script.src != null) {\n", + "\texisting_scripts.push(script.src)\n", + " }\n", + " }\n", + " for (var i = 0; i < js_urls.length; i++) {\n", + " var url = js_urls[i];\n", + " if (skip.indexOf(url) !== -1 || existing_scripts.indexOf(url) !== -1) {\n", + "\tif (!window.requirejs) {\n", + "\t on_load();\n", + "\t}\n", + "\tcontinue;\n", + " }\n", + " var element = document.createElement('script');\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.src = url;\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " document.head.appendChild(element);\n", + " }\n", + " for (var i = 0; i < js_modules.length; i++) {\n", + " var url = js_modules[i];\n", + " if (skip.indexOf(url) !== -1 || existing_scripts.indexOf(url) !== -1) {\n", + "\tif (!window.requirejs) {\n", + "\t on_load();\n", + "\t}\n", + "\tcontinue;\n", + " }\n", + " var element = document.createElement('script');\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.src = url;\n", + " element.type = \"module\";\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " document.head.appendChild(element);\n", + " }\n", + " for (const name in js_exports) {\n", + " var url = js_exports[name];\n", + " if (skip.indexOf(url) >= 0 || root[name] != null) {\n", + "\tif (!window.requirejs) {\n", + "\t on_load();\n", + "\t}\n", + "\tcontinue;\n", + " }\n", + " var element = document.createElement('script');\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.type = \"module\";\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " element.textContent = `\n", + " import ${name} from \"${url}\"\n", + " window.${name} = ${name}\n", + " window._bokeh_on_load()\n", + " `\n", + " document.head.appendChild(element);\n", + " }\n", + " if (!js_urls.length && !js_modules.length) {\n", + " on_load()\n", + " }\n", + " };\n", + "\n", + " function inject_raw_css(css) {\n", + " const element = document.createElement(\"style\");\n", + " element.appendChild(document.createTextNode(css));\n", + " document.body.appendChild(element);\n", + " }\n", + "\n", + " var js_urls = [\"https://cdn.bokeh.org/bokeh/release/bokeh-3.4.1.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-gl-3.4.1.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-widgets-3.4.1.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-tables-3.4.1.min.js\", \"https://cdn.holoviz.org/panel/1.4.4/dist/panel.min.js\"];\n", + " var js_modules = [];\n", + " var js_exports = {};\n", + " var css_urls = [];\n", + " var inline_js = [ function(Bokeh) {\n", + " Bokeh.set_log_level(\"info\");\n", + " },\n", + "function(Bokeh) {} // ensure no trailing comma for IE\n", + " ];\n", + "\n", + " function run_inline_js() {\n", + " if ((root.Bokeh !== undefined) || (force === true)) {\n", + " for (var i = 0; i < inline_js.length; i++) {\n", + "\ttry {\n", + " inline_js[i].call(root, root.Bokeh);\n", + "\t} catch(e) {\n", + "\t if (!reloading) {\n", + "\t throw e;\n", + "\t }\n", + "\t}\n", + " }\n", + " // Cache old bokeh versions\n", + " if (Bokeh != undefined && !reloading) {\n", + "\tvar NewBokeh = root.Bokeh;\n", + "\tif (Bokeh.versions === undefined) {\n", + "\t Bokeh.versions = new Map();\n", + "\t}\n", + "\tif (NewBokeh.version !== Bokeh.version) {\n", + "\t Bokeh.versions.set(NewBokeh.version, NewBokeh)\n", + "\t}\n", + "\troot.Bokeh = Bokeh;\n", + " }} else if (Date.now() < root._bokeh_timeout) {\n", + " setTimeout(run_inline_js, 100);\n", + " } else if (!root._bokeh_failed_load) {\n", + " console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n", + " root._bokeh_failed_load = true;\n", + " }\n", + " root._bokeh_is_initializing = false\n", + " }\n", + "\n", + " function load_or_wait() {\n", + " // Implement a backoff loop that tries to ensure we do not load multiple\n", + " // versions of Bokeh and its dependencies at the same time.\n", + " // In recent versions we use the root._bokeh_is_initializing flag\n", + " // to determine whether there is an ongoing attempt to initialize\n", + " // bokeh, however for backward compatibility we also try to ensure\n", + " // that we do not start loading a newer (Panel>=1.0 and Bokeh>3) version\n", + " // before older versions are fully initialized.\n", + " if (root._bokeh_is_initializing && Date.now() > root._bokeh_timeout) {\n", + " root._bokeh_is_initializing = false;\n", + " root._bokeh_onload_callbacks = undefined;\n", + " console.log(\"Bokeh: BokehJS was loaded multiple times but one version failed to initialize.\");\n", + " load_or_wait();\n", + " } else if (root._bokeh_is_initializing || (typeof root._bokeh_is_initializing === \"undefined\" && root._bokeh_onload_callbacks !== undefined)) {\n", + " setTimeout(load_or_wait, 100);\n", + " } else {\n", + " root._bokeh_is_initializing = true\n", + " root._bokeh_onload_callbacks = []\n", + " var bokeh_loaded = Bokeh != null && (Bokeh.version === py_version || (Bokeh.versions !== undefined && Bokeh.versions.has(py_version)));\n", + " if (!reloading && !bokeh_loaded) {\n", + "\troot.Bokeh = undefined;\n", + " }\n", + " load_libs(css_urls, js_urls, js_modules, js_exports, function() {\n", + "\tconsole.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n", + "\trun_inline_js();\n", + " });\n", + " }\n", + " }\n", + " // Give older versions of the autoload script a head-start to ensure\n", + " // they initialize before we start loading newer version.\n", + " setTimeout(load_or_wait, 100)\n", + "}(window));" + ], + "application/vnd.holoviews_load.v0+json": "(function(root) {\n function now() {\n return new Date();\n }\n\n var force = true;\n var py_version = '3.4.1'.replace('rc', '-rc.').replace('.dev', '-dev.');\n var reloading = false;\n var Bokeh = root.Bokeh;\n\n if (typeof (root._bokeh_timeout) === \"undefined\" || force) {\n root._bokeh_timeout = Date.now() + 5000;\n root._bokeh_failed_load = false;\n }\n\n function run_callbacks() {\n try {\n root._bokeh_onload_callbacks.forEach(function(callback) {\n if (callback != null)\n callback();\n });\n } finally {\n delete root._bokeh_onload_callbacks;\n }\n console.debug(\"Bokeh: all callbacks have finished\");\n }\n\n function load_libs(css_urls, js_urls, js_modules, js_exports, callback) {\n if (css_urls == null) css_urls = [];\n if (js_urls == null) js_urls = [];\n if (js_modules == null) js_modules = [];\n if (js_exports == null) js_exports = {};\n\n root._bokeh_onload_callbacks.push(callback);\n\n if (root._bokeh_is_loading > 0) {\n console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n return null;\n }\n if (js_urls.length === 0 && js_modules.length === 0 && Object.keys(js_exports).length === 0) {\n run_callbacks();\n return null;\n }\n if (!reloading) {\n console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n }\n\n function on_load() {\n root._bokeh_is_loading--;\n if (root._bokeh_is_loading === 0) {\n console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n run_callbacks()\n }\n }\n window._bokeh_on_load = on_load\n\n function on_error() {\n console.error(\"failed to load \" + url);\n }\n\n var skip = [];\n if (window.requirejs) {\n window.requirejs.config({'packages': {}, 'paths': {}, 'shim': {}});\n root._bokeh_is_loading = css_urls.length + 0;\n } else {\n root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length + Object.keys(js_exports).length;\n }\n\n var existing_stylesheets = []\n var links = document.getElementsByTagName('link')\n for (var i = 0; i < links.length; i++) {\n var link = links[i]\n if (link.href != null) {\n\texisting_stylesheets.push(link.href)\n }\n }\n for (var i = 0; i < css_urls.length; i++) {\n var url = css_urls[i];\n if (existing_stylesheets.indexOf(url) !== -1) {\n\ton_load()\n\tcontinue;\n }\n const element = document.createElement(\"link\");\n element.onload = on_load;\n element.onerror = on_error;\n element.rel = \"stylesheet\";\n element.type = \"text/css\";\n element.href = url;\n console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n document.body.appendChild(element);\n } var existing_scripts = []\n var scripts = document.getElementsByTagName('script')\n for (var i = 0; i < scripts.length; i++) {\n var script = scripts[i]\n if (script.src != null) {\n\texisting_scripts.push(script.src)\n }\n }\n for (var i = 0; i < js_urls.length; i++) {\n var url = js_urls[i];\n if (skip.indexOf(url) !== -1 || existing_scripts.indexOf(url) !== -1) {\n\tif (!window.requirejs) {\n\t on_load();\n\t}\n\tcontinue;\n }\n var element = document.createElement('script');\n element.onload = on_load;\n element.onerror = on_error;\n element.async = false;\n element.src = url;\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n document.head.appendChild(element);\n }\n for (var i = 0; i < js_modules.length; i++) {\n var url = js_modules[i];\n if (skip.indexOf(url) !== -1 || existing_scripts.indexOf(url) !== -1) {\n\tif (!window.requirejs) {\n\t on_load();\n\t}\n\tcontinue;\n }\n var element = document.createElement('script');\n element.onload = on_load;\n element.onerror = on_error;\n element.async = false;\n element.src = url;\n element.type = \"module\";\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n document.head.appendChild(element);\n }\n for (const name in js_exports) {\n var url = js_exports[name];\n if (skip.indexOf(url) >= 0 || root[name] != null) {\n\tif (!window.requirejs) {\n\t on_load();\n\t}\n\tcontinue;\n }\n var element = document.createElement('script');\n element.onerror = on_error;\n element.async = false;\n element.type = \"module\";\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n element.textContent = `\n import ${name} from \"${url}\"\n window.${name} = ${name}\n window._bokeh_on_load()\n `\n document.head.appendChild(element);\n }\n if (!js_urls.length && !js_modules.length) {\n on_load()\n }\n };\n\n function inject_raw_css(css) {\n const element = document.createElement(\"style\");\n element.appendChild(document.createTextNode(css));\n document.body.appendChild(element);\n }\n\n var js_urls = [\"https://cdn.bokeh.org/bokeh/release/bokeh-3.4.1.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-gl-3.4.1.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-widgets-3.4.1.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-tables-3.4.1.min.js\", \"https://cdn.holoviz.org/panel/1.4.4/dist/panel.min.js\"];\n var js_modules = [];\n var js_exports = {};\n var css_urls = [];\n var inline_js = [ function(Bokeh) {\n Bokeh.set_log_level(\"info\");\n },\nfunction(Bokeh) {} // ensure no trailing comma for IE\n ];\n\n function run_inline_js() {\n if ((root.Bokeh !== undefined) || (force === true)) {\n for (var i = 0; i < inline_js.length; i++) {\n\ttry {\n inline_js[i].call(root, root.Bokeh);\n\t} catch(e) {\n\t if (!reloading) {\n\t throw e;\n\t }\n\t}\n }\n // Cache old bokeh versions\n if (Bokeh != undefined && !reloading) {\n\tvar NewBokeh = root.Bokeh;\n\tif (Bokeh.versions === undefined) {\n\t Bokeh.versions = new Map();\n\t}\n\tif (NewBokeh.version !== Bokeh.version) {\n\t Bokeh.versions.set(NewBokeh.version, NewBokeh)\n\t}\n\troot.Bokeh = Bokeh;\n }} else if (Date.now() < root._bokeh_timeout) {\n setTimeout(run_inline_js, 100);\n } else if (!root._bokeh_failed_load) {\n console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n root._bokeh_failed_load = true;\n }\n root._bokeh_is_initializing = false\n }\n\n function load_or_wait() {\n // Implement a backoff loop that tries to ensure we do not load multiple\n // versions of Bokeh and its dependencies at the same time.\n // In recent versions we use the root._bokeh_is_initializing flag\n // to determine whether there is an ongoing attempt to initialize\n // bokeh, however for backward compatibility we also try to ensure\n // that we do not start loading a newer (Panel>=1.0 and Bokeh>3) version\n // before older versions are fully initialized.\n if (root._bokeh_is_initializing && Date.now() > root._bokeh_timeout) {\n root._bokeh_is_initializing = false;\n root._bokeh_onload_callbacks = undefined;\n console.log(\"Bokeh: BokehJS was loaded multiple times but one version failed to initialize.\");\n load_or_wait();\n } else if (root._bokeh_is_initializing || (typeof root._bokeh_is_initializing === \"undefined\" && root._bokeh_onload_callbacks !== undefined)) {\n setTimeout(load_or_wait, 100);\n } else {\n root._bokeh_is_initializing = true\n root._bokeh_onload_callbacks = []\n var bokeh_loaded = Bokeh != null && (Bokeh.version === py_version || (Bokeh.versions !== undefined && Bokeh.versions.has(py_version)));\n if (!reloading && !bokeh_loaded) {\n\troot.Bokeh = undefined;\n }\n load_libs(css_urls, js_urls, js_modules, js_exports, function() {\n\tconsole.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n\trun_inline_js();\n });\n }\n }\n // Give older versions of the autoload script a head-start to ensure\n // they initialize before we start loading newer version.\n setTimeout(load_or_wait, 100)\n}(window));" + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/javascript": [ + "\n", + "if ((window.PyViz === undefined) || (window.PyViz instanceof HTMLElement)) {\n", + " window.PyViz = {comms: {}, comm_status:{}, kernels:{}, receivers: {}, plot_index: []}\n", + "}\n", + "\n", + "\n", + " function JupyterCommManager() {\n", + " }\n", + "\n", + " JupyterCommManager.prototype.register_target = function(plot_id, comm_id, msg_handler) {\n", + " if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n", + " var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n", + " comm_manager.register_target(comm_id, function(comm) {\n", + " comm.on_msg(msg_handler);\n", + " });\n", + " } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n", + " 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Bokeh.set_log_level(\"info\");\n", + " },\n", + "function(Bokeh) {} // ensure no trailing comma for IE\n", + " ];\n", + "\n", + " function run_inline_js() {\n", + " if ((root.Bokeh !== undefined) || (force === true)) {\n", + " for (var i = 0; i < inline_js.length; i++) {\n", + "\ttry {\n", + " inline_js[i].call(root, root.Bokeh);\n", + "\t} catch(e) {\n", + "\t if (!reloading) {\n", + "\t throw e;\n", + "\t }\n", + "\t}\n", + " }\n", + " // Cache old bokeh versions\n", + " if (Bokeh != undefined && !reloading) {\n", + "\tvar NewBokeh = root.Bokeh;\n", + "\tif (Bokeh.versions === undefined) {\n", + "\t Bokeh.versions = new Map();\n", + "\t}\n", + "\tif (NewBokeh.version !== Bokeh.version) {\n", + "\t Bokeh.versions.set(NewBokeh.version, NewBokeh)\n", + "\t}\n", + "\troot.Bokeh = Bokeh;\n", + " }} else if (Date.now() < root._bokeh_timeout) {\n", + " setTimeout(run_inline_js, 100);\n", + " } else if (!root._bokeh_failed_load) {\n", + " console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n", + " root._bokeh_failed_load = true;\n", + " }\n", + " root._bokeh_is_initializing = false\n", + " }\n", + "\n", + " function load_or_wait() {\n", + " // Implement a backoff loop that tries to ensure we do not load multiple\n", + " // versions of Bokeh and its dependencies at the same time.\n", + " // In recent versions we use the root._bokeh_is_initializing flag\n", + " // to determine whether there is an ongoing attempt to initialize\n", + " // bokeh, however for backward compatibility we also try to ensure\n", + " // that we do not start loading a newer (Panel>=1.0 and Bokeh>3) version\n", + " // before older versions are fully initialized.\n", + " if (root._bokeh_is_initializing && Date.now() > root._bokeh_timeout) {\n", + " root._bokeh_is_initializing = false;\n", + " root._bokeh_onload_callbacks = undefined;\n", + " console.log(\"Bokeh: BokehJS was loaded multiple times but one version failed to initialize.\");\n", + " load_or_wait();\n", + " } else if (root._bokeh_is_initializing || (typeof root._bokeh_is_initializing === \"undefined\" && root._bokeh_onload_callbacks !== undefined)) {\n", + " setTimeout(load_or_wait, 100);\n", + " } else {\n", + " root._bokeh_is_initializing = true\n", + " root._bokeh_onload_callbacks = []\n", + " var bokeh_loaded = Bokeh != null && (Bokeh.version === py_version || (Bokeh.versions !== undefined && Bokeh.versions.has(py_version)));\n", + " if (!reloading && !bokeh_loaded) {\n", + "\troot.Bokeh = undefined;\n", + " }\n", + " load_libs(css_urls, js_urls, js_modules, js_exports, function() {\n", + "\tconsole.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n", + "\trun_inline_js();\n", + " });\n", + " }\n", + " }\n", + " // Give older versions of the autoload script a head-start to ensure\n", + " // they initialize before we start loading newer version.\n", + " setTimeout(load_or_wait, 100)\n", + "}(window));" + ], + "application/vnd.holoviews_load.v0+json": "(function(root) {\n function now() {\n return new Date();\n }\n\n var force = true;\n var py_version = '3.4.1'.replace('rc', '-rc.').replace('.dev', '-dev.');\n var reloading = true;\n var Bokeh = root.Bokeh;\n\n if (typeof (root._bokeh_timeout) === \"undefined\" || force) {\n root._bokeh_timeout = Date.now() + 5000;\n root._bokeh_failed_load = false;\n }\n\n function run_callbacks() {\n try {\n root._bokeh_onload_callbacks.forEach(function(callback) {\n if (callback != null)\n callback();\n });\n } finally {\n delete root._bokeh_onload_callbacks;\n }\n console.debug(\"Bokeh: all callbacks have finished\");\n }\n\n function load_libs(css_urls, js_urls, js_modules, js_exports, callback) {\n if (css_urls == null) css_urls = [];\n if (js_urls == null) js_urls = [];\n if (js_modules == null) js_modules = [];\n if (js_exports == null) js_exports = {};\n\n root._bokeh_onload_callbacks.push(callback);\n\n if (root._bokeh_is_loading > 0) {\n console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n return null;\n }\n if (js_urls.length === 0 && js_modules.length === 0 && Object.keys(js_exports).length === 0) {\n run_callbacks();\n return null;\n }\n if (!reloading) {\n console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n }\n\n function on_load() {\n root._bokeh_is_loading--;\n if (root._bokeh_is_loading === 0) {\n console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n run_callbacks()\n }\n }\n window._bokeh_on_load = on_load\n\n function on_error() {\n console.error(\"failed to load \" + url);\n }\n\n var skip = [];\n if (window.requirejs) {\n window.requirejs.config({'packages': {}, 'paths': {}, 'shim': {}});\n root._bokeh_is_loading = css_urls.length + 0;\n } else {\n root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length + Object.keys(js_exports).length;\n }\n\n var existing_stylesheets = []\n var links = document.getElementsByTagName('link')\n for (var i = 0; i < links.length; i++) {\n var link = links[i]\n if (link.href != null) {\n\texisting_stylesheets.push(link.href)\n }\n }\n for (var i = 0; i < css_urls.length; i++) {\n var url = css_urls[i];\n if (existing_stylesheets.indexOf(url) !== -1) {\n\ton_load()\n\tcontinue;\n }\n const element = document.createElement(\"link\");\n element.onload = on_load;\n element.onerror = on_error;\n element.rel = \"stylesheet\";\n element.type = \"text/css\";\n element.href = url;\n console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n document.body.appendChild(element);\n } var existing_scripts = []\n var scripts = document.getElementsByTagName('script')\n for (var i = 0; i < scripts.length; i++) {\n var script = scripts[i]\n if (script.src != null) {\n\texisting_scripts.push(script.src)\n }\n }\n for (var i = 0; i < js_urls.length; i++) {\n var url = js_urls[i];\n if (skip.indexOf(url) !== -1 || existing_scripts.indexOf(url) !== -1) {\n\tif (!window.requirejs) {\n\t on_load();\n\t}\n\tcontinue;\n }\n var element = document.createElement('script');\n element.onload = on_load;\n element.onerror = on_error;\n element.async = false;\n element.src = url;\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n document.head.appendChild(element);\n }\n for (var i = 0; i < js_modules.length; i++) {\n var url = js_modules[i];\n if (skip.indexOf(url) !== -1 || existing_scripts.indexOf(url) !== -1) {\n\tif (!window.requirejs) {\n\t on_load();\n\t}\n\tcontinue;\n }\n var element = document.createElement('script');\n element.onload = on_load;\n element.onerror = on_error;\n element.async = false;\n element.src = url;\n element.type = \"module\";\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n document.head.appendChild(element);\n }\n for (const name in js_exports) {\n var url = js_exports[name];\n if (skip.indexOf(url) >= 0 || root[name] != null) {\n\tif (!window.requirejs) {\n\t on_load();\n\t}\n\tcontinue;\n }\n var element = document.createElement('script');\n element.onerror = on_error;\n element.async = false;\n element.type = \"module\";\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n element.textContent = `\n import ${name} from \"${url}\"\n window.${name} = ${name}\n window._bokeh_on_load()\n `\n document.head.appendChild(element);\n }\n if (!js_urls.length && !js_modules.length) {\n on_load()\n }\n };\n\n function inject_raw_css(css) {\n const element = document.createElement(\"style\");\n element.appendChild(document.createTextNode(css));\n document.body.appendChild(element);\n }\n\n var js_urls = [];\n var js_modules = [];\n var js_exports = {};\n var css_urls = [];\n var inline_js = [ function(Bokeh) {\n Bokeh.set_log_level(\"info\");\n },\nfunction(Bokeh) {} // ensure no trailing comma for IE\n ];\n\n function run_inline_js() {\n if ((root.Bokeh !== undefined) || (force === true)) {\n for (var i = 0; i < inline_js.length; i++) {\n\ttry {\n inline_js[i].call(root, root.Bokeh);\n\t} catch(e) {\n\t if (!reloading) {\n\t throw e;\n\t }\n\t}\n }\n // Cache old bokeh versions\n if (Bokeh != undefined && !reloading) {\n\tvar NewBokeh = root.Bokeh;\n\tif (Bokeh.versions === undefined) {\n\t Bokeh.versions = new Map();\n\t}\n\tif (NewBokeh.version !== Bokeh.version) {\n\t Bokeh.versions.set(NewBokeh.version, NewBokeh)\n\t}\n\troot.Bokeh = Bokeh;\n }} else if (Date.now() < root._bokeh_timeout) {\n setTimeout(run_inline_js, 100);\n } else if (!root._bokeh_failed_load) {\n console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n root._bokeh_failed_load = true;\n }\n root._bokeh_is_initializing = false\n }\n\n function load_or_wait() {\n // Implement a backoff loop that tries to ensure we do not load multiple\n // versions of Bokeh and its dependencies at the same time.\n // In recent versions we use the root._bokeh_is_initializing flag\n // to determine whether there is an ongoing attempt to initialize\n // bokeh, however for backward 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BokehJS plotting callback run at\", now());\n\trun_inline_js();\n });\n }\n }\n // Give older versions of the autoload script a head-start to ensure\n // they initialize before we start loading newer version.\n setTimeout(load_or_wait, 100)\n}(window));" + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/javascript": [ + "\n", + "if ((window.PyViz === undefined) || (window.PyViz instanceof HTMLElement)) {\n", + " window.PyViz = {comms: {}, comm_status:{}, kernels:{}, receivers: {}, plot_index: []}\n", + "}\n", + "\n", + "\n", + " function JupyterCommManager() {\n", + " }\n", + "\n", + " JupyterCommManager.prototype.register_target = function(plot_id, comm_id, msg_handler) {\n", + " if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n", + " var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n", + " comm_manager.register_target(comm_id, function(comm) {\n", + " comm.on_msg(msg_handler);\n", + " });\n", + " } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n", + " window.PyViz.kernels[plot_id].registerCommTarget(comm_id, function(comm) {\n", + " comm.onMsg = msg_handler;\n", + " });\n", + " } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n", + " google.colab.kernel.comms.registerTarget(comm_id, (comm) => {\n", + " var messages = comm.messages[Symbol.asyncIterator]();\n", + " function processIteratorResult(result) {\n", + " var message = result.value;\n", + " console.log(message)\n", + " var content = {data: message.data, comm_id};\n", + " var buffers = []\n", + " for (var buffer of message.buffers || []) {\n", + " buffers.push(new DataView(buffer))\n", + " }\n", + " var metadata = message.metadata || {};\n", + " var msg = {content, buffers, metadata}\n", + " msg_handler(msg);\n", + " return messages.next().then(processIteratorResult);\n", + " }\n", + " return 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google.colab.kernel.comms.open(comm_id)\n", + " comm_promise.then((comm) => {\n", + " window.PyViz.comms[comm_id] = comm;\n", + " if (msg_handler) {\n", + " var messages = comm.messages[Symbol.asyncIterator]();\n", + " function processIteratorResult(result) {\n", + " var message = result.value;\n", + " var content = {data: message.data};\n", + " var metadata = message.metadata || {comm_id};\n", + " var msg = {content, metadata}\n", + " msg_handler(msg);\n", + " return messages.next().then(processIteratorResult);\n", + " }\n", + " return messages.next().then(processIteratorResult);\n", + " }\n", + " }) \n", + " var sendClosure = (data, metadata, buffers, disposeOnDone) => {\n", + " return comm_promise.then((comm) => {\n", + " comm.send(data, metadata, buffers, disposeOnDone);\n", + " });\n", + " };\n", + " var comm = {\n", + " send: sendClosure\n", + " };\n", + " }\n", + " window.PyViz.comms[comm_id] = comm;\n", + " return comm;\n", + " }\n", + " window.PyViz.comm_manager = new JupyterCommManager();\n", + " \n", + "\n", + "\n", + "var JS_MIME_TYPE = 'application/javascript';\n", + "var HTML_MIME_TYPE = 'text/html';\n", + "var EXEC_MIME_TYPE = 'application/vnd.holoviews_exec.v0+json';\n", + "var CLASS_NAME = 'output';\n", + "\n", + "/**\n", + " * Render data to the DOM node\n", + " */\n", + "function render(props, node) {\n", + " var div = document.createElement(\"div\");\n", + " var script = document.createElement(\"script\");\n", + " node.appendChild(div);\n", + " node.appendChild(script);\n", + "}\n", + "\n", + "/**\n", + " * Handle when a new output is added\n", + " */\n", + "function handle_add_output(event, handle) {\n", + " var output_area = handle.output_area;\n", + " var output = handle.output;\n", + " if ((output.data == undefined) || (!output.data.hasOwnProperty(EXEC_MIME_TYPE))) {\n", + " return\n", + " }\n", + " var id = output.metadata[EXEC_MIME_TYPE][\"id\"];\n", + " var toinsert = output_area.element.find(\".\" + CLASS_NAME.split(' ')[0]);\n", + " if (id !== undefined) {\n", + " var nchildren = toinsert.length;\n", + " var html_node = toinsert[nchildren-1].children[0];\n", + " html_node.innerHTML = output.data[HTML_MIME_TYPE];\n", + " var scripts = [];\n", + " var nodelist = html_node.querySelectorAll(\"script\");\n", + " for (var i in nodelist) {\n", + " if (nodelist.hasOwnProperty(i)) {\n", + " scripts.push(nodelist[i])\n", + " }\n", + " }\n", + "\n", + " scripts.forEach( function (oldScript) {\n", + " var newScript = document.createElement(\"script\");\n", + " var attrs = [];\n", + " var nodemap = oldScript.attributes;\n", + " for (var j in nodemap) {\n", + " if (nodemap.hasOwnProperty(j)) {\n", + " attrs.push(nodemap[j])\n", + " }\n", + " }\n", + " attrs.forEach(function(attr) { newScript.setAttribute(attr.name, attr.value) });\n", + " newScript.appendChild(document.createTextNode(oldScript.innerHTML));\n", + " oldScript.parentNode.replaceChild(newScript, oldScript);\n", + " });\n", + " if (JS_MIME_TYPE in output.data) {\n", + " toinsert[nchildren-1].children[1].textContent = output.data[JS_MIME_TYPE];\n", + " }\n", + " output_area._hv_plot_id = id;\n", + " if ((window.Bokeh !== undefined) && (id in Bokeh.index)) {\n", + " window.PyViz.plot_index[id] = Bokeh.index[id];\n", + " } else {\n", + " window.PyViz.plot_index[id] = null;\n", + " }\n", + " } else if (output.metadata[EXEC_MIME_TYPE][\"server_id\"] !== undefined) {\n", + " var bk_div = document.createElement(\"div\");\n", + " bk_div.innerHTML = output.data[HTML_MIME_TYPE];\n", + " var script_attrs = bk_div.children[0].attributes;\n", + " for (var i = 0; i < script_attrs.length; i++) {\n", + " toinsert[toinsert.length - 1].childNodes[1].setAttribute(script_attrs[i].name, script_attrs[i].value);\n", + " }\n", + " // store reference to server id on output_area\n", + " output_area._bokeh_server_id = output.metadata[EXEC_MIME_TYPE][\"server_id\"];\n", + " }\n", + "}\n", + "\n", + "/**\n", + " * Handle when an output is cleared or removed\n", + " */\n", + "function handle_clear_output(event, handle) {\n", + " var id = handle.cell.output_area._hv_plot_id;\n", + " var server_id = handle.cell.output_area._bokeh_server_id;\n", + " if (((id === undefined) || !(id in PyViz.plot_index)) && (server_id !== undefined)) { return; }\n", + " var comm = window.PyViz.comm_manager.get_client_comm(\"hv-extension-comm\", \"hv-extension-comm\", function () {});\n", + " if (server_id !== null) {\n", + " comm.send({event_type: 'server_delete', 'id': server_id});\n", + " return;\n", + " } else if (comm !== null) {\n", + " comm.send({event_type: 'delete', 'id': id});\n", + " }\n", + " delete PyViz.plot_index[id];\n", + " if ((window.Bokeh !== undefined) & (id in window.Bokeh.index)) {\n", + " var doc = window.Bokeh.index[id].model.document\n", + " doc.clear();\n", + " const i = window.Bokeh.documents.indexOf(doc);\n", + " if (i > -1) {\n", + " window.Bokeh.documents.splice(i, 1);\n", + " }\n", + " }\n", + "}\n", + "\n", + "/**\n", + " * Handle kernel restart event\n", + " */\n", + "function handle_kernel_cleanup(event, handle) {\n", + " delete PyViz.comms[\"hv-extension-comm\"];\n", + " window.PyViz.plot_index = {}\n", + "}\n", + "\n", + "/**\n", + " * Handle update_display_data messages\n", + " */\n", + "function handle_update_output(event, handle) {\n", + " handle_clear_output(event, {cell: {output_area: handle.output_area}})\n", + " handle_add_output(event, handle)\n", + "}\n", + "\n", + "function register_renderer(events, OutputArea) {\n", + " function append_mime(data, metadata, element) {\n", + " // create a DOM node to render to\n", + " var toinsert = this.create_output_subarea(\n", + " metadata,\n", + " CLASS_NAME,\n", + " EXEC_MIME_TYPE\n", + " );\n", + " this.keyboard_manager.register_events(toinsert);\n", + " // Render to node\n", + " var props = {data: data, metadata: metadata[EXEC_MIME_TYPE]};\n", + " render(props, toinsert[0]);\n", + " element.append(toinsert);\n", + " return toinsert\n", + " }\n", + "\n", + " 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this.keyboard_manager.register_events(toinsert);\n // Render to node\n var props = {data: data, metadata: metadata[EXEC_MIME_TYPE]};\n render(props, toinsert[0]);\n element.append(toinsert);\n return toinsert\n }\n\n events.on('output_added.OutputArea', handle_add_output);\n events.on('output_updated.OutputArea', handle_update_output);\n events.on('clear_output.CodeCell', handle_clear_output);\n events.on('delete.Cell', handle_clear_output);\n events.on('kernel_ready.Kernel', handle_kernel_cleanup);\n\n OutputArea.prototype.register_mime_type(EXEC_MIME_TYPE, append_mime, {\n safe: true,\n index: 0\n });\n}\n\nif (window.Jupyter !== undefined) {\n try {\n var events = require('base/js/events');\n var OutputArea = require('notebook/js/outputarea').OutputArea;\n if (OutputArea.prototype.mime_types().indexOf(EXEC_MIME_TYPE) == -1) {\n register_renderer(events, OutputArea);\n }\n } catch(err) {\n }\n}\n" + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Khai báo các thư viện cần thiết\n", + "from new_import_ODC import *\n", + "\n", + "# Khai báo đường dẫn đến kết quả phân loại và dữ liệu của địa phương\n", + "KD_path = \"ThuanHoa/KhoanhDat/ThuanHoa_TKDD2022.shp\"\n", + "KetQuaPhanLoaiDat = \"KetQuaPhanLoaiDatODC.tif\"" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "9416dfdf-fac0-489b-a8ca-3d88b9c53247", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "# khai báo các loại đất từ dữ liệu kiểm kê ứng với các hiện trạng được phân loại từ viễn thám\n", + "CODE_MAP = {\n", + " \"BHK\": 2,\n", + " \"CLN\": 3,\n", + " \"DGD\": 6,\n", + " \"DGT\": 6,\n", + " \"DNL\": 6,\n", + " \"DRA\": 6,\n", + " \"DSH\": 6,\n", + " \"DTL\": 5,\n", + " \"DTS\": 6,\n", + " \"DYT\": 6,\n", + " \"LUC\": 1,\n", + " \"NKH\": 3,\n", + " \"NTD\": 6,\n", + " \"NTS\": 4,\n", + " \"ONT\": 6,\n", + " \"SKC\": 6,\n", + " \"SKX\": 6,\n", + " \"SON\": 5,\n", + " \"TMD\": 6,\n", + " \"TON\": 6,\n", + " \"TSC\": 6,\n", + "}\n", + "\n", + "# Khai báo các nhãn phân loại đất ứng với 3 loại đất chính\n", + "HT_MAP = {\n", + " \"NN\": {\"name\": \"Đất Nông Nghiệp\", \"data\": [1, 2, 3, 4]},\n", + " \"PNN\": {\"name\": \"Đất Phi Nông Nghiệp\", \"data\": [6]},\n", + " \"TQ\": {\"name\": \"Đất Thổ Quả\", \"data\": [15]},\n", + "}" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "5d0d03c0-a2a8-4572-a0de-e08f5cad9842", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "process NN\n", + "process PNN\n", + "process TQ\n" + ] + } + ], + "source": [ + "# Tiến hành chồng lắp\n", + "result = compare(KD_path, KetQuaPhanLoaiDat, CODE_MAP, HT_MAP)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "cb6f13ef-f6b5-401c-8f79-27ac84522fc0", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "# cấu hình màu cho các loại sử dụng đất\n", + "colors = [\n", + " \"#abcee9\",\n", + " \"#ffffc0\",\n", + " \"#c4ff9e\",\n", + " \"#ffd6a8\",\n", + " \"#93ddda\",\n", + " \"#1aeef7\",\n", + " \"#ffa7f2\",\n", + " \"#33ee33\",\n", + "]\n", + "labels = [\"Lúa tôm\", \"Lúa\", \"CHN\", \"CLN\", \"TS\", \"Sông\", \"Đất xây dựng\", \"Rừng\"]" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "f5229c56-8081-4232-b1e4-bbd129bc29c4", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "save ThuanHoa/KetQua/NN.tif\n", + "save ThuanHoa/KetQua/PNN.tif\n", + "save ThuanHoa/KetQua/TQ.tif\n" + ] + } + ], + "source": [ + "# Lưu kết quả\n", + "save_result(result, HT_MAP)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "3460451b-4d64-47c6-9f1d-621237b6f89b", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": {}, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/vnd.holoviews_exec.v0+json": "", + "text/html": [ + "
\n", + "
\n", + "
\n", + "" + ], + "text/plain": [ + ":DynamicMap [name]\n", + " :Image [y,x] (value)" + ] + }, + "execution_count": 6, + "metadata": { + "application/vnd.holoviews_exec.v0+json": { + "id": "p1005" + } + }, + "output_type": "execute_result" + } + ], + "source": [ + "# hiển thị kết quả\n", + "xx = []\n", + "\n", + "for k, v in result.items():\n", + " rs = merge_arrays(v, nodata=np.nan)\n", + " xx.append(rs.squeeze(drop=True))\n", + "xx = xr.concat(xx, pd.Index([HT_MAP[x][\"name\"] for x in HT_MAP], name=\"name\"))\n", + "\n", + "colorval = list(range(len(colors)))\n", + "options = {\n", + " \"cmap\": colors,\n", + " \"clim\": (0, 8),\n", + " \"aspect\": \"equal\",\n", + " \"height\": 400,\n", + " \"colorbar_opts\": {\n", + " \"major_label_overrides\": dict(zip(colorval, labels)),\n", + " \"major_label_text_align\": \"left\",\n", + " \"ticker\": FixedTicker(ticks=colorval),\n", + " },\n", + "}\n", + "\n", + "xx.hvplot(\n", + " groupby=\"name\",\n", + " rasterize=True, # Use Datashader, particularly useful for dask arrays\n", + " aggregator=reductions.mode(), # Datashader selects mode value, requires 'hv.Image'\n", + ").options(opts.Image(**options))" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "1037ff39-3e61-4d8c-896b-9e0825b3ba29", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.12" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/ThuanHoa/.ipynb_checkpoints/Untitled-checkpoint.ipynb b/ThuanHoa/.ipynb_checkpoints/Untitled-checkpoint.ipynb new file mode 100644 index 0000000..21c2679 --- /dev/null +++ b/ThuanHoa/.ipynb_checkpoints/Untitled-checkpoint.ipynb @@ -0,0 +1,10 @@ +{ + "cells": [], + "metadata": { + "language_info": { + "name": "python" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/api_server.py b/api_server.py new file mode 100644 index 0000000..4344276 --- /dev/null +++ b/api_server.py @@ -0,0 +1,917 @@ +""" +API Server for Land Classification Model Training +Cho phép chọn dữ liệu và cấu hình training qua giao diện web +""" + +from fastapi import FastAPI, BackgroundTasks, HTTPException +from fastapi.middleware.cors import CORSMiddleware +from fastapi.staticfiles import StaticFiles +from fastapi.responses import HTMLResponse, FileResponse +from pydantic import BaseModel +from typing import Optional, List +import uvicorn +import joblib +import json +from datetime import datetime +from pathlib import Path +import sys + +# Import report generator +from report_generator import generate_training_report, generate_prediction_report + +app = FastAPI(title="Land Classification Training API", version="1.0.0") + +# Enable CORS +app.add_middleware( + CORSMiddleware, + allow_origins=["*"], + allow_credentials=True, + allow_methods=["*"], + allow_headers=["*"], +) + +# Global training status`` +training_status = { + "is_training": False, + "progress": "", + "error": None, + "result": None, + "start_time": None, + "end_time": None, + "cancel_requested": False +} + +# Global prediction status +prediction_status = { + "is_predicting": False, + "progress": "", + "error": None, + "result": None, + "output_file": None, + "start_time": None, + "end_time": None +} + + +class TrainingConfig(BaseModel): + """Cấu hình training""" + # Khu vực (bbox) + min_lon: float = 105.6 + min_lat: float = 9.3 + max_lon: float = 106.2 + max_lat: float = 9.8 + + # Thời gian + start_date: str = "2023-03-01" + end_date: str = "2023-05-31" + + # Dữ liệu + max_scenes: int = 12 + cloud_cover: int = 30 + resolution: int = 20 # 10m hoặc 20m + + # Model parameters + model_type: str = "xgboost" # xgboost, random_forest, decision_tree, svm, cnn + n_estimators: int = 100 + max_depth: int = 20 + learning_rate: float = 0.1 + use_gpu: bool = True + + # Train/test split + test_size: float = 0.2 # Tỷ lệ dữ liệu dùng làm test (0-1) + + # Cache + use_cache: bool = True # Cache dataset để test nhanh hơn + + # Training data + training_shapefile: str = "train/ST_training data_updated_1130points_new.shp" + + +class PredictionConfig(BaseModel): + """Cấu hình dự đoán""" + # Model to use + model_filename: str + + # Khu vực (bbox) + min_lon: float = 105.6 + min_lat: float = 9.3 + max_lon: float = 106.2 + max_lat: float = 9.8 + + # Thời gian + start_date: str = "2023-03-01" + end_date: str = "2023-05-31" + + # Dữ liệu + max_scenes: int = 12 + cloud_cover: int = 30 + resolution: int = 20 + + +class TrainingStatus(BaseModel): + """Trạng thái training""" + is_training: bool + progress: str + error: Optional[str] + result: Optional[dict] + start_time: Optional[str] + end_time: Optional[str] + + +@app.get("/", response_class=HTMLResponse) +async def root(): + """Serve giao diện web""" + html_file = Path(__file__).parent / "training_interface.html" + if html_file.exists(): + return FileResponse(html_file) + else: + return HTMLResponse(""" + + Training Interface + +

Land Classification Training API

+

API Documentation: /docs

+

Training Interface: Tạo file training_interface.html

+ + + """) + + +@app.get("/api/config/presets") +async def get_presets(): + """Lấy các preset cấu hình sẵn""" + return { + "presets": [ + { + "name": "PC - Nhỏ (3 tháng, 20m, 12 scenes)", + "config": { + "min_lon": 105.6, "min_lat": 9.3, "max_lon": 106.2, "max_lat": 9.8, + "start_date": "2023-03-01", "end_date": "2023-05-31", + "max_scenes": 12, "cloud_cover": 30, "resolution": 20, + "test_size": 0.2 + } + }, + { + "name": "Server - Trung bình (6 tháng, 10m, 30 scenes)", + "config": { + "min_lon": 105.5, "min_lat": 9.2, "max_lon": 106.4, "max_lat": 10.0, + "start_date": "2023-01-01", "end_date": "2023-06-30", + "max_scenes": 30, "cloud_cover": 30, "resolution": 10, + "test_size": 0.2 + } + }, + { + "name": "Full - Lớn (1 năm, 10m, 60 scenes)", + "config": { + "min_lon": 105.5, "min_lat": 9.2, "max_lon": 106.4, "max_lat": 10.0, + "start_date": "2022-09-01", "end_date": "2023-10-01", + "max_scenes": 60, "cloud_cover": 50, "resolution": 10, + "test_size": 0.2 + } + } + ] + } + + +@app.get("/api/training/status", response_model=TrainingStatus) +async def get_training_status(): + """Kiểm tra trạng thái training""" + return training_status + + +@app.post("/api/training/start") +async def start_training(config: TrainingConfig, background_tasks: BackgroundTasks): + """Bắt đầu training với config đã chọn""" + global training_status + + if training_status["is_training"]: + raise HTTPException(status_code=400, detail="Training đang chạy, vui lòng đợi") + + # Reset status + training_status = { + "is_training": True, + "progress": "Đang khởi tạo...", + "error": None, + "result": None, + "start_time": datetime.now().isoformat(), + "end_time": None + } + + # Run training in background + background_tasks.add_task(run_training, config) + + return {"message": "Training đã bắt đầu", "status": training_status} + + +@app.post("/api/training/stop") +async def stop_training(): + """Dừng training (nếu đang chạy)""" + global training_status + + if not training_status["is_training"]: + return {"message": "Không có training nào đang chạy"} + + # Set cancel flag - the training will check this and stop + training_status["cancel_requested"] = True + training_status["progress"] = "Đang hủy training..." + + return {"message": "Đang dừng training..."} + + +@app.post("/api/cache/clear") +async def clear_cache(): + """Xóa cache dataset""" + import shutil + cache_dir = Path("dataset_cache") + + if not cache_dir.exists(): + return {"message": "Không có cache để xóa", "deleted": 0} + + # Count files + cache_files = list(cache_dir.glob("*.joblib")) + count = len(cache_files) + + # Delete all cache files + for cache_file in cache_files: + try: + cache_file.unlink() + except: + pass + + return {"message": f"Đã xóa {count} file cache", "deleted": count} + + +@app.get("/api/cache/info") +async def get_cache_info(): + """Lấy thông tin về cache với metadata đầy đủ""" + cache_dir = Path("dataset_cache") + + if not cache_dir.exists(): + return {"exists": False, "files": [], "total_size_mb": 0} + + cache_files = [] + total_size = 0 + + for cache_file in cache_dir.glob("*.joblib"): + size = cache_file.stat().st_size + total_size += size + + # Try to load metadata from cache + metadata = {} + try: + cached_data = joblib.load(cache_file) + if isinstance(cached_data, dict): + metadata = { + "bbox": cached_data.get("bbox", []), + "time_range": cached_data.get("time_range", ""), + "resolution": cached_data.get("resolution", 20), + "n_samples": len(cached_data.get("features", [])), + "created": cached_data.get("timestamp", "") + } + # Parse time_range to get start/end dates + if metadata["time_range"]: + time_parts = metadata["time_range"].split("/") + if len(time_parts) == 2: + metadata["start_date"] = time_parts[0] + metadata["end_date"] = time_parts[1] + # Parse bbox to get min/max lon/lat + if metadata["bbox"] and len(metadata["bbox"]) == 4: + metadata["min_lon"] = metadata["bbox"][0] + metadata["min_lat"] = metadata["bbox"][1] + metadata["max_lon"] = metadata["bbox"][2] + metadata["max_lat"] = metadata["bbox"][3] + except Exception as e: + print(f"Error loading cache metadata: {e}") + + cache_files.append({ + "filename": cache_file.name, + "size_mb": round(size / 1024 / 1024, 2), + "modified": datetime.fromtimestamp(cache_file.stat().st_mtime).isoformat(), + "metadata": metadata + }) + + # Sort by modified time (newest first) + cache_files.sort(key=lambda x: x["modified"], reverse=True) + + return { + "exists": True, + "files": cache_files, + "count": len(cache_files), + "total_size_mb": round(total_size / 1024 / 1024, 2) + } + + + +@app.get("/api/models/list") +async def list_models(): + """Liệt kê các model đã train""" + model_dir = Path("model_train") + if not model_dir.exists(): + return {"models": []} + + models = [] + for model_file in model_dir.glob("*.joblib"): + info_file = model_file.with_suffix('.json') + info = {} + if info_file.exists(): + with open(info_file) as f: + info = json.load(f) + + models.append({ + "filename": model_file.name, + "created": datetime.fromtimestamp(model_file.stat().st_mtime).isoformat(), + "size_mb": round(model_file.stat().st_size / 1024 / 1024, 2), + "info": info + }) + + # Sort by creation time (newest first) + models.sort(key=lambda x: x["created"], reverse=True) + return {"models": models} + + +# ============ REPORTS API ============ + +@app.get("/api/reports/list") +async def list_reports(): + """Liệt kê các báo cáo đã tạo""" + reports_dir = Path("reports") + reports_dir.mkdir(exist_ok=True) + + reports = [] + for report_file in reports_dir.glob("*.html"): + # Determine report type from filename + if "training" in report_file.name: + report_type = "training" + elif "prediction" in report_file.name: + report_type = "prediction" + else: + report_type = "unknown" + + reports.append({ + "filename": report_file.name, + "type": report_type, + "created": datetime.fromtimestamp(report_file.stat().st_mtime).isoformat(), + "size_kb": round(report_file.stat().st_size / 1024, 2), + "view_url": f"/api/reports/view/{report_file.name}", + "download_url": f"/api/reports/download/{report_file.name}" + }) + + # Sort by creation time (newest first) + reports.sort(key=lambda x: x["created"], reverse=True) + return {"reports": reports, "count": len(reports)} + + +@app.get("/api/reports/view/{filename}", response_class=HTMLResponse) +async def view_report(filename: str): + """Xem báo cáo HTML trực tiếp""" + reports_dir = Path("reports") + file_path = reports_dir / filename + + # Security check + if ".." in filename or "/" in filename or "\\" in filename: + raise HTTPException(status_code=400, detail="Invalid filename") + + if not file_path.exists(): + raise HTTPException(status_code=404, detail=f"Report không tồn tại: {filename}") + + with open(file_path, 'r', encoding='utf-8') as f: + html_content = f.read() + + return HTMLResponse(content=html_content) + + +@app.get("/api/reports/download/{filename}") +async def download_report(filename: str): + """Download báo cáo HTML""" + reports_dir = Path("reports") + file_path = reports_dir / filename + + # Security check + if ".." in filename or "/" in filename or "\\" in filename: + raise HTTPException(status_code=400, detail="Invalid filename") + + if not file_path.exists(): + raise HTTPException(status_code=404, detail=f"Report không tồn tại: {filename}") + + return FileResponse( + path=str(file_path), + filename=filename, + media_type="text/html", + headers={ + "Content-Disposition": f"attachment; filename={filename}" + } + ) + + +@app.delete("/api/reports/delete/{filename}") +async def delete_report(filename: str): + """Xóa một báo cáo""" + reports_dir = Path("reports") + file_path = reports_dir / filename + + # Security check + if ".." in filename or "/" in filename or "\\" in filename: + raise HTTPException(status_code=400, detail="Invalid filename") + + if not file_path.exists(): + raise HTTPException(status_code=404, detail=f"Report không tồn tại: {filename}") + + try: + file_path.unlink() + return {"message": f"Đã xóa báo cáo: {filename}", "success": True} + except Exception as e: + raise HTTPException(status_code=500, detail=f"Không thể xóa: {str(e)}") + + +@app.post("/api/prediction/start") +async def start_prediction(config: PredictionConfig, background_tasks: BackgroundTasks): + """Bắt đầu dự đoán""" + global prediction_status + + if prediction_status["is_predicting"]: + raise HTTPException(status_code=400, detail="Đang có dự đoán khác đang chạy") + + # Reset status + prediction_status = { + "is_predicting": True, + "progress": "Đang khởi động...", + "error": None, + "result": None, + "output_file": None, + "start_time": datetime.now().isoformat(), + "end_time": None + } + + # Run prediction in background + background_tasks.add_task(run_prediction, config) + + return {"message": "Đã bắt đầu dự đoán", "status": prediction_status} + + +@app.get("/api/prediction/status") +async def get_prediction_status(): + """Kiểm tra trạng thái dự đoán""" + return prediction_status + + +async def run_training(config: TrainingConfig): + """Chạy training process""" + global training_status + + try: + training_status["cancel_requested"] = False + training_status["progress"] = "Đang import thư viện..." + + # Import training module + from train_module import train_model + + training_status["progress"] = "Đang load dữ liệu Sentinel-2..." + + # Function to check if training should be cancelled + def should_cancel(): + return training_status.get("cancel_requested", False) + + # Run training + result = train_model( + bbox=[config.min_lon, config.min_lat, config.max_lon, config.max_lat], + time_range=f"{config.start_date}/{config.end_date}", + max_scenes=config.max_scenes, + cloud_cover=config.cloud_cover, + resolution=config.resolution, + training_shapefile=config.training_shapefile, + model_type=config.model_type, + n_estimators=config.n_estimators, + max_depth=config.max_depth, + learning_rate=config.learning_rate, + use_gpu=config.use_gpu, + use_cache=config.use_cache, + test_size=config.test_size, + status_callback=lambda msg: update_progress(msg), + cancel_check=should_cancel + ) + + if training_status.get("cancel_requested", False): + training_status["is_training"] = False + training_status["progress"] = "Đã hủy training" + training_status["error"] = "Training cancelled by user" + else: + training_status["is_training"] = False + training_status["progress"] = "Hoàn thành! Đang tạo báo cáo..." + training_status["result"] = result + + # Auto generate report + if result.get("success", False): + try: + report_path, _ = generate_training_report(result) + training_status["result"]["report_path"] = report_path + training_status["result"]["report_filename"] = Path(report_path).name + training_status["progress"] = "Hoàn thành! Báo cáo đã được tạo." + print(f"[REPORT] Generated: {report_path}") + except Exception as e: + print(f"[REPORT ERROR] Failed to generate report: {e}") + training_status["progress"] = "Hoàn thành! (Không thể tạo báo cáo)" + + training_status["end_time"] = datetime.now().isoformat() + + except Exception as e: + training_status["is_training"] = False + training_status["error"] = str(e) + training_status["progress"] = f"Lỗi: {str(e)}" + training_status["end_time"] = datetime.now().isoformat() + import traceback + print(traceback.format_exc()) + + +def update_progress(message: str): + """Cập nhật progress message""" + global training_status + training_status["progress"] = message + print(f"[PROGRESS] {message}") + + +def update_prediction_progress(message: str): + """Cập nhật prediction progress message""" + global prediction_status + prediction_status["progress"] = message + print(f"[PREDICTION PROGRESS] {message}") + + +async def run_prediction(config: PredictionConfig): + """Chạy prediction process - Áp dụng phương pháp từ 02.predict_ODC.ipynb""" + global prediction_status + + try: + prediction_status["progress"] = "Đang import thư viện..." + + # Import required libraries + import xarray as xr + import numpy as np + from datetime import datetime as dt + import rioxarray + import dask.array as da + + prediction_status["progress"] = "Đang load model..." + + # Load model + model_path = Path("model_train") / config.model_filename + if not model_path.exists(): + raise FileNotFoundError(f"Model không tồn tại: {config.model_filename}") + + model_data = joblib.load(model_path) + + # Extract model from dict (models are saved as {'model': xgb_model, 'label_encoder': encoder}) + if isinstance(model_data, dict): + model = model_data.get('model') + label_encoder = model_data.get('label_encoder') + else: + model = model_data + label_encoder = None + + # Check if it's a CNN model (PyTorch) + is_cnn_model = hasattr(model, '__class__') and 'CNN' in model.__class__.__name__ + if is_cnn_model: + prediction_status["progress"] = "Phát hiện PyTorch CNN model..." + # Import PyTorch if needed + try: + import torch + except ImportError: + raise ImportError("PyTorch is required for CNN prediction. Install: pip install torch") + + prediction_status["progress"] = "Đang kết nối Microsoft Planetary Computer..." + + # Import and use Microsoft Planetary Computer STAC API + import pystac_client + import planetary_computer + from odc.stac import load + + catalog = pystac_client.Client.open( + "https://planetarycomputer.microsoft.com/api/stac/v1", + modifier=planetary_computer.sign_inplace, + ) + + bbox = [config.min_lon, config.min_lat, config.max_lon, config.max_lat] + time_range = f"{config.start_date}/{config.end_date}" + + # ============ BƯỚC 1: TẢI DỮ LIỆU SENTINEL-2 ============ + prediction_status["progress"] = "Đang tải dữ liệu Sentinel-2..." + + # Search Sentinel-2 data + s2_search = catalog.search( + collections=["sentinel-2-l2a"], + bbox=bbox, + datetime=time_range, + query={"eo:cloud_cover": {"lt": config.cloud_cover}} + ) + + s2_items = list(s2_search.items()) + if not s2_items: + raise ValueError("Không tìm thấy dữ liệu Sentinel-2 cho khu vực và thời gian này") + + s2_items = s2_items[:config.max_scenes] + prediction_status["progress"] = f"Đang xử lý {len(s2_items)} scenes Sentinel-2..." + + # Load Sentinel-2 data + s2_data = load( + s2_items, + bbox=bbox, + chunks={"time": 1, "x": 2048, "y": 2048}, + groupby="solar_day", + resolution=config.resolution + ) + + # ============ BƯỚC 2: TÍNH NDVI VÀ XỬ LÝ MÂY ============ + prediction_status["progress"] = "Đang tính toán NDVI và xử lý mây..." + + # Calculate NDVI using Sentinel-2 band names (B08 = NIR, B04 = Red) + nir = s2_data["B08"].astype('float32') + red = s2_data["B04"].astype('float32') + ndvi = (nir - red) / (nir + red + 1e-8) + + # Mask clouds using SCL band if available + if "SCL" in s2_data: + scl = s2_data["SCL"] + # SCL values: 4=vegetation, 5=bare soil, 6=water - these are clear + # 3=cloud shadow, 8=cloud medium, 9=cloud high, 10=cirrus - mask these + cloud_mask = (scl == 3) | (scl == 8) | (scl == 9) | (scl == 10) + ndvi = ndvi.where(~cloud_mask) + + # ============ BƯỚC 3: ĐIỀN GIÁ TRỊ NAN (FILL NAN) ============ + prediction_status["progress"] = "Đang điền giá trị bị che mây..." + + # Fill NaN using forward fill and backward fill + ndvi_filled = ndvi.ffill(dim='time').bfill(dim='time') + + # Resample to monthly average + prediction_status["progress"] = "Đang tính trung bình NDVI theo tháng..." + ndvi_monthly = ndvi_filled.resample(time="1ME").mean() + + # Compute NDVI (convert from dask to numpy) + ndvi_monthly = ndvi_monthly.compute() + + # ============ BƯỚC 4: TẢI DỮ LIỆU SENTINEL-1 (VH, VV) ============ + prediction_status["progress"] = "Đang tải dữ liệu Sentinel-1 (Radar)..." + + # Search Sentinel-1 data + s1_search = catalog.search( + collections=["sentinel-1-rtc"], + bbox=bbox, + datetime=time_range, + ) + + s1_items = list(s1_search.items()) + + if s1_items: + s1_items = s1_items[:config.max_scenes] + prediction_status["progress"] = f"Đang xử lý {len(s1_items)} scenes Sentinel-1..." + + # Load Sentinel-1 data (without like= to avoid conflict with bbox/resolution) + s1_data = load( + s1_items, + bbox=bbox, + chunks={"time": 1, "x": 2048, "y": 2048}, + groupby="sat:absolute_orbit", + resolution=config.resolution + ) + + # Extract VH and VV bands + if "vh" in s1_data and "vv" in s1_data: + vh = s1_data["vh"].astype('float32') + vv = s1_data["vv"].astype('float32') + + # Resample to monthly average + prediction_status["progress"] = "Đang tính trung bình VH/VV theo tháng..." + vh_monthly = vh.resample(time="1ME").mean().compute() + vv_monthly = vv.resample(time="1ME").mean().compute() + + use_radar = True + else: + prediction_status["progress"] = "Không tìm thấy bands VH/VV, tiếp tục với NDVI..." + use_radar = False + else: + prediction_status["progress"] = "Không có dữ liệu Sentinel-1, tiếp tục với NDVI..." + use_radar = False + + # ============ BƯỚC 5: CHUẨN BỊ FEATURES CHO DỰ ĐOÁN ============ + prediction_status["progress"] = "Đang chuẩn bị features cho dự đoán..." + + # Get shape information + n_times_ndvi = len(ndvi_monthly.time) + y_size = len(ndvi_monthly.y) + x_size = len(ndvi_monthly.x) + n_pixels = y_size * x_size + + # Prepare NDVI features (flatten each time step) + ndvi_features = [] + for t in range(n_times_ndvi): + ndvi_t = ndvi_monthly.isel(time=t).values.flatten() + ndvi_features.append(ndvi_t) + + # Stack NDVI features + features = np.column_stack(ndvi_features) + + # Add radar features if available + if use_radar: + n_times_vh = len(vh_monthly.time) + n_times_vv = len(vv_monthly.time) + + # Add VH features + for t in range(min(n_times_vh, n_times_ndvi)): + vh_t = vh_monthly.isel(time=t).values.flatten() + # Resize if needed + if len(vh_t) != n_pixels: + vh_t = np.resize(vh_t, n_pixels) + features = np.column_stack([features, vh_t]) + + # Add VV features + for t in range(min(n_times_vv, n_times_ndvi)): + vv_t = vv_monthly.isel(time=t).values.flatten() + # Resize if needed + if len(vv_t) != n_pixels: + vv_t = np.resize(vv_t, n_pixels) + features = np.column_stack([features, vv_t]) + + # Handle NaN values in features✓ CNN PyTorch: Mạnh nhất với ảnh vệ tinh, tự học features, tương thích GPU tốt, cần pip install torch + features = np.nan_to_num(features, nan=0.0) + + # ============ BƯỚC 6: DỰ ĐOÁN ============ + # Check model's expected feature count and adjust + try: + # Get expected number of features from model + if is_cnn_model: + # For PyTorch CNN, get n_features from model + expected_features = model.n_features + elif hasattr(model, 'n_features_in_'): + expected_features = model.n_features_in_ + elif hasattr(model, 'feature_names_in_'): + expected_features = len(model.feature_names_in_) + else: + # Try to get from booster for XGBoost + try: + expected_features = model.get_booster().num_features() + except: + expected_features = features.shape[1] + + prediction_status["progress"] = f"Model cần {expected_features} features, đang có {features.shape[1]} features..." + + # Adjust features to match model + if features.shape[1] > expected_features: + # Trim to expected number (use only first N features - NDVI only) + prediction_status["progress"] = f"Cắt bớt features từ {features.shape[1]} xuống {expected_features}..." + features = features[:, :expected_features] + elif features.shape[1] < expected_features: + # Pad with zeros or repeat last features + prediction_status["progress"] = f"Thêm features từ {features.shape[1]} lên {expected_features}..." + n_missing = expected_features - features.shape[1] + # Repeat last feature column to fill + padding = np.tile(features[:, -1:], (1, n_missing)) + features = np.column_stack([features, padding]) + except Exception as e: + prediction_status["progress"] = f"Không thể xác định số features của model, tiếp tục với {features.shape[1]} features..." + + prediction_status["progress"] = f"Đang dự đoán với {features.shape[1]} features..." + + # Make prediction + if is_cnn_model: + # PyTorch CNN prediction + predictions = model.predict(features) + else: + predictions = model.predict(features) + + # Decode labels if label_encoder exists + if label_encoder is not None: + try: + predictions = label_encoder.inverse_transform(predictions) + except: + pass # Keep numeric predictions if inverse_transform fails + + # Reshape to original shape + pred_shape = (y_size, x_size) + predictions_2d = predictions.reshape(pred_shape) + + # ============ BƯỚC 7: TẠO OUTPUT VÀ LƯU KẾT QUẢ ============ + prediction_status["progress"] = "Đang tạo bản đồ phân loại..." + + # Create output xarray + prediction_da = xr.DataArray( + predictions_2d, + coords={ + "y": ndvi_monthly.y, + "x": ndvi_monthly.x + }, + dims=["y", "x"], + name="classification" + ) + + # Save output + output_dir = Path("predictions") + output_dir.mkdir(exist_ok=True) + + timestamp = dt.now().strftime("%Y%m%d_%H%M%S") + output_file = output_dir / f"prediction_{timestamp}.tif" + + prediction_status["progress"] = "Đang lưu kết quả GeoTIFF..." + + # Set CRS and save as GeoTIFF + if hasattr(s2_data, 'rio') and s2_data.rio.crs is not None: + prediction_da.rio.write_crs(s2_data.rio.crs, inplace=True) + else: + prediction_da.rio.write_crs("EPSG:4326", inplace=True) + + prediction_da.rio.to_raster(str(output_file), driver="GTiff") + + # Get unique classes for result + unique_classes = np.unique(predictions_2d) + unique_classes = unique_classes[~np.isnan(unique_classes)].tolist() + + prediction_status["is_predicting"] = False + prediction_status["progress"] = "Hoàn thành! Đang tạo báo cáo..." + prediction_status["output_file"] = str(output_file) + prediction_status["result"] = { + "output_file": str(output_file), + "shape": list(pred_shape), + "unique_classes": unique_classes, + "bbox": bbox, + "time_range": time_range, + "n_features": features.shape[1], + "n_times_ndvi": n_times_ndvi, + "used_radar": use_radar, + "model_used": config.model_filename + } + + # Auto generate prediction report + try: + report_path, _ = generate_prediction_report(prediction_status["result"]) + prediction_status["result"]["report_path"] = report_path + prediction_status["result"]["report_filename"] = Path(report_path).name + prediction_status["progress"] = "Hoàn thành! Báo cáo đã được tạo." + print(f"[PREDICTION REPORT] Generated: {report_path}") + except Exception as e: + print(f"[PREDICTION REPORT ERROR] Failed to generate report: {e}") + prediction_status["progress"] = "Hoàn thành! (Không thể tạo báo cáo)" + + prediction_status["end_time"] = dt.now().isoformat() + + except Exception as e: + prediction_status["is_predicting"] = False + prediction_status["error"] = str(e) + prediction_status["progress"] = f"Lỗi: {str(e)}" + prediction_status["end_time"] = dt.now().isoformat() + import traceback + print(traceback.format_exc()) + + +@app.get("/api/predictions/list") +async def list_predictions(): + """Lấy danh sách các file prediction đã tạo""" + predictions_dir = Path("predictions") + predictions_dir.mkdir(exist_ok=True) + + predictions = [] + for pred_file in predictions_dir.glob("*.tif"): + predictions.append({ + "filename": pred_file.name, + "created": datetime.fromtimestamp(pred_file.stat().st_mtime).isoformat(), + "size_mb": round(pred_file.stat().st_size / 1024 / 1024, 2), + "download_url": f"/api/predictions/download/{pred_file.name}" + }) + + # Sort by creation time (newest first) + predictions.sort(key=lambda x: x["created"], reverse=True) + return {"predictions": predictions} + + +@app.get("/api/predictions/download/{filename}") +async def download_prediction(filename: str): + """Download file prediction GeoTIFF""" + predictions_dir = Path("predictions") + file_path = predictions_dir / filename + + # Security check: ensure filename doesn't contain path traversal + if ".." in filename or "/" in filename or "\\" in filename: + raise HTTPException(status_code=400, detail="Invalid filename") + + if not file_path.exists(): + raise HTTPException(status_code=404, detail=f"File không tồn tại: {filename}") + + return FileResponse( + path=str(file_path), + filename=filename, + media_type="image/tiff", + headers={ + "Content-Disposition": f"attachment; filename={filename}" + } + ) + + +if __name__ == "__main__": + print("=" * 70) + print("🚀 LAND CLASSIFICATION TRAINING API SERVER") + print("=" * 70) + print("\n📍 Endpoints:") + print(" - Web Interface: http://localhost:8000") + print(" - API Docs: http://localhost:8000/docs") + print(" - Start Training: POST http://localhost:8000/api/training/start") + print(" - Check Status: GET http://localhost:8000/api/training/status") + print("\n" + "=" * 70) + + uvicorn.run(app, host="0.0.0.0", port=8000, log_level="info") diff --git a/cloud_new/draw/draw_graph.ipynb b/cloud_new/draw/draw_graph.ipynb new file mode 100644 index 0000000..3550b76 --- /dev/null +++ b/cloud_new/draw/draw_graph.ipynb @@ -0,0 +1,6236 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "c61a1a84-ca37-4bfb-8935-a21312c11410", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/html": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/javascript": [ + "(function(root) {\n", + " function now() {\n", + " return new Date();\n", + " }\n", + "\n", + " const force = true;\n", + " const py_version = '3.5.2'.replace('rc', '-rc.').replace('.dev', '-dev.');\n", + " const reloading = false;\n", + " const Bokeh = root.Bokeh;\n", + "\n", + " // Set a timeout for this load but only if we are not already initializing\n", + " if (typeof (root._bokeh_timeout) === \"undefined\" || (force || !root._bokeh_is_initializing)) {\n", + " root._bokeh_timeout = Date.now() + 5000;\n", + " root._bokeh_failed_load = false;\n", + " }\n", + "\n", + " function run_callbacks() {\n", + " try {\n", + " root._bokeh_onload_callbacks.forEach(function(callback) {\n", + " if (callback != null)\n", + " callback();\n", + " });\n", + " } finally {\n", + " delete root._bokeh_onload_callbacks;\n", + " }\n", + " console.debug(\"Bokeh: all callbacks have finished\");\n", + " }\n", + "\n", + " function load_libs(css_urls, js_urls, js_modules, js_exports, callback) {\n", + " if (css_urls == null) css_urls = [];\n", + " if (js_urls == null) js_urls = [];\n", + " if (js_modules == null) js_modules = [];\n", + " if (js_exports == null) js_exports = {};\n", + "\n", + " root._bokeh_onload_callbacks.push(callback);\n", + "\n", + " if (root._bokeh_is_loading > 0) {\n", + " // Don't load bokeh if it is still initializing\n", + " console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n", + " return null;\n", + " } else if (js_urls.length === 0 && js_modules.length === 0 && Object.keys(js_exports).length === 0) {\n", + " // There is nothing to load\n", + " run_callbacks();\n", + " return null;\n", + " }\n", + "\n", + " function on_load() {\n", + " root._bokeh_is_loading--;\n", + " if (root._bokeh_is_loading === 0) {\n", + " console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n", + " run_callbacks()\n", + " }\n", + " }\n", + " window._bokeh_on_load = on_load\n", + "\n", + " function on_error(e) {\n", + " const src_el = e.srcElement\n", + " console.error(\"failed to load \" + (src_el.href || src_el.src));\n", + " }\n", + "\n", + " const skip = [];\n", + " if (window.requirejs) {\n", + " window.requirejs.config({'packages': {}, 'paths': {}, 'shim': {}});\n", + " root._bokeh_is_loading = css_urls.length + 0;\n", + " } else {\n", + " root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length + Object.keys(js_exports).length;\n", + " }\n", + "\n", + " const existing_stylesheets = []\n", + " const links = document.getElementsByTagName('link')\n", + " for (let i = 0; i < links.length; i++) {\n", + " const link = links[i]\n", + " if (link.href != null) {\n", + " existing_stylesheets.push(link.href)\n", + " }\n", + " }\n", + " for (let i = 0; i < css_urls.length; i++) {\n", + " const url = css_urls[i];\n", + " const escaped = encodeURI(url)\n", + " if (existing_stylesheets.indexOf(escaped) !== -1) {\n", + " on_load()\n", + " continue;\n", + " }\n", + " const element = document.createElement(\"link\");\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.rel = \"stylesheet\";\n", + " element.type = \"text/css\";\n", + " element.href = url;\n", + " console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n", + " document.body.appendChild(element);\n", + " } var existing_scripts = []\n", + " const scripts = document.getElementsByTagName('script')\n", + " for (let i = 0; i < scripts.length; i++) {\n", + " var script = scripts[i]\n", + " if (script.src != null) {\n", + " existing_scripts.push(script.src)\n", + " }\n", + " }\n", + " for (let i = 0; i < js_urls.length; i++) {\n", + " const url = js_urls[i];\n", + " const escaped = encodeURI(url)\n", + " if (skip.indexOf(escaped) !== -1 || existing_scripts.indexOf(escaped) !== -1) {\n", + " if (!window.requirejs) {\n", + " on_load();\n", + " }\n", + " continue;\n", + " }\n", + " const element = document.createElement('script');\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.src = url;\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " document.head.appendChild(element);\n", + " }\n", + " for (let i = 0; i < js_modules.length; i++) {\n", + " const url = js_modules[i];\n", + " const escaped = encodeURI(url)\n", + " if (skip.indexOf(escaped) !== -1 || existing_scripts.indexOf(escaped) !== -1) {\n", + " if (!window.requirejs) {\n", + " on_load();\n", + " }\n", + " continue;\n", + " }\n", + " var element = document.createElement('script');\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.src = url;\n", + " element.type = \"module\";\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " document.head.appendChild(element);\n", + " }\n", + " for (const name in js_exports) {\n", + " const url = js_exports[name];\n", + " const escaped = encodeURI(url)\n", + " if (skip.indexOf(escaped) >= 0 || root[name] != null) {\n", + " if (!window.requirejs) {\n", + " on_load();\n", + " }\n", + " continue;\n", + " }\n", + " var element = document.createElement('script');\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.type = \"module\";\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " element.textContent = `\n", + " import ${name} from \"${url}\"\n", + " window.${name} = ${name}\n", + " window._bokeh_on_load()\n", + " `\n", + " document.head.appendChild(element);\n", + " }\n", + " if (!js_urls.length && !js_modules.length) {\n", + " on_load()\n", + " }\n", + " };\n", + "\n", + " function inject_raw_css(css) {\n", + " const element = document.createElement(\"style\");\n", + " element.appendChild(document.createTextNode(css));\n", + " document.body.appendChild(element);\n", + " }\n", + "\n", + " const js_urls = [\"https://cdn.holoviz.org/panel/1.5.4/dist/bundled/reactiveesm/es-module-shims@^1.10.0/dist/es-module-shims.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-3.5.2.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-gl-3.5.2.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-widgets-3.5.2.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-tables-3.5.2.min.js\", \"https://cdn.holoviz.org/panel/1.5.4/dist/panel.min.js\"];\n", + " const js_modules = [];\n", + " const js_exports = {};\n", + " const css_urls = [];\n", + " const inline_js = [ function(Bokeh) {\n", + " Bokeh.set_log_level(\"info\");\n", + " },\n", + "function(Bokeh) {} // ensure no trailing comma for IE\n", + " ];\n", + "\n", + " function run_inline_js() {\n", + " if ((root.Bokeh !== undefined) || (force === true)) {\n", + " for (let i = 0; i < inline_js.length; i++) {\n", + " try {\n", + " inline_js[i].call(root, root.Bokeh);\n", + " } catch(e) {\n", + " if (!reloading) {\n", + " throw e;\n", + " }\n", + " }\n", + " }\n", + " // Cache old bokeh versions\n", + " if (Bokeh != undefined && !reloading) {\n", + " var NewBokeh = root.Bokeh;\n", + " if (Bokeh.versions === undefined) {\n", + " Bokeh.versions = new Map();\n", + " }\n", + " if (NewBokeh.version !== Bokeh.version) {\n", + " Bokeh.versions.set(NewBokeh.version, NewBokeh)\n", + " }\n", + " root.Bokeh = Bokeh;\n", + " }\n", + " } else if (Date.now() < root._bokeh_timeout) {\n", + " setTimeout(run_inline_js, 100);\n", + " } else if (!root._bokeh_failed_load) {\n", + " console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n", + " root._bokeh_failed_load = true;\n", + " }\n", + " root._bokeh_is_initializing = false\n", + " }\n", + "\n", + " function load_or_wait() {\n", + " // Implement a backoff loop that tries to ensure we do not load multiple\n", + " // versions of Bokeh and its dependencies at the same time.\n", + " // In recent versions we use the root._bokeh_is_initializing flag\n", + " // to determine whether there is an ongoing attempt to initialize\n", + " // bokeh, however for backward compatibility we also try to ensure\n", + " // that we do not start loading a newer (Panel>=1.0 and Bokeh>3) version\n", + " // before older versions are fully initialized.\n", + " if (root._bokeh_is_initializing && Date.now() > root._bokeh_timeout) {\n", + " // If the timeout and bokeh was not successfully loaded we reset\n", + " // everything and try loading again\n", + " root._bokeh_timeout = Date.now() + 5000;\n", + " root._bokeh_is_initializing = false;\n", + " root._bokeh_onload_callbacks = undefined;\n", + " root._bokeh_is_loading = 0\n", + " console.log(\"Bokeh: BokehJS was loaded multiple times but one version failed to initialize.\");\n", + " load_or_wait();\n", + " } else if (root._bokeh_is_initializing || (typeof root._bokeh_is_initializing === \"undefined\" && root._bokeh_onload_callbacks !== undefined)) {\n", + " setTimeout(load_or_wait, 100);\n", + " } else {\n", + " root._bokeh_is_initializing = true\n", + " root._bokeh_onload_callbacks = []\n", + " const bokeh_loaded = root.Bokeh != null && (root.Bokeh.version === py_version || (root.Bokeh.versions !== undefined && root.Bokeh.versions.has(py_version)));\n", + " if (!reloading && !bokeh_loaded) {\n", + " if (root.Bokeh) {\n", + " root.Bokeh = undefined;\n", + " }\n", + " console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n", + " }\n", + " load_libs(css_urls, js_urls, js_modules, js_exports, function() {\n", + " console.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n", + " run_inline_js();\n", + " });\n", + " }\n", + " }\n", + " // Give older versions of the autoload script a head-start to ensure\n", + " // they initialize before we start loading newer version.\n", + " setTimeout(load_or_wait, 100)\n", + "}(window));" + ], + "application/vnd.holoviews_load.v0+json": "(function(root) {\n function now() {\n return new Date();\n }\n\n const force = true;\n const py_version = '3.5.2'.replace('rc', '-rc.').replace('.dev', '-dev.');\n const reloading = false;\n const Bokeh = root.Bokeh;\n\n // Set a timeout for this load but only if we are not already initializing\n if (typeof (root._bokeh_timeout) === \"undefined\" || (force || !root._bokeh_is_initializing)) {\n root._bokeh_timeout = Date.now() + 5000;\n root._bokeh_failed_load = false;\n }\n\n function run_callbacks() {\n try {\n root._bokeh_onload_callbacks.forEach(function(callback) {\n if (callback != null)\n callback();\n });\n } finally {\n delete root._bokeh_onload_callbacks;\n }\n console.debug(\"Bokeh: all callbacks have finished\");\n }\n\n function load_libs(css_urls, js_urls, js_modules, js_exports, callback) {\n if (css_urls == null) css_urls = [];\n if (js_urls == null) js_urls = [];\n if (js_modules == null) js_modules = [];\n if (js_exports == null) js_exports = {};\n\n root._bokeh_onload_callbacks.push(callback);\n\n if (root._bokeh_is_loading > 0) {\n // Don't load bokeh if it is still initializing\n console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n return null;\n } else if (js_urls.length === 0 && js_modules.length === 0 && Object.keys(js_exports).length === 0) {\n // There is nothing to load\n run_callbacks();\n return null;\n }\n\n function on_load() {\n root._bokeh_is_loading--;\n if (root._bokeh_is_loading === 0) {\n console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n run_callbacks()\n }\n }\n window._bokeh_on_load = on_load\n\n function on_error(e) {\n const src_el = e.srcElement\n console.error(\"failed to load \" + (src_el.href || src_el.src));\n }\n\n const skip = [];\n if (window.requirejs) {\n window.requirejs.config({'packages': {}, 'paths': {}, 'shim': {}});\n root._bokeh_is_loading = css_urls.length + 0;\n } else {\n root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length + Object.keys(js_exports).length;\n }\n\n const existing_stylesheets = []\n const links = document.getElementsByTagName('link')\n for (let i = 0; i < links.length; i++) {\n const link = links[i]\n if (link.href != null) {\n existing_stylesheets.push(link.href)\n }\n }\n for (let i = 0; i < css_urls.length; i++) {\n const url = css_urls[i];\n const escaped = encodeURI(url)\n if (existing_stylesheets.indexOf(escaped) !== -1) {\n on_load()\n continue;\n }\n const element = document.createElement(\"link\");\n element.onload = on_load;\n element.onerror = on_error;\n element.rel = \"stylesheet\";\n element.type = \"text/css\";\n element.href = url;\n console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n document.body.appendChild(element);\n } var existing_scripts = []\n const scripts = document.getElementsByTagName('script')\n for (let i = 0; i < scripts.length; i++) {\n var script = scripts[i]\n if (script.src != null) {\n existing_scripts.push(script.src)\n }\n }\n for (let i = 0; i < js_urls.length; i++) {\n const url = js_urls[i];\n const escaped = encodeURI(url)\n if (skip.indexOf(escaped) !== -1 || existing_scripts.indexOf(escaped) !== -1) {\n if (!window.requirejs) {\n on_load();\n }\n continue;\n }\n const element = document.createElement('script');\n element.onload = on_load;\n element.onerror = on_error;\n element.async = false;\n element.src = url;\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n document.head.appendChild(element);\n }\n for (let i = 0; i < js_modules.length; i++) {\n const url = js_modules[i];\n const escaped = encodeURI(url)\n if (skip.indexOf(escaped) !== -1 || existing_scripts.indexOf(escaped) !== -1) {\n if (!window.requirejs) {\n on_load();\n }\n continue;\n }\n var element = document.createElement('script');\n element.onload = on_load;\n element.onerror = on_error;\n element.async = false;\n element.src = url;\n element.type = \"module\";\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n document.head.appendChild(element);\n }\n for (const name in js_exports) {\n const url = js_exports[name];\n const escaped = encodeURI(url)\n if (skip.indexOf(escaped) >= 0 || root[name] != null) {\n if (!window.requirejs) {\n on_load();\n }\n continue;\n }\n var element = document.createElement('script');\n element.onerror = on_error;\n element.async = false;\n element.type = \"module\";\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n element.textContent = `\n import ${name} from \"${url}\"\n window.${name} = ${name}\n window._bokeh_on_load()\n `\n document.head.appendChild(element);\n }\n if (!js_urls.length && !js_modules.length) {\n on_load()\n }\n };\n\n function inject_raw_css(css) {\n const element = document.createElement(\"style\");\n element.appendChild(document.createTextNode(css));\n document.body.appendChild(element);\n }\n\n const js_urls = [\"https://cdn.holoviz.org/panel/1.5.4/dist/bundled/reactiveesm/es-module-shims@^1.10.0/dist/es-module-shims.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-3.5.2.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-gl-3.5.2.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-widgets-3.5.2.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-tables-3.5.2.min.js\", \"https://cdn.holoviz.org/panel/1.5.4/dist/panel.min.js\"];\n const js_modules = [];\n const js_exports = {};\n const css_urls = [];\n const inline_js = [ function(Bokeh) {\n Bokeh.set_log_level(\"info\");\n },\nfunction(Bokeh) {} // ensure no trailing comma for IE\n ];\n\n function run_inline_js() {\n if ((root.Bokeh !== undefined) || (force === true)) {\n for (let i = 0; i < inline_js.length; i++) {\n try {\n inline_js[i].call(root, root.Bokeh);\n } catch(e) {\n if (!reloading) {\n throw e;\n }\n }\n }\n // Cache old bokeh versions\n if (Bokeh != undefined && !reloading) {\n var NewBokeh = root.Bokeh;\n if (Bokeh.versions === undefined) {\n Bokeh.versions = new Map();\n }\n if (NewBokeh.version !== Bokeh.version) {\n Bokeh.versions.set(NewBokeh.version, NewBokeh)\n }\n root.Bokeh = Bokeh;\n }\n } else if (Date.now() < root._bokeh_timeout) {\n setTimeout(run_inline_js, 100);\n } else if (!root._bokeh_failed_load) {\n console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n root._bokeh_failed_load = true;\n }\n root._bokeh_is_initializing = false\n }\n\n function load_or_wait() {\n // Implement a backoff loop that tries to ensure we do not load multiple\n // versions of Bokeh and its dependencies at the same time.\n // In recent versions we use the root._bokeh_is_initializing flag\n // to determine whether there is an ongoing attempt to initialize\n // bokeh, however for backward compatibility we also try to ensure\n // that we do not start loading a newer (Panel>=1.0 and Bokeh>3) version\n // before older versions are fully initialized.\n if (root._bokeh_is_initializing && Date.now() > root._bokeh_timeout) {\n // If the timeout and bokeh was not successfully loaded we reset\n // everything and try loading again\n root._bokeh_timeout = Date.now() + 5000;\n root._bokeh_is_initializing = false;\n root._bokeh_onload_callbacks = undefined;\n root._bokeh_is_loading = 0\n console.log(\"Bokeh: BokehJS was loaded multiple times but one version failed to initialize.\");\n load_or_wait();\n } else if (root._bokeh_is_initializing || (typeof root._bokeh_is_initializing === \"undefined\" && root._bokeh_onload_callbacks !== undefined)) {\n setTimeout(load_or_wait, 100);\n } else {\n root._bokeh_is_initializing = true\n root._bokeh_onload_callbacks = []\n const bokeh_loaded = root.Bokeh != null && (root.Bokeh.version === py_version || (root.Bokeh.versions !== undefined && root.Bokeh.versions.has(py_version)));\n if (!reloading && !bokeh_loaded) {\n if (root.Bokeh) {\n root.Bokeh = undefined;\n }\n console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n }\n load_libs(css_urls, js_urls, js_modules, js_exports, function() {\n console.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n run_inline_js();\n });\n }\n }\n // Give older versions of the autoload script a head-start to ensure\n // they initialize before we start loading newer version.\n setTimeout(load_or_wait, 100)\n}(window));" + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/javascript": [ + "\n", + "if ((window.PyViz === undefined) || (window.PyViz instanceof HTMLElement)) {\n", + " window.PyViz = {comms: {}, comm_status:{}, kernels:{}, receivers: {}, plot_index: []}\n", + "}\n", + "\n", + "\n", + " function JupyterCommManager() {\n", + " }\n", + "\n", + " JupyterCommManager.prototype.register_target = function(plot_id, comm_id, msg_handler) {\n", + " if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n", + " var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n", + " comm_manager.register_target(comm_id, function(comm) {\n", + " comm.on_msg(msg_handler);\n", + " });\n", + " } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n", + " window.PyViz.kernels[plot_id].registerCommTarget(comm_id, function(comm) {\n", + " comm.onMsg = msg_handler;\n", + " });\n", + " } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n", + " google.colab.kernel.comms.registerTarget(comm_id, (comm) => {\n", + " var messages = comm.messages[Symbol.asyncIterator]();\n", + " function processIteratorResult(result) {\n", + " var message = result.value;\n", + " console.log(message)\n", + " var content = {data: message.data, comm_id};\n", + " var buffers = []\n", + " for (var buffer of message.buffers || []) {\n", + " buffers.push(new DataView(buffer))\n", + " }\n", + " var metadata = message.metadata || {};\n", + " var msg = {content, buffers, metadata}\n", + " msg_handler(msg);\n", + " return messages.next().then(processIteratorResult);\n", + " }\n", + " return messages.next().then(processIteratorResult);\n", + " })\n", + " }\n", + " }\n", + "\n", + " JupyterCommManager.prototype.get_client_comm = function(plot_id, comm_id, msg_handler) {\n", + " if (comm_id in window.PyViz.comms) {\n", + " return window.PyViz.comms[comm_id];\n", + " } else if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n", + " var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n", + " var comm = comm_manager.new_comm(comm_id, {}, {}, {}, comm_id);\n", + " if (msg_handler) {\n", + " comm.on_msg(msg_handler);\n", + " }\n", + " } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n", + " var comm = window.PyViz.kernels[plot_id].connectToComm(comm_id);\n", + " comm.open();\n", + " if (msg_handler) {\n", + " comm.onMsg = msg_handler;\n", + " }\n", + " } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n", + " var comm_promise = google.colab.kernel.comms.open(comm_id)\n", + " comm_promise.then((comm) => {\n", + " window.PyViz.comms[comm_id] = comm;\n", + " if (msg_handler) {\n", + " var messages = comm.messages[Symbol.asyncIterator]();\n", + " function processIteratorResult(result) {\n", + " var message = result.value;\n", + " var 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!js_modules.length) {\n", + " on_load()\n", + " }\n", + " };\n", + "\n", + " function inject_raw_css(css) {\n", + " const element = document.createElement(\"style\");\n", + " element.appendChild(document.createTextNode(css));\n", + " document.body.appendChild(element);\n", + " }\n", + "\n", + " const js_urls = [\"https://cdn.holoviz.org/panel/1.5.4/dist/bundled/reactiveesm/es-module-shims@^1.10.0/dist/es-module-shims.min.js\"];\n", + " const js_modules = [];\n", + " const js_exports = {};\n", + " const css_urls = [];\n", + " const inline_js = [ function(Bokeh) {\n", + " Bokeh.set_log_level(\"info\");\n", + " },\n", + "function(Bokeh) {} // ensure no trailing comma for IE\n", + " ];\n", + "\n", + " function run_inline_js() {\n", + " if ((root.Bokeh !== undefined) || (force === true)) {\n", + " for (let i = 0; i < inline_js.length; i++) {\n", + " try {\n", + " inline_js[i].call(root, root.Bokeh);\n", + " } catch(e) {\n", + " if (!reloading) {\n", + " throw e;\n", + " }\n", + " }\n", + " }\n", + " // Cache old bokeh versions\n", + " if (Bokeh != undefined && !reloading) {\n", + " var NewBokeh = root.Bokeh;\n", + " if (Bokeh.versions === undefined) {\n", + " Bokeh.versions = new Map();\n", + " }\n", + " if (NewBokeh.version !== Bokeh.version) {\n", + " Bokeh.versions.set(NewBokeh.version, NewBokeh)\n", + " }\n", + " root.Bokeh = Bokeh;\n", + " }\n", + " } else if (Date.now() < root._bokeh_timeout) {\n", + " setTimeout(run_inline_js, 100);\n", + " } else if (!root._bokeh_failed_load) {\n", + " console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n", + " root._bokeh_failed_load = true;\n", + " }\n", + " root._bokeh_is_initializing = false\n", + " }\n", + "\n", + " function load_or_wait() {\n", + " // Implement a backoff loop that tries to ensure we do not load multiple\n", + " // versions of Bokeh and its dependencies at the same time.\n", + " // In recent versions we use the root._bokeh_is_initializing flag\n", + " // to determine whether there is an ongoing attempt to initialize\n", + " // bokeh, however for backward compatibility we also try to ensure\n", + " // that we do not start loading a newer (Panel>=1.0 and Bokeh>3) version\n", + " // before older versions are fully initialized.\n", + " if (root._bokeh_is_initializing && Date.now() > root._bokeh_timeout) {\n", + " // If the timeout and bokeh was not successfully loaded we reset\n", + " // everything and try loading again\n", + " root._bokeh_timeout = Date.now() + 5000;\n", + " root._bokeh_is_initializing = false;\n", + " root._bokeh_onload_callbacks = undefined;\n", + " root._bokeh_is_loading = 0\n", + " console.log(\"Bokeh: BokehJS was loaded multiple times but one version failed to initialize.\");\n", + " load_or_wait();\n", + " } else if (root._bokeh_is_initializing || (typeof root._bokeh_is_initializing === \"undefined\" && root._bokeh_onload_callbacks !== undefined)) {\n", + " setTimeout(load_or_wait, 100);\n", + " } else {\n", + " root._bokeh_is_initializing = true\n", + " root._bokeh_onload_callbacks = []\n", + " const bokeh_loaded = root.Bokeh != null && (root.Bokeh.version === py_version || (root.Bokeh.versions !== undefined && root.Bokeh.versions.has(py_version)));\n", + " if (!reloading && !bokeh_loaded) {\n", + " if (root.Bokeh) {\n", + " root.Bokeh = undefined;\n", + " }\n", + " console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n", + " }\n", + " load_libs(css_urls, js_urls, js_modules, js_exports, function() {\n", + " console.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n", + " run_inline_js();\n", + " });\n", + " }\n", + " }\n", + " // Give older versions of the autoload script a head-start to ensure\n", + " // they initialize before we start loading newer version.\n", + " setTimeout(load_or_wait, 100)\n", + "}(window));" + ], + "application/vnd.holoviews_load.v0+json": "(function(root) {\n function now() {\n return new Date();\n }\n\n const force = false;\n const py_version = '3.5.2'.replace('rc', '-rc.').replace('.dev', '-dev.');\n const reloading = true;\n const Bokeh = root.Bokeh;\n\n // Set a timeout for this load but only if we are not already initializing\n if (typeof (root._bokeh_timeout) === \"undefined\" || (force || !root._bokeh_is_initializing)) {\n root._bokeh_timeout = Date.now() + 5000;\n root._bokeh_failed_load = false;\n }\n\n function run_callbacks() {\n try {\n root._bokeh_onload_callbacks.forEach(function(callback) {\n if (callback != null)\n callback();\n });\n } finally {\n delete root._bokeh_onload_callbacks;\n }\n console.debug(\"Bokeh: all callbacks have finished\");\n }\n\n function load_libs(css_urls, js_urls, js_modules, js_exports, callback) {\n if (css_urls == null) css_urls = [];\n if (js_urls == null) js_urls = [];\n if (js_modules == null) js_modules = [];\n if (js_exports == null) js_exports = {};\n\n root._bokeh_onload_callbacks.push(callback);\n\n if (root._bokeh_is_loading > 0) {\n // Don't load bokeh if it is still initializing\n console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n return null;\n } else if (js_urls.length === 0 && js_modules.length === 0 && Object.keys(js_exports).length === 0) {\n // There is nothing to load\n run_callbacks();\n return null;\n }\n\n function on_load() {\n root._bokeh_is_loading--;\n if (root._bokeh_is_loading === 0) {\n console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n run_callbacks()\n }\n }\n window._bokeh_on_load = on_load\n\n function on_error(e) {\n const src_el = e.srcElement\n console.error(\"failed to load \" + (src_el.href || src_el.src));\n }\n\n const skip = [];\n if (window.requirejs) {\n window.requirejs.config({'packages': {}, 'paths': {}, 'shim': {}});\n root._bokeh_is_loading = css_urls.length + 0;\n } else {\n root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length + Object.keys(js_exports).length;\n }\n\n const existing_stylesheets = []\n const links = document.getElementsByTagName('link')\n for (let i = 0; i < links.length; i++) {\n const link = links[i]\n if (link.href != null) {\n existing_stylesheets.push(link.href)\n }\n }\n for (let i = 0; i < css_urls.length; i++) {\n const url = css_urls[i];\n const escaped = encodeURI(url)\n if (existing_stylesheets.indexOf(escaped) !== -1) {\n on_load()\n continue;\n }\n const element = document.createElement(\"link\");\n element.onload = on_load;\n element.onerror = on_error;\n element.rel = \"stylesheet\";\n element.type = \"text/css\";\n element.href = url;\n console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n document.body.appendChild(element);\n } var existing_scripts = []\n const scripts = document.getElementsByTagName('script')\n for (let i = 0; i < scripts.length; i++) {\n var script = scripts[i]\n if (script.src != null) {\n existing_scripts.push(script.src)\n }\n }\n for (let i = 0; i < js_urls.length; i++) {\n const url = js_urls[i];\n const escaped = encodeURI(url)\n if (skip.indexOf(escaped) !== -1 || existing_scripts.indexOf(escaped) !== -1) {\n if (!window.requirejs) {\n on_load();\n }\n continue;\n }\n const element = document.createElement('script');\n element.onload = on_load;\n element.onerror = on_error;\n element.async = false;\n element.src = url;\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n document.head.appendChild(element);\n }\n for (let i = 0; i < js_modules.length; i++) {\n const url = js_modules[i];\n const escaped = encodeURI(url)\n if (skip.indexOf(escaped) !== -1 || existing_scripts.indexOf(escaped) !== -1) {\n if (!window.requirejs) {\n on_load();\n }\n continue;\n }\n var element = document.createElement('script');\n element.onload = on_load;\n element.onerror = on_error;\n element.async = false;\n element.src = url;\n element.type = \"module\";\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n document.head.appendChild(element);\n }\n for (const name in js_exports) {\n const url = js_exports[name];\n const escaped = encodeURI(url)\n if (skip.indexOf(escaped) >= 0 || root[name] != null) {\n if (!window.requirejs) {\n on_load();\n }\n continue;\n }\n var element = document.createElement('script');\n element.onerror = on_error;\n element.async = false;\n element.type = \"module\";\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n element.textContent = `\n import ${name} from \"${url}\"\n window.${name} = ${name}\n window._bokeh_on_load()\n `\n document.head.appendChild(element);\n }\n if (!js_urls.length && !js_modules.length) {\n on_load()\n }\n };\n\n function inject_raw_css(css) {\n const element = document.createElement(\"style\");\n element.appendChild(document.createTextNode(css));\n document.body.appendChild(element);\n }\n\n const js_urls = [\"https://cdn.holoviz.org/panel/1.5.4/dist/bundled/reactiveesm/es-module-shims@^1.10.0/dist/es-module-shims.min.js\"];\n const js_modules = [];\n const js_exports = {};\n const css_urls = [];\n const inline_js = [ function(Bokeh) {\n Bokeh.set_log_level(\"info\");\n },\nfunction(Bokeh) {} // ensure no trailing comma for IE\n ];\n\n function run_inline_js() {\n if ((root.Bokeh !== undefined) || (force === true)) {\n for (let i = 0; i < inline_js.length; i++) {\n try {\n inline_js[i].call(root, root.Bokeh);\n } catch(e) {\n if (!reloading) {\n throw e;\n }\n }\n }\n // Cache old bokeh versions\n if (Bokeh != undefined && !reloading) {\n var NewBokeh = root.Bokeh;\n if (Bokeh.versions === undefined) {\n Bokeh.versions = new Map();\n }\n if (NewBokeh.version !== Bokeh.version) {\n Bokeh.versions.set(NewBokeh.version, NewBokeh)\n }\n root.Bokeh = Bokeh;\n }\n } else if (Date.now() < root._bokeh_timeout) {\n setTimeout(run_inline_js, 100);\n } else if (!root._bokeh_failed_load) {\n console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n root._bokeh_failed_load = true;\n }\n root._bokeh_is_initializing = false\n }\n\n function load_or_wait() {\n // Implement a backoff loop that tries to ensure we do not load multiple\n // versions of Bokeh and its dependencies at the same time.\n // In recent versions we use the root._bokeh_is_initializing flag\n // to determine whether there is an ongoing attempt to initialize\n // bokeh, however for backward compatibility we also try to ensure\n // that we do not start loading a newer (Panel>=1.0 and Bokeh>3) version\n // before older versions are fully initialized.\n if (root._bokeh_is_initializing && Date.now() > root._bokeh_timeout) {\n // If the timeout and bokeh was not successfully loaded we reset\n // everything and try loading again\n root._bokeh_timeout = Date.now() + 5000;\n root._bokeh_is_initializing = false;\n root._bokeh_onload_callbacks = undefined;\n root._bokeh_is_loading = 0\n console.log(\"Bokeh: BokehJS was loaded multiple times but one version failed to initialize.\");\n load_or_wait();\n } else if (root._bokeh_is_initializing || (typeof root._bokeh_is_initializing === \"undefined\" && root._bokeh_onload_callbacks !== undefined)) {\n setTimeout(load_or_wait, 100);\n } else {\n root._bokeh_is_initializing = true\n root._bokeh_onload_callbacks = []\n const bokeh_loaded = root.Bokeh != null && (root.Bokeh.version === py_version || (root.Bokeh.versions !== undefined && root.Bokeh.versions.has(py_version)));\n if (!reloading && !bokeh_loaded) {\n if (root.Bokeh) {\n root.Bokeh = undefined;\n }\n console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n }\n load_libs(css_urls, js_urls, js_modules, js_exports, function() {\n console.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n run_inline_js();\n });\n }\n }\n // Give older versions of the autoload script a head-start to ensure\n // they initialize before we start loading newer version.\n setTimeout(load_or_wait, 100)\n}(window));" + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/javascript": [ + "\n", + "if ((window.PyViz === undefined) || (window.PyViz instanceof HTMLElement)) {\n", + " window.PyViz = {comms: {}, comm_status:{}, kernels:{}, receivers: {}, plot_index: []}\n", + "}\n", + "\n", + "\n", + " function JupyterCommManager() {\n", + " }\n", + "\n", + " JupyterCommManager.prototype.register_target = function(plot_id, comm_id, msg_handler) {\n", + " if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n", + " var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n", + " comm_manager.register_target(comm_id, function(comm) {\n", + " comm.on_msg(msg_handler);\n", + " });\n", + " } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n", + " window.PyViz.kernels[plot_id].registerCommTarget(comm_id, function(comm) {\n", + " comm.onMsg = msg_handler;\n", + " });\n", + " } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n", + " google.colab.kernel.comms.registerTarget(comm_id, (comm) => {\n", + " var messages = comm.messages[Symbol.asyncIterator]();\n", + " function processIteratorResult(result) {\n", + " var message = result.value;\n", + " console.log(message)\n", + " var content = {data: message.data, comm_id};\n", + " var buffers = []\n", + " for (var buffer of message.buffers || []) {\n", + " buffers.push(new DataView(buffer))\n", + " }\n", + " var metadata = message.metadata || {};\n", + " var msg = {content, buffers, metadata}\n", + " msg_handler(msg);\n", + " return messages.next().then(processIteratorResult);\n", + " }\n", + " return messages.next().then(processIteratorResult);\n", + " })\n", + " }\n", + " }\n", + "\n", + " JupyterCommManager.prototype.get_client_comm = function(plot_id, comm_id, msg_handler) {\n", + " if (comm_id in window.PyViz.comms) {\n", + " return window.PyViz.comms[comm_id];\n", + " } else if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n", + " var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n", + " var comm = comm_manager.new_comm(comm_id, {}, {}, {}, comm_id);\n", + " if (msg_handler) {\n", + " comm.on_msg(msg_handler);\n", + " }\n", + " } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n", + " var comm = window.PyViz.kernels[plot_id].connectToComm(comm_id);\n", + " comm.open();\n", + " if (msg_handler) {\n", + " comm.onMsg = msg_handler;\n", + " }\n", + " } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n", + " var comm_promise = google.colab.kernel.comms.open(comm_id)\n", + " comm_promise.then((comm) => {\n", + " window.PyViz.comms[comm_id] = comm;\n", + " if (msg_handler) {\n", + " var messages = comm.messages[Symbol.asyncIterator]();\n", + " function processIteratorResult(result) {\n", + " var message = result.value;\n", + " var content = {data: message.data};\n", + " var metadata = message.metadata || {comm_id};\n", + " var msg = {content, metadata}\n", + " msg_handler(msg);\n", + " return messages.next().then(processIteratorResult);\n", + " }\n", + " return messages.next().then(processIteratorResult);\n", + " }\n", + " }) \n", + " var sendClosure = (data, metadata, buffers, disposeOnDone) => {\n", + " return comm_promise.then((comm) => {\n", + " comm.send(data, metadata, buffers, disposeOnDone);\n", + " });\n", + " };\n", + " var comm = {\n", + " send: sendClosure\n", + " };\n", + " }\n", + " window.PyViz.comms[comm_id] = comm;\n", + " return comm;\n", + " }\n", + " window.PyViz.comm_manager = new JupyterCommManager();\n", + " \n", + "\n", + "\n", + "var JS_MIME_TYPE = 'application/javascript';\n", + "var HTML_MIME_TYPE = 'text/html';\n", + "var EXEC_MIME_TYPE = 'application/vnd.holoviews_exec.v0+json';\n", + "var CLASS_NAME = 'output';\n", + "\n", + "/**\n", + " * Render data to the DOM node\n", + " */\n", + "function render(props, node) {\n", + " var div = document.createElement(\"div\");\n", + " var script = document.createElement(\"script\");\n", + " node.appendChild(div);\n", + " node.appendChild(script);\n", + "}\n", + "\n", + "/**\n", + " * Handle when a new output is added\n", + " */\n", + "function handle_add_output(event, handle) {\n", + " var output_area = handle.output_area;\n", + " var output = handle.output;\n", + " if ((output.data == undefined) || (!output.data.hasOwnProperty(EXEC_MIME_TYPE))) {\n", + " return\n", + " }\n", + " var id = output.metadata[EXEC_MIME_TYPE][\"id\"];\n", + " var toinsert = output_area.element.find(\".\" + CLASS_NAME.split(' ')[0]);\n", + " if (id !== undefined) {\n", + " var nchildren = toinsert.length;\n", + " var html_node = toinsert[nchildren-1].children[0];\n", + " html_node.innerHTML = output.data[HTML_MIME_TYPE];\n", + " var scripts = [];\n", + " var nodelist = html_node.querySelectorAll(\"script\");\n", + " for (var i in nodelist) {\n", + " if (nodelist.hasOwnProperty(i)) {\n", + " scripts.push(nodelist[i])\n", + " }\n", + " }\n", + "\n", + " scripts.forEach( function (oldScript) {\n", + " var newScript = document.createElement(\"script\");\n", + " var attrs = [];\n", + " var nodemap = oldScript.attributes;\n", + " for (var j in nodemap) {\n", + " if (nodemap.hasOwnProperty(j)) {\n", + " attrs.push(nodemap[j])\n", + " }\n", + " }\n", + " attrs.forEach(function(attr) { newScript.setAttribute(attr.name, attr.value) });\n", + " newScript.appendChild(document.createTextNode(oldScript.innerHTML));\n", + " oldScript.parentNode.replaceChild(newScript, oldScript);\n", + " });\n", + " if (JS_MIME_TYPE in output.data) {\n", + " toinsert[nchildren-1].children[1].textContent = output.data[JS_MIME_TYPE];\n", + " }\n", + " output_area._hv_plot_id = id;\n", + " if ((window.Bokeh !== undefined) && (id in Bokeh.index)) {\n", + " window.PyViz.plot_index[id] = Bokeh.index[id];\n", + " } else {\n", + " window.PyViz.plot_index[id] = null;\n", + " }\n", + " } else if (output.metadata[EXEC_MIME_TYPE][\"server_id\"] !== undefined) {\n", + " var bk_div = document.createElement(\"div\");\n", + " bk_div.innerHTML = output.data[HTML_MIME_TYPE];\n", + " var script_attrs = bk_div.children[0].attributes;\n", + " for (var i = 0; i < script_attrs.length; i++) {\n", + " toinsert[toinsert.length - 1].childNodes[1].setAttribute(script_attrs[i].name, script_attrs[i].value);\n", + " }\n", + " // store reference to server id on output_area\n", + " output_area._bokeh_server_id = output.metadata[EXEC_MIME_TYPE][\"server_id\"];\n", + " }\n", + "}\n", + "\n", + "/**\n", + " * Handle when an output is cleared or removed\n", + " */\n", + "function handle_clear_output(event, handle) {\n", + " var id = handle.cell.output_area._hv_plot_id;\n", + " var server_id = handle.cell.output_area._bokeh_server_id;\n", + " if (((id === undefined) || !(id in PyViz.plot_index)) && (server_id !== undefined)) { return; }\n", + " var comm = window.PyViz.comm_manager.get_client_comm(\"hv-extension-comm\", \"hv-extension-comm\", function () {});\n", + " if (server_id !== null) {\n", + " comm.send({event_type: 'server_delete', 'id': server_id});\n", + " return;\n", + " } else if (comm !== null) {\n", + " comm.send({event_type: 'delete', 'id': id});\n", + " }\n", + " delete PyViz.plot_index[id];\n", + " if ((window.Bokeh !== undefined) & (id in window.Bokeh.index)) {\n", + " var doc = window.Bokeh.index[id].model.document\n", + " doc.clear();\n", + " const i = window.Bokeh.documents.indexOf(doc);\n", + " if (i > -1) {\n", + " window.Bokeh.documents.splice(i, 1);\n", + " }\n", + " }\n", + "}\n", + "\n", + "/**\n", + " * Handle kernel restart event\n", + " */\n", + "function handle_kernel_cleanup(event, handle) {\n", + " delete PyViz.comms[\"hv-extension-comm\"];\n", + " window.PyViz.plot_index = {}\n", + "}\n", + "\n", + "/**\n", + " * Handle update_display_data messages\n", + " */\n", + "function handle_update_output(event, handle) {\n", + " handle_clear_output(event, {cell: {output_area: handle.output_area}})\n", + " handle_add_output(event, handle)\n", + "}\n", + "\n", + "function register_renderer(events, OutputArea) {\n", + " function append_mime(data, metadata, element) {\n", + " // create a DOM node to render to\n", + " var toinsert = this.create_output_subarea(\n", + " metadata,\n", + " CLASS_NAME,\n", + " EXEC_MIME_TYPE\n", + " );\n", + " this.keyboard_manager.register_events(toinsert);\n", + " // Render to node\n", + " var props = {data: data, metadata: metadata[EXEC_MIME_TYPE]};\n", + " render(props, toinsert[0]);\n", + " element.append(toinsert);\n", + " return toinsert\n", + " }\n", + "\n", + " events.on('output_added.OutputArea', handle_add_output);\n", + " events.on('output_updated.OutputArea', handle_update_output);\n", + " events.on('clear_output.CodeCell', handle_clear_output);\n", + " events.on('delete.Cell', handle_clear_output);\n", + " events.on('kernel_ready.Kernel', handle_kernel_cleanup);\n", + "\n", + " OutputArea.prototype.register_mime_type(EXEC_MIME_TYPE, append_mime, {\n", + " safe: true,\n", + " index: 0\n", + " });\n", + "}\n", + "\n", + "if (window.Jupyter !== undefined) {\n", + " try {\n", + " var events = require('base/js/events');\n", + " var OutputArea = require('notebook/js/outputarea').OutputArea;\n", + " if (OutputArea.prototype.mime_types().indexOf(EXEC_MIME_TYPE) == -1) {\n", + " register_renderer(events, OutputArea);\n", + " }\n", + " } catch(err) {\n", + " }\n", + "}\n" + ], + "application/vnd.holoviews_load.v0+json": "\nif ((window.PyViz === undefined) || (window.PyViz instanceof HTMLElement)) {\n window.PyViz = {comms: {}, comm_status:{}, kernels:{}, receivers: {}, plot_index: []}\n}\n\n\n function JupyterCommManager() {\n }\n\n JupyterCommManager.prototype.register_target = function(plot_id, comm_id, msg_handler) {\n if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n var 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events.on('output_updated.OutputArea', handle_update_output);\n events.on('clear_output.CodeCell', handle_clear_output);\n events.on('delete.Cell', handle_clear_output);\n events.on('kernel_ready.Kernel', handle_kernel_cleanup);\n\n OutputArea.prototype.register_mime_type(EXEC_MIME_TYPE, append_mime, {\n safe: true,\n index: 0\n });\n}\n\nif (window.Jupyter !== undefined) {\n try {\n var events = require('base/js/events');\n var OutputArea = require('notebook/js/outputarea').OutputArea;\n if (OutputArea.prototype.mime_types().indexOf(EXEC_MIME_TYPE) == -1) {\n register_renderer(events, OutputArea);\n }\n } catch(err) {\n }\n}\n" + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/javascript": [ + "(function(root) {\n", + " function now() {\n", + " return new Date();\n", + " }\n", + "\n", + " const force = false;\n", + " const py_version = 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(window.requirejs) {\n", + " window.requirejs.config({'packages': {}, 'paths': {}, 'shim': {}});\n", + " root._bokeh_is_loading = css_urls.length + 0;\n", + " } else {\n", + " root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length + Object.keys(js_exports).length;\n", + " }\n", + "\n", + " const existing_stylesheets = []\n", + " const links = document.getElementsByTagName('link')\n", + " for (let i = 0; i < links.length; i++) {\n", + " const link = links[i]\n", + " if (link.href != null) {\n", + " existing_stylesheets.push(link.href)\n", + " }\n", + " }\n", + " for (let i = 0; i < css_urls.length; i++) {\n", + " const url = css_urls[i];\n", + " const escaped = encodeURI(url)\n", + " if (existing_stylesheets.indexOf(escaped) !== -1) {\n", + " on_load()\n", + " continue;\n", + " }\n", + " const element = document.createElement(\"link\");\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.rel = \"stylesheet\";\n", + " element.type 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console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n", + " root._bokeh_failed_load = true;\n", + " }\n", + " root._bokeh_is_initializing = false\n", + " }\n", + "\n", + " function load_or_wait() {\n", + " // Implement a backoff loop that tries to ensure we do not load multiple\n", + " // versions of Bokeh and its dependencies at the same time.\n", + " // In recent versions we use the root._bokeh_is_initializing flag\n", + " // to determine whether there is an ongoing attempt to initialize\n", + " // bokeh, however for backward compatibility we also try to ensure\n", + " // that we do not start loading a newer (Panel>=1.0 and Bokeh>3) version\n", + " // before older versions are fully initialized.\n", + " if (root._bokeh_is_initializing && Date.now() > root._bokeh_timeout) {\n", + " // If the timeout and bokeh was not successfully loaded we reset\n", + " // everything and try loading again\n", + " root._bokeh_timeout = Date.now() + 5000;\n", + " root._bokeh_is_initializing = false;\n", + " root._bokeh_onload_callbacks = undefined;\n", + " root._bokeh_is_loading = 0\n", + " console.log(\"Bokeh: BokehJS was loaded multiple times but one version failed to initialize.\");\n", + " load_or_wait();\n", + " } else if (root._bokeh_is_initializing || (typeof root._bokeh_is_initializing === \"undefined\" && root._bokeh_onload_callbacks !== undefined)) {\n", + " setTimeout(load_or_wait, 100);\n", + " } else {\n", + " root._bokeh_is_initializing = true\n", + " root._bokeh_onload_callbacks = []\n", + " const bokeh_loaded = root.Bokeh != null && (root.Bokeh.version === py_version || (root.Bokeh.versions !== undefined && root.Bokeh.versions.has(py_version)));\n", + " if (!reloading && !bokeh_loaded) {\n", + " if (root.Bokeh) {\n", + " root.Bokeh = undefined;\n", + " }\n", + " console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n", + " }\n", + " load_libs(css_urls, js_urls, js_modules, js_exports, function() {\n", + " console.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n", + " run_inline_js();\n", + " });\n", + " }\n", + " }\n", + " // Give older versions of the autoload script a head-start to ensure\n", + " // they initialize before we start loading newer version.\n", + " setTimeout(load_or_wait, 100)\n", + "}(window));" + ], + "application/vnd.holoviews_load.v0+json": "(function(root) {\n function now() {\n return new Date();\n }\n\n const force = false;\n const py_version = '3.5.2'.replace('rc', '-rc.').replace('.dev', '-dev.');\n const reloading = true;\n const Bokeh = root.Bokeh;\n\n // Set a timeout for this load but only if we are not already initializing\n if (typeof (root._bokeh_timeout) === \"undefined\" || (force || !root._bokeh_is_initializing)) {\n root._bokeh_timeout = Date.now() + 5000;\n root._bokeh_failed_load = false;\n }\n\n function run_callbacks() {\n try {\n root._bokeh_onload_callbacks.forEach(function(callback) {\n if (callback != null)\n callback();\n });\n } finally {\n delete root._bokeh_onload_callbacks;\n }\n console.debug(\"Bokeh: all callbacks have finished\");\n }\n\n function load_libs(css_urls, js_urls, js_modules, js_exports, callback) {\n if (css_urls == null) css_urls = [];\n if (js_urls == null) js_urls = [];\n if (js_modules == null) js_modules = [];\n if (js_exports == null) js_exports = {};\n\n root._bokeh_onload_callbacks.push(callback);\n\n if (root._bokeh_is_loading > 0) {\n // Don't load bokeh if it is still initializing\n console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n return null;\n } else if (js_urls.length === 0 && js_modules.length === 0 && Object.keys(js_exports).length === 0) {\n // There is nothing to load\n run_callbacks();\n return null;\n }\n\n function on_load() {\n root._bokeh_is_loading--;\n if (root._bokeh_is_loading === 0) {\n console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n run_callbacks()\n }\n }\n window._bokeh_on_load = 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element.type = \"text/css\";\n element.href = url;\n console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n document.body.appendChild(element);\n } var existing_scripts = []\n const scripts = document.getElementsByTagName('script')\n for (let i = 0; i < scripts.length; i++) {\n var script = scripts[i]\n if (script.src != null) {\n existing_scripts.push(script.src)\n }\n }\n for (let i = 0; i < js_urls.length; i++) {\n const url = js_urls[i];\n const escaped = encodeURI(url)\n if (skip.indexOf(escaped) !== -1 || existing_scripts.indexOf(escaped) !== -1) {\n if (!window.requirejs) {\n on_load();\n }\n continue;\n }\n const element = document.createElement('script');\n element.onload = on_load;\n element.onerror = on_error;\n element.async = false;\n element.src = url;\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n document.head.appendChild(element);\n }\n for (let i = 0; i < js_modules.length; i++) {\n const url = js_modules[i];\n 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output.metadata[EXEC_MIME_TYPE][\"id\"];\n", + " var toinsert = output_area.element.find(\".\" + CLASS_NAME.split(' ')[0]);\n", + " if (id !== undefined) {\n", + " var nchildren = toinsert.length;\n", + " var html_node = toinsert[nchildren-1].children[0];\n", + " html_node.innerHTML = output.data[HTML_MIME_TYPE];\n", + " var scripts = [];\n", + " var nodelist = html_node.querySelectorAll(\"script\");\n", + " for (var i in nodelist) {\n", + " if (nodelist.hasOwnProperty(i)) {\n", + " scripts.push(nodelist[i])\n", + " }\n", + " }\n", + "\n", + " scripts.forEach( function (oldScript) {\n", + " var newScript = document.createElement(\"script\");\n", + " var attrs = [];\n", + " var nodemap = oldScript.attributes;\n", + " for (var j in nodemap) {\n", + " if (nodemap.hasOwnProperty(j)) {\n", + " attrs.push(nodemap[j])\n", + " }\n", + " }\n", + " attrs.forEach(function(attr) { newScript.setAttribute(attr.name, attr.value) });\n", + " newScript.appendChild(document.createTextNode(oldScript.innerHTML));\n", + " oldScript.parentNode.replaceChild(newScript, oldScript);\n", + " });\n", + " if (JS_MIME_TYPE in output.data) {\n", + " toinsert[nchildren-1].children[1].textContent = output.data[JS_MIME_TYPE];\n", + " }\n", + " output_area._hv_plot_id = id;\n", + " if ((window.Bokeh !== undefined) && (id in Bokeh.index)) {\n", + " window.PyViz.plot_index[id] = Bokeh.index[id];\n", + " } else {\n", + " window.PyViz.plot_index[id] = null;\n", + " }\n", + " } else if (output.metadata[EXEC_MIME_TYPE][\"server_id\"] !== undefined) {\n", + " var bk_div = document.createElement(\"div\");\n", + " bk_div.innerHTML = output.data[HTML_MIME_TYPE];\n", + " var script_attrs = bk_div.children[0].attributes;\n", + " for (var i = 0; i < script_attrs.length; i++) {\n", + " toinsert[toinsert.length - 1].childNodes[1].setAttribute(script_attrs[i].name, script_attrs[i].value);\n", + " }\n", + " // store reference to server id on output_area\n", + " output_area._bokeh_server_id = output.metadata[EXEC_MIME_TYPE][\"server_id\"];\n", + " }\n", + "}\n", + "\n", + "/**\n", + " * Handle when an output is cleared or removed\n", + " */\n", + "function handle_clear_output(event, handle) {\n", + " var id = handle.cell.output_area._hv_plot_id;\n", + " var server_id = handle.cell.output_area._bokeh_server_id;\n", + " if (((id === undefined) || !(id in PyViz.plot_index)) && (server_id !== undefined)) { return; }\n", + " var comm = window.PyViz.comm_manager.get_client_comm(\"hv-extension-comm\", \"hv-extension-comm\", function () {});\n", + " if (server_id !== null) {\n", + " comm.send({event_type: 'server_delete', 'id': server_id});\n", + " return;\n", + " } else if (comm !== null) {\n", + " comm.send({event_type: 'delete', 'id': id});\n", + " }\n", + " delete PyViz.plot_index[id];\n", + " if ((window.Bokeh !== undefined) & (id in window.Bokeh.index)) {\n", + " var doc = window.Bokeh.index[id].model.document\n", + " doc.clear();\n", + " const i = window.Bokeh.documents.indexOf(doc);\n", + " if (i > -1) {\n", + " window.Bokeh.documents.splice(i, 1);\n", + " }\n", + " }\n", + "}\n", + "\n", + "/**\n", + " * Handle kernel restart event\n", + " */\n", + "function handle_kernel_cleanup(event, handle) {\n", + " delete PyViz.comms[\"hv-extension-comm\"];\n", + " window.PyViz.plot_index = {}\n", + "}\n", + "\n", + "/**\n", + " * Handle update_display_data messages\n", + " */\n", + "function handle_update_output(event, handle) {\n", + " handle_clear_output(event, {cell: {output_area: handle.output_area}})\n", + " handle_add_output(event, handle)\n", + "}\n", + "\n", + "function register_renderer(events, OutputArea) {\n", + " function append_mime(data, metadata, element) {\n", + " // create a DOM node to render to\n", + " var toinsert = this.create_output_subarea(\n", + " metadata,\n", + " CLASS_NAME,\n", + " EXEC_MIME_TYPE\n", + " );\n", + " this.keyboard_manager.register_events(toinsert);\n", + " // Render to node\n", + " var props = {data: data, metadata: metadata[EXEC_MIME_TYPE]};\n", + " render(props, toinsert[0]);\n", + " element.append(toinsert);\n", + " return toinsert\n", + " }\n", + "\n", + " events.on('output_added.OutputArea', handle_add_output);\n", + " events.on('output_updated.OutputArea', handle_update_output);\n", + " events.on('clear_output.CodeCell', handle_clear_output);\n", + " events.on('delete.Cell', handle_clear_output);\n", + " events.on('kernel_ready.Kernel', handle_kernel_cleanup);\n", + "\n", + " OutputArea.prototype.register_mime_type(EXEC_MIME_TYPE, append_mime, {\n", + " safe: true,\n", + " index: 0\n", + " });\n", + "}\n", + "\n", + "if (window.Jupyter !== undefined) {\n", + " try {\n", + " var events = require('base/js/events');\n", + " var OutputArea = require('notebook/js/outputarea').OutputArea;\n", + " if (OutputArea.prototype.mime_types().indexOf(EXEC_MIME_TYPE) == -1) {\n", + " register_renderer(events, OutputArea);\n", + " }\n", + " } catch(err) {\n", + " }\n", + "}\n" + ], + "application/vnd.holoviews_load.v0+json": "\nif ((window.PyViz === undefined) || (window.PyViz instanceof HTMLElement)) {\n window.PyViz = {comms: {}, comm_status:{}, kernels:{}, receivers: {}, plot_index: []}\n}\n\n\n function JupyterCommManager() {\n }\n\n JupyterCommManager.prototype.register_target = function(plot_id, comm_id, msg_handler) {\n if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n comm_manager.register_target(comm_id, function(comm) {\n comm.on_msg(msg_handler);\n });\n } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n window.PyViz.kernels[plot_id].registerCommTarget(comm_id, function(comm) {\n comm.onMsg = msg_handler;\n });\n } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n google.colab.kernel.comms.registerTarget(comm_id, (comm) => {\n var messages = comm.messages[Symbol.asyncIterator]();\n function processIteratorResult(result) {\n var message = result.value;\n console.log(message)\n var content = {data: message.data, comm_id};\n var buffers = []\n for (var buffer of message.buffers || []) {\n buffers.push(new DataView(buffer))\n }\n var metadata = message.metadata || {};\n var msg = {content, buffers, metadata}\n msg_handler(msg);\n return messages.next().then(processIteratorResult);\n }\n return messages.next().then(processIteratorResult);\n })\n }\n }\n\n JupyterCommManager.prototype.get_client_comm = function(plot_id, comm_id, msg_handler) {\n if (comm_id in window.PyViz.comms) {\n return window.PyViz.comms[comm_id];\n } else if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n var comm = comm_manager.new_comm(comm_id, {}, {}, {}, comm_id);\n if (msg_handler) {\n comm.on_msg(msg_handler);\n }\n } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n var comm = window.PyViz.kernels[plot_id].connectToComm(comm_id);\n comm.open();\n if (msg_handler) {\n comm.onMsg = msg_handler;\n }\n } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n var comm_promise = google.colab.kernel.comms.open(comm_id)\n comm_promise.then((comm) => {\n window.PyViz.comms[comm_id] = comm;\n if (msg_handler) {\n var messages = comm.messages[Symbol.asyncIterator]();\n function processIteratorResult(result) {\n var message = result.value;\n var content = {data: message.data};\n var metadata = message.metadata || {comm_id};\n var msg = {content, metadata}\n msg_handler(msg);\n return messages.next().then(processIteratorResult);\n }\n return messages.next().then(processIteratorResult);\n }\n }) \n var sendClosure = (data, metadata, buffers, disposeOnDone) => {\n return comm_promise.then((comm) => {\n comm.send(data, metadata, buffers, disposeOnDone);\n });\n };\n var comm = {\n send: sendClosure\n };\n }\n window.PyViz.comms[comm_id] = comm;\n return comm;\n }\n window.PyViz.comm_manager = new JupyterCommManager();\n \n\n\nvar JS_MIME_TYPE = 'application/javascript';\nvar HTML_MIME_TYPE = 'text/html';\nvar EXEC_MIME_TYPE = 'application/vnd.holoviews_exec.v0+json';\nvar CLASS_NAME = 'output';\n\n/**\n * Render data to the DOM node\n */\nfunction render(props, node) {\n var div = document.createElement(\"div\");\n var script = document.createElement(\"script\");\n node.appendChild(div);\n node.appendChild(script);\n}\n\n/**\n * Handle when a new output is added\n */\nfunction handle_add_output(event, handle) {\n var output_area = handle.output_area;\n var output = handle.output;\n if ((output.data == undefined) || (!output.data.hasOwnProperty(EXEC_MIME_TYPE))) {\n return\n }\n var id = output.metadata[EXEC_MIME_TYPE][\"id\"];\n var toinsert = output_area.element.find(\".\" + CLASS_NAME.split(' ')[0]);\n if (id !== undefined) {\n var nchildren = toinsert.length;\n var html_node = toinsert[nchildren-1].children[0];\n html_node.innerHTML = output.data[HTML_MIME_TYPE];\n var scripts = [];\n var nodelist = html_node.querySelectorAll(\"script\");\n for (var i in nodelist) {\n if (nodelist.hasOwnProperty(i)) {\n scripts.push(nodelist[i])\n }\n }\n\n scripts.forEach( function (oldScript) {\n var newScript = document.createElement(\"script\");\n var attrs = [];\n var nodemap = oldScript.attributes;\n for (var j in nodemap) {\n if (nodemap.hasOwnProperty(j)) {\n attrs.push(nodemap[j])\n }\n }\n attrs.forEach(function(attr) { newScript.setAttribute(attr.name, attr.value) });\n newScript.appendChild(document.createTextNode(oldScript.innerHTML));\n oldScript.parentNode.replaceChild(newScript, oldScript);\n });\n if (JS_MIME_TYPE in output.data) {\n toinsert[nchildren-1].children[1].textContent = output.data[JS_MIME_TYPE];\n }\n output_area._hv_plot_id = id;\n if ((window.Bokeh !== undefined) && (id in Bokeh.index)) {\n window.PyViz.plot_index[id] = Bokeh.index[id];\n } else {\n window.PyViz.plot_index[id] = null;\n }\n } else if (output.metadata[EXEC_MIME_TYPE][\"server_id\"] !== undefined) {\n var bk_div = document.createElement(\"div\");\n bk_div.innerHTML = output.data[HTML_MIME_TYPE];\n var script_attrs = bk_div.children[0].attributes;\n for (var i = 0; i < script_attrs.length; i++) {\n toinsert[toinsert.length - 1].childNodes[1].setAttribute(script_attrs[i].name, script_attrs[i].value);\n }\n // store reference to server id on output_area\n output_area._bokeh_server_id = output.metadata[EXEC_MIME_TYPE][\"server_id\"];\n }\n}\n\n/**\n * Handle when an output is cleared or removed\n */\nfunction handle_clear_output(event, handle) {\n var id = handle.cell.output_area._hv_plot_id;\n var server_id = handle.cell.output_area._bokeh_server_id;\n if (((id === undefined) || !(id in PyViz.plot_index)) && (server_id !== undefined)) { return; }\n var comm = window.PyViz.comm_manager.get_client_comm(\"hv-extension-comm\", \"hv-extension-comm\", function () {});\n if (server_id !== null) {\n comm.send({event_type: 'server_delete', 'id': server_id});\n return;\n } else if (comm !== null) {\n comm.send({event_type: 'delete', 'id': id});\n }\n delete PyViz.plot_index[id];\n if ((window.Bokeh !== undefined) & (id in window.Bokeh.index)) {\n var doc = window.Bokeh.index[id].model.document\n doc.clear();\n const i = window.Bokeh.documents.indexOf(doc);\n if (i > -1) {\n window.Bokeh.documents.splice(i, 1);\n }\n }\n}\n\n/**\n * Handle kernel restart event\n */\nfunction handle_kernel_cleanup(event, handle) {\n delete PyViz.comms[\"hv-extension-comm\"];\n window.PyViz.plot_index = {}\n}\n\n/**\n * Handle update_display_data messages\n */\nfunction handle_update_output(event, handle) {\n handle_clear_output(event, {cell: {output_area: handle.output_area}})\n handle_add_output(event, handle)\n}\n\nfunction register_renderer(events, OutputArea) {\n function append_mime(data, metadata, element) {\n // create a DOM node to render to\n var toinsert = this.create_output_subarea(\n metadata,\n CLASS_NAME,\n EXEC_MIME_TYPE\n );\n this.keyboard_manager.register_events(toinsert);\n // Render to node\n var props = {data: data, metadata: metadata[EXEC_MIME_TYPE]};\n render(props, toinsert[0]);\n element.append(toinsert);\n return toinsert\n }\n\n events.on('output_added.OutputArea', handle_add_output);\n events.on('output_updated.OutputArea', handle_update_output);\n events.on('clear_output.CodeCell', handle_clear_output);\n events.on('delete.Cell', handle_clear_output);\n events.on('kernel_ready.Kernel', handle_kernel_cleanup);\n\n OutputArea.prototype.register_mime_type(EXEC_MIME_TYPE, append_mime, {\n safe: true,\n index: 0\n });\n}\n\nif (window.Jupyter !== undefined) {\n try {\n var events = require('base/js/events');\n var OutputArea = require('notebook/js/outputarea').OutputArea;\n if (OutputArea.prototype.mime_types().indexOf(EXEC_MIME_TYPE) == -1) {\n register_renderer(events, OutputArea);\n }\n } catch(err) {\n }\n}\n" + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/javascript": [ + "(function(root) {\n", + " function now() {\n", + " return new Date();\n", + " }\n", + "\n", + " const force = false;\n", + " const py_version = '3.5.2'.replace('rc', '-rc.').replace('.dev', '-dev.');\n", + " const reloading = true;\n", + " const Bokeh = root.Bokeh;\n", + "\n", + " // Set a timeout for this load but only if we are not already initializing\n", + " if (typeof (root._bokeh_timeout) === \"undefined\" || (force || !root._bokeh_is_initializing)) {\n", + " root._bokeh_timeout = Date.now() + 5000;\n", + " root._bokeh_failed_load = false;\n", + " }\n", + "\n", + " function run_callbacks() {\n", + " try {\n", + " root._bokeh_onload_callbacks.forEach(function(callback) {\n", + " if (callback != null)\n", + " callback();\n", + " });\n", + " } finally {\n", + " delete root._bokeh_onload_callbacks;\n", + " }\n", + " console.debug(\"Bokeh: all callbacks have finished\");\n", + " }\n", + "\n", + " function load_libs(css_urls, js_urls, js_modules, js_exports, callback) {\n", + " if (css_urls == null) css_urls = [];\n", + " if (js_urls == null) js_urls = [];\n", + " if (js_modules == null) js_modules = [];\n", + " if (js_exports == null) js_exports = {};\n", + "\n", + " root._bokeh_onload_callbacks.push(callback);\n", + "\n", + " if (root._bokeh_is_loading > 0) {\n", + " // Don't load bokeh if it is still initializing\n", + " console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n", + " return null;\n", + " } else if (js_urls.length === 0 && js_modules.length === 0 && Object.keys(js_exports).length === 0) {\n", + " // There is nothing to load\n", + " run_callbacks();\n", + " return null;\n", + " }\n", + "\n", + " function on_load() {\n", + " root._bokeh_is_loading--;\n", + " if (root._bokeh_is_loading === 0) {\n", + " console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n", + " run_callbacks()\n", + " }\n", + " }\n", + " window._bokeh_on_load = on_load\n", + "\n", + " function on_error(e) {\n", + " const src_el = e.srcElement\n", + " console.error(\"failed to load \" + (src_el.href || src_el.src));\n", + " }\n", + "\n", + " const skip = [];\n", + " if (window.requirejs) {\n", + " window.requirejs.config({'packages': {}, 'paths': {}, 'shim': {}});\n", + " root._bokeh_is_loading = css_urls.length + 0;\n", + " } else {\n", + " root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length + Object.keys(js_exports).length;\n", + " }\n", + "\n", + " const existing_stylesheets = []\n", + " const links = document.getElementsByTagName('link')\n", + " for (let i = 0; i < links.length; i++) {\n", + " const link = links[i]\n", + " if (link.href != null) {\n", + " existing_stylesheets.push(link.href)\n", + " }\n", + " }\n", + " for (let i = 0; i < css_urls.length; i++) {\n", + " const url = css_urls[i];\n", + " const escaped = encodeURI(url)\n", + " if (existing_stylesheets.indexOf(escaped) !== -1) {\n", + " on_load()\n", + " continue;\n", + " }\n", + " const element = document.createElement(\"link\");\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.rel = \"stylesheet\";\n", + " element.type = \"text/css\";\n", + " element.href = url;\n", + " console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n", + " document.body.appendChild(element);\n", + " } var existing_scripts = []\n", + " const scripts = document.getElementsByTagName('script')\n", + " for (let i = 0; i < scripts.length; i++) {\n", + " var script = scripts[i]\n", + " if (script.src != null) {\n", + " existing_scripts.push(script.src)\n", + " }\n", + " }\n", + " for (let i = 0; i < js_urls.length; i++) {\n", + " const url = js_urls[i];\n", + " const escaped = encodeURI(url)\n", + " if (skip.indexOf(escaped) !== -1 || existing_scripts.indexOf(escaped) !== -1) {\n", + " if (!window.requirejs) {\n", + " on_load();\n", + " }\n", + " continue;\n", + " }\n", + " const element = document.createElement('script');\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.src = url;\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " document.head.appendChild(element);\n", + " }\n", + " for (let i = 0; i < js_modules.length; i++) {\n", + " const url = js_modules[i];\n", + " const escaped = encodeURI(url)\n", + " if (skip.indexOf(escaped) !== -1 || existing_scripts.indexOf(escaped) !== -1) {\n", + " if (!window.requirejs) {\n", + " on_load();\n", + " }\n", + " continue;\n", + " }\n", + " var element = document.createElement('script');\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.src = url;\n", + " element.type = \"module\";\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " document.head.appendChild(element);\n", + " }\n", + " for (const name in js_exports) {\n", + " const url = js_exports[name];\n", + " const escaped = encodeURI(url)\n", + " if (skip.indexOf(escaped) >= 0 || root[name] != null) {\n", + " if (!window.requirejs) {\n", + " on_load();\n", + " }\n", + " continue;\n", + " }\n", + " var element = document.createElement('script');\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.type = \"module\";\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " element.textContent = `\n", + " import ${name} from \"${url}\"\n", + " window.${name} = ${name}\n", + " window._bokeh_on_load()\n", + " `\n", + " document.head.appendChild(element);\n", + " }\n", + " if (!js_urls.length && !js_modules.length) {\n", + " on_load()\n", + " }\n", + " };\n", + "\n", + " function inject_raw_css(css) {\n", + " const element = document.createElement(\"style\");\n", + " element.appendChild(document.createTextNode(css));\n", + " document.body.appendChild(element);\n", + " }\n", + "\n", + " const js_urls = [\"https://cdn.holoviz.org/panel/1.5.4/dist/bundled/reactiveesm/es-module-shims@^1.10.0/dist/es-module-shims.min.js\"];\n", + " const js_modules = [];\n", + " const js_exports = {};\n", + " const css_urls = [];\n", + " const inline_js = [ function(Bokeh) {\n", + " Bokeh.set_log_level(\"info\");\n", + " },\n", + "function(Bokeh) {} // ensure no trailing comma for IE\n", + " ];\n", + "\n", + " function run_inline_js() {\n", + " if ((root.Bokeh !== undefined) || (force === true)) {\n", + " for (let i = 0; i < inline_js.length; i++) {\n", + " try {\n", + " inline_js[i].call(root, root.Bokeh);\n", + " } catch(e) {\n", + " if (!reloading) {\n", + " throw e;\n", + " }\n", + " }\n", + " }\n", + " // Cache old bokeh versions\n", + " if (Bokeh != undefined && !reloading) {\n", + " var NewBokeh = root.Bokeh;\n", + " if (Bokeh.versions === undefined) {\n", + " Bokeh.versions = new Map();\n", + " }\n", + " if (NewBokeh.version !== Bokeh.version) {\n", + " Bokeh.versions.set(NewBokeh.version, NewBokeh)\n", + " }\n", + " root.Bokeh = Bokeh;\n", + " }\n", + " } else if (Date.now() < root._bokeh_timeout) {\n", + " setTimeout(run_inline_js, 100);\n", + " } else if (!root._bokeh_failed_load) {\n", + " console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n", + " root._bokeh_failed_load = true;\n", + " }\n", + " root._bokeh_is_initializing = false\n", + " }\n", + "\n", + " function load_or_wait() {\n", + " // Implement a backoff loop that tries to ensure we do not load multiple\n", + " // versions of Bokeh and its dependencies at the same time.\n", + " // In recent versions we use the root._bokeh_is_initializing flag\n", + " // to determine whether there is an ongoing attempt to initialize\n", + " // bokeh, however for backward compatibility we also try to ensure\n", + " // that we do not start loading a newer (Panel>=1.0 and Bokeh>3) version\n", + " // before older versions are fully initialized.\n", + " if (root._bokeh_is_initializing && Date.now() > root._bokeh_timeout) {\n", + " // If the timeout and bokeh was not successfully loaded we reset\n", + " // everything and try loading again\n", + " root._bokeh_timeout = Date.now() + 5000;\n", + " root._bokeh_is_initializing = false;\n", + " root._bokeh_onload_callbacks = undefined;\n", + " root._bokeh_is_loading = 0\n", + " console.log(\"Bokeh: BokehJS was loaded multiple times but one version failed to initialize.\");\n", + " load_or_wait();\n", + " } else if (root._bokeh_is_initializing || (typeof root._bokeh_is_initializing === \"undefined\" && root._bokeh_onload_callbacks !== undefined)) {\n", + " setTimeout(load_or_wait, 100);\n", + " } else {\n", + " root._bokeh_is_initializing = true\n", + " root._bokeh_onload_callbacks = []\n", + " const bokeh_loaded = root.Bokeh != null && (root.Bokeh.version === py_version || (root.Bokeh.versions !== undefined && root.Bokeh.versions.has(py_version)));\n", + " if (!reloading && !bokeh_loaded) {\n", + " if (root.Bokeh) {\n", + " root.Bokeh = undefined;\n", + " }\n", + " console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n", + " }\n", + " load_libs(css_urls, js_urls, js_modules, js_exports, function() {\n", + " console.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n", + " run_inline_js();\n", + " });\n", + " }\n", + " }\n", + " // Give older versions of the autoload script a head-start to ensure\n", + " // they initialize before we start loading newer version.\n", + " setTimeout(load_or_wait, 100)\n", + "}(window));" + ], + "application/vnd.holoviews_load.v0+json": "(function(root) {\n function now() {\n return new Date();\n }\n\n const force = false;\n const py_version = '3.5.2'.replace('rc', '-rc.').replace('.dev', '-dev.');\n const reloading = true;\n const Bokeh = root.Bokeh;\n\n // Set a timeout for this load but only if we are not already initializing\n if (typeof (root._bokeh_timeout) === \"undefined\" || (force || !root._bokeh_is_initializing)) {\n root._bokeh_timeout = Date.now() + 5000;\n root._bokeh_failed_load = false;\n }\n\n function run_callbacks() {\n try {\n root._bokeh_onload_callbacks.forEach(function(callback) {\n if (callback != null)\n callback();\n });\n } finally {\n delete root._bokeh_onload_callbacks;\n }\n console.debug(\"Bokeh: all callbacks have finished\");\n }\n\n function load_libs(css_urls, js_urls, js_modules, js_exports, callback) {\n if (css_urls == null) css_urls = [];\n if (js_urls == null) js_urls = [];\n if (js_modules == null) js_modules = [];\n if (js_exports == null) js_exports = {};\n\n root._bokeh_onload_callbacks.push(callback);\n\n if (root._bokeh_is_loading > 0) {\n // Don't load bokeh if it is still initializing\n console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n return null;\n } else if (js_urls.length === 0 && js_modules.length === 0 && Object.keys(js_exports).length === 0) {\n // There is nothing to load\n run_callbacks();\n return null;\n }\n\n function on_load() {\n root._bokeh_is_loading--;\n if (root._bokeh_is_loading === 0) {\n console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n run_callbacks()\n }\n }\n window._bokeh_on_load = on_load\n\n function on_error(e) {\n const src_el = e.srcElement\n console.error(\"failed to load \" + (src_el.href || src_el.src));\n }\n\n const skip = [];\n if (window.requirejs) {\n window.requirejs.config({'packages': {}, 'paths': {}, 'shim': {}});\n root._bokeh_is_loading = css_urls.length + 0;\n } else {\n root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length + Object.keys(js_exports).length;\n }\n\n const existing_stylesheets = []\n const links = document.getElementsByTagName('link')\n for (let i = 0; i < links.length; i++) {\n const link = links[i]\n if (link.href != null) {\n existing_stylesheets.push(link.href)\n }\n }\n for (let i = 0; i < css_urls.length; i++) {\n const url = css_urls[i];\n const escaped = encodeURI(url)\n if (existing_stylesheets.indexOf(escaped) !== -1) {\n on_load()\n continue;\n }\n const element = document.createElement(\"link\");\n element.onload = on_load;\n element.onerror = on_error;\n element.rel = \"stylesheet\";\n element.type = \"text/css\";\n element.href = url;\n console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n document.body.appendChild(element);\n } var existing_scripts = []\n const scripts = document.getElementsByTagName('script')\n for (let i = 0; i < scripts.length; i++) {\n var script = scripts[i]\n if (script.src != null) {\n existing_scripts.push(script.src)\n }\n }\n for (let i = 0; i < js_urls.length; i++) {\n const url = js_urls[i];\n const escaped = encodeURI(url)\n if (skip.indexOf(escaped) !== -1 || existing_scripts.indexOf(escaped) !== -1) {\n if (!window.requirejs) {\n on_load();\n }\n continue;\n }\n const element = document.createElement('script');\n element.onload = on_load;\n element.onerror = on_error;\n element.async = false;\n element.src = url;\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n document.head.appendChild(element);\n }\n for (let i = 0; i < js_modules.length; i++) {\n const url = js_modules[i];\n const escaped = encodeURI(url)\n if (skip.indexOf(escaped) !== -1 || existing_scripts.indexOf(escaped) !== -1) {\n if (!window.requirejs) {\n on_load();\n }\n continue;\n }\n var element = document.createElement('script');\n element.onload = on_load;\n element.onerror = on_error;\n element.async = false;\n element.src = url;\n element.type = \"module\";\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n document.head.appendChild(element);\n }\n for (const name in js_exports) {\n const url = js_exports[name];\n const escaped = encodeURI(url)\n if (skip.indexOf(escaped) >= 0 || root[name] != null) {\n if (!window.requirejs) {\n on_load();\n }\n continue;\n }\n var element = document.createElement('script');\n element.onerror = on_error;\n element.async = false;\n element.type = \"module\";\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n element.textContent = `\n import ${name} from \"${url}\"\n window.${name} = ${name}\n window._bokeh_on_load()\n `\n document.head.appendChild(element);\n }\n if (!js_urls.length && !js_modules.length) {\n on_load()\n }\n };\n\n function inject_raw_css(css) {\n const element = document.createElement(\"style\");\n element.appendChild(document.createTextNode(css));\n document.body.appendChild(element);\n }\n\n const js_urls = [\"https://cdn.holoviz.org/panel/1.5.4/dist/bundled/reactiveesm/es-module-shims@^1.10.0/dist/es-module-shims.min.js\"];\n const js_modules = [];\n const js_exports = {};\n const css_urls = [];\n const inline_js = [ function(Bokeh) {\n Bokeh.set_log_level(\"info\");\n },\nfunction(Bokeh) {} // ensure no trailing comma for IE\n ];\n\n function run_inline_js() {\n if ((root.Bokeh !== undefined) || (force === true)) {\n for (let i = 0; i < inline_js.length; i++) {\n try {\n inline_js[i].call(root, root.Bokeh);\n } catch(e) {\n if (!reloading) {\n throw e;\n }\n }\n }\n // Cache old bokeh versions\n if (Bokeh != undefined && !reloading) {\n var NewBokeh = root.Bokeh;\n if (Bokeh.versions === undefined) {\n Bokeh.versions = new Map();\n }\n if (NewBokeh.version !== Bokeh.version) {\n Bokeh.versions.set(NewBokeh.version, NewBokeh)\n }\n root.Bokeh = Bokeh;\n }\n } else if (Date.now() < root._bokeh_timeout) {\n setTimeout(run_inline_js, 100);\n } else if (!root._bokeh_failed_load) {\n console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n root._bokeh_failed_load = true;\n }\n root._bokeh_is_initializing = false\n }\n\n function load_or_wait() {\n // Implement a backoff loop that tries to ensure we do not load multiple\n // versions of Bokeh and its dependencies at the same time.\n // In recent versions we use the root._bokeh_is_initializing flag\n // to determine whether there is an ongoing attempt to initialize\n // bokeh, however for backward compatibility we also try to ensure\n // that we do not start loading a newer (Panel>=1.0 and Bokeh>3) version\n // before older versions are fully initialized.\n if (root._bokeh_is_initializing && Date.now() > root._bokeh_timeout) {\n // If the timeout and bokeh was not successfully loaded we reset\n // everything and try loading again\n root._bokeh_timeout = Date.now() + 5000;\n root._bokeh_is_initializing = false;\n root._bokeh_onload_callbacks = undefined;\n root._bokeh_is_loading = 0\n console.log(\"Bokeh: BokehJS was loaded multiple times but one version failed to initialize.\");\n load_or_wait();\n } else if (root._bokeh_is_initializing || (typeof 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<xarray.Dataset> Size: 2GB\n",
+       "Dimensions:      (time: 3, y: 8874, x: 9902)\n",
+       "Coordinates:\n",
+       "  * time         (time) datetime64[ns] 24B 2023-03-05T22:46:10.500000 ... 202...\n",
+       "  * y            (y) float64 71kB 1.106e+06 1.106e+06 ... 1.017e+06 1.017e+06\n",
+       "  * x            (x) float64 79kB 5.548e+05 5.548e+05 ... 6.538e+05 6.538e+05\n",
+       "    spatial_ref  int32 4B 32648\n",
+       "Data variables:\n",
+       "    vv           (time, y, x) float32 1GB dask.array<chunksize=(1, 2048, 2048), meta=np.ndarray>\n",
+       "    vh           (time, y, x) float32 1GB dask.array<chunksize=(1, 2048, 2048), meta=np.ndarray>\n",
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+       "    crs:           EPSG:32648\n",
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" + ], + "text/plain": [ + " Size: 2GB\n", + "Dimensions: (time: 3, y: 8874, x: 9902)\n", + "Coordinates:\n", + " * time (time) datetime64[ns] 24B 2023-03-05T22:46:10.500000 ... 202...\n", + " * y (y) float64 71kB 1.106e+06 1.106e+06 ... 1.017e+06 1.017e+06\n", + " * x (x) float64 79kB 5.548e+05 5.548e+05 ... 6.538e+05 6.538e+05\n", + " spatial_ref int32 4B 32648\n", + "Data variables:\n", + " vv (time, y, x) float32 1GB dask.array\n", + " vh (time, y, x) float32 1GB dask.array\n", + "Attributes:\n", + " crs: EPSG:32648\n", + " grid_mapping: spatial_ref" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# tải dữ liệu vh vv từ vệ tinh sentinel-1\n", + "dsvh, dsvv = load_data_sen1(dc, date_range, coordinates)" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "c4d11ba1-b40a-4969-b911-e70914629dc9", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/env/lib/python3.12/site-packages/xarray/groupers.py:487: FutureWarning: 'M' is deprecated and will be removed in a future version, please use 'ME' instead.\n", + " self.index_grouper = pd.Grouper(\n" + ] + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "9a110b2168ff48519e40f3ef5658f2bd", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "VBox()" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "average_vh = calculate_average(dsvh, time_pattern='1M')\n", + "progress(average_vh)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "3849455c-e4ea-4c83-9693-990a8edce2e8", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/env/lib/python3.12/site-packages/xarray/groupers.py:487: FutureWarning: 'M' is deprecated and will be removed in a future version, please use 'ME' instead.\n", + " self.index_grouper = pd.Grouper(\n" + ] + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "3de2ee24759f477da7dda25e23b042e2", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "VBox()" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "average_vv = calculate_average(dsvv, time_pattern='1M')\n", + "progress(average_vv)" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "b6a66c55-ae30-4af9-9b8d-8d4f2152cf93", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "CPU times: user 764 ms, sys: 635 ms, total: 1.4 s\n", + "Wall time: 4min 38s\n" + ] + }, + { + "data": { + "text/html": [ + "
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+       "  * x            (x) float64 79kB 5.548e+05 5.548e+05 ... 6.538e+05 6.538e+05\n",
+       "    spatial_ref  int32 4B 32648\n",
+       "  * time         (time) datetime64[ns] 8B 2023-03-31\n",
+       "Attributes:\n",
+       "    units:         intensity\n",
+       "    nodata:        nan\n",
+       "    crs:           EPSG:32648\n",
+       "    grid_mapping:  spatial_ref
" + ], + "text/plain": [ + " Size: 351MB\n", + "array([[[0.19917326, 0.2036858 , 0.20597248, ..., 0.23972352,\n", + " 0.23907872, 0.23844711],\n", + " [0.19917326, 0.2036858 , 0.20597248, ..., 0.25530738,\n", + " 0.25576517, 0.25507364],\n", + " [0.20632547, 0.20605431, 0.2029686 , ..., 0.28056654,\n", + " 0.28108242, 0.27629215],\n", + " ...,\n", + " [0.06841445, 0.07078951, 0.07297197, ..., 0.06806423,\n", + " 0.06924058, 0.06730109],\n", + " [0.07230996, 0.07190628, 0.07310792, ..., 0.06789783,\n", + " 0.06905217, 0.06681374],\n", + " [0.07501791, 0.07259221, 0.07343484, ..., 0.06789783,\n", + " 0.06905217, 0.06681374]]], dtype=float32)\n", + "Coordinates:\n", + " * y (y) float64 71kB 1.106e+06 1.106e+06 ... 1.017e+06 1.017e+06\n", + " * x (x) float64 79kB 5.548e+05 5.548e+05 ... 6.538e+05 6.538e+05\n", + " spatial_ref int32 4B 32648\n", + " * time (time) datetime64[ns] 8B 2023-03-31\n", + "Attributes:\n", + " units: intensity\n", + " nodata: nan\n", + " crs: EPSG:32648\n", + " grid_mapping: spatial_ref" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "%%time\n", + "average_vh.compute()\n", + "average_vv.compute()" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "46f285ce-490c-42e1-9822-8154b37704f6", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "No datasets require offset correction\n", + "The valid_data_mask and scale (no offset) have been applied to the reflectance bands\n" + ] + }, + { + "data": { + "text/html": [ + "

Dataset size: 8.84 GB

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<xarray.Dataset> Size: 9GB\n",
+       "Dimensions:      (time: 12, y: 8874, x: 9902)\n",
+       "Coordinates:\n",
+       "  * time         (time) datetime64[ns] 96B 2023-03-01T03:35:09.182000 ... 202...\n",
+       "  * y            (y) float64 71kB 1.106e+06 1.106e+06 ... 1.017e+06 1.017e+06\n",
+       "  * x            (x) float64 79kB 5.548e+05 5.548e+05 ... 6.538e+05 6.538e+05\n",
+       "    spatial_ref  int32 4B 32648\n",
+       "Data variables:\n",
+       "    red          (time, y, x) float32 4GB dask.array<chunksize=(1, 2048, 2048), meta=np.ndarray>\n",
+       "    nir          (time, y, x) float32 4GB dask.array<chunksize=(1, 2048, 2048), meta=np.ndarray>\n",
+       "    scl          (time, y, x) uint8 1GB dask.array<chunksize=(1, 2048, 2048), meta=np.ndarray>\n",
+       "Attributes:\n",
+       "    crs:           EPSG:32648\n",
+       "    grid_mapping:  spatial_ref
" + ], + "text/plain": [ + " Size: 9GB\n", + "Dimensions: (time: 12, y: 8874, x: 9902)\n", + "Coordinates:\n", + " * time (time) datetime64[ns] 96B 2023-03-01T03:35:09.182000 ... 202...\n", + " * y (y) float64 71kB 1.106e+06 1.106e+06 ... 1.017e+06 1.017e+06\n", + " * x (x) float64 79kB 5.548e+05 5.548e+05 ... 6.538e+05 6.538e+05\n", + " spatial_ref int32 4B 32648\n", + "Data variables:\n", + " red (time, y, x) float32 4GB dask.array\n", + " nir (time, y, x) float32 4GB dask.array\n", + " scl (time, y, x) uint8 1GB dask.array\n", + "Attributes:\n", + " crs: EPSG:32648\n", + " grid_mapping: spatial_ref" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "data_sen2 = load_data_sen2(dc, date_range, coordinates)\n", + "notebook_utils.heading(notebook_utils.xarray_object_size(data_sen2))\n", + "display(data_sen2)" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "8cb877b1-a69e-4ee8-b54c-235b5ba83084", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/plain": [ + "{'0': 'no data',\n", + " '1': 'saturated or defective',\n", + " '2': 'dark area pixels',\n", + " '3': 'cloud shadows',\n", + " '4': 'vegetation',\n", + " '5': 'bare soils',\n", + " '6': 'water',\n", + " '7': 'unclassified',\n", + " '8': 'cloud medium probability',\n", + " '9': 'cloud high probability',\n", + " '10': 'thin cirrus',\n", + " '11': 'snow or ice'}" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "CPU times: user 58.6 ms, sys: 480 μs, total: 59.1 ms\n", + "Wall time: 57.5 ms\n" + ] + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "e59e184129434d098bcab7a79ee8bf4c", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "VBox()" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "%%time\n", + "# Tiến hành loại bỏ các vị trí bị mây ảnh hưởng\n", + "result = mask_cloud(data_sen2)\n", + "progress(result)" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "325668db-040c-44d1-8cac-749f1850067d", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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<xarray.DataArray 'NDVI' (time: 12, y: 8874, x: 9902)> Size: 4GB\n",
+       "dask.array<truediv, shape=(12, 8874, 9902), dtype=float32, chunksize=(1, 2048, 2048), chunktype=numpy.ndarray>\n",
+       "Coordinates:\n",
+       "  * time         (time) datetime64[ns] 96B 2023-03-01T03:35:09.182000 ... 202...\n",
+       "  * y            (y) float64 71kB 1.106e+06 1.106e+06 ... 1.017e+06 1.017e+06\n",
+       "  * x            (x) float64 79kB 5.548e+05 5.548e+05 ... 6.538e+05 6.538e+05\n",
+       "    spatial_ref  int32 4B 32648
" + ], + "text/plain": [ + " Size: 4GB\n", + "dask.array\n", + "Coordinates:\n", + " * time (time) datetime64[ns] 96B 2023-03-01T03:35:09.182000 ... 202...\n", + " * y (y) float64 71kB 1.106e+06 1.106e+06 ... 1.017e+06 1.017e+06\n", + " * x (x) float64 79kB 5.548e+05 5.548e+05 ... 6.538e+05 6.538e+05\n", + " spatial_ref int32 4B 32648" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# calculate NDVI\n", + "dsNDVI = calculate_indices(result, index='NDVI', satellite_mission='s2')\n", + "ndvi = dsNDVI[\"NDVI\"]\n", + "display(ndvi)\n" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "f94969d8-d04f-4495-af63-6323d5c730ef", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "CPU times: user 24.2 ms, sys: 0 ns, total: 24.2 ms\n", + "Wall time: 23.3 ms\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/env/lib/python3.12/site-packages/xarray/groupers.py:487: FutureWarning: 'M' is deprecated and will be removed in a future version, please use 'ME' instead.\n", + " self.index_grouper = pd.Grouper(\n" + ] + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "51e16a0b9fcc432daddf5b30356f07b6", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "VBox()" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "2025-01-18 10:49:45,082 - tornado.application - ERROR - Exception in callback functools.partial(>, exception=CommClosedError('in : Stream is closed')>)\n", + "Traceback (most recent call last):\n", + " File \"/env/lib/python3.12/site-packages/distributed/comm/tcp.py\", line 225, in read\n", + " frames_nosplit_nbytes_bin = await stream.read_bytes(fmt_size)\n", + " ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n", + "tornado.iostream.StreamClosedError: Stream is closed\n", + "\n", + "The above exception was the direct cause of the following exception:\n", + "\n", + "Traceback (most recent call last):\n", + " File \"/env/lib/python3.12/site-packages/tornado/ioloop.py\", line 750, in _run_callback\n", + " ret = callback()\n", + " ^^^^^^^^^^\n", + " File \"/env/lib/python3.12/site-packages/tornado/ioloop.py\", line 774, in _discard_future_result\n", + " future.result()\n", + " File \"/env/lib/python3.12/site-packages/distributed/diagnostics/progressbar.py\", line 321, in listen\n", + " response = await self.comm.read(\n", + " ^^^^^^^^^^^^^^^^^^^^^\n", + " File \"/env/lib/python3.12/site-packages/distributed/comm/tcp.py\", line 236, in read\n", + " convert_stream_closed_error(self, e)\n", + " File \"/env/lib/python3.12/site-packages/distributed/comm/tcp.py\", line 142, in convert_stream_closed_error\n", + " raise CommClosedError(f\"in {obj}: {exc}\") from exc\n", + "distributed.comm.core.CommClosedError: in : Stream is closed\n" + ] + } + ], + "source": [ + "%%time\n", + "# calculate average NDVI\n", + "average_ndvi = calculate_average (ndvi,time_pattern=\"1M\")\n", + "progress(average_ndvi)" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "06bd6bda-aa8b-44a0-9c8a-d17ccf5b86c3", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "average_ndvi = average_ndvi.compute()" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "af4fe58b-358a-42f8-b9a4-f3547d2c230b", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.imshow(average_ndvi.isel(time=0))" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "93929102-3ab5-4609-b9e9-dfafd3f32bcd", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "81220350-c319-4ed8-831c-5150c2a4e163", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "3a1a254b-78f6-4783-accc-d7b898bf1e2a", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "markdown", + "id": "edab3c39-1d85-4ef5-831c-f64070c31355", + "metadata": {}, + "source": [ + "###########################################CALCULATE ACCURACY##########################################" + ] + }, + { + "cell_type": "code", + "execution_count": 68, + "id": "c83d666e-139c-4215-909e-32c535532b19", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "fill_nan_model = joblib.load('output/regressors/max/gb_cloud.pkl')" + ] + }, + { + "cell_type": "code", + "execution_count": 64, + "id": "044303a9-e620-46e7-953f-e7f9b3ef91c6", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "mask = ~np.isnan(average_ndvi)\n", + "data = np.stack([average_vh.values[mask], average_vv.values[mask]], axis=1)\n", + "label = average_ndvi.values[mask]" + ] + }, + { + "cell_type": "code", + "execution_count": 65, + "id": "c38dda57-604f-4705-a282-eaec22f3ea12", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "(1000, 2)\n", + "(1000,)\n" + ] + } + ], + "source": [ + "num_samples = 1000\n", + "\n", + "# Generate random indices\n", + "random_indices = np.random.choice(data.shape[0], size=num_samples, replace=False)\n", + "\n", + "# Subset the data using the random indices\n", + "x = data[random_indices]\n", + "y = label[random_indices]\n", + "\n", + "# Check the new shape\n", + "print(x.shape)\n", + "print(y.shape)" + ] + }, + { + "cell_type": "code", + "execution_count": 66, + "id": "89039d87-49cf-4cac-8020-350c516d9332", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "# np.savez(\"input/saved_datasets/test_aug.npz\", data=x, label=y)" + ] + }, + { + "cell_type": "code", + "execution_count": 69, + "id": "8cdc9d56-6e4a-4da9-9280-e632a1434f12", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "MSE: 0.04130829795907553\n", + "MAE: 0.1617092873613522\n", + "R^2: 0.6916845336468708\n" + ] + } + ], + "source": [ + "preds = fill_nan_model.predict(x)\n", + "mse = mean_squared_error(y, preds)\n", + "mae = mean_absolute_error(y, preds)\n", + "r2 = r2_score(y, preds)\n", + "print(f\"MSE: {mse}\")\n", + "print(f\"MAE: {mae}\")\n", + "print(f\"R^2: {r2}\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "859e29ca-731c-4877-ace3-033f828185f7", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "markdown", + "id": "115ac772-ced4-4671-aeb3-9ee92aeef230", + "metadata": {}, + "source": [ + "#######################################DRAW GRAPH WITH DOTS##############################################" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "0863baf5-5b38-4abe-bb9d-455dfcb188c6", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "73fb2cc1-71cd-4361-a876-f2ad35203848", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "1be81b66-9ee6-4b4c-b511-3a57a541be31", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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NoXYLU2022HientrangHT_codegeometry
01.0603860.8191081162.862PomeloCLN3POINT (603860.819 1081162.862)
12.0601306.4101082782.940PomeloCLN3POINT (601306.41 1082782.94)
23.0601084.5101081351.870PomeloCLN3POINT (601084.51 1081351.87)
34.0602193.7601079205.220PomeloCLN3POINT (602193.76 1079205.22)
45.0602459.0001080946.000PomeloCLN3POINT (602459 1080946)
\n", + "
" + ], + "text/plain": [ + " No X Y LU2022 Hientrang HT_code \\\n", + "0 1.0 603860.819 1081162.862 Pomelo CLN 3 \n", + "1 2.0 601306.410 1082782.940 Pomelo CLN 3 \n", + "2 3.0 601084.510 1081351.870 Pomelo CLN 3 \n", + "3 4.0 602193.760 1079205.220 Pomelo CLN 3 \n", + "4 5.0 602459.000 1080946.000 Pomelo CLN 3 \n", + "\n", + " geometry \n", + "0 POINT (603860.819 1081162.862) \n", + "1 POINT (601306.41 1082782.94) \n", + "2 POINT (601084.51 1081351.87) \n", + "3 POINT (602193.76 1079205.22) \n", + "4 POINT (602459 1080946) " + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "train_path = \"input/train_points/1130/ST_1130_points.shp\" \n", + "# train_path = \"train/updated_data/ThuanHoa_DKS_Kappa.shp\"\n", + "ground_points = load_data_geo(train_path)\n", + "ground_points.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 57, + "id": "a24a5b13-a620-4154-bf17-6d277c8d6eb8", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "fill_nan_model = joblib.load('output/regressors/mean_no_negative/rf_cloud.pkl')" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "fa9191d7-6784-4e1d-a1dd-69a9dab56228", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "\n", + "def extract_data_with_HTcode(ground_points, average_ndvi, dsvh, dsvv):\n", + " datasets = {}\n", + " for idx, point in ground_points.iterrows():\n", + " \n", + " # Ensure each HT_code has its own dictionary\n", + " if point.HT_code not in datasets:\n", + " datasets[point.HT_code] = {'ndvi': [], 'vh': [], 'vv': []}\n", + " # Get the data for this point\n", + " ndvi_data = average_ndvi.sel(x=point.geometry.x, y=point.geometry.y, method='nearest').values\n", + " vh_data = dsvh.sel(x=point.geometry.x, y=point.geometry.y, method='nearest').values\n", + " vv_data = dsvv.sel(x=point.geometry.x, y=point.geometry.y, method='nearest').values\n", + " \n", + " # Append the data to the lists for this HT_code\n", + " datasets[point.HT_code]['ndvi'].append(ndvi_data)\n", + " datasets[point.HT_code]['vh'].append(vh_data)\n", + " datasets[point.HT_code]['vv'].append(vv_data)\n", + " \n", + " return datasets" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "069c9adb-1671-4470-93b2-abda9d855be4", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "data = extract_data_with_HTcode(ground_points, average_ndvi, average_vh, average_vv)" + ] + }, + { + "cell_type": "code", + "execution_count": 361, + "id": "cabb6f91-ff1c-43a5-b02d-d83266e3a4c2", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "index = 0" + ] + }, + { + "cell_type": "code", + "execution_count": 362, + "id": "0d6f0534-17c7-413a-9cdd-742c4a12b221", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "(62,) (62, 2)\n" + ] + } + ], + "source": [ + "ndvi = np.concatenate(data[index]['ndvi'])\n", + "vh = np.concatenate(data[index]['vh'])\n", + "vv = np.concatenate(data[index]['vv'])\n", + "X_pred = np.stack([vh, vv], axis=1)\n", + "print(ndvi.shape, X_pred.shape)" + ] + }, + { + "cell_type": "code", + "execution_count": 363, + "id": "3d9375c0-6300-4aa5-8c8b-f36004f908eb", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/plain": [ + "(59,)" + ] + }, + "execution_count": 363, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "mask = ~np.isnan(ndvi)\n", + "nonan_ndvi = ndvi[mask]\n", + "nonan_ndvi.shape" + ] + }, + { + "cell_type": "code", + "execution_count": 357, + "id": "1a191ed6-d10a-49b9-aa43-d87509a050f6", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/plain": [ + "(55, 2)" + ] + }, + "execution_count": 357, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "pred_data = X_pred[mask]\n", + "pred_data.shape" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "ef84d16b-afce-4527-bfd0-b8d5f7dfb2c8", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 349, + "id": "423a14e8-46e7-4741-bc19-4dbac6edd14d", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(75, 2)" + ] + }, + "execution_count": 349, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "pred_data = pred_data[:75]\n", + "nonan_ndvi = nonan_ndvi[:75]\n", + "pred_data.shape" + ] + }, + { + "cell_type": "code", + "execution_count": 344, + "id": "9d0a8983-01ae-42b1-95d7-918219dcbcb3", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "preds = fill_nan_model.predict(pred_data)" + ] + }, + { + "cell_type": "code", + "execution_count": 223, + "id": "6cb5be9a-9420-43ce-aa1b-6d98aef655f0", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "# print(nonan_ndvi)\n", + "# print(preds)" + ] + }, + { + "cell_type": "code", + "execution_count": 224, + "id": "02d51159-1654-4a44-9b30-1ee3f955538c", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "MAE: 0.062313261248912975\n", + "R^2: 0.3451370208505795\n" + ] + } + ], + "source": [ + "mae = mean_squared_error(nonan_ndvi, preds)\n", + "r2 = r2_score(preds, nonan_ndvi)\n", + "print(\"MAE: \", mae)\n", + "print(\"R^2: \", r2)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "b6402503-4e27-483d-94c5-052121e702f6", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "74318d1a-6e4d-423b-ba2c-26f6f32cfd96", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "import matplotlib.pyplot as plt\n", + "\n", + "# Create the scatter plot\n", + "plt.figure(figsize=(10, 6))\n", + "plt.scatter(nonan_ndvi, preds, color='blue', alpha=0.7, s=15)\n", + "plt.plot([-1, 1], [-1, 1], color='red', linestyle='--', label='y = x')\n", + "# plt.plot( color='red', linestyle='--', label='y = x')\n", + "# Set equal scaling and adjust x and y axis limits from -1 to 1\n", + "plt.gca().set_aspect('equal', adjustable='box')\n", + "# plt.xlim(-1, 1) # Set x-axis limits from -1 to 1\n", + "# plt.ylim(-1, 1) # Set y-axis limits from -1 to 1\n", + "\n", + "# Add minor ticks at intervals of 0.1\n", + "plt.xticks([i * 0.1 for i in range(-10, 11)], rotation=45)\n", + "plt.yticks([i * 0.1 for i in range(-10, 11)])\n", + "\n", + "plt.xlabel('Actual NDVI')\n", + "plt.ylabel('Predicted NDVI')\n", + "plt.title('Comparison between Actual and Predicted NDVI LUA TOM')\n", + "plt.legend()\n", + "plt.grid(True, which='both', linestyle='--', linewidth=0.5)\n", + "plt.show()\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "3632b6f7-edd8-4a94-9f87-9484515465e1", + "metadata": {}, + "outputs": [], + "source": [ + "##############################LOOP OVER 7 HT ##############" + ] + }, + { + "cell_type": "code", + "execution_count": 58, + "id": "c949778a-1ac4-4287-8ab2-dbbd514eb849", + "metadata": {}, + "outputs": [], + "source": [ + "def draw_dots(nonan_ndvi, preds, label):\n", + " plt.figure(figsize=(10, 6))\n", + " plt.scatter(nonan_ndvi, preds, color='blue', alpha=0.7, s=15)\n", + " plt.plot([-1, 1], [-1, 1], color='red', linestyle='--', label='y = x')\n", + " # plt.plot( color='red', linestyle='--', label='y = x')\n", + " # Set equal scaling and adjust x and y axis limits from -1 to 1\n", + " plt.gca().set_aspect('equal', adjustable='box')\n", + " # plt.xlim(-1, 1) # Set x-axis limits from -1 to 1\n", + " # plt.ylim(-1, 1) # Set y-axis limits from -1 to 1\n", + " # Add minor ticks at intervals of 0.1\n", + " plt.xticks([i * 0.1 for i in range(-10, 11)], rotation=45)\n", + " plt.yticks([i * 0.1 for i in range(-10, 11)])\n", + " plt.xlabel('Actual NDVI')\n", + " plt.ylabel('Predicted NDVI')\n", + " plt.title('Comparison between Actual and Predicted NDVI ' + label) \n", + " plt.legend()\n", + " plt.grid(True, which='both', linestyle='--', linewidth=0.5)\n", + " plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 59, + "id": "175499f0-891b-4cdf-a7d9-d957d46744e2", + "metadata": {}, + "outputs": [], + "source": [ + "labels = [\"LUA TOM\", \"LUA\", \"CHN\", \"CLN\", \"TS\", \"DXD\", \"RUNG\"]\n", + "def get_data(data, labels):\n", + " for index in range(0, 7):\n", + " ndvi = np.concatenate(data[index]['ndvi'])\n", + " vh = np.concatenate(data[index]['vh'])\n", + " vv = np.concatenate(data[index]['vv'])\n", + " X_pred = np.stack([vh, vv], axis=1)\n", + " mask = ~np.isnan(ndvi)\n", + " nonan_ndvi = ndvi[mask]\n", + " pred_data = X_pred[mask]\n", + " pred_data = pred_data[:75]\n", + " nonan_ndvi = nonan_ndvi[:75]\n", + " preds = fill_nan_model.predict(pred_data)\n", + " draw_dots(nonan_ndvi, preds, labels[index])\n" + ] + }, + { + "cell_type": "code", + "execution_count": 60, + "id": "a5127bb0-364e-48d6-a45b-3589019e63f7", + "metadata": {}, + "outputs": [ + { + "data": { + 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", 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", 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", 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", 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", 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", 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "get_data(data, labels)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "685a99cc-10f9-4ca9-8423-074ed1de817c", + "metadata": {}, + "outputs": [], + "source": [ + "for index in range(0, 7):\n", + " ndvi = np.concatenate(data[index]['ndvi'])\n", + " vh = np.concatenate(data[index]['vh'])\n", + " vv = np.concatenate(data[index]['vv'])\n", + "\n", + " mask = ~np.isnan(ndvi)\n", + " nonan_ndvi = ndvi[mask]\n", + " pred_data = X_pred[mask]\n", + " pred_data = pred_data[:75]\n", + " nonan_ndvi = nonan_ndvi[:75]\n", + " preds = fill_nan_model.predict(pred_data)\n", + " draw_dots(nonan_ndvi, preds)\n", + " " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "978d596b-bc48-4491-8616-880f6661ea53", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "0a15077a-b1da-4037-b28b-1871d0446d85", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "f13c8c73-8c73-4561-82f4-6c0b0f7d7afc", + "metadata": {}, + "outputs": [], + "source": [ + "###################################################################################################################" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "abf0ec42-817b-4806-aae5-fd34b2e10727", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "import numpy as np\n", + "\n", + "# Function to filter out NaN values for each 'ndvi' array in each HT_code\n", + "def filter_non_nan_ndvi(data):\n", + " filtered_data = {}\n", + " \n", + " for ht_code, attributes in data.items():\n", + " # Initialize lists to store filtered arrays for 'ndvi', 'vh', and 'vv'\n", + " filtered_ndvi = []\n", + " filtered_vh = []\n", + " filtered_vv = []\n", + " \n", + " # Iterate through each set of ndvi, vh, vv arrays\n", + " for ndvi, vh, vv in zip(attributes['ndvi'], attributes['vh'], attributes['vv']):\n", + " # Create masks to filter out NaN values based on 'ndvi' array\n", + " non_nan_mask = ~np.isnan(ndvi)\n", + " \n", + " # Filter the arrays based on the mask\n", + " filtered_ndvi.append(ndvi[non_nan_mask])\n", + " filtered_vh.append(vh[non_nan_mask])\n", + " filtered_vv.append(vv[non_nan_mask])\n", + " \n", + " # Only add if there are non-empty filtered values\n", + " filtered_data[ht_code] = {\n", + " 'ndvi': filtered_ndvi,\n", + " 'vh': filtered_vh,\n", + " 'vv': filtered_vv\n", + " }\n", + " \n", + " return filtered_data\n", + "\n", + "# Example usage\n", + "filtered_datasets = filter_non_nan_ndvi(data)\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "e9bb9522-3aec-42b0-930a-cbc647d50d8f", + "metadata": {}, + "outputs": [], + "source": [ + "filtered_datasets" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "7b96cbbd-0b5f-4dc7-87c4-f960554409a8", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "import numpy as np\n", + "\n", + "# Set the range of indices you want to include\n", + "indices = range(0, 11) # Selects indices from 0 to 10\n", + "ht_code = 1\n", + "# Initialize empty lists to hold data for the selected range\n", + "X_list = []\n", + "y_list = []\n", + "\n", + "# Loop over the indices and collect data\n", + "for index in indices:\n", + " vh_data = filtered_datasets[ht_code]['vh'][index]\n", + " vv_data = filtered_datasets[ht_code]['vv'][index]\n", + " ndvi_data = filtered_datasets[ht_code]['ndvi'][index]\n", + " \n", + " # Stack VH and VV data for the current index\n", + " X = np.column_stack((vh_data, vv_data))\n", + " X_list.append(X)\n", + " y_list.append(ndvi_data)\n", + "\n", + "# Concatenate the lists to form the complete dataset\n", + "X_combined = np.concatenate(X_list, axis=0)\n", + "y_combined = np.concatenate(y_list, axis=0)\n", + "print(\"X shape:\", X_combined.shape)\n", + "print(\"y shape:\", y_combined.shape)\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "7508e5b2-d93c-466a-8a2b-6a01765348a2", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "preds = fill_nan_model.predict(X_combined)\n", + "mse = mean_squared_error(y_combined, preds)\n", + "mae = mean_absolute_error(y_combined, preds)\n", + "r2 = r2_score(preds, y_combined)\n", + "print(f\"MSE: {mse}\")\n", + "print(f\"MAE: {mae}\")\n", + "print(f\"R^2: {r2}\")\n", + "# print(y)\n", + "# print(preds)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "94a2344f-9a3e-41f2-980b-661d247d9719", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "import matplotlib.pyplot as plt\n", + "# Tạo biểu đồ với độ chia đồng nhất cho cả hai trục\n", + "# plt.figure(figsize=(10, 6))\n", + "plt.scatter(y_combined, preds, color='blue', alpha=0.7)\n", + "plt.plot([y_combined.min(), y_combined.max()],\n", + " [y_combined.min(), y_combined.max()], color='red', linestyle='--', label='y = x')\n", + "\n", + "# Thiết lập tỷ lệ các trục đồng nhất\n", + "plt.gca().set_aspect('equal', adjustable='box')\n", + "plt.xlim(y_combined.min() - 0.1, y_combined.max() + 0.1) # Điều chỉnh giới hạn trục x\n", + "plt.ylim(y_combined.min() - 0.1, y_combined.max() + 0.1) # Điều chỉnh giới hạn trục y\n", + "\n", + "plt.xlabel('Actual NDVI')\n", + "plt.ylabel(' predicted NDVI')\n", + "plt.title('Comparing between actual and predict NDVI')\n", + "plt.legend()\n", + "plt.grid(True)\n", + "plt.show()\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "d3996556-fb13-46c3-b1a2-01af71c1ca1b", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "907302e4-724b-4555-812d-5badc4129cea", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "600e86b5-fcda-4d75-a488-af51f91a7215", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "2b163c49-0b1e-481e-9f83-2fe9f4ba2c35", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "e0a7e22b-c7bb-4b0d-b31a-f63cb2df015d", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "d6985c3b-1687-48d4-8322-d7b7bfa9deb2", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "7a416c4f-8c97-4069-8dd6-f17bded7783b", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "76feffb6-b842-41ab-8289-561df2be66f1", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "9baa110e-4fd2-4f37-afae-b786b07a8030", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "# Assuming 'data' is the output of the function\n", + "ht_code = 1 # Replace with the specific HT code you want to extract\n", + "index = 3 # Replace with the index of the point you want to access (if multiple points are available)\n", + "\n", + "# Extract the NDVI, VH, and VV values for that HT_code\n", + "ndvi_values = data[ht_code]['ndvi'][index]\n", + "vh_values = data[ht_code]['vh'][index]\n", + "vv_values = data[ht_code]['vv'][index]\n", + "\n", + "# print(\"NDVI Values:\", ndvi_values)\n", + "# print(\"VH Values:\", vh_values)\n", + "# print(\"VV Values:\", vv_values)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "109e94bf-30a8-445d-b57a-6e71bb57dfa6", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "print(data[ht_code]['vv'][index].shape)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "eb83b856-4772-4bc1-91d0-08fe7e229d7f", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "input_data = np.column_stack((vh_values, vv_values))\n", + "\n", + "# Make predictions for each month\n", + "predicted_ndvi = fill_nan_model.predict(input_data)\n", + "\n", + "# Print the predictions\n", + "print(\"Predicted NDVI for each month:\", predicted_ndvi)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "3a17c632-1f57-4d09-98ab-3b444da78749", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "plt.plot(ndvi_values, marker='o', linestyle='-', color='b', label='Actual Values')\n", + "\n", + "# Plotting the adjusted values\n", + "plt.plot(predicted_ndvi, marker='x', linestyle='--', color='r', label='Predicted Values')\n", + "\n", + "# Adding labels and title\n", + "plt.xlabel('Index')\n", + "plt.ylabel('Values')\n", + "plt.title('Comparison: Actual vs predicted Values in CLN code over 24 months')\n", + "# Adding grid\n", + "plt.grid(True)\n", + "# Adding legend to differentiate the lines\n", + "plt.legend()\n", + "# # # Adjusting the limits of the axes\n", + "# plt.xlim(0, 75) # Example: Setting x-axis limits from 0 to 12\n", + "# plt.ylim(-1, 1) # Example: Setting y-axis limits from 0 to 1\n", + "# Display the plot\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "547eb119-d70f-4d60-bdd3-07f0b77ec577", + "metadata": {}, + "outputs": [], + "source": [ + "# cấu hình nhãn dữ liệu\n", + "label_mapping = {\n", + " \"Lua tom\": \"0\",\n", + " \"Lua\": \"1\",\n", + " \"CHN\": \"2\",\n", + " \"CLN\": \"3\",\n", + " \"TS\": \"4\",\n", + " \"Song\": \"5\",\n", + " \"Dat xay dung\": \"6\",\n", + " \"Rung\": \"7\"\n", + "}" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "a8e8ca9f-cf1e-4c4e-a692-a5eff9dfb380", + "metadata": {}, + "outputs": [], + "source": [ + "def draw(ndvi_values, predicted_ndvi, name):\n", + " plt.plot(ndvi_values, marker='o', linestyle='-', color='b', label='Actual Values')\n", + " plt.plot(predicted_ndvi, marker='x', linestyle='--', color='r', label='Predicted Values')\n", + " # Adding labels and title\n", + " plt.xlabel('Index')\n", + " plt.ylabel('Values')\n", + " plt.title(f'Comparison: Actual vs predicted Values in {name} code over 24 months')\n", + " # Adding grid\n", + " plt.grid(True)\n", + " # Adding legend to differentiate the lines\n", + " plt.legend()\n", + " # # # Adjusting the limits of the axes\n", + " plt.xlim(0, 25) # Example: Setting x-axis limits from 0 to 12\n", + " plt.ylim(-1, 1) # Example: Setting y-axis limits from 0 to 1\n", + " # Display the plot\n", + " plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "0a0d2657-ebeb-4b29-bfe2-84a5b2599087", + "metadata": {}, + "outputs": [], + "source": [ + "def show_images (ht_code, index, name):\n", + " ndvi_values = data[ht_code]['ndvi'][index]\n", + " vh_values = data[ht_code]['vh'][index]\n", + " vv_values = data[ht_code]['vv'][index]\n", + " input_data = np.column_stack((vh_values, vv_values))\n", + " predicted_ndvi = fill_nan_model.predict(input_data)\n", + " draw(ndvi_values, predicted_ndvi, name)\n", + " " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "f91bbc3c-a089-4cea-ad36-a99b4c5da22b", + "metadata": {}, + "outputs": [], + "source": [ + "for i in range(50):\n", + " show_images(1, i, 'TS')" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "c5d58692-d816-4940-8df7-c449e900c5fe", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "11626d33-c5b1-4e36-a9be-ee23fc8bd5d5", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "5681dda8-3573-48fb-8f0c-3c69a1706bc6", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "6a01e665-23e7-4c74-a99b-cea2c2e243bb", + "metadata": {}, + "outputs": [], + "source": [ + "plt.plot(data[6]['ndvi'], marker='x', linestyle='--', color='b')\n", + " # Adding labels and title\n", + "plt.xlabel('Index')\n", + "plt.ylabel('Values')\n", + "plt.title(f'NDVI values')\n", + "# Adding grid\n", + "plt.grid(True)\n", + "# Adding legend to differentiate the lines\n", + "plt.legend()\n", + "# # # Adjusting the limits of the axes\n", + "# plt.xlim(0, 25) # Example: Setting x-axis limits from 0 to 12\n", + "plt.ylim(-1, 1) # Example: Setting y-axis limits from 0 to 1\n", + "# Display the plot\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "51629670-5cd3-49d0-8b8f-5dc60c7bc0ea", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "885dbd0b-0595-4c98-b037-e3b2cf7f18dc", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + 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loaded, scheduling load and callback at\", now());\n", + " }\n", + " load_libs(css_urls, js_urls, js_modules, js_exports, function() {\n", + " console.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n", + " run_inline_js();\n", + " });\n", + " }\n", + " }\n", + " // Give older versions of the autoload script a head-start to ensure\n", + " // they initialize before we start loading newer version.\n", + " setTimeout(load_or_wait, 100)\n", + "}(window));" + ], + "application/vnd.holoviews_load.v0+json": "(function(root) {\n function now() {\n return new Date();\n }\n\n const force = true;\n const py_version = '3.5.2'.replace('rc', '-rc.').replace('.dev', '-dev.');\n const reloading = false;\n const Bokeh = root.Bokeh;\n\n // Set a timeout for this load but only if we are not already initializing\n if (typeof (root._bokeh_timeout) === \"undefined\" || (force || !root._bokeh_is_initializing)) {\n root._bokeh_timeout = Date.now() + 5000;\n root._bokeh_failed_load = false;\n }\n\n 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Jupyter.notebook.kernel.comm_manager;\n", + " var comm = comm_manager.new_comm(comm_id, {}, {}, {}, comm_id);\n", + " if (msg_handler) {\n", + " comm.on_msg(msg_handler);\n", + " }\n", + " } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n", + " var comm = window.PyViz.kernels[plot_id].connectToComm(comm_id);\n", + " comm.open();\n", + " if (msg_handler) {\n", + " comm.onMsg = msg_handler;\n", + " }\n", + " } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n", + " var comm_promise = google.colab.kernel.comms.open(comm_id)\n", + " comm_promise.then((comm) => {\n", + " window.PyViz.comms[comm_id] = comm;\n", + " if (msg_handler) {\n", + " var messages = comm.messages[Symbol.asyncIterator]();\n", + " function processIteratorResult(result) {\n", + " var message = result.value;\n", + " var content = {data: message.data};\n", + " var metadata = message.metadata || {comm_id};\n", + " var msg = {content, metadata}\n", + " 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scripts.forEach( function (oldScript) {\n", + " var newScript = document.createElement(\"script\");\n", + " var attrs = [];\n", + " var nodemap = oldScript.attributes;\n", + " for (var j in nodemap) {\n", + " if (nodemap.hasOwnProperty(j)) {\n", + " attrs.push(nodemap[j])\n", + " }\n", + " }\n", + " attrs.forEach(function(attr) { newScript.setAttribute(attr.name, attr.value) });\n", + " newScript.appendChild(document.createTextNode(oldScript.innerHTML));\n", + " oldScript.parentNode.replaceChild(newScript, oldScript);\n", + " });\n", + " if (JS_MIME_TYPE in output.data) {\n", + " toinsert[nchildren-1].children[1].textContent = output.data[JS_MIME_TYPE];\n", + " }\n", + " output_area._hv_plot_id = id;\n", + " if ((window.Bokeh !== undefined) && (id in Bokeh.index)) {\n", + " window.PyViz.plot_index[id] = Bokeh.index[id];\n", + " } else {\n", + " window.PyViz.plot_index[id] = null;\n", + " }\n", + " } else if (output.metadata[EXEC_MIME_TYPE][\"server_id\"] !== undefined) {\n", + " var bk_div = document.createElement(\"div\");\n", + " bk_div.innerHTML = output.data[HTML_MIME_TYPE];\n", + " var script_attrs = bk_div.children[0].attributes;\n", + " for (var i = 0; i < script_attrs.length; i++) {\n", + " toinsert[toinsert.length - 1].childNodes[1].setAttribute(script_attrs[i].name, script_attrs[i].value);\n", + " }\n", + " // store reference to server id on output_area\n", + " output_area._bokeh_server_id = output.metadata[EXEC_MIME_TYPE][\"server_id\"];\n", + " }\n", + "}\n", + "\n", + "/**\n", + " * Handle when an output is cleared or removed\n", + " */\n", + "function handle_clear_output(event, handle) {\n", + " var id = handle.cell.output_area._hv_plot_id;\n", + " var server_id = handle.cell.output_area._bokeh_server_id;\n", + " if (((id === undefined) || !(id in PyViz.plot_index)) && (server_id !== undefined)) { return; }\n", + " var comm = window.PyViz.comm_manager.get_client_comm(\"hv-extension-comm\", \"hv-extension-comm\", function () {});\n", + " if (server_id !== null) {\n", + " comm.send({event_type: 'server_delete', 'id': server_id});\n", + " return;\n", + " } else if (comm !== null) {\n", + " comm.send({event_type: 'delete', 'id': id});\n", + " }\n", + " delete PyViz.plot_index[id];\n", + " if ((window.Bokeh !== undefined) & (id in window.Bokeh.index)) {\n", + " var doc = window.Bokeh.index[id].model.document\n", + " doc.clear();\n", + " const i = window.Bokeh.documents.indexOf(doc);\n", + " if (i > -1) {\n", + " window.Bokeh.documents.splice(i, 1);\n", + " }\n", + " }\n", + "}\n", + "\n", + "/**\n", + " * Handle kernel restart event\n", + " */\n", + "function handle_kernel_cleanup(event, handle) {\n", + " delete PyViz.comms[\"hv-extension-comm\"];\n", + " window.PyViz.plot_index = {}\n", + "}\n", + "\n", + "/**\n", + " * Handle update_display_data messages\n", + " */\n", + "function handle_update_output(event, handle) {\n", + " handle_clear_output(event, {cell: {output_area: handle.output_area}})\n", + " handle_add_output(event, handle)\n", + "}\n", + "\n", + "function register_renderer(events, OutputArea) {\n", + " function append_mime(data, metadata, element) {\n", + " // create a DOM node to render to\n", + " var toinsert = this.create_output_subarea(\n", + " metadata,\n", + " CLASS_NAME,\n", + " EXEC_MIME_TYPE\n", + " );\n", + " this.keyboard_manager.register_events(toinsert);\n", + " // Render to node\n", + " var props = {data: data, metadata: metadata[EXEC_MIME_TYPE]};\n", + " render(props, toinsert[0]);\n", + " element.append(toinsert);\n", + " return toinsert\n", + " }\n", + "\n", + " events.on('output_added.OutputArea', handle_add_output);\n", + " events.on('output_updated.OutputArea', handle_update_output);\n", + " events.on('clear_output.CodeCell', handle_clear_output);\n", + " events.on('delete.Cell', handle_clear_output);\n", + " events.on('kernel_ready.Kernel', handle_kernel_cleanup);\n", + "\n", + " OutputArea.prototype.register_mime_type(EXEC_MIME_TYPE, append_mime, {\n", + " safe: true,\n", + 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scripts.push(nodelist[i])\n", + " }\n", + " }\n", + "\n", + " scripts.forEach( function (oldScript) {\n", + " var newScript = document.createElement(\"script\");\n", + " var attrs = [];\n", + " var nodemap = oldScript.attributes;\n", + " for (var j in nodemap) {\n", + " if (nodemap.hasOwnProperty(j)) {\n", + " attrs.push(nodemap[j])\n", + " }\n", + " }\n", + " attrs.forEach(function(attr) { newScript.setAttribute(attr.name, attr.value) });\n", + " newScript.appendChild(document.createTextNode(oldScript.innerHTML));\n", + " oldScript.parentNode.replaceChild(newScript, oldScript);\n", + " });\n", + " if (JS_MIME_TYPE in output.data) {\n", + " toinsert[nchildren-1].children[1].textContent = output.data[JS_MIME_TYPE];\n", + " }\n", + " output_area._hv_plot_id = id;\n", + " if ((window.Bokeh !== undefined) && (id in Bokeh.index)) {\n", + " window.PyViz.plot_index[id] = Bokeh.index[id];\n", + " } else {\n", + " window.PyViz.plot_index[id] = null;\n", + " }\n", + " } else if (output.metadata[EXEC_MIME_TYPE][\"server_id\"] !== undefined) {\n", + " var bk_div = document.createElement(\"div\");\n", + " bk_div.innerHTML = output.data[HTML_MIME_TYPE];\n", + " var script_attrs = bk_div.children[0].attributes;\n", + " for (var i = 0; i < script_attrs.length; i++) {\n", + " toinsert[toinsert.length - 1].childNodes[1].setAttribute(script_attrs[i].name, script_attrs[i].value);\n", + " }\n", + " // store reference to server id on output_area\n", + " output_area._bokeh_server_id = output.metadata[EXEC_MIME_TYPE][\"server_id\"];\n", + " }\n", + "}\n", + "\n", + "/**\n", + " * Handle when an output is cleared or removed\n", + " */\n", + "function handle_clear_output(event, handle) {\n", + " var id = handle.cell.output_area._hv_plot_id;\n", + " var server_id = handle.cell.output_area._bokeh_server_id;\n", + " if (((id === undefined) || !(id in PyViz.plot_index)) && (server_id !== undefined)) { return; }\n", + " var comm = 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handle) {\n", + " handle_clear_output(event, {cell: {output_area: handle.output_area}})\n", + " handle_add_output(event, handle)\n", + "}\n", + "\n", + "function register_renderer(events, OutputArea) {\n", + " function append_mime(data, metadata, element) {\n", + " // create a DOM node to render to\n", + " var toinsert = this.create_output_subarea(\n", + " metadata,\n", + " CLASS_NAME,\n", + " EXEC_MIME_TYPE\n", + " );\n", + " this.keyboard_manager.register_events(toinsert);\n", + " // Render to node\n", + " var props = {data: data, metadata: metadata[EXEC_MIME_TYPE]};\n", + " render(props, toinsert[0]);\n", + " element.append(toinsert);\n", + " return toinsert\n", + " }\n", + "\n", + " events.on('output_added.OutputArea', handle_add_output);\n", + " events.on('output_updated.OutputArea', handle_update_output);\n", + " events.on('clear_output.CodeCell', handle_clear_output);\n", + " events.on('delete.Cell', handle_clear_output);\n", + " events.on('kernel_ready.Kernel', handle_kernel_cleanup);\n", + "\n", + " OutputArea.prototype.register_mime_type(EXEC_MIME_TYPE, append_mime, {\n", + " safe: true,\n", + " index: 0\n", + " });\n", + "}\n", + "\n", + "if (window.Jupyter !== undefined) {\n", + " try {\n", + " var events = require('base/js/events');\n", + " var OutputArea = require('notebook/js/outputarea').OutputArea;\n", + " if (OutputArea.prototype.mime_types().indexOf(EXEC_MIME_TYPE) == -1) {\n", + " register_renderer(events, OutputArea);\n", + " }\n", + " } catch(err) {\n", + " }\n", + "}\n" + ], + "application/vnd.holoviews_load.v0+json": "\nif ((window.PyViz === undefined) || (window.PyViz instanceof HTMLElement)) {\n window.PyViz = {comms: {}, comm_status:{}, kernels:{}, receivers: {}, plot_index: []}\n}\n\n\n function JupyterCommManager() {\n }\n\n JupyterCommManager.prototype.register_target = function(plot_id, comm_id, msg_handler) {\n if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n var 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document.createElement(\"div\");\n var script = document.createElement(\"script\");\n node.appendChild(div);\n node.appendChild(script);\n}\n\n/**\n * Handle when a new output is added\n */\nfunction handle_add_output(event, handle) {\n var output_area = handle.output_area;\n var output = handle.output;\n if ((output.data == undefined) || (!output.data.hasOwnProperty(EXEC_MIME_TYPE))) {\n return\n }\n var id = output.metadata[EXEC_MIME_TYPE][\"id\"];\n var toinsert = output_area.element.find(\".\" + CLASS_NAME.split(' ')[0]);\n if (id !== undefined) {\n var nchildren = toinsert.length;\n var html_node = toinsert[nchildren-1].children[0];\n html_node.innerHTML = output.data[HTML_MIME_TYPE];\n var scripts = [];\n var nodelist = html_node.querySelectorAll(\"script\");\n for (var i in nodelist) {\n if (nodelist.hasOwnProperty(i)) {\n scripts.push(nodelist[i])\n }\n }\n\n scripts.forEach( function (oldScript) {\n var newScript = document.createElement(\"script\");\n var attrs = [];\n var nodemap = oldScript.attributes;\n for (var j in nodemap) {\n if (nodemap.hasOwnProperty(j)) {\n attrs.push(nodemap[j])\n }\n }\n attrs.forEach(function(attr) { newScript.setAttribute(attr.name, attr.value) });\n newScript.appendChild(document.createTextNode(oldScript.innerHTML));\n oldScript.parentNode.replaceChild(newScript, oldScript);\n });\n if (JS_MIME_TYPE in output.data) {\n toinsert[nchildren-1].children[1].textContent = output.data[JS_MIME_TYPE];\n }\n output_area._hv_plot_id = id;\n if ((window.Bokeh !== undefined) && (id in Bokeh.index)) {\n window.PyViz.plot_index[id] = Bokeh.index[id];\n } else {\n window.PyViz.plot_index[id] = null;\n }\n } else if (output.metadata[EXEC_MIME_TYPE][\"server_id\"] !== undefined) {\n var bk_div = document.createElement(\"div\");\n bk_div.innerHTML = output.data[HTML_MIME_TYPE];\n var script_attrs = bk_div.children[0].attributes;\n for (var i = 0; i < script_attrs.length; i++) {\n toinsert[toinsert.length - 1].childNodes[1].setAttribute(script_attrs[i].name, script_attrs[i].value);\n }\n // store reference to server id on output_area\n output_area._bokeh_server_id = output.metadata[EXEC_MIME_TYPE][\"server_id\"];\n }\n}\n\n/**\n * Handle when an output is cleared or removed\n */\nfunction handle_clear_output(event, handle) {\n var id = handle.cell.output_area._hv_plot_id;\n var server_id = handle.cell.output_area._bokeh_server_id;\n if (((id === undefined) || !(id in PyViz.plot_index)) && (server_id !== undefined)) { return; }\n var comm = window.PyViz.comm_manager.get_client_comm(\"hv-extension-comm\", \"hv-extension-comm\", function () {});\n if (server_id !== null) {\n comm.send({event_type: 'server_delete', 'id': server_id});\n return;\n } else if (comm !== null) {\n comm.send({event_type: 'delete', 'id': id});\n }\n delete PyViz.plot_index[id];\n if ((window.Bokeh !== undefined) & (id in window.Bokeh.index)) {\n var doc = window.Bokeh.index[id].model.document\n doc.clear();\n const i = window.Bokeh.documents.indexOf(doc);\n if (i > -1) {\n window.Bokeh.documents.splice(i, 1);\n }\n }\n}\n\n/**\n * Handle kernel restart event\n */\nfunction handle_kernel_cleanup(event, handle) {\n delete PyViz.comms[\"hv-extension-comm\"];\n window.PyViz.plot_index = {}\n}\n\n/**\n * Handle update_display_data messages\n */\nfunction handle_update_output(event, handle) {\n handle_clear_output(event, {cell: {output_area: handle.output_area}})\n handle_add_output(event, handle)\n}\n\nfunction register_renderer(events, OutputArea) {\n function append_mime(data, metadata, element) {\n // create a DOM node to render to\n var toinsert = this.create_output_subarea(\n metadata,\n CLASS_NAME,\n EXEC_MIME_TYPE\n );\n this.keyboard_manager.register_events(toinsert);\n // Render to node\n var props = {data: data, metadata: metadata[EXEC_MIME_TYPE]};\n render(props, toinsert[0]);\n element.append(toinsert);\n return toinsert\n }\n\n events.on('output_added.OutputArea', handle_add_output);\n events.on('output_updated.OutputArea', handle_update_output);\n events.on('clear_output.CodeCell', handle_clear_output);\n events.on('delete.Cell', handle_clear_output);\n events.on('kernel_ready.Kernel', handle_kernel_cleanup);\n\n OutputArea.prototype.register_mime_type(EXEC_MIME_TYPE, append_mime, {\n safe: true,\n index: 0\n });\n}\n\nif (window.Jupyter !== undefined) {\n try {\n var events = require('base/js/events');\n var OutputArea = require('notebook/js/outputarea').OutputArea;\n if (OutputArea.prototype.mime_types().indexOf(EXEC_MIME_TYPE) == -1) {\n register_renderer(events, OutputArea);\n }\n } catch(err) {\n }\n}\n" + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/javascript": [ + "(function(root) {\n", + " function now() {\n", + " return new Date();\n", + " }\n", + "\n", + " const force = false;\n", + " const py_version = '3.5.2'.replace('rc', '-rc.').replace('.dev', '-dev.');\n", + " const reloading = true;\n", + " const Bokeh = root.Bokeh;\n", + "\n", + " // Set a timeout for this load but only if we are not already initializing\n", + " if (typeof (root._bokeh_timeout) === \"undefined\" || (force || !root._bokeh_is_initializing)) {\n", + " root._bokeh_timeout = Date.now() + 5000;\n", + " root._bokeh_failed_load = false;\n", + " }\n", + "\n", + " function run_callbacks() {\n", + " try {\n", + " root._bokeh_onload_callbacks.forEach(function(callback) {\n", + " if (callback != null)\n", + " callback();\n", + " });\n", + " } finally {\n", + " delete root._bokeh_onload_callbacks;\n", + " }\n", + " console.debug(\"Bokeh: all callbacks have finished\");\n", + " }\n", + "\n", + " function load_libs(css_urls, js_urls, js_modules, js_exports, callback) {\n", + " if (css_urls == null) css_urls = [];\n", + " if (js_urls == null) js_urls = [];\n", + " if (js_modules == null) js_modules = [];\n", + " if (js_exports == null) js_exports = {};\n", + "\n", + " root._bokeh_onload_callbacks.push(callback);\n", + "\n", + " if (root._bokeh_is_loading > 0) {\n", + " // Don't load bokeh if it is still initializing\n", + " console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n", + " return null;\n", + " } else if (js_urls.length === 0 && js_modules.length === 0 && Object.keys(js_exports).length === 0) {\n", + " // There is nothing to load\n", + " run_callbacks();\n", + " return null;\n", + " }\n", + "\n", + " function on_load() {\n", + " root._bokeh_is_loading--;\n", + " if (root._bokeh_is_loading === 0) {\n", + " console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n", + " run_callbacks()\n", + " }\n", + " }\n", + " window._bokeh_on_load = on_load\n", + "\n", + " function on_error(e) {\n", + " const src_el = e.srcElement\n", + " console.error(\"failed to load \" + (src_el.href || src_el.src));\n", + " }\n", + "\n", + " const skip = [];\n", + " if (window.requirejs) {\n", + " window.requirejs.config({'packages': {}, 'paths': {}, 'shim': {}});\n", + " root._bokeh_is_loading = css_urls.length + 0;\n", + " } else {\n", + " root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length + Object.keys(js_exports).length;\n", + " }\n", + "\n", + " const existing_stylesheets = []\n", + " const links = document.getElementsByTagName('link')\n", + " for (let i = 0; i < links.length; i++) {\n", + " const link = links[i]\n", + " if (link.href != null) {\n", + " existing_stylesheets.push(link.href)\n", + " }\n", + " }\n", + " for (let i = 0; i < css_urls.length; i++) {\n", + " const url = css_urls[i];\n", + " const escaped = encodeURI(url)\n", + " if (existing_stylesheets.indexOf(escaped) !== -1) {\n", + " on_load()\n", + " continue;\n", + " }\n", + " const element = document.createElement(\"link\");\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.rel = \"stylesheet\";\n", + " element.type = \"text/css\";\n", + " element.href = url;\n", + " console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n", + " document.body.appendChild(element);\n", + " } var existing_scripts = []\n", + " const scripts = document.getElementsByTagName('script')\n", + " for (let i = 0; i < scripts.length; i++) {\n", + " var script = scripts[i]\n", + " if (script.src != null) {\n", + " existing_scripts.push(script.src)\n", + " }\n", + " }\n", + " for (let i = 0; i < js_urls.length; i++) {\n", + " const url = js_urls[i];\n", + " const escaped = encodeURI(url)\n", + " if (skip.indexOf(escaped) !== -1 || existing_scripts.indexOf(escaped) !== -1) {\n", + " if (!window.requirejs) {\n", + " on_load();\n", + " }\n", + " continue;\n", + " }\n", + " const element = document.createElement('script');\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.src = url;\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " document.head.appendChild(element);\n", + " }\n", + " for (let i = 0; i < js_modules.length; i++) {\n", + " const url = js_modules[i];\n", + " const escaped = encodeURI(url)\n", + " if (skip.indexOf(escaped) !== -1 || existing_scripts.indexOf(escaped) !== -1) {\n", + " if (!window.requirejs) {\n", + " on_load();\n", + " }\n", + " continue;\n", + " }\n", + " var element = document.createElement('script');\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.src = url;\n", + " element.type = \"module\";\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " document.head.appendChild(element);\n", + " }\n", + " for (const name in js_exports) {\n", + " const url = js_exports[name];\n", + " const escaped = encodeURI(url)\n", + " if (skip.indexOf(escaped) >= 0 || root[name] != null) {\n", + " if (!window.requirejs) {\n", + " on_load();\n", + " }\n", + " continue;\n", + " }\n", + " var element = document.createElement('script');\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.type = \"module\";\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " element.textContent = `\n", + " import ${name} from \"${url}\"\n", + " window.${name} = ${name}\n", + " window._bokeh_on_load()\n", + " `\n", + " document.head.appendChild(element);\n", + " }\n", + " if (!js_urls.length && !js_modules.length) {\n", + " on_load()\n", + " }\n", + " };\n", + "\n", + " function inject_raw_css(css) {\n", + " const element = document.createElement(\"style\");\n", + " element.appendChild(document.createTextNode(css));\n", + " document.body.appendChild(element);\n", + " }\n", + "\n", + " const js_urls = [\"https://cdn.holoviz.org/panel/1.5.4/dist/bundled/reactiveesm/es-module-shims@^1.10.0/dist/es-module-shims.min.js\"];\n", + " const js_modules = [];\n", + " const js_exports = {};\n", + " const css_urls = [];\n", + " const inline_js = [ function(Bokeh) {\n", + " Bokeh.set_log_level(\"info\");\n", + " },\n", + "function(Bokeh) {} // ensure no trailing comma for IE\n", + " ];\n", + "\n", + " function run_inline_js() {\n", + " if ((root.Bokeh !== undefined) || (force === true)) {\n", + " for (let i = 0; i < inline_js.length; i++) {\n", + " try {\n", + " inline_js[i].call(root, root.Bokeh);\n", + " } catch(e) {\n", + " if (!reloading) {\n", + " throw e;\n", + " }\n", + " }\n", + " }\n", + " // Cache old bokeh versions\n", + " if (Bokeh != undefined && !reloading) {\n", + " var NewBokeh = root.Bokeh;\n", + " if (Bokeh.versions === undefined) {\n", + " Bokeh.versions = new Map();\n", + " }\n", + " if (NewBokeh.version !== Bokeh.version) {\n", + " Bokeh.versions.set(NewBokeh.version, NewBokeh)\n", + " }\n", + " root.Bokeh = Bokeh;\n", + " }\n", + " } else if (Date.now() < root._bokeh_timeout) {\n", + " setTimeout(run_inline_js, 100);\n", + " } else if (!root._bokeh_failed_load) {\n", + " console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n", + " root._bokeh_failed_load = true;\n", + " }\n", + " root._bokeh_is_initializing = false\n", + " }\n", + "\n", + " function load_or_wait() {\n", + " // Implement a backoff loop that tries to ensure we do not load multiple\n", + " // versions of Bokeh and its dependencies at the same time.\n", + " // In recent versions we use the root._bokeh_is_initializing flag\n", + " // to determine whether there is an ongoing attempt to initialize\n", + " // bokeh, however for backward compatibility we also try to ensure\n", + " // that we do not start loading a newer (Panel>=1.0 and Bokeh>3) version\n", + " // before older versions are fully initialized.\n", + " if (root._bokeh_is_initializing && Date.now() > root._bokeh_timeout) {\n", + " // If the timeout and bokeh was not successfully loaded we reset\n", + " // everything and try loading again\n", + " root._bokeh_timeout = Date.now() + 5000;\n", + " root._bokeh_is_initializing = false;\n", + " root._bokeh_onload_callbacks = undefined;\n", + " root._bokeh_is_loading = 0\n", + " console.log(\"Bokeh: BokehJS was loaded multiple times but one version failed to initialize.\");\n", + " load_or_wait();\n", + " } else if (root._bokeh_is_initializing || (typeof root._bokeh_is_initializing === \"undefined\" && root._bokeh_onload_callbacks !== undefined)) {\n", + " setTimeout(load_or_wait, 100);\n", + " } else {\n", + " root._bokeh_is_initializing = true\n", + " root._bokeh_onload_callbacks = []\n", + " const bokeh_loaded = root.Bokeh != null && (root.Bokeh.version === py_version || (root.Bokeh.versions !== undefined && root.Bokeh.versions.has(py_version)));\n", + " if (!reloading && !bokeh_loaded) {\n", + " if (root.Bokeh) {\n", + " root.Bokeh = undefined;\n", + " }\n", + " console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n", + " }\n", + " load_libs(css_urls, js_urls, js_modules, js_exports, function() {\n", + " console.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n", + " run_inline_js();\n", + " });\n", + " }\n", + " }\n", + " // Give older versions of the autoload script a head-start to ensure\n", + " // they initialize before we start loading newer version.\n", + " setTimeout(load_or_wait, 100)\n", + "}(window));" + ], + "application/vnd.holoviews_load.v0+json": "(function(root) {\n function now() {\n return new Date();\n }\n\n const force = false;\n const py_version = '3.5.2'.replace('rc', '-rc.').replace('.dev', '-dev.');\n const reloading = true;\n const Bokeh = root.Bokeh;\n\n // Set a timeout for this load but only if we are not already initializing\n if (typeof (root._bokeh_timeout) === \"undefined\" || (force || !root._bokeh_is_initializing)) {\n root._bokeh_timeout = Date.now() + 5000;\n root._bokeh_failed_load = false;\n }\n\n function run_callbacks() {\n try {\n root._bokeh_onload_callbacks.forEach(function(callback) {\n if (callback != null)\n callback();\n });\n } finally {\n delete root._bokeh_onload_callbacks;\n }\n console.debug(\"Bokeh: all callbacks have finished\");\n }\n\n function load_libs(css_urls, js_urls, js_modules, js_exports, callback) {\n if (css_urls == null) css_urls = [];\n if (js_urls == null) js_urls = [];\n if (js_modules == null) js_modules = [];\n if (js_exports == null) js_exports = {};\n\n root._bokeh_onload_callbacks.push(callback);\n\n if (root._bokeh_is_loading > 0) {\n // Don't load bokeh if it is still initializing\n console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n return null;\n } else if (js_urls.length === 0 && js_modules.length === 0 && Object.keys(js_exports).length === 0) {\n // There is nothing to load\n run_callbacks();\n return null;\n }\n\n function on_load() {\n root._bokeh_is_loading--;\n if (root._bokeh_is_loading === 0) {\n console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n run_callbacks()\n }\n }\n window._bokeh_on_load = on_load\n\n function on_error(e) {\n const src_el = e.srcElement\n console.error(\"failed to load \" + (src_el.href || src_el.src));\n }\n\n const skip = [];\n if (window.requirejs) {\n window.requirejs.config({'packages': {}, 'paths': {}, 'shim': {}});\n root._bokeh_is_loading = css_urls.length + 0;\n } else {\n root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length + Object.keys(js_exports).length;\n }\n\n const existing_stylesheets = []\n const links = document.getElementsByTagName('link')\n for (let i = 0; i < links.length; i++) {\n const link = links[i]\n if (link.href != null) {\n existing_stylesheets.push(link.href)\n }\n }\n for (let i = 0; i < css_urls.length; i++) {\n const url = css_urls[i];\n const escaped = encodeURI(url)\n if (existing_stylesheets.indexOf(escaped) !== -1) {\n on_load()\n continue;\n }\n const element = document.createElement(\"link\");\n element.onload = on_load;\n element.onerror = on_error;\n element.rel = \"stylesheet\";\n element.type = \"text/css\";\n element.href = url;\n console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n document.body.appendChild(element);\n } var existing_scripts = []\n const scripts = document.getElementsByTagName('script')\n for (let i = 0; i < scripts.length; i++) {\n var script = scripts[i]\n if (script.src != null) {\n existing_scripts.push(script.src)\n }\n }\n for (let i = 0; i < js_urls.length; i++) {\n const url = js_urls[i];\n const escaped = encodeURI(url)\n if (skip.indexOf(escaped) !== -1 || existing_scripts.indexOf(escaped) !== -1) {\n if (!window.requirejs) {\n on_load();\n }\n continue;\n }\n const element = document.createElement('script');\n element.onload = on_load;\n element.onerror = on_error;\n element.async = false;\n element.src = url;\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n document.head.appendChild(element);\n }\n for (let i = 0; i < js_modules.length; i++) {\n const url = js_modules[i];\n const escaped = encodeURI(url)\n if (skip.indexOf(escaped) !== -1 || existing_scripts.indexOf(escaped) !== -1) {\n if (!window.requirejs) {\n on_load();\n }\n continue;\n }\n var element = document.createElement('script');\n element.onload = on_load;\n element.onerror = on_error;\n element.async = false;\n element.src = url;\n element.type = \"module\";\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n document.head.appendChild(element);\n }\n for (const name in js_exports) {\n const url = js_exports[name];\n const escaped = encodeURI(url)\n if (skip.indexOf(escaped) >= 0 || root[name] != null) {\n if (!window.requirejs) {\n on_load();\n }\n continue;\n }\n var element = document.createElement('script');\n element.onerror = on_error;\n element.async = false;\n element.type = \"module\";\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n element.textContent = `\n import ${name} from \"${url}\"\n window.${name} = ${name}\n window._bokeh_on_load()\n `\n document.head.appendChild(element);\n }\n if (!js_urls.length && !js_modules.length) {\n on_load()\n }\n };\n\n function inject_raw_css(css) {\n const element = document.createElement(\"style\");\n element.appendChild(document.createTextNode(css));\n document.body.appendChild(element);\n }\n\n const js_urls = [\"https://cdn.holoviz.org/panel/1.5.4/dist/bundled/reactiveesm/es-module-shims@^1.10.0/dist/es-module-shims.min.js\"];\n const js_modules = [];\n const js_exports = {};\n const css_urls = [];\n const inline_js = [ function(Bokeh) {\n Bokeh.set_log_level(\"info\");\n },\nfunction(Bokeh) {} // ensure no trailing comma for IE\n ];\n\n function run_inline_js() {\n if ((root.Bokeh !== undefined) || (force === true)) {\n for (let i = 0; i < inline_js.length; i++) {\n try {\n inline_js[i].call(root, root.Bokeh);\n } catch(e) {\n if (!reloading) {\n throw e;\n }\n }\n }\n // Cache old bokeh versions\n if (Bokeh != undefined && !reloading) {\n var NewBokeh = root.Bokeh;\n if (Bokeh.versions === undefined) {\n Bokeh.versions = new Map();\n }\n if (NewBokeh.version !== Bokeh.version) {\n Bokeh.versions.set(NewBokeh.version, NewBokeh)\n }\n root.Bokeh = Bokeh;\n }\n } else if (Date.now() < root._bokeh_timeout) {\n setTimeout(run_inline_js, 100);\n } else if (!root._bokeh_failed_load) {\n console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n root._bokeh_failed_load = true;\n }\n root._bokeh_is_initializing = false\n }\n\n function load_or_wait() {\n // Implement a backoff loop that tries to ensure we do not load multiple\n // versions of Bokeh and its dependencies at the same time.\n // In recent versions we use the root._bokeh_is_initializing flag\n // to determine whether there is an ongoing attempt to initialize\n // bokeh, however for backward compatibility we also try to ensure\n // that we do not start loading a newer (Panel>=1.0 and Bokeh>3) version\n // before older versions are fully initialized.\n if (root._bokeh_is_initializing && Date.now() > root._bokeh_timeout) {\n // If the timeout and bokeh was not successfully loaded we reset\n // everything and try loading again\n root._bokeh_timeout = Date.now() + 5000;\n root._bokeh_is_initializing = false;\n root._bokeh_onload_callbacks = undefined;\n root._bokeh_is_loading = 0\n console.log(\"Bokeh: BokehJS was loaded multiple times but one version failed to initialize.\");\n load_or_wait();\n } else if (root._bokeh_is_initializing || (typeof root._bokeh_is_initializing === \"undefined\" && root._bokeh_onload_callbacks !== undefined)) {\n setTimeout(load_or_wait, 100);\n } else {\n root._bokeh_is_initializing = true\n root._bokeh_onload_callbacks = []\n const bokeh_loaded = root.Bokeh != null && (root.Bokeh.version === py_version || (root.Bokeh.versions !== undefined && root.Bokeh.versions.has(py_version)));\n if (!reloading && !bokeh_loaded) {\n if (root.Bokeh) {\n root.Bokeh = undefined;\n }\n console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n }\n load_libs(css_urls, js_urls, js_modules, js_exports, function() {\n console.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n run_inline_js();\n });\n }\n }\n // Give older versions of the autoload script a head-start to ensure\n // they initialize before we start loading newer version.\n setTimeout(load_or_wait, 100)\n}(window));" + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/javascript": [ + "\n", + "if ((window.PyViz === undefined) || (window.PyViz instanceof HTMLElement)) {\n", + " window.PyViz = {comms: {}, comm_status:{}, kernels:{}, receivers: {}, plot_index: []}\n", + "}\n", + "\n", + "\n", + " function JupyterCommManager() {\n", + " }\n", + "\n", + " JupyterCommManager.prototype.register_target = function(plot_id, comm_id, msg_handler) {\n", + " if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n", + " var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n", + " comm_manager.register_target(comm_id, function(comm) {\n", + " comm.on_msg(msg_handler);\n", + " });\n", + " } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n", + " window.PyViz.kernels[plot_id].registerCommTarget(comm_id, function(comm) {\n", + " comm.onMsg = msg_handler;\n", + " });\n", + " } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n", + " google.colab.kernel.comms.registerTarget(comm_id, (comm) => {\n", + " var messages = comm.messages[Symbol.asyncIterator]();\n", + " function processIteratorResult(result) {\n", + " var message = result.value;\n", + " console.log(message)\n", + " var content = {data: message.data, comm_id};\n", + " var buffers = []\n", + " for (var buffer of message.buffers || []) {\n", + " buffers.push(new DataView(buffer))\n", + " }\n", + " var metadata = message.metadata || {};\n", + " var msg = {content, buffers, metadata}\n", + " msg_handler(msg);\n", + " return messages.next().then(processIteratorResult);\n", + " }\n", + " return messages.next().then(processIteratorResult);\n", + " })\n", + " }\n", + " }\n", + "\n", + " JupyterCommManager.prototype.get_client_comm = function(plot_id, comm_id, msg_handler) {\n", + " if (comm_id in window.PyViz.comms) {\n", + " return window.PyViz.comms[comm_id];\n", + " } else if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n", + " var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n", + " var comm = comm_manager.new_comm(comm_id, {}, {}, {}, comm_id);\n", + " if (msg_handler) {\n", + " comm.on_msg(msg_handler);\n", + " }\n", + " } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n", + " var comm = window.PyViz.kernels[plot_id].connectToComm(comm_id);\n", + " comm.open();\n", + " if (msg_handler) {\n", + " comm.onMsg = msg_handler;\n", + " }\n", + " } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n", + " var comm_promise = google.colab.kernel.comms.open(comm_id)\n", + " comm_promise.then((comm) => {\n", + " window.PyViz.comms[comm_id] = comm;\n", + " if (msg_handler) {\n", + " var messages = comm.messages[Symbol.asyncIterator]();\n", + " function processIteratorResult(result) {\n", + " var message = result.value;\n", + " var content = {data: message.data};\n", + " var metadata = message.metadata || {comm_id};\n", + " var msg = {content, metadata}\n", + " msg_handler(msg);\n", + " return messages.next().then(processIteratorResult);\n", + " }\n", + " return messages.next().then(processIteratorResult);\n", + " }\n", + " }) \n", + " var sendClosure = (data, metadata, buffers, disposeOnDone) => {\n", + " return comm_promise.then((comm) => {\n", + " comm.send(data, metadata, buffers, disposeOnDone);\n", + " });\n", + " };\n", + " var comm = {\n", + " send: sendClosure\n", + " };\n", + " }\n", + " window.PyViz.comms[comm_id] = comm;\n", + " return comm;\n", + " }\n", + " window.PyViz.comm_manager = new JupyterCommManager();\n", + " \n", + "\n", + "\n", + "var JS_MIME_TYPE = 'application/javascript';\n", + "var HTML_MIME_TYPE = 'text/html';\n", + "var EXEC_MIME_TYPE = 'application/vnd.holoviews_exec.v0+json';\n", + "var CLASS_NAME = 'output';\n", + "\n", + "/**\n", + " * Render data to the DOM node\n", + " */\n", + "function render(props, node) {\n", + " var div = document.createElement(\"div\");\n", + " var script = document.createElement(\"script\");\n", + " node.appendChild(div);\n", + " node.appendChild(script);\n", + "}\n", + "\n", + "/**\n", + " * Handle when a new output is added\n", + " */\n", + "function handle_add_output(event, handle) {\n", + " var output_area = handle.output_area;\n", + " var output = handle.output;\n", + " if ((output.data == undefined) || (!output.data.hasOwnProperty(EXEC_MIME_TYPE))) {\n", + " return\n", + " }\n", + " var id = output.metadata[EXEC_MIME_TYPE][\"id\"];\n", + " var toinsert = output_area.element.find(\".\" + CLASS_NAME.split(' ')[0]);\n", + " if (id !== undefined) {\n", + " var nchildren = toinsert.length;\n", + " var html_node = toinsert[nchildren-1].children[0];\n", + " html_node.innerHTML = output.data[HTML_MIME_TYPE];\n", + " var scripts = [];\n", + " var nodelist = html_node.querySelectorAll(\"script\");\n", + " for (var i in nodelist) {\n", + " if (nodelist.hasOwnProperty(i)) {\n", + " scripts.push(nodelist[i])\n", + " }\n", + " }\n", + "\n", + " scripts.forEach( function (oldScript) {\n", + " var newScript = document.createElement(\"script\");\n", + " var attrs = [];\n", + " var nodemap = oldScript.attributes;\n", + " for (var j in nodemap) {\n", + " if (nodemap.hasOwnProperty(j)) {\n", + " attrs.push(nodemap[j])\n", + " }\n", + " }\n", + " attrs.forEach(function(attr) { newScript.setAttribute(attr.name, attr.value) });\n", + " newScript.appendChild(document.createTextNode(oldScript.innerHTML));\n", + " oldScript.parentNode.replaceChild(newScript, oldScript);\n", + " });\n", + " if (JS_MIME_TYPE in output.data) {\n", + " toinsert[nchildren-1].children[1].textContent = output.data[JS_MIME_TYPE];\n", + " }\n", + " output_area._hv_plot_id = id;\n", + " if ((window.Bokeh !== undefined) && (id in Bokeh.index)) {\n", + " window.PyViz.plot_index[id] = Bokeh.index[id];\n", + " } else {\n", + " window.PyViz.plot_index[id] = null;\n", + " }\n", + " } else if (output.metadata[EXEC_MIME_TYPE][\"server_id\"] !== undefined) {\n", + " var bk_div = document.createElement(\"div\");\n", + " bk_div.innerHTML = output.data[HTML_MIME_TYPE];\n", + " var script_attrs = bk_div.children[0].attributes;\n", + " for (var i = 0; i < script_attrs.length; i++) {\n", + " toinsert[toinsert.length - 1].childNodes[1].setAttribute(script_attrs[i].name, script_attrs[i].value);\n", + " }\n", + " // store reference to server id on output_area\n", + " output_area._bokeh_server_id = output.metadata[EXEC_MIME_TYPE][\"server_id\"];\n", + " }\n", + "}\n", + "\n", + "/**\n", + " * Handle when an output is cleared or removed\n", + " */\n", + "function handle_clear_output(event, handle) {\n", + " var id = handle.cell.output_area._hv_plot_id;\n", + " var server_id = handle.cell.output_area._bokeh_server_id;\n", + " if (((id === undefined) || !(id in PyViz.plot_index)) && (server_id !== undefined)) { return; }\n", + " var comm = window.PyViz.comm_manager.get_client_comm(\"hv-extension-comm\", \"hv-extension-comm\", function () {});\n", + " if (server_id !== null) {\n", + " comm.send({event_type: 'server_delete', 'id': server_id});\n", + " return;\n", + " } else if (comm !== null) {\n", + " comm.send({event_type: 'delete', 'id': id});\n", + " }\n", + " delete PyViz.plot_index[id];\n", + " if ((window.Bokeh !== undefined) & (id in window.Bokeh.index)) {\n", + " var doc = window.Bokeh.index[id].model.document\n", + " doc.clear();\n", + " const i = window.Bokeh.documents.indexOf(doc);\n", + " if (i > -1) {\n", + " window.Bokeh.documents.splice(i, 1);\n", + " }\n", + " }\n", + "}\n", + "\n", + "/**\n", + " * Handle kernel restart event\n", + " */\n", + "function handle_kernel_cleanup(event, handle) {\n", + " delete PyViz.comms[\"hv-extension-comm\"];\n", + " window.PyViz.plot_index = {}\n", + "}\n", + "\n", + "/**\n", + " * Handle update_display_data messages\n", + " */\n", + "function handle_update_output(event, handle) {\n", + " handle_clear_output(event, {cell: {output_area: handle.output_area}})\n", + " handle_add_output(event, handle)\n", + "}\n", + "\n", + "function register_renderer(events, OutputArea) {\n", + " function append_mime(data, metadata, element) {\n", + " // create a DOM node to render to\n", + " var toinsert = this.create_output_subarea(\n", + " metadata,\n", + " CLASS_NAME,\n", + " EXEC_MIME_TYPE\n", + " );\n", + " this.keyboard_manager.register_events(toinsert);\n", + " // Render to node\n", + " var props = {data: data, metadata: metadata[EXEC_MIME_TYPE]};\n", + " render(props, toinsert[0]);\n", + " element.append(toinsert);\n", + " return toinsert\n", + " }\n", + "\n", + " events.on('output_added.OutputArea', handle_add_output);\n", + " events.on('output_updated.OutputArea', handle_update_output);\n", + " events.on('clear_output.CodeCell', handle_clear_output);\n", + " events.on('delete.Cell', handle_clear_output);\n", + " events.on('kernel_ready.Kernel', handle_kernel_cleanup);\n", + "\n", + " OutputArea.prototype.register_mime_type(EXEC_MIME_TYPE, append_mime, {\n", + " safe: true,\n", + " index: 0\n", + " });\n", + "}\n", + "\n", + "if (window.Jupyter !== undefined) {\n", + " try {\n", + " var events = require('base/js/events');\n", + " var OutputArea = require('notebook/js/outputarea').OutputArea;\n", + " if (OutputArea.prototype.mime_types().indexOf(EXEC_MIME_TYPE) == -1) {\n", + " register_renderer(events, OutputArea);\n", + " }\n", + " } catch(err) {\n", + " }\n", + "}\n" + ], + "application/vnd.holoviews_load.v0+json": "\nif ((window.PyViz === undefined) || (window.PyViz instanceof HTMLElement)) {\n window.PyViz = {comms: {}, comm_status:{}, kernels:{}, receivers: {}, plot_index: []}\n}\n\n\n function JupyterCommManager() {\n }\n\n JupyterCommManager.prototype.register_target = function(plot_id, comm_id, msg_handler) {\n if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n comm_manager.register_target(comm_id, function(comm) {\n comm.on_msg(msg_handler);\n });\n } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n window.PyViz.kernels[plot_id].registerCommTarget(comm_id, function(comm) {\n comm.onMsg = msg_handler;\n });\n } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n google.colab.kernel.comms.registerTarget(comm_id, (comm) => {\n var messages = 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function append_mime(data, metadata, element) {\n // create a DOM node to render to\n var toinsert = this.create_output_subarea(\n metadata,\n CLASS_NAME,\n EXEC_MIME_TYPE\n );\n this.keyboard_manager.register_events(toinsert);\n // Render to node\n var props = {data: data, metadata: metadata[EXEC_MIME_TYPE]};\n render(props, toinsert[0]);\n element.append(toinsert);\n return toinsert\n }\n\n events.on('output_added.OutputArea', handle_add_output);\n events.on('output_updated.OutputArea', handle_update_output);\n events.on('clear_output.CodeCell', handle_clear_output);\n events.on('delete.Cell', handle_clear_output);\n events.on('kernel_ready.Kernel', handle_kernel_cleanup);\n\n OutputArea.prototype.register_mime_type(EXEC_MIME_TYPE, append_mime, {\n safe: true,\n index: 0\n });\n}\n\nif (window.Jupyter !== undefined) {\n try {\n var events = require('base/js/events');\n var OutputArea = require('notebook/js/outputarea').OutputArea;\n if (OutputArea.prototype.mime_types().indexOf(EXEC_MIME_TYPE) == -1) {\n register_renderer(events, OutputArea);\n }\n } catch(err) {\n }\n}\n" + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/javascript": [ + "(function(root) {\n", + " function now() {\n", + " return new Date();\n", + " }\n", + "\n", + " const force = false;\n", + " const py_version = '3.5.2'.replace('rc', '-rc.').replace('.dev', '-dev.');\n", + " const reloading = true;\n", + " const Bokeh = root.Bokeh;\n", + "\n", + " // Set a timeout for this load but only if we are not already initializing\n", + " if (typeof (root._bokeh_timeout) === \"undefined\" || (force || !root._bokeh_is_initializing)) {\n", + " root._bokeh_timeout = Date.now() + 5000;\n", + " root._bokeh_failed_load = false;\n", + " }\n", + "\n", + " function run_callbacks() {\n", + " try {\n", + " root._bokeh_onload_callbacks.forEach(function(callback) {\n", + " if (callback != null)\n", + " callback();\n", + " });\n", + " } finally {\n", + " delete root._bokeh_onload_callbacks;\n", + " }\n", + " console.debug(\"Bokeh: all callbacks have finished\");\n", + " }\n", + "\n", + " function load_libs(css_urls, js_urls, js_modules, js_exports, callback) {\n", + " if (css_urls == null) css_urls = [];\n", + " if (js_urls == null) js_urls = [];\n", + " if (js_modules == null) js_modules = [];\n", + " if (js_exports == null) js_exports = {};\n", + "\n", + " root._bokeh_onload_callbacks.push(callback);\n", + "\n", + " if (root._bokeh_is_loading > 0) {\n", + " // Don't load bokeh if it is still initializing\n", + " console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n", + " return null;\n", + " } else if (js_urls.length === 0 && js_modules.length === 0 && Object.keys(js_exports).length === 0) {\n", + " // There is nothing to load\n", + " run_callbacks();\n", + " return null;\n", + " }\n", + "\n", + " function on_load() {\n", + " root._bokeh_is_loading--;\n", + " if (root._bokeh_is_loading === 0) {\n", + " console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n", + " run_callbacks()\n", + " }\n", + " }\n", + " window._bokeh_on_load = on_load\n", + "\n", + " function on_error(e) {\n", + " const src_el = e.srcElement\n", + " console.error(\"failed to load \" + (src_el.href || src_el.src));\n", + " }\n", + "\n", + " const skip = [];\n", + " if (window.requirejs) {\n", + " window.requirejs.config({'packages': {}, 'paths': {}, 'shim': {}});\n", + " root._bokeh_is_loading = css_urls.length + 0;\n", + " } else {\n", + " root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length + Object.keys(js_exports).length;\n", + " }\n", + "\n", + " const existing_stylesheets = []\n", + " const links = document.getElementsByTagName('link')\n", + " for (let i = 0; i < links.length; i++) {\n", + " const link = links[i]\n", + " if (link.href != null) {\n", + " existing_stylesheets.push(link.href)\n", + " }\n", + " }\n", + " for (let i = 0; i < css_urls.length; i++) {\n", + " const url = css_urls[i];\n", + " const escaped = encodeURI(url)\n", + " if (existing_stylesheets.indexOf(escaped) !== -1) {\n", + " on_load()\n", + " continue;\n", + " }\n", + " const element = document.createElement(\"link\");\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.rel = \"stylesheet\";\n", + " element.type = \"text/css\";\n", + " element.href = url;\n", + " console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n", + " document.body.appendChild(element);\n", + " } var existing_scripts = []\n", + " const scripts = document.getElementsByTagName('script')\n", + " for (let i = 0; i < scripts.length; i++) {\n", + " var script = scripts[i]\n", + " if (script.src != null) {\n", + " existing_scripts.push(script.src)\n", + " }\n", + " }\n", + " for (let i = 0; i < js_urls.length; i++) {\n", + " const url = js_urls[i];\n", + " const escaped = encodeURI(url)\n", + " if (skip.indexOf(escaped) !== -1 || existing_scripts.indexOf(escaped) !== -1) {\n", + " if (!window.requirejs) {\n", + " on_load();\n", + " }\n", + " continue;\n", + " }\n", + " const element = document.createElement('script');\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.src = url;\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " document.head.appendChild(element);\n", + " }\n", + " for (let i = 0; i < js_modules.length; i++) {\n", + " const url = js_modules[i];\n", + " const escaped = encodeURI(url)\n", + " if (skip.indexOf(escaped) !== -1 || existing_scripts.indexOf(escaped) !== -1) {\n", + " if (!window.requirejs) {\n", + " on_load();\n", + " }\n", + " continue;\n", + " }\n", + " var element = document.createElement('script');\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.src = url;\n", + " element.type = \"module\";\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " document.head.appendChild(element);\n", + " }\n", + " for (const name in js_exports) {\n", + " const url = js_exports[name];\n", + " const escaped = encodeURI(url)\n", + " if (skip.indexOf(escaped) >= 0 || root[name] != null) {\n", + " if (!window.requirejs) {\n", + " on_load();\n", + " }\n", + " continue;\n", + " }\n", + " var element = document.createElement('script');\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.type = \"module\";\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " element.textContent = `\n", + " import ${name} from \"${url}\"\n", + " window.${name} = ${name}\n", + " window._bokeh_on_load()\n", + " `\n", + " document.head.appendChild(element);\n", + " }\n", + " if (!js_urls.length && !js_modules.length) {\n", + " on_load()\n", + " }\n", + " };\n", + "\n", + " function inject_raw_css(css) {\n", + " const element = document.createElement(\"style\");\n", + " element.appendChild(document.createTextNode(css));\n", + " document.body.appendChild(element);\n", + " }\n", + "\n", + " const js_urls = [\"https://cdn.holoviz.org/panel/1.5.4/dist/bundled/reactiveesm/es-module-shims@^1.10.0/dist/es-module-shims.min.js\"];\n", + " const js_modules = [];\n", + " const js_exports = {};\n", + " const css_urls = [];\n", + " const inline_js = [ function(Bokeh) {\n", + " Bokeh.set_log_level(\"info\");\n", + " },\n", + "function(Bokeh) {} // ensure no trailing comma for IE\n", + " ];\n", + "\n", + " function run_inline_js() {\n", + " if ((root.Bokeh !== undefined) || (force === true)) {\n", + " for (let i = 0; i < inline_js.length; i++) {\n", + " try {\n", + " inline_js[i].call(root, root.Bokeh);\n", + " } catch(e) {\n", + " if (!reloading) {\n", + " throw e;\n", + " }\n", + " }\n", + " }\n", + " // Cache old bokeh versions\n", + " if (Bokeh != undefined && !reloading) {\n", + " var NewBokeh = root.Bokeh;\n", + " if (Bokeh.versions === undefined) {\n", + " Bokeh.versions = new Map();\n", + " }\n", + " if (NewBokeh.version !== Bokeh.version) {\n", + " Bokeh.versions.set(NewBokeh.version, NewBokeh)\n", + " }\n", + " root.Bokeh = Bokeh;\n", + " }\n", + " } else if (Date.now() < root._bokeh_timeout) {\n", + " setTimeout(run_inline_js, 100);\n", + " } else if (!root._bokeh_failed_load) {\n", + " console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n", + " root._bokeh_failed_load = true;\n", + " }\n", + " root._bokeh_is_initializing = false\n", + " }\n", + "\n", + " function load_or_wait() {\n", + " // Implement a backoff loop that tries to ensure we do not load multiple\n", + " // versions of Bokeh and its dependencies at the same time.\n", + " // In recent versions we use the root._bokeh_is_initializing flag\n", + " // to determine whether there is an ongoing attempt to initialize\n", + " // bokeh, however for backward compatibility we also try to ensure\n", + " // that we do not start loading a newer (Panel>=1.0 and Bokeh>3) version\n", + " // before older versions are fully initialized.\n", + " if (root._bokeh_is_initializing && Date.now() > root._bokeh_timeout) {\n", + " // If the timeout and bokeh was not successfully loaded we reset\n", + " // everything and try loading again\n", + " root._bokeh_timeout = Date.now() + 5000;\n", + " root._bokeh_is_initializing = false;\n", + " root._bokeh_onload_callbacks = undefined;\n", + " root._bokeh_is_loading = 0\n", + " console.log(\"Bokeh: BokehJS was loaded multiple times but one version failed to initialize.\");\n", + " load_or_wait();\n", + " } else if (root._bokeh_is_initializing || (typeof root._bokeh_is_initializing === \"undefined\" && root._bokeh_onload_callbacks !== undefined)) {\n", + " setTimeout(load_or_wait, 100);\n", + " } else {\n", + " root._bokeh_is_initializing = true\n", + " root._bokeh_onload_callbacks = []\n", + " const bokeh_loaded = root.Bokeh != null && (root.Bokeh.version === py_version || (root.Bokeh.versions !== undefined && root.Bokeh.versions.has(py_version)));\n", + " if (!reloading && !bokeh_loaded) {\n", + " if (root.Bokeh) {\n", + " root.Bokeh = undefined;\n", + " }\n", + " console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n", + " }\n", + " load_libs(css_urls, js_urls, js_modules, js_exports, function() {\n", + " console.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n", + " run_inline_js();\n", + " });\n", + " }\n", + " }\n", + " // Give older versions of the autoload script a head-start to ensure\n", + " // they initialize before we start loading newer version.\n", + " setTimeout(load_or_wait, 100)\n", + "}(window));" + ], + "application/vnd.holoviews_load.v0+json": "(function(root) {\n function now() {\n return new Date();\n }\n\n const force = false;\n const py_version = '3.5.2'.replace('rc', '-rc.').replace('.dev', '-dev.');\n const reloading = true;\n const Bokeh = root.Bokeh;\n\n // Set a timeout for this load but only if we are not already initializing\n if (typeof (root._bokeh_timeout) === \"undefined\" || (force || !root._bokeh_is_initializing)) {\n root._bokeh_timeout = Date.now() + 5000;\n root._bokeh_failed_load = false;\n }\n\n function run_callbacks() {\n try {\n root._bokeh_onload_callbacks.forEach(function(callback) {\n if (callback != null)\n callback();\n });\n } finally {\n delete root._bokeh_onload_callbacks;\n }\n console.debug(\"Bokeh: all callbacks have finished\");\n }\n\n function load_libs(css_urls, js_urls, js_modules, js_exports, callback) {\n if (css_urls == null) css_urls = [];\n if (js_urls == null) js_urls = [];\n if (js_modules == null) js_modules = [];\n if (js_exports == null) js_exports = {};\n\n root._bokeh_onload_callbacks.push(callback);\n\n if (root._bokeh_is_loading > 0) {\n // Don't load bokeh if it is still initializing\n console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n return null;\n } else if (js_urls.length === 0 && js_modules.length === 0 && Object.keys(js_exports).length === 0) {\n // There is nothing to load\n run_callbacks();\n return null;\n }\n\n function on_load() {\n root._bokeh_is_loading--;\n if (root._bokeh_is_loading === 0) {\n console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n run_callbacks()\n }\n }\n window._bokeh_on_load = on_load\n\n function on_error(e) {\n const src_el = e.srcElement\n console.error(\"failed to load \" + (src_el.href || src_el.src));\n }\n\n const skip = [];\n if (window.requirejs) {\n window.requirejs.config({'packages': {}, 'paths': {}, 'shim': {}});\n root._bokeh_is_loading = css_urls.length + 0;\n } else {\n root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length + Object.keys(js_exports).length;\n }\n\n const existing_stylesheets = []\n const links = document.getElementsByTagName('link')\n for (let i = 0; i < links.length; i++) {\n const link = links[i]\n if (link.href != null) {\n existing_stylesheets.push(link.href)\n }\n }\n for (let i = 0; i < css_urls.length; i++) {\n const url = css_urls[i];\n const escaped = encodeURI(url)\n if (existing_stylesheets.indexOf(escaped) !== -1) {\n on_load()\n continue;\n }\n const element = document.createElement(\"link\");\n element.onload = on_load;\n element.onerror = on_error;\n element.rel = \"stylesheet\";\n element.type = \"text/css\";\n element.href = url;\n console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n document.body.appendChild(element);\n } var existing_scripts = []\n const scripts = document.getElementsByTagName('script')\n for (let i = 0; i < scripts.length; i++) {\n var script = scripts[i]\n if (script.src != null) {\n existing_scripts.push(script.src)\n }\n }\n for (let i = 0; i < js_urls.length; i++) {\n const url = js_urls[i];\n const escaped = encodeURI(url)\n if (skip.indexOf(escaped) !== -1 || existing_scripts.indexOf(escaped) !== -1) {\n if (!window.requirejs) {\n on_load();\n }\n continue;\n }\n const element = document.createElement('script');\n element.onload = on_load;\n element.onerror = on_error;\n element.async = false;\n element.src = url;\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n document.head.appendChild(element);\n }\n for (let i = 0; i < js_modules.length; i++) {\n const url = js_modules[i];\n const escaped = encodeURI(url)\n if (skip.indexOf(escaped) !== -1 || existing_scripts.indexOf(escaped) !== -1) {\n if (!window.requirejs) {\n on_load();\n }\n continue;\n }\n var element = document.createElement('script');\n element.onload = on_load;\n element.onerror = on_error;\n element.async = false;\n element.src = url;\n element.type = \"module\";\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n document.head.appendChild(element);\n }\n for (const name in js_exports) {\n const url = js_exports[name];\n const escaped = encodeURI(url)\n if (skip.indexOf(escaped) >= 0 || root[name] != null) {\n if (!window.requirejs) {\n on_load();\n }\n continue;\n }\n var element = document.createElement('script');\n element.onerror = on_error;\n element.async = false;\n element.type = \"module\";\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n element.textContent = `\n import ${name} from \"${url}\"\n window.${name} = ${name}\n window._bokeh_on_load()\n `\n document.head.appendChild(element);\n }\n if (!js_urls.length && !js_modules.length) {\n on_load()\n }\n };\n\n function inject_raw_css(css) {\n const element = document.createElement(\"style\");\n element.appendChild(document.createTextNode(css));\n document.body.appendChild(element);\n }\n\n const js_urls = [\"https://cdn.holoviz.org/panel/1.5.4/dist/bundled/reactiveesm/es-module-shims@^1.10.0/dist/es-module-shims.min.js\"];\n const js_modules = [];\n const js_exports = {};\n const css_urls = [];\n const inline_js = [ function(Bokeh) {\n Bokeh.set_log_level(\"info\");\n },\nfunction(Bokeh) {} // ensure no trailing comma for IE\n ];\n\n function run_inline_js() {\n if ((root.Bokeh !== undefined) || (force === true)) {\n for (let i = 0; i < inline_js.length; i++) {\n try {\n inline_js[i].call(root, root.Bokeh);\n } catch(e) {\n if (!reloading) {\n throw e;\n }\n }\n }\n // Cache old bokeh versions\n if (Bokeh != undefined && !reloading) {\n var NewBokeh = root.Bokeh;\n if (Bokeh.versions === undefined) {\n Bokeh.versions = new Map();\n }\n if (NewBokeh.version !== Bokeh.version) {\n Bokeh.versions.set(NewBokeh.version, NewBokeh)\n }\n root.Bokeh = Bokeh;\n }\n } else if (Date.now() < root._bokeh_timeout) {\n setTimeout(run_inline_js, 100);\n } else if (!root._bokeh_failed_load) {\n console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n root._bokeh_failed_load = true;\n }\n root._bokeh_is_initializing = false\n }\n\n function load_or_wait() {\n // Implement a backoff loop that tries to ensure we do not load multiple\n // versions of Bokeh and its dependencies at the same time.\n // In recent versions we use the root._bokeh_is_initializing flag\n // to determine whether there is an ongoing attempt to initialize\n // bokeh, however for backward compatibility we also try to ensure\n // that we do not start loading a newer (Panel>=1.0 and Bokeh>3) version\n // before older versions are fully initialized.\n if (root._bokeh_is_initializing && Date.now() > root._bokeh_timeout) {\n // If the timeout and bokeh was not successfully loaded we reset\n // everything and try loading again\n root._bokeh_timeout = Date.now() + 5000;\n root._bokeh_is_initializing = false;\n root._bokeh_onload_callbacks = undefined;\n root._bokeh_is_loading = 0\n console.log(\"Bokeh: BokehJS was loaded multiple times but one version failed to initialize.\");\n load_or_wait();\n } else if (root._bokeh_is_initializing || (typeof root._bokeh_is_initializing === \"undefined\" && root._bokeh_onload_callbacks !== undefined)) {\n setTimeout(load_or_wait, 100);\n } else {\n root._bokeh_is_initializing = true\n root._bokeh_onload_callbacks = []\n const bokeh_loaded = root.Bokeh != null && (root.Bokeh.version === py_version || (root.Bokeh.versions !== undefined && root.Bokeh.versions.has(py_version)));\n if (!reloading && !bokeh_loaded) {\n if (root.Bokeh) {\n root.Bokeh = undefined;\n }\n console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n }\n load_libs(css_urls, js_urls, js_modules, js_exports, function() {\n console.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n run_inline_js();\n });\n }\n }\n // Give older versions of the autoload script a head-start to ensure\n // they initialize before we start loading newer version.\n setTimeout(load_or_wait, 100)\n}(window));" + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/javascript": [ + "\n", + "if ((window.PyViz === undefined) || (window.PyViz instanceof HTMLElement)) {\n", + " window.PyViz = {comms: {}, comm_status:{}, kernels:{}, receivers: {}, plot_index: []}\n", + "}\n", + "\n", + "\n", + " function JupyterCommManager() {\n", + " }\n", + "\n", + " JupyterCommManager.prototype.register_target = function(plot_id, comm_id, msg_handler) {\n", + " if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n", + " var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n", + " comm_manager.register_target(comm_id, function(comm) {\n", + " comm.on_msg(msg_handler);\n", + " });\n", + " } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n", + " window.PyViz.kernels[plot_id].registerCommTarget(comm_id, function(comm) {\n", + " comm.onMsg = msg_handler;\n", + " });\n", + " } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n", + " google.colab.kernel.comms.registerTarget(comm_id, (comm) => {\n", + " var messages = comm.messages[Symbol.asyncIterator]();\n", + " function processIteratorResult(result) {\n", + " var message = result.value;\n", + " console.log(message)\n", + " var content = {data: message.data, comm_id};\n", + " var buffers = []\n", + " for (var buffer of message.buffers || []) {\n", + " buffers.push(new DataView(buffer))\n", + " }\n", + " var metadata = message.metadata || {};\n", + " var msg = {content, buffers, metadata}\n", + " msg_handler(msg);\n", + " return messages.next().then(processIteratorResult);\n", + " }\n", + " return messages.next().then(processIteratorResult);\n", + " })\n", + " }\n", + " }\n", + "\n", + " JupyterCommManager.prototype.get_client_comm = function(plot_id, comm_id, msg_handler) {\n", + " if (comm_id in window.PyViz.comms) {\n", + " return window.PyViz.comms[comm_id];\n", + " } else if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n", + " var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n", + " var comm = comm_manager.new_comm(comm_id, {}, {}, {}, comm_id);\n", + " if (msg_handler) {\n", + " comm.on_msg(msg_handler);\n", + " }\n", + " } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n", + " var comm = window.PyViz.kernels[plot_id].connectToComm(comm_id);\n", + " comm.open();\n", + " if (msg_handler) {\n", + " comm.onMsg = msg_handler;\n", + " }\n", + " } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n", + " var comm_promise = google.colab.kernel.comms.open(comm_id)\n", + " comm_promise.then((comm) => {\n", + " window.PyViz.comms[comm_id] = comm;\n", + " if (msg_handler) {\n", + " var messages = comm.messages[Symbol.asyncIterator]();\n", + " function processIteratorResult(result) {\n", + " var message = result.value;\n", + " var content = {data: message.data};\n", + " var metadata = message.metadata || {comm_id};\n", + " var msg = {content, metadata}\n", + " msg_handler(msg);\n", + " return messages.next().then(processIteratorResult);\n", + " }\n", + " return messages.next().then(processIteratorResult);\n", + " }\n", + " }) \n", + " var sendClosure = (data, metadata, buffers, disposeOnDone) => {\n", + " return comm_promise.then((comm) => {\n", + " comm.send(data, metadata, buffers, disposeOnDone);\n", + " });\n", + " };\n", + " var comm = {\n", + " send: sendClosure\n", + " };\n", + " }\n", + " window.PyViz.comms[comm_id] = comm;\n", + " return comm;\n", + " }\n", + " window.PyViz.comm_manager = new JupyterCommManager();\n", + " \n", + "\n", + "\n", + "var JS_MIME_TYPE = 'application/javascript';\n", + "var HTML_MIME_TYPE = 'text/html';\n", + "var EXEC_MIME_TYPE = 'application/vnd.holoviews_exec.v0+json';\n", + "var CLASS_NAME = 'output';\n", + "\n", + "/**\n", + " * Render data to the DOM node\n", + " */\n", + "function render(props, node) {\n", + " var div = document.createElement(\"div\");\n", + " var script = document.createElement(\"script\");\n", + " node.appendChild(div);\n", + " node.appendChild(script);\n", + "}\n", + "\n", + "/**\n", + " * Handle when a new output is added\n", + " */\n", + "function handle_add_output(event, handle) {\n", + " var output_area = handle.output_area;\n", + " var output = handle.output;\n", + " if ((output.data == undefined) || (!output.data.hasOwnProperty(EXEC_MIME_TYPE))) {\n", + " return\n", + " }\n", + " var id = output.metadata[EXEC_MIME_TYPE][\"id\"];\n", + " var toinsert = output_area.element.find(\".\" + CLASS_NAME.split(' ')[0]);\n", + " if (id !== undefined) {\n", + " var nchildren = toinsert.length;\n", + " var html_node = toinsert[nchildren-1].children[0];\n", + " html_node.innerHTML = output.data[HTML_MIME_TYPE];\n", + " var scripts = [];\n", + " var nodelist = html_node.querySelectorAll(\"script\");\n", + " for (var i in nodelist) {\n", + " if (nodelist.hasOwnProperty(i)) {\n", + " scripts.push(nodelist[i])\n", + " }\n", + " }\n", + "\n", + " scripts.forEach( function (oldScript) {\n", + " var newScript = document.createElement(\"script\");\n", + " var attrs = [];\n", + " var nodemap = oldScript.attributes;\n", + " for (var j in nodemap) {\n", + " if (nodemap.hasOwnProperty(j)) {\n", + " attrs.push(nodemap[j])\n", + " }\n", + " }\n", + " attrs.forEach(function(attr) { newScript.setAttribute(attr.name, attr.value) });\n", + " newScript.appendChild(document.createTextNode(oldScript.innerHTML));\n", + " oldScript.parentNode.replaceChild(newScript, oldScript);\n", + " });\n", + " if (JS_MIME_TYPE in output.data) {\n", + " toinsert[nchildren-1].children[1].textContent = output.data[JS_MIME_TYPE];\n", + " }\n", + " output_area._hv_plot_id = id;\n", + " if ((window.Bokeh !== undefined) && (id in Bokeh.index)) {\n", + " window.PyViz.plot_index[id] = Bokeh.index[id];\n", + " } else {\n", + " window.PyViz.plot_index[id] = null;\n", + " }\n", + " } else if (output.metadata[EXEC_MIME_TYPE][\"server_id\"] !== undefined) {\n", + " var bk_div = document.createElement(\"div\");\n", + " bk_div.innerHTML = output.data[HTML_MIME_TYPE];\n", + " var script_attrs = bk_div.children[0].attributes;\n", + " for (var i = 0; i < script_attrs.length; i++) {\n", + " toinsert[toinsert.length - 1].childNodes[1].setAttribute(script_attrs[i].name, script_attrs[i].value);\n", + " }\n", + " // store reference to server id on output_area\n", + " output_area._bokeh_server_id = output.metadata[EXEC_MIME_TYPE][\"server_id\"];\n", + " }\n", + "}\n", + "\n", + "/**\n", + " * Handle when an output is cleared or removed\n", + " */\n", + "function handle_clear_output(event, handle) {\n", + " var id = handle.cell.output_area._hv_plot_id;\n", + " var server_id = handle.cell.output_area._bokeh_server_id;\n", + " if (((id === undefined) || !(id in PyViz.plot_index)) && (server_id !== undefined)) { return; }\n", + " var comm = window.PyViz.comm_manager.get_client_comm(\"hv-extension-comm\", \"hv-extension-comm\", function () {});\n", + " if (server_id !== null) {\n", + " comm.send({event_type: 'server_delete', 'id': server_id});\n", + " return;\n", + " } else if (comm !== null) {\n", + " comm.send({event_type: 'delete', 'id': id});\n", + " }\n", + " delete PyViz.plot_index[id];\n", + " if ((window.Bokeh !== undefined) & (id in window.Bokeh.index)) {\n", + " var doc = window.Bokeh.index[id].model.document\n", + " doc.clear();\n", + " const i = window.Bokeh.documents.indexOf(doc);\n", + " if (i > -1) {\n", + " window.Bokeh.documents.splice(i, 1);\n", + " }\n", + " }\n", + "}\n", + "\n", + "/**\n", + " * Handle kernel restart event\n", + " */\n", + "function handle_kernel_cleanup(event, handle) {\n", + " delete PyViz.comms[\"hv-extension-comm\"];\n", + " window.PyViz.plot_index = {}\n", + "}\n", + "\n", + "/**\n", + " * Handle update_display_data messages\n", + " */\n", + "function handle_update_output(event, 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events.on('output_updated.OutputArea', handle_update_output);\n events.on('clear_output.CodeCell', handle_clear_output);\n events.on('delete.Cell', handle_clear_output);\n events.on('kernel_ready.Kernel', handle_kernel_cleanup);\n\n OutputArea.prototype.register_mime_type(EXEC_MIME_TYPE, append_mime, {\n safe: true,\n index: 0\n });\n}\n\nif (window.Jupyter !== undefined) {\n try {\n var events = require('base/js/events');\n var OutputArea = require('notebook/js/outputarea').OutputArea;\n if (OutputArea.prototype.mime_types().indexOf(EXEC_MIME_TYPE) == -1) {\n register_renderer(events, OutputArea);\n }\n } catch(err) {\n }\n}\n" + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "CPU times: user 13.3 s, sys: 3.12 s, total: 16.4 s\n", + "Wall time: 10.3 s\n" + ] + } + ], + "source": [ + "%%time\n", + "%matplotlib inline\n", + "\n", + "import importlib\n", + "import new_import \n", + "\n", + "importlib.reload(new_import)\n", + "\n", + "\n", + "from new_import import *" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "2298b035-c320-4c52-a2e4-6d8084f66b92", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "An existing cluster was found. Connecting to: easihub.8daaa179e4964dc7b211b4302753bf26\n", + "CPU times: user 689 ms, sys: 57.7 ms, total: 747 ms\n", + "Wall time: 2min 20s\n" + ] + }, + { + "data": { + "text/html": [ + "
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Connection method: Cluster objectCluster type: dask_gateway.GatewayCluster
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Dataset size: 22.91 GB

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<xarray.Dataset> Size: 25GB\n",
+       "Dimensions:      (time: 35, y: 8874, x: 9902)\n",
+       "Coordinates:\n",
+       "  * time         (time) datetime64[ns] 280B 2022-09-06T22:46:14.500000 ... 20...\n",
+       "  * y            (y) float64 71kB 1.106e+06 1.106e+06 ... 1.017e+06 1.017e+06\n",
+       "  * x            (x) float64 79kB 5.548e+05 5.548e+05 ... 6.538e+05 6.538e+05\n",
+       "    spatial_ref  int32 4B 32648\n",
+       "Data variables:\n",
+       "    vv           (time, y, x) float32 12GB dask.array<chunksize=(1, 2048, 2048), meta=np.ndarray>\n",
+       "    vh           (time, y, x) float32 12GB dask.array<chunksize=(1, 2048, 2048), meta=np.ndarray>\n",
+       "Attributes:\n",
+       "    crs:           EPSG:32648\n",
+       "    grid_mapping:  spatial_ref
" + ], + "text/plain": [ + " Size: 25GB\n", + "Dimensions: (time: 35, y: 8874, x: 9902)\n", + "Coordinates:\n", + " * time (time) datetime64[ns] 280B 2022-09-06T22:46:14.500000 ... 20...\n", + " * y (y) float64 71kB 1.106e+06 1.106e+06 ... 1.017e+06 1.017e+06\n", + " * x (x) float64 79kB 5.548e+05 5.548e+05 ... 6.538e+05 6.538e+05\n", + " spatial_ref int32 4B 32648\n", + "Data variables:\n", + " vv (time, y, x) float32 12GB dask.array\n", + " vh (time, y, x) float32 12GB dask.array\n", + "Attributes:\n", + " crs: EPSG:32648\n", + " grid_mapping: spatial_ref" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# tải dữ liệu vh vv từ vệ tinh sentinel-1\n", + "dsvh, dsvv = load_data_sen1(dc, date_range, coordinates)" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "c4d11ba1-b40a-4969-b911-e70914629dc9", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/env/lib/python3.12/site-packages/xarray/groupers.py:487: FutureWarning: 'M' is deprecated and will be removed in a future version, please use 'ME' instead.\n", + " self.index_grouper = pd.Grouper(\n" + ] + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "5f815efdbc5d4348b8c313833ceff90c", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "VBox()" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "average_vh = calculate_average(dsvh, time_pattern='1M')\n", + "progress(average_vh)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "3849455c-e4ea-4c83-9693-990a8edce2e8", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/env/lib/python3.12/site-packages/xarray/groupers.py:487: FutureWarning: 'M' is deprecated and will be removed in a future version, please use 'ME' instead.\n", + " self.index_grouper = pd.Grouper(\n" + ] + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "c0b35b621a33476cbfe5223796a21fde", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "VBox()" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "average_vv = calculate_average(dsvv, time_pattern='1M')\n", + "progress(average_vv)" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "b6a66c55-ae30-4af9-9b8d-8d4f2152cf93", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "CPU times: user 9.29 s, sys: 7.41 s, total: 16.7 s\n", + "Wall time: 5min 25s\n" + ] + }, + { + "data": { + "text/html": [ + "
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<xarray.DataArray 'vv' (time: 14, y: 8874, x: 9902)> Size: 5GB\n",
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+       "Coordinates:\n",
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+       "    spatial_ref  int32 4B 32648\n",
+       "  * time         (time) datetime64[ns] 112B 2022-09-30 2022-10-31 ... 2023-10-31\n",
+       "Attributes:\n",
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+       "    crs:           EPSG:32648\n",
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Dataset size: 120.05 GB

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<xarray.Dataset> Size: 129GB\n",
+       "Dimensions:      (time: 163, y: 8874, x: 9902)\n",
+       "Coordinates:\n",
+       "  * time         (time) datetime64[ns] 1kB 2022-09-02T03:35:23.960000 ... 202...\n",
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+       "Data variables:\n",
+       "    red          (time, y, x) float32 57GB dask.array<chunksize=(1, 2048, 2048), meta=np.ndarray>\n",
+       "    nir          (time, y, x) float32 57GB dask.array<chunksize=(1, 2048, 2048), meta=np.ndarray>\n",
+       "    scl          (time, y, x) uint8 14GB dask.array<chunksize=(1, 2048, 2048), meta=np.ndarray>\n",
+       "Attributes:\n",
+       "    crs:           EPSG:32648\n",
+       "    grid_mapping:  spatial_ref
" + ], + "text/plain": [ + " Size: 129GB\n", + "Dimensions: (time: 163, y: 8874, x: 9902)\n", + "Coordinates:\n", + " * time (time) datetime64[ns] 1kB 2022-09-02T03:35:23.960000 ... 202...\n", + " * y (y) float64 71kB 1.106e+06 1.106e+06 ... 1.017e+06 1.017e+06\n", + " * x (x) float64 79kB 5.548e+05 5.548e+05 ... 6.538e+05 6.538e+05\n", + " spatial_ref int32 4B 32648\n", + "Data variables:\n", + " red (time, y, x) float32 57GB dask.array\n", + " nir (time, y, x) float32 57GB dask.array\n", + " scl (time, y, x) uint8 14GB dask.array\n", + "Attributes:\n", + " crs: EPSG:32648\n", + " grid_mapping: spatial_ref" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "data_sen2 = load_data_sen2(dc, date_range, coordinates)\n", + "notebook_utils.heading(notebook_utils.xarray_object_size(data_sen2))\n", + "display(data_sen2)" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "8cb877b1-a69e-4ee8-b54c-235b5ba83084", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/plain": [ + "{'0': 'no data',\n", + " '1': 'saturated or defective',\n", + " '2': 'dark area pixels',\n", + " '3': 'cloud shadows',\n", + " '4': 'vegetation',\n", + " '5': 'bare soils',\n", + " '6': 'water',\n", + " '7': 'unclassified',\n", + " '8': 'cloud medium probability',\n", + " '9': 'cloud high probability',\n", + " '10': 'thin cirrus',\n", + " '11': 'snow or ice'}" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "CPU times: user 989 ms, sys: 30.2 ms, total: 1.02 s\n", + "Wall time: 1.02 s\n" + ] + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "2960178e222f4d6eb97d633bd9d9266d", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "VBox()" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "%%time\n", + "# Tiến hành loại bỏ các vị trí bị mây ảnh hưởng\n", + "result = mask_cloud(data_sen2)\n", + "progress(result)" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "325668db-040c-44d1-8cac-749f1850067d", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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<xarray.DataArray 'NDVI' (time: 163, y: 8874, x: 9902)> Size: 57GB\n",
+       "dask.array<truediv, shape=(163, 8874, 9902), dtype=float32, chunksize=(1, 2048, 2048), chunktype=numpy.ndarray>\n",
+       "Coordinates:\n",
+       "  * time         (time) datetime64[ns] 1kB 2022-09-02T03:35:23.960000 ... 202...\n",
+       "  * y            (y) float64 71kB 1.106e+06 1.106e+06 ... 1.017e+06 1.017e+06\n",
+       "  * x            (x) float64 79kB 5.548e+05 5.548e+05 ... 6.538e+05 6.538e+05\n",
+       "    spatial_ref  int32 4B 32648
" + ], + "text/plain": [ + " Size: 57GB\n", + "dask.array\n", + "Coordinates:\n", + " * time (time) datetime64[ns] 1kB 2022-09-02T03:35:23.960000 ... 202...\n", + " * y (y) float64 71kB 1.106e+06 1.106e+06 ... 1.017e+06 1.017e+06\n", + " * x (x) float64 79kB 5.548e+05 5.548e+05 ... 6.538e+05 6.538e+05\n", + " spatial_ref int32 4B 32648" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# calculate NDVI\n", + "dsNDVI = calculate_indices(result, index='NDVI', satellite_mission='s2')\n", + "ndvi = dsNDVI[\"NDVI\"]\n", + "display(ndvi)\n" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "f94969d8-d04f-4495-af63-6323d5c730ef", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/env/lib/python3.12/site-packages/xarray/groupers.py:487: FutureWarning: 'M' is deprecated and will be removed in a future version, please use 'ME' instead.\n", + " self.index_grouper = pd.Grouper(\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "CPU times: user 519 ms, sys: 0 ns, total: 519 ms\n", + "Wall time: 517 ms\n" + ] + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "d7d2c6867f514f5db51338521e055088", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "VBox()" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "2025-01-18 10:49:45,083 - tornado.application - ERROR - Exception in callback functools.partial(>, exception=CommClosedError('in : Stream is closed')>)\n", + "Traceback (most recent call last):\n", + " File \"/env/lib/python3.12/site-packages/distributed/comm/tcp.py\", line 225, in read\n", + " frames_nosplit_nbytes_bin = await stream.read_bytes(fmt_size)\n", + " ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n", + "tornado.iostream.StreamClosedError: Stream is closed\n", + "\n", + "The above exception was the direct cause of the following exception:\n", + "\n", + "Traceback (most recent call last):\n", + " File \"/env/lib/python3.12/site-packages/tornado/ioloop.py\", line 750, in _run_callback\n", + " ret = callback()\n", + " ^^^^^^^^^^\n", + " File \"/env/lib/python3.12/site-packages/tornado/ioloop.py\", line 774, in _discard_future_result\n", + " future.result()\n", + " File \"/env/lib/python3.12/site-packages/distributed/diagnostics/progressbar.py\", line 321, in listen\n", + " response = await self.comm.read(\n", + " ^^^^^^^^^^^^^^^^^^^^^\n", + " File \"/env/lib/python3.12/site-packages/distributed/comm/tcp.py\", line 236, in read\n", + " convert_stream_closed_error(self, e)\n", + " File \"/env/lib/python3.12/site-packages/distributed/comm/tcp.py\", line 142, in convert_stream_closed_error\n", + " raise CommClosedError(f\"in {obj}: {exc}\") from exc\n", + "distributed.comm.core.CommClosedError: in : Stream is closed\n" + ] + } + ], + "source": [ + "%%time\n", + "# calculate average NDVI\n", + "average_ndvi = calculate_average(ndvi,time_pattern=\"1M\")\n", + "progress(average_ndvi)" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "06bd6bda-aa8b-44a0-9c8a-d17ccf5b86c3", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "average_ndvi = average_ndvi.compute()" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "af4fe58b-358a-42f8-b9a4-f3547d2c230b", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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hEtmya9B782DW3/jR9A38bPp6btl7NS8fnc/h+nT+7pmFootkSL38oehFLpg7cNZ5bf52Ls/bB8COkik8/uGF3F3xJfZ4c+hojmVj5YmZ97lv3wGAQwxhFcIsz64koBuQhTA+NXID2FRTOK7PtA+zqERX/H1sqC5muuUYFzhKSDa4afDHkWHpplc183L3IqZY21idFYmj5hnbWB17kC/kHGZqbAuXb/3uKV3HSKytiKysPZoZWVB59ei86A3sVFmQWzfsNk0XWew4yllxVZglhfXtc+kK22gIxLOjJ4f3V/6C9pAdvyqjNlkpmHoMWVTpCtuoVRJxaVb+6Z7F/kAWVaFk5sfXo+kiLeFYGpQEfpT9D853RlytN++5ZtzXfnnePhTdwPqqWbxUuXBMxyzPrqQymEqywU223EFAl8mWXcw0NeLRzDSHYplua+RHBy8f9/UMx6qcSMLmjYVbkDm1ScZv577ErUUnYpEVX76PdredLQciv49z376DZEcvdd++Y0zjJcq9XJ0/UCCoS7VjFYOoukinZiOgyYiCxjPlSzGIKgcb02j0Osk1tlEVSqY8mIZZiKzAAcyCwiVx+ym2NnF/yWV8PWsXId3AO+5pTDG1ougG2sIxNIXjqFfiqQkms6G6mF11WazOLeWt5f/Jb+b8EafsG+R9+f6+r1LhTSbZ4KZRicOlWVlbsSQ60d5cm8/euswxv5/5llaOepOINw4/CZIFlS3d+WQZ2/lCWgmTV9YTtkZe65GffZ+6b9055vMJOsTUqpx1UnirJpiMKGio/cynWVDGPO5n1ugC3HLLLdTV1REMBtmxYweLFo0/eOSQQkx1tlBoj8SHrWIIhyHA8oQKks0eci0dJNt66VEtBDSZV6sjK7i2gB23YsatmLEaIrOjvhUrgE8zsr5tDhZJISu+mwcPXcoUcyt2QxBZUOlRLbQEIqtioxDmgDviQmoJxiAe/8I3K06eLl+GisjtUzcCkR+RS7Uy11ZLkakZmxjiH92z6FEtXJW6kxcXPct901/jpsL32Ogt5p+emVw5ZQ+ioJFucEVnk2lSEO9xF5JPl1D0gR/19rpszIJKkuQm1dBDsbWJI/50PLpMobmZTs2CT5cAuDd147Dv7+1L3+TXy14i1hTglT3zMcYESY53k/X8o2T/9+O0bI9MYvYEMtjkixjXpdlV/LL+Qva7J7PeNY+y4KRxf64Af++YQ3UoObqaB1CQMIsh9vqzsQpBvpm6lUJrC0f9yWi6gKqLLHWUU9WbyHNt56DqIuc6yjCJYWLlwCldx0j0ub7bwzF0he1Uh5II6PKw7uHReKZ8Ka8s+Z9ht6fIPdjEELKgEisHmBVzjMnGbmq9CaSYPACsjCtl3a753HnR3/lCyiFiJT+Jsod4qZcYMfIe+DQjVYFk9rsm8257AXXBRKxikAYlAZdq46pt30ZDYM0HNwNw4+5vjHrtfW7lvlXWLFPjmD0dNxZu4fK8fazIKT++yhCZm1WPR7WQbHRT7ktlsrFrwDH9vxcfhZLQpFOeGJ5MoN0SNbLvr/wF75z3BADf3Hn9qMf+sPjNAY+fKltOdTCZ3b5cPJoFmxDCpZ0IfdkNITRV4kc5/+BoMBWn5MMkKrg1M22qA7OgsKs3J5IbIvqZY61llqWOBKmXoGYgoMtUhFK5qfA9Dvgy+VbBNu6e9garc0tZkDVw4vfwzHUDvC93HLgSgCRjLy1KLACH/ZNxSj4U3cALlYtxqVZCiGyvyx6w+h+OI940AqqMhMY1O27gqm3fHrSPJGjYpBDt4RiSDB4uSj1E0oJWNOMQA47C1j//kK1/+SEnO3Z2ubLQdJEEqTfqvVLHYUo/k4lUp5NuxcIkg4sqbxKioNERttPodxLWRGINfv7eOIN0ew+xkh9Fl3C3ODhn438QY5IJaQaybV1YpIjRtYohzn37Dr6QVkJbMI08eweSoJFu7cGjminxTibX0o5TisSgqrsTyHrm51w+fzJzY+q5atu3cStO2gMRN1F7KGKUk4/Ho2pDSTglH0ZBRRQ0/umeiUux8Mz8P0Tduf1Jk13s90ZmisuzIzGoRw5fzCxLPQ6xK+oKaldN/KVzPvVV3+fClFJS5B7yjWAVdGLEAA1KAsXmRmaYGwCYYWzhTz3zuMa5B0UHqwBtjWm0qiLb/Tn8/M9f4trL3sUqhhAFgU3uYq6ctIf87Bb2+rMpMjVTlZnMbHMd3zt8FdvrsmlWivl74wxs4tlcX7CVKY52Cq0tNIectB7/UY6XFJObVLmHpdlVrK+aRUCXsYmRWecOdy7vqwVkWzs55E7DH5aZ5mzGIQVIkHq5KPEQrzTN5/3eInZ3ZWKWwvx96W9HPefGmqLoKmisXJpbwq66LFrUGFoUJw7RzyF/xugHDsGNhVtG3P5W5zS+kHiQ7rCNLXW5fH3eNhrDcTR7YlgYF8kheGnrFTy+6o+kG7oJIVEWTMMmBjEKKk7RR6LsoVc1cyzgJEYOsLM2m0BYZlleGY3hOJINbs6OO0p9MIFpiY08VbYcyBw1qadXNfPI4YuxS2p0v9Kj83iqbPmAmBnAuqo5UW/KyfQlHQHcNvVt9tZlUmVM4kggjcdKV5Nl7OCwfzLn2U/f7a1WGTqUMV7kuOCQz2+pmgJjW/hHubloM4+VrubO4g2RBYEJAppMQJepDyXw9LwXYB5sqnmeQnMTTtGHR7PQpdqjRmJZTBk7vXmcY6/ApVoxCwpezYjdEKQ97CCoRe4hVmno6x6OX8x6le/t+xqTjD0UmZp5vv1sbkl5h07VRkCXUXQJRTfQpdpJM/RwYfzhUcd8at6L0b9fqlzIIf/g0hyTqLDMWUZAN4Ie+c7lO9vpmDY45DVWtv7lhwMerzv7v3nk8MVMNTeSb2wBwCyM3W39mV7png5CmoSiSSSaekkxeQhoMtnWTlJNPdilAK2dkRt+d9hKp2LjtqVvsSS5hniTly6/lTn2Ombb6okzeGkOxTIzvpFe1YzDEKCqN5HOkJ2gJpEiu1F0iXJfKo+XrYpkvBW8y1cW7uJXc/5EqxJDvr2NSRY3ohBZ6ToNPuZY6+gJW/nRwctpVWLZ6cnl3Z4iDvoySZHdPDP/DwDs9ubQEEqIJn09U74Us6Cw1FHO/SWXRV/v3dPeYGPPNIoymjCiUhlM5adHv0CS0cOPc15nhe0ILtWKRzPTo0m4NTMJUi8Joh+HGIoa6umWBlyaAasAPh2OhQ3sCWTwyBtrWHD+EeIMkRizpoukm7pJlV0kiH4WWKoBaFNiMAthEq0+Xuw8C6sY4ptZ28k1RmQ8fzv3JSQ0Loo5wDn2ch48dClANB41FroUWzSuuybvAFdN2c1/1q3ipfYlWCSFl5f8jqBmwG4IckFKKYvtVfSoFj7wFpIudzMvvp72kJ3VKYc5P3FoQ9o//g/jcyP1Z0FWHU7RhyRoxIgBLnSUsL0um111Wac03nC8vOR3XJu/HZ9qZHZ6Ix94C1B1gbMnVbPEVklzIBbdpJJu6CZWDNIejqExFEeSFClN+WvPPOZaamkIxGGRFPLtbQiCzvsrf8GKnHKuzd+OqosUmZqYaW3AIfoB+GL8PpTjnpGhePXoPOINvUy3NAxwuXaqdgK6HM2Z6It/9xncJ8tGTzqbm1XPDFMzK+2H8akmrpqymwJzC/VK/Ed5K6PEiAECmjz6jmPg6FfvGfL5hdm1pzTencWRDF+TqNAedtARjqE9HMNPZ6yP7vN8+9l4VAtOMUiG3EmqoYcmxcmKnPJIYp3BS1lwEioiXaqddLmbqeYmesJW7p72Bpdv/S4+dewxyz7yzO3ESj7cmpllznI6VRv7/NkEdBmrGIwkiqIR0KVx/66uzt/JTGv9oOcrvKns9Wbj04yYxciYla4kKr5836B9x8OiawYmlN497Q3ecs2gMpTKjw5eTrdqH/NYZ/xK1yBqHAs4ccp+rIYQ3YoVpMgM6Jg/Dofdj0HQONidjsMYwBM2M8nUQ0fATnZMF07Jh0czo+kisqiihUXaQw5SjG4sDgW/KpNk7I2eryNoZ3ZKI39tncPM2EbCmsj39n0NCZEezUK1J4HVqZFZXVAzUBtKZIq5haum7GZd1RyKLY1s9eQz01ofddc8WbaCh2dGblTf3Hk9RXXZBPRcGpR4dvdkk2jqZW3Fkqgrs6o3CYDfNK+k3hPHVRl7ONg7GSMqsqCRbWynMpiKZGrGKKioCFQqSSRJbmxCiEbVjlPysd2fy3JrJS7NyJ+6FrG+dBb5cxq4KKGEbLmdpdZKNF2gU7NSGUxF1UUkQcOl2rjAUYKiSwiCTqrRzW1T3x702TQrTpySD4jEvSOrm2qm/e1+An4jVVf9mIvf/x5vnPubQcc+U76UGXYrmzsK6Z+HONnmwiJF4lQAv5rzJx46dEn05vTy0fnEiAEuzj3ExYNGHczrSweWfPVfZY2XpdlVeI+7/yV0vLoR2zhmyOPh0Vkn6k+fOLKKGdZj/PDQlWi6wENL/0qnZqM+HI+iG0iW3ShItCixFJhbCGgyzf5YvpyymwPeTKqu+vGAsd/pKebpeS9EYrKCiFlUCGjGQVn9/WkJx9IccpJm7x7w/CFvOvPtNdHwysnlO/0N9EgUZUSSZs46/vjk8pVTZVNNIamSH9n08SXaQWSytL5qFmvyDoz72FXvfp9lSSaCgszd096ITmD6WBlXykFfBk1KXNRF3TeV2eyeilc1UWBtwauZkNAgHEO81Mu7rQU8MAPy7B3IgspNe66Nfu4nx5aH4rapb/PgoUsp808i29xBksHN3dPeYG9dJm7dRHs4hgy5ky7VHp28jYehkglre+MpjGmjJ2xF00VeqphP2eX3D3H0+NCkwcl/766bx85zMtl90cM8tmv5mMc6442uJ2RCV0Q0XaQt6EBExyIpFNhaebeskNXTDlPtiWQ+BlSZgCpjk0L0hkyU1aeSbnHx58MR1+6Xp+2jK2Ql19ZBUDNgFUP4VZlscye1gQTsUpAYWyQmNsPeyOHeNH6/8PfcX3IZsQYfh3vTyXV0Rg3Ar+b8iftLLosanrdc0ymwttAadKDZTjghZEGN/v21xO3s8udiFhTS5W4yErvIkDv5h3s2dx24goX2an6W1c7eur9zV7qO77i7aX3zLNQkgdpwHDYhEvNza2ZsYhCn6GebN5/Jxi5alVgSDR6yje30qBZKgpPwakZMYpj4OC92OUhdMJGusJ0FlmoCukxlMJU9nmyKEpupVSKxPxWR/2k9l7eW/+eQn8vjpRcyzdKJTQzSojhpDMZFb7DTklvoDlh56NAlzIw1RX/sEElMipECOCQJRZe4KnUnG2uK2OGdgk8zYpMi3on+3DP9RLbwYf9k4gzeMRncj4NTqff8qNw+dSM5v/klmdOa+drkXRz2pXN+zGG8mEiQevnf+nN47/yBySKrcyMTm3cb8+GkyIbh+PexSYnDKgapCSaRaepEOylv4I3q6Vyce4inypaTIPlYEFuN76Qsz9/Ofen0v+DTwMaaImRBxSyomAR13CGFU2FN3gHWfHAz6895aszHZD37c0RzEtmOzqhX7GSPg00MYpeCg2LC66rm0OhfwBcSD5IkuWlQElB0CasYZHVuKauPO52sYgiHFCDFGAmDjcXg9lFgbibRYGdf74mEKRWBymAq6XI3LtWKikBZMJ3qsuUUmZoJ6DIi2ph/Kz86eDlTzK14NRPvnHdikla8/ienxeAC7Hr+dhZ88wl2PX87i675JWIYbFYB/c+JcBF80J0HvDemsc5493KC2UuzNwan7MciKXQFrXjCJnyakYunHcJp8BFv8hFr8nNR8iFEQSfB2EtebAe1196NpgvMyjzG1MktvFFbTIa1G78q4wpbSZQ9pJtcmESFX835E72qiVJ3KoouEdBkbIZIHGRzWz7PH11MktEzKPPusGcSFf6I4EeOpZ14KbJqdmuR2uAfHbycguNxgxcqF1OrJNEccmIWFeKlXlQEArrMPGsNKiJJkhuPZsQhKii6iEMM4RADnJt0FEU3IKETL0XcnBG3so921YFVDJFq6GGJrZLZ5nqSjtdydqp2elQbf9y5iJ8V/ZU8e6Rub6m1glgxiFlQyDB20qOYEQUNz/Ga5upQMi8uenbIz+SFysVMMbWQLHkwCwo9qpWK3mQAbtpzLTursunyW5llreNcRzm94RNZEOlyN6oukmroifw4hYhISLGlkTnWOvZ1plMTTBpS8OD+ksvINHZGXdyfJ5YvPsQtWe9iE4N0Kja8mgmbGCRVcjMjrmnIY24s3EJRwuD3qs9Q2qUAHs1MiuwmQ+7ktqlv8+sjK3m6fBlPlS2nUYljfdUsWpVYWsKxVIeSB9V5flaR0GkPx+DWzFSepnjuWBiPwQUQjCrXzdrG2TEnBCsemPG3AftcnrdvwMQTIoIWIhpfT9lGntzG6txS/tY2m5uLNg9abQc1AyZRIcc08Ltw8op6KFoVJzcXbeaZ+X+ILh4WZNVxY+EWLs49hIJEQDNy+9SN0dphkUgI5o3q6WT97895pnwp39v3tSHHv7/kMpoDsciCOmjSV7rmJ6Ne33jY9fztLPzGLyPlRwYwBHT2PHs78254guq/ThnzOGe80QWIM/uxSCESjb1k2FzYDCH+eGQeii6iIpJh7WZmTCOHvelMtrpQNInk45mev5z9CnU9caRbXei6QFAzUNWbhMMQoDEYh0lUaA45AbBLQYocrfhVmf3uycyyNfC9fV8jwewl2d7LftdkvOETM/0fHbycZfEVHAtEjvepJgK6kRcXPYuExqtH5/HwzHWsyCnn6fJlvNk1je6wjYdnruPa/O3R5KmAJvPXznlcFHOQBiWBTs1GbTgWWdBQdJGGcDznOUqxikHqlQQawk4y5M5IOYBq531PIVNMLSQdN4KyoPGet5Bko5s8Yyu/3nARN5+9iQxDD7Kg0quacOsmujQznZqNBNGLwxAkoMns9WRyxJ8+YlnMtfnbcUo+yoKTUHQDoqDxjdSITFyOpZ3zC8vJcUaK7c2CMsB4r8opw9svFdEp+nBKPpyij7pQItsueIxYg2/I857nKCXb2H5KLrx/dX6/8Pd4NDNOyUuupYN9vmy8WuRzzLe0DRs7nWQe/nO8qfA97izeQJaxA+34raQ+GE+HEkkQPBaKxyYGmW+rpjtso0GJ/5d571fklHPllD04JR/pBtenfTnDUnvt3dw3/bVBAjEj8eChS2lQEnjLNQOHGKAxHAcMDqX0kWduO64JYOTx0hN1q7OsdTxTvnTEc/UPKw0VKrg0tySaVHfb1LdJlXpZnVvKWdnVPFazmm8s+pB0uZs8c/ugY+8tWYNVCjI3pg5VF1D5eBrbLPr6iXiuLgposoAuwPaXfgDAnmdvx9Ix9rKyM97oTja7mBbbzCRjD0HNgCyqFNub+ErRPnoUCx1BezTgHi97qe2N59FZfyGoGVjyVqSma1piC83+WM6eXE1YkwioBrpCNh6d9Rc0XcQhRVzKiXJvRJkpZGNmTCMHvBkc6Epnb3UmX0/fzgxnE2kmV/TaFtqquLVoE9PszQDU++OJOR7buLFwy4BM0B7VwouLnh0027SJQXb68iiyteAU/SQZIi4gp+gnoEu4dRMZhi5+07gSl2olqMmoeqSg3qVZsYlB0k3dHPRn8rp7Nh94C2kKx3IsFMcCSzW3l3yFi5ftYZkt4l6TBZU42cvfuufytmc6l+aWcFZ2Nb9f+Hu6VDvzY2pZZi8bVD87FKKgU68koOkiLtVK1nOP8VLVAp5dsJY/n/U0l+aW8KE3f4BiGMB7riKWZ1fiOJ553aAk0BKOxX78c+hz35/M8uzKT8RN+Fnl+oKtXJpbwt3T3iBR9lARmMRuXy77PRnYxOCg9xkiIZCh6F/iougSTtHHC5WLsUoRV2S8oZccUxsu1UaL4iRW8g/7uQzF9rrscb++jwOzoGIVwrxRPf3TvpTTxn3TXyPV0MN8Rw0bembSHnYM+dn34ZD8BLRIqY5dCvBS5ULWViwhSfKcslrXcMzIPBb9+73zH2equYl6JYEkg5tfH1kJwNXbb+SFysVkGjtJMfTQpsSgIWIVT29+xF0HrgAg6DxhzHetvR3FOti4b3r21kHPDccZb3S3tecw21ZPj2phvr0GmxTkfw5GZmepZjf13jj2uTLwqUYO9aQxxRGZUeWZ2ylwtjPrtXt5cdGzzIxtJMPczRRrK+nWHmY7IplzT36wEhWBl4/ORxZUjvqSOS+ujHNsFRRaWzg/pZxb5m1mu2cK8QbvADdP36y/z1j8fuHvaVLiBlz/2oolXLLl1ugXKk8eOOOrDqbQEIjjPHspLs0ScdHoIrVKIgFdxqOZKQlOJsvaRa2SRKzkpTw4iU7Vjls1E9BlgppMgbmZFLmHXFMbbWEH5zmOsMufS35CO2c5jhLQZZpUB7KgkiF3cXncbi6LGVjScXX+Tm4t2kStksiBQOaIs+Dl2ZUkSL3MNtcx2djJlp5CZHsIQRjY3rlTsWETQzxVtjz6oyuwRWquzaKCTQxybf523Jol6ob/V+KmPdfyQuVi1lfNGtdxj5deOKR84Vi5tWgTJlHBKgaZZO7hPVchZlHhlr1Xj+n45xc+x+r3buPmPddgFYO811vEVnc+3YqVeEMvLtWGWVQ4Gkzhnx3TaQw6xzTur4+s5LXqGVSHknm6fFn0M/+0mJ0ZKaNrCzt4+ej8z8xk4KNy5ZQ9XF+wlUdn/YWbizZTEZg07MTiqim7aQ3HUuafRJ6xFZdqpTUci0u14hBP1LY/VbacFyoXDzj2sdLVH0mJyiH5KTI1kS13kCZ38/LR+SxxVnFt/nZuLNyCWVSIlSILlZsKxxZTHSvHAk4WvXkX4Qtd3Lj7G0y761cAHPjt99n5wg9Oedwz3uhuOO8hrs3fTpzBy3bPFPItreSlROKSXaGIHmowbKBTsZFk7qUlEMPCDXdzxDcJEZ2cuIibszHgpKw3lZ6wlXijN6ovPG9aNWW9k4gRAyi6xBx7PQFdplZJxCYGmWOtRRQ0pljamGJqHXR9L1QupjEYx3U7r+P7+77KD4vf5Kpt3+b+kst4pnwpmXIXry99kudrIl/mk4vSd/TkkGXuoiUcKX1qVOKi2YABTcYmhNjbm4U7bCFbbiddjqgzHfGn4dNMtISdWMUg6YZuUuUeLs/bx7cKtnFx7iGe3HseD2f+jfZwDMuzK/FoFhbZjnJ1/k6WZlcxN2twyj5AqxKLhE6Swc1LlQuP13EOpi6UyOKsWq6asptnF6zl6FfuJds5UODgV3P+RKrBFa0hBig0N/Nk2Qquzd8ejYHfVPge9Up81HhtqC4esybtp8nT816gSXFSF0oa13FTTC0jyheOhTuLN3Bz0WYenrmO5xc+xxF/Ogmyd0SZvf5sWPZrDKKKhogsqIjovFk1NVr+EdBkmkOxZFm7SDWNTYUry9iOVzNhFYO0KTHIQpiny5exobr4lAVFPirV4XiyjR2YBYWmcNzoB/wL8vDMdfylc35UC/68TRGj0rcCvrN4A7+c/QqyoHJz0WYy5C4alASunLKHV4/OAyK/+yP+tAHj3lm8gfJg2ilPng74IkIUbaqD9rADo6Ay23ziHnjVlN0kGtx0hcdesjMW5nz3CQ6+NJ0rM/Zx6IsP8mFjDgkrh859GC9nvNHtwyn5KLC28MdjC0gwe6n3x9EVtCEKOosTa0gy9mKRQjgMQWYlNrKvIx1R0Eky97LkrTuZ5Wig3W+nPeQg3dQddSlflHiIAlsrO7wR9RtR0OlVzVxfsBX1uDRjqqGHRIN7yDpGr2ZioT3ino0xRMZ8ecnveGDG30gw9EZvYO11Q//Yu4KRhK41eQeIl3zkm1pIMrhJN7hxSj4aw3G4FAsFthZixACrcsr46Yz1zLHW0RGOqNIUmxuRBXWQGEHN13+ER5NZZI10F8qX2wfMbIdjlqUek6jglHyR5C6Dh821keYKz5Qvjcr1nZxNCTAjdvAXe2l2FUuzq8g3RVay8VJvtCi9TzoTIupPfZngAV0+5ZraT5o7izdQaGqKGpWxrKY+jtjohx25ZJk6kEWVeW/8mDn/+DE/Ong5G2uKBqix9ccuBbEKQVLkHi6KO8ADs1/DKXmxiUFipADLY8ootLZEVyOjkSD1ctWU3bzSvpApplZyjW30qBZixABO0TfsROp01zv359LcEpZnV5Ivd6Dq4sd6rk+TmfZjaLpAtT+JNZMO8NChS3jXNXXAPn15JC7VGhW1aVDiWVc1B6sUZL9rsGCFLIQxiaf2W7xn+uscDqbToCRgFhWqg8kD9J8h8rsf6l5yqiy++pcYPTrmLi06bq/LwrH2OLLWPgZEJiP9G9Qs/87owjp9nPFG94Wjq3jo0CXESxED9t75j/Pykt9RZGvFqxjxhoyYhEgNnkkMs6U2lwZvHDsufJRnF6ylM2gjweJjd082G8/7FUHNgKaLbGmfwuOlFxLQZQKaTKdiI0XuIUHq5e5pkR65FYFUNF3kfXchim4YMtW+TYnBfbxLxRJb5QA92svz9vHXnsgssu6mOyi671eDjp/hbIq6VWZnNtASjiXX0IX3eCOEt7uL+U7KZorNjZyVXR097sope7hv+mvYjgskLM6qHfL9W5BVF92mIgy7X3/MgkKG3ElZMC0SCxI0zILCG9XTubFwCw/PXDfssUtsR3mtekbUAPXvLLKxZxoAD1R/kdW5pWyuzR9UN7s8u5LXqmf8yyTs9LE6t5R0Qzf3l1w2YDU1XrfzyeT+8eFhMz9PZuN5v2K3J4cCawspdg89bhutwRi2efOJMwytd+tSrDQoCVQEUrk0twSn5GNVThk2MUhIl7g8bx83Fb43ZtdftMVd4l5cqpWALkdi/poVBWlAR54+XquegUcz81TZcjbXRnIArtr2beb8I1JfvKG6mMP16SOe95yN/zHqtU3LbOTKKXsGeZvOFG6b+jaPzvrL8T7JEvdMf53nFz435L49qpV7pr/OM+VLWWypokWJ5c7iDXiVwXqLNxdt5qbC96Ir4vFya9Embi3axGFfOrGSD5d66upSI3HTnmsBcE2JmEWp3zxB8BnQXEZEd6TK1in5yDZ2sLGmiO/t+xqucaiEnvFG97A3PdKAIO/AAKm5e6a/znvnP45FVjjoSefhmev45exXOPqVe9mw7NfR/Q42pvH60iejpT5BTeKIdxKxpoj71iH6MYsKixzVtIcdVPdzEzYHYnCpVtJMrujs7JHDF3Pdzuu4t2QNdx24gkmyi3WtkS/j6tzSqGHuWw12hWxRXdKyB78/4LVdte3bkWL2fuzw5FEdjuc3zavY68/mm0lbaVdjhl2hejXTmPtx9sW3RkNFwCxEsroVXUIWwpQEMsbUiePi3EMENCNXTdnNhuriaPLNS5ULo56Cd1dEsgn7Zt0n09cW7KMIWXwaLM2u4oEZfxvgcRjv5GHeGwOFLKx7LWxtzo26936w/ysjHm8SFfJNLXT4bFhtASxSKKr1PRTTbce4sXALv5gV6WXbV6p1ed6+YTshjYUrp+xB0Q14NAtxBi9WMUiS5ImKaPRNyp6rOJvOsJ021UGa3E1LOBYNkX+b9A6F8e3srcskW3ahIQwbszxn438gidqY9KM/D2SbO9jZkz3iPn0Lix7Vyp5AdvTeenK9d3/G0/d3KH45+5VBCaank6fnvcC9JWtIXNrMjhcj7vW+zOXa7/6QzPxWYnJcXL71u8flMiMCH8tjyrh45a4xn+eMN7qPzlrLJKNr2O1Tna2UtAwvuH/0K/cCkCBHjO6Li56NZtfeM/11Dngzo0Lrfe7MBw9dyq+PrCTF5CFV7kHRJf7ZNp3nKs7GKoZYFFtNgbmF1bEH2e7OY3li+aDsQZdi5a4DV9AZtCIL2qCOLDfu/gZXJe8gUe5lS20eT5at4JItt5Jq6uGf3bMwiWHmWmqRhTBmQeFv3XOBwS3+ZGFsSjujudRK6k+4lWxCCLOo8MCMv3Fz0WZkVFqVWDxjrNHs+1H1L46/On8n8+01Yzr+88yei3/Gh7W5bKwp4pyN/4HBpxPYnMirxyKf/y9nvzLi8e0hOzu9eSxOqSXe6o92yhqO19tmnrZrPxnrcdnCZIObgCZH8xbghBqRU/LxrYJt1IUScUo+ioytiGh84C3k3ya9QwgRjyZjFlRcqpUttXmsq5rD46UXsqsui1mv3cvVGTu5P/c1ci0d3LL36gFlMZ9HikxNTLENLtEZih8Wv0m1f+z5CP0laz+L7OnO5INVPwcgECeAEHE3A7Rsn4Sry0bJ5nza1Zjjwh4inWE7D898fsznOOON7gtHV5Eg9Q54rq+Z/Vlv3cnT817gyJd+MuSx/XV3+6tC9SfDHGmY3hff6FXNmESFjrAduxRkW+8UXjy4kIrt2TxyYDU+zYjxeLu+kkAGzy5Yy+1TN0YEuoGp90RcyFOsrVT7EilytNIdsuCQ/GypzWN91SyeLl/GHHv9ceFygbJgGrvd2Vyf9gGLrFV8LWEbRfZm6pV4PJqFD3oLOMtxlHVVcwbcuACSJc+o7+FI5QQQUe/pn+rfGI4kc/WxOreU6ZYGrGJwTAX1wzGeWsRPiteqZ/BG9fRPLclnKM7KrqY2lMT1WVvhoi4MAejZMGlQ3+Sh6FVMHHBN5ogrItgympEeSqLzVDl5QjjD3ICmizSEEmgKx6HoBl49Oi+aIbu5Np8kKVIid2fxBl7pXES1kkiMFOAcWzlOMYhTDOHSLBwOJUcTAL2aiVxTGwuy6pid0kia3E2Wwc05tnKKrU2nNT74cdPXzWc8PFdxNptqCoedXMQIQRbaxu4lMohjLxsaaQH0cXH19hv54pZbWLjh7lH37f99zv9GOTte/AGCGqmoqLjndgiL2Gd3RmVGr83fPiCvZCyc8TKQ107ZSExMTPTxWW/dSXtPRGEmGB755fcViz9ZtoJ7pg+tAZsmd6PpIttdOSx21kR0bHWJOdY6dvbm0uCLQ+82Yirswdvk4Olty7nt7I04xMCAjjG73DncBBx5KOJC7nOj9bVD+1P7Qr6atBOjoEZdfT86eDlb23OZG99Aka2FRiUOWQiTKrlJk104JS8O0c9RbxJL7JXIqKiiyLqqOThEP7KgsqFnTlSvdjhqgsn4NBMLhtl+cu1rSzh2UCG8JGiYUajxf3LqPp8Efa7svoYNnzZ9urh9363rC4BxzHPWn/MU5759B90+CyVffPDjuch+3FuyhpmWhkEuw1ePzkPRk7GKQcp9qUy1NZEhd9Kp2qM3vJPDCzPtDQQ0mfZwDKJRQ0InhESDkjAg07u/LvMl8QfINHSjIGATFGabh87I/6yyxH40+vdImsjz3vgxey7+GQBdYTvXF2zlZDmUvXWZzM2qZ25WPRv75VKMRl9oYSzs7x17/9zTwY27v0G9J5WGukTmFNWO69i+Fprb/nSiy5CtSqZLdQKR9pcQSdp8vXq0u+gJzviV7sm0uewoAQO5L/9sUE3ocJycBds3u3zk8MW4VBuPlV1Ig8dJj2rBpxnZ687EpVopsLSQbPaweskBNE3A1CYhdxj49Y6VvNI0cGXU7I+JupD717r5NCPppm56FRPlgTTawo7otodnrmOqsxWTGMYqhigyNfHHtsVI6LQqsSRJHsqCaVyaeIDKYCo2MRhJTtFkOlU7r7nm8HrdtFFff5+beKwMpzyzJu8Azy5YC0DOSw+z5oObx9RH9F+B+6a/9mlfAsCISmBj5f2Vv/hEDC7AKxVzeaF5Cd/ceT3bvPn8+shKbtl7NZ3H2895NAsmUWG3O5vSwGRaFeewY91U+B67enNwSH6qQ8mEkGgJx474nlw5ZQ9tx70yB4PptKmOYff9LHJ53r7ofWMog9sX4+8zuDB01QAwoARwPEIm40HRJNZ8cDPX7LhhUE1vX4XDSKyvmjUg1DbaZPeZ+X9A1QXq/t9/jFticyh0AeL3Scz57hPU+RPZWFPE9QVbuST3wzGP8bkzuke/ci+CpPOlogOk2j1ct/O6UY/pOp4t91jpas56605KXGmsrVjCnp5MNrRPIz22h5kJTVjFEPGSlza/g1ea51MTTCLd1M00WyMJdh+hKX6UVIW0tC5kaaC72iiGoy3O3u6OuNleqlxIYzAOp+Rj/TlPUR+MZ0PnwKbfM22R5KZcUyvv9xaxMr6UnYEc7FIAs6DyQU8+2XI7aXJ3NO3+SCCNq6bs5m/lM1mSVsu6qjmsq5ozIFN2uNKMvtZ7H7VB+LdnfcCa5H2ousD2umxK6iefsaUYnyTWcbq6Pir3lqwh+8VHTnnyNDWlhflxdcyPqWWRrQpR0Mi3tFHqSyPd0M21+du5On47xfYm5lpqyDKOHGvsy71YYKmmNpTIVVN2D6nD3Z9kqZeijCYy5a5/uax3GLkBQX9j+3Fy855rxnxPWH/OU1yTtA1VF3imfCl3HbiC5yrOpiSQwcaaIjbVDJ8KvCbvwIDXm2NqH1IH4Itbbon+ve2Cx8b+QkZg1q2/wtStI6gghOGdf8w7JYW7z53RBTg7r4pMUxfBsGFEbdk++mZ9dxZv4LLJB1gUX0tVMIXFzhq8igm7HGSeow5ZUPnZrou5ctIevp62g0RDLxlyF72qmS+kHQIBlheXsyzlKMsSKwacY/05T3F9wVbumf46H9bl8HT5MqxikF/OfgVVj8iOHXZFEr5u2Xs1Pzp4OQ8dugRFN+DTjEjoHPGkstuTw02F72EUwrzZOw1VF2hXYyiQ23BIfhKkXt5oiKxuj371HtJMPWzrnUK81MtfO0+k9A/1ZfqwNheHGOKSLbdiHmMC1nBMNnaxpaeQHfXZLM6qZUbmMVrUSBigsmEStceGT247nYwWr/5XwzgG+c3TySsVczFZFBRt+F66w/Hq0Xksia9mpqUeh+gnpEukGnpIkV2c5aiM9sN1aRbmWmrZH8iK1mEPR1A3UOFPZWl2Fc3K2IQs+lZ4K3LKx/0aPk5+fWQl66tm8eUPbwIiLfw+q1zgLBlQLTBUJvjq926LerpW55byrYJt3Fi4hXWVs3CpkVZ8qi7iEANsqC6OhtZGwiwozLXU8qODl3P19huBiMGt7h66l/KaD24+hVcXwZ2nIapEjK4OtmNj85SezOfG6N5x4EqeqzibJ8tWMMnsptyXyrz4eh6euS6aUDBSOUVf1p1VDBFv8KLqIiZRYWnSUdLNLmxikN9XLuabs7YjCVq06fXaxrP4Q8VCEg0erpu5jXjZy6Oz/sKdxRuiX5KT+f6Md44LxEdUrw54M/nKtu9wTmIVBlGlK2QjRXaTKHs4Fooj3dTNd9+7lsXOmqi2c0g3kGTwMMPRyOV5+5ibVc+luSVcnHuIPRf/LDqbnG45Rp65jT93LWBRTPWQ19OHWzNH9JyDZszDJJaNlWvzt/PsgrVUXnlv9DmZyJibfVNoVwfX+50uttTmsbcuk4cOXfKZTM76KOwPZkTddB+1xvcr274z7LY+YYDyK+4jweHFF5ajWrUjsbk2n711mbxWPQObGEQWVA76M+lS7VSHIsIHim7AJgY5FkpgfdUsVF3EpdpQdIkk0Rf1tgxFsuxmueMIcKKs5V+VeEMv77mLyLJ2cfnW73Ld5K2f2ezfkz0EfW0Ggeh9rn8pZn+um7odn2rCJCooSHh1Ixoi00zHeLz0wgET4/7u5O112Xg0MxI6ZZ4UOgI2rt5+IzXd8UjDhA4TTD6u2vZt7jhw5biSOs9/93auOX8L/qRIRrOgRf7N+e4TALxcNXTDkKE4443uF977EU+XL8OlWHCpVhqDcQQ1AzEGfzQQniZ38+UPbyLZ6I5+IBds/vcB46TIkRXxrUWbuG3q28QafPg0I69Uz2GG7Rh/alnAxdmlbOvMiSZtHAvFURTbiqqK7OvNYq8rY4CA/EuLn+HBQ5cOullVBZKpCySw153FkrfuJN/SykxHI5ONXVydtIOLEkp4pvIsbGKQaZZj/LF6PsYmmc2dBVEB8mSDm+sLtg5qd9XHipxyNtfmYxOD+DQjMYbAqCU9yVIvHs2M3Rik83jrwdNJX4nQjYVbeM/78Uk49klYzrKeeSIH1xdsZXl2Jeuq5qDokUTBkdx1w5H94iMjbn+t+USpUHZMF19MPsDq2IMj6kg/Xb6MLtWOKOiYBYWALkdvtlYxRL6phWnGJtIN3QQ0I/GGXtbkHWB1bilXTtmDpotIgk6sGGRzbT6bagoH3JAfL71w2CqDT4KPooU9FNfmb+dXc/5EstHNJUkHgUh+xa+PrGTJW3cy5ZWfntbzfVy8tPiZEberushZtkpuKnwvqv51ce4hGsNxJBrcdIRjWPbOD1n05l34VCPPlC/lybIVGNH4n5qltKgxLHDW0RM0U+uORxI1DJJGwZ8H5yU8u2At8UYfYU1ktyuS1HXeph9EdREAsp75OWe9dWdEifC1e8l/9ac0dsdiFUOcddkBVCNIQR1DQMfgh9n/9gQP7Ry7AT/jje4lqYdoDMXxzPw/8FZbMa3BGGINfqxSCJMYPt7mKp4saxdPbVvBvo1T8asydvlEbOyCzf8+KJHozuIN3Fm8gUNffJDrC7by+tInafDFcV5SxG3slHzMsdaxwF7DDcUfUu+LGyBx2Cerd9/018g2dwxqrTbN1kijL5b2/Sn8V/kygrqBViUiMm4WFOKtfg76MjjgzWT/JQ8haAKvL30yOrvvE1gYabbfpdrZ2DONo74UVjoOE9TkYfeFiBvOqxvJtXcMKAn6OJhrqf1Yx4dIW8Azlcvz9kUzglUENtUUjssopCW7sEjKAKm7/lQfTY2GOObH1hLSDTQpcUwzNuGUfFFBl77v9a+PrCRB6iXN0E1TOJaALmMVgshimFjJT69qpj0cQ6dmxa2ZOejPQDxptfLD4jdpVy34dENUmcqnmXj16DyeLl/GXEstecZWbGLwE0/Qe67i7Ehf5/U/iZYkni7uLN7A9QVbo7HM26a+zbYLHotqCPwr82TZCuZaa4d07V81ZTfHQgn8sPhNTFKYHRc+yqOz/oKiS9xatIk21Y4vaMSl2vCoZi5IK2NJcg3dnXYkUWNKcgfZ/z1YrGN3ewZbW3NJtUTKJVMsHso8KdHt6VmdBMMGjJJKrCVArN3Plfn7aA7FEtZF1NUuwhaBsElAM4AuCcTsGV34p48z3uh+t/DvvFo5B4AOn43ZjgasYohYyY9DCmASFfb0ZPHL2a9gajagC7CpvoCekIUHD13KdTuvY1FC7ZjOdW5cBRXeFJ4sW4HjeJs95/Fm8K8vfZKfzlgfdbX0N4YdigOn5IvWetqlyOoz0exFSQkROhzLS4cXMNnYSUCXcalWZiccY2NDIZc69wNQce/44z3/7J7BWY6jfCl+Ny3hWBINnlHrTWVUvpmwlU09U9lfn8GuuqxhE6A+isjAJxVfG8lVeaawKqeMTtU+ajy0j9w/Psxlkw+wzFnOTlfOkPvUffsOHp65jnumv05DIB5NF9jny+JgMJ3n284h5Xg/6r5M9tumvs2VU/bQFI6LNrKvVZKIl7wYhTDNoVjipV6coh9FNzBJdpFnHNwgZJc/l+3+PIpMTbzXG/GGXDllDzcVvseKnHJW5ZRFPBmOet6onn7K0oPj5Vgono3txazMKqcgpm30AyYAIt+PkRLd+rqyvbX8P6PP9S2AVueW4u62ciwUz9tNhezozOat+iIEUcdsCNMdsEBYIP+RJ6LHLnvnhyxNrWLn6kd4et4LALT6HSxw1kXjvYXONjJiusl2dPH+yl+Qavfw0xnriTP4yLe2cXnOAc7+t13oIvTJ6X/4+L+N+TWf8UYXoOzy+3niyCqmODtIkV1UeFMwiQqyoOJTTVH1FckvUHHv9yld8xOOvZeBqosc8zoRGTlgfn/JZTxVtpxSXxpF9mZuLdrE6txSvJqJdR3zo25siLha+lLen6s4m+cqziZR9tCqxLKrN5e1FUuOSyeqbK/NZk5ePboIcbFedvfm4NVMlPrS2NWeycWZpfym8fxTfl++EHcARZfwaBbipV6SDB4CmsxTZcsHuFv6szq3FBUBuxRE0wUWZNUN0KJ9rfpEdnWh+fR05fi4WJpdxVnZ1R85E/tfgSun7Bmz+pjWZYwmDxbaW3msdPWAbNCTMYgaKiKaLvB2dzGXJuynyNI85L59HpjaUBL1wQQUXSKgyZjEMBoiii6x05vLAksNTtE/wFX9QuVi0uRuHMcNc4rcM2wp221T3+bi3EMfm2Rgf+4vuYw4g5fJVhdhTWJH20QW/mhcvvW7p2Wcum/exd3T3qDHa8GnGHF32tBVkWMdTpoaEkDUQY/EZCEiU3my4Mt5yRXYpQCxxgDf3/dV4o1ezFI4qjvdp9eQZeqgVzXxwIy/8Zs5fyTu6mPs/Z/bo+IZY+VzYXQhIjYx3dHExu7pTLM3cbA3g65wpOenpgv8YP9XsJ1zohwhVODnb3UzWJBQh1UauQwjx9RGTTCJsC4N0Dhe23w2v1/4e7xhExtrinihcnHUDQWQZHBjFhQUXaI5FFGKMotKVFay+qofk2Zxc/Su2+mojaekO42esJVfzfkT56VWEmvwMd9ZH00Ay3s8MqNbW7GEa3bcwPx//ggYPkFsjy+H9nAMjUocpcF0jgZTyJS7SDJ4WOk4zDU7buDJshUDDCnA4qxamoOx0fpGiCQn/WD/V+js12LLLCgjrjRu2Xv1IHnL8XC6epu2qzGj73QGMFZ3eu2/RcQAri/YygMz/kaxuZFrJ20btj3bL2a9Sk/YyvkxpUiCjkP04xihq5BZUOgO2yjzpJBvaqHI1EyXYiOgRVpiyoKKVzeyP5BJg5IQzWINaDI1wWQKjK3UhhJJMoyupvZJ0B5ysNedxUx7AwZR5Zqs4Ut4Joiw7uz/Pq3jlV9xH82dsaAK5Ga2IQo6gl9EN+joBugJmIfNXM40drCjJ4dJph5iDAFmWBtINPUO2m9D53QenfWX6ONcR6RFrDDOgoEz3uj+6OA3ozeLe6a/zrML1uJRzbgUC35VptqfSKzBzy9nv8IVmfujx90w80P2X/LQiIkZ95dcxl0HrkASdDxhM+fHlkZn3rfsvZp9VZFAfYGthQYlgQSplySDmx7VCkBlMJX2cAzlvlQW2KuxS0E8qgWn5Iv2ie0KRfat/e4Pee/8xwkeT45JlD2RlnDmZt5uiCTKJM5o44kjq/hd7bkcaE3nixkRtaR5ttohM0t7wyaKzce4tWgTTx1cxt3T3mBFTjkJUi+ioPHVpJ1U+5MoDQzu0GKTQgPkz+LFAO6wmSLTiRWOLKgjrjSSjZ4RawxHYywdj8ZCbejMUskajlNtANGnulVoGt5zIYth3JqZS+IPENDlEQ18jBjgvumvse7s/2ZVThkrcsp5et4LXJ2/k6vzd5Jp6qQkkMGxUDxOyYdZCPHgoUuRBI27p73BWdnVOCXfJ7KKHY0Pa3P5WsI2fr/w9/y9dRayoKLp4rCx8AkYtvHEWPjB/q/w/X1fjT7uH7vXdYGMrA4UVaI4rQXdqINBJ2zTCCgG8uwdLHrzLtZ8cHNU4Ojp8mXs9WazICbirdMQ6AjHcE7MwJJOOKFQ1Udfhrb+hS7O/sHYW/ud8TKQToOP/Z4Mvrfva/xmzh8B6FRshHWRVKM7GjOAyIq1j3hDxOiN5MLqVGz8du5LPHTokmh8oI8KdzJfn7OTq7ffiCik8+XE3YR0ifLgJCT04y3rJNoUG8d8TiqMk5CEiJtOFDQCmoVLttyK/6TmzD+dsT7yuo7H51yqlTuL3uScjUHuz3+De8suQxB0Eu1e7pv+Gk+XL6PclzMga3p9VaQubpaN6Kr76FfviW5fkVPOxpoiGpV4znIcZY83m4cOXRJ9r56rOBuN3AF9LadlNvLMSQpvw3UB6uN0qDhtrs0f9Twns78+Y0DHpD7JzQmGpzwwiWJLIxtrioas4Z5lrscoqLSEY1E107BZ89vrslmRUzviucbSBjBb7hjTdX/c9G+XeTp1qM9ENlQXYxRUyoKZeI/Oo0mJ47apb494zJoPbo4qSd1x4Eo0XaTGmxDd3r8+3CCHMRnCeIImKtqTwKAhmlUsCSFmJjdzfkxppEFM5xTK3SncceBKJhmN2KUgR3yT2NeRzqXph2gMOok39HL19htHzby+ac+1XJblZt2qAvjfsb0PZ/xKVxZViuzNUYN77tt38Nu5L/HKkv8hUR7onnq/J5KYcdeBK2g+LjenDvEWPVm2gpcqF0azK/sbboisgJck1LDfNZlsayfT7M283LaInd48JHSO+pPpVc3U+RMJagbWn/MU901/jbaQg5sK3+NYKIFe1YzdEOSClNJB5weiZUk3Fm7hSCCNc1OO8oMDXybB6mWKs4PAcV3pmwrfo9g6cIUiCRpGQeVbBduGVeBRdRGn5CWgy1wQc4gs04mb3PUFW/l24nu86yke8tiPi/4qWbvqsnijenq03d94GGuLwglO8L/vL+fyvH2syikblGx33c7reKTmYlxapP/tQV/moMYafZwu70SLOvT4nxQT6mnjxyioiIJGmtxNqsGFVQyOmsi4KK4WiBi3PHMbCbKXHFtnNCx1Qfwh8l/9KTn/9zAVX76PyTYXQcWAv8eMIGugw2Sni/KuZEoD6WztyqOiORmDqFLVm8jLdfNpDsTSFbIyJ7ERWQyTauphvzeTGY5G7jpwRTQTv49b9l7Nr4+s5IZd3wKg3h9Pkm2wO3o4zviV7veL1g1oePCFtJLo373qwLrUp+a9CMBfj87itmmbuGnPtUyxDC6j6SvqT5R7+ebO6wc0er6/5DISZQ+KLjEttplE+UQP0FXvfp+vpe8kXrbRrViZ76gZIMT+27kvAdAVjshOnhtXQVUgmTsOXMlUS9OAffvzWt10uptiqfv2HQDMeu1evpN/oplCutwd/TuSIJWPX5W5+qRx+gTPARIkLzFiAFlQo4bt10dWDpiZJsoe3qiePqrM3kdhf30GAT0iWu88bl/fqJ6OLETqhHf7cplw5H38FBSf6CLV11bv6fJlvN42kwbXZGymEG3hGMxCiPaQfVxdak6F/j2HPw2qlKRhG4BMMDQrcsp5o3o6MWKA93qnco69HHGYgOj9JZfRGoqh0l3Eju6bSTBJ+DQjVb4kukMWTGKYgweuINtsJMYWoPt4yG5/azpmo4Jg0NB9BnSgujWRlVPKeaV+Lmn2HmRjGFHQSTb1cl5COZou4lHNxBt6ubloMzfvuYZKdxILJtfQFsoixhDk4ve/x4rEctLkboqtVlqVWIKaRFCT8IWNxJmGz2E4GUHX9VPTsvqM43a7iY2NpaenZ4DRHY0XKhdTE0xiqrmJ17tm0RMys/9gLrU3R5JLHjl8MXdPe4PHSldzZ/EGznrrTr6WuYtKfwr5llY6FEfU6HaHbVF3MET0Set9caSYPaSZXQADtvfn5j3XkGT0kGNqI6AbMQshFN1AksE9aHWa9fQvqLvpjiHHWV81i1/VruL/ZX5AkuRmdW4pdxy4ckBnkA9rc6lVEjGLCi7VOsi476/PYJc/m3nmOtpUO3/vnotFCnFV3A68upEYIcjOQA4FxpYRS33m/OPH7PvCqWnBPnToElbYSzkru5rnKs5GFlRsYvBTv/lOEKFo3QPMnNREujlS3/vwzHWfyHm312WfttXzvzrf2/c1FthrBnRR+iyzsaYIs6CgImITQgR0A17NhFlUKAlkkC5385ZrOoe6JpFo6cWjmPErMi1dMczNbKCqO4HZSU1kWroo703hWK+TvNgOdjZmMi2lhUMtk/C7zNgTfNxUuCVavjbnHz+mML4dDYEV8WVs6iqi0N46oNvVDbu+RX1vHMuSKgnqBroVKxc6S9jsnkq6qZvDvenYDEGqexMJayLT5GqeOPv1MdmbM969vGbLnePavytsZ761hiun7GFJbBVL4quJzTihz9xXX2sVQwB8eMFjdCgOfjPnj9xatIkHZvyNW4s2cfvUjQMM6nMVZ3NOTAUJJi+dQStWMUSNL4HheGrei0wyuvhWwTaCmoxPM9GsONnkLh6UETycwQVQdANfTd/Ntfnboy6/Ss/AptNnZVdjFYPs82UN6qgEEXfsjYVb6NSspBvczLHX0RWysd2fR0s4lkY1ljYlJiq2v75qFiX1kwc0tgfIjz/1OFyK3BPVezYLCkmSG7c6soLWJ8FwjSFGoqwh7WO4ko+PsbhSyy6/n1eW/A+/mvOnT8zgAuz1Z3PznmtYVzXnM9XT+NPgN3P++Kkb3PHoQyu6gaXZVZgFBbOgougGzKLCy52LubVoE4VyG7Pt9VgMClVdiTS5Yuj2Wrik8BDtfjv7vvAzNASyTB3YDCGmxzczydTD1ORWZsccw2IKgS4QawkM6Hy27ws/4+UlvyMQlqn0p+AKWvjpjPW4VOsAkSKbHKTMGxHNmG+v4YAvi0xTF682zKXRF4tHMWM1hLDLQVoCY1/YnfFGV5a0qGD4WOir7wNwSl7uLN5AvG1wJmb/WKKGMOq41xdspUGJJ9PSxTcmbeOAezJzY+p55PDFw2rW9iWUiILGsVA8DYE43m3Ij0o9jgVFl6KJYC81LQJgRmzT8USuExz0ZyIL6ojZxKtyypiReYxppkYuS9jLrUWbSJB6KQ+kscRWyeKsWh4rXc3RYCozMo9RqZww7ncduIJ/n3TqCUvpcjcqArvqsmg5rmgkCfqY2oF9nJxKl5GijM92/fLJ9K/D/qxxc9FmvhS/GxENl2r73BveT4P+ZX//lrlpzL/JvvusS7XyV/ccPvAWsK57Pr3hiK7BFv8U3u6cSmFsK5Ni3MxLa8BsVHi/MY9cRycAFklhpyeXRl8sM20NHHKnUdcTzyxrHTajQlyKe5CyWR9VXQn8cvYrUeGNG/uthqdY29B0kUavk5ZgDBoishim3JeKpgu0e+10hyzYpBDJpt4BWgyjMW6j+/7773PppZeSlpaGIAisX79+wHZd17nvvvuYNGkSFouFlStXUlk5MLu0q6uLr3/968TExOB0Ornhhhvo7R0YiD548CBLly7FbDaTkZHBz3/+8/FeKgD59jamOlq4ac+1Q3a+GIm646Uk7674JRBJT3/iyCrWViwZIJkYO0JNYn/uLN6ASQhTHpjErJhjfNA1ha6wjXMdw7tkHzp0CRIaii6RYe6mMLGNn5VfPGi/x0svHDIVv78R7fty/XTGejLkrgH73Tf9NXJMI7dN6+Os7Graw5GZXXs4hh8Wvxk1PmdZK6OiGP1dv4/O+suATM/x0ifs4NHMHPFGMr37VuUbqj/ZhK4+9tZ9sg25JxgaCZ1suYsEaWzJLJtr8wf1ch2JjTVFnPXWndHEmTOZ/fUZ4z7mkH8y1+28jsdKV/PnjvkYUcdVf786t5R3WgvxqUYOdKUjCToPHbqE35Yvo94dx7KYcprdMVT3JNLjtvHl7P18J+VdIFKdsrstgw3Lfk1H2IHT6GNqQgstihNZUvH6TTjNQ9+fD1/2wLDXdPe0N6jujmeasxlNF7m+YCt3Fm/gqXkvsuPCR9lz8c8wiBrtQTtBzUC2pXPMr3fcRtfr9TJr1iz+67/+a8jtP//5z/nNb37D008/zY4dO7DZbFx44YUEAidEI77+9a9z+PBhNm7cyOuvv87777/Pt7/97eh2t9vNBRdcQFZWFnv27OEXv/gFP/nJT/jd73433svl4ZnP89MZ63l63gukmXq4Ze/VrHr3+1y387pBqign99aVTlKiMggat0/dSLMSR0/YwiOHL+bJshX4NCM37v4Gj5deyNPly6J1wWe9decgYYp7pr+OokeSAmbHRpJTWsKxQxqOJ46solOxcdCbwS9mvcp901/jz2c9PWSPTFHQxpXQ1KDED9LizTe2jFkWMft4X9OTV8b/dM/ifc/wLtc+oY3D9YNrf4fjpj3XkiadyDSfY69H1UVSDS6MRGK7Lx+dz5bavGhvzU01hR+7Me7f9HuCT48VOeXMzozE4/qSvIZjbcUSlmdXjssN2x6OYXVaKbMd9Z+YrOSnxalk9k+1NHFW7FFyje3MjalHRSDf2MqW2rwxN9tIsvTSHnKQYvXQEzIz2dhJcVIriVYvT1SvxCCpeAIm5mfX0RKK4S+uSBrbo7P+wu6LHgYiC4dGr5MXFz2LRzPzhdRD/L9pW/EqRla/dxtL3hpfqPGL2Yc45nNG2xGeTIalm5AqkWJyE2MYeyLVuI3uRRddxEMPPcSXvvSlQdt0Xec///M/ueeee7jsssuYOXMmf/jDH2hqaoquiI8cOcKGDRv43//9XxYtWsQ555zDk08+ycsvv0xTU2SF9H//93+EQiGee+45pk2bxlVXXcX3vvc9nnjiiUHn7CMYDOJ2uwf8O5n/K13Ab+e+xMbzfoVflSlytHLdzus49+07uHr7jXQGbdyy90RO7w+L3xxwfF/y098bZxBr8GMSI8o6cQYvFkmhMeikO2yLZvg2t8dil4LcsOtbA9pI+VQjRzypJBo8nOc4Qol3Mvv82YOut9qfRIa5ixzL6CvQfFPLqPv0p09EvW9S0DfDVcfgKj9cnz6sWzVFdjPPVhMtPu/Pg4cujdYFe/SRmyv0p9KdRJPq4NmOc1ER2NxdGOkYFY6jLDQJWVCPK3sZ2NA+ne112ZHHjL+c6NOkL8wwngnJqfBpeQY+C5xKK8eALjPdcoxUQw+yEB4Umvm8UxdMxCYGsYlBso0dVIZSUXQJsxCO6myPxp/PeppnF6zFIGjMdTbw+4azqehMQlElQmEDX8/ZzeK0Wlp9DtqCDvZ3TR6yNapNjuTatIViaA7FUudPxCaHmBbbjFVW+ObO6zn37TsG3OeH4+GZ65gV2zjs9gTZS7q1h4dnrqM56BzT64TTHNOtqamhpaWFlStPyMXFxsayaNEitm2LfNm3bduG0+lk/vwTsZeVK1ciiiI7duyI7nPuuediNJ7wk1944YWUl5fT3X2i/KU/jzzyCLGxsdF/GRmD3ST9BSBeXvI7Hp65jt8v/D35se2kW1zMch6Llu0MRV9i1Dkp1dw97Q1un7qR+6a/hllQSJY9BDV5QCODJXk15JjasEgh9rsnRw1RczCWXWU5fODKp15JoEuxsc89+Ho1XURCp8afNGjbyXjUU2u1t8BezdqKJZSFUpDQo0ZxKPbXZ7C2YgnTMof/It429W2umrJ7QHZ0H/dNf41kycOmmojRBHj56Hx+fWTlgFV3fy3km/dcQ5fPws27v46qCzjEAK8s+R/2erM5GkhlmzuPgC5TF0rivd4ijFKYBiUBl2ZlY8901lfNYmNN0UeSjBzPsScnj42H5Y4jVDVMGvH9PR0EdJmS+smD5D0nGJoXji3GKgQ55J+MS7XiEANRj8rnnSfLVuCQAhwJpHFx7iEuz9tHXTCRs7KrWZBVR6qhh5cqF465+YlFUvigI49sRxf7L3mIZUmVkf7fHYUcdSdFY7mLE2vIt7Vx9fYbWf3ebeS/+lPm/OPHpJg9PFO+NKLlrQu0BBzEyAES5V40XaDGnUBddTLvNuSz5oObOW/TD6Ln7p/7U7z+JwAj5s8ouoRFioS4HIbAsPudzGk1ui0tkdVWSkrKgOdTUlKi21paWkhOTh6w3WAwEB8fP2Cfocbof46Tufvuu+np6Yn+a2gYu5vk2QVr+cWsV4kzeMe0/8kG5cbCLdwz/XUM4kDJSIukUOLLIN/SRnfQSrzBy4OHLsWjmHAm9eILyzxduRQRPSox1l/WLMvSwW1T32ZD6cCVSV9bwD6eOLLqlOUU8+R2lltrSTX0UKUk8WpnJBYzlJu5S7Wy1f3REpdcWuSm1dc7F6DYfIwkwwnPhKIbeKFyMeuq5jDHXsfXc3YT6jZzvrOU0mBkFbgq9hBpxm7Oiy2jOpRMrqmVRNlDljUSq64NJZJ8XPxEQsenmU55BekYIqMbhjbGMzKPDd5xmH1PZnVuKXkZQzcKOJ2syTvAjMxjmAXlI0nyfV6wySF8ekTofndvTqSWcxiVus8bZkHBJCpMs5z43j8w42/Rvxdn1XJ1/s6otvxoTLU1k2FzRbUP+vqY17uc2OQQBlFlpqORpoAzesyRqjSs5hCBkIwoaDQrThxSALshSIffTkV3EpPkboJhA3WNCaCDokjMiG1C1US+/OFN3Lj7G5ilE7/zeJuPOf/48bCqed/b9zXaQw78qsyaD24eV/byGSOOYTKZMJnG3tNwKD6qHGCcIdJHVNMjHVfAiEkMU+lPRtMFesIWXGErlyQd5LAtPdrt4pyN/xEdo7/QRlnvJACWFVbydPkybip8j0cOX8xUcyOvHp1HeWASVin4ka67LzO1qTaXq6bsJrsum1ePzsOlpnMWEUGMdzqKWJOyj5rgVHoUC08cWXXK5xTR8OoRD8Yb1dNJNQQxouLRTqzUzYJCQJPJkDtxiH6cop+1qYvY483hF7NeZX99BjKRdohWIUiC5KVddZBq6GGGs4Ft3nwO907imqRt2MQgEjoBXSZ4CupVwLArz7760Npjk8iePLKx9IzRzfZJsiqnjOcqzmZ7XTZN4biJmudh6OsyA4zoCfs8cmPhFrbU5o2q6913r+sv6wiRkEqswc/d097gkcMXs6cnB0O/1WVVILJA+2HRRl7vmIUsaLzbXsA0ZzNWKUhpRwpzCuowS2HaA3ZkQWN/z2RSzR6WxBxll5xFR6+N+lAidmMQFBHRrmAxKYjoLEisI6gZ6ArZcCsnfqNNnbHExQyvH96jWGgP2On0W5FFjdoe65jfs9NqdFNTUwFobW1l0qRJ0edbW1uZPXt2dJ+2toH9JsPhMF1dXdHjU1NTaW0d2Euz73HfPh8nTxxZhaJLSOiD4roj0anYmOFoRELncG8anrAJg6hiEsOcm3SUpmAsTtmPS7USZzjxgX6wanBm9le2fYfddVO4y3QFDoOJPZ4snilfyiQ5HHXNLrId5aX2JR/9BQOTjycC2IQw2XIHbwYirsckg5u/Lx0o5r2huphnypdyY+GWQeOMxpq8AzxVthxP9QzSJTcB3TAoq9kqKtG+wTYxSKdqY3ZKIxvqpvKLWfCet5BKfzIWSeGimIN86MvHJCr4NCMezcx8azUX2g/h1WVURCRUZCHMnkAWc0/x/RmJ4dxFZQ1p0fKgJGlsXpRPmusLtrKuas6Y2/59VjnV7+MEH53xNNIwShFvYJ8W/sbGItIdPTxWupoU2UOOrZMU+YTXSxZV1lXNoSKQQ5zRh1+VsRgUKtzJxMVH7qFexURIMyCiU++LY2ZsI++25FPrjacnaCbR7qXKl4RRUjHGRrQErKYQ9f54ehQzObZOiuwttARj+cq277CnLhNR1DBIwze7afLGkhcT0R042paIqIytgxecZvdyTk4OqampvPPOO9Hn3G43O3bsYMmSiHFYsmQJLpeLPXtOdAjZtGkTmqaxaNGi6D7vv/8+inJiub9x40YKCwuJi4sb1zX9cH9EN3OsXT/uL7kMRZewiiFalfG1fDvqSSKoybQqMWgIGEUVb9hErOTHLCpMsbaRZ27DIQYwiwo37bl22LEOt6Vy26x3eXTWXwgfX6Ftd+dREZjE7t4cvlWwjXfc0/j9wt+P6xoHnKOfu9WnRxKoFF1kQVYducebPwzltl6dW/qRbnC5xjZqQ0mUhVIHGdx1VXNoCTuQ0HipbTEOMUBAl4k3+vhq7l6u3n4jsyx1fDNhK3nmNlbklDPD3ECvao6uvj2ahdpwJK7r0cyoCHg1ExlyJ5tr8wf0aP2o7KrLInOYVW7/etxPUu95vIIdl+ftw6Xa/mUSrN6ons69JWv40cHL+dHBy/mwNneA1OnnlX8FPehUc8Sg9i06Lpx8BFHQ0HSR9rADs6jgUc08Xnoh39v3NTKNnRTKbTQGnJjEiHyj1RCiy2/l/47Mx2pUyLR3Y5eDpFjdGMUwZlFBFjV6QybscginyU9PyEyCyUucw4csq7i8Fkq7UzjcMok364s45Eljf2c65R3JfHP6dnKSuphkG5yM20ec2ccHjTnY5SC6LhBjHntMd9wr3d7eXo4ePRp9XFNTw/79+4mPjyczM5N///d/56GHHiI/P5+cnBzuvfde0tLSWLNmDQBTp05l9erV3HjjjTz99NMoisItt9zCVVddRVpaRKnn6quv5oEHHuCGG27gzjvv5NChQ/z617/mV7/61Xgvl8dnPwsMdB33STj2cdOea9lyLJfVWUewH/dA3lq0acx1efeXXIaGQEGMhQpvMpPNLpp9McyPr49qL6+tWMIBbya7/NlMdbSQLLtJMnqispIQqcldW7oIuzXI4cseirawEtGZaW+gI+xA1cWoi2ua9aMl3BgFjcP16UzLbOTb5V/nJ+FCWsKpzGVoY3u6SJC8GE2NUcnI/prPTtGHikC8oZd4o4/ftpxPSDOwKr4UWQjzp7a5dCXZ0UQf00yRONKKnHL6dGR2e3I4L/YIZjEim+kQ/XSqdgK6HHE169qQqlv76zOiE47+bKwpIqFfm7qTy4Ssn8EV4qkIdvSV0LxQufhTVzUaDRWBSbILp+Rje28e2/15A37fY+kOcyayy5/zmdeDLrY28f19X+VXcyJx35PVy27c/Q26Q1aMoso1ydt41zOVD3rySTe7kASNZKOHQ5402tpj0P0GWjWRTo+NWWmNVHQnM8XZQbdiRZZULAaFNq+dxYk1NAWczHbU8/7RKUiShqYLdCoSqiIRcJuoM8URCMkoqkSHYkdDINXiIfflnxEX46Oz005iooelqVWYxDBV3UV4e83UGuPJSeok7B2553p/xq29vHnzZs4777xBz3/zm99k7dq16LrO/fffz+9+9ztcLhfnnHMOTz31FAUFBdF9u7q6uOWWW3jttdcQRZErrriC3/zmN9jtJ9rYHTx4kH/7t39j165dJCYmcuutt3LnnWOvsxpJe/mOA1fSFnQwydSDK2zFIoaiWWiyoOKQAvyw+E3uOHAlBeaW6Krugs3/HhWYGIrv7/sq6SYX5b4UYgwBMk1dHOydzLML1nLXgSsGNEC+v+QyFtmq2OvLZrIxkpH3q/KVnJ1WE228EGm40EZzKFJ6lCh72OvOiq5uv7LtO9ik0Cmvdp8sW8GOnhzyrB288Pa5WPN6OPTFB09prPFwb8kaMo2dY1otv1S5MKqzbBYimqwHeydzvrMUs6gMG4fs34jh5FZ+EClf6kuSeLz0QpbZypDQcesm/rf1XBq9Tu7P/TtOMYByPIu8RY0Zthb6w9rcEcU/xhL3+qzwUuVCjgTSmGOtI1Xq+UiiJh8Hjxy+mCmmVlQEnKIPDXHQ5/J46YXjCg1N8Mlx8r1wKPomTveWrOGnM9bzg/1fIagZ2HxsCj6vGVFS0TURk1nBYozcu02GMKvTSvm/8gWcl11JktHDW01FXJe9jYO9GSx0VPHfNctQNZHuHhuCqBEOGtC9BgRbGKsjSMBvZMqkNgyiRoPLid9vRDaGibP5MYgaxXEtdARtxMoB3t43LRIftobIMjex4aJnPh7t5eXLl6Pr+qB/a9euBUAQBB588EFaWloIBAK8/fbbAwwuQHx8PC+99BIej4eenh6ee+65AQYXYObMmWzZsoVAIMCxY8fGZXBHo6o3EZsUQtElgqqBg650elUTflVGFtToj/X9ljwOeDOipRUjGVyAdJOL+mA8ScZeXIqV26a+TYop4qI4+Uv2wIy/cXHuIXJNbTQrcTx88CIuyCyLGlyAp+e9gF0KEGvw0xSMpdKfwu8X/p77Sy4DIk2VP4p72Sn5SDF5+LAjl+rv/4AvZn883YJOVqe5wFFChjx2BZdIXNdOSJdwSH52t2TQqdpHTPz5S+eJkrShXLtLbCdU0uZaalmQVcfcrHr+t/VcznEe5er0ndE+vQHdQEA3jCg+4tJGTqTob3CrGiaNsOenz9X5O/npjPUc8k/+xA3uE0dWRetgh3OXbmgp5t2eqfyzayarc0uH/FwmDO5nl42No4c/vpsakWP0qZGky0a/kyZ/LJ52OwY5TDggoyoi4XDEhBkNEddzW8hBUkwve9sn0xRwYjeGkNDIsnSgITI9voWgYiDsNqL0mJBkDUET0FURUdSIjfESYwzQ2BNLSDGw8LjnyxeSaeqM5e2qAuKMPqZY2zDEhLDZA+QmdFLTHT/m13/Gay9P/+NAQY2vbPsO1d0JWKQQJjHM4a5UJEEjUe7FJIYH9MZt74oh39JGdTDl5GEHseaDm/lh8Zv8Zs4feXjmOpKMkXIVRZcGCGOcTJMSx//sOZcLcstwKYNrbeuDCTQFneRaOiiyRGKH/VPyR+Nk1an+XJu/neZALM0eBzDY1XO6KDZFrnvRm3exqy6LJMmPUxpb4sHV+Tu5OPcQ1+ZvJ0Hy0hSKY27KMQ57Ry7/WRobcV0/Xb5syO39XbD9OyO9uOhZZpvrotraszMbWJpdNarxGY8a2NiVsz8exhq7Ha5c4uPk9qkb8akmNtUUougSG2uKeKlyIXvrMtlel83aiiUkWXq5JG4/303ZNPqAo7C2YsmE2MUpMNJ9ZTQWpYyu5d03SY01+Jnzjx9T1pnMvtoMbAk+jMYwelBE1wQ0VSSsisSaAnT7LFT3JnJOchUOU5AsSyciOs2Kk56wFZdqJcnoweOyIscGwaghG8Pook5KqosFqQ2kx7hp6o1FNqioYZFmXwx+rwlFlZAMGorPiF+Vebe9gCU51Xha7RxpTMVuGrt7+Yw3uoe+dju5L/+Mgj8/yPf2fQ1NF0iyeanxRjr87Fz9CG8t/0/um/7aoNXod2a9j4qASRy6TrM//dPgIZJ1d3/JZfxi1qvUBQbPgr6583ou2PzvPLn1fObm1THL1sDO5qxBKisPz1yHX5UxiZEWWGPp4hHpmRuhyDhyKcsMRyMXZR0ZdcyPQt9Kc8eFj7Igq44u1UyXah/lqMFI6BRbGrk0YT9Pz3sh+vxLlQsH1RWbj39m3cd7E4+HxVm1o9ZhbqwpYlNN4bBGfTg2VBfj1T/dSr0YMTAubdxPmgdm/A2HGEAUNGxCiHxjK15djsqyXpa0nyTJg4R+SlrB/flWwTa2dH66TTP+1VhbsYR4qZf1VbPYXpc9ZunYPvoWJGPhvumv0dUSS7K9F10XCIdFel1WYlJ6ccT5OC+vghWTK0g095ITH6nR39WVRWFMJBG0MLaVWMlPjqkdRZdIlHvJTOskK7mLRQU1kZOYNLrcVjQEYuQANjlEotWLpgskmL0YZJVgQMZhDZCS6gIgy95FQJXBoBP2ymxaObyO88mc8UYX4Prp27ih+ENiDX4CqsxUZwuioHOoZ/gWa0+WrSDJ4CHV0DOgucFY+emM9SQeF2dYElPFzXuuiW57qmw5zb4YyivSuWz+Ps5LKOdYKJ6LMkuHTAB5fuFzBDWZW4s2sfG80ZPJ+q9YR1qhra1Ywo7u7CHVoz5OzsquxiGOXau0j7lZ9Vyet2+QW9kqBgkhsbcukw3VxayrmkNAkz/WbNy+lbKENq7GBzYxiGuMNbv9lblGYzzCH2dlV3+siXKngwVZdXg0c7Sdo01QqAyl8HLzQmQhfLz22nBassJfX/rkuHV5x8u/QmbxUOyty+TekjXRx+uq5qAh4tEsHPJnYESjRR2b8AVEVsiTjV2j79iPuhv+g6PNyRjNCiZjGINZIS++gynxHbQH7GyonUp1TyJH2xMjcVhFZk/HZGRBRdNFKv3JfNgzBYC/HJuNJGp0+Sz4wkYMBpWk1B4kKTKhK2mbRIvHwdGWJFSXkXa/HUHUiY/1ousCqTYPLy56lmfm/4E/n/U0K6aVUXfDf4x0+YP43DSx78tY7h/Ev27ndcPGRPvEKE4HL1UuJKRLUd3X89+9naqyNGZOryXb3slie9Vn/iZ4unmtegaX5paclrE21RRiFYMszqrlw9pcXJoVt2bmqim72VWX9bG1pnu6fFk0g1oWVNZ2LB2wAh+OzbX50XjxUGypzcMmKLh104j7fZ7YUF3Mc61LWZO4j1xj25CN6zfVFA4IFYyXrP/9OXX/b3w30PHQP0v/X4mb9lzLF+L2YxaUAWGZdVVzSDN0D/lZnMz9JZcxy1qPLITxaiaOhRIo96XwzPw/jOkasp5/FEEAa0wAqymyEs2wdfNhYw5GQxhdF5BEHUnUiLf4cAfNhDWRgrjIijesSXQFrRgllYrWJC6dEgkHHexOJ6RJtLntCEJEqUqWVbxdFhAhPsmNWQ6z7YLHRry+kRJ3T+aMUaQaDVmIFDr3dyGPlIR0ugwuDCy/OfftO2jsSGD+rKP8+ayn+fKHN1Fu+Gwn1nwcXJpbwvqqWazJO/CRx+p/o+3UbAOM+WgGd3td9oCbxsaaIsyCgoQ+ahy3wNhCkuTHpxno1KwsdhwdIIgxHKMZUpug0KjGkm0Yuvb0X/Xm/VFYnVvK6uNezOE8Cx/F4AIfq8GFU+9K1Sckcbp4oXIxqi7gO66zPlooJcXoRkalQUkY8LyINiaDC5GQwVNlyzGLCrs9OSQZPXjDY1cQFA0aZmuIeJuPREsvVoPCke5UVFUEA9hNIfyKTFAxkJHYzbaebEIhA/EpPo56kliZdITXmmdSFNtKitnDwe50vEokSaut24EzxofHZ8ZkUtB1gZQ0F06zn3Rrz0dKVh2Kz4XRfejQJUw29g6oiR0L95dcNihp6YZd3xrQ6ulHBy8fcwLS7NfvwSRLVF314+hzaZYednRlj/maziScko91VXNOq/zgeFbPe+sy6VIHzkr7ZvL9GxecbJj7WJFTzt66TNpUe1RL+lQaHmyoLh6gRT03q565RBSthmJuVv2oJUqfBV6rnoGiG2gIJZBraj1tno3P24Qj29zBU2XLT5vec18d9q+PrCTX1DrK3tCrmmhXY4g/qV/xeCfMfdd//ci7DYkgQl5iJ5OtLt4sn8qCnDqaO2MxHjeSoqDjD8kYDWF2tWSi6wKyrHLElYqGQLaxg2nOZhbbq3ixeTFN7hh6u61kpHciGTSCioHzsiuZZ69FRSRd7oquyE83n4uYbq9qIqAbaRym/VLhAyfipP0TmazS4Iy0HEtHtAUbQKzBx5NlKwbtdzKzXruXybE97Ljw0QHPZ5q6OC/po83Q/1VZnl2Jqn86X8EPa3NpUWOGbWXYrtrYXBtJsHm3NyJ7CYObfM/NqifD0BN9PFzDA2DIVmQQSWwaiqKMpmGbrYv99GnHklz3aXBpbgmX5+2j2HzstBnczyO3T934sTRYcEh+nOLoVQS/nP0K1+Zvj4rK9E/CW1uxhHVVc077tZ1M9dd+xOtLn2RfRzrxTi917jhkY5hgwEgobKCpKwavy0Kvz4TXb0IUdDRNoN1rY2VyGU7RR7a5kw89U/AqRhRFwub0MzWuhbMyavhx8RvMtteTZHDTq5oJaMaoJ2A0vrLtO+N6LWf8SvflqhVkW23UBhL57dyXhozVlt9/4qbVP5HJKoYGjScJGnGyNzpOf2WrkZid0sj8mNoBz92w61ssiAng04xDH/Q54Mope0bf6TTzYW0uL3Ut5rK4vTiFEBuqiykPpkX7IAN4dSNJYiQRrr93pF0dnA3d1xBhJLfvY6WrybcN/SM2j6BqlScP1CnfUF1MstSL43i4pKR+Mj3B4eVEPwucikLWBMPTJxjxUbm+YOu49u9S7fz6yEpMoiUqYZtjiY1WCnwStLQ4EQ0asbE+MuJctHgcSKKGrkNY1NE0ES0ksSizNpJdDPSELfxfxxKSjB7CusSMuEh3IVHQCWkGFE2iVXHi04zscufw7IK1XLPjBpp9sXiCJhqDX2VLSx7egJEjX/rJoGsKayKPln5lzK/hc7HSrfSnECdHBOdvKnyPG3Z9i/xXfzrqcbcWDa4DvHvaG9xZvIEOxTGmc/etQubH1FIfjLgq+vrqxhu9VAWS6VVHz2Z9rHQ1T5UtH7Hmd4LR6WuxZxLDrMopw62ZUZAwiQqvHp0XLYEIaEaMQ1TUjmRAhls176/PYJWtNJrN3p+9dZmEECl4KFJPfnL5RX8X8va6bJ5rXcrcrPqood/kLWLn6kdGftETnFb6PCB9nPXWnZz/7u0fedyxZqCfDoN7KjgkP1YxSIfi4Ol5L/D0vBcIajJd4fGX/50qttgAoqTj9lhJs/UQDBkIayJ+rwlR1tA1AcGgcaA1HbOkEGf0oegS71bl88/6YixiiFm2BjId3eTFdERi22GZ/yk/h7unvcHbJVMBaPbF0uqxY5RU9nZlYDOGWJ19hLOGyHLfV5uBOzz2fuZnvNHd35tJUDMQL3mjBd1O2ceCjKFXJGsrxta1Z7TZ3Y27vwHADRlbeLz0QjRdJEV2c2/JGsJa5G13SAF+MetV2kKOqCEejjuLN3Bz0eaPdVaZ/8gT5P9ssJjImcKmmkIWZ9US0OVoqzGzqJAquZlpaqBJicOIRkUohZZwLH91R3oSfVibyyOHLx61JrevjvRkZmc2MDernluLNpH/yIn393B9OioC1aFkgkkqm2oKaQwP3dDjjerpBHSZ5XEDQxGX2A+P+fVPcHo4ORHuwwse453znhhm77HxYW0uRkFjf33GR649/rhoCCXQo1oHCAiJ6HSF7QPKivoz3uYbo2GSFdSwiK7DJFMPybG9yJKKIOg47H7QQTKolHzxQS5JOIBdCjLPVovZrODptdAesmMWFbqCVn6/8Pe8uOhZ1p/zFKVrfhI5wfF5c6vHjt9nwq/IhFSJkCrxz5piUm1uprzyU7L/EAkTZr/4CDExfkpcw5efnswZb3SzzF0UWluQBI1joXjuL7mMTFMX6RbXkLHYvrKe0RhJZu7yrd+l1pPAS5ULaQ/HIAoashDGLgX46Yz1/GrOn4ATij8Z5q7j/XdHpy8L++MgbNGp/PGJGftzFWeTa+342M43FGMVbRhvp6BXj86L9vHta2N314EraFAScGkWzEI4qkIFsMBSzfmOiEEL6DJzLLXkGYdPOtlfn4EsjK41dfcVJ7LnjYKGUwxx0JdBSlYXSZKXJIN7yJvuxbmHUHRpUGwvcJpj4htrikadAE5wetlYU0RAl/Eerzv+JDtSjYebizYPuu/dM/11FF0advV9OkMLN+7+BvFWP/aYSI3/IXcaFoOC129C1wSsphA1X/8RSc5IwtdVU3bTGHByJJDG1VN2Y7UFSDF5UHWBdu/Qq3NnYi+zXruXQEAm7DfQ0RJDc0scHT12BEGnxRuDJOnomkDBnx+E4+etbRl7wtUZb3QtYhCbGOSwLz3azACgwNwypPv4ozL79Xto8zlYmXKEPd5sAIKazM1Fm4ctQ9J0Eas0OH48FOubx9+WbvV7t41pPyFlYOJYe9jBTGvkBjBWD8BHpX951RvV04fdzywo43K1XzllD+3hGJ4uX4YsqDxTvpTF9qNcm7892ut2rqUWt27iWwXbUHQJI5EJzgfeAlbnlrIqp4wnjqwa5F6MXI86YhJVH8WmRnbVZVHWkEbouMF8v3UK12bvwKMZSRJ9w4pnpEmD3dN9bubTxUvtSygwt5zWMScYmVU5ZazIKf/MGtvRGI8s7UfhnaOFNHQ6MYgakkGl3WcjydKL1RxiUoqLHl/Exev2m6MeOqMY5mxbBQ4pQJLdi1UKcSyUgMs9UCt9zj9+TNbzj+JqiuHApT/l6Ffupe66O6m7/k5qv3EXoW4zvi5rJA4cMIAGBSntFGU1E1AMrMofezLsGZ9IdSwUz88L/gFEEhBkQUVEHzb+NhRrK5aMeQVclNDG/Ng6OhQ7Qc3Awd7JoxaAj6eMqebIJBg9WXoAV6TuBSKu4leW/M+w++ntAxN9Xq2by+6LHgbG7gE4nZQFJ9F20nvfJ6qhIbKhuZh7hrfLg+ifOOKrKaQkEFlR7vJnc2PhFp6rODsqm+nVTNjEyCTkXPuJ2Xp32BZ1L/avyR2tNrcPmxBG0UV8mgGHqKAi0HgsntkFdbg1M6KgDVhx92daZmO0W1FlwyTyM0aW+DwVvpq447SPOcGZx+ksYRorqlem+oYfD3o+9+Wf0aNZ0cMi2S8+gsFoYOfRbB6PvZAim0ytksRWVx7HOp30xFlIN3VjsQbJfvERdL+EM9VDWDNgjQmgmIc2iYIqINgV/IrMlLR2ajviqe2OwyyH8QeN7PCOXZXujDe690w7UVR+qgkI/W/6vz6yckCW68lMdzQR0GRqfRF3g9M4frnDkZC8Irm/+iWaSaf25h+O6Zi+FnqdgZF1iKXAwImIZ2cSXHRq13k66A7byDW2Rdu0vVS5kOpgFo3lywhqqVyfNb7sy/6syCmHmkK21OZxY2FEXL2/UXZKvmhtbowQjNbq9v8O+bTRfz5Plq3gdxXnUPLFB9lVl4VD1FAR8GhGHBxvJ2lTSJL82ASFWFEhSQxSf2wSmZMjRrV/a0KboBx/fPoNLsBmz1RMYpiG8qU4JD9XTdn9sZxngn9tTja4fap7Ps2EVQx+LJP0+NSeIZ/XNQEtKCHbQhgMGuGwiCDqlPtSCGsSk52dTLW3sF9IR0IjyeBhdkojDbY4evxmjAYVgyZikRU8gaErDJJzOnGa/VQ2JjM7qZGK+hSUoIH41C46u+3EWMaea3PGu5fHw6tH5426z21T3+bx0gt58NCl0eeK1/8EgFv2Xs0901/HIQUI6yKH2lNRT4rVftSaNtWqodpV0CJB/PEwUrLHjbu/wdH/GJiB2VdKNVySxMdNsuwmoEfaLb5UuZAMuZP51mrMQghR0EgbRrFpPCRJQ0+K+othzM2qxzZEWU9feVBfRvRQ/KlhPoHDTq7a9m1e7l7Es11n80LXEv7pnsVrvdPZFcgkLaGHv3lmMjernryMZvIymqMGFwa2JpybVf+xuiEfnfUXHpjxN24s3DJhcCcYlZv2XMuPDl7OPl8WzUocoqCjfEwNPWzGoQ1bamIPslUhIdZLMCBHY6572zIwiCrHQgnIgsqkODe5lnaeqzubFJOHTq8VX8BIb8CEIOh0ea2EwhI5Lz3Mwg13DziHoopUNiajeWW2NWbjjPcim8J4Q8aIq7t7bNUsMGF0h+UH+4evuwpoMnEGb/TxFXn7+d6+ryEKkezV+mA8GZZuvph9iATZG+1/+/LR+bhVM9/cOViT5Ykjq4Y9X97jJ4xlXE43kj2MaZKPZQWV3Fuyhqxnfj7u13cyIyUB/XTGel6rnsEFm/99yO39xUJOB2srlvBk2QqCmoxZUPBpRrzHC9UDukyywUNQk3mudSmPl154yhmSK3LKB7iFN9UUDrtv/3jtyTKEi7Nq2VWXNej4dVVzaCxN4YqLt7ImaS955jaucO7iC7EHWOk4TJGpmWvztzMzvpFuZfzdkE6F6X+/7xM5zwSfD56e9wJTzK34VZksYwcx4tjbdo6XePPQ42Y4XGi6QFtnDJJBJeiTSUjopctlo0exUBeIx6cZee/8x5HQ6PGbOdidTqbThaYJCIJOWBUxGsKY5DAms0KHy845G/+D6X+/j3M2/gc2o8KkpB4Es0ogIKOoEpoq0uuP3Jcs1rHl5MCE0R3AlVP28FTZcoBoSclQJMoe9rpPdA3pDNlJlj0kyx7uOHAlftUYUUTRBWRRRRZU7jpwBR7VwnbPFGxDJE190DVl0HNrPriZrGd/jqMo0pXj+/u+ikUOU5DWSl5SB88vfI6fzliPaDuxCsv7xamVLhx2pUaOf3zo4y/NLeG8pAq+uOWWQdtObonYn5G8B7fsvXrI5xXdgFlQmGzsZKc3jyxjB2ZRIaDLrMk7wMW5h9jrzmRpXCVZxg7KggPT9U/VmzBW7V6vLg/qAHSyxvNzFWdzed4+9PgQdimIU/RhFhXMgopT9LMip5yk44lRv537Eo/O+gtbavOiq+bxdC4aif7XubZiCYe++GD08ViU1CaYYDSuL9jKb+e+BEBLOJaD/lMveeoT3RgKj2LijgNXDkigzP7Do4jopMa7MZkVbJYQ6ALdbiuiqNPUG0tn8MSE9lgonlhLJJnWqxhx2AKIgo6qiQQVA+5eC4FeE2pQwmJQ8HnN9AaN2I1BcmM7MJjCmEwKiXYvgqCjKBKXFZSQ6nCP+TWe8THd8bLDnYsyQtw2ogbzHs+/dSf3lqxhkuxiqk2kVzVjEhVaQjEkGT0ouoRVDBFr8EUTY0p8k/n/7J13eFRV+sc/907NpPdQU0joSBWJiiCCIqCy2FjX7rqLXSkidlFBpNmXXVfF1cWC+rMtooiABRBBwEBCIJWaUFImyWTavff3xzCTTDJJZpJJIczneXhI7j333DPJZN57znnf7zc56AQqFB7aeT1ZxgRSQ08QorLw2QXugevO7Tfz+YX/4cLqhzkvtgAAoz2IEbEHySpLYG0tiz/FLpL64jJyHp6Js4z3hq13erQJbIhNlywBIHd2w0X+3bUlVNsbng16wqxoGlTQcf6h1qVC1mORNdzZ5yfiGnCOCVZbuK/vD6zJG1gvC70lWs7emDBUyEGusqPa1B5njjkegCsH/sGYkCz0gp1g0eK2NFw3UDuNu8F/+sIaQWLXwR7YFJFbe7vfL1bt/QdFgABN0VyntBXZYzDJWkySjn4Gc4N67BvGLWXKT/dxwhTMyr3PoVLLqHUi/UOP8fuR7mg0EjEhVZSXG1AkAW2QI/Gpd8hxfi/tQeKbL5KamoSsCOQci+Xc5EJCtRYKSiOxWDSo1RIajYRVEkARyCuOQVRJSLJItV3D3pMJJMedotQcRNfgcsx2R/jMr4p2rXJ6Q2Cmi2MG6eTdkW/zQL/vG1zudQaP2xM3k6w7QYWsR4VMuMpEqT0Yu6LCaNejF21kVnbBpqgwSTp+L+9BWpDDUHl2/29ZPvQj1o55mdeGrfL4C3NmPB8+EMcX2ecA8PvxbmSUdq3nqVtw8yM4t44PPOoImr4EXCc3/npHo+dvStvqlZ9vbSokvdtSfFOs3J/OzH7rXBnddQPu57mDWZJ5GakGhzzipJQ9Hvtprpfu1F67m7w2QjQ1WS/93x3nATAk+CAVchAnpFDKZEOj19TFkwercym/oXKq3woT+a0wkV0He/DcnimYFQ1mReXRbSmwZxugI1BgjsEk6Xh84NcctkYiKaJrFca5NeekpNqA2aohKryKnlGlCKLCphNppPcsQJYFioyhiGoZlUaid+wJrkvagUaUyDsRzbkD8ig36wnRWogIryJYZeVweThmswZJEkkIryBIZ0WllgkNq6ZbTBl6vQ2rTY3ZribGYKJnSCk2uwqjTY+sCGybuJDsk3F8dqH3W3xnfdB9aOf1LrGK2szst67Ba5ZlTUAv2hCRqZQcAbZcMtBTe4quujLSgooxiFb6hxxjZr91HDDFYZdVBIsWjlkj6vXXmEuRLt5EzvWPA1C5O5oN45Z6bJc7p2UydH0+nU+Yur7BQ0t4dd849lR1J8cU71Uy1pvZo5vMepzaazez+39LD03jRti1XXt8RfbwZ+FcCl+b1x8rKuQmRCkKb3PIxYWKZvZZumBWNJywN+6zWRdPgdK5lJ+gMrK1MMmjkEauLZYSyYBBZUEv2DzKWZ6J/JDfp9kPUwE6Li8M/tSlcrV48GquTd3BQUs0T2VcxYjgPLfAW2XRMijuKCVGA3ZFxFqlJVhtJVRtRqexo9fYQRFIji2hT1gxOaY4NILEiO6H6BFUSvfQMr4b+xJpUSeJ1xmxSSoUWSQoyMqJymCqLVpCgh3LzwaNldiQKtRqCZ1KIlhj4a1zV6JWyRwpD3eVU0YafKtQOWuCrnMfwOkW40QtOj6QGttLqMvMfuu4KW0rJVIIOsFOviUWnSvwnuSkPZRiW5jrjfTuyLeZEJuJVVETrjbx6B/TADwmVNUl+2pH4kviO4toQGXQJ5xSmHWxHgqm+rRAuL8IFi3Eah37lmZZw6LMiSzLmsDdO26sF4RXHRjZYH2qJ0RBbjV3k1NSCB/mjODN7NGuJK0QlYXPcoeiFSQqZD251rgm+9lYkEaeNZZzg/JIUJVjVdR+CxpWRMokAyVS/dlztKqSIns45XYDWmSvlLLOBMYlZ7sepgKqWWcm3n7OLh68mlCVmSJbBEa7nvt3/plHdl9NlzAjVllNStwpTDYNmiAb+aVRhKgsBGltqESZrjFlGK06fizqRXZZPJtOpNFFX866Q31cq4oJeiNGexDmai2iSqayxIAAGPQWTGYtiZGOyogN45ay96pn+HH8YopNjgzlHZOeZ/cVNdr95dVNa+fX5qwJultLk1mSeRlmRcPLWeNdx0NVZh79Yxrx2pr9rbpLGoBbiZCTcrsBk6ylm7aUY9YIJARO2sPQibZ6AUxWREdilSC5JB+Pmbyf+QxOPeQm0dhcGnIWyX9wls9mzU198JllR7lPrLbC5dhkkTWctAbX2+O9IW2b18X2L2eNd0i82SJ5e/8FvJk9ukld5KaonQH9izGNCNFEuWRgQvI+Xt03jkhNFQbBsRIQLVax1diroa4AxzJ5haxnbv+1rr3anppTLRpjbTOE36pTCBYt9ZbfJQTMioYemlNYZDVVisajM9KZzsWhWe09hADNIFRtZuHeSTyy+2oW7p3E2/svaPBvd3b/b6mQ9STpT3FuSD5xWiPTu2wjtzSG78a+xK+XvUDO9Y+j09gx2oOw2tWoRZlqm4YwrQWrXYXZrqa4IoTtp3rSJbSCcI2ZST/ez7kh+ahFCbVGcpkkKECMwUT/hCLyS6JYO+Zlt/FsuXSRx3Ha7N5PFuAsCLpPZdzIq/vGMSXuD2b3/5b7+v7AA/2+dwVRg2hlwTmf8cygL1xPYeFqU70g69RJdvLcnik8M+gLUvXF2BQVetGGSXKkj8/tv9YtSei5PVPQiTYMpyUpnY5H2bnei2R/Ofo131+8FyT9Y0mzr/3+cO9Gz9tOz+xjNBWYZC2ltmBK7MGNqmJ5Q+jp2tr7+v7AYWsUd/b5yfUg88a+sUz9+e4GfWhrU3vWOSF5HxsL0vi9sCcjQ/Pclqfv6/sDhdUxyIiuoHasOowf8vuwLr9vvUxmcAiq1PaQPT8pj0kpe5iYksmHOSNcs/Qf8vvwVd4gr2bAtR2HZEXkt+qUem1OSKFIisjopFxeGPwpo5Ny2VDZr8m+zzQa2ssP0LFZPHg1JlnLC4M/Zd6ANZywh2KRNR4nNeBYVXyg3/eokDFJOrZXJnNevPu2y/bLF3DYFMGOSc+jABUmHesuXo7JrONUmcO4oMwUhF0ROS88j1JzkKsEUaOxI0kihlALUxL3Eq2vYs+RrpirvbdbtdtFxq/3vhSv0wddUVA4aQutp3vsDKJ51bGuYyuGv8dDO6+nUtKTa4ol6b2GxSecGs4l9hBMshadYOeENdSjEUJ+dYxLUlBSRJcHb+EdDzf7dSW/vLSeI1BzKLjLO1UrT+yc/Hyj50/aQ1AhU2COQSNIGFRWFg9e3ez7Oak9W3f+Hp2z5Lv7bqRvaDE3pW1tsp+6+75aJMyKmoTTpvS1f5dvDH+fSSl7mJC8DwmBNRe9gl6woUKhStbxYc4Ir8cfp6qgTDLw9v4LqFK0RIgmVILstgLTFA/0+95j3sERW1Q9cYL2soI7U/DWZMPfOLeZzjZqvx/n9l/LA/2+rzepqcsNadt4fODXaASJBF05U3++2+18fJBjpXLLpYvYf40jAIYazGi0dkKCzZjMWoqNoWws6YNGlMk1O/Z6U6NOMrjnYcb2yGFfRTwfpv8LjdZOUnz9Vam+nz3jcWwqlYJN9mFrzOuWZyhPDfxvg4Lcd++4sd6xMLWZT/OH8O7Itym4aZ6HqxxLzSX2miW7wuoYHh/4NW8Mf79e2ycyptJdX0qVrMOmqF2SjHVJXOl56aIh8h+YxYHHZpK2oOWBtzWYs/tawlXVnLSHohPtLDjnsyb/sPxFY3XDDbE6Zzj7rfFYUREh1hThL8uaUO/DcenBywCH+XyVokUrSJhkHYlvvciSzMuavFeEWM1nxcPoqz2GBgmboibT3J0eWscfel0HJV8Cem9tEUka352h1uX3ZVnWBI+z9s7M2rz+GGXvvVD9xVMZVzWaQBmgYcrtQXx+4Rvcuf1mpv58N09kTEXloQJk++UL2DftKbqEGVGrJaKCTRyujCBEa8Eui9gUFYcrHAYKbwx/n10FjqREtUomJfQkN2y9060/u71+uEz+7wJsNhUnj3u/Vdjpg25d7t/5Z9fXERoTwXUydjcU93bbJPfEkwO/IlxtYknmZdgUlcdgC46M4J1lPfjy4EA+OjKCVUcafqIuvLW+ObI3OEuEfKHfY46yn97PLif1hdYJ2sfMYWRUduPJgV+dER8uwaKFYNFKmWRwW8ad2W+da/zOYLh2zMt8lTeI41IIwYKVI/ZI5n/3J2aM2si44Mb3GjcWpHFcCqHarqFICkcv2vjGeA6iILuCvV6oL3fnbQJWhFiNvhn2jxOS9/HOgXT+WTzW52vPZCamZHLS5r2Enz94dd8410pZAN9YPvQjl3CRXVahVUkcro5EK9avm3eydszLZP3paX6e8CI/T3iRaruGOG0FGkFi++UL+OT8FQCotXYGfPEUPSLKeHPEf6i0uesw51z3RL2+8//yKAaDBZXW+7+5Th9039w/ye37EJXFtX9gU1RkG+Pdzv84frFX/c7stw6NILG3skuDbcyVWr4e/So7Jz9PfmYXCjLc93AbUn9qbZyCWLJGAQHSnl9Grxfdx5L83wVe9+eUFpz2y12uY++f9xbvjny75YNtIwyiBb1odQlj1A1ya/P6EyaaXYplEaKJCJUJUZD5qOhceg88TI4pjp9Mje9zm2UNRfZwugeXoRdsjE06wAUh++mrO8p+q0MVrO6y9/TU7RTZw111u86EKk9qX2VyEFXN1L59uN93jInYz8aCNG7ZdrtX++Kdgdqm7G2BU8ylbiVFAO9ZkT0GmyISo61CRqDcFuS1wtqGcUvZaexRz8M857onuLTnPtZc9ArgfR7NnivnI8veu9Z1+qBb94nSpqhcwgbhqmr2FcexKHMiA754yue+fynrRRd9w6o+hbc84vq64N7Z5D8wy+28IvqhBqgZ7FnsMDLIeWQmOXNnIjhir4uk/7xA/l8ebbSPKT/dx7Rf7uLO7TdzboJDZemzC/7RWkNudQqsMW6JT3UD38SUTMYlZ7v2jlUojEosYGzSATK3J/Hd2JeYELnHtUTcEBNTMrm19xZEFFcy0NReu5mQvK9Bv2VwJGY57Sid799rU3e4tfkqbxBmReNm1uAtq3OGE6syohHsjE06wHlheQSLFlYdGMnCvZOa7qCNOZOWwWv7WTu3H2b3/7bBraYA9Zm+5W9uGu8z+myii96ITRGxSGreHfk2v5TWl9JtiFKzZ6Ga3MpYj8ebxIeP8k4fdKf3qpEIfG7PFFfZzpLMy9CLNlJiTzG3/1r2XuV5kxwg9UXPM9KP0//pSgxK+scS0p5f5tMea97MWU03agP2Pz6THiNqzNALbnY8LEz56T6AensbAF+PfpVh4YcIUVl8LjXqiGSYfNOLrb0E3X9EAeCYkXorQdmcn9mvJseHiifRjN8Le6IXbM3O6r02dYfrgQAcCWnbq5JJ0xa71MGcJiB195zbg9qSmR2d3mHHXXXpnhItAzRNlNZUT7nvpCUEu+xQhwKHdamnck9PHCyJrHcsbfWzaFX2ehMwb2qL90z3/rO80wfd2oSqzISoLEgIjtIPWcMxY9Mb4HUt7zyhqhQ58NhMTlcNkfyyu3JU8itLSV3kCMi9n/VNSrEt8KR09fXoVwGHpGTK0voPE48P/NqjmldbsyxrApN+vL9FfSwd8nGzZ3R9QotbdG9vGW3Y7/H4D/l9OCUbkJpQyfKVBed85hbglw75mDm7r8Ws+FdEpbPzytAPAhnkfmB/pbsgzTsj36Fa0riWg4dEHXYlzXoyZqmNpVpTL4gfuPYJPjl/hWsClrbakduzYvh7fhm/E5/+ShcuXMi5555LaGgocXFxTJ06lexs9+J8s9nMPffcQ3R0NCEhIVx99dUUF7t/KB08eJDJkydjMBiIi4tjzpw52O3uG+EbN25k2LBh6HQ6UlNTWblyZfNeYS0e6Pc9GkFibv+1zO2/lscHft1k0lRD1N4DHbN+tkuGMbS3Q8mkS7/j7hfIIKshbcEyJJ1vy8qeAl5TeCo/Sf34Wcasb16JUN6slgtztAZv77+AWHUFRoue4Wsea1FfnxT6pnDVa/Eybtt2G730x117va1JQyYIGsGOWdGgagPlqRhNBcW2iIAiVIA25Y3h77sSnmoTqnFsH67cn+6mh97Ufmxil1PEaRveGgTok3C80fOuvv7tm7WqT0F306ZN3HPPPWzdupV169Zhs9m49NJLqaqqEbR/6KGH+Oqrr1i9ejWbNm3i6NGjTJtWU3IhSRKTJ0/GarWyefNm3n33XVauXMmTT9YUF+fn5zN58mQuvvhidu3axYMPPshf//pXvv225Usz/kqacO6Bpi5aRsHBmn2AshMhABzNjiNl6TIS/7WYpDeWINoEBBkkHeR6MXOujRTqXWbckK8fd32dZXJP8HoiYyqC4HATauop8EzA+aEfpaokWlVJmM5MkMazybU3vL3/As6N983ZJ2nEYYaFFdJVU0qsuqLZ924po5NySVAZmZC8r9Xv9Y/fx7Crogd2+axaJAvQAlbuT2/QxtNXntszxW1vVyPIPJExlWDRysHq+kvGDdEjpJRyu2Nft/cn8+n1YX3NAedKX21m7Lip3gOnoPOtWsCnv5y1a9dy6623MmDAAAYPHszKlSs5ePAgO3Y4EjrKy8t56623WLZsGePGjWP48OG88847bN68ma1bHWIF3333HZmZmbz//vsMGTKEyy+/nGeffZbXX38dq9WRVrtixQqSk5NZunQp/fr149577+Waa65h+fKWLct6U0PpK6INNMU1y22FtztKfwQZ5CCZy4f/AYCsU8idM5P4Qc1YivTwS71uy9/rHds15TnX184lEeeb6dlBnyNJjl/37mz/eLW2J8699Km9dlNkD2fNRa8wLOYQN2y9s1lZoT00p5gY8YdP1ySFlJCgLkcv2IhQVbG1MImfCnqxsSDN5/s3RVMCDp72ef3N+d/NpeDGebwz8p0Osa0Q4Mzg1t5biNP656H08YFfu2aoK/enkxh0km7aUv7v5DDsXgpUvJw1niitySXVu/+aJ+nTtdirLaqssnh2l3ZzO2YItTDk0zZyGSovdyj3REVFAbBjxw5sNhvjx9csbfbt25eePXuyZYsjQWPLli0MGjSI+PiaUp3LLrsMo9HI3r17XW1q9+Fs4+zDExaLBaPR6PavLm/vT2/mK61PzsMz6fvEclAEch6pP3MVbQLxvU7SXVeKLt6EEul4oNCrG64n88TwNY9xxaD6wcBbKcXc6TVLrqKg0PuT+QhWkd7P1S8TOlMpOy36f9gUgVlS+2Sc4OSUFIJWkPgqb1CDbVI/fpanMq4iccVipv1yF2Mj9hGtqkQlyAQLjhrfKllHhazn89zB9YJvbX1nX9lRldTsa/3F5ga0ZwMEaIru2sZdwepSezZbl1DRsaR8a+8tVEp6CswxhGnMRGlNDV7j5Mqf7uWgxRGvaj84hmgsTeZmpH7kmNQY1Fb38QSZCQnxvu662UFXlmUefPBBLrjgAgYOdHh7FhUVodVqiYiIcGsbHx9PUVGRq03tgOs87zzXWBuj0Uh1tWcbpYULFxIeHu7616OHezZqyofPkzn16Wa91obY9+xD7H/ioXrH01Y/ixRnRRQU9lR05aGB67l6kCOrtSFrvobYMel5thYntXisKR8+j2QX2X/NkxTcPZv9j88k9+GZruSuM5mZ/dax92A3PrvgH3QNKsesaFwqUrX/eBuzFzxqi+Tfx0ajaiT3PyrMxDODvqBwxhx6hZykQtJzXApluymFIimcMtmADRVFtgiCRQsn7GHM33OFa5bqSfTCW9KCGv9AWJvXn62FSX61vhv81RNM3PSA1xmhAQI0xO29f+GNfWO9ygReuHcSMZrKBvMGapdamSQtEiJl1iCitZVNWoga1FaOmcN5ZegHbsc/Tv8nhaYoJm56gJQPn+e6LX9n+pa/MfXnuznv20dI/24uqQkniDdUEKJxF1SSZJH4kMomX5eT5lXRA/fccw979uzh559/bm4XfmXevHnMnFkz4zQajW6Bd0QDSSi+kLZwGQfmNb0f2zOmlPUXL+PSjQ/yYfq/WnzfkqxouLxlfeRNf8yVjVebnLmtnyC1Lr9vq+83VpzOqA1Tm/mmaCDXdd3Ojb/ewfvnfcqc3dfSXVtKRrlDuGLh3kmEqMzIiohOtJGkOYFFTuJPcTsxiBb2HuzGgJ5H6t1j28QaLe7Fg1ezOmc4CeoypqduZ21ef6b1yuSH/D5EqyspskcA0Ft/jDIpmIV7JxGu6oE3C9+/FSbWWy62yBpu2Xa7R8GR5P8uIP8vmczYcRM3R9d3kVqTNxAR2WeP4dpJhsuyJjTqMX2209DvJkAN3rqIJescCUzdtadOi2CoXIIidXGqUz36xzSvMsS7BZWxq7S7x3PHqsKIDjKh19vYXtgTlUomKqwKi01NWWkwRSoFFOiZUDNrT/rPCwiqEE5ZvF9da1bQvffee/n666/58ccf6d695gUkJCRgtVopKytzm+0WFxeTkJDgarNt2za3/pzZzbXb1M14Li4uJiwsjKAgzzqpOp0OnU7n8RzAjl/6QAtXl70JuAAmmyMAfDf2pZbd8DS9hx8k5YMF5P25ccGKplBkgYmbHqhnWdXaHLF5n+DQXJyCEAvO+Yzbtt3GnX1+YtOvdwDQW19EsGjhjq4/8XnuYCLVERy3hZFviqFK0vJx+ibW7boOnWjjprStbC5I4fPcwS51KnAsLeVc/7jbPa9N3eFaMnYGNKfV3rr8vpywhxGnqqCbuhR0joSn1TnD64la1KXAFsOh3KFM67WTh3ZeT6Epis8u+J41eY4VpcSViyi8dS4f5owgx5zABamOVaGGShsmpexpcW1tIOA2TiDg+s4t225HK9p5c8R/3I5PT90OwJ3bb6arrpxnBn3BExlT6wXVazbPcGU0a7yUPnUG6bpcsmEmsUFWn9zcElcuAlkAQQCllRSpFEXh3nvv5f/+7//44YcfSE5Odjs/fPhwNBoN69evdx3Lzs7m4MGDpKc7Il56ejoZGRkcP16Tjr1u3TrCwsLo37+/q03tPpxtnH00B3tU85f2fOX4H/FNN/KBrAPd0AdZm27YCCkfPk/O9Y+3ecAFXIILbcUpi8OM4v3z3gIcy1E3pG0jWHD8DMPEagyilXdGvkPwaU3MaknLj6cce7DLjl7KD8b+3LD1Tnp/Mp/Uj5/FfsKzUXVDM/gKOYgb0rYxLjmb0Um5LjGHPGssD+28vsGxf5gzgipZy1enhvDQzusZHHzQpfTlEr6wO/7AI0QTf1R0c73OxohWVTJhQ/2tkAABnDS0j3rv7zc0aL3XEt4d+Xa9gFubaklDqt4x+fI0i3UG3Nu23dagqY23FBlDKbP4ZnwRFGZGFSSBIqA3eP/57NNM95577mHVqlV88cUXhIaGuvZgw8PDCQoKIjw8nDvuuIOZM2cSFRVFWFgY9913H+np6Ywa5dBxvfTSS+nfvz833XQTL774IkVFRTz++OPcc889rpnqjBkzeO2113j44Ye5/fbb+eGHH/j444/53//+58tw3Si8fS5JbywhtLuRKpOOvOktq+lsjNzZ/l2yVZeqyfzr0y3qozVfr6/UnUW2FVWKlhIpxM0a0KkMdXF4FotPXMolG2ZyXvRxfixO5dipcLrHlnL4964UzPHtd9qQMpXT1rEua/IGsru6J8etvVg+9CMiGvkZOUsUtpl6eZ1QZ1Y0XNd1u1dtA5ydNOTO9dqwVa5VlrYkXlfBYWtUo23GrJ9Nt+DGw9j5382lT8TxRlXgGlMk9MTFP8wiMkSNSaNFVgS6a0vIbvoyB4oP4FCYrPfvnXfecbWprq5W7r77biUyMlIxGAzKn/70J+XYsWNu/RQUFCiXX365EhQUpMTExCizZs1SbDabW5sNGzYoQ4YMUbRarZKSkuJ2D28oLy9XAKW8vLzBNj3fecGrvtKeXerTvZ0kvra4WdcFaJxXsi5u9Pyffp6hLM0cr8zedY2iKIryn/3nKbN3XaN8mjOk0esW7Llc+eDAcEVRFOXPW/6qJL63QLnguzlK/8+f9M/A6/BO9qhmXXf7tlsURVGUwV891mTbT3OGKD/mpyg/5qcoG/JTm3W/zojz9xygeTT1t9QSns2YrPzp5xlux/6170LX10szx7udeyZjSoN9nfvNI8pd2//i3wHW4p4df1Zu33aLMn39X5qMN058mukqStNKSnq9ntdff53XX3+9wTaJiYmsWbOm0X7Gjh3Lzp3e6dg2F2/t9AS79+v1tSm4p/kG8akvLPNYihQADlQ3vnx/yhxMqT3YVct72BpFoSmK9JDG+503YA23bbuN6UCBMYqbBv/KyOBcNhr7+Wnk7vxU3of8jKt8XhqbGJnByv3p7JrS9LK9s5yqwBoDwFifR9n5eDlrPCk6S9MNAzSItxrjzWVQ2FG378slA4syJzK3/9p6+QVOn+4lmZfV07aunfzYGrw2bBV3/HYr0dqqphufJiAr4wXZT7f9Xlgg4Dq49/cb6pWsJOlPNqpw08VgRDxd+vNy1nhSdcWIKBglz/uydVmdM5wnU7/i2UGfc0VKBp9sPbf5L6AR3jp3ZbP2oiQEIlRN1ySCo1TD+QE5Ksixr7wsa4LP9+wMOKVRH+j3vZujVICOhV601fu7KLaFNZks1RwziaH/a3jbbfBXNf65Ezc9wKLMiR7bvXXuSjLKuno854lA0G0mfT6d395DaBMu+n5Ou97/tWGrXH+At227DXBIP3bTlTV4jVlS88ygL1iTN5BQVTXXpu7gkqgswrwwDn9n5Dsuxx0nhTPa92dQF71gY+WxC3zSe/5P7nkU2Byz3b2V3Zpo3bp48gFuCx7o93273DeAb3gKnosHr26VDPrY4Cqu2TzD47naJXPFlSEN5mMAfHWR9zPqQNBtJlaz2meh6zOFpH8scX3dNbi8HUfizjsj3+HO7Tdza+8tLru5+3f+uV67cqsjC3FSyh6XIMVJe2irL4m1JrVlP1WCTFroCRI05V6LYeya8hw3pDlK9d46d2VrDNErPs8dTKE1pkPOthdlTmRZ1gQ+zx3cIvWwAP7jvG8fafBc0vv+WTrOPhnHkK8fp//nTzfYZufk+trMzSUQdJtB0vsLkSs0FP714fYeSqtgOFRT6O0PcQ9/4JzlhqndZ6v9DUfrWfINizpU75gzSHujv/3egVEtGaobnryIm8PH6f90aUqXScGMDM7ji1NDseH4XXUUU/fGHgLm7L6Wqb12M7v/t6TpitpwVN4xt/9aemhKmNprd5uYRwRomosSct1UrG7ZdnvNSd/M2uqR/t1cjhnDkGQRSRYxmzUey+qS3vPvvnAg6DZC4orFDPryyXrHC26c1+GWHP2JqW/HSzKpkrS8um8cZTZHYtCqAyNZljUBWRGIVFfxxr6xvL3/AsBRAO8Msh8Xj3Drx5t9n+ZoNzfEqlFvAjDim6aFTe747dZGzy/dO94lcnHCHsq7I9/mipQMVh0Yic23nMhW49vyhrWrk3UnXF8791T9KVvpD5oSLmlN7tx+M+C/B7XOwOLBq9GKNXr174582/VzCo/wLq+hIU6UhWCzq1CJMjqNHQGotmu4+IdZpJw2irlm8wziYhu3APSVQND1QK8lDj1iQRYIDzJ7tH3qzPTseoqk/7zQ3sNwc9b5OP2f3Nf3B7rqywCHQYHTUm9Gn03c3XejW/2tkzu6/sRnub755N7e+5cWKzjVZfvlC5psc0fsj271kHW1Zy/okc/UXrtJ0pzAINY8GImCzHEp1H+D9YAnf2ZPLB/6EU9kTKXf/z3tdnzO7mtJ0db3Jz1qj2zUZOJswikU4XxQC+DglaEfuM1AnT8nb7zQ674PnSS9vxBbtQazSUvGlfPZfvkCZElAVgTCtdWIoszFP8xCr7JRbdV47KO5BIKuB1ziFiF2DhdHujn1nA38OH4xBTc3vJfSVpiV+m92EYWV+9OplPSUScFNzkwqpCCq5IblQRuiPcQ7fqtOqVGdosa+0IlzL3Z0Uq5L5evz3MEkqMsbNWpoa54d9DlDuxxhxo6bXEuDQw2FhIn1E9k0ghTIJA7QJOsubp6ta1rMyXrHUj5YgFojgSyg2GtCoForUWXRYpY0JERWcGFsLmFqC0FaW6P7vb4SCLqNEBdXjuqY7x/YAfyDVVGzKHMin+cOZuVpW8ZE3UlXItWMPpsavf6JjKlYFRVmWeP1TK09+bU8uelGdZjaazeflJzLd2UDGmxT21/YF6/hRZkTWZE9hg9zRpCoPdH0BbW4MmYnZdYgYrUV3LbtNk7YwzguhbLqwEjW5A3kzezRvJw1ngR1mU/9dgRGfPMoA754qr2HEaAJUj9+lhKzgcFfPeFWGmQINqNSy2hDrIhaybVnK4oKVSYd+4/F0T2kjIPVUcRqK9g2cSHndm25YY6TQNBthJNlIUjBMsmv+GbHF6BpXt03rsk2M/psoo/uGCZZ55rZeVpCbohIdRUqwTEDbEm5iD8Tqxoj39i45F1DDAsp5Pv9DWfb1rZCu7PPT2wuSOHDnBENtndy0hbKjD6bmJ66nbePjuaz3KFeyQHesu12gkULEdpqempPsa8sji+LzqFMMhCqqqZK1hGqqnYlU/m6/N/ebL98gc+ygQHaAUWguCwUtUpGFBxykMPXOIKvcPpzAcVhBAOOihQEhajwKvKNUew52cWV35EUdMqtbtdJc0pHA0H3NFN+uq/eMcmkRtHK5N8/qx1G1Dn5MGcE6/L70k1T6lX7qb12u0pdvMk8dvJUxlWoULgpbatb0GkOGsHeZGBwy6psJiEah2j6xE0PuLK1veH23r+Qf0PjiVp377jR9bVR1qMXbDyRMZXVOcMbTGaqvbydeSye78oc+tDTfrmr0XtV2bWcsodwwBiLSdZRWmkgJfQkceoKzLKWHEu8axw2RY21TuLaV3mD/L6nHuDMZ9KP97t9P/DLJ7n4h1ke2wz+6glkWUSSRII0NiqrdVglFVVmLQB6raOUUKWW0QVb6f/506jUMqKooFfbOX4qDJNFw8Fqh0Pah/uHe9xD9kKksR6BoHuar0e/Wu9Y4e1zO21ZUHsxPXU7NkVNhOjIPHQmSzVllL4iewyptcpMmsp6fWbQF34TQ5ieur3JGt93R77dqLpNQ4xcO4/pW/4GQFLoKQDOj85rVJy9Obwx/H1Xbew2Uy+CRQsaQSJWbSRCZWJzQQpr8ga6kppqB2mAnOueYMXw95g3YI3L9aghPjl/Bbf23sL6i5cRrykDHMkvBywJqASZfVUJqFDQCzYkBGTF/WPoipQMpvba3eEym1tKQ6bsAbxjzUWvMOKbRzn/O4d8b9cwI+HaasAxabpm8wy0op2pP9/N6G4O9TWt1o5KlBFFGbskIggKe66cz64pz2G3qpAVwdVGEBUiQqqxySKCADabimJTGADZV9evYgEI0tl8FhAKBN2zCH8mA7SEMsmAhMBXeYNYX9afMetn85+M8xq9ZkafTS4dYcBnQ/a2oDkF9NsmLnTVQjuzMp1asv7Gqejz3bF+rC0/hy6aMjLN3SiTDByXQtln6eJ6GHpj+Pt+uef01O3sm+bY/4xSV3LcHkZ6eC7Xpu5AJchIikiUqtLjtc7fcWcRqlg8eDXP7ZnCo39M81ufvuzRdwa2X77AlTJYYdWRWxLDpB/v55zwI5jsWmRFxK6o2FKUjCwJaNQS5dV6LBYNapWMVl0jJZn/l0dRZAGVoCArAmHBZqKCTCiKgCAoyLJIv4jG68m7hBmZ3DWDu7Y3vvpTm0DQPYvoG1vc3kNg4d5JRKkqKbJHcEVKBr8e68mx0jDCQqtdeyYNLS22tS8v4LOlWVvt/zaXe3+/gbm9vmHpkI/ZV92Fu/tu5OuyIfz76EVsK0t2+f62BlWyDlkR6KlxzOidM9qmHqByrf71p25P9KKNcwwHXf60LZ3N1946aWrZv7Ow5dJFrv8zrpxPhLaaP8q7cW5kIYMjDlNUGUp5RRAooNPYsdjUiIKCsUqPRu2u3yyIiqONWcOOSc9zoiqEqCATudMfI2/6Y/x0NKXRsXQJMjK3/1qOmsK9Hn/HqKgP0CZ0N5S1+T3X5vV3fag+t2cKjw90d5ea2Xc9BtGCVpB44YBDUFzbhLB5S3AKaHibkDUpZQ9LMi/jmDWcpUM+brL9TWlbWzS+1sYiq10lOs7X89qwVW1y76ayzRviiDXSzyNpP8yyhsPWaHpqHaUs/lyxaWrZv6OyKHMi+6sSmi1PumrUm1yzeQahKjPfFA9osCa+9yfzMVm0bseiwqvQqiSCDY669xCdhbVjXnadb2r1yrkN1DOkxOvxnlUz3ZTlvmUhO0UyOgLJL7U8g/qVoR/4fM0t225v0XLYxJRMVwLU4wO/rnf+9t6/uPZMn+/zfwCIyM2+X1OYZU2TbiV1MYgWRoW03gywJfhaCuVcwj6T2FSc1t5D8BspuuMUmKPbZdWmo7KzvCeHqiI8SjB6yyfnr+Db4v5U2xoWslCpZLpHlDHpx/sZuXYeF/8wi96RJ4jQVzMo7ii3bLudQZFHG7zeaYzgXKVwkrb6WX4/3sPrsZ41QTdt4TIUH21xXSIZtej9Sfu4C409f0/TjfxEbdu88ZGZdNd6/xTnCW8tt8qkYMARqNfm9eervEF+X66tkPXsquoJOPbDvClXMSsaTtj9o/jUkEJOczkbnHN+HL+4vYfgN25I29ZmKwtnCh+m/4vvxr5ESbWB1I+e49KNDzarn2MVoRw9HtHg+a4RRgxqKxHaalLCTxGuraa4OhSLXU2BMZoqu5afj6Ywcu08j9dnHOvKosyJbjkX9/5+A6KokBQRmOm6GLPOUU+nG1BG/oMtK/3p9eIyukQa26UwPkpbxXN7ptRLkW8N9hvjAIdU2k1pW/nV2Pi+hr+orS41MSWTKlmHCpm1ef29qiv1hrn917qWVU2yDo1gb+IKOG4N45gtgs0FKWwtTOK3wkS/jMVfXLLh7PFe/iG/T7tZA/rCrF3XtfcQzjh2THqenOsf57uxL7nqaX1hz5XzKbjRc8Ccs/takk4vAVtlFWpRIlJbTYVFR15xDMVloRyqiECrljCa9PUC/6Qf7+f8Hvn1lN+yyhMA6B1SX+K0ITr9nm5pdhRDvn6cPVc+1+K+pK4WqqxaKk8Gk7J8KYmDj7JhXOsIZ7x3YBRHbRHsNvZg1ag3kRWBd7PO49o+rW9PV3DSIdLgfAO/O/LtZve16sBIV52tr2gFiQhVBaekELfjH+aMYHrq9maPyYm3s8RzDIcokwwYZT0yIkZZT3Nt7bP+9HQzr2yY9RcvY+X+9LNiyXJccnZ7D8ErSqzB7T2EM5odkxx7qTdsvbNZWtT37/wzrwz9gOf2TKFcCqLKrqPYHErOiRhkWUAQQLKL2Ko0iHoJQYSJXbN4d/coDCEWCk464kZCaAWyIhClM1NQGUWExsR1W/7Ox+n/5OWs8ay/2PEZYjQaWYZ3yVSdfqb7x733EaZ3d825cF3zam/1BitlRgOqMjWyTmHDuKWkLF9K6iL/7/1WyTrm9l9LeoRjL7HQFMXlqZlkGhP8fq+6WE3aRs/7ktHb3IALMK3XTsYlZ6MR7G66vf4IuL5gVjREqEyoBBkRmUJrDFsLk9hamMQP+X3YWpjUpuPxRJiqvq5xgPZj27GefunnbCsJqsuqUW+6Wft5y+8ne9D7k/l8UjCE1RnD+OlICvkljslEcJCFiBATCAoqgx1FEsi57gmeGfQFBTfOI3Pq0/SILiNIa8No0ROisXDKHEy34DLyq6Ipqgpj+pa/NXtrR1CU5mhqdHyMRiPh4eGUl5cTFhZW7/zETQ+4Zak1RZ9P55Mcc4qcXxMR7CCrIffhtlvWe3XfOO7r+wO3bLu9RTPPlnDbttv8LtpwJvHegVGokIlVG5EUkWDRwi5zIvf1/aG9h8ad228+I5Okmsu6/L5nhedtS1aKOgt9P3uG+PAKBkUeRSNILB/6kU/XJ65YTGLqcY6VhhEbXolalJvME7h044PE6KsoswZRZg4iKshEtK6KY6YwBoQfw2gPcsu2bire1KbTz3Rrk/SPJa6vs3K6+XRtcswp9h9z7HWigNh6VS0ecX6wvzvybS76fo5X/qz+YG1ef5eSUUcLuG09C4hQVXHIFoVesBGnqkRCbFbAHfDFUy5VHX+RXRbfJvv9HYUKOajTKVa9d2AUP+T3cZl7fJgzAoNo6fC13y0lbfWzJL77Asn/9VzqI8sC13T7nYzSrvxS7Ht+SeGMORw3hmC3qTh6PILDJyOavKaLwYgoyHQJMtI1pJyvR79KF105gyOPkGVMoNjc/MTKTh90r/jRsS+Zsnwpgk0g6TVH4C28w7sl5pQPn2fAF0+x/2g8edMfY+D5ORx4bCaKANdt+Xurjbsxfhy/2Ct/1ubgNIgGR11tpqWbS8moo9FSTWVfuSIlg0TtSX6rTkEUFMIES9MXeUAUFDafLvD3F91DygjVNG88ZyLZ5i4erR/PZG5K28q45Gx6ahwJP2ZZg4yICplFmRPZWJDGy1nj+SpvEKsOjDzjjCIaQqezoQu20iPeocd+w9Y7mfTj/Zz37SNc+dO9DOt2mA2n+jCt6y6Onwgj8W3f/3Ys1RoEAdQaCYPBQsoHDX9+Dvn6cfaVxlFsCnP462ocWzeiULMofKra0NDlTdLpg65KkElZthRkARTwtm7ownUPc/53c4kMMxGktaEcd1j8fX7hGwDkPDKTBL2xtYbdLszadZ3bEuUpW3CHDbiN4cx09qfcnpMT9jBm9lvHkJ6HGJbYPLuvqGCTn0fl2Pv6cvRrfu8XHO+L5/ZM4YmMqa3Sf3OYN2BNu3gee0tLZuHOZLFbe2/hiC2SUFU1GkGiwBrDIP0hQkUzN6Rta1IPvDVJ/bhpA3lviQ42sf+aJzGcNvywyir2HuiOSlAI0Vj4MP1fJAef4oF+36PWSqiCfF9mDAk1o9bY0Wjt2GxqwkJNDPqyRk85/bu5XLfl7/T5dD4Wm5pT5cFYJDURGhPd9aXM33MF1ZIGvWhj7ZiX2XLpIsasn92s1aVOn718sCQSRQ2yXiIsoYKMK+eT9PoSCu6Z3eh1hw7GcPmQDNbn9cZaoUVtqx+smyM2UZeLvp/j2l+Y9stdXqvKLMqcyNz+awFHYlNt8/O6pH831yWd1hhVkrt3sK97J+3NsqwJ5JjiCVKlMB2H5N6K7DHNUkLylCH99v4LuK+v99aCDVGQFweXtLibNsNZYpX0/kLe+3kJiqg4HmBFKPybb2LvHZVX943jpC2UEcF52BR1iwLa6pzhJKj9s+rg3L5478AoQsVqxiVndwgHpuAgq9/62nSJY/Wxd9hxHtl9NcHqcDShFsJ0ZlfmsvM9mHP94432NXHTA+hVNroGGbEpIhGaahYPXk3GlfMZvuYxIoKqOV4RgiSLSLJI6sfPYjdrUCzRFAWH0697EcWVoSTHF9EvtAgRBYPKwpaSFC6MynXTHHCO21fOqkSq5FeWutn0Jf77RYRqFQX3eX5aSf34WS5OOcD24h6UlQcjV2o6zIfMUxlX8cygL1yJFs0NLrW5cN3D/DzhRT+N0HdWHRhJqKraJVPoK3N2X0uUugpRkOmqKSPfEoukiMgIPDvoc+bvuaLZZgLLsiackbP+1iDxX4vRR1djLtXTI/EkRSVhXJCcx67ibh7tz84EPswZQbEtgkTtCcBRw92SBKamHoSbw1d5g9z+Nup+3xlYljWBY9YIPt41HEFUKLjJc91tQzgtMWvnnziTZlM/fha1WsZs0qLW2lGpFCS7w/5Po7XTJdJIathJdKKdIJUVnWjnhDWEvSVduKJbBvMGrGnotj4lUnX6mW5t6vriOm37kt5YQsHd9We+NpOWPSVdiDGYCNVZ+fEG94y31BeWkfNI62cwe5qpPjPoCwCK7I7asOYEXGcQunP7zeQYY+kTcarlg20Be6q7k6w70axr5++5gi5aM3rBxoHqeE7aQhkenE9WdTdCTpfTNCfg/pDfh3HJ2YGAW4uGHjxbYzm/rZieut2vgdLfAReoF2CbCrhnYkb7v7IuJCm6BJVOQqez+XTtI7uv5p2Rn9Y7vnbMy/T97BlEUUAUFUS1jCA49nlRQFA5LP26BZcjCjI5FTGEac3E6KrYfCSZrmFGjlm9NzRoik6/pztg5UtNtvEUcAHEMjVdgo3EBlUSpa+qd76xgJv8sv9EM6x2NWPWex5jS4LBIXMk6d/N5c0R/2FQ5NFmC477C71oo9jm+5v7/p1/xiA6lrvu7ruRYksYyboTHLZGY1BZMNVZNveFM0WMoSOw4JzP/NKP02O5rWmNQNlePLdnCseqw3lk99VnVK3vvmlPsXbMy+RNf4ysPz1Nn0+9l919YXD9gOtEOJ0EJUkiKAKKLBAZWUl0dCWKLHCyLARRkLHLKroYjHxy/gr+ONWVPjHHSQs7QYzGs/1kc+j0QTckropLNz7otmnuC1pR4pd9qa4EqoaoW8Iz/gL/JXnsmPQ84dr64gc3/nqH2/erDoysJ8bdEBM3PQCATVIB/tmfbilPDvzKoylCY3yWO5Re+hPsrezqCrxBKhs2RU2i9iSHzFGEqsxe/1wCtD89NO274tIZeHzg14yOPsApW3CjWf63bbuNu3fc2Kpjqfs55QvhwdVu3/f//Glu2Hqnz/1k/elpRFFBkgS0Ohu9uxzHYtNQWh5MdFQloqBgltyz4S/pkk1y8CneGP4+a4/2bzTj2Rc6fdA1Hwhnf0YPKo6EkfTeQlI/8l4OMv/BWXyY/i8Kb226prJ2CU/iuy9wwhzSSGvf8ZSZGqV1z4I9YQ/zegl17ZiXeXPEf1qt9MgX6mrpvndgFO8dGOXVjOeAJZ6DlqjTgdbxADEg5AhR6kqyzV1IC3JoovbWH+O9A6NYuHeS/19AAL/Smp6+ZxO/nEp1c7/x9OApCgpvDH+/1cZw8Q+z2Hao+Vrl2yYudH3d+5P5ZE59mqxTcc3qy2J2BFVFEThqDCNz6tMM6XkIq13FwG5HCVVb+K2oB3tOduHe32+g0q5zJXBtvnQRoujuftZc85JOH3RlrYLaJKAuF1Ef0aEcMpD47gutes/CWx4hWuf/spC61J2dnqmOM7WNDgBCxWqCRYvLgm9jQcPWbrIi0kt/nPERewkWLTz6xzSOWBz+q5WSDpOsJV5Tjl6woRdsfHNsQOu9kABtxpU/3evyRn5uz5R2Hk3H5MvRrxERVDNT9PRA3tpbShvGLUWjabmS0IAvnnLJ0+6c/HyzpHxDQswkx5YwqMtRzu9SADg8iDOunI8oKBysikSnlhgSewRRUNhb3sXtelHlHnRN5UHNei2dPugqogICCJJjDzZ39kwKb3mk1e/b0Ju5JZ6RnZHaYhxOpvbajVVRkWXuCsBRW8Mm5jHqCrpqStEIdm7v/Qv7KuJJCyqmQtITorKgE23kW2IxKxpOSSEUlfnHou9MpiHrMn/ibwvDunw5+jVu7+0o30rRHeeNfWNZuT+dazbPcPme1uVsXOUoMobS97Nn2nUMe69q+f33XvUMQaE1W2ylpiCm/XKXTxOoPjHHOSfyCKMi8uvN7ouqHBnHU3rsYXhoAa8M/YDvxr7kOp/ywQJUKpkhX9eULGmDm1c25VPQ/cc//sE555xDWFgYYWFhpKen880337jOm81m7rnnHqKjowkJCeHqq6+muLjYrY+DBw8yefJkDAYDcXFxzJkzB7vd3V5t48aNDBs2DJ1OR2pqKitXrmzWiwNQQiRyHp5J8OCWecL6i4ObetJrif8NEs5U0sNyPcrcaQWJc4IO8lnuUBLU5Q0uNffSHmdqr92uTM7PLvgHM/ps4u6+G3l84NfIikiy7gR6wcaMPpvYf03z9vY7ExfE57X6PWb2X9/q93ASqqqmXDJwa+8t/L3LRm5P+JmV+9NdeQv9P3+a1I+fJVxlckmani0khFWwb1rbW5G2BmaTlsR3FpHywQIsZg1Zx+N9mkDtOxlHuLrao7/3BfF5zOixCb1oI9PUtd75vD8/itWiwVgZRPp3c0n58Hku65XVrNfhU9Dt3r07L7zwAjt27GD79u2MGzeOq666ir179wLw0EMP8dVXX7F69Wo2bdrE0aNHmTatpoxAkiQmT56M1Wpl8+bNvPvuu6xcuZInn6z5IMzPz2fy5MlcfPHF7Nq1iwcffJC//vWvfPutd0bodVHpHAG9tCiMtIWtF+z6PLO83rGUpfXvJ9pAXSXQa/EyElcuIun15hVY1+arvEEt7qMh6jp8OJf0/MXtvX/xmLF8yBqNTVHzQ3k/zIqGMsldds354dlUdvHs/t+iQmanKclvYz7TCfGTcENjtKVE5zelg101lBOS9zEpZQ+39t5ClyCHYtw58UeJDq9iZ2VP177/2cL6izv2A/6VP93rddv8vzxK4W1zyfvzo4gqR72ttwz932PsuXI+5fb6S8Jzdl9LvMbItak7mDdgDa8NW+WxD8mqAkWg6EQ4oiiTXR7Ped/6vmraYnGMqKgoFi9ezDXXXENsbCyrVq3immuuAWDfvn3069ePLVu2MGrUKL755humTJnC0aNHiY+PB2DFihXMnTuXEydOoNVqmTt3Lv/73//Ys6cmfX/69OmUlZWxdu1ar8flLFbuufA5iFMTEVuJTmNn28SFpCxdRuLQI37xwu375HJkDUh6BdEKBx5zLyOasOEhgtQ2stf3Ivvph+j97HIEBWS1gq27lYKbW77UPWvXdWSUdcUiqZutkuKJl7PGs/5kX5JCTlEtaYjWVGFQWZstMNEQnpxUntszhRiNw8uyxB5Ciu64Wxun65I33Pv7DWSUdvXrzyZAx2dF9hgiVFWUScEEixZezLoUtUpi5+Tnm93nxoI0xiYdYF1+X2yKut3LjO747dZ2L/XriEz68X60oh29yk6U1kReZTRrx7zMmPWzm/05kPrRc0iSiEotodFIDEo4hohCt6Aynkr5d+u7DEmSxIcffkhVVRXp6ens2LEDm83G+PHjXW369u1Lz5492bLFYa69ZcsWBg0a5Aq4AJdddhlGo9E1W96yZYtbH842zj4awmKxYDQa3f4ByDoZwaKivDSYUfEFAEwc+zsXxubyyO6rm/vyaxBg/xMPIXWxIEqCm5MRwP6CBL4c/RrZTzv2cp0BV9KBYvXPlvrSIR8TpTNRuK9xr90pP93HrF3XedXnG/vGEqs20j/sGD11JXTVlTPAcITuWv8v0zek/FN7mbhuG1/cfV4btqpZf2i++AYH8J6v8ga16uqMkxl9NrG+rD8XBOWiEexMTf4DvcZOr8XNn/1lmrsxZ/e1SIrIpJQ97S7J6Ay4r+4b167jqI0zb8XX/JXBXz3R4nvf8dutTNjwEFU2LeXWIEosBn4oTKOowrG3Lclis0qOwCFBGRVRRWr8SUZ1K6RPSDHpEXn01JWwNMv7WOLzp35GRgYhISHodDpmzJjB//3f/9G/f3+KiorQarVERES4tY+Pj6eoqAiAoqIit4DrPO8811gbo9FIdbV7zVZtFi5cSHh4uOtfjx6OVPlrRv5GwV2z6ZJQyitDP2DaL3dx0BRJuKqaJP1J1/WJb/omf5iyzDFLPp1giy7IhqxS6NLLXVGp8Db3cqPsJx9C1oDKWqOI5Q8+TP9Xk3rSX49+1ZUC3xAP7byeh3Zej150qMF005WiESTiNeUuL9m2wNd63dZgUsqeTuPk0pG4IiWjzeQL3xzxH05IwUSIJoYb8jlRGkpI31Kf+/mpoBfgEHBJ1p1APv3R2ViSX1vSETydnaSFnWD+nisYFZPPyv3pPJVxlVfXxYdWMH/PFUz75S7Xsbf3X8CK7DGNXjdjx01M/fluhnz9OKIgc07kESJ1JiJ1JiqsOvZNe4rKKj0atYQoKGSdinPt9/vKjknPs3bMy/QOLsYmO7YqSuzB5Jlive7DZxnIPn36sGvXLsrLy/nkk0+45ZZb2LSpZZq//mDevHnMnFmztGs0GunRowef7BrO8gvg6OEoAHbsT6Lwtrk8kTGVL4+ew7uFcynOiKdwlm8BMHnoEfo+tRzl9E/QcjQYfb8KvPEwyp1TM87zvn2EXy9rPANvxo6bOGyK4OvRr/o0Rl+49/cbiNSYCFMrhKrMnLCHEqWqolLSoxNthIo2yiSDx1np57mDXY4vTtnEzkKsqnM5SZ2NbKjsh0aQOGSOxFaq44Gh3wC+aUSfkkJO15Pr6aopxXp6b9ggnj12it6SoCvHJGkbVYjyxHdjX2JZ1gQGhR3luT1TsChqItUGyu2N2+ipBYn+YUV0DTJytDqMKrWOjMPdEESZnOtqZs9VJh1miwZFgShDNSO+eZQyo8FVCuRLkqVGkNCJdgrM0ZwfmsMhMdXra30OulqtltRUxw2GDx/Ob7/9xssvv8z111+P1WqlrKzMbbZbXFxMQoJj2TMhIYFt29w/tJ3ZzbXb1M14Li4uJiwsjKCghuuidDodOl19uT91qaMguvD2uQz88kkKb3PIiu01dnG5+ySf8F0gYv3Fy0j9dRmKCEn/WILaJNI3rpjPL3yDvk8txxaskPtw07rMtQNubZehIV8/zoVd8+ihL2FkaAWXRrRu3W+VXUectoJwVTUVkh4ZAZVaRhRkIlQmyiSDS/GpLipB5of8PlQpWoIFh9hFqFjNxJRMV5uthUmMSixo1dfQGqioSXl478Aobkrb2o6jCdAcBgQdZnNFGm+O+A8rQsdQJhlYnTOcR7ZPY1q/XSwevLrJPirkICJUVQSLFo7YIjlpD8WWM5xbe+/w6Eh1NlMh6ZutoW5TVHTXlnDYGkVWRQIDQo/xv8MDeKaR3QiLrK4vQToKkt6rEdbIuf5xkt5biGxVodJKHC2r2XeV7Coku0ifT+ejUsmEBpmbnAjVzoD+Km8QLw19k3dofBXRSYs3FWVZxmKxMHz4cDQaDevX15QKZGdnc/DgQdLT0wFIT08nIyOD48ePu9qsW7eOsLAw+vfv72pTuw9nG2cfvrL7/prsuMsTHSnej+y+mgqrvuY1mNyfPRL/XbPUnLrIsf/T+7nT/z9bk6VsD5ORDDKKTiKoX5lLKnLfMw+hsnjn21sbq1wzjtLD4bw2bBWHzFEctUa2undmsuEkZllDsS2MUJUZnWijQgpChYKIjF6woUKud926/L6oUCiyh3NFSgbjkrNdYhdr8gayLr8vn+cOPiMDLsD5STXlNWdqwF2RPabVBWE6MhVSEF/84dh7/eDwuczst453j52PvUrDx7+O9Er57LA1Cpui5oAlgSTtCQ6Zo1zv8xN2xwf42Sg16sw+7vvZM64cmUOmSO7uu7HBa+7f+Weu2/J3lmVN4MOcESzKnMi0X+7izu03s+lkb+7s8xPPDPqCT85fwTODvmhSNa9BU4c6H8HK6YAbF2VkUMIxzCYtkt0RAiMiqkiMLiFz6tNNBty6+LpV4lPQnTdvHj/++CMFBQVkZGQwb948Nm7cyF/+8hfCw8O54447mDlzJhs2bGDHjh3cdtttpKenM2qUow7z0ksvpX///tx0003s3r2bb7/9lscff5x77rnHNUudMWMGeXl5PPzww+zbt4833niDjz/+mIcearmoxOLBq0n5YAEvDP6UA3u6M/Xnu+m1eBmaU+5Bt/CvD7veQDlzHbNVS4xj89ZuqJn5jBiSQ8G9sxEr1WRcWUeYW/A9Kbz28nHhDIeTS5jazGFLJHf8dqvP/dUm8a3G96x1oo1QlRmNIGE+vWZuEC0YRAt7q7sDjjKQN/aN5b0Do/gqbxCf5w6mTApGL9iIULnPxGVE9IINjSAR3EpLcO0hjL+5IKXN79lSjlgjUWnrPzB1FD7LHcpnuUNbTZj/zj4/ERxu5oatdzIgwpE78vXoVym842FQYEdVUpN9xGvKyazuRoWkZ0LyPjdxBVlxfIz21h876+qAuxvKSP7vAhRFcC0nf5j+rwbbv5k9mtGh+xkeXkiOKZ7pqduZ238tJruWnSe6s+aiV/w2tuBQM4n/qnGG04WbuWXgVkbFFhCnqyD/L48SFVlF7vTH2DXlOTcxjNbEp6B7/Phxbr75Zvr06cMll1zCb7/9xrfffsuECY432vLly5kyZQpXX301F110EQkJCXz2Wc20X6VS8fXXX6NSqUhPT+fGG2/k5ptvZv78moCVnJzM//73P9atW8fgwYNZunQp//73v7nsssta9EKdP/yLU/c7xmIRqLLpUETPbkF19yP0RWpSX1hG3qyatruPdAPqWwYC7H98ZpOBzhsWnPMZK4a/1+KyALGq8fpEvWAnUl1FuNoRPJ0SjDsqklAhI51+q6RojxOhqjrtUyuiEmo+zGtnpJoVDWZFg6yIqFBaJRO4JX6nzaX2zPdMYXdZd/L+/GjTDduJBFU5j/1xFcuzLmmwTXNk/2ozb8BaNu/vxRvD3+ehnde7jhf+fQ6f/Hpuk/XnoaKZeE05lR4cq5zyq9NTt591FpBvDH+f/L88SvbV3u2HlkjBbK5IxSJryCqvSZiVZNGvOvDnffsIalF2s6Hcf82TfHloEOsO9UEnOvQbdkxqfvlYc/FpT/ett95q9Lxer+f111/n9ddfb7BNYmIia9Y0bAYMMHbsWHbu9N9y6oAvniIh0THbSgw6xfA1jwHRrLt4OanHvTNAyH76ITdxjak/343d2r3Ra3TH/G9XvHDvpEbNlBtCsDW+3H3MGk4XbTkWWUOMuoI7+/zEkszL6K4vJUpdRTdNqWMpWQCzrKHIHkG0qhK9aMWqqNALNiQE1ub1Z2JKJiIyGsGOVVFRIQfV01cO0HZ4MsvoSPx1182IokLl8WAArtvydxINJZRYg8kxxrDpkiUMiT7conv8UNrPtfq0fOhHbucK/z4H8OwR7OTa1B2syB5DL/3xRtsFaJwjlkhyKmJJCTlJpM7EheseRiXKWCXvhS48kfjvF0FUKLx9LkO+fhyDViE+tKJeu3C9mdEJR/j1RJJX/T6VcZXLu9xfdHrtZXB4KDrX6d/eeT5qlYRze/KCZO9nLgfm1cxy1aJM/l8anz3I2vqKTk76f/602/eDvnzSow5xXZoTcAG3GbonPtx9Lg/0+555A9a41IQqJD0xmgqGBeU7gqoiYlPU2BQ1cWojEgIqlNPmBHYq5CBX8lSwaGFC8j4mpmQieZXT3T7UdTjqyNTWfT1T+b2wZ71jmVOfpvKUAQRI/u8Cdh7uzq8nksgsjefIyQimb/kbrw1bxXVb/t5sTed3Rr4DlTXWbc3RQK+U9JgVTcBgoQVYZTWHyiI4Wh1OYXkUGpVEqNZCYqjvZVx9Pp1fY9mqUsAukvjWixgrgzBZNfWWiydueoBgtZUfDvemyqpxJKs2sIKyLGsC07f8DY0gsShzIgv3TuKNfWN9HqMnzoqgaz4WXPONUcOJ0lAUlUOm8ae8Xs0SBP/k/BWurxsSWM95eCbVdTwanWROfdr19bRf7uL6lN+5KHw/C/dO8ir41sZp9OzputQXGxYCqL38rS10XzZblDmR7toSumlKOSWFoBds2FAhIhOtqkRSRIJFy+kZriMYR4g1+7rO5Wmgw2Z2Lsm8DL1o5bPcobx3YJTX9YTtxa4p3ttSdlSGJR70eLzw9rkU/vVh8v/yKAeufYLCI9EcPRjNFb0zOGV2/P1mn4zDVNo8Zxcnie++QPJ/F5BzNJZH/5jW9AW1mN3/W+7r+0OHqCE/U9GKdsb3yCbRUMKOSc8zMWEvA8OOcrgywue+LNUaKitPJ8TKgmMl43QqTUpkfU/m4soQ0qPyGBZ/mCCNnZTIU9zY81e37QZwKPwdMkfRP/TY6S0FPTZFxUFLdL22zeGsCLpuohGyQN70x1A0CnmzZpI3/TGGdT1M4r8Wk7hiMUmvLuXCdQ97TFy6ZdvtbpnN/T9/ukmFp1JL4zVmALklMYSqzPxh6kGy7jgXhe/nlm23NxjMa5P8ylLMpY433ve/1FfHyWmkbKnwjpqnPOfW7Kxd1zmyXbUniVUbCRWrXUIAoaIZrSChEexEqKpQoSAhICuiazbr3Lutq5XcEZnd/1u2VKa5Hhb8vYzUWfFHrkJTFN7yCJcPzUAUFErNQQz+6gnKyw2oDPamL26AgrtmI4gKiiQiW1QcrO4YwhZnEwWV0UiIJOkdQfHTg0OplHTc2PNXn/syhFhQna6xFTQyhhgThX99mDEpOZwfWX8F0y6pOGkLYW9JAlFBJj674B8ct4URp61g4d5JLMl05A3pRDt9DEV00ZSx1diLE9ZQ1hf34YQ1lD/KujFx0wOkfuxbnXdtzoqgW5uC+xxJT7WTn1aNehNVqEOBSVDgcHEkyUEnGbO+Jljfsu128o3RqCocCUmJ/1yM5UAYx8zh6FWOaxNX1GTKOSkxNx18dl/xLGZFfVqUIgyzrCEp6BSHKiKavDb//lkuZav8B+ondDWFc8zZTzmW25YO+Zhg0YJNUaMSZKTTmZllsgGT7JgNS67MZLtrRmtT1IxLzsasaFzfnwksOOczNlT2OyOE8OtuSbQHN2y9E6FaJOn9hU03rsPdO270qf2K4e+xdMjHiIJCeZkBvcFK3vTHfL5vbQpumkfBzY9QePtc3j+v8RyVjsSr+8bx6r5xvJw1vunGHZgvR7/GK0M/oELS82HOCAZEFfHasFX8Zkz2ua+YkCpSE04wYcNDRMdUEBtaBcCwsMJ6oiU3/noHoXoLG4+mYbGpOWJ0lHlpBInu2hJSdcWu2tsF53zGjD6buLPPT7x17kpWDH+PwiMxrM/qi4iCXmUjSO/4zB/6v8d8XiE7Mz4Z/URdcfCU5UvJe8gRqM7pcZidlUnoe1SQHF3C9rKeFO5PIPXkcyiHDCjiACSDjNrumNEJVhG5q5ni6lCXk4ezzKc2P0/wblYwt7+7mcNTGVf5XC/WHDyN+aa0rXyYM4IrUjJYuT+dW3vX6F6vyRtIqFCNWdG4LSHrBceb0FlPvKMqCXMHFpOonZA2Mjj3jHAh6hnp+76XP5mw4SHKLTEowRKFN/ruyRutrWzWfbdN9D3AdzayqrqSoCtnW2kSzRMw7Fg4l+j3n65tPljp+6pDTFAl4RozMbpKeukdVRUL905if1UiucYY3tj/JHuunM+kH+8nVq9w9HgEokpBsooU3vIIEzc9wPnRKiRFoNAW0+i96hrTOHMCYoOrsCkqZu70Xs/5rJrpVtjd9y1lXU0t7ecXvkHhnQ9js6pZc9ErfH7hGxTcNRtbmY7c2TPJmzkLtVGFrFXo+9kzqCwCl/XNQiNKdW/jFz7LdywVN5SI1dqU2EMA3AIugISAWdE4ZsKns9EKbDH1pB9fGPypKxD7OsOpzeqc4WwtTPJrTe5XeYPQiTZe3TeOZVkTuCIlw+/OSU4u3fig3/paO+bldkvimbHjJuyKyLgu++vpiXvDy1njOdyKy7mtWefrb97MHs2izIk+2WS+Mfx9umtLWlUKtj2IUVfw9v4LiA2q9Ppz4rotf+eSDTPpHXKcMRH7CFdVs/rocH6t6MV/c0fwU0EKB49FYa7W0vezZ4jSVZFbHoMhxIIh2MzYfo6y0UvjHEmft/bewg8n+/g07iqbluT/LqCk2kBeVQzFlhCvrz2rZrofp//T7fuCu2eT8sECggwW9l7lSKbKud49Q1QTUbNM4ZR1HLN+NptmO4yhffGD9AWdxu7YXx3unbSYv9lX3cWjbZgKhSO2SKLVlRyxOz5EnUvQdXGWCVVLGlbnDKeb2jFT81TrujpnuFtZ0YrsMXTTlBCrNlNkDydUVc2b2aO5s89P3LbtNkc2aiM0pgHdVmL7AFqVfx/K2iuJx2jTY5NUPuvpOnHWsgJcsmGm331eNYK9TT18W4JGsNNVU0aJPcQni8rbe//SyiNre341ptA3uIieQSWcsIbS7/+eJutPTzd6TYrBYVRjkdW8ffBCjhtDsFnVHC6JQJIEeiec4KQp2LVCcsmGmXQPKePcmEK66cowiBae2zOFw5YEDpsiADhqbNyOry6nKoLp072YaruGUI0ZRe29GNJZM9NNfGeRx+NyqdYVcD2Rc/3jbqomgJtN3JejX+O6LX/3zyBrYdDYiNE0vhx3/ne+zzjq0tDT5StDPyC4jtn5nN3XUiXrXLPf6anbmZ663eVI1BDvjHyHbVUpGGU9P5l6e2xTJWtZkzeQJZmX8cjuq10Z0rIikmNJQIVCvsXh5NE7uJg3s0c3OvvNtcY1Oqa2IlbXvCXVjsbl0RkkBPvH/GH9xcuaVbLTGG35INVSIlQmQsVqHuj3PT00p5iz+9r2HlK78e7It5k3YA060U6FXYckidz46x2NXvPC4E8pNEbybWE/istDUaslesaVkBZ3gv5dirHLIlWWmrrf82Py6BNSjNEeRLYpni+LB/PfAyP4bn8/9hR25aLv52CTfMvp6BN3nLVjXmbTJUt4c8R/eHNEw9oUdTlrgi6i5ycRdYXjR5D8UsOG9rVVTTxRdwbtD8qr9R5rcms/AGy+1PODRG2SX17aqG1hbTm7utQN+osHr+anCkfQrP0h582+7eLBq9luSqm3d+1EJShMStnD7P7f8sLgT7k2dQdlkoFcaxyz+3/LpJQ9FFscT6MDgw7RQ3PKoyLV2jyHhnd7z3pakt3YEbkpbSvJwadatFVQG41Kckmt9v/8aS76vvG/sc5EoTXWZQlYJhkIVzVsWXq28MygL+imL+O2flu9SnAL0VrpEm6ke1QZQ+KPUGXV8vXoVxkRWcigiKP8rdaqwMHqKColHbtOdOPNEf+hsCSSrD89Td6fH6XgxnmY7Wr0msaz4msn1ULLBGfOiqDb//OnEVSeg65TW7k5P4nEtx1Bz58z3Uf/mMbdO25kUNxRj+ebegCoi8osoDKqOf+7uW7m3d4YRnva53xl6Ac+3b828ZryBs9phPpv+lt7b3ELns6l7itSMjAp9eX4ADdno/bEaSnW1DL4mcTiwat5Y/j7pH83t94qS0Ozk4ZmcSdNwZywhgKOmnWn49fZwAP9vueYLYKV+9OpkIOIUjd/NeRMz2auzfKhH3kt/pMWdgKdyo5NUtFFb2RkXCHg+MyK0VTymzGREd88ynnfPsLGvX347WQiJ0843m8J4e5KVdsmLkSntjPwS89SlnN2X4ui+E/gp9Pv6Z7/zXNU2yPoElfWaDtVvHdPm6mLliFrFPJmznLZBYbqIxps3+vD58k9XeYw9H+PkRxR4rLvq41z/7S2RVXSq0tdJU7NxflQkfTqUlRArxeXEdS3jNSo+sXjrY1etHH3jhs9zq6LbRE+9dXarksBGmZLnRWWC9c9jNke77Ht4sGrHTkQtbZkAK7r+bubPdqZzFMZV2GStVRLGl4btsqra2yyChmRCJWJHLPnn5031N4rP5vILE3AoLFyfmwe+yvjCNeYGfHNo2y/fAGfHhxCWUUQkk1FQmx5vcS/Ckv9B/YwnZlhMYfcjt227TaSDSfJMiZxqsp/ugOdfqZrtavQ6u1NyozVTaACz5mncmI11HrqURSBUG3DLjq5teoKd05+3s2+rzaeDA16DTzSyIh9Q7SBpFdQelYTpreQscV702V/sCxrAjZFRaqhmBXZY3h13zi38wEz8DOXU5UGSsuDT2ua12dwVP33cWcJuPf+fgOJupP0CzpKmS3IK0EbgEhNFbf3/oWb0raeNaIsI77xn+mGrAikhjo8e4uqwjhlCaakPJjk/y7AYlOj1UoEh5rrPSACHo0VjBY9B6uiuHDdw0z56T5m7boOncrO9tJETlUbUIuya5tuwBdPtWjsnT7obr9iHtlXP9mo3VRdnMuw+w/VfwIVcNcx3nvVMz5ZQvmS8q9TNV99py55M2dRcN8s8qY/xuZLFyHrFFKWNbyP7W/SdEUctUaiQiFObaxn9+cU1TiT6NWIxKavTP35br/15S/u3nEjk368v8l2WX96GkURKDUaPKpVrc3t1xrD6xBEa6pc6mvxugrUgsz0LX9r8rqGchs6M32jiv2WQHduTCEaQXKsMNjUHCyPIDayAo3OjigoZE59mj117VYbocwURH5pFFO77SZEbSHLmEBBZRRfjn6NohPhyIpA4Z0OEaLGEm+9odMvLzcHRa2Q/NJSCh50CAD0WrKM3NmOQCsX6xu8bsjXj/tVH3ffjkSSdy31aB3YUlqjz8aQFJFE3UkiVFVUyToiVCa+yhvEFSkZp4Uqasom1ub1Z4+5ByZZi6SIjc4EVmSPodQe3GwjiJaQ24jEpq98fuEbDZ4b/NUTVJl0HldjWhMZAdnLvSyndWDqR88x8MsnGRJ/xJUQs/8a72zfzkRO2YIxqCynzUBUdNGX08dQ1N7D6pA43w+JKxdReGvzKy8WZU6kxNaVgoooistDkWWBUIMFvdpOREg1ccHe75E793GtFoeh/eZSh1+2XRYpMzt0vp2B3F90+pluc+g+qAhN9yrX986ACyAHNWwGflG3XK+XUOq28ySknffQrDYPjq1FyWnTBBUKesGGVVFRdVpW8ptjA4AaU/pMSze6akrpoinjqCW8Xl+3bLudZVkTWLk/He1pH+Azmab0u+2ySNfohpPQWosVw9+jR7BvKlg51z/Onivnn1ESi3Wpmxg56cf7GxSyeG3YKrpqyjhpD2VI8EFC1BZyzR2jXM1XassZfpgzAmg4Qa4l1A24Sf95ocGSTo/XV8fw44FUDhZHoSgCBr0VQVCotmmwSSLWBsp/Jm6qr+W158r57LlyPjnXP05UZBUHTsViPm1SE6qzMHHTA5zT9SjJkad8NqJpiLMm6HoyMGiIH8cvRq32HFwbyx4+WBXptRHzyYIot++XD/2owey5M5kf8h1KL7f3/oVrU3dw3B7K1F67Mck63jx0EQB9IopZkzfQtcRskTWIgkyCpow3R/ynXp+DQo5wzBqBSdahF2xEqDpu0PXGleSnol5csmGmy7rPaTfmdL8K0Vs4fDKi1cbYGDtPdGdZ1oR2uXdbk/jPxaStfpZfs1KYv+cKV2bwmoteaVSY4qa0rcwbsIZ8Sywjg3OJ1/innrmteWbQFy7npUKrQxaxLR6eCm5+hKg4735mg796gm+y+xMSaiY8zEREiIkgrQ292rEVV1YWTHFFKDf+eoervC39dKb92jEvN9p3bHAl1dVa1lz0Ct+NfYmewaXoVTb0KhsGtQ2daPdLpUqnD7qDX3qNpH8s8Zio1Bi1rfe8pbElwroU3DW73rH0rgU+37M16PfY8ibbeDJ3qM2r+8ax6sBIrHWMBJzCGq/njGVql12szevPlVE7WW/sz+29f2F1znCSdcc5aoukwBrrse8KSU96SA7HbBHckLYNFQrvHRjl5atrW+oapjup7Y1bfDSCnIJ4QnRWxqyfTZDaITZiNjkK/IsOR7VY6L+5bL98ATP7rWuXe7cliSsXIVpE7McMiDqHitgvZb186uPZQZ+z05SErgmxmI6Ms3qirfecu4U1HXRHfPMoFZVBiKJCtVlDpUmHxaZ2bYEEaWw4rbsPlMWy+VgSg758Eo3Y8OokOKpKwBGUhVp6Ds5yP5Ndy6pRb/LasFV+0WTo9EF394P3ugJcygfezULbC0+zurYg9YVlbuIgWc83nOyQ/MpS0hYuQ3ei8XSA+/r+gEaQGqyb3THpee7r+wMFtlhO2MMYEnyQjQVpXJu6g+mp25nZbx3HbQ4xjIV7J7mPV1/MtF476al1lD1dm7qjwxorNMSuKc8x7Ze7AIeXbFC4mQqzjk2XLGHdxY6HnoLTpgK1LRgDtA6Ft85FUSkoGoVBPY/y5MCvGBh61GX35i3hqmoiVCYWZU48Y7SgOwIGtbXBc0P/9xiDv3qCriFGZLuAAtjKdahUCrumPMevl72AKCgEqW0IooJaJXOiJAy7LKJAkzXg1yXVlB92jy5zO9cr5KTHEs+W0OmDbm2k6o5v39Ye5DwyE9HqXcKMvljkwLyZ7H+i6SzE2lrKDbHm+CBi1UZuStvK2KQDbuf66Y/y6B/T6iVJOQNse6tOtZTaf8xdIozsvqJGxao51nkBWkbBPbMpuGu2S23o7Z3nc8wa7pO62AP9vne9PytkR9JlU3v2ARpX9auoDMIui+wrjkNQKQiAKsROqMHsavPj+MVkH4lHsqgoMxoICzWRGnWSlMiSJu/9f4cGu8qANozzvaJj/mmnJG85q4Ju4e0t1yo+k0l9ofESl8bkIp00NgtuDl+Ofo091T08npMQCVWZPZ47U0l6fyEpHyxw1XP2/sRR1lD3j72gGdZ5AfxLwU3zWDrkY5e6mC/M7b+WY9YIAAYYjnDpxgc77BZIRyfn+sfpFl5OTFgVcdFG9EFWYiIrKKsIcmunSAJqnYROb2PXlOf4/MI3vJJrjDFUeSwDSv9uLmW2xkUx5uy+lnJ7UKNt6nJWBd2znZxH6pe49H3CsZSZ+/BMCu98mCcyprbxqCDHFMeSzMtYuHcS8/dc4VqWK7GHnJGZyUO+frzB2ZFiFxFFGe1pS8i65TRnkwZxZ2fx4NUkvb8Qs6xhetffzrgtkI5E4akojhZFcvxUGJVlQZwsC0GR3cOXPthKZHgVVquP5gWhxR6Ph2isVEuN6wcsHryaEmsws3d5n+UdqNM9y9n3rPvM9dlBn/vcx7r8vkxI3tfsMTSU5HbQEkW4+swTg2+sVttZLjF/zxUM/d9j7Jz8fFsNK0A7oNhE9KKNWPWZmdHc2ty5/WaCVLYmNd0tJkfwUyQBUSMj20QKbqpZDer9yXwslXoEQcFu9k1oRyfaueO3W6mWNKwa9abreLiu2qs69XdGvoPRaORNPvHqfoGgexbiSQu3JeRa4/l0x02sGP6ex/Of5w7GJOs8ugI1xtIh7eMl3BY8OfArnhzofuzSjQ/y4/iX2mU8AVqHwtvmsnL/5/WOX7rxQaZ12cmMPpvaflAt4LPcoX7VPfc2eTQisgpjhQEExWMmf7eocmzhKlSiTHB00/u4F30/h67B5cTpKwAtUdoqNh1zl8ZNDT7RbP/oxggE3bMQfwZcgCPWSLSiu2Sl00T+q7xBTO2VwU8FvpVfnI1kFya09xACtAK39t7CkszLqJ1u893Yl5i+5W/UVmp+ImMqGkHy6O7VEZj2y118dsFO3sweXS+Jcf6eKzhqiSBUbSZeY/SrtvaMHTexa8p7TPvlLkI19TXaL9kwkw3jHPkq9/5+g+sai6R2lf0kr1qAKCqEBJtRq2T6RZdgl1WctISQUxbDoOhjhOvM3Pv7DRw2RRCuNVNhax2Rk8CeboAW8+ygz/n9pCMZyrkfOy45G4AjNocIyOik3HrXdSZbssZ4OWu8m9pPQ6hO14d2JpL/27HL9NoKT0Gorh78s4M+77ABF+DK2F2A56qB/VVxrpWulgbc5FULXP/3+XQ+6/McHt6lFgPvjny7Xvv1F9ckiNoVFRZZTUFlFD/l9yLlgwUkr1pASIiZQd2PoFbJyApYZTUyAjrRTkJwBaIg0y+iCFkRkRWRYJWVvg3s9bYUQVEU/4lKdiCMRiPh4eGUl5cTFhbW3sPp9Ly6bxzdNKVIisjWyl6upeGXs8aftfZjAQJ0dlZkj/G4RD5n97UsHryapzKu4mB1FNWShrSQ417ljPT//Gkypz5Nrw+fRx9kxVytRaO1I0kiB65tOpM8ceUiRI2EbFURm1BOuN6MrAhE6kyUWgyEaiyIgkzXICM7TnZHI8qcE3WUEqvB7UHohq13UmYNYs1FrzR5T1/iTWCm62eSX/Zc5+VUPems3Nf3B6pkHRICfYOOuY7XDrhvZo/mzezRLNw7qZ7gRYDG8WamHCBAW3PSFurx+OLBqwGHtKROZSdGV+l1kmbm1KdJ/fhZFEXAYlETEmzGXKWlS6TRKwcn7AJxMUYGpR6me2gZ8UEVpMfkk2go4aLYHEI0Fo6bQqmStPQKP0WYzkxBVRRW2T3redWoN70KuL4SCLptRPn+KJcGaGflprStTE/d3qBoxTFbBLnmOLpoSglXmZix4ya/3j/pDf/uVXckTlg9f7gFCNCepOiOsybPPSPwuT1T3L6P1Vbw2rBVPvWbc90TjO6VQ++EE0QFmxiWchCdyn468alhpvx0H4lJJwjRWonVVRKtM2GW1KgEGbUoY5K16EQ758UW0E1fRq/gE/QJLUYtyFRYPTvIOTXQ/UUg6PqRxLcXoUqoZlAt44JeS5aR/MpSpGCZo/kx7Ti69uWpjKt4cuBXGO1B7K3uTok9pMFs5+ZScHd9PevOwhvD32/vIQQIUI8cSzyTUva4HXt84Ndu3zenDBFARCHvZDQaUeK4KRSd2s6GQ2kNtr9h653oVTb6RBQTqjHTRV9OvM5I16ByRBSqJQ2yIhClrSLLmEC1pOFwdSTLh37El6NfQzht35e22r3Gft+0lpnW1yWQvewnRq6dhz48CEWByvxwkl9aiqJWENQCcpDkMkA+25i16zo0goTu9OOdKMh00ZZhEBvWWg0QIIBvODyp285T+v6df+aVoR80mvh1w9Y73epeG+PuHTfWe7B8Z+Q7pBU+S+GpKGxWNdZIFVab2uXC9fOEGgW9AV88RY8IA1E6k6sM6Y7fbiU56CQGrZVcUyw2RcQsaThuCvWox6xVORIZbdW+1fn6SiCRyg8k/vtFYrqWU7oviryZs0h+ZSmKAIpOpmvSSUK1Fr4b+1KrjsFX+j61nH3P+FfSsSmWZU3AImvQCBIpuuN+rffrCCT+azGD+h3k69GvtvdQAgQ4o2ksAfOazTPYdbgbkl1FapcTrLt4Of3+72kigqvpFX7SZUc4Z/e16EUbO0p7UlAShd0ukhRTgqIILlMRf9FmiVQvvPACgiDw4IMPuo6ZzWbuueceoqOjCQkJ4eqrr6a42D31+uDBg0yePBmDwUBcXBxz5szBbnev89y4cSPDhg1Dp9ORmprKypUrWzLUVkWwipTsj0I5/dNUoqwkDzhKTPcyJFkkZ0fP9h2gB9o64ALM7LeOSHUVs/t/2+kCLji8lp0Bt8+n89tlDOnfzWXM+s67zB6g49H/86f90s+c3dcCsCTzskYrHvYUdaFbdDmGYAsHSyIByPrT05wbexCdKPHcnik8lXEVZbYgnh30OWsueoXMqU+z/5on+W7sS34PuD6jNJNt27YpSUlJyjnnnKM88MADruMzZsxQevTooaxfv17Zvn27MmrUKOX88893nbfb7crAgQOV8ePHKzt37lTWrFmjxMTEKPPmzXO1ycvLUwwGgzJz5kwlMzNTefXVVxWVSqWsXbvW6/GVl5crgFJeXt7cl+g1ie8tUHr+80W3Yz3ffqHV79vWvJJ1cXsPIYCX9Fy50OPxxXsvbeORBOiMvJR5ifJS5iV+7fP1rDGKojT9Hh381WPKRd/PUhRFUYb971Hl2s1/c5276qe7lHeyR/l1XN7gS7xpVtCtqKhQ0tLSlHXr1iljxoxxBd2ysjJFo9Eoq1evdrXNyspSAGXLli2KoijKmjVrFFEUlaKiIlebf/zjH0pYWJhisVgURVGUhx9+WBkwYIDbPa+//nrlsssua3BMZrNZKS8vd/07dOhQmwXdyzfdp/T//Em3Y70WLfXYNnmJ5+MBOha3/nprew+hRSS+t0Dp+eai9h7GWcvft9/Y3kNodcaun9kq/T6TMUUZuXZuq/TdWvgSdJu1vHzPPfcwefJkxo93VxTasWMHNpvN7Xjfvn3p2bMnW7ZsAWDLli0MGjSI+Ph4V5vLLrsMo9HI3r17XW3q9n3ZZZe5+vDEwoULCQ8Pd/3r0cOzXZw/SVy5CIDsbUn1rKEEu6crQNH4dwu914uN2/UFaB7vjHznjK6NLbhxHpqw+pJ5Zyupbfx3ck7woTa9X3ugFuRW6fekLYRuIeUAPLTz+la5R3vic9D98MMP+f3331m4sL7JdlFREVqtloiICLfj8fHxFBUVudrUDrjO885zjbUxGo1UV3t2nZk3bx7l5eWuf4cOte6bPnHFYjRFGpJfXuoxwB54tL6NHoAc2kA09pLbtt3m+rrXi8sCRV+tyDODvmjvIbSI5vjAdlZU5qbdYvzJG/svYvBXbfPz90owohVorb3RV4Z+gFnScMmGmRRbOp+aoE8f2YcOHeKBBx7gv//9L3q950Li9kKn0xEWFub2rzUpnDEHRe1ImrJFSST+q34KusfrbmuZQMaB8ljAMcuWtQq5sz0H9wABAtQgadu2SMNUpcdY4b25+ee5g5t9r7oazp2BAeHHKDwe5XXJ0ZmET3W6O3bs4Pjx4wwbNsx1TJIkfvzxR1577TW+/fZbrFYrZWVlbrPd4uJiEhIcDioJCQls2+Zu8ebMbq7dpm7Gc3FxMWFhYQQFef9Gbm18DXi9P5lfz7TcG4Z8/bjLo7XK6qghE8vUiPa2fXoP4CD1o+fIuf7x9h5GAB/IeaRtH07z/vwo4HDmGRN1gCxTl0bFYKb22t1WQzsjKLEGc0FyXnsPo1XwaaZ7ySWXkJGRwa5du1z/RowYwV/+8hfX1xqNhvXr17uuyc7O5uDBg6SnpwOQnp5ORkYGx48fd7VZt24dYWFh9O/f39Wmdh/ONs4+zlSaE3DBYYqestSxJ2WxOYKuplJolVnu6pzhzN9zRdMNz2I6csB1OrQEcJD0jyXtKg/62QX/IFRVfVbs8baUab/c5fr6rXNXenQU6hS0NGurdvayojhKhnr27Kn88MMPyvbt25X09HQlPT3ddd5ZMnTppZcqu3btUtauXavExsZ6LBmaM2eOkpWVpbz++usdumQoQICzmcV7L1Ve2NtwZUF7kvj6YiVp+RLX9wv2XO73Upem+Ne+C5V7dvy5Te95pvDX325yfT35x3vbcSSN0/NfjVcCtHrJUG3qBt3q6mrl7rvvViIjIxWDwaD86U9/Uo4dO+Z2TUFBgXL55ZcrQUFBSkxMjDJr1izFZrO5tdmwYYMyZMgQRavVKikpKco777zj07gCQTdAgObxbMZkpe9nTzXZ7uMDw5T/7D+v9QfUQpylLZN/vFd5PWuM8lb2+U1c4V+u3fy3QNBthAkbHmjvIbQYX+JNp5eBTHrmeS6amMO7I98mbeEyDsxrfEn2kg0z3UyRAwTobJz/3Vw2X7qIlA8WIKokkmNLqLJp2XzpIo/tklctIP+GR+v1s7EgjbFJB9pq2C1myNePExdSSe+w4z673rSEpzKuOuMz4QM0TsBPtxa7H7zXtTfQVMAFAgE3QKfFWcJisTvyJ/P+/Ci2ag1FFaH1Ai7gOuYp4AJnVMAF6BpmxCar2FvWBYDEN1901dq3Fud/N5d+QUda9R4dgcH3trO04hlEp5/ptoXhQYAAHYHEt16k8I6z083KW1Zkj2FLeS8OlDlK78pMQWROfbpeu/Tv5lJ0MrzBB47m8lnu0E6pOz74vuXsftU3Pfek9xdy+5DNjToVnSn4Em8CQTdAgABnJYO/egK91oZGlN1s4h79YxofZg4nb/pjfrvX8DWPsWPS8yzKnEioaObuvhv91ndHYfD9y9n9StsbqXQEAsvLAQIECNAEUcEmksNKmNx1D1N+uo8btt7J8DWP0V1bwjnd/bskfG78QV7OGo9F1pBrjnNTlmuIM80tSla19wjODAJBN0CAAGcl50UXEKoxE64yse9YHJsPpHCyKIxXs8ayK9+/2u0rhr+HhEBhdTRlNgOi0PQC46ZL2q++2BvO+8tSt+8zlp+ds1xfCQTdAAECnJWcsIby5oj/cHffjVzVO4MRvQopvH0uWX96GpVGJvHfLzbdiQ/M7LeOt85dSe/gInoHF7n8Y89Ufv3vrPYeQquT9OrSphv5SGBP9ywm+eWl5D/Q+f9wAgToaNz7+w1U2XW8M/Kd9h5KqzJw9nIECQQF/nip886EA3u6Hkj58Pn2HkKHIxBwAwRoHQZ+2bjk62vDVlFu0zNjx00s3DvJL/dclDmxyTZv77+AVQdG+uV+3iAooKg6d8D1lbMm6PozE7Gz055atQECnOkM+vJJ9lw5v8l2Wcfj+eVIMpHqqhbd76Lv5wAwt//aJtvmW2K5IW0b7x0YxaoDIz26GzkfAhJXeOec1hDnPOiY5e5ZUhNwB84O1POeNUE3gHckvbaEgrvPrKzJAAE6EhleBFwArVpCAY5ZI1q0v3tpQhaJb9eIfLyxb2y9Nm9mjwbg2UGfA6AXbISqqsm2dKnXdlXuCJLeWIIYZmvWeAbOXs6gmcv546WH6s9wBej/6NkdeH2y9gvQeUl+ZSnIYEiqbO+hBOgkpHywwGVxF6A+u694ljHrZ5NriiFKa2p2Pym648w4bxMDv6ziL722Y1NC67W5s89Pbt9fm7oDAE9+YiF6CxktePBWWWhQKEOQIHPx2b3UHEikCgBA8ktLyX9wFgO+eIq9Vz3T3sPxSOI7i0CAwlvntvdQAnhJbS/oAA3zctZ4fipN5ZPzVzS7j7oPOc/tmcLjA7/2x/BaxMA5jpmtIDuCbmfc3w0kUgXwmfwHHUlVlcdCSH2xg+pPW0RXwE36xxJ6f+LdMl6A+kz56b42uc/ZEHCf2zOlxX080O/7FgVcoN6qQkcIuAAosGfxQ2QsfQglIKARCLoB3BHNIrTD2kfSf14g5cPnSVv9LCO+eZTBXz1B6kfuH9iFM+bUfGMXsJTp23iU/uPCdQ9zy7bbuX/nn9vl/l+PftWrdnV/B52NSzY0bYLSEH0/e4ZH/5iGXrTxyO6rXcen/ny3P4bWaaidSKUIMGhWYE83QAAXzhmvk9SPniPn+sdb/b6KWYWikomNqqS0KgiVSkZRBFI/eg5RJWOt1lBw07yaCyKsUK0mccViCmfMIfHfL1L4144v9n/jr3dQYIxGVgSqJY3LAaujEhRkbe8htBrnffsIVnuQz9clvvUiwdEmVCqFMpsBjSDxdeEAPtixCOwiqJIYY5mN2a7m18teaIWRe2bGjptYMfy9Nrufrwx6aDmizFk/2w3MdAM0SlsEXICQ+EpUapkh0UeIDjFRWR6ELAuoNRI2ixpR7T79VmslCv82B8F25ryFb9h6J7HaSsJ0ZjZfuoiP0//Z3kOqx6xd1/HcnimumZu3mbhnItFBJnpFnvL5usI7HqZvbDHJUSUkBp3ksDmSYJ2VoAgz8T1LSEw8QbS+inOij3rMJG4tojQtKz1qbTKWP4Qgg2iHcx44e2e7gZlugHbnou/noBb1JMSVcNwSQlFJGEq1GkWGapMaQS+hUtlJfGcRhbc59nRtZsdbVwmxA5wRwXfVqDfbewiN8sjuq1k65FPm7L6WveX1S0k6G2sueqXZ10brqii1GthflUCstoKBUbDN0hNJFtGp7HQNKgegxB7C/D1XIKK0+h7rgnM+a9X+/YEzq3nwfWdv0A1kLwdoNyZseIj849Hog6zEh1aSs78L+phqZFnAZlGj2EUEkwpkUNQKBEmodBJShQa0MgAavR2bUQsaxZFo9fc5Tdy1fRi5dh7bJi5s72E0ysr96dzae0ur9X/pxgfRqiSv95M7MrN2XYesCFRKOmRFRBRkZEXklMWAXmVncNhhzLIGgGTdcU7aw5jd/9t2HnXHo7PYAfoSbwIz3QBtTuLKRYRGVWEyxSBbVVTaVFRV6gmOr6KqOBhEBbFahaKVUYLtCCoFoVwDRg2yWg1BErpgx16jtVrjCLg2AYR2fmGNMDKusNnXDv7qCXZf8awfR1PDy1njeaDf99y5/WZSgiL93v+r+8ahESRm9NnEd2Nf8nv//uC8bx/hr0m/sLuqBxZZjUpQmtwbXTrkY4Z8/TjnJhzErohU2fQUlEfRPbSMLdm9OBAXy4Ru+4jTGvnFmIasdPyVmPagMwRcXwkE3QBe46zlbTEKKIqAbBehXENkSgk9wsoZGVnA77E9yDjaFaugA1lAMKlRVAqE2BHVMiqNhK1MT/+EIj6/8I2Wj6WNeG3YqmZdl7b6WWxmg59HU8MD/b4HIEFnpMQe7Pf+7+v7g9/79JbEt16k8I6mk+ucyU5TfroPq6Tizu4/1Wvz6B/T6i3fhuktRGiqOW4JxSxpOHE0AmO4Hqwip06GciwmnDitkRPmkEDQDeAi8E4I4DWiteVTycR/vwgCVBaHoFSpCU8qo0/UCSbFZdBVW8qU2D+Y3ncH4wdnkpp2DFWkBYCwSBNJXU4RYrCgDrOSXxrd4rE0OMZ/tUxztjb3/n4DD+28vtnXH7j2Cfes7Vaii6aMKruu1e/jD6b9che3bbvNo6lAyrJaVmySb+/XfcfiyDse7VJrqs0RcwTp37mLsgyJPoxBtCIpjvuoDHYsJ4McKv+CQoVNx88lqXQ3lBGmreb87wKiLgECM90APpD7cP2aRmfJjjck/nMxgiyC3gZVKgizMTlxL6n6YqRaM4Fu2lJCVGZ6BxdRGhXM/so4REEhUmvizXH/Iek/L7B7eusstwKglv3WVXNnuG3Jo39MI0qt45yQQ+09FBeNzVJ3FvRAtqoY3rug3rmofjXZyIV/821/XxAcDzmeeHfk2yS+65gR37D1Tv4U8zt5lefX259OemMJkT3KiDJUE6mtZuvRRM5Py+OgEIU1tIxpv9zF3qIuZF/duAtRgM5LYKYboFkkvuMQWPcm4Cb+azFJ/3kBQRZAhoIb56GE2BmZWkC8xkiJPYRYtZGu6lIMooVKSU+8uhyNIBGpqeKzC/6BKCi8OeI/ABTc/EirvrbC28+uGYmsCMzu/y0RqirW5fdt7+EA1Au4Se/VJKFFR1U69v0FhdSPniP1o+dIXrWAxHdf4MTx5idNqlSNP2wV3uJ4360a9SbXpu4gTGOu10awCYTpLQSrHTkH16Ts4pg1nBCVhW76MrSi5Aq4aatb8cHRD7ycNb69h9ApCQTdAPVwPtF7PPfmiwAIVd5XuBf+bY4jUMogRDo+jAalHOGCiFxMshaboiJMNKMVJOJUFaTojpOgLidJe5KumjKADlnTCt75NN+948Y2GIlnVmSP4b0Doxpt88LgTwH4taIXE5L3tcWwfEaxiaR8sICUDxZwU9I2/jJ0G5+cvwKVWkatkVCpZApveYTCWx5hwBdPNese+6b5dl2Mrr45iGyQKDwazd4jXYjVViAjoBEkLLIaoz2ID9P/5Wrb0Ky6PViRPabesXCVb3W/T2Vc5a/hdGoCy8sBSFm+FFkN0b1KOJUfCdqGn8VEk4qkN5ZQcK/DhcQXg4Qrz99BjKaSRZkTGRutICFgEK1USHrKZAMGwUKYaEZERi/a0CoSesHGD/l9GJec7ZfX6m+88Wm2yGombHiIdRe71yZet+Xvfn+YmL/nCp4c+JXr+xl9Nnl9bZy2wu37azbPaLEesL9QG+wIgoI+yIpBtKAXHbZzd/f/kQpJz3FbjbPOFUl72mRMdtnDg6cioFSpkWwieYkxBKlsBKls5BpjSAr1XYijrTDJWhZlTuS4NYylQz4G4NbeW5jy0330NJQyMjTXdawhnhn0RZuM9UznrJ3pjlkf8Ix1kvfQLIK6V9An6jhKiB1thMVtOa82+Q/McvPbrR1wL1z3MJdufJA7frvV7Zr5exwGYj11JYgoWGQNNkVFpaTHrKgxqCwU2cI5ao/kiD2SYNGCrIgYZT0awY7UkWuBvOCtc1cSqa9v3fZx+j+5bdttfr1X7YDrK/MGrAHgyp/uBWBI2GG/jMkfhASbUWskuoeXc8wWQU/tSdbm9afEHsxhSyQZpV2Z+vPdTN/yN3aVdW+VMaR8+DzJqxaQ/N8FTNz0AEa7jnt/v8GtTeHf5lA4Yw4F983iQEkMFknN97m9CVLbOnSiWpquiLn913LMHO523CqpuDQig/3mLhTbwz1e6zS9D+AdZ23QDVJ7NmhOW9BBHXZaGbNJyy9ZqQiVaqwleoRSrc99nBdbwKVxWfQOLmLh3km8nDWe+XuuIFxVzUM7r+eIJYIiaxg2RYVOtCGiYJPVDAsqYIj+IEmak2gEOxVyEEZZj0qQsSlqJEVkY0FaK7zqtuPj9H8y6HS2bW2Tg3dGvtNeQ/LIlJ/uo6uhnEWZE9le1rO9h+OiskqPLAvsPxZHuKqahRmXc//v07HIag4YYzlSEs7RynCMNj1GS+sYYSiygGxRodZKhGnN6ESJSI3JYxY1wM7JzxOnr0Cvt7GvOK7FimQTNrReTWuZ5CgX23msG0syL+PVfeMASAwpQUZkX0U8c/uv9biEHKmuYlHmxFYbW2fjrA26a8e8XO9YryVnR8BNfmWp2/eJb75IXIwRbCIIOBKevNApm7P7Wt7efwGf5Q5lXX5fLgg9gEaQiDq9FyQKjsQUg2ghSGUjTG0mSGVDI0iU2w1YFDWldgO/VydxXArluBRKsGhBLzgeiIIFKxICWkHC1glU0tOiTwDwytAP2nkkDdMntJh+hmOk6YoZFtFxsplzpz/G/muexGCw8HXRIMxGHZaSIH49lUTukViCdDb6RRVTXBlKWsQJv9+/z6fzUSQBbCJRYVUEq6wkBp1CUkQu7Jbf4HWvDP2A6Sm/c2lKy/fKa29PzNhxE3N2X9viPp2USQYe2X01puPBxKiNdNOUApCoL6HAGsP5kXkA9As6Uq90yiJriFJV8cjuq/06ps5KYE+3FrmzZ5K4wn81mh2BpNdq9l+dqCvdl2vFKhUGjc1RKmNVIdibXs79vbAnXbR9SNEeR4WMXrATIVYj4pidBosWcizxdNGUUSHridFUUGoPJkpdxRFLBBV2PTZZRYyukkpJT5lkQCUoBAtWEKyUyQasigoVjr3fKrnjLs15y2cX/MPna1I+WECQwcKfe+1w0+599I9paATJ7/to54bkcdTmUKaKVHc8Af09V85n2i93uTS4p/x0HwU3OuqY+3w6v9VKcQx6CyqVjFVnJzGs1KcVikJzFAUV0dz7+w1+KyFzKmYtybysxfKSU366j7SQWJYP/YgXBgPUVCQ8PvBrFu6dRLzGoSV91BbJlksdlQt3/HYrb527Eo1g57A1CoPK6treWJE9xqd8grOJgPZyJyLxrRfRR5jpHlVGQXE0gqBgt6oouGkeif9a3Gjd4iUbZpKTXSNyL9hECu5zqE9lHOxOkRRSawZqo0wO4vfqJKLUlfTXHeGEFEqVrCNYtKBCwaqoCBYtHLJFUyXr6KYpZUtlKvJpIQFZEQhTm4lSV3HQEsXk8N3styYwRF+IWdFwwu5Yho5SVWJWNEzttbsVf3Idi0d2X80Lgz/lkd1Xs6EojV8ve4FZu64jRlNJiT2YakmDXVE1y8Zt4d5J7K+KZ1LUH5gVDTelbW2w7b2/30B2eXy9BLCzmTt+uxWNKPn8s5/2y10kGkpQizKLB6/223hm7brOlfjUEpqrDe4MvOCu3f1UxlWuB8LabTorvsQbn5aXn376aQRBcPvXt29NXZ/ZbOaee+4hOjqakJAQrr76aoqLi936OHjwIJMnT8ZgMBAXF8ecOXOw2+1ubTZu3MiwYcPQ6XSkpqaycuVKX4Z51qI5oUYQFHIOdMFepkUqCiI8wpHAI1ga/1Wvv3gZaBQKZ9QkgtQmWjQhIWJT1JTJQRhEC2ZZwwl7KJtNaeRZ4tlVlYhZ1qIR7GgFiQnJ+7i99y/01R3lgCUevWijm66UJP1JkvSneGbQF4Srqjg3JI8j9ki0gp0SKQSTrENCcIjII55VARcgRlPJsqwJ/HoqySVRuHTIx8wbsIbFg1dTZgtqVsC9YeudHLFE0DOohK2VvThhD3Xt3fX9rH4Gul1R0TOklOu2/J0bf72j3vnha5rO3G6IpFeXNt2oA/LWuSuptPue7/DZBf9g+dCPUOE/4RXALwEX4MFe671uW9uuMExd7fraGXBXZI8hRlOTCf/WuSsDy8618Hl5ecCAAXz//fc1HahrunjooYf43//+x+rVqwkPD+fee+9l2rRp/PLLLwBIksTkyZNJSEhg8+bNHDt2jJtvvhmNRsOCBQsAyM/PZ/LkycyYMYP//ve/rF+/nr/+9a906dKFyy67rKWvt1OT80h9xSgnziDaa8kycmd7bteQApBZUWFW1JRJDg3gaFUlZZLBbbnziYypAK492Qq5xhw8QqwmVDRjknT00JRgVjSEio4/Vq0goUJBL1ajEmSMsp4w0UyYaMaqqDDKrZMU05FxLhfO7Of5/PvnveVTf09lXEWp3UBasAmLrEYjSFRLWjIqulNu03Mf0D++qN51K4a/x5LMyzDJWvJNMSzLmkClpKfUZqDEFky1tafH7QtvCO5pbPT8ndtv9sp4oD04UBbb7GudNdEdjRvStnnd9rA1yvX18qEf1Ts/o8+mej7C/pzdn+n4HHTVajUJCQn1jpeXl/PWW2+xatUqxo1zPD2/88479OvXj61btzJq1Ci+++47MjMz+f7774mPj2fIkCE8++yzzJ07l6effhqtVsuKFStITk5m6VLHk3C/fv34+eefWb58eSDo+gFF1bzdBOn0jHN1znDK5PoC/OGqamyiiiJ7OHqNzRVUAc5NLEQqTGKXkIhZ0RCrMhIsWngzezTRp7PIbYoareCYPU9P3d68FxfAjWs2z2D3kW50jUrj8IlIhiceZFrsDoptEbwx/H23tg3tN2dVdWF4aAG6EBuW01Z1EiKHqyIYn5hNdXcNF657mKnddnvcW1yUOZG5/dfWO95UbfebI/7j93Iqf1Fl8X2mGyCAE5+zlw8cOEDXrl1JSUnhL3/5CwcPHgRgx44d2Gw2xo+vkQ7r27cvPXv2ZMsWx7LDli1bGDRoEPHx8a42l112GUajkb1797ra1O7D3dn8vgAAtqJJREFU2cbZR0NYLBaMRqPbvwD1aY7ZybmJhS5v0GtTd3BFSgYaJFbnDHe16a49RaL2JLFqI0ZZj01xf57TCxK55jh+rUhBLzoymCNUJkLFaqb12sm1qTuYlLKnVf1czwb6/d/T3LLtdgD2Fieg19lICT1Fl+hyDpTEoELhsNV7C7/u+lIiVCbi1eUcsUSwvrgPOtHOhTG5HK0ORyfauSg+h4zKbh6vrx1wp/x0X6NqZ3XpaOVUTqzWszv/tK7bUl2eyriKu/tubLTN1sIk1+pYR2TXwR6t1rdP757zzjuPlStX0qdPH44dO8YzzzzD6NGj2bNnD0VFRWi1WiIiItyuiY+Pp6jIsXRVVFTkFnCd553nGmtjNBqprq4mKCgITyxcuJBnnvFOGelsJv+B5lnzqYT6e1HBooU1eQOJEE1ohXAQJDRI6EUboaK7Lu2Qnocokfrw2tFxlEkGpvbaTePihAGaQ9afnnZ9bbVoyDqtmHXpxgcZFnOI1wov5sipcBYPbrqvl7PGE6WGPEscXbWlpAUdp1rS8mNRL9IiTtAvtAidYEcv2lgwsvEPYsBhDjC6ua+sdblt2230Di7mt7LEJrPMk2JK2mhUZybeZNSPSizoUH//w+5cxu9v1my72RSR3woTOTex+T7YDeFT0L388stdX59zzjmcd955JCYm8vHHHzcYDNuKefPmMXNmzQ/NaDTSo0frPa2cbdgUNZ/nDmZqr92sy++LSgBZEZEQMMp6pvXa6dbek5jFuORsxiW31YgD5NaSqJzRY1O931FTOL1238x2RMrfjIk+7ye3lOlb/kaJxcB3Y19qtN1t224jVGNudg20L7Pq78a+xJ3bb3YZcAQ48xFkGH7HMlRWhW3vzUJCQIXC1sIkRiUW+PVeLRLHiIiIoHfv3uTk5JCQkIDVaqWsrMytTXFxsWsPOCEhoV42s/P7ptqEhYU1Gth1Oh1hYWFu/9qapDeWkPT6kja/b1swKWUP8um3i0aQkBSRSSl7qJA8/06CBWtbDi9AI6w6MNLngFubcslAD82pNg+4Ezc9QJ+QYvQqe5Ntzw/PIU5T0WQ7f9EcU3rnw0tn447fbnVlwZ+p7HhrJqLksEK+9/cb3MR4Nhek+PVeLQq6lZWV5Obm0qVLF4YPH45Go2H9+prU8+zsbA4ePEh6ejoA6enpZGRkcPz4cVebdevWERYWRv/+/V1tavfhbOPsoyNTcPdsCu7pvJrOEaKj/EhWRGw43pQSInrRVs8SrjWWZQI0D18yUz0xu/+3/FzZx0+jaZrbtt3GkK8fx6C2YpHVdDWUN3mNWdG4ZdO3Ns4ymCFfP+7TdZ3Rieetc1dSag/mtm23cd63rWu72aoojhlvnLYCm6LGrKiRFZGD9qimr/UBn8QxZs+ezRVXXEFiYiJHjx7lqaeeYteuXWRmZhIbG8tdd93FmjVrWLlyJWFhYdx3330AbN68GXCUDA0ZMoSuXbvy4osvUlRUxE033cRf//pXt5KhgQMHcs8993D77bfzww8/cP/99/O///3Pp+zlziiOkbJsKXkzm7cn6w82F6QgCjJmxZFUZVNUSIrIxJTMdhtTgM7HJRtmYrJpqLZqqKzSMz41m+PmkGYpenU0lmRehkG0UCHrsciaFhlUdCQe2nk9JbZgbLKqxRrT7cl5f1nK5HkbGR+y1/VZNzbpQJPX+RRvFB+4/vrrlS5duiharVbp1q2bcv311ys5OTmu89XV1crdd9+tREZGKgaDQfnTn/6kHDt2zK2PgoIC5fLLL1eCgoKUmJgYZdasWYrNZnNrs2HDBmXIkCGKVqtVUlJSlHfeeceXYSqKoijl5eUKoJSXl/t8bXvSc+VCpefbL7gf++eLrq+TXlqi9PzHi3Uvq0fiG4uVnm8u8vv4AgRoay7fdJ9y1U93tfcw/MrsXdcoz2ZMViZseEBJ//bh9h5Oi7n111vbewh+44W9lylbChKVLQWJyvq83l5d0/eDh72ONwEZyE5MU9KPHYleLy4j9+GGxT0CnN1M3/I3Pkz/V6eRFBy5dh4WmxqLTY2iCK2mGd0WTPrxflJDT3RoIw9fWZM3kFCxmtFJuQ22Oe/bR1yKcX0fWkj2S4/6XwYyQMN0RKOERePqq8V0VAIBN0BjfJj+L2btuo4IjYlbtt3OdVv+3t5DahFqUabsSBjVFTrM5Tr6fDq/Wf04a7Kd/JDfp1Vt9pZlTah3zGjRd6qACw5nNOc2Wl2cVo7m/8Vz7q3LGHL3MmqpYTZJIOj6icIZc1zm376Qstx/GrTXbfk7K7LHsC6/L+vy+xKnqmDVgZF+6z9AgPbkpDXEZZghovDQzuuZteu6dh5V8+gZWooQYkfUyARFmAkJstRr440i17sj33b7vkw2ICtivWDsLzSCxJj1s1mSWZNf8/OEF1vlXu3J2KQDTEiub8c46s9LifpXCGMmvUhUlgWVRUFl8coJ1UUg6PqRL0e/5lP7Xi8uI+8h/yVG3RS/mZ6aU1TJOiLEajSCnVCVD49gAQJ0YN4d+TY2RYWIwsDQo0iIFFtCfe7nuT1TWmF0vtEtqIxhyQe5vE8mN/Tezo5Jz9dr08vg7gs8+Ksn3L5Per++K1C2uQs60UacrsLnzGpvuK/vD1RZtWwuTfFoguGJ3woT2VqY5Pex+Ju+Tywn9UXPnupjLl/ExRNeIOikDdEqI9hlFAF05RKWSMEnpb/Anm4bkLJsKYIkYOhTRpVJR970x0h+ZSmCHb9kI3+YM4Jg0fGkrEEKZBMHCNAIb+wby56q7mwpSmTn5PrBri1I+WABsiRgCLGQOfXpRtsO/PJJYkOqkBUBncqOXmWnsCyS8tJgBJWMUqLjlrE/svF4GgMiijhaHUbG4W7IsoBsEym8xb9lPLN2XUe1pCVCY2pSEtLJ6pzhfHT8XD45f4Vfx9JWjJ3o8BAWJAVFAEUloIgCCGANVWFTzPz+0eNexZuzW0S0jZAi7ARFmMm4smbfJv/+WSS/4p+l5emp21mX39fjckiAAAHcaUoXuLWZ8tN9SBU96ZZ0khPlIU2233PlfJZlTWBmv3WuYykfLCAo1IzNqkaJNaMXbWy6ZAmJKxZTOMORPDn4qydIiz7RULfNJk5rJL86lpHBubycNd6lXNYY16bu4NpUvw+lzZBVAoICiiigCIAIkk7kl09mM/rKxdh13vcVWF5uZYb+7zGQBcxHg13HUhc5ljCEuBp94qQ3WqZkdTYG3NSPnmvvIXQ6VmSPae8hdHrSQo4zdkgWCcFGrKXeWVfWDrgAeX9+FJ3GzqTeexnb6wDHrOGOE0GSq83obrl+nVnO33MFSzIv44glkgPGWMokg1cB90znwmmLkbUCskZA0gvYQkQs4SpsBkd+gS1ERFYLXvcXCLqtzM7JzyOaVHD6d5K2cBk5cx2ZunmntXGTXl2KYPX+lxbAQWhItcd9rc7CHb/d2ub3nNFnU5vf82zjUHUk5VY90boq0ElNX9AAu6b8P3vnHSdVeb3x73vvnbadXhR3aQoiURQLtsTE2JKosRJ77zECAqKCigpSdrEkxhJr7CZqTPlZYoyJig2FYEMQdm2AtO3T7r3v74/3ttnGzrJLnefz2Q+7M7cOM/O855znPOcW4laIklAjXzV04/z3z6Fv32rvffPbvZ/opCuGM949n8/r+2Ih6Bmqp19eDf+t2XwuZVsaVkQjna+RztMwY4pk33t0AvucX4Ft4H2/twc50s0CpX/omEpPSwk0h1SXTmneGlP56wmsuGrLOU1tq9A1SZ9eyiKw9L6tr2WrIzjhrUu58IOzuPvzHzGi4NstfTk5dDIuW3AGpXnr+aauhFc/H44WsjdJgX3/6Ecp3+sZvljbmze/GsS7R97Gpxv6bHzHLNEvWssTB9zPhnQ+o/NWMDhvLflGkis+PK3Tz9Ue7H1Ry4KnLoEEzZR+PVfA+w+r7/EFD4znvUcn8O972t+5khNSdRFK759N1YWTNvt5t2eUPjCbqvP917T0vjlo+WkQIC1B5ZlTtuDVdQ5+8vp4dsnfQExPs1veKv5Xv/N2YQYRxG5/nk40nObiof/l6W9H88ZPts8hIS72/OtUFv3i5ozHznj3fG+AxBH/vmqjU5Q6G2NOncv8pzfdJ77ssZlUnrH5P3f7nVWOFRJIHT68r2t7/A86cS5aWiKkxAprWGHBO09mBknZ8E0u0u0i5Ai3C2CpbMH+L1/Dof+ciFaQZsXp17LitGuRjQalD87awhe46aha042kbZCWGi+s3JNd81dt6UvqdCTjIRb94mYuG/ZvBhWuY8gzN7P7Cze2GvFd+78TNvMVtowrP/pVh/ZrSrhAxsSm0oL1HT52R9EZhAtwwOAVnXKcbBGpsdHTKl7c95yujXrf+vPV2CGBFAItLdFTkgNO67gINke6OWy1KH3AT+eXPjgLQjYAffLqqVrWG7nOlwxWXTyRqvMmb/ZrbAvHv3kZAIOeupUhT9/CD19r+4vu7PfO47hdFwMQEjav/7icybu/1OXXuTlR9seZUOc7/Ty030MsO2Uqumbz7poyRv39OvZ7KTNyStoGB74ymdPeuXBzX24GFq7buUuOOyi2ljwt1WnEO/3jX3TKcTaGPy49gAn9X95sPbgHnqwyIgf/cg7CkhgJyYf3jccKwYGnzOXAU7ouYyI1MGNCCaoM0NIdTxDvcKQ77IZ5nXKcPa5u/3FKH247Ahv9f9du6uVs9Tji31dx/JuX8ZPX258KCqaSdxu0kj79qim9dw7/+7gMkdZASAY9OaMrLrdT8MLBdwNKMLfs1OtbTaOeMv9iDnxlMmlbZ5fIemrTUWqz6UHYhlB55hQqL22++Nizz7d8s7I7KdMgZeqM++hUhj13E2PnX8TKRDHDu63e4tNrvq8tYMwrnb+w2zm8nm6hBkLCF1Xds+SH3PHZ4R063jvrB3bWpbWJYeGV3u+dPXO2KQ45bg4I2PviClKFGlZEw2hUi3A9BemYhq0Lxpw6d5Oi0JYw5lT1uZ3/9NVYYaF+IsJbBGSL7b5P9+h/X8dbx97l/f35TeM6fKwht1Ww7BpFGh/Pbf9xqs5p+4O6ZnVxh69pW8Cef52KEAX0LqjntcP8VNCQZ26me1Ej7x3VugJ59xduZMxOlbzyo4fV4iViQ4OOjFpgCay6lv1RNzdGvjiNgmiS+Udkn+L+cffPSXfTeWvDENab+fSK1BNpx+D27Ql9InVIW1C/Lo9uveuYN+pp5o3a0leVifjaPJKJzn+/nTn0nWaPbYqKPKqnuWTBmS2OQ/x35dB2japrD/YtreKdqjJsqXFg2fJOOWZr+O9f/MEtoy6pQE/BW39Wi/JInYWtq9JTqlBD2MqusWndtaPQLHjrT2qh6LiQYoUERkJyyLFz+O+L2Q2V2e5Jd+XCfnBs5xzLJdzORjg/1SXH3Row/PkbGdFnDf/7rj9VSTUM+rB/TeC7DcXEoiZRwyeXA1+ZzNsOaY15ZTLzj5hFcV6cN5YPgX0hVqT6muNmDBG2kUnNq/NuCRz4ymQihkl+KMXAbpK6dMeiU/cLdsmHp/FNohsloUbmjdp2hlVsCoY+ezNlPdfTkB7IrqWrWLayF1Jupe1zIRs7oXv94ctO7Xybxc5AW3OHE3bnLhoSMkRUpDv1mBvDR/eMZ88r/UxjQ28dIw7hBptQg40Z69wErku4Loyk5O0/TmDfcyrQk9mnmbf79PLCq7IfQrC5sfTkqRvfaBtFIh7GEDa6bnuP2c4os8XHTkcIyWH/msDP//trdiv5nnPfO5fz3z+H2rgyDYinQvTvUcPQZ28mEjJJpwxK+tShhy0I2xlmAJsLJ719CT99fRw9Yw2ENAvT1sgzUhSH4xut27aF3+79BA/s+zCrkzvOKMpQyGLF9z1Ytb6IbtFGyvqua1F4tLUglJ8m3RiiID/BwCdmMOiprrOR7AoBWWdbxIax+Drdo1OP2R4kesJu0xXxfnTPePSUJJ0n0CwINdob2bvjEFJFuQCRWsszyMgG2z3pghq7N3jOZuzryoHBzpeREbKoNyPYtkayIQyo2pgLy9bol1fLNzXFLKnuTUxP8/qyXbFt9WZuiEdoTIdINYao/q4Is9GgoTGC0GxI6uQXJzLOe8mCM7vsno7491Uc858rMW31sQnrJq/86HaiulrpN5phYkbbq/72jF174oD7MybMPPjFQd7v9y85pCOXvtWisTaKlILlY6/jmTH38vqPO7ce15kQho1laVSdO5mFP7+FFaddy/Kx12WlU8gGyxt6btL+7R1IsCk4sGw5/4sP6PLzNMWSaeNYMs0v8VlhgRkTpGMCYYOwJQf8qnPfSwecVo6tw7uPq7T1m89NJBSX7HtOBT+8tP3DbnaIPt2Rz9yD1qCz4jc5A4otgSs+PK1Vd5yhz96MlGCmDGL5SXTdJpkM0b2owRsQXXqvElEQtsEGPWZhm4Ju3esJGxaakOSF0vSJ1RHSLFbHCzm2zyI0IbvMYemnr48jP5TkhYPv5oS3LqV3tJ7ldT1oTIepS0RIpEKtDiZ/8IuDOG/Xt9p1nssWnMEn1X154ydzOfa/V1AUjvPY/g9w/JuXeUKtbRmDnpzB8l9t/0LCbFH6h9mcNPoDyvd6ZktfylaP4dfPo+AbiRUCNIhU22gm2CHB/Kc69zt/33MqPGMMgNHnViAkmOkEC5+4Lten66Lqgkk5wt2CaMuObunJU1l2ylRkSqO0+wYsS2PnHtVIKXyLR0OCYYMpwNSQNsQKkvTMa6SmIYZla9Qkoiyr7okhbHbKq2FFslenEO7AJ2a0qJB+9bB52FLjp6+Po9EM801jCQPyqwnpFo2JMOGQqXy3W0B7CRfg3dWlvPGTuRz4ymRePOS3Xn/n9kC4QI5wW0DpH2ZDyKaqsXuHj3HZgjM68Yq2bkTWK8LVLEBCskQjVaAhrM6PJ99/eHxGX7CXys4iy7zdC6ly6BoMnVnRoqVlRyFCNl9Xl2CaOgAH9Knk9dRQ9n/5GvYZVsO39cWs+rYb6JL8wgR54TT16TCWpTG8+2rKYuuoNaNUp/PYkIqxJrHx6S1BHPXGb4ibIVKWzprqAooLEjQkwkSiYFkag5+6lS/HZpJowjJI2Trr6wopiCYpCTeSNA16FtdTG48SNja93uzOWd2lcEPW+z67bB9OHrJgk68hh67DLR//nIc/3Z/eJfXE0waNiQjd+yXJD6epTbVvGEJLuHufxzrxKrduLLx7PIccNwdhS+yQoKG3jhmDUKNKCb/zROcGXMFIV7NQ4q3clKEcuhptEe5Jb1/STGAy8sWWU60uZFpjZO+VLD15Kq//uJyUbTCgpJqQZrM2XkBxJEFBj0ZixQl65Ddi2Rrr6/IZ3nc1lXXdsZ2lZvdwAz0ijaxu9HsqT3r7klbPe9Qbv+Hn//01UT2NlIJ4KkSvknpioTQhw6I4P06/brUU5CfY/+XMuaRSCgrDSfoW1lEQSrG6sYj+BTXMP2IWnxx3k5ce7ww8Nea+dm33j+V7eL+/19C1vZM5dBwXfnAWh/1rAhvMPCIRk6RpUBJLUBBL8tHPbiWkW5QWrGfMK5M5Zf7FHTqHa86yPaE1nwVhSVV6itt8dM94PrpnvNc+1BaGX9fy8drr7SwsiWZmF1HnIt0cOh1/OvAeODDzsVTaYFBFOcvHT6DsjzOb+STreSYx3Rch3bPPHzn//XP4x6F3ArDfS1PoWdDAquoiVm4oojAvyZGDPlNKaLMPGpK4HUZDEtFM3j3yNs+MvWekgWsWncjyxp4UGkkAIprJ0tpepOwQvWL15Bsp8ow0kSKT1YlC4maIWDhNRLewpaA4linYOu2dCxEin4a0Ek+517mlccygj73f5+z57Ba8khzawv2jH2Xki9NYEupDMhGiKJZgZXUR0bAjykuHeKNyCAN6VGMIm6mLj+fmkS9kdY7tpQQBMHLCPJAQScNuN81jyQ2ZPgl2WKAlJQg/z/vBg+MZfV7b5PnZrS37LaTz284Xjxlbjp6yefP5iRx00tysiDdHutsYggYd2xKCoqKmhDvyxWnsV7qKH5ZkzgTuFa7zfg8aaFz4wVm8t7KU99fsQl0iwu69VpO0DUqMRuqtCOtTanaxW0vuFa4jbeuU5q2nwYwQt0JEtDT982tYkygg30hhSUH3cAMxPY0mJOuSeQBUx6P0zGv0IulD/zmRqJGme0R0ikn9wDvKc3qDHRSLj53ODYuPY/HynTh5wIesTRcyOn8FNyxezMF9Iqwo6MH/vtmJuuII/aJqmlbZ7+ZSeXnn+CZvCxg6swIpIBIShOokwoLomkxC3PPX81j03EQO/fls3vh7puf9Bw927Lty8by2zY/mPzXBs51M5wlkOjdPd5vAoIpyyn47l9J75zDsuZvatc+2SLgbw+Jjp/PUmPs4Z9f5zPzkGO747HCu/d8J1JqxFrevrOtB9doCVn5fQt36fL6pK+HJhfvSO1zL7nnfMTT/+4ztv4l34381O9HdaGBpbS/e+baUuB3m/e92Iawpc45e4XrqzCghYZG0ddYn8rGlwLY16tNh6lOq3Slp6YR1q93p3o3BjnVdT2FLKPvd9j3RZ1vDTSP/QtXZ15CnpdCFTcIO0SdUQ1l0LYML1rLs1OvZr3eVp2LeFMJ9Yul+nXXZWWHE5I5b7y6dMp5l14znk9vGoZmgmWDEJT86ynd+W3SXIsj//K3rh8zs+Wv/XmxDcMBp5WimalFqL3KkuyUhAB122y03N9XFlBH/4MtEL5Y39CSipVvsNdyQiNGzTy0D+69Fj1h8t7oE0Wjw77W70WhHuGnkXzK2rzMjRPU0U0b8g1cPm8dnv7yRe/b5I58efyMvHHw3H6/tB0Da1lmdLKI+HSFqpKlujKFpNo3JMBvq8kiaBpatYXeiY1LVRdlZyG0q3C/t0nu3j/nD2wtK9AY0JEsS/VhrFgJ+eaCzhtGfNvS9TjlOtvhk1jj2P6OcPa9QhDV4dgVDZ1aw6y1+6nfoDPX7wSe0/r788N7x5K8yyV9lIgX88GifeH94TMdmnWcLzZSMurSC/c4K9ABLEFloJnOkuwWxfNwESnddxSs/up3PT7ghq323hzF2reHOUU/y1Jj7WJ0s4q0vBzPoqVszMgH9C2rpV1jLLgUb0A0LaWnImMWydT154ds9ve3Ofu88QNWY27LGW78hn9XJIhKWQUQz0YTEkhqLfnEzRdEkQkhikTRragv44OgZW7x+O+Iv2b1XWoKwt1KrxW0cw567iVs+/nnW+32T6kFIWKxL5/N9qpAljX274Oo2Pw46SWVWQg02sXU2IybPI1wjCNUJvrh+PCMnzGPXm/3oUYqNvC+FcoVya7c/PHqWR77B6Ler4K63zYhAaupvqWUX6eZqup2MIbMqWDa5/Sngjg7wdsfYlT16G5VnXbORrbdNPHHA/XAAjPr7dZQWb/BUnHmG5IOvdqF/jxpSdWH1ztcl/Ypr6RFt4LIFZxC3Qjyy30PtOs+g/mtZVt0TXbMJaxbf1JVQXa9S26uqiygpUP3A6bTeKfc16KlbWT625R7e9uCT49pXimgLLU362dEw7qNTO9Xj+uz3zuOMXb+nfzj79q6rd3+ZKz48jbXJArqHG0nLbTcecqPVIIG++fxEDjitnEi1JNFDYDndUIvLM2unGxuZJ4XLuiCCzbFStQt1BUafW4FmSpIlGnZEDToQNphRgRGXaBZkYzG17f7P5gCATCgiKLtr67XP21QURpSyeEj+GqqTMb6pLyEWS7G2Pp+T9l5A1fmT0CMWVWu6UZ2MsXDdTnzTUNLu45u2xntHzWT+EbN4asx9JNOGZ7qfqItQF49imhr5eclOuR871TnknUP70Fq7WlcMlcjTk6xx0sPZosFUgqle4ToGRLMn7q0Fbz43UaVcbYkIsNE7T0zgw3vHt5qK3e/Mchr6+Z+NH/xmXkYNFUAaKNYSYEUEb/xjksd4G42Ss8Sev57HqEsrlK2kBD0hscNg6wIzz51qJDAjwpty1B7kSLeTkU2Uu6ko/cNsvyZYsvVOKvrp6x0fpwiqfSKkWUQ11UubsnQkkEoansBk+a+uZdkpU3nlR7fz9hGz6BFtaPfxm2YbqtcUeEMoqs6ZjKbZLDtlKouPnb5J9+GiPZmJgXf6i6jSh2ZR+tD2W07YXjA4bw3vVA9iQzqfuZ8eyTWLTsxq/5p0lLTUuWnkX5i2x1+76Co3H6QuoIUI8JNZ46AF/aDUBVZIMOqSCkaOU2RrG5k9sy6hI0FLZR68advOob+YzSHHtl+7MGyqT/Ajx6kWJeEMQZNCTRcK10qsqEopW2FAQLoAUkU50t2uUXrPHErvnaMGuTsItuG0ZQaxJfDqYR1XLwKEdIt3vi7jzbWD6ZNXS9rSOHHgItLx1seUtaUuHjv/ojbPJ+KZkejHnUS22WDFlX4bUdW5k6k6t/OHp+8o6KzFUluYuvh4IlqasGZSbMT5KtmdpG1w1Bu/afcxCkNJPqvZPmq5bz4/EWGpFp9DfzFbDaEPoCXTinQeFH1tUvitSahepXA1s4WeWeEeQ3r1XCEBKfnhMbP54TGzOfRns8EGIWWzc7eEEZPnoZkw4pp5Sm2tgZ5WqWP3nLYhMOIQapCE6iVa2r+XVGGOdLdvaCDSotW63J8OvGczX1DXYv4Rs9hnp6/5tqaYRat3YsP6Ap5eujf5JfEOHW9Q/lou/OCsVp/P26m+o5e6ySh9OBfRbg3Y5x/Z1dxvHvkCn9f3o0+kjvVmPjXpGLVmjFV1hZT9cebGDwB811BM1ZpuHbncrRLCctLBZA6hd59rioV3j/cESbH1NnpCkr/awohL9rzSF1z9569Oa1AgndxWQ0F7yuNSd67JVtvbBl5E7RKuK5qyDcGCB8bz4f3j0dJqv1BjrmVou0ZR3zryB9RtfMPtCLYUNDZEiCdCSFPj8xNu4NPjb2y2XXAMXmv4YP0u9Ai1nn7et/9XAJwy/2IOfKXzI8yBT/gDFAYH7DLL/jiTcL5fJnCHpeew+TGgKPua6kP7PURZdC3FepyYnqYk1EgsnIa69g2OX9OQz0FlK7I659Bbt96RpUJKlQJupRV9r8sqvDYiF25dVjMl0Rqbt5+5mugGm9gam1BgLWyHRZtEqy7A+WcjrfB7XD0PPekvEPQUaGnQk4p83394PB88OJ5UieCDB8cTqvcJVkuraFxPtHLwFpA16X777becccYZ9OjRg1gsxsiRI/nggw+856WUTJs2jX79+hGLxTj88MNZunRpxjHWr1/P6aefTlFRESUlJZx//vnU12dGF//73/845JBDiEajDBgwgNmzN08f1raA2g15GQrWw/61/TsapWydaCyFldbB8j9tTe+9PRN8liztzw/yvm419ffIfg8C8NE3O/P2Ea1Hnru/cGM7rrw5ZE2YgY8r4hWOEnPQU7diREzMgMgqEm17Nm8OXYdGM+xlQ7IZJv/rYf/i+j3+RlgziWgm8533T3Ch1RqGdF/LD0uWcPfnP2r3+ZZet/Wa5diGqumKQBA44pp57H6tItpUsWDRbzP1HskSjf/8dRLJYo26ndRnIdRoE2q0KV5hZR4bMqJd7zyueMv5R9iy1f7f4dfPQ0+pSUVqDi9ehGuHFAG7MJxoNhT3b8hSnjk4HjvtQlbzdDds2MCoUaM47LDDuPTSS+nVqxdLly5l8ODBDB48GIBZs2Yxc+ZMHnnkEQYOHMjUqVNZvHgxn376KdGo0okfffTRrFy5knvvvZd0Os25557LvvvuyxNPqCbw2tpadt11Vw4//HCmTJnC4sWLOe+887j99tu56KK263EugvN0NzbfcFtF6f2zEaZGn0FrO9Vcf3Nh4J3l2EUm+SVxGr7Pb9EoYtc/TSdZF2HPIV8TNdJ8tqYPtevyQZOEYmmKCxLeJJ5scPZ755G2dT5d24eFP29/RLn/y9d0ymtd+sBsCno2kE7rpBIhNMMmFksRb4zkxt1tBRjzymSO33kRk3d/iekf/4KIlmby7i916FilD80CS1B1QXPHpEsWnMk9+/wRUHOne4fr+D5VSEhYWaurSx+c5bUSbi045Ng5/PfF9hnA7H1RBQhlgnHQiXNJFmtEN1heKtoOCd76s19S2+/MciK1NlrK9ghXCjwilgIvrJSa6qt98/nMa9n9WiWYylutWpmQimil8EkWzUk9OwsIzZRITXgKbTskMNMJFj3Wvnm6WfXpzpo1iwEDBvDQQ37/48CBA73fpZTcfvvtXH/99Rx33HEAPProo/Tp04cXXniBsWPH8tlnn/HSSy/x/vvvM3r0aADuuusujjnmGObOnUv//v15/PHHSaVSPPjgg4TDYUaMGMHChQupqKhoN+lubyh9YDahghTLTr3eeyxUnGTZKVO34FVtGlZcOYE9XpxG3fcFRLrHKbt7LjJmIUIqH9SvdzWWWUS0KEm3SCNrEgUkU4YnKiq9dw6NoY6Nz6tJRTGljqG3nHtqbbh6Mr1pre1lj82k8gwleovHw/TtXsu3Dd2wLB2RJ+nZreNlg7Lfz/Xq/KX3zKHqks3rdrU9Yf4Rs5j76ZGMnX8R3cPFm3SstkRwX9b2ZPrHv2BtuoACPUU3o6HDyuWtjXDBT9luDAf/cg7hqMY7T6rMVZBcg9sEEYw4XQgJEqn+1YWf2hYt15G1FMTWSsyoSiULy1FFCzW2TzoCbGH7RhhSE0op7ZxeT0nsLNxcs0ovv/jii4wePZqTTz6Z3r17M2rUKO6//37v+RUrVrBq1SoOP/xw77Hi4mL2339/5s+fD8D8+fMpKSnxCBfg8MMPR9M03n33XW+bQw89lHA47G1z5JFHsmTJEjZsaLnWkkwmqa2tzfjZnlB1/qQMwt31T9NJV3d83ubWgo+PnU7VBZOIhE1kyIaUhkyqtNL6unzVIpQwSFoGpq1583YBCNnE6yMMeupWjvnPlVmd94WD7+Zvh9zFB0fPYPjzNzYTzvTtUdNif+eG7zvWg+nCJdyq8yexfOx1WFKgRyw0w6ahPsrOhdXs99IUhjx9C6WPNI+o93tpSrPHvGMHhHU5wt10fFLfn6fG3Mfd+zzWZfNpd86vZmHNzgyOrmFlspjKRM8uOc+WwK63VNDQp3096W8+P9Ej3La2CUJLS89Mw6vvOkIsWxcIN7UtnJ7hJq5Ru02fh5mv2n1SxSoStmKQKlEHM6NOf25akW64QSmWpQArJJC6L9LKZspQVqS7fPlyfv/73zN06FBefvllLr30Uq688koeeeQRAFatWgVAnz59Mvbr06eP99yqVavo3bt3xvOGYdC9e/eMbVo6RvAcTTFz5kyKi4u9nwEDBmRza9sckutiVF00kdIH2lfrPvjVrjcD3xQctNMKCNtUXTwRkdCQKc2rd4ajJusS+fSO1dGzJFD7FyDjBrFYii9W9dqk81tNbBHfPmIW9fXRZpaLrUUTpfd1zMt47YZCigrirDj9Wlacdi3PHfR7GpJhwhGT/OIEZY/e5tV/IXPaUg5di4fa6Wi2KRhWsJIekQZ+M/yfhDWTXSLru/ycmwtfXD+eutIuPIF0o0/h13Y1h2xtmVnbDXDibjfOY+itFUhNIjVIdgPLGUIvTBXxSg3SBUJFwDpeKlkzpWeWITWBbajeYjK/PtpEVrky27YZPXo0M2aoL4FRo0bx8ccfc88993D22Wdnc6hOx5QpUxg/3hcV1NbWbpfEW/rQLNW3ebFa9VWd3z4y/fqbHl15WZuMN74aTF6RkgDKfAssQTIRAglmWqd/fg3fNJQQ1i0GPTkDO62BpakPg5Ck13c86rdtjT17f9fs8RWnZVFbFZLd/jw9Y4ThxlB63xyqLmremhIUyZU+PItQzGL0/13LB0dvXIyTw7aFRitCSUi1vvWP1PCb4f/cwlfUuWg6FW34dfNanWHrpo/TeRrvPt5OcahAka/mp4AB7JCGnrJBSrWJgHSBzqhLK9C6C0BghyQyJBGW8NTHmqkUyUj1u9QEVkQidbANzUs5gyO6EiizDLOL+nT79evH7rvvnvHY8OHD+eor1WLRt69q7F69enXGNqtXr/ae69u3L99/nzl6zTRN1q9fn7FNS8cInqMpIpEIRUVFGT/bI0TCT9eU3T23zcEHu/7JNwXY2s0VPvvljTSuzlemH7qNFjORtkA3bEJh00svr2/IQ0qQKeetKyAvnEZYgrJHNy5wGvnitGbR65ITp7Eumb9J11914aSsCLfs0dvaNWGo6hz1/xbSLXb7c+eYPAx6KnvhWQ6djwkLT+GmkX/xpgkl7c6zwl/81c688OWeG9+wgxgxKXvDm70uqyD/uzbSsA5vRWrbqdMI8JwdEiriBRACaYAV0TBjGvEeBlZMI1msqXSwU9/VkwI9qSJjO6KIO1wrsZ0OLz0pPctJVcsFK6RUzYqE8Uk/C2fXrEj3oIMOYsmSJRmPffHFF5SWqhzCwIED6du3L6+99pr3fG1tLe+++y5jxowBYMyYMVRXV7NgwQJvm3/961/Yts3+++/vbfOf//yHdNpvmXj11VfZbbfd6NZt+2kebwuXLDgTUGKhst8rm8LBT92KVpLiJ6+r1WPJLtWIcPMK/oi/3MDw528ktTKfgbdvQ57MURvCNtLUkE661zI1pBQUhhKkLZ2dS6qJ5aVAl2gxk4N+8AUjuq8i1r8emdAZ+uzNbZ6ivi5KfXUsoz8WYFX9ptVqs0U2Qyo0TbKhPi8rUm8LmzJsIYeWMffTI7lswRkb3W7w7ArK7p7LqL9f51mYurhtzz9v8nW8XTkIgJG7fMPxgxdt8vFawyezs7d2XXj3eIxky6S7/xnlWCGBHRIIi3bZNwpLCZ4QzqAEKRXhatDYQ6eht06im046T9DYQ0fqkCwRXh1WWA75JnDcqwCpiFfVgRXxugYYOGpoqatWIWmof5PdBcniLop0x40bxzvvvMOMGTNYtmwZTzzxBPfddx+XX365ugkhuOqqq7jlllt48cUXWbx4MWeddRb9+/fn+OOPB1RkfNRRR3HhhRfy3nvv8dZbb3HFFVcwduxY+vfvD8Bpp51GOBzm/PPP55NPPuHpp5/mjjvuyEgfb08I1uxcfFbt1LSjFiUDqvnJ6+PZc8A3LP/VtSxftBMA1Su6IePNl1jFsQSf/fJGKn89Adlj6/VkbgZn/SB0iW7YYAuEBqGQycp4MT1jDaxY04NEPIweM5FSMKxgFSWhRnYuqaGobx2phnCz+upRb/yGQU/OoPS+OciaMCR0hJAZBN1VqduBT8yg7NHbNroYaAtLTpyGZWnNFgo5bD1YnS5qNhno1RXDmm+4SxwsQc0X3bvkOg4sW94lx+0svPNEZtr44F/O4dBfzCZSYyGkEijZhhIpHXRi2xPY/vO3Sc7UIRyJsQApSedrniGGW391/7ZDeITqPhaqVSll13xD2E6LkXtcR4zlwrWndInaaGi/ShuyrOnuu+++PP/880yZMoXp06czcOBAbr/9dk4//XRvm0mTJtHQ0MBFF11EdXU1Bx98MC+99JLXowvw+OOPc8UVV/CTn/wETdM48cQTufNOf0ZpcXExr7zyCpdffjn77LMPPXv2ZNq0aR1qFzrq9et5+7gtO/90Y1hxembtcOizN7P0ZPWGqzq7eUS04qoJlP12LpW/zpTVD3nmZpadMpWVn/WGI9Rj0tK8x7d2CKNJJz1gW4K69fmkimoZkF/N8kh36uMhZFoDS5CwQ8T0NPmhJAf0X8fywp58X1fAga9MpnuskcVLd0YkBihltAQZstHiOunqCAMGrem0ay+9d45XZwcofeQ28ooSSFspNISQDHxiRnZ14gDcAQwdwcA7ylnxm+3fQGVL4dz3zqXO7MHwwlX89PVxHNBzBYcWfE6hluCpZaMZO8Q3D9q/rJL3KodjxbKYBbcNYuSEedghJUJya7gjJs9Tww4CELZKDWtpidFoo2vCmSDk1GQ3ArWvYzIjIVlikHYmALn1V2GrSNg0hG9iIcAOQ2QdaJYkXCu8NLHtELkVFdhWpqOVsGQGYUuhWoZCWTjSZmWOsS1hc5pj7PfSlE5TlQ5+6lbM6nCHWj5KH54FaUHVhZniqtIHZrdbcLU5EeyFHfj4DJVSFiA0iaZJLNedSUiKSxo5qP8K/u/z3dXQelNASuPqH/0f9VaUqkQPRuR/y9J4H1K2wburdqG6Jh/tuyhmifqkiZQGBSaiOoQdsem+czUf/axrosfSh2YRK07w+QmbPnA+h60fd3x2OHVWlA1mHrVmlEOLv2Bk5FvuWv0TNqRiPHfQ7zO2P2X+xTwz5t4tdLWbDyOumYfU/CiyqNL0zDIOOW4OqQIVlRpJG2Eq60gpBFZUYMRt32e5FRx04lzVDmQpQqwbYKjfHVLUTBSBhiDeWzRd06PHUbaOjgGG1Nx6rTPz14ly3VqwliLDucoOqcfsRJyPH2ifOUbOe7kT0JltHGbCaDfhlt6v2oXKfjeXwXMrqDpnMqH1zZMXnUG4HW2JaQtB84kh/deQX5RA09WK1UwYuI12QpekTJ1aM6IIN60hEjqiwKTRVr3cA2Nr+KRhJ5bV9eKVpcP46Ge3YscNzEKlhFYKR4lMa9hhG0I2678t8c5f9tim/x/u+depDHxiBiP+cgNC3/xr2UFP3dpib28OXY/fDP8nfUI1xK0w949+lPVmAd+ZxTyw78PNCBfgmTH3MvOTY7bAlW5eGI1OpJmS6HGV+h11aQWjz63wCA6hFMtW1BdDGY022M0NMZpC6qp/Nzhn1w6pKBZUK5AZVXVXqaG6HSzVGqSlVVpYRcJqaIERd2u4fmuQllJ1X82t1ElUatn2Jw1Jo4tqujk0x6AnO7cW6KpV27WtE9FWXn41X16t6t2dPc+39A+z26203RR8uaoXg7uvY0Dv9aw4/Vr0iFIwyrSG0CSJxjARzfIEVpWXXY1sMNCRfN7QlwU1pby6dBhhzcSqcT5xuoSohdczYEhFwIYiRBGQ+bumFZsCTbPpXtJAKmWAJjd7lLt87HUtliNy2Dy4cLf/eiYavxn+T44Z9HGb26elzjWLTuSuz3+c9blu+fjnHbrGzYlRl1RgNEo+uW2cIjLbH9OXzhc09taxQgI9KdFTUvW7OpBOmtkOCQ48pXlt96hdMwMJM6LR2EsFHG40a4cAqTyebcOv77rRr9QhXCP9SBawnEEKdkgQXSuJbJBePVeRr7pW1bOr0tZ6WqInclOGNhu2Z5/csj/OVOporeujtuW/upYXD/ktw0tUa1hhQRykQBgSw7AoKWmge7gBTEGv/tUA9BxQzYe1uxDT0yz6bieEkBSHExCxGfTUrYi4jmgw1Ko0LTIGJZDWsmpobw/q6mMkTR0pwQhn4YC+GdEe4/0cNg+m7fFXGu0wSbdHJQtcv8ffuuCKOg+jLlXTj9ye1kid7aVkVfpXKoLTIVmsZRCuC6kLz4yiGdYqE5G3n7ma0edWkOgu1PABRzSlUtV40S84/bc2LC4fxyezxhGqlehJX8VsRlX6OVpjYzjkaiQkkWpJuE797i4eNMeLWTMVGf/3ziva/drs8KRbdnfbCrkdFQPvLEdbG0ZbE1aiJdq2IOwsGMLi/iWHkBdJUXnWNYRiaQ4pXc6Inqv4pKYfeT0a2bPnd4z4yw2sq+rGp2v78H8LR5JclUe6JsIj+z3IL36wiLy8JABSl4i0BrZQkW/YUUWn1U9nYtmp1/PxsdORtrbVCtc6KuTKofMQnOV856gnWR5XbmrtdZfbFiCFH3GOPtcfPxiptYnUSvLW2hiNinitsCK89va6Hn7QLYjufuuoFVFWjkIqYhWmIkVhqh9QY/o0M7PVSUvD+4+Mx0hIjKRLqhIzIhCmqjMbCZvoBototUWkxiZabRPdYKt0swmRGpsPHsouu7hDke7AOzN7VgfPraDyspYHwe+IyKhr9khihyTRwbXEihOU/XEmPfNan0HbKef/40z+/c0QFjfuTEhTy9texfWYUqM2FWNtozKwqElHqV+XB6agvkGp4qXuz+1clSjiit3ewOieUETr/tgC0s63gd724Osghj1308Y3CuDLLdQH+5PXxzPq77ke3K0doSahm5uS3hrFjh3BPhdUoKfAiDuDA0xJKl9RjZ6SCEtixG3y1lhEam0v1etO7vH/dg4oyUgx//Ot6/m/ZarW+8OjZ6kh8vVO6toZVCAs9a8rdNLM5uP3XJLXLBXVammVMg432ETqbLSk4+0swQpr3oQhN6WspSXpvOwpdIci3RVXZrZNuHXQHRGuMCoovHEjWgC7IcQuw1bz6fE3koyHkHHlCNWVELokEQ+zPpVHwjQo++1cvlvVjbgVIqyb1MUjfPbLG/nTgfcoxixOY6Z0tAYdYQvlSvX7uXywcAhFWhwzaSjFsjsjU3OIVwrIwrYtXhfpsnt20RlCrtcO23oHmuegcM2iE4kFhrSe+965W/BqOhd7X1jBPudXEK5X5CWFwEhIlba1XatGiZGwSRbrSAMi1Tb5qy1i6+2MflhvXeJYPLa2QI73MhRR1qnUbzpfkCoU3pAD91je9KAAPrpHff/bhvCtHaWqD+sJNanICmtIx4sZ6aiaIxquedj7j2TPITsU6eagHHEATxgVFN5Ei5KeAUNerwbWNeQBEImlQUiqE7EuvbZB/day7NTreWz/B0iZOnrPJIUljRQaSd5fWkbj+jxv26rzJyFtoRYKErSkQG/Q0BICaUiWJ3ur5516tIxZoEuEKRAp50ugBTevlrA5xEm6YWcdUbeErmqByqFzcNuef6ZnqJ6Ji07mmkUnMqxg5Za+pE6DnnLG3Bk4YiSlCI7W2ERqLaLVbnMrhOtsFT1aUqWDU9Kzf7QdgwzAM7JACPY7U2Uq9zurnANOK2fvCyuwdSWSsg2V6jXiTmQaATOmFMtaSg0qQKiFwejzMhenQSMNPWUrUVdUYOZpHnHrKemorZ0eYNPf74BfZef6l+vT3cwofXhWVgrlzYmyx2aiGTZWbRg0iYhYGGErY6Tg5sRRb/yGqJ5mWOFqPq7tz2ff9m0xdbvrn6aTrI+g1RjYMZuqiyYy69OjuPvtHyPCNjKhI/JM5dec0hCOoEpGbLQGfasxjlCmKFtnLTiHzsX0j3/R4bm5WysOOmkutg5WRGCFhTf0PVJrk84TRGpsf7ye4/QkZCCK1VR0nCrSHNcnRZa2LhxvZTwy1lMqRa2lJekCnWShUCGkM4TAbUeyosKrL2tp0ONSpZ9tMBLSf850Rv8Fo23LSXMLZd6BwHPLciPw+U9fzYGnzCVtJvjg+am5Pt2tEaIhC2fsTobb19saKs+YQlGBslapumASlWdO2WKEC/DZFzuxqGpn3lg9hMVLBmQQbnCYwwlDF1F1zmRFns5n+u63fwy2QFoCkVS9vVXnTabqkolUXn41oiSFSGvoyU6WMG8CbEtjyNO3bOnLyGEzYHsg3N2n+EMP9vz1POLd1FABPaWiTuEolZNFimaEpYwvPOtGza/biozeV4ntGlSENW+CkEoTK3I0o4JUgepAUNGpo07WINlNeBGy0eimiSFdAOlCoY7tDCzQLFVjxhnVJ3Xh1Zal5oiynFm5bnpcWO6CQNWahQWyBfV1a8iRbhdi/5ebpyUrL99ywq2gU9Up8y9WwxTuKqf03iYN6JF2TvnoakiBrA2jC0moKJnxVGqNn2p+atG+3u+eFaOmPkhV506m8tcTmk1ZktVhpC4x+yc7Ja3bGRCaTSy2DXll57BDYthURbZBq+lFd43zhr+H6tzeeDUxyI0q9YRfzskgX3y1s+t7nOF1LFHDDNycrMQbXp8q0DGjWkAMpYwsUoUCM09gRtWB3LYgd06uFYFksYrI7ZD61/V9tg1FvFJT04qEKdHSSvDl1oqF7ROwkLk+3a0Gq1aVbOlLaBXPjLmXqosnUvnrCYi0oPQPs9n/5WsQQpJfnNjSlweourNer9E92tisBafy0rYXL1XnTc7wQnbhTmgyeiaoumgiMq0Rr+n4LN7OxLJTprL42M4Z35dDDp2J3W6ax7AbnMhWwPDr1e9uPy7Ax3PG8eF940kX6ghb9eaCIl4tLbED0aAIVjUdMpMC4j10rIhT/tGciNSpozoGdZlWjm4qWag6q56SRGoU+bpELj2yVHVnYUOoQf3rDqG3IgI7pCJit4XJigjSsQBFej3G/oJDM2WLIq22kCPdLsS24g4kDUnVBZOoi0cZ3uN70mmdPV6ctlUYKZjFFp9+1/IMZRfZjMlzFb5u2rzq3MnE2lhk/PT15iPMSh9qfYZxDjl0JT75aicWf7Uz/60czMKvBmS1708O69jnebeb5ql0q8OZn09XnwkhlehpnwsyhUkuCdq6et41rLDDWpMI1iEqJyqO9zI88ZOtC2+GrRJKCW94gUrvBgYauO1Bhk/QoXqJnlL7fzxXmWGEayVGgzK6ELYyxnBruFpaEmpU+7i1XCskMqJ5Nwp2U9HufloqUKtuB3Kk20Vo2hO8NcP1ev70+BsJaRb5sSSGZm8VRgoiamGu8SPR0ns63wO6NbvG4c/fyBdL+zd/Iuhs1YUY8szN7PW3LVdTz2Hrg40gJGwOKfuSQmHy5df9GPfRqe3b2ZL86IjsvbmX3DCOJTeOyyDMz24Zx6czxpEqVGS394UV7HNBBfueXYGwJKkCjXS+5tVDMyBUejkDmvJIDg4XkJo75s9J+4b859zZt5rlp6W1tDK50Ezp1JMz3ay0NITrbSI1NqG4f116UimntZQEKZE6Xvo41CiRzjUICXrSRkvbWGFloKFSzBLNaj/pZjXaL4f2o2lPcFfgqDd+w0s/vKNTj/nIfg926vHag8GzK7AKbQ7e+zMe2/+BzCdrDWRMfXJKH55F1SWbR/ld+uAsREMhRPxP7cgXp7H42OlUXbB5TAyWnTKVXf803RvNuNufp5OMhzBCW05Rvj3ih69dzRs/2Tac6Ubu8o33expBCMneBVXt2ve1/2yaccqSG5pnfTQTf8C7k3Z17R3debQt2jiiiNeNdht7GU5rkJ+6dXtjvWM40bbUlWRDM6WnZnYjTTfdKwUs+EPmd3Ck1vaIWGp4iuRQg7pAISV62hdtKbMM6UX4etK/kUhNQPeiCc+Ypz3IRbrbMDqbcFvCwCdmMOSZjg9gbw++nDQeGbJJWKFm04xkWCoXKSBamGxp9y6BVm9ASSrDd3pL1Fu/OGkakYiy0kmnDIRzPWV/nMmef53KHi9OU393grnGjopthXCbYpWVz+ABKzlz6Dtb7Bo+mTVOsYgEIyk94nSHCiSLdGxDoMdbF2cmizM7Oty0sluLbWaMIfwfI2krYtQECKVMfvvZq3nvj5mEe+Apcz0hlutEFalVUa8IRKlSCDRLetu0ZMohdd9MA1uqnyyQI90tjH3+cR1lj26949hWnHbtZvERFgmNRjOMFtcou8tPzWsFaS/9veTEaV1+HaX3z6bsrnJWXDkBoUvCxcmM9qQtAdPU2fVP08nPT6DrNqGwqdy7UiGiIZNd/zRdDfHOYYfAg18cBMB9q360ZS/EwYf3jidVLEiUaE4KWHg9r1ZERZBmvp5h6wjqcdsQmBFfYewRbWBQgffWdqcHGX7d13aGIoQaFXnOf7plgaUXReu+6YYXSTvpbqVY9rc3YwI73IR1hf+vMgDR/GO2EznS3cJYcMytWQmBtkWUPrxx4VHlFVdTFEogDYkM2ZT+YTalD88iv2DjSurBczvP/rDqwklU/lqtklecdi1mSueLk6Z1+gjHbLDkxGl8cZJKbfftXksyGVJuWxLSpk44bKo5xDnsEBgWXsnir3bmiQPu55Ovdtqs5x46w/+seWpmlFjJigaUxGk8UZKtB1qAXMK1Jclinfp+uiee8tynwI9mydwPXJGWL7SSuhI3vf1s6x0NwYjV1kVmTdk513//MlEdw2lJMuLSr0lrShQmhQgsGtz9BbaW69PNYStC1TmT2f/laxj9f9c2Sx8H8dSY+5AFJsKZCFTQrVHNpkWluYPkGvy9Kz20V5yuxGRWbfbj17oCGxpjHslapk5tbQzb1tD0LIpKOWzTOLBsuVfbzde24P97k3Xex3NVy5AbRUbqLKI1thIZBVK7UsfxL/aH1rvzbjOOLQPnCJCwnpYe4SJUqle2U50kA8dRZhhulOtv8+bzE/nvXyZ6JOsKubzadRBNovL2ICekaidK/zB7swlotkcMKKxWgwo2gm496qmuK2GnndYTTxvE42GGzK6g+x4NLAioqds7Iaiz0FLP75bAJ8fdxKi/X4dpalimTjQvhWVpRCLpLX1pOWxmfPl1v3Zvu8/5FSBgwR82vkB1o1mpwbJrxjPkNvW3kLD0WrX/bjfO8yK93abPY8k0X2T1wYNqm4NOmstbf8qMPvc/Q5WOpNNu46Z93fO5cIVT6gn/Rzj8LXU8b3VletH2F0JQlOWmlF2TC6n79pJBCOnXdt0ZwFITXg3bJWyEUpW3FznSbSe2NOGWPjgLYUiEYWM3GBC2t5k+YIAvN/TY6DalD8ym6vzmNoi7/Xk6lp35pl4+IfPLY8jsCpZN2jGmRrlDDQY9OQPT1DFTOtZmamPKoTnOfe9cHtrvoc1yrverStm3VKmVBw9Y2a5e3X3Or3AGr7ezBBEwoBg6owI036bRgxMxDps2j9aC7aaE6x7btXXESUPbIZ9kNVMNAnNTzd6PlF6bkJB+/656TLAxSYPUBNjSp0ZXDe1GqS0Jphx1tes6pc4diNqFPwNYZhEF5NLLTdCSGcLWAC1qUXnWNaw47VqqLpy0TREuZE6/aa2HubV5oktOnMaGla2biA8q33EINwghVIpZN2z0XE13i2FzES5Afz1F5Td+hBsV2Vm27nP+xvUPS68bzxfXj2fptepH2IANoYZMYvl8ut+7u9uN85ofqAVYERGwUwTdTdC4blM2avB8gGCDRAf4DlauiYZDfGPGtu6N8M6TbbdwCqv5tCAhfbtH97y2oaYPSV0EriO7BW8u0m2CiGF6dUd3/N3WgK3BqGKLoo2VpDR2LMIZ+PgMSkoagDykVGMBDWMr8cvOoUsw6u/X8dHPbsVCRUqV3/RDA9qjNHAjS6mJZoPc2wNhqTSurcMPfjOPdAEsuVUFJ5/f1DxIOeC0coy4zZvPt/D96bo5SYk74F7Ybq8tXuuR6ZJzoKYrnX9BEbPU4IOH/MW2m7oGGDlhHovLM6/NnQgUPKaWdnp9haoVB2GFBJrmRKYSL0RNxzSkJtFTajwhUmbVNbRDkm5b4/X+dshdcMhmvqBtFK5ZRHtR9uhtyIRO1ZWdu5jZWkbzbS7ohk08GQYgFDbRdZtkcof8KG81KPvd3C4dZrL+2xIA0hJ0AZaEsgEbn8W7zwUVKvXqkJZmS/Y9uwIrqlp9APY7s7xZX2sQX0zNMvsnaZlwwTOmcFtxNFOlmF0hlLCVGYWRkKplJwSaqbaN1FikCtX8bD0lm7XqvPuYuof9zirHyG95ke76MavfHZcr16TDhoNOnKsG1AvhTTVSF+baQKpz47Q7qcWDQLZQE24NO2Z6OUvBX1MrvoNf3fEEVaX3zclo/Rl4Rzl1XxVRet8cLltwRruOIRt1RKpjtcetKeuwpWGZGlIKepTUo2mSxroIlrnlRkbm0PXTw7r1rwFUHTeEIt624NoyAr5fsUMgwlbtMC7qd+5cGmgplXvwL+dwwGnlvkWj86NZEiMhPTcr8EnRiEtsA6yQ8nF2TTQ0x3tZT0r2O6t5Svm9Ryfw0e9bLjd5fbwCzw3Lm6OLekyzguP8/Dm+bg1ZC9hLunaTWrr9oW5uedwOLPx5prjnm5Xdt9CVbBkMfHwGCANSGmW/m4sMSSixIK6DYfPy0uGwz8aPs9uwb1nXmJ/1+UvvnbPVqIe3BuiGjZnWWVddAIDQZK78sJ0j+B20084bj3CFzFQq731xBaGGzJYZF5Hqri3PjDl1LiIkfKVyQEHsRp5GQqrB98J7CmFBqEGSzhdOvVf6lpAoMm7NYrItvP3s1Rx00txMe0ndj8JVtC08wZbUHKGWcMRYrgDLvVBo1j7VFnbISLd0l7WbtL9MbTsvW+kfZlP6yG0MfHxGh60CV5x+LXk9G8GwkWEbEbUo6taIXpymoEcjltm+1+OLT3Zm7Vcl7TLLcDHwjnK0wlw7TBBSCi/aDeWMMXJoAU1bg6ywIJ0n0Cwy+18Bo7Hrr0f5MCvCcqNdr3XHUS2r/lvFYq6qWE8r4tVT0mvPceUd7jGCtdx2X09LX1kBQvej4Mzr9ywgA+1M7rSl9mLbYY9OREMqvEn7b+n2oaygS+XXK/B8ezsCIaBXvxrCJUmGDlhNXVUx9oYwDV8VIU2tff7Mziq7tXp6S7BjatpRa45QA2/fdqY5dSZ0w0baakJSzgJy68I7VWVb+hKaIbbWJlpto6UlqUI1uH3/08tVytdJOx9w2qZ9lva8MlPBPPq8CvY7sxw95aeUwSdLYQeMKYSTAg+kaV1iNBIS3Z0e5BpUOIpmb7BClnj7mav9gfVuvreVqNVLh9vNz9XUorI92CFJd8Ext258o+0EhT0ayC9KEImmNykFaZoaHxw9g1RDmC8/HAB6QMaf0kjXq4VM2e/mUva7lg3kte7Jdju3uDNre+5cDUBRYcvL8RVX7VgiKsDLLLgRbm7i0NaFA0oru/T4X33TflMMF54XclgQqVWRo+2kfKWm2mWErURVHcWiO5Xgas9fK/K1Iig3JzcKlL4hhZ6WTv1UvYddowzNlGpykVOHth2pgmYpVbPubOdGzB1RY7t4+9mrPYOLltLU3rxf72/ndRSZf0uRRQ80Oyjp7kj4+NjpxBsjrc6MDaLs7rns9ufplD44i7Lf+8Q56Klb+eIkZ5rNgDWqppFnYfRMoPVMQsRSU3lQghKtR8vTgASAJOPYrUGPqdatBcfcytBnb2bDt8Ubv9kdBEKTCM1GbEkLwBy2GHZpR023Kbwo01bqWyOhhgQgVRTp9r1aTQ3+N4JhU5v35y66axx7XVbhiY+scGAqj8SLUltqMXbJNNRgO6QaIDNnH+HaSjr+yUIqlfYBvypn1KXZ+bC//czVAQ9n9ROc9yukxAqp1LwbGbsDGlwPaO++2okc6W6nGPyUH80v/1X7ItzKy67GTOtUnTcZvS7w1nA+MYOenEHll30IDaqDtCDdEAIhMSIWJYPX++cb2/Lczi/HXodIC2Q7a5BFfesASNVGEOmc49KIv9zA0GdvRtMkVlrHSqswoKtHL+awbeOAX5WrgfAhVRNNxzSvruuSrzs3NlpjNzOJaA0jrpnH5zer6PYHV81j74t9wnPJ0xvRB/6cWgufUF3ydQ0zLAjVW+hJSajeIlxrOX/bfoRp+1GmK4Ryj6E76/1sUuVvP3s1Vlg4QxR8sgWnp9hpF1I9xU7LEHivZza+y5Aj3e0WHa3zmQ2q3d4sshhUrj5ElhPFWvUGwhLEa6JoeSZV503GTmvYlmD9yuJ2CaT0nklEzKT0ntYHHxz86iTslM7iY6dT9ru5VJ0/icorurYlY2vGoCdnsNffrsc0dRUkSIFw6mCDn7oVTZMc8e+rtvRlbveY+ckxW/oSOoR0vqqbmhGBFVZj96yImhtrG8rU303vCrtJdNkKRo6bhxZIaP3v9nEZUbJwUsRNfY0VUUqvRgoqEjYabcK1FnrK9rcLXobTM+u18riCKkecFYpLhCWJ1NqZBhjthDsuUC0SMq/XXZxYIeETvSBjDm82xJsV6ZaVlSGEaPZz+eWXA5BIJLj88svp0aMHBQUFnHjiiaxevTrjGF999RU/+9nPyMvLo3fv3kycOBHTzEzM//vf/2bvvfcmEokwZMgQHn744WwuMwcy63xDZ7Y/5VJ1/iQGPjEDYft+psLUlKHIhZOUE0vUYqfe1QBIU0NWh9HqdUS93qrFowuzIYRM6Yh062+9N3862xt32NX9j9sCNE2ZYWiajRCg6RbLf3UtRsgiFFafnap1O1Yb25bAlBH/2NKX0CFEq21s3amj2qqea0YC4+0ChGFGtHaR7uJ541g8bxw/+I2fXnaFT6PPq1B1WefHnbHb1DJRairqjdRZnrBKOOdWiwFnQ6HITkupAQRS8xXQyt1KtQ+BIkJhqVm4oy5p//feu49PyFgcBIlXs1TELiSee1XQZCNbZEW677//PitXrvR+Xn31VQBOPvlkAMaNG8df//pXnn32Wd544w2+++47TjjhBG9/y7L42c9+RiqV4u233+aRRx7h4YcfZto0fzj5ihUr+NnPfsZhhx3GwoULueqqq7jgggt4+eWXO3aHnQhX3LO1o+yPma1BS6dk50s8tP/3SF1iRW0G3l6OzDM9Q5GqiydiJXXe/Ols9nhxGpHCJDLfws6zqbziaoSlxvC19loV9qpn10Erie1c16F7awttRc/bMkJhk7xoksJYknDYpCBPhRjdChtV1Cs6ntnIYfuHsJXhgxTKcEJPS8L1thd12iGBGdU8UjZjWrsFVaEGyV6XVbDnlf7UIZd8XRMLI6HI0goJrIjACmukY8IzlhBNxFDu484b24tmAb9/1mndCUbObtoX4datYd9zsiNeFyozoGFGNS+CF7ZL+hsfsNAWsiLdXr160bdvX+/nb3/7G4MHD+aHP/whNTU1PPDAA1RUVPDjH/+YffbZh4ceeoi3336bd955B4BXXnmFTz/9lMcee4y99tqLo48+mptvvpnf/e53pFIpAO655x4GDhxIeXk5w4cP54orruCkk05i3rzmBfsgkskktbW1GT+djapz29/qsiUhrY5VDYbcVsHAO8pZsqIfWkJDBCbXiEadoc86tUOnT7mxIUq/brWEYmm0uHpM6iBrwujr1dJz/5f9wQyl98+m7rtClq/uSeO6vFavo/TeOd72wci5rSi69IHZ222xREpB2tIpicYBSKYNBj91K+8dNZMlJ05jyYnT2iWUy2EHhQQjbhNusFX7juUQlKsB0tTfLuHaujOYoAXsdXkmiS34w3iMBOgJiTAloy6t8J2lbCXYcofZu8YYtiNWcoVUwspMJSsDD+H3xmoCM6ZlfL5dP2nN8lt5hOWqniW2LpxzZ8eOtqFS8FIXXs1ZcwYwWCGBlsYfgOD8Y0aEL6hqBzr8NZVKpXjsscc477zzEEKwYMEC0uk0hx9+uLfNsGHD2GWXXZg/fz4A8+fPZ+TIkfTp08fb5sgjj6S2tpZPPvnE2yZ4DHcb9xitYebMmRQXF3s/AwZsfOTV1oxB88q9tHDpH2Yz/Pkb271vNn2wLobMqmDZNeOVyCmpIUOSFb+ZoFaQEQtpSFL1YQY9dStokiFP38LyX13L+oY8SooaEb2TDLxDkaJICuw8mz1enIZl+28xvdZAb9Sw0hoi0fpbz3OfkgJhOgYff5jNiitbbw+qOn/SdmkVOeTpW9A0SSIRYsWaHljOgqp3985fVOaw/eHgX/rZHxEwxsiwPrQc1a5LzvU24To7QxjloqUWHS2tiFVP4c/BdRTAbjrY7c31ouB0oH4cMLwIRrdWTPPm10pNReMuEaptnTS0rgY5KFcpVXON1Fqe8Ckb2IZzHLeVyXIFVXgtTRlDGJy0eTbosA3kCy+8QHV1Neeccw4Aq1atIhwOU1JSkrFdnz59WLVqlbdNkHDd593n2tqmtraWeDxOLBZr8XqmTJnC+PF+GrW2tnabJN6y381FlKSQkTAiLTjtnQspG1jMGz/ZeJvNpsAakABoJljqPmwdHxytjCkGP3UrX469jj1enIbtkGnt6gKGDFlFuIfFt4nu6g1oCkRcp259PpHePjloJph5oIdszDyLQRXlLB/fBpE6JLrbn6ez5MRprW63PSMSTZNKGQgBS0+eCii1cl0isoWvLIdtBR7xSDLG5LkEIjWQjjjISKgnjYRk/r3Ny1If3juefc6vYMEDmc+pWrGKBj0S1cEWgvcfVtvuf3o57z4+gQN+pQwzbMNJFbtE7bpAWag6riUx8zTveJqlRFd+qtnv4w3X285jPgOmCjTVFtUGxpw6F6kLUvnKrcubKCQCCwgkelo4Ke/M/a2wf//tRYcj3QceeICjjz6a/v37d/QQnYpIJEJRUVHGz7aIysuvRloaMmxj9UuyrLpni4Rb+sDsTjmf6/T0oyFLW1Qfr11X6P3+pdMKlIiHiTc47zZdsmJVT1KWjhaxIKWiWCEhVpTIMCIRNoTqlFG/iOvtXiHuqIQL8MlxN2FbmhfhAtiWntXQ7Bx2XFhh4QuEgpFZk3Ssa0YBqBRwG1NzzCYTfN774wSPyPW09CJnO4RHuKBIExRBqYhSBAwznMWAjddm5E4RkpqKZm0nanZ9j9WoQmdggmtU4WyTztNUJJ2WSs3cBCMmzXOuxekLbvRT0a4BR9Au0yVVNQBBeOppPanOn01E3SHSraqq4p///CcXXHCB91jfvn1JpVJUV1dnbLt69Wr69u3rbdNUzez+vbFtioqKWo1ytzfIlEaoMIW0Be8d1bJfcmsD31vD4KdubSawAr+H96H9HmoxLR2qijB0Rmaaadmp17PidLVf1XmTsZI6NfUxdttptYpOdVhx5YRmdUY3RbO2ugBhiqxl/VsapQ9uGSFdKGxixTOTUrFwzo86h43DSMhmzkp2SChi9EwhAu0yukuYrZOuHm/lgyt98w1l6eg/tc/5FWpkHup8IkCSgLcAt8MCK6phRTUvdZyOqe8KzVKEqKVVWlqzXPcqFYGmCnXskNrHSATIsIXLjdRIRp9b4aW9NVN6aXKPVJ3XxAoJ0jElqFLb2BnWkMHrbw86RLoPPfQQvXv35mc/+5n32D777EMoFOK1117zHluyZAlfffUVY8aMAWDMmDEsXryY77//3tvm1VdfpaioiN13393bJngMdxv3GDsCqi6YhC0ForHzhkB9OfY6Ks+ckvV+S68bz9Jr21Y/i7jO0pOnsuQbVRaovLTlNp9lk8fzxfXjlXmGpM3U8tYIrXbLDOX6/IQbPBHfwMdnEAqbXso/hxzahMQb+B58zPU79iBcRXAgPdwK9CbrPXe8nuepLCHcoEjPHUYQalREvO85AfJ1osZkkY4Z0zBjmrcAsEPKzcqMCoykT87u9TWN2hMlOqEGG6PBRk/Y6Ekb3dlPSJVGDiJcKwk3+OGp1IUn3rJ192+HdCMCK6xsKIX0hzJ0ZMIRdIB0bdvmoYce4uyzz8Yw/C+h4uJizj//fMaPH8/rr7/OggULOPfccxkzZgwHHHAAAEcccQS77747Z555JosWLeLll1/m+uuv5/LLLycSUTWqSy65hOXLlzNp0iQ+//xz7r77bp555hnGjRvXsTvcRrF87HWtkldrNoqteR53NdwZuW702x5si57JMrzlQ/MVp19Loi5Xz81h4zjkOEdEFVApu+TrT/PxhUBSKCGRrbcsDnIJNJgyBtUTaxui2X7Ckrz72ATGnDrXmUEref/h8Ur0JPwfzcJxg8JLbXtOVtK3rfQHHKiTuPVcqQlV0/VSwWo/t2fXNkRG5H7Ar8q9hYXbb+v1JrubSZmhoo7U2t5CxNb9fTuCrEn3n//8J1999RXnnXdes+fmzZvHz3/+c0488UQOPfRQ+vbty3PPPec9r+s6f/vb39B1nTFjxnDGGWdw1llnMX36dG+bgQMH8ve//51XX32VPffck/Lycv7whz9w5JFHduwOt0O0RMal987h4NGfbYGrgRW/aZ1Az36v+ftkm0WAc1tLNR/4ymRG/9+1HPrPiezzj5btMDcVHVGn57DjwU0XA17NVthgRTRsp/fUS+864iH1mOCdJzI/00cNn0Le6jRjxvpte3tfXMGoS1Tk+sFD43n/kfG8+9gE3nliAlL4A+PnP321k65VJ3jniQkBu0X3+pzWoKjwCFNqjnuW4wTlXqcrBnOJ0lVBe9aNAsVsQkWp3uxbB+88OcEf2RcY1ecfB1xfZ6mpKB3h+i6raFyzOm6OIaSUW3753gWora2luLiYmpqabVZUta3jhLcu5bmDfr+lL6NLUPrwLHYtXcX39QVYUqALSWE0SX1SCczSlk5DbRSAyjOneCQdLU6SqIvkiHMHxl+Xj2SNWcR5u77VpedxU6quItnVVNiGY/vopErdVLMUKqUrNcE7T/qke1S/y7F37kWyZ4xUscH8pzIJee+LKvjwvrZLUPufrsjaNaBwlcxjTp0bMNVQ16KlJWbUn4Ck6tKBgzmEa4eCQiw8snZTzrYhlKBKOlF8yFdSH/CrcoRUPbaqPown1HLFVe5+riOWi4wZu6hzmekE778wtV18s53aCWx/KL1/09TKrc2j7UqknOJNNj3GWztKH57FoKdupX//9SQtg5K8OBHDIm3pbGiMUVuXx8Kf30JjQ4RwLI0eshn+/I0IQ6JFLJUatmmXT3UO2yfyRYoSvZGFXw3giaX7ddl53GhMCZLwIlkhm4urvAgS1ZsaHHrw0srf8cr7N2LFWraI3BjhgiLboOOTn84VnpWjmperyFQzfaFSRjTs1FltwydcCNSoXUZz1c2WT5LCVuKp/c4sdxyylDALJ62uXhv3WMIb0OCdI5CGN5uYh+SG2G/H2POvUzu0X3snDXUmDui2AoBkMsS1/zthI1tv3Sh7bCbDn7+Rvv02oOu2imRTYRpSYeoaIyQTIerX52HFVb5O120sU8cyNZIJFf3ajgJZNOqqZQqlKt/1T9NbPmkO2yUsBINCa6mzw5w29L0uOcdBJ80lY4KPF03i2S66tVNXlORO2WnN5vDN5yby1p+y80Lf9+wKRp/X3GTDbQea/9QEj4DdNiXPoSrg+OSmn8EhRt0hSuH/BJXQdthZaDSdiRvsWXacrKTmj+gTlutAJX3xmUv6XuTrkLVzLmDzOFLlsHngfSEL5anc6HyBt4SyxzJbgg58ZfOkMFuzZ7x+j78B0Kd7Ld8mSjbLtbSFwU/dSul9cyi9L3uP5pKSBiIhEykFO/eopjEZpqYuxppvS0iui2EmDKrOnUwoP83AJ2aQbghhfx9FpjWshK4GOAiUhWZxGplnsseL0wiFTVKNrf+f5rB94a7Pf0xaGqwyCzmk7MsuO490SChDONWCk5JtCM9f2OuLFYCUjDl1bkYNt73Y++IK9rqswreEDPDe/qeXq/Yhvfl+WtohVreeqpOhWg4Kl1wLSP854blWpQp10jHNI3HPltLCEXThR/22Ilm3N9dtBfJP5PwbeMwVUZkxkfX8YciR7laJ0vtnq5/75pB0lKpVF0yi8swpnivRwCcy08Wlf5jND0q/pfSR27zHyorWszlg57UwjTqAeCpE0toy7TYuBs0rV+YeEf9asxlgsfDnt7Dw57fw3lEzef3H5TSsy8NMGoiIhcg30aMqfDCTBnajASkNu9Ckb/8NCGd+sJGfpuqiiYSiJiXdG6jbkEc6ZSDtnNHFjoKh4VW8Wb8rRw36dLOd043OXKQKNNJ5GlZYw4z60S44hBP4XWq0GKm2BLeG/OG9470aq5mnTDL2PVsd493HJxBuyKzRWiHhndezXXQiUM+wo8lHxFc/Cy/KtXVlBuLdb4BAm7VIST/97imdg65SrrOV+3o0VSuLQK+zoHm6vg3kSHcrRNWFk9TPRRNbHbKw4rTMdHHVBZP434qdqTrbHzDwxAH3N0tdNiXrst9ueptR1QWTmP7xLxhUXsGgivJm9ech3ddSndqyxiZWzJnTKQDNqV1tQt9t1fmTiOSn0EKqVcFqNCi9dw4yraHlmaBLMAWrvumOETEZ+uzNnqNXqjpCPBmi6uxrCEfS5BXHN/n+ctg28NiaMcz4wXMb33AToTntMkHSkbpqnbHCAjukLAw99S7gDGt2iEZFjuk8JbpqD2Qgxer6MAtLka4V6HKb/9QE75xjxpZ7tVp3nJ+wpBeRWmHhCcEyWp/ce3FmBJsR4fT54hOuc1xhSfS0nzr2omTnft1zuYYdG4Xw+3SV5/NmGniQw9aHvKJEs8eSDZmpS/2bKAPvKKfsrnJK75uDzLcYPLf9469aw+vf7wr9E0hNLRqC+NOB9/DSD+/Y5HN0FKUPzIawTenDs5ApjaoLJqnf9bY/YCP+ckObzycbwlhxA5nQ0aIW0Z5x9DxTfSZDEr0wjRZTKelUnfp/GPL0LWh5JrYT3UopGNCtujNuM4fNiOkf/8L7PZvh9o/t/0BXXE5zNEmRum0xLtlZIeH36uoCK6RIzFMuS2XVuOAP45XNY3tOqfm9vB88GLB/bME8TWqCA0+e66iolW2jGXHdpGyMuK3MLhxHLS0tMyJXpbJ2RVU0SwN7jlHuPrKpAlr6aezgvq4CGj8F775u3v4OWQeHOGTTPpQj3e0IfYqaz6gNRr6Dn7oVs9BpIjckwhSIegMrr4PWKgG8/uNylv/q2q3K9GLEX25Qde60AFsoX2gnvayFrWbDHZrik+Nuyvi7aS248qxrECEbEVVDuC1LsPxX12JbAsNJN4fCJkbIQs8zGfTkDGxbY8Xp12JbOqP+fh2xSIr6VKbZxeCnbiWHrRtHF/6P/1YO5sOqXTg4fwmffLWT99wnX+3Eh1W7eH+PnX8RI1/sev/wEdfMA9RkIdfZCfw2IQJGEFJzIt0AA9i6yLBqzBbvPjaBdx8LzKQNKKabKpzff2Q8bz97tVfzVR7KavSgS35aWhKutdCcx5TgyRdcNTWoCLYOBc03WjKx8K0eW3jSqWlLzSdeVwUdVFO7sEKBenk7sGULbTl0Kl7/ceuih7LfzWXo7mv5or4fWqOBLEghEzqi0GLnvhvafY7S++ZstSP0Su+dQ6hbAiHAtjSECCFNDUIS0agjC03PCrNper6tY7qjBlu6b2lqyqQ9pYHTnheJpUmndayEga3pCMNG2gLdsL3PZiSaYqeiWkxbI23r/PC1q73BFm4aevjzN/LZL2/s+AuSwybhXyt2AyAlddLohLDI15IkZIgemiQqTCwEIWFRJ0Ms/GoAOpJPUv0YO+QDAI75z5V88tlQ9Iauj28+uW0c4BpgCPSkrXyObVWYtHVHNJRSbTkZhBWYPgR4JhWbgo9+r4h2zyvmtbqNqwgWtkP0piTe0yC2xvRrqZqKwlUkHuiTDUSibjQvtOD0JNHsXE3/zhhx6KbincWJDKiVW/NWdiNpOwsmzUW62wlG/1/rJDLktgqQ8MVXfRgyeBV2zCYUVV5s2pow360rbvd5gsQT7DUt+/3cFuvDg+aphcAlC85s9zk6guHP3+iRo67bhMImZlpHaBIs4bROZP8tEunRdr216pzJVJ03mapLJmLHDQY9OYNkPASA0G2EYaPrNtG8FEP7fc/gPmsZ9txN9C6qZ1V9IZXruvPaYRVUN2bWvIc8fQvpVG5NvCXx44FL+PHAJQBERRpd2CRkiAY7wjo7jwYZJi11EjLEGquQd+KDeLJ6Px785mBALVD/ceidVF08cbP6jLu1UZcorJBwfIMVuWqmiiLdyM0VJEldeKnk9tZxXYw+r4LR57Zcplr023Gt7idsVVMNNTraiLBAT0nSBcr5yYpoSiXsDIpXKmVfvNTUtCLT6hJPZOWmoV0DjDb9pd00c0v13cA+7lg/PSVz6eUdDQMfn4HWyv/6wDvKWXbNeCqvuBp9XYgVq3oybMTXpOrVvF6ryMJKtqDfbweCrkoiLUCDU+ZfnLHN8nHqQ/xdY/uJvSNIOG03ZsrAMCxMUwMJetgCTVIwqCYj1b4xuBOZvjip/WnBqvMnYZuCaF4KpMCImITCJv171NC7qJ4NiRjf1hSTTIT4ek03Pjh6Bol6lVpe9IubM4617NTrWXbq9e0+dw6dh5eW757x91GDPuWnAz/3fo4fvIhv0914rW4Et6/8KeM+OYVfDFrMJbu9wYwfPMfShQMYeEf5ZoluW4NmSS/N6gqNrLDwPI71dKBn1UFTT2V31F17YIcUqe1zgSLevS5vn07kzecmOtaKYCRsdW1JFYkni1x1tc90ttGkHh2Ynyt1vMH13gQgt99XuOlz4SmdPeIVmevxZhOEoMVoVwYUzqLtBo4M5Eh3G0fpI7cha8KkLa2ZMhkyfZGXj5+Aptm89MM76N67lsrLr0avMRD1xibN5x08twI7bFN52dU8M+ZeQJF96T1+DbQoHG9GyE1x2YIzOnwN7rAFaQksS8NK6xhhC9sSELIZ3H1tVseT8Y5FmdLSSKcM+vSooX/3Wsp6rieimyQtnXU1+cQbw0hTQ1rqA6uHs/i05rBZ0J52nhvfO5Y/vnEw77+/KzVLumc8t+KqCaz4zQRvwbklEKzjGkmJnvbnxbo1Sze1KqSqsWYeILPe6wqkXOx7dgX7nqOML/a+uMLfR6g+3YW/U8drD/kK6aeQEXhtTJrbkqOTEbl70Wtg4pCwpEe4gBepapayeFTKZem1JPknb7k+3LTNqqX6sGZJrDBZ9+rm8lfbAAbeXo4dsyGs3lFV506m9N45FPWro7Ab1KUKSJkGum6z+ws3Ytui2SxbF270VFev0pl2xFazbRtVtDvwjnLsiA0xCz1isXzsdezx4jQ+PrZ11yRhgpZosn4ToDf6j8X0NIu/79/mfd69z2NtvxAbwW5/no4WMjqlDtpS/XbQkzM26uzVvVctId3GloKvv+9GLC9FIh7GTmueYFLagsqznEXCJl9pDlsC2pow2ILlEzZugbg5ccBp5ehundM1phB+1OY6Sh14ylz0lMSMtdwS5JppuP21Gop4331sghrlJ4QX4QknpetGexlHa8cbXNVD1fg8LY1viBEwtXCHEZixwPdMQHXsz9UVXhTrbWZJtc7QfIFYMDKVopn42e/fFe6H1r8RN8pWHtFahglJe5CLdLdilP1uLgNvLwfNSd+mNUhrDHn6FkRaEE+EqPuuEJHUEEISjaXQNLtVwg3CJd/CXWpVNKxLBt5Rrt7gpgBLsMdOKwEyCHfXm31RRNndTh1Xwxt753o8B1eEpffO4bVlu9HQ2LUj6ZacOK1dAqmyu1XtubURia3BJdyyR2+j7NHbGPLMzc22aUxEWP1dCWs2FCItQbwxjFUXAiHRIxZS4hlpgKo/D3xiRotZihy2XgizZavELY2MumZAYNSSilfYKpXrMs6+5yiC3ffsCn+Iu+6LjYLpVs0K+De7zzkqXy1AaAvvbntRst+ZKoJ2SVu4RO6khvWU9MhUs5zhB5bTf+vWXIUSjqm+YKnm7wpfoezdr6OS1lPSi3qDvspNo1t1n44qOth+5B1Q1Z+1tGzRk7o15Eh3a4YtAmbdAmEJ0CXpeAhK0lhpHZHWkDHbI8aWItK2/JqLY35vrzCdtE5KKIN+YTOmiZXkF1OVKKL04Vlo3ZNUXnE1yyaNp/IytYJ2iany1xO8T7kwBVZ1mGWnXr/ZrCnbgnutrc0r3hiEbntp4SHP3Mxef7ue3V+4kbLHZpJOGWgRC2kJtJCNpkm0/DTS1LAShhfplj44i9JHbkPTJNISXroZVI0+h60Lg2c3SZNKkNrWx7rC8gky6F/sEpMHt7/UIdQDT1aR7+jzKvyUrXMczXSm+ugq2n3v0QlN0qz+ed5/eHxGj+7G4FlPNul19QwsHJMOd4atShnjq5adHyPumN94Iij3QJmOWxnPSX8b73pE5rbB3mbv+UDUK7wou923nCPdrRVlj82k55B16g1gg11gIsOZ5qBCAxmyVR8qLRMuQPW6AgDPIrL0D3799s2fqt+F6a4Uhar9hi2+qSvhu++6Nz8gEM5PYW2k7mlHbMoevQ2Zb1F1iUrXdo81tvMV2Lxo6lvdFlSfrUB3zDWSaYNkIoQRspABX1c7rVFS1Kj+NtW3mNBtigrj6DELTI28aFIprPHFW6AyBof+cyLDnrups24xh03Al5OaE4mwRAtbbmGIJv+Cp1LWU8pP+YDTVHTpzo31omOhIl83GpRCkeg7T07wZ8g65PLeHyf4NdXAOdoLT+3sklpwgYB/LNtQNVOXaF0C1pNOhKqhIm6RmXkwkrb3fEbE21LtNmCUofYRnsq56WLAHQahFjf+1KNcn+72gJoQa6u7IwssRFqtjUTIRiY19JiFETKJhE2smKoZNsWgp26lqCDOwp/fgtBtSu+fTdWFSr1bdcGkZtv32nUtq7/uhrFBvSVsU2PPnt/xz29KWry8VH0YLWIx8M5y9cbLN6k6r0kUW6ysaISztNvnH9dREgt15NXoclSeMSWr7V3hVksY8szNIAXp2jDxVAg7qRMqTpKOhxAa1FTnUVzSSI2Vh21r2EkdYUjPnnKn3tV8s7ob39cWYBgqoh705Ayk3fZ5c9h8kEaTEGgrQYZzEk3SoRI0G6SUHtF62zjpW/cYAHogorN1/1j7naWiXbe315v+04R0R11SwUf3tBL1er2x/rD64Lm9+3AicltXHw933q9mSY/npBAIy4l0bakWA1IRr20oty2EAHd6UZOUs3fe4FAFpwfYGyeoCy+FrtLgEjOk+an8XE1320fl5VcjLEFeTxUpiYSOjOuIqGrxSX+Xz+Jjp9OwJo+8/EQztyR7fYTqFd1U9CRFM2vGljBkyCrMbqaKTpM6O0c30K1fbbPtyh69jWhRUqVGu6UI92vAyDObbVd55hRl9u+QyYJjbuW1wyooe/S2ZtsGMXHRyVzx4Wkbvd6uQLDO67oI7f7CjVkdY9kpU1l26vVUXTiJT4+/kapzJ1OQl6RPnxoKC+JoIZtoOE1JSQOaZtOtdx2R/BThaJr9XprCD7p/R+UZU/j8hBu87IWV1HOEuxVBbIUiqoNPmNOsziyF4+LkiIvc6T6+R7H006WuvaEtvTrmAaeVq8i4SeTs1mLNiHCGBdAs2muVcAPHUYMHgquEzGvXTFWjddPlrujLHf/n7SsgnRdoJdKEQ8ZuXZjmLlsZC5LMa/BeN8PxeHaMOdy5w2qhgHeubLyXc5HuVgy7yCS+sgCRFtgxZTcobZHRHxskU0WWGnqdTmxgPfGVBZ4D08awrrqA98bOhMOcNKeEv1SNJGw0b2kJxdKEQibhkEmjI46SUjDq79fx0c8yLQxXnHZtsxRpnz7VLV7DNYtOxEIjT0uhYzPuo1OZN+rpdl1/ZyHUM86ef53Kol/czGKH8D49/sZNPm5NbZ6vZLYEybRBIqWi/pChBFalPTbw6mHzWtw/+H+ew5bHl1dvXYQLeP2uHhm4qc8m0tygnWHGzFg3RRsgINfdSUs7LlXu/oCtCaQTeTZrOWoH1LkFwgyYSwRTubpbU5ZeBCoC96CZ6pqELZUBSFxmpqilS9AgneEJUhOet7J/3/6ftuGLwsBPfWuW9BcsaTUIQgrh+T437URqCznS3YrhThga9OQMqDeU1WAbJv2VZ6n0cel9c0h8VUjlbzbeJ1h291y1sgv5ad+hO3/PF8v7sWF1EdGSBIf+cyJVlb0o6l3vzJSNkU4bRMNpJBCLpFnUholE76J6QPXhvrx0OD8e8l2zbWZ9ehSVjbtQlrcOXdhENJMCPbnR6+9sRCMtuLN3AlxVdelDs9DCFvFkmMSGaIup/hxy6AjskEq1yjAEhwO4qVu3n9RV8bqRpku+wcjNTauqHVwRE83aY4zGzL/bg9HnVXiEquqxDleK4DU4ZKkFIml832VwlMoJnygzUsfSSTvb0hGFKQGWbQg/Kg8Gp05qOZgi99PKMvCYIB1zhtaL7O8dcunlbQLLf3WtGvV3waRWR/0FUXXRxAxTjLZQednVGD3iaiCAg7LCdRT2qqfq/Emkv8qnJBL3yOGDo2ew7JSp5EWTykVJCky77beR+7wmbIyQRWVdj2bbfF7fj+7hRvL0FBFNWe6FtOYp665GXXUehr7pAyBaQ9W5kxEaJGq6tn0qhx0QTurTJUff9lB4ZOOSihUSzlQflbINtvkEByW4IiTbcAVEzkbCjySbGU60gf3PKPeHGoDnkOWRl1CLB81yFwYBwtMcm8i0xAr7giZhq30y0ERQ5tZ5XYFYkCybthVlqL6ln6oOTmXy/JZbaDPaGHKkmwPp+jBGUUqN/HtsJlX13b1aotThxUN+q7YzfbvIWMifolNf3fasXNdX+J3VZaSSBrrWnNQe2u8hPqvpQ1W8B7bUiGhpGq1Iiy5Ww5+/sUP32R5UnnUNw3usYuSL05rNIu4sLP/Vtf50ohxy6ATsd1a51+IjLImWVgpftyfVrWtqgajRVQO7tVKXiDQn3dtMRIQTJQdUzMKWvPfoxhf4e19UoVytnGs0ktKrt0qhvJXd1iPXD1odP3AQoQjX7cV1o3QtrY6lUr7Ots4CJCjYUjOGlTuX24rkCbeakrDXNuXXuL2+56bjBLNEjnR3cJQ9ehuYGmZNGNktDbZAOu/E0f93LSNGVXrbJlbnM8gZO/f2EWrYQXF+PMPTuKmgCyDeEGb/l69BExKhSb6pKW7xWiaWvcwD+z7M96lCAL5LFlOdbE7o8YaujRI/W9eXxcdOz8p3OVtUnjkla8V0Djm0BtdQQlh+lJgxjs6pjQrLIWUTv10HP/3adO6sNy4Pv0bs1jaRtHvWrjtT10tp2ygCtX2PZ9e2UU9Kf8RghquWo5bWRUZ62D2WZpIhdmqWQsb/W0/ZquXH8WN2n3MJ1zuvqzHzvJ4VyWf4UguQuSlDObQXMq5DxEIvShOKpSnu1sDaxjyOf/MyDun7JeBPMKq89GqWj72On74+zts/nvLzOru/cGOL9ol9e9VQF4+yoS4Pq9Fg5+Ia77ngdKRn1+4LwLxRT7OgppTV8SJe+dHtzY5XecaUjJmzR/z7KgCO/e8VHXgFMlH64Cx65DVs8nFyyGFzornvMI4ACI88gkb+mik90vPmxgYVvJBJvoHaLyjyaS/hQvO0rpvedtPH4fpMBbSeBtfQw78+/14zzDHce7ZU2ln6CTl/G9lke+eajISNnpaeWjm4n0u0VkiolLcpCcUV4eop94WhWbp6Y8iR7g4K1yhDmIJQ1CQSTXHs0MWU5MXpmdfICwffzbxRTxM3Q3xwdKZDUp88v41o8bHTOeY/VwKwe+9VLZ5rbU0BO5dUc/JuH4GAJd/0AZRKOpk2PHXzQ/s95O3zzJh7vbR2Sxix00rOf/8cQCmnJy46mbKCdVm+CqqfeVCAwEMFKVbXFWZ1jDs+Ozzr8+aQQ2eiqerYewx8G8NAlOlGxa7y1wqJjH0y4JhAeF7LWUoeDjit3HNuUichUHP1TS2CKWXbUMrk4MB6d4CDZ6aBfxzXwUpPSX8AgZM+zxRM0QJZq/3czIDUwIwJzDzfxctN1Qtbquto4kqVTctQjnR3UIgGg9IHZyFDEjOlkx9NERIWB/VantG28tphzaeErGws5qS3L/H+bkiHOeGtS6lNRTnp7UvY/YUbGffRqfz8v78GIL06RnUiRlRLg1SRL6gU6+Jjp/P5CTcw85NjWr3WlnyJXzzktyyt6cWYVybTkA7TYEY4oODLDr0Wy52h8aB6bJuO2WsLZY/exj2fH9zmNqX3d3yCUw45tAeuuUPTPlf/D+mljjPabqwA0ToKXu/HEWB5o/UCCuZsolzPTtE12JC+B7Kt+9eWMWJPKpIN19topkuK0msVQvhuVU17iDUT0nmaUi/LFlYRzr25P6DOayRs3nlyAu89OkGNKgwJFvxhPOEGiZHwj/Pu4xNACIxG6b3Owec3hhzp7sjQgLCNTGvUNUb5uLY/M37wXJu7HP/mZbx2WAV/OvAeDvvXBJVS/rYni7/rz9LvevPZmj40bIgxb9TTJE1V6Bi4+0pSps6LX48EYL5TDw5iyoh/tHrOkuKW071pW8OWgv4FNSxctxOnDX2vnTeuUPrQLOx0xz8CA5+YgUzoG51q1NSYJGjDCTmv5Rw2DfufUd7M6rBVVW3QACMY9XpqXOH9uC5UGalTkdm2szEceMpcT4jk1ZH1wHm9fmFlMOGmeI2EJFxvez2zbkuTsKU/xN4d2NA0De7Uoc1YJrF6L0GAjJWhhr/I8DcCYfq1Zvf1DDpm6SnpjAwk4xo2hhzp7qCQeZZacYYtSnrVM6LvSgYV+DNnWxtM8MLBd3u/L1/Wl0+Pv5HKs65h6clTWXHatXxy3E3klcQBePWweRz1xm8wnHxUYSSpPIebYGOOTyWBoQxBrFpTTE1DjCVre3vCrvai9P7ZYAv6tWLU0R4ITbZYw94Y3PYr1/Hq0KHLAGWTmUMO2UJLB1yknGiwmRdywFvYb4tx87ruv2T87QmoAr25UmuhPacNePaKunD6aSW2rqbz6M50HneQgRUWmSloh/BlE8Jz5+42XVgEBV7u4Acr7Iuu0nlaQBCl/jUSaryhe60HnqIc6aIbVN1237MrsMJ+xB+M+qXmTBkyM69jY8iR7g6KqnMmM6j0e1acdi0H9V/Bcwf9nm8aS9jvJaWobQ+JtUY4B+5c6f2+5Ns+bEjEaEyE+XpNNzTNZsRfbmCvv6nRgqUPz9qo45MbMTfFitOv5fMTbvCco7JBz51q6N63psWou70oKohn/D302fanpa/86FeM7vs1Exaewt6FX3HCW5ey4JhbN75jDjk0QXDsnEumHgnbfvtPs9F04PfBSlfIlFmrdMnbNoRXYxVZtM+bUQ0zovY13fpoyid5twXJCgsidZkL8oxBAwFFsZZWdVUr7Awm0ANOUuD10SozDMevWQjHkYoMwlYtR+r3t5+9GilgzKlzVR+wDVZY1ZYTJWrerxUR7HdmOVZYkCoUJIu0TAFWO5BzpNqB8fqPlX/qd/EiAJ476PedctwH9n3Y+33Fadcy8sVppBrD/HT3T3n724HUr8sDoebsorW+RNz/5Wvok1fP20e0LqjqKDqD4Bb+/JaMv5ee7I9QLPv9XG90YNkfZ9K/TzWWFJQWbaDRDGOIbqRsgw2pGAcUfMnhPT7b5OvJYQeF14tK5sCDoOCIwGM0qfe6T0kIDoEXzmSfdMyve1phMOLN920N7z8ynv1PL8dGgJOudtO2weg1oyYqlGI42JYT7BP2+mSBZJHmtUgBjhWkiqZVX67AjGoYCZtwvR/6BycDKYvHzEyAq4AWUpGunpLKBlOgjISE2kZPSewQmKGckCqHLBBMGXcFFh87nYN3W8orH45EE/4HDgHCbP0tWBxJtKlg3qpRoBoTj3rjN/x0+GfsUriBkGZTnYwRN0PsXfI1/WK19I3Vsc4q4JW1u7d6qLs+//HmuuoctjGMGVveTP0L+IQW7DttgXD9OnCAdGyfcG1DRYzhemW4EWpQbTbZwnWtCtpPZlyrLjxrRVB9t+5EIW8z6SuXtbSfInajcamp4QSuytn2Il6JGdOa3b8ZE546Oeh8Bf4iwDUUAec1tFF+07qKzpMlglSRwG4+6K3116L9m4JlWUydOpWBAwcSi8UYPHgwN998MzKQkpBSMm3aNPr160csFuPwww9n6dKlGcdZv349p59+OkVFRZSUlHD++edTX1+fsc3//vc/DjnkEKLRKAMGDGD27JwCdFvGu1+VgQ21G/IYMeRbRJ1aqkpDzdxtOs92r79dz/Lvm9tFdgSDn7rVa5HaHJiw8BQO2+0LAPrE6gDoF61hj+4rKS1Yz97dv2baHn/lgX0f5p59/sglu73RbOHzx6UHeL//eti/Ntu157BtQViyTQGVq0R2CatZhOsKp6SvxPWeCnCr6lG1MZIyKyGV67McnNLjXWuA52xDEW+wj1eZYAS4RfN/9LQk1GhnKIv1pHSiYOGlo70fAal8n3iRanth+fc85tS53mugmdJRMDvpZ6cubIdUijlV6BBtcFHTTmSVXp41axa///3veeSRRxgxYgQffPAB5557LsXFxVx5perVnD17NnfeeSePPPIIAwcOZOrUqRx55JF8+umnRKNRAE4//XRWrlzJq6++Sjqd5txzz+Wiiy7iiSeeAKC2tpYjjjiCww8/nHvuuYfFixdz3nnnUVJSwkUXXZTNJeewlaBncT2rUjpCl8TNEJW/9lsO9n/5Gqwm/s0Lf35LxlD3bDHwznJEWmAVWBDVM1yzuhJ3f/4jdokY9A7XcuEHZzE4bwNfNvZip7zVXL37y+0+zplD3+nCq8xhe4GnLm5JPdsKmQaf99LRbtToRpMCbM3xRg4olt1hCWPGljP/qbbbhva+sAJN4vgW4zhGBVnd/1UpgJWYSk/JwKB4f1tXsazqrdKP5p37dwnWNc9oqkiWjg+1O2XIPYe7jXs/+59ejm0ItBRYEbAjeEKwYNq5I8MOIEvSffvttznuuOP42c9+BkBZWRlPPvkk772nWjWklNx+++1cf/31HHfccQA8+uij9OnThxdeeIGxY8fy2Wef8dJLL/H+++8zevRoAO666y6OOeYY5s6dS//+/Xn88cdJpVI8+OCDhMNhRowYwcKFC6moqMiR7jaK79cX0b1bAxtq81he1TvjuXePVFHo6P+7NsOIo/LMKZTeOwe9KM3yX2U3S1b0TmCviyAsQeVmINyJi06mWI8T0qKkbYPr9/gbF35wFtP2+Gub+12z6ERu2/PPXX59OWxe7HW5Ur0unjeuS8/jGUUINdvW9SR2655KJBSYGiQy2bclMwyXeF2iDdfbPhnjH68t4t37okB/v9Ne40XhTc4ZXBC4IikRmJOb4ZblEK87Gze4SFAHC/zuRKDu9CFhq/p0uF4d6+1nlOZizKlzm6m73f3skDLJ8KYwBdL27usbHAXYHmTF1QceeCCvvfYaX3yhUmeLFi3izTff5OijjwZgxYoVrFq1isMP9x16iouL2X///Zk/fz4A8+fPp6SkxCNcgMMPPxxN03j33Xe9bQ499FDCYT9RfuSRR7JkyRI2bNjQ4rUlk0lqa2szfnLYOlB6zxz6dK9lwTG3svtOq1qdlNTU+QqAsI1o0SanbRQVxJERG5HK4tOwCdg5rN6Xk3d/iev3+BsAry0dttH9/rVy1xYf3236vM67uBw2Oxb+bnyXE24QzaYA0ULvKZnPNftd+qlqRTr+AHkIKKQDiucDTivPOO5el1cw6tKKjFF7ntOU5U49an7doAjOa/EJwAq7bULu+D233uvco+5HuS3en7ud8AVYQcx/+uqM7W0d0vmCZLEgWaJSyt5+gfq5sJxzZ6lezop0r7nmGsaOHcuwYcMIhUKMGjWKq666itNPPx2AVauUDWCfPn0y9uvTp4/33KpVq+jdOzPSMQyD7t27Z2zT0jGC52iKmTNnUlxc7P0MGDAgm1vbJjHsuZs8C8atGVWXTGRE95UA/O2Qu7Lb99zJfDk2+/7VhT+/haoLJrVsa9fJOPu98wDYM68q4/Hlv7qW/V6awoSFp2Q8fug//VarDQt6MaiinEHlFQy8U32Bld1VjhVWFx70uc4hhyDGjPUJz23r8cjIsT90CTIjzRoQFGX87kwccknKTfU2RXCgvLAyiTdoFBGcZuRGmkJCqlDzjuH26dq6k8p2VcRO5CldQZQVWEQIkUG47v254/csR0zlCrM8oncO7bUOBfDOkypi3/ecCqyI8lq2w+7wCCc17qi6vdGHUt2raklq4z+qCbIi3WeeeYbHH3+cJ554gg8//JBHHnmEuXPn8sgjj2RzmC7BlClTqKmp8X6+/vrrLX1JXY5UMsQ/Dr1zS19Gu3D/6EfbtZ3bJ9xZsPI7dzZucNTg8W9exk9fH8eGZB4A6RZGjbx31EzK93om47HvPujH0JkVDJ5TwdLrxvv2eG6fYcRm2TXjATIsObNB2e/mtv7cb1t/LodtB55TkvO7lpaOGMmpoTqpZX+HwCg7h0D855zHBZ4PszukQD2hfpTtoopGXRK0woLR51Yw+rwKz5s5SL5NfZNdAvTJUPiGF+AtHGxDkbBXo3WMOayQImKPWAEzhid8cgnTioIZhXSRIlH3nq2IYP7TV7f4mr7/8HgSPQR2xIlug21Y7u+BqUtA15pjTJw40Yt2R44cyZlnnsm4ceOYOVMJXvr27QvA6tWrM/ZbvXq191zfvn35/vvvM543TZP169dnbNPSMYLnaIpIJEJRUVHGz/YOt87pOhttD1j9XUmzx0ofzM7AImir2BHHqNYw69OjSFm65zs9svg7ukUb6RFpoDS8ho/jO7e5/5DZFQyeXYF0h4sbjqDDAjssvU9je6954qKTufCDs5o9PvAONbe0KbkOvL2cQRXlCHPzpNxz2HxwFbfCkv7M24BiuWk7kTeJyDsAfg3UVuIiIy6bZYrMqCAdU0RrRjUvHRz0c3YHFrjHXfDAeD54cLxDmkKN7nOiWkXa/j0A3qLB/1HmGlJ3RFm6M4wg6tZfnUhY8wldaupa3WOZeYJ0nmoRSue1/f53SR/8lLp3b9JPZ3926zg+u3VcxrW3B1mRbmNjI5qWuYuu69i2+t8bOHAgffv25bXXXvOer62t5d1332XMmDEAjBkzhurqahYsWOBt869//Qvbttl///29bf7zn/+QTqe9bV599VV22203unXrls0ldwkGPTkj4/dBT85g1N+vo/QPs5v56m4OdMSRaWtF1XmZ9d5BT92a1SoSlFNVV2Dy7i+xsHIAn69V5ZG0rTMgtoG9i6qotvLYkM5rcb+hMyoYclsFSPhy0nj1BaeBHZKU/W4udkyiJQVaUjB0ZvMBE6AIFuCMd8/3HnvulTH88+09M7YbNK9c+cGmBJVXZK7mhSUQtsj8ss1hm4VfpwykZANp2aatRJkD3gMp18DjUsNr3XFT1kHi1UzVt9piHVP6gwygeZ313ccmeJGiHcIj72C/rZeuDexrhTNT5sG6rIp6A/fp3rvmCq5AT/qCJ6kpsm4LLpE2uz0npW2HyPhO6tLRfr/4xS+49dZb+fvf/05lZSXPP/88FRUV/PKXvwRACMFVV13FLbfcwosvvsjixYs566yz6N+/P8cffzwAw4cP56ijjuLCCy/kvffe46233uKKK65g7Nix9O/fH4DTTjuNcDjM+eefzyeffMLTTz/NHXfcwfjx47O53C6DEJLSB2Yz/PkbsU1Bnx417N37W0RaQyS1Tk+RbilsiQVEUywfe12rwivIXABtDnTrVs+Q7sqjeqfIBsr3eoZfD/sXf1u7J89/vJdXlx1Urshz8FzVp7jsmvGYTqr7y4nj+fLq8cr/2hZojZoXaZgxyf4vK7X1O1VlzPr0KA58ZTJz9nwWgMf2f8C7li8njm9mybd83ASELVg+PlNVOmR2hYp+TEXIQ2a1TO45bDvIECtprZBtxg5kEHBw28xIVWI74iU3zetCM6VXP3XhkqRw2oO8qUJGczKyQyraNKOCdIHAivhk5p/Drbuq9LFbT5WaIllhKVesdJ7qlXXNKoJRrpvO9qJ693XSVRvQ8Os3XrZppgdxjqelfP/p4dfN88cmthNZtQzdddddTJ06lcsuu4zvv/+e/v37c/HFFzNtmp/enDRpEg0NDVx00UVUV1dz8MEH89JLL3k9ugCPP/44V1xxBT/5yU/QNI0TTzyRO+/0a5PFxcW88sorXH755eyzzz707NmTadOmbfF2ocP+NYHVtYVEY5L6RqPZdJnST2ZRdU7rBLGtwTXm39oQbCPStPa/24c8czPLTlFWjXM/PTKrvlkX5wx6l7VmAZBpWvHRW7tSOdFfFHoqUgnLJqvHjd6Z/nlarYHUYfmE8ZTeN4f9Ry7jhF4L+F/jLgx99mZSjZdQdfY1TG7drAqtBXX2l1c3X5wum6QeG3bDPOWqk4VpfQ5bH8aMLfc41SVCD63UajPQNLoN9vpKFR3GuwtCjXj1YZcMMwcpqMfdHlYjmclUH97f5L0YeNo1tVBpYzW4vpmq2k3zWn5E6/ksa66Ayj+orYMdFqTz/ehW6H5d1r3O9gxtCL4mXrrZdrjXhmHT5qFbLby2G4GQsqWBg9s+amtrlYr5vmno+RFA+QBngzGvTGbl9yVIx6pwz8Ff8+Ihv2WPF6dR/00RlZe1XIwHZfjg9p/mkB1KH5zVLM3sPffIbWg1IWRIUnnp1ZT9dm6zNGprOOY/V9I90kC/aC1J2+DOUU+2uq3bPzvzk2PaHDsIMHhOBV9O3HgWZs+/TkXTbD76mfJ9Ln1wFqGCFMtOmco/lu/Bs2v35V+LhoMl0JIaK36TxczSHHYouNNwXHjTfJpEua2RbYZHcxP4aV1VK/VsEAMj8aQzu9eKBHpVweuvNWNKvLTwd5mfi9HnVnjnUKlsf7i9ewzbaNL6FFAeB+/BcurDfsuQuiYzz1kANEK6QB3fc55y0tPSgM9vajmNvPu187zMk5vu9u4v0KvrGn4gwEwlWFp+LTU1NRvVE233Aw927r2Bt49TUfTw52/ENHXSa2OeGX0QA+8oZ8VvJlB6zxyEJZD53SEtEAkddMnnq1Utb49eq1gsBUOevoVlp17f4nm3JOEe+98rNotncen9s5vNiu3wsR65zXON0iL+J27XP01HSkG3wkbeO2om+towdtT2/v82RrhTFx9PSFh8lyyheyTMY/s/wLiPTqUmHWtx+38s34NjBn3MrrFVvPDlnoREy8I9UClbKXxBFEDpfXNaFULt1edbHtnvQe/v4MLimEEfc8wgYL82b6fl67itwlM757BjoC3SbA/hesdxyErYylRDeRf7ka3XciRc9XEgje0acKRUhGkkZUZvcKheteC8/3Dme1M4RlNBYZIbcbt13QyidRTVnm8zbmQsM1LYdgSVxdGca3IdpFKZ9WzNVI0Cw26Y1yrxuttCZurYu65gXTxLbPek+9Jh/iQYNx1cer8SPPUdsJ5VX3UnXJJE2gI7FqHsrnKEIcAWiHqdyiuupvThWYRiaXoXK3/op8bctyVupd3oFa3f+EYdQDACHTqzgqopnZd+Frr/DRIUQg3oUc1rh1Uw+v+u5aevj6Nw1wIW/SJzhN6gJ2dkOFYd9cZv2L97Jd8li1mX7EdUN3nigPu95+eNeppxH53a4nVYCCo++ylJu5jzdn2rzWu2Q5Ll4yZ4dVxoW3n82fo+rT63KRA27HpLBV9cnyPeHQktDSsASOULQnGZsU1LBG3rgmQ3QahOojsRnOqbdYRUVoBk3X7YJmRvxB3yE047EU4a2DHReO+PTbI1AoSpzuf20Vrh5srg5pOTpN9a5xzHCtZtcRYQBugp/289HjxG5utht5IWtsL+MZpeezDydYdCNBWMbQwddI/cthHrEafqgkkUhFNUXTiJVEOYZadeT9VFE9GTgpIB1UT6NxDp1wio2bPLTr2e9Q0tq1M7Ez99fVwzQ4TT3rkwq2MER+u5GFRR3nzDLBFeFaLsLnUcK7yRjVtB0BgiiMozmovPSh+exc751YByq/pyVa9mhAvwgwHfcMJbl3Lsf6/w2nluGvkX7h/9KCnbyCBcFx+uH+CZWrg46e1L+Dg+gP+sG7rRlDIo0RLAiivblwZ+76iOe0m3haXXKrLd9ZacOGp7xF6XZ/6/7ndWOe5A9ebtNTQjXPf3pq1DqlYrHSGTyIjs3IhTBAfcB0gxnecMok9JjzC1tM/GRlL6RhdkntM2lIGFFVF9tNIh36aCqgxCcw5tOa5VtiGcmq4fdYtgGtmBZvn3BL6gCtS2w25oLqhqNYPgRuPuMYLXmgWTbveRbkvoXaQiwdcOU2/mnr19y0i5U4Jk2mDJic17Xzc2bH1TccJbl2LKPMoK1gPw1LLR7Br6nin9N63HY+Dt5WhWltX+FrD02vGqBxSweyczhEkuSv8wG3RJfrc4yYRSKwQdpf5z+JyM7Xf903S+OKnlPuOmorTW/JdXNhSxe7fVaEI2W3C05IBV9thMfrjretKOMmPcR6cyb9TT/OnAezK2Gzy3AmynzacDcFPNI/5yAw3fFrapAdhUuCm63abPY8m0NlJmOWxzaFoXfe/RCcoFqonNYjDia32OrvDeK0KqumdQAS1s6ZlRqB1AIJEI3/QicEyJii7d9LObvnVTzKPPq/Cco2wDCPukZhuKePWkf93C9muv7jGEVNE3LZFyQKFMIPUrg/8Gt9V8QZawaXEAvUvc3shET5ntHN8RcanXE29B0l7skJHuqupCRvzlBu/v6lo/gs3WWD9blN47p9Xnnjvo9wwvXk3ayVWMHfIBEWFhZduo2gQrrprAlxPHd0okJDVlP9m/TzWW2fwdW3XBJMIFKRpro3w59rqNWjimUy2v+5qO+msJo/5+HSNfnEZROMm3jcWsSRS06x5+vvtiBuetIWXrHPavCfyveqcWt/vy6vEdJ1xn8VH6wGw+Oe6mLiVcAGEKNFMgTNXGsLmw55Xz2OPqeew+ZZ4SoOSwWRAcWde0DUg9H0i9OgTmpo3NqFLvZqSKA2nbpqIlKZQoygor4RSoYfHe4PeA85QVIaPuahsB7+LAdQaPr553WoRc56oM20rhq5gDJh5Sw4929eaLD39/5/zOtq47lWsgt9tN6n07/Lp56rMTIFs74NzlulIFPa6DkXN7sUOSbrI+wifH3eT9/eXY6/j5f3/t/d20FagzIQKFBDfVGrQWvHufxzJ6MUfs8i3L0z1Z+FX7vKT3/OvUVp9LF/jLsZbSKi2h7O65DJ7jk3Xlryfw+Qk3sHJtcatq8KUnT6XyrLYn+7h9opFoutlzpY/c1nrBxcER/76KlGmQShvEzRCN6TBr4/ns8eI0jn/zslb3u2HxcXzV0J3/rhnCnw68hzX1+V7GY1MRXFBVXTAJ0ahTdf7mabvSTD+91lpzf5fABj2hvmj1+MY3z2HTsd+ZmaUij2w9UvNVxup5/7MkpKrDaukmadRgJOz0x9p6IA0cExgJiZ70z2UbyvXJ/T2oOg7WOb1arHQjbeGTnwgIlTyyE/71OGTtHs+1jnQHDbQ0wMC7n8ACwo1eP50xTt27BThp9NYWqsHpRZ/dMs6PwANZAPdc2fTp7pCk21IvbbZG/Nmi7HdzKX1oFqGe/jdT1FCE88yYe/lv5eBW9z1h8Eck2jnKoq6hZbuVQRXlyB6+OqBN1V4QluDLieMpvSczQg+F/TxTRwbEp4stSu+Zg2FY7P/yNez+wo3+k1IgLcGgp25lcODHxYi/3MD6eB5SCsIhE1sKQrpFSLfoX1RLwvKb8GZ9ehQAV3x4GqBqvYuWDfA8jT9u4ublmlpki9J75yBSmR+n4MzgrsbnN41DTzl+u5sRwpZeBKFZG99+R8feF3fOAs/W/VpuBnkG67D4aV+37pmRbg3UQ93HgqSS7C4w89V5jLjM9EEOHMeMCV9oZTgOUk5KWRGyIJ0vkAHhk22odLWRwEuTB68BgW96ESBaNL/lB3wBVhBB0ZdHyqL5dl7t2l0cuAsF4f/rpa4hwwQjg4Btf5v2YIck3c2F3f48neHP36j+KDTp1beGpSf7kegrP7rdE0mVaEnmfnpkq8fKb2o91AqWB9K5rugJYPn4CVSe2X6nrNL7FMnKiHqXRXvF2f2FG71jfnHSNG/IfHBA/PDnb/ScrIKR3+j/86Pi0vvmQNQmr08DUgrWbCjEsjTKHpvJwMdnoIUs0CR5eUki0TShsOmlqQc+PoN4PEzUMAkbJgNKqnn7iFmM6bmCN34ylwH51ZSE/YXN5N1fAuC3ez/h31wbUfTyCdmlk0vvn03ZXeVoCS2jt3BL4JPbxvHJ7M1bz1UuV8qjd9Gd4xg5Ppdibgsf3rvpCnNfPOUTqhvhZgisMoYd+D/BUXdB4g1O45EahOolelJixBXpWhFfoexGoOp6fCWva/HoOk2ZUeH5F3uRr/AJzDYCZOhGs0bgWlzxlu4/JqSKTj1xV3DRAGD76WxhBWqzIuAg1UrNmwDxBh/b7aZ5/uvVZNqQu0BoL3ZIIVVb2POvU1tUyHYES06cxoGvTKbs0dsoLGnEtPw1zsgXp7H42Ol8VddN/b3LNzz/8S848JXJ3D3sCfbaxZ+StPCrAYSyWUo5yGasnSuQ8lbOYRVR7jpUicxsW5BYl0+4PvBBrmtu61KUl6CxNkrZo7eR3yfBmFcm0y0ap6w4xdTFx7O4pj+FfXvS2BClsTZKrDCJlVRLU92wCYVNTFND6BIpBamUnlE7dtuJZn16FF809GXBajVkoNhQSvOBsbV8WJOZii/7/dyMvuxNTfmW3T1XRRSWQPNUGap2vsPBVit3N7W8uGLzkv4OCYfcpA6WLvwMQyBibKmPt1XBlQbSIUvVm6ue05PqeSui3uvCanIOPRD5Bfpq3WuzQwJpgEirvtlm9WKpMjNePbZpLdkRVnkpa93fz93WTWkL955tRYAZGR93MWA0eR2Cl6I7KeimaeJAerolg44M4VY7kSNdB6UPzKakd12nEa6LtbX5VJ51DUOeuRlznW/IUF+n0sBv/tT3Nx6dt4IHKg9lryMyxxIGCbgllN4zB5HW0JMCPS74Yqr64mtncAzguR8Ne+4mUimDsG7Tt6iONQ35gKrTlj4wm6VTxjPw9nJWXDWhRXFQXVwRaTIRIhEPs1ffb0nZOvsUf0XCDtE/VssXdm+suhAISTScJhUOMbDPOtY15FG9vgBpCtAl9bVKGNVS7+tb64YwuGANu/dczRnvns9j+6uI1h0gH4SMdE4IWvb7uWhxgXB9bnXQnJX2juQeNfq8Cj54UEVsehrnyzP7RWEO2WO/M8tBE149U2pg6YFUaQB2II8ZjPYAtVIKiJIEauSdlpZe9GnGHLIkMwJ267NmTHgGGjKUeQ43CteSZKqK3XosrsrZv56miwLhLAAyosrA8x75OlG7ZgZqxAESlDre2Ez3tWhGkq2pvR3i/3y6+k4dNk1Fym55brcb52WScTuQI10HWsykT2Fdpx/XbYdxW2vcqCtoADHoyRn8fNhiflQUYvwhLwPZjaOrumQipffMQaY1rCgMvLPcecMKRvzlhgzR2MaQThnY6yNYuuQbrSSjdUok2q5GlP1xJkZER9oadkoHU9AvWkNZdC1pqbMyVczy+h6k0zoiz0Q3bDasKcSImSRNg/qGqGIxN3iMtbxqmPnJMZhyCCsTxXxV1423j2h79F9rlpJtoeKzn/J1ojt//3IEybUxRFpDM4WTshJIXaVU3V7dHQkfPDiefS5Qs1M1x8kom6xKDh2HDNRy0/lq/J56nGb/D8E2l4xI0n082KKjOU5NIbz+Ws2UTppYZJBisIxih0BLC/ewioAD7UNNzy2FMxw+rdLFfvuQH216jliBe2lqDQnqOHoiEMG6X0/O/UkjEPEH2n5ai3TVzTV/Lqh/+Xz6OEW0m4Aduqa7x4vT2POvUxn+/I3ohkXC7HoX+JbsJ616g8r6HnxvFlGox5m6+Hh2+7MS+Dz35aj2HVg40vuIROoSOyqRO8epX5edoYf8LgoCqi6eSGJtplVi5eXq2t00qtt25c6vlZZGuj5Mz251YAowJEvq+qBjExIWNekYGxIxbEsjFDGx0hpYAt2wWLmuGCmFMskwNarOvoZQ1OTAocu9cXZj51/EFR+expQR/+Afh97JU2PuY+VnvbO6v7Yw8Al/YtH9nx/E8/P3JbUyH71BV2kwd7UekhkCix0RthvZuLU5XbDP+RUc8KtyDjppLiOuydV2uwIy8L7Tk9KrTwoLRYx6C6TSpK0laDjhRqUqopNIQ3jDAGxdiZ8yyAv/WJrpR6vuPhnK40A07tWOAyli14HKCuNHs01T4m6rUEAwFTTD8FLQTRYb7mvStCWqqWI7+Hq6rU1e3TZwrxlommbORbrtx8fHTmePF6cRr49QeeYUyv44k6HP3pwhdupKDJpXriIlS7Bo6QD2KP6OXaMrabTCxCIqr5Mnku06lt6oeStF0Svl9RsPvKO8WU2zKQbeWe65Ki0fP8Gr727szeRG0HZK9wYR2CVppBSEClOYSYPKDd1YWtCH1ckiFq7aicb6CJphI4QkkpdGxtIkG8IIAeE8dc/CSQf3715DWd46ZvzgOX76+jhePay5/aYMZ35KB8+uaNZbW/qH2W1OTLpswRk0WGGKCnei7PdzHWLNQ0s5E1WE3HFrtq3ANRbQnVqXkZDU76zylKHvbQqrbEaOm8fiebkab2fCDgiYMlLGwc+qm05tsjAMpm9dYrJCiiQlTpuRU0MVtsQOueyp9jGjqt3IFTd59VxDPRcKqHhd4sogSh0+mTWOkRPmeY95034ckvRm1QZESlaIzLqpoJlAyovY8YnaTZNL0cpXmRMBN+vrdTMAmnodvRSy83oKWwmrPOVzlovvHZp0IbNlJL8oQX6kJdPNroGbmqy6RKWTn1i6HwkZosGKUFObR+mDs7jsgF142XFMagtSgJ1vIeKaijLdx3WJ3qBRdld5qy0soZrMhIedp0ivaS3VreU2gyVAk8juKYQUrFlXSFFRnFpTo746j7+nRpCsiaJFTYSmPgWFeUmqa/OIxlJYEQsrpZaWI1+cxs59Epz93nn0iEb4YP0uAF6LT1NojU2uPSwZVFGOZgrMmEQWmOh1Lb/Nr1l0It1CDXxWM4Lly/qiJTRk2EZLaWr0naDZXNodGQedOFdFJiGBbjjj0ywBlkQABd/ajkGCIN5TyzoCyGHjkAExkNRFRhTrDi0IipCCtVv3X1tXzlN2JPAf5BCvlpZYuvBsIYM1XKRaaLk6BlfFKyw/4g2mq4WzvSdSCvo3BxcFbmRqZ6afg21HGeYdLumnAw8FFx6uqUXwdWtSL25qkdksNW+RMdyg6eLFvVZhZz7XHuzwpBtENrXPrsBpQ98D4P5XJrPitGsZ/vyNTN79pXZ5L9uFFj371VBTH0UIVTuWmoQwmCELLaGx30tTWFddwJdjr1PRrAQ7ZlM1VZHr0BkV5P9gPSJZ0uI5mhKua3Mo4jpSggzb6GGV64mETGxTg6ROMqVEY0KXGIZFsjZCrRFFAvmRFJqQWFGNeEOYnkUN6JqdMY2nLbgtPoPnVCj/VyHQE+oTZQDpkIYdks2m/8z99Eg+rxvMR1/ugqg30Nw6remk2lK50XouRp9bQeE3KUShroQxUrUKaaYS06ALzxzBzBf873YV3Y6YnEsxdyZGjpuHZggvQsuIyKRK7bpE5wmrBCp6dXp3bUMNfteTItNC0fnXiojMiNGJ9oStoly3fUezfHcqYTmCKzfNHEjtahLSEdCc44+4Zh5agHBdcnOvRTNBayQjYraDamRnP9vwhVMZRKpl1oqbIZhqd1PXMpDaFngC1AzBlXueoFpb+sSbjaZhh67pbgyl989m0JMzNr5hJ2O+IwxynbEG569h6uLj29yn6vxJLDjmVpadMpVUbQSjVlO9oynhrUbXrCukID9B6f2z0dICGVJRsItUd4sNawozRtW1Bb1eY59/XOes9gRYAtsUWI0G611rzYiFiFoQsrHTGlIKtKiFbWmEwyZ98+so7bZBkbYU5IeaZxractkCGHprBUZcoCUFWgpPva03CiJr1LpyyNCVANzy8c857F8T+O2CH7Fw0SBEbcjZT2SuWHNRmoe8702kLmjoo8IHzZJoaWV2L3VIFwoa+gvSRYJ0wIlT23xJox0DbuSlBaKtQJ+tZyJhZPbKKkMJgRX1fZc9ZycnmvR6dQOGFAB63B+f59VonfS120IUrIF6bUeBz5LrYuXWS8G/D8/LOXB8VzCVMWjevW/nfrwWIPfendfGDkTTG23jCQirVEodPy0f3D+QQm5mm+k8v+DayzdyMh+5SLcNuLNiBz11a4bpRFfi1RXD+OnAzzMe+8/3Q3jjJ3Nb2aM5qs6f5EV2Q26rIN3LVI5B30Up7rOBmmgeVsRGrA8hDRjy9C2kN0S8NHdbcIfGD3xiBnZBiOraPEXShg22QCZ0CNtYaZ1Q1MSyNKQlMCIWJUWNNCZDSAl9u9WhCUl1MkZNPErYsEgIyTfVxfQqbMg458bauITEM/kfNm2e9+CSG1UUPGHhKZRF17L/y9ew+vuDoE4RLbZAGhLhuG65GHhnOSsuu5rBcysQjlhESwmvbWBHwr7nVBAJC0hB3ve28wWtvo00S2LrkOzmREKNEtsQ6v9AgNayOVoOHYQItNi4JJYx7D3gE5whZgr5RKkFCM0zqAgF+miDx0L154NK+brQkmpbLe0YWYTxDTIcImtayx9+naqBfjpDPb7H1fO8fl51QufYaXVsz3zD+fEGyQeiT8+tKlhvDda5aZl4mwq2XBFaU2REwMH2K7f9SLST3JsgR7rtQLaEO2R2BZKOT6d5p6qMA0orvb/LCtdnfQyRUu8Ed7j50FsrSHez+Xp1N3r2rKO2IUpatxEahCMmpt3Ob0gpHLeqEEgwa8MQs9AiFnZadyzRBHbCwChKYmgWltCJ5SVJmjqFsSThAot19Xn0Lqrnu/XFWF/nIfskMcIWPQoa+WZNN3b78/QWJz21eEmB+o0VlQyaV050D7/965Oafvzpo33Qagz12Qxsr750MiN7V1T25dXjGTZVfTlsVj/jrQgN/QVWRKfgO1PVAQ3hCXA0C/LW2Jj5OukCFU11/9zkv3/JruVte8LeF6uFmjQ6x32qKewQzYwavPotAXIikG51Ur6am4oO7Ocp8gNWix6RO/XVIGG70bBX53UiTK8tx878fAXPFbQJDQ4scNPFKu3tq5nBST+H/cg2OGzAu0dokXBbQtO+YPda3X0zenzdc7l18qb3JQP15CyQI90uwLIOki3Ap4md2TNWlfFYW/XN0nvmeBHqbn+eTurrfIxGgWFkLt2smESkhfIr1i2+OGkag2dXYEckjUYYvUeSst/N9dqCWkPlrydQ+sBstDodu1sabEGkMElyfQy8QfQSEbbQNIllagghKYwmEUDSNIjbGo3f5/M9kE4YGDvF2WvAN3xYtQtv/nQ2pffNYeDQtd45y+4qR+uZ9BTZZXeVE+7XQL9utVQu6wM9nO3unkt0WAP79v+GM3rP547P3uQ3w//J5x8P8D9UlvqGkAJEOwoxmuWvzncE7HV5BcKGUINET0GsQPWC2iFnAgyQytMwYyBsQcFKk+LlSsQTqrN2+LS8q5TtbMLd89fzPALV3Vm3tusWRQYpZNRqwScP5/embkoZymBJJjGHfCK1nTYdKwahusztgkIn2UrUGBQ3uZG2mybXU+qzZjv1YnfxEDS9yKg/t4CNkp9w7setI2vOhSH8lqjWju0Kt5q+ds4h9pnxu42c3EeOdLcyvLZ2GPONQfyorOXnh9xW4UWvQEZKOLE+SqhfnFRdGBHX+eFrV/PGT+Yy8PZyRP8EK8aqUXj/3965B0dR7Xn8293zzGPyNAlI3iBBgopEMD6rLilR2fV5vcJGFtHSi4YrLyMgIt7VmAhKVAp83RJqr0pKan2yiMWCoNTy1gABDEh4FRJYCWECecxM92//6Dk93TOTMGCYGcbzqUoB06e7z/mR6W//zjm/3+/0OTX+VrERDj7jCxE6n+DqOThlOvL+swZCmwlKvG/xzhTvhuecGZJNgcctwWpzQxIVnGxx4MCY2cj98DXEp6o5A1PiO9BxPAFSphu7jveF4t11bU9vR9Ov6do1/XddCwrg/jUeLsc5iIluKGfNGPrfs/HX239CruU3JEvt2HD2KtTtLkHt2tdVoWVvwgJpnoB+Z3LBGwsgdamizNaE2b3CxbXP1GLH25EVeFa7teSxBTB1KDB1qg8cj1WEK1HNQCRbARBgO60apy1bQp91LRCOn8KqE4sj2PvIIxDQmd57bx6DXqiF1OXNF6Pb5AMYPVzSCZIWziMCpN+Vq59yZWuZMB6DoPudJ936LXTTrfCKPaleqbaDl03xKkDRnFrjC6u3Hyz3sRbr6xVatqaq6GN7Jd/12FSy/vtIQQTwfAgyIFtIrfamjyfSr9XqPHgtmxXrs+7l5GLhohsCTLwuNQV1VbBa03tso1i6/9+WzkqIz+rCmVM2iG7gUFMGMBIw9zunZcba5Q2RuvqLl0BCIgCALHTeureG+5xRX1lJFgAzwX3Ou+AjqPmSTfHubq93+LEZajINAn49cAXEDhHy/gQ1qUeCrFZiihdxsPx5FH32d/z8wFztXBaDK3gEKBbCr8dTcHj8TNy34WmMTP8Z2eZTsAluPNvwZ5xrStKSWLDpYsBbbUlAwG5DqROGerRacH0YRJfF/JlNwNXP10aFZ+2x+TINuRIENT4TXm+FAEubWuy8I9UEjx2AAsinLnwZJNb48b1pKK6sxXVPL0D94gv3dge9UIu9r/j+/9maob6yjiLpUigGCaUBdIIF+MRYL8xMVEzerE66eFl9qJC+kAGgttc8RRinetmOYghqelC958n0TfSW1GPKo20IY14w2yRG3uvrhN7wghEK+vGy7zyp33O2pCQoXgH230Tpv8vZ3wsWfH2/oD6Bi25IhENwgdDWjnuKG2Vxv4V1VTgwZjYK66pw3YoXsO/PrwS0FUVF8yB7SpwRDDKpO7shCkCCGwIAc4IL7k4T5E4JgqlnpdKnwOw/T93oJZgVSKfMkFM8sHtr7OoFF/B9MeV0F2wJLgzKbAYA5Mefwt+K1uLO9ZOx91AfSL9ZIJI6HaYXXKB7++2fHfwBWVxZ2+NYfi8D/16rPgjc0VUsoH7xNFwzWR27+aya+cjcru5aVswCJBfBHS9ClAmmDgHnCh3YsLMuwr2+/NELLgCjx8XQe1x+3h5Lo8iEUi8MDL2IMeHW4mj165yyV+jZmi8TdlFde9WST4jetI3emrUswYWgqC8R/oIlKOpUrb74PEvlqK8AJHVBW2tm/QmKvx8SRBwB3Z/68CBFfdE22Nd7zLB27X8fwTf2oFWLeoCLbgzCvMwDY2ar9WH/JbCNfx3ZwtcX4MCzob2ZU6oLkkSQXSLII6qbqGRR3bkMAFLga1/eP6uDlhb0xCtqYg1FjfW0xLtgkoJ/u1hMbulVTRiefBAFlpMAoCUOWXX7W8DtIQ0hZBrm964QDvyPWjS+OBVXvbJAffP35qntthh3BGHrcO5EAaZ20hIm6IsbdKSLcCcAHWlBds/8gSFTL00xe6dXu8uapBdYbfOR10tk8bpynG9amu0O1seYsjSPeuHRhxLpvU8WVqMJtK6fIAC6RBh6cWO7mxVJ3dCldtQrwOx8+PoGAqROQleq4Lt+d3Sz1us/o6VYfEtMevsGVC9iU/QELYTIMIUOn+0u5n+Zx+lGgIIFbyBvkdF7zl3Sc9L+7shdGvw8Vg/3fPVhB7y6AABCFlwAOPTILIiSDKHdBHSJUJxmeDpN6kYqAaCuwF8rk8UnpHmLfWMnuwwQYI5zQUzvQk76abT8lmgsau/HPen1GGBtxn2FO0Luc7RAImFA1QLfQ8wD9SEWjd9EUkM/SFQLmrsT1c1UJHk3VRFgbiOIbiDhmPv817sMuPHf3jh/o/NAInplbb5obi0kl2+KGYAmYIpZ/ZPF4iqS7xgAreA7S2XIkmVoO5bhO48kBNSDZV6coT2b6mZpGUXfebINWhYqwOdlqyf67i+Qt+9eoVckv3Vc5sWLUOOK/cbu66DfeP3GZfBuWXyzQNq0suhRU7xqdXkBoxr6q6l+TTdIfy5kejkav+oxT9O06ThU8SxyP3wN+Z+8isK6KkjdVNTpibyPqnH40eAVdBxZbUE/90cp6Aj6OSu4oEefKMTT6V0EsioQPALgEr3Za4Sgr3+/PPyC9ndDSUBZgNApwe20IjujBXaTG+iScEXi2aD9+uFQIX5qz8XfG//1/IOLQva94Hu5ERQ19pckoPGl6JlaZuxYqPaJRMByRn0yaYXMBUByEewtMuz/Rzh9laWnS102bPrk92UhK66s7X4aNESK5qrT+vr0hFqFHPbE1k3rCopvapcdEz3QSuOJ3vKLWpYnXZIKgzjCJ6z6e+nDarS0kILqubJMUexP//zH7DzDujICvVB2DnuZUCS1tKDmcfoLbnfXYF6vrp22Rq0I2guumkVLMJ7P7OOviv5i+zvhohtBDj82A0qXBMkkQ+4wIfeDeQEecE8ceiRwujb/TfVNfdc9gaIZDLMluNgHi5FlITsAcOjfZ4JsMtAlguJkQCKYbGoqGntqB3Lfmx/0urf9jzGGM6WPE4JHgOWkCcdOJWHFrQshJapFExjT6/+i/f3WvAOYf+1ytOxNC2l80QhbP2YJPfS7paMR0aOGEJEAdKWo3kdHmghTuwLZIsDlUEX42kmXdv37cqBh/lRIF5mJi4mtASYEbOpY9nmMgO/PAKEIMh3LBM0wTSrCIGJMXAx5iHW7mZl3qJhUoWdF5knyedu7500NiGkNVv1ICyHSi5rfeALK8eleCpinq3mzetiYJN2LAnuBkQVInbr76GwQgF8iDX+bXGiMLrskJ4IcnjADXW1W1UNU1NSMvwdKu7BvvNt18YuJhyfMwOGJlWq9WoEguyQIHhEdZ2wQ4jwoWPYq8j6qVjddAcj98DUcbspA7j/moWCB+nLgbExVNzuRr+ZwYkIHjp5IQd4/qwEA//W/wwPufbkXIuhu41Y0svPNqWjPUB8VignouEKN3RUUgvWMjORf3EjZ54al7ff97sYKgufC7VD0Yq1Wt5U9yBtfmqoJG+AVIF2VIbWx/sa+n6DeGoKcj0APWh+3y8SKecdSl/oSJnX57k0sD7IUuDfBFx8fxGP1nivbSOsH87z1hR30nj67pmGDk16s9ePTrc8qZtIEWpB1iTp03rB+TVxgu6wNndUPrGevvSeicPvGHxC3CFgUrVoPo7vNRwAwoHoB9s8KfHB31747FFk4b+m7UGCF4nPfnw90iTg0oZvC8d50kU3TpqulDaer4qkXIf+0j4bpaE5EaHjd6I1fV7EAilkEBEAxC/BYBXSmXsRrfwxCQTYS9kTRnFqDGBmWGthUrm4HccDV9WIWRNiYQIieIMf107HQiZv3cy2vswiYunTn671jxTfVrE1Fe2NuWSYrxew91U/IBA8gkq/4giE2V5fmUh/yo23MUoI4oV476ZOBqGvZgncKXDWgO853PMCOzCsWAch+7fTiHGSDWyjErOiSt6qG0+mMcE96pvjdheo0rZsAjwiYFOS8PxcNY6ZDOSEH7X/xP94GLEB27cvY/fjki7734KVvYvejU3DDiupes9OuMX8FENzuSpsLYrwbu/7yLJxOJxL6HQ9oV3fgTxhTuDbg3OJ3F6Jh4t96pY/RxrAqNZvN9tmhJ02PNC7qwtlEguQmTXBFd/R/3y41I2Yvgui5MDvIrk5sn12B/rOq8eOsioBjzKNi08OkX7/VT73C6HFp8a5i8DZa9R5/z1nwCRdJADyA0AnI3kk0QVY3TrFCBoA6UQeXev6gZ6o1r1fqUn0JcqsiLLl8G7EArwetEzS22UvzNoO9RMDo9QZstGJT0JIag0siqZvKXOqarmHKWDdt7797O8B7JRjWwuF94YAIKF3qfDVRwGtAAAKF0uoypKmpCYWFhZHuBofD4XD+IBw9ehT9+vXrsU3MerqpqakAgCNHjiApKSnCvbm8cTqdyM7OxtGjR+FwOCLdncsabsvehduz9+C2vHiICG1tbejbt+9528as6IqiOg+QlJTEf4F6CYfDwW3ZS3Bb9i7cnr0Ht+XFEapzx3cvczgcDocTJrjocjgcDocTJmJWdK1WK+bOnQur1Rrprlz2cFv2HtyWvQu3Z+/BbRkeYnb3MofD4XA40UbMerocDofD4UQbXHQ5HA6HwwkTXHQ5HA6HwwkTXHQ5HA6HwwkTXHQ5HA6HwwkTMSm6ixYtQl5eHmw2G0aMGIEtW7ZEuksRp7q6GjfccAMSExORkZGB++67D42NjYY2nZ2dqKioQFpaGhISEvDggw/ixIkThjZHjhzB6NGjERcXh4yMDFRWVsLjMdbkXbduHa6//npYrVb0798fS5cuvdTDiyg1NTUQBAFTpkzRPuO2DJ1jx47hkUceQVpaGux2O4YMGYJt27Zpx4kIL774Ivr06QO73Y6ysjLs37/fcI2WlhaUl5fD4XAgOTkZjz/+OM6ePWtos3PnTtx6662w2WzIzs7GvHnzwjK+cCLLMubMmYP8/HzY7XYUFhbi5ZdfNiTi5/aMMBRj1NXVkcVioQ8//JB2795NTzzxBCUnJ9OJEyci3bWIMmrUKFqyZAk1NDRQfX093X333ZSTk0Nnz57V2kycOJGys7NpzZo1tG3bNrrxxhvppptu0o57PB4qLi6msrIy+umnn2jlypWUnp5Os2bN0to0NTVRXFwcTZs2jfbs2UMLFy4kSZJo1apVYR1vuNiyZQvl5eXRNddcQ5MnT9Y+57YMjZaWFsrNzaVHH32UNm/eTE1NTfTtt9/SL7/8orWpqamhpKQk+uKLL2jHjh10zz33UH5+PnV0dGht7rzzTrr22mtp06ZN9MMPP1D//v1p7Nix2vEzZ85QZmYmlZeXU0NDAy1btozsdju99957YR3vpaaqqorS0tJoxYoVdPDgQVq+fDklJCTQW2+9pbXh9owsMSe6w4cPp4qKCu3fsixT3759qbq6OoK9ij5OnjxJAGj9+vVERNTa2kpms5mWL1+utdm7dy8BoI0bNxIR0cqVK0kURWpubtbavPPOO+RwOKirq4uIiJ577jkaPHiw4V4PP/wwjRo16lIPKey0tbXRgAEDaPXq1XT77bdrosttGTozZsygW265pdvjiqJQVlYWzZ8/X/ustbWVrFYrLVu2jIiI9uzZQwBo69atWptvvvmGBEGgY8eOERHR4sWLKSUlRbMtu/fAgQN7e0gRZfTo0fTYY48ZPnvggQeovLyciLg9o4GYml52uVzYvn07ysrKtM9EUURZWRk2btwYwZ5FH2fOnAHgq8a0fft2uN1ug+2KioqQk5Oj2W7jxo0YMmQIMjMztTajRo2C0+nE7t27tTb6a7A2sWj/iooKjB49OmC83Jah89VXX6GkpAQPPfQQMjIyMHToUHzwwQfa8YMHD6K5udlgh6SkJIwYMcJgy+TkZJSUlGhtysrKIIoiNm/erLW57bbbYLFYtDajRo1CY2MjTp8+famHGTZuuukmrFmzBvv27QMA7NixAxs2bMBdd90FgNszGoipKkO//fYbZFk2PMgAIDMzEz///HOEehV9KIqCKVOm4Oabb0ZxcTEAoLm5GRaLBcnJyYa2mZmZaG5u1toEsy071lMbp9OJjo4O2O32SzGksFNXV4cff/wRW7duDTjGbRk6TU1NeOeddzBt2jQ8//zz2Lp1K5555hlYLBaMHz9es0UwO+jtlJGRYThuMpmQmppqaJOfnx9wDXYsJSXlkowv3MycORNOpxNFRUWQJAmyLKOqqgrl5eUAwO0ZBcSU6HJCo6KiAg0NDdiwYUOku3JZcvToUUyePBmrV6+GzWaLdHcuaxRFQUlJCV599VUAwNChQ9HQ0IB3330X48ePj3DvLj8+/fRTfPzxx/jkk08wePBg1NfXY8qUKejbty+3Z5QQU9PL6enpkCQpYJfoiRMnkJWVFaFeRReTJk3CihUr8N1336Ffv37a51lZWXC5XGhtbTW019suKysrqG3ZsZ7aOByOmPDMAHX6+OTJk7j++uthMplgMpmwfv16vP322zCZTMjMzOS2DJE+ffrg6quvNnw2aNAgHDlyBIDPFj19p7OysnDy5EnDcY/Hg5aWlguydyxQWVmJmTNnYsyYMRgyZAjGjRuHqVOnorq6GgC3ZzQQU6JrsVgwbNgwrFmzRvtMURSsWbMGpaWlEexZ5CEiTJo0CZ9//jnWrl0bMDU0bNgwmM1mg+0aGxtx5MgRzXalpaXYtWuX4Qu5evVqOBwO7cFZWlpquAZrE0v2HzlyJHbt2oX6+nrtp6SkBOXl5drfuS1D4+abbw4IXdu3bx9yc3MBAPn5+cjKyjLYwel0YvPmzQZbtra2Yvv27VqbtWvXQlEUjBgxQmvz/fffw+12a21Wr16NgQMHxtRUaHt7O0TR+FiXJAmKogDg9owKIr2Tq7epq6sjq9VKS5cupT179tCTTz5JycnJhl2if0SeeuopSkpKonXr1tHx48e1n/b2dq3NxIkTKScnh9auXUvbtm2j0tJSKi0t1Y6zMJc77riD6uvradWqVXTFFVcEDXOprKykvXv30qJFi2IuzCUY+t3LRNyWobJlyxYymUxUVVVF+/fvp48//pji4uLoo48+0trU1NRQcnIyffnll7Rz50669957g4a4DB06lDZv3kwbNmygAQMGGEJcWltbKTMzk8aNG0cNDQ1UV1dHcXFxMRfiMn78eLryyiu1kKHPPvuM0tPT6bnnntPacHtGlpgTXSKihQsXUk5ODlksFho+fDht2rQp0l2KOACC/ixZskRr09HRQU8//TSlpKRQXFwc3X///XT8+HHDdQ4dOkR33XUX2e12Sk9Pp+nTp5Pb7Ta0+e677+i6664ji8VCBQUFhnvEKv6iy20ZOl9//TUVFxeT1WqloqIiev/99w3HFUWhOXPmUGZmJlmtVho5ciQ1NjYa2pw6dYrGjh1LCQkJ5HA4aMKECdTW1mZos2PHDrrlllvIarXSlVdeSTU1NZd8bOHG6XTS5MmTKScnh2w2GxUUFNDs2bMNoT3cnpGF19PlcDgcDidMxNSaLofD4XA40QwXXQ6Hw+FwwgQXXQ6Hw+FwwgQXXQ6Hw+FwwgQXXQ6Hw+FwwgQXXQ6Hw+FwwgQXXQ6Hw+FwwgQXXQ6Hw+FwwgQXXQ6Hw+FwwgQXXQ6Hw+FwwgQXXQ6Hw+FwwsT/A/uI8tMcY9nzAAAAAElFTkSuQmCC", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.imshow(average_ndvi.isel(time=0))" + ] + }, + { + "cell_type": "markdown", + "id": "edab3c39-1d85-4ef5-831c-f64070c31355", + "metadata": {}, + "source": [ + "#####################################################################################" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "d2e3f543-116b-4e48-b0ff-226636bc52af", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "6dcb4ca1-c544-4ed1-868c-bc755fd5216d", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "1be81b66-9ee6-4b4c-b511-3a57a541be31", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/plain": [ + "(1130, 7)" + ] + }, + "execution_count": 15, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "train_path = \"input/train_points/1130/ST_1130_points.shp\" \n", + "# train_path = \"train/updated_data/ThuanHoa_DKS_Kappa.shp\"\n", + "ground_points = load_data_geo(train_path)\n", + "ground_points.shape" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "id": "a24a5b13-a620-4154-bf17-6d277c8d6eb8", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "fill_nan_model = joblib.load('output/regressors/mean_no_negative/rf_cloud.pkl')" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "id": "fa9191d7-6784-4e1d-a1dd-69a9dab56228", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "\n", + "def extract_data_with_HTcode(ground_points, average_ndvi, dsvh, dsvv):\n", + " datasets = {}\n", + " for idx, point in ground_points.iterrows():\n", + " \n", + " # Ensure each HT_code has its own dictionary\n", + " if point.HT_code not in datasets:\n", + " datasets[point.HT_code] = {'ndvi': [], 'vh': [], 'vv': []}\n", + " # Get the data for this point\n", + " ndvi_data = average_ndvi.sel(x=point.geometry.x, y=point.geometry.y, method='nearest').values\n", + " vh_data = dsvh.sel(x=point.geometry.x, y=point.geometry.y, method='nearest').values\n", + " vv_data = dsvv.sel(x=point.geometry.x, y=point.geometry.y, method='nearest').values\n", + " \n", + " # Append the data to the lists for this HT_code\n", + " datasets[point.HT_code]['ndvi'].append(ndvi_data)\n", + " datasets[point.HT_code]['vh'].append(vh_data)\n", + " datasets[point.HT_code]['vv'].append(vv_data)\n", + " \n", + " return datasets" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "id": "069c9adb-1671-4470-93b2-abda9d855be4", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "data = extract_data_with_HTcode(ground_points, average_ndvi, average_vh, average_vv)" + ] + }, + { + "cell_type": "markdown", + "id": "d256e153-183c-46a6-a17f-72d963a8869f", + "metadata": {}, + "source": [ + "*********************************************************************************************************" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "id": "abf0ec42-817b-4806-aae5-fd34b2e10727", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "import numpy as np\n", + "\n", + "# Function to filter out NaN values for each 'ndvi' array in each HT_code\n", + "def filter_non_nan_ndvi(data):\n", + " filtered_data = {}\n", + " \n", + " for ht_code, attributes in data.items():\n", + " # Initialize lists to store filtered arrays for 'ndvi', 'vh', and 'vv'\n", + " filtered_ndvi = []\n", + " filtered_vh = []\n", + " filtered_vv = []\n", + " \n", + " # Iterate through each set of ndvi, vh, vv arrays\n", + " for ndvi, vh, vv in zip(attributes['ndvi'], attributes['vh'], attributes['vv']):\n", + " # Create masks to filter out NaN values based on 'ndvi' array\n", + " non_nan_mask = ~np.isnan(ndvi)\n", + " \n", + " # Filter the arrays based on the mask\n", + " filtered_ndvi.append(ndvi[non_nan_mask])\n", + " filtered_vh.append(vh[non_nan_mask])\n", + " filtered_vv.append(vv[non_nan_mask])\n", + " \n", + " # Only add if there are non-empty filtered values\n", + " filtered_data[ht_code] = {\n", + " 'ndvi': filtered_ndvi,\n", + " 'vh': filtered_vh,\n", + " 'vv': filtered_vv\n", + " }\n", + " \n", + " return filtered_data\n", + "\n", + "# Example usage\n", + "filtered_datasets = filter_non_nan_ndvi(data)\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "e9bb9522-3aec-42b0-930a-cbc647d50d8f", + "metadata": {}, + "outputs": [], + "source": [ + "# filtered_datasets" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "id": "547eb119-d70f-4d60-bdd3-07f0b77ec577", + "metadata": {}, + "outputs": [], + "source": [ + "# cấu hình nhãn dữ liệu\n", + "label_mapping = {\n", + " \"Lua tom\": \"0\",\n", + " \"Lua\": \"1\",\n", + " \"CHN\": \"2\",\n", + " \"CLN\": \"3\",\n", + " \"TS\": \"4\",\n", + " \"Song\": \"5\",\n", + " \"Dat xay dung\": \"6\",\n", + " \"Rung\": \"7\"\n", + "}" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "2a2d670a-9598-43c9-ab5a-ff71fdddfca1", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "cb8c339d-8b42-4b18-9099-bd206b825773", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "markdown", + "id": "d932d9cd-cf05-48a6-8a16-4210296ed690", + "metadata": {}, + "source": [ + "^^^^^^^^^^^^^^^^^^^^^^^^^^^NEW VERSION OF GRPAH^^^^^^^^^^^^^^^^" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "id": "885dbd0b-0595-4c98-b037-e3b2cf7f18dc", + "metadata": {}, + "outputs": [], + "source": [ + "import matplotlib.pyplot as plt\n", + "\n", + "def draw(ndvi_values, predicted_values, name):\n", + " for i, (ndvi, predicted) in enumerate(zip(ndvi_values, predicted_values)):\n", + " plt.plot(ndvi, marker='o', linestyle='-', color='blue', markersize=4, linewidth=0.75, label='Actual Values (o)' if i == 0 else \"\")\n", + " plt.plot(predicted, marker='x', linestyle='--', color='red', markersize=4, linewidth=0.75, label='Predicted Values (x)' if i == 0 else \"\")\n", + " # plt.plot(ndvi, marker='o', linestyle='-', color='blue', markersize=4, linewidth=0.75)\n", + " # plt.plot(predicted, marker='x', linestyle='--', color='red', markersize=4, linewidth=0.75)\n", + " \n", + " # Adding labels and title\n", + " plt.xlabel('Months')\n", + " plt.ylabel('NDVI values')\n", + " plt.title(f'Comparison: Actual vs Predicted Values in {name} code over 13 months')\n", + " # Adding grid\n", + " plt.grid(True)\n", + " plt.legend(loc='best')\n", + " # Adding legend to differentiate the lines\n", + " plt.legend()\n", + " # Adjusting the limits of the axes\n", + " plt.xlim(0, max(len(arr) for arr in ndvi_values)) # Adjust x-axis limits based on the longest array\n", + " plt.ylim(-1, 1) # Example: Setting y-axis limits\n", + " # Display the plot\n", + " plt.show()\n" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "id": "981129c6-82a6-431f-b65f-60128ab1ffe8", + "metadata": {}, + "outputs": [], + "source": [ + "def show_images(ht_code, indices, name):\n", + " all_ndvi_values = []\n", + " all_predicted_ndvi_values = []\n", + "\n", + " # Iterate over the list of vh_values and vv_values\n", + " for index in range(indices):\n", + " # Extract the values for the given index range\n", + " ndvi_values = data[ht_code]['ndvi'][index]\n", + " vh_values = data[ht_code]['vh'][index]\n", + " vv_values = data[ht_code]['vv'][index]\n", + " # Combine vh and vv into input data\n", + " input_data = np.column_stack((vh_values, vv_values))\n", + " # Predict NDVI values\n", + " predicted_ndvi = fill_nan_model.predict(input_data)\n", + " # Collect the values for plotting\n", + " all_ndvi_values.append(ndvi_values)\n", + " all_predicted_ndvi_values.append(predicted_ndvi)\n", + " # Draw the plots for all the data\n", + " draw(all_ndvi_values, all_predicted_ndvi_values, name)\n" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "id": "b7c4c821-2132-4e19-8e3d-9c6204061b15", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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", 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", 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", 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", 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", 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", 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b/cloud_new/draw/draw_time_series.ipynb @@ -0,0 +1,6624 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "c61a1a84-ca37-4bfb-8935-a21312c11410", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/html": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/javascript": [ + "(function(root) {\n", + " function now() {\n", + " return new Date();\n", + " }\n", + "\n", + " const force = true;\n", + " const py_version = '3.5.2'.replace('rc', '-rc.').replace('.dev', '-dev.');\n", + " const reloading = false;\n", + " const Bokeh = root.Bokeh;\n", + "\n", + " // Set a timeout for this load but only if we are not already initializing\n", + " if (typeof (root._bokeh_timeout) === \"undefined\" || (force || !root._bokeh_is_initializing)) {\n", + " root._bokeh_timeout = Date.now() + 5000;\n", + " root._bokeh_failed_load = false;\n", + " }\n", + "\n", + " function run_callbacks() {\n", + " try {\n", + " root._bokeh_onload_callbacks.forEach(function(callback) {\n", + " if (callback != null)\n", + " callback();\n", + " });\n", + " } finally {\n", + " delete root._bokeh_onload_callbacks;\n", + " }\n", + " console.debug(\"Bokeh: all callbacks have finished\");\n", + " }\n", + "\n", + " function load_libs(css_urls, js_urls, js_modules, js_exports, callback) {\n", + " if (css_urls == null) css_urls = [];\n", + " if (js_urls == null) js_urls = [];\n", + " if (js_modules == null) js_modules = [];\n", + " if (js_exports == null) js_exports = {};\n", + "\n", + " root._bokeh_onload_callbacks.push(callback);\n", + "\n", + " if (root._bokeh_is_loading > 0) {\n", + " // Don't load bokeh if it is still initializing\n", + " console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n", + " return null;\n", + " } else if (js_urls.length === 0 && js_modules.length === 0 && Object.keys(js_exports).length === 0) {\n", + " // There is nothing to load\n", + " run_callbacks();\n", + " return null;\n", + " }\n", + "\n", + " function on_load() {\n", + " root._bokeh_is_loading--;\n", + " if (root._bokeh_is_loading === 0) {\n", + " console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n", + " run_callbacks()\n", + " }\n", + " }\n", + " window._bokeh_on_load = on_load\n", + "\n", + " function on_error(e) {\n", + " const src_el = e.srcElement\n", + " console.error(\"failed to load \" + (src_el.href || src_el.src));\n", + " }\n", + "\n", + " const skip = [];\n", + " if (window.requirejs) {\n", + " window.requirejs.config({'packages': {}, 'paths': {}, 'shim': {}});\n", + " root._bokeh_is_loading = css_urls.length + 0;\n", + " } else {\n", + " root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length + Object.keys(js_exports).length;\n", + " }\n", + "\n", + " const existing_stylesheets = []\n", + " const links = document.getElementsByTagName('link')\n", + " for (let i = 0; i < links.length; i++) {\n", + " const link = links[i]\n", + " if (link.href != null) {\n", + " existing_stylesheets.push(link.href)\n", + " }\n", + " }\n", + " for (let i = 0; i < css_urls.length; i++) {\n", + " const url = css_urls[i];\n", + " const escaped = encodeURI(url)\n", + " if (existing_stylesheets.indexOf(escaped) !== -1) {\n", + " on_load()\n", + " continue;\n", + " }\n", + " const element = document.createElement(\"link\");\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.rel = \"stylesheet\";\n", + " element.type = \"text/css\";\n", + " element.href = url;\n", + " console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n", + " document.body.appendChild(element);\n", + " } var existing_scripts = []\n", + " const scripts = document.getElementsByTagName('script')\n", + " for (let i = 0; i < scripts.length; i++) {\n", + " var script = scripts[i]\n", + " if (script.src != null) {\n", + " existing_scripts.push(script.src)\n", + " }\n", + " }\n", + " for (let i = 0; i < js_urls.length; i++) {\n", + " const url = js_urls[i];\n", + " const escaped = encodeURI(url)\n", + " if (skip.indexOf(escaped) !== -1 || existing_scripts.indexOf(escaped) !== -1) {\n", + " if (!window.requirejs) {\n", + " on_load();\n", + " }\n", + " continue;\n", + " }\n", + " const element = document.createElement('script');\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.src = url;\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " document.head.appendChild(element);\n", + " }\n", + " for (let i = 0; i < js_modules.length; i++) {\n", + " const url = js_modules[i];\n", + " const escaped = encodeURI(url)\n", + " if (skip.indexOf(escaped) !== -1 || existing_scripts.indexOf(escaped) !== -1) {\n", + " if (!window.requirejs) {\n", + " on_load();\n", + " }\n", + " continue;\n", + " }\n", + " var element = document.createElement('script');\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.src = url;\n", + " element.type = \"module\";\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " document.head.appendChild(element);\n", + " }\n", + " for (const name in js_exports) {\n", + " const url = js_exports[name];\n", + " const escaped = encodeURI(url)\n", + " if (skip.indexOf(escaped) >= 0 || root[name] != null) {\n", + " if (!window.requirejs) {\n", + " on_load();\n", + " }\n", + " continue;\n", + " }\n", + " var element = document.createElement('script');\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.type = \"module\";\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " element.textContent = `\n", + " import ${name} from \"${url}\"\n", + " window.${name} = ${name}\n", + " window._bokeh_on_load()\n", + " `\n", + " document.head.appendChild(element);\n", + " }\n", + " if (!js_urls.length && !js_modules.length) {\n", + " on_load()\n", + " }\n", + " };\n", + "\n", + " function inject_raw_css(css) {\n", + " const element = document.createElement(\"style\");\n", + " element.appendChild(document.createTextNode(css));\n", + " document.body.appendChild(element);\n", + " }\n", + "\n", + " const js_urls = [\"https://cdn.holoviz.org/panel/1.5.4/dist/bundled/reactiveesm/es-module-shims@^1.10.0/dist/es-module-shims.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-3.5.2.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-gl-3.5.2.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-widgets-3.5.2.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-tables-3.5.2.min.js\", \"https://cdn.holoviz.org/panel/1.5.4/dist/panel.min.js\"];\n", + " const js_modules = [];\n", + " const js_exports = {};\n", + " const css_urls = [];\n", + " const inline_js = [ function(Bokeh) {\n", + " Bokeh.set_log_level(\"info\");\n", + " },\n", + "function(Bokeh) {} // ensure no trailing comma for IE\n", + " ];\n", + "\n", + " function run_inline_js() {\n", + " if ((root.Bokeh !== undefined) || (force === true)) {\n", + " for (let i = 0; i < inline_js.length; i++) {\n", + " try {\n", + " inline_js[i].call(root, root.Bokeh);\n", + " } catch(e) {\n", + " if (!reloading) {\n", + " throw e;\n", + " }\n", + " }\n", + " }\n", + " // Cache old bokeh versions\n", + " if (Bokeh != undefined && !reloading) {\n", + " var NewBokeh = root.Bokeh;\n", + " if (Bokeh.versions === undefined) {\n", + " Bokeh.versions = new Map();\n", + " }\n", + " if (NewBokeh.version !== Bokeh.version) {\n", + " Bokeh.versions.set(NewBokeh.version, NewBokeh)\n", + " }\n", + " root.Bokeh = Bokeh;\n", + " }\n", + " } else if (Date.now() < root._bokeh_timeout) {\n", + " setTimeout(run_inline_js, 100);\n", + " } else if (!root._bokeh_failed_load) {\n", + " console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n", + " root._bokeh_failed_load = true;\n", + " }\n", + " root._bokeh_is_initializing = 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script a head-start to ensure\n", + " // they initialize before we start loading newer version.\n", + " setTimeout(load_or_wait, 100)\n", + "}(window));" + ], + "application/vnd.holoviews_load.v0+json": "(function(root) {\n function now() {\n return new Date();\n }\n\n const force = true;\n const py_version = '3.5.2'.replace('rc', '-rc.').replace('.dev', '-dev.');\n const reloading = false;\n const Bokeh = root.Bokeh;\n\n // Set a timeout for this load but only if we are not already initializing\n if (typeof (root._bokeh_timeout) === \"undefined\" || (force || !root._bokeh_is_initializing)) {\n root._bokeh_timeout = Date.now() + 5000;\n root._bokeh_failed_load = false;\n }\n\n function run_callbacks() {\n try {\n root._bokeh_onload_callbacks.forEach(function(callback) {\n if (callback != null)\n callback();\n });\n } finally {\n delete root._bokeh_onload_callbacks;\n }\n console.debug(\"Bokeh: all callbacks have finished\");\n }\n\n function load_libs(css_urls, js_urls, js_modules, 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true\n", + " root._bokeh_onload_callbacks = []\n", + " const bokeh_loaded = root.Bokeh != null && (root.Bokeh.version === py_version || (root.Bokeh.versions !== undefined && root.Bokeh.versions.has(py_version)));\n", + " if (!reloading && !bokeh_loaded) {\n", + " if (root.Bokeh) {\n", + " root.Bokeh = undefined;\n", + " }\n", + " console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n", + " }\n", + " load_libs(css_urls, js_urls, js_modules, js_exports, function() {\n", + " console.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n", + " run_inline_js();\n", + " });\n", + " }\n", + " }\n", + " // Give older versions of the autoload script a head-start to ensure\n", + " // they initialize before we start loading newer version.\n", + " setTimeout(load_or_wait, 100)\n", + "}(window));" + ], + "application/vnd.holoviews_load.v0+json": "(function(root) {\n function now() {\n return new Date();\n }\n\n const force = false;\n const py_version = 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scripts.push(nodelist[i])\n", + " }\n", + " }\n", + "\n", + " scripts.forEach( function (oldScript) {\n", + " var newScript = document.createElement(\"script\");\n", + " var attrs = [];\n", + " var nodemap = oldScript.attributes;\n", + " for (var j in nodemap) {\n", + " if (nodemap.hasOwnProperty(j)) {\n", + " attrs.push(nodemap[j])\n", + " }\n", + " }\n", + " attrs.forEach(function(attr) { newScript.setAttribute(attr.name, attr.value) });\n", + " newScript.appendChild(document.createTextNode(oldScript.innerHTML));\n", + " oldScript.parentNode.replaceChild(newScript, oldScript);\n", + " });\n", + " if (JS_MIME_TYPE in output.data) {\n", + " toinsert[nchildren-1].children[1].textContent = output.data[JS_MIME_TYPE];\n", + " }\n", + " output_area._hv_plot_id = id;\n", + " if ((window.Bokeh !== undefined) && (id in Bokeh.index)) {\n", + " window.PyViz.plot_index[id] = Bokeh.index[id];\n", + " } else {\n", + " window.PyViz.plot_index[id] = null;\n", + " }\n", + " } else if (output.metadata[EXEC_MIME_TYPE][\"server_id\"] !== undefined) {\n", + " var bk_div = document.createElement(\"div\");\n", + " bk_div.innerHTML = output.data[HTML_MIME_TYPE];\n", + " var script_attrs = bk_div.children[0].attributes;\n", + " for (var i = 0; i < script_attrs.length; i++) {\n", + " toinsert[toinsert.length - 1].childNodes[1].setAttribute(script_attrs[i].name, script_attrs[i].value);\n", + " }\n", + " // store reference to server id on output_area\n", + " output_area._bokeh_server_id = output.metadata[EXEC_MIME_TYPE][\"server_id\"];\n", + " }\n", + "}\n", + "\n", + "/**\n", + " * Handle when an output is cleared or removed\n", + " */\n", + "function handle_clear_output(event, handle) {\n", + " var id = handle.cell.output_area._hv_plot_id;\n", + " var server_id = handle.cell.output_area._bokeh_server_id;\n", + " if (((id === undefined) || !(id in PyViz.plot_index)) && (server_id !== undefined)) { return; }\n", + " var comm = 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handle) {\n", + " handle_clear_output(event, {cell: {output_area: handle.output_area}})\n", + " handle_add_output(event, handle)\n", + "}\n", + "\n", + "function register_renderer(events, OutputArea) {\n", + " function append_mime(data, metadata, element) {\n", + " // create a DOM node to render to\n", + " var toinsert = this.create_output_subarea(\n", + " metadata,\n", + " CLASS_NAME,\n", + " EXEC_MIME_TYPE\n", + " );\n", + " this.keyboard_manager.register_events(toinsert);\n", + " // Render to node\n", + " var props = {data: data, metadata: metadata[EXEC_MIME_TYPE]};\n", + " render(props, toinsert[0]);\n", + " element.append(toinsert);\n", + " return toinsert\n", + " }\n", + "\n", + " events.on('output_added.OutputArea', handle_add_output);\n", + " events.on('output_updated.OutputArea', handle_update_output);\n", + " events.on('clear_output.CodeCell', handle_clear_output);\n", + " events.on('delete.Cell', handle_clear_output);\n", + " events.on('kernel_ready.Kernel', handle_kernel_cleanup);\n", + "\n", + " OutputArea.prototype.register_mime_type(EXEC_MIME_TYPE, append_mime, {\n", + " safe: true,\n", + " index: 0\n", + " });\n", + "}\n", + "\n", + "if (window.Jupyter !== undefined) {\n", + " try {\n", + " var events = require('base/js/events');\n", + " var OutputArea = require('notebook/js/outputarea').OutputArea;\n", + " if (OutputArea.prototype.mime_types().indexOf(EXEC_MIME_TYPE) == -1) {\n", + " register_renderer(events, OutputArea);\n", + " }\n", + " } catch(err) {\n", + " }\n", + "}\n" + ], + "application/vnd.holoviews_load.v0+json": "\nif ((window.PyViz === undefined) || (window.PyViz instanceof HTMLElement)) {\n window.PyViz = {comms: {}, comm_status:{}, kernels:{}, receivers: {}, plot_index: []}\n}\n\n\n function JupyterCommManager() {\n }\n\n JupyterCommManager.prototype.register_target = function(plot_id, comm_id, msg_handler) {\n if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n var 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document.createElement(\"div\");\n var script = document.createElement(\"script\");\n node.appendChild(div);\n node.appendChild(script);\n}\n\n/**\n * Handle when a new output is added\n */\nfunction handle_add_output(event, handle) {\n var output_area = handle.output_area;\n var output = handle.output;\n if ((output.data == undefined) || (!output.data.hasOwnProperty(EXEC_MIME_TYPE))) {\n return\n }\n var id = output.metadata[EXEC_MIME_TYPE][\"id\"];\n var toinsert = output_area.element.find(\".\" + CLASS_NAME.split(' ')[0]);\n if (id !== undefined) {\n var nchildren = toinsert.length;\n var html_node = toinsert[nchildren-1].children[0];\n html_node.innerHTML = output.data[HTML_MIME_TYPE];\n var scripts = [];\n var nodelist = html_node.querySelectorAll(\"script\");\n for (var i in nodelist) {\n if (nodelist.hasOwnProperty(i)) {\n scripts.push(nodelist[i])\n }\n }\n\n scripts.forEach( function (oldScript) {\n var newScript = document.createElement(\"script\");\n var attrs = [];\n var nodemap = oldScript.attributes;\n for (var j in nodemap) {\n if (nodemap.hasOwnProperty(j)) {\n attrs.push(nodemap[j])\n }\n }\n attrs.forEach(function(attr) { newScript.setAttribute(attr.name, attr.value) });\n newScript.appendChild(document.createTextNode(oldScript.innerHTML));\n oldScript.parentNode.replaceChild(newScript, oldScript);\n });\n if (JS_MIME_TYPE in output.data) {\n toinsert[nchildren-1].children[1].textContent = output.data[JS_MIME_TYPE];\n }\n output_area._hv_plot_id = id;\n if ((window.Bokeh !== undefined) && (id in Bokeh.index)) {\n window.PyViz.plot_index[id] = Bokeh.index[id];\n } else {\n window.PyViz.plot_index[id] = null;\n }\n } else if (output.metadata[EXEC_MIME_TYPE][\"server_id\"] !== undefined) {\n var bk_div = document.createElement(\"div\");\n bk_div.innerHTML = output.data[HTML_MIME_TYPE];\n var script_attrs = bk_div.children[0].attributes;\n for (var i = 0; i < script_attrs.length; i++) {\n toinsert[toinsert.length - 1].childNodes[1].setAttribute(script_attrs[i].name, script_attrs[i].value);\n }\n // store reference to server id on output_area\n output_area._bokeh_server_id = output.metadata[EXEC_MIME_TYPE][\"server_id\"];\n }\n}\n\n/**\n * Handle when an output is cleared or removed\n */\nfunction handle_clear_output(event, handle) {\n var id = handle.cell.output_area._hv_plot_id;\n var server_id = handle.cell.output_area._bokeh_server_id;\n if (((id === undefined) || !(id in PyViz.plot_index)) && (server_id !== undefined)) { return; }\n var comm = window.PyViz.comm_manager.get_client_comm(\"hv-extension-comm\", \"hv-extension-comm\", function () {});\n if (server_id !== null) {\n comm.send({event_type: 'server_delete', 'id': server_id});\n return;\n } else if (comm !== null) {\n comm.send({event_type: 'delete', 'id': id});\n }\n delete PyViz.plot_index[id];\n if ((window.Bokeh !== undefined) & (id in window.Bokeh.index)) {\n var doc = window.Bokeh.index[id].model.document\n doc.clear();\n const i = window.Bokeh.documents.indexOf(doc);\n if (i > -1) {\n window.Bokeh.documents.splice(i, 1);\n }\n }\n}\n\n/**\n * Handle kernel restart event\n */\nfunction handle_kernel_cleanup(event, handle) {\n delete PyViz.comms[\"hv-extension-comm\"];\n window.PyViz.plot_index = {}\n}\n\n/**\n * Handle update_display_data messages\n */\nfunction handle_update_output(event, handle) {\n handle_clear_output(event, {cell: {output_area: handle.output_area}})\n handle_add_output(event, handle)\n}\n\nfunction register_renderer(events, OutputArea) {\n function append_mime(data, metadata, element) {\n // create a DOM node to render to\n var toinsert = this.create_output_subarea(\n metadata,\n CLASS_NAME,\n EXEC_MIME_TYPE\n );\n this.keyboard_manager.register_events(toinsert);\n // Render to node\n var props = {data: data, metadata: metadata[EXEC_MIME_TYPE]};\n render(props, toinsert[0]);\n element.append(toinsert);\n return toinsert\n }\n\n events.on('output_added.OutputArea', handle_add_output);\n events.on('output_updated.OutputArea', handle_update_output);\n events.on('clear_output.CodeCell', handle_clear_output);\n events.on('delete.Cell', handle_clear_output);\n events.on('kernel_ready.Kernel', handle_kernel_cleanup);\n\n OutputArea.prototype.register_mime_type(EXEC_MIME_TYPE, append_mime, {\n safe: true,\n index: 0\n });\n}\n\nif (window.Jupyter !== undefined) {\n try {\n var events = require('base/js/events');\n var OutputArea = require('notebook/js/outputarea').OutputArea;\n if (OutputArea.prototype.mime_types().indexOf(EXEC_MIME_TYPE) == -1) {\n register_renderer(events, OutputArea);\n }\n } catch(err) {\n }\n}\n" + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/javascript": [ + "(function(root) {\n", + " function now() {\n", + " return new Date();\n", + " }\n", + "\n", + " const force = false;\n", + " const py_version = '3.5.2'.replace('rc', '-rc.').replace('.dev', '-dev.');\n", + " const reloading = true;\n", + " const Bokeh = root.Bokeh;\n", + "\n", + " // Set a timeout for this load but only if we are not already initializing\n", + " if (typeof (root._bokeh_timeout) === \"undefined\" || (force || !root._bokeh_is_initializing)) {\n", + " root._bokeh_timeout = Date.now() + 5000;\n", + " root._bokeh_failed_load = false;\n", + " }\n", + "\n", + " function run_callbacks() {\n", + " try {\n", + " root._bokeh_onload_callbacks.forEach(function(callback) {\n", + " if (callback != null)\n", + " callback();\n", + " });\n", + " } finally {\n", + " delete root._bokeh_onload_callbacks;\n", + " }\n", + " console.debug(\"Bokeh: all callbacks have finished\");\n", + " }\n", + "\n", + " function load_libs(css_urls, js_urls, js_modules, js_exports, callback) {\n", + " if (css_urls == null) css_urls = [];\n", + " if (js_urls == null) js_urls = [];\n", + " if (js_modules == null) js_modules = [];\n", + " if (js_exports == null) js_exports = {};\n", + "\n", + " root._bokeh_onload_callbacks.push(callback);\n", + "\n", + " if (root._bokeh_is_loading > 0) {\n", + " // Don't load bokeh if it is still initializing\n", + " console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n", + " return null;\n", + " } else if (js_urls.length === 0 && js_modules.length === 0 && Object.keys(js_exports).length === 0) {\n", + " // There is nothing to load\n", + " run_callbacks();\n", + " return null;\n", + " }\n", + "\n", + " function on_load() {\n", + " root._bokeh_is_loading--;\n", + " if (root._bokeh_is_loading === 0) {\n", + " console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n", + " run_callbacks()\n", + " }\n", + " }\n", + " window._bokeh_on_load = on_load\n", + "\n", + " function on_error(e) {\n", + " const src_el = e.srcElement\n", + " console.error(\"failed to load \" + (src_el.href || src_el.src));\n", + " }\n", + "\n", + " const skip = [];\n", + " if (window.requirejs) {\n", + " window.requirejs.config({'packages': {}, 'paths': {}, 'shim': {}});\n", + " root._bokeh_is_loading = css_urls.length + 0;\n", + " } else {\n", + " root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length + Object.keys(js_exports).length;\n", + " }\n", + "\n", + " const existing_stylesheets = []\n", + " const links = document.getElementsByTagName('link')\n", + " for (let i = 0; i < links.length; i++) {\n", + " const link = links[i]\n", + " if (link.href != null) {\n", + " existing_stylesheets.push(link.href)\n", + " }\n", + " }\n", + " for (let i = 0; i < css_urls.length; i++) {\n", + " const url = css_urls[i];\n", + " const escaped = encodeURI(url)\n", + " if (existing_stylesheets.indexOf(escaped) !== -1) {\n", + " on_load()\n", + " continue;\n", + " }\n", + " const element = document.createElement(\"link\");\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.rel = \"stylesheet\";\n", + " element.type = \"text/css\";\n", + " element.href = url;\n", + " console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n", + " document.body.appendChild(element);\n", + " } var existing_scripts = []\n", + " const scripts = document.getElementsByTagName('script')\n", + " for (let i = 0; i < scripts.length; i++) {\n", + " var script = scripts[i]\n", + " if (script.src != null) {\n", + " existing_scripts.push(script.src)\n", + " }\n", + " }\n", + " for (let i = 0; i < js_urls.length; i++) {\n", + " const url = js_urls[i];\n", + " const escaped = encodeURI(url)\n", + " if (skip.indexOf(escaped) !== -1 || existing_scripts.indexOf(escaped) !== -1) {\n", + " if (!window.requirejs) {\n", + " on_load();\n", + " }\n", + " continue;\n", + " }\n", + " const element = document.createElement('script');\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.src = url;\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " document.head.appendChild(element);\n", + " }\n", + " for (let i = 0; i < js_modules.length; i++) {\n", + " const url = js_modules[i];\n", + " const escaped = encodeURI(url)\n", + " if (skip.indexOf(escaped) !== -1 || existing_scripts.indexOf(escaped) !== -1) {\n", + " if (!window.requirejs) {\n", + " on_load();\n", + " }\n", + " continue;\n", + " }\n", + " var element = document.createElement('script');\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.src = url;\n", + " element.type = \"module\";\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " document.head.appendChild(element);\n", + " }\n", + " for (const name in js_exports) {\n", + " const url = js_exports[name];\n", + " const escaped = encodeURI(url)\n", + " if (skip.indexOf(escaped) >= 0 || root[name] != null) {\n", + " if (!window.requirejs) {\n", + " on_load();\n", + " }\n", + " continue;\n", + " }\n", + " var element = document.createElement('script');\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.type = \"module\";\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " element.textContent = `\n", + " import ${name} from \"${url}\"\n", + " window.${name} = ${name}\n", + " window._bokeh_on_load()\n", + " `\n", + " document.head.appendChild(element);\n", + " }\n", + " if (!js_urls.length && !js_modules.length) {\n", + " on_load()\n", + " }\n", + " };\n", + "\n", + " function inject_raw_css(css) {\n", + " const element = document.createElement(\"style\");\n", + " element.appendChild(document.createTextNode(css));\n", + " document.body.appendChild(element);\n", + " }\n", + "\n", + " const js_urls = [\"https://cdn.holoviz.org/panel/1.5.4/dist/bundled/reactiveesm/es-module-shims@^1.10.0/dist/es-module-shims.min.js\"];\n", + " const js_modules = [];\n", + " const js_exports = {};\n", + " const css_urls = [];\n", + " const inline_js = [ function(Bokeh) {\n", + " Bokeh.set_log_level(\"info\");\n", + " },\n", + "function(Bokeh) {} // ensure no trailing comma for IE\n", + " ];\n", + "\n", + " function run_inline_js() {\n", + " if ((root.Bokeh !== undefined) || (force === true)) {\n", + " for (let i = 0; i < inline_js.length; i++) {\n", + " try {\n", + " inline_js[i].call(root, root.Bokeh);\n", + " } catch(e) {\n", + " if (!reloading) {\n", + " throw e;\n", + " }\n", + " }\n", + " }\n", + " // Cache old bokeh versions\n", + " if (Bokeh != undefined && !reloading) {\n", + " var NewBokeh = root.Bokeh;\n", + " if (Bokeh.versions === undefined) {\n", + " Bokeh.versions = new Map();\n", + " }\n", + " if (NewBokeh.version !== Bokeh.version) {\n", + " Bokeh.versions.set(NewBokeh.version, NewBokeh)\n", + " }\n", + " root.Bokeh = Bokeh;\n", + " }\n", + " } else if (Date.now() < root._bokeh_timeout) {\n", + " setTimeout(run_inline_js, 100);\n", + " } else if (!root._bokeh_failed_load) {\n", + " console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n", + " root._bokeh_failed_load = true;\n", + " }\n", + " root._bokeh_is_initializing = false\n", + " }\n", + "\n", + " function load_or_wait() {\n", + " // Implement a backoff loop that tries to ensure we do not load multiple\n", + " // versions of Bokeh and its dependencies at the same time.\n", + " // In recent versions we use the root._bokeh_is_initializing flag\n", + " // to determine whether there is an ongoing attempt to initialize\n", + " // bokeh, however for backward compatibility we also try to ensure\n", + " // that we do not start loading a newer (Panel>=1.0 and Bokeh>3) version\n", + " // before older versions are fully initialized.\n", + " if (root._bokeh_is_initializing && Date.now() > root._bokeh_timeout) {\n", + " // If the timeout and bokeh was not successfully loaded we reset\n", + " // everything and try loading again\n", + " root._bokeh_timeout = Date.now() + 5000;\n", + " root._bokeh_is_initializing = false;\n", + " root._bokeh_onload_callbacks = undefined;\n", + " root._bokeh_is_loading = 0\n", + " console.log(\"Bokeh: BokehJS was loaded multiple times but one version failed to initialize.\");\n", + " load_or_wait();\n", + " } else if (root._bokeh_is_initializing || (typeof root._bokeh_is_initializing === \"undefined\" && root._bokeh_onload_callbacks !== undefined)) {\n", + " setTimeout(load_or_wait, 100);\n", + " } else {\n", + " root._bokeh_is_initializing = true\n", + " root._bokeh_onload_callbacks = []\n", + " const bokeh_loaded = root.Bokeh != null && (root.Bokeh.version === py_version || (root.Bokeh.versions !== undefined && root.Bokeh.versions.has(py_version)));\n", + " if (!reloading && !bokeh_loaded) {\n", + " if (root.Bokeh) {\n", + " root.Bokeh = undefined;\n", + " }\n", + " console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n", + " }\n", + " load_libs(css_urls, js_urls, js_modules, js_exports, function() {\n", + " console.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n", + " run_inline_js();\n", + " });\n", + " }\n", + " }\n", + " // Give older versions of the autoload script a head-start to ensure\n", + " // they initialize before we start loading newer version.\n", + " setTimeout(load_or_wait, 100)\n", + "}(window));" + ], + "application/vnd.holoviews_load.v0+json": "(function(root) {\n function now() {\n return new Date();\n }\n\n const force = false;\n const py_version = '3.5.2'.replace('rc', '-rc.').replace('.dev', '-dev.');\n const reloading = true;\n const Bokeh = root.Bokeh;\n\n // Set a timeout for this load but only if we are not already initializing\n if (typeof (root._bokeh_timeout) === \"undefined\" || (force || !root._bokeh_is_initializing)) {\n root._bokeh_timeout = Date.now() + 5000;\n root._bokeh_failed_load = false;\n }\n\n function run_callbacks() {\n try {\n root._bokeh_onload_callbacks.forEach(function(callback) {\n if (callback != null)\n callback();\n });\n } finally {\n delete root._bokeh_onload_callbacks;\n }\n console.debug(\"Bokeh: all callbacks have finished\");\n }\n\n function load_libs(css_urls, js_urls, js_modules, js_exports, callback) {\n if (css_urls == null) css_urls = [];\n if (js_urls == null) js_urls = [];\n if (js_modules == null) js_modules = [];\n if (js_exports == null) js_exports = {};\n\n root._bokeh_onload_callbacks.push(callback);\n\n if (root._bokeh_is_loading > 0) {\n // Don't load bokeh if it is still initializing\n console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n return null;\n } else if (js_urls.length === 0 && js_modules.length === 0 && Object.keys(js_exports).length === 0) {\n // There is nothing to load\n run_callbacks();\n return null;\n }\n\n function on_load() {\n root._bokeh_is_loading--;\n if (root._bokeh_is_loading === 0) {\n console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n run_callbacks()\n }\n }\n window._bokeh_on_load = on_load\n\n function on_error(e) {\n const src_el = e.srcElement\n console.error(\"failed to load \" + (src_el.href || src_el.src));\n }\n\n const skip = [];\n if (window.requirejs) {\n window.requirejs.config({'packages': {}, 'paths': {}, 'shim': {}});\n root._bokeh_is_loading = css_urls.length + 0;\n } else {\n root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length + Object.keys(js_exports).length;\n }\n\n const existing_stylesheets = []\n const links = document.getElementsByTagName('link')\n for (let i = 0; i < links.length; i++) {\n const link = links[i]\n if (link.href != null) {\n existing_stylesheets.push(link.href)\n }\n }\n for (let i = 0; i < css_urls.length; i++) {\n const url = css_urls[i];\n const escaped = encodeURI(url)\n if (existing_stylesheets.indexOf(escaped) !== -1) {\n on_load()\n continue;\n }\n const element = document.createElement(\"link\");\n element.onload = on_load;\n element.onerror = on_error;\n element.rel = \"stylesheet\";\n element.type = \"text/css\";\n element.href = url;\n console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n document.body.appendChild(element);\n } var existing_scripts = []\n const scripts = document.getElementsByTagName('script')\n for (let i = 0; i < scripts.length; i++) {\n var script = scripts[i]\n if (script.src != null) {\n existing_scripts.push(script.src)\n }\n }\n for (let i = 0; i < js_urls.length; i++) {\n const url = js_urls[i];\n const escaped = encodeURI(url)\n if (skip.indexOf(escaped) !== -1 || existing_scripts.indexOf(escaped) !== -1) {\n if (!window.requirejs) {\n on_load();\n }\n continue;\n }\n const element = document.createElement('script');\n element.onload = on_load;\n element.onerror = on_error;\n element.async = false;\n element.src = url;\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n document.head.appendChild(element);\n }\n for (let i = 0; i < js_modules.length; i++) {\n const url = js_modules[i];\n const escaped = encodeURI(url)\n if (skip.indexOf(escaped) !== -1 || existing_scripts.indexOf(escaped) !== -1) {\n if (!window.requirejs) {\n on_load();\n }\n continue;\n }\n var element = document.createElement('script');\n element.onload = on_load;\n element.onerror = on_error;\n element.async = false;\n element.src = url;\n element.type = \"module\";\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n document.head.appendChild(element);\n }\n for (const name in js_exports) {\n const url = js_exports[name];\n const escaped = encodeURI(url)\n if (skip.indexOf(escaped) >= 0 || root[name] != null) {\n if (!window.requirejs) {\n on_load();\n }\n continue;\n }\n var element = document.createElement('script');\n element.onerror = on_error;\n element.async = false;\n element.type = \"module\";\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n element.textContent = `\n import ${name} from \"${url}\"\n window.${name} = ${name}\n window._bokeh_on_load()\n `\n document.head.appendChild(element);\n }\n if (!js_urls.length && !js_modules.length) {\n on_load()\n }\n };\n\n function inject_raw_css(css) {\n const element = document.createElement(\"style\");\n element.appendChild(document.createTextNode(css));\n document.body.appendChild(element);\n }\n\n const js_urls = [\"https://cdn.holoviz.org/panel/1.5.4/dist/bundled/reactiveesm/es-module-shims@^1.10.0/dist/es-module-shims.min.js\"];\n const js_modules = [];\n const js_exports = {};\n const css_urls = [];\n const inline_js = [ function(Bokeh) {\n Bokeh.set_log_level(\"info\");\n },\nfunction(Bokeh) {} // ensure no trailing comma for IE\n ];\n\n function run_inline_js() {\n if ((root.Bokeh !== undefined) || (force === true)) {\n for (let i = 0; i < inline_js.length; i++) {\n try {\n inline_js[i].call(root, root.Bokeh);\n } catch(e) {\n if (!reloading) {\n throw e;\n }\n }\n }\n // Cache old bokeh versions\n if (Bokeh != undefined && !reloading) {\n var NewBokeh = root.Bokeh;\n if (Bokeh.versions === undefined) {\n Bokeh.versions = new Map();\n }\n if (NewBokeh.version !== Bokeh.version) {\n Bokeh.versions.set(NewBokeh.version, NewBokeh)\n }\n root.Bokeh = Bokeh;\n }\n } else if (Date.now() < root._bokeh_timeout) {\n setTimeout(run_inline_js, 100);\n } else if (!root._bokeh_failed_load) {\n console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n root._bokeh_failed_load = true;\n }\n root._bokeh_is_initializing = false\n }\n\n function load_or_wait() {\n // Implement a backoff loop that tries to ensure we do not load multiple\n // versions of Bokeh and its dependencies at the same time.\n // In recent versions we use the root._bokeh_is_initializing flag\n // to determine whether there is an ongoing attempt to initialize\n // bokeh, however for backward compatibility we also try to ensure\n // that we do not start loading a newer (Panel>=1.0 and Bokeh>3) version\n // before older versions are fully initialized.\n if (root._bokeh_is_initializing && Date.now() > root._bokeh_timeout) {\n // If the timeout and bokeh was not successfully loaded we reset\n // everything and try loading again\n root._bokeh_timeout = Date.now() + 5000;\n root._bokeh_is_initializing = false;\n root._bokeh_onload_callbacks = undefined;\n root._bokeh_is_loading = 0\n console.log(\"Bokeh: BokehJS was loaded multiple times but one version failed to initialize.\");\n load_or_wait();\n } else if (root._bokeh_is_initializing || (typeof root._bokeh_is_initializing === \"undefined\" && root._bokeh_onload_callbacks !== undefined)) {\n setTimeout(load_or_wait, 100);\n } else {\n root._bokeh_is_initializing = true\n root._bokeh_onload_callbacks = []\n const bokeh_loaded = root.Bokeh != null && (root.Bokeh.version === py_version || (root.Bokeh.versions !== undefined && root.Bokeh.versions.has(py_version)));\n if (!reloading && !bokeh_loaded) {\n if (root.Bokeh) {\n root.Bokeh = undefined;\n }\n console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n }\n load_libs(css_urls, js_urls, js_modules, js_exports, function() {\n console.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n run_inline_js();\n });\n }\n }\n // Give older versions of the autoload script a head-start to ensure\n // they initialize before we start loading newer version.\n setTimeout(load_or_wait, 100)\n}(window));" + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/javascript": [ + "\n", + "if ((window.PyViz === undefined) || (window.PyViz instanceof HTMLElement)) {\n", + " window.PyViz = {comms: {}, comm_status:{}, kernels:{}, receivers: {}, plot_index: []}\n", + "}\n", + "\n", + "\n", + " function JupyterCommManager() {\n", + " }\n", + "\n", + " JupyterCommManager.prototype.register_target = function(plot_id, comm_id, msg_handler) {\n", + " if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n", + " var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n", + " comm_manager.register_target(comm_id, function(comm) {\n", + " comm.on_msg(msg_handler);\n", + " });\n", + " } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n", + " window.PyViz.kernels[plot_id].registerCommTarget(comm_id, function(comm) {\n", + " comm.onMsg = msg_handler;\n", + " });\n", + " } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n", + " google.colab.kernel.comms.registerTarget(comm_id, (comm) => {\n", + " var messages = comm.messages[Symbol.asyncIterator]();\n", + " function processIteratorResult(result) {\n", + " var message = result.value;\n", + " console.log(message)\n", + " var content = {data: message.data, comm_id};\n", + " var buffers = []\n", + " for (var buffer of message.buffers || []) {\n", + " buffers.push(new DataView(buffer))\n", + " }\n", + " var metadata = message.metadata || {};\n", + " var msg = {content, buffers, metadata}\n", + " msg_handler(msg);\n", + " return messages.next().then(processIteratorResult);\n", + " }\n", + " return messages.next().then(processIteratorResult);\n", + " })\n", + " }\n", + " }\n", + "\n", + " JupyterCommManager.prototype.get_client_comm = function(plot_id, comm_id, msg_handler) {\n", + " if (comm_id in window.PyViz.comms) {\n", + " return window.PyViz.comms[comm_id];\n", + " } else if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n", + " var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n", + " var comm = comm_manager.new_comm(comm_id, {}, {}, {}, comm_id);\n", + " if (msg_handler) {\n", + " comm.on_msg(msg_handler);\n", + " }\n", + " } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n", + " var comm = window.PyViz.kernels[plot_id].connectToComm(comm_id);\n", + " comm.open();\n", + " if (msg_handler) {\n", + " comm.onMsg = msg_handler;\n", + " }\n", + " } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n", + " var comm_promise = google.colab.kernel.comms.open(comm_id)\n", + " comm_promise.then((comm) => {\n", + " window.PyViz.comms[comm_id] = comm;\n", + " if (msg_handler) {\n", + " var messages = comm.messages[Symbol.asyncIterator]();\n", + " function processIteratorResult(result) {\n", + " var message = result.value;\n", + " var content = {data: message.data};\n", + " var metadata = message.metadata || {comm_id};\n", + " var msg = {content, metadata}\n", + " msg_handler(msg);\n", + " return messages.next().then(processIteratorResult);\n", + " }\n", + " return messages.next().then(processIteratorResult);\n", + " }\n", + " }) \n", + " var sendClosure = (data, metadata, buffers, disposeOnDone) => {\n", + " return comm_promise.then((comm) => {\n", + " comm.send(data, metadata, buffers, disposeOnDone);\n", + " });\n", + " };\n", + " var comm = {\n", + " send: sendClosure\n", + " };\n", + " }\n", + " window.PyViz.comms[comm_id] = comm;\n", + " return comm;\n", + " }\n", + " window.PyViz.comm_manager = new JupyterCommManager();\n", + " \n", + "\n", + "\n", + "var JS_MIME_TYPE = 'application/javascript';\n", + "var HTML_MIME_TYPE = 'text/html';\n", + "var EXEC_MIME_TYPE = 'application/vnd.holoviews_exec.v0+json';\n", + "var CLASS_NAME = 'output';\n", + "\n", + "/**\n", + " * Render data to the DOM node\n", + " */\n", + "function render(props, node) {\n", + " var div = document.createElement(\"div\");\n", + " var script = document.createElement(\"script\");\n", + " node.appendChild(div);\n", + " node.appendChild(script);\n", + "}\n", + "\n", + "/**\n", + " * Handle when a new output is added\n", + " */\n", + "function handle_add_output(event, handle) {\n", + " var output_area = handle.output_area;\n", + " var output = handle.output;\n", + " if ((output.data == undefined) || (!output.data.hasOwnProperty(EXEC_MIME_TYPE))) {\n", + " return\n", + " }\n", + " var id = output.metadata[EXEC_MIME_TYPE][\"id\"];\n", + " var toinsert = output_area.element.find(\".\" + CLASS_NAME.split(' ')[0]);\n", + " if (id !== undefined) {\n", + " var nchildren = toinsert.length;\n", + " var html_node = toinsert[nchildren-1].children[0];\n", + " html_node.innerHTML = output.data[HTML_MIME_TYPE];\n", + " var scripts = [];\n", + " var nodelist = html_node.querySelectorAll(\"script\");\n", + " for (var i in nodelist) {\n", + " if (nodelist.hasOwnProperty(i)) {\n", + " scripts.push(nodelist[i])\n", + " }\n", + " }\n", + "\n", + " scripts.forEach( function (oldScript) {\n", + " var newScript = document.createElement(\"script\");\n", + " var attrs = [];\n", + " var nodemap = oldScript.attributes;\n", + " for (var j in nodemap) {\n", + " if (nodemap.hasOwnProperty(j)) {\n", + " attrs.push(nodemap[j])\n", + " }\n", + " }\n", + " attrs.forEach(function(attr) { newScript.setAttribute(attr.name, attr.value) });\n", + " newScript.appendChild(document.createTextNode(oldScript.innerHTML));\n", + " oldScript.parentNode.replaceChild(newScript, oldScript);\n", + " });\n", + " if (JS_MIME_TYPE in output.data) {\n", + " toinsert[nchildren-1].children[1].textContent = output.data[JS_MIME_TYPE];\n", + " }\n", + " output_area._hv_plot_id = id;\n", + " if ((window.Bokeh !== undefined) && (id in Bokeh.index)) {\n", + " window.PyViz.plot_index[id] = Bokeh.index[id];\n", + " } else {\n", + " window.PyViz.plot_index[id] = null;\n", + " }\n", + " } else if (output.metadata[EXEC_MIME_TYPE][\"server_id\"] !== undefined) {\n", + " var bk_div = document.createElement(\"div\");\n", + " bk_div.innerHTML = output.data[HTML_MIME_TYPE];\n", + " var script_attrs = bk_div.children[0].attributes;\n", + " for (var i = 0; i < script_attrs.length; i++) {\n", + " toinsert[toinsert.length - 1].childNodes[1].setAttribute(script_attrs[i].name, script_attrs[i].value);\n", + " }\n", + " // store reference to server id on output_area\n", + " output_area._bokeh_server_id = output.metadata[EXEC_MIME_TYPE][\"server_id\"];\n", + " }\n", + "}\n", + "\n", + "/**\n", + " * Handle when an output is cleared or removed\n", + " */\n", + "function handle_clear_output(event, handle) {\n", + " var id = handle.cell.output_area._hv_plot_id;\n", + " var server_id = handle.cell.output_area._bokeh_server_id;\n", + " if (((id === undefined) || !(id in PyViz.plot_index)) && (server_id !== undefined)) { return; }\n", + " var comm = window.PyViz.comm_manager.get_client_comm(\"hv-extension-comm\", \"hv-extension-comm\", function () {});\n", + " if (server_id !== null) {\n", + " comm.send({event_type: 'server_delete', 'id': server_id});\n", + " return;\n", + " } else if (comm !== null) {\n", + " comm.send({event_type: 'delete', 'id': id});\n", + " }\n", + " delete PyViz.plot_index[id];\n", + " if ((window.Bokeh !== undefined) & (id in window.Bokeh.index)) {\n", + " var doc = window.Bokeh.index[id].model.document\n", + " doc.clear();\n", + " const i = window.Bokeh.documents.indexOf(doc);\n", + " if (i > -1) {\n", + " window.Bokeh.documents.splice(i, 1);\n", + " }\n", + " }\n", + "}\n", + "\n", + "/**\n", + " * Handle kernel restart event\n", + " */\n", + "function handle_kernel_cleanup(event, handle) {\n", + " delete PyViz.comms[\"hv-extension-comm\"];\n", + " window.PyViz.plot_index = {}\n", + "}\n", + "\n", + "/**\n", + " * Handle update_display_data messages\n", + " */\n", + "function handle_update_output(event, handle) {\n", + " handle_clear_output(event, {cell: {output_area: handle.output_area}})\n", + " handle_add_output(event, handle)\n", + "}\n", + "\n", + "function register_renderer(events, OutputArea) {\n", + " function append_mime(data, metadata, element) {\n", + " // create a DOM node to render to\n", + " var toinsert = this.create_output_subarea(\n", + " metadata,\n", + " CLASS_NAME,\n", + " EXEC_MIME_TYPE\n", + " );\n", + " this.keyboard_manager.register_events(toinsert);\n", + " // Render to node\n", + " var props = {data: data, metadata: metadata[EXEC_MIME_TYPE]};\n", + " render(props, toinsert[0]);\n", + " element.append(toinsert);\n", + " return toinsert\n", + " }\n", + "\n", + " events.on('output_added.OutputArea', handle_add_output);\n", + " events.on('output_updated.OutputArea', handle_update_output);\n", + " events.on('clear_output.CodeCell', handle_clear_output);\n", + " events.on('delete.Cell', handle_clear_output);\n", + " events.on('kernel_ready.Kernel', handle_kernel_cleanup);\n", + "\n", + " OutputArea.prototype.register_mime_type(EXEC_MIME_TYPE, append_mime, {\n", + " safe: true,\n", + " index: 0\n", + " });\n", + "}\n", + "\n", + "if (window.Jupyter !== undefined) {\n", + " try {\n", + " var events = require('base/js/events');\n", + " var OutputArea = require('notebook/js/outputarea').OutputArea;\n", + " if (OutputArea.prototype.mime_types().indexOf(EXEC_MIME_TYPE) == -1) {\n", + " register_renderer(events, OutputArea);\n", + " }\n", + " } catch(err) {\n", + " }\n", + "}\n" + ], + "application/vnd.holoviews_load.v0+json": "\nif ((window.PyViz === undefined) || (window.PyViz instanceof HTMLElement)) {\n window.PyViz = {comms: {}, comm_status:{}, kernels:{}, receivers: {}, plot_index: []}\n}\n\n\n function JupyterCommManager() {\n }\n\n JupyterCommManager.prototype.register_target = function(plot_id, comm_id, msg_handler) {\n if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n comm_manager.register_target(comm_id, function(comm) {\n comm.on_msg(msg_handler);\n });\n } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n window.PyViz.kernels[plot_id].registerCommTarget(comm_id, function(comm) {\n comm.onMsg = msg_handler;\n });\n } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n google.colab.kernel.comms.registerTarget(comm_id, (comm) => {\n var messages = 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function append_mime(data, metadata, element) {\n // create a DOM node to render to\n var toinsert = this.create_output_subarea(\n metadata,\n CLASS_NAME,\n EXEC_MIME_TYPE\n );\n this.keyboard_manager.register_events(toinsert);\n // Render to node\n var props = {data: data, metadata: metadata[EXEC_MIME_TYPE]};\n render(props, toinsert[0]);\n element.append(toinsert);\n return toinsert\n }\n\n events.on('output_added.OutputArea', handle_add_output);\n events.on('output_updated.OutputArea', handle_update_output);\n events.on('clear_output.CodeCell', handle_clear_output);\n events.on('delete.Cell', handle_clear_output);\n events.on('kernel_ready.Kernel', handle_kernel_cleanup);\n\n OutputArea.prototype.register_mime_type(EXEC_MIME_TYPE, append_mime, {\n safe: true,\n index: 0\n });\n}\n\nif (window.Jupyter !== undefined) {\n try {\n var events = require('base/js/events');\n var OutputArea = require('notebook/js/outputarea').OutputArea;\n if (OutputArea.prototype.mime_types().indexOf(EXEC_MIME_TYPE) == -1) {\n register_renderer(events, OutputArea);\n }\n } catch(err) {\n }\n}\n" + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/javascript": [ + "(function(root) {\n", + " function now() {\n", + " return new Date();\n", + " }\n", + "\n", + " const force = false;\n", + " const py_version = '3.5.2'.replace('rc', '-rc.').replace('.dev', '-dev.');\n", + " const reloading = true;\n", + " const Bokeh = root.Bokeh;\n", + "\n", + " // Set a timeout for this load but only if we are not already initializing\n", + " if (typeof (root._bokeh_timeout) === \"undefined\" || (force || !root._bokeh_is_initializing)) {\n", + " root._bokeh_timeout = Date.now() + 5000;\n", + " root._bokeh_failed_load = false;\n", + " }\n", + "\n", + " function run_callbacks() {\n", + " try {\n", + " root._bokeh_onload_callbacks.forEach(function(callback) {\n", + " if (callback != null)\n", + " callback();\n", + " });\n", + " } finally {\n", + " delete root._bokeh_onload_callbacks;\n", + " }\n", + " console.debug(\"Bokeh: all callbacks have finished\");\n", + " }\n", + "\n", + " function load_libs(css_urls, js_urls, js_modules, js_exports, callback) {\n", + " if (css_urls == null) css_urls = [];\n", + " if (js_urls == null) js_urls = [];\n", + " if (js_modules == null) js_modules = [];\n", + " if (js_exports == null) js_exports = {};\n", + "\n", + " root._bokeh_onload_callbacks.push(callback);\n", + "\n", + " if (root._bokeh_is_loading > 0) {\n", + " // Don't load bokeh if it is still initializing\n", + " console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n", + " return null;\n", + " } else if (js_urls.length === 0 && js_modules.length === 0 && Object.keys(js_exports).length === 0) {\n", + " // There is nothing to load\n", + " run_callbacks();\n", + " return null;\n", + " }\n", + "\n", + " function on_load() {\n", + " root._bokeh_is_loading--;\n", + " if (root._bokeh_is_loading === 0) {\n", + " console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n", + " run_callbacks()\n", + " }\n", + " }\n", + " window._bokeh_on_load = on_load\n", + "\n", + " function on_error(e) {\n", + " const src_el = e.srcElement\n", + " console.error(\"failed to load \" + (src_el.href || src_el.src));\n", + " }\n", + "\n", + " const skip = [];\n", + " if (window.requirejs) {\n", + " window.requirejs.config({'packages': {}, 'paths': {}, 'shim': {}});\n", + " root._bokeh_is_loading = css_urls.length + 0;\n", + " } else {\n", + " root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length + Object.keys(js_exports).length;\n", + " }\n", + "\n", + " const existing_stylesheets = []\n", + " const links = document.getElementsByTagName('link')\n", + " for (let i = 0; i < links.length; i++) {\n", + " const link = links[i]\n", + " if (link.href != null) {\n", + " existing_stylesheets.push(link.href)\n", + " }\n", + " }\n", + " for (let i = 0; i < css_urls.length; i++) {\n", + " const url = css_urls[i];\n", + " const escaped = encodeURI(url)\n", + " if (existing_stylesheets.indexOf(escaped) !== -1) {\n", + " on_load()\n", + " continue;\n", + " }\n", + " const element = document.createElement(\"link\");\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.rel = \"stylesheet\";\n", + " element.type = \"text/css\";\n", + " element.href = url;\n", + " console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n", + " document.body.appendChild(element);\n", + " } var existing_scripts = []\n", + " const scripts = document.getElementsByTagName('script')\n", + " for (let i = 0; i < scripts.length; i++) {\n", + " var script = scripts[i]\n", + " if (script.src != null) {\n", + " existing_scripts.push(script.src)\n", + " }\n", + " }\n", + " for (let i = 0; i < js_urls.length; i++) {\n", + " const url = js_urls[i];\n", + " const escaped = encodeURI(url)\n", + " if (skip.indexOf(escaped) !== -1 || existing_scripts.indexOf(escaped) !== -1) {\n", + " if (!window.requirejs) {\n", + " on_load();\n", + " }\n", + " continue;\n", + " }\n", + " const element = document.createElement('script');\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.src = url;\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " document.head.appendChild(element);\n", + " }\n", + " for (let i = 0; i < js_modules.length; i++) {\n", + " const url = js_modules[i];\n", + " const escaped = encodeURI(url)\n", + " if (skip.indexOf(escaped) !== -1 || existing_scripts.indexOf(escaped) !== -1) {\n", + " if (!window.requirejs) {\n", + " on_load();\n", + " }\n", + " continue;\n", + " }\n", + " var element = document.createElement('script');\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.src = url;\n", + " element.type = \"module\";\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " document.head.appendChild(element);\n", + " }\n", + " for (const name in js_exports) {\n", + " const url = js_exports[name];\n", + " const escaped = encodeURI(url)\n", + " if (skip.indexOf(escaped) >= 0 || root[name] != null) {\n", + " if (!window.requirejs) {\n", + " on_load();\n", + " }\n", + " continue;\n", + " }\n", + " var element = document.createElement('script');\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.type = \"module\";\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " element.textContent = `\n", + " import ${name} from \"${url}\"\n", + " window.${name} = ${name}\n", + " window._bokeh_on_load()\n", + " `\n", + " document.head.appendChild(element);\n", + " }\n", + " if (!js_urls.length && !js_modules.length) {\n", + " on_load()\n", + " }\n", + " };\n", + "\n", + " function inject_raw_css(css) {\n", + " const element = document.createElement(\"style\");\n", + " element.appendChild(document.createTextNode(css));\n", + " document.body.appendChild(element);\n", + " }\n", + "\n", + " const js_urls = [\"https://cdn.holoviz.org/panel/1.5.4/dist/bundled/reactiveesm/es-module-shims@^1.10.0/dist/es-module-shims.min.js\"];\n", + " const js_modules = [];\n", + " const js_exports = {};\n", + " const css_urls = [];\n", + " const inline_js = [ function(Bokeh) {\n", + " Bokeh.set_log_level(\"info\");\n", + " },\n", + "function(Bokeh) {} // ensure no trailing comma for IE\n", + " ];\n", + "\n", + " function run_inline_js() {\n", + " if ((root.Bokeh !== undefined) || (force === true)) {\n", + " for (let i = 0; i < inline_js.length; i++) {\n", + " try {\n", + " inline_js[i].call(root, root.Bokeh);\n", + " } catch(e) {\n", + " if (!reloading) {\n", + " throw e;\n", + " }\n", + " }\n", + " }\n", + " // Cache old bokeh versions\n", + " if (Bokeh != undefined && !reloading) {\n", + " var NewBokeh = root.Bokeh;\n", + " if (Bokeh.versions === undefined) {\n", + " Bokeh.versions = new Map();\n", + " }\n", + " if (NewBokeh.version !== Bokeh.version) {\n", + " Bokeh.versions.set(NewBokeh.version, NewBokeh)\n", + " }\n", + " root.Bokeh = Bokeh;\n", + " }\n", + " } else if (Date.now() < root._bokeh_timeout) {\n", + " setTimeout(run_inline_js, 100);\n", + " } else if (!root._bokeh_failed_load) {\n", + " console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n", + " root._bokeh_failed_load = true;\n", + " }\n", + " root._bokeh_is_initializing = false\n", + " }\n", + "\n", + " function load_or_wait() {\n", + " // Implement a backoff loop that tries to ensure we do not load multiple\n", + " // versions of Bokeh and its dependencies at the same time.\n", + " // In recent versions we use the root._bokeh_is_initializing flag\n", + " // to determine whether there is an ongoing attempt to initialize\n", + " // bokeh, however for backward compatibility we also try to ensure\n", + " // that we do not start loading a newer (Panel>=1.0 and Bokeh>3) version\n", + " // before older versions are fully initialized.\n", + " if (root._bokeh_is_initializing && Date.now() > root._bokeh_timeout) {\n", + " // If the timeout and bokeh was not successfully loaded we reset\n", + " // everything and try loading again\n", + " root._bokeh_timeout = Date.now() + 5000;\n", + " root._bokeh_is_initializing = false;\n", + " root._bokeh_onload_callbacks = undefined;\n", + " root._bokeh_is_loading = 0\n", + " console.log(\"Bokeh: BokehJS was loaded multiple times but one version failed to initialize.\");\n", + " load_or_wait();\n", + " } else if (root._bokeh_is_initializing || (typeof root._bokeh_is_initializing === \"undefined\" && root._bokeh_onload_callbacks !== undefined)) {\n", + " setTimeout(load_or_wait, 100);\n", + " } else {\n", + " root._bokeh_is_initializing = true\n", + " root._bokeh_onload_callbacks = []\n", + " const bokeh_loaded = root.Bokeh != null && (root.Bokeh.version === py_version || (root.Bokeh.versions !== undefined && root.Bokeh.versions.has(py_version)));\n", + " if (!reloading && !bokeh_loaded) {\n", + " if (root.Bokeh) {\n", + " root.Bokeh = undefined;\n", + " }\n", + " console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n", + " }\n", + " load_libs(css_urls, js_urls, js_modules, js_exports, function() {\n", + " console.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n", + " run_inline_js();\n", + " });\n", + " }\n", + " }\n", + " // Give older versions of the autoload script a head-start to ensure\n", + " // they initialize before we start loading newer version.\n", + " setTimeout(load_or_wait, 100)\n", + "}(window));" + ], + "application/vnd.holoviews_load.v0+json": "(function(root) {\n function now() {\n return new Date();\n }\n\n const force = false;\n const py_version = '3.5.2'.replace('rc', '-rc.').replace('.dev', '-dev.');\n const reloading = true;\n const Bokeh = root.Bokeh;\n\n // Set a timeout for this load but only if we are not already initializing\n if (typeof (root._bokeh_timeout) === \"undefined\" || (force || !root._bokeh_is_initializing)) {\n root._bokeh_timeout = Date.now() + 5000;\n root._bokeh_failed_load = false;\n }\n\n function run_callbacks() {\n try {\n root._bokeh_onload_callbacks.forEach(function(callback) {\n if (callback != null)\n callback();\n });\n } finally {\n delete root._bokeh_onload_callbacks;\n }\n console.debug(\"Bokeh: all callbacks have finished\");\n }\n\n function load_libs(css_urls, js_urls, js_modules, js_exports, callback) {\n if (css_urls == null) css_urls = [];\n if (js_urls == null) js_urls = [];\n if (js_modules == null) js_modules = [];\n if (js_exports == null) js_exports = {};\n\n root._bokeh_onload_callbacks.push(callback);\n\n if (root._bokeh_is_loading > 0) {\n // Don't load bokeh if it is still initializing\n console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n return null;\n } else if (js_urls.length === 0 && js_modules.length === 0 && Object.keys(js_exports).length === 0) {\n // There is nothing to load\n run_callbacks();\n return null;\n }\n\n function on_load() {\n root._bokeh_is_loading--;\n if (root._bokeh_is_loading === 0) {\n console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n run_callbacks()\n }\n }\n window._bokeh_on_load = on_load\n\n function on_error(e) {\n const src_el = e.srcElement\n console.error(\"failed to load \" + (src_el.href || src_el.src));\n }\n\n const skip = [];\n if (window.requirejs) {\n window.requirejs.config({'packages': {}, 'paths': {}, 'shim': {}});\n root._bokeh_is_loading = css_urls.length + 0;\n } else {\n root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length + Object.keys(js_exports).length;\n }\n\n const existing_stylesheets = []\n const links = document.getElementsByTagName('link')\n for (let i = 0; i < links.length; i++) {\n const link = links[i]\n if (link.href != null) {\n existing_stylesheets.push(link.href)\n }\n }\n for (let i = 0; i < css_urls.length; i++) {\n const url = css_urls[i];\n const escaped = encodeURI(url)\n if (existing_stylesheets.indexOf(escaped) !== -1) {\n on_load()\n continue;\n }\n const element = document.createElement(\"link\");\n element.onload = on_load;\n element.onerror = on_error;\n element.rel = \"stylesheet\";\n element.type = \"text/css\";\n element.href = url;\n console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n document.body.appendChild(element);\n } var existing_scripts = []\n const scripts = document.getElementsByTagName('script')\n for (let i = 0; i < scripts.length; i++) {\n var script = scripts[i]\n if (script.src != null) {\n existing_scripts.push(script.src)\n }\n }\n for (let i = 0; i < js_urls.length; i++) {\n const url = js_urls[i];\n const escaped = encodeURI(url)\n if (skip.indexOf(escaped) !== -1 || existing_scripts.indexOf(escaped) !== -1) {\n if (!window.requirejs) {\n on_load();\n }\n continue;\n }\n const element = document.createElement('script');\n element.onload = on_load;\n element.onerror = on_error;\n element.async = false;\n element.src = url;\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n document.head.appendChild(element);\n }\n for (let i = 0; i < js_modules.length; i++) {\n const url = js_modules[i];\n const escaped = encodeURI(url)\n if (skip.indexOf(escaped) !== -1 || existing_scripts.indexOf(escaped) !== -1) {\n if (!window.requirejs) {\n on_load();\n }\n continue;\n }\n var element = document.createElement('script');\n element.onload = on_load;\n element.onerror = on_error;\n element.async = false;\n element.src = url;\n element.type = \"module\";\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n document.head.appendChild(element);\n }\n for (const name in js_exports) {\n const url = js_exports[name];\n const escaped = encodeURI(url)\n if (skip.indexOf(escaped) >= 0 || root[name] != null) {\n if (!window.requirejs) {\n on_load();\n }\n continue;\n }\n var element = document.createElement('script');\n element.onerror = on_error;\n element.async = false;\n element.type = \"module\";\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n element.textContent = `\n import ${name} from \"${url}\"\n window.${name} = ${name}\n window._bokeh_on_load()\n `\n document.head.appendChild(element);\n }\n if (!js_urls.length && !js_modules.length) {\n on_load()\n }\n };\n\n function inject_raw_css(css) {\n const element = document.createElement(\"style\");\n element.appendChild(document.createTextNode(css));\n document.body.appendChild(element);\n }\n\n const js_urls = [\"https://cdn.holoviz.org/panel/1.5.4/dist/bundled/reactiveesm/es-module-shims@^1.10.0/dist/es-module-shims.min.js\"];\n const js_modules = [];\n const js_exports = {};\n const css_urls = [];\n const inline_js = [ function(Bokeh) {\n Bokeh.set_log_level(\"info\");\n },\nfunction(Bokeh) {} // ensure no trailing comma for IE\n ];\n\n function run_inline_js() {\n if ((root.Bokeh !== undefined) || (force === true)) {\n for (let i = 0; i < inline_js.length; i++) {\n try {\n inline_js[i].call(root, root.Bokeh);\n } catch(e) {\n if (!reloading) {\n throw e;\n }\n }\n }\n // Cache old bokeh versions\n if (Bokeh != undefined && !reloading) {\n var NewBokeh = root.Bokeh;\n if (Bokeh.versions === undefined) {\n Bokeh.versions = new Map();\n }\n if (NewBokeh.version !== Bokeh.version) {\n Bokeh.versions.set(NewBokeh.version, NewBokeh)\n }\n root.Bokeh = Bokeh;\n }\n } else if (Date.now() < root._bokeh_timeout) {\n setTimeout(run_inline_js, 100);\n } else if (!root._bokeh_failed_load) {\n console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n root._bokeh_failed_load = true;\n }\n root._bokeh_is_initializing = false\n }\n\n function load_or_wait() {\n // Implement a backoff loop that tries to ensure we do not load multiple\n // versions of Bokeh and its dependencies at the same time.\n // In recent versions we use the root._bokeh_is_initializing flag\n // to determine whether there is an ongoing attempt to initialize\n // bokeh, however for backward compatibility we also try to ensure\n // that we do not start loading a newer (Panel>=1.0 and Bokeh>3) version\n // before older versions are fully initialized.\n if (root._bokeh_is_initializing && Date.now() > root._bokeh_timeout) {\n // If the timeout and bokeh was not successfully loaded we reset\n // everything and try loading again\n root._bokeh_timeout = Date.now() + 5000;\n root._bokeh_is_initializing = false;\n root._bokeh_onload_callbacks = undefined;\n root._bokeh_is_loading = 0\n console.log(\"Bokeh: BokehJS was loaded multiple times but one version failed to initialize.\");\n load_or_wait();\n } else if (root._bokeh_is_initializing || (typeof root._bokeh_is_initializing === \"undefined\" && root._bokeh_onload_callbacks !== undefined)) {\n setTimeout(load_or_wait, 100);\n } else {\n root._bokeh_is_initializing = true\n root._bokeh_onload_callbacks = []\n const bokeh_loaded = root.Bokeh != null && (root.Bokeh.version === py_version || (root.Bokeh.versions !== undefined && root.Bokeh.versions.has(py_version)));\n if (!reloading && !bokeh_loaded) {\n if (root.Bokeh) {\n root.Bokeh = undefined;\n }\n console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n }\n load_libs(css_urls, js_urls, js_modules, js_exports, function() {\n console.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n run_inline_js();\n });\n }\n }\n // Give older versions of the autoload script a head-start to ensure\n // they initialize before we start loading newer version.\n setTimeout(load_or_wait, 100)\n}(window));" + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/javascript": [ + "\n", + "if ((window.PyViz === undefined) || (window.PyViz instanceof HTMLElement)) {\n", + " window.PyViz = {comms: {}, comm_status:{}, kernels:{}, receivers: {}, plot_index: []}\n", + "}\n", + "\n", + "\n", + " function JupyterCommManager() {\n", + " }\n", + "\n", + " JupyterCommManager.prototype.register_target = function(plot_id, comm_id, msg_handler) {\n", + " if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n", + " var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n", + " comm_manager.register_target(comm_id, function(comm) {\n", + " comm.on_msg(msg_handler);\n", + " });\n", + " } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n", + " window.PyViz.kernels[plot_id].registerCommTarget(comm_id, function(comm) {\n", + " comm.onMsg = msg_handler;\n", + " });\n", + " } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n", + " google.colab.kernel.comms.registerTarget(comm_id, (comm) => {\n", + " var messages = comm.messages[Symbol.asyncIterator]();\n", + " function processIteratorResult(result) {\n", + " var message = result.value;\n", + " console.log(message)\n", + " var content = {data: message.data, comm_id};\n", + " var buffers = []\n", + " for (var buffer of message.buffers || []) {\n", + " buffers.push(new DataView(buffer))\n", + " }\n", + " var metadata = message.metadata || {};\n", + " var msg = {content, buffers, metadata}\n", + " msg_handler(msg);\n", + " return messages.next().then(processIteratorResult);\n", + " }\n", + " return messages.next().then(processIteratorResult);\n", + " })\n", + " }\n", + " }\n", + "\n", + " JupyterCommManager.prototype.get_client_comm = function(plot_id, comm_id, msg_handler) {\n", + " if (comm_id in window.PyViz.comms) {\n", + " return window.PyViz.comms[comm_id];\n", + " } else if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n", + " var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n", + " var comm = comm_manager.new_comm(comm_id, {}, {}, {}, comm_id);\n", + " if (msg_handler) {\n", + " comm.on_msg(msg_handler);\n", + " }\n", + " } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n", + " var comm = window.PyViz.kernels[plot_id].connectToComm(comm_id);\n", + " comm.open();\n", + " if (msg_handler) {\n", + " comm.onMsg = msg_handler;\n", + " }\n", + " } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n", + " var comm_promise = google.colab.kernel.comms.open(comm_id)\n", + " comm_promise.then((comm) => {\n", + " window.PyViz.comms[comm_id] = comm;\n", + " if (msg_handler) {\n", + " var messages = comm.messages[Symbol.asyncIterator]();\n", + " function processIteratorResult(result) {\n", + " var message = result.value;\n", + " var content = {data: message.data};\n", + " var metadata = message.metadata || {comm_id};\n", + " var msg = {content, metadata}\n", + " msg_handler(msg);\n", + " return messages.next().then(processIteratorResult);\n", + " }\n", + " return messages.next().then(processIteratorResult);\n", + " }\n", + " }) \n", + " var sendClosure = (data, metadata, buffers, disposeOnDone) => {\n", + " return comm_promise.then((comm) => {\n", + " comm.send(data, metadata, buffers, disposeOnDone);\n", + " });\n", + " };\n", + " var comm = {\n", + " send: sendClosure\n", + " };\n", + " }\n", + " window.PyViz.comms[comm_id] = comm;\n", + " return comm;\n", + " }\n", + " window.PyViz.comm_manager = new JupyterCommManager();\n", + " \n", + "\n", + "\n", + "var JS_MIME_TYPE = 'application/javascript';\n", + "var HTML_MIME_TYPE = 'text/html';\n", + "var EXEC_MIME_TYPE = 'application/vnd.holoviews_exec.v0+json';\n", + "var CLASS_NAME = 'output';\n", + "\n", + "/**\n", + " * Render data to the DOM node\n", + " */\n", + "function render(props, node) {\n", + " var div = document.createElement(\"div\");\n", + " var script = document.createElement(\"script\");\n", + " node.appendChild(div);\n", + " node.appendChild(script);\n", + "}\n", + "\n", + "/**\n", + " * Handle when a new output is added\n", + " */\n", + "function handle_add_output(event, handle) {\n", + " var output_area = handle.output_area;\n", + " var output = handle.output;\n", + " if ((output.data == undefined) || (!output.data.hasOwnProperty(EXEC_MIME_TYPE))) {\n", + " return\n", + " }\n", + " var id = output.metadata[EXEC_MIME_TYPE][\"id\"];\n", + " var toinsert = output_area.element.find(\".\" + CLASS_NAME.split(' ')[0]);\n", + " if (id !== undefined) {\n", + " var nchildren = toinsert.length;\n", + " var html_node = toinsert[nchildren-1].children[0];\n", + " html_node.innerHTML = output.data[HTML_MIME_TYPE];\n", + " var scripts = [];\n", + " var nodelist = html_node.querySelectorAll(\"script\");\n", + " for (var i in nodelist) {\n", + " if (nodelist.hasOwnProperty(i)) {\n", + " scripts.push(nodelist[i])\n", + " }\n", + " }\n", + "\n", + " scripts.forEach( function (oldScript) {\n", + " var newScript = document.createElement(\"script\");\n", + " var attrs = [];\n", + " var nodemap = oldScript.attributes;\n", + " for (var j in nodemap) {\n", + " if (nodemap.hasOwnProperty(j)) {\n", + " attrs.push(nodemap[j])\n", + " }\n", + " }\n", + " attrs.forEach(function(attr) { newScript.setAttribute(attr.name, attr.value) });\n", + " newScript.appendChild(document.createTextNode(oldScript.innerHTML));\n", + " oldScript.parentNode.replaceChild(newScript, oldScript);\n", + " });\n", + " if (JS_MIME_TYPE in output.data) {\n", + " toinsert[nchildren-1].children[1].textContent = output.data[JS_MIME_TYPE];\n", + " }\n", + " output_area._hv_plot_id = id;\n", + " if ((window.Bokeh !== undefined) && (id in Bokeh.index)) {\n", + " window.PyViz.plot_index[id] = Bokeh.index[id];\n", + " } else {\n", + " window.PyViz.plot_index[id] = null;\n", + " }\n", + " } else if (output.metadata[EXEC_MIME_TYPE][\"server_id\"] !== undefined) {\n", + " var bk_div = document.createElement(\"div\");\n", + " bk_div.innerHTML = output.data[HTML_MIME_TYPE];\n", + " var script_attrs = bk_div.children[0].attributes;\n", + " for (var i = 0; i < script_attrs.length; i++) {\n", + " toinsert[toinsert.length - 1].childNodes[1].setAttribute(script_attrs[i].name, script_attrs[i].value);\n", + " }\n", + " // store reference to server id on output_area\n", + " output_area._bokeh_server_id = output.metadata[EXEC_MIME_TYPE][\"server_id\"];\n", + " }\n", + "}\n", + "\n", + "/**\n", + " * Handle when an output is cleared or removed\n", + " */\n", + "function handle_clear_output(event, handle) {\n", + " var id = handle.cell.output_area._hv_plot_id;\n", + " var server_id = handle.cell.output_area._bokeh_server_id;\n", + " if (((id === undefined) || !(id in PyViz.plot_index)) && (server_id !== undefined)) { return; }\n", + " var comm = 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handle) {\n", + " handle_clear_output(event, {cell: {output_area: handle.output_area}})\n", + " handle_add_output(event, handle)\n", + "}\n", + "\n", + "function register_renderer(events, OutputArea) {\n", + " function append_mime(data, metadata, element) {\n", + " // create a DOM node to render to\n", + " var toinsert = this.create_output_subarea(\n", + " metadata,\n", + " CLASS_NAME,\n", + " EXEC_MIME_TYPE\n", + " );\n", + " this.keyboard_manager.register_events(toinsert);\n", + " // Render to node\n", + " var props = {data: data, metadata: metadata[EXEC_MIME_TYPE]};\n", + " render(props, toinsert[0]);\n", + " element.append(toinsert);\n", + " return toinsert\n", + " }\n", + "\n", + " events.on('output_added.OutputArea', handle_add_output);\n", + " events.on('output_updated.OutputArea', handle_update_output);\n", + " events.on('clear_output.CodeCell', handle_clear_output);\n", + " events.on('delete.Cell', handle_clear_output);\n", + " events.on('kernel_ready.Kernel', 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events.on('output_updated.OutputArea', handle_update_output);\n events.on('clear_output.CodeCell', handle_clear_output);\n events.on('delete.Cell', handle_clear_output);\n events.on('kernel_ready.Kernel', handle_kernel_cleanup);\n\n OutputArea.prototype.register_mime_type(EXEC_MIME_TYPE, append_mime, {\n safe: true,\n index: 0\n });\n}\n\nif (window.Jupyter !== undefined) {\n try {\n var events = require('base/js/events');\n var OutputArea = require('notebook/js/outputarea').OutputArea;\n if (OutputArea.prototype.mime_types().indexOf(EXEC_MIME_TYPE) == -1) {\n register_renderer(events, OutputArea);\n }\n } catch(err) {\n }\n}\n" + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "CPU times: user 13.2 s, sys: 3.27 s, total: 16.5 s\n", + "Wall time: 10.4 s\n" + ] + } + ], + "source": [ + "%%time\n", + "%matplotlib inline\n", + "\n", + "import importlib\n", + "import new_import \n", + "\n", + "importlib.reload(new_import)\n", + "\n", + "\n", + "from new_import import *" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "2298b035-c320-4c52-a2e4-6d8084f66b92", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Starting new cluster.\n", + "CPU times: user 706 ms, sys: 38 ms, total: 744 ms\n", + "Wall time: 2min 56s\n" + ] + }, + { + "data": { + "text/html": [ + "
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Connection method: Cluster objectCluster type: dask_gateway.GatewayCluster
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Dataset size: 22.91 GB

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<xarray.Dataset> Size: 25GB\n",
+       "Dimensions:      (time: 35, y: 8874, x: 9902)\n",
+       "Coordinates:\n",
+       "  * time         (time) datetime64[ns] 280B 2022-09-06T22:46:14.500000 ... 20...\n",
+       "  * y            (y) float64 71kB 1.106e+06 1.106e+06 ... 1.017e+06 1.017e+06\n",
+       "  * x            (x) float64 79kB 5.548e+05 5.548e+05 ... 6.538e+05 6.538e+05\n",
+       "    spatial_ref  int32 4B 32648\n",
+       "Data variables:\n",
+       "    vv           (time, y, x) float32 12GB dask.array<chunksize=(1, 2048, 2048), meta=np.ndarray>\n",
+       "    vh           (time, y, x) float32 12GB dask.array<chunksize=(1, 2048, 2048), meta=np.ndarray>\n",
+       "Attributes:\n",
+       "    crs:           EPSG:32648\n",
+       "    grid_mapping:  spatial_ref
" + ], + "text/plain": [ + " Size: 25GB\n", + "Dimensions: (time: 35, y: 8874, x: 9902)\n", + "Coordinates:\n", + " * time (time) datetime64[ns] 280B 2022-09-06T22:46:14.500000 ... 20...\n", + " * y (y) float64 71kB 1.106e+06 1.106e+06 ... 1.017e+06 1.017e+06\n", + " * x (x) float64 79kB 5.548e+05 5.548e+05 ... 6.538e+05 6.538e+05\n", + " spatial_ref int32 4B 32648\n", + "Data variables:\n", + " vv (time, y, x) float32 12GB dask.array\n", + " vh (time, y, x) float32 12GB dask.array\n", + "Attributes:\n", + " crs: EPSG:32648\n", + " grid_mapping: spatial_ref" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# tải dữ liệu vh vv từ vệ tinh sentinel-1\n", + "dsvh, dsvv = load_data_sen1(dc, date_range, coordinates)" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "c4d11ba1-b40a-4969-b911-e70914629dc9", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/env/lib/python3.12/site-packages/xarray/groupers.py:487: FutureWarning: 'M' is deprecated and will be removed in a future version, please use 'ME' instead.\n", + " self.index_grouper = pd.Grouper(\n" + ] + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "4297d70c6919430cb953372fa3955139", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "VBox()" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "2025-01-01 14:17:23,166 - tornado.application - ERROR - Exception in callback functools.partial(>, exception=OSError('Timed out trying to connect to gateway://traefik-dask-gateway.easihub:80/easihub.8f4044c87f8b4423883c64edb421d283 after 30 s')>)\n", + "Traceback (most recent call last):\n", + " File \"/env/lib/python3.12/site-packages/distributed/utils.py\", line 1952, in wait_for\n", + " return await fut\n", + " ^^^^^^^^^\n", + " File \"/env/lib/python3.12/site-packages/dask_gateway/comm.py\", line 48, in connect\n", + " stream = await plain_stream.start_tls(\n", + " ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n", + "asyncio.exceptions.CancelledError\n", + "\n", + "The above exception was the direct cause of the following exception:\n", + "\n", + "Traceback (most recent call last):\n", + " File \"/env/lib/python3.12/site-packages/distributed/comm/core.py\", line 342, in connect\n", + " comm = await wait_for(\n", + " ^^^^^^^^^^^^^^^\n", + " File \"/env/lib/python3.12/site-packages/distributed/utils.py\", line 1951, in wait_for\n", + " async with asyncio.timeout(timeout):\n", + " ^^^^^^^^^^^^^^^^^^^^^^^^\n", + " File \"/opt/uv/python-installs/cpython-3.12.7-linux-x86_64-gnu/lib/python3.12/asyncio/timeouts.py\", line 115, in __aexit__\n", + " raise TimeoutError from exc_val\n", + "TimeoutError\n", + "\n", + "The above exception was the direct cause of the following exception:\n", + "\n", + "Traceback (most recent call last):\n", + " File \"/env/lib/python3.12/site-packages/tornado/ioloop.py\", line 750, in _run_callback\n", + " ret = callback()\n", + " ^^^^^^^^^^\n", + " File \"/env/lib/python3.12/site-packages/tornado/ioloop.py\", line 774, in _discard_future_result\n", + " future.result()\n", + " File \"/env/lib/python3.12/site-packages/distributed/diagnostics/progressbar.py\", line 306, in listen\n", + " self.comm = await connect(\n", + " ^^^^^^^^^^^^^^\n", + " File \"/env/lib/python3.12/site-packages/distributed/comm/core.py\", line 368, in connect\n", + " raise OSError(\n", + "OSError: Timed out trying to connect to gateway://traefik-dask-gateway.easihub:80/easihub.8f4044c87f8b4423883c64edb421d283 after 30 s\n" + ] + } + ], + "source": [ + "average_vh = calculate_max(dsvh, time_pattern='1M')\n", + "progress(average_vh)" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "3849455c-e4ea-4c83-9693-990a8edce2e8", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/env/lib/python3.12/site-packages/xarray/groupers.py:487: FutureWarning: 'M' is deprecated and will be removed in a future version, please use 'ME' instead.\n", + " self.index_grouper = pd.Grouper(\n" + ] + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "773a4f4deaea4dff857249a0c2d9be51", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "VBox()" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "2025-01-01 14:17:23,169 - tornado.application - ERROR - Exception in callback functools.partial(>, exception=OSError('Timed out trying to connect to gateway://traefik-dask-gateway.easihub:80/easihub.8f4044c87f8b4423883c64edb421d283 after 30 s')>)\n", + "Traceback (most recent call last):\n", + " File \"/env/lib/python3.12/site-packages/distributed/utils.py\", line 1952, in wait_for\n", + " return await fut\n", + " ^^^^^^^^^\n", + " File \"/env/lib/python3.12/site-packages/dask_gateway/comm.py\", line 48, in connect\n", + " stream = await plain_stream.start_tls(\n", + " ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n", + "asyncio.exceptions.CancelledError\n", + "\n", + "The above exception was the direct cause of the following exception:\n", + "\n", + "Traceback (most recent call last):\n", + " File \"/env/lib/python3.12/site-packages/distributed/comm/core.py\", line 342, in connect\n", + " comm = await wait_for(\n", + " ^^^^^^^^^^^^^^^\n", + " File \"/env/lib/python3.12/site-packages/distributed/utils.py\", line 1951, in wait_for\n", + " async with asyncio.timeout(timeout):\n", + " ^^^^^^^^^^^^^^^^^^^^^^^^\n", + " File \"/opt/uv/python-installs/cpython-3.12.7-linux-x86_64-gnu/lib/python3.12/asyncio/timeouts.py\", line 115, in __aexit__\n", + " raise TimeoutError from exc_val\n", + "TimeoutError\n", + "\n", + "The above exception was the direct cause of the following exception:\n", + "\n", + "Traceback (most recent call last):\n", + " File \"/env/lib/python3.12/site-packages/tornado/ioloop.py\", line 750, in _run_callback\n", + " ret = callback()\n", + " ^^^^^^^^^^\n", + " File \"/env/lib/python3.12/site-packages/tornado/ioloop.py\", line 774, in _discard_future_result\n", + " future.result()\n", + " File \"/env/lib/python3.12/site-packages/distributed/diagnostics/progressbar.py\", line 306, in listen\n", + " self.comm = await connect(\n", + " ^^^^^^^^^^^^^^\n", + " File \"/env/lib/python3.12/site-packages/distributed/comm/core.py\", line 368, in connect\n", + " raise OSError(\n", + "OSError: Timed out trying to connect to gateway://traefik-dask-gateway.easihub:80/easihub.8f4044c87f8b4423883c64edb421d283 after 30 s\n" + ] + } + ], + "source": [ + "average_vv = calculate_max(dsvv, time_pattern='1M')\n", + "progress(average_vv)" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "b6a66c55-ae30-4af9-9b8d-8d4f2152cf93", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "CPU times: user 8.91 s, sys: 8.19 s, total: 17.1 s\n", + "Wall time: 4min 22s\n" + ] + }, + { + "data": { + "text/html": [ + "
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Dataset size: 120.05 GB

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<xarray.Dataset> Size: 129GB\n",
+       "Dimensions:      (time: 163, y: 8874, x: 9902)\n",
+       "Coordinates:\n",
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+       "    nir          (time, y, x) float32 57GB dask.array<chunksize=(1, 2048, 2048), meta=np.ndarray>\n",
+       "    scl          (time, y, x) uint8 14GB dask.array<chunksize=(1, 2048, 2048), meta=np.ndarray>\n",
+       "Attributes:\n",
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" + ], + "text/plain": [ + " Size: 129GB\n", + "Dimensions: (time: 163, y: 8874, x: 9902)\n", + "Coordinates:\n", + " * time (time) datetime64[ns] 1kB 2022-09-02T03:35:23.960000 ... 202...\n", + " * y (y) float64 71kB 1.106e+06 1.106e+06 ... 1.017e+06 1.017e+06\n", + " * x (x) float64 79kB 5.548e+05 5.548e+05 ... 6.538e+05 6.538e+05\n", + " spatial_ref int32 4B 32648\n", + "Data variables:\n", + " red (time, y, x) float32 57GB dask.array\n", + " nir (time, y, x) float32 57GB dask.array\n", + " scl (time, y, x) uint8 14GB dask.array\n", + "Attributes:\n", + " crs: EPSG:32648\n", + " grid_mapping: spatial_ref" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "data_sen2 = load_data_sen2(dc, date_range, coordinates)\n", + "notebook_utils.heading(notebook_utils.xarray_object_size(data_sen2))\n", + "display(data_sen2)" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "8cb877b1-a69e-4ee8-b54c-235b5ba83084", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/plain": [ + "{'0': 'no data',\n", + " '1': 'saturated or defective',\n", + " '2': 'dark area pixels',\n", + " '3': 'cloud shadows',\n", + " '4': 'vegetation',\n", + " '5': 'bare soils',\n", + " '6': 'water',\n", + " '7': 'unclassified',\n", + " '8': 'cloud medium probability',\n", + " '9': 'cloud high probability',\n", + " '10': 'thin cirrus',\n", + " '11': 'snow or ice'}" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "CPU times: user 966 ms, sys: 20.3 ms, total: 986 ms\n", + "Wall time: 983 ms\n" + ] + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "2a412edfddcf4d779893f43904d5e20b", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "VBox()" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "2025-01-01 14:18:38,423 - tornado.application - ERROR - Exception in callback functools.partial(>, exception=OSError('Timed out trying to connect to gateway://traefik-dask-gateway.easihub:80/easihub.8f4044c87f8b4423883c64edb421d283 after 30 s')>)\n", + "Traceback (most recent call last):\n", + " File \"/env/lib/python3.12/site-packages/distributed/utils.py\", line 1952, in wait_for\n", + " return await fut\n", + " ^^^^^^^^^\n", + " File \"/env/lib/python3.12/site-packages/dask_gateway/comm.py\", line 45, in connect\n", + " plain_stream = await self.client.connect(\n", + " ^^^^^^^^^^^^^^^^^^^^^^^^^^\n", + " File \"/env/lib/python3.12/site-packages/tornado/tcpclient.py\", line 279, in connect\n", + " af, addr, stream = await connector.start(connect_timeout=timeout)\n", + " ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n", + "asyncio.exceptions.CancelledError\n", + "\n", + "The above exception was the direct cause of the following exception:\n", + "\n", + "Traceback (most recent call last):\n", + " File \"/env/lib/python3.12/site-packages/distributed/comm/core.py\", line 342, in connect\n", + " comm = await wait_for(\n", + " ^^^^^^^^^^^^^^^\n", + " File \"/env/lib/python3.12/site-packages/distributed/utils.py\", line 1951, in wait_for\n", + " async with asyncio.timeout(timeout):\n", + " ^^^^^^^^^^^^^^^^^^^^^^^^\n", + " File \"/opt/uv/python-installs/cpython-3.12.7-linux-x86_64-gnu/lib/python3.12/asyncio/timeouts.py\", line 115, in __aexit__\n", + " raise TimeoutError from exc_val\n", + "TimeoutError\n", + "\n", + "The above exception was the direct cause of the following exception:\n", + "\n", + "Traceback (most recent call last):\n", + " File \"/env/lib/python3.12/site-packages/tornado/ioloop.py\", line 750, in _run_callback\n", + " ret = callback()\n", + " ^^^^^^^^^^\n", + " File \"/env/lib/python3.12/site-packages/tornado/ioloop.py\", line 774, in _discard_future_result\n", + " future.result()\n", + " File \"/env/lib/python3.12/site-packages/distributed/diagnostics/progressbar.py\", line 306, in listen\n", + " self.comm = await connect(\n", + " ^^^^^^^^^^^^^^\n", + " File \"/env/lib/python3.12/site-packages/distributed/comm/core.py\", line 368, in connect\n", + " raise OSError(\n", + "OSError: Timed out trying to connect to gateway://traefik-dask-gateway.easihub:80/easihub.8f4044c87f8b4423883c64edb421d283 after 30 s\n" + ] + } + ], + "source": [ + "%%time\n", + "# Tiến hành loại bỏ các vị trí bị mây ảnh hưởng\n", + "result = mask_cloud(data_sen2)\n", + "progress(result)" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "325668db-040c-44d1-8cac-749f1850067d", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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<xarray.DataArray 'NDVI' (time: 163, y: 8874, x: 9902)> Size: 57GB\n",
+       "dask.array<truediv, shape=(163, 8874, 9902), dtype=float32, chunksize=(1, 2048, 2048), chunktype=numpy.ndarray>\n",
+       "Coordinates:\n",
+       "  * time         (time) datetime64[ns] 1kB 2022-09-02T03:35:23.960000 ... 202...\n",
+       "  * y            (y) float64 71kB 1.106e+06 1.106e+06 ... 1.017e+06 1.017e+06\n",
+       "  * x            (x) float64 79kB 5.548e+05 5.548e+05 ... 6.538e+05 6.538e+05\n",
+       "    spatial_ref  int32 4B 32648
" + ], + "text/plain": [ + " Size: 57GB\n", + "dask.array\n", + "Coordinates:\n", + " * time (time) datetime64[ns] 1kB 2022-09-02T03:35:23.960000 ... 202...\n", + " * y (y) float64 71kB 1.106e+06 1.106e+06 ... 1.017e+06 1.017e+06\n", + " * x (x) float64 79kB 5.548e+05 5.548e+05 ... 6.538e+05 6.538e+05\n", + " spatial_ref int32 4B 32648" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# calculate NDVI\n", + "dsNDVI = calculate_indices(result, index='NDVI', satellite_mission='s2')\n", + "ndvi = dsNDVI[\"NDVI\"]\n", + "display(ndvi)\n" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "f94969d8-d04f-4495-af63-6323d5c730ef", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/env/lib/python3.12/site-packages/xarray/groupers.py:487: FutureWarning: 'M' is deprecated and will be removed in a future version, please use 'ME' instead.\n", + " self.index_grouper = pd.Grouper(\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "CPU times: user 514 ms, sys: 844 μs, total: 515 ms\n", + "Wall time: 511 ms\n" + ] + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "02012f0b386c4940aa24b41a05c9ddce", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "VBox()" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "%%time\n", + "# calculate average NDVI\n", + "average_ndvi = calculate_max(ndvi,time_pattern=\"1M\")\n", + "progress(average_ndvi)" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "06bd6bda-aa8b-44a0-9c8a-d17ccf5b86c3", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "average_ndvi = average_ndvi.compute()" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "af4fe58b-358a-42f8-b9a4-f3547d2c230b", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 17, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.imshow(average_ndvi.isel(time=0))" + ] + }, + { + "cell_type": "markdown", + "id": "edab3c39-1d85-4ef5-831c-f64070c31355", + "metadata": {}, + "source": [ + "#####################################################################################" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "c83d666e-139c-4215-909e-32c535532b19", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "ename": "NameError", + "evalue": "name 'joblib' is not defined", + "output_type": "error", + "traceback": [ + "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[0;31mNameError\u001b[0m Traceback (most recent call last)", + "Cell \u001b[0;32mIn[1], line 1\u001b[0m\n\u001b[0;32m----> 1\u001b[0m fill_nan_model \u001b[38;5;241m=\u001b[39m \u001b[43mjoblib\u001b[49m\u001b[38;5;241m.\u001b[39mload(\u001b[38;5;124m'\u001b[39m\u001b[38;5;124moutput/regressors/max/gb_cloud.pkl\u001b[39m\u001b[38;5;124m'\u001b[39m)\n", + "\u001b[0;31mNameError\u001b[0m: name 'joblib' is not defined" + ] + } + ], + "source": [ + "fill_nan_model = joblib.load('output/regressors/max/gb_cloud.pkl')" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "044303a9-e620-46e7-953f-e7f9b3ef91c6", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "mask = ~np.isnan(average_ndvi)\n", + "data = np.stack([average_vh.values[mask], average_vv.values[mask]], axis=1)\n", + "label = average_ndvi.values[mask]" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "c38dda57-604f-4705-a282-eaec22f3ea12", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "num_samples = 300\n", + "\n", + "# Generate random indices\n", + "random_indices = np.random.choice(data.shape[0], size=num_samples, replace=False)\n", + "\n", + "# Subset the data using the random indices\n", + "x = data[random_indices]\n", + "y = label[random_indices]\n", + "\n", + "# Check the new shape\n", + "print(x.shape)\n", + "print(y.shape)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "89039d87-49cf-4cac-8020-350c516d9332", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "np.savez(\"input/saved_datasets/test_aug.npz\", data=x, label=y)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "8cdc9d56-6e4a-4da9-9280-e632a1434f12", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "preds = fill_nan_model.predict(x)\n", + "mse = mean_squared_error(y, preds)\n", + "mae = mean_absolute_error(y, preds)\n", + "r2 = r2_score(y, preds)\n", + "print(f\"MSE: {mse}\")\n", + "print(f\"MAE: {mae}\")\n", + "print(f\"R^2: {r2}\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "859e29ca-731c-4877-ace3-033f828185f7", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "markdown", + "id": "115ac772-ced4-4671-aeb3-9ee92aeef230", + "metadata": {}, + "source": [ + "#####################################################################################" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "id": "1be81b66-9ee6-4b4c-b511-3a57a541be31", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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NoXYLU2022HientrangHT_codegeometry
01.0603860.8191081162.862PomeloCLN3POINT (603860.819 1081162.862)
12.0601306.4101082782.940PomeloCLN3POINT (601306.41 1082782.94)
23.0601084.5101081351.870PomeloCLN3POINT (601084.51 1081351.87)
34.0602193.7601079205.220PomeloCLN3POINT (602193.76 1079205.22)
45.0602459.0001080946.000PomeloCLN3POINT (602459 1080946)
\n", + "
" + ], + "text/plain": [ + " No X Y LU2022 Hientrang HT_code \\\n", + "0 1.0 603860.819 1081162.862 Pomelo CLN 3 \n", + "1 2.0 601306.410 1082782.940 Pomelo CLN 3 \n", + "2 3.0 601084.510 1081351.870 Pomelo CLN 3 \n", + "3 4.0 602193.760 1079205.220 Pomelo CLN 3 \n", + "4 5.0 602459.000 1080946.000 Pomelo CLN 3 \n", + "\n", + " geometry \n", + "0 POINT (603860.819 1081162.862) \n", + "1 POINT (601306.41 1082782.94) \n", + "2 POINT (601084.51 1081351.87) \n", + "3 POINT (602193.76 1079205.22) \n", + "4 POINT (602459 1080946) " + ] + }, + "execution_count": 18, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "train_path = \"input/train_points/1130/ST_1130_points.shp\" \n", + "# train_path = \"train/updated_data/ThuanHoa_DKS_Kappa.shp\"\n", + "ground_points = load_data_geo(train_path)\n", + "ground_points.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "a24a5b13-a620-4154-bf17-6d277c8d6eb8", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/env/lib/python3.12/site-packages/sklearn/base.py:380: InconsistentVersionWarning: Trying to unpickle estimator DecisionTreeRegressor from version 1.3.2 when using version 1.6.0. This might lead to breaking code or invalid results. Use at your own risk. For more info please refer to:\n", + "https://scikit-learn.org/stable/model_persistence.html#security-maintainability-limitations\n", + " warnings.warn(\n", + "/env/lib/python3.12/site-packages/sklearn/base.py:380: InconsistentVersionWarning: Trying to unpickle estimator RandomForestRegressor from version 1.3.2 when using version 1.6.0. This might lead to breaking code or invalid results. Use at your own risk. For more info please refer to:\n", + "https://scikit-learn.org/stable/model_persistence.html#security-maintainability-limitations\n", + " warnings.warn(\n" + ] + } + ], + "source": [ + "fill_nan_model = joblib.load('output/regressors/max/rf_cloud.pkl')" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "fa9191d7-6784-4e1d-a1dd-69a9dab56228", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "\n", + "def extract_data_with_HTcode(ground_points, average_ndvi, dsvh, dsvv):\n", + " datasets = {}\n", + " for idx, point in ground_points.iterrows():\n", + " \n", + " # Ensure each HT_code has its own dictionary\n", + " if point.HT_code not in datasets:\n", + " datasets[point.HT_code] = {'ndvi': [], 'vh': [], 'vv': []}\n", + " # Get the data for this point\n", + " ndvi_data = average_ndvi.sel(x=point.geometry.x, y=point.geometry.y, method='nearest').values\n", + " vh_data = dsvh.sel(x=point.geometry.x, y=point.geometry.y, method='nearest').values\n", + " vv_data = dsvv.sel(x=point.geometry.x, y=point.geometry.y, method='nearest').values\n", + " \n", + " # Append the data to the lists for this HT_code\n", + " datasets[point.HT_code]['ndvi'].append(ndvi_data)\n", + " datasets[point.HT_code]['vh'].append(vh_data)\n", + " datasets[point.HT_code]['vv'].append(vv_data)\n", + " \n", + " return datasets" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "069c9adb-1671-4470-93b2-abda9d855be4", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "data = extract_data_with_HTcode(ground_points, average_ndvi, average_vh, average_vv)" + ] + }, + { + "cell_type": "markdown", + "id": "22cd678c-ff7e-43ab-9550-9f560c1d31bb", + "metadata": {}, + "source": [ + "*********************************************************************************************************" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "cabb6f91-ff1c-43a5-b02d-d83266e3a4c2", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "index = 0" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "0d6f0534-17c7-413a-9cdd-742c4a12b221", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "ndvi = np.concatenate(data[index]['ndvi'])\n", + "vh = np.concatenate(data[index]['vh'])\n", + "vv = np.concatenate(data[index]['vv'])\n", + "X_pred = np.stack([vh, vv], axis=1)\n", + "print(ndvi.shape, X_pred.shape)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "3d9375c0-6300-4aa5-8c8b-f36004f908eb", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "mask = ~np.isnan(ndvi)\n", + "nonan_ndvi = ndvi[mask]\n", + "nonan_ndvi.shape" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "1a191ed6-d10a-49b9-aa43-d87509a050f6", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "pred_data = X_pred[mask]\n", + "pred_data.shape" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "423a14e8-46e7-4741-bc19-4dbac6edd14d", + "metadata": {}, + "outputs": [], + "source": [ + "pred_data = pred_data[:75]\n", + "nonan_ndvi = nonan_ndvi[:75]\n", + "pred_data.shape" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "9d0a8983-01ae-42b1-95d7-918219dcbcb3", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "preds = fill_nan_model.predict(pred_data)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "6cb5be9a-9420-43ce-aa1b-6d98aef655f0", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "# print(nonan_ndvi)\n", + "# print(preds)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "02d51159-1654-4a44-9b30-1ee3f955538c", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "mae = mean_squared_error(nonan_ndvi, preds)\n", + "r2 = r2_score(preds, nonan_ndvi)\n", + "print(\"MAE: \", mae)\n", + "print(\"R^2: \", r2)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "b6402503-4e27-483d-94c5-052121e702f6", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 96, + "id": "13737f5f-4ce3-4b49-988a-f492bf269490", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "\n", + "# Create the scatter plot\n", + "plt.figure(figsize=(10, 6))\n", + "plt.scatter(nonan_ndvi, preds, color='blue', alpha=0.7, s=10)\n", + "plt.plot([nonan_ndvi.min(), nonan_ndvi.max()], \n", + " [nonan_ndvi.min(), nonan_ndvi.max()], color='red', linestyle='--', label='y = x')\n", + "\n", + "# Set equal scaling for the axes\n", + "plt.gca().set_aspect('equal', adjustable='box')\n", + "\n", + "# Automatically adjust x and y axis limits based on data, with a margin of 0.1\n", + "x_min, x_max = nonan_ndvi.min() - 0.1, nonan_ndvi.max() + 0.1\n", + "y_min, y_max = preds.min() - 0.1, preds.max() + 0.1\n", + "plt.xlim(x_min, x_max)\n", + "plt.ylim(y_min, y_max)\n", + "\n", + "# Set minor ticks for both axes at intervals of 0.1\n", + "plt.xticks([round(i, 1) for i in np.arange(x_min, x_max, 0.1)], rotation=45)\n", + "plt.yticks([round(i, 1) for i in np.arange(y_min, y_max, 0.1)])\n", + "\n", + "plt.xlabel('Actual NDVI')\n", + "plt.ylabel('Predicted NDVI')\n", + "plt.title('Comparison between Actual and Predicted NDVI')\n", + "plt.legend()\n", + "plt.grid(True, which='both', linestyle='--', linewidth=0.5)\n", + "plt.show()\n" + ] + }, + { + "cell_type": "code", + "execution_count": 95, + "id": "74318d1a-6e4d-423b-ba2c-26f6f32cfd96", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "\n", + "# Create the scatter plot\n", + "plt.figure(figsize=(10, 6))\n", + "plt.scatter(nonan_ndvi, preds, color='blue', alpha=0.7, s=15)\n", + "plt.plot([-1, 1], [-1, 1], color='red', linestyle='--', label='y = x')\n", + "\n", + "# Set equal scaling and adjust x and y axis limits from -1 to 1\n", + "plt.gca().set_aspect('equal', adjustable='box')\n", + "# plt.xlim(-1, 1) # Set x-axis limits from -1 to 1\n", + "# plt.ylim(-1, 1) # Set y-axis limits from -1 to 1\n", + "\n", + "# Add minor ticks at intervals of 0.1\n", + "plt.xticks([i * 0.1 for i in range(-10, 11)], rotation=45)\n", + "plt.yticks([i * 0.1 for i in range(-10, 11)])\n", + "\n", + "plt.xlabel('Actual NDVI')\n", + "plt.ylabel('Predicted NDVI')\n", + "plt.title('Comparison between Actual and Predicted NDVI')\n", + "plt.legend()\n", + "plt.grid(True, which='both', linestyle='--', linewidth=0.5)\n", + "plt.show()\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "3632b6f7-edd8-4a94-9f87-9484515465e1", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "685a99cc-10f9-4ca9-8423-074ed1de817c", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "978d596b-bc48-4491-8616-880f6661ea53", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "0a15077a-b1da-4037-b28b-1871d0446d85", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "f13c8c73-8c73-4561-82f4-6c0b0f7d7afc", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "abf0ec42-817b-4806-aae5-fd34b2e10727", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "import numpy as np\n", + "\n", + "# Function to filter out NaN values for each 'ndvi' array in each HT_code\n", + "def filter_non_nan_ndvi(data):\n", + " filtered_data = {}\n", + " \n", + " for ht_code, attributes in data.items():\n", + " # Initialize lists to store filtered arrays for 'ndvi', 'vh', and 'vv'\n", + " filtered_ndvi = []\n", + " filtered_vh = []\n", + " filtered_vv = []\n", + " \n", + " # Iterate through each set of ndvi, vh, vv arrays\n", + " for ndvi, vh, vv in zip(attributes['ndvi'], attributes['vh'], attributes['vv']):\n", + " # Create masks to filter out NaN values based on 'ndvi' array\n", + " non_nan_mask = ~np.isnan(ndvi)\n", + " \n", + " # Filter the arrays based on the mask\n", + " filtered_ndvi.append(ndvi[non_nan_mask])\n", + " filtered_vh.append(vh[non_nan_mask])\n", + " filtered_vv.append(vv[non_nan_mask])\n", + " \n", + " # Only add if there are non-empty filtered values\n", + " filtered_data[ht_code] = {\n", + " 'ndvi': filtered_ndvi,\n", + " 'vh': filtered_vh,\n", + " 'vv': filtered_vv\n", + " }\n", + " \n", + " return filtered_data\n", + "\n", + "# Example usage\n", + "filtered_datasets = filter_non_nan_ndvi(data)\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "e9bb9522-3aec-42b0-930a-cbc647d50d8f", + "metadata": {}, + "outputs": [], + "source": [ + "filtered_datasets" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "7b96cbbd-0b5f-4dc7-87c4-f960554409a8", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "import numpy as np\n", + "\n", + "# Set the range of indices you want to include\n", + "indices = range(0, 11) # Selects indices from 0 to 10\n", + "ht_code = 1\n", + "# Initialize empty lists to hold data for the selected range\n", + "X_list = []\n", + "y_list = []\n", + "\n", + "# Loop over the indices and collect data\n", + "for index in indices:\n", + " vh_data = filtered_datasets[ht_code]['vh'][index]\n", + " vv_data = filtered_datasets[ht_code]['vv'][index]\n", + " ndvi_data = filtered_datasets[ht_code]['ndvi'][index]\n", + " \n", + " # Stack VH and VV data for the current index\n", + " X = np.column_stack((vh_data, vv_data))\n", + " X_list.append(X)\n", + " y_list.append(ndvi_data)\n", + "\n", + "# Concatenate the lists to form the complete dataset\n", + "X_combined = np.concatenate(X_list, axis=0)\n", + "y_combined = np.concatenate(y_list, axis=0)\n", + "print(\"X shape:\", X_combined.shape)\n", + "print(\"y shape:\", y_combined.shape)\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "7508e5b2-d93c-466a-8a2b-6a01765348a2", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "preds = fill_nan_model.predict(X_combined)\n", + "mse = mean_squared_error(y_combined, preds)\n", + "mae = mean_absolute_error(y_combined, preds)\n", + "r2 = r2_score(preds, y_combined)\n", + "print(f\"MSE: {mse}\")\n", + "print(f\"MAE: {mae}\")\n", + "print(f\"R^2: {r2}\")\n", + "# print(y)\n", + "# print(preds)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "94a2344f-9a3e-41f2-980b-661d247d9719", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "import matplotlib.pyplot as plt\n", + "# Tạo biểu đồ với độ chia đồng nhất cho cả hai trục\n", + "# plt.figure(figsize=(10, 6))\n", + "plt.scatter(y_combined, preds, color='blue', alpha=0.7)\n", + "plt.plot([y_combined.min(), y_combined.max()],\n", + " [y_combined.min(), y_combined.max()], color='red', linestyle='--', label='y = x')\n", + "\n", + "# Thiết lập tỷ lệ các trục đồng nhất\n", + "plt.gca().set_aspect('equal', adjustable='box')\n", + "plt.xlim(y_combined.min() - 0.1, y_combined.max() + 0.1) # Điều chỉnh giới hạn trục x\n", + "plt.ylim(y_combined.min() - 0.1, y_combined.max() + 0.1) # Điều chỉnh giới hạn trục y\n", + "\n", + "plt.xlabel('Actual NDVI')\n", + "plt.ylabel(' predicted NDVI')\n", + "plt.title('Comparing between actual and predict NDVI')\n", + "plt.legend()\n", + "plt.grid(True)\n", + "plt.show()\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "e0a7e22b-c7bb-4b0d-b31a-f63cb2df015d", + "metadata": {}, + "outputs": [], + "source": [ + "########################################################################################################" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "d6985c3b-1687-48d4-8322-d7b7bfa9deb2", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "7a416c4f-8c97-4069-8dd6-f17bded7783b", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "76feffb6-b842-41ab-8289-561df2be66f1", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 36, + "id": "9baa110e-4fd2-4f37-afae-b786b07a8030", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "# Assuming 'data' is the output of the function\n", + "ht_code = 0 # Replace with the specific HT code you want to extract\n", + "index = 5 # Replace with the index of the point you want to access (if multiple points are available)\n", + "\n", + "# Extract the NDVI, VH, and VV values for that HT_code\n", + "ndvi_values = data[ht_code]['ndvi'][:index]\n", + "vh_values = data[ht_code]['vh'][:index]\n", + "vv_values = data[ht_code]['vv'][:index]\n", + "\n", + "# print(\"NDVI Values:\", ndvi_values)\n", + "# print(\"VH Values:\", vh_values)\n", + "# print(\"VV Values:\", vv_values)" + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "id": "109e94bf-30a8-445d-b57a-6e71bb57dfa6", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/plain": [ + "[array([ nan, nan, nan, 0.7838173 , 0.2594822 ,\n", + " nan, nan, -0.01014197, nan, nan,\n", + " nan, 0.04412892, nan, 0.41975912], dtype=float32),\n", + " array([ nan, 0.05541343, nan, nan, 0.04872111,\n", + " -0.03975514, -0.02526664, 0.06633194, -0.03085015, nan,\n", + " nan, nan, nan, 0.304978 ], dtype=float32),\n", + " array([ nan, 0.03639242, nan, -0.02970295, nan,\n", + " 0.21961932, 0.1123914 , 0.00693567, 0.02815771, nan,\n", + " nan, -0.02027068, 0.07577639, 0.14754659], dtype=float32),\n", + " array([ nan, 0.19116719, nan, 0.63182616, 0.25624552,\n", + " 0.22557077, 0.21399492, 0.2436642 , 0.12472966, nan,\n", + " nan, nan, 0.30766046, 0.17185405], dtype=float32),\n", + " array([0.03151124, nan, nan, nan, nan,\n", + " nan, 0.14684573, 0.1211228 , nan, nan,\n", + " nan, nan, 0.10493086, 0.00962011], dtype=float32)]" + ] + }, + "execution_count": 37, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "ndvi_values" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "eb83b856-4772-4bc1-91d0-08fe7e229d7f", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "input_data = np.column_stack((vh_values, vv_values))\n", + "\n", + "# Make predictions for each month\n", + "predicted_ndvi = fill_nan_model.predict(input_data)\n", + "\n", + "# Print the predictions\n", + "print(\"Predicted NDVI for each month:\", predicted_ndvi)" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "id": "3a17c632-1f57-4d09-98ab-3b444da78749", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.plot(ndvi_values, marker='o', linestyle='-', color='b', label='Actual Values')\n", + "\n", + "# Plotting the adjusted values\n", + "plt.plot(predicted_ndvi, marker='x', linestyle='--', color='r', label='Predicted Values')\n", + "\n", + "# Adding labels and title\n", + "plt.xlabel('Index')\n", + "plt.ylabel('Values')\n", + "plt.title('Comparison: Actual vs predicted Values in CLN code over 24 months')\n", + "# Adding grid\n", + "plt.grid(True)\n", + "# Adding legend to differentiate the lines\n", + "plt.legend()\n", + "# # # Adjusting the limits of the axes\n", + "# plt.xlim(0, 75) # Example: Setting x-axis limits from 0 to 12\n", + "# plt.ylim(-1, 1) # Example: Setting y-axis limits from 0 to 1\n", + "# Display the plot\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "id": "547eb119-d70f-4d60-bdd3-07f0b77ec577", + "metadata": {}, + "outputs": [], + "source": [ + "# cấu hình nhãn dữ liệu\n", + "label_mapping = {\n", + " \"Lua tom\": \"0\",\n", + " \"Lua\": \"1\",\n", + " \"CHN\": \"2\",\n", + " \"CLN\": \"3\",\n", + " \"TS\": \"4\",\n", + " \"Song\": \"5\",\n", + " \"Dat xay dung\": \"6\",\n", + " \"Rung\": \"7\"\n", + "}" + ] + }, + { + "cell_type": "code", + "execution_count": 108, + "id": "a8e8ca9f-cf1e-4c4e-a692-a5eff9dfb380", + "metadata": {}, + "outputs": [], + "source": [ + "def draw(ndvi_values, predicted_ndvi, name):\n", + " plt.plot(ndvi_values, marker='o', linestyle='-', color='b', label='Actual Values')\n", + " plt.plot(predicted_ndvi, marker='x', linestyle='--', color='r', label='Predicted Values')\n", + " # Adding labels and title\n", + " plt.xlabel('Index')\n", + " plt.ylabel('Values')\n", + " plt.title(f'Comparison: Actual vs predicted Values in {name} code over 14 months')\n", + " # Adding grid\n", + " plt.grid(True)\n", + " # Adding legend to differentiate the lines\n", + " plt.legend()\n", + " # # # Adjusting the limits of the axes\n", + " plt.xlim(0, 25) # Example: Setting x-axis limits from 0 to 12\n", + " plt.ylim(-1, 1) # Example: Setting y-axis limits from 0 to 1\n", + " # Display the plot\n", + " plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 109, + "id": "0a0d2657-ebeb-4b29-bfe2-84a5b2599087", + "metadata": {}, + "outputs": [], + "source": [ + "def show_images (ht_code, index, name):\n", + " ndvi_values = data[ht_code]['ndvi'][index]\n", + " vh_values = data[ht_code]['vh'][index]\n", + " vv_values = data[ht_code]['vv'][index]\n", + " input_data = np.column_stack((vh_values, vv_values))\n", + " predicted_ndvi = fill_nan_model.predict(input_data)\n", + " draw(ndvi_values, predicted_ndvi, name)\n", + " " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "f91bbc3c-a089-4cea-ad36-a99b4c5da22b", + "metadata": {}, + "outputs": [], + "source": [ + "for i in range(50):\n", + " show_images(1, i, 'TS')" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "5681dda8-3573-48fb-8f0c-3c69a1706bc6", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "51629670-5cd3-49d0-8b8f-5dc60c7bc0ea", + "metadata": {}, + "outputs": [], + "source": [ + "^^^^^^^^^^^^^^^^^^^^^^^^^^^NEW VERSION OF GRPAH^^^^^^^^^^^^^^^^" + ] + }, + { + "cell_type": "code", + "execution_count": 114, + "id": "885dbd0b-0595-4c98-b037-e3b2cf7f18dc", + "metadata": {}, + "outputs": [], + "source": [ + "import matplotlib.pyplot as plt\n", + "\n", + "\n", + "\n", + "def draw(ndvi_values, predicted_values, name):\n", + " for i, (ndvi, predicted) in enumerate(zip(ndvi_values, predicted_values)):\n", + " # plt.plot(ndvi, marker='o', linestyle='-', label=f'Actual Values {i+1}')\n", + " # plt.plot(predicted, marker='x', linestyle='--', label=f'Predicted Values {i+1}')\n", + " plt.plot(ndvi, marker='o', linestyle='-', color='blue', markersize=4, linewidth=0.75)\n", + " plt.plot(predicted, marker='x', linestyle='--', color='red', markersize=4, linewidth=0.75)\n", + " \n", + " # Adding labels and title\n", + " plt.xlabel('Months')\n", + " plt.ylabel('NDVI values')\n", + " plt.title(f'Comparison: Actual vs Predicted Values in {name} code over 14 months')\n", + " # Adding grid\n", + " plt.grid(True)\n", + " # Adding legend to differentiate the lines\n", + " plt.legend()\n", + " # Adjusting the limits of the axes\n", + " plt.xlim(0, max(len(arr) for arr in ndvi_values)) # Adjust x-axis limits based on the longest array\n", + " plt.ylim(-1, 1) # Example: Setting y-axis limits\n", + " # Display the plot\n", + " plt.show()\n" + ] + }, + { + "cell_type": "code", + "execution_count": 115, + "id": "981129c6-82a6-431f-b65f-60128ab1ffe8", + "metadata": {}, + "outputs": [], + "source": [ + "def show_images(ht_code, indices, name):\n", + " all_ndvi_values = []\n", + " all_predicted_ndvi_values = []\n", + "\n", + " # Iterate over the list of vh_values and vv_values\n", + " for index in range(indices):\n", + " # Extract the values for the given index range\n", + " ndvi_values = data[ht_code]['ndvi'][index]\n", + " vh_values = data[ht_code]['vh'][index]\n", + " vv_values = data[ht_code]['vv'][index]\n", + " # Combine vh and vv into input data\n", + " input_data = np.column_stack((vh_values, vv_values))\n", + " # Predict NDVI values\n", + " predicted_ndvi = fill_nan_model.predict(input_data)\n", + " # Collect the values for plotting\n", + " all_ndvi_values.append(ndvi_values)\n", + " all_predicted_ndvi_values.append(predicted_ndvi)\n", + " # Draw the plots for all the data\n", + " draw(all_ndvi_values, all_predicted_ndvi_values, name)\n" + ] + }, + { + "cell_type": "code", + "execution_count": 123, + "id": "b7c4c821-2132-4e19-8e3d-9c6204061b15", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "No artists with labels found to put in legend. Note that artists whose label start with an underscore are ignored when legend() is called with no argument.\n" + ] + }, + { + "data": { + "image/png": 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finally {\n", + " delete root._bokeh_onload_callbacks;\n", + " }\n", + " console.debug(\"Bokeh: all callbacks have finished\");\n", + " }\n", + "\n", + " function load_libs(css_urls, js_urls, js_modules, js_exports, callback) {\n", + " if (css_urls == null) css_urls = [];\n", + " if (js_urls == null) js_urls = [];\n", + " if (js_modules == null) js_modules = [];\n", + " if (js_exports == null) js_exports = {};\n", + "\n", + " root._bokeh_onload_callbacks.push(callback);\n", + "\n", + " if (root._bokeh_is_loading > 0) {\n", + " // Don't load bokeh if it is still initializing\n", + " console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n", + " return null;\n", + " } else if (js_urls.length === 0 && js_modules.length === 0 && Object.keys(js_exports).length === 0) {\n", + " // There is nothing to load\n", + " run_callbacks();\n", + " return null;\n", + " }\n", + "\n", + " function on_load() {\n", + " root._bokeh_is_loading--;\n", + " if (root._bokeh_is_loading 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element.src = url;\n element.type = \"module\";\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n document.head.appendChild(element);\n }\n for (const name in js_exports) {\n const url = js_exports[name];\n const escaped = encodeURI(url)\n if (skip.indexOf(escaped) >= 0 || root[name] != null) {\n if (!window.requirejs) {\n on_load();\n }\n continue;\n }\n var element = document.createElement('script');\n element.onerror = on_error;\n element.async = false;\n element.type = \"module\";\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n element.textContent = `\n import ${name} from \"${url}\"\n window.${name} = ${name}\n window._bokeh_on_load()\n `\n document.head.appendChild(element);\n }\n if (!js_urls.length && !js_modules.length) {\n on_load()\n }\n };\n\n function inject_raw_css(css) {\n const element = document.createElement(\"style\");\n element.appendChild(document.createTextNode(css));\n document.body.appendChild(element);\n }\n\n const js_urls = [\"https://cdn.holoviz.org/panel/1.5.4/dist/bundled/reactiveesm/es-module-shims@^1.10.0/dist/es-module-shims.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-3.5.2.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-gl-3.5.2.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-widgets-3.5.2.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-tables-3.5.2.min.js\", \"https://cdn.holoviz.org/panel/1.5.4/dist/panel.min.js\"];\n const js_modules = [];\n const js_exports = {};\n const css_urls = [];\n const inline_js = [ function(Bokeh) {\n Bokeh.set_log_level(\"info\");\n },\nfunction(Bokeh) {} // ensure no trailing comma for IE\n ];\n\n function run_inline_js() {\n if ((root.Bokeh !== undefined) || (force === true)) {\n for (let i = 0; i < inline_js.length; i++) {\n try {\n inline_js[i].call(root, root.Bokeh);\n } catch(e) {\n if (!reloading) {\n throw e;\n }\n }\n }\n // Cache old bokeh versions\n if (Bokeh != 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versions are fully initialized.\n if (root._bokeh_is_initializing && Date.now() > root._bokeh_timeout) {\n // If the timeout and bokeh was not successfully loaded we reset\n // everything and try loading again\n root._bokeh_timeout = Date.now() + 5000;\n root._bokeh_is_initializing = false;\n root._bokeh_onload_callbacks = undefined;\n root._bokeh_is_loading = 0\n console.log(\"Bokeh: BokehJS was loaded multiple times but one version failed to initialize.\");\n load_or_wait();\n } else if (root._bokeh_is_initializing || (typeof root._bokeh_is_initializing === \"undefined\" && root._bokeh_onload_callbacks !== undefined)) {\n setTimeout(load_or_wait, 100);\n } else {\n root._bokeh_is_initializing = true\n root._bokeh_onload_callbacks = []\n const bokeh_loaded = root.Bokeh != null && (root.Bokeh.version === py_version || (root.Bokeh.versions !== undefined && root.Bokeh.versions.has(py_version)));\n if (!reloading && !bokeh_loaded) {\n if (root.Bokeh) {\n root.Bokeh = undefined;\n }\n 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i++) {\n", + " const url = js_urls[i];\n", + " const escaped = encodeURI(url)\n", + " if (skip.indexOf(escaped) !== -1 || existing_scripts.indexOf(escaped) !== -1) {\n", + " if (!window.requirejs) {\n", + " on_load();\n", + " }\n", + " continue;\n", + " }\n", + " const element = document.createElement('script');\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.src = url;\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " document.head.appendChild(element);\n", + " }\n", + " for (let i = 0; i < js_modules.length; i++) {\n", + " const url = js_modules[i];\n", + " const escaped = encodeURI(url)\n", + " if (skip.indexOf(escaped) !== -1 || existing_scripts.indexOf(escaped) !== -1) {\n", + " if (!window.requirejs) {\n", + " on_load();\n", + " }\n", + " continue;\n", + " }\n", + " var element = document.createElement('script');\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.src = url;\n", + " element.type = \"module\";\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " document.head.appendChild(element);\n", + " }\n", + " for (const name in js_exports) {\n", + " const url = js_exports[name];\n", + " const escaped = encodeURI(url)\n", + " if (skip.indexOf(escaped) >= 0 || root[name] != null) {\n", + " if (!window.requirejs) {\n", + " on_load();\n", + " }\n", + " continue;\n", + " }\n", + " var element = document.createElement('script');\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.type = \"module\";\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " element.textContent = `\n", + " import ${name} from \"${url}\"\n", + " window.${name} = ${name}\n", + " window._bokeh_on_load()\n", + " `\n", + " document.head.appendChild(element);\n", + " }\n", + " if (!js_urls.length && !js_modules.length) {\n", + " on_load()\n", + " }\n", + " };\n", + "\n", + " function inject_raw_css(css) {\n", + " const element = document.createElement(\"style\");\n", + " element.appendChild(document.createTextNode(css));\n", + " document.body.appendChild(element);\n", + " }\n", + "\n", + " const js_urls = [\"https://cdn.holoviz.org/panel/1.5.4/dist/bundled/reactiveesm/es-module-shims@^1.10.0/dist/es-module-shims.min.js\"];\n", + " const js_modules = [];\n", + " const js_exports = {};\n", + " const css_urls = [];\n", + " const inline_js = [ function(Bokeh) {\n", + " Bokeh.set_log_level(\"info\");\n", + " },\n", + "function(Bokeh) {} // ensure no trailing comma for IE\n", + " ];\n", + "\n", + " function run_inline_js() {\n", + " if ((root.Bokeh !== undefined) || (force === true)) {\n", + " for (let i = 0; i < inline_js.length; i++) {\n", + " try {\n", + " inline_js[i].call(root, root.Bokeh);\n", + " } catch(e) {\n", + " if (!reloading) {\n", + " throw e;\n", + " }\n", + " }\n", + " }\n", + " // Cache old bokeh versions\n", + " if (Bokeh != undefined && !reloading) {\n", + " var NewBokeh = root.Bokeh;\n", + " if (Bokeh.versions === undefined) {\n", + " Bokeh.versions = new Map();\n", + " }\n", + " if (NewBokeh.version !== Bokeh.version) {\n", + " Bokeh.versions.set(NewBokeh.version, NewBokeh)\n", + " }\n", + " root.Bokeh = Bokeh;\n", + " }\n", + " } else if (Date.now() < root._bokeh_timeout) {\n", + " setTimeout(run_inline_js, 100);\n", + " } else if (!root._bokeh_failed_load) {\n", + " console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n", + " root._bokeh_failed_load = true;\n", + " }\n", + " root._bokeh_is_initializing = false\n", + " }\n", + "\n", + " function load_or_wait() {\n", + " // Implement a backoff loop that tries to ensure we do not load multiple\n", + " // versions of Bokeh and its dependencies at the same time.\n", + " // In recent versions we use the root._bokeh_is_initializing flag\n", + " // to determine whether there is an ongoing attempt to initialize\n", + " // bokeh, however for backward compatibility we also try to ensure\n", + " // that we do not start loading a newer (Panel>=1.0 and Bokeh>3) version\n", + " // before older versions are fully initialized.\n", + " if (root._bokeh_is_initializing && Date.now() > root._bokeh_timeout) {\n", + " // If the timeout and bokeh was not successfully loaded we reset\n", + " // everything and try loading again\n", + " root._bokeh_timeout = Date.now() + 5000;\n", + " root._bokeh_is_initializing = false;\n", + " root._bokeh_onload_callbacks = undefined;\n", + " root._bokeh_is_loading = 0\n", + " console.log(\"Bokeh: BokehJS was loaded multiple times but one version failed to initialize.\");\n", + " load_or_wait();\n", + " } else if (root._bokeh_is_initializing || (typeof root._bokeh_is_initializing === \"undefined\" && root._bokeh_onload_callbacks !== undefined)) {\n", + " setTimeout(load_or_wait, 100);\n", + " } else {\n", + " root._bokeh_is_initializing = true\n", + " root._bokeh_onload_callbacks = []\n", + " const bokeh_loaded = root.Bokeh != null && (root.Bokeh.version === py_version || (root.Bokeh.versions !== undefined && root.Bokeh.versions.has(py_version)));\n", + " if (!reloading && !bokeh_loaded) {\n", + " if (root.Bokeh) {\n", + " root.Bokeh = undefined;\n", + " }\n", + " console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n", + " }\n", + " load_libs(css_urls, js_urls, js_modules, js_exports, function() {\n", + " console.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n", + " run_inline_js();\n", + " });\n", + " }\n", + " }\n", + " // Give older versions of the autoload script a head-start to ensure\n", + " // they initialize before we start loading newer version.\n", + " setTimeout(load_or_wait, 100)\n", + "}(window));" + ], + "application/vnd.holoviews_load.v0+json": "(function(root) {\n function now() {\n return new Date();\n }\n\n const force = false;\n const py_version = '3.5.2'.replace('rc', '-rc.').replace('.dev', '-dev.');\n const reloading = true;\n const Bokeh = root.Bokeh;\n\n // Set a timeout for this load but only if we are not already initializing\n if (typeof (root._bokeh_timeout) === \"undefined\" || (force || !root._bokeh_is_initializing)) {\n root._bokeh_timeout = Date.now() + 5000;\n root._bokeh_failed_load = false;\n }\n\n function run_callbacks() {\n try {\n root._bokeh_onload_callbacks.forEach(function(callback) {\n if (callback != null)\n callback();\n });\n } finally {\n delete root._bokeh_onload_callbacks;\n }\n console.debug(\"Bokeh: all callbacks have finished\");\n }\n\n function load_libs(css_urls, js_urls, js_modules, js_exports, callback) {\n if (css_urls == null) css_urls = [];\n if (js_urls == null) js_urls = [];\n if (js_modules == null) js_modules = [];\n if (js_exports == null) js_exports = {};\n\n root._bokeh_onload_callbacks.push(callback);\n\n if (root._bokeh_is_loading > 0) {\n // Don't load bokeh if it is still initializing\n console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n return null;\n } else if (js_urls.length === 0 && js_modules.length === 0 && Object.keys(js_exports).length === 0) {\n // There is nothing to load\n run_callbacks();\n return null;\n }\n\n function on_load() {\n root._bokeh_is_loading--;\n if (root._bokeh_is_loading === 0) {\n console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n run_callbacks()\n }\n }\n window._bokeh_on_load = on_load\n\n function on_error(e) {\n const src_el = e.srcElement\n console.error(\"failed to load \" + (src_el.href || src_el.src));\n }\n\n const skip = [];\n if (window.requirejs) {\n window.requirejs.config({'packages': {}, 'paths': {}, 'shim': {}});\n root._bokeh_is_loading = css_urls.length + 0;\n } else {\n root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length + Object.keys(js_exports).length;\n }\n\n const existing_stylesheets = []\n const links = document.getElementsByTagName('link')\n for (let i = 0; i < links.length; i++) {\n const link = links[i]\n if (link.href != null) {\n existing_stylesheets.push(link.href)\n }\n }\n for (let i = 0; i < css_urls.length; i++) {\n const url = css_urls[i];\n const escaped = encodeURI(url)\n if (existing_stylesheets.indexOf(escaped) !== -1) {\n on_load()\n continue;\n }\n const element = document.createElement(\"link\");\n element.onload = on_load;\n element.onerror = on_error;\n element.rel = \"stylesheet\";\n element.type = \"text/css\";\n element.href = url;\n console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n document.body.appendChild(element);\n } var existing_scripts = []\n const scripts = document.getElementsByTagName('script')\n for (let i = 0; i < scripts.length; i++) {\n var script = scripts[i]\n if (script.src != null) {\n existing_scripts.push(script.src)\n }\n }\n for (let i = 0; i < js_urls.length; i++) {\n const url = js_urls[i];\n const escaped = encodeURI(url)\n if (skip.indexOf(escaped) !== -1 || existing_scripts.indexOf(escaped) !== -1) {\n if (!window.requirejs) {\n on_load();\n }\n continue;\n }\n const element = document.createElement('script');\n element.onload = on_load;\n element.onerror = on_error;\n element.async = false;\n element.src = url;\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n document.head.appendChild(element);\n }\n for (let i = 0; i < js_modules.length; i++) {\n const url = js_modules[i];\n const escaped = encodeURI(url)\n if (skip.indexOf(escaped) !== -1 || existing_scripts.indexOf(escaped) !== -1) {\n if (!window.requirejs) {\n on_load();\n }\n continue;\n }\n var element = document.createElement('script');\n element.onload = on_load;\n element.onerror = on_error;\n element.async = false;\n element.src = url;\n element.type = \"module\";\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n document.head.appendChild(element);\n }\n for (const name in js_exports) {\n const url = js_exports[name];\n const escaped = encodeURI(url)\n if (skip.indexOf(escaped) >= 0 || root[name] != null) {\n if (!window.requirejs) {\n on_load();\n }\n continue;\n }\n var element = document.createElement('script');\n element.onerror = on_error;\n element.async = false;\n element.type = \"module\";\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n element.textContent = `\n import ${name} from \"${url}\"\n window.${name} = ${name}\n window._bokeh_on_load()\n `\n document.head.appendChild(element);\n }\n if (!js_urls.length && !js_modules.length) {\n on_load()\n }\n };\n\n function inject_raw_css(css) {\n const element = document.createElement(\"style\");\n element.appendChild(document.createTextNode(css));\n document.body.appendChild(element);\n }\n\n const js_urls = [\"https://cdn.holoviz.org/panel/1.5.4/dist/bundled/reactiveesm/es-module-shims@^1.10.0/dist/es-module-shims.min.js\"];\n const js_modules = [];\n const js_exports = {};\n const css_urls = [];\n const inline_js = [ function(Bokeh) {\n Bokeh.set_log_level(\"info\");\n },\nfunction(Bokeh) {} // ensure no trailing comma for IE\n ];\n\n function run_inline_js() {\n if ((root.Bokeh !== undefined) || (force === true)) {\n for (let i = 0; i < inline_js.length; i++) {\n try {\n inline_js[i].call(root, root.Bokeh);\n } catch(e) {\n if (!reloading) {\n throw e;\n }\n }\n }\n // Cache old bokeh versions\n if (Bokeh != undefined && !reloading) {\n var NewBokeh = root.Bokeh;\n if (Bokeh.versions === undefined) {\n Bokeh.versions = new Map();\n }\n if (NewBokeh.version !== Bokeh.version) {\n Bokeh.versions.set(NewBokeh.version, NewBokeh)\n }\n root.Bokeh = Bokeh;\n }\n } else if (Date.now() < root._bokeh_timeout) {\n setTimeout(run_inline_js, 100);\n } else if (!root._bokeh_failed_load) {\n console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n root._bokeh_failed_load = true;\n }\n root._bokeh_is_initializing = false\n }\n\n function load_or_wait() {\n // Implement a backoff loop that tries to ensure we do not load multiple\n // versions of Bokeh and its dependencies at the same time.\n // In recent versions we use the root._bokeh_is_initializing flag\n // to determine whether there is an ongoing attempt to initialize\n // bokeh, however for backward compatibility we also try to ensure\n // that we do not start loading a newer (Panel>=1.0 and Bokeh>3) version\n // before older versions are fully initialized.\n if (root._bokeh_is_initializing && Date.now() > root._bokeh_timeout) {\n // If the timeout and bokeh was not successfully loaded we reset\n // everything and try loading again\n root._bokeh_timeout = Date.now() + 5000;\n root._bokeh_is_initializing = false;\n root._bokeh_onload_callbacks = undefined;\n root._bokeh_is_loading = 0\n console.log(\"Bokeh: BokehJS was loaded multiple times but one version failed to initialize.\");\n load_or_wait();\n } else if (root._bokeh_is_initializing || (typeof root._bokeh_is_initializing === \"undefined\" && root._bokeh_onload_callbacks !== undefined)) {\n setTimeout(load_or_wait, 100);\n } else {\n root._bokeh_is_initializing = true\n root._bokeh_onload_callbacks = []\n const bokeh_loaded = root.Bokeh != null && (root.Bokeh.version === py_version || (root.Bokeh.versions !== undefined && root.Bokeh.versions.has(py_version)));\n if (!reloading && !bokeh_loaded) {\n if (root.Bokeh) {\n root.Bokeh = undefined;\n }\n console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n }\n load_libs(css_urls, js_urls, js_modules, js_exports, function() {\n console.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n run_inline_js();\n });\n }\n }\n // Give older versions of the autoload script a head-start to ensure\n // they initialize before we start loading newer version.\n setTimeout(load_or_wait, 100)\n}(window));" + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/javascript": [ + "\n", + "if ((window.PyViz === undefined) || (window.PyViz instanceof HTMLElement)) {\n", + " window.PyViz = {comms: {}, comm_status:{}, kernels:{}, receivers: {}, plot_index: []}\n", + "}\n", + "\n", + "\n", + " function JupyterCommManager() {\n", + " }\n", + "\n", + " JupyterCommManager.prototype.register_target = function(plot_id, comm_id, msg_handler) {\n", + " if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n", + " var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n", + " comm_manager.register_target(comm_id, function(comm) {\n", + " comm.on_msg(msg_handler);\n", + " });\n", + " } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n", + " window.PyViz.kernels[plot_id].registerCommTarget(comm_id, function(comm) {\n", + " comm.onMsg = msg_handler;\n", + " });\n", + " } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n", + " google.colab.kernel.comms.registerTarget(comm_id, (comm) => {\n", + " var messages = comm.messages[Symbol.asyncIterator]();\n", + " function processIteratorResult(result) {\n", + " var message = result.value;\n", + " console.log(message)\n", + " var content = {data: message.data, comm_id};\n", + " var buffers = []\n", + " for (var buffer of message.buffers || []) {\n", + " buffers.push(new DataView(buffer))\n", + " }\n", + " var metadata = message.metadata || {};\n", + " var msg = {content, buffers, metadata}\n", + " msg_handler(msg);\n", + " return messages.next().then(processIteratorResult);\n", + " }\n", + " return messages.next().then(processIteratorResult);\n", + " })\n", + " }\n", + " }\n", + "\n", + " JupyterCommManager.prototype.get_client_comm = function(plot_id, comm_id, msg_handler) {\n", + " if (comm_id in window.PyViz.comms) {\n", + " return window.PyViz.comms[comm_id];\n", + " } else if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n", + " var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n", + " var comm = comm_manager.new_comm(comm_id, {}, {}, {}, comm_id);\n", + " if (msg_handler) {\n", + " comm.on_msg(msg_handler);\n", + " }\n", + " } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n", + " var comm = window.PyViz.kernels[plot_id].connectToComm(comm_id);\n", + " comm.open();\n", + " if (msg_handler) {\n", + " comm.onMsg = msg_handler;\n", + " }\n", + " } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n", + " var comm_promise = google.colab.kernel.comms.open(comm_id)\n", + " comm_promise.then((comm) => {\n", + " window.PyViz.comms[comm_id] = comm;\n", + " if (msg_handler) {\n", + " var messages = comm.messages[Symbol.asyncIterator]();\n", + " function processIteratorResult(result) {\n", + " var message = result.value;\n", + " var content = {data: message.data};\n", + " var metadata = message.metadata || {comm_id};\n", + " var msg = {content, metadata}\n", + " msg_handler(msg);\n", + " return messages.next().then(processIteratorResult);\n", + " }\n", + " return messages.next().then(processIteratorResult);\n", + " }\n", + " }) \n", + " var sendClosure = (data, metadata, buffers, disposeOnDone) => {\n", + " return comm_promise.then((comm) => {\n", + " comm.send(data, metadata, buffers, disposeOnDone);\n", + " });\n", + " };\n", + " var comm = {\n", + " send: sendClosure\n", + " };\n", + " }\n", + " window.PyViz.comms[comm_id] = comm;\n", + " return comm;\n", + " }\n", + " window.PyViz.comm_manager = new JupyterCommManager();\n", + " \n", + "\n", + "\n", + "var JS_MIME_TYPE = 'application/javascript';\n", + "var HTML_MIME_TYPE = 'text/html';\n", + "var EXEC_MIME_TYPE = 'application/vnd.holoviews_exec.v0+json';\n", + "var CLASS_NAME = 'output';\n", + "\n", + "/**\n", + " * Render data to the DOM node\n", + " */\n", + "function render(props, node) {\n", + " var div = document.createElement(\"div\");\n", + " var script = document.createElement(\"script\");\n", + " node.appendChild(div);\n", + " node.appendChild(script);\n", + "}\n", + "\n", + "/**\n", + " * Handle when a new output is added\n", + " */\n", + "function handle_add_output(event, handle) {\n", + " var output_area = handle.output_area;\n", + " var output = handle.output;\n", + " if ((output.data == undefined) || (!output.data.hasOwnProperty(EXEC_MIME_TYPE))) {\n", + " return\n", + " }\n", + " var id = output.metadata[EXEC_MIME_TYPE][\"id\"];\n", + " var toinsert = output_area.element.find(\".\" + CLASS_NAME.split(' ')[0]);\n", + " if (id !== undefined) {\n", + " var nchildren = toinsert.length;\n", + " var html_node = toinsert[nchildren-1].children[0];\n", + " html_node.innerHTML = output.data[HTML_MIME_TYPE];\n", + " var scripts = [];\n", + " var nodelist = html_node.querySelectorAll(\"script\");\n", + " for (var i in nodelist) {\n", + " if (nodelist.hasOwnProperty(i)) {\n", + " scripts.push(nodelist[i])\n", + " }\n", + " }\n", + "\n", + " scripts.forEach( function (oldScript) {\n", + " var newScript = document.createElement(\"script\");\n", + " var attrs = [];\n", + " var nodemap = oldScript.attributes;\n", + " for (var j in nodemap) {\n", + " if (nodemap.hasOwnProperty(j)) {\n", + " attrs.push(nodemap[j])\n", + " }\n", + " }\n", + " attrs.forEach(function(attr) { newScript.setAttribute(attr.name, attr.value) });\n", + " newScript.appendChild(document.createTextNode(oldScript.innerHTML));\n", + " oldScript.parentNode.replaceChild(newScript, oldScript);\n", + " });\n", + " if (JS_MIME_TYPE in output.data) {\n", + " toinsert[nchildren-1].children[1].textContent = output.data[JS_MIME_TYPE];\n", + " }\n", + " output_area._hv_plot_id = id;\n", + " if ((window.Bokeh !== undefined) && (id in Bokeh.index)) {\n", + " window.PyViz.plot_index[id] = Bokeh.index[id];\n", + " } else {\n", + " window.PyViz.plot_index[id] = null;\n", + " }\n", + " } else if (output.metadata[EXEC_MIME_TYPE][\"server_id\"] !== undefined) {\n", + " var bk_div = document.createElement(\"div\");\n", + " bk_div.innerHTML = output.data[HTML_MIME_TYPE];\n", + " var script_attrs = bk_div.children[0].attributes;\n", + " for (var i = 0; i < script_attrs.length; i++) {\n", + " toinsert[toinsert.length - 1].childNodes[1].setAttribute(script_attrs[i].name, script_attrs[i].value);\n", + " }\n", + " // store reference to server id on output_area\n", + " output_area._bokeh_server_id = output.metadata[EXEC_MIME_TYPE][\"server_id\"];\n", + " }\n", + "}\n", + "\n", + "/**\n", + " * Handle when an output is cleared or removed\n", + " */\n", + "function handle_clear_output(event, handle) {\n", + " var id = handle.cell.output_area._hv_plot_id;\n", + " var server_id = handle.cell.output_area._bokeh_server_id;\n", + " if (((id === undefined) || !(id in PyViz.plot_index)) && (server_id !== undefined)) { return; }\n", + " var comm = window.PyViz.comm_manager.get_client_comm(\"hv-extension-comm\", \"hv-extension-comm\", function () {});\n", + " if (server_id !== null) {\n", + " comm.send({event_type: 'server_delete', 'id': server_id});\n", + " return;\n", + " } else if (comm !== null) {\n", + " comm.send({event_type: 'delete', 'id': id});\n", + " }\n", + " delete PyViz.plot_index[id];\n", + " if ((window.Bokeh !== undefined) & (id in window.Bokeh.index)) {\n", + " var doc = window.Bokeh.index[id].model.document\n", + " doc.clear();\n", + " const i = window.Bokeh.documents.indexOf(doc);\n", + " if (i > -1) {\n", + " window.Bokeh.documents.splice(i, 1);\n", + " }\n", + " }\n", + "}\n", + "\n", + "/**\n", + " * Handle kernel restart event\n", + " */\n", + "function handle_kernel_cleanup(event, handle) {\n", + " delete PyViz.comms[\"hv-extension-comm\"];\n", + " window.PyViz.plot_index = {}\n", + "}\n", + "\n", + "/**\n", + " * Handle update_display_data messages\n", + " */\n", + "function handle_update_output(event, handle) {\n", + " handle_clear_output(event, {cell: {output_area: handle.output_area}})\n", + " handle_add_output(event, handle)\n", + "}\n", + "\n", + "function register_renderer(events, OutputArea) {\n", + " function append_mime(data, metadata, element) {\n", + " // create a DOM node to render to\n", + " var toinsert = this.create_output_subarea(\n", + " metadata,\n", + " CLASS_NAME,\n", + " EXEC_MIME_TYPE\n", + " );\n", + " this.keyboard_manager.register_events(toinsert);\n", + " // Render to node\n", + " var props = {data: data, metadata: metadata[EXEC_MIME_TYPE]};\n", + " render(props, toinsert[0]);\n", + " element.append(toinsert);\n", + " return toinsert\n", + " }\n", + "\n", + " events.on('output_added.OutputArea', handle_add_output);\n", + " events.on('output_updated.OutputArea', handle_update_output);\n", + " events.on('clear_output.CodeCell', handle_clear_output);\n", + " events.on('delete.Cell', handle_clear_output);\n", + " events.on('kernel_ready.Kernel', handle_kernel_cleanup);\n", + "\n", + " OutputArea.prototype.register_mime_type(EXEC_MIME_TYPE, append_mime, {\n", + " safe: true,\n", + " index: 0\n", + " });\n", + "}\n", + "\n", + "if (window.Jupyter !== undefined) {\n", + " try {\n", + " var events = require('base/js/events');\n", + " var OutputArea = require('notebook/js/outputarea').OutputArea;\n", + " if (OutputArea.prototype.mime_types().indexOf(EXEC_MIME_TYPE) == -1) {\n", + " register_renderer(events, OutputArea);\n", + " }\n", + " } catch(err) {\n", + " }\n", + "}\n" + ], + "application/vnd.holoviews_load.v0+json": "\nif ((window.PyViz === undefined) || (window.PyViz instanceof HTMLElement)) {\n window.PyViz = {comms: {}, comm_status:{}, kernels:{}, receivers: {}, plot_index: []}\n}\n\n\n function JupyterCommManager() {\n }\n\n JupyterCommManager.prototype.register_target = function(plot_id, comm_id, msg_handler) {\n if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n var 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events.on('output_updated.OutputArea', handle_update_output);\n events.on('clear_output.CodeCell', handle_clear_output);\n events.on('delete.Cell', handle_clear_output);\n events.on('kernel_ready.Kernel', handle_kernel_cleanup);\n\n OutputArea.prototype.register_mime_type(EXEC_MIME_TYPE, append_mime, {\n safe: true,\n index: 0\n });\n}\n\nif (window.Jupyter !== undefined) {\n try {\n var events = require('base/js/events');\n var OutputArea = require('notebook/js/outputarea').OutputArea;\n if (OutputArea.prototype.mime_types().indexOf(EXEC_MIME_TYPE) == -1) {\n register_renderer(events, OutputArea);\n }\n } catch(err) {\n }\n}\n" + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/javascript": [ + "(function(root) {\n", + " function now() {\n", + " return new Date();\n", + " }\n", + "\n", + " const force = false;\n", + " const py_version = 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(window.requirejs) {\n", + " window.requirejs.config({'packages': {}, 'paths': {}, 'shim': {}});\n", + " root._bokeh_is_loading = css_urls.length + 0;\n", + " } else {\n", + " root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length + Object.keys(js_exports).length;\n", + " }\n", + "\n", + " const existing_stylesheets = []\n", + " const links = document.getElementsByTagName('link')\n", + " for (let i = 0; i < links.length; i++) {\n", + " const link = links[i]\n", + " if (link.href != null) {\n", + " existing_stylesheets.push(link.href)\n", + " }\n", + " }\n", + " for (let i = 0; i < css_urls.length; i++) {\n", + " const url = css_urls[i];\n", + " const escaped = encodeURI(url)\n", + " if (existing_stylesheets.indexOf(escaped) !== -1) {\n", + " on_load()\n", + " continue;\n", + " }\n", + " const element = document.createElement(\"link\");\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.rel = \"stylesheet\";\n", + " element.type = \"text/css\";\n", + " element.href = url;\n", + " console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n", + " document.body.appendChild(element);\n", + " } var existing_scripts = []\n", + " const scripts = document.getElementsByTagName('script')\n", + " for (let i = 0; i < scripts.length; i++) {\n", + " var script = scripts[i]\n", + " if (script.src != null) {\n", + " existing_scripts.push(script.src)\n", + " }\n", + " }\n", + " for (let i = 0; i < js_urls.length; i++) {\n", + " const url = js_urls[i];\n", + " const escaped = encodeURI(url)\n", + " if (skip.indexOf(escaped) !== -1 || existing_scripts.indexOf(escaped) !== -1) {\n", + " if (!window.requirejs) {\n", + " on_load();\n", + " }\n", + " continue;\n", + " }\n", + " const element = document.createElement('script');\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.src = url;\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " document.head.appendChild(element);\n", + " }\n", + " for (let i = 0; i < js_modules.length; i++) {\n", + " const url = js_modules[i];\n", + " const escaped = encodeURI(url)\n", + " if (skip.indexOf(escaped) !== -1 || existing_scripts.indexOf(escaped) !== -1) {\n", + " if (!window.requirejs) {\n", + " on_load();\n", + " }\n", + " continue;\n", + " }\n", + " var element = document.createElement('script');\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.src = url;\n", + " element.type = \"module\";\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " document.head.appendChild(element);\n", + " }\n", + " for (const name in js_exports) {\n", + " const url = js_exports[name];\n", + " const escaped = encodeURI(url)\n", + " if (skip.indexOf(escaped) >= 0 || root[name] != null) {\n", + " if (!window.requirejs) {\n", + " on_load();\n", + " }\n", + " continue;\n", + " }\n", + " var element = document.createElement('script');\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.type = \"module\";\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " element.textContent = `\n", + " import ${name} from \"${url}\"\n", + " window.${name} = ${name}\n", + " window._bokeh_on_load()\n", + " `\n", + " document.head.appendChild(element);\n", + " }\n", + " if (!js_urls.length && !js_modules.length) {\n", + " on_load()\n", + " }\n", + " };\n", + "\n", + " function inject_raw_css(css) {\n", + " const element = document.createElement(\"style\");\n", + " element.appendChild(document.createTextNode(css));\n", + " document.body.appendChild(element);\n", + " }\n", + "\n", + " const js_urls = [\"https://cdn.holoviz.org/panel/1.5.4/dist/bundled/reactiveesm/es-module-shims@^1.10.0/dist/es-module-shims.min.js\"];\n", + " const js_modules = [];\n", + " const js_exports = {};\n", + " const css_urls = [];\n", + " const inline_js = [ function(Bokeh) {\n", + " Bokeh.set_log_level(\"info\");\n", + " },\n", + "function(Bokeh) {} // ensure no trailing comma for IE\n", + " ];\n", + "\n", + " function run_inline_js() {\n", + " if ((root.Bokeh !== undefined) || (force === true)) {\n", + " for (let i = 0; i < inline_js.length; i++) {\n", + " try {\n", + " inline_js[i].call(root, root.Bokeh);\n", + " } catch(e) {\n", + " if (!reloading) {\n", + " throw e;\n", + " }\n", + " }\n", + " }\n", + " // Cache old bokeh versions\n", + " if (Bokeh != undefined && !reloading) {\n", + " var NewBokeh = root.Bokeh;\n", + " if (Bokeh.versions === undefined) {\n", + " Bokeh.versions = new Map();\n", + " }\n", + " if (NewBokeh.version !== Bokeh.version) {\n", + " Bokeh.versions.set(NewBokeh.version, NewBokeh)\n", + " }\n", + " root.Bokeh = Bokeh;\n", + " }\n", + " } else if (Date.now() < root._bokeh_timeout) {\n", + " setTimeout(run_inline_js, 100);\n", + " } else if (!root._bokeh_failed_load) {\n", + " console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n", + " root._bokeh_failed_load = true;\n", + " }\n", + " root._bokeh_is_initializing = false\n", + " }\n", + "\n", + " function load_or_wait() {\n", + " // Implement a backoff loop that tries to ensure we do not load multiple\n", + " // versions of Bokeh and its dependencies at the same time.\n", + " // In recent versions we use the root._bokeh_is_initializing flag\n", + " // to determine whether there is an ongoing attempt to initialize\n", + " // bokeh, however for backward compatibility we also try to ensure\n", + " // that we do not start loading a newer (Panel>=1.0 and Bokeh>3) version\n", + " // before older versions are fully initialized.\n", + " if (root._bokeh_is_initializing && Date.now() > root._bokeh_timeout) {\n", + " // If the timeout and bokeh was not successfully loaded we reset\n", + " // everything and try loading again\n", + " root._bokeh_timeout = Date.now() + 5000;\n", + " root._bokeh_is_initializing = false;\n", + " root._bokeh_onload_callbacks = undefined;\n", + " root._bokeh_is_loading = 0\n", + " console.log(\"Bokeh: BokehJS was loaded multiple times but one version failed to initialize.\");\n", + " load_or_wait();\n", + " } else if (root._bokeh_is_initializing || (typeof root._bokeh_is_initializing === \"undefined\" && root._bokeh_onload_callbacks !== undefined)) {\n", + " setTimeout(load_or_wait, 100);\n", + " } else {\n", + " root._bokeh_is_initializing = true\n", + " root._bokeh_onload_callbacks = []\n", + " const bokeh_loaded = root.Bokeh != null && (root.Bokeh.version === py_version || (root.Bokeh.versions !== undefined && root.Bokeh.versions.has(py_version)));\n", + " if (!reloading && !bokeh_loaded) {\n", + " if (root.Bokeh) {\n", + " root.Bokeh = undefined;\n", + " }\n", + " console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n", + " }\n", + " load_libs(css_urls, js_urls, js_modules, js_exports, function() {\n", + " console.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n", + " run_inline_js();\n", + " });\n", + " }\n", + " }\n", + " // Give older versions of the autoload script a head-start to ensure\n", + " // they initialize before we start loading newer version.\n", + " setTimeout(load_or_wait, 100)\n", + "}(window));" + ], + "application/vnd.holoviews_load.v0+json": "(function(root) {\n function now() {\n return new Date();\n }\n\n const force = false;\n const py_version = '3.5.2'.replace('rc', '-rc.').replace('.dev', '-dev.');\n const reloading = true;\n const Bokeh = root.Bokeh;\n\n // Set a timeout for this load but only if we are not already initializing\n if (typeof (root._bokeh_timeout) === \"undefined\" || (force || !root._bokeh_is_initializing)) {\n root._bokeh_timeout = Date.now() + 5000;\n root._bokeh_failed_load = false;\n }\n\n function run_callbacks() {\n try {\n root._bokeh_onload_callbacks.forEach(function(callback) {\n if (callback != null)\n 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output.metadata[EXEC_MIME_TYPE][\"id\"];\n", + " var toinsert = output_area.element.find(\".\" + CLASS_NAME.split(' ')[0]);\n", + " if (id !== undefined) {\n", + " var nchildren = toinsert.length;\n", + " var html_node = toinsert[nchildren-1].children[0];\n", + " html_node.innerHTML = output.data[HTML_MIME_TYPE];\n", + " var scripts = [];\n", + " var nodelist = html_node.querySelectorAll(\"script\");\n", + " for (var i in nodelist) {\n", + " if (nodelist.hasOwnProperty(i)) {\n", + " scripts.push(nodelist[i])\n", + " }\n", + " }\n", + "\n", + " scripts.forEach( function (oldScript) {\n", + " var newScript = document.createElement(\"script\");\n", + " var attrs = [];\n", + " var nodemap = oldScript.attributes;\n", + " for (var j in nodemap) {\n", + " if (nodemap.hasOwnProperty(j)) {\n", + " attrs.push(nodemap[j])\n", + " }\n", + " }\n", + " attrs.forEach(function(attr) { newScript.setAttribute(attr.name, attr.value) });\n", + " newScript.appendChild(document.createTextNode(oldScript.innerHTML));\n", + " oldScript.parentNode.replaceChild(newScript, oldScript);\n", + " });\n", + " if (JS_MIME_TYPE in output.data) {\n", + " toinsert[nchildren-1].children[1].textContent = output.data[JS_MIME_TYPE];\n", + " }\n", + " output_area._hv_plot_id = id;\n", + " if ((window.Bokeh !== undefined) && (id in Bokeh.index)) {\n", + " window.PyViz.plot_index[id] = Bokeh.index[id];\n", + " } else {\n", + " window.PyViz.plot_index[id] = null;\n", + " }\n", + " } else if (output.metadata[EXEC_MIME_TYPE][\"server_id\"] !== undefined) {\n", + " var bk_div = document.createElement(\"div\");\n", + " bk_div.innerHTML = output.data[HTML_MIME_TYPE];\n", + " var script_attrs = bk_div.children[0].attributes;\n", + " for (var i = 0; i < script_attrs.length; i++) {\n", + " toinsert[toinsert.length - 1].childNodes[1].setAttribute(script_attrs[i].name, script_attrs[i].value);\n", + " }\n", + " // store reference to server id on output_area\n", + " output_area._bokeh_server_id = output.metadata[EXEC_MIME_TYPE][\"server_id\"];\n", + " }\n", + "}\n", + "\n", + "/**\n", + " * Handle when an output is cleared or removed\n", + " */\n", + "function handle_clear_output(event, handle) {\n", + " var id = handle.cell.output_area._hv_plot_id;\n", + " var server_id = handle.cell.output_area._bokeh_server_id;\n", + " if (((id === undefined) || !(id in PyViz.plot_index)) && (server_id !== undefined)) { return; }\n", + " var comm = window.PyViz.comm_manager.get_client_comm(\"hv-extension-comm\", \"hv-extension-comm\", function () {});\n", + " if (server_id !== null) {\n", + " comm.send({event_type: 'server_delete', 'id': server_id});\n", + " return;\n", + " } else if (comm !== null) {\n", + " comm.send({event_type: 'delete', 'id': id});\n", + " }\n", + " delete PyViz.plot_index[id];\n", + " if ((window.Bokeh !== undefined) & (id in window.Bokeh.index)) {\n", + " var doc = window.Bokeh.index[id].model.document\n", + " doc.clear();\n", + " const i = window.Bokeh.documents.indexOf(doc);\n", + " if (i > -1) {\n", + " window.Bokeh.documents.splice(i, 1);\n", + " }\n", + " }\n", + "}\n", + "\n", + "/**\n", + " * Handle kernel restart event\n", + " */\n", + "function handle_kernel_cleanup(event, handle) {\n", + " delete PyViz.comms[\"hv-extension-comm\"];\n", + " window.PyViz.plot_index = {}\n", + "}\n", + "\n", + "/**\n", + " * Handle update_display_data messages\n", + " */\n", + "function handle_update_output(event, handle) {\n", + " handle_clear_output(event, {cell: {output_area: handle.output_area}})\n", + " handle_add_output(event, handle)\n", + "}\n", + "\n", + "function register_renderer(events, OutputArea) {\n", + " function append_mime(data, metadata, element) {\n", + " // create a DOM node to render to\n", + " var toinsert = this.create_output_subarea(\n", + " metadata,\n", + " CLASS_NAME,\n", + " EXEC_MIME_TYPE\n", + " );\n", + " this.keyboard_manager.register_events(toinsert);\n", + " // Render to node\n", + " var props = {data: data, metadata: metadata[EXEC_MIME_TYPE]};\n", + " render(props, toinsert[0]);\n", + " element.append(toinsert);\n", + " return toinsert\n", + " }\n", + "\n", + " events.on('output_added.OutputArea', handle_add_output);\n", + " events.on('output_updated.OutputArea', handle_update_output);\n", + " events.on('clear_output.CodeCell', handle_clear_output);\n", + " events.on('delete.Cell', handle_clear_output);\n", + " events.on('kernel_ready.Kernel', handle_kernel_cleanup);\n", + "\n", + " OutputArea.prototype.register_mime_type(EXEC_MIME_TYPE, append_mime, {\n", + " safe: true,\n", + " index: 0\n", + " });\n", + "}\n", + "\n", + "if (window.Jupyter !== undefined) {\n", + " try {\n", + " var events = require('base/js/events');\n", + " var OutputArea = require('notebook/js/outputarea').OutputArea;\n", + " if (OutputArea.prototype.mime_types().indexOf(EXEC_MIME_TYPE) == -1) {\n", + " register_renderer(events, OutputArea);\n", + " }\n", + " } catch(err) {\n", + " }\n", + "}\n" + ], + "application/vnd.holoviews_load.v0+json": "\nif ((window.PyViz === undefined) || (window.PyViz instanceof HTMLElement)) {\n window.PyViz = {comms: {}, comm_status:{}, kernels:{}, receivers: {}, plot_index: []}\n}\n\n\n function JupyterCommManager() {\n }\n\n JupyterCommManager.prototype.register_target = function(plot_id, comm_id, msg_handler) {\n if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n comm_manager.register_target(comm_id, function(comm) {\n comm.on_msg(msg_handler);\n });\n } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n window.PyViz.kernels[plot_id].registerCommTarget(comm_id, function(comm) {\n comm.onMsg = msg_handler;\n });\n } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n google.colab.kernel.comms.registerTarget(comm_id, (comm) => {\n var messages = 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};\n var comm = {\n send: sendClosure\n };\n }\n window.PyViz.comms[comm_id] = comm;\n return comm;\n }\n window.PyViz.comm_manager = new JupyterCommManager();\n \n\n\nvar JS_MIME_TYPE = 'application/javascript';\nvar HTML_MIME_TYPE = 'text/html';\nvar EXEC_MIME_TYPE = 'application/vnd.holoviews_exec.v0+json';\nvar CLASS_NAME = 'output';\n\n/**\n * Render data to the DOM node\n */\nfunction render(props, node) {\n var div = document.createElement(\"div\");\n var script = document.createElement(\"script\");\n node.appendChild(div);\n node.appendChild(script);\n}\n\n/**\n * Handle when a new output is added\n */\nfunction handle_add_output(event, handle) {\n var output_area = handle.output_area;\n var output = handle.output;\n if ((output.data == undefined) || (!output.data.hasOwnProperty(EXEC_MIME_TYPE))) {\n return\n }\n var id = output.metadata[EXEC_MIME_TYPE][\"id\"];\n var toinsert = output_area.element.find(\".\" + CLASS_NAME.split(' ')[0]);\n if (id !== undefined) {\n var nchildren = toinsert.length;\n var html_node = toinsert[nchildren-1].children[0];\n html_node.innerHTML = output.data[HTML_MIME_TYPE];\n var scripts = [];\n var nodelist = html_node.querySelectorAll(\"script\");\n for (var i in nodelist) {\n if (nodelist.hasOwnProperty(i)) {\n scripts.push(nodelist[i])\n }\n }\n\n scripts.forEach( function (oldScript) {\n var newScript = document.createElement(\"script\");\n var attrs = [];\n var nodemap = oldScript.attributes;\n for (var j in nodemap) {\n if (nodemap.hasOwnProperty(j)) {\n attrs.push(nodemap[j])\n }\n }\n attrs.forEach(function(attr) { newScript.setAttribute(attr.name, attr.value) });\n newScript.appendChild(document.createTextNode(oldScript.innerHTML));\n oldScript.parentNode.replaceChild(newScript, oldScript);\n });\n if (JS_MIME_TYPE in output.data) {\n toinsert[nchildren-1].children[1].textContent = output.data[JS_MIME_TYPE];\n }\n output_area._hv_plot_id = id;\n if ((window.Bokeh !== undefined) && (id in Bokeh.index)) {\n window.PyViz.plot_index[id] = Bokeh.index[id];\n } else {\n window.PyViz.plot_index[id] = null;\n }\n } else if (output.metadata[EXEC_MIME_TYPE][\"server_id\"] !== undefined) {\n var bk_div = document.createElement(\"div\");\n bk_div.innerHTML = output.data[HTML_MIME_TYPE];\n var script_attrs = bk_div.children[0].attributes;\n for (var i = 0; i < script_attrs.length; i++) {\n toinsert[toinsert.length - 1].childNodes[1].setAttribute(script_attrs[i].name, script_attrs[i].value);\n }\n // store reference to server id on output_area\n output_area._bokeh_server_id = output.metadata[EXEC_MIME_TYPE][\"server_id\"];\n }\n}\n\n/**\n * Handle when an output is cleared or removed\n */\nfunction handle_clear_output(event, handle) {\n var id = handle.cell.output_area._hv_plot_id;\n var server_id = handle.cell.output_area._bokeh_server_id;\n if (((id === undefined) || !(id in PyViz.plot_index)) && (server_id !== undefined)) { return; }\n var comm = window.PyViz.comm_manager.get_client_comm(\"hv-extension-comm\", \"hv-extension-comm\", function () {});\n if (server_id !== null) {\n comm.send({event_type: 'server_delete', 'id': server_id});\n return;\n } else if (comm !== null) {\n comm.send({event_type: 'delete', 'id': id});\n }\n delete PyViz.plot_index[id];\n if ((window.Bokeh !== undefined) & (id in window.Bokeh.index)) {\n var doc = window.Bokeh.index[id].model.document\n doc.clear();\n const i = window.Bokeh.documents.indexOf(doc);\n if (i > -1) {\n window.Bokeh.documents.splice(i, 1);\n }\n }\n}\n\n/**\n * Handle kernel restart event\n */\nfunction handle_kernel_cleanup(event, handle) {\n delete PyViz.comms[\"hv-extension-comm\"];\n window.PyViz.plot_index = {}\n}\n\n/**\n * Handle update_display_data messages\n */\nfunction handle_update_output(event, handle) {\n handle_clear_output(event, {cell: {output_area: handle.output_area}})\n handle_add_output(event, handle)\n}\n\nfunction register_renderer(events, OutputArea) {\n function append_mime(data, metadata, element) {\n // create a DOM node to render to\n var toinsert = this.create_output_subarea(\n metadata,\n CLASS_NAME,\n EXEC_MIME_TYPE\n );\n this.keyboard_manager.register_events(toinsert);\n // Render to node\n var props = {data: data, metadata: metadata[EXEC_MIME_TYPE]};\n render(props, toinsert[0]);\n element.append(toinsert);\n return toinsert\n }\n\n events.on('output_added.OutputArea', handle_add_output);\n events.on('output_updated.OutputArea', handle_update_output);\n events.on('clear_output.CodeCell', handle_clear_output);\n events.on('delete.Cell', handle_clear_output);\n events.on('kernel_ready.Kernel', handle_kernel_cleanup);\n\n OutputArea.prototype.register_mime_type(EXEC_MIME_TYPE, append_mime, {\n safe: true,\n index: 0\n });\n}\n\nif (window.Jupyter !== undefined) {\n try {\n var events = require('base/js/events');\n var OutputArea = require('notebook/js/outputarea').OutputArea;\n if (OutputArea.prototype.mime_types().indexOf(EXEC_MIME_TYPE) == -1) {\n register_renderer(events, OutputArea);\n }\n } catch(err) {\n }\n}\n" + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/javascript": [ + "(function(root) {\n", + " function now() {\n", + " return new Date();\n", + " }\n", + "\n", + " const force = false;\n", + " const py_version = '3.5.2'.replace('rc', '-rc.').replace('.dev', '-dev.');\n", + " const reloading = true;\n", + " const Bokeh = root.Bokeh;\n", + "\n", + " // Set a timeout for this load but only if we are not already initializing\n", + " if (typeof (root._bokeh_timeout) === \"undefined\" || (force || !root._bokeh_is_initializing)) {\n", + " root._bokeh_timeout = Date.now() + 5000;\n", + " root._bokeh_failed_load = false;\n", + " }\n", + "\n", + " function run_callbacks() {\n", + " try {\n", + " root._bokeh_onload_callbacks.forEach(function(callback) {\n", + " if (callback != null)\n", + " callback();\n", + " });\n", + " } finally {\n", + " delete root._bokeh_onload_callbacks;\n", + " }\n", + " console.debug(\"Bokeh: all callbacks have finished\");\n", + " }\n", + "\n", + " function load_libs(css_urls, js_urls, js_modules, js_exports, callback) {\n", + " if (css_urls == null) css_urls = [];\n", + " if (js_urls == null) js_urls = [];\n", + " if (js_modules == null) js_modules = [];\n", + " if (js_exports == null) js_exports = {};\n", + "\n", + " root._bokeh_onload_callbacks.push(callback);\n", + "\n", + " if (root._bokeh_is_loading > 0) {\n", + " // Don't load bokeh if it is still initializing\n", + " console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n", + " return null;\n", + " } else if (js_urls.length === 0 && js_modules.length === 0 && Object.keys(js_exports).length === 0) {\n", + " // There is nothing to load\n", + " run_callbacks();\n", + " return null;\n", + " }\n", + "\n", + " function on_load() {\n", + " root._bokeh_is_loading--;\n", + " if (root._bokeh_is_loading === 0) {\n", + " console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n", + " run_callbacks()\n", + " }\n", + " }\n", + " window._bokeh_on_load = on_load\n", + "\n", + " function on_error(e) {\n", + " const src_el = e.srcElement\n", + " console.error(\"failed to load \" + (src_el.href || src_el.src));\n", + " }\n", + "\n", + " const skip = [];\n", + " if (window.requirejs) {\n", + " window.requirejs.config({'packages': {}, 'paths': {}, 'shim': {}});\n", + " root._bokeh_is_loading = css_urls.length + 0;\n", + " } else {\n", + " root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length + Object.keys(js_exports).length;\n", + " }\n", + "\n", + " const existing_stylesheets = []\n", + " const links = document.getElementsByTagName('link')\n", + " for (let i = 0; i < links.length; i++) {\n", + " const link = links[i]\n", + " if (link.href != null) {\n", + " existing_stylesheets.push(link.href)\n", + " }\n", + " }\n", + " for (let i = 0; i < css_urls.length; i++) {\n", + " const url = css_urls[i];\n", + " const escaped = encodeURI(url)\n", + " if (existing_stylesheets.indexOf(escaped) !== -1) {\n", + " on_load()\n", + " continue;\n", + " }\n", + " const element = document.createElement(\"link\");\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.rel = \"stylesheet\";\n", + " element.type = \"text/css\";\n", + " element.href = url;\n", + " console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n", + " document.body.appendChild(element);\n", + " } var existing_scripts = []\n", + " const scripts = document.getElementsByTagName('script')\n", + " for (let i = 0; i < scripts.length; i++) {\n", + " var script = scripts[i]\n", + " if (script.src != null) {\n", + " existing_scripts.push(script.src)\n", + " }\n", + " }\n", + " for (let i = 0; i < js_urls.length; i++) {\n", + " const url = js_urls[i];\n", + " const escaped = encodeURI(url)\n", + " if (skip.indexOf(escaped) !== -1 || existing_scripts.indexOf(escaped) !== -1) {\n", + " if (!window.requirejs) {\n", + " on_load();\n", + " }\n", + " continue;\n", + " }\n", + " const element = document.createElement('script');\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.src = url;\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " document.head.appendChild(element);\n", + " }\n", + " for (let i = 0; i < js_modules.length; i++) {\n", + " const url = js_modules[i];\n", + " const escaped = encodeURI(url)\n", + " if (skip.indexOf(escaped) !== -1 || existing_scripts.indexOf(escaped) !== -1) {\n", + " if (!window.requirejs) {\n", + " on_load();\n", + " }\n", + " continue;\n", + " }\n", + " var element = document.createElement('script');\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.src = url;\n", + " element.type = \"module\";\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " document.head.appendChild(element);\n", + " }\n", + " for (const name in js_exports) {\n", + " const url = js_exports[name];\n", + " const escaped = encodeURI(url)\n", + " if (skip.indexOf(escaped) >= 0 || root[name] != null) {\n", + " if (!window.requirejs) {\n", + " on_load();\n", + " }\n", + " continue;\n", + " }\n", + " var element = document.createElement('script');\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.type = \"module\";\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " element.textContent = `\n", + " import ${name} from \"${url}\"\n", + " window.${name} = ${name}\n", + " window._bokeh_on_load()\n", + " `\n", + " document.head.appendChild(element);\n", + " }\n", + " if (!js_urls.length && !js_modules.length) {\n", + " on_load()\n", + " }\n", + " };\n", + "\n", + " function inject_raw_css(css) {\n", + " const element = document.createElement(\"style\");\n", + " element.appendChild(document.createTextNode(css));\n", + " document.body.appendChild(element);\n", + " }\n", + "\n", + " const js_urls = [\"https://cdn.holoviz.org/panel/1.5.4/dist/bundled/reactiveesm/es-module-shims@^1.10.0/dist/es-module-shims.min.js\"];\n", + " const js_modules = [];\n", + " const js_exports = {};\n", + " const css_urls = [];\n", + " const inline_js = [ function(Bokeh) {\n", + " Bokeh.set_log_level(\"info\");\n", + " },\n", + "function(Bokeh) {} // ensure no trailing comma for IE\n", + " ];\n", + "\n", + " function run_inline_js() {\n", + " if ((root.Bokeh !== undefined) || (force === true)) {\n", + " for (let i = 0; i < inline_js.length; i++) {\n", + " try {\n", + " inline_js[i].call(root, root.Bokeh);\n", + " } catch(e) {\n", + " if (!reloading) {\n", + " throw e;\n", + " }\n", + " }\n", + " }\n", + " // Cache old bokeh versions\n", + " if (Bokeh != undefined && !reloading) {\n", + " var NewBokeh = root.Bokeh;\n", + " if (Bokeh.versions === undefined) {\n", + " Bokeh.versions = new Map();\n", + " }\n", + " if (NewBokeh.version !== Bokeh.version) {\n", + " Bokeh.versions.set(NewBokeh.version, NewBokeh)\n", + " }\n", + " root.Bokeh = Bokeh;\n", + " }\n", + " } else if (Date.now() < root._bokeh_timeout) {\n", + " setTimeout(run_inline_js, 100);\n", + " } else if (!root._bokeh_failed_load) {\n", + " console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n", + " root._bokeh_failed_load = true;\n", + " }\n", + " root._bokeh_is_initializing = false\n", + " }\n", + "\n", + " function load_or_wait() {\n", + " // Implement a backoff loop that tries to ensure we do not load multiple\n", + " // versions of Bokeh and its dependencies at the same time.\n", + " // In recent versions we use the root._bokeh_is_initializing flag\n", + " // to determine whether there is an ongoing attempt to initialize\n", + " // bokeh, however for backward compatibility we also try to ensure\n", + " // that we do not start loading a newer (Panel>=1.0 and Bokeh>3) version\n", + " // before older versions are fully initialized.\n", + " if (root._bokeh_is_initializing && Date.now() > root._bokeh_timeout) {\n", + " // If the timeout and bokeh was not successfully loaded we reset\n", + " // everything and try loading again\n", + " root._bokeh_timeout = Date.now() + 5000;\n", + " root._bokeh_is_initializing = false;\n", + " root._bokeh_onload_callbacks = undefined;\n", + " root._bokeh_is_loading = 0\n", + " console.log(\"Bokeh: BokehJS was loaded multiple times but one version failed to initialize.\");\n", + " load_or_wait();\n", + " } else if (root._bokeh_is_initializing || (typeof root._bokeh_is_initializing === \"undefined\" && root._bokeh_onload_callbacks !== undefined)) {\n", + " setTimeout(load_or_wait, 100);\n", + " } else {\n", + " root._bokeh_is_initializing = true\n", + " root._bokeh_onload_callbacks = []\n", + " const bokeh_loaded = root.Bokeh != null && (root.Bokeh.version === py_version || (root.Bokeh.versions !== undefined && root.Bokeh.versions.has(py_version)));\n", + " if (!reloading && !bokeh_loaded) {\n", + " if (root.Bokeh) {\n", + " root.Bokeh = undefined;\n", + " }\n", + " console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n", + " }\n", + " load_libs(css_urls, js_urls, js_modules, js_exports, function() {\n", + " console.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n", + " run_inline_js();\n", + " });\n", + " }\n", + " }\n", + " // Give older versions of the autoload script a head-start to ensure\n", + " // they initialize before we start loading newer version.\n", + " setTimeout(load_or_wait, 100)\n", + "}(window));" + ], + "application/vnd.holoviews_load.v0+json": "(function(root) {\n function now() {\n return new Date();\n }\n\n const force = false;\n const py_version = 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initializing\n console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n return null;\n } else if (js_urls.length === 0 && js_modules.length === 0 && Object.keys(js_exports).length === 0) {\n // There is nothing to load\n run_callbacks();\n return null;\n }\n\n function on_load() {\n root._bokeh_is_loading--;\n if (root._bokeh_is_loading === 0) {\n console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n run_callbacks()\n }\n }\n window._bokeh_on_load = on_load\n\n function on_error(e) {\n const src_el = e.srcElement\n console.error(\"failed to load \" + (src_el.href || src_el.src));\n }\n\n const skip = [];\n if (window.requirejs) {\n window.requirejs.config({'packages': {}, 'paths': {}, 'shim': {}});\n root._bokeh_is_loading = css_urls.length + 0;\n } else {\n root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length + Object.keys(js_exports).length;\n }\n\n const existing_stylesheets = []\n const links = document.getElementsByTagName('link')\n for (let i = 0; i < links.length; i++) {\n const link = links[i]\n if (link.href != null) {\n existing_stylesheets.push(link.href)\n }\n }\n for (let i = 0; i < css_urls.length; i++) {\n const url = css_urls[i];\n const escaped = encodeURI(url)\n if (existing_stylesheets.indexOf(escaped) !== -1) {\n on_load()\n continue;\n }\n const element = document.createElement(\"link\");\n element.onload = on_load;\n element.onerror = on_error;\n element.rel = \"stylesheet\";\n element.type = \"text/css\";\n element.href = url;\n console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n document.body.appendChild(element);\n } var existing_scripts = []\n const scripts = document.getElementsByTagName('script')\n for (let i = 0; i < scripts.length; i++) {\n var script = scripts[i]\n if (script.src != null) {\n existing_scripts.push(script.src)\n }\n }\n for (let i = 0; i < js_urls.length; i++) {\n const url = js_urls[i];\n const escaped = encodeURI(url)\n if (skip.indexOf(escaped) !== -1 || existing_scripts.indexOf(escaped) !== -1) {\n if (!window.requirejs) {\n on_load();\n }\n continue;\n }\n const element = document.createElement('script');\n element.onload = on_load;\n element.onerror = on_error;\n element.async = false;\n element.src = url;\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n document.head.appendChild(element);\n }\n for (let i = 0; i < js_modules.length; i++) {\n const url = js_modules[i];\n const escaped = encodeURI(url)\n if (skip.indexOf(escaped) !== -1 || existing_scripts.indexOf(escaped) !== -1) {\n if (!window.requirejs) {\n on_load();\n }\n continue;\n }\n var element = document.createElement('script');\n element.onload = on_load;\n element.onerror = on_error;\n element.async = false;\n element.src = url;\n element.type = \"module\";\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n document.head.appendChild(element);\n }\n for (const name in js_exports) {\n const url = js_exports[name];\n const escaped = encodeURI(url)\n if (skip.indexOf(escaped) >= 0 || root[name] != null) {\n if (!window.requirejs) {\n on_load();\n }\n continue;\n }\n var element = document.createElement('script');\n element.onerror = on_error;\n element.async = false;\n element.type = \"module\";\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n element.textContent = `\n import ${name} from \"${url}\"\n window.${name} = ${name}\n window._bokeh_on_load()\n `\n document.head.appendChild(element);\n }\n if (!js_urls.length && !js_modules.length) {\n on_load()\n }\n };\n\n function inject_raw_css(css) {\n const element = document.createElement(\"style\");\n element.appendChild(document.createTextNode(css));\n document.body.appendChild(element);\n }\n\n const js_urls = [\"https://cdn.holoviz.org/panel/1.5.4/dist/bundled/reactiveesm/es-module-shims@^1.10.0/dist/es-module-shims.min.js\"];\n const js_modules = [];\n const 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Dataset size: 1.96 GB

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<xarray.Dataset> Size: 2GB\n",
+       "Dimensions:      (time: 3, y: 8874, x: 9902)\n",
+       "Coordinates:\n",
+       "  * time         (time) datetime64[ns] 24B 2023-03-05T22:46:10.500000 ... 202...\n",
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+       "    spatial_ref  int32 4B 32648\n",
+       "Data variables:\n",
+       "    vv           (time, y, x) float32 1GB dask.array<chunksize=(1, 2048, 2048), meta=np.ndarray>\n",
+       "    vh           (time, y, x) float32 1GB dask.array<chunksize=(1, 2048, 2048), meta=np.ndarray>\n",
+       "Attributes:\n",
+       "    crs:           EPSG:32648\n",
+       "    grid_mapping:  spatial_ref
" + ], + "text/plain": [ + " Size: 2GB\n", + "Dimensions: (time: 3, y: 8874, x: 9902)\n", + "Coordinates:\n", + " * time (time) datetime64[ns] 24B 2023-03-05T22:46:10.500000 ... 202...\n", + " * y (y) float64 71kB 1.106e+06 1.106e+06 ... 1.017e+06 1.017e+06\n", + " * x (x) float64 79kB 5.548e+05 5.548e+05 ... 6.538e+05 6.538e+05\n", + " spatial_ref int32 4B 32648\n", + "Data variables:\n", + " vv (time, y, x) float32 1GB dask.array\n", + " vh (time, y, x) float32 1GB dask.array\n", + "Attributes:\n", + " crs: EPSG:32648\n", + " grid_mapping: spatial_ref" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# tải dữ liệu vh vv từ vệ tinh sentinel-1\n", + "dsvh, dsvv = load_data_sen1(dc, date_range, coordinates)" + ] + }, + { + "cell_type": "code", + "execution_count": 132, + "id": "c4d11ba1-b40a-4969-b911-e70914629dc9", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/env/lib/python3.12/site-packages/xarray/groupers.py:487: FutureWarning: 'M' is deprecated and will be removed in a future version, please use 'ME' instead.\n", + " self.index_grouper = pd.Grouper(\n" + ] + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "6ba5c5cdff884614bc4837af5e2263c4", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "VBox()" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "average_vh = calculate_average(dsvh, time_pattern='1M')\n", + "progress(average_vh)" + ] + }, + { + "cell_type": "code", + "execution_count": 133, + "id": "3849455c-e4ea-4c83-9693-990a8edce2e8", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/env/lib/python3.12/site-packages/xarray/groupers.py:487: FutureWarning: 'M' is deprecated and will be removed in a future version, please use 'ME' instead.\n", + " self.index_grouper = pd.Grouper(\n" + ] + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "f5b76c387b304305b12ee5dc67c48a35", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "VBox()" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "average_vv = calculate_average(dsvv, time_pattern='1M')\n", + "progress(average_vv)" + ] + }, + { + "cell_type": "code", + "execution_count": 134, + "id": "b6a66c55-ae30-4af9-9b8d-8d4f2152cf93", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "CPU times: user 566 ms, sys: 750 ms, total: 1.32 s\n", + "Wall time: 1min 9s\n" + ] + }, + { + "data": { + "text/html": [ + "
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<xarray.DataArray 'vv' (time: 1, y: 8874, x: 9902)> Size: 351MB\n",
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+       "    spatial_ref  int32 4B 32648\n",
+       "  * time         (time) datetime64[ns] 8B 2023-03-31\n",
+       "Attributes:\n",
+       "    units:         intensity\n",
+       "    nodata:        nan\n",
+       "    crs:           EPSG:32648\n",
+       "    grid_mapping:  spatial_ref
" + ], + "text/plain": [ + " Size: 351MB\n", + "array([[[0.19917326, 0.2036858 , 0.20597248, ..., 0.23972352,\n", + " 0.23907872, 0.23844711],\n", + " [0.19917326, 0.2036858 , 0.20597248, ..., 0.25530738,\n", + " 0.25576517, 0.25507364],\n", + " [0.20632547, 0.20605431, 0.2029686 , ..., 0.28056654,\n", + " 0.28108242, 0.27629215],\n", + " ...,\n", + " [0.06841445, 0.07078951, 0.07297197, ..., 0.06806423,\n", + " 0.06924058, 0.06730109],\n", + " [0.07230996, 0.07190628, 0.07310792, ..., 0.06789783,\n", + " 0.06905217, 0.06681374],\n", + " [0.07501791, 0.07259221, 0.07343484, ..., 0.06789783,\n", + " 0.06905217, 0.06681374]]], dtype=float32)\n", + "Coordinates:\n", + " * y (y) float64 71kB 1.106e+06 1.106e+06 ... 1.017e+06 1.017e+06\n", + " * x (x) float64 79kB 5.548e+05 5.548e+05 ... 6.538e+05 6.538e+05\n", + " spatial_ref int32 4B 32648\n", + " * time (time) datetime64[ns] 8B 2023-03-31\n", + "Attributes:\n", + " units: intensity\n", + " nodata: nan\n", + " crs: EPSG:32648\n", + " grid_mapping: spatial_ref" + ] + }, + "execution_count": 134, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "%%time\n", + "average_vh.compute()\n", + "average_vv.compute()" + ] + }, + { + "cell_type": "code", + "execution_count": 135, + "id": "46f285ce-490c-42e1-9822-8154b37704f6", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "No datasets require offset correction\n", + "The valid_data_mask and scale (no offset) have been applied to the reflectance bands\n" + ] + }, + { + "data": { + "text/html": [ + "

Dataset size: 8.84 GB

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<xarray.Dataset> Size: 9GB\n",
+       "Dimensions:      (time: 12, y: 8874, x: 9902)\n",
+       "Coordinates:\n",
+       "  * time         (time) datetime64[ns] 96B 2023-03-01T03:35:09.182000 ... 202...\n",
+       "  * y            (y) float64 71kB 1.106e+06 1.106e+06 ... 1.017e+06 1.017e+06\n",
+       "  * x            (x) float64 79kB 5.548e+05 5.548e+05 ... 6.538e+05 6.538e+05\n",
+       "    spatial_ref  int32 4B 32648\n",
+       "Data variables:\n",
+       "    red          (time, y, x) float32 4GB dask.array<chunksize=(1, 2048, 2048), meta=np.ndarray>\n",
+       "    nir          (time, y, x) float32 4GB dask.array<chunksize=(1, 2048, 2048), meta=np.ndarray>\n",
+       "    scl          (time, y, x) uint8 1GB dask.array<chunksize=(1, 2048, 2048), meta=np.ndarray>\n",
+       "Attributes:\n",
+       "    crs:           EPSG:32648\n",
+       "    grid_mapping:  spatial_ref
" + ], + "text/plain": [ + " Size: 9GB\n", + "Dimensions: (time: 12, y: 8874, x: 9902)\n", + "Coordinates:\n", + " * time (time) datetime64[ns] 96B 2023-03-01T03:35:09.182000 ... 202...\n", + " * y (y) float64 71kB 1.106e+06 1.106e+06 ... 1.017e+06 1.017e+06\n", + " * x (x) float64 79kB 5.548e+05 5.548e+05 ... 6.538e+05 6.538e+05\n", + " spatial_ref int32 4B 32648\n", + "Data variables:\n", + " red (time, y, x) float32 4GB dask.array\n", + " nir (time, y, x) float32 4GB dask.array\n", + " scl (time, y, x) uint8 1GB dask.array\n", + "Attributes:\n", + " crs: EPSG:32648\n", + " grid_mapping: spatial_ref" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "data_sen2 = load_data_sen2(dc, date_range, coordinates)\n", + "notebook_utils.heading(notebook_utils.xarray_object_size(data_sen2))\n", + "display(data_sen2)" + ] + }, + { + "cell_type": "code", + "execution_count": 136, + "id": "8cb877b1-a69e-4ee8-b54c-235b5ba83084", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/plain": [ + "{'0': 'no data',\n", + " '1': 'saturated or defective',\n", + " '2': 'dark area pixels',\n", + " '3': 'cloud shadows',\n", + " '4': 'vegetation',\n", + " '5': 'bare soils',\n", + " '6': 'water',\n", + " '7': 'unclassified',\n", + " '8': 'cloud medium probability',\n", + " '9': 'cloud high probability',\n", + " '10': 'thin cirrus',\n", + " '11': 'snow or ice'}" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "CPU times: user 57.1 ms, sys: 4.1 ms, total: 61.2 ms\n", + "Wall time: 59.2 ms\n" + ] + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "ab513b33c73b4344a3ca1a576c510a2a", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "VBox()" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "2025-01-13 15:34:16,456 - tornado.application - ERROR - Exception in callback functools.partial(>, exception=OSError('Timed out trying to connect to gateway://traefik-dask-gateway.easihub:80/easihub.247c1e48f7864d2e9d21d3beacbde30e after 30 s')>)\n", + "Traceback (most recent call last):\n", + " File \"/env/lib/python3.12/site-packages/distributed/utils.py\", line 1952, in wait_for\n", + " return await fut\n", + " ^^^^^^^^^\n", + " File \"/env/lib/python3.12/site-packages/dask_gateway/comm.py\", line 45, in connect\n", + " plain_stream = await self.client.connect(\n", + " ^^^^^^^^^^^^^^^^^^^^^^^^^^\n", + " File \"/env/lib/python3.12/site-packages/tornado/tcpclient.py\", line 269, in connect\n", + " addrinfo = await self.resolver.resolve(host, port, af)\n", + " ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n", + "asyncio.exceptions.CancelledError\n", + "\n", + "The above exception was the direct cause of the following exception:\n", + "\n", + "Traceback (most recent call last):\n", + " File \"/env/lib/python3.12/site-packages/distributed/comm/core.py\", line 342, in connect\n", + " comm = await wait_for(\n", + " ^^^^^^^^^^^^^^^\n", + " File \"/env/lib/python3.12/site-packages/distributed/utils.py\", line 1951, in wait_for\n", + " async with asyncio.timeout(timeout):\n", + " ^^^^^^^^^^^^^^^^^^^^^^^^\n", + " File \"/opt/uv/python-installs/cpython-3.12.7-linux-x86_64-gnu/lib/python3.12/asyncio/timeouts.py\", line 115, in __aexit__\n", + " raise TimeoutError from exc_val\n", + "TimeoutError\n", + "\n", + "The above exception was the direct cause of the following exception:\n", + "\n", + "Traceback (most recent call last):\n", + " File \"/env/lib/python3.12/site-packages/tornado/ioloop.py\", line 750, in _run_callback\n", + " ret = callback()\n", + " ^^^^^^^^^^\n", + " File \"/env/lib/python3.12/site-packages/tornado/ioloop.py\", line 774, in _discard_future_result\n", + " future.result()\n", + " File \"/env/lib/python3.12/site-packages/distributed/diagnostics/progressbar.py\", line 306, in listen\n", + " self.comm = await connect(\n", + " ^^^^^^^^^^^^^^\n", + " File \"/env/lib/python3.12/site-packages/distributed/comm/core.py\", line 368, in connect\n", + " raise OSError(\n", + "OSError: Timed out trying to connect to gateway://traefik-dask-gateway.easihub:80/easihub.247c1e48f7864d2e9d21d3beacbde30e after 30 s\n" + ] + } + ], + "source": [ + "%%time\n", + "# Tiến hành loại bỏ các vị trí bị mây ảnh hưởng\n", + "result = mask_cloud(data_sen2)\n", + "progress(result)" + ] + }, + { + "cell_type": "code", + "execution_count": 137, + "id": "325668db-040c-44d1-8cac-749f1850067d", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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<xarray.DataArray 'NDVI' (time: 12, y: 8874, x: 9902)> Size: 4GB\n",
+       "dask.array<truediv, shape=(12, 8874, 9902), dtype=float32, chunksize=(1, 2048, 2048), chunktype=numpy.ndarray>\n",
+       "Coordinates:\n",
+       "  * time         (time) datetime64[ns] 96B 2023-03-01T03:35:09.182000 ... 202...\n",
+       "  * y            (y) float64 71kB 1.106e+06 1.106e+06 ... 1.017e+06 1.017e+06\n",
+       "  * x            (x) float64 79kB 5.548e+05 5.548e+05 ... 6.538e+05 6.538e+05\n",
+       "    spatial_ref  int32 4B 32648
" + ], + "text/plain": [ + " Size: 4GB\n", + "dask.array\n", + "Coordinates:\n", + " * time (time) datetime64[ns] 96B 2023-03-01T03:35:09.182000 ... 202...\n", + " * y (y) float64 71kB 1.106e+06 1.106e+06 ... 1.017e+06 1.017e+06\n", + " * x (x) float64 79kB 5.548e+05 5.548e+05 ... 6.538e+05 6.538e+05\n", + " spatial_ref int32 4B 32648" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# calculate NDVI\n", + "dsNDVI = calculate_indices(result, index='NDVI', satellite_mission='s2')\n", + "ndvi = dsNDVI[\"NDVI\"]\n", + "display(ndvi)\n" + ] + }, + { + "cell_type": "code", + "execution_count": 138, + "id": "f94969d8-d04f-4495-af63-6323d5c730ef", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "CPU times: user 21.3 ms, sys: 4.15 ms, total: 25.5 ms\n", + "Wall time: 29.2 ms\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/env/lib/python3.12/site-packages/xarray/groupers.py:487: FutureWarning: 'M' is deprecated and will be removed in a future version, please use 'ME' instead.\n", + " self.index_grouper = pd.Grouper(\n" + ] + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "97bb9b230f8e4a99bec7871f7a81502f", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "VBox()" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "%%time\n", + "# calculate average NDVI\n", + "average_ndvi = calculate_average(ndvi,time_pattern=\"1M\")\n", + "progress(average_ndvi)" + ] + }, + { + "cell_type": "code", + "execution_count": 139, + "id": "06bd6bda-aa8b-44a0-9c8a-d17ccf5b86c3", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "average_ndvi = average_ndvi.compute()" + ] + }, + { + "cell_type": "code", + "execution_count": 44, + "id": "af4fe58b-358a-42f8-b9a4-f3547d2c230b", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 44, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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LklEq9EXmScpVltwEJTdCRLaJyRbTTh0p2eT7V3yFeqXMjJWh4IsDednXKfgG824SF5m4JB6fkSscrnaTkk0mnDq2RsepeDrdRhYXCU1yaVaKXBc7Rc6N4yI2V9tXOFFpp+LpxGSLV6dfJiLbJBQTTXJIySZt2jLXNQ8D0BbJh/tSzoth+Sq2r3JH30vhGip7BhsjU2yPjzFhNZJURHU764hqOaOUiUsWri/Rp8+Rkk06tOXgetRwf9i9tA7LU3CXDXr0RaacFBYyZc8I97acF+Og2UPJjbC3uA5N8viDNc/TbWR51/qneWhkK/VKiQ51GfMXnvvF8TUA3LD2FD3aAknZBKDoRZm0GxiIzvG9M9s5U2uh7OnEJSvcJ/5tXNczzKjVTFKuUvYMRuwmyr6Ohov0hkXuferNANyUPkbWifPPc5fzQqGXR2a3YPsqHdoyTWoBBY8b607w2ssOinWbUUSl64Js+6gVj30P3MuzD34QT5HAB18SaJUvS0ieWMdaxUP+B3EPHqj0cnXPyAXXe2l8hIhkU/Z1PF/G9lVisvUr39uvit/IpAtwzz33cN999/GNb3yDkydP8u53v5tyuczb3/72/6XnyTkxMkqFpGwSk2s8eXY9R02x2ZieRpe+REwWBKy0WqVXrbDemCbrJvB8iYpnkFJM7h/ehedLHK92knXitKp5sk6CEbOZiicWdM3T2JCYpcUo8NP5TYyUGmmOFGnUSqSVKnG1RtqoElVtFs0EAC+V1tCkFujUs7RpyySVKhXPwPIVZp0Mc3YaF4lWNc90LY3tq+TcGAAyHqavkvOiaJLLvJsgLteoBBtMq5pjjb6IJrnIkkermqMjmuNvj9zIfWev4l/O7WT/TDcf2fQT/mzzwwBiY5ct6hWTK2Jio3jrwPPctHaIz2z9AZrksOCkmLLrOJDv4fa+w9y9fg/9kTmKXoTFShxF8tm9vJ60WmVtdIGt7/s8m6PnyCgVrogNo0kOPxndTKNW5FV1R/m9juf5w/5n+S/rf8J1jafY2DrLfCHBH3TuA8BxZRxXZiA6x6b0DL4nNryMUqHoRkkoJk1qgRvWnqJDXUaTHWbtNH2ReT58+A1UXY2vnb7yV94fnz5+Kzc99X4SWo0NdXP8xaYfsj09wci951sVC06KvaV1/Hh6C07S5emffghflZE8H18Sp2Uk8OULT7nzbhIFkYjX6XN858yOX3kNa//5LwH4nY5DF/z+Y5sf4dbeYxypdZHzYjQrRebcKGm5Rkauhon8zzY/TI+6BMCZWgsnzA5sX2GdNk+TWmDKrmO/uRbbVzhqdnF732Hq1TJf3v7t8LXe27ubHm2BBqVEl7ZEq5qnVc2jyy6nrRaSkk1EcojJNTYZ5+iI5rg0NUrOi+Ei0aMtEpctKp7BGmORiGzj+RInqh2M2U0M1dopehHKvoAae7QF+vR5il4UFwlZ8rk0NUqnnhUbqOQxadczbWcYrYkNuU1bpkEtMVRrEwlTroXJftFOMGY2UPF0TldbeaHSB0DejXF98gQ6LkUvAkDFM+gIDq9mADfPumk2RydJB3uB6WvMW0mSSpWMXOHG5DEiksOSF6NHW6RBLtOpZ/F8mTqtguvLzFhppu06ZHyWnThZJ0HOi3HOaiCpmKLKvehBAA6Xu1inzaNLDp8fvTH8Hp5cHgwOxGkySoVrEkMU3SjTdoaKZ6BJDrN2himnDkU6LzxR8MnIFSxfwfYVhmptxFQLXXZ5xY5jzDppKr5B1k1g+ypHzS6a1AKmp5NRKti+Qp1WRpVdYnKNP93wOADx4POQJY8Jp56CFyESHPweHNkGwO7iBo5WOrnv1NUcq3aG36/paxTdSLgW7ho477Pw0MhWvndme/gc7xncze19h7m97zCfOv5qrusZ5pbeE7xxzSHW/AgeHt3CsWoX3cYSG5MzFG0Dy1MwfS2suuNyjbwb56a0+Ln5bWMU1iggAf9Go7Pve/diJYP0JxEkXpBcH6Xmo1ge17z6r/j2l26+4O++OHQDLhJxyUbBx0UK88evG7+R8DLAm9/8ZhYWFvizP/szZmdnufjii3n00Ud/iVz1/xQbI1O0qxVcJCKSzZDVhiz5uL5Mq5bH9WW+NXEpJyp3sTleZtrVuaX3BF84eSNppUzFM5j10miSi+eLXktar3Cs2slaY57HFwZpa85ztNRBVLGR8emKZOlqzlLzNGasNLLksezE6Yksckv6KI/mt1B1NXTJZUN8mia1QNlqouhFySgVtkbHeaHSR5eWpUEpseAkMX2NuWqKby1cQV9sgbs27+fF8TUhNF30opQ9g6RcRcYjqYgKoEEpoeNSCDac4/k2NrXN8PttggU+a6fDz+rBkW0M6FkeL23kVYlj1Msmz4/3cNmasfAxb1t3nj3+tl/4nN+xTsBFX37hs8wvpIgla1QcnbKtU76qTFIRFbmLhOL7mEhMWXV0BFWLh8z+Ui9Ldpyt6SleHuvitNmGJPlc3zHM57d9l6+dvpKya9DdIvqdOh5xuUZGqoR9I1ny2BI5R6tSYMRu4ki5i7XRhfD6PnviFj608VEAHh3dyKUxl3RbBdPXyDsxsfB/4X3tG+vlYOlK3lD/In+99XsQ7I9jb/ZY8z2ReCUPCJR319/0GZ56TEjaBFricXyig5wnqq+/OXEz/cYst/cdDl9DOxth872fp7j5Zk6W38Jr6w5dUAW/a73og31r+DIUPHq0RQpehHX6+fbLJWsmxPdZS3NV6jSa5BKTHU7bCdbpc5R9nQUnhRxUyCub6u/sexcXp86hSPW4vkRGqXDS7GaNvkjBi/K29r0U3AhHrbZwA+5Rl0koNdq1ZabtOpbtOBNqPev0OZKyaHe0q8ts1Of40sJ1RGSbNfoi41YjpqchSz6K5LHgpujRFnmxupYufYmcG0eTHJqVIktugoxSIefGaNHzmL5Gs1okI1eYkurp0+YpeBGmnTpyboy/vfgBPnz4DdieSrNeYEtkkj1jfXTqdSh4HK+Jg8hKtEYLAMTkWtgnjck18p5Bzo1h+jp7Zvto7i4K9EAuM+HUYfsqGbnKlFNHXK6xITKF6WtM23W0a8uYnuirNqpFTF8jKVdJqxXyTox/2vVP4es7vsJxq513rNtL0T2fdDNalaFqO816gYg+j+xptGg5Xi6vQdNdXF8cNmadNPdseIwHR7aJCtHXIagOReVVw/FkXp7pYLBlnqaGAkU3yqTTQK8xFzxHhpRcpU+bFwcYyaZdy4XvAcD1ZcbsJuJujbJnkHUSeLpMTK5h+Qr/9ejtyJIcVs6NWpFzVj1FNxom3Aa1FKIXK/dwUvFoUHIo+PzNiZu5d+PPwtf84/Xne8YKPmadwk+Xt7IrKSrOZq3AW1qfx/Vl3tgvqtrb+w7ztdNXEpNrjFlNvDi+ht9vb+KhO0yO/GgDjcdsCJCoXY9+hP23fJo3fOBx7v/qTSTPuaLXGx6affAlZM8jM2rzizFVE/dTVyxH2dfJyBXG7EYiXp5fN35jK12A9773vYyPj1Or1XjhhRe49NJL/5efo1vN4fkyni/eaiUgQADsL/VS8Qy6kjl2JM6yPTJGJLh5Jmr1DFXbw5tJkxzWx2Zp1osALDsxDpe7ub31ZVq0HFHFxvUlZs0kbdoyo9UmDNmmWStieyqHC53cs+Exbu09RkKpcd+Ob3Ks2kmPvkDOjZN3YwxXW5i2Mxyq9gBi035j/0HeM7ibqVodm9PTbEmeo+SKSnbnmnGu6Bkl58ZoUgrE5RpFL4rti7OUgo8dECfico3b+w5Tc1UurRujXV2mSSmwMTLFvrFevjh0A2NWI1NOhk59iTk3Qc1XyMgWQ5PtHBrv/rU+by1ukUxXKecjHD3ezfjhdt65eR8vVXr4QW4HY3YjD2R38Vh+MyeLrewubGB/uY9HlzYzVGyh7Bg8s9DPFf2jnCk3cVH7NFenTgMisV+cmKDOqLDhX/+c/75wHeNWIxHZIqWYPHl2PRXPoF4pMWI3EZdrfGX7t8IkC7BoJ/nCSbHJrSS2Hn2RezY8xie2/DB83N0Hfp879r6bnxW3cFnyDDetPc+av2Pvu3ndRYeZuFkR5AxPLOaVwuO6V34GgJwbI+dFmHTSWMHhyEUi58Z4aGRr+HynP3YP1931Iut7Zvjxi1v54wf/E3cf+H0eOzvInrG+8HFvHXieghdl3k0yaTcA8LXTV/LeQ3eFj7kmPURMrjHlZJh149i+yryb5Ka14vfnrIawuvj66cv5T63PUK+WWGvMi4SiiKotJtdYtJNEJJuiFyUlmyj45Nw4w3YTa415FMlDlnwGo9N0aMuM2Y0MWS1okiN6v/hsjk+xOTKJJjlsjkwiSz4VTxcQqi7QkYlaQ5hMWtU8U04dLhILTpJefZ45J80Zs5WhWhtLXpw+fQ4XCRslXJ8AHcYy6yMzTNVEcpx1MtzZf4BJu4EfzF5Cj75I1kmwMTIVJFCFjGxS9gza1TyeL2OhcLTSxSPzF3HnmoM0qmK9W4iqqkktMGY30qEuh4iTgk/N08K21KXxETq05RD6HjMbWbLjF6yTr2z/Fucs0e5aOQAB1Gmi6ly0k5yptXJL7wl+mr2ImVqajcYUAEtuIkRQcm6Mo2YXphckXBQ0yaHiGdTpVXxf4s7W/czaGZJKFRDQdkap0KfPcdfAfubdJJavEJFstICYBCJBmr5GzdM4Z9VzsLiGoWobMh6eL6PgI+Pzz/svo9vIcvf6PWSUCusiM4yYTZytNtJtLLHgpHjf4JMANCglYnINDZclN4EseWyNjvOug28FREW7M3qWx84OAnDvxp9hxyTOFBs5ZzVwoLSWZSfO7sIgC86FpKUfzW+lSS0woM9S9CKkZJNbGo7Sf+sISxs03IjM1a/7a7T/IdbOzYljfOKPv8m+B+7FUwnQKkJSlS8L6Pm6V36Ga1/1Wba/83OcLjWze3k9FU8jKZsB18Um6yb4deM3Oun+/yMmnAwALUqVnBvD9lVsXyHrxuk2lvjS2espWBEui44TkxxcJL41fBlteh5Ddjhn1TNjZ8i7cTJKmTZN9LU2xqaJKqK/AnBZ8gyeL3Nx+hx5N06DVqbmaZytNjJrpXhF/cnwmlYgppJr8Fh+M5N2Pf3GLB3GMhHJoVXNE5MtHstvCv+mw1imRSvQq8/zytQxHh7dEv7bo0tbuLpnhDv6XuJktV1Uk/g0qQWalCI5Nxb2JXbWjyNLHhXPICI5pKRasJHNc0VsGA+ZbjXLC5U+krLNtJNECxb4vrHeX/p8vzx0HZ88dhtfHLqB75zZwXu2PMMnNj3MvZf+nHuu/Rmtm+ZZa8xTdCM8PdfPtF1HRq2QVqtcW386ZGl6vkTZNrgqM8zZE22Yrsrh6Q7uankBIExS71r/NC+NdPOm/pfIaFXWGvOcMtvDHuStvce4bM0Yb+w/GMJOK/Hxo69jQ3Saq2OnQ7j5hrWn+LvJV4SPeezsIBc/8jGqrqjINMm9oLoH2JSa4e+2/QtqczXsD8mOD55gNUu+qHg/9K23cV3PMDkvRlyuoUgeLWqeBrXEpN3Ad87sCK+j5qmkdJPxd30Qo7/A/m9s448euptZJ8OTZ9eHr/25o69gT3E9tq+w5MUpewZVV+ehka2888W38URuIxXP4EytlaeKGxnUZ+gJmNDTdh0zVpr3P3EX3zuznT5dJM5WLU+3mmXQmEbBo9eYp0fLUgtaGTVPQ8ajSSkSl2vEJLEpj1niYGP7KifMTjJKhVNmGx1KXiRNz2DQmMZGCdGMkhvhkugYHjK2L+MicVFsEg+ZMasRBY8mpUBEstkSOYfpi2R2pNjBmNnICbMDTXIxfY1ZO0OHuhy2QWasDG/sP8jfXvxA8DhByNEkl2sbh4nJNTZHJ3mmNIguuSx5cSqeRoNSpujpJGWTrJtgMDpDg1Em70bp0RdQ8Cl6ETJyhaIXwfYVTlstNKkFutVlyp7O1ugEk3Y9D2e3ccLsYMxqZE9+PccDuHV9bPaX2gv9xoVEUYBGtUSHsUybniPriET9jV1f4xu7vsZjhc0cq3bxvsEn0SSHr52+Ek1y6dKyLDhJDlR6+Zf5y7B9leFqCwfnOrEKBkmlSoe2jIJPWilj+yqWf/7AcqbWSoNSCu9TF5m/OXEzC06SY9UubF/BkG1mqmmmq2mGrVbx+TtpdsRH2TY4xqKTCO4xcdBR8GjSi5TcyHk28kQHSblKRqkw66SFOsQzSMomr657md1jA8Ql0RttkCvhZ5K72uQdnc/SqS9xc+YonXqWW9JHkSU/bLF89sQtADQrRVrVIhFJtB08ZO5qex75qmWe/dcPCvjYFEXXJWsm6FKDtfEKP1AiiNf0FQnPkPA0CTei4KsS8TmHmS/2M5prCPks9YpQdqSCnvavE7/1SbdHXSYm2+wz17C7uAEXiayTICI52L7KQj7BhtQsQ1YTT1cGmHWSdKjLQn6gVuiPzNGsFThZaeNktYNzljgltao5dsVHwhOn6eusiS5RcXVsX2Fz9JzoT+lFJsr1LDpJ7jt1NR8+/Ibw2i5LjNAXWcDzZfYU1zNbSzNcbeaJ3EbeN/gkKdXkg4ffyN+cON9XiAewjoLPT0Y38/DoFnZlzob//pcXPcid/Qe4tfcY1/UMs3PNeFjRPXl2Pa9Nv0RaqVLwImiSR8E3MD097G+1Knk0yaVTzzLrxuhSC5i+TM6LckXPKABveeGdfOHkjbzn4FvIOgnq1DId2jLNSpEuLSsgF7ORerVEyjB5bHkz3cYSr2o/Qbu2TE9kkT5jjoqnc0P6BNti41yUmmJzZpoufQlf99mSmkbTHL6/sAMZ7wI49m2XPEdSMYnINmdrzdy78Wdc1zMcQk3/Nt754tu4f3gXO+KjLDhJ9lTW0a4u8/GjrwPg0Wu/AIhNISLZqIrHztQ4ni/xsc2PAPCVU9fy0MhWXp7owvYETKkbYlOfuEX87CsSyJJIvJ5P+7MiOd3Zf4Cb1g7Roy6RUSo0yGWujJ6hQ12mR1vk4dEtvDJznCvqxMHo8o4xchfZJEdlPvnf38ILlb7w0HFl91m+f3AHLxR6UfDZEpmk5imMWs3sTJ1lc3yar09dQcXTWWMsMuummHQyfPLYbWyJTPK3Fz8AhkurmiMpW0zZgkQkWJg+Q7V2WtU8L1Z7WLZj5NwYaaWCLgl525RdR6taZJMxTVKuEpFsQd7Tl5iy60gqJi4SGbkW9BlN4pLo9c47STp1Ufm0KnmKQcVb8KKM1ppZtJPYvorpayGEKhJFhevqTnFT+hgDxhyHqj3Ba1VJymaIxlyTGOLTx28FRIVU8Qw+e+IWOtRl1uiLjFqCf3G63ExEsrF9lR/ltzFsiZZV0YvwXKmfvBvD9hTWRWbDBNWkFPGQycgVthpTtKp5krLJkhcjIttEJJuKa9AZWabXmKddW2ZdfJaEYtIXmWfeFmSxz528Kbwvf9X9ume5n3s2PMa8nboADgfBOfECAtd7BndzzqrnjNmCi4SLTFqt0BNbouzr1DyNmq3y6ouP8P3FnZQ9Q7DMAyJWzo0zVGsX3Aq1wIKT4o6+lwQxSV2m35hFk1z2ZXs5Xmqn5EbQZYer684wb6coewa2rzBl1/OKxiFcX+aTx24LUaUt8XNcFJvk3o0/44a1gkyY9SIsuCkUPDxkNMkJyUgaLqNWM5avYPoqZV/j6IQ4sHx0x09DFA9AwSMm1+jT5+jQlvny0HXUK2W2pqfYVxngZbNTkAh9DdeX+c7sLrY0C3lWLaPgyxLXvOavAPjDY29hz1gf373578m9uYgdXZEZCb4GgGtIuLqMp0toZRfjf9Tz3372Kp4uDDJstXLGbA3bd79O/NYn3Yqvsq/Sx9laEx3GMhXXICLbtGg5jpXbScRMOowcWTfBgDHLqNVMzhOwUcmNkA20tnGlhia5aLLDuNXIeNCDXYHSFDyuSQyxKzGKLHmcMtvIOglmamkGkqLa69CWadRK4QZ618B+bF/hVKUF21fYGp9gR+Is6+KzACiSF/TmatQ8jYlaPUfNLjJKhVt7jzFUa+Ohpe3MWJn/KUlnJT54+I0BfOTSrS0xbdeR8yJEJJsuTSxU09MEbOcrdGlLArbyFabdJE+VNoTPdWPdCS6JnuX19Qe4KnGKAX2W0VpzQO4Qp8grk8OUPQNddmmP5Jiq1ZFWqgHkrRCRbRbtJFN2fUg+2Rib5rbeo9R35PiXU9u5quMsni8xagm28kMjW/nJ6GauSpzCkAVr/LnsL1ffHz1yBz8Z3QyI6vyWuqPhaXvAmKPXmOOW3hMXwMni8xYHqI+t+zF/uuFxHrzyvwOi9/vgzDYqnoHpK5wpN/Hw6BZO3P7nAIy97wOcu07HV0TC9VUZTzkPO6/EkVoHzUoxJKKUPUMQ3BTRX8woFb44dAMptcrdlz/Dlrcco9zh8cAXb+Se/QGDs+44H7/6h+w+tIH7Fy4l58a4NnOaWtCHkyWPO9tf5OczG8g6CZ4pDjJmNbE5eo53H/k9AD59xYOYvsakkyEiCxZmSqph+kJ2snItlyZH2Rk9y4yd4aeFi/jjU79LKdDiTjkZMoqoRiKSHcDQEZJKFU3y0CQP21eoeBoTdj0TdgOLTopBfY4+bQFZ8pAlj4hks06fDQl/MblGt7pMg1wJmL1KmCzGrCYyciWE87rVbJiYpp0kcbnGtuhYiB7cNbAfTXJ5vtpHUhEHhHqlxB807+Wo2cWxaie2rzBt1zHl1FH2dVq0AmNmA4MJsQZNX6NZKWIHWtKkbFHxVXJeTCgPAuh9yU1wbeIkl8ZHaFIKVDyDtFKl5mlklAr9xhytap57Njx2wT3xxaEbwv//yehmtqdFbz7vRAWHAMG12DfWy67YSAh3A/x4ahMHc90cLK9FwQugW4vbeo/y5e3f5uTr/5zfqX+R6zMn2VNcx7FqJ3G5RlyyGDSmaVBKzDppRmotmIHGd8lJMO+KtgJAzVVpi+QxZBvLUzlVaWVT9By2r1CvlKh4OjNWhqRiXnBt7eryBcSpLw7dEL5GXLLp0RbF9yrZ4X4r4wUHGIeMXGPYFn3gu9fv4bbeoyw78bBdNlxrRZPc4NBXpFXLsTU2wf58Dx4yHjJDtXb+fvhaTi82Y7oq73/pzTT84ThOVDCXr731r4h/NcNbdv8h004dX932TZLvmKKWlkOIWakJ1jOSkAi6uuBxtO/xeeLrl/HWgef52OZHyAfv4deJ3/qkm/ciDBiz5B0hy8m7URrVArav8vRYP2/rfYFTFXHSvWntED36InsK63B9mWU7xqFiN6PVJvbM9hELEu8KPfx4pYOTZgffn99OUqky66Tp1Rbp0rJ06kvMWGka9RJXJofJBHBJTK6RUSohHHLvxp8xU02zWEtw2mwDoEkt8vXTl9Om5cjacXr1eRKKyUB0jnZtOSQ21SslrssM8crUUc7Wmvn40dfx8OgWnjy7nn1jveweGwCEDm642ITpayy5ApKseAZDtfaANKIxWmuh4hu8WO1lzG4kI5uYvsaYU8dwrZVPbXkIgLfvfzsVz+B4rTMw9tCYtBsYMwUCoEmOOK16Gruz67mmYZi8E6XDWKZdW0aRPBQ8bF+l2xCM27wbZaTSxN3r9wCwNpOlpzHLmsgSvfFFpmrCcMNDJufGQuj8PYO7ua7xFN87s52/OPYaPnrkDt7/0pvZET9L2TP4wskbebHaS9GLCOKLZDFrp7mt92h4fzw8uiVEEl40u7m6ZwT9F/qEHzz8Rp4pDXJpwxhfOns9Y3YjV9SNXPAcAMP/5R6eeeQ/g3Q+2fqKFPZ3QZDQCl4ECznsEebcGMdr7eEGdKrSSoeRo1Er8juNB3jvqx5Ff/08iRfEKf+ugf28Y91ePnb9j9gzNMDfT9xA3o2x1pgnJVdpUgvk3BjdyWVOVVo4VWjh6ew6PvDwW8hETe47dTXTdh0RyRZkQjXPCbODKTfNaauVJSdB2RdoTZNS4IHcLvYt9fLQ6YvIV6JUPJ2jtU4ez28i6yZYchPYKMwH/bWIZLPgxllwo8iSR9nX6dCWGTSm2REbJRKw7IFQahSRbE6a7Zwz6xi2WjlutTMfqAcisqik29Vl+vR5MnKVS6JjXBEbZsKpx0VizM4EpCWLii/kMCs9wXs2PMY9Gx5jzGpiyU3gIQeMZYeEYlJwBFzcrBRR8EkoJobsYASs6JwbY8mLhz30lWhV82H/NClXaVBKaJLLCbODWSfDgiMq1bRSxfQ1nsht5EfL235pf+rT5/nKqWsBOFztZsZK85VT1/J32/4lTMiTVgOnrRayAblsJWYn6hmeb+LlbCea5FL2DFq0Cwk9h6o9dGtZ+iIL7Fno5xuzV1LwIhS9CBHZYsFJck1iCE1y+drpK4nLtTAZd2jLxAPJX8mN4HgyN2aOY/sqp8w2il6UGStDzo6xNTrBgDHL7rEBcdD9BSLg/cO7sH2FQ9Ue6pUSLhJlXxd9fMkS5KcgwXq+TNGLYPpKKNVciW59ESs4JDWoJV6o9HHU7Aq+AxMZD1XyyDoJDlV6+MfTV5HPx9AUlyPnBNF1Kp9m9rVWyMXQii4934WPfOv32VNZx39d+zBvuufnFDsVJA+cmIxnSMi2j+z6wmRDk/BUSE064bWtmIj8OvFbn3RP1Do5anbRbWTp1LOsi8xS8QxOVtu5ce1pBoxZLkqc4+WyIAppkkODViatVii5BlVXI67W2NE0ie0reL5M1oljyDbdxhKGbPPKxhN4vszZWjPPB5u8LrkByWQGOSBuicrG5+eFLdQr5fBEvi0zSaNRoj8yFy6qiicq8g2xmXDjedf6p5m2RQL68tB1xGWLiGQz62RYoy9SCfpSZV8nKVt4vszz4z1EJJut6SnkgDEal2uklQo1T6PiiwRsBJvfzugoXdqSkEu5BktOgvcM7gZEpbk2Jk6og8Z0SCRoUEuUHYO4XCPnxhmzm1hwUlxZd4a8K+RMmuQybdeF7NWIZNOglMgoZSquzpx5nhTx0ngX+VqEDZEptsXGKbsGXxy6gTv6XqJJFQzoDlXoEtu1ZVwkGrUia40Fnl/oYbjWQoe6TJe+xHC1mVY1jyY5nLZaicjn2YjfO7OdpGyyPjINiJYBEPaCP3z4DXTqy9SrZS6Pn+GOzpc5W2u+oFq579TVIQkEYH7beeanpwq4+ZpX/1X4Oxsh2yl6kTABCKORMjG5xkB0nl5DSElSskmPvsjHBx6h5w0jrLnv/PPcvX4P43/wYR67/vN8cf8NnDbb0CSXuFyjS8tieQqPPbeVE9OtFKwIr7r6JT7W9wh9+jymp4VJvkGu0hRUKN3aUvj7casR09do0Qpc1TDCa/qP8Z83/ow6VVxnq17A9WXRC3SFhG7RToaHuJwnDkdHzS6W3EQA5yqYvoKNwolaBxHJCRCXGBdFJ0ipVTrU5RAJ2RgRxKEVgpcmOcRkh7jkkAwqsat7RmhQypi+JtywlDxJuUq7Ugy1pEDwuSwx7yRxfZm8G2PeSrEhPiMUAL7OrJOm5EaYrNahSS57iutxfZnhWqsgH8kmC26cKSdDShJkIAWfSbuBKaeOFyr97M/38FJlDYtOgoqnM1GrR8Zj2YoyUmjk7gO/f8H+NFRrIx/oV6dqGXoii+HPJTfC35y4mZOVNt627jnuGtjPKbON+wJzl/G7/zOS5HNt0zBxucaAMUtEtvny0HUAfOfMDnqNeSxfoUXL0ZNcYl1inv3lPkHq82XatRy2r/JiaS37i728VFnDiNXCOauBvcUBbmoSybNNy1FvVIhJNWxfoVET/f16tcy2xLiQB3lRbF8J21D3D+/iwZFt9ASFSFoR5h5FL4Lry6SCg33FM2hWCywG7HpZ8kKZJAhCl1if+bClYgZEJheZpwuDQmXiZBhMCFh81kpRLETZ0j3NxS1T2FWNvQu9NCbKNDUUmXmzRaVZxQ/4GK37bf75H2/mWwtXskZf5J1/9GNmrgwc51zAB8kR7lYrTGdPlbjqjr8OoepfN37rk+5YtRE7uOma1AJXREe5JDrGQ6MXsSa6yBp1mZ3RUW5NH+ZdB9/KgUov7foymuTSbuSZLqWZMVPE1RqeL7NoJ1Akj3etf5qiF2FLZJKMUmbWSdOoCuLAeK2Rp/KD9EfmUCSPnBvjVK2dn2QvYjkgR0xYDZyutvLeQ3cxUa2n28gKmNZqxvXFZlz2DP50w+M8UdzE2ZqAWCuuIVxfVHFiVAJm8r5iP7viowzXhGPXmFOHJjkh4eHm5FFBIHMSIXuxSS0g4wU/l0NISZNc9ptradeX6Q5IOEAID81bKXJujCknw7jVyLyTouzqWMHzn6q00q4tU3IjfGrLQ+xMjKLgYcgC3mtVc6EOs1kpElMsfrdNOH59/OjruLJvhI5EHttX0SQH21OoBJKgHy5fEpgTyHxx6IaQ8dqq5jB9jbRhEpEcjtcEkcbxFVoDuO/iyDi9+nwIxfdoiwHhQmgonyicJ65978x2LkucYWd0lBYtT7ua56r4KT6y6SeAMPYAkfy+sv1bXPP4B/ng4TfyoT94gLntujDOCJxwZNfn2lvFwryt9yh3r98jDmDBYUyTHMaCdgXAvJOiXV0O+u6C3HdX2/O8+pIjv/Ie7/qRzLf/9Qbe2H9QyELser5/xVcY2HyON204xKUNY+xKjoTPH5FtTpidZN0EZV8lKZvhd5+Uq7iB61Qx0H9vjk5yRfIMrWqeS6JjmJ6GJjvYvsKkXU9EstEll/7IHBdHJmiQhQVlzovy6Nwm+rQFKoGs7WWzk5cqPRTdKDkvGhLgZp0MA1HBSm5Xl0lJtZAd/NaB51lwRb931o2zu7KOB/I7yLliLdm+QpeapezrjNjNAWlLwvRV/uLYa7jv1NWcrTVxe99hzlkNHKl206gWadPFpm56Yq2VPYOiG+GWhmPUKyXq1AoHSz3h93y01kFGrtKsFJl1U2SUCq1KgXZtmUuMSY6UOtmeHkeTXDZFhcnOQHSOBrXEzsw4lzWeJaUKws2dz/0hILT9pUBa86VL7qddW2a9McPHj74uQOcSFOzz/cKDue7QFwAgHrE4kOtGk1yGau3YvsILBdFyGbcakfFoCMieUcWmPzLHWmOBrJPgSLWbJkUgI7NmisVanLRSZdFOMm7WczzfxvsGnwz3jcszIzxXFuhZh7ZMvVJifWRG9PTVLJrkhCz/r5++HFny0CQHTXKxfYUOTTzm6dIgt/cdphDotldg/15jnrhkYXrCqesTo6/lw4ffQFyu8cWhG5i0G1Akj9mAHJt1EnRpS1yRPIPlK7yQF+97z3I/dVqFjd0zqLIr+vNrZslXI1zfdJpcKUpf6wI97z7N7kc/JNao7VF32uboF7fw5bHr2RKZ5M9e/X3mXlcTh2eJ0O7VVwgd6ZyIjKdJvPKuL/zKtfmr4rc+6TbrBZbtOEU3KogUvsqsk+bO/oNcHTtNxVeJSC4V3+Ca1CmOFjt4x7q9vG/wSZbsOOdm67gkNUFSMVm0EyzZ4sYEuDVxjIxcZZM+y0ZjiqOVTqZqGU6WWtmVPIsWuErFZYteY462SJ7RaiMR2aZZK6DJLvO1JD3RJe7d+DOu7hkRRBu1xD0bHgv1mWsN0QP7wMtv4or4MMNWq6gQ3Dj1SokT1Q56Iks0KCUBCUmiAl7xh+3TlvjqwjWhDhIIe68rLL+ztWZeNrvZVxkg6yaYsurYaExxw9pTvOvgW9kz1keHuowh2ySUGj/PbWFvaR15V5xud6XH8HyZtFLmhrRwxlqjiz7q2VozDWoJXXLIuglu7zuMjEe7lmPJTZBWqhTdCP94+Cq+P3oxl6QmeHvbszSpBSbtBr668+uMVxsBsTE9X+qj6EVoUEoUXeHUk3NjeL5MTLVwkThn1bPkJFgbXcBCplefx/Q1sm6CO/sPhPBjPDD7uKHu5AUOVW/sPyhQBDfNJcYkF3dPXqBXXiFYrcTa1BJVV0ORfLxLisxvM873eCWxqK+/8TzUfGf/AU7V2gLtqi602gHiMFFrYNYRRiimp2P7Kgo+m+PnALGhPTSylTv2vpstH/g8kgOtz4uk+dDiNr56+goAyrbOoeUunphZz3dmdlH0IoxYzeyIjQoSi2cwajWzv9yL6WsUvAhHK12cqAmG8IokY9quo0tbCgxjxJaxUh1fEh0LDQK6tKUQ1WgPEJuueI4RuymE0lOKyVpjAReJEauZ/ZU+wX2wMvQE90uDUhZkLKVCwY1w//AuXF8Or3fQmOb16UNcZEyyb6wXC4VJpx4dl6yTICObTDqZoPpVUCSPtcYCAAdyAtFaYSG3qnk2RKfxfJnRahPTtTQ92qIwcokP84b6Fxk0BAnnrQPPM2Y3kvNiIZdjBbWp+Qqvrj/MtfEhdsRHA6MG0dKatTO0aHlKjkFfRDi/bU2d4ztndlCnlsNrA+HYNWo106gVkSWfmGJx/2X3hf9+a9NRZqx0SBj73Z4DXNMwTFIWLnn7i72hk1q7luOk2cGSG+fO/gP83bZ/EVpkN0aPvkijWuQH2R1M23WsT8xxY8N5hcV9O74ZEgyLToSkYlLxdNZHZsJDSko2mXdSeMgsufHw4PaVU9dyuNxNLpCsLbhJIrIdEjbb9BxAeF9bAYIoyHUCATpc6aY3ucSm2BQFV6x1EC010xM9/s3RSYpelCPVLnTJ5aa64yQUk9ZIgZJjcGPTSbakpjFkh6qj4Xgy95/ZwWDLPHe2v8hlGVGR59cGGn/LI7rg4PxDC1+bv4q8G+ezO39AuVUmO6jiGjJ2TPR7CRKw5Am4+d8a4/x78VufdD0kuo0lztaasH2FJ8sb+PDhOzBkmxG7maRskwz6kONWI+9v+3n4twPRed6/4wk8X6ZbX6QnsshFiXNM1Or5wskb2dJ9TmwedgMR2WYgOsdIqYmu6LKg3vuiEt1izNCl5ojJFk16SbD+agJqXTZjF/Rh3rFub2gJB4KAcLbWRJeW5W8vfoCkbNKglJi3hBfoCbODvBul35i9QGu34KSIyDYuMi/XOokqFrNOGlnymbTrmbQaMH0BMx6o9LI+MkO9UqJLyzLrpNkUPcdTpY0AbIjNUA7gG4C0WuGVmaNcnzxJsxbog92IWDzI5Nw4Byq9YU+mU8+Sc2OB/Z9g9N7ed5gubYmILLyqXyj0EovXiOri1Dtl13NdzzDztnifl6fOhLBZh7HMkiM0fhmlQo+2iC65rNEX+N2W/YK0pVbo0JbZGT3Ly+YaJu0GAUEFZiCzToYRu4kFN84b+w/y1oHnAQEXr/TCb+k9Qbu6zKbuqfD72D02ENpKvnbPewF4/0tv5hu7vsbr6g6x4CRJx6v4V+SFc5UiZAi+BEhw3S2fDfu8H9r4KLYnNNUVz2CdPouCR6eepRKYNBS9CDGpRlwWZhQPj24hpZiMWs28vvkl/vDuh5l4NTzz4//MVa//a05/az21mkr/X32OpWKcZTPKpvoZZotJns6tZ6jaRtYVLYMVq1MFjwcXd+D5Mj0RAQVmnThdWpaYXEOWfEatZkxfY195gAmrUbhWaXma5Aop2eSp0saQTGUGOvF2pchbm/aGh72YXAt7oPVKiYhs82ebH6boRtAkl6eKG1gK4Meyr4cs16QiPMLjco1zVj1Tdp3YrFEChySbghthxG6mXi1R8TSm7LoQ9dloTNGkFvjeme00RUpM1zLcs+ExKp5AZzrUZSxfoU6rUHYMZp10yK51fZlWpRCiIxHZCg55ospecOMUvQizrmBkzzppIaWSLGZrKWJKjZdKazhdbSWlmgwYszw4so2Kp5Nz46Fk7ntntof33Er1+5cXPRg6xb3lhXfy2RO3MBfcv7av8PGjr+PejT+jVc2z4KY4WW7nK9u/Fe4bri9xMN99QX/1kaWt3LvxZwzV2jhRaSeh1Dheasf0NFrVHB4SMeVCh6WvbP8Wpq9yptJMTK4xZ6eZtsVesGKqYaMwFbS+ns31U/M07p/cFe5lBTeCInmMWU10a0s8OLKNU2YbU3Zd2C9fOby5SKw15jFkh1Y1xzpdcFma1AK2rxCXa8h4KAERr1tfYqjWhix59OiLfOmS+6l6Oj36Ijvio4yV6ulJCf5IpRDhfZ2Phwerz528ibe8/6csXGzgGjKy7aOVPU79902cqrSyp7iOujdM8YF3fp9yi8zz//IBnvvOB3juu/cKTa8EriZIV79u/NYn3aqrk3djdBtLXBEbpl3LcXHbFFsi5xjQZ4kEjNV1mvBjfrK8gcfODgp3G18QJVZcfBQ85u1UCIOBgFwVyWParqPkRtiWmaRZF2zUDm1ZaBZ9iX/NX8LW2DhXJU6TUEzSapWIbHNjy0lkyb9AFgTwgZffxAcPv5EObZmSY/BSRfSnJp16TF/jotgkDUqJI+UuWjRhm7dC7Ch7RiiEB3iu0E/ZEVVvRilTciPhv886GeoDxupKkk7KJnf2H+CfTl7GgyPbyDqiT2v7itBY+nJINvJ8maPlTjwk5pw0MbkWert2aMvcd+pq5ux0qAnUJTc0ZxiutXJb71G+M38pM5UUraki7YkCb1v3HN8cF32ckmPw/HgPDUqJxaDy6tEXedu658g6CeoVcYhp15bJugk0ySFrxbk4MoEmuSRlkxGzOZS3nLPq+cqpa+nSloI+0HlHLhBQb9GLhP32ler2L469hufHe4hLFq9Jvcw7X3wbm9PTvPfQXZwqCiLegUovGaXC/Hw6ZDZP3BqcjGUJT5OFllc9v+w+tvkRJu16soHOcaWfOWjMkFSEFy3AiNVM1k0wWmvB8hV69EXKnkGDUuIT1wvd99T1MnrRp+4ncfRlCXMpSr4c5XS+mXTU5PL0CM16gZ/nBLP7C2dfwdOF9XQYy7yu4VDYQyt6EdYYi1xiTNOlLZGSq2HPb95O0hYgFD3qktikgwkxRS/KhF1PXLI5ZTcw5yaYtBvo1pZIyibNSpHhWisD2mKgGxXrqlErsiM2yrbYeGit92xpvWCq4lF0ozQF1e81iSEiss2L5poQsj5R68D2Vc7WmoLefQt9+jyXRMdYH5kh58boVbNs1Gf5/ca9bIqLQ9SfbX6Yt617jjG7kW4ty2wtzWsaDgf69kIwoMFj1hUHv++d2Y7ri+EaRU8k+ZVqzUVi3hX35yZjilknjSZ5jJmNxNUazy2uZY2xGLZMGlXB/G1ShYOT7St88thtAKw15sM2xkrsTI2zbMf5xJYf8pmtP6DoRkL2/YA+xzP5deFj/+bEzVwcGRd/lxkLf//Bw2+kM5IDBBdCC3gnsuRzstDKnuJ6lu0YFdf4pd7zop3kTKFJIGOKyYAxF0q7XCT2l/vC9sW3L/0qX97+bd7QIRLuvJMk78YZrTXTpBbQJIcpu45GrchQtY1zliDElT0DL0A0PGSe+PH2kKVs+wpFLyrczgJ54mithWPVTlyEUYeCH2rIT+WbGa0JaVhbrMD+yTW0pwoYcYEC/rywmQUnSbu2TEap8Bfv+jrzl2g4cQVPlTAKLs//wyXsTJzlqRv+lp8vbeKa//TiBZ/JzDXCTEMOer6/bvzWJ91WvcBULYPnS9i+yo8XLyKuWkJ358uUPZnRoAK8OjpKMnDesX2FiVo9I2ZzQADRcZGJyRZ9+lzIYK4EvaAjlS5ishX6sZY9gyU3QUx2OGq1sT4yQ6+axfQ16pUy81aSZq1AyY1wotIeJvGV+NuLH2BDdBrLV7gkMc6MKRb+sWonbgDxaZJDydFp0fLCQ1WuhDdsUjbxfJlJu4Gqq9EdFVWLLrn0G3PUK6VAr2zRq88j45GSTU6brSGs+OdbHyEjV9gQneJd65+mSS0EVnGCxDRiNbM310dvdIFmrUCTWuShhUvo0LKhCH9lkfRp87QqeeadJIcrAuJbYStfV38K21PYWT/OlQ1nAPiT3id4ywvvZLxSz2Vrxri191hoJrByehZVjajAV4zidcmlMyr6oTk3hiZ5vDr9Mk8UNzHrpNkVH2GdPss/L17ORmOKLm0p/MwfGtka+NCKzX6FsAKwNTYeMitzXoyr06couQbrY7PEVIs79r6b+0d2CHa1fp79PPaeeym3qOx+9EPItkgysuVxwys+zXW3fBYQDNv1kWmW3AStWp76AEpb8U4etlrDisKQbdG3tRqwfQUXmWa1KCrwmx+i/4+HiC44RBd80DwkyWexFOe2tqO8a/3TLNpJqq7Guw6+lWtazvC6ukMBL6HClFPHoDEtPL09jXEnxWGzmya1wMbYNK/MHOPi+ARna03sKw6w31zLghtHx6VFy2P5SgjFrgxJMD0BK2fdBM+W1zFgzDLpnPcQ//rpy5myhEVmTK4JP2BfY3N0kpwnYNAlN4Ed3PMRyQ7MY2oM11pRJI92VXgytwUWhg1qibKvM+0Ia0ZdcrGRUSSfiORwWXTkAold1hHX9uXt38YNkBqAjFIOEJ40fdpCSN5rUgoM6jPE5ZrwOA40yXYwiKLsiwr6qtRpoa31JeqMCl3aUtgzF+xokz3FdaSVKifNdmR8vnb6ynBgxi9qek9W2jiS7wh/fnZO9C+fH+/hxepaFMkPvbRFr72BvYUBHp/bwDtffBsAMdki58R403N/xL7iAFVPp+waaLJLTLXIWnGydpwDuW7ajTyfPXELb3nhnbz30F1oksulDWO8VO0hoYi+dM6NiRaMnQk8C7wL9rAtkUn+4thrMH0dQxZyxXGrSWirlQrvWv80VyaHmbNSFL1oKB3SJZd3rNtL+1XneM/gboasthAtybnxoH3mkHejeEi0qrng+R2OmV18+vituJ5MWqnwTGmQqXIazxX3zzVrzmD7KufMDO1aDl1yybkxJu0G/svvf5fZXUo4AjA+6/LpfxJSvWMLrUxX0/T+i/BJf3R0I/fd+j+o+8MJqvXnTTV+nfitT7qq5NCqF5iz0zxbXke2FqM9kuOg2UNLUO1lZKEfnXRSbIlMMuXUcWCpm8PZDg5lu1i245QCCOzy+DBdaoHtkTG+cPJGDlV6mLMzVDyddm05ZAYXvQjTdh0nrBaeyG1kZ2SSuaASs32F9bFZ5u0UCcWkw1jmheW1vHL3/xVCqCCgZs8XE4G6o2LBXxSd4O71e4jJNc7UWmmLFMKNbcxuIusmkPGYddKYvsYLxV7e3PgC22Jj4Q0mS17INIzINguu6MtM2A18astDIVu5XVsOiQ4gCFYrC6PsGczbKd7aso+kXCXvCCN4DwkNV9gJBtNZVrSg824SRfK5NH7h1A7bV5AlH0N2WG/M8L0z24XJfN0Jrqo/Ez7u+VLfBX+Xkk1mnTRFLxKYFQhz+usTJ0MEIuvGsH2Fv976Pe4a2M/tfYe5Ye0p7tvxTS5bM3bBBBEvMNFPysLBZ+VQAPBYfrNgRTppIpKoRG9JH2WTMUVaMxleaqIxUWbfch/buicvuM6r/0S4aj312IcF+zHwaV5JwiAIVg1KiSlbJKB6pcKUmw6lZkDQt5aEPCaAXDXJ4XBVHGIa1BJvatrP8joNOyHR/LSG68q8ue/Q+f56uYFLkhO8uu5ldsTPctTsIufGeHB5B61qjrJn0KwW6dEX+dbCFSj4AXLhUHAjFN0oabVCt5Fld3Y9Q7U2yr7OjJ1Bl4TBwYjdxLybDA49Du3asnAvip1lyUmQkk1yQV/RQ6ZZKyBLgnswaTfQoeTDfmE2YD6vTJ0pehGB2MgVDNlmzGpk1kmTlMWgEEXyA0lLO3f0vRRqzz1fYtJJoQXM2D5tgYdHt7D9J/+FfzxxJU/MCdevlQEjIHyHdUncywo+suTRrS6TlC3m3SSa5HBJdIyny4Nh22S01sKCI5KI5Ss0qiXSapU7W/ez5CbC6rDi6VQ8gy2xc+GEIk12OFltB8QgjqRshr3blxbPJ1yAP1jzPF84eSMnah08urA5hJX/YP87uDw+TES2maumKNk6Ly908JYX3skntvyQxVqc/vgCMdmi5qrMmwlcX0KVPGxfZrqcpmhHeGxmkJfy3QxlW9g/v4YnZtYFWmUrvO9WkBjhZOYzE0DOK1HwIlwSG8PzJRbtJF36En+64XHG7MbwMUtOglekTzBcawk17Cvx0bU/BgTCGAmKnCalwIKbZMpNs9ZY4PL4GYpeNBxO064JI5TrW04zYTUwXGpmsRSnPl0mY1Rp0ktCdpaaEAWEuswl0TF69AWm7Qwf+J0fkl2vCLKU51N3yuU1e95HcTrJmWwjXk70fzNKhbhk8ameh3j7+37C/PZfP5X+1ifd4+UOkopJi5bnUK6LrniOtcYCni+R9zRGnXoikovti+owLtlknQS3th1jXXoeTXYpOFFmrDQNSkmw63yFJTdOk1pgupZhzk6xJXYuZPfO2Bnyjtjsx6xGtiUmmA2kFK4vk3US5N0oRnCDPZft5ZL0JBmjegEzEYQuc8IS1erDo1tCZ6Zxq4njpXY2Rc9xzqonItucMVs4abaz4KZ4ZGkrR81ObkwfJ+eJfmokOF2bnoaCoOavkCJm7XRI3AJCopHtq2TdBPcP7+K6nmEWnBRv7D/IuNVIt77ErJ1hpNZCu74cwvAr0LPryzSrBQqucIfRJZc+TYxjA+Eb/IWTN9KkFjg728gPzm4NNqwIt/SeoEEVPeYV562/2/YvF3w2t/YeY9KuD4X2enAosHyFO/sPcFvvUW5Ye+oC3+RfFW967o9476G7MD2N58oDJGWT1qDaBGGwUbQj7FwzTkyuhdODmpQiP85v5W1Ne9jUNMtsPkm+FmW6dB6yvn94F1vjE2HPzmxQxXDt4L8bXvHp8LE3rD1FVyDb2VfpY7R2Xpt5zqqnXhW+tcvBlKsmVbCy7aCXX3Aj3N53mPe/+/v87t2PYRRc6h6K8+DYVjGN5Zk/4Y6mQ/Qac3QoeWJSjcPFLs7UWlmsJYJ+apQmpciI1Yws+VwSHRMjJANXqnpVTMxaoy+S1EyuiIlDS7e+yFGzk4gspGDNSjG871YOgpavkHfjTDj1IVvY9eUQ6tckj52RiQDy9OjT5wL2qyAtiWQtqtCKb5AKLAVNX2fKrmNLZBIlqNIvjYnDWodaIC5ZFHyDnBtn1G4UkhUkMnKFNeksaxqWsVyF9xx8C5WAuPZ4cXPYrlnpVXqBbaXpK6J69lUWHIFAzToiWbdry8zZaRQ88m4cWfK4PC5sKleIRc+W1qNJbjhQRagrhBxmRfLTqBZ5vtDH04sD3PrMn7AmtcxPrvm78F55udRNi5bjwblL+NHVXwKEFeLNdccYrrUKBYSroisukuRzckn0t79/xVeouhoxxcJQHNYlRO90MDHLty/9Ko9d/3meuP5zNEbLTJfTXN06wqb6WdriBcqu8A4/Xulgd2EDS06CabuOBTdFIZABfXHoBj557DY+8PKbuL3vMJrk0KUvUa+WQrZ+zo3ToS7z0MhW4nKNHm2RS2MjPFteRzlQbcB5K8i7BvYzaTXg+TIV32DEambWzqBJDktugqyTYNERE6HqlRIZpcKCleRnUxvYnJwmFTXRFZdTi81clTiNi5BDPl/qIxIUIh1KXhjBWBnWvHJM2Lvq4vC18JUext/1QXrrlrjqkpO86bk/wvNlgaZ5UXZGR7n3NRca7fx78VufdItOhLwregGL1QRVV0xAuSw6yojdRM6NUwzkKAtuknJgar5GX+TVdYe5vuk0XZEszXqB50t95Lwopq/QrJQE49TVmaiKRWl6GifN9hB+mbdSlNwIc3aaoVo7Eclm0m6g5BrknRhptcJL+W76EoskFZOb6k+E/dUVSQqAjE9PZImXKj3h705VWrm5/ihFL0qjVuRktZ3D+Q6atQLPFfrpjOToCuQ+uuTyRHGTmOEZMEhlySOtVANzAiusbkGY/buBy9bK/NMVGHaFyLExMhVoZmXWRWbp1eexfYX++EIoZbq97zCtSp6UYrLgpITZht3IlCM+r+cKffzd4ev58tj1tDbkyURNns6tCxdd0Y0Sl2uBPWXhV36/ni/zeHETd/S9xF0D+3+pR/ur4iejm3ny7HoeOzvI507exN2tT/OWhn0klSrXJIbIuTG2dAum8GNnB1ny4ryj+RlAEMDico0FN8mQ1UbBifC95V28uvEIvzdwgMVKjH2v/Gz4WsKubp4GpcTXT19Oy/tGeerxD/PU4x8OXW5+kdV8e99hbu09Fuq1T5rttKo5dsTE7GUPWbDZg++mV5+nUS0ybLUyUhO95YxS4dLYCLE/mSKy5BC5v45/GLuGGxpPoUkuS04i/I5mKil+PLuZmUqKJ3IbhdmJU09GqfDqerFpZmSTpwuDjNaacX0p9JFuNQr8rLSJMauJlGJyutzKcK0lZPg2K0UBG0vCn3narqNLXyIu17h7/Z7QWH/loOn6Eq4vUfTOzyltUopkFDGyLibbtKo5pgI53IrRTINS4pzVIFCZQJY2YjWzZ6yPoidkRCmpFs6iFnC1gu2rjC438JrWo9zZdZCUWiXvRHnrwPMkFZPnSoJQJ3TeXrjJAmHSblVzbIxMhTyHnBvD9WUWnSQtWo4xsxHbVzlYXosuOcEEMDPkOCSVKhVXD7//T215SMy79jUM2SGi2FQdjVztwlm016VPcrC8lkeu/iIgGMMtap4ebZE+fZ439h+kI5bnyqZRdjVPYKgOr9nzPkAMVZiuZYgrNTqMZTqMHG1a7oLn1xWHnY3jdBg51sYW2Zia5eLEBDujo7whc4Ark8PhNKOCK+Y2b46KNTNvJUM5VtkTWv8ZO8NJs4OvnLqWZrUgkqWbCFj6CkUvwq7YCFf3jISkxl8cH7gyj1noc6u0ajmKbpSkXGWiVh9+n6dq7TxR2MhoqYF8ORoOmshEqhy+7VNk5Aqmr7LGWORsuQHTV+jRsuS8KO1qkW2xMW5sEof0Zx/8IJLvo9YEMnX0mQESqsXhxwbJeTH2lteFe5r8b6D1fy9+65PuttQEa40Fdi+u59KmsVBrtuTFwp7EvJtkPoCxXqj0i9mTAUllBVK5IjbMQHSOb8xfyYlaB7Lkc6DSy5bEFFdlzrC/uPb8vE7XEOxEO8ahXBfJYN7roWoPw9WW8DlHq01sTZ2jTc+HpK0BfTZ0olmBlj6x5YcklSrd+iLvfPFtoZvVCnnL9hUWrASvbRYkkFdmjtJhLOMiNq5j1U42Rc+RUcridOiIKSV6MI1kxQkLRK9ixejC9lVeNrsZsxpDx5g6tcz3zmwPGZ4RyQpMMcQwiRatEEpdAK7oGQ37ezGpxl0D+7mz/wAD3/sU+6bW4loKiuyxo2mC6aU0FyfP0acLWcWKMfqKlOAXJx2tGFKYnkZSOW82/o51e0O25n89ejvfGr6MR0c38tjZwZCVvGJ+kZRNTpbbwj4+QINcDf/+sbODuL7MrJ0hIjk8OirY3Lf1HuW7i7toVXO8qu4oN6WPYXoaH9v8CC+9+v8HwJr7/opbn/mTcDpPRq7ytnXP8dBVXw6v1U4owqtZvbDiBSh4UQaMWepUYfwg49GtZTle6aBHW6DiG9TLJg1yFVnyWXCSPD03EH4mx2sdvKPzWXLvKaGaHs4/tfCPJ65k2q7jeLWTBTfJrJPh7s49/EHnPvpTC1yeGuG02UosSFBJucrTpQ1kZAdZ8jlXEzNcy57BiWoHS1aCs9UmGlQh43hDwwFagjm8rUqeCbueFyp9jNlNwoZRFjK2FTevW3uPsegkqVdKHK91kPcMnqysZ9gSVZmMx7RTR9ZNsOCmmHWSjFjNKPgM11oF9CuLqTz9kVkey28OWyE9oa2kLbSoXpQlN0G7micu15hy6vhxfiu3dgs/8C5dyFNWSJAzVpqkYvJsaX3goCQY2a1KCQU/HJO4gni4wXD4jFIJDWGyToIrk8MM11rp1JdJBu2QtFK5oP95cXz8gu9+qlbH3uV+ap5KxdHxfImfX/ff+J197wr7vPuKA6FN5NdPX06rmuMiY4olL85DuUsAocvN2nHmawmuaTmD48l84OU3MW8lKTk6CUXA3Iv2L0/IiasWMUVAurO1NKPlxtA8RsGnVcnTpYkDVNZNiEOPZwQOVVEmavXc9NT7OVLt5ni1k09teYisE0cP9p+TpmBMj1abOG21cFvvUf7L0OvD1//OmR3MuunQI/19g09y18B+7hrYz9vWPcfuwgbOWcJCtk0XA2KGay2MmE2cKrZQdTQkySdnx+hLLzJfFu8x58UYtsSAhzWxbDhbPefFmAxQixWzHAgSr+tz9ev+Gk+Bn53awNprBcdkV1w402WUSoha/jrxW590DUksusOnu8lacRqUkjAGV/MklSqDuvBEbVZKnLZaeXxhENtXhMFFaSOvSh7huVwvU04dY2YjGa3K07n1/LS4hawTZ42+SESyOLncyqFCN7YndIHdxhKy5FGnV4Oh1BmKbiSwmBN93awdp01bplEthJN/Rqxm5u0UabVCo1oMLeLesW4vRS/KKzIn+NDGR/ny9m8zadYzbyVZtJP0RhcFPB6c/jXJFaMGnTTj1QZ0ycX0dDzkUKO78rwPjV4EiBu94hsU7IjYRHzRp65XSpwxW3hoZCvvWv8041Yj7epyuMmsMINXNrwVS8CV6Tg5NxZ6H6+EYynEDYvm5jy5aoS8HeVNGw5xY+IElq/w0MjW0ER8xSRiJXaPDXBL5gjXPnEv1ydFgnxoZOsFk5c+d/ImLopO8taB53mmNBhWNyuPcZF4odLP9uR4IJ1SyciVsMLdN9YbMG6F9tn2FVKyGcLE39j1NW5aOyRIPHL5gv7vk2fXs33jWV7f8hJPlwaF1jeYd/uL8ey/fhA7HgxLkCVecf1fhv/WrIrNv1XNs+QkQk/wnYlRfpS/hCUnwdOVAXZX1vGu9U9zptLCMzf+NYCQwQQEos9u+gHae2dxIhKN343xuT03U6+WQzQhIlt0aMv8YdPTtKtius2JWkdokD9SaeKoJQxmdiWFrjEiWZRcgwa9xPbEGD3qkjDSlyvhkPkVp6HL48NM1BqYtut4x7q9/HRJfP5v3/92AD6y6SfheLR5N0mDUqJVzTNmN4Zs2Hes20vWEXaTcdkio5RD8p8VMNcXnBQ7E8L+c9JuCHv9RU8Pdb/Tdh2mr5CRBVRep1bYEJ2mVc0JJzqlRLuW43tntlN1hU1hRLa5s/8Ah6o9NAcWhiuHazuY1LMy19n2Fc7UWmjTc8xYaYaqbUHVm2Bj5FzA51AZqrZRCQiPv8iXaNeWeeeLbxM+7KlzpNQqXfEcW+pEErg4dQ5NcrnzuT8MWy0Pjmzjbeue41StjXk3genpHFjo5nf2vQtVdokrNWbLKU6XmmmJFvF8ielqmrZIgUZNWF+m1WqIOgC84ql7+MaurzFtZrh348/48vZvU69XwseUgzbapN2Ai0y7JoY8rLCwL06eCyv5P9v8MJOVuvC5Xy5389PFzTy72Mc5q54vXXJ/OMXrAwOP8dDIVr48dB1zdoZJq4GcG7vgUL0Sf3vxA2KPQ6ZRLXB5fJh5K0XV1Xjk6i/Sk8yiKKJPPVZoYGEpydv3v52cG6NVzSPj0WrkOVFpF9WuKpA8RfLQENe+MgJUzMuG5oMeLY8YjC4IidPK4dFFokX91Ujcr4rf+qS77MQ5Uetg67oJuqNZLF+hV5+n6IlxTFOOcFead4Vt22wxKSC4wARjzG7ktY0vB/0cGUN2SGtVXip00aiJsXk/z27GchUqjs6JgqgaW9U8m+PT9MUWBIxnZdgQnaIvMk9MtnhuaS07UmPEZYtWNU/FNahXS8LP1koEvSUFBS+sfMVIr/PM2AatjCz5dOoCRm5SCyw5CXSE9nLQEBZ3nZFlTpliIzxn1TNt1bHkJthfFAzI9294gu+d2R5OVFGlFcKKH1i16YJEFTgE9Ruz2Cg0KGJE3YFKb8iuNQPLvohsMWHXh6O3TF8LK8j+Bz6FJIMk+TTGymxomOf1DQd5Reo4ni/RoeZIBS5JA/qscPXyYuFiH6q1M241cUursN/sN+bC6vrBkW08NLJVSAiCw8VFsQmalSJlzyAi2Xz0yB3ctHaIelW4Y03bdRS9aFhhgUj0tq+Q86Jicw9mtzaphXCYAghJ0ZfnrgcESvD8eA+a5PCqxmNi84xNXKC7XolNH/48AHt/cC+7H/0QnirhRNWw4v2v9/0+X5u9KjyMgahgK55BvSoQi5WhEQAb4mJjfnh0C3266JvHpBoeMu/p3s0bPvA4S5sUun4K3/juTfxw6eLAPMUPHKiEJnbeSvGd8R3cP38ZuwsbGEzMYPsqg9GZ0IpRkXxuSR9hXWSWLm2Jgi8+VwsFDTFqrl6pcEl0jFalzPXJEyGr+f7L7uPO5/6Qf9r1T1z6sw8D8M+zl7Iv389LlR6eL/XxbGkdVsB8X/nsjpQ6mbUz5NzYBZ7hFd+g6AmSY0Ypc9JsJyLbHCyvxQ3WrIIv+vRanmGrlZwXY3+pN2D9i3sqItmh5ndAn+f19QdCZzoQU30eK29kOBi+0a4uk5Gr5LwoBd9g0mogItk0qkUGjFkaNeHF/FR+A4bkMOtkxDoPrGBX2MsLTgovmCUckW08X+JsuYHRaiMbY9NcnJxgY2yan4xuxvYV9iwP8J3L/zG8j/YU1vHQyFZma2lO1doZtxrJRARnolETJK6oaov+fHKCrB3H8lSSismMlUEOjENW1jbAE9d/DgDHP58e+mNz4WzluGQzZjcyZ6c5bbZystrBwXIPnXqWyxNnOFNtZjA6w+91CJi44uh84OU3Ua+Wma6mmSmn8H2J/sj50YZfO30lPdoixQDh2Rod51Sllf2VPlq0PA+Pbgknfa1Azh/b/AjLTpxD5R5ybozxSj3LlngfVVejWhE8Ac+XOPt7H2VTYpqIbDNhiyJkxXDnRK0DI/CuBsLDxXM5sT+ee7PNnh99EMkD2fZp+k6Mq+4QB9w9Y33c1nuUq9f88hr/n8VvfdJNKjX++ewuWqIFbkweI+sm6NGymL8wQiyjVJh26piq1fE7PS9zstzGxtg0aaXMuNXIi6W1PFNYj+dLjFfqGcq3YLkKLyyvZV++n3OlDP2ZRfJWlJReJSZb7Cv2k3Xi7IiNklBM1kdmqHgCtj1WbGddap68E8NFYm95HUt2nGm7jjOVFnqjYoZnUjHJunFsXwl1vCvjwD557DY2RqfoMJYZMZtpVIscrq6hWS1y2moRDlB4nK600qbnhJ+pL5FWhHPNu9Y/zVNjA6Eez/YVXF/ibK2Z1zYfJi5ZHKisZcRqZsxspOKJftl9p67m4ew2NNwwKXbqWSG18GKs0RdRJA/T0+nWsnQE8qIV+ziAz+94gNdveJk/WrsH21X4Ty3PBKzQlbFwFi1KiZRssq8ygJjX2hEyjTNKmV5jjo9s+gk/zouJTUeqXSTlKjIiSXXpSxTcCHvG+nix1BsyUsesptABqE+bJxJMPFkZ0vD8eI94nN3E1T0j3LD2FHG5FjoxxSUhN3toZGsoO/n2pV8FCL1kxYzTJQaMWZacXz3c+vhn3n/Bz8vrdJyojKvLXPfKz9D0ssXM5/r50ONv5sXCWs7WBLxfDBzATF8XU28UMcRgxSZTwyUpW2LgvBdjyq4jLtdo0fJ89q1f59l//SBDn3w/J+/bxIuFtTxV3MCJWgdjdj3zTpJ10VlsV2a2nAqmuAjjGNtXmbLrKLpR5uw0Byq9Ibw4ajWTc2M8Vx4I5U3PV3vJugmGLMGbiEh2iDJsCybpXNM6wl3P383a+BI31J1kQ3SKwegM1ydPYPtK6EK0e2yAm+qO0arl6Ah0lbavciYgDE3Z9czbKR5c3CHsK90I1ySHwhm9BV/oP+uVEpv0aabserqNJRpUwctYchPk3DgpWXhgr0zf6tXnWR+ZDkdAfmjjo4EuVCIVepybgriEJAg52jJNSpGr4qdp0/OsiS6iyQKlybqJkIg2ZjZS9nTq1RJWYO5vehqG4nBx+hwp1STvxkjKVZKKyROFjXxiyw954PJ/CO+Zvzj2GtbHZpl1MiRU4YBlyDYdsRwRxWbSrMP1ZZqiJUq2wYPTFxNXLLZnJjhbaQwObwIRk/8dzcvtz76HmqfxsrmGjCxUCQtOCkXyWLCSjFVF5bfJEPrnJr3I2VoTI7UWPnrkDuqMCsPFZl4qdLEmlqUlVuTtnXtxfTlUa2iSy77KQNDSU9FxadKLuL7MGbMl5HdEJJtWJc/9w7sAWBeZodvIir0z20jF0XnXwbeyZMbxPQGxr0S/MUtEsll24jxV2kCrkedQtkschnxVeJ2ry+S8GF8euo6OaI53vvg2bhg4DQjrR8kXrGbZ9tn8wc9foH74deO3PulKksclzZNclBCQx87oKA/kduIiseQkOF7r5IVKPwtOEkN2mK5l8HyZEbMZ09eRJY/j+TZcXyKh1OiKLtMcLTKQXKBOrzJSaMRQHK6vG+L2tpe5se4EWSfOlvg5Lo0Lv1sl8DdOyiYvltZiKAJijsg2RyrCN7XmaXi+zLbEeGjiP2enSQbDkdfoiyHUDEJzd8psE/KV6Axd2hLpwAN6xad5xG4iZ4nJMFsjE2SUCn+64XF+fE54DL9jwz4M2WHEFI9/vthPLBiicKjaQ8XVed/gk1yXPMmNyeNk5AqDxjRlR8dGCae2DOiz2L74eaWHKaauOCJJqQXSSiUkh93We5RNsSmeK/QxuZzh6dIgp+1mJu0GJoPJMXHZCyfKvFDuu6DCf7HUy2wgT1i0Ekza9VwUFTKdFR2xjEdKEQMZeiKLoaZTEC4EpHvaagnYrxodao6kYmL7Ci+OrwnhXRCm+iuTd1YkJ93qMoP6hUPI591kCD12BJrmu9fvCTeIfy+OfOH97P3BvTz9U+EFi+ej5x3WPOJz/EubeeCFXZwy26hXRQU1Y4lJNiv6xKcWBJTfqhYperowqZBr4Ui7FRhzJYy8x5G/v4hHRjeh4HOwshY9OCz83toDdCezbIpNMVGrp+IZDBizYqC7JDy0N0cmGaq182x5vdBvyzay5JGUxVSdDi0bmnesaG81XL48dB1dWpavnLqWbbFxNiZm2BibRsEL2dFlz6BHXwgrD8+Xhd9xwFhtUoQE8NLYGcGUVgtcFT/NzpSYKz1cbeFH2W0M1wS5bAWaF4MeVE5U2kNjlRXv8hVi1AoakpQtdIS5yo74aHjorVfLHKj0UvaF5GfFwF9IisS84YpnUPZ1tkbHGTDmyDsxzln1nDA7BJ8j6KUqkpjSNWPXMW41UvYMdiVHsX2FNj1PIpgZ/cOFi8Uc5CA+ffxWHhzZxo6YeOyT2UFkfNKBjOya9GlMV6PsGIxVG6g4Gl3xZWxX4Vwlw5IdF4NLAhXDopOiQSnx5aHr+MDLbwpf5xu7vsYnj91GnV7leKmNA4Ue9lUGmHIyxOQaWSfOYi1Om5HnutRJLIRaY6TcRMk1qLg6U2aGnugSVUfDcsX7elPLAZbcBM/mB4jJNdZ9/5Ph3GYQVphLXpxOPUvBEUYtx6qdYYtpwqkPtewRyWZHbJS8G2NdwwLd8WWyVoySpaNHHM5VMkQ1m54v/w3/OHUtnz17C4ZsU3IMRipN7GiYEOQ3JFwknq+upewZXByZYGdilKvTp7ilTsDIe79/r3CW84X1Y/2JC9fUrxu/9Un34ZmLaDWECYVgwVZ4ZeooDy7vCDfglSqoUSuyPjbLztRZmvUCKVlUrZvSMzRowjQ8Z8cYjM8RkW0cX+aKplG6E8uhvV3ejTNXS2EFUO10MNhbkTyOVTtxPAVddvjbix+g6EYouQYJxSSlChbeygxdBZ+iG2HGzjBVq+OJ/EaWnThveeGdgBgJmFBMseAljzG7iU3GNPVKibXGvNg8ZIvLM6OhT+6K3Kg+WuELJ28kJlv0RJao08rsK/ZzUXySFi3HkUoXWSfOppg4ua5IgGwUIpIT+s2uyDkikkuDXMH1JTTJoT5IuGXP4GfFLcw6GXr1eRTJC43e37FuL7uSZ1EUj5dyXYF0SUeTHH5S2sSkE2PMaQhN3Nu15ZAQNRidIe/GeOzsIK+qP0JEsnlj/0G84Ha+rkdINExPIxbYB4reszBgaNeW2TPWxzmrgVGrmXqlwoKbpEdbCHXIrUqeR0c3hgcd0xMHMNNXhEWjF2X63zClb+87HA5sN4NDCBAmDxCuQN8avowvD13H985sD52vfjEKPbpwrwJkxye64NDzrx6PfOFaPnPiZj6y6Sd8YssPed/gk3i+zFC1nWxVXPeT5UGKXhQ9mDW6QmIbrTWTkkVV/PXTlzN7hUR82qLlH6J8fvctyPi0qnmeKQ2iSS431p3gjNnClclh2lVRvZU9A8tXw5F83doSa415hmutFNwI7ZqYSy2Y737Y84xINjk3hi65XByZYFCfpVUV6IsmCzJfwYuG8HlKNmmQy7yx/yAPjWxl3k2GSa5BrtChCtRKwafgRWhV8iy5Cbr0JVq0PK+rO8Sr6wSp8JrEEPVKiYIX4VStnSt6Rvm7bf/CJbExUlKNJSdBXLIoulEslNCVK+vGsBCHs6RssjkyybeGL2OiVk+/MceCk0KTHOG25MRYb0yTkquhjKXoRsnIVU5UO6hXy7i+LNarGyUpm1RdLZyo1KLl6dUXOFtrQsZjV3wk3JPu7D/A96/4SnhvfGv4MrZGhcY0ItuU3AiWqzBRrWfRSbDgJHmu0M/OzBgpTbxOU6SE58sk9BpVR2OiXI8muZytNvJCoZesE2fBSZJ1Ehiyc4Eb1UiliZqncnRemHccLXXwUqUHRfLYHj/LpuQMuxKjxCWLUauZA/keoopNm55Hlnx6okucM+u4uukMV9WPMGenOFNr4X2DT/KNXV/jkcWtvGvTHkpuhIxSEcYswaSrJrVAg1YOOSo/y25hwU2hB8M4HhrZyrjVhOlpHMx3U7LFVLjhbCOOq2CWdE7MtDByrgk/LpjgW+qmmbEyGLLDQGye4WIz+4r9YlJU4DHerBRxkdikz3JZdJyLjfPEqvxacU9Irqh6VyaI/Wj0ql9ax/+z+K1Pup4v0aEvs2gn+HlhC0N2I2NWIwPROY6VO/ECW7eSG2HRToYi90gwHcPzJXJ2jETgR5rRKlQ8MfDd9hR6Iot0RpZ5ZHErZ2vNaJLDlelhns3183ypnxYth+tLmJ7GS7ku2o1c+FyK5NFhLJN3YjRqJZq1IjG5xpKbYLTaRMXTSStVBqJzXJY8w+boJN++9Kshg1EYQgijgT59jqnAti6lmLi+xN7iOlq0HDk3doH/6m2tR8L32agWaNdyaJLLopNkwUmRUGpsiE6z4CT58OE3MOWI8WtiVmoSy1PIBFrbsmcwajcy66YCzaEajnZrVkrUq2XO1prIeTGuT5zA8eVw5NrTuXVc1j7O5fWj2L4qZpT6KvdseIwXKv0crohZxqPlRqbtOo6ZXdy/cDkDxiyGbIcM1t3LospbMQQBAfW2a8tUPIONxhRHKoKlGJetkGndqS/x2PImKkFynnUyNClFpgKP6ZX2w9dPX34B+WxlHugKC/rF8TUhaeyGtac4bbWi4HOm1spjZwfDwfAApwot/MPYNSQVk3+cvIYthiBuvefgW8LHLO10mNulUcsIxqxieUiuT3zOoe7rF8LVf7rhcT6z9Qe8tlOcxldY8EmlGjokRSSXm5NHmXLqaFILtKp5vvC6r7P75x9GLdmsedjj2z+9lqdLg+FwjRVd95jViI3Cy6aYbqPgCRMYyaJXy9KtZim5EWFdqc/QHpDOrMB4ZcwW5hWtah4XiYIXQZb8UOeqIPqbKwl6JemtWCqCqHxybpyYXMMIDoALbpIlL87D2W3Bfagza2coulF0XBacVLiWbF+lT1tga/Q8S7jsGSFHYMKpp0NbxvPlQKokBtbruOEgDUXyGNBn6TayHKt2BvOzM+TdOJfGRzhmdqFJboCuCB/yEbuJFi3PaLUJD4map4U2oxviMxw1u3jP4G6mrTrKns7lCSHDmbUzDJXaLtDNg+jXr2iyp+w6DlV7OFrsoClSIqrY5J0otqdSdnWGSm1k1Aq9sUUMWVjZJrQa3YllGoyygLJlB1XyGC03cqzcyXQtQ9XVwklIHz78BtJalZJtENFtTuWamS6nqXg6L5e7OWO2hhK0KaeOaauOnBWlSS/SqWdZrCVIBvOJfz6zgccXBnlqeoAfTZ4nPN7aeJSSK8Z4ZpQySoAkrQwn6dSXsHyFOSvFcL6JZ/LriEk1FpxkOH/6mNnFusQ8i5U4Y8V6ZAkU2cOIW9hlHd+W0WM2g8k5ooodomb7l3tYqMY5mRcufK1qPnAMrDBUa2fSyQQSNo0PHn4jf3HsNfzu7z+BHZPBB18RM7Ovev1f85Gn38ivG7/1SffGliEUPC6OT5CzVzR0YhjARYlJJmr1WIEcAITv7KlKK7GAjegic21mKJxx2RNZwvYVuo0lGo0SE7UGYkqNGxtOcqrUwpydxvQ0+mKLaLKoWOOyxTPL69hRN86SLXq0Hz1yB3VqOdTrztnimk6bwoi8QS/RohWoV0soAVS60h9cqVzf2H+QRUcYNaz0zezgvfzisOv3DT4JCDbek2fX06Et06Mv0KUtcbbWzN7CADsTQgc6ZjaSVoWkIe/EiCkWbx14njv6XqLoRZl3krRGCgwH0KwiecQkYUC+4n07bdcJfZ4XY8ZKh5WBgk9/fIFhS+hJLU/FkB3WGvPcvX4Pt/SeYNIS/aFXJY5xbWKIm9LHeWXDcWasDJ36Eq9rOISCR5NaCGwsbZJqjb85cTOWr7K3JDxox+xGcm6MicBMfTA6zYKTouyJoeoCAl3mjsYDPFnayM8LW8i5MTERRbLPz5WtNdKjLxKTaqGsSJNcvrsgIOPnx3uwfXEIeWhE9JdTcpWyr3FD/CQ3rR0KbS/fvv/t3NX2PFc1j/DJl19Nthrj+ep5l63+Bz5Fzzc/Q2/fHK1XTWG8e4Zih4aVEnM/JcdHrXpcc9svz+9cdmL0fPMzfG/8Em5aO0RGroRsWTuoPFcIIln3fOJ+/NmPIXk+LQdE4v3+7HYqnk7WTbBGF6bwp0yBNsh4zNlpRq0m6mWLE1YLOS/GNYkhPF9m1k0xqM/Rq8/jIVNwI0ILazUz7ybDmas5LyIgZE301ldaKysHm7Kvc3vfYb5zRthq2ihkgvF0FV9l1k2Es2wvTk4w66YxfZ0+fV7MWvW1cKa1mEhjMeumuK5nOOzDT9t1jFjNoelH2TOYd5OhW5uYIHSexLbCfm/RcvRH5vjW3BU8ubyBMbOBpSA5JOUqp8w23rFuL3k3Hh7odyTPYvsKXbpgec9YGbq0LE1BC6NTX6JZLbLgpMi6ce5ev4d/2vVP4Xf0tdNXct+pqxmzmjhZbeeh3CUcrXRyuNjFXDVJVLHJaBUGozPsy/ZStA1UOSCDqlXKjsFcNUVaMzlTaOTS9Chj1QbWx2aJKhYFO0LBMchaMXJ2jBcWerj1mT/hdKmZc5UMlqewJrXMNS1naI/nOZ5vY7TUiCJ5DFeaOVjq4eVyN8OVZiKKTUyxQg6Ci4Tty5iOysmTnbQmiryn72n2jPXxxaEbiMk1tsXGSMlCuxyXrNDmtuwZHK92crC8ltFiA5c0TtIfm2d3cUOYOJv0IvVqiaqrcWXLKNc0n2FpMUnaMOmoz4MtgyfRXp/nRKGV4/k2ds8O8MJSDz2JJfKVKA2RMkfKXXjIZN0Epq8wEAyQmQ7cry6KTdKuL7PsxFD+YB4nJq5xxV2ubffqlKEwDFmc+ufsNP2xOc7UWjFkAbml5Co9kUV2Z4XRd8GJBGJ2hWzgfLPy5a41FjhebAst5Vb+LWfHqFfKeL7ENXWnGS43M2I2szl6jg2Rac7UWthTXEdvXIzSkiWfHYmzgZ5VoVPPcrLcxrrILGNmA6fLzfREhMYwoYgqNh4I0Fdg3rcOPB/2R/9s88OYvsqCk6TiG8w7KcasRrJugsHodOjjCjBgzGL6Gj3qEmNWE4/nN9EfmeMV6ROMW430R+bYmRjlicVBIrLN1tiFMpeCG6FDW+Z1dYcES1SyaVKK4QSY4WITCn7YV551MgxGp8M+2YvVtXQYy+GwhQcu/we+vP3bvFjqDV+jJRDpb+qeIhNIkeqVEpcnzvBCsQ8l2BRXSDYAmxJT9BuzDBrTvCJ5nMfODnLOqufpwiAlN8K0U8fb1j1HRimTUkym7LowISn4bI5OcnlimD59Xpiom13csPYUu4sb2BobJxv0qrVgNvJ1PcMheUpHeO26SEQkm08fv5WTZjtLboKCLzbsy+PDPHl2PXc3P83ZmvDy/pMtT/Hngz9iZ1TIcAqOQSJWI5o0qTMqyJLPO7r2csm7X6Zar+DLYnyYLwl50TW3/RVXv+6vw8/g8f9xOfV7dZRvi0PG1T0jobm+i8SSF0MO+qYZpYKGG0LbTlRGqfl85o5/5vjJLu47dmU4U/dAcS22r5AP2K1JRcwrnnZjLDnC3GCo1o7lKwzXWpl1kgzVBIM/Itv0aMJyMCNXKLpRIrKFghf00WR6jXlatBxZJx5C4SvRELgLNSlFHstvJi7XGLGbQm3lUbOTPn2eKbuOVjVHRq4GBhYxYrIlZCFB5bxyGJ0O3KVOVtpIBVKUJSchDBfUfHjtR2pdFD0xGCQpm+iSy4jVTIe6TJe2xEXJKZ6fWkOdVmHOTlN0o1R8I5wYdqoixm9GZAvLVzEkh3lHzOAdr9QzajVx18D+8L1O2A3E5Bqny+cZ9N87s52vn76cOTvNiNnMC/m1tOk5spZAxlxfIqmZnMy1krNjvFTqpmQZzJZT3Lfjm9y345t8ZNNP+Kdd/0RKr1J1NVpiRTJKmR2pMR5b3EBPZIn1yTk8XyZbi7EQaHq748ukNZPR5QY6Ynkc7/9m77+jLLnqc2/8U/Hk1DnH6ZmenKRRzllGIATYItkYXnwx14BNNA5gA0YmGIzBvrK5BIMtC2RjgUAWkhCSRmlGI03sST2dczp98qlT8f1j16nRGPDFa933jx/rt9fS0kx3z+k6dapq7/39Ps/nkWnX86iSS81RCSsWhwvdlG2dnBkho1boiWTJmxHOlluQ8UhrFVJKlQ3RZQ7d9mna+sXvknEZNdtoVgvMmo04Pt2pLlactJqD8IORfDs5K8JFDdPsik0Tlmz2xiYZM0Sf3vWDEn46N8RUpYGHZ7YiqWLxZjkKkiOhFBTmVtOcWWmhZIbY0zTD1c3n6Aytc1nnJCvVOL3hNSbNpgD1mvbdEwnZoFkpBla27dEZnrv5M9z4x/t5+qEP40mC0yz98myMX/1JN6VUSMsVdkamGA4toEkOo9XWAH9YcXW2JBZY9AMFXE+iM5QDYMZqQMHleEWUjrojohQ8HFng5UIv26MzhGSLBSuNg8A7RhSLrBnjWLU72C3nrQg7ogJv16SJSLOUUqbihAjLFpuiS5yutuN6MjdmRBlYxqPman7v1CHvxHjT0MFgsn1lnutiTXgST1Y7qbka3VoWTXJ4NCusLfeM3M795y4KLBFPlDfzXH4DN6ZGcDyJNd8u5fjltRuaTnO40kvOibItMsuDYzsDIIfoZTnI/q5v0U5xVZ8gyYQVm+v7z/D+zY/x0a0PBwHzhqexaovS/XuGnwj8bfVxbfIU3xvbzSPjW1DwGJkWnFnNj+6qi7KuSZ7mcKUvUAhvCC+yaKc4lO+7oPwbliy69CzbY7PsjEwFtpBDlQEWrRRJxeCm/tNB+bF+c5U9nW59LYAFRBWTOwaOc8ZoZ9puYMWJBWX6e89cE8Ayim4kEFBtDs/RrgkbUr23vOIkaVVKJGSTohPmqsQZhvRF7hg4HqQYlawQA5k1fn3DYaKqiSqJysHm2AI7/sdx8oNaAFWXXE+IOVSJK+/6HFe87vPEFx0iay5a9fx5eKa0kTsGjjNjNQo/qeQEvcKKFwrEKI4u4aoSH3nxdfzjLf+AMx/lnZv2k3OibIgu0auv0quL+MRjpS5CshVMfIYfQ6dInsDvOUkafUXuoLbCipP0FcFRUf53dSatZvr0FVZsEYfnevIFcXKjtbagBVH3++6KTfuJUip9+io5N0q3lkXGZVd4Cl1yeLa6Iei17g2L82qhiIWgleKrZ65iV1ggOWuOGiQjGZ7GuG8FerncR8ENC+oWQrsQ9XUKndo6R4xejhvdbInM0Z3JcazQyaQh/Kr1Ks09I7cTU2vEFYMT1W5WrQQJxaDkhFm0UtzeeCyI5gT44epOjpR6yNpxvnbxN3lkfAt/dOwuztVaWbWTZNQyKbXKqbU2todn2JWYpUUr0B4u0BNbpyOWpzuc5ehqJ4rskq+eD72vj8tTY8yW0uxLTbLkY2qbQyXyToSkapAzI8iSh+tJJBSDrbE5yo6OJHksGQn6Y2vknQgHF3rYkZ5Dlx02xFao2DoN+vmqWmukiCJ5TBkNfHH3d3jXpqf4yJZHAPjMpn/jqsQZfri6k0fXtgbPkkalFGwocm6U4dA8LUoRTbLZlFhixYizYsbJOVEa1BJrTpy4UuNL4zcQkmxOlTuoGDqGo7G2FsdzJaazGWbmG/AUDyTob1mjO5PjmtZRrkmeIarUWLUS3NFwmKubzxGVTbJ2PLAouj55bdFOCRunE2fZTgRVok9ufxCA/T/4EPjiql92/MpPusO68AcmZAMZl6wdY0t0ntPVDqbNRhQ8NMnhlsYRlmsJkqpByPc/Nihlim6YFr3AS6U+Vsw4YV8t2hPJsmBlaAvlyahllq0kDWqJjbFFtidmmag08qP1neTtCEPRZRQ88k4EWXKxPJUlO4Um22RtMeFVHZ3eyGoA7a6zjGXJY8psols/n4bzSvHNp068ii/u/g5hyaZVy5O1BRP635d3c3K1la+fFbuWsGRRcUM8lNtFXDFIaxVmrEZO+4D1iiNETN3aGn36ClsjszyV28SMKcAG61aMt218njcNHcT1ZJZM0cOti7MAhuLLF5x7GbEr1SSHzeE5FqzMBd9/7+E3ct/oPpHt62qsOEkhYPDzaw1PwfA01px4AD3oD60I8L4bpkfNkpANWkMFFq20H11YwUFmV2hG9BH9MuED5/YiSy7NajHI1D1a7cXyFCpeiGv7RtFwaFYKXJs4xWMTw1wZE1aBbZEZ7t5w6AKG89bQLEnZYM2N0qGKzyrnil5xm5ZnV1hUCR4a386wvoCLxBPlYbGj1tZoecVO/QNHfp0/7v4Rv976IhvCS/zTJV/j1zsO4XgyC2aaplAJ+4YcTkgCSQIXkITI6hWibmTLw9GkwEP46R0i8k/zyWMJuYqGE6T/TJnN3DNyO89/54O4mkT6p2Gu7Rvlb18tSpt/d+5qVq1EkLsM0B9ZZc7MMF2rZ6AKHrHjSTSrBVbshJ8TK/NitT/Ivp0ymxjQl/2FWI6YZAZCs25tjYoTIirXuLZvNAg4qFc05uwMw/qCP4EKhXRSNmhT80FpWMZla2hOBEFIZhCGLq4jjeHQAs1qIZj8Y2otUEJfETkXKNdvSp2g4obELtLf7YxaTcEubKufzTukrfCHvf/BW1qfJ2vGOFHu5H2bH/f1AgoJxUCXbB/dKVH0UYmzZoNIRNJFis9nTt7KVZlz/FrmSIBYPWF0067ncDyZqFzjZKWDiquzrWmB+1Yu80lYLlVH9GVrjsrxYif5coTNqSVu6BHX7T0jt3PvmWv4rYNvp+KKHd6m8DwDoSXyToSeSJbj+Q5cJDYnF9mQWGFvZpoZo4GSE6ZJL7OjeYG4WqNgh1m14tzae4qQbNMXXaNJK2K7MqtmjFk/H7xia+iyzVcv+tYF9/rD49uYtzK4yNzSOEKDXgkEaGU3FPRxTV+oWAfznCq0UbF10poQtZ4zWpkzM+SdCCUjxAvr/aS1ClvaFhlbacJzZDpacji2jFQR1Q1XhZVyjKZwmcHQEkU3TMkJc6bQiuWpbAov8GKhl5qnEpNsgQp1owGqsl5tTCoGl0bGLgilEa8vBWXmX2b8yk+6IPqbdVh2q5an5u98SrbIfd0dmaRTW2dDbIWzpRaiskmrVqBPXyFvRwlLNiey7cyUMoyU2lmwMlRcnbhisGol2L8uPKhZO05KEYk7iuTxk9FhlmoJuvQ1Fu0UDUqZhGzwfGEDCdmg4oTIOxFWrbhf8jbFSl4Tcn7Xk3mp2MtcLU1arvDx469hU3iBhGzwqROv4p6R2+kNCdKTJtlknRjteo6Pnr2L2WKa1/cdYaomerQvlDbwcqmX61MnaVELdIezTBpNDIaXRRSfWiWpGEFQfVI2eH3Ti8yaGZasFCH5PBFqzs6QUI0g4ADg+HQXFUfnsYlhHji3lwfO7fVTXwS4fsZqpMnvRYOg3nSGhIdXJLvIFJ1wALQHgt1j0Y3QohSFmlEpkffB8XViVc3V+Pel3Xxr9Qr+19L1nDQ6OWj0o0k2k1YzuuTQqa6zKbRwQRj8JdFzfs9SlBRPGN1c1TfGrQMnuan/NA4ST04O/czO/LnJARbtNGtujNFaGzNWI5NmU5B0BLDmxnhyUoQnHDF62N4zy/bwDJansr1nlk/PCcTnA+f2cmf6JWZsEdwwpC8CMBya55bEcRKKwed2PoD2aIr5q2UKvef1B5IjbvQ6w6Ce7en64o76uHPwKMt2wufENqP7E2+Hts6VsTOAmLBDBfF6Qz5n+/Cv/QUPju/A8aMqTV9p26OvUXPPawe2h2dJKgaGHxxePwf1igQgON9+OyIsWeTcKG2qSPsquhE2hJeC8IA+fZV5KxMsjkCInerXxulaR1BGXrRTzPss77AkqFiy5KJJNqO1NnJOLLAx5ZxoAM5v00UGteFpvkWtxtFqr1h4qQVW7SSLThIHmRU7KSZqycRBYqO2zJydpEGpkJQNLkpNsicuRFrv3/wYH9v2EEUnzEilk5RaYUdkmtmaeGasmHFW7GSQhlNPfwKBe/2709fSq68KDKSn4iAzGF4hJNnsSUwzW05zqixAN33hNaKyiekqGI6KqjrsnxugSRMLuv7QMifKnfxGkyhj74pNix57rZXNkXk2hRe4smGMFTPBFYlRwZjXCoyXGlkwU2TNKNOlDAcn+xiIrKLg0qoVWKolOZHv4Gixm85oHsPWGCs0Ybsy67UoVUcL3lO9glW/HqKSiG+8KCHsXU8WN3PC6GbFTvoK8/agVbFiJ0nrVeJajalKA4+sbA2uuwa1zFWd40RVk4cmt3F0ugvHkejrXkGVXbZ0LOKFHVA8vLhNVLdoD+dZslMcKfeQUcvc3nKcohvmueIGLklNYLkKR2pdzFmZoK8suNsCN9qglJi0mhittl6w8dH/5wKO9v/v6QZjyU4ybrZgeBrLdpK8EyXvROgMrdMXXqPohKl4Ivu2VStweWaMM5U29kQmWXPi9IeWydoxWqJFUrrBqhHnqdUhZioZ/urgzTy9OEhbuEDejhBVapR8G9B8OcU7dzzDxtgyT+WGgx3Yqp0QIQm1RrG6dhVsV6EvvCb6KnaM07V2wrKgO0UUi4HICqdr7bRqeYb1JWasBl8VKELZQRBzXE/mK2euoWpq6IojUJJakTOVNtr1PFuiAgwgI5ixLXqBhFLljoHjfGzbQ9w1eJinCpsoOpEgPPyy+LlAWVoP2U7IQpyRc6JB2XnOVz0LdJ4pQPlKJbCPNKsFmtVCgFG0HCG9j8o1dkangwi4umCmPn6U3xnYuuoCp159hW41y4ojSomNeonXth6mWS8h47FqJ3ix0M+jhe08md3Esp1kpNYpknYGToj+jFIIdn+bw2JnXXQuLMvd1H86KBHXx8Pj2xizWkgrZRrlMs1qkU51PVCtGp4W9C9X7CQnjU6OlkUptuzpAWEprFg8NzkQkJXaFNELnLEauf/cRRTdCJNWEx/b9pD4xbdl0XtLXPs7B3j6Rx8Wu13fqA+IXq8ibnzJE4jJV/Z9ny0MsebESStlXqgOit0cEkU3wjfPXsaz//ZBtKKYIMesDGMzYiFSXozxlw+9NoiB7NNXaFRLJFWDWbOBtFIORFth2QwSeTTJCUqHIiVIouKFAo90zhEJRKtWAhmXFTvB4YooKb/sB3vUFeWOJ9GjZhF5quczV+u+2g4/5zYqW0Fs4KTVTLNaIK2UWbTTfsnYZCi0KKIGzaRgbvv5t6IlsUbFE+lHDWqJcd/jq0m2gGi4MRQ8zlotNCplFu0Ey06CXeFp9oSn+fbopcF18rmdD9AZWqfihJi3MlyRHKVVK/DqhsM4nsx4rYVjlR5OVTtpUEtMmkJ4JEseb9jwErOlNOtWlFPljuCcJZQquxpmKdshjhR7qLg6XXqWNSNGxdbxPIlLOyZ5akVsApasNJuii4zW2ujVV5moNXOo3C+48E6UeSsj2jSRZd9eZ/Ke4Sd45JovsT06i+3JaLKDY8qi6mKk6NLXWDIS6IqN40mktQqq7JAKVekOZ9nTMMNwbCkIV7hr8HCQ1lQP7Jjx+9dNWpF2Pc+CmeL5wiD/unwR61aMR3I7mDSaOFru5tqGM1ycniKlVemIFDhXbuZMqZWobLJqxiiYYa7qHAcPwmELVXYpmzozhRTIHlLIIZapsrVhgUvjY5ScMLOVNMeLXbSoBd/KVeP53CA/XRzirNFGp7but0WEnkB8Li6uJxZgbaE8U7WmQJR3V8dheOuFmNv/avzKT7onjC6mzCbWHBGnt2wmiMomFd8TmlIrnKh2MVFrJirXaFBKbIou8nK1z7e/CCjCzU0n2Zme5exCC+MrjZTsEJnGIpe3TJBRK7Trec5VWjlVbqdJK3F50zia5NCu5dgYW+JHqzvIOxGO5LuoOhoFO8KRYhc9oTVU2WHJSmJ4Kn++/fui9CwJnN6u2DQLZjpgnI6YbcLPJrkcLQp/ax2+8A9HryQRrtGTEjaln65touLqXBSfwPBUDpd6eD4/GMAOXE++IOwABIjghdIgYVkYv8tuiN3RKaJKjXUryqdOvIo7B4/y6szLnDI6eWpVqIWzTpxr4qc5XO0DhAjm9oETvGHDS35STYVONUdYNhl64JMMpVb4yfIw+4ubuGvwMBU3xJTZTJuaD4INyp5OTyjLkL7o953FbqvoRlhzYhiuxryV4er4abaG5tgXG+OmzAgbwwvc3fQCI/l2dqemsTyF5/IbAlHZy9X+IN7N8MRrXPboR/juOWE/2fr9j//MdfTrz/8PvnDqJtJyhV2hWdJylcv7xnnDhpe4vG+cuwYPB4KLhG9XArEYsv2H5p+fEYuWF6d6+X9an8ZEoVEtBX1715N9QZAAdrxSaPPGgUO0JEuMlcTDee5alad/9GEkB2THQ/L8iVc+PxE//dCH2f/9D3H1r32W43+1kx9nt3P3hkNEZZNFO8WKnQwmSYCnf/Rhrrn9s9w6cBIXocz+4k33ofSV+F/fu437F/cxZ2UwPYV2XcBEZsxGRmqdPJbfFgBLDpYHOWO0+2hDM0AfLttJcm40iLAbrbXRpBXJOnHev/kxXl7v5gunbqJVywfh8wm5StGNsOikOFXtpE0ToP0Odd0vG88LQhUKRVdn0UmhSC7D+oKIP1SKrNgJWpQiCbkqeviySUSxKLph1ux4sPCpq7vFIsIJUoySisGaE6dZKXLE6BE+ZcnhcLVP2JncaODZfiUIpUNbZ0900k/yslgwU0K0pVTp8ttF63aUTnU9cBgM+57QtliBqqPTHc5yptJKSq0wb4rPKmdGWDcFfep4pYvWaJGwYpGIGKwYcfriWb559jKyfgSkJtm8VO4jpVTJWVHOVVo4WuzmidVNzPql2imzKTgGENWnXclZVsox1JBQQquyIwSXiRXmSilCssMLK33oskNKM3j/5sdo1MocyvVwVeNosMONSSZjZitDPhFqUF8m6UN/hkKLXBwf54b0SfamppmuNpAzI8SVWuAUyahlNB/K0hIqEVNMQd4K57ix+TQHlnpBgq5UnvZoHtuRyeXFccuqS3OixLG1DhbtFMfzHZxZbSFvhblv6RK+PXMpS7UkOTPCYGpNODjMZmbNhmBhWleZ1znflquyMzpNp7rOw+PbmK418pMbPvEzz4xfNH7lJ91OfZ3N4TkMTyNvR4WfzYkEN37NX+EtmwkBtVcMerQ1NMnhifXNuJ7Ejui0CDUotrGre5a+piwLxSR7WuYYLbVwptQqSs1mjAa9TEgWxvVWLS+EUuEFbmg4xU9XNjEYX6ViC2RfVzjHu4efJCqbuJ6E5ZdOTpfa0SSb8VoL54xWEopB3o6yaIug8LdvfBZNclgx4hTsMJ89czO9f/85FNXBtFVmCilubD9DRq8yYzSwaic5W27j6tRZ9iSmKbgR5qwMH936cCCIuv/cRdw3uo+2UJ4WrRh4FRNylYRcRcFjZ2yadfs8ozUqm7yq5Rjgl47kGh/d+rBgkb4Cj1Yv2a45MT597nbM9TBnci0MJNYYDJ9PFHrf5se5tm+USbuR+0b30a3muDgyHvT+6vD5ujCn4oZYslLknBjHavUSlbB7zFiN3NZygqHQErvCU1ySGg+O532bH+dfsxdzU/9pZsxGVu0EjZEKmZgoi+5um73gGvrm2cv47mV/z/s3P8blfeNs75nl4t4Lk2FAcJiv6hvj4t4pru0bDZCds5U0737pLXxq04O85cA7AstU0rda1e0ox2rdAeXrP/Oaw5LN23ueIaxafOjoG7jkqlOAmGQVwztfavbjAl85Fi5X0UsOZz4vSGTv2vQUu8LTdGrrQWRane9tR8Tf33XujQIOr+T51sVfZ+/1pxn/1yEezW5jotZCm5rzNQoeR8vdpNRqEH6RUit06eIBNl5rDexBMblGwQ2z5ooFU6NaolEp8eCqWOzc1jIidhdqgdFaG0P6ElNmM3k7yrKdZGd0mqOVHpKyQcyHr2iSg+Fpvh1M7FJF5rUa5B7vCk+z7Ah1/1StCQ2HjeFFVuwkS3aKKbOZGbORNTuOJtn8pLg1OHd1PKPoUQ/QoJSER9eJc0v8RLAwGK0J/OWwvsjIdCcPj2/jVLWTh3M7ePvGZ4WXPrxMn77KgeIguuTQqhXoCWWDUPd7z1wTpA/FVJPNMSH8HIisMl5tZqLaxEwlgyq5NIbKHC920qSVGIiuIkseN7Sf5eamk1yaHCMmm7RqeU5Uu4J+fFwxKDs6MbWGjIcu2+SsCI4nBzSo33v5TQBUXJ3T5VYaolU03cZBJqnWfJaBiWGprNWiFI0Qa0aMtZp4LkxUm/ifnU8wFFrCQuGBc3sxPYWk70Qoe7pQL9faBCDFzz82XI2dkWl+t+0JLkpNoUgu56ot/GR1mIeXtzNaaEaWPBaNBGu1GE9kRd533omgKqJCs1SKczrbGlTR7IKOU9JYzCUZzizzL9MXI0semuIgSx4ZvcLNbafoj67SGi6yasQ4tNbD0XI3FVdkNNeth/XqiSK5bAovMKCt0uD3/H89fX5x/MuMX/lJd9VXnK3YCU4XW8lZUfJ2xO8fRgPQRWcoJ3Y/nkyzIqDlVUfjiewwMbmGLonV3OWZcQYSa0Q0iyUjwcjhPrK1KOt2jM3xRWYqomST8uHwMbnGsh/MfnPLSUby7QzFl2kL5YPey62pY1waP0fF1fny6evZGp/nWKUHF4kuPUuvvkqTVqTmihI5iBSavZlpvrj7O6zPp9iwcYF3bH0e25F5dc8JtkZmkSWXi+ITPL4yzK6EoNi8b/PjQbkKxM312MSwv6qTyahlekOrOJ5MxU8REr3wHMOhBW5KnuBdL72VWwdOEpVr5J0oT04OYXpq0Furjxem+gKWMcAfn34ti6dbCDdWyZajbI4usMUv7b4SuF5/mGYd0U+PyTVmfaA8wJzVwDlD8G5TqghXqFuIGpUSOSfKOaOVRqVEVKqRc6PB9+uTy2VJEXL+7uEneW5tgIlsA3PTjfT/86cZWT1v2/jMyVuDFJT/POqErHqJ/eeNF6b6+L3On/CqzBFybpQbMycFnQuXZX+CrRN3toZmqbghJk3xEB6Z7gx2CymlTNaJszs5wxXxs0QUwTJ++ocfDliwkivsRPXR+/XP8O3RS/n0b/wzMzcoF3h8r+8/41u5zEBkBCKA4apXf47KvR3cOnBSTGhOglc3HeFVb9/PsX/bwou5XmasRjr1dSquzqboIsfzHfwkv4WJWotPfxOs7m59jYQidqtLlthd1/umjieTUKpsS4jdXa++IgAsdhLLUxg1WwX1TLbp1LKk5Qo3Jk6QlquUfQgLCEV9t7YWCKdAlOktTw0WOBU3RFqusCksBFkJpUrZDbEzPM10TbRodMnhR+u7giCTl0p9ZO14kJBVfw40yiJucdrOUPZ00nKVnZEp1ux4wDDuVnNcFBsPqhzv3LSfd27az7gpLGPjtRZW7TjbwjOc8sWMAkcp86VTN/KP+77OB7f8mIHQMiOldixPCayKVVtjxYhjOBr9oRUujZ/j9S0vkVCMIPs650Q5Vu6mVcsHdLBlK0nKFyQlNIOuaI6kapBSK0GO91f23MefHr9T6FpCRdqjeXa0zwcc6aqjsSs2xTsHnyWs2CTCNZojJS7JTALQERaZxfWSfx3dWA+eqHvdJ41GXD83uM5or0N1LoqOk1HL7IpPsyW5SNXW6Imvs1RL0Bgqs1qNoUouX9z9HRZrSXqT62zuWiQRMhluWEJTHDZ3LRJvLYHmoms2CdXgitZxVNklFRG7bNMV8JhD671cnJzAsDUuapzmK3vuY7rawDP5IZasNIanca7WRqeW5fnSBsKyKch0noosuZw22/nu2HW/8Bnwn8ev/KQblmzOGa0cL3aR0gwWjQTLRoKRYrsIHPAJNMInaHOi2sXxWhdRucarm45wVeYczxY3itJCWKDrmvUig6lVstUo4e4ia5UYsq+CvrP5ZcHGtdJk/dLVqpUgrVSEBUixmCg30qVn+fHSFv7u9LVCMKCImLHh0Dxd+hoLRoqiEybvRJnyo9Xet/lxKq7OfaP70CQ7kK1396+wNb3AuUoLl3VM8ufbv8+KnWRfYoJVO8mdbUd4z/ATwc6r5IRZ9eP3wrLFo4XtNCil4ObP+hCOhCJW8GU3RItSZN7OkFYq7I1PAmJ3m/Izbyvu+X7lc5MDPDc5wOlaO5f2TnLPyO28av97GMqsMPHeD/AH235Ce6pA3omwaKd4eHxb8NAH4UPeX9zIi9V+/r0gYA+tWj64gdftGF26EJEkZIOTRmcQXn+40suSlaJBLQuyl28FOWWI95aQqwHA/rEJsVrui2dJRgxQPTxH5k+HHw6OpdX3eR6f7mL/5CAvT/Xw8Pg2HhrfTqNSxvLUwBLx80bFDdGilEjLFX64tpNGtUTMp53VbU6Wp/BCdRAH0eu7PDrGi1O9HDD6eLokjjGtVNgVnqZLzxKTa1ybPs2JqugVL1yq4ykSsuWh+JPvlXd9jq6HFRHILlf57Kvu4+mHPszTD304OLapWlNAEAOC9JZXsGKEz9eT6dNW2RGd5rW/+RTHnx7iBwsi5rFZLaJJDjtTc1yaOEeDWqY/JHa1jid6gUk/cjLuK4RXHLErbVYL5JxYEH4+YzX6tiCFZrWI4Wl0aOsMhZaYNJs5YvTgIPupRg6Wp7BopzhYHiDnxJizMsFuqr7rbvDj+KZqTYHwT8NhotbCe4af4MniZrJmjAa1JCo7qhA4dmrrbI4ukFCElQzEYrDgRnjJ6AscASt2khVHLOyHQ/O4noSLhOEpzJiNvDpzOFjogcCffmXPfUwZDayZcQ5WBvnczge498w1OJ6IH3zlotjxZEpWiBa9yFotRrYWRZI8BuOr3Nh4yr/m+3ytwyoFN8KTxc0sWGl2xafJ+1zhnpCwETZpJTTZISqbDERWaNELVJwQL5YG+NBRQVX65PYHOZTrIaqYbIwtsym+REi2+MiWR7gkMc7dGw7hIHNRaoqLm6e5Mj1KSLb40qkb+eT2B4PKVLNSRPetamVfkWx4Go1KmYHIirBhqbmgvVKvUty/dinv3/wY79r0FE1aEReJk+utDEZXmaukuaH9DPdd+lUAxotNNOllkprBYHKVXYlZ+jNrXJyZIhkxkGSPTLRKRLEYDC8j4xHTTDJ6hZqjMmM0YDgqlqfSED6vJ6k5Kg1amaITpk3Nk/IhMbujUyIdyq+i6H7wS+2VN83/YfzKT7qGp1Kww+xKCCC+KrvMltKEFYuSI4QdiuTS5a/aXV+wc6gy4N/wi0QVk8fXt3A01yU+JFdje3yOjniernSeV3WfYFN4gWvipwJUXqe+TptvlJ8yGjhe7iJrx+iPrXF320EeWdtGX2KNZrXIvJXhuNEdqHfnrUwQQzVlNBKSraDfVPf21hW1v3Xw7ViuTNEKc2lyjM1RYZGqAysa1NLPiJOWzQTxejqNo/O5nQ8EnlxNcmjVclQ8sTPYHp6hTc0xUuukQSkFfTQQpKt3Dz/Ji6WBILrtnpHbOW22c3nfeAAk+OjWh9mbnuZtrc8A0Ket8IHeR2nRCvxgdTf/tnYRz5eE+KM+IQ5FlrgmdprbEqJ83a2tEZaE+OhcpSV4L336Cq1qPkg4KdhhokqN6ZoA/i/4aMDbEsd4bGKYHi3LZbFR8fC3kzxwbi/37v02z9/8Gabe9hF29IsJ4N4z1/Dk5BBbQ/M8NjGMJrk0+ClIDf4kGpYczFc8IH/e0CSbqCwAFXuS0xcED6zYSUZrrazYSaZrjWSdOBdFxzH8XV7ZDVGww1z52IexPJWEbDBvpUUakycRVww+f/IW1N05cu8oCs+gd95KpNTEJHPrwEk6/Z1HfVxz+2f59y9eH+QAi150lScmNrG6XeX573yQy37j87z14d+lUxWY0K36IpfFzvGZX/82j133Rf89JNAlm4Id5uG1HTSoJRxPhGDUe7oOUrBgalbFLnLQV0grfnmx/mdFctkenqHsiomz4oaISjV2hacCJXRd1d6trXHK6OTm5PFA6AUEkI2iGwmEOym14uMoc7jIgXjuSK4LVXaYt9KcMjrZGF7ERWK81iIEl+o6B8obOOVTuWquxqqVICkbPilL9N/3FzYK/7rkMWo1M2k10aGtB/nY9QVNfXz1om+RVKuBUM71pCA5SpZcPnPyVu4b3RdMYHk7wmUN45TMENlqlBa9EGAlN4UXmDcznKh2sWolGAwvszG8QN6JkFHLlJwwFVcnKpvk7QglO0TJCTFXywTCz5Bs87mdDwTHN5RYYbTUwoliB3HfY/zK8Z7hJxgILXNxfIJ3Dz/JeLWZPRGhSL5z8CjzdiYQQObcKLoPoxG9eBH/OW9lWHNirLkxflLcyoulfh7M7aHkt98Ajhe72JWZJayKa6xs6fx4bnPw/U3JZbJmlIIVpiuyzqPLm1koJ2lQy+iKQ6ahRFi1aNKKjBktnMs1sVRKcGytg4IVpupo5GthXi72EFUtUkqVu579XRp0ATFZs2J8b/0iHGR69VXa1DxHq3UPuWhhrNiJYBPzy4z/9qT79NNPc8cdd9DR0YEkSTz44IMXfN/zPD72sY/R3t5OJBLhxhtvZHT0QgVoNpvlzW9+M8lkknQ6zTve8Q5KpdIFP3Ps2DGuuuoqwuEw3d3dfPazP4u++2XGiim8t5an0BPJsiMxx7aGBfqja+yKTXNRTFwosuRSdMK0aIJNuyk8z4zVyIHyoFC4qSaNoTKdoRxhWfSFOyJ5rmo+R0qtCHqNbLI9NMuu8DR92gozZiMyLtti88iSSAG5IiF8iG9v3c9CNcW8leEnq8OMV5uZrjVSdMPB73c8mQatTIe2zpKV4gunbiIsW3zmnEg8edX+99AXWeMN3YeRJS9YIX/p1I3sz4mHgHhQX1j27QyJ1aWDzNmSmMAmai00KCXRW/YEOOCZ8iYu7Z3kpn6B+TtudHNt3yg/yO+54PUujo8HHOKLouNBMtL3l3cFP/Pn278fLBxuHTjJnJWhRS1wW+Nx9iYm+fSO7/EHh38Dy1O4/9xFnKm08Zczt7PopHhycsjPFvaYtkUpMCxb6JItvJw+jKHohukM5ThdEtGMADsiM8xYDVzcOxUA8usluDcNHQx2//WxJbnAXYOHCUsmhyoDaJJLh1Ik64SZsjMYnoqOCKWwPJkztQuFaM9NDgRghyPT3SRkE8eT+FF+F1dFz4o0GjwmLcGTvil2kj5tlesSp1i2k6w4SY4b3cHi5rEfXMzN7acouzqjZivdWhYFjz59lUF9GU1yuLX3FL+14QAgysOeDLLpIjkE5WQHKRCoATz18Id56WvvB+BtD72Lm/pPBzas977x+wA8/50P0vMfLn888VoAJu0MablCs3K+KvH+zY/xz3OX8MXd3+ENzYf8oA2hMhchBjonjU6Rw+rDYpatJEU/L7rshgLBWFi2gp234elEJWFrqu/Ed4UF6GTRSpNzw6zYSdp9wVqHti60B74NaMVO4vjlWMeTGdCFdmDFSWJ6Crrk8JmTt6LLDknVYN2KIUsuY0YLExWhrh2rNHOgMsg18VOklCq7wtN0aOtsjsyx5sTF9eQIzvKm6KIfZdgqqkZGB8eqPSxbSQZDS6TlCs9NDlzg8fzLnf8GCM1As1oMCFwNSolmtcgLpUFa1AJ70jPsik2TUirc0H6GS1sncf3S/LFKDz/JbUGRXGqu4IlP1EScouWqwofuiHN9otyBJjm06EUuTwgi07yRxvIUJiuNF1zHn9v5ABHFoiVUZK6WCRY8dYY5wPOlDYHi/yt77guAKfWh4BGTTKJSjalaE2HJIuvEWbRFLnLZDfFwficrdpJPbn+Qdj3PqVwbmuTyoaNv4PJHP8JkqYHO0DrZcpRnlwZYWE/y1r4DPDK+hQfO7aU7nGWiIJ4JFUenIVQhrpscK3XheRI1S2MgsUZYsrFdmZqlYlgqg6k1emLrWJ7MrR2niCgWk4UGWrU8/bE10lqFiZx43WuTp9Elm7Krs+bE6dVXOGN0YHgaB8uDDOjLJH3K3i8z/tuTbrlcZufOnfzt3/7tz/3+Zz/7Wf7mb/6Ge++9lwMHDhCLxbjlllswDCP4mTe/+c2MjIzw2GOP8cMf/pCnn36a3/md3wm+XygUuPnmm+nt7eWll17ic5/7HH/2Z3/GP/zDP/y8X/lfjrRaIWdFydrC4xeWLTpCOZr8HsZ4TWTRdmtr7IhOM6Qvokk2K3YySPJoUMtsjC7SoJeZrjXQo69RcXT2xCYByNtR9oSn0XCD+Le0UmEgtIQieZyptLErJmAJO/XFIHHl7R3PMF1roC++RsGO0KIXMH1vXqNc5sr4WXpCa+iSw4bQEn36Kh/c8mO6EzkAmkMi5q1XX+XS5BjP5Qd53+bHaVBLAVRj0U7x/s2PAfBHx+4CxAP4dFX0iV7bIkrCF8XGhXVFy9Om5li0U1wTOw+DyNoxuv3dyc3J4zw4tpMPHX0D9565JlBAf29sN4/kd/BUQcD/f3jVly/4LNaceBBqvz08w6KVYslKBSzpuFrjgTO7eancz4/HNrNcSXDX4GGu7Rulzd9lz1sZLk5OBL22hFylWSlyuNrHpNGE4Wqs1WLoko3sM5rr5d/r+89w5+DRYCFRH09MbOKekdt5bGKYqxNngutkU3iex0tbyLshH4QuzveY1Yzhaezpnb6gtPzCVF9AfAKwPBkNFxeJ6WoDM3YD31vfywFDKOO3hWcoexoFX0ndp63QrBTYG56iQ13n915+E0afyY7INC1qUbxfpRqgNn+wvhtNsnlz5oUAPwhQaleQvPMT75Wv/Rx/MfUqTGT2T55nPQNc8brP0/OIeKB+ceom7hw8GlRoABxdpvi/uoJFS86NkpDNC3Zu9dBzBwldEsCXl6t9pJWyACJ4MjknStaO+zGPVZadBM+Xh1jwFc8gPJFlNxSIbFacZBBiseKIBYnhaSSUKit2kjNGOy1+eVvHEXm4coWYZKJIbqDcrUcSLllpZF+oZHoK61aMjmheACZclZITxkGmQffDHooNPJsdZM2JB9qDtFIWMYN+O+PB5d08md9MxdUZrbUxZTYxWmsjpVTp0rOA8JnXd3wg1Ot/cPg3gvf9to3P84YNL2F4Gi9X+xiriT50ShUpRVFZsIwnas1YrkLNVRkptTNVa6I/tEKzXuTx5WFG8u3869JFPL/az7KV9MlKon22asVRJI92PU9/aJkps4kFM02zXqRFK7JU/dmdmqBq1WjXRXn1nYd+k+eX+/nAkV/n3jPX0K7nAALrTL3S8JmTtwpboacL2IUX4pLYGAn/8+lU19kbnkSRXOarKR7PCt3CeLWJjliesqPTpa/TFCkT00y+N7ubkGZj2gr7uqeYrjVystaJg0RUNknqNdojBY6td3Iu10RrpEhEMbmyZYy7N7wU+IZDss3W5kUaYxWGYsv0htfImVE/BUoirtd4Jj/EX+36LgnF4Ir2CU4V2li2kziejOGXx+uRmqdr7fSE1rBQ2KzP/8z5+0Xjvz3p3nbbbXzqU5/ita997c98z/M8/vqv/5o/+ZM/4TWveQ07duzgW9/6FvPz88GO+NSpUzzyyCP87//9v7nkkku48sor+fKXv8z999/P/Lw48H/+53/GNE2+/vWvs3XrVu6++27e+9738oUvfOEXHletVqNQKFzwH0DBiWB5MicLbayYCfKOiBCzPIWcEyUq1+jTVym6ETZqy1go/CC/h7dvfJY+bZWQbNGq5WhWhacso1a4f/5iYeWxMkRlk53RaSYtsSpK+E32GauRw5U+JmoiYWSiJhJHVlzRLxqpdbJmx7kheZKobPK1i79Jm5pnzswE8AAZl7BkMl5rofyKnmk96uvi5ARNWpFzNSE4aQ2Jyevp/EauTZ/mufWBQA0JglB085O/z7fP7WNXbJqKqzNSEcjFtFzBRQ7A/uPVZtbcGKdnOnhycojd0UkalVKQpmN5KgtGklUrQd6O8PHjr+FktZPhyEIgxqiPL5y6iY8ffw13Dh4NSs45J0qHtk6rlmfGauAzJ2/lqaUhNrct0aWvc9uGk+xoPH8hr7kR/mXtEjq0dZ7JbcDyVNaceNBTWzBTtGhFTpXaeFvHs5TdEIrk8WhBJJr858kGBJjie2O7aVAqXBId46TRxUlDnI+7NxyiU8lzZewM03YDmmSj+7FjaaX8M/7dJyeH/PN4PhjB8hRcJEatZl7VeJQOVXjD29Q8aaUs4sTsjMAiquucMLpp9FsBK04SIxemoyPrC1PERNisFFlzo3xr/nJe1/Ail0bG0SSXNjXHA+f28vHjr+H1736CJx/5CD99/A/xJFBqHrl7ewLk5HOTgnX94NhOtv/RUeH7BWpfEIunuwYPc/+5i7j1qfcJdbQp3s/tAycYM1vIOoLCVe+J18egtkKftoqDxLod40BxEAeJkGz5YjEBrDBcjWdLG2lSi2wILfHt0Uv59uilPFPayLFqNxU35PeEJRqVEknZCEI1ADp9u5AIYbcDf/Syk/DL+TWalYLIE/ZD5tdsEf1X7y8X3Qg9oTU6Qjmiskl3OEt/aIUmrciW6Dymp/I/ep5mW3KeihviJ4UtmP59vWinRO/YDTEYXyWm+LhXJ8JcLUOnn7S0P7eRFq0Q9LfFMQvAwhd3fyeYrOrjrUMv8P7Nj/HJ7Q/yeHYL09UGDq73sWrFifrM6s7QOgORVVxPZs2KcbDYz3MrA2iyQ81RMR2FsqlTcQS8B2C0KIILYkrNDyBQfcVylYxWZqzSzE+u+wJfOnUjIBKvPnT0DdieQkqtsiG0xKOrW1iqJolqJi9nuzlS6uFHi9uDHfANP30/Z6tCgBiVTUZrbTTKFYpuJIClzNgN59XrnsbfT1yFLHnkzAi3P/1eFqop+iKCa/0fy1uZymWCHN7Xdh9lb+ssS5Ukq7U4k0YTP8lt4VsTl9AYLlO0Q6yUY/Qk17koNUmjVha8hFqamqOyYKYo2BEGYqtc3CScB+PVJqbWM0wajaybUeJajbJf2q4jcVXZZdUS11WLWhDtHaWKJjkMhxZ8QpoR3PO/zPi/2tOdmJhgcXGRG2+8MfhaKpXikksu4fnnhQL0+eefJ51Oc9FF5y+4G2+8EVmWOXDgQPAzV199Nbp+vrZ/yy23cObMGdbXL+xN1cc999xDKpUK/uvuFqUO15NIqgb9sTWqjsZsNcPpYitLVpJ1O0bFDbFopyi7IU6bbUyazTy9KB7QX1m6gW4tS4tvkI7KNRTJ5dVtx3g6v5FefTVgOydlgwNGH2HJISbZnKu1slhLkVKqyHicKHZQdMNMWqLMcm30LJpkM2dleFuDODdvGjrISKGdc7XWAB6wIzTHgpkKFLQ3/fQPLnjfk0YTH936sAjUNmMMf+/PWavFKDphbmw8xaqdCIAUIGL93jx4iLcOvcD1sVPsi4/zzbOXMWa2EJVq3Dpwkuv7z5DRKjTKZSz/4qu4IcKSHaAOH87u4HS2lQa1xLXJU7hIXB8/yZjR4p8rM/idW0Jz9IdEea8edlDxQrjIDOsLNKtFWtU8bbECb2g7xFBokdtTR7k2dYrfOvh2LvqPP+LdR97MVy/6Fm1qnrhqMl1rYN7K8FK5j5NGJ6arMmU0oEpuAEt/MjdMu57j705fS86NBqXfh8a388C5vbxhw0v0qWtouJieQki2+MH8Du4ZEbQoWfKYsRrpUbMiYcmJ43oy/5a9+GeuP5HwJHpYe3qn/X/vsujE+Y/17Qzoy1TcEJvC8xiehoJHp7bOoLYiHtZ2kk1hscgwPJU/+/6v877LH6NkhGh7Bcmr4oYYM1vZlFiiUa6QcyP+vxHJOq1a/gKOsadK4HmE8ud5kQ4SozPCR3tp4lzw9VeKrO7ecIg7245QfGsBRz9PuBoOzaNJNot2ika5coE6fdJqEoB4tUiTWqItlCdvR9Ekh4ITFkrx9UFSqhANDujLhGWLTnUdx5OYrDQyVm5mQ2gRx5NpVEvknJgImPctLTG5RtkN8dahF2hWC4LNLZd9AIeY2OqWsTk7Q9aJBxGPy3aSf1m7hKPV3iCRKyqbhP1FgempNChlnsgOk1bKyJLLpfFzTJlN3JQ8wYzVSM6JUnAjOMj8MLuTuFKjMyToUhVHpzO0TsEN84P5HbSGBEHtbLWNsGzheDI5J8Yj69uDcwwEAqZXju2JOUZzzWRCFWaNNEUnzF/u/DfeM/wEH936MCUrxJl8K1VHoylSYk9mhs2pJRpCFdLhKpOVRlathKigxNcommGqjs6ymeRAccAH+YRoVov0R1eD6/ULp26iO5ylS18Xr60WKbph8qZA2M4XksiSx9bYHJosxGxP54e5s/0InSFRnaljMJedeKBSnzSb+POTr+JwtY8f57bzH4UdlIwQR+Y6cT2Jkhnih1d9mTOlVk4UO2iPFNjUtMxtrSP0JNc5sN7HZKmBXQ2zfGPfNwTHILzOtiaBWD210krNUumKig1Sk1Yka0ZZrCaIqSYtegFVdjhdbOVUoY3RcgsdoTxN8TKyJNLPMnoVVXK5/NGP8ODMDpr1ItuS87yw3s+SneJwpZeEbGB5Kp1altO1dlbtBPNWhsIrMrP/T+P/6qS7uCgQdq2trRd8vbW1Nfje4uIiLS0tF3xfVVUaGhou+Jmf9xqv/B3/eXz0ox8ln88H/83MCOGU4ejElRoh2aY1JHa/Gb3Kai1O0RE80ZFKJ8tWkmOVbvJ2lLf0ih7TkaVO2tScT1cqc6LcFWR/7ojP8q35yzhc6iUqixXkkL7IihPhycpG8dDQS8iSy9/t/SdUyWXBTNOolARH2E6TVirE5BqTVjrYiX3viv/FspkIHqJ7eqf599MiMu6rZ67iA70/Diwq7x5+kpzvm9Ukh42xJd6y8UUG44I+k7Xj5O1IYMe5/en3UnO1oA9zce8UYcliR2iOtFIJyl8AG8MLFNwwk36Wriy5PF7ayqO5bTywejGtoQINEZGG81h+Gz36Gv9R3BH0qT669bwCWJQFxQLKcDUemxhm0RK7hTk7HUQXfveyv+etQy/gIDFpNROWLLbE53lT34ucvPPPAKFw/bXMERGurq1zQ/IkH9nyCLvi0+yIz9ITyQZipY5wjphcY3tYXAthf1dkeSphf1EwbWfIumGKboSSE+aS5kkui4ld7IyfTyz+rcWtAyf5s7FXU7DCPDS+Pejd1nd8YZ+8BOd3k5anUnUEu1gwcz2OVnoouOFAWbslPMfhah8aDoan8pczt7P78rOcKrdzRedEUKZedhKM1DqJyTXe1PCC/7nbAa1rSF+kTcsH5fovn76e6dvA1WXwPK657TO85al3ilAJswUFjx4te8GO9eK3fYFL3vJXAPzlwVv53Y1PM3+9WMVf8frP8879b6PsW8lGzA7SshlUPz788Ju4uHeKZkUkaH1kyyP8+fbv43pysGjsj60xqC8HrRtNsil7OnknxvbEHDc2nMTFDyJw9cDqpeCRlEVQRX0CblPzzFiNmAhimoNMWq6y5orsXRF5KchLu8LTJOUqeUuwwGOyENudqbTycqGHWbOBBTNN3omyIzHHc8UhGpUSWScuwuf9ibZby9KiFli2hHWvQS3Tp6/So2a5InGWS6Jj5JwYb+t5joVaSqjOY1Mi/lEp82Khn3Uzwm8f/O3gnA+Gl7ln5HbufObd559nWx/muZs/wz/u+zqGo/HM6oWVmp3pWRaKCf7pkq+R0QX0IqlWsT2Zzmiekh3ieKGDVStBZ2idV7Ud57KkoMu16QUSskFGKwes6Fftf0/ALKjbHf9x39c5a7TxxPowq6UYJ+Y6iIVMVksxjhR7SOoGCcUgqVZZMNM8u74BgEsjwqMflgXvfd7O8O3pS1AVl/vH97J/bpDvj24nHq4x3LrMSjmO5FutZMkjoRmMFZowbOGOKFkhpvIZGsPl4P6aqWYIyRYJ1eDIXCeq4iBJMJJrD7Qt/dE1ylaI0XwzzWqRqqOxWE7SECpTsTXW7Wjwmk2a0LPEVKHBCKs2p0qC5LctOc/z2QEOrAmV+NP5jZw0On08rlCwLztJftnxK6NeDoVCJJPJC/4DaNBLuEiUnBAFO0JIsYmpNRp0UcabNdJUHT1QUE4ZDczVMnzixB38Wu8IM1YjK06SQ+UBVNnxSw1CJn5bywjLtTiX9k763kKV/RUhYNoTnSSlVAMrzFBsmcHwMkU3wryd4ZnSRj8Ye4msE2fMbOHeM9cAsFRLMlLp5BtLVwFw3eAonzl5K5ancLLWSYNSDnqj9+79Np868So0yaZJLRKWLTaGF9kXG0eTbVbNOP+2uIdPnLiD5nCJZ7KDPLN8/ga+feAE03YmEDmB8J/qksOKk6ToRPiP9e3knBjLZoLRQjOXpMZp1/Pc0CL6on+z+19QJDewMNVxeHc//zt84dRNOH5iB0BSESvFohv2sYQChlBXt0L9AStEMVvCc1zv95bfe/iNvHXoBToV0avTJDsQcLmeCAnfGFnkWLWbA/l++kMiM7he+jGRg6pG2V+ZunX/oOQSVwz2xcaD0rHjyTQoJcqezvX9otd7XetZLklNEJasAJDRKFdEqLoTC4LRQexKbx84wZuaD/g+S9kvvUYxXI0ZqxEdl7RcoUktokgClHHyuQFMR2XFiPPqzGE0yaXiCVvD3vAkg9oy/57fi4lMwl88KHgkZJMBbZW0Uubbo5fy0OIOPn79gyy82cCTJWTbo/cBmTc99D+5c/AoZU8XHma5EviB7/jgTznwTx8AoOMHGv/7C69m6n98iGf+/UPIpkfnD1T+x6O/TZtSJq2UMTyFBn8SnHiv+He3Dpzkg1t+HJyHMaM5uK42hoWmQZMcX+wko+EwFFoU0AF9GU2yaVNzAEELYaTWwZhv/6rbwESpX/zuGauReSsdfNaGp3HGaOeF0iCHSz0cq3VzrNLNdy/7exp84V1naB3bVdBkEaPpIiFLLlF/92p5Klk/9k8I+dxXtKUE1cryFP5h9mpybhQNJ0ih2RKa47LUGAm56iMsHWasRjZEl/neFf+LptB54eicmeFsuTXw+P7nkVBrJDShVK+PT25/kGu7RJWiKyx2pQu1FPmaqHy0hotEVZNj+U6mqk0UnTBnjTayZoxWLR8osStOiIlKI4VamCUrybs2PUXFDQVtoKhsUrJCbGpaBskLWj62J/Pdy/6eohPmxWwv/3p2FxOFBm5JH+fyvnGalQJJqRYgUddLUfKlMKVyGNuVOfv6j/FrnSNEVZOYbrI9M8/Vj3+IyUIDI9l2kiGDjmieiVozezIzvHvD07ieRNkJcfvT76UtXBDizvUOdnTMs6N5geHmJWQ85v0WXUYtoykOBSPEvJWmbIfQFAfTVVmuJIgrNTbGl2nUyhiuxnB8gdZQgYubp8mWo2yIrXAg309KrRJWbK5rPsvLhR4GIqucq7SgSQ4vF3pYteMBje2XGf9XJ922NlHTX1pauuDrS0tLwffa2tpYXr4wjca2bbLZ7AU/8/Ne45W/45cdG8JLbAwvMhBZCQKb62O1Jm6QiGJScoSMXpNcHGTWLbECPFHt4snCMAU7TLueZ4cf57dqJwjJFtc3iAlhymziufIQKaXK1tAsmmQzEFqmRSny7dFL2RReICyZmP5NuyG8RM6Jcdpsp0ERcX8xucb3xnYzGFvhr3Z9lxdnenjXS28lptYISzbd+pqPh1y7ILHH8hRisklMrnG81EneifK1uSs5Xuzk9HoLt7WMMF8TDNvTy61ULO2Cc5RzxIP37g2H2D85SEyuCRqRmmPNibNWi3EgP8CKGUeRXHq0NaJyjVY1z7s2PQUI/2F9nDNa+cSJO7gsPc6AvsxGfSmwrNRpNL36Klv1eRRcFu10YIG669nfFROdGwqg40VX510vvZWnZsVK+vuF3Ty4tjdIOPrSqRtJKAYVV2fezLAxvMhl6THfq2kQ9QUep2vtPk9VKNSfmNgkbDKlLQG20HjFpKlLDtf2jV4gurooNk6rlgseSiAm80PlAZKyyJr9zMlbMVECO1HOEX7whGywZse5ND7GoL7M/uJG/nL+Nq7qG2N7eIawZHHn4FE+cdf9mK7Ch7sewUFi3k4xUuugT1sVk4Js+Spz8fr1CLqiqxOWHPrUdTTJZnt6Hk1yeM/2p1h+R5WfPvaHAPQ9JM7HHQPHaVBK5NwISdng4fFt3BgfCd7Xcw98kJf/4f3B3/f/4EPIlkfvQx63PPr73DFwnEU7QdaJ8uDYzp97/903uo/B8AoPj2/zwy/EvV/nKJ+ptZN14sxZGZ8J7gohFB7jZjPd2hpD+iJ9+qpQc08M062tcd/oPp4pbcTwNHScYNFmIhOTxELk4HofRStMbzjLmUoba5YQU5412jhW7RGY1nCeJr1Eh7bOipmg4oiUL01ymDSbaFBLVHwh3aqdoOBGCEsWj68MU7J1pmsNXN44HhxLXXcxaTXRpuaY8ytFi3aKrB3nwHofwAX2nE9uf5Bv7PsGl2Qm+N7YboYe+OQF5/Ab+77BVD5Dl77G9h98jDe98E4AdsZm+PLp63l+Teye82YYTXHYk5zihvRJusI5uqI5qo7G6bLgFW+NzwdVsLFKM3+y7YeUrBCDydXgmIq+xei+0X0oksuJ+XbmSinwJI6tdfC6/iNMl8Tz50BhAEVyaUqW8TyJp4uiauIis+ZGMRG9bkny6G7K0dW8Tm9GPAs+tu0hDk71slyI88T0RhTZpS+ZpSFSIaqaWK6wc+6OTjFmtGC7MjlTLCpO51tFO8eVCSsWS9UEKc0gW42iyaKitWolWDciNMYqLNZSRBSLiGqxVEngeBJZK4brSUQVwYFuUMqEZYtj2U4u6ZiiYIeJqTVezPUyFBdOge2JOQ4XulkxBFY4rpocWOtjyUzxy47/q5Nuf38/bW1t/OQnPwm+VigUOHDgAJddJnZml112GblcjpdeOm/VeOKJJ3Bdl0suuST4maeffhrLOu9pfOyxx9i0aROZzIX2l//TCGHTqJRoUEpsjc4xGFsh5O8AI4pFWqsKJJhaIWdFiKk1P0zAZnNknoIdFjFark5/SJCEknKVuVqaiqtTcUM8PL6NqGxyothBn7ZCwk8LmjEbMTwteDgKbGGaBqXk03kSzJoNAXZuUFtmzY4HO8a3bj7IvXu/TUqtijKcD+h/rLANw9WCm2++lgp2cMOxRSH+ihQ5tdbGgVv+kvdtfpyEarArMcvpuz5OT3Kdu5793eAcvW3j85j+paBJDs9VBGHqb+eu5z3DT3Bz00nGCk2cXW/B8WS+tXQ579y0/xeSmv5pZB9Xxs4GQH1NchipCYHSip1kILRE1o5zrNYp+iOv8JC+vuUlso7A8c1bGQxX56q+Me7d+23eNPgiNz/5+3TpWfYmJgERbViPBys6YZatBKeqHSi4nDHambSaMDwFy1MZDi0EC5xJs4myJxSnJSfEtsgMg9oybx16ITiW+i66Pr559jLuGDiO7nN5QdiCwpLDZbFRHCQu7p1iS3iOsHTeWz2kL/kl0zBv2/g8Q7pYQF4cnwjKZXWEJIje/sUNU5goDKhZonKN4xURqq7gUXR1FmopwpItSs+SS0M9XN5OYHgKE7UW/mrXdxnURGDHn+0QftCnf/hh1KrDDdd8GkBEGvq9ek2yA0vW6MyFVqj6MNIKnirR8ai4XnJulA1agR51/QLtAIh2iBCd2Ji+5Ssq1wJB0rTZSLeWDbjHQ9pq4Es9VuumWS3iejJpuearcFUUPAxPY9FO8ekd3+NopSdgaO8MTzNq+gt/K8221Dw9kSx7opPMGWkOr3SJ9+BqyHi8XOhlqZakRS/4ymaPqCLoZ3VKWP16KbvC0/9MbgNfm70Sx5UpmBH2xCa5KDrBtshskAkrAgViNColDFdj2U4wazYyUurgwSv/7ueeV4BuLctdg4fxPHj1/t+j95ufCb63qWGFnBPj0o5JdiZn+KNjd/Gjle3E5Bo7M3P0x9aIazWuajwXWLFCss3e+CRlR0TjzdXSHC91ciLfwXPZARYqoho4lFghrYmKwWdO3kqXnkX2rVczRgbXUVgrxLBrKouzDTy6sJk9DaJlMxhd4dFr/5qF1RSOK9OkFbn5yd/n9oETfg87ytlyC5tbluiLZ0noNR6++m/Y+/AfA+CUNarZCNWKTrYcZaLQQM1W2Z2cQZZcevQ1hvRlVswEjaEKCc0grtVoiRT56fJGIqpFSHbojq0TU2tENDFnNCgl2vUccc3EchQcZFERsDWBgpRdzuRbiCpigdeiCsGbjMdbu18grVVo1Mqs1WK0hYtMV8V9cbzYSUqrktINjmS7WK3FCCs2C8b/h+XlUqnEkSNHOHLkCCDEU0eOHGF6ehpJkvj93/99PvWpT/GDH/yA48eP85u/+Zt0dHRw5513ArB582ZuvfVW3vnOd3Lw4EGeffZZfu/3fo+7776bjg5BDXrTm96Eruu84x3vYGRkhO985zt86Utf4v3vf/8vOKr/eiz7xmVNcugPiazYLfF52kL5ICqq4ooLU8H36+oFXi71Bt+PyCanqp1i14JMRqtwttIWWAVatRyb4kvcOnCSGTst+pHhWRwkEfmmVJmoNXOq0s5985cEJKyPbn2Yx2c3Cnaspwewgs+cvJXNvrBmsZbk3cNPsmInickm7XqeWSPDcHyRL5++nrZQgUOFPp7Lb0CWXPr0FS5JjpOOnPeOfW7nAxwviYkvpRmsVuO8ONUb9PPef+Y3uP/cRZyutXNgvZ/H1zYHD4h3bXqKu7teZGUtwcRiE/df9l9bt3572/OUPV1A7Eu9vFjtDxSMeScalBPHaq2Ynkgg+dSJVwGCvFRwRSj6u4ef5Ptru4LXbVXzrJRjjBmitPOlUzcyUW1ClxwUXPpDK+LntAKy5AWwkTrbNudEyfqc46PlHs4YHfTpq1ybOEWjXL7A7vPK8fJUD/snB2nxe6UyblCCVvCouKLMWd/9pmXh256x6pmzAg5Rn1DqPeucE+X2puM/5zdCj74mrkVPIyxZ7IpNB9qB5ypDvK/1cU6b7T7iT8bxxIT/eHEr383tC9olJgqXxMaYqJ3XURT6wuB5XHfTXwKCjX37wAmxa/QnjqHuBY5Mdwdag4ve/gWuuf2zFAYl7IiMYolS6N0bDpF3FWRJlOjr19M1t3+We350J3NWAw2qCCkXWdIKhqdTczUui50ToiRP5k1DB7GQaVGKmL4SeFdohoRssuZGfBqVFPRq617wkhPip6UtjFS7WPH7ai9WRZLOhvASL673crrWzko1znCDWOzsiM7QG1rF8mRqrkLJCaNJNhuiS1ScEE1qwT/XMqeMThH1ZyWYqjbSHi6wIz3Hjswcd7YeJiabQbm8rq6+b/JiOrUsI7UuWtQij2a38cEtP+Yb+77xcz/r+pjy8Z8f2fkopqvQ3bnG7h/9Mf33fZrjy+2UnDDNeonTpXZ+NLWVB6/8O96+8Vna9RwDkRUGo6tCSOenfDVpRQ4W+9kUX2K1Fucre+4jolhM5TKULZ2ao/J7L7+JnBXhi7u/w5dO3RjAd0AsTq5LnebWjSfZ0LJKIl0h2lChL7nGSL6dPzz6ukAfcsumU3xg6DG2hOeYWU8DYkF2yugkrVUpmmFGsm0UauLnbUdMPZLuIIUdPFeiUIiQCVdpjRY4XW7j1Q2HWbDSPFXeRFKt0htZo1Er0xIqcjrbysxKhtlcipeXO/nqRd/iK3vuoyMuxHuWp+J6Mi4SuxpniSs1ekOrlE2dghGmVNOZXUvz+OIwq3acZTuJLLm0annSSoXrUyfZHZ1ElV3aQnl02WbJStKsl9gWm2fFiLNuRFgsJ4lrNf4747896R46dIjdu3eze7fw6b3//e9n9+7dfOxjHwPgwx/+MO95z3v4nd/5HS6++GJKpRKPPPII4fD5su4///M/Mzw8zA033MDtt9/OlVdeeYEHN5VK8eijjzIxMcHevXv5wAc+wMc+9rELvLy/7DhS6WHBynDWEA1201P9h7TH7ugk16VOk1KqJBSDiGJRc1U0yWHZTGL7nts5I03OijJfS3G62o7jSWwML7IjNkNGLZO1BcC9rtB9LL+NNSeO44lS15yV4VB5IDim9miBZSvBnsgkAK/uETuqehnzy6ev5/rYqaDUeTYvHpgxWQRvp5QKdze9wLbILJanYLmKKJ0o4mYR8XoWd3e8eMG5+Md9Xw/+vC2zwAvVQf527nr+8OjrmD/bzGfO3MKhUj8lKxTYkurj3cNP4lZUZB8uHoi5XnrLz5zzVi3PPy6KvMkv7v4OA/oyh0r9wfeeLG7mdE0g1eqimSvjZ3hoXKg6i04keK1LUhM8cG4vj00M06iW2NG8wI+mtrJqJ8RNEipgegrv3LSftFLh0vgYo9UWYnKNlFphwUyTlEUaTj1ibM7KMBBZoUNbFzsYfjFV6rnJAUz/GMtuiPtG9wWT6xMTm7A8OYgNrE8EK45I72nzbT6v7JHV/96siJ7UsL4Q2I1eOd65aT9X9Y0FPcR6b7r+gAfxUDQ8FQeJrT3CR9qlZ3lt6iX+fLsAXIzW2ojKNXZHJoOd6MbfO0m5M4zkeFx76/ndVNkNMaStBP3dXT0z5NwoL0z1cfPvP8NTD3+Ylpdsnr//A7iKxOVv+DwA23tmyblholKNSbOZ5yYH6P74GVoPigXbvI9nPGl08qP8Ljq1LF36GtNWI7pk0+h75kfNlgC5GJVNorJN0dXFefKJZ2HJ4fr+M8HidG9skm2RWTaH53E8iXNGK8tmEk1yaFPzWI6C5Snc2X6UpFrjq2euYsVO8NDqTkpWiNZQkZBkk3eiVJwQCcXARWaiJuIbi06Yk4bIxd0cW6AntEZGqxBXahiuJqIB3RBnDBHH+eDYTg7d9mlyjvCKm57CdZnz7Yn6+O2Dv31Bj7b+nkEsTBtCFbLlKOvZOK6hUK2EeGhhO08uDnEm10KhcP4eqbliYdYbWvWfbzZh2eJMpY3NsQUOrPWxYogF3717v01DrMK+pik2p5c4k2/FdhX/90Zo1fLMW2mez4rn1b8u7+VYtoOHr/4bjr/6E5x67Z8xU8qwUo4HFKuvnrmKjdFFjlW6eb40RH+j8CffveEQF0XHuSvzEj3xdVayCSqWxp8ev5Ojd4gSejpTJhSx0EI2niOTMyJUbJ2WUJGyG2KxluJ9mx8X3IFqI4/Pb+KRc5vxPIlUooquOrwCN85VmVFKToh7x64m70SoWBrbo7PUXBUZl454AdcDRfZQVYe2WIF1K8potVU4NPw2n+PJomyul2nXcmyKLgX8+/3rG+iLZamaGlVLYyzf+Av78T9v/Lcn3WuvvRbP837mv29+85sASJLEJz7xCRYXFzEMg8cff5yNGzde8BoNDQ3cd999FItF8vk8X//614nH4xf8zI4dO9i/fz+GYTA7O8tHPvKR/+6hAtCmF/xQa4ecEyUsmZTdkCifuDoOss/1dXA9iZBsB6bvZr1Io14ipVWJqTWSqoEmOcyajWTtOGHZolktMF9LMVLtIixbfPPsZVwcn2B/cSNPl4aZtJoQa2CJ5VqCrBllMLpCXKnxSH4HXz97BWHZ4isj1wLCOzkcmmfNiTGkL/LNs5dxbcsotz71PhxP5lxN2A8W7TRrdpyXCz1ktDK6bJPWKoFydUBfJu9EA6ziK8c39n2DHfEZNMlhKLHCS9ke5KYat3Wf4it77iNfC//MvwGQwg67usTDvQ6F2BBd4k+P3xmY/Z+bHOCdm/ZzaqU1KH9nnThtuhCUTdSauSJxluHQfKAydpACAUrZD77P2nHecuAdNCol1pw4RTfCwfIgMcXEcUXgfckJ06QVOemXrgtuhLRSoWyHeDq/kXUrRn9oGQeJVi3HeK2VnBNjf34TzWqBDm09UP7m3OgFyUj3jNzOvWeuoezpZB0hphFKYTlQNNdZvvW+4oojKiod6jpnjXbScpV3v/QW0nKVDjXPGza8xAtTfUTlGo1KmS1hgZysE8N+npf4qj7RmxbCsxgzViPDoQVkyaNRFer4rK9OPz7dxZ7IZDApA+wKT4tJW80Tlk3uP3cRXeEcV/3hCxR7QsiWy9WvEtSqv/hfb2Z7zyy3Dpw8L6waOM6o2cZlcbGz3//9D4nP+YEP8twDHwwm3kMV0dPeGppjzGrho+2P0P/7YrKpOCEOVAZZslJcGj9HWLLQJYekXMX0VNqUPEemBYVrzGxl3s6wNTRH1hH+29O1dh+CIoRbrxxtal4gOWWLpGLQoJbZHhWlyWU7QVcsx4C+wplKG0m1yrTZSMkJsyG2wtnVFpZqCaJKTQD+fb53XZw1a4pKRd4WwqkFM+WHmYgkpTYtj+PJjBl+iIHZQsUX6L116AXmTcEqb9NygECc1her39j3jQvEZiDSrwA+uOXHXJYeoyud4/YtI0iay/gb/4ips22s5OPMn2nBNRWGHvgk94zcTquWZ8FKU3ZDvGvTU7xc6uWs0c6m6CIVJ8StrSP85LovBIppTXZ4dmmA0UIzlzZNEFJs3nLgHch4vFjoZ//aEHkzwsMr28mbEVqixQuOM6HXeOn2v+BoXtx3352/iCdWhzldbEWTHDYnzztM1pw4R4we1mpRbtx4mp7ketA+G7j/LzBMDdtS0DSHWKqK7cr0RrPcnDzOvJUhpopdZM6KMllqYD0fQ1VdyoZYnIV1i2T4PHip4upk1Erwd10RqvZ2XSyAu6I5XFfGcSVk2cN2ZbJmjKpz3p5acMM8W9rI08VhtsVmOWu0cTDfx7NrG5gsN5DRK3SEcnSm8vSmstzacYrOcI5fdvzKqJd/0YjItcCLBwJ3OFFrJiEbTJlC1VffUdZzcZ/PDWJ5CnHFQMajUStTc1W2R2foDK3ToAooe1iyMFyNkGwzUW7E9WTyToyJWjOXxsdYMeMcKQv0XlQ26QznWDeEQGuplmSumuZgcYB/OHIlN/Wf5rGJYdrUvPAaIjPv+wxTaoXt6XlW7QQd2jqzZgPPFobIO1EmC41MVJvpDK2zLzbG2WobL1X6OVAZZCC0HOy+//N416aneNemp/jczgdYrUQZv/uP+fSO7wHQGi2x+0d//DP/pr01F0DW66NOu/ri7u8AcHmfiND7wObHAyh5t7bGlXGh/r0xPkJMMmmUK0F/TwDPbQxXZ8Zq4FS1gwa1RIMuQsrr6Ur7YmOossOe9hnOllrI2rHAmP6HR19Hm5oj50TZGp8nrVUZrzShSJ4IlPCD1ouuEEcYrkbWifupRLEL+rf7Jwdp19b9bNuqb20SCu+3Dr1AwS+puZ7Msj8hy5IbvEZCstgXG2PZiVOwRZasxvlwA+EnFWrkNTcWYBDryttHxrcwMt0ZYBvr6SwxuUabJsRtu3pmaFYKwUQPYsdZ/9lXTuCGp1HzFNqUAp3qOnemX2IwvMy1f/A8xa4QSHDtrZ8hc+a8hqLihYJS8VuHXmBYOx/SfcXrPx/8WXLh8jd8nq/9860cq4mJ03A1xu0G3tgi+uP3f/MGzpZb2RaZpehGsDyVZVvsRht921TR1VmyUkKh6oYuULM3q0VikhCP1RdndSJWs1ImKtcISxbNSoHt4ZnAkqRLDlvj875NTMZBZt5IE5VNnl7agCILYlNUNlm14wLlqhiU3RApRVyfmuQQli0UXFr0AoP6ElG5xlBoERmXRTvF1YkzPLk8xGdP3MxPcluC4847Ea7tG+WJvPjan2///n8ZjgHwrpfeCgiLmq44zFbSDPf4k5gHZlGHjBn82fIU3r7xWeZr6SAPty+8xse2PcRcLcOfbPthcI9GFItdP/wTSmaIvmSWO9uP0KIVaNUL/NMlX2Oi2sRYoYmwYqFKLq4ncWf7EXTZ4bonPsB1Twh1ep00V28/lS2dQi0s7DllsQD5wqmb/OtdJW9H+fXWQ0QUi4wu2kzbfvAxPEdsUfWQxcUd08TDNXY2zbElOs+inWbGaCClVLn1qfcxmm9mPpdE1Rza0wUsU8X1wLQVLEfhLQfeweufexdztQwNaplLWqeIKwYJvcaCKVCXFTdEUq0iyy5R3SITFXoe01WIqTWydpxzRisj1S4OrvZydL2Tw6UeHpvZhIxHrhYRwiytzHPZAXrjWbYmF6i4wpb6y45f+Um36oYoOWHfe+YEpvC8I2wbeSeK68k0qUUSisGqHee2xuMiu7Em0nMchFhl1U6SkIU3Le9EOGV04CJTtkMUzDA/zQ+TUKq0a+LhvyG6TItW5Pn8ILLk0q7nuK3tBNPVBjrCOQpWmP84to2LB6b4jYYDpOUqFTdEzolRcMO+gjjPM9kN7I1NsCm84HuJI0yWRPDCnqYZ0mqFqWoTdw4eZTC8TI++RskJU3ZDbA39n/Fkt3VfOJHanky+eN6zu/0HonWwJbNEUv5Zxui/nLzoZ772SjXzEaMXy1P4+PHXUHDDgQjpkfwO4cf0+5anjA7SSoWN4UVGKp10htZ556b9/PPUxZysdKDgsSc2SVqrci7bxGotzjs37adZLbAxsijCzu0UKaUilI61CGeNNqHWdASRSMbl9pQgY/Wpa9zUf/oC/vJ9o/swPI23bXxegBg8XfSY/RQpgEOlfp6cHBJiLztDo78IA+HZXXGjtChFoQI3o0Lh60P66+9XJNaEg6CHVyIkY3LNjw3zeHBsJxf3TpGWxQJEwWNYF6XWurCoXtYWX1MusBI5SHSq63w3dzEJ2aJBNtBxick1bFfmNR96gkqziidLSK7oxYKgUtV70iB6vPVFgJE6/9hwQhKy45EZdfjSyetYtFMM6ssUnQgrfgxlcavJs9P9zFgNjFQEvm/VSlB2z6f3lN0QG0KLATw/JlnIkqD9DOtLGJ6KiRwsbJqVAi9M9WF5MvorqGt1L3RUrnHGaKdXX8VwNW5Oj5CzIjTrRbr0NTTF4eae07yq8Sg1V6NkhzhbaeP5wgZeLvWyYKUZDi3QpBX98IAozWqRA+UNOMgCwIKMJjlMW428r+8n9DSsc67QxB8efR33jNwe0OA6Q7mfuT9+0bh377cBgvL5sYkurmkapf+fP40XdejoyiIrHk1tBeSQw79P7QAgoYpr4PMnbwl20HXPPJwPEnlN73H+n75nuLnhBMtWkudzAlYCsOATp9ZrUTLhCqpfIUxo4rV/ev1fcffzosX33sNvDP4f00wGk6sossuqEcN0VQ7l+8RxyVXGKiL8oUkr8fJyJ4P3/wXFtRjReI2QZiNJcGihG8eV2RxbYMlK8XKplzkjzbFiJ0ulOE2REq4r43lg2CquK6GrDrd0nebKljHRa0/OEVdqLFlJdsRnUPDoiuZo0oo0qUUsT6UntMZgZo2tDQvc0XmMhFpjsZzk0FoPz2QHA8FURBWLnohioSouE4UGFNmlP5klJNtc1XiOFSNOyQ5RtEVoxC87fuUnXVWyiSuG6Nm4Onk7StzHtlmeQt6OsGrHcZAJyWLnOlFrxvUkIQ7BpUEtk9Yqwaq37IZo13LihDsRyo5ObzzLbZnjQS/A8W9Iy1Poi6wxV8v48PEQLaEiL633MHKmi0uGx7mjSVhfFp0kDhJnjTZmTQFdnzKbuK7xjAgA96X8JSdEd2ydk6V2jq93UHJCTJbFxVIvf35y+4OMVDp5rjLEzU/+/s89N189cxW/dfDtXBYf5bcP/nbQW/zdrp9y+8YRNv/7nzH0wCfpTuf45tnLuDQ5FlQMXjks47+OtXI9mTkrQ39omb+ZvRHD01hzo+yICgWkhkPOibExvEBaqfDOTfv58ewwJ0tCWHfw1nsYiiyRkKsYns7liXPsbpkLRG51WEPZDdGm5jlrtBFXa9zRdox1K4qMx5uGDjJpNvO2jc9T8UIM6ssBOao+Xpjqu6BnmnOExaQeEweCM/uazMviuCUHw9VoVopBtSQmmRiuxpydoeyGUH0QQ31oki1oSAhF9b9976rA1/xytZ9PnLhDxP75u956X9jwNNrUIgNalkVfMBSWLLrVHAnZYsxXG1/eN05YcoKdtY6L5am8OnWYSd9LuOYKO5jlKYxVmrnz/U9gNCh4EngyXPVqQZ/6yudfx86H/jQ49j2907ww1Ufn20Q148q7PodadZFsgZpMfyfB91b2UPZ0IR6UDR6bGOaeK/+N1ENx2tQ8feFVLE8NUoE0ySbrxKl4oeA8tYXyLDtxvx3kYHgKUdkK8prvG90HELQV6ouVshti3spwed84S3aKlFphzYkzWm0lLJvYrkJUEc6Ct3a9QJNWYsps4lipCwcZXbZpC+VxkCnZIU7X2v17WPTN580M63aUMaOFWbOR50sbyPv6g2U7yZVNY9zVcYSSE+J0WWBnX7X/PRdwsX+ZUSei7ctM4lky5yoteI6MJHtIQG/rGqVqiPbmPK1x0Q+vt8T+c8m6zltv0op0hHK0ankalBJ5R8SRrlTjLJvierqx+RSvbj1KVyxHW7hATyzLkVIP62aU7RmxeB/PNzL8vT9ntRbn48dfw+WJURK6wcXJCXalZ9menmdDZJnfbHmWr565CstTaQ0VebQgkJGJkElrQ4FEY5lYyKRYDlPOh3Fd8Rn26auUnBBxtcbIchtj600kQiazxTSRkImiuGSLMbZ2L7Als0TNVTlR6GCmkmG+lvb9x2pAh6s5KmcqbRwuiYX/S8U++mNrhGRb8LEj61zSPElrpEhKNxjNN5NSqszmU8R99nRHvEB7rMCG5Apb4gsi4MYJB1nJjicFf/5lxq/8pLtiJf2oL1MYvZ0QUdkka8eouSohWeSFnigLKlVKqRJXDDpD62RUIZjo1UWW6M6IgCEouKzaCQESt+NsiK3wjuanGdBWBQfWV7N2aOv0h5ZJqRV6QlnOVtp4Od/NE3MbGTndTd/AMpvjfgSaZJOWK5yudbAjMiPSVVyNLj0bcF7Haq1k1AqrtThprcpKNY5hq9iewubkIh8//hpicg3TF+3sik3xcrGHnZk5bvrpH3DrU++74Nz8JLuZNza9wI9z29k/MchPi+f7eJrk0N+YpTlV4vScsGGE/UXJfaP7gpXuNT/5IJFEjQ3fvdBbCOfFVpov7BipdrEpscRJo5PRWltABjpq9HDGaGfFTvJEXsR25fIx/nHf1wOGc0Ku8lRpMy1qgQalRINexnQVvj16KZ3aOs1KgY36ImFZxHh16usouGyJzger0PpDXcYNYBdAsIOruCG2h2dwPZlHxrdwyuggJpnEJJNRs42YZDJrNgqakmQxbrbQrJ6H34v36uAi06aKNKqe2DoxySLsl0vrE/rRSi9vHXqBnbecRpNsKm6I921+nIuiEwJN6iTJuWFc36t8ff8ZDE/hsfIwGuI1TJSgxznYvRAcQ0Kycf2J6LTZRs6NEpZsZqxGKv7u+EB5A2fygvLmIrH7D47w9I8+jBOSQRIhCZE1l9i3Ulz6xr8KXtvwND7RK0Raz3zvQ9hhGcn1gkjBqX/YyB0Dxym4YRbtlF8ZqtL49in+fvpqKq6OjMum8EKAF9X8iMSnS8P84dHXsSm0wLjZQtaJk3NDjJqtZJ0oj+eEta5PWxWeydAshqeScyOCUy5bwaIwIRtMGk1M1xrpCwsRWmuogMz5NK5N4QVkySUki3zjqGwyX0uTtyLkLBEC/0xuA7NmAzVX41CuhyatRFQ2+eCWH/vPk7DPhxa41wa1xFBkmaIV4kyuhZwRCUAsP2/83stvuuDv23/wsUB5HpIt2rqyjOab6e9aobdzlfWyEAfd1H+aN/a8iC47bPjOpzhXOU/wu2fkdj5x4g4AFMkNoDubwguBUMzwVFJqhUubJpg10oBY4IVli3/c93X+Zve/EFEsSrZOQq1xfF0sgNPhKqfv+jjt4Twbwku4nkx/bI2KG6InJJLbZMnlscI2vnjqhkCRDaIK86bug/xG90skwjUO3noPrQ0F9KjFDb1n+a3+FzBcjdPFVixXIRkxaIyWKdZ0HFfGcWVk2aMxUUaVHFpDBWaqGWQ8VNlBlRx6QmuUnRDTtUZeLvRQdTTKdoicFeFUWSxMJ8qNJP3KQEYVrcOEZjBdyqDILsdLnaiyi+3J1FyV1kiBwfgqexNTrFkxTpXbGS83sS8zyVSlgUatzB4/Y/yXGb/yk27JCXG41EveiTBdaxSJGWqFdj1HVDFZt6NUHS3YtUSVWuDPiyo1Kq5IymhUSqRlgz2hGRxknlkdpOro7I1OcHVcRN+NmiIer0EV/rwWpchwaAHLU5iuNdAVWme2mKZQDrN36zitUcEINVyNl4w+Xq72B2CK+q7a8YQH8azRzmWxc/SGVumOrtOu59AUB8tRUCWHgi3Kl1k7zrs2PcXnT97C12auYr6c4sBKH9vS8xdI299y4B1sSSxw68BJvrLnPloyRWquGvTKLE/hta2HWVxLoYcsni0MYbgiYWPRTtEZEt7alG5wx+AJNM35mXP/kS2P8Mj4FtJKhfsWLqXqaAxEVmj2S/mWpyDj8pEtj+AiYA8DEWH72dvn84vxeP1z7+JgcZCEYgTiK1ny2Jua5ttzlwb2jjUnToNSEhxnNUfeidKm5bkheZL7z13EXx4TatE6VOOJiU08Mr6FY7VOHhnfwrTVgOGJXWqjUib+igDzOsS+rgGYtJpEb09fplPNBcpzB4nbB05geSo6wsokKiZi51rnb//Jth8C8M62p+hRs6T9nXRYskjL1UDgFZbsAIxfdMNcETlHo1Lm9EwHz5Q2EZVshrvPtxBGpjuxkCj7C6+EUqVPXUOWPLaHZ/hubh+mp5BSK9zYKpjZ61aUDRHR+3/23z4InujVKqaL5IJedLjqNZ/jitd/nt/59rtF3q+/s37hXz6AHZHxVJAcj/C6uA7O+YuqihtCw+G93T9h9bFOFDwRrCHXSPjENs3PWs2o5aBSk3ei/OvyXq7qG0OWxCLpxvQI3x69lKgfHajgYSI0AY1K2Y/XrHLPyO2B1z6hGDSoJQ6UB4kqJgOh5aB6sGilAsvVaLGFA2t9nMq1slRNkNAMlo04hiOwqT36Kq9uOUrch7AAYtHu+8nnrQwvrPfzo9UdOEgsVxIMpVaIqEJF/ItGfTKrD8tWaFDLwf3TGKnw9I2fY3YtjekomDWNA7f8JafybRwp9jC+3kA4YgZVH4D+0DIZtcwD5/ayIzJDn7bCkL4o7FquxqTZFCz+orLJJakJ/u70tRTcCCuvyIW1XZmkWiOiWCwX41z3xAfIVkXb6a92fZeXS72YnsJwZIEObd2H99g8tLCDM8VWru0+x3i1mVOFNnpCa2wILfHA/F6+NXEJiq/2bY6UubZ/lL7wGmmlwkvlPq5rPMvZUgvNkTJz+RTNsTKK7NKdztEUL9OTWKctUuT51X5mimlsTyRDFe0wo9VWEqrBaLGZ6WIDQ/FlJksNJDUjcDvsSAox6LKV5FC+j/mqWDRHVIsNyVVmy2l2tsyT0SuUnRCbYwtB1XKs1IwieVydOYvhatiuQpNWIiWfF2/9n8av/KSbtyKiZOTvGPJ2hFVLkGeishlwmQt2hCatSLeWpU9fCW5MRXIZq7WSkA1cT8JFEqKKSBFNduhR12lRSpw229keWuCKyPmsy2mrgZerfWwJz6FJDveP70GSPD6351/RZYd3tz/BkC5EEj3aGiHZ4u0bnyWhVEn4/d2sE2fdjpHygwLOGa0U7TCPr2zGchQuapkR/rSQiOyqK2oP5XtZrUR57LovUqzpjJWa+dfL7+WrZ67ij47dRXu4cAHP9bmbP8O/HLwkIOp8Zc99zJoNDLat4HkSk8VGHstuoeIK/21dEJI3wzwxt5Hq3IXq8/qwfC7uTc0n6Qzl2L8+xBmjnZwjeM7nauKBtC86Rp++SkI2uPfMNexKznLdEx/ARWJkqc0nMdU4XWunUSlTtkO0a+uEFZuXq6IsXAeR5H2Vb1Q2/WxcwUc9+/qPBcf1yPgWHCQqXihgYE/UBPyjU10PfMbX9o1S9nTKboizZiu7o5M4nszdGw6JBZIbZsYHStQZxCB2WgU3TIteRMOl4Indzh0DxwPhFBBMHPUSqQA9qAyoWXR/wt6qL3LvmWtYsZNEZZuoZFN0NTaFFxi1zu8kjkyLkI+XjS6OGL28PNVDm599m3PDWJ7CYHiZihdi0mjipthJLkmOcyzXyTPZwWBHZEdl8MCTJJAEUEOpOihVl7YXLN729fcx1L0QiLWee+CDeLL4WVcVVqJ/+N4tNCoCt1ivBBhNHgfy/TyR3xwwyMtuiKRs0KbmSMgGNyePE5YsPrr1YT7YKUql9WCAuwYP06et+OfNxUTslBU8Rk2hTJ+zMlwUHSetlBkrNZFRy0HC14bQUrATblBKjBktxBWDpGownU8zv54ioddwXJm/2f0vRFWTjT6JqK5KPlbqYqrSwJdPX0+TVqLmqTSoJZ5c28iO1BxXZ86SkA3aYgWqjsZ8IcmLq7188+xlvGr/e3jTC+/ktw6+PfjMnrrhvCit92uf5freUZrVAl8/Kyx3r28TeoPWdJGFs81s6hBe41e3HWNzbIE3Dx7idf1HeXm5k3ce+s3gfA3piwFfXJcccm40AHy4nkzJCZOQjSB+8N3DT7Jux2hWi4Fn/ou7v8Pf7f0nlmtxIrrFzEqGtfXz9/ktqeMoksf3l3fxhXM3EpYs7l/cR7YcJakJJvN1qVNc1XiOdTtGwY2wKzPLjqZ5bmgTlaZrm87w1Yu+5QcnbKRdz7N/fQOGo7FSjaEpDoatUaiE2ZGaY0/DDOdyTZRsnbKpY9oKquRStMJMFhs4stbFkWwXhqOhyC4vZntxXJkdsRm2xebZFxtjxsiwVEvyw9ltGI4qdrWuwvVNZ7g4OcFtrSPc1nCMK5KjbI3NUfMrD0eKPfTEstQc1dcCSbRGChzM9zFmXpgV8F+NX/lJF2CxlqLmqmwMLwYouD/Z9kMmjcagd9saKpxPivHTSro1wUzVJIcDlQ28ZPTy/cIuTlfbuSZ9lh2xGV6oDnDWamFPeJqiq2F4Cn3aqlA2ezqa5PB8SWQ0piMGfzD4OGHJ4orMucAXtubEkXEp+arYuzccIuvEWbETrNsx+kMrpJQyy3aCBSPFiWw7S6UEmuLQ5e84FcnlYHGQvB3lnpHbGYitcvjX/iI4B7c2CwFKTK5xJNdFT2iNR6/96wvOk1y5sC/x59u/T2O4TK2s89h1X+S7l/09I6ULSUV3dRxhdTGJl7D5eeOOgeNMmU24nsxHtz7Mdy/7ewBfUajSpBb43thuin5aTlqp8K5NT+EicWvbCCHJ5o1DLwUr4YRscMTooVEXeL63dTzL9+d3BnFwk2YzR4rdJORqYMG4vv9MoOwMzsfASSxPFaQkyWXSaqZBFXF7Py1tDh6yAEervUzUmpk2m0jKBmdqYncSk0x0HLpV8eAqezo5J8rnT94iwPJqkY9ufZitPXM/EwUI8PD4NhKyQdENM2enASGOMlHIumE0ySXnZ+3uCM34lCAlqApsDy2wy1enj0x3kpBsVtyoT386P9E7SOh+SXo4NM9/rG/npuQJQpLDlvAcW9MLhBWbkiOCHJ6//wPs/8GHQALZj/V78tE/DCIAmw+Lz3rSag4WGs/+6wdxFQnJ9VBMj6ZjLh956E3k3Cid2jqmp/DeX3uY+y79Kq9veJHjRjctStG/TzQW7TSNagnHk4OqQeIVYQp1JfWY2cLJWjtX9Y1xae8kOSfKopPijNHOSKWTRrXEip1ktNZG3ozQqJTI25Fgsq3ztJOysP9NGk1sj85Qs1TCusXe9HQAd6jYuu/NVANVdki2iSlmUPVwPJlzRivbkvM0qEJJ3a2tsTmxyEShAVV2aQhXSCoGu9MzzJVTHFtp55If/+HPXA+RjJikQNjOAJasFHc9+7tc1jKBbEqcW27i8ydvoeiEebnQww/mtvO9iZ1kl5I8M3OeBXDU6GHRSpNWRAJTTK4Rli1kyfO1LRGyToxOdT0IlSg6YaZqTYElrj6WKwlSYYNwxET1K1oPju3k1oGT/PXoDfzwqi9z6LZP84/LV3Bny2H2tM6yVE3QpJU4Ue1ivNpEXDH4x6lL6QuvsisxQ1i2uGfk9kBZvTsiBJIH832cWW1hLi+U7D2pHK4n8Yahw4RkmxUzTlO0zEIlRVu8iOdJzJeSHFvtwHQUao5CydLF+7Q09mRmuK71LLIk2gpTZjN5K8KZXAu64pDSDLYl5rml4Tiy5AbpUrNmYxCCMmM00KIX6AjnCMk2w3Gx89Vkh0ZNBCbUWeG/zPiVn3S3J2YFacbVmTYbadZLQXmo3vxWJJdtkdkgqUTxQ+iH9SWui5/EcDXOVNo4XumiQS3RE8pScUM4CDTdS+V+iq5OQrZY89WpbWqemqtxtNwdWHHu6hK7yJhc4+LIOD8tbublah+rVoJbB04yV0vzlgPvAGDRTrFYSwlot19+W7WT3JQZ4c7Oo2xrWuBVLceC9zljZGgL5YPA6jpeEGBXs+Ct7p8c5GuzV/Lw1X/zM5MQwMT7PvAzX2sKlZj8zfMPiJJ1fjL6+PHX8L7Nj6MnTC7ZOPELP4P6+a4PF4kr4yLaUPf7efWdXp3adFF0gpITFkklji4AJJ7GkpUSiuRKIwnFYNFKcUf7cR5b38qPsjs5a7TxjX3f+LmIyvtG9/HYxHCwQ5P9sAHLU3nr0Av06mIXtTk8j4wb/Nwl0XN8bNtDpJQqi3aKMaNZJCU5KaEydyO89/AbMVydtG81cZB42ej5hefkgXN7AzRiQjaCkreDJBYQkiVoZkrZZyvbtKn5ILc5JdewPJmyK27hFTeK4VdzLg5Pc3FkkhmrkReqg5T9xd+o2Ybryby24WXhKfVUwpLFXZlDXJE5R5Na4FOjvxYc4/7vf4j/rA8RfV+Jy37j83z6m7/Bop0KEpVcVcJTJCTbQ7Y8Wl6EP//Gm/mnlcu5c/BosAi6tm+UodAiDhKu/wh669AL3DV4OACVPDYxjOEpyJLLk5NDxCST/ZODbPQtO/VxyuggLFlcGT/DtYlTOJ7MKaODuVqG1kiRl8p93JA8GQSP1NO75uwMLXqBY/lOVu0kmViV23pOokgul3VNimvRiHG82OWH3GscLvXgejJb4/McLXZTcfWgrNsZWqfohDlU6ucT54QYLqnXuL7rLJlQhWU7ieFqLKwnKVdDhNWfXaSevuvjvGHDS6zYySDU4aNbH+bYbCcHV3txGmz6mrIsWUn+8dQlHJzuYX4hQ7kSAlfCrGns/tEf844X30aHlqNRFdWEFSdJzolheQpJucq6JdpXi7UUPy1t5lilm19//n9geQr9oWWWzQR/ePR1vP65d7H9Bx9jU3qJ9mieZLjGzs453nLgHfzZKdEzzhXOuxz+6ZKvsWSn2Bqf59VtxxgILVNxdZaqSSxPYWE5zaTRxFdHL+e7k7v55mkhILz96ffyzaUricomh2e78ADD1ChWw5xZbiGiCi1JxdUZWW1jqSQY8HG1RiZaJROuoqs2RSPkk9E80nqVwdQaK2ackhPimdwG5mppDE+lM5wjpNo0RUrE1BpNapEps4llM8mxSg/PZDdwrtrCU9mNPL48THdYLKoHQ0tEFZPFWoolK8mKKUrxmxOLvFDc8Avv9f88fuUn3S41i+UptGhFWrQCn97xPdr1HL918O1EZFNYgnyCU92PB9AoVym6OgoeBTtMb2SVuzMHSCgGUbnGmNEc7IxTSpUf5PdQdDWSkvCeFt0w79v8eCBWuWfkduZqGSpuiBlLMJmvS5xirpYJ6EFtoTxJtcafHr9TKFPDWdZ92pUiuSLP0soQVwz2JKaxPJUufY2/O30tX73oW3xs20OsWTHGSk2EZHFTf+rEq/jGvm9QtkPcM/1rbE6dN65/4Miv/8LzVleIXv6KvFWA4YQob/X/zV/xrWOClb25bYl1I8ovGh/b9hChV6ieP7btIZbtBApeoDidtzIk5CoPLu7i/nMX4SDxT8f3MVLqICTbTFYaGdSWuTw2SkIxuDJ9jnkrzbFyN61a3gd+zDJRbvy5x3B8ustHTjoBHerWgZMB5QvEA3lQF+XEk7VOHP/2qO96h0KLNKsFhiJLOJ6MjBvQza5Nng6yXPt0odCtQxbqQq2/O31tcDzd2hotShHDU4Nrbv/kII2yiFs7Vuukwf8Mo5KDJokwgMfzWyl7Klt75vj71avZXxU3e1iyUCQPHQfLT07aExLq8KRUI+dG6NNWMT2FBkVUCdacmDj2vlG+N7+bb8xcwe8NPMkj41t4eHwbAM/8+4cCAEYdrlAvJ6fPOfzpv9+N6U+Ui1d7uAogCTWzarikx1xOfXlr8L7rIA4Fj+fLQ4yZLRd4pP9+7loemxgmJpmsOAm/fOwGLOA1N0ZaqbB/cpAj091cHT/NSaOTRTuN7if5/HB6a+C/vDpxhqhfAVlz4ii4TJrN/NvSHp5YHUaWPKZrDexonKdgR1g2E1QdjZt++gekdCG2qSdQ7Y5Ps2rG+PbYPp4e3UCXvs5wZIGaqzJS7uSnSxs5uNxLuabzyPwWHrvuixTsCGVb53sLu9kamUXXbWxbwbBVPnT0Dbz38Bt/hur2vs2P8+7hJ4O/b2hb4aLGaV6/6yX2ZGZ4bGYTtqnQlikSipn0tmRB8bCrKjVLI61VgjjPihui4IR5udTLqWoHp4wOcpb4Xki2WawlWbNi2K6M60lM1FroDOXQZId/vfxeruk6R1uogCa5DKVXODLTxXI1QaEkKlOOqXD14x8KjvX7szt5dHkzq7ao3u2OTvGDq75CQjbwbJn/mNyCBOSLUWplnQ3f/SSbEku0hIs8uTxEMmZgmiqWqWJZCg2JMoPJVc4UWhnJt5OOiM+kaIboi65h2CqmK7y6Yc3GcWUsV2a2lMZ0FWHb1Au8ONvL0wsbqDghhiJLbE4t0hwukbMivHv4SR5e2MYTCxuZrmY4tdzKak2EITSHSyyYKWFj88W4LbqICVT9Pu9Iof3/WyLV/6+NJUcoKKeMBkbKwmKwKzzNjZmTZLQKGbVCQjECBrCA4Tez6MQ5VuvmiNHDXZmX2BKeY9FJ0a2tcbrazq7YNJ3aOq2aUPxtjszz7ezlLDrJIPcT4B3d+/nUiVeRUcsMRZY4Z7TypqGDHK32MlprC0gpAM9nB4ipQsh1utpOxQnxye0P/r/s/XeYXWd97o1/Vt29zJ7em0YadcuSbMly77iAMdihE4oTQujYQCD0hEAwJoQcAiGAKTHEDj6AjXFvsi3ZVq8jjWY0vc+e3ffaq75/PHuWrBjOSc71e//4cd7nunRppNmzZ+21117P83y/9/25cZGrAdsFEkrJ7zFMmwlOGs1knTMTniY5qLLLvBnjtj3vYM4Sq7HXp/ZwYqqR1kCGnl/8LZ3/+ve8MNf9B8/bd0Yu5e6T28/qPwI8MtFP10++yukPfZzTb/00AL+56J+wPZkLH/vEWY+97tkP+RN7rVLggeH1fOv4lQAs2HHm7RiRKrxEkxx+md7Ke1qf47mcyCO+dMUgT50UEYjnJ06z6IrdroxHUilSr+bZHB3xJ83fza0lopq/dzFR9FQisunH6y2n4iyrxp88vYq0HaVeEZNeUin5u42wXOHbA5czZDYwYtbzwf4nmXfiVdW5xeXdJ2hSstQrORG4Lpf8xJlltOV9pzafdSPd1jlCTDZJyBU/x3hfuZucG6Rfn6FBzXPErOWxYj8WEotuCAWPNeEpBipVe1DsFDtCQzw90sczxX7y1etiWdFc8RTatUUcJGrlEvVKkZIndAIXhAd5vrjSjye8o+sR/rrnQdJ2lIwbJucG/dLuC/fdzoU3f53j31znv8e7f/5xdv377TTucXnn47exb7SDu67+N3b9++14ioSrSkg2SK6HbMN5b/8GF9xyJ5LjsfZT3+Ty7hNcHTvMWOXsRVJjMC8Wum6QoGQRk8tM2jUCaiKZNCk5YcvyNDKuELUt93CfKqzmXwd3kJ5KcP/xc2gK5thX6mLejhOTyxwttrK32MXuXC8toRyNwTwd4SUatDwbIiI9rOzouEi++jug2IyWazlabGXCTBFTK2SzYVobMhjVxVvBCVCwRTVHkjxW183ywtUCrylLLgMLDTx66T8wYdbyhu6qPXBa2J/qtAK1eoE/ND60/82sjs/QG5zjotgJXlzsQpE9Tr/104RUC1n2GB5pQNJcWlvTFJdCPHBqHSVXZ86O06/PYHg6W6OnWRuaQEbk1RYc0d/9/pafsGe2na3JUVoDIl3p9jWPMFEWxzdcqKt6UQMUbR3PkwgqNrGIwTkP/jWK7jC9JCxHt+15B22xDGHVZKycYm+p2194/v2hqwknyqQiJcIBk1DIRAtZ3Nq/H8tTOLzUwnw+StHQaUrmkRWHQMCiNZpFlRxOLdaxNjGNJjsENRvTFragmF7B8yS8amWvbIpAg4VChM2JMRQ8UkoRXbPJFoIsWhEBQLEDHEk3c3RBaErKlkYiYDBZTBLQRC6260n0RUXIje0pnDCaSdsRZMllS/Q0aTPCZDlJUzBP4yvu4/+78Uc/6UZkkRrUGUwj47F7tAtZcmlSM6wLTdCmp1kXGifvhEhXwdf1ao5fLGxjbWCCraHTAlZvRxk3a7l/aQvFqgVlzo6RrBJx0naU1sASD2U28NVx4bP76eA2pqwawlVfMJzx0x0ptvBMug9Ncrj75Hbe9dK70BWhWG7QckSVit9bWbYALZe0w3KFD69+nK9u/GUVS1fi+ycuYtNvP8N4uaaqutNZFZ71ea6Wp5KMlwjIFsNv+gyj7/0EU5Mprnrqo7/3vCmyexYvGARn+fymsbPKzcuWnqcu/wYTJxr44ckdPo3moYv/kWY9y7eOX8miIzInE0rRZwAbnkZKKdCqpZk2k1xa7WetCs9geBqX1xznkpWD5B0hAtpT7CHnBnkh3cOslWRfoZO+wIxv8ZktRNkz3e4vJh4aXuerseedmEh9qYI4dMnhruNXcbTSIny+chlNclh0Rf9vTWCSnmoM3bbOEdYGJoU1qVqmjMllim7AnzA1yaG1+j0Hyd9p3NhzmHM7x84CcCyPoqdiIfuxhltDw6SdKIan0qTkaFGz1Ks5jpmNzNtxcU4iJ7E8le+fuIhUtRen43BN9CiP5NeTc4McMDqZdyLIksfO/CpfOQ3QpGSRcTFRKNjiOn56pE8k/UhmlXhWS0Su8FzxDL71ufvvQK24uP/SwCvHC/feTuujMu87/lZfhLdclvYvHwlkWyiiPVUidVwskv5+4jV+nNzu0S6eHunjosQJYXGSLR/PGamSoZa90MsUrhGzDstTfa/0htA4jbE8gRqDhlSOuUqMA7k2ZuyE4F+7CmVHZ0N0gnWRCdZGJzmVr+OByXUMGQ1sjZ4mINuYjkJENQmqFsP5WuaNKIcWhR9ekx1qUwWy5SAVV0OTbB9+8eyVXyeuV7CrZf6ND3yWnWO9qLL4HP/1ugfZGB5jZfMcsu5Qpwm8YlQ5Azd55fjuiUtQcGkPpukLzHCk3M7qxCx7rxNajSUjhGWqSLpLc0MGx5OQdQdZ9rhnaCslV+fJ4moicoVFJ8qCHeeL63/thx9845x7AdjSOI7hnklDAzi8KBZ2D138j6StCEdnmwgqFkNv+gy6YnPwxi9TLAdwXQnXkbn48Tv8/mZ3ZBEZj1Z9iet6jvD9ExdxQedpruo6QbYcxHFlEiGD9659ntlKnLKjMzYn2iamqZIzApy69bOsSC1QFyjSE5onoFnEFIPmcI6oZuK4EoP5BlTZrU6QoCkOqUiJztgSzYkcf7X2IZ5eFJGLN3YdIRQU1cOYXGa6HMdxZcoVnc0PfYaQZtERXaIrmqYrmaZgBdAVx4dlTJSSzJjCUhqWTQxPpzcyz7rYFC2BDB9f/Uv+q+OPftJ1PEl4v4qNbIiOM+/EyLtB3xYE0KTk6A9M0ReYYcESMVwXJU4wYtWj4OEgE1cMZq0450TGWBGa80vSeSdEjz5HSi3wyTUPC3axKQRRp4xGCk6QsGxW1cg6H+x/kh+e3EFUqVCwBO5OkTzWxybQZZuwbPpAjpcznbxv79spOEGyTghZEuHur/xwNOsZ8lXa0flNY3RHFpktx4koJvtyHX6J9LqeIyiyS9Z+RRnYkjl56vdHuM1k4uzOnVG0/uLUFr6z+Wc+MWd5LHNUAZBg3o4xbqR8qMJkJcmCLcp6s1YCXXLIu0E2hkbZFhpCkVw0HObNKG9asYekUvR7wPVKjtfX7iVtRjhRamRFcBYFj/qgYA6vi0xWs1QdSl6At/e8RGEmymtajnH3ye0CplHd/d3Yc5gRq445O0ZEEuK1vsCM3/vNuCH6AyLf9+19u/1S8fK4vPsEN/fu56beg9w/tIkZO0lSKfml0eX3ZNGJsuhEadGWfC/zK8eTp1fx9EgfL492EpQc8q/odwclm42BSTJumIwbQsNlc2CSPm2e9YFp6pUiD+bXVzUBI+iSw4wTJSxbKHhcEj3OoNnEttAwOTeI60lsjQ5zqNLKDxcv5PPjN3Ln5DX868zFfHf6Mp6dXsF3Bi5l3BLe45wbJCJXWBWc4pjRyobQGD88ucP3fD53/x2oZZeLXvd1en5xRqT3wr23w7/V+a8PwNElHE3CVSRhQfLw1c3L4/4d/yz+HtpExgkzZdWgSw5FN0DJDWCioOEwbtZysNzJb7MbRUJTdbJtUPOEpYqvjrY8hYIZ4JKuU7THMsTUCk3BHIcKgoseUSvsXWjjX07u4EixjePFZm5sOsTbOl+iNzjH7kIvtXqBrBkiqlVI6SW/TF2xVcaKNViuwuWtJ7mp+xANWo6T1d3PgVlRRVuVmOU/LvguVz/9EVoTWbpq0xTLAbb8TlSFBiuNPHzJtwiGTAYKzXxu3QN8cs3D/uL1lePFbA8OMiUnwFXdA0xUalgVFu2hCx79JEHVJhoRZdvp2STZoij5lhfC2K5cZRNUGK0Iv/Ly52p78gxj/G0vvoeT2QZcJMaNlL8QqAmWfSRlX3iOcMAiXREi1FNp8V4P3vJZQmGToTd9hsWiwNt2htPMm2c7GSJyhTfX7WakUEssWGEpGyFTEiIlWXI5vNiMojp4HkTCFQ7c8DcAdEcWqTgqPz61je1No/xuag1D2TpsT8ZyFPJWgOZQjmSwzKrUPImAgSx5uEh0RIQQLa4Z1YpkjlSkhOvJjFu1LBkh2mIZVtQv0Fczjyx5vDTdwfNj3Qwu1jNXiDJfjqJKLqOlFDIeU+UEiiRobkt2hIBko8n2f4tGBf8XTLoAewtdNAdzBCXTR9Mt23Hq1RxFT+fF0gqOGW2sCk6zKjhFRDZxPIkH8xsZNht4Pt8nIuNwfc8WCMj+sUrrWdjDL/aKHm2dlsfxZLJOiN35FfxuRvTJHE+m7OqcWzPO+/uf5vlcHx9b/Rg/O/8HTJsJDpfa2J3ppj82S84KMllJVsU0y2ENZ3Yu71v1DC1ahoPFdhxPYnVoik3JcZ6f6ma6FKdNP5NV25NYfBWLefS2T/jBBMuj8+6vYY5HmC7H/X7jsm3jD40LHv0kI395O3ef2MaRTAvZTJh1v/kcfaFZVgZnOGk0sTE86ofTRyQTB4mIZPJsoZ/ra0TZLeNE+OSah/ni4Rt8VevKyAztwSWCkkWrusQlSaFGft+qZ3ih1Mcv5zdzc+9+fjS4nZ6+GWrUIoank3HD1Ks5XxA1WqmjV59j0klQr+SYrIqS5p04A5VmX8QFywk+YsJ+pRUIhHWlQc1R+wokpiy5DFr1tKoZMXngcEvNS69KEArLFXQcwpJdFVGJSsTu0S6Knka++jtb1DxpN4hZzcsF2F3u5oLwIFuD40Qkm2Q1BGDYqmPGiaJJDr36XFXhLJNxQ7xc6OH+2c2kzQgfbX2U1zfs53X1B3hTw4t8auXD9OhznDIaKboBapUiKaWA5anUq3nybrX6Y57xbrqaUCg33R+g55vf8Mv0L/1UiPCWoSPFJgVPETYiTwbZ8lAqLkrFQ3I8tr/pG/657VIXsVAEQ7mqq0gpBQGa8bRqKEmG3uAcrieTUgsEqwunjBvGRea+pfM4VWnk0qZBbq19ibc0nMlENV2Vk+UmuoILvKVjD92pNCHFZFN0jHpVpD2l7ShFO8BEuYbJdIKCFWAwV48qu6iySzJUpmTrHFtqZLxUw2BBMIYLToDJcpKOZIYP7X8zx7OiXDlfjBDVKgQVi/UtUyiyy5t2/RlPzAkV9gdXP83KyKx/Xr+8/ld86uAbAEGR+psjN9AczFJ2NFLVFCbHk5g2E9z03Pu5tuUYVzSdQFMd6hpEhcV1xflu755HV2325jsZLDfy2Gw/J3KNTFWSvHbnBzhUaOO7Jy7hQ/vfLHZ0skPWDtEayLBgxXjjC++jJZJlopTk6qc/wp5MB7likJMz9dxx8Bay2TBrfvUFAKJBIWpzHJm14Ul2xAY5JzbBysgsSaXIxY/fwVv6XuKlUi9HJ5tZzEcIhkyO3fQFHE/mufEelvJhuuqEWOnwa78ECLBO2dU5tNBCYyzPRClJ3giQNwLUBEpc0HqaiGaS0ovkKkFO51KUbQ1VcpkpxhnM1vO1Y9fSGsowadXwyPwaJhcTLFiCjOZ5EiVb53Q6xVQxgeUo1EWLREIVWhNZmmJ5KrbK1vhpFo0IquwgSx6TlSTHyy2UXJ2JSg3HCi1MGEne8/IHf89d8feP/ysm3ZhqsDI4gyJ5yLg+3i+lFGhQ8oxbtVieQqOWqUa/iZuxi8yCJUIL6rQCeSfImFlHTCn7dKaIXPFl7yBSdixP4YHh9VW/rrAmvDjTwXQ+xqcP3YwiuWyLnWJlSKxaZ8pnbmrPTvYSVSroskPFVemPzhBXDYbL9eiScxYIfnn8bnE9l8RPkLVCjFbq2J9pJxUpEdMEgGAZAjFRSPIfswK00PkvX2f0z4QAYjmYAKDrO3dCFUR+9Fg7s1biVeHkv29sqBWAhuOv/wK98QU+dd7DHHntlwjKFodK7Xx9433c2HOY21btJO8GGTCbybhhLugapjswT1CyuGfwPJJK0X/OhzMbUDizO190ojxT7Pd3ryCwd8v5vh9a9RSf7v4tPxs9jw5t0WcVLxOBtkcGBfyiCsHo1Wd58vQq3t63m5hikHaiDJpNPDC8nqRSIlk1vIflCrtHu856vTf37ifzClvRiFUnOLNWPe/vf5oLuoa5qGuIY0ar/5idI73EJOsMmEA6Gygi+ssmLWoWy5OJSBYWMoanUHJVDhbb/Um6r10kDaWdsOhBy2WCkkO9kmeg0szTuX4eyJzD2vAkNzYc5I31e3CQ6dLmfWzmMtpyXWiCWLWCMu/E0CTbDxFo1LK0BjJ86/iV/M2RGyjfluHZBz6BbHk0P+/x4SfOiIC2/uld/tdv/fNH2H3Px/GkZVUzwsuLKDOrZZcLbrmTP3v5bSy6YWrlomBdV8/pAaOTvBPiREVEctYqBbr0BQ5V2qv+6LCv6p8wU6wNT7I9MojrSSw6UeKywRXxY1wSHeCG1EGfOpVQilxTf5Q6rUDWCfuUspKrE1JMslaQ/sY5agIlIqpJxVbJVYI0h7MUzAArk/NkzBCnMnX8dlagDW+tf4nNNWMcTLci47Hpt5+hMVpgJJtiJJMia4bYXDeBLHk8euk/8J2BS+nR53yP7PJYGZrhnS+9m3WhCfZl2yk7wqLkIPOt41fSFBA50QNzjZwsNlBwAryzezd/2rMLNWDTXJND021uaj2IYWrsmupisNBAfajAusQU3938UxbKEb6/5SdMm0lmjDh9sXkKls5AtpFTpQZKrs5SJcx0KY4u2wQVm0MTraxqmiMRNTiabSZVI2AVAB/pfYIfntzBX6zeKRaqrsaa4CR1ap47B69moSDutZ9b9wDhcIWgbtGaEP3PmGIQDlh4HjSE8hx//Rf8c2G5KsP5Wl7XcYgL64aI62Xqo0USIcFL0CS32v93CSg2AcXBsFUkySMVLNIQzjNTSTBtiGCNrTWjBAI2GStMUDZpiuRxXJkLWk9juTIt0Sy1wSKxgIlRDbqvCxV5MdtDczhHWDWJqCZ9ISG0nDdj5KwgMdUgIDvU62cnMf2vxh/9pPtCVuw02rVFgpJFh5ZGk2wGKs3sKorvNakZwrIpyEBKif7AFEmlyJRZ44t8QGAQA7KF4wmuctaJ8Pa+3f7v2j3aRapKTWpScsSq5TRdmAABAABJREFUQIv1wXH2X/+3XNw6TEotVk3qqp9AtJzWAVAydE4WGuiLzIl0mmpIQ0sgw7wdP0thDUK8cHXqiEAJ2jovLPQwW4pWex8Vvjt8Mf80dbko4yoOwWrmrhw9m6F8x8Fb6Pz+34MjIVVkvFqT0feJSXk5eu5/NfbMtftfX5E45k+eKaXg9+2Wx4IVY1+hk/Hl6DQnzLwTx0EwmgGu6DzJitCcOO5qnFqTmqFGLZJSC766enn83dHreCG7gheLK0gEDPaUuknKgr0778R5ebQTwPfeAYyY9ZjVisWEmaJezVGv5pi3hcUh44b52rFrq4lSjv8eL4/lKMCnR/r8dJ9lz+PyeKV46qKuIdZ2TLK1c5S1HZP0tk9zTodQGG/rHGFr5ygHKi28XO7icKWFSSfBiJVid7mHczvHuLlmL2HJ8e1VM3aMdjXH+sAEGTfEOR3jbO0cZajSyI3J/VwSH+BwsQ1NsulSF6tpO6rvKXSRcasWubQTZchqQEOou5OyAIbUKgXWhcbp1OexPIV3dL8ICFUzHrQ8IdH5w6/x08FtdP/5Cc57u9jBfuf5y/3XLbmiMuPoEk5AwpPF/6mGS9PPg3xz/GrmnBgRSSwoxq0UtUqBcUukzPTocwyZjczYCSZNkU1tuBrP5VaSd4KsCMySVEo8W+hnupIg40Q4YHT4PfcubYFrYofp02dIO1FcT6ZGLTJcruP5/EphJyzXsCV6mrZwhppAiY5Qmo3JCSTJIx4wSOkl2mIZRvIpspUgdeEilquQNiOknSjNWobz6kZ5ffN+dNWhbGv0JBbxPImtqVFaAhl/cfv+/qe548gb+dKBM/YsgJPlJq6sOUbRDbAyOsdF8ZPEVYMP9j/JtJkgINl8ZcP9DNz8eXYeX8nW6DBzVpwFK8brVx3CchROvvFz3H3qfBxH5shrv8R4JklQsThVrAfg4kbhRvji+l9z7/bvUXFVdMUhbwbYO9tGzg6SKYd49NJ/EO0svUwqUaRiqzTHcoykU2xvOu1bEn80sYMnl/r50dA2jpVa/DCIX8+dwyXNp9jRNuy/vneueJGLWodoCOVZ9csv8auJDaRCJVTVZd+0uH986ciNfHvgciYqNQQVm5PFBg5k2xjMiOOfy0U5PttExVUZzNYzb4r4Rkny6K+Zo2TppI0Ik4UEexc7iKsVFqwYiuTSEs+xOTbCY9l17Kg9RW98gbhqEFRtClaAiGrSEUsT1Ss0BvN0RRfJWkGOLzTy8kQne6bbyTohKq5KzgqS1MqUHZ2AbPt9+//K+KOfdC9KnmRDeLzqVRPUIr3az52sJNlZWkmtXGJNcMK/mVmewq5iH52BBToCi7QGlgQztpp6olTtG8u+QxA73LwbpOSqRCSLIasexxOip2NGGwDtwTRjlRR7cl38bmEd/7jp5/Tf/0XgjEXnT1btY2V0jqlKgo6AoFQtRxMOGfXcM72NIaPBB5lvjo1ieSoZJ4zpKKTLYWYmUtyz7fvcs+37LGSi3L/jn3kos5GKrbI5McaFj30CN39mt9h9z1dwPYlwXQlPc/FUD1k7I/6IKeXfm/X6yrHnNV+h88dfBWDUrGOtPsPDw2vOgv13/eSrfPrQzYyUaik7OsdKAjJRp+bIOGEUhCn94eE1XBg/SaMmhESNWpYFO0pSKRGUTOKycZaq+snTq6hT81yQOEXBCfDutue4f2QjeTfkv1cjVh3DZgNhqUKbvoguObRriwB8e+ByEkqJE1XWckw22FfuZsYWmMARq575anXE8pRX7Xov7RokqRSZtGtYdKI8drrft9z8d0eTmqVdW6RFW6oGQYTp1UUZslEp4AKDVq3//EVPZWvnqK+WB+EnzLshTlWauLlmDx1amrAsohMn7Rrf6lZ0A1XsZImuanTfsoXKRfYZ0xHJpOQGSKlFDhXa/N+jGC6q4dH6sMIXfn0r927/His/cExcA7cJlbNWFo+RXFFmdjUJV5fwZEl8rUks/GsnR8rtzDkxYnKZjcExLE+hXUvToS2iVIWPQcliykhScVX2lzpp0nNsDZ3mUKkd01PoDswTU8VOaFtoiIhcoUVdYtJOCriFJ3Cvs1acl3PdxFWDOq3A/lw75ydO06GlOScyxrmxMerUAg1ajtZwlg2JSSZKSZaMMAHFpjWaJRUQSVZjxRpOlpuQJY+LYwO0aEtsqJ0S/645yWs6jvHVjb/kSF5c68vhI7l0BLN4pp//qYNvYLqSIChZ3LZqJ1/d+EuKboDVIVFBKjgBel7RGnrjOUKYZ7kKX1z/a66IHeUdnWIDYJR1GhJi8debWmC2FGckm2Ltrz/PQP5sctLOqR6eueJOyqaG5ShElQqNUbFrWxubpmAFWFiIMTRbx/HJJmxb5M/2psRnJ6YbtAUzNEQLbIme5u19u9Ekmx2pIdaGJ3lisJ9Vv/wSt+15B6fKDUyVE2yNj9KYyLMuNUNEE0lDjfE873zp3eSdIHcPb+e7m3/K6aUUJVtnuhgnWwyxUIjQnMyxunGGxkCOgGKTtYI0B0W5+MhCM6azzF7wmMnEKFZzcgOyRVskQ72aZ6xYw7iRomDrPDfbQ0QzCSoWlqsQkMWCaaSQEuI9R8O0FUIBk0TIYMGKIkseXeFFOkMLtAQzVFyVkv3/pQz5Q66WFyNV1ivg7242RsZpVLOYyCTlMiNWPUnZ4EezF/lQCnGjt+gNiBvfWKUWx5P9m/5H9/8Jvzi1BVlycTwZE5mTVgOnjCZiSpmkUmLaTPjRWqarIuOxaIib+Lv6d/HtgcsxPE2g/swY82aU8WINc1bc7x87SNSoJWaKMY7lmjmWa+JLR25kxKgj7UTQJQfLVViYTiAHz5Sg3Xmxq1vOu12wohRNDa1GKCa7/+0reK7EN865l/VN0yDD6J/dgZPTfbHMu1c+f1bA+x8811kxkd++5hFmnCi65BCULF9QFBgRcPvWUIa10UlqtSJ3HruGP125i1ZtiZwbqpY4he0qJpd5LLuO9/c/TYe+yGClibwb4t8XzuxyfzW0kQNGB4rk0q4tcnHsBEm5xBVtJ/m3mfMZMev8G25KLfB8cSWRKrxi3KrFQqFLn+fZpZVsDI36VJp6NUePPseFkRP+IgxEkk3aifLCSA/fP3GRfxx5NyQqHGqWgUoLA5Vmbn7+L+j6yVf50pEbeWB4PU+eXsXu0S4Gxls4PNbG4bE2/zXsHu3iydOr0HF8K1JSKdGqLRGTDV4Y6eHJ0irmnRD1Sp6wXOHanmP+ThngruNXsXOklx2hEdbos3TqC37QglElbx0vt1DyRKVFk2w/z1iWXPJOUJRtEbvp5T8jVh1NapaewCy31J5Z7Dz720+w89d3INseTbvEIu1n5//grGvCVaRX/dtVRLnZVcXkq+ddfn3n5YxbtcRlg1qlSLu26INGlheVo2YdbcEleoNznBcZFvY+S3jSdcmhRV0iqggnwTIze96JkXHCOEjM2EmeWOjn5cVORgopjueaGC7XsyM5JLjEnlatYtmMGLVoksPKyCzPz/cwU4yzUAqTLodZEZknolZQZVHa/O3oWhasGI4nKgdvrn2RW1r28v7+pwkrYvc+W47x2p0fIBko88OTO3jdxgNcve4oXzt2Ld89cQm7FrrZOdzLeLW1Bfj5zSAU/UmlxM3P/wVXP/0RvnHOvdw7u5UjOTGZ7y938b5VzwCwpWOM61uOcPPzf0FTME9ffJ4b2o7QFM9THzxTiVnzqy+QyYj70NamMRIhg9+OrsVyFN639+18cf2v+dWF3yESN1BVh7qaPIrisj05xJuaXuK1Oz+A4Wi8uNjFm1pe9u1B98xtY7hcx2/mNuK5UCnquJ7McL6W1zfsp0Vb4pzaCer1PNfWH+WmrkPc1HyQCxODLFSipELieVTF4b3NOymbGpd3DtKayHJZw0kuqz3JWLkGSfI4Pt/ItJEgFSziuBKK7DKTiTGXiaLrNgNLDQyWGig5ASxPZtisR1cc4qqB6ao0R0QIxkwxjukqzBoxagIlNFncd6NaBV11qAmX6YqnGSvW+Gzs5SzmDdEJKu7/lzLkDw2HBjUnxDvV0HSArBPx7R+/rGaNxuQyP1y8kKtTR/zvAfTocxie7qudl7MuAfpCs0xZNT7S8bDRzoRZS0otkHdCOMj0Buc4Xmii5OqoksPRdBP1oQJ3HruGoGT72bfLWbXzRpSHL/kWQ8V6nlpcxZIdYcGKMVZOsbFukrwVoCOyRJ2aZ2VohhZNJNpc23QUJI9NXeJG3PWTr4Lk0fmvAkggSx5rw5P0pRbob55jy+8+jR60GXnbXwFw7/bvIQVFGTXSUARP8rN0QfCKAZ8L+6pznZNY8VXR17uqe8BnFjdUFZFGu8mq4DS9wTkqrsam8AhtulgxG67GSl1gOkcrdRwzWtlb6qYrKHZgrZrI1t251EdCK/OW3bdx1/GrKFXj/E4ZovzoIDFoCv/zofE23zIVk8uCPuUqTFop8k6ImFKuknpUrq49yovFFcKW5ckkFZH4VHIDtGuLrAxO89PBbb6VJecGOVhs98vWN/fup11bJCKZtGuLZO0wxx9aybvPfZ6LowNoOMRkA8PTmLJjBKv2JBABDNs6RzhaaWXMTpFxw2dhKJfHtZHjzDkxtnWOnIWVHJlo5ldDG7kqcpyIZGF6MiVXrar0XVJKCasK81gdmhKLyWq/ulYpMmQ14HoyLdoSB0udzDtx6pW8sHlVVdrL9KzfN+SKh2K4PvjilcMKi9SiZQXzcqnZVSQ8CdSSi2x6aCWX7/7oRk6aTUzaSYLVCMQZO8GRchslN8CKwCwrgoKfnHeF8vWE0UyjlqVLFZN0nVYQvHSzkZwbxHB1Tlca2FXs4/HF1ZiuiiK7dESWkCWPE7kGnlpcyeF8GwfLHZTcAM9l+ig4AUGUy7Uxl4sSDxhYjkJLNMepYj3T5QR98XnWJqZZWz9DpbowGK40cHn3CepVcc2vCMxyz+B5XFx/it9c9E/cu/17pBRBtVsyw/xoYDvTZpLJhSSX9Q76STiPne73LVgAH+x/kqRcoiWU5cYmQaK7f8c/+4Hyf7X2IUC0mwKKzf5cO+9t3snqyBR75ttZsKJcUDdMUitzw84P8rYX30MyXKareZG3vfge9s+3kTcCFApBNqfGmCgl/d/dWbPE9o4RAoqDZSnMWXEeSgv/ecVRWZWYIyYbfGv0Si578uPcu/177J9v49hME6ruIKkuBxdaSAbKvL1vN/VqjhuT+3GQCUom3YE5VgWmUCSXa1KH+cuOJ/n2wOXc2rWfnBvkstZB6vU87ZElDmTbuG/iXEZyteiKg67arIzMkjVDqIpLZ2wJVXWRZXGdlSo6HaE0E0YNO4+u5JmFlSwaEXYtdLMiMs+W5BiNoRymo1CwAqyLT9EUzBPXDQ4stlGydTTVYaEQ4VSmDsPROJxvRZFcSq5OydU5XmompLw68vQPjT/6SddBQsbFQcLyVIbNBgxX7HriskFENmnTl5h3QkTkCs16tto39XA9GbOqBK1VCvzpyl1+MPQbX3gfHz9wa7VHlmWg0sxApYVZKyFyeT3trOzZhFYWGEEjzorkAu2hJR9t1qwtEZErPJRez/OT3ZxeEr1O01WYLCTYEBKTaHMwy474IDc2H2JNeIoufQG5GkjueDJrgpOs6J6lLZyh774vo4dNUGD0vZ9g3W8+R6EiJsElI8zoUg2a4tBdJya9ZeXkyDs+Rfc9X6E0FWX4zZ/21YQgCE4PD6/h+yMXvuo8d/2PO3F1sGMu3f8g+nqWp5Jxw36izs3n7GPeForovdkO9Gqf9PsnLkKWXExP4fLEcdp0AXQo2AFissF3Bi7ll4tCAHZj3UHOjYywJiqi4YKyuDEvB3EPVppo1ZboCczx/o3P8GK2B7N6QwTYFj1FrVIQcXNKgYhcYc6Oi+jEUr0IrJdEt7NWKVQFOw5vWrGHt/ftFr+zmnT0T+fe48MlAH9SOlTu4Ivrf811t+xiZXDaV+HOOHF0BPYy4+r+MS2PpFIi40TIOyGeK67E9WRq5RLJKkSjr33ax0WC4C0fHWvF8CS6tHQ1e1ZFkTxiskXGCZOugtljskVErpBUij5c4lSliaKno1Q/Hy8Ve6nThDgl7USrO/fMWX5k9z/dMm7Y+UGe/e0n8KoIyEuv/RoXXy8m3xV/fxeK6SHbHkggOaBYotS8/McJSjz720/wwr23E5r3+M53buKm3oNs7Rz1S98lRycoW+J9k8vUKznyToglO8KBXBv1ap69RicxyaJFW2LBEhY1w9VwkGjUssyZMQxHI1cJ0hjKM12OkzFCLBbD5K0gR9NNPDq7mlkrXhVdubTrixyYbiWg2YwspmhLZFmXmKIznCasmixUIkwbcSKqWaXGebRowi2wv9TJr4Y2UnQDvKXvJX41ssE/Zzf1HuT2NY/wHxd8l4GbP89Tsyt5z7oX+MHWu9k/38Z9pzb7yvlXDgeJ82PDxOQyt+7681d9/20vvofVkWnWRydZMsKMWbU8Mr+WlTVz9IemWbLChGWTBy/6Nj87/wdc1TzAFQ1CbZ7ORjj82i8RCpusDU/6k3nffV9mdKmGoWwds9kYgYCN5SocmW9mphjDdmWSqhDlOa6MWlXay5JHJFQhGjY4v3uEN3XupTWYAeCJ/Fq+NXEVvxtdzbdPXU7eDZF3Qxiuxmi1MrVkR9gSHuZAsZNvbvp3fje5hkOLLSyUo4RU8fnTZRvbUXhmoY8ttWNYtsKe8XZ01SYeMWiJ53hL7x4Cks3hxWZu3rSPjBESJKpykEkjyaiRYt6I0hApcGHtEK2BJdqDaVZG52iJZJkvRbBsBdNS6YgvsTouxK8FO8CUkWTejHEk3XyWvfB/N/7oJ10FT7ypTohFO+rvVkGUmSNyhQU7yjOF1cRkg+2RQR+eDzBh1pJzg2fBDS554nYiqkmNWmLWEjfsZT9s1glVy2LigzhrJRgoN/OOuueJKgYxtcL62KSf5+h4MqcrDdw9dgEvjnVRKgWwXZk7j12DXpWpz9sxNMlhXWiCuGJwbmiELm0eB4m4YrBoR6tAdp36YIF/3PRzgZuzVDxFTATlUgDPk1iyI7hIHH7tl5iZT6DKLh8/cCvNetbPv9UDNiPvv/33ns+n86tpjuT41vEr6f6Hb9D79btY8fd34UUc7IjoB0uNFe4+uR3TUzhaPtMDvCB2ikYtQ0Su0B5aYldxBY8trROYTiVPXDbIOGEaVJH2VKOVeGqpn5dz3bQFl3hgeD0xucxPJ7eTUgusCMzwUqFH9NnxqFULaJLjAyAA9s22caTYSt4N4SKjS47ov1opMk7Ej23sD0xxSXKAuGzgeDIWCkVX54TRfNau0vA0Ifp5Ra96ebe7PAF/bt0DAD6X90SVDyzoOAYZN8yknTwrYvDJ06vo16dZG5igRVtiXWiCAVPsevrbp1jbMen/vu8MXMrLo51k3QAVTyHvagxbdRw1G9Akh2Er5dOpNMkmJlvMOILmlXcEG3zMShFVDGbshC8UfE38IP2BKbEocMLEZYOkXK7mxRp+uRmEBuGewfPYkBDHNXaDuM4k20M1qvF+n/gY05e6eJIQT7mqKCm7arW3q0qYkTO3oD0//BjJ4TMLVQcJXXK4NfmyD4jRJYdre44xWG5gU3iUy1MDHCm3sT44Xn29Dg16zk+bilcDJYp2gBsaDrEhNUVEMRmaqyMVLFETLqNILrFABcNWOZZrQpUdFkyBX22IFygURYvmyvoBnp1dwWQ5yaIRIVsJka5EWKyERfLX0hre0vcS3zp+JedFhshX2yUgSFV/aKRLIX+nGtYsvjN2qe+weOX4xMk3CoaxVcOO5BAfP3ArH9r/Zr505EaufebDJLUyJ0tNTJsJxpeS3D+9iXc2v8DKyBy/nD6Xw0stZyWLhZUKxwrNvDjWRSwi7kfHbvrCWeJQM69TyIREuEoqQ0s8x6IV4UMrnwKgJlCiQc/xT5NXsFgMc2qqnnW/+RwNkQKa4iJLcH3dIRwkjmREKXyZjLWydp5UqMRguRFFcunSF6i4GkfLbfxuag1XdQ9wdVz44PPlABtqpwhrJquTM0T1ClkzRNnQSOpl8nYQw9RQFA/LUehKpNlee5qBYhNzVoyNdZOUXZ2+5Dxd4UXqI0XWRKdYrESwPYVVsVmGSvXsXBIRpq4n0RVe5OKmIcIBk8ZEnpFsin3pdgpWgLQVYTBbz1CuDtNRGMyfSfv6340/+knXQuF0RSjfInIFvao6jshniE+bw6fpCcyxrXOEuCR6Qjk3iINMQi1xyjiTh/mul97FM1fcScVRCSsVugPzTJgpWrUlnl1aSUIpM2EK9eVL+W5GjFqiirA4NKg5zo2PEpAFXUWRXD/1qC8xTzxi4LoSl7UPklILnJ84TX2oyJPpfhJqiaBsEZZE3q6FQt4RAdmHS204nsTeYpdvn3EcGUV16OyZo+cXf0tNoojlKDRoObqiwqoQjRk8eNG3+cY59/JitptnFgSB6MQbzpSUl8fKL3+Tvq/cxTOzK7is9gT3TZzLzZe+SM+WceyQR+i0Tk3XEpIt4bnw7VOX86YVe+gOzPvox2X17KlKI+dGRzkvMsQ5sTHaqzvbYrWEP2LW8djSWubMGNuTQ9xS9zLnR4Z4Orea/aUuLqkf9J+rRhO991XBKU4YLVWlsc3xqlVnbf0MeTvI80srOGy0safUzaITpUHNMV4tMy+reRvUPA9lNggBVnXXuiUs1JdfO3Yt9wyex5hVS8kNMGkLlfVjp/vPgpW8cuf7upp91CpicdCk5jE9hbQTRK8G3YMQ4MXkMznBgG+JMlyNn6a3+/+/zBs+XRHQFrEAiDJi1dGnzdOlifc1LFc4aTWQtcPEZJNiNdvXcHUMT6PoBsg6EV+UFpRNHwJjeQor9VmKboCcG2SxGpcnSqeNfHvsCkD40wGujh/mA/vewvsueJqx60Ep28iGyN8FGP3zO8i8I4+jSSBVYRnVSdhTQHbOnoycwJlb0rKOYMBsokub56nCaj/s4IbkAeqVnL9AUfAoeSoxuUxMNugPTNMTEOEIlqsyUUySdUJ0hhZQZYfu+kV6o/P0xBaJ60J81RzJsT01zPb4EAUrwM+mt7EqOUsqUWRL6xi/m11LoaIznK1Fkx2ylSBh1USVXRxP8ndyv5oW3v68E2TWEuCOTDrKOQ/+9Vmv9eMHbuWh4XU0xsRG4J0vvZvNtWPc1r7Tt3O9clzZfIJduV4CstjR70u3c3n8GL88fQ4FM8CpvLjPDeYbGLj588iSx6hZx4FsGzIeZUuIpZYTjj655mGmS3GCAQtJ8l51fAAoHjW1BS6uP8X5tSO8oWUfndUAgE/1PcyW5Bg/HNxOWDWJhwyiMbHDnMzFuaHtCAHV5icT2/nxyW20RIRVSJccMpUQhqNRcVRq1BKOJ/PZgdfx8NQavrz+V+yqYjSfK67kzmPXsKp+jvGi+MxNlJJUHJWypZGKlziRriemGngeBHWLkG5xdLaJp2ZX8sJoN89MrECRPI6kxSI2INtc33gEBY+lSpi5YpSXFzo5vNjMiYUGcnYQWfIYLtWxL91OULWZycTIFYOEVIugalGuRgdOZhNkiyGKpv7qc/cHxh/9pHu01FpVLCZwEFafdn2RmFwm74Z8+PtwReDtjpotbAyNctJo5nSlniU74pdHAc6Ni5uqi8S0mWTCTLEiOMuvFzdxz7bvU6muyPeXOtkUHeOG5AFWBaeZtFLMWAma1CwKHmG5woIlEjBEoMIil7eeRNNtcUNRheVoe2qYiGpyON9KWKowaDZxqNzBY9l1HCm38cDCRg6mW/nTlbt8W8BlT36ciqHheTA20IgsefQkFwloFg1qjlO5Oq566qOE9DM3+udP9PLQxf/4e8/hiq/ehR32cEIe7bEM39x/JVvrRtEkofSTPHCCHplTKTzFwzVUrmkTSMdgNS0HhCArJpcZLYvyuePJ/s3F8YRd6Bdz5/Pg3AYuSJzidTX7WBsQOykZV1QWzDgyHparMm/H6NHnaVDzzFhJbl/zCGsCkxyqtLIiMMvtax4hrokVfF2gwC9Ob/ZVpGGpwrmhEWatBBk3jFNlMl8SP8EL+RUEJYuSG/B3HH2BWeSqEtr0FF7M91aTcDQybpidI70+KALEbnSgipiMywbDlohMW3QjhKWKvxNfFvwsp98EJZu8G+KBxXMYLDdyQewU+0Y7eHqkDweZeSeCJjnsNTqFsrgaJadJrugTOxHcaiZwrIoXLLma72tdtkVtDI3Sqi0h41Kv5DlUacf1ZPJuiLBs0aRlKLkBSp7QKpiewpBRz/van+HpkT5hqbNqGLdqaQ1kcDyZz1/6K069OYgbVJBN1w9K+Oza35J9Q4FlrYknicB7yREl5/Pf+g3/vDmaxLm3nfH75qqleReZ7ZFTPFvoZ/doF0mlhIPs+41nnDgvlPpIO1HCcoWcG6ReyZNxwlwTO8yqxCw7F/to19JkrRCpQInTxVoCss17m57llpa9/EXLUySUMnvy3VxZf5x3tLzAjvggn+p7mLXRaS6pH6QjkaFiqTx8ybdwXJmmYI5FI8JIvpY6Lc+1z3yYm1v2c8/IVu4e2c7Tc31s+u1nUHQHXXXY9NvPsOLeLwPwm8H1fH3kGq5vEhjQvvAcDXreV9X3/PwrZ30Ov7z+V3x/y08YN1JknDDvbn8eXXLorhHg/4cv+RaOJ2FWT/SFtUPMWnGRF+vJlE3N33Ff9+yHABHc3hzP0RAtYDkK/fd/kc0PfcYPt2hszPKp/odJqCUOZVupuBp/ve5BwnKF3y2t5ycD51EuBYipFTpjS8SCFcKqyTVtAxzJt1AyNR677Jscu+kLvDwlLJLjZi1t0QwX1Z7itS2HRIm23EZ3ctFnVi+Pk8UGZq04l9WepDWc5TUNRzmx0EDJ0nA8iVSohKa4FO0AoYCF60ksZSMENJulUohAQNzjXp7tIB4wCCkWJwqN9AVEmdiwq/zsik5ENzm3cYL2YJqThQZ02UbGI1MOEglVqIsLEIdhi0Wx5ShoikNHaonmaI7/6vijn3THyinS1ZJq3glWbQPixnbCaOa54ipeLnSTUEv88OQOduVWYHkqjifAGD85JpSyb3vxPbx/79vYlRHlmVXRWYGSVIvM2zEaAkI4sfxziuTSpGUpeQEWnShBySSplPwbX9qOEpBt2oNLlF2dgGyRUMqc0zopbnSSRdqOUqMW2Z4Y4sLkKe4au5rnl1YwVKpnzojxlQ33M5JN+UHY/3HBd+n5+VcoWRqeI2GVdCRXwp4Psm+8jaBmc3PvfkanahlfSjK/GKP7375C10++yug7X53vCdBz1zewkg5es4HUbPDS/j7chQCni7U8PrWKa5uP4cZtpL4Ckguj77sDfU7lkYnVALyl7yW2hc4on2/qPcilyQFmLYFUWy6P/2ppMz+d3E5PZIENiUl69TksT/WzhgfNJtaEJhnK1RFTDLJVVvawWc9Apdkv987YCR5c2OjvPr+7+aesiU5xfmyYZMhAl0W26BP5taSdKOeGR9hf6uLaHmF1sTyFc6OjXN59gvf3P+23FebsOEHJoj8wRYeW5pub/h3D00jKpSo9KXRWv/X9/U/zwf4nuan3IHNOTOTGujqTVsrvT35g31sAWHQiBCUxsQ2YzTyU3sDravfxztoXaFIz5LyAv/t1PJnXxA+iSG41kKOTw0Z79dhlv3ozYyeZteLsLPX5u/KgZKHhEJFMH4WqSC4RySYulwlXLTYlPzhB82EsSaXEdYmDzFVj52qVAo1alqIboFNfoE1fxHA17nrNvzH8eg1PlVAqHhe+/uu8acUeBm7+PMF3T7P75x+vlpolJA/R733F2P3zj7Pv+x/zJ+ybeg/Sr09Xz1OU88JDvFASrGgFl4hkYqEwWGnyj7NJzZJUBPIvIlc4YHSwJXqatzXvQpZcyo5GczDLlqRIDVIkl77ADBlHJMtsiZ3mVKmR4+VWnsqspugG6A7MsSk8wpr4NNd3HgVg73V/S61WpD5U4JzUBABrE9PsyvRSEyzTFMkzPpeiPlLEdSUsR2ZL4zhvXr2Xt+y+jcFbPstTl3+DejXPt45fybFCM4/P9aPgcdxo5Yb+w7/3MylLnt/O+tfpi7is9iTprFgcPrZ7AxfUDvOlIzfSGVjgNfFDGLZGR3SJ7po0suRhOwph1WT7o5/k9GKKZKBMazhLULPRVAdFdqkLiN33S9f+HZan8sPB7QzO1fNMuq96ral8f8tPMEs6jiWzIjyHi8Tqmlm2p4YZyDdy7/bvcVX7Cf+4O2qW+NKRG/nw6se5MDnIqFHLz4a38uJsJ41alitrj7/qtQ5l65irxEgoRTpDiwLpqdlEdbPqIzZIhUocWGxle8sIuuogK+Iz4HoStq2gKi6uB7Yrszk6wmxZKNotTyFvBDBthbZElne272KsWMO/j22mZOuk9BKmq6DIHsmQQVMkR1SvMJlPsGhEMB3x3KuTM6yNTf/e9+r3vn//5Uf+/+moDxQ4mm2mTs0TUwzyTpC8EyLjhGnWlkjbES6InaI/IDJUO0MLDFaa+OL6X/PrvZv4/Kbf8jdHbmBtdJrnp7oxXYU3vvA+OvRF30c7Zwpx0DtfejcxxWBteJJWXQR3m55CUikRqXpt3erqPFgtMVueQkg2WbBiVDyVe7d/j5t793PMaCOhlPwMTF2yWRmfY9GIEFIskrrYIa5OzZ71ep2cyKH0yio4Em7QZeQDt3Pq1s/6hnavJKKzXFOhuT6L95/aTZ3f+zpd37mTrn++E6W9BLqLW9CwixpqQQbZ48CBHi5oOs2BXBtayKKyEGJZS9C3Y4S91/2tz23eWRIlomX180mjCU1yeKnYy5PZ1RiezsXxE5ybGmddaILNkREWnWgVA5ngiNEuso49mdc3i1SS3uAcG8OjrA9OiHKiPsNDw+vo0hfYEJ88y8f7yTUP8/a+3axOzDKcreN3Sxtp04WQLShZPhlo2a/6ylLv8hgyGhi3armoa8hHHUYkk2AV5/jKjNf/PN60Yg8ZR5BwIrJoDxw22lkTnvJhIMtxgs/n+rit4Rl6tUVcTyIpV1BwUaqxjiUvQN4N0aRm2RAYZ0foFJpkc8xs5KjZxKRVIxJ6ZJOLYwO0a4u+AGncEkEGVtUm5HoyTUqBx4qrq3hKcbMaseoYMet598rneakoFpm65HD7kTcSlEy/WrO8IzM9hbhi0FSdhP/8sid59gHh031lHvry4vDFfxMTr6NVKVVnu4qAM8lGy8ejSTbt2iKGp9EfmOaY0UrRDfjpQ2HZJKEUMTzNz+QVE7PnT8QRuUKTmuXa2iOsCs+wKjjNbU3PMGLWM2/HmbJqeHZpJUmlRFwtM2HU4HgSu3Ir2Fvs5oTRQm9wjhcXu/zj/O3EWs5LjHC6WMt/jJ+LLHk0B7O8o20XvdF5zu0cY2V8jlSySH2kyMGFVhbNKJPFhP8cT2f6Kbk6WxIjbE2N8oP5i5GrUJi/OXLDq87Nb4fXsivby7wdI6yafHj14wSDFr2/+FuiHTmydqgK8ZG4c/waTi3W8ePzfkimEmImG8P1oCWUZWPtFA3xAgmtzGQpQWM0T3syw4rkgq/6B3i50M26+hneuuplYpq4zpcXtWrQQtFcfnR8GzfWHaTiKuxc7KNYzd3elz4DzYnrBhdGTgICRpM2w6iKS3NM7BIrrubvwJdHVDN5abKDR9Pr0CSHJTOEaStosoMiebSHhHAtbwSQ8TBtBdeRKRk6rYksquoQUG101WG+GOGpJYHhHLeED/e1XUe4ruMYl9ae5PH0GixHIaA49ESFa8J0FIqGTkd0iawZouKoFMoB0qUQqVCJHc3DBGSbmqqQ878y/ugn3e7gAptrxvw0EiFMijNrJRiqNPKuml1+Tysii5vo9wcvACDVnMVwNeq0PAHZ4vK2kwQVi/+44LtkqyulLm2elaEZZMkjpRVFv1Y2UHBxPdnPiQ3KJqankHOCzNgJn2y1OjjFudFRYopBjXoGgbgr08Ntq3ZWo+gE5cX2FNYlpziRbeCKxDG+duxaLkmeOPsFB1xRQlKWKfNnRrGic/XTH0FyJVxHgOgnp2vAlun65zvp/N7Xec/Lf4octZASJl7IwRuOIFUU5LLM6Hs+gR120bListkz38HQUi3JeAmlLPuirQtSog+qV3dJn1zzMLevecTfTY6VU9XA7Hn+6dx7eN+qZxg169gRPXlm9yVXCEviA96iLRGUTPaXOknbUfJOkDlL7DwnrRpmrQQmQml+adcgm8Ijv/dasDyZ93Y9x4lcA2MV4Yc8bLTToi7x9EgfI1Y9DhIxuex7cO86fhWfPnQzrif5JKvlUa8U2Wt0UfR0X2z1Su/uCyM9fsrRMt5w+cb/ZLqf9cFxalVhcXmh1EdMNnhr7QvIkkux2qaYrCqri26APn2W/aVOZuwEi06UMTuFg0SvPkdMLnO60kCXvkCHukSftoiGQ1w2hCIbj3o1R94NIUtih7hsJVqOinyyKKoTo2Ydw2XRqvjJrh185ci1/MvUxbym8zhB2UJm2YaksGDFmK72fFNKQQBoqs83dr3Y0V567dfY8UYx4S73Ex1dqJ1lR0T/XXDrnf55e+y0uDE+d/8dXHzD3/OWvpe4qnsApaooNz2Fdn2RPaUe5KolSpdsFuy48NniMGMneLncjYPkv27LUxkx65i3Y2SrgrKkLLz0T2TW8HKuk/bwEjlH9PRkycV0VSJqhedne9iX6+ClfDdvb93lH+ue13yFfbkOOsNpmiI5bFemQc9x0mjCQah5j2ebaI8vYdgaEd3kO5t/Rnt0ieue/RBbfvdpIcRygvToc0SVCnG1zCfXPMwLc938dupMFvHyGLj58wxm6nE9mfMTpwFoTWR57apDfKz/CfpCs5wu1/O1o9cwOFtPuSRaGK4n0ZLM0ZkQE9V5sWFMR+H4UhOPXvoPtIZFLN9kMeFnfL/txfdweKmFdbEpjuWbqdMLfP7w69iZWSmi/RQPRXW4ue8g3xu5mHq9wEQ2wXQ+xop7v0ymHOKKpz7G2158D6okIDUg0KOD6TosW6E+IFp8R4otxDWD2/a8A4D++7/IdD5GSzLHdEm8t53hNKlICceVMR2Ffel2UoESquJQqxeIBivEYyU0zSGoCFJUVK/Qm1gkFS5jezIRzaTgiErPSKmWp2b6eGB6PaarUDR1lkohnhrvY6qcIFMMYdsKJzP1TGfjhFSBrexLLbAiNg9AQimzaL9a+PaHxh/9pFuvZlkbmmDaTGB5CkmliOGppO0I18cPMGIn6FHTwjohudw3cS6K5PGul96F68rsL3T62MWoWqE7LFb3YbnCnCXi1o6WWlkRnKUvNEtQsqpkqgAzdoIFK8ZNvQe5secwJ41mdmZXMW+LcmNKLTBVvWENleqJyaIHd8fBW/w8zwVbWDeeSa9k50QPj4yuZnVilieyazhZbGLKFDul5QzZ0T/9JC3xHKGaMigesnHmLZaAumARTxIWDkwZXAnJlJEsCQIux5cacQ0VL6cjZ1SckEe4ucCyRVO2JAY//TG8mM3kZIqKpbG2doYVm8bZcq5AzD01LwRZrwyBeOXYnhji9jWPcLR0hktseUo11k5jxKwj44RFC6DUxJFyG3k3xFc23E+dlqdNT7MiMMuQ2YhVhT68UDoTLJB3Qnz/xEV+Os7y+P6WnxCULK5vOszLC518Y/AqHpxZj4VQ60bkCvOOQG32B6bYOdJL1g5TdjR2xAZZFZzmF6e28PEDt3LP4HkcqLTRoS0yYp5RLq4NTLJ7tIuXRzvJuUFkXL574hKatAz1St5Xz5dsYd/ScHi20I8sufTqc0Sq148IbBeCuZIn1PSGp3JF7Cg9+hxBySIuGxieSr0ixEN1ap56WSTjWMsKbE8nUu1xxmXDn/y1asLRgNlEnZrnPxa28IMT2/ne7GUczreSscK87cX3oCUNaiJl3tT0EnVa3q8CzNgxni30syI4U82zLZF3gwK3Klt898QlfOvKnzFxncvTD38S2fTY8cY7kX8kJvMdH3gZOwR4IgxBtjy2/4mYeOuVIgfGqiXzV6ibZ+wkmuSQdqJEJJPOwAIKLiVXo0+fETAQ2eREpaWaoWv4iUW1SoGwVKHkBvx4tnZtkXknxqITpeIqJLUyK4MzZJ0IbXqaoh2gPbRE2oxQsVXmy1EmS0l0yeG+U5v9yk1fZI6yo/Ou5ufoCi6iIPCteSvIbFnYagxH49krv066KKxXL451UbR0NMWhLzZPULbYW+omphg+UrBU0SkYv5905AF7sp0sWDHetOvP2FZ3mqFCPUHJ4r6pzTx+ahWViiYElYpL9799BceTsByFQxOt1KglDhQ7qA2d2aHFVYOhpVq/IgFwQ+1BOqJL7Ml0MF2KcyLfyGPT/TQGcsSDFSTJo702w6FsK+tS07ww1008WCEZMjh162cxLJWKrbJ3qp0T6Yaz7IZXtp2kIVqgI5Sm5Op0BtNkzBC7p7oACGg2r+06Qlc0TWMoT1ipIEsehq2yoWaSVKjEUilEzgrieRJTRpJcOYgiezTEChiOiiKLEnRIsVibnKYnvEDZ1ohWq4xxzSCqmUQ0k5KtE1BtmuOCcZ3QDNqSQvy1kI3iuhJlWxM7aVsnbUaYM2KcLteh/ieO+v9q/NFPukHJIuNE2BY9xWC5kZcLPQQlmx3RkyJjVS6hSB7HjFZu7t2PLHn8xcpnuSQ5wMEbv8x3Nv+MtBOh4mpk7RBj5RSfP/w6BsrNNGsZfr0oSkphucL64DgxxSAmG1W/YIyyc8Zvl3eCrAjPcVH4ZJXvXEKTHMYqtayJTvFcto+vHbuW0VIK15O49pkP83K6k4eX1nNkpplKRSWgWTw72cOJbAPD+VoGigLrtpyNCfDYZd9k4ObPgy3jBl0fNanILiVbQ3IkvGoiCR54koeneeDC5EgderyCmjLYtPUUbtSmPlYg0FGg66d/B01i9zn6zk/R0prGcWR2j3ehyq7Pde6JLbzqfViOCQN8LvPyMV/7zIf53LoHePfK53l7324+tvoxnsr281B6AzNGnLKjMW0mxfOseobDpTaOlNuYNGvQJIeAbPHjU9v8nuqRchtZJ0yH/urjGK40MG0meXfHcziuxK0te7A8lVqlQEopsGhHmbJqfBZ0o5al4mrIuHSpi0TkCqeLQgi2TAr78cQF/vO/XO5h3okxZNX7Zc4FK4blqcw7MQxXY9Bsoie6QNqJ8nR+NZvCozSpWcasFCN2LU/l1/ilb9EL1jhstBOUbFEilkyCsolW/feME2HKrkGRXMbtBBoueVenS12iScmh4NGgiDjEYlXBHJZsJu0aHltayyOLa+kOL/LJtY9wec1xbm9+hLpAgTfW7eFjG57gcyse4LGldfToIpjCQsFCYWVwxodszFV3mQCrg5PVyTDA1y4R77HkinShQFpcI/+46eesescAriaUzI4uIVdBat+auZJhq477hzaR7VW46HVfZ9ubv8GiE8XyFHr0ORwkWtUlXiytEBGAkkO9msPyVF8oGZbFJLssdsu7IV7M9dCg5lgfHPf9yXNWnO7wIj2heQ4W2xmrpHh8cTUB2aYruEBnaJHGaJ6cGWBzzRhHym1knDA/m9/Od09cQpueZlN0lOFKI7+c3MS+XAcDhSamy3HWJqfxPMnfFR28UYioBm/5LKrs0hjO8/WN9/HrsQ08O7eCxxZW06iJcutrOo5xfedRrnrqo9z03Pv9a+zbA5dzdfMA25OiotQXnWNH5CRj2SQ/mtjBE5fdJULdPQkJcGyZaEwotJ+98uu4lsxgsQHbVdiRGvJ5zDtneqmPnKm23XHwFk4azVQclavrjlEfKvDelmd93GRYMwkFTPKVAMcnmtg338ZiNsKG1KT/nJ4n8dxVf099rEgmFyZbCvG1Y9fylr6XuDg2gO3JHMy28pvx9STUEu2RJdY3iP5oULc4lmtirFDD9uQwYdmk7Ohc1jRInVbAccX1JiNsQmujk0SDFQrlADNZQQhbVzctAhJksQiKKhVCqsVAQSiZG/Uc65JTbK0ZJa4ZvLF9H6lAiViwwkvTHSKzuKJim+KznNANQiGTkaUaCtUSuiY7frXovzL+6CfdkhegS5unVimwJjxFjVqiXV/0kW+TToIXyt3cfWIbICamSbPGR5oBzJlxsnaI56d7WBOdIqGWCMg2L+e6ubH2AFfHD7NSE7uUXm2OiFxh3EpRcVW/93HX8ato1jOsCk77itVleMbXN97HU/OrGCvUMFBo9g3mQcWiNZzlREZYAIJBC1mCYiFIuhj2V2d/aEgVsYMN6hZrf/15SoZOQq8GZruS2N161fg1zUUqqkgVmbpEAVlx6Y4s8ubNL7EyMcctffsZeftfMfzmT/vP3x7L8Ia+A7yh7wAFM8Da6DSfPnTz76WzzBkiNm/FvV/msaWzucQPX/KtVz3+0f3reOa5dZwTFwIV5RXNQdtVmDYSTBmCqTtcrueW7jP0nmkjQdqOcLDYwR0Hb/H//9pnPsyzCyvIWCHSTpT3rHiB386vJ+OEWXSiHDba6dLnMatcYstTsDyV19bs46beg8w4IhZyOb2pS1sg74QY2yd27D8d3Ea9mkPD4aTRTN4RtpqSq2NWnysiV5iykrieTM4N8YbkHpJySbCFZYs+bZ7tUZGGNFBpYbDSREop0KRm/WtJq5aHFTxMT2HGFszeLm1B4ECRGbNTzDsRgpLDQKUZw1NFD1fNctho58uT1/PY0jq2xk/ztsZdbAiN0x+YJqkUkSWPNn1J0L60LIan0RZcYsqqIe+G0BBpRjFZeFwHKi3Eq19bnoqLTJc+X/WOi5vR+FUKTkDGU2UuuU7AMwYWG0QSkSL5vd/tf3InB7+/npcKPSzaUd779oewwjJa0eV/fO8mQciSDT8cYV1wnIwT9s9B0Q2wv9SJInm4yKSUAppkM2MlCMomlyXPiHU0yUHB41BOOBz6A9NsiZ6m7Oj0RhdoDgpBVndgng2JSRxX5onpVawMTpN1wiiSR8EJMm0lcZC5f+ocNqSE2n7/dCsPX/ItDi+1cFnjSaJKhffvPZPIBPDEZXdxaEJcO7li0C+ZvpTt4ubn/4KvbvwlJVcnphtcXXfM/7kufV7EhiKxP9POvSfP5b7F8+ipEfmzAENv+gzDb/40NYkip98qIDe5UjXo4+1/xcU1J7kyeZSTxUZGSmIRuZQP85aWF/3j/PrG+1gRmGVHzSmR1JMcYcZOUqsUBN0uMU19pIiuOCiqg2mfsc4tZ+oeu+kLAGytGyUaMYgGK/ToYgFSdAPM5aP86sLv+AyB82Kn0WSHD+1/M53xJWr0Mlc2Hud4qZk5K07R0ZkwkvxqYgOJQJmWuFigbGkep+AEubblOKGASU2kTKhq7QHImCEOzLdwrDrZdocXcJCouCrHc028sNBDe1iU3Q1HJaKZOK5MWLMIhk1SNUVsW6YxlBOwDFOlJlBiY3yCRv2/rlyG/wsm3WY1w4hVz6DZRK1aoCcwxwmjGctT2ZlfxdO51fz9kavZ1Dzp58oezLSRfkW26trwJHvTHayrm6ZezVNyAjRqORYrERbtKLVyiZwXqO54BU5yzozTEUj7+ZpzZpz+wBkV5pDZwIyVYLAsrEq5SpCIZjJrxFgwIixVwsiSx56ZdmaWRPSfInkUDR1FcUmGyzx40bfpjS7wtWPX8tqdH+C8h//KP+Z1v/mcL1CxHIWgZhMKWCJsWwLPklm3cRRkj2BdmU39IzSunGfblhNENZPLuwcZLaWYriSwXYWhqh1peXz60M2clxhhU3iUoGyxITVJ2o5QcAJ0BM6OLAPQZYfND32GU7d+lh9svfusne/vG6O3fYLhj32cghPgm5v+nS+v/5X/vYqr8qPzfsQTJ1bxrYOX0xea8/3OAP3RaXJ2kPZgmrWhCb574hK+M3ApF9YOcXHdKaJKhXo1T61S4Iq6AX4xtZXdhRX06TO8WBTqdQWXZwv9nBs6TVMV6fdQZgODlSbWRyepV/LIksvXBq7hpit3c9fxq/wMXkVy2RI+XeU4l4gphh97BvD84gp6QvM0qRkyboiwXKkq3C1mnKhvM2rXFlkTnKRWKdKlLTBmi174uJ3E9BQ0yWZrcIyV2hwppYCDxEmzCcNTeGxpXdX/61Cv5rmga5h70+dx3+J5HC+2cFP9Pt5e/zznBMd8kdGMnWDRjpJ3dbaGhpmxEzQpWSxP5ZrYYcYqKV/gNmg24SL7GcQ5N4RTZduanlATHy21Mmsn+NTBN3DHNQ8gvXtO8JYluPj6vyf84yQAu37xcT93V3JBK3k88s87sDyFc4JjFN+cxYrIBBc9PnX/W9ld7sHwtDPhI9WUJBFQ4RKWTQ4UOzhebsFCwXB1BsuNnDBaWKnPkpRLzNgJXij18XB2PZenBjBcjYez6zlY7CCkmGyOiF6p4WpknDAFJ0AsIKo8z2REvORym+R/jm7gucwKnrniTn53ci0hxfLLkmuTM6wOTVKnFbA82Q8qee3ODwAQj5Z524vvYWv7GJoiYDjH5xv9XdSNyf0sVcI8vbTK/8zMWKLM3qUvcEXdAIlImefGBB86FTyzUwW4ve9R/2vLVP0c3GOlFr46eC2TpQQHZlp57c4PkIoX2VPo5jubfybuHwg1+Af7n+QXU1s5mGtn0qzh3+e2ciDTxni5Bl1xcD2JK3tPclX7CZKxMiHFol4/O20rY4myelss46eWzVpJasJCEPq6jkMcyrXyRHo1JzP1PD/dw1QhwUCmgR8cu4B9820cybeQ0MosGFESAYP5cpSyrZG3AkQUk4BssWSHSYYMn9/sehIzxTij+RpCmk1jIEdtoMiRfAsVV2PXQjcAjeEcCaUskLxWgIBqs7JuDkV2MUo66UwE21QxXRXTVHFshcVKhGkzQcnVGS79f3AMf4xYdVRcjSY1W/WMCkj1rCVIPA+Pruadq17kspoBLkwO4rgyv7nonzhebuHh4TXcd2qzELHE51kfnSTjhHGRGDFq+c1F/8Rtq3ZieCpJ2SDjBjE8hZ8vbme6kmDIqKctkgHExG16CjG5jC45DFUaOV2pZ6KU5NpnPkwqVELGQ5dtolqFuXwUwxFmdlV16bvvyximRqUsaCnLvaHBfD1ByWYyn6AuXOS8h/+KG3Z+kNd0HkevL+EFXW7sOsI7ul+kYqm8qWcvdd1ptq85RUd4iZ7OOTpr0xStAO2xDNMlAXZ/Yngla2PTHJht5ckDa9j9/Gq6/+0r9HxTeCqvjh/muXQvt6zYWw2HcHhutof+0DQLVpRPHXwD3x44E+/2i+3/wqrUmZSU727+6X/p/XsleGJ5JDXxgepuWeCN/fv58OrHSb9i0v3kmoeF0tGOMGHWsmRHmLaS/Gp8A/ed3kRrICMQj06Y48UWLqs/yXCpjv3lLuG/tpKcqjTSoOX417lLeLywhg/sews3JA/wryd2cLjQyu9yG3kiv5Z8MUhYEYreWrXAvB2j6AqbWMaJkHHCrAqesRNM2jWcXkqRUgukqxPsvBNjxk6SrgbRL+MLDU9j2Gxgd7mXoGRzTmCKeVsswF6JYzSRBXZUstAlG9eTua3haRwkni938W8z5wOilPb2+ufZFB1lpTZXFemJldmu4goicoW0E+VopQ3D02jRljhUacdBYq/RRVdwgSGj4T+9PyqTlRoUXIbNBiquxrwdZ8JMIUsep0oNzFZEcMcb2/cx/TYDKyojOx5qyfUFVC/cezsv3CcoaLLtEcx4fO9/vI4xK8WX1/6a+U0SkutRe8Tj7x98HZd3nxDix+qOt0ef47jRSkopEK1mWDdqOZJyif2lTkFyMhOYKEzaNRiuxqlSI13BBcYqwmPbGljCQRbHbTQRUwxmLXFT1SSHP2ndwzs6d9MdXsDljLBOVx0Ozood69CbPsN4MUlItbjiqY8xUkzxbLafA/k2vr/lJ3xlw/18dP+f8JuL/gmANXWzFKwAmuyQKQe5oHaYw6/9Ep4n8dDwOiKSyYX1Q1xbe4R6Pc9PB7exO9fLc5kVTFo1JJQiL137dwR1i9e1HSRvnS32e9OKPf7Xqub4O89/3PRzAAxbY0fbMFfUDdAazfrM5e0tI9y25x0cLAtv7Rua93FgppXewCxNwRyq5BJTK4wu1TCfjXJosYWUWqQhIqI8v7LhfkBUf0CUYA/e+GVOZ1I8tiAEex9e/Tia4nDrrj/nt5NrOT7fiO3JbKqdRFXE+TAslaZknmJFJ2cGaQ2I3agseTiuTG2wSHM4x3ChloRS5pmJFVRs0Uc2HQW7mpVbHyrSFMlRcTUaAnk6w2lkPGoCJYKKheFo7Ml0cCwvyunT+Tij2RrG5lKouo0kewRCYudcX5MnELSwq+XtuUqMvPn/UsrQ3/3d37F161ZisRgNDQ3cdNNNnDhxtnrWMAz+8i//ktraWqLRKG94wxuYnT3b1jI2Nsb1119POBymoaGBO+64A9s+O5z96aef5txzzyUQCLBixQruvvvu/86h+kMgGiXfB2l5Cim1wEvZLn43toY394pJI+8GyTph1tWIG+R9L5yPhZgk56w4quwwVkmRtcN8bt0D/NO59/i/4x+mrxIpLrhs6xwR1BvJZc6IEVIsPnv4JgxXw6oqUnNOkKO5ZsZLNaSNCFGtQtnWKNsatqcwuFiPURF4M6OsEwmKG0tjIk9f6xy6bmPZCpc8cTtBxeZX0xvRVZttqdN0xJf489an6Q7Mc3XPANvXnEKTHY4UW7AthV3pHrY0jCNLHiFFlFB0xWFwsoHxfJLppThLp2swMwF+fGAb+VNJ0fdVPdy8RtNaMXH+w8RV7B8SH8g9uS4yVpit9WMcK7WwMjRDg55jsHx2jNhynuh/ZywjCpcn8LuOX0VCFezZ1kjG/xD++LwfctVTH/V/LmeHWFkV+WwKjXC6VEtYEx8UWXL55eIWfjC8g03RUbaEh+kJL/A/xzfyuXUPMFBoojswzwf7n6Q5kKVFW2K4IFaymuLwzvrnqdPy3Pcfl/D6/oM0aDlm7IRYkHkypypN/q52WSgXr04ElqeyvmFa5CRXbUY39hzmfaue4d0rn2fKqiFezWTuUJf8HOhFN0zJVbkkMsC8HaddzQighqf5Wb9aNWnnUKWdR/Pr+aeZK9hX7ML1ZHaO9LI9IhTW7ZoggIWrofElN0CzJp5vW2iIVi2N6SmiVO0pGK5GoaoY3xE9yYlKMxNmSiQ4uRobwuN+IteW8GlRYpccNkdOc33NQdbHJnzf7N9vvh/zneI9k1wPtfz7c0gl1yO06PLNf7yV40YrQ5/4GC/99OMoFY+m3eJnhqx6ip5Oq5Jlxk6wJTxM2okSk8t0BBYpuTr/Oid6rudGBdQm7UTp02fYU+jmssRxps0ka8OiJFxxNRYqUYKyRcVTydohwoogWhWcAHvznTw8v5aEUsZwNbJOiLfsvg1F8uhNLfCel/9UnN9IBtuTeWvrizx08T9SdHR2ne7xX9tQQVSNrnv2Q9yz7fvYnkKdXuDWrv2+g2Fr7SgZJ0xYttgeOUW/Ps3pUi1v79vND7bejSa5HMh3+PeUgzd+mU+ueZgnLrvrrP7v8njPy3+KUTh7YkgEDObzEaJKhRZtibc17SaqVXjtzg+QtUIsViL86LiYNLv0BfrrZ3km00/Z0akJlLgocYJ39e0iFS+yVAxRcnUWSmereJdFqK9cZNuuzF3HrwJgdWIW15MIqjZN8TyrYzNsiZ3m/IZRKhWNkGb7VseKo1JyAqyIzdMYEtWnmFphS2KEP2t7liU7QjJcJqRZlG2NqVyctBFhrhSjJZzl/JrThBSThFKuMhYKqLJLQjfQZYewatEczNIbX0CRXeLBCl2Ni6xoXOCSnlNc13MUXbZpDBdojOdFr1hy0GWb2v9UYfhfjf/WpPvMM8/wl3/5l+zevZvHHnsMy7K4+uqrKRbP/MKPfvSjPPDAA9x3330888wzTE1NcfPNN/vfdxyH66+/HtM0eeGFF/jxj3/M3Xffzec+dwY9ePr0aa6//nouu+wyDhw4wEc+8hHe+9738sgjj/x3DhcAu+pJXHSEQMb0VF7M92A6Cu9esYsWXdwAUkqBhFLiO5t/Vj1Q2FXo4+cL2yjYAeaMGAHZZt6Mvep33Lv9e2zrHGFfWZQq6tU8w/laji80cmixhe7AfNX2ozNp1bCv2AVAzgpi2Co5U6xOy7ZGxVZJRUo0JkX5MhEvYtoKiWiZbDnIyYlGjKKO60rUBEqEFAtZ8thUO8nJYgOd4TQHS50MlhsZK6awPZl5M8b2+BB6wGZLzSgFW+fQXDO/GVzP2MlGju7tQlrQmR2sEzmcMujzKheuPIXcWuI1Ww4hOYDmMVctdR842AOO+DB0hRapC4jklJFiLXlHMGfTZtgHQPx3xrLq+M5j15BQRflJweXWXX/O4/OrGSg0cUv9HqKqUKDuGxWTf6zar77wsU/wg61343gSiuQy78S5JHmSO3oe5s29e2lSs9iezDu6X+SeyfN4sbiCOq3ge57f1rDLD6PvDc4xYyd4V8vzzDtxWhNZHCR2ZXppvXRceLK1Jdq1NDIudap43/KueE+nraSosHgiNOPtfbvZGB+nXsmRqfKQXznm7TiLdpSLuoYwPBVNclgfHBeCsWoPcln1LXzCDmknzKVdAo35YOYcvj1wKQOFJj7Q9ARvT71Ab3SeeSeOLjnk3SAuMgNmM/88ezkzdoI5J0aLtsSxKjqzVi6e1UNfnnw7qolQQcmm5Oq0a2kGys04yEyYtVVGuC2sOeVa3rRiD4rk0h+Ypl1bRJZcxs1aPrPqIUbe6oIkITlw8Y1npxMt/2rZ9gilXX75jSv97+3699uRPLjglju5/ak/4aruASadBOkqf7zoBnwf/LrQBL3hefYXOqhXc1yfOMgJo5ljlVbag2nybpCOwCLpalbz6uAUa6LTBCQB9S+5Qi8xVKpHkTxOZhtYKEdp1DICFYiH4aj0JBZwPRlNFosf25OJahV+OCrSuH583g/Z3DlG7y/+lo8fuJWsGeRrx67Fqma/RtUKYcUkbUd4YqGfzQ99hq9suJ+39L3ETLWy8WRhDbOluH8eBrP1vDDRxYSZYuMDnz3r/L0yUP2CRz/JxY/fwYlMA5HE2WjJdckpzmsdI2OJnPFJq4be8AKr4rOCJ7xYj6qK57pvYSvnJCbYGj/NFclj9EdmuH92M0t2hGJFpy2ZpVVf4ryG0bO8xa/0ywMoske2EiRri0pdRK1gOiqq7PLEZXcRVQyOllo5mWtAkjxWJefY3nCaKzpOcnH9KZr1DAHZpmjrJINlGgM5wrJJTC7zu+m11ARKNIezlC2NoGbTG1+gN76AKjkEJZu0GUGTbVJqkbQdpWTrWFXlelITpfHmYJZEwMB0FLqiabqiaZJaiQY9T1swQ0s4i1bl4g8V6l5VXfjfDfW/8+CHH374rH/ffffdNDQ0sHfvXi6++GKy2Sw/+MEPuOeee7j8crEz+dGPfsTq1avZvXs327Zt49FHH+XYsWM8/vjjNDY2cs455/DlL3+ZT37yk3zhC19A13W++93v0t3dzTe+IUqZq1ev5rnnnuOb3/wm11xzzX/rBdYoBebtJhbsGDVqkfevepIbdn6QBy/6Nj88uYOgZPkqx/f3P+3/nBd0eWJ6JYrk0ZeEkGKRt4MsVP6wH+tAvp1zHvxrNjWsxPUkelMLNAXzrAlMMl+lEuXdEHkriOtJjGeSXNt5nKFCHQ3BAmPFGmTJwzQV8f1CDbl8GNeRqGtepDWVoZTSOZ1JYZgaLaEcOVvE/KmyQ84MMZBupCFS4Jr6Y/z6xAYUxeXiriHCcgXTVPj54GbK1RWvV1F8K6+neUi2xOTRRqRqL3j3M2s57+Lj/G7PBmQZ9FkVb1Hliqc+BrEG2pvTfOrgGyi5YY5mmnlN41He3fIcH3v+T+jvnGZ1fOa/pOp7/9638Z3NP6Pvvi9TlyhwSaO42d2+RiyyPnv4JqJKkHu3f8//mb85cgMprchxo5W8HuJcRNTZbXvewXs7xY6uQ0vzXHFllVWb4encataHx4kpZRJaGctTuLllP7VKgaIb4LLkcd6y+zYWjCtZn5ziOiDtRFgTnGTSSjFi1LEiNo/lqbz43Gouv/QAMdlAxsXwNFq1JebtOP2BKUasemKy6BEZnkZKKfgTbE9VZKRLNoarcffJ7URkk0UnyvrgjE+BerncQ72aI+eG0CWbmWrObtEJsFjN7zU8hacKq7kc2Ffu4srEUUKKxWQ5WQ37CBJXDbrURUbsWsJShVqlyJ5SNw2BPB3amf57i5bhkfx6LosdY6DSIixMcoWkUqqWbG3isuHT02JymYtiJwSrWnJJKUWGzEYKTpC6ak/vxp7D7B7tQsclpRRIKiXSTpQvb/s1n82/kc4HXXDhotd+HVeT/G3Acug9Hijm2X7z5d5v66My3CbiO/NukOFKIx9e/bj/uG8dv5LzwkNcGRUhE4ansWBFadSyjJbrSETLLNkRoorBo4trub7uEBVPJaGIa6NGK/oBIZar0BNbpOjoPhr0hYUeXt+8n6wjkqj2ZDtZ86svsLVFlG3Prx/xj0XGo6txkUNLrdQESjwwuYHnrhKLjV9s/xcue/LjXNt0lOdKPey97m/9n/uH8avoiS6yYEaYyCTY9NvPsP/6vxUL7eZJVocmmWpOcNfxq2hSszyytI4jMyKAo//+L2Kacd60Zq9f7gXY/NBn2Hvd33JJfIDjRisB2WLejrE708OlNScouQF66+eIN5Y5VGrnhp0fZF08x8rgNHdP7uA1DYLI1RVdZKhYz8raebJmiG8duwzLVPm7zf/zD37WM/kQ0XCFCUP0dTNWiI6IsGctj7Kjs2SEaE1leUv9LkbMegxPY09OtH8a9BxpM8Lr6g9QrNrBfrGwjbqQuOY6Qkv87Lof8IF9byGuCmvQZDnJb7IbqA8WmKzU8PjoKlKREquSc9TrecKKSZ2aJ21HqXgqlzec4FcTGzi+1MiftO/F8oRC3lIUOgKLDOXqSAZKtIYyjJdr6Aq9Wsfyh8Z/a9L9zyObFWKBVEqABvbu3YtlWVx55ZmVaX9/Px0dHezatYtt27axa9cu1q9fT2PjmdLjNddcw1/8xV9w9OhRNm3axK5du856juXHfOQjH/mDx1KpVKhUzlCBcjmhKDM8nZKjE1UqfHP/lXywHz+26qV8D1cnj1B0A6/ylEq6iyJ51IWKZM0gridzcKgdJWhzSfl2Rk82Ua2c4Kkeo39+B2VHY139NGPFGjxPoiFYYHVkyifjaJLDb9MbsTyZ2VKMkG4xXqrh/h3/zDtfejdBxcJ0hSquI7LEvoV21rZOUxsosmSGGM7WkSmFUGSXO9Y+xmiljoBsUasV+eHhC9B0GyMdJB2NsrVmlPb6JUbG6nn8wBqeCK1C1W2aEnlO54OQ1ZAA2RLgeckWM63kgauAq4kb2/7pVpS4BcUAdlgkCE0uJWhrTlMXKvAfA5tIJYq0xTIiKNxKsLJjhqG5Os6tGScg21z25Mc5v3bEj0X8z+M7m3/GOQ/+NYO3/A03Pff+Vz0uLJusD06c9X9Ldpj14XH+dOUuvjNwqf//39/yE//ry7tPcOezH+Khi/+RewbPEyQrfY55RxDEArLl04qOVlqJyBXu2fZ9bn7+L3hysg/OgYFCM2uCk9w/vYnmcI5zY2P85QPvYv35w1ydPEq9msNwNSJqhYhkkpEcNMkRCk9c2nRhMwpWo/YAgQF1osRkw/8wF12dJTtCRg2zXp/hhZEetoYgIVc4YTUQlkRYh+Fp6LLNP05eycroHHvTHWytHeWFkR5ujpUZt+PYrkxHSOzkip7OquA0c04Uw9Vo0Zd4JL+eFYFZYorY+WiSTdENUK/kCIYsrGry0jKydNGJ0qUvkHHC/C63gQ3hcdYGJvj54nZCiklHII0sudSrOWqVAvNOnKhi8ItTW3jTij2knSg9WpoOTfjh03aUVcEpPnPFr7lr8mbqD1jCUuQCVMMQZEGrWqacnf/WbyC5YEYlNE1Ctj2qG0uu7TlGaWjTWfmzAOeGTqMgIBcxuczj+XWcExkDoCmQZcmOkLVDnCw24CJxoNhBb3COCTNFTDGYM+NUXJWlSpjaQJHGgEjYWbIjHF5qIaZXeDnXTXMwS5ueJqRYtCayQpuh2LQGllj3m89xTuMkLioh1SJdDtMSybJQjp51rK4nMVNJsKbmTCvuA/veQldUYUV4lpBSw3wiynQmzlVPfZS+xBJXJI9xqNThX/M3Pfd+wqpFTzWuc+Dmz3PDzg+epYu49pkPs6N5jjsO3kKz3kCNWuR9q57h7pPbWR2dYcGOsSIwy3O5lViezGtqDjNvxmgNCPV6VKugSTZ1aoWwbKLg8uhYP0HNxvMkohGDRSfKZw/fxJfX/4q++76MWdDRwhbndoxz6tbvnfW635ASPeeMG+Y7A5eyPrjAkhXhlvb9jFVSzNhJsk6YhFJiTXSKlFIUArvYOG/v283fHLmBpFIkqQmKWMYK++leh9KtpIJF0kYE25WpCxWxPZmdUz2UCgGKWeECsSyF1U2zqLJDf2yWsqPRHZnnwsZhv7213AoSeguZvvg8p/J1jOZr6Iwt+UKx/8r4PxZSua7LRz7yEXbs2MG6dcICMjMzg67rJJPJsx7b2NjIzMyM/5hXTrjL31/+3v/qMblcjnL51ekbIPrNiUTC/9PefgY/VqMV+f7eC7l25bGzVLPf3fxT7pk9//di/5KpAm2xDF1RcQEfHmtBzqk4GWG7CTYWkWsreBEHJOj8l6/z0mgnOVOs+jtiaW6q2UuXPo+CiybZPJFfK25SoSU21U5yZcsJ315juQqy5FEbKFKjl5koJelNLDBbijJdjhNWLSbHajl20xfITcXYV+gU7GLVoOAEcAoC7Ygr4eQ1Hpvu56rGAVINOdBdgmET15UxbBXPlgRtKmbjqYiQgoArmLi6h5SqCDWpBNtaR3GyGqHeHEpzmUjEwByJMr2/iYNjbQT3RJgdS9EdWWTOjPP+/qe5sekQ8YjBtJHgnMgo2+tOszI0c9b57frJV8/6d2ZUXDO/uvA7AHx0/5/435szBSv1W8ev5IHh9fzi1Ba+cc69nK6GVPQHpn2KkX89HL0OgK01opc3atbxj5t+zkVdQ8TkMjVaiRez3eSdIOYrWhAAn2t/kHwxyDtfejcvTnXyod1vxvMkZsuCAevVWGxMTpB3g6SdKAeNDhadqOgvqksMVJqJyWVKnlAhazhn5fCKYAPxteFpfkh7m55Gk2wyVeFOWLaYcmI0KVla1RyXd5/gup4j5K0geTPISKmW3vgCF0ZPEpNNzGr+c61WZFv0FA4SGqJ3bKEQlEWIQ52WF5QmJ0TRE79LoEorvtc1KFs+CWu5bByWK2wIiwg9y1N5Tc1BzomMsT44zkXhk8Rlg3GrlnY1TZc27/e1r+s5woiVZMhsoOgGWBGY4ZHMeurVHP/jvd+l0KaKkHuHMxNu9fqTq6EIkicWh1rZq3p7RTTgMlDjyexq/72/79Rm7h/axLwTZ8hqwPIUjlbaWBea4IGFjTyf6/N3s2FF6CXaQ0uMllIMlJsJyhYLlvAEV1zVB9WcLDQQVw12pXuoCZToiiwSUSskVOG3vyh5ktXJGZJaialCgnOCY3x41VOk9BLH5hvRZZuQZpE1g2iKwxVPfYx1v/kcN+z8IIatUnE1diQG+fShm+n5xd+ye7aLPXPiPtYVXECWPBriBXrjC8iSK9pPr8APTuST9Edn/LI1wOV1AxzNNnPhY5/gtj3v4DOdD7I+PEGdludjqx/jfaueAYQw70Shkd9NrWF/qZOnx1fw0nQn985tpTO0yM6lPoKSxdbkCBNmiiGjgUOFNixPoSmeZ0fzMDf1HuLmroN0afPMVEQpfGv7GMm6Ao4tk6mEzvqM/vDkDlxk0k6UVnWJoGwxZDbQoOdo0xdJqCJWMqUW6NXn6NQXqFdzlNwAWefMc02YtQwV6pg0khxNN1F0xK45FSwyXYxTsjTyRgAXCVVyqVgawbCJrLmYFZVIqMJ8OcLewS4eGlvD7vkuThmNBGSb2Uocw1MZMhowPM1/r1XZYWV8jksaT7EmNk2dnue/Ov6PJ92//Mu/5MiRI/ziF7/4P32K/5+Ov/qrvyKbzfp/xsfFzeE9fb/ju/sv5sb1h6jX835D/85joky9OjbDqcrZE/zq//kFDtzwN/SEBfFmNFsD89XyhywyJCuGhmOojP7pJ9FrDJSYxfCbPsNvLvonwqrJ2ug0I1a9yG11hQ80oYib/clCA6fydfz69HpOZMTEockOquSSNYNMFJPU6GVkPNK5CKdm6nnhVA9SQKy6pLDDWDHF6VIdU5UEmuwQTBkEQyZ6yiCQKjOzmOChqbWkwmVqagusqF9A12021Yqg+61rhmlqFv1sT/MINxZp6FvAC7q4VSO4HXe4IHGKeEuejY1TWDmd0kAS2RSwereoUuhwkRyJqFJhMC9ey4vZbl7XcYjDi8KatTo0RdEN8K3jV/o9XmXujL9480OfQSmdfSl+c9O/v+rrRi3DCaOFUpWqtIyqu7z7xFkLp40PfJawbPK2F99Dzg7y8QO30qhl/e9f1T3A59Y9wM/O/wHv73+aWqVI1gnTq8/xwkgPKdnmkxsf5bnhXspFHbeiULB0hubq+Nv/uIVbNu5lykiKxB4lxyfXPFwlRmkEJZsOLY0mOX6ZOChbzNgJH4PpVCfH0Sp5q1nPVEM2pGopTWXGiWN5MgOVFi7oGuaRwhkc4MrILB/tfIzX1h1gc3SEeiXPuJ1k3E4Qlw3WhCbRJYeYbBCRK9QqhSr2sUDODfrB9H36LO1qBr0Kssi4YUbMOg4bbb79adSsY8GKkXdCROQKvdoc6wOTJOUy9UqepzP9hOVKFV2p06PPkXFDDJpNxBXD52+D8JcuZ1WvCs8wYyfZV+7iAx//JVZMQfJE4P1yT1fyAM9Dcj0xCVcn5FeWmyUXdrzxTl765mYArn76I4DgaC9nJc/YSbq0ef9nHE/iRKlJ+LBdhYAslPe67FB2NIZKQug0Z8SIKhUurT1J2dFoCBboC83SGMqxJi4iI11PpuAEOVZqwfRULogNElIsNtROMWSKz8NCJUpHMoPpqiwUIoznaiiaOjHNIFW1zFzbcpx1kQnunz2Xp2f60HWxc6wLFxk3UrRriwQUm3xFJ2OGaArkhKBOS3PTc+/n5uf/AseVeHR6NW9o2QfA/UObsDyFNze/xHs7d/KOuudR8IgpZV7OdPnn4+qnP8KsleBEup5sKcR4qYb++lmu7hjgF9v/hd3pbiKKKUqv1azZ86LDzBox9i60c0n9IDNGnAdH17JkhRk0m7BdhQ/tfzN1gQKr6uaIxAxaw1k+tP/Nfm73aKWOfaUujpTb+LfFCzhcbGPJjlCv5tElh4ujA8zYCWRcDhgdvFzoYX+pi7wTJKGU+ZsjN1Cn5TlaaMFwNBaNCJLkcWypiQse/SQ1eplcKUjZ1LAdmYqtElFNHEdGlj2SiSKeJ6GrDo4r09m2gGmrbK4bZ9JIMlysoyOU5lihhaITYM6MM1kRZfE6rUCDnmdb9BR5J/j//k73Ax/4AA8++CBPPfUUbW1nQsqbmpowTZNMJnPW42dnZ2lqavIf85/VzMv//t89Jh6PEwqdvVpaHoFAgHg8ftaf5XHTmoNsjIyzMTzm/9+yVWJDaJzVwUlfTXfHwVu4sF2QXp6b66XiaqTn4rhhF7nB4HVb9xFTDdyiKjCKCLqMY5xZXdqewo9PnM/Pxs7nqy9fy10jVzNrJdmT7eTFxS5iaoXFUoSWeM6PsuqPzNATWWBjYpK++DwRtUJAseltWKC7YZFg2KSjOc3633yOC1YOEdUqDGQamCwlOZprpimZIxYyaK4RZXXXklFlF012RPB0OSwwZo5GSLV4+VgPM9M1opdrSRglnVigQqopi5LWsOMOPStnmDBTrG+YpiOUZvOa0zghDzfgoVQktCWVlevHSbRlcZEIq2LX8LPzf0CDlmNLwzhPLq3mlNHItJlEllxf9e3qHp3/8nW6vv0NlKrwo+euMxFvwFkiLAeZeTvOZCX5e/GSy9mrf3f0OtY3TPHh1Y8zW4ozWkqxNTpMvfqHDexbO0e5fc0jXNdzhAu6hsm7Mn2BGe7Y9CieJ6GEbOaXYphFnbUXn+K1iX10hxb84wL89B7DUzE9RST0IBZJcanihwPcM3ge83Ycy1Pp1BdYE5hkc3CERi1DXDHo0udFDB8ORystfLD/SXF9V0EqL4z0cFn0GOv0RRxk+gNTDJqNDFSafcKZ48kk5ZJfVoxU4xUjkknaiTJu1VbLx+K8TzpCTDVppejSF2hUs77wUCQIpZlf5hpLDoanMOPEKbkBdiQGGag0iwAENUNSNrE8lXo1R7sq+ly37vpzPwWqX58m40Ro1ZaoVQqsCk4J8tafTeEEZCRXZOxKbjX+rzq/Sm5VYOWJHbCjS793Iq4LFjlhCABCh5pmxk745+FUpZHOcJparUhcLRNVDEquzpF0E44rC2yg5KFWwwa2J4ep0UqsC45zaeoEncFFhgxBcnp6po+pYoKiI4Q4q8IzZJ0Qjy2tY11ogoqj8uu5czA8jdfUHmZrzSjvbnkOx5Oo2AoVS5St19VM8+6W52jUsvx07HxWx2dYXTNLxdCIBw2RG+vqpJ0ob/t/2PvPKMmu6o4b/t18K1d1znF6pifPaEZhlCUkIYIIIoMFMhgMmGCQACMy2EQBJhhkMBhbWIgkBALlnEbS5Bw6TOccKocb3w+n+o4GhMOH913r4X3OWrOmu/rWrVs3nH323v/Q/AwhzWG2FKPXmGXOjnPf8gYOjrdxbK4R35fYVDMVOFgdLbVyx/gWpuwk16/eiYLP+V3DfGv4Rewe6qTzJ2LuGZhsYFe6k3QmgmUpDGdq8Xwp6LNWXJU6I89j833kXJMvb/41B4od1Bt5LmwcRsbnotQA9dECLjIj5Tpq9AKtxjLH0k30hBe4tG2Q9zc+RMnV+Ng6gQ16eqGHZSeM50voskPF08i5JgeL7TyRXc1D2fXsL3TwWLqfomuwPjxJp7FAnZYL9A2OFluYLsXJWwYL+Qiy5FNxFSKaRcY2CRs2iVCZ+liBlkiGx4ZXIUk+siwyXk13yBRCZIui+uB5IoFIaCXKrhpYia6PTLI6NEOznkHBo0NfIKGU8JAZL6bOoPD9T+P/FHR93+d973sfv/nNb3j44Yfp7u4+4+/btm1D0zQeeuih4LUTJ04wNjbGjh3CjHvHjh0cOnSIubnTnM0HHniAeDzOunXrgm2ev4+VbVb28X8ZPxp4CVFVAKXCUoW7hjfy+cPXsGDHuG3gHAqeHsgHfmjfG+gwFoMeiSz53HtyHbLuIrkSZsjC8lQOLbcgGR5KzKbru6K8JRUVur7zda585EMcOt7O8Ws/w/hoHX5BxVAcnkr3YnmKEBDI1bKciTBw5LT2sCYJkvmG0ASdKxO6L7E+MU1XbJFz20aJG2VS4RJjuRSnsjXYrkJXZAnLU0noZZojWdqiaVY1LLCuawpF9pjOxumKLLGcD2OVNI4uN3J0ohnJlsGS8XWPZFea+tocgyONLI+m8BoqrF0zwdhcDfdMruOpg6s5mm3m7OQoI++/AQAn7BNZu0xUq1AXLXAi38hwpjb4Pp4vsSkyzkCmnrxrkFCLZ2SjV5x/AC1ZBtlndjyFr/jEVy+fce1WOIMA1/UJ6bnnZ8AvND6+/u7g5wcu+yaOp/DGVbu5pkfYpP3wxEXcObSZzx++Jlhx//FY3zHJ4/l+Dhda0U1xzO5siMgJnU+3/x4XmZfHD/BwZh2Xdg3wzGhXYMc46aQ4UWkJNKGFBGEIs5r1usjUqvkgA21Q8hR8HV1yaVeXuKbnEGVP5+cL53KkJBa0T4z0ckFokOPjLdQoZerlCkueSpc2LzinvkaPPse8G2PSSQZSjwXP4HeZszhYaSUiWcy7MWbtBDG5JLJau0YEUDtJl7ZArZLHlGxOVRpo1xZpUjM0KDnWmZM0amla1TS2rzDvxsh6ZqAtvTvfHfj5mpLPnBOjVslXHX4K1OmFat9a0PdWkNFJpcDugqDS3NT9B6ZebeFpEpJTDbw+gea35K38IFDNsuPjKyL4eooEksQFr7mZkz9YywOz/UGW2afPiLK6b3BueIjpcpzVoRk6jEX6jFnR21dc2mJpcpbJWCFFRK3QYSxSo+axfYWIXKFDW2RDaJy2KtuhJyFoJSfT9dw5tIkFOxbodD+UXkfJ1bBchXvmNnCy3MSuZVGqfUnnMbY1TdAQzQfG52k3zOPLq8mVDZ6d7+JEuoFTb76JRy7/Ote27MP2FO6YPYuyr9EVX8LzJX43v4Vt4VP0hedwMxrFxTBxU5gl7Cl0cSTdzENza3BchVsHhT3pcUssRqZnUkiyj1KtnMXjJa6qO8qpN9+EnRfHtFCKElErvO25t9MVXaLbmOctrc/wtc2/BKDbmOOS5HHWhyYC3MIbWnfTrGcouAa7Fjr52Lp7+eu2p7ggdpK4WmbRC3NZ4njwnHVElzFkh9WhGfpDgqo5WUpSp+UoeTphxeLQcgsn0g0czLVi+aqwBMVjoRKl6Ol0GEuEVQtF9qjYamBYVXFVTi7Wo8gebbE0TZEsx5YaMarPsyL59NfPsrp+nli4jKE51Jt5XtJ9lKhSoUHL0RLKMleOkrFNip5O2g3TqGWIKSUUyafo6Sw6UWJaOaA1/W/G/yno/t3f/R0//elPue2224jFYszMzDAzMxP0WROJBO94xzv48Ic/zCOPPMKePXv467/+a3bs2MF55wm+11VXXcW6deu47rrrOHDgAPfddx+f/OQn+bu/+zsMQ6ys3v3udzM8PMxHP/pRjh8/zve+9z1+8Ytf8KEPfejPHtufG+ebw1yffBZDtnmu2IuGS0otsD40wYlyM3fMirLUsUIzZ0VH6dNP9x5rzAJuTsPLa+DBmro5btl2K4+96Gb8soJbVpAcid6bv4HkSITacpwcaUIuiJW1VJGJNedYKoXJ2wY5y6Rka5QdFd2wCbUKtN1tA+cgS16QNYVli2Y9Q842OZFr5MhSMznb4PCpVkbH6xifqGVqsob58RSHl5sxFZsDw210RJbZPdHOeTWnGEsnKTsqrYkMSa2IZalopkNzJCtciKK2qN9JPplMmNnxFIrp4kccYokSx4ZacMoqs5Mp5KKMh8S/3SPAbak1S6jd4tiPzTUyNFnPsye70ZXTot+3jp3LvnwHlzWd5Om5bjTJZV9eoCp/cnIHP9z+n2xqnWLk724EX8KNeqTHk6z9zWeFxjOiv7vSmwWCrG9lXPzgR17wmudtI3AqubZxT/D6j09ewJhVy75iF5/ecBcfW3cv3zp2BU+M9HLLiUu47OEbAo7jwWwr9w/3s6phAWk8hJaVaLxygj3lTtqVPJ4vIVfTsOIKCElyOFxqo8eYDTLOtBuu+tKKQNOnzwSc8axnYiFzqNxOjZIPTBvmnRivq9vFyxL72TXaWQXhnaaBlH0Zs8r5XUEXx6tmGSAoPnJVqWlb5BS65AqNYSfGGnMa21fZV+yi6Bk8kl9HvZpFx6NdE2L9a0OTeIisNu2FmbJTROQKBV8P5FNzbohaRfTark3tIefp7Cp3UPYlalURvEecWtJuhO2xUwGILO2Fha+v5KBJLt3GnKAS2bV8ZNv9ZLoVEXjdqhHCSvCVpNOZblU20peqJWgJ8EWv11x2mc9FOVBoZ8gWPeR2dYndhW5Myeby1HH69WnOCo0Qk0tcmThCSyRDSyjLQjFMqWpQHpYrzNoJOvRFhqwGXCTSboS9uQ5kyefC5CB1Zp6wZuN5EscLjRzMtDKWSzFZTOD4MtPZOAVbZ9dSJ6ti84zmUjw128N0Mc4rmg+wuW6KkUIN9y5uoCeygKGKhXfSPI1bKXo63aEFXlp/iLQb5q0NT5Eyiryifj9lXyPvGiRbsyD7RPUKX978a34/uh7bVVjIR2iM5mhLZPjMoVfyVEbcX+evHuLUW24Cyafz379CoXi6R9ratkRDJE9HTCwutsdHWBWeY505yfWrhbvSM6NdXBAa4WxzjE3GJP3GND36HNvMETaExnlL7dO8rEUscsftGk6UxSI07UY4XGrj2qfeA0CLmWbeigaVqxYjzYXJAWxPpcVIk1BKrEnM0RTJsik2KfqqnlalvYkg5yLRZOYIqdVK0FVfIazZ9CVEO6FoaeweEfPOxtppomaFuliBhmgex1OIahVWp+bpq52nwczRoOfO6BdbnkrZ1di51EPRFfgGz5cpexqj5VomrBosTyXj/O9pQ/8n9PL3v/99AC699NIzXv/3f/93rr/+egC++c1vIssyr3nNa6hUKrz4xS/me9/7XrCtoij8/ve/5z3veQ87duwgEonwtre9jc9//vPBNt3d3fzhD3/gQx/6EN/61rdoa2vj3/7t3/7PdCGA41Yj2/15dMnhaK6Z0VItFyVOUPZ1NoQmWHbCfOTA67gqKUqQu4s9pAe38/vFzew72i8s8mwJXxOuE8H3KMi4SQ/JA7exgm8p2JaKklYZ/pDIBpGgv26OyXyCxVKY5kgWy1N4+kU3s/muTyHLHl23fonetgs5t3YEgBPlZiq+ylQ5ieUpLJXCNIRzyJKPXxGuQACSK4EHtifzq/NvoWvP1/ndM9vwDZcfPXsRkuFSKhpMlWpYaI7w9g07eXKxlwtrhnB8haOTTbiOjBaxcBZCSB6sXj3LluQEv3jofEY/fAM9P/siXlpHdiQOnWyHGpvOf/sql2+awlAc7jmwASwZNavgRj0WcqfpVNOD9Sw2RHhr/3Nsrp1iwY7RExIPwsrDe8cF4n4afddH6PzhVxl5z58G0cFiw5+8tjIuazz5gq+HVZsT6UY+c+iV1KgR7hreyL5iF1fFJs9YVAFsNMerHq1TXNuyj1Ztmasf+yD3XnILANvvuYnQmjS5mRinjjfzr5WLeCTVz23n/ZCzxLPM5d0nuG3gHFq0ZRq1DGk3Erj5rFCKhu06tgDHK820asuMWHWEq966K4sJ79Qanhjppc8QaPclN4qiCKGJGTdKvVJAwWfESQWOVK4vB5QlDZeYUqZByWEhqiq6JJBILjJxRbxnyY1g+wrHyi3siAyK/icyni9T9DUalBxjdg0R2aJJyTDiCWEQUxJ+0ENOA33GTKCCJVf1l7eZoxyqNKNIHrtKPdXFQEnoWKNUFbPOdGOJyBYzToL9uQ5myzHOft1B9t66ifiog+T6PPFb4ct73pu/LhyJqho6ki9AViuAK18ViGZPlYj+OsYbvvAsM06SKSfFkhvlitgRFr0ISaXIohdBwadJyTLpJnh38yPMO3F2znTSE1uk5GqcLDezIzpAzg3xSKafJiPLqWKt0P2uhNk9czG5gkkkXKG/cY7VkTnmtBhPZbtZm5phvhylOZ4V/quWwVQpgSZ7ZEomL205Qq2S58BCCwAFXafByNGXEoG5YOu89PEPsFwOYarrcT2ZtmiauFZmsNjIB1ofYsSu476ljRiKw5t7dxHrKzNWEZWmw6/4PO/d81cM52ur+3A4kGnlRXUiy+yLiCqj70oYsQqyLDSkX7/zb7m2bYTdmU4uTA4Qq4q0LEpuYF35xEgvMdklV7VJXfTCuL5QRBtx64grZVxkzg8P8K1jV5Bx4mwITaBJLg9l1uE+LyOsU/PsiAhjBFO22Z3u4LLak9RpOYbKDcj4nBcbhJhYSArnMdHPfV39bg6X2liwY7SbS9TqedbGxbN9cf0gy06YDfXid6tWJEEZ2ySqWwIDUwWwtobSNOtp5qw4RU9nT6YDz5fYGJ8irpaYL7YhSz71IcFdj8llZpwEXhVWr0geDUYOx/7zftp/PP7P5eUX+rcScAFM0+Rf/uVfWFpaolAocMcddwS92pXR2dnJ3XffTbFYZH5+nptvvhlVPTP+X3rppezbt49KpcLQ0NAZn/F/GTVKnl3lDuadGEm9xI/O/gm7891k3BBTdooOY4lec46DpXYOlDopejqjVh0D6XpBo5F9JE8CzaPg6nTe8rVACpGKjBv1GLnu4zS1LeEsnV7t9N78DdZtGOPYfCM7r/oKz774y9x54fcCw4GaSJGlGWFkPTjcxO1Ht/HgxGomKimW7TAFR6fJzPH0VV9h/6l2hpZrkRwZyRFWfHiIoJ6sPkBRB1/2wZGRQ47IZqvjFW2HuHtqPars8ejiarIVk8t6BzDjFZz5EH7YpWHVIq3hDD/beR5uXEyMw2+6CV/3cJsq4Eps7Jvg0k3H2TvbxgOPbEVZ1tCyipj8DA/LOn0NR957IyHD5odPX8JEMcn9k/30GHP85OQLtwhG3/nRF3xdfr4L+vPGe/f8FZ3GAj8+KQQI/urZdwDwveOXslQJ8/gVX+NzG3/LE8ur2Jnv41SxjqJnBKbzK/J0l3cLnmnRM3h//8Nc27vvDAOGL/XfweFXfJ7PXHonvumiKS6vqDtNTXnbc28HhAjApV0DvLf/UWbtBMdKrcTlMgdL7ewu9nBt7z6eHunh+tU7gzL7UKWRWee0mXmNUiRW9XYWmVWYIauBcbuWEaueKSeB7cvE5LJQuvLCHCu34iETlitc3XOUYauBMacm0CLOuiaa5LCz0MdwpYFJO0W+CkTZGh4VmSsSni8H5zoml4PsOCzb9OsztCoZYtXe8BZzLJBfdJFR8LB9gb5XJA+36tF7qNDGcKWBJi3Nf83uoEnNYVX7qyuOQQIZ7dIdWiCulbk8dYz3vO9OXEM6ww668pYlnvmZ0GiWXT9AOEvPs41eoRgpls/f7HkbEblCjz5H1gsxYtcRkSxkPOadeBWN7RCRLDxfJueZvL5rHz86+yfsnWvnnMgQOTfEiXIz22KjGJJDSLFJWyHCqoWp2zTVZGlNZCg4Og/NruFEphFTcxjM1mN5KkulMO3RZRbzYX51/i08fsXXaIzl+PXoZj697xpMVawgLFdh/2IbhuIQ1YRrT8mpUvokn8VCmF3jHdyy7VZGCjVc3n2CWTtBydUEf1if5739j/Llzb8OhClmyjF6ootENYu1iVkSejlY3GmSy/eOX8qpt9zEydd+muPXfoa15hRrozOMlGvpCi/Sb0xjSjb1ajZAOIPwnx626yj4Gocqrfx2+SymnBTDVgN3zG7j0Ww/Xxx5GTNOEkO2A/OOhFLgZan9XJU8gqk4/OTkDjr1eQ6V2wLd8s2JScq+SmsViLjshMm4EU6WBV4hqRQDfeQVOdQ2fZmoUq7SmtIA5F1DuFhFZ6kzhOrUhtgUk/kEjaEcRVuU0FO6UKYqukbQ9z8y28QdF3yfXcud7F1ux/VkYURRbQ1m3DAKvvBNV8s8t9zFQiVK/f8v0Mv/Txlh2aJWzXOqVE9bVTLwu2fdRsXTOFZsJqEU6dLmyTghYlV5sF3pLmZGa0ECqaSABy2tS+ybaAMZ3LCHGxao3ZUnfmaiBsmScMMe3d/6OlpPjiOnWoIS5MpQZZfz7/8YY3M1olRWUpE0DzerszSV4J4DG7hvaC3TReGoAeC7MplsBD/sIKUsfMPDj7r4mi8WAj/4GlRkJFdCMkXAVHUXJ6fR2b4Q+NvWGgUODbQxOihsATtqlvHDLo1NaWZnEzz03AYiTQWUqE3nDwVxX4nYyKpHU+civ7/oO/zHOT/mwDVfYOjGDwtpyI4SdnuFrq45pLEzQW7puRjoHhVH5W96nuI/p3ecYSTxvxk/3P6fvPbpdwMEYLdPHXoVPaF5NMkNHr7u8CJ3DG0lLFeoM0+LrXdHFqlRC/z7Of/O8UozA1YjJ63GANgDcG3vPr43edkZn/voSB+HxtroUQXq+c7ZrXz30p8yPZsM3INuGziHCxMDf3LMN667j89t/C0v7TnMFzbeySc3/B6Ak5ZAye8tdQuATewg54aHeHqkh6HxZtKeiYYXmMyvMybZYk4Qk0uMWbXMOTGeKK5moNIkxE58hahSFm4/VdJ4TbUv26fN029MV/Wg43Qbc5wbHqRJzdBrzNKmL+L6MgeKHYzY9RystJN2w9W+tHBvalByjNg1zLlRRhyRRa30phfdSBCwtCo3ed6N0KfNs9GYDnirYaVCUi5yQWoQ25cFSExySFcnr4wbpuJpbA6P8vr656pmDyVC753CV+Dil3+V7ffcxJfWCsGFhU0ST//ixmrW6wuqUXUBukJHlXxI/TrCS3sOi4W1tkhSKTLnxsh5ISxfFYYnxd6g1H33wsbAmnDPS/+JnCeucaOWwZQsYkqZC+IDmIrNO1qeoDZUJKTZLJdDjC0IRKvlCVEbz5doNHOsr52h6OikIqfLxePLScqWhu/JLBdD+FWP2+ViiMMLzUFvcqkQpmhpwb4TUbGP1zftEvfjxCa2Jsao0Qu8btXpFkqNmueBU/28q/kxvrftp2iKS72e45LkieC+fnHsEOeFhs+4Z9/c9xyf2/hbzo8N8rLEfsJyhdet2hNkuAC3nLgEU7YZqDSKkrsvQEc5N8SCHWNNfJbHJ3sZWajhNwtnUfE0IpLFRmOChqppSMHT2Z4YYcGJC0lOY5Z1xiQuMsfyTexc6mHcquWcyBCy5LPkREioxaBHP2fHWXIiLDlRpioJxio1LNgxkmqRE8VGbtj/erLVUu/vxzdwItPIfCnKqWIdtaEiE/kkWrUNFlErpO0wncZC1XHKQ1fF305ONzA0U0/ZVnE9ocdtyjbTViJYpJ4q1BLXynhIHMq18r8df/FBN1flGjbqWaYqyeD1bmOeVaE5Mq4wCo8qYlWsSS6/Ov8WWroWCDfnkRIWvil8Lw3DJtmcxawrEaov4mt+kKFJJRkv7iA5El7UxbJUQrEKIf00eKjzJ19haKkO15cYeuMnGP2bjzL6ro8w8tZ/AFU0qaSigr0QYrEQZrYkAsrqzmpJ1JbxKgpySQZflGWfPd4jwCaKT7glDwUVSfaxKyqv3L6PpFFiKh3HUB2WK6KvJrkSj1z+daaycc7tH2Z2NsHo2/4B3/AoLIUYfuMnaO8SYK6zOsYZfuMnePbFZ/JqAbadPUBNokBzQ5rZTAwnebp0uPF3nwYP2lsXsTyFWwYuCrL8WwfOO8MM4X8avzpflHqHS4LK8YWNdxKWK+Rck4+tu5ebDl5L3jG4Z3kjewtd/PTcH3H+/R/j1oHz6DbmA2WrdeYkPfoc16/e+SdCCm9rfponRnq5fXA7tw0I4MmIk+KELYLNwIIosX7inLt555onACFyUa9m+dC+N/DyJ97/P36P3flubh/czhpjirNDw5iSyLQ0ySXjaSTlMsWqw5EmuRQ9A8+XKPoGDVqWTcYkG81xip7Bkhtl1k4Sq5ZvR+x6PrDvTSiSR84LUfBVFHzsqpRkzg2x6Eb5zsjlAdJSkTxWmbNokkO/MYUuucy5MeadOKZkk5RLNCg5AdTSFph1o8y4cXKeGZSJTcnG84WV3y8WzyHn6Ry36tEkh1XmLOeHB4hINuuNSX6d3k6rukzBM1Akj7QXplNf4PzwALavUqzaKe4rdvLu9seYvETFlyX0f69h2Grg1oHz+O7r/w2ATI9c7fP6gbCGULGSzlCxylaDZ5OSoVbJU69kadUEqnnJjfBMqZdH8uu4tn4v28OnA1GvNhfwl381u539uXZsX+UtTc9Sr+SoN/NkyiaZQoi+xnkmFxOEVCHJWrB0jiw1EVPLTOYTZMsGW//wCT6w702EDTEfSJIvkLaOgu9LHHnl53A9iYlMgmJRtCb2v/wfhc66rRDRLW4++mKOl0RJuj81h+2pgej+yqhR8ySrpioAd1/8bS6JHg/6ppd2DRCWHKzqPbBrtPOM97+57zku6hrivM6RM17/zvHLOVFs4liphVOleg4V2zFlm4RaolFLsyM6wNbwKIrs01qT4ehCI8eKzewvd3BPblNVmzxCl75AWLaoUfMcKbYyYyd4PN/PY0urmSkIxsm0nSTnCe10RfKqIiWCz172hIvXVCVJUiuxZEUCi9TJKvCyXs+z4XefpuIoZC3xDDWbGZpDGSquEnjrllydrdFRbF/M/w16jgPXfIGrHv17kvEikuQjASVLC3SWG7QcxwrNnCg2Ybkqni/Uyorun7dY/ePxFx90x+w6knKRC6MneHXNbr5x7Eo+c+iVHCu1EFWE2fyBYidf3HQHCh6DVSh6cyRLYzxHTarA1v4R9g11cPgVn+fANV/gxGs+TSlniEAJbPn9Jwm35VFCDnpjkfqWNDUJ4b84d6qWVz35Xnpv/yeuWH+MzuSyMJj+4+GLHi0K+LLP4Vd8nsHZOrq+dzP1oTyeI4HqI2dUvKiLnBOlXKmooBRlpIpM+VSMSEsOt6TS3z7DgaVWcrZBpaIxn48Q10s0tqQFeAkoTMbYP9lKLFUl2HsSUkWkC0sFoZtsvoA37sr41fm3sCq5QFizKRd05KhAc59z78fpq50HzWdiuoaRoUbW1c2yMTrJ7aPbA/DPylgJwM/XbP3jccP+17MmfLof6yIHhgqeL3Ew3cpTEz08MLIGEACK6/qeCTi9ICacP55MAB441U+rusy4Xcu8E0eWRLk0KRd5ac9hALa1jLNY1fddGaZkM2w1MF5KcW3j3uD1m4++mM8fvobbBs7hjqGtAFzy0I1896zbeOOq3dy5vI1D5fYqF1ec77QXYt6NkPZCVQBTSCCEfQPXl1lvTLJYlTJs0Zbp0hZo0ZZZb0wx78RFMHMMYnKZeiVLzjMD+lJSEVSOcbuWs+tGaVIz6JKLKdmB65VSzbBNyaZXnyOpFCn7apDxpj1TqE5Vg7DlK+wpd4mfqybySa2qky15wr/amOQP2S3sKXeiSQ4prUDOCzFi1yM/LzOfd2NkXRMXmXZtkQuiJzlcauMNVz3J3HYVpezzr999Jdf1PcO8G+f2we18+K13sPP2G9j58xtFxlsdp4FVcP7rb+ZLz7yEl/YcZsZNVNHURTRcmtQMnfoCPzp5Pp/ecFdgdA8iG5SryPNfzW1jOhdnuhQnIlf41qkX8Uh+HXV6nrd1P0N7Kk1XZAlJgvlClPl0lIXFGM9d/SU8X6ZQ0VFlD8+TeXyyl011UxiaQ02iQC4bwrZVihVxT0mSz0s6j3FxzyAVWzzfiVCZpmSON7TuJlPVNP/UoVfxkpqDKJJHquq4dfvgdu4a3kix6lr1/LbM5d1nmtKs75gMngPbV3hipJdDY2280Pj84Wv4zKFXEpNLnBsbok7LcV5M+OuOWnXUqTkGy03Y1XvtguZhzqoZ59quA5wTG2bOitNtzHOqUs89ixs5UOpkwY7x9tVPMVuJ8d7+R1myI6yPTaPIHk2hHBOlFPctrQ+CadYxmbYSgRBIWBY2fh3GIrYvV/XOfepNAXB8drELRfJRJJ+wZlNrFhgs1KNJAqluKjaK5NEdWuBosYW7FzZS8VXqqtn4bC6G70vEoiUMzQlYIAmlQI8xR0ixmSnHKLsqNXqxqttcfMHz90LjLz7oHi82c3dmszBflousMyZJqEVWmbOMVWoDlCcQlDD+6tl3YHnCHiqTCwkBcfvMU6Usaihpla7vfJ39L/9Hjr7qs4GoRNlW0RQXZz6EZEmYisPfbX6Uej1H+ssdPHf1l87YV9e/3IxUVED3wCWgSdgZA1/z2D/Tiu/KYAvDeTzwTE9kk5IodyslGTfqUhiP8dbtO9mSnMByFYYHm3DTOrnlMEVHZ/7Ead9HuSJhzQqqwdueeztKzMY3XDp/8DV01WEwV89Pz/3RC57XHfd/DICpQoKlYohYooSX1Uh0ZsiVDPaPtxGrKeCXFUbf9RH6InPkXJO3dz/Ntb37WHKi3D28gdsHtwcBeKUM+0Lj61t+wYJ92mxiiznK5qqk3/rwJJfVn+TGdQ8gyz7v2HU9V7aLiWYly33+eD4i+uFTa7iy+ziyJLSBW7Vlcq7whj1eaQm2eXntAXJVveOVcVHXEB9e+wDnp4aCkvPK6NAXmLKFhdzdwxu4pvnQ6WOPjlH0DA6UOng4v47HCv2M2HVM2ilsXw0CcZOaQcelSU0Tk8s0VT1zk0qBsq8JG0FfJ+OGScolNkUnOFpuZcmNsrfUhYvMYLmJtBuh35iiSc1wdeIgi24Uy1eES5CvoVX73ApegHyOySUsFAq+TuJ5pXgFnxolT61SoFefC0rhpmRzVfwQsuSJ/q9cZsoRpdEV6U2AJ/OraVCz9BvTJGVx3WU8TpaFitfKqFELLNkRPvj635JvVYhNirJ2wTPOOEcAT95RBeD5zwNWVfWZW+6popGlClnPJOeZpL0wSblI2dM48srPAXCWOUaruszDp9ZgSkK5q+AZQvS/6nN758JWZMnnqaVe7hrcwD1zGzg1X8P9Q2tIxYo4rsy65tng+T283Ex9VAgwZHMhShWdiFphc8MUmUKIxvoMbtU05LKHb6A1Ljxdt8TGWVW/wIUPfJSO2DLrUjM8me6jWUuzMSzMLw4WO9gcGsOQbT5z6JXsL3Qy74hzXK/kgnbDH49HR/qCn28bOIcRu455N864k+TRkT7uHt7AA6f6+cnJHXzv+KWUPQ1Ncllyo+RcQX1rUHPYvkJCKVWNJcYZqDRiyjZh2WIg10DONTlUaGOwUB8IkxyZb+IPsxvoNEQV7cKkAFGtCs1xICPKs0m1SMYWoiNTdpI6NceO+BBRpSKEZ4xFmrVlmowMFU8TevOlZvYutxOpqosBGJpD2LBYn5wOhDMOLzdTsHRmizGxEEJClT1WRwUuZtZO8Ion3ock+ViOguWoKLJHXbRAYyzHkVKbuL+NZbYkJpgvRBgp1FBwdYZz/6+fbjC6QqJef6pSzzdmrmR3sSfQu40pZfYXRHnl4VNrGKo00h2ap9HIocsOsuTT07jArqM9jP7NaaBP7+3/hFdv4UY9Qm2nG+gdLYvUxsVDNjVSJzJHF57Zu5rBYiMNepb5LWIS6Py3084qI393I0g+UkHF132ksEvX929GsmRSzVmK4zHRW9Z8Tn3wBpSYjVyUSYTKqHUl5IqMExPlpIZVizw0vYaRYi1T47VIpsulZx3jHduewvEUZOt0lu1LINkS6aKw8drULvSNUy0ZLmwZDgAHLzSmRkXZ9fErvkbcrHBW0wRN3Yuk56MUMyEkoCu1zDXbRRl3T7qDbmMucO/54NoHGbHqmHfiAQcXCEq7LzTWhoQF2zeOXUnaC7PgxAPFI7Oqo/ym3j386OyfBHzCPx73Dq9ja2gk+H0lc30kv46re44GesPjdi0HCkKCb1epmyUnykZznFZt+U/2OV4W5vJ3Dm1m+z03UfR0yr5Oxg3RpS2Q9Uw0yeWZ0S6+c/xydMlhgznOi6OHuSJ2mA3mOLN2gicya9hd7Oax/FqGrMYA5GRKDi4SBV8NAhxAu76I58usMmYo+yrt+iLt+iJlX2ONMY3tK2wPD1c5sx5JpUC7mmXKTqJLLj36HEXPoOzpuEhVL1mhTlX2NXRc2tU0xernrgCmVihQneoyEcnC9hWKnsjI/5DdwmQ1qwxLFV4UO8KQ1SAmZckRE7NUqT6DTiADWKeJDDrthkm7YfqMGbZFR3h0eQ3v/ODvePI3H+GC19zMu9c8xnV9z5BUitw1vDG4Bs/cdkOg07wiEbkCttr+9m9wdc9RmtRMIBxSo5Q5LzQavH9XqQtTcojJ5UCvuVef5dPr/sDZ9WOcnG7gyFwTRVtYcHqexPBCLZrmkoyVaIjkCRsWM4UYmunwjl3Xoykuy8UQzfEsZsiiJlZgpFDL5tg4tbECs3MJVNWjNlrkkcu/zkQmwXPLXexM99Bo5vhY7z3cvuMHzJRibIxNIks+z+V6CcsWV8SOsLfYRVi2SKhFUloh6K2LfvvpxeHnD1/DN45dyS8Ht/GHzBbeufut/PDERVU6TzNpN8zuYje7iz0BvzvnhVhyokyXE4yWayi6oiWQqxp4bImMsVqfoV4ROuJ516xKjOZpCQscxLPzXXSGl4JnTFNdZnMxBsuiQtWrz3LTwWuFg1VkmYReYqKcJKxarItOM1hsqFZV1MDxadpK8lS2j8lKCk1ysTyF2UqM9YlplqwwexY7yFs6Ic1Gkz32L7aRtwwaQzlyFZ2oUSFhCF7tc8tdzFVirDJnadbSNGoZLE+hNlKkJlKkPZmmNZohXRI9YgWPI6U28q7JyUID9ZECFVdUJJrC/y+QKhi92iyTpSSf3nAX2vOy2oPFdjJOiDotH6yaZypx1pmThBWLOy74PhOzKZJGibV9k8H+uv/56zAWQpkxQPEpTZ8GBp1dN4rryRSyJsg+fsjFDXsgw/2D/Sj4XP3aZ9h+z010ds2f0Qcced+NVbcBkHUXX/LxVR/LUZEtSSCTV1CanoRfZzG1mMAu6IQ6cqD6oPqENBtDdSg6Omt6pzAiFk8MreIXw1tJGUXckMeqr3yDzv/4Mqf+/gZ8zefoqz7LwFw9C6UoPV1ztMSzHMs0sVz8U/WvN+58F3Am2nhkrJ5jS428p/sxLt1wAsVwubR3gDc07eKuXVv5wL438faWJ88Q/QfBhVwBNH3q0Kv4wL43AaKUDHDn0OYzP7tqyD1nCfu7HmOOBjWL7SvcuO4+ru3d9yfZ8tMjPXzv+KX8+OQFPHxKlJ5X5BjvGt7IS3sOC4/earY9YtUH773r4Ga+cexK5qx40GMt+xq3nLgk0Ia+8IGPMl5K8fDCGp4r9HJV63FOFYV0YkotBBPO2aFhdDy2mUK71kMm6xuM27XE5TKvju/ngsQAV8UOEVPKZNwQ92c3cmd6G08X+1hyoxQ9Iyh7Wr5CTC4HQuxCQ9lBwxW8W8nlQKmTcbuWrGdiSg61cpGyr9BYDT5F3+AscwxNcgLd6RW95JwXYtGLkPZMZtw4I3Yd43YtFgo5z6Toacy60WqwFv/SVfpIrVwg7YUYt2tZcqNBD7xRS7NgRyn6QnJSwcfyFcJyhS59gZwbIq6UaVBzmJJNrZrn+sanmLUFwvupX98YXBtTtolIFrcPbuf2we0APPtfgqoneT5I4KkSri6hVMSDc9vSDmzEs277MmVf4chYK3tHO6hVBU/aRWLRjaDgBSCrsUJNIH7guDIz2RjtdWk01UWSCCQGAZayYeoSec6OnyJv6fTXztEeWSZs2BQrOn3ROTxfxnIVVMMhERGWnQBh3WZdfJoNsSm6QwscLolF3+bEJHVqjrhc4rU1u7gwcgLLV+g0Fhgp1zFtJcm7Yh+1Sl7QumxxH3/m0CsJyxbHCs08nVtF2g4J2pOdFIYFkkfaDQces8OVBrwqfSyhFjEUh7WRacJKhSkrRZu+iCY5wtCj2pc3JZuyp3H/4vrg/nl1Yg+fXPUHXpPcTdqN8KLYET7Wdx+v6d7PjsgAnzn0Sq7sPs5qc5oNoXHOjp6iO7JIR2iZC5ODaLITSGzO2XHSdoiMG2Kg0MCyFebAUisTljBgSFthFqwoo7kUjicT1ys0hnP0JeaRJZ8as8BsKUZNuITvS3RFl2gM5QirFlOFBCdLTWTcMC4yW5ITTC4niGgWW5ITNJk5PE9YNYYVC0NymCilGM7UMbJQgya7zJZi/98Tx/h/4kgqJT7RelqlqFNfYJ05ycsS+/ny5l+LXoFSouDrtJsii1m0xARkhGx+seNfz6CQeCkbXxF8QamoMPLeG+n70jcAuGdkHSVLQ1JEAMSTQPNRszL+aJhd2U5qtQKK7DExn+LwgTNBDL7hodeW8ZZFQB/9249QKuoM3/BhRv/2I8g5lc6ffAWvrNDfPoNbVpENl7BhEWsQGaTlKozM1HLgWCf3X/rPuI6Ma8nURkRQERZ+IFV7wr4iJqQTr/k0Z9eNoskutquQt3RsR+GPx87jvWy/56YzXtOnNa5oOYEuuWyMTrKlY5yz46eIyBVG//YjTBSThKUKaTfCnnxXYDpx/eqdvH31U9xy4hK+sPFO7j/VT58+S4exxC0nLqFWEUjM5ytH3TpwHl3mAh4y1/bu49refX8iC3n3sDDg+MC+N3F+1zCZaqC/vPtEUOYEgowxqRSZtpPcObSZiFxhyY1ystyEpHpUPI314UliSol7MxsZserwfIl14algPym9yKbEJDVqgUYty/roFJvDoySVIjNOggYlFwhhuEhcGDnJ7mK30P71FVwkbF+mRsmTdsNcFD7J+eEBLosdDawID5Q6uCu9hUu7BhiyGplxkoLHix+AnZTqqqxczQrq1KwITnIl0HMuehqnKg3BYsfzJUzJDn6fcYRi1Uqpd96Jk3Yj4vUVV6KqvOVK39BFDjjBq8xZHsyv52i5jVo1H+xnjTFNXC7TYSzRpGTQcJlxE3jI5LyQmMjVfNA3d5EoeyLrSqhFfjm47YxrfG3vPoasBiGUL9nBNX/mZzcEtoDPl5S84DU388QPzma40kjaCzPuJLGrqbEmeXSpi9SrWfaXO7FRqpQmlZwXYqEUoS6Zp1Q0yBcNHEfIDMbMCqtqF3A9mbGlFJliCFX1SJkljhZbqA8XGM7UsneunbKtEjEs+kKzLNhRzmscwXMVFtNRHFccR12owIviR1Akj9FyDW26kNHcERlgvTFJu7Yo6Fx4JJUi9UpWWIiac6wPTVCvZOnRlmhX0wGieXN4jBvX3cdIrpZ5K4oi+cyWYyzYYo7LuSYLdowlJ4IsedRV5VJdJPKuiS47PJPuYdmJMFVJUqvmg8pI2g0LGp5s8+rEHrYmxggrFbZFR8h6phBkcWPMOzEOlDoZrDRi+wpPFVYH/VrbV7mm5xD1SpbzY4NsCE3QoGaJyWUmiwmmKkmW7TDbYqOcKtYxW4qxWI4QUoVDW5OZxXIV6vQ8MV3cwzG9TI0uXIfOrx+m1igyk41RtDUWC2EWKpGAL2yowiNdk1yeTK9i11InIcNicK4OQ3YIKRaG5lB2NbaHT1H0dIZztaiyR9i0KNo6s3nhy/u/HX/xQfcHc5ewsWOC7xy/nLPio0zZKUHSr04cZ0eHadGW+dXC2Xx6w11c03OIsWKKFz3yYdY2zvzJ/qSsxvANHya6aRGlIi6clXLpvf2fsG2FwlACacZAndcI1xdA9fA0H2Q4PN/MA7P9zEynYNpAKf9RnzjqYM+HwIeLNome5KWrnkdJqasEdoLNoSyq6VBfkyNbMLFtlZ7OOZojWVgwGH2X6HO5syHUOZ3HXnQzIcWmp28Gq95F8iQ6//0rSBEn2P03t/6ck+ONPHDZN4nrFY5f+xlW/eILbPn9J4VO8n9+GTmrsvslXwzes+az38SX4an5Hnblu7lx3X3cccH3OVxoDRDCd1zwfe7ObOaHQxdScYXazPP5uiulo+9s/RkuEmeFRMBeMYqoUQrB9rVKnneveewF9ZcfHenjruGN7C528/CpNUQV8RA2a8uBRdeKCcFPTu7gyu7j3DpwHq4v06EvMm7XCsUbN8T9Y/28buNe1pjTyNWsp8tc4FihmVOVesYsUV7/YPdDPDK0OqCGDZXrSSjFYPU/78SZc2PokouOhyk5yJJHVCmzt9QVaDLPuxE8ZGwULGQKnsiCFcknLFfYGhrhlSkB1mpQs+Rdk33FTm5bOo/bl8/lD8tb0KrlWxCTZkS2aFLTTNo12L6KjDAl2B4ZJuuJzGixCh5KuxHKnlbt151GPieVAu3aIlvMUZGJSsKm0EIJUNQrQgFpN0zODSHjs86cICkXKXgGtw6cJwwdkOjURbl9ykmRdsMiAEsOri8HnOKVasgK3qLfmKZezQagtCsu+EcA/unBVwbZ9IyTCJymrKiMY0g8H1Dqy2BkfH78Ly/jgeUNyHhMOklO2A3kPJ20F6JHnxNa1pUmInIlsDxcm5pFknyaajPUxIs4tsJEJsGm2ik2JKZIhUuEDAvLUmhM5BhZquHbW3/G2vgMz139JSqOgqk5rK+Z5u75jTw8vZq5SkyAIyUfr4pA/t1F3+W3y2fRbczxptpnaVWXuWNoq+BbV6/XuFPDwUqroHfJNhfFT2JKFh3qEl1aGgWfjR2nbTBXnsHz64YpOjoVV6UnKhDEpmSj4FGjFogpZZadCJuMSTTJYbDYyJF8M54vsTU+TkIpkXUMdub7eK7Qw79OXsqreg9g+SqmZDNkN6DgVz2eNZbcKAXPYLiKk2nRllljTtNtzNOgZdkcGuPOoc2cqpyuLJmyheUrwcJrS3KCrG0yXU6wPy/EUxTJozWSJq6XiWllmvQsuuKSdUzOSo3TFMmyMT5Fm7FMydO5b6Kfw0tNOI4SZKOT+QRjuRqylkm6HGK8kOTJpV7GcjVUHBVZAlX1+O3oRlJqkbpwgS3JCdJumHkriqE41JgFNtRPkzRKNEbzqPJp5sb/NP7ig+5MUWQ27+9/mLxr0mPMkZRLmJLDXcMb0avep73h0y4khwYFku/5soYrY0V7eN/L/gm/rUT3f30Ro66EpjtYy6YQr3AlZAdeu2o/P73kh6T6l/AVn7Bu89iLbkZZVvGrOhKdP/hasG83pyFVS8l52+CqR/+ex4dX0f3PX6fzR1/FdyVQfC7dcIKHD/cz9MZPiEZ/vEBbTZr6UJ65Ygwvcvq4JYeg1zVTijF8qhEtUcHXfJB9kqkCb37mnaz5tVAE86uAsZaI6Ms4iyFyx2pAFkHFrzkNVlj/289QWVXmgssPY7sKdxw4K/jbvYOnrdYAfrt3K9mCSVtomW5jPlBHAujR57h7eENgum5Wy1eLjrD8atcWuX71Tt63980Bmnhl/PDERdxy4hLuHV7HlJ2iVi7w6Q13MemIns8KzaJJTXPn0OagRL3Cw1TweOeaJ8h5Jk1qhiYtQ9lXyZ1MUXK1KiE+wrwTp0cXyMWLY8eJKmU+dehVuEh8ePOD/GF0PftzbXx7689455onAlBLpz7PqFWHJgmMgCkJY4Q+Y4Z2bYnjlRZMyeGkJQRkTMkm55mM27VBJr7kREVA9hXuGNrKnBNnpFzLjsggr0ztpcNY4r4Ta/mXycv57tSLOFZu4XCpHU1yRG9WcphzxYR1ZfdxetQlOtQl1mhzATd1pe1S9rXANq5dXSIplxi3a5l0UtQoeazqcTwfyFT2tWq26lL2VSYqYmGb9Uzicpm7FjZzf3p9kCF7yCSVIjG5jItEq7qMLrk0VN1lWtRl0m6EU5UG0q7g9dq+wi/mzhbnY12Yy678Mu33+XzutjfxrROX8/bVT7HoRrl3eB2lBglfBVcT5WVPJejxmmmP/bds4p/HryQul5lz4hysnLYBjUsV1hmTXNl9nBknSb8hKhrtsXSwzQqqNe/ojJVSXNF0nKZYjvpkXogpVDPXFVzB4Vd8nvb4Mo6ncHK2nuWcWFT0d8xQEy9y3Zrn+MiB1wGwPXqKpFwkLFdIyiVm7ATXr97J1T1H+dfZS7m2d1/w+6VdA3Spi5wXGiUhV1Dw6Wuf5oXGKnOWmFah4qlcm9rD1YmDaJKDITvVhabJnBXjYKUV15d5a92TXJIUim9h2SKqlMlaISbLSRxP5qJakQyMlOsYseqwfYVVxgxnh07Rp89Qr2bpUJd4ceQoZ4dO0a4tCiMQTwsC87DVQKMmMuu0JxZsdnVi3JvtYLqSEFxaK8RCJcKa2Cym4jBdTDC0XMdovoYZS0htrgnP0qBnaTJznMg3sj/bxkIlQr5oCk1mySdXMimXdJZyEQqWzmQmQb6ik6mYJPQyYc1iTXIOzwdNcUmFhf3j2alR2vQlHs+uIaTYxPUyS+UIni+TMook9Re2m/1z4y8+6N518WmksOvLzNgJ9pS7mHOjVS5isXrzCbpL783fQJ/WWJuYQZed/2bP4M+YXL76JJGQyAol08VtrghQkw+/H1uPgs+7ex/nnPNOcEFjlQfYVIHaCk6dDbJP1/dvpvM/vowcsfE1n0hTgahWYTobxympIkACvqXQ0rzM44OrGH27QA/vvOorbK8fI2UU2T3aAYBkuEEQlVtL1K2fZ8PvPk3ONsGDwTd8EilusW3VKA3RPM+MdBEyqsHUFRnwrimxLyIOsgWSJWNGK7Q0pln/28/Q9dMv8dqe/fS2zvPokTU8fdVXiCTFzdf5o6/iPE+dCmD0HR9l4HWfYlv4FPVKlhk7EYhdiBWzQlIu8a2JK7kntwkQ5eeLuob49oTQfG54AdUXoT9rsrPQh+UrHKkIFGTZ09gQmuDGdffRoGfJeaHA2ALA82VuOXFJ0MssugambOH6Mst2hJdfvouQIig1fcYMmuSgSy7rwsIV59zwEGvNKY6VWqlR82xsmGKudBpdPVhpRJNcXtV7oLqYCLHkhtnYMYFd7cf26zM0aWkeK/QTl0vVACM0lbv0+UBmEUQWWfAMZDwUPJasCGVfE+AVNcs1aw/x0bZ7+Zumx1llzFL2NP6wvJmHM+t4cGkdu/I9QYAddxLEZItxJ0HZ1/CQaVIyQvVHLopsVrKroCm1+rMotT6SX1e1IRT7qqkC4xTJY9YW8ngVV2XcruVEpRlZ8mgys2yNjhGvWg0OWQ1okhOUtAuegVUts9coeXTJFfZ/5rTgY1cD+rrYNK968r30v+MYTkgE/foDDgeu+QIgev5X9xzl/W+/M3AfwgdPk3BCEq4mOLx63mPhJ518e/JFJJUCeddkspp5z7jxQMe6SU0zbDVwdeoQb258FteXiOgW6+pmaY5kGc8LdHa3MY/ryUxN1jA+Wkci8qeTcEsoy0QhiSTB2qZZIorFxuQUr2g7xJwdY7yY4kP73kCTKq5D0TPYU+7kvf2PBvs4Kz72J/s9q3OM/vYp1ndMnhFwv3f80jO2u67vGf624VFeXnsgWMSYss3W8AjrQpM062k2R8bxkJlxkgxbDdSrWc6NDeMiUfR03tj0HDsSQ1wSPx4YxmyJjNJnzATYgrQXoljFKgDYyBR8PUCyD5UbWHBiPJxZS1i2GCqLTHfJEZnxI8v93Le4nuligulinNlSnIqr0h5aJuuEyNlG4Bc8X4gQUmy2pCYYq9RQr+ZYExZubQmtzOBSHaoq2mV2dT6SZA9F8ZAkfwUiI9oD+RRFW+dEuoHmWA7LUeiJLVL0dEzZ5sHFtYRki4VKlIhq0RTJ4vgyuuwQ08o0m3/exeyPx1980AWB3vv84WvQZFF+q3gaRV+AYgQS0+WJxT4BZvLBTgj+20trDnHVo3/Ph/a9gR+euAggUEd68zPvpGPjNEeXGylVqnWsnIpfUEEGq8lmS/0UWc/k7NAIfdE5XhQ7wjOjXQy/6SZOveUmRq//GHJRgYiDsqShGQ5mc4HCQpgnjq6mKZZDKir4pge2hJEoky2Z+Jkz+we75jvYdbQHVXUZH6onGi8hV+3yBt/wSXFoixEMxUGulpNfte4AY9kUA1MNuGWV5ckEnf/6NSTTRYtYFGYjdN7yNTpaFrGabfyQS2kuzFI+jCp7vGbDPvakOxgab2D0r8UC4OirPguIoF9bk+fPjSU3Sou2TL8xHSBQH86u45Ojr2J0OcV/HD6PTxx7ZbD9lqQol+2InC61r/T43t//MD3GHHWayJJq1Tw/PHERRc8I+lofXvvAGWIYPz55ATnX5ESxiTk7zs1HX4yHxEClCU1y+Nmuc/F8ibWhKQasJixfISJbxGSx8r2y+zjPFnsJyxWyjsmzuV4uSZ5kqXQaJPaT+y4LAER3Tm7mw/tfx18/KiQjx5waYXqATJOSpejpnCg3E5PLDFeN3kEEo1olzzpzkiY1Q1wWusqK5HFx6iQDlUZcJOJKmdelnquWlCvUKHk2hCZ4dc1e+kKzvKJuHym1GEyEh8vtFHwVD5kGJUdN1eloyklR8EW/bgUAlvbC1Cr5Km2pxIIdFYFf8oJSvczpn1Nqgcligholz1mhEcqeQLq2aMvV6oPDcKmesqcTk0uMVAE/pmQzYyc5UO5gzo0JmUapgi65lD2NKTvFptAYfbF5TmVrmD1HwQnL+NKfAljeveYx6t8wBhLoBfEc+LLAKSqWj1oWfd7R/1rFl469hBpV3KvPVa9pTLa4Y2graS9MTC5T8PSAVzy1nBDewbbB+uQMZ8dH2ZXvptYsgCOBJ5EpiCrKV45ezUcOvI6PHHgd9XqOiqvyoq6TdEUXmSwmmKvEKHo6zXqGGr2ILPlBb/7y7hP8dm4LIAwGnh7p4bzQEHtHO9g12smRsRdWQPre8Uv5xrErOVxo4x8OvOaMv7kIgYeLuoaYcZJBOTgpF5m2khwqtrEz28tAqZFRqw5dcvnDwiaeXu7F82VM2WbOjjNu19JtzPPmvucCsZODxQ6KnsGknWLSTjHvxDhpNTLjxPjV0tn8dOY8HljewKlCLZ36Al3moqAdqSUePrWG9/Y/ilKtsHi+hCa7VFyVsqvSGMoxb0WZLArv8FxFoJNDmkPFUzFkB8dTOFZq4bGlPjqMRQzZoSGaR1ddbFsRwVb2UFXxv+tJuK6M48nkiiYFS8fxZEq2RrocoiGepzO0iILHnRObKLsaS3aE6aJYBLSaaZrMLEmtFGCB/rfj/y+Cbpu+hOvLJJQSffoMjVqacHU1X/Y1DpXbOSc1AoDXUmb71kEMyaFFW+as1DibI2OCGH/sChJamXfufishxWZtcpZ0IUS5qNP9ra/jaz5yRUbJKchZlUeeW88Xh1/Gg/l1lD0NGyXof60MpakIBRWlrUhl2aS0EBZcXEciYZQg5iAVFZKtWRxb5cgrP8fIe06jOK996j1MD9WDK2HNhFm9Zopi0aA4H6HzR4KWNH+iDiyZsGrhlRWufORDnMg1Mj+dwPeEKEeovogUcfA9CWcxJCQwHYmpxQSru2dY2zNFfecyO9pGeFnnESZLSQbn64Sa1h+Nkb/6OO3xF74RV1x3QGSp9yxv5pKHbuR3hzdxdETwYnub5vnI6geCHt72yClAVCpWXnu+9N2IVVcNDBkGKo28c80TLDh/Xm7yZEkYmJ8dPYVRpeN0G/PUqznuT29k85oxwU10ogFHcbH671hBHGOnvoDtq1Q8jVqtQK2a57qu54LPGL7hw2d85vFrPxMsTt64aje5al8TYMGOMmvFA16vQNBGqVezzDiJQOcYRBC0fJWMG2K0VEfOFSAks+rao0kupmzTqi6zt9iFVm2fXB49ynkhcR5/PbGF+3MbGag08XSxj7KvcWX3cbKuyeFSO+lq6T3rmWd89gpVJC6XA2pNTLKpVQrUKznWmFPkXZOoJrLTvaUuppxUYOxgyhYzTpLzY4PMOzHKvkarukxcLotjrvbe+/VZZpwkRd9AkxxqlHy1dK3x5GwPU9Mp7LhP6r2jOCERdFfKsyvj3e2PYUdFZivbPrIDSkVoNlsxGcn3USpg/jzJ5x98NRG5EgCXNnZM0KMJNPW8E+Nsc4zBShO9iUVe1HWS6WKC+lAe25epV7Nk7BAbYlPIYQdUL1jwfmzdvSxUoixZEWJKmQ2paeJqiQYtx6rYAn3hOV6d2MNLYodQZZf+0DQd6unn5mPtd3PX8EaSskVMtgjLQvFKwafoq9w7vO4Mit33jl9Kk5ZhsNhIUity30T/GQyAWLXHDwTgOQ+ZEbuOvGvQoOXQJE/4ySpFFt0or2/YxftaHhKmG3aCmUqi2u8WrYKcF2Kw0kRCFf17XXKxfYWj+Ram7RQzjlhcmIrDiXQDE7kkB4vtjFVqqFXypNQCBV8kEYcKbVySPElLKMNyOURrJMP6xDSWpzCeT7FQjJAuh/A8mXTJxPUl9i60U/R0avU8e5dFm+BwoZWnp7uQJR/bVQhVVcBUxUWWfVTFJWZYeJ4ceOhajoLrS2QLJkmzRK1ZIOea2L5CWLOpuCpj+RTLxRBbE2PCuhOPXnOOtebU/1gVff74iw+6Pxl4MT36HDVqgbhcwvbV6qQn+gcxuUSTlmaqkuQfD7+cl/QfZX1sGlO22VvqIqUVuH71Tt7c9xxhuYLjy2iSR72eYyBbL0oVCzpIQpYRT0y4siWhFGXGjzbx0+GzeXK2h0ezp/uc795zHWt/81nesnY30dYsVl5Hruo8r+8Tmd18KSq8fGsqOJ7M8JtOo4bX3flZXv7E+9k30o5cltCXFHzV5+RAC7FIWfSVCwprfv15PMNDCgklljU900ykExw52QaOzMhffRwjXhU/yGpQUhh5z40ocQtf9XEshZBqU2MUeW/vY8xXopzMN7Bnop2G+J/PZg+MipX2H9N+PGT69BlsX+Xa3n3cP7SGifkUoWiFcLzM5sZJ3tiyixolT9nTAh4uUJWSCweB9x27rueHJy6iXs0hSx6TTiowyP7Cxjt5756/+tP74eQOvrz513Qbc6TdMB4SMxXh0Vn2NP6wbxPbU6M06DmKno7tK5yq1OP5Aq35vW0/BWC1NkdMFko0RU/nwfR61pkT3DZwDv13fO6Mz6wL/el5UvCJyaWqjqsw8R4oNVR72rZAJFeBWI8VhD/skUqr8KPFw/Nl2s0lwnKFhzPrSHtCrcjzZeKSuJ7nRwZo0tLYvsqiFyHn6Xxo3xu4adXdJJQSe3MdDJYa+NWS6JVev3onJwuN/GZpO5d2DXB1z1Eu7z7BrlI3V3Yf53CpnT59hkVPuEnF5DI2MmHJoV6uUK/kmLXjAaisU1/A8tUgqAaZlVLgYKE9cCha+U5JuUifMUOx2veLySVybiigeN20+9Vsrp3i/Wc/wuU7DvGetkew3rTExS/7Kk9+8dzg+vb98gvc9JO34lQZbyuWgJ4mSs2eIgK1bIust/Vh+Ph/vZW3r36KmaoBRdlXAh7zlBvjkshx3tf0EBG1gia71Bl5NkSmcJHZGJ3kmeVuLlg1hBJ2KBdPV6JmyzEWK2EGSw3YvsyWyCgvjR1kU3ScF8cOUa6C1i6NH2eLORbcGyDEV2rlAjlPY8aNMmzXMe4kAwrXc8Veyr7GbQPncPVjH+SnY+cyYyeYKCYZLNTTHs/QpwkhimdGu0h7JotulFsHzqNWyZP1zKAs3GEsscac5orkES6LHSWpFIN2hinZGLKNKdvE1RKPpdeQVIrcMbRVcHpdk3pVVGCGKw0cybfSaqaZthI8k1tF0dG5MDnAk1d+lY210+xdbufbW39GTClRU8Vu3DW8kQY9x4RVgya59CYWCSk2x7JNLJYjLBbCgZJfTZWJEa7SIxcqUfYsd3BF/XG2JCYoOKIErcsuuuqgKiLDzRcFGC1mWMJCMVokXzTxPYlCySBfNrDLKmHVYrEcoUYtUPFUEnqJlFHEdhVa4lnatSU2R8b55tafM2fHed2qPX+isf/fjb/4oHt93320Knk2h0ZxkZlzRd/NrKL3knKJSbuGGq1AWKkQUizqtBxnhUZoUjOBhRpAzjOJKBYVT6VBzzIyW0tjLE/7hhnqV4ub20uKFY+n+0I8oyNHWLdJF0L8fmgD35i6CoB9C60YmsOiHaFwKgGehBd2QfE5crQdJWZjuQqeI9PakKYwGTvje62qXcDxZIyQjWxLeBooRRk1rbCjZYRQk5joTd1m9N0fIRwvU3Y1hmfriIfLoPgocZHF6LpDaT4suMCqH7wmx21evv4QS+Uwk4UEu3PdqJLLSKaGjrpl5nMRrnr074Nj6r39nwAh/PGuLU9yVfxwoDa14lP79tVPcVHXUJCp3rj5Qb68/Q6+veV2jr7qs3SHF6uG6oVqf6tA1jU5MtZKg5pj3hGSgXcMbeVFyaMcKrZxXd8zvHHVbpJK4YxztBIgny8vOW2L7PJUpQFZ8kmpBTZHxthT6OJ4qZnVvdPMVBI0a8u06UtUPI2BfANPpvt4cHndGfsv+xoXR49j+wpLVpiIZFGvZtneOhbQogBmizH6vviN4Pdz7/uHanZqM+MkCCk2huzQpGd5drmbpSreoFefo+jpRJUySaWI58vM2KIMCLDWnBQlda0QoI2znkmhKs3oIpGURZ+2Vi7gIonPUbL0GTPMlmJcEB/gkvgJnh4RZvJXpo5wTmzojO+5IuZ+vNBI0TNoUrJ4vszZnUJcIuMZjLvRamnUI6JamLJFq7pMk5omLFfoUJfoVJcxZQvbV7k0cYxFN8qBUicXdQ1xUdcQ53cNB8/bE7nVVeqQmKIeyqxDVV2uSh6mTV/kLXU7eTzXz+fX/o7RV4Ge84Lreu953+OGv7oj4Ooqto9W8lAq1YzXEv+rlSr33Yf6/eK5/cRv3swH9r2J8zpHMCWXHmMOBZ8ZN07Z10Rm2nCEVmOZY8Vmyp6Q5WwOZajX8yRiRRTV4917ruO1T7+bkqOR0kusj0zyrvrHBMDMN2hQsyj4RCSbRS9Ei7oc+Ca7SAHeYYU3PO/EBfq8yhXXJIdzwkOYkuC+e77E01d9hYeX+rE8hWvqDvD2licoVoFJni+zu9jDbxa3MWsLNPSSE+V4pQXLVwPUeNnT8Ko+0K3aErVKvgrqswIEf41WIO2GGbdqmXESrA1NBuV321cIKRarzFmWrDBLVpjmUIZYFTi5KTrBVQ3HABiuNKJLLmNWHfelNxJVyti+Qt41uKLmKCfSDczmo5RsjVLRoDGaoyWaIaJZtMSzdEWXUCSPsqtSb+YJyxWemF9FydWImhUylgiylqNgaA6RkNDCrzELGKpDwijTmMxRm8zTVpumNZGhsSFDnVHAUBz2ZdsxZGFu73gyXfFFTMUOqHNwmtdedE7Lzf5P4//kp/v/1LHoGWKyUNNBiVKTYNJJcV3fMzxYlQWcrKSoeCrt2iKLbjTgId46cB4FzyDvxjFkG1V2+eX4WciKR65ioMgeuuKy5fefJF4jc/GDHyHaE8JxZV7RfYj96TayZYPNTVPcvuMHAMwvx3CzOru0Dk598AbW//YzlAcSOFEXJOhtXGBkoYZ1HdMMzNbjG2fKug0t1bK1aYLlSIh5LSpW8iEfXJ/DS81ETIui6RGpAqTqogUSWpmaRIFNtVNossfUQpKuW7+EamhoyQq+LyFVS2NXdJ1gOF/HTDnOltoJ4mqZB6fWcHnzSVTZY6YQ59irP8vNR1/Mujs/S7mk41bE7TT6Nx/lO8fvrfZnxKR554Xf44VGlzZPq3oahPCFjXdy1/BGZN+r8lfFPu/JbxB+tWqGyMqCSS1yfux0n/eankN/sn+AuefJR05Wkvz45AU068IAfoWvtyUyxnV9z/CRA6/DlG3uX9pAjV6gSRfH1mhk+ebWnwMCMX1eSGQARd+gRi2wtnaKIbuBuxY289Lag/zX5HnBZ+686itw1enjuarleJDN3DZ3Hrrs0GxmCSsVzk2d4lChDdeXadLSAIxVaqloGkVPp+jp9IVmA3BT0TPoMYSMnSnZFHz9DP9aF5mcZwQ91zotL5DaSpb2yDLzTowaJc9xq5mxwe3IEvRqizxwqp+IZHHb0nmEFJV/OPAa2kz43PA1GIpDeyTN+V3wL3OXUasVWLQjtBgZHp9dxXwmyl/VPx04EhU9A0UuYbPCi3VoUHI8WVhNWD5dvgYYqDSx4MQCwFqTmubCBz5K2Wnnlm3/xYhdFyBhY0qZgmfwuUt+w/Xv3MlFr/gapdpLWHPTNC+ODLLtnd/ktb/6exp3CUciCaFrjnRatUr2fWRXBN8LXnMzzZ7Prt3b4OfwrZkr+Pdz/p07hrYG1oz1SomLwic5aTcwZwk95kU3SpMhJBwvahlmophkKFvHqfkazukY4/2ND/FocQ0KPrrk8m+zF7MxNsmknaJXn+PZQi+vTYhFaNozcJFpqrpbmZJDjhBhuUJcFgvnHm2BqWpGbso2/eo0Z6VEv747ssjFsePE5HJgWfjDExfRZygMl+p5bd0ubF9lxkkCEJErxOQSw1ZDEBj3lzvo0ec4Wm4NlKg2hcaq4KocXeZi1RqRqhypEI9ZEegwZId5J8b6qFBFC8sW9UqWu4c3MGuvZm1oig/sexN7F87C8yVqQkWGFmoptBp4SBxbaqTFyLCpZoqHRlZj2wqxSJmT0w30NC5QZxYoShqrI7Osj06xP9dGV2iRO2e2YKgC2LS1bpKDiy1Iko/nS6iKS0S36YidLt/3xeaZq8QoODotoQwFx2BH7TJ70h0UbZ2e2GLVNUqmPzYbLACHK42MlMX5ViSPtz33dqaKqRece15o/MVnuh/e907mq8CMnBci54WIySXa1TS9mpisFuwoiuQxWUriVCXtTNli1KojqRRR8IjLJTaFxmgyMhxLN1G2Vfoa57EchXzZYKkQJpMNE66WLgDakhmmKwmKtk7MrDCRTwbHZRg2clkO3HvyCxHckEe4sUCqNYPjy8iyz8hSDY3JHKPv+Cg37H89Nx28ltfv/FsqFZU9d21g7lg9btwVtmYuIMH4RC0t0SwYLtmyQecPvkaNWaDkaixlIuyc6mIxH0aSfN64aTerm+a5qHuIi3sGuXrVMT5z6JWcHxvkxfVHA13Snx/dhip7JNQSCa1Mb0Jk9ndNb8T3IREvMHr9x4Lv9/7+hzlQ6vwTsfW7hzfwk5M7uPnoi7ljaCu1isjAZtxoUDa+pudQ1XFGxfUlPGTa9EV69LlqW0BhzhHXdGVyeqFx7/A6bh/cjoIX9Px6QvOMVuoYq9RyXd8zNKkZyr7OwaLoB7XpyxhVLu1UKcHhXAutoTRp+zRI6rzQKWxfrvY2hZKP5atM2UleWnuQCauW17fsZtUvvvAnx/TESC87IoNYKGQ9k6KjE1XFPVOpZhlxtcySG+GBzAbq1BwxpYwh2yIrD40FdJ0VL9oVBLGLxKIjFJ+ScjHQKB6x6gI3o73ZDgq+zt25TSS1EkVXLEhzboicG6r25NSgJC1LvpgAw+OsD0/ywa6HeGPLLl5Wc4Cbj76YuFrmsdlVHF5q5ucDZzF1sh57NsSXR17KbzLbGLXqGbNrRT+4YxwNl3knTsHXOSc8RKOW4c6hzdw+uJ1HR/ro0uepU3NMW0l2FvoYshqZONHAJ1f/gbKv0afPCOlJFC6OHmew3BSYWjzxu49gZly+8cU3MuUaNCo2v3rtPzN1qYe3Yvv3fBagTxXlLAl3IsTPasnn4mu+ysmvrgfgpgOvAuBgRQDQwrLDen2G16WeI+2GmbPjHMk281ymiwYth+MppMwim1qnqNELjDkp6tUcx60mZDzaTGGa/v7+h/nB1MVsCE2w6IWEYl51MTZVrcisILpXKka1ihD1H6nOTSuZb9oR9+e2yCnSbkQcV3Xem7Bq8HyZtZEpoVimZOnQFqlXcySVAlN2iiY1I0BDC1tZsAW97Gi+hYqnssqYBQRSXcFj2kqw5EZp0tK0asvinpVL5FyTsFKhLyS2T6kFDmZbmawkAzOJ3UsdPLi8jsFcPZmSSboYIl0OURstElErzJZiKLLHiXwj7eYSiUgJXXfI5UOBjaohO7ys/hCuLzNZSRJXK9w/3c9iMcJEJkHONompZXoSC4Q0h96aRd7SvZumSJZmM8PFqZPUGkXCssVyJYzlquxfbMPxZR6fX0VcK5M0S+iyQHl3hxZ4bHYVz8530WEs8sG1D57BpMjZBmvjf6rp8OfGX3zQTWhFbp09n18vnR0ApwSvUA/AAIbscFn0GHVGnksTx5h34kLUwIoHHrtJpYgieSzYMTwklsaTxLUyquIRNSscfdVnkWQft0p0j5kVDNUhZxtoikuxopMrny5BlKaiKCXxoN908FpG3/FROvtnOPbqz7L/5f9IczjLxzbex2t69zOzJDifveYcBzOtrInOCjMEBbyQR1PbEtRV0BpL+IZHJFWiJZwhWVNAAvRUmf0j7ZxcrueSnkE2NUyzsWma1ro0g4V66s08suQzWUzQoIvezKIbZZ05wVgpxUihlr/b/Cg+cP/sWp6Z6iRnG7zokQ9juQqv7j3Ivpf9U/DdLntYcJnHKjWAKC3fOnBeVZKuwlClkTXmVJB9LVXFEJJyMZBqlPGwfIXVuvDbjFeBO8tOhD59liOlNiadFAoe79v75he89lf3HCUiV0hpxSCjWrBjNGqnA7Up22wxR3lytkeYafsqi7boWZqKE/RqanRRut472iGCmxcOnGsujxxjmzlCnzFLg5qjRs1z8+EredPaPfzxOF5pQcZDx8VDZltyjHo9R6rqoJKpNiLDsoXlqQEndtJK0W9MMeMkMCXRXyv7Gq9btYe0dxqcpksuz+V7OFRuDwwU6tUcaS+M7Su8om5ftRQtxAJ6jDnCVSEIu8qjlCVx7gtVLd02fYlxu4akUiApFwMN40Ytw9nRYRTJ5zVt+1nXOCO8niMug2MN7Fzo5pbjF3L33Eb+ZfLy4Jq8uU8AznJeiD59hi5tibKnBSC79cYkr07sZUdkgIFSIz9+2Q85UWmmXskJoFi1NA+wypxBlnxuHRCVBSsqE1p0efdXP0Br2zR1is3dL/1n5q8tB1zdFf/dlTacL4vfASTfF8+VKqGUq05It4v74d1rHmN/uY1nSp3kPB3Pl+nR59gUGkeXXWYKwjWq3szTYORYH5/m3sG13JvexL+NXcib+57j6p6jfHnzr+kwBGjrjU3PEZNLVdCZWERd2jXAD49dwD8ceA1lX2PKSaHjcnn3CWJyGVnyWWdOMlylXg1ZDcTUMv9w4DUMlps4WW7ClASYLu2FuTB6Ak1y6NXngkXVilJY2o1Qo+bJVmlZ8yWht3yg2MmOxBBbIsKV6rlCL7vz3UzZohqoSS4jVj0Fz6BGzVOvZuk25qhXc4xVanl2uZt3r3kMVfIYL6W4Z2kTXx5+CVGtwlQhQcHWRak3UqQvMU9TJEvaDjGTi5EwyiyWI0xWkqytmUVVXQzTIhqukKmYnBUf5blcNw/NrWG8lOK5uQ4sR8X1JHpSiwxnavF8iStSRzmrbpwdNYL21GAIyd/DhVbiqmAiWJ7CbDFKrqKzWIlQcVQ02aUrskiDJrL6NeY0Z9ePcVnjyYDm9vH1QuVwpiLm5lrtz+Nb/nj8xQfdWi3PtoToPf1m6SxGK8LqT5TdTH45uI02fYmsZ2LIDmk3wlmhUxQ8g7BiMWnXMGWnmHNiTNo17F7sIFM2QYLFcoTzGkdE+RAYfuMn2P2SL/LklV+lLiQm6bKrUW/mcatm1efc+3G6vnszvulhp1xWf+Gb/Nc+gUA8p+60APt7mh6mRV1m3orxzo1P8qUjL+XbRy/jpfWHGMg3gCtRanFQswozM0lOveUmBl73KaSSQnE8xlw5SiYdJp8zsdIGviWTyYdYH50ka5usic7y+BVfY7kSZr4s4PhFW+fTG+7icK6FRxbX8KOZi3lyYBWHjrfz5NIqNNljVXyef1h3H9OFOFc0HKcxnKPbOC0s8rbn3s7b2p7m2qfegya53DW8kTsv/B73La3ncxt/y5P5NWwKjbO70MOIVc/+KkVEwWexquV768B5gUC9Jrl4vkxYrjDvxrgwcpJ5N8aO6CA5N8RFXUN896zb/uz1t32VT2+4i89t/C1//dxfB6+tMme55cQlDFsNPJJfx86rvoKCz8fW3UtUrfDTc39Eo5ElpNh0GEu0GsvcPbyBOTfKUpUz26UuCpCJ5OIi0aMtMGbX8t7+Rznxmk/zhY13/snxvHPNE4HX6b2ZjeRdAxmfqUqSwWJDoM5l+wqrQnMMlRsIyxYptcDxSgvzTown0308le2jRxdViJwbol7JcaTSxmClkelKglOVenKeyUClSfS9fA27yrl9ILOeHZEBNobHaVIzQQk/ppQp+xpxSWhi11apRzGlRIuWFmpT1X1pkkOXNo+Cz6taDxBVyuQsk/VrJsCVeMmGI1zWcJLLOga5rnknV9cfOeM8XNNziIcy6/hd5iyOW41sMiaF9y8uYdkmUjUfeGPqWd7+xF9jSg5pLxRwaW1fZcpOCWlJbZEJq4YnRnq5/IaneeJ3H6HmmJgcZ12diOxx3/n/wtyrygF1SLZ98H18RcKvWgFC9X+JoAR90Su/hlo83dq5fvVOrl+9k/O7hvldRlRm+vVZtibGaIoIHXBNdvnuWbfxhY13Mvj6TzFWSNEVWzrj+39w7YO8cee7aFWXGbCa2GiOc7zSzIAlzAAu7hxEk4WQSkwunaZwuWFynk5SLgcWjSPlOjaFx+k154gpZYGmlVwKnkGrIhaYk04KF4njlWYKvs6RShu1Sj5Y+K7WBRf9bW1PE1Jslp0we3KdpN0IBV+nTsuRtkWZe114ilolT0Su0KXNB8pds06CCauGL266g4FFQQVzfJmio1NyNeKGWDA4Ve3pVckFQqrNshWi6OikrTC66rJcDrFcDvHUdDcxtUwyVKYlmaUntUh9uMDBfBsFx6A1ksZUbFan5inbKnGzQls4zfoakXUOVRpZF57CkG0mKykM2WYwV89wXkg8TpaTjC6lUCSfxmieNzc9S12oQESxcHyFiUqKVcYMaTfMWZER6rQcT6RXB/MIwIbIFDOFOPuzpwVW/qfxFx90AWYqCV6R2sera/aSdw3uWN7OUlUU4URZyPo9kVuD5wu90RG7noqn0W3ME5Er9BizRGSL28bP4bq2Z/jgqoe55ux9JIwSUyXRW9n6h0+c8Zm64mC5CgVbZ+9kG7n5KJalMDuVFE4/HshRm0qbhTGu0/3PX+dXR7byneOX8+hIH6bkkFSKvCq1h9FSHUfyzbxtzbM8me4jppWJt+RA83DiLpROqwONvP8GRt5/A3dc8H1kTUwWkuEhmy6mYfOjk+dTsPVAXzpTNmk0c0xn4zx5paAYHZlrYs9gJ8/sW41fVtCTFe644PvkKjqTxST1SpadV32Fe6bXI0s+E5bIaB8d6aPkaly/eieOp/DsYlfQZ33iyGoAJiqpgC84Z8cpegaD5SbhplMF2axMBOd1jpDzhHABiF6g6CVVOFxqC3iwK+O2gXPOQDv/cnAbc85preW20DKK5FH0dO5fXM9IuY5ZO8F/nBDI1xWARLTa27J9hYwtpAknKymOllvRJZdni73BPjXJxUbmvM4Rhu06Hl7q/x/vxxWlqJX3512DmXKMH539E7699WfBQgOgy1xguFSP7StUPI1TpXqKjsaxdCO/XRQKYE1aGq3qYbtgR1Elj7AsyskJpYDry1i+wuO5NbSqaVTZY96Nk1SKgouqCFR/zjVxfTmgDK1wONNuJFAGO15pYbjSwIlKM8crLewrdpJxQ+Rdk/Prhnl14z66uud4UeIozVqaDZEJClUU+PeOX8pnDr0yuEbnxIZJqEWOlNr4/PjLed2qPUw5KYqeRtrTqwsFBSSfgVIDe0tdzLtxHsisJ1ztpWqSw5wTo07NsbfUzVVxoVj28MMf57Irvsxff+fv2V9poOgr3H/Bd6kkxXmVPNj58xt55jbhyetV0S2+8jzebzUY+7LEha/+Ghe89uYzruOXN/+aiFxh0oljeyoNRo4lO8It2249Y7u7L/42/3HOjwF4+RPvD/yjAR7Lr8XzZa7sPs6+fAffPXUZAHG1jCE5jDvi2YrJZZ4e6cGrSoQuueFAGnJLZIy0GybjhhkoNTBq1XHSamLErmfMSXG80sKpSgNNSpYmLUOrkmG9MRGY3c/aScZs8TkNao5zYkMUXINarcBQuaGKtC/TaOSeJzMqCyWrqt1l2dfIOKdbMIde8Xl+fPIC1semiWtlQopNUi+iy64IlqrDRD7JptQkKb2EXO29KrKHIvm4nkhSFipRzq4bZVNyEl12USWX4VwdZVclbYVxqn0D2xaVm29v/RklV2O0WMP9U/38fHI7tw6fw33Da3l6rpvWcJptqbGgP1sbLdIUyXJF/XEGK420hdOsCs+SVIu0GaL/O2HVsODEq8+hTK4KmvrGsStp1xfpii8xmUv89w/988ZfPJCq6OqEDJs5J0aHtsSlsWMMWE3cPncOneElCo6Y8LYkJohW9UeLnk6HvkBEtoIAcLjUxiWNA0FZq+Kp1BkFnpzsZtXP/xHXibDl959k/8uFLmzWMhlbEsGikjOQTQdZ9pHzKp7pI5UVlCUVP+xz8pMfpvu2LyJPmfyhdSNmk816Y5Ixp4bfL25mY2ySGqVATCkFZY1LHrqRVLjE+GyKU2+56QW+OSRixaDs2/fLLxA1K9SGioJ+lK+l/47P4dhhBtR6CqXTNIcVj1EQ3D8hHvApvrn+F1zaNcAN+1/P1cDLWg6xK93F5zb+FhAm8V84Jfipv7vouwGaGWD07R9jw+8+TbGwllecu0+ANlyTdn2Ra3v3cdPBazknMsSME6dLn+d7xy/lvf2PkvVM6qtAq8UqqvdVvQe49Hnf846hrRwttZJxO1kfmuCXg9t43ao9DFv1FF2Dm4++mBvX3cdUOUlcLVFn5mkNpTFkh7BsUUqbvH7n33J9Y4aHT62hU49x++B2zo2pzJoJXGR6zTmOl5rZYI6zOTRGTC5RqAoZrKB4hQHDf38/PnCqH9c3GLHrBajJNfF8iTsu+H6wzdF8M7ed98Mz3nfVo3/P6vgcR5ebsD2Z1cl5zk8M8sxoFyNWDzN2ElO2OTt6ipxrMmHVUKyWQFu1ZcFTV0ukvRBt+jKzdoKIURGlbkk4AJU9oU7lIpHzQpQljUm7hgU7RoOa5XCpjQdn+jm/fpiKp/JQph/Xl4lpZfpi8ySUEr+c3sZrW/dyrNwi/F/NcdJeGN11Gaw0EqsiVB841U9MjlBvZgMXGoBfzWyjNZxm51QXxaKBprm0NKZ5aVLIFkYkCzsiQGLrjckA5b1iSfdssZd0FfjkqxK1R23+8Z/eRsP1I3yl6w46rhtk7ls9QTl5ZUxfY1PzuEFo0Tvt5qUgeL6OD66E5Ilery9JTF2oMPTRD3O80sK0LVzMQFD5qHoz3Du8jhlHyDiujMP7uyis1/nd9Id44LIfcPGDH+HxK4QU7LHlJt7a+Qy/HNzG1QnhUBWTy8w7cUas+gBYF5ZtpuwU9VUEdFIuMlqpY6KSouKqLMhRyp7GuZEhxuxamtQMreZIoC6W9kJYvsJxu4WkUgw0u0eteoxqUG3UswwUGqgz8kzaKXKeKcwq1IxAlfsyS36U3cVu1ppCKrPkauRdg3fvuY5btt3K21c/xWcOvZKsbSI7Pl2RRZr0LKPlGiKahS471Gl5Sq5OcyiD5aksl0MYqmjrFCwouyoPT6wmGS7RGsnQEVlmyQrTHV7kUKaFpF6i4qrs6Bhh/2wVZb/YQE9qkVzJJC/5VCoqg6//FP13fI7FqAD8DeTqmSvG0BSX7sgis3ac8WKKZjMjwF+KxfmRAdJemLFSDbYvo0g+iuSzKT7Jt45dwUi5Hs+XiagV1iQL7PrvH/1g/MVnul41q8q4ERbdKBG5Qqu2zLbEKNPlOPsXWxnN1PDpDXfx4bUPMJBvYNkO81i6nz2FLkateq7pOcTTCz1sCwtxAVO2AxWSw6/4PINv+CR+Wg8CLoDtKaIXoTngSKi6i+9LnPrADfgRB6Us4Svg61Wqw5tvAh8GnutEkxx+k9nGT6d38NNzf8RoqY5TlXp25XuC/WfLBi2RDJ4jLuEKaGfb3Z+g+5+/Ttd3vk5n4jRSryZe4MLG4aq1mMTgbB22pWKGLKYWkriO8oLAn/NCw9i+yi8Ht/EfcxcCwlD+Hw+/nDkrznIlfMb2HZHTnzn0xjOz/9xCBLeg8tKew3xw7YPCd7YKuW/W05iSXRWESOIi85lDr+RXC9sZqAiwzBtX7eaZ/Kpgf985fjk/PHERMh49huBiZ9wIEbnCj09ewM6lHhq1DJ36AvcOr6MztEiDnuNEsQlDdvjcxt/y68mtvHLrfjbEprB8hSGrgVolz7wTZ8mJYsg2tUqe9/Y/SrOeYdhqICkXiclWteR55vf/n4aCUB26d359lZ4hBajorp8KydKnDq7+k/edPNbGkhUhaZSI6aIvtiffxfFKM9NWkmk7WTV4V2jRlqlRC4Rli5xrMmmn8JCJKuVAdatRy5B1zUBzGQgs9WxfJSxVSMpFlh3R85uxE2iSS0skwwOT/RzJNJM0RGXA82UKjsGyE6Y5nKVJzdCgZalXszxd7Av46bavEFXK1Cr5qvZuPRpuwJF+YqSXlzQc5ofb/5Ob1t7LjVse4HObf8dbO59hxkkEPrft2qIQ1Pd10l6YiCRs/hqUHMbz7CMfvfdj+DKE5x2y/9zOa/7jBs5NjSC7ArG8441f59GRPg6NtXHrhf/Gqz7wCE/9+kae/I0wC3k+wEryfSTXx5clJN+n+RnRInjnmicYL59Grn5l06/ZNdrJ3cMbGLCa2GRMcsfQ1gAk+IWrf8naxCwRrcqPrZad373nOj7Wew+r9ZmgHSDoXmWa1DRLboS0G6FJyRKRLJJKUQCJnJTo6SplkZ2FlqnT8jTraWacBEmlwExV7nPFEvLy7hPcePi1/HrmLH6/tDmorKwxpvB8ibhcYpU5iya7WN7pvGzl3FpVIN+KUYXgmsv0hWaxPJWsbQbvKXo6quTheDJTpQSnSnUoki9oRJrwVW4x0qKkXQnTHMmyPjnNi5pO0BzLocoehaLB1U1H0WSXjB2iN7zAanOGqFYhJFuEFBtdFqb1W37/STHPpmuoj+WJmhUMQyROl3cOUHZF9WQl4OqyMEt4craHwXQd0+UE4+UaDNlmzo1R8Awi1XZTX3iOvvAc4+UUjyyu5ttbf8aSE6HdXGZVZO5/PQf8xQfdkqtXJyABFkl7gosWli3Ojo9ybv0InYnT/Zbbd/yAtB0OADQfXPsgAK9oPsC8Ew+MtmcqCfLPt3Pyzlw6r/hrur5EvDFPKlakMSkQb1JODSz1WrsXeP3OvwVg6CMfxkk63Lu4kecWOjl0QvQJJopJxkopvr7lF4DwtFVknxq9yOjbhCKUOxPm2qfeQ6Gsi6sq+ST00xxjrUoFKnk6J0aasfM60UiZw6/4PP2tM2xsn+KS7qFg/1c+8iFAaLte1/cMv1k4i/7oaW3XT274PeOlFINjDXR9/3TZ7amxbuE5/LzR/W3xuxp2qGk+DWJ6aHo143YN3zp2BV36fAASWjGS3x4Z5viSUJhaMTo4JzrMj09eUM2USpiyzbwT5819z/Hx9XfzwbUPitclm3XxGY4WRR90ykmRc00B9tBzgdD641d8jYVKlE2hMcGPra70FTz6jBnGKrUB8KdOzdGjz2FKTtUSz2WsKq246hdfoOfr3+Adu64/47t33fqlM37/9OArBTpecZi3ooSV05QZVXfo/KEo8Xfe8jX+eByYbUFXHDanJumILtOoZxmqNHI408LhXAsLdoy9+U6a1Aw9xpxAliKhSy6LbpSBkuDZnqrUV0FLOgOVJhadKBNWLXuLXYFRgyJ5jNj1rDJmOVho56LwIDsiA1xac4KFmbjQBfdkchWDdCXERDFJwTX424ZHA750q5pGk1wa9Cyy5LE1PIpebQ/E5DI1SoGIXKFFW8aUbUzJQanyPWNKiX5jWnCMq0Ipi1UrQ01yGbJE2VPGY8aNY6Fw3GomqRRZcqIBsMo1ZEENsn0a9jr85isvwpckJAcUy+PSrgHm3Qhmlfe6MpbWqnhKFVglSVUQloRrSLiGmDYveoW4Rj/c/p8AVfWoIgo+7WqayUoqMBDYV+zk3XuuY70+xcWJ47y+cTc/PnkBL689wJ1Dm3l3/aN0qcu4SNQrWfYVu6oAORHgGtUMvdocI3Yd6WpJV6m2FEzZJixXaNYzrDWnqFNzNKhZcd/bqSCbXaEJAWxqmOYVjQf4j3N+LCw4rbrg/l/h69ZoBWxPwUXYTkbkipgDPRG4NMml4glxjxXd8JKrUWfkeePOd/HyJ97PdDlOuhKiaOuUXY2KJ5Sf4moZ21M4VazDQyKlFkkZRbYkJqh4Ko/Pr2K5HEKXXVpqMzyxuIoXpw4zX45WM0+Fs+OjRNUKsuQxXUqgSD6JUFnIOVZ0ppYSLOeEqMbWP3yCJiPDpsSkOHZFJEEJo8SRpWbqQwVSZok6I0+DnmO0VMeULfS4a7VC9Z4UIi/jhZTQsQdmK3GemF9F6I+ob//d+IsPuhGlQqc+T5c+f4ZQe8YJM1Sux0Xm7OQo/3DgNZxz78cBOJ5uYLwgVF1WRqu2zMlyE2k3zO5cNyVXw5BdOv9VPHgr7kMAr9/5t8ylo0QMi5pwic7UMhHd4tz6EQBqe5bxZXBNj7WpWZ49eDp7O3v9MPunWxk92QSexHv3/BUt4QwXJgeDbeqMPGHNZsGKBK8pjSX2HOkhZFh4psfI+24M+kgABUtjKF9HydXQIxZ6zGJHizielzcc5HcXfZdN0QluOngt+6baeOCyb55xHq+qOXyGUAhAe2iZ0bf9A74hVv3r7vwslYwAmT0/aES7RKAdeuMnsBw1ACLMziV4bGE1OdcM+qUAcblMUhZo3ufbCALE5FJA6l9yo0KYwo2csc2ThTUcLrUxXU4QVSrUqzlcv6qz6oboNBaCkjXAmxqeASAsV6hXsoFGcdYzqdNOUwMyVXTtjBun4GukPYMvPSU43nZJw00K15aeb55edIxc9/Ezjm18vJY75s9ic3yCpFYK0I8ActXJafRdHwHFp/Nfv0bnv36NVT//R5ScTKWssXuok5xjcmXqMDGlzEQpRdlVKTo6U5UkAHtLXZQ9jRPlZkBwKdu1Rc6LDlH0dI5kmvnm/hcBggZSr2ZJKEViSlksNOxansyvEQL/coXV4RkeLvQzZadYsGO89eyd1EULLJSi1FTbFZanMFVM8GB+PZN2ioqnMe/GOC80xEXhk0GALHsaraqoapwfGq4aPCik3TCLboScZ3LbwDl0qcvCO1ZyA9OJWkVwjAHRfrFraVJz1WDsiZJnVbpz3hGC/E/9+kZ85XTQ1PPeaaRyVbnPRWLcqUGXXO4e3sAzo1185W9+zPTLHBxDPl2Klqp8X7caiHWJ818nFpxb3/2Nau/Touyr2L5Ml7nAUKWRGSdB3jGYKcWYc6PoksuMk2Cw3EjODeEho+FR8FVq5SL/OnspG0ITAfVHq2qKWyj067NEJIsxuwa3CjBU8OjV51hnTjBq1QUYi0Y1w6FcG5GqacSKpvddwxu5OHWSFm25ep+H6NQXBP2oKvYRkSucHT3FefEh9KrZx8r7Z51EAEQdK9WgSB7v7X+U53Ld1Ol5+kKzrInO8tL6Q6yPTmMo4kTrsoMmeZRcjelyAkN2qNELpNQCe9IdlFyNoWI9i5UIwyMNaLLHQjnCXDZKUi/hIlNv5pktx/iP8R08srialFpAk1zC6umgFzUrtKfShE2LrrolWhMZIrrNM0vd7Fnq4MByKzG9QlSvIEs+VzYfZ2tynCsajxFVKoRli6xjBKYfdVqOH5+8QOxbKWMqYsFzw/7X02Yuc3nDCbIr8mf/i/EXH3Rb9aUA5j1lp9hT7Cbthqn4KjnbJKUKGb+EWuL1HXv50L43MLOQ4MRAC6ujc/Tc/k/cO7yOmFwibYeYs+IUXB1VdomoFVD+VP7L8yUiIYuUWcJQHMbTSepDebpMwW0NaTZKSxGzpcB0KY6WKvPyJ97PO3e/lRMLwn+yuXeezp457j62XtykVjLYf0or8vgVX+MXO/41oMt8cPPDjL7rI4Q0h6bOxTOO55x7P87ru/YhSz67pjqwlk2sJWFQ/c7dbw2cTF4dO8IXN93Bidd8Onjvy594P1c+8iFOVRoCPiQIlPI9I1WFJlei+7YvUlgKgeLjhTwk+/StVSiY9PxMBM+rOo7z8KG1bPzdp8GXuPvib7M/28b9s+uoV7PVPlYJG+UMsYtPHXpVYP93otjI/lwHGSfM3nwnjVWu7i8Ht/GtY1eQc02a9TTdYXG+D5fa2JfvJKpWOFRsC8zRAf7q2XdUy7JCaGLKSeH6wnpu3omTeJ76zDpzklolT1IukvNCKPg0tS4H50DOKZzINgRWiivjfXvfTOePvkrnD77G2t4pdh3q5ePr72a8mGKymGTzXZ8CQFE8tIS4V5NNOera03T2zrGqaR435uGPh/EdmSUrzLFSK9NWgrFCivlChLlClKlSnLhaJueZHCy2k3FCdOgLJJUiI1Ydg5VGVhmzXFJ3kot6hqhV8mTcCKOWAGo9le4NrAA7jQUUyWfIaqDPmGHaSnCwKHRu96XbqTgqSaNEVBOT11UNR3ld0262h0+xWp+lXV/ERSIhVxiyxT29IqLwdLGPcbuWA5VWZpwEBc9gxkmyVPVOfnPfc+Q8nbKvMmbX0KTmSFYpLqYkKhtjdg0ZN4SGR78+jYtMvzHF5ZFjwvXJHGdfsROATJcSlIW9Klp5xVrzwmu/xoGS2M7ylQAp3KRk+cnFP6LuvSPk2hRcXfR0ZVs875Ingq/s+Fz8sq8SG3f44J43sKVjvKqT7NCkppkqJwOd75fVH2LejTNppyi6BiPFWu5bXM+cE6foq3xx7OWkvZBA60sVcq6wRrR9BQ2BZN5V7sRFYsmNcrjcLihKahbLV1DwMWSb7ZFhRqw6PGTOTQyTdU2ynklSKQT8d70K1LxreCNJpSDMNdT8/4e8/w6z66zP/eHP6mv3PbOnd81o1Ktly5Y7BmNjMHBMCRCqCTmOQ+BgiiGHAwdIIBzagXNCSAg1BBwgjglgbGyMuyzbsiTLqqMZTe+791XfP541S1YcEnjLHz/e57p0XZJmz549qz3P8/3e9+emSysG2cdCsLVkp3B9mSmrjeO1ntAGeLrRRdPTWKonwsWdIvlBfKVNn54jrdTYaC5wSdtZemJFMkaNsmOgBcEGbUaFNq3Cqp2gOyJCH7qNIluTC0Rb6mxML4nQg6rOkaUefpHdzlAky9bUAnpQ+l62khRsQeSyXIXtLfO4nkzGrLK9Y55NqSVGkyv0xIvIks9FmSkuaJlhT3qaXelZao5OQmmwOzoJQFxpElcabI0v0K+L52hCrnO22U5CqTNW72RTYomLM5PkrBinKp00PO28Ns1/Nn7vJ92pZjsrjkjGWHXiRGWLk/Xu0LepSB62J/yJz5QGOFbspr21TLKzwg9P7ubt257gR9m9HG/00WOIEyfj8/ULv0uLWuPlu5897+cNfuevOL7cRX+6QM3Wue9FX6JUinB8pZM/2/QAAMW6SSreoL4c5fhUN4Ptea5tO0G7XuHoKz/JyZs+Tn+iwGhqhV1DM8j4oVgJznk5Af6g9UCIjAOwXIUWs866r3yBC3/x52z+l//Jk9d/hn+dE2k+1azod23fMk2LWgtVsp987kYG+s7P4rxnYgtHT/Yzklwl70RZbwgp/ise+TO+s/ebvGn901z6y9vpH1plqCtLf3+W9s4iOzdPkV6XD3uUXl7HrStcfO+HeXB+PRdvGScVaRBJiJ3zci3Br170RVYcEas257ScN+H+dGI7v5zfxA3Dz3Gy2c2L08fZEFvE9hXKjomHzGeO3cC83YIseQwYWe5d2UpcaTBiLlNyTGJqExmfC2KTpJVaGJ4tqDlquKOYt1rCCbfpaWSUCk9MDfHFE9fSpYjdsYtEQq7TqdT5xOi/AvCS7Sfwoh4tRg1f888TkcWVZijOqVgGmzcJtvYd+/6Ou6/8Cprqcu2v3yeoXrbC1p98nMJqnNWlJFPTbZwY68WXfJy0QzJTZXN8EQ+JlCoWdY6rsFqIM55rY7KWoVMtMmSusjU6J865Z9Cr5dlgLohdgWxxeWqMrBunGNiAonKT6zPPIeMh43Gm0cmItsyQvkLZjRBXmiw1kzy4OEqnWebqrjGub3+OP+h4ihu7nuVYpZdRfZGEXEeWPBJynYxcpekr9Kp5nqv3cbrRxSZjnlFD5K3KkhcmJ10ROcMWY4FLIyL+ctlNYPsqe8wZGr4Sqtirvi4Qk1qeHq1AzVdJyDZDaoWYZLPoJsUC2Y2xwVzk88ev4+033yP0E5LI1xUZuyLuDx++8f3ruWnkEAUviik56Ihc4EUnxV8M3sVb3/0LCusVPDXo7wY+3+eLsSTPp/s7YiE35ySpeSoZpcJlqTHa1TInGj1oksOztX72F0Y4We1kJLYSlFw1ZpxW6o7GD3PCPnh3cSfFAHAhJkk3BGfMOS1cEJnk0ugYGbnGo5WN5Nw4pSATuuHptCoVhrRVBrQsvVqejFKh5hniXEtNluwUM3aGhqez4ggeQcGNknXiPFTayM9Xd/BkeR1n6yIr90hJ2HRyQXVNxmfBSjGaXAkxoSDgMmsLAVnyWHaS9Op5WvUafWae/kg+bN2Zss1Mo5WDhQEM2eGy5BhD5ipxpUFXqsyJfBdz2RSy6lOv6yzUknxi+09oVau8pPME6xMryJJPQmswGM0xnMqy2ozTlyjgIdFwNSYrGSarrSzVEjiezAZzgV4jH0YbdkeKrNpxHihtYbs5y87oFEU3Qota5bHyBoqOaMOMGEvIQcDBmWo7x0rdqLKLoYiko7xzfrXtPxq/95PuQlOktzxTGcT2lNBK4foyaU2IEbr1IqZsc3ixl7JlULc0EUZtK3xs209ZqCe5a2EnbVqZT++4k2/t/RYgJuy6q4U/a/gHnwZHptHQyNWjjCTFTktaNgRfGVj3v79A5WyK/KlWJFvGbyh0RoQAJPH8YPfoKhHF4uKWSfKWmGRveuxPGL7jL/nJ4V2848l38MjkCEcb/Ryr9LJgpfngkdehKS73XPVldl4wztMv+zSX94uH2P6Xfpb5Soqpd36IzoEcP7vi/wDwjYu+DRCqLz97/HpG7vhLBr/5WT5x5ka0VJNfnt7MV3b/gFePHGHrTz7OSk1cYBXXYO5sG+WGwa+v+QKPXvu/ePpln+Zfr/i/bMos41dVBv/uc+CDmtXIP9XBoZf/JW/qeIJHr/1fpIPc0TX1puUrTNutYdA8wF3jO1lxkvzR0GOAKPGWXXE8OrUSFycnWLJTIdRhDXhyRWaMvBPj3uxWkmqDuqvR9FRmrQxZN86nd9wp3s+J8JbRJ3jXxkfCnZwpW5yqiSSiNdHONbGTACHaEKAR7IgB7j+yBTVp8eNLv4ZSlZGmxGfc+M+fFN5b2QfJx3IVLmiZ4dJfnqN3Pf2yT3Pfi76EZyl4lkIlHwVXQo9b4AZPdllkGpfmEzy4PErFMejQSlyROcPb1h8gGm2SijRYqCU53eim6EY422wPqxM/yV9A2Y3gIjGkr+Ai0/Q05OBBLqxaLmUvQtGNiXi1AKSQdeNcGhsTUATFxfMlorLF8VpPCO9IqnUUfGElCVS3KblJIug3bjQX2B2dCj2+axSsk81uSp5J0TOYd1KUfY13Pf1WturLpINACB2PZTfB2WY7muSGCUftSglTcsm5JouuQfV5Xta0UmXaygTXSZHFi0Wy0IF/fD8H/vH9OIYU5OzKpCbELmVAzfFEfSQ4txqzVoacG2VIX+WT7/ge9VYlFFbhi/L02gbHlyVky+PKG/8XHz31ao5ZPSEtLCY32R2dYtURCtnR2DKrjTi9eh45EId9b/ESzq608sjsME/P9nP/1Eb+YWwvj5Q3suikGLc6yHpiYfhUZZhn6kMkZAsXiaanMmO3MmF1CJKa3UJGrXCy2Y0brAxWnGRAnfKxUdhszjHVbGPRSTHZaMMLruWMWqHsmFieQtGOiGAARQS1D0ayXJCcwg7EVS1qjXa9zPaEWNzFlCZLdpKyZ/JAaQvP1gbIOzFW7QQRxRK9W63GYCTLumiWohNhsZGg0yzj+TIPFjYx2WjD9lQiqk2uGkWSQFFdfFdielnssmXJ43S1izZN0Lm69SKG7DAUzdJtFtmSXGRvapLpkliEd5plUnqDSzMTlAM7XJ+eC0iEPi1alTatIqyMuLQqVU7VuujWi3hIrNqJ4FqIc7zWw1wlxUI1yalCJyuNOPtX1/H06gC/7fi9n3QTapOcE8PxFdo0YQavugZtAW1EhBucRZNcbt6wH11x2dk5R7Vohlact/Y8ztb0AgeK68L3/fCR1+D6MtlmjNEffYqRO/4Sz5ZRCiotyRo1S2OpkWDwW5/FTTucfe/7Gfrrz4v4P1tCciSUpoRky4zGlknKdVJKjfcffn2Q/Sti2tZgCa99/BbuvOxvcMsa2DLf2vst5pwWjtd6GCu2s2LF2RubYHdG3AAvypwGoF2v8J5DbwSgL1EAYGebeM3s81SXAJ85dgOtSpW2ljJ6QqAJFcWnvfVc/zOi27RHq3zxxLVosku8q8LW9hci0O7Y93e09RdQygp4Ek7KpdktJqzvLe0D4DV9h8PXf/DI65i1MufZK759ep9Q0gYiOBAkmIRSp1/LsWAJVeZMo1WoN5UaSblOUhYwh7FKB/0Rsart0ktEFYsePR9WHF75yLsZMM6V4hNKgwEjy6lGD6rsUnQiHG30U/JMFp3EuYe6F6XsRVgKIP8AZksDZUxUEcY/eBu+DEPf/St8X3hxcSWkhsKT13+GT++4k4+sv/sFx2zq7beL+D9bAtnHKhlMvetDKDEHPMR7OBJTx7vp0Mt4vhSqR7e0L9ETF4pQz5d4qjBEOWDhKnhsjC5yttnOlNXGop0mrVTp18X1H5OFinTFSYQKaE12WXSTLDvJEKLw1o7H+Mi6u3lT+35sX2Gi0sb3Fy/mwdWNbIwusuiKB27OjZNz48w4KebcOEcbQhDYqlQ4Uh8k68aZtjP0annSSo2vzl3DvxT38LP8Lv65cBFvbXuMrGeQkG0SkoOFzIl6L+uNJTxfDgD8IlJQpO6kON7sZcVNknXjpJUaXUqFrBXnwugEx2q9vOHaR0WI/dpYmztl0Cpi5lx2E/RqeRq+EG21qhUsX6FLKTKqL9P65hke+YlQNkveuRIzCOCGr8rggfYdgRiteQa9aoG0XEPGY1Bf5a2dj9OqVrk0M0GvlsMLlL9FK0JrsobjKGzoXKEtXiWiiyAMF8HhzrpxXF+EVgzpq8wFojdDFrGOmwxRtWlVK0w0O1mw09i+ylwgpmr4ogz6WHkDBTfKenORXi3PpshCiBK1fIU2vUKLXqc/kiehNThUG2RDdDFUni/bCfZn1/H4qnBTrNpx/vzZm8hZIpmn5hqUbRGL5wY5vAB5O0rRidDwNGquzsnimi92mVOlDsqOgRFE5A3FcqSjdVTVxfdBNx0U1eV/HH01y1aSsmOQt6Nosku3licXUOSWmklSao02tcQtww/z8vajXNtyjJ3pWcquScU1GdUXSSs1WtQa6YAEt8EUx05Y5kSClyY5tKkV5pvCjvdobj1PLA2F1EFJ8mk3K6T0Riic/W3G7/2ku9RMhtzcBStFzolje2J17iKRd2IkZIst5hzTzVbWJ1c5ke0C59yhmbLaqAa9iBf/+jbhPXMinKh00XBV2lIVBjpyxFJ1tuw9S2+iyOU9E6zWYkgNka0LINkSclNi/AO34Ss+bofFhbvOkFAaJJQ6T5XW0WvkaVEF0MCQHbq1Ai9vP0pCDeL3fAkzI3aIb1j/NKeKncwstfDriVFicpOY2uSqX32AHi3PXzz3Crr1Am0BouzGtiOAmIgvv+9DRBSL6x96L6M/+hRveuJd5JwY7WqJyzsnMA2bbCHO9u55LOccfGNlLs1QLEtaqZFS6rRE65zIdvy7x95xZXzVx0/aKAmb9p4CAD++9GsA5+EYX5o8yke3/Sz895pwAQTacNVJhopUgDeNPokhO6IErFfo0fJokkPJi2DKIhbu+sxRkqpQHFZcg26tQL92bpK9vv25UJjz5gPvZNlKMNloC4PXV6wEhyqDDKhCF/BodSP3lrfT8HQsXzkHbwAaBZPnR2q6EQ8tYrOte4G40iTZWTlPbHfj8FG+fOIl/+5xm3rXh4hnaki62LV/dM/PkZM2SnuDCy84Q8/GZYpOhFs3PUg+ABL0R/JEFJvFaoLDhT7mKylSSj1U24/qiyHf+XSji7PNDlxfplfLiUqBL8qcMVmoQdcZK0w0O4nJTfq1bAABUUSovC88oO/pu5+bOp+hM1Ki5ulonAMbi96wsANtN2cY1pdJyg0ujE7Q8DTSSpWsG6dHyzORb+X16Sf5o7aHeWfrY5jBTjjrGZR9lbRscVX8JGmlRskzw3OoSR6Ljug5FgJKWEwWNK2sF+FlLUe4p7iDbr2IInks7js36TZaZA587/2CvRxc3jN2hiFVhJ30qnmiwXsVvCgKPu8ZFE6GtTKzr4jd8lqakadK+KqEYolJ/O8WrwpUvg5TVjtdaoGEXKdHyxNXGsQki9d2Ps17N9/PH/Ye4DUDh9jePU9ftMDbBx7nT9c/yLbILDknTsGNUfMMkkqD9eYSN40cIqNUKXsmn9j+k1D1b0q26MMisSMyg+WLc+YiIeOhSQ7durjvPF/0bUf0ZUzZxvIV0nKN7dEZLkqeZcRcZkt0npmaYDOv2omgd+zRatRoj1To1goigEO2aQswi1k7xrf2fgtTtmn6KkcrvRTsKE1PZa6exvMlNkUWuKBlhqpjsGrH2dUyy57UFCm1hodEwY5wWecEHckKW7qXuGH4GH+27UFSSj3gv9dJqg169Ty65KIHi5NN8cWwddilFsmoIot5nbFCVLY4Xe3kwfJmTNkmpdaQJZ9hXRD1lp0k03YGJYgz1CSX56o9eEgcLvdRDCqOrifjejINR+VYtou5copK87dPGfq9n3SX63HOlNtYbcY4UerieKWbuqsx12xhstFGm1pm0REXkyE7pLUa5ZqBZMm8Yf8f8xfPvYLFZgpVFg+UoXiOimvw1T3fI6ZYvLTjBJ3RMqrk0ZUsMxTLoisOVcdge2YBuSaLHt/nv4iv+UzcJh68my6c4oatz5FQm9Q8nYlmJ1elTzJRb2c1SMUxZIecEw+FYK985N1M/fEHGWlf5X8cfTUAK9UYV4+OIcsCo5izYvxB79PBbsXhksg4ri+z956P8ExFCEaissVIapWIYnPPVV/GqupMllrZHZ0KV4AJs8kV68apOTr5sy2s+8oXeNfTb+VVew4xHFnhTKOTTq3IzFwmzKl87eO38KYn3gWISUxTXZTuGjQUvFWD7Fgm9CsCvGX0Cb5+6gruOHMh1647Gf7/105dhevLZNQKZ5qdZJ04F0QmMSWbL564Niw/V1yDBStFm1phymrjRL2XWzY+xE0jh3j1yBFmrQzbIrOsM1bYFZvC9hXGA8zet0/v44LIJIO6aAFsT8yF9paPbvsZOSdO0TYZjKxS9XVsX6VTK6LJjuhXKpWQBfzU1CBT7/wQ5kXnJnTZknBdWazkzSVuHHruBdfmmh3t3xvHXvWJkCg2a7Vy3cYT/PcL7iahNnnr4BNowfWoSS5Hy71oksvlqTEGknl02SWmWeQdUY4c0ldJBsxeQ7Zp08TnXnRSPFkdoVsTSuF4kNrj+SLzeNhYEjvgINau7Eao+noYFzhhdXD36nb+sG0/UdkSdCu5ISLg1CydQfg8gCm5HGwMkXPj7DDmGFBzpJUqni/z0S1381B1k8Bp+hIrboJ2pYrtKyw6iYBJLMhTi06aghul4EXJuVFkhG1mWF+mSy2IiVeyUPDIyFVen36KhFJnvNrOZ17xAy55o1CWP/tlYYl78rvvR/Lgyhv/F9/836+g5ItEprsKe9ikL7HiJoPJyqPsRnhwcpTZl3m4hugHS54oLYfoSEWEKlz6us8z/rVNPFEfoV2ph7m1K0E1QDCUhep4bYwaS7yp8wA7YjNihxikRG03Z2hXhO+54Wmh8r7q62ESWo+Wp+oZvG79QXGdSi5VT6fsRsi6cVacJGUvQlquYcjCiz1jt4rKn6+z6KRCS+Sai0BUj6q8uv0ZVpwk3Xoh3Anese/vuCA5TZdWFHxztcpMrYVVOx5iWRebScar7bi+RN3VsDwVVXZpCSw4suSzIz7LRfEJBowcNdcg78TQJJfRwPc6lMixLTVPv5kjIddZspOM19pD/7DYPMnUXS1wJ5gkAtKWJjkhYzoqN2nTyhxe6eFgboCGp5F3YlwYO4uLxIojuNnLdlLofHyVo7U+dsSF/mKm0oLjyTiujOUolGomliOsR4rs0ZE453L4z8bv/aS79nAqWSb5RoTpcgtW4D0zZIceLc/1w8d5oLSFnBVjoZFiU+cyPSMr3LHv7xirdaDKHmmtTqdRou5q4c65Va/ygS334vkyu1pnMRRR5tFll5HoCo4vk9yYI9JdYfwDt3H9JWKn+RfPvYKNiSVBwkrMEJUtOrUC5UC52PRUWlVxYZqyTdaN0xfJhzfYXDEVrubqTZ1N8QVOv/ZjaJLDNy76NjXPYNFJ0a/lOGl1U3JMlleTIYShT8/ynb3fZKEhylNtHSXmJtuwfIVn6kMsWkkef+ln+dbeb3H3lV9h8t0fwNd8LkuO0WvkqbkGni/RpRYw4k0+svMehu/4S44vd4WfsdMokzIbJGKiT+2bLvGhIhPN83fF79r4yHk93M8ev54hTVi8XF9mvbFERhX9loavnRcF16GXhMDHTrIvNsZG83whmBfUEBU8OpQyo8Yit2x8CICiG+NwYzB8wKwxl9dsUbavEFMterQCCj7LboKo3OSiyNnAxmKhSR5JqUnVFy2A58NRJm57P8l4ndlampjcDM/n7zImArjIx7b9lGdW+rh5w2OirWC1MF5t5w37/zjA58msWAkeLY5yacs4ji8T05o0PZUFK82k1cbjtVFM2eZouRfbU1myk4zVO9kREfzlTcZ8yFvu07PBQ9vgdL2LfjXHopMSUHxc5pwWNMlluzlDthETfGe8cHG4Rc/SptiYQbTjopPC9mX2mJPIeCEGdK00fqLeS86J0fSVAGbjsOKKClSvWiIqNzna6Cejiv7ojJ2h6hlUfZ0BLccz9SHSikhVmrVaWXRFDxQg60WZarbxR50P82xtgKVLXnicfRnwIT7v8vZHbsaUbF6cPM69la0hpWvRFUEbCh4fv/InPP7DD+DpUshq9mVCW5KnSkg+qA2POz5zPZv659lkzDNpt9OvCqrTmuWm6hk8MjlC2Y3wXL2P4/XecIIGaFdKLLsJar4h6F+K8KA/cHYjMclCR9icap7BRPA7z9tp5poCiFILFlGtQYsg68ZDbnK7Wsb2VY7UBlmy05yqdYV94bXX1DwjFHBNNzOklRpf2f0DAAb11TCoYqLezplCG6fKYlH7rqffSt4SqmLHU3B8GV12iCg2q3aCnBsjGvSkgbA3nbXinK52klKFFW2lEefe2c2cqHbz68JmHl4cIduMUXc1okqTBSvN6UaXECsiUpa61CI9Wp5FJx2GezQ8TfRpE2V2tc5ysDrEWKWDJyvDPFraQM3TiclNDNlm1mplvNGO50vsL4zwXK4b35dYrcSQJBFqs6F9BctRqVsakuSH88xvM37vJ13bU2g1apiKw/6Xfpa2SIUOoxLG763BAL6y+wccWe2h0yhxYcsUl3UKAZIcmPEh6J087+DWXfGwvSxzhgEjS6shHqyrjRg/ntxF0TI5/Iq/CAVDquTywSOvY6O5wJd2/xMvyZxg1mqhVa0Izq0ihAk1TyfnxCg5Jg1PY0RfZoO5yM6U6MUWVuMcLfey75e3s717noNFsYP9VUFYeNYWAnet7ua7s/tYseJcun4i/NyzgcAkrYnPdVn3BOnuEm/fsJ//e/hF3P3Qnhccx0t2naboxkgpAkgxYGTZXx1Fln3+z9jVXDAww/FX/0/6zAKfPX49c/U0i6UE+ekWpv7rB5EMD8+XkCWPH5154fuDoPIsNlOcavaIHRcypmwRlc5xdjNKhe+PCYVnxTXZFpnlZckjKEEq0aW/vJ0PHnkdtx58Mx/b9lMmrHZhS/H18Fx/f2wvPVqesXonY83O8Od/avtdrDoJ3v3Mm6h5OpenxugKPKUdiljJCmVuI7x+hNBH7Hb/7WjaKpancufqBcSVRugDf/7YdOcnXvB//95YOd0W/r3oRMg1o7y49YRIwNLqOL7MQCRH3olxUcsU21PzRBSbTq3ErNVKPIgHtDyVqUYrp0qdQq1tt1D2xG4oEdCPMkoFU3LpUMpsjc4xZnVyttlB09Mwg13SmNXJN5ev5LahX+IiM6SvkJZr9CsVAlcNU06SrBcjo1SISg6m5LDiJJlz0lR9PbRZHMgN8Yrk4TDiUSismxQ8k0ZQxt9izoUlVBGEIWr5Jc+kTS0xb7ecFwqQUStMO61k3XhIO9scmefjL/sxe/7oi2x//zkfuhORhaXI9en+uU7ZizDW7BKTiq/RrxZIyw205wn1AB778QfwtIAsJwtVtL+maha6OdbYJ1cMjdOlFrB9Eem4YKVFVUC2Odbso+hG6NBKNH0h9jta6+OpyjomrA4KbgzLV0LOwKKTPpcK5WuUPJOJZgcXRCb57PHrA3KXT9Uz6NHyDAfRfMlgQVn1dCaaHRyr9aLg8dFtPwspbZrkcqLey4TVzqlGNzdveIzXrT9IVG4yYp7blX/4yGs40ejh8fJ67pzfzUIjRUeswjVtJ3nHk+8I4vWaJLQGWxIL6LKo/mWbQqR3stJNmyYEVDknHrDFVY4VulioJ5lptFJxDUzFxvUkNMmjwyizp22WjFGlVa+xbCWZrGVYsRLYvsJSM8nh6iDzTgsrThLXl6j6guG95KTo0kvcfeVXWGesULCjImGomcTzZZatAPrhqYLkZpu0aDUcX6bcMGg4KqbmYGoOnckylqdgag7tsSqm6lBqnqNw/Wfjd5p0/+Zv/oYdO3aQTCZJJpPs27ePX/ziF+HXG40Gf/qnf0omkyEej/Oa17yGpaWl895jenqal7/85USjUTo6OvjgBz+I4zjnvebBBx/kggsuwDAM1q9fz7e//e3f5WOeN17edZSXtz3L3pZJALan5tkcm6fXyPO5nT/iXRsf4TNBiP2GlhXqns5z5R7m6mnef/j14e42FUT87UzMsCG2yMePvoqmp3LLwbdQcw0Scp110Syq7LFQSlI63UK7KXqpxZroBbwifZg3pg/QpRYAURocMZc50+gMVaYeQhna9FR6DSF9L3kmGaVCp1bk/YdfT1dPnotTZ9n/0s/y40u/Rn9EeEUzWpUHJ0cB+Nf5HayPrXBF+xm+d/E3+P4lX+fdz7yJjx99FfcsbOE9h97IBXHBDP7K7h9w5EaBgJx4458jOf8GTAtc1nJGWB4q/cw10xyqiBLNUCbHjvaFsE/7L2d2crbezhPPbKBxOoVWEJfY9VuPcexVn+C2zffxuvXnIu++P7aXr5+6gvvObmJHbAZZ8plutuIhc9PIIZ6uDpNz45TdCAU3xpTVFk6en9p+F6P6EtlArHOy3sPVXWN8buePWG6KQIeZRmuYpPPVyat5w/4/DmHnW6Nzocd3bWw25+jSS0zXW+nV8iF60JRskkHpdG14vkTDV3GRiErnX8MA9bKJ48l4voztK9QtjcG/F8Spi+/9MEN//XnqOXFtvO/QH/C2J28+7/sHvyOyljfd+QmkjnPK9vl6imLT5GitjxOVLoYjK3QbRWT8MPHJCD6PHIQf7DKnGDWW2JaYZ2/iLPtaBZjiqdJg+PBewwWueZjXJrYZu5VlK0HRjXCy2cOSncLyFcaK7SSClJ+Gr3G00c+8G2XFjTDvGqL/qhYwJYfjVhdaMMl2KGXm7RaG1RztSpUNyWVOWt1Eg2QhU7JF/1Jqsugmg2Mto+Cj4BOTm0JRK9dIyg16tTwTzQ6qnsG+2Bij+iINTw+zdpftJIcbA7i+RM0ziL9xnsSMy853f4kd/+1L5yZKQCu7fPAXb2KLOUtartGj5il4BhoeDV9h3mkhITe4e2IbgIBvhFm8wW5XAk891/tdA2hcu+4kT9RHSMoNdkan0XGZtNpCwdGynUTGDwhTFhXXoBggLQuuWLwoAQZTk1wm7TZxzO0WNpoLjDW7OFProOyatKpVwWYOMnrXEJAjWpbxZieDxiq2r4S0tW2xWTp0UcL+xPafMKyvsC0yE15z/VoWXXJ4pLSBdz/zJpaaosw7X09xQesMhuKwKz1L3olhKA6GIna1RpBJ63hCnKfKXlBFajLeELtqF5lVO0HJibAhtUxvtEhcbdKuV9iVmuWtIwfYGF0koTRIqnViioWMz0y9hd5IAdeXyFkxSrbJQjOFjIcieQzpq7jBLn9QX6UZmLNdZDTZZWtygaVGgrQmWmrtqgh0OFUTC3HbU9ibmiRhNlFlj7jRpFQ3GYjnWarEubb3JIrsMZzIMpg8h7/9z8bvNOn29fXxV3/1Vxw8eJCnn36aa665hle96lUcOyZg5e973/v46U9/yo9+9CMeeugh5ufnuemmm8Lvd12Xl7/85ViWxeOPP853vvMdvv3tb/Oxj52DMZw9e5aXv/zlvOhFL+Lw4cP8t//23/ijP/oj7r333t/lo4bDD1ZSHhJfPXk1bWqFZTsZ0liAkFIVU5usNmMCW+YEKTCyS0arMmis0qkVqbgmt2+5h7wTZa6W4urUCQAavo4RgMP3dk/jaXD/aZE4k4iIB+Z2PU+bYtOu1Bmf6aboRnm20k/FNXi4tJF5O81iM0mbVqFFrdGpFfnZ7DY+cuAm3nfo9ZQ9k39+bje5UoyGf04t967Mo4AQjV09NMatB9/Mnsw0rWo1BJgD/N8Lvs8ntv+EG3uf5Su7f8DNGx77d4/Z+AdvC//+2ePXA9D0NFadBMvNOENmlvXRZdabS7yo/RQLtXNUJdtSuW9sEyRt8T7rxe7/+dYqEJm7g3//v4gGD9A11aks+cSVJkdqQoJ/pNiLFfg0K66JIdusOvFwofR4bZRDtSEANkXm6dYLANzQdpRbD76Zuiv6VRPNDuaW07QZIoi74EZpV0ucbnRz5/hufnRmj1iQFHYQVZq8pOV4mGjk+fJ5Vpe1Y1/1RcqKi4z979xKviOxKz3LhalJVu0ER1/5SSRb5uJ7P8y21kX8mMs1O05ww8Pv4arkSc6WMud9/xri8+RNH6ctfS6v8/hyFymjwWwtTateQ5Y8eo08G82FoEIgkXei7IufCcquQilU9QzWGSucbbZzpNTHipVgJLrKweoQJ+q9bDLmSciNQOmqsOikMSWbohOlRauhSS6rdoKapzNttfFHg4+QlJqMalkans6osUhabpKQrRDCcNLqpOBF6FILHLO66NeyjNsdmLLNzyrbubeylTe17mfWamXrwBw5N47nyyTkBlVfEypluc56rRQolkVVSEE8rEUSUp0tkbmQM3ygtp6sGyfvRDlR7+FkpYsHcpv4xzlRW97bNkW1QyG25BJb9NDqHpJzToXc94DHnN1CRqmSVmqMWx0suXFm7AxpWSAVZTyemBLX3WM//oDI5w3tQ4Akds5r8YFrveRWRSii25USk3YbS06KZTspzlkgNjpV68SQHdZHl3F9mVs2PkSvluNoox/Xl1HwKHsmT1XWkXNibDdnaPji/izbJnknSiqwsmmSQ8GNYvtqeD40yeV0o4uO59HWbt30IK1KlUJAd2v4Iuziqyev5l1Pv5UHy5t5IL+J8Uo7p0sdyJJPthlDlnymasLKk7NjHCt1h/e66N/WyFri+ZvS6mxLzFO2TbbF5jBlO8zI9nyJwUiWK1OnuSQ5zgZzkW69wIC+SkJuhP3staxrgKVagvFKG5ansj0xx0whzXSlJVRLr7UGMkqFebuFT22/i88fv44T1R5UySVrxbn7yq8wXW+hGNjpFqwUSbXBrsQMKVVUAtsi4t5rMWq8ef1TzFbTpCMNHl5ajyz5rDTPx7n+Z+N3mnRvvPFGbrjhBkZHR9mwYQN/+Zd/STwe54knnqBYLPKNb3yDL37xi1xzzTXs2bOHb33rWzz++OM88YTA7P3yl7/k+PHjfO9732PXrl287GUv41Of+hR//dd/jWWJD/21r32NdevW8YUvfIHNmzfz7ne/m9e+9rV86Utf+o8+2m8c6/UForIAI0TlJq1qhc2myIO848yFfPb49aFqNm9F0WWBFLM8laVmAttTBHNTsim6UR5aETvJr+z+Aa/uOsyxeh99eo6ap1N0I8zWW5ipppHbG3RkStx68M28aeBpxma6aQRlN1Py0SS4IDKJ7ct4gdDgSKmfdr0iqDLRCXrVPH828msuWz+OLHv0aAX6OvNs7Fpm2UqGYqr7qmJyX7vYDdlmrpEWHjW1yPfH9vLqR28Nj8kWc+43Hq91Xz6fm5xS6nz15NUs2UnydpT1sRUWrBS2p3K22c7tW+7hTT0HwtdPvPHP6c4UQ/zh3174PQAuT43xzdOXcffENn46sZ3bh34BPnzq1CtCmP3DpY0oeFwcG6dVrfLTie1c336MY/U+2tVyKPnP29Gwd/zezfezOTJHqyrM/2u2rhUnQZdRpFWvcqTcz88Xt3Hx8CQvSR2j4EYxZZtFO03JMck6cU40elhnLNOpl1i2BGBhrR+kBaKMtczfsheh4avh7mEt4/Tw9PmZmrFWobR8pjQQ9pcn/+QD+L7Eg+PiOjowP8ixsz188JnXsqVlkRf/+rbz3mNt97uaT7Dhx5/kwl/8OZ4nsT6xguWpbIguhrs/F/FAXrESjEZEhcn2FSbrGTxfxvUlCm6UTq3EzuQsrboQK8mSj4fE8UYfz9SHsH2FmmfQpRYCBvZZ1htLaJLLoLFKn56jQyux1ZgPP+fa8ar6KmVPx0ViVF9mQM1xd2EnLjJnGl3MOy0oeGSdOFfFTnJV7CQTVkfYqx9U85hB6fTbK1cE94tL0yc8561KTURfyg1MySEh22zRl0TKUHmEYxXhH74kPs6ViZO8LHOUP+p6mLliiu9NX8wP9++l1u3z+I8+gGz7SC5hqL0vg2z5fOb7r6fhq8w7LSSVBk/V15GQ67QqNRHoECApH58UthlfBtn1kTw/KDUHgQlBVKBi+1zxqs/xlz9+Ha8eOcLJZo/AjqplorJFVLboNUTylSL5DBqrbDHn2BkV1SjXl+nUCuiSy8lmD78qbeWq5El2RqeZCRS3bWqZ3kiBEXOFhFJnymrjVKOHXxW28FhplBONHmbsVvJ2VPAKZIfPHr+e9x36AwDGGx1hX37FSXCq1sWhygBVx+DZYi+5Zoy5coqk3uB4vpPlapzpUgsrdeEIWR9ZxlQcRqJBtSWQ82+OzbM+tiLof67OpakzeL5Eiyquv5RSDxO/FDwSSj0UKyaVBkqwG+7Tczie2CU/vdJPqWGwXEvwnb3fZKLexgWdQvR0b247pxrdHGkM8EhpA0/Vhzld6wLg8fxw6NnP6GIy3RBbpuyYHCiPEFWskBwIcLTSS9ESSurLW8fp1IoMxXNkzCoRzSapNUhqDfoj5+cl/0fj/+2eruu63HHHHVSrVfbt28fBgwexbZuXvOScDWLTpk0MDAywf7/wXu7fv5/t27fT2Xmuj3bddddRKpXC3fL+/fvPe4+116y9x28azWaTUql03h8AU3bYbs6Qd6IU3RjP1vpxEfmVZTfC/UsiAeV9h/6Aim3w/Uu+zs7UHFHVYqmWZMDIYsg2h2qDNDyNS9smuOHh9wCwbCcZq3Rwst7N0XIfpmwTU5sMJ7JcMjRJymigyi79epaypzFmt1D0FFwfDjR6AFESrrs6RUv0BNZ6hV4AGehV89za+WveuXE/9+a28uKuU7y37z6OFbs5WhTv8Uh+lA8eeR29kQJvPvBOvrT7n5ivpMg7MfSgP/bOnkd425M387VTV3GkNsibD7zz3z2O73zxr/n26X3cPbGN9xx6I5ONNg5VBoQaVKvSolVpeirfPn4xJ8riQl7z1j5wdiMAUe3cqm9NKLHdFIKdG4af48bho0xYHUy960McvOEv+bNND/DJ4y9nT3ySx1eGSchC7flgaXOIvzxcHaDpqeEk0fS0cBf+hvVPM2+3cOumB1kXFQri27fcw7KVEAB2vcJ8PkW3WWTFSSJLAtB+utFFh16mX8uGE03TU2nTKiTlBi5SGPDuIjJp1zJ9LZTzSp0xycaU3HAhBGA1VYpOhBtajzLfSHP5fR8CYGkhjdNQwZKpLsWIpwUqcA8AAQAASURBVOvEIk1atSqXtp3rve/75e30mgU+f/w6PFfC0B2qDV2kV8kOquRSCxTcU802qp7Bgp1msS7U71XP4Eyjk02xRVwkTje6Q993w9OYqbWEi4qsFeeZ8gCPFkYFgzcoM9cCHm/VM1hvLNKuiBShvBOj4EWo+hqLbpTjTVGRyAU9WdtXWXFjuEhcmjjDopPigugkXWqRIU2wr2uegSm5nGiICej7Y3uZclqoBok4rXqVYbVIQpaQgYzcpF8tYfsyDV+l5mm4SBQ8nbIndsU7Y9P8185fs92cISaLXfgVkSkUyeOV646iyh5qRcFfL3aCa3SqNQGUp0m4pkzmmBvyinvUPNfGjjNjZ1h0xLGVJaH1kCWPO85cSLVDOW+SBfA0BHIyEGrhQ+/DYhf2ro2PhBF5hmwzqK+y3likT89xZfIUaaUWlvm/fXofpmQHzPFuap7B1YkTIo0o+L3XKkYdeomiG+HB4maWrSQ5J0anUUINGNcV10SVBYZxTSRYD66JXiMfMqtrrsFCI0XZNqk5GqWmwMa6nsR4PoPlqEiST6lmUrV0vn/J15motyNLXpi6tNxMUHOFQKlbL5BQGiw0U+TcGAt2mqITpehGSCh1OrUShmyz6KTCKknVM1i0Rbl4xUkw3cygyi45K8ZAMk9vskRP/Fx7yFAcLs5MMl5qY66ZJm/H6NDL3LO0lclKK/t+eTs1R8dDYqme5ES5i6+fugLbV+jUS2S0Kt1agWU7UDJbCRJqg+0t85iyTcPTeLq8DlnyuCR9loszk1zZcpqLU2dDfc9vM37nSffo0aPE43EMw+CWW27hX/7lX9iyZQuLi4vouk46nT7v9Z2dnSwuCnjC4uLieRPu2tfXvvYfvaZUKlGv1/lN4zOf+QypVCr8098vdh3jVgfHm71siizwbKWPhNLADSa2IX2FvliBBydHuSh+lmSQyjPbaKFFFz60VSfBsp0UKSiyzWIzSatR5ZPP3QhAzdFZaAja1HwjzWozTsk2OZ1vZ76URMHjppFDggSkFUjJLmN2C5rkcNoS4oW6qxHXmgxEcgyZqyh4PFMbIio3iQbsWk1y+d7F3+AT23/CNxavpDdaJKU32PWzj/LDfX/LTK2FpWZCeIwRJZERY4kZuzXwasbQZYcDxWG+e3Iv37v4G4BAOj5/DBvLYXlmU2SBPbFJ9iXHuTJxih49L1BpsWmchsalLedSWe4a3xkGYf/y6v/Nt0/vC5jVDZ6aGiQh2eFDBAhFL2vj6Cs/SUatMHu0i79eeDEHK0MMmau0aaLPMldPM11vJSpbGLJDXGmgSW7odV2bnD+1/S7e9fRbAeg3cyw2klRdg9dveIaCHeVflnbzaGF9KNxYteM8WN5MXBHM4q3ROS6MTpCW68QksXjIurGwVAWC3uT5MrLkhfYUWfKxfZlPbb8r/J1UzSWl1jnT7CSt1XjzgKgITL3jdqbefjtS1GHnlim2dyyQidW4f34jx0rd/MVzr+DPn72JqGbT9FSeKKzjkpGzRA2LvnSR9a2rHFgZoidSIqqIdJluvcB4o4OKY7ApsUTRjXC4OoAp2xSdCP+YvRTPl1i2khQDopeHxGozTqtaJaNXGI0usz0xJ2LjEGEHa0lOGbVCwY2Sc+MsO4mwfHmgtp4DtfXsMqeZsDoCsIQoARbcGCuugGtklAqtSgUZjzmnhXm7haONfmqeJnrzxmK4w3mqPkxarvPG9AEUCSxflIjWFnBrCwWARTfJ4cYgR5t9DKjCs9mlCIVzQq5T81RcHzJyjUviZ1jIJ0lvyXLmDz7KPRNbyL+2Kny6zws1WBu3/uLttCulMCpwLaXM9hUKnhmCQHrVPG+69V4cYw0T6SM7wjqkWOKz+zJ4uoSrn3vkvmH906w6CdrVcrjQ6dXyYfDG6UY3ZTfCgJaj7EWoeYYI70Ci4EVZtNN8b+ESzjQ7efXIESasdpqexnwzzXipjbNV0a5YS03LWnGWrQQFO0KPViDnxGlTxYT8nkNvZKLezhOFYX6W3UmPnufFrSeIqRYpvYHtyZzJtdGVKBPRHA7e8Jd0x0pIkk+tKSacmNokrlpclhzjgsQ0FySmuSJxiiVbUK8M2abuaqElEqBDK5Fz4jR8VbQuXIN5S1wfC7a4p4tujKanEVUs+s086yKrXNFyhtH4MhvjoqJTd7Uwz/fyjnEyWpWFZopHsqIErMoeUU1YJMcK7eiKgy67TFsZaq4unu1Wkmer/dRcHUO26dDLtGg1FDwMyUGTHQp2hN3xaeJKg06tRJdWpF/PhmjL32b8zpPuxo0bOXz4MAcOHOBP/uRPeNvb3sbx48d/17f5//r4yEc+QrFYDP/MzAgRQK8qwNuK5HFJcpwncuvCndmnxm/kmpYTIQLt1W2H+PKJl7AusspSPUlMbXK83M3pageLzRRPFNaxJzHF9sQc47V2xmvtbEwu4fkSrXqVDbFFDMVhqZ6gaatIQFIVE7koVcrMuwYdQV9qzmoJRQWa5NGhl1DwqHkGUaXJM/UhPj39Cs40Ovl19lzGakSx2ZWYZqzQjhScbENxcDwFVREPo55ICQ85lPWXXZOXtxzh8Zl12M1z/WAnoKt88/Rl3Dm+OxQNVT2DUWMRTXLo17Ik5DpppUbBjfL2DfuZfOuHuW3zfQDcPbEtMP8XeWZK9GLXDPdrv7uHhPk8u8/a9z5/3DRyiP4dC1yYmmJ9ZJmJejv3rWxhR2SGfekJRmIrbDTneWXqGbYYcxSdaAgl/9zOH4ULIU3y+PCR1xCVLWKqxdf2/AMVx2BddJWk1sDxFE7XuijaEaKyxUJTZMVuNBZYslMkJVFiWytnFryoUFIHCvOoLGxCCiL3VMFnxY1R9s5f7Z686eNM1Ns4WemiQy9xKihxrQ2/oTC22saRxR7OTHayNNfCwePr+Oi2nzFRbeNXL/oiBTtKh1FBlnwGk3m2pedZqiUwVIfFRoI7Z3dzotaNKVnhgqTkRDhZ6WbEXGZbZJYhc5U98Uk0OYjZC8Q6XWaJmNoMc24VyaNby6PjkpGrFDzhh9UkR4iWlAa/Kmwho1bEMfAMjlZ6Kbsmy26ChNIgKp2zu6wE/vdsQO5adFIMaYWQhrUzMkUiuCbScp20LHZ3V0RPI0s+c26KnKtR8yVMiTDmrl2pM2m3UfV1TjV62GTM06UWSck2O405bJ+g7+vTptgoEjxY28j9xa3YyxE+uEHoQ2Jyky/t/iHlXvG+kitKzZLvI/nQ9ajEjJ3BRqHgRcRzBKEKXnGSLNppEnKdFTfJTnOa9Ntn8Ncm7UC9LHnnJl7J9fFV2PeGcy2c9YGyeC0/FwRedsbOEJUt8XOcVOi/LbhRik6Uw9VBfrq8U6h7A03Kqp3g2VIvY6V2YlqThCYSc3bEZ9gSnWdHfIadsRnWR8+pkG1fpe7q5KwoLjLZRozvX/J1AHJujJjaRJU8UkaDTKyGqdioQUxovhmlJ13i+Kv/J28+8E7atDJ1VyMmW9i+QtGN8Gx9gDO1DkqOyVi9kx/u+1sKdoS8HWW+meJEtSdcQAt/rAAXzVot1FydVSfBqhOn5Xn6FFO2OVHrJq42aXganzl2AxckxSSvSa6wxpV6cINAlahqUbXPqeUXc0k8X2K63MKRQh9z9TRl12S+nmK5EQ8/g+0rDOhZLoqfZb6Z5nilh4giKg6rdoKcE+PnuZ2k5doLNCv/0fidJ11d11m/fj179uzhM5/5DDt37uTLX/4yXV1dWJZFoVA47/VLS0t0dYmHTVdX1wvUzGv//s9ek0wmiUR+c3ySYRihqnrtz9qoesLjpkkOW1PnvJy7MrPMWq1M2sKOoUkuOSdG1o4xEhc9s4arkmvGeC7fTVtgCaoEeD0ZH8eTaTMqND2Vo+VeOowyA7E8I62r9KcLmLLNfWc3UfINVgKqjCG5HGkMMN9IU7Cj9BhFLkqeZa7ZQtkzw7zKimvylu79vCJ5mPf33cuPzuzh/5y8hhszh+lSi+zIzPOH64TH9Tt7v8kd+/6OTKTGl0+8hN3xKazAfjBttTHdzFD2Ilw3fAJFcxn+0hcY+r+f5w97DvAPY5cIs37gtRQxa6JMaEo2k9a5iMOsGz/vuH/m2A3IeFwaHQv7QYen+wOlqReWg10kMnKVr526iq+fuuI3nse6LUqGRTdCRquyOz3DipPAkG26tQJlN8KKm2TSbueq+Ekmmh3nxW59/vh1eEhUXIMT1Z4w3vCC+BR5O8rL256lP5pnfWSZ7+z9Jk/lBuk1C1wdPUWXWuSCyCQNX6XkC39j1dfRg+OwFt4N4mGlIBJVZMkLPaf/dmyOLfDWjsewPTWM/xr8u88JJrXmUStE8H0J1lKZgqd2b6QACDa2LHmUbJOZchpV9siWYiyWEtx52d8wM5vhRKGTe7LbMWWbIXOVxUaCbrMogss9LcyoXesd2r7CgpWiQyvTb+YCpaxJXGmQVBpM2m08VR9m0U6L0HtcLF8RKtCIEE0N6at4yLTpFdq0slDIepqIZVRqWL7CkL4aAB4kYpJFr1qg4OkBN7mMjosdTBgzTitzTgsFL8oT9RFikkO/WqDqa9i+jCJJ1DyNgqdzsNnLrJUhJllcEztBUmqy7CRQJEjIoh6xFmBR8yXmnQhzzRZ++tRuPv1SkUn94OQo/WqNLXqW173zAeyojBuRwQe5KSZJ2fV518ZH6FJKFLwoHUqZjFIh58YpuFH6tSwuIhEordT44/6Hib5zXlCqEDGAz0+cktxA0ez74cR7T14EkXSpRXTJDalQUbnJemORU7WuMMVnPvDSJpQGQ+YqN/c8wivbDzNoiB7kWLmdfDNKZ6RMu1mh2yiyMzrFgJalQy2xyZhHkxx6NHFttaoVXGSuSJ3i8vQZdsWmSWhik3Cs1kurUmWxkSRvRZAlnxajhip7NByVvfd8BMtVSOmi+qhIPnk7xvb4HDN2K61qhWUrwelqB44vk9bqYd9ekzz+7wXfJ63VyegV0ko15IAnlAatapU2rSyeG77MdL2VOauFmUYrfXqOsitK3WuvX5sgn6v2ULCjzDRacDyFeBD3p8suhboZxv9NvOG/c+dlf0PDEc/3ghXhdKWDhquFO9YFK83ZWhvF4Dp6SfoYL2k5zo74LOvNRfr0LB4SuxLTFLwoo9Hz56z/aPx/7NP1PI9ms8mePXvQNI1f/epX4ddOnTrF9PQ0+/YJ1u6+ffs4evQoy8vnVlr33XcfyWSSLVu2hK95/nusvWbtPX7X4SCwZcdrPTR8nVOlTj753I289vFbyFlRztQ6WLJTnGx2M2W1iWBorRqWfTOGUNRKkk9EtjhYHmTFSrAzMYMqu9Q9nbqr06GXSapNNphitxtVRZO9TS0/rwTpMW238lBtlLwdCzCGauh9XGoKv9lHt/2M/blhLoye5bl6H2NWJytukiFtlS61SMk1cZHYm5hgvbF4nkhqV3qW/YVh3rXxEWqeTo+WZ7zWjiE7PFYaFTnAhiOyX3MKH3vylQIcL1uUvQhztsgVTStVCm4URRIT8ZzTQtUzmGu2hL1JgMtjpwRiz03iIiaeNZsNECD9NEEPkjy2GrMvyL9dG+96+q28rPc4P5/fzmy9hYorytG3bnqQOasFWfIZ0lYZ1lZJynUO1AScft4SPaTbNt9HXGkwaGZJqo1QKPGZYzfg+hJDZpanKuvQJJeGJ1amv3rRF/kvqYNChegGvVBfx/NlLJSQDAQCR1lwoyFswAy8p3DOA/n88bYnbybvxBizungiv45WXSzaIm01kZnrSkiqx5bORdA98KF/3QobfvxJHl0a5vPHrwPg0flh6o7GYCLPMznRNjn2KuHvbe0ohUKox3Ij/PP8Baiyx/FSF08Xh6h6Bu1qiZP1buaaYmeWCHYWeSdK3o6JzFC1Qs3T6VKK9GtZ+vUsiSDW8HgQwXegNkJUtni23i9CBeQaA8a5SlIiwE6uhZp3Bf3fteNX8CJMWB2cbHZzV2EPlw5NcMzqCY+XgGSIbNwVN0JXULUZtzMctxIsuwm+n7uEATXHNnOGlNzEkFyqvsZjpVHmnQgHGj14iLxdF4kHa6M82+znC7t+yO1X/ZzvL17Ms7WBwKoDCUnmwuhZFq98XnlQFuXgNTXyQ9VNFNwoFgqTdhtD2ipnm+1h7B7AJYOTFNwotw/9gsYfFHCfB87wgvK15J37GZIrJt5jX9qO60u4SMwF/tIxq4sTjV7uKexgOLLChTHR599uznJp4gxzzTQdgR1orez/1ZNXM5pY4SUdJ9kSX6DfzLNiJWgP/OVRSajwdckNLEcCGZl3Yqw6ouUw1WyjJyK0MG1ahUOVQRqOhudLJPUGuuLSotcYSObZ2TbHhvQKF7ecBWBLfJ6t0TlSSi1EUYq83BqJAMW6IzrDZ47dQI9RAGBHdIbd0SnONjtYtYXCueyadGoFbt9yDwBHSz1kmzFcX6ZFqzFrtQbCRje0VtVcXYj8zBwJrUHZNskYVRJqgxsefg8eEm3RGndd/tXz7s+eeImGo5HUG6iSR1qv06LXGDFXcDyZyUorD2Y3kHXjZB2x2Zi1Wii7ERbsFlKKEHtlg2v2tx2/06T7kY98hIcffpjJyUmOHj3KRz7yER588EH+8A//kFQqxTvf+U5uu+02fv3rX3Pw4EHe8Y53sG/fPi65REj1X/rSl7Jlyxbe8pa3cOTIEe69914++tGP8qd/+qcYhnjA3nLLLUxMTPChD32IkydP8tWvfpUf/vCHvO997/tdPmo44nJToPDMLKdqXRSaER5ZWU9PpMj2xBx9Zp6GJ7CQNU8PV09tWiUsv8XVJpvTS9Q9nbRWD4EZGa2KKrlossvJShc5K8rZZjsR2SKi2MiSz5Kd4tKhCWbsDD8v7uJkvYfxRgenKx206+KGOFTq538fuoZ10Sz5QBK/JSnELzuj00xZbdxf2ErWjfGNucuxfZUutRje+H/YdYBPPncjXz7xEj69407u2Pd3gFg9rzhJdiZm6NaFn21zbIFa1WDqHbdjJT28pvAervVb1xYHuuTy6pEjXLvuZBCU7aNJDh16iTf1P8k9E1u4Z2ILZS8iAA1yDR3BeF0JJtW1zFktYL+uxQhuN2dfcJ7e8eQ7+PqF32VndJqX9xzlouRZ9sYnwkhDQ3IY0la4dGiCXQMzTFltlF2T6abIVb3jzIWAELd1a3kSSiPsr4q8S59OTSg7N5gLjNfO7d4X3SQ5N4qGG3pTXSSSUhNF8vjq3Is42ezmmnWnGNJyDKolhgNKlotEIuC0/ts+9XOr3cw30vx8aTvjqxnunxUtgrWWwKt2H+bazSe487K/4aINZ+kfXCWuN9nbP4Ui+Zypd3D5fR/itUOHeWnncWYrAjiSSYrJ+51PvZ3Lus8SUW2Go6vossOZhXYGozksTw3aFoL7e7aaYWdsJjxfni+x1EyEJB/R49ao+np4Law4wlq35pudqrdxpt5BSqlzqtnNnNPCoL4S5rGuVQQKXoReLc8jtQ0im1YtCvCGUqHha7SrZfbGxUTSrpS4Z2ILw9oq64xlonKTIX2VPrVO1pXYqNXZri9z2urijuWL+YPWA6TkJiNanpxnsuTGMSWH12eeJCqL0PEZJ0mPWictW1wSmQgpZFG5yQ3tR7kwdparg/zUqi/aKd9+2d9iRyWshIwdFdfpWqlYk1za1RITlligZ70YL0seYc4RYJFFR2g6hvQVVtwkH918N9G3zofRgVIgonKNAJTvr03qPorl84W/fT1nGl24vqBxtSoVFqwUb297hKtiJ+lXhe5ExiOt1BiNLLHsJJmxMsxYGSYbbeEOsU/P0apWWGes0GfmKXsm7YoItViL/vN8mS61yK+Lm3lodZR7l7YEveAUgxGxa+7Tc0QUi75ogYFYnuHoKutjK/QYRdbFsgxHVuk2ivRohVA82KvmiclNurQiri8zZK6yGvjlB/QsVc8gKlvsjE7x/bG9FNwoR2oDLFsJoorFTKNFkNVK4j5JqWJnPRxfDSMpG54Ium96KstWglO1zqAt59Omlek18ozGl4koon9suwo1RydlnK8HunN8N6/repqR5Co7EnN0m0W6zSIbo0vUPJ3RyBIZs0quHmW80YGLzLyd5sWJY5iyuN93RqYCN4MZLr5+m/E7TbrLy8u89a1vZePGjbz4xS/mqaee4t577+Xaa0We65e+9CVe8YpX8JrXvIYrr7ySrq4u7rzzzvD7FUXhZz/7GYqisG/fPt785jfz1re+lU9+8pPha9atW8fPf/5z7rvvPnbu3MkXvvAF/v7v/57rrrvud/mo4ZhzWkTosxPjuUIPXbESV7SfwZAdUkqdqNIkqjTpNfLh6r9fz9KmlhgxV/B8idH4Mj1GgYTaECpevSLUm06UnBWjxyiQa0aZr6YoOSYdepkes8DLMkdD0cqjpQ3M1dMYssNcPY3lqYxVO/jVyY3MltPI8yauL/Posti9bY7MhyW7Pj3HK1ue4e7iTv6w5wC7zGliksWe6FnGrQ626ItcGD17nvcYRCjAr7MbGDUWxS7GKHHb5vvY2i9K7Gf/2/uZuvl2Pn3oZZiSHfZtFfywvwSE8W4rTpJRY5FNxoLw2EleSMZZQ8WB6IXaviJKssEl5voyJc8Me1dfP3UFXzxxLe8//Hrec+iNYVxi1TPYaCzQ8DV6VPH7fPHEteQdoZBdG+uNJbr1Aim1HkwiMneO7+ahlVGWnBR9upDwf/v0PnZHJ9lfWs/h6iA7I1PEZCu0NQB0KSL781Szh2fq62j4GjFJIOp+kd/JcjUewku+k72UKSeJ7RMQijzKvkbDV8/jRwNc1DnN8XwnL+04zmvXH+bCzhmu+tUHsJqaEK5U2sKFyI8v/RozU22cWWznyFIvTUflnhNbaItU+JfpnTxVGKJua8TNJpWGwfUPvZe8FeHgaj+q5FFwosxVUhimzalSJxsTS7TrFY7V+5Alj12pWbq0AgoeS3YSQ3awPJXxWjvTTbF7MGSbmGThIdOj5tljTrJVX0STXKabGaquTp+Rp0/Phqv8NZVtv5alVakEWcNigt0ZmSLnxnmqPhxYrBTuz22hV83TpRQ5Ot1HzV/TOLjsMmfxkJm02qj5EjVfRUEiJkts0Bd5T/f9FNwoY3YbY3aGhyqbScgN5pw0AK2yw1WRGUzJZtE1SMuEffYHJ0e5yJzmutgpDtUGKXsKrbKMKUlsCxa/T373/YIwJYvJUnaEzeeL+68N7o81opPBnHMuocuU7aCaItOulBjSVvmvAw9zxW0HKI4o+Gse3ud3H6RAMa1AfE5QoWrBwmXRSTNiroj4Q8/koepGDtRGqPkG41YHRTfKgJZl1FikSytyaWKMM41OHlodDSa2JmVX+HWFP1eh4EU50+zi15XN/N3iVeTcOF/d8z3Sep2UUafsmnz9wu8Cgn2+tsBWZZf488R6a5NfPCjrxuQms/UWFpsiZKHkRVi0U3x028+YbmYYiZ27z9KK8Dgfb4j7eKLeznwzRd3Tqbk67XqFiGJRdQw+fvRVnKl1EFMs4koznGQBqq5O2TE5W81QdQxOVLspuyZzVgtnah3k7ShGMDG2mDWG46uYis2V93+Q1z5+C589fn3o9X5V5hk2mgtsj80yYi6Hz9shfZWL0pN0RMs8nR1grN4Z5DcbnG50caLaHXrYTcmmOwAe/Tbjd5p0v/GNbzA5OUmz2WR5eZn7778/nHABTNPkr//6r8nlclSrVe68886wV7s2BgcHufvuu6nVaqysrPD5z38eVT0/Funqq6/m0KFDNJtNxsfHefvb3/67fMzzhmjKZzhW7iZjVtmbmkTGp0/Pk5Tr2J6K7Yn+XFxpsCs2Tb+aY8lJ8Vy1R9hkgib+jugMI+Yym815ztbaaNWq1BzRf92VnuUlXSe5ODHBxdFxLoudZqrZhia53HHmQjJ6hQuS06SCKKmVWozjq50gCfvB0J5ZzlTbkSU/7FH+S+4C5m3ha1x0Uni+CE8/aXXzeG2Ug7V1HK31oUg+PWqRM81O1v3jp8/7/Z+d7eUHy5dw2+b7wp3fNW3nTw7+dFR4/SQvLCe7SNw9sY3vj+1l0UmRlOtsNebIyFXkwKqwNtaUpGul5XM9xGZAO1JJyo1wJ9TwBdqy4poMmashyxVgqtnGY5UNVFyTw41BXvnIu0VAg7nMZOMcCtGULX61uinsE61FsL208zi3b7kH21e48v4P8vYN+5m3WxiMrBJVLK4eGsP2Fa6KC6jJTye2h3YhTXJYspN8buJ6lt0Ej9Q2EFOb7O0QYQn7fnk7x4rdPFVfh40kJoqBGd729M3ccuTNL7j2LkuOsS4pWLsbzEWKdoSpuTacos5PDu/iuecG+fWZDed/k+SzvUMsinTTZracJqLZHJnrpWGr9AYWiYpl4HgKUc1mW2qeVq2KLPlEDIuGq/JsoVckK+kFYnKTPj3H09XhcJWuya4gWEVXGTFX2GLOMqivYiEWSzN2BguFsqczoi9TcKK0alWezA+hS24Y96fg8e25yzAlscscs7p4pj7EnCOwev1qjl2myNEteyZv7XgMC4Wqr1MIFjIJ2aYWAOy3GEI9PWmnGbM6KXgeK67MaauLPrXOJj3Pdn2ZdqVMn54NcZWmZLPk6hy1WjjcGKDsmWRdKbw2rx4ao+araBK8LPEs91U3c9w2KQYl36uHxgBBkpIdH9nxgzAD6L5PLKhicpN1xjJTVhtLgbJWkxyeqgwHsXfVgFomcnQviY/z17d8ldqbi9TbZFFm9s/toEXZWUIOwByfffjlyJLHZKONjcY8y26CX5a20apWGDWWGNVWuCI6RlS2OFIfYMbOUHJNck6cT2z/CbrscsvGh3j7hv2UPZMBI8fTtXU82+znSG0w3I2l9XpYzYipFlsTC+yIzgTnosEtGx8K7lWHlFoPbYxrISqa5BKTm2yNzqFJDuuiqyw0Uly77iQZ5RzEpU/Ps85Yod/MsRpYrdZym2XJo0Mv065XSKu1kFw1VhYRf2PVjgB6MYsXxBmutZs2xpdo0ysMxPJ4vsRKI86j2REeXRmhaAstiIvMl3b/U7jjXRfNYigOliue9c/UhmgE8JWY3MTy1cCpIlp8R+oD7DSnSekNXt71HHVX5y2jT7DsJGlRq3QaJe4vb2OjuUBPoDj/bcdvHwL4/9BxsDzEqFHmpvZnONPspE/PBjeN6GPUXJ2JWhsb40v06vkQpP7z+e28a/ARCm6UmqfTrpbZqs/zSG0DZc8MvKIqU8UWyrbJaHKFFyeF13jNNzcc3KAjmli1JuQGBTfKZS1naDO6OFXspD1WZSS5ykPTI2weXCSi2MxbLSSURmhLSSj1MP3lX7J7GIjkOFvL0HA1diTn+MfCXrq1Am1qmYuHJxn82ueQGzJ+xsJ3VB47vh6eB3q/bfN9vO/QH4QBCL7i89UTV/Lx7T/jYHUdjidzQXwqiGCrCSVyIIhp+CIsfg3GAIRqX7GbUcOSctkzQ6KTGaSZLDstfGXixcxNtHHj3kO0qWKX8cDZjVyz7hR9epaPbtjPB4+8jl8tbeT6ruPcsvEhbj34ZqZrLbxh/x+T1utclozxhq4nOd3oZqEhdrYHG0O0KqL0evOGx4jKouScc+L06VkuMqcBeLy8nte25sNzNWm3kVDqyJJPp1ZiT2aammfwdHGIV2SO8LPsTi5PnubVfUdYtROMGkuYks9Qn5gcm4tRmqlz5K+18YOFvWxNLXBvfhu67JBvRPGbMkrKwnclPFvGbShsuvMTuK4MjsmW7iUeO7EefFAiLuWaSVNzuHJonIlyhoVqEkX2uLLzDLavMFVrFXYJT0cC2qI1zix0oBs2NVsj2mmRjojd6M7oNAU3GoYv5I0oA/oqSaURYgZB9LTXRHEFT6zkL0uOCcuQHQvj4rQg+OFDA/dwf3kbZ+ttFG2TPalpFp1U0M91qfqi51bzDLqUEo/V1zOqL1INIP5ZzyAjN7F8mbTikDFnKHsavWqJhi/zzexlvLvtYeZdg4Rko0g+7YpFr5YnIbtEpTplXyURtAZsPUuXUmHCaQ1tXwBRyWHKiZKWm4wai1wxNM67n3lTmIoDcPDvb+Py//K5QAQl0oPW1MdjzS5yToy8E+WSuLDLabhcnTxBNQgG0GSbhq9w/fA5R8fn/U0cXd/PbZvvY98bviAAGvhIvhBV4cO+P/g83YrMxzOv5NRrPsZPJ4TAqtcQedA3jRwK32/X866xO85cSC4QN7YY56pT7apYiNyxuJctyQV2xaYouxHONtu5JHEmzFruM/M0PTWchNeiLu8vbKXHKAirnC9ITStWItyJKpLHZnMODZeUUqfDFPdxwY3S8LVg4xBY04Jqzkow8Sr4TFliAZ1SRWXNRSJvx2g3xW4XhEvjdK2LiGyx1Eyiyi7PFXu4sEUsgju0MobscLTQIzCNWpV8I4qS8EIwx6bYokjhMl0yZpVus0jRjdCiVulR89iBbuNAcZhus0iHVkZGoFPHrC7+S+Ygrx45EjojYnKTU7UuZMnnwsTZ8HhXvN8s8v234/c+8GBrTDT3V5xkoNwUQOsBI0tUtujQS+QbUeYbafJOjAUrzd8tXs1FbVOklSoZpRIo6zyqvsaCleJYpZemp7DUTHBBxxwDsTxXJk8JlKF8rncwpAn2Z0K2udicBEQpalRf5JrUCf5L9yH+sPcJclaU/7Htbl6SOsb2+BzzzTSTDeGxm2uKxv283UK/mePJuQGOFntYrif48aVfY6qewfVlTta7OVLtR5Z8utZloaOJX1NRchpK4YVrq7UJd+hvBBe2MZPgu/OXctfpHaHvOKMKZaGLFK7krEApqOCj45434ZoBtUnYjtywHAdw2u5gzm7hI0/exOLRTqSY8LyVPZPPH78Oy1f48omX0AgSe7ZGZumMlsPV+YWJswzFstyx7+/C3vmZRheGbHNV+iS3bnqQP9v0ABm1wq6ffRQgTC/66Laf0aGWOWp18/7Dr+e69FEA/sfRV3Oy2cObRp8UNKPiMKdqXUQUm18VtqDJLm8afTK0UCTkRoiZHLNT5x9Q71zt8K7xndw1vpNXdDxL3dW4Kn2Kdr2C48tMvetDTLzhv6NoLm19BabecTsnb/o4muYiRQUNTYtZJNuqJOJ1WhNigpyutNB0hA3tyt5x2rQyn9v5IxqORode5tlsD+WGgaa4dGaKKIqoNjyVG0QOMm3XrsmUIio3vUYhNP0fqg2GBK6MXA36+CJEYs2z269luTgpSGmtSuU88UjeiTJTTbMulqVTKzKg5egNQBaCOOYxabVxweA0MbmJjcKkLfrqNc9ABkzJw/bPPZQ0yeOU3cHNGYErNSUXXfKYtNPYPvQo5zCGi04CO6i0ACwG7ZBn6kPiOEwNoki+QHb6MsOqaD84z+vFXftroRvxNFFeXmMpB5tw3rv5fhTJ44LYJBPNDkxZlOILbowzjS5KvsHhRl/oUw7fd91JdgULvsIflLGjImBBtoU1yVfO9X0TPz/nDpiy2ni20vcbca0gQk6OlPu59eCbcX2JXT/7KF8+8RKW7BTP1vrZlppnxUqEebx9eo5VJxna+WqeHpRvA+xtUBkYjqxQdCMBLU+8Jm9FmK+niKlN5ppp5u0W9ldHBY3PjvDN05eRc2PhPfvezfdzttmOJrnMNFrDzxyVm6zaicBR4lJ0IwHiVUSrztdTLDaS5CxxHDNBFafLKBFVBXdZwSPvREkoDbamFvB8iZqj03RVaq5O3dV4/f7/yr/ObQ+SjeK0GRWuSJ5msznPFmOOjFJFw2XC6sBQHHJ2jKlGKyfrgmi2xroWn9niL557BWXX5Ib0ES5LjFFyTRbtFKZkMx+0OH6b8Xs/6Y7XRRP8n+d20/C0UB1pShZ9epZVO8GOljl6zAKuLzNZz7AlvoAs+TxW3oDlK3RrBcabnfxr8QIOZId4fHYIRfKpOTpb43O06lXeNPokK06SrBtDloTX9rTVydl6GwVP55TdQbtaEoZ936DgigtmQMtxfKUTU7Z5tj7ANnOGfjPHVK2VHrPAtcnnuDe/DQWfi6PjpGN1ji1088ur/zcAC3Vhjeo18jyb66XbLPLy3mNcNjLOnm0TuG0WbvI3x05N/skHcKMeSkN42t62+QBv7XxchHgH6T5A2NOcsTPcXdh5Xkm55BsBuFx6nrdVvL7gRrl0aILPj72U/3nglbBi4Ks+r9l+iOtaj9GjFThRFZaIQX0lvPmfLI+wNzWJ7Ss8ODnKVLONnTExcVzTepJVO85ss4Xbt9zDqnPOHnbTyCGius2+X95+3u95w/BzpOUar04fJCZZAnfoKRSDEPizzQ6+tfdbJNU6n95xJzG1GdqNANJyjaIbpUstcqg2iO2rfPzoq8QXEw5IfhhQ8EBpC/N2CzXPYLUZ50yjk3tnN5PQzpWgJAkM9VxIgiyL0PuFWhK7olNajVGpmszPZDA0B0nyeW3/MyzmBHDlaLkPEHzbB5Y3slqKYWgOca1JVLNpi4v0k82pRZ6urAutaC4SpmyTVqp0akUOVwdZdFJsMBfCXrYseTxTH+KhymaUwLfdrgi1rIiNTDNji0XhM40Bqr7Oa9JP89KOE+yOTtGj5gNvrsKyGyct11h00iG8f0hbZcVJssmYR5G8IAlGPIo0CXKezqSTIeeaWL5CVHLDr086KboCQERCFpN02VcpeFFmnCTjdjsxySIt12lVKnxgy738w9glmJJL2dPoUs5FLN4zsYUN0UXec+iNADRdlaemBsluVc4nS6kSF7zri4Cwpa06STaaCxTcGMtOQjx0m2mON3oZ0HIk5QbfPr0vZDMDXLPuFN88fRm3bfkV2249KiZaj7Dc7MsiDlC2fS68+YvcOHyUlFKnxzhHXPrqyav5t2OpnuRErpNH5oZpuBrrW1cpuyYLVoqap7PUTFK0TR4trKfsCqDHBZFJGp4WWveydoz3br6fn05sp0fL88nnbqRPz4aC0sHIKj16nktbJlBlLwwyWHUS5IP752S+g6fL6+jRCpytt4e7WiPglw9GVql5BkU3InrSRpasHeN0rYuaqwsEpOTRoopEOFXy6DEL6LLDfDNNUq3TrRXYkligTSvTZRTpNUS1qmBHiaoWab1OXBf9X01yqdgGcc1CkwWkZmN08Vw8omzzVH0dBU98/h6jQI9RwAljX0Ub7OHyJj5z7AZa1UrA964xY4uNzpKTol8XYR+D2uoLzs1vGr/3k26nUSLvxNjWssCwscxFkQm6tCJlLxL02hYEOs2J8Gh2hIhio8kO3XqBp3KD/LqwmYcKG2h4GsvNBL++5guMtGUZL7ZxOtvOTKM1nIDsoKyUkZuYkiBYHc128/3cPrJOnEmrTXB7g4kl58QZtzpo1HUKbpQOrUTNF0kpl7ZMcCA7xBemruPBExv4+7FL+XHuIgB2951T/1ZtnU/vuJMztQ6ShthZ1lyd17Y9TV+0wNWbT3P1jpOs+/6n+U1Dqck4cTFZPrQyGnpPFckL+2UNX2Pc6kSTHL60+58oeJFwol0r4VV98XtMWB0o+Bxr9vDpiZcD8K2t38VvKpx97/s5+973M15p4y2jT9CulGh6CjYKU1Y74412bjn4FiHzV0sM6FkerWxko7lAu1riiyeuFSpbx6BTF/aGD2w5PwzjjQNP8bIeUd77h7FLwoff/uooRxv9LDoplq0kZ6rt9Oh57hzfHX7vGlD9+X1mgOuHj+P6AgUZVxrcMPxcqKzWoxaReBNZ9Ri54y+Zr6f4p7kL+YdxEUH4dG4Ay1HoiZ57gFoVnXLD4IaH38OtB99MeTWGVdaZmmsTT2FHJp2sYaYbaIrLcCLL08Uhrho+w10ndoYs58tbz5CrR9nStUjCaNIfyeN4Mi1Gjcvbx+nSSwyZWR4rb6BLLYoKRRDpV/UMeo08TxeHSCri2jlpdYset2tgyjbP1fuFlcVN8vP8Lnq0NUVsCVNyGNaXScgN8eDRV8UOOLguqr4g/cRksXhbgzgIz7PKopMKKkENnmoMUPQ0NCAtW2zRlzhtdbJdX0AL/LcaHv1qCQ2P41Yntg+WLxOTHGatDItOml41z6KTYszq5Of5nYAoCWrB5G77Mqlgl5dWatRcIwQbfHj4F7hIfOkt3xAh9VLQ33XBKPv8+bM3kZAb9Gh5Cm6UMw1BzltxEmyLzWLK4r5ZU7FfMjh5XuRj1TPo1fLcmDnM6J8dx45JgcBKCsRWPp4qdsAAt2x8iM2Rc5z0Wzc9yNdOXRX++21P3sy+1gkGknle1D/GjuQc17SeJO9EGTByFO0I66PLVGyDtCZCIXaa0yKuUBfo0+VmIqx6rThJTje6+di2nzJvtzCgr7LRXECTXGatVsquSUoTE1aHXiJvR+nQynxk691YjsKxQhfzdpoThU7O1ES2b0qtMd3McPuWe/jAlnvZEZkOFOorDJlZYkqTnBWj7AohadGNCIiLWSal1NkSnWd3fIrRyBIuMt2aiEdMyI2AcOZjyA4x1aLNqHBV22kM2aHLKHJF5gwbU0uokssGUwgCTzR6ON7oZd5uoUfL81RlmCPlfsZr7fxsViRHtQZM6BP1HnZHp4grjVAE1q6WSCs1yp6JKTnMWBl0yT1PSPqfjd/7SbdFqRJXGrw0fVRElLkJupRimDSTUSv0aAVRzqhHma2lAThT62RyKcNYoZ39Z4f58bHdIR95T3qaSlOnO1FGlT269SJ/8dwrqAWN/icagxxsiOSWuqWF5KLxZidvGX0COcjlLLoR3rXxEd657XGOVvtYtROMNTs5Uh9k2FhmQ3KZsdkOOjuLVComz+W7WZfM0arXwhLqQy8W5eFnsz1UbZ2UWieuNGn4Gi1qjflqilatyjWjp3n9/v/67x6jidvez8hmAa+/70VfYtJuQ8dlf3WUOaeFa9ed5Ibh5+hSCyEKMSZZmJJLLOijeb7MjJ3heLOXhq9xsDFEl1rk4Zd8jh+d2cOk08LUH53z96555jbpebrNEiuO4MR+ZfcPeGXLIdJqjR8uXoQp27SqFU40eqh5BmmlRo+WZ3Ns4QXB8GsBFt+b2su2iFiYvGX0CRadFHeN7+Sq+ElkyeeJygguMh2GIIOtgRQA1keXX4DGXEs0mmq0Yso27Wr5vK83Cya1bBTflXFXDU6tdjA51kk6WifXjPLLq/83UcPiSPacJ3XqHbdTLoiQ70PZXlB8pm6+HSNmsXb/rs6l6EyVcT2ZgiWSr2TJR5Z9Hjo1yi0H38LRch/diRKmIs7DkLlKi1FjtR7nSKGPrB1jutnKRK2NOaeFZTfBspMMbEA6TU9jqZ5gotlB1o3To+aJSTadWjEMm1/ryY2V2ql6BjJeiEM0JTv8ersqFkEnmz3E5CYHaiPouFwxNM5WY/Zc2pGv4/kS2/UFRvVl0nKDIX2VOTdFwZPRJHiwJgIhdMnDAxTExJsOnlhRqYmHKEkvulG2mHNklAoWCicaPXzi2VewPrrMt0/vC+53cVBnnDQ1X6HoGaRlixsSzzIcWeXbp/dxw/Bz5Nw4w1qOSo8SngdfArXmcec/X0FGFSlBNc9gW2SWmGzRrpbp0fJMNUXspIvEiC5YBGuJVF8/dQV5JxYcU4ebOx5l87uP8dg/fwACAtaaylnyCHfWay2StbFmf/r40VexLzVOm1pmfWyFNq1C3o6y6iRoUWtMNjLsTMxgyDa70rNsic6z7CTDBVFMskgrNSLKOS3CzRse42PbfgoI3cfbN+wnKjW5bfN9fGzbT/nE9p9wZeo03YGPdjiyQo8udpuK7LM1vcjB4iCXtU+QVBt88/RlDOkrdOvnFptlL8J4o4OsE6fm6QwYOdZFV6m4BiVHRGEORHKheCsp188JwJRaGOoRlZs0fJ1hY5mIYgnsZGySpqfhIuI0O7UiXXqJjdFFTtR7uHt5Ox/b9lOKTpQ3jT6J7at060WRQ92Msj2zwLUtxzBkO2wlZd14kGQl/Mdrud4yHq1qhbsWdxGVm+eBc/6z8Xs/6ZqyLR4MyOf1GLeYc6FY5NlaP+tjK6SMBnVH43ilh+fy3WTSFUoNA0nyiccbqLLHLQffwoqVIBVpcEnbWZqeSr+epUfPh+q6qmeIXYXk0ZUQpZCY3GRrMBFs1xfYpC+EF/igvsp1qaNcEz/OTnOaHi3Px4/dyLbYHP9l22E+PHoP79ixn20tC0yWWnk224OhnStNbvvXj+F6Mr++RlBuikH2bMU1MFSHpqexPrrMZLE1DAn4t+NXL/pimDB08wahMF214xyuDoSvefXIEW7e8BhfPXk1lw6dA/OvPZxNyea2zfdx84bHWLDSITBiwmrnufr5CTxrY6hvgdVmnJs3PMZVcaGqzrpxdsWmaDcrVD2DWzc9yGZzPgze7lWFveu+1c3nvVdarjFqLHHgur9Ck5wwW7g3CKL/QfZiFqw0HVoZTXLpN3O8afRJjlb7OFbp4ZunLyMhN1isJPjyiZeE5bwWtcrHj76KPYkphjSxm3v+mPqjD4Hqk26tgC9RWomjpC2y1ShlS1wTB677K/a/9LPnfZ/vw4nxHhaW00hBNXMwk0OOOCD7oPks5JOYqoPlKfRESmyNz7FncBrNdLA9hclKqxC61JLUbI17V7aKiVnywzzn5UaCjfEl7s9vCQUsS7ZIirpjag9NR+WZ0kDYa512RDxazRVtA4E8TCEHuawLtrDLrAWEg7CJLTop7i7uZERfJiZZdKpFDjfE9TNmdbHRXOAfxi5h0UnTrpZFxi4eCckhJgnkYVr2yLkaQ9oKe8wZZEADyr5E2ZNpBBxmRfIoeDq1INw9IQux4dO1Yb775KX87Z5/4KLIWfYEvew5N067XCMh17F9mR5VcJllyadby9MV5CrfMPwcD1Q3cN07HgdAckBteEi+T/Ks4Khn1AoppUo6KFXPBMzxy+OnwgnCRea+s5vCMvzas0aU6sssOine3SkgQPv/6QMAQa9X9JQlDy68+Yv/7j3z04ntfGL7T0grVRJKncsSp3F9mV6jwMe2/ZSUWuPixAQJucFtm+9jQ2SRWzc9iClZFNwYjSAFykXm6eV//74EuOmxP2HFTZ73f64vceumBwExCcp43Dm+W2RFR1a5LD1Ot14gqlhYvsqk1U7OifHN05fx58/ehO0rdOtFFuwW2tQyqWBTdEFsktHIEv1mjs3mPBcnJujR8jR80RJcWxSvcc5nrYzI4PUiGLLDiVo3Z5sC1xuVLTo1cT63RWbwfJkz1XaSAT1rR1T01zXJoeyafGr7XQzEclyUPMu83RIiKXu0fKjSn3PE/3epRdJyjYwq/v/VXYd5tLIx3Iz8NuP3ftLNO3FWnQQl16RVrYRKPwWPrBvnztULadNEvFZfrEBMtWi6KgOJHG8ZOkDCbJJK1GmLV7koPcmgmSWt1YioNi1qlfl6iqwTR0awk0UiiEVaOccK7ddy4S7g2HQvj9TXc9GgiOx6ZHKEhFLHQ/hYy16EdrVERLfxfImpWivfW7yEXy9vYL6e5OL2SYaSOS7tOMtrH7+F4R98mnrN4OmXifLxx7b9lM/t/BHTzQyjkSVuaD/KxqgIk7ikc5JRY4n7zm7iR2f2vOBYnX3v+xn+grjRf17cxVd2/4Av7PrhC1639qC1fTns3R5t9oUPFoBP77iThGzxxNQQZ+vtXBU7+YL3WRs3Zg4DQmDxmWM3kHPinG128Ob2x+nVhOClR8tT83Q2RRb46tKL+NfFHVzXfiwMPPjpxHYUyWOiKcpaM1aGk02xs7xocIp/Wr2YfjPPkaKw0rRpZTYHEYf9Zo7tiVlyThzbV7l53eO8d/P9XBIRC4u1VbcgJSU40eg9jwImDorMtf2naBnOgS2RiDWoVkziz0tc+rdj6m0fBkvGiNhIqscrHvkzarYOEuipJonWKm2pCrsys6yLZYmpTR7NrUfGZ3ffLA+MbaA7WqLTLFOoRbiofZqk1kCXXS5un2RdZFX03xSHohOh2yhyutrFsp1kvpmi6asMJPMYqsNqI0bWEf1XXXJxfYnZRgvtahlNcniu2kfd0ThQXMfpameQKyzsciKNSREYzdikCNjwojxRXs/D+Q18/OirkPEY1Ze4wJgJIwMXnZTQRgTvIeMx5UQYt9vZogtlMoAiSQEK0sf1RVDDRq1Ij2IRDdTRLjJppUqPlmf3xknm7RbalSorboysF+Noox87SO6Kyg4ywqrXKjtcHZ3krvyesHR766YH2RuboNahhDxmX5YwiqIFU3ZF+MDJZg8PlTaSkBskgxK7OCYiEKPsRejXstwzsYWo3OTy2GkmrXbmnRZalQonre4wmWv/He8XYipJ0KoU2w9V0/92PFAU9L6cE6fgxii4MTq1Im3BM+bPNj2A60ukg1CKNSHW2zfs53XrD/K69QcZt0TVbe258e+NOy/7mxAWs2ZjXOPWf39sL28ZfYIN+hI3jRzCslRu33IP7918P3+26QE+tf0ubtn4EF1qkc2ROXJOnM2ReSEuRcT6uch4CFCHKdthz39NSZ1Q6izZQW/aTlF2TcYbHcxZAmQ030xzsDzIRLUNXRZZ5sORFTZH5oJ39kKf8o7EHBckp/n6qSsouxG+duoqTjR6w4rYDelnScp1Ed2nr4iWiacRlZtkVBHYsZa4Nee00PB0Cm6MhNJgo7lAXK7/28P3G8fv/aQbkZuklDqK5JNRKpyo93C4McDRRj8PFjdzbcsxromdYL25yK7EDDvTs2yMLzEQEXSVhN4kplvsapllptFKzdMp2FHqjsZdc7tYrCZ5ojTCkeoAu8xputQiXWqRk80eTMkh34hg+QrDai7oj3rh5PSjM3uISTZlNyJ8jqwpgz3Wp1dJK6JMePDUEGePd3N8UaQS/UnXA9za9jBv7tzP67ccZM/g9At+78lahls2PoTtq8iSx6otVoszVkbsKJQqd5y5MCydrg0vIh4sn9v5o/D//mHskvNeY0o2T00NctHgFFcMjTNjZ+hSi6HCeU1gtH1glksGJ+kz8pQ8k7sntr3gcz44OUqrUuGLJ67lR/m9RGUh5Mk5MREQ74sdA0CbVuYny7sYia7yh70H6NXypJQqD5zdyFCw+x3UV7n14Js5VBE7rLW802/t/RaGbLOvdYJXpg5Rcw1+uLKXvfd8hAdWN/F4foQFK4UseSwFyuSflUVPsOyZtGllyp7JjJXhdLWT5+a72fnT/8Hg1z4HwNQtH+RIvpdCIYactBlM54nGmkTUF1qJzhuaQIx2tRXJGFW2tS4w1JXlxcOnSUcaZCI1inaEASPHsWI3NUcn24iRUJus717hbKmViGKTjtbxfMEBX+PHZu0YzUB6W3UMNFlEArq+TJdRQpNctifnWSrHmcq2ilhAJ82vy5uxfZWmp9DwNG7d9CAvSR9jKJnlprZneFvHo+fB/0Weqx8ww9Uw9KBgReg2i8w3U5xudHOs2YMueSISUbLwfDnM4O1Smiw5Ke6vbGVEE0CFgid8tVXPJxoIoYqexqIb57jVgg3YSGSdOL8qb6VdqdKvZbnr8q+y4iT5WXmH8AzbrYzoyyw6CbqUCmN2hgknTs6NBrtniSuTpzheO1f+N2WLPe86jK+IMHpPlVirIB6sDgGwx5zkFenDlD2Tk81uYpIlYhLdOI9XR4lKTQqeQKmWvQjTdiu2r1ByzaDyVqfqnwvJWCNUqQ0fpSn+fsmbzs+3hnPOg5pncMvGh3jL6BP069mwLw8Qk3/zYg/Olan/szFrZfj26X0vUFC/afRJgLDiFTX//Z8nQgxUUkFYyrTdyrAulNG2rwTQHOHO6NSKIdlNwaPh6UELRA2iWYUAK640wudEj1GkzaiQUushlMf2VcpeJMS2rm1+JhttLNhpluwUGaXChdGJ8FksBzm+XWoBDZeEXA+mbTmMGSx5JhNWBytOElO2GNJW6FILQaXv/0cYyP8nDhfhdU0r1SAIuhR6SPcmJhjWl2mVLTbpS2wxZ5mut7I7OklUtjhcHWBnyxxXdY7RZRTZGZthR2SGCxNncT2ZpNEgqllEFIsv7f4nSp6JLrnUfEOEhzcy6IrLkeoAE44oQT3eGGTeTvOZYzdgyhbVAJO37CY43ujlTLOTH2T3MVlqZd5uwfFkZNPFTzhYi1F+dOICnqoP89PKNmJykw2RRRLqC43ZazaXmqdzrNorqDR2lAUrRatSoexFmLUyfGTr3ed9X8/6lRe81xo7d23cuunBcKcO4sbqUkqMNbv482dvCh/0a6PiGjxZG+Fks5v/c/Ka87529dAYabnBqLHI1qjYeU7U20kpdWQ8nqisZ8bO8J3lyzlW6eW1nU+zLzZGQm7gBrsfWfIoBKXFfi0rzrdWx5QsSp4ZeuwG9VU61SIlz+Q7Jy6m4ar0xIscHe9jpR4nrjR5ujTERnOB+85uQsbnw0dew9l6OyeqPTQ9jeO1HvJWhDOv/x8U8zHBTA7G1tQCXkXDL+gcnemhUoiEJa3ffIFK1Esm8wstPDoxwiOzw0wuZDiwOMBLu0+I8x/YsGxXQZddIqpN2THoixWoWxpVV2dzeomkWqdDK9OqVyk7JiVHWD66jSKG7NCr58noFcaqHfTqeaKyxf7sOjKxGvGIWJxWPZ2pWiua5BBXLaYtUR59oLiZDbFlJq22wHdtc7QhFNRppcaym+BIY4B+LRv+aqPxZTZGF3lZy1FydowRfZlJJ8Xj1VEUfFadOJYv06M0KXsKW8w5OrQShuRS9mQSkiP6uRKM2S1UfZ2o7LDiJNElF9uHqOSzx5zhyvhJNLzQO35d/DgvSxzluvgxRvQl+tUC804L2SAjdy2HFkTFZouxQLde5M+fvYnD0/0MqXn2Js5SGlTx1iL7XLj0dZ/nrpNCvV/woiTlRlDJKocBE28ZfYKPbvsZT9ZG0HDDxUmvlqddLZNzhYBybUL6/pgQ3D353fcjOwjltLQWEwgXv/mFEy8QTiYgiG/y8yxcpmzxuvUH/+Nr7zeMy+/7EJ89fj1fP3UFH9hyL8fqfb/V9239yce5+N4Pc8vBtwCCJHekNsC9ua2cbbaH8ZuHaoMkgmCMNUuOJrmU3UgI3jjV6Oa5eh8yPp4vMVdPC2uSGxUAHsmj7uqUHDPMNm56GvFg4RGTm8zYrcxarWFu74AhqmYeElVPD0NK7ju7CTPo484FrZNFJ0U0EMRWPYMzzU7RxlAaZJSKqGYgk3XjwYLzt0de/N5PuiBEPiJUO0mbWiLnxthuznKxOUnZM6n5CgnJEc1zo8iU1c62iIjD2hc/w9bILBdEJtllTpNWqmwx5njbwH7MgK+8Nskk5UaAwBPCjRatRr4aYa6R5lSjhx/nLuJAeZhLo2Psjkyi4TJudWD5Cj9cuogztQ4aniboVW0zdGpF4nqTrrYiW9fNc8me03RnipyudbFqJ8IL5C3tj3HX+M7zlI1r4yNb7+Zre/6BlFrnstQYA0aW481ebho5xJl6x3mvvemxP+Hx5/Ud1wz6/9HNe8eZCzElm2NWD7/KbcbzJf5q5z+f9xqhhtXZZU6HftHnjyfqYjfao4oS8lXJkzR9FVOy+aud/8znjl3LpakzXJIcZ0RfxkYRFpiAKKPgcbTRz7CxzITVQYcuIsY8ZBTJ44ncOgAeLm6i4evM2Bnet/1XXNU6RlekjKR4XN91nN3RSR48tDnEaX735F6iioXtKRiyzUyjlbJjUraFoM635PPuoIhig+YhWRJeRePG7c/SZxZ+47E7d4AksALery8x0JVjX9cUv5jfwkIpSachyoaWp1C0TOqOKO/P1VJsyKzw7Eo3z6z08Vc7/znMmk2oDXpMofRs0ar0GCJSb0DP8sq2Q0w22pioC59sRLW5svsMrWoFRfIpNCMcq/cxaGbJWnHumdjCg7PriSsNlq0kRxv97K+up1WpClgKnihxBmVCXXKZC3pjc1YLY81O6q4W9uV2RqcwJJfN5jxNX0FBeHKP1AbZZQrutIeEB7i++NOllulSqiQknwvMWQbVEmVP44ydZNJp4WSzh+Lz8ppFqL2LJnmk5XroNc+5cbbqi/SrRdqVOjYyVV8lJjlsNBe4PH46FAf2a1le8k5RTlWaHp4qoVg+TlMR2bpulJNWN2XPDPnLa20kgH2xMe4u7mTOaWGHMcNYs4t5u4UhfTUoActhCXNtuPo5YpVjCFWzL8GF7/gie955fo/3zzY9EP791SNHWHGS3DOxJawM/abxyOTIf/j1R6/9X9y+5R6GdLEA32Au/oevB3j10LNkYjUuap+mVavyxRPXMtdsoeSY9JkCHzlgZMNc8lUnIUIkfDWwcNrMWi2M1Tt5uizuVw+JlFqj6WlUHAPbEzvjmidgK2lNCKta1JpIM8Nn1U5Q9QxmLbGj3hcbY6MpRJfrjUW6tQJP5NaRVmoC8BOo53XckEntIVoDa3a6jFJhW0Q8tzTJEd51Xw6BKLavUAysR7/N+P+LSTelVFl2kpxttrPkpMIQ5ZjscaQ+yJyT5HPLL+GL89dhyA79epaaZ5BRKrQrJZLBrqrsmfQoZWqewR5zivWxFdJ6nbqrhbaTtYfeWvmk2RQPyDP1Dh6bX0fOioW2jQmrg1Unya/KW+mJFNmXHCehNBgxljBkh3k7zUo1hiL5XNN2iuHYKhe1TXFZcoznij38/dQVAozR7EGRPPaaZ/n26X2886m3v+AYXBk/iYzHLnOaZUuII9ZFzu1qN/z4k9x52d+c9z3/uPSfJzst2WmerombpM2ocKYqHuRX3v9BPnzkNbz5wDt5cfI416eeBURfdM0f+PjkMI9MjjAXJHfMOy1sNueYt1v41Pa7+MxZUfq+dugUGbVCl1YIGdBlNyIyMO0WnqoP06Pl6VGFlWNHZJq40uRYrRfXl9mYWOLjR19FwRY7vzWa1nSzlQfOjvKpS37Cqh3nu4uXopYVPj35cr4081KsxSjfenYf9z+zlbsntnI428uJXCeOJ7Pvl7cztG6Z/xd7/x0m2Vnd++KfHWtXrs45TPfkoNEEhZFQQCCEkGTLIpgjggnmHIzxxQhhnMABbMBIBBOMjcHCgBAIZEAE5YCyRiNNDt3TOafKaef7x7t7zwwjYfA5P9/78Lvreerp6l25au+93rXWN0QSJmtu/3v6v/FxbF9Bqikgg5K0ma+nzlqAnBVyMLfTPfSIzbntM/QnsxzOdaArLrGI8Mh9rthPV7xATyJHS1RQJVxfpuroXN1zjGREnLhzTixU4yk4UXoMsbrv1lcYqnfwQrmPWVsIy788fYx39zzKmzqfYXNsloondGWrts7P5wfZm++j5mrMOg0okk+PlqVVLzJSb2FNZAkXmVLgmbq/3BtQkgSydFtQfTarZS6KDfPmlidpV4T5yDZ9GQ+JdfoCmuRR9yHrGvxO6gVxH3wag3muB9QDWpCCT9ZTmHWSHLWbWXQTQj0roKylZTOk42Vki6TkB/aLwkJwyUnRo2ZJyy6K5BORCM3oS8Hjvr+ym31mF0tunB61wOWpYzx+1wdDlyBfhtT+CG9b/xR7y2t4orAOy1fJKFVGrFZOmu38dHQrtw3t4co1x/nHHd/mZL2NeTdNo1qmT19iPACzzTsZYrLJsfopTfFn//0DOIaEL4Ms6N+opg8SaLVfTkuZszPYCDpNxYucNToC4X09YrW+yKMJO0KrMWM3cMfJ3bxrw2NnLOh/MLL9rMcdKXXwyvbjRGSHJSvBkXIXrXqRrojQR+/Q87Sr+VCcSA5sMWesBn62vJUDlZ6wCxlVLGKKiYxPzolzrNBGU6RC3okxUm3hcKmTZwv9RGQnREa3akW69RV2x0cZ1BfYERunSSmHnO42TQBbDdnmzR1Ps+SksH2VqhdhyU1S9zXG7WbyXkz4PutLXJwcYkBfJCNXg9GBg+2rNKllknKNeSdN3deYsJpDgOKvEr/xSVeXHOq+znCtDRkf09MYNBZ5vtpPxZMZrbXwzaU9PDPfyxWNx+nQ8yw6KSqeaBGv9vJXvS4PWR3EZJOY7NBvLHNosYPleoKYJFw8Ft0kFV+4FT26INCz1zUf4L6hTfz+uieoOhr7670cN8UKec5K83y2hw2xeSH2b8xRcONoksuhUhd/t+mHLBYSPLS8gR+MnsONjU+zLTLDDW37aI8XuXdlCyP11tDz9lxjmjc1P3UGSvnJ8QF61CL9+jKPVsQq+LahPWyInPIWNpfPljHrMApnbfvKiUt4aGwD3xi+kI8feQ2a5LDJmKVdzdNvrNCgV3ndk+/mZa0j/HxhLWU7EgAaFBoDYnlcNrltaE+AeHYYjCyECjlNSjlER17aepLPHXslrVqJKaspAEUI4ntaqbAxMkfV02kMQA4KPplAfSzvxKi4EcbtFobLreScGNc2HeCBlU3M2g2UXYPvvbALz5W5c34333v2PO66+J8Yufkmhvf3cGx/H2pLHWnOQHIlkrE6Uc1mYaKRiRPtzM03kAwcgTZ1z/OWc5/h+WwPvubjS+DldA7Odp71/f1iSBEXZJBVj56GPFVHYzjfwnI5zsxKmmLN4J7ZTQzlW9Bkl/FiEyOFJhZqSeaLYvH4fK6HFqPM9Y+/h35jmU9s/z7PLPVTcSI8lR1g0UrxaH4jmuSiyi45J06nkQ8U1KqcG5nmXGOSXm2FDi3PpoZ5Lm0fYWNygb3zPXzy0FWUKwbH6p3MmA2siy4E/q9OYPS9TM3VeKqyjr21AZbcJFUvwvO1frYZU7QoNeKSRUySUPCoeKKt1xIAoTzgser6gIsr2skukPd0IhJUA7MEy5epB/vRRm05RIwm5TobI7NkZI+qL6pdGfEcmiR8r4+YnVwSGw4St4rrSyy7oh28yh9uV0QbvupFaFSqYmEQtMt/fvef4KkSjiETnxctUVny6YuuYEgWFS/C/lIvJ6ptvGbgcAg4AtgdH6XoGoEus82cleHLJy7j3Rse5frBA+yIjgOEoKrn/u0m/IAjjC90oNW6T61R5qI33PKS+9JHtt7NdQOHAg6pfdboCESl5iG/qNBGzj6zWpu2mkLKUr92aoE+EZxrVpN0TLZ4bqSPsWozRUcYJ3QbuRD9ng6qyim7iayToOQKV54xs4UlK0lntEBXJM94vQnTU5mrp5kxGxivNfH40iBpvUZj0K1ZH1+gJ5ojrdUwPZUGtcLW6DRNSlmcN3FD/3ThbCaFxhx1T0dBoJJ7tBX213tJKjVcXybviapbD3SzRceyiM4qUE8i78apeBGWHOHnverjG5Ot0Cv7V4nfeO3lY9VOTC/JXC2N48m8qfMZpi3Bt3y0uo6KqxNVbM5tmeXV8SGG7TSdSgkbmalA2isuC0CE68u8ce1z3HlyFy2RWe6a2xH6mu766V9wXtsk1zfsY9hs52Cpi4Ru4lkKnx95Od0tOTJKlTe1P8O3F86n1SizPjZPg1qlZmt0ablwZ0krFWxNIaZYHDc7uHXnnfz18d+iI13EkFxiksuY2cpFDSOUA1J5l5Yj70VDYYs2tcAdJ3cH3q8GB82eUOIwoZjEZYu4bHL36DYOVPvQGk6BpVapM9vj+lnf57s2PBZef/Wj7+OtnU/hIjFlN1FyDWquhip5NKoVNmQWOZ5vDXV4Z4OV4bbINE/XBlHwmXHTpJQ6McnkhvWn9GUfGttAzt7F+fERXqj2M2elqfsqnVqeI9UueiMrLLpJGtQKdV9Hl2r8uHhuyN21PYW2SJFJs4kdmalQV3swsYwdCFxsWzuN6aiM5hqFv20QkivhRTycZYPMhiyVWoSVbILlfCOSD5Ij4QNHXuhn7P/6AAB77vsQg+ll0ltqHFtso7oQxyxFeM++N/OTg9uExZupMP4HN5/xfaYzVSo1nc0dC/zoki+w7s6P0tFQxHVlJAl01cH1ZJriZZJqnYRuMplrYHElRcSwcTyZjmiRnBXF8RWezA1yE2B7MieLzWxrmGVXfJy8EQt1dWfrQuGnrBhUfF1Yw8n1sAXbHimy3pjnqeJaru47xn+cOIe/2PlTXF+mW8+iSS7F4MRuKEJnvD+6EooKaLjhby6MDjTSsuDVtitVKr7KkhunXSky66qseDH69GXsAL3rBn8BdEniuNXBZdEJdEnCc0UFLAPF4PMYqss2vQhIYaV7wGpnQFsmIzuUAtyE7cvUfVXMWSWfRTdBq1ImIrnYyLTJNdbGFthf6WVnINto+2fXJarpMfgPn+b/ui5LwY2SDbicfdEV5s1T8qC3D59Pi1pEQ6ZVLTFjN9Cu5XE8+QwJzVcPHOWe0c1k3VOPfeZbYr+66PW3CA1ohAa0mZK54E23hrf/urHiJsgoVSz5bF7pzsQEPx3dSt3XeKq8lpHyKTqRIdt8/vgV/NHGh9hfEttXnbxcJHxbRpb8sMsyWWukLVLkUKmbjFal7EZIKGbgPy7OEevjom2tSS7HK+1C6EJxaIsUSalCDUuVPGaqaWxfYaTaQpeRx/RUOiMFMYLwpdDtrFPLUfUjxCQzsBUV892kXMf2VebddNjKf7C0hT2Jk7xQ7adbz7JRn6NdEUWGITkU/Qj1QOmsHjhVGZJFwY1T8KO0qCW6ItnQZjWvnWns88viN77S7YkIIYUdmSn6E1mWnCQdWi6UhNyTHuH85Bg3td9PyVPoVwtkZIGwTMp1BrUcTbLwCzUCROCo1cJjtX6GptvC17mgbYLnFnu4deIqvjgsWjGLlQS+KVOqRbi640jI61sTX2G6mmG83ky3vsLFbaPBDMwhLpu0qkJzuOQaaJLLsNnOuwYfR5Nd/mzid/hheSsxxaTgxMjZQthhtdIuegaeLw7ykhtlym7kicp67lnaQtkVfparSFwFnxUnQbNW4vwAGPWxw9eSdRIYstjBflncc9nneLK0lmmriaVAEq5FL/OqpiPcvPle1sSW+b2+p+nXl1ECpZ5ONceT1XW0qwVWvBgbtWWKrhEKxN9y9Cr2TvRR8XW6InlKbpQOLc+gsciyneRItYuLk0PEZJNeNUu7mqdXW8FFZlN0hh59hTkrHc5Bx6tCsm2kLoArr0geYcbMkFGq/F7Hk7REy7xl7bPhZ+r/0i14EQ+jrYKfcMitJLCXo3h1FTwJyRWX8bf+aZhwAWbHm/nmBV9lstjAYPMKyc4SicYqEdlm29pp4o01fEW0B1dlB/u/+XHWNKzw8oFh5iuiarXKOsvlOKrq4royjbFauC8NFVu5rHmYgaYVNnQtYOgCUzBdydAZLXJt60FyZowL7v1TXE8mojg0aFUOVnu4Z0lIiXboBTTZxfYVZswM41aLSJraMhm5Skap0qoV2aLPkrVi/E56H01pAUIU1YKoDvOB3GmjIugUu+Oj2L6YfadkIZW4yn0dt5vZW+9lytFY8SLEJYeKF8HyfYp+hHsK5wR8SMJUJCMMCuq+z7Ga6BjUfYFilvEDwQzRPl5y4wzbUVzfpxgIz2/QFjEkF9cHPXDpKnkGSdkiKdnkvUhYFRe8CCVPx0biotgw8/UUo3YzeS9C3VdCVakn77wZxRYGBS0v+PTpS4LTidB0njUz5O0of3v4Ol71yB9TDLyLFcnjqcpa+vUlSm6U9kghpPOsxqsHjnLjumfD0ctqPHnnzfiy4ArHll30so9q+lz8ulu4+HW3sPN/nc3lvXLNca4fPMCNT7/rrNvqnsYNgy+cBY4EGNQWebi0idsXLqA3shIa1IOQc10V/GiOlHnPvjfzjvVP8PEjr6FNLfChi37G0VwbeTvKB/a/ge5ojsNFATqcqgnsyf5cN6rk0hvN0hYpUnUjZO043XqWtFZjS2KWNdElBqJLYptSI6NV6YgWma5miCo2Rcegx8hieiq9+goZRYhWrFqTCnClAM5qkkMloLWJWawa6thviU7j+jKbjNlQv0GWvODi4wUzWxCLilm7gaybYM5Kk1Zq9GvLAV0rxqKTxPb+P3GMMJrUEmXXYMVKkFGrwn1DtmnWSqw15tlljDOoL5KWXeq+wl2l7Xw1v5vbsheRkkzm3VgIRVfwhQ6nUuFLo5fzjnOfDF/n/OQIr+97Xghu13UcT6Zq6qhJm85MkSeyorJbcRNsjM7RHctzINvFt2YuZH+2m4ITEwbQSpEDtV6a1RJrIkscLHdzoNRDXDZ5VetR2gzxeSZqzXToee4e3ortKyy5KR4tbsRGCSQbW8m6cUxPY8lKMphYDlehIDixjUoV21eJyyZZU7SWJuqNJJR62F5/KTGN1ThWaKfkGrSpBTr0ArLk80BW8Aifz/eEijIKfqAiJHNB7CQZpYIh2XynsCtsxX3lxCU0qmUeKG+h5EZ5WfwEDxc28q4Nj/FgdhM/m9jE+ug8U1ZT+JhVOH/Fi/BMaZAXqn00a2W69WxoCXa81EbWiocH0e7EGHvLazBki9sv/Ar/8pNXhZ+ndWAFudmkthRDzmnIBQ1f9UD1QvNxT3+R2Zoq0sXKcBOHjvRSysb53cHnOVFqoyNa4Jo1R5j4nx+k71//gawVY/vdH6apsUxTpMpXdv87i8sp+v7tk0iqR72mUy1HSCVqtEVLuJ5Eg1GjI1akT1+maBosV+OsbVzmkqaTvLLtGB4SM1YDL28ZQpZ8OhMFVqpxjhQ7mKw1slBNhO2w8XIjy2YC09P4ztRuql6EvBdFkTy61DxXxo/zUGUT21PT/Kx0Dr/bu492LS8WTVouTBgKvhDUCKrHDcZsaD0pRjBmaJBhyMLNaW9tgJWAZlT1JR4sbaErkmODVkABllxRVQjUsk/dl9gdH8ODwBQBMrJHUhZtw5JnMKAVScoWC65GKuBLloIKux4YjpxrTPNweROzTpolL8aSmyImmSwGvH1BVRHHzsWZkQBhawVJPRnONJ1AHlKxfa4fPEDd09Akhzkrg+tLbE9NMVVv4FWtx/jX0Yt5pjqI7at8dNsPmLEbuHHdsyTlOhNWMx87fG2IXF6Nd214jDtO7j4DDPXkd28OpSFXbQCFEYOEkfU4/y0vhW52ztqmB2C26wcPhNvuOLmbvRN9NCp1eiMrXNUk3NIalQp/euC1fGP4Qq4fPMBrBg4Hv7vHl3Z9ExBATQ+Zghvjt7oOcTzbRlckR9mJ0BvL0RSpYig2jqfQEi3j+Aq2p4Te5Z2RPCC04zu1HI1KBU1yyQYL/phikdGqpPU6ccWk4kQouwYdeiEErQ2b7dgoKJJHi1oMKWkAz9fWsOSmKHlRZqwG4eetVOnVsqGs46zdIKhd+CGNTTAiYjxS3MTJejsj9Rb69WV6Iyt0aVkW3SRjZosAkf6K6O7V+I1Puo/mN7DemKPHyPKJ7d8P2zrDtbbQ+1KTHAqewnl9E+yMjqNJLj8d28yQLQAHdV9jqNbOT/PncKTcweOFdazNLPORrXfTd9sn2X73h3nb+qc4WW2lNVbCtlT2HRnAGkrheRKa7DKQEEpG/doSPdoK87Ukr24/ytXth9mUmWei3siw2c7TtQG69SxNaplGtUxGq7ExPo8mOfRoWS5MjXDf3CYemxlgS2Sad219gm49ywO5zeKEarUwbLZT9XThFeyfUi0C0SaasRoC1J3Musg8cdlkZ8MUXzlxCeckBFlcwWdnVIhpvOqRP37J7/fBl3+atFql4IoVa4NaJWvG+NrQxXyg+96QQmIFJ96iZzBlNzFlN/G3Y7/F/mI3txy9iofGNvCuDY9hBBKEq3zHVWPtDYkFbtn6PTrVHD36Cn964LWseHGSco2SZ9ClZbF9hbIT4d6FzewtriEiO4yWmpAln24jxzZjSljVyTaL9ST35gU62416XHTfh9j6o4+wMJfBW4kgmzK+6uOlbRo7C6zvXSDWV8SPO4z/0akK9/x7/kxcsWT6P38rsikh2TJyUeW2wxeyJT3HKzJHOVYU7aeJ3/8ToorN+R0TtCVKPDElQGjpdBVJ8/AtBc+WkRSf/dd+jKfH1tAcq1KxdYbyLdyb20pnvEB/OsuBmS5uH9nNHWO7eGx6gCPFDspuhPWZJZZrCTLRGo6ncPuFXyGlmxyvtPPgwgbWJpdCtybbE04vz1TW0iRXOWJ28t3CLhZs4Rv688W1opWmFOhSc6TkOnHZDPSMHUpelEU3yazTQFyyUCSfdrXAZmOGjGzRqpQYCCqkVUm9kmdQcGI8WVvD90fO5cr4MXRJ4rF6l5CIBEbtFEtulHE7QzJIpLYPmiSJCxIu0hkLgHTgFXzDE38gxCusDjwkVoLFVnMg4TigltkdmWejnqNHLZAMOlh1X0HHpVEtsyM2wbm9U2iSR4+ap19b4t373sIz3/oAdlQoR4FI1ocr3TRrJTojBfr0ZdojReqexo39ezle7uBf50T1urpQXBeZR5Y8Zs1MKDQDhAl4KTDwOB1l/PO7/wRfFmhmTxGIZq3solY9oisvbmiS0apnbXsxucKUXBeLLnz+aONDdAUKXS4yn9j+fd6y7unwvm946n+F4MDVjs1QrV2IXfii0BivNzMQXWLRTFByIrRFSrRFivREcyTVOrIkKD8JxaTkChaC6WlCixvRlYrJVijMkbXjxBUBKOyO5ujSc7hIlAL99xa1GC6oPV9Gk5zw9lgArjtR72BLdDrcX+addMDBVejUcjxeXs+T1XXUfY0pJ0Pd00jJdXojWXbHRnlb4xN0qjk2RuYE3UmuklDqHK51c05siq6g1f6rxG980r264SBeAM3/q0O/zdPlQbJOggUzSUYWP8D+eh+fXRDKRqtzqx0dMzxTGiTvxdBx2RUfp+QYrI8vMlZsCp8/01TmwHUfBaDHyKHLLgMdy0gxBzvjoukO/7P757yx4RkMyRXtO6XMYGKZqXpjSNtIKCY5J86yIyDvmuSEzj4FJ4rtq0zZQsAgYwiFrB8VdoY72bbEDE1ahfF6My4SjUoFD4n/GDuHnQ1T9BsrrIsu4iLRpecwZEs4zkg2Nwy+wN+fcxfHax20qwXeveFRJqxmAQrzIvTE8+Hnfc++s83anyv0875ND4gTseyws2GKTlXQbo6bnUKUI5DDy8hVvrN4Hl8evZQ3dT3Nm9ueYm1knr01kXxWXYoO1nqw/VOQgzWRRWEmoVSwfZVd8XEeKmzmQL2XTjXHuNXCF3bezkw9Q0u0TKNe4UChi8lDHTw30sd4rQnbV8jIVfJunGuaDzJbS3Plw++nd+MCM2PNlCfSyCUVP+FAk8n6rdNcvfUIXakiji9j2woT7zjTvag5JkYGE+/+IEpdWMLJNuCDWxdIzb8+eB2Hjp2S0zyWa2fvfC/HZ9qpLYsOQ83U8G2ZWGOVeLqGWxInY9+DscUmLFdhbjHDc3M9dEXz9ERzbOmYQ1VcTFtjd8dUiPDcGJ8nqtpc1Dwafp9Jvc50JUNDpEpKFe20PZlROuJFbj3xSh5eWs9Bs4tD1R4WrSTrjXnG6810xIpsi8yE5H8r0FtWECIvqzJ9qzFUb6fua4Eik0ajIha27WpB2LkhM+9kWLHj/GhxO5XlGPdXNjHrqLQqgsN6xAp0oJUqm/UcPWqRrKtR9RXqvmgt2/hC59gX4hYtiocd8C83JhfQJIctutAT1/HIujEGIguk5DpVX8L0RWIveJGACyrTIpvIkkePtsLhoHqp+CrzbgJdcrk0dULso46PWhPfx19u/TF7UicFBiI2ybFaF7ansDkwKhiMLZ3hLnXP6GauXHOcmzbdj3faDPpjh6+l7mt8/vgVwYLGDf9fjSe+dzNa2cVThSORUvdQay74Pnt+92yA1aqIBpxiCpwO8Do9rlxznEpwvL1m4DCvX7sv5NWeHpc3iO/gbw9fR1ckx18d+m3Sao3xejP7i90kDBPPl1i2k0yVMjw/2UPejpFQTNJqDc8XkrGuL2N6Ko4nM1xrE0yPwLs3qdTJOQJMGpMtuow8LXqJvB3jRLmNSbOJOSuD7Sss2JnQ31mMLBTyXiw8h7ZrQv1sa3SKjFwN7SoFWKoWqqqtiSwxXGul6BlkZHGOblTKXBA7iSHb5L1oSFHMuzHyXkxUzJEVFDxafkEa9pfFb3zSrfsahiyqp03RGTbHxIGY0UQbLO9FGK83E1UsnhwfoO5rDGqLfKL7xyyYKZ4oiRWQ7SuMFZt4NtfPq9qPMV3OcMG9fxomXIA1kSV+q/kFPtB3H5etH+Ztex5HkgiVZzxfIinZVHyNtFpjvp5ktNxMxRGt3IITDblmYkYhlFfSqpBDWxWWH0gss7tpkv3ZbmEyHazYDhS6eGRWCA80qWUmak2c2zZDoyo0Wjcb02wzpunVVsi7cWadBp4MhOVBoDFXoe8x2SQl19Ekh7WxxfA+q22l02O5LlpBLUqRzcYMayJLvFDrZ97JkFRqoc3dU5V1/M3J6yiYUf52/Q952/qnQtWXVZnIMbOVBVvMTVbtwe44uTtU2zlkdlPxIrx+7T6KThTbU3muOhBa9F3ecIIL0mNMVBt5YagPyZWQNY/LMifCfSGjVKh7GknNJB2pMb3UgFKRQfHF3LWm0NJUoitWIG9FGVpoYexEB0Ov+8hZn31t8hSqc+SDN+GrPqM3fQAv7tLZmeUn01uoz8VFa/mr/8CVD7+fzkSB1kSZzd1zoPgMfPvvseoakuLTEK+hKS5y3KH/Gx/HsxQcW2FpMYWieiQMkwemNvCZHd/BUBxe23eAS3tG6DKELVlSrXOk3MFFzaM8urCOnZkp9tz3IXJmDE126Y0LjfD3v/C7PJEfpDuW5+Vdw3TECnxp9HKyVpyUWqfgxpisNXJN80EMyRULRrlGUzAWSCo1OpUSMcnkkthJzo1MsegmqXsajxXXB3O2U+4rtq+w1pjnkuhJLjImGIgu8bLGET55+Xf53tROin6ESbsRQ7JpVUps1BdQJDAkiaTkEwnav7Ou8N5dckWFvlFfICb5lDwfQ/JRJJ+aq9Eo19EkL9CLVhmyRKchI9dwfYmSp7HiJkjLJrrkkZQt6r44jp6rDtCgVrhtaA+jVitJuc4RsyusEp/6zs1Ijs+l1/wDAO1qHhCiD916lg69wIzdwIC+yEBkkdc17w3HNPnT+JwXp4aZthq5ffh8xmrNPFsS+7Eh2UzZTVS8CFsiMyFfHuDRn30IveQheT6y7QknJNtHL7pixvuuF9drvqh/NBQOgTNV5lY/lyGdWTFfEB/h88ev4EvHLw+r2vdsfIQPHng9OTvGjNkQJtBPbP8+lzScpDuZJ29Hma43cE7TLBf2j+EE3NqpegMJxWS63sBItZmI7JBS61ScCAmlHiqarVbNc3aGOUuAqNJqlfZIgdaIGA/O1DIcq3WGNJ6KFxHgqUDxDEQBZUh2uHj3kEOaz+r96gH7IaNUuTazn4O1Xlwk6r56RhfC8hUx5/X1IPHGScp1WtUiSeVXl4CE/z9IumXPCOaTaoA0y9OolnlZaoiHchv5SeFc0mqNNzc9iSa59GtZLBR0SeJvun5Ms1Zmf6mbG9c9y89f+Slhluzp/PyVn+KZq4R/6iePvpp7RjeTlGus1xZpUUq8r00YXtdXokzZTdR9DQuZqq+SlC06tDyq7NFmlMhoVebrKUq2wayZYXN0hmGznQmrmZ8vraXuaUyajaGxwGSlQbSz4gUeWVzHE4V1/PvQ+ewf72FP+xiPZtdx98q5yJLHmtgKjWqZS6KjoUiAyyp1I3LGd5VU6izbompZF5kPV319+vJZHL7VuPLh9zNXTPHYuHDu6VIKbInMsDffx4l6Bz9eEeo979v0AN8YPp8/WvMwV7Ud5d6COJFokkNMMjlqdnHL0ato0wq0aQXSSpWkUuevDv02Cj6fPHkVAB/dew33ZrcAkFJrobB5X2SZ8ekOLoyOsiEyS9EymHjHh+jePsdFa0ZpVwuMmm2MBhzFd214jN9p2kfRMtjZN4mbdkXClUHyJRYmGyk5EZ4aGsCaj4WOM6dH37/+w1kWgG5cVECS7tGVKNAaL4ePjTdVGRpvZ+9YH5c2n6QpUmHT2hlBxvRBi9rMzDWQz8XxLIW21gLXnHMI35HBlhloW2alEA/NLqqOzvOFHg5nOzhabMf2ZZJKnblqmkcW19GbzAYuQRKy5NMTz7EzPo6Cx7FiOwfnOnlsZpDt8Um2JOY4v3WCpCYWenVPIyI7bNTnAtSvwpDdyrjdzBGzi6Rcx/QVWpUyti8Tkx1O1ttJKnV6jCz76v3MOCksX8bzJUFZ05bRJQ9NgitiJ5iz0lxozHBp20mGzXb69WXWaSvEZBtN8ph1otR9HxdoUvwAWKUx7ajsqwucwyrlyEXC9YXNXt6OYfoKFV/lgNmFi8TGyCwtSomI5KJLHjNumqRcw/QVppwUK14UD4m4ZLM9OsE2Y4pBfZGTZht1X+Py2BCtaimUOJVtH8XyeNnvfIor1xynX1+i7EQouDE0yUEL7BNvXPcsB6p9NCoVvjZ08RmuQYZk89TyGiasZmquxoOj60mrVWEP6GlcP3hAmEp4Z7IIXEMYIrhRBU8LTBJ0GU/55Vzey/uHw+unt4xPmu18+ND15H/hdV4zcJhJs4mqFzljPqxJLg1aFcdTKLsRGlVR5b1v0wPcdfE/cUPz86yPz7MjMcl5qQmSap2iY9Cil0kqdfqiK0QVm7wd41i5nYV6klwgWTpca2XSbGIh0BJoUMV5ICnXicg2TZowSOiK5gFRHCiBtG6PthKe0+q+ho3CipsIxSxcpBDc5/oyj1fW82hxAxmlSpeaw0NmR2ycu3K7xRgqcNBSEDani26ScauFqh8hHryu5SvUPf3/M7E/PRJBtdanL9EUIC0NyaZfW+ayzBD78928NvU8Cj6a5NES7FwrrkTdV7goNswTI6dmK4Zi893jp/xX7zy5i8vix9Ell1alFM5GANYbc1y3+wWeK62hK1CpWr0tqdSwXAU1QJKqkseJfCseEkXX4HhN+JoOJFfQJBfHU1i2k1Q9nQa9xoc238NCLcnEXBM/Hx8kojkYMYuhYitJzWSmmiaj1UgowndyyklR8XWBtAyMnIfq7WSUKn97+Dr+9MBrKThRRqvN3Da0JxRStxGtmKqr897nbzzr+42qNu3JEsNWOy1ylYjkEpNtWo0yBTdK3dX46yPXAnBF7xCaJGZm7ZECeyf6OFAVyNBZq4HRWgs92kogii529rRa5eHCJhaPiTa8Zyo8dljwGffnusMKalUvue6rfHbqSk4MCcGBn7/yU3QYRTTJ4X2bHuBItYsvjb8cgG8u7EFXXFTJE4nRB1/x8Q2x4i+YUagpIIGvefR/4+P0f+G0Np52tt6q5En0f+kWkhkBIDEUm0x/HoBKPiqey5GZqDdyPNdKSq/T3likqamMVYyAGczcPOFMdCTfTqapTKxJzHVV1SOuW7zuyXcjSx6juSbyNYPxfCOTpUYeXx5kS2aOnkSOqqMzUW9iTSrLOZkZNsQWGAsMIeaKKXobc1zff5AFJ82O6DiOr5BWa+ScGA8ubuDPO+6hMRxDuCw5KZ6tDPD1yT3cnd/BY9X1PF0bYMhu5cnaGq5IHGWTMRtWDorkoUse38qJqiop2Uw5KQxJIusZpNUarg8XJ4couDHalQqWL6PhBcejS9WXMCQJGQGgalcqLLoJDNmmUy2Q9XRcX8xjF9woZdcgqdVZ8WKhTq7tq6Hi0Goy7lIKDGpiNihLXjj+0CSPFqWCgse43cKliePk3VgwsimH/ra+DLLloZh+8DiXddEFxutNHK12htxQEDKp79rw2BnKU185cQlPltZyQdM498xvFprYrsxzxX7euPY5pi0hGztlNdGklLlrZEfYan7yuzfzxPduxonJmGkFs1Gj3qDgaRKK6XPBm2/lvN978YoXOIuje/Pme1mxEnxh/hVn3fdT2+/k5s330hs5Je9Zc7WAaysHjj+NZ4hn3DD4Ah/afA/Hax0hA6MrkmdNZEmo7Cl1OiMFVNllILZMR1Two4V6mmjZdkdyJJQ6pqcyb6aZszMk5brYJ9wIaaXG+fFRUorYZvkKWTdB1YswYzew5KR4odrPmNkaoptXnaz2lgf4UW4nOTvGazJCtEeWvLA4uyA5wrDZHlbFgvYW5cnSujOq2kUnxYKdYcpuPKOL8J/Fb3zS9ZCZtRtQJI8N2gobtBpb9EXaFbEyajbKGJLHihtn3G6k5EuBLJlHi+JhSA5dLfnw+UayzbzvnIcBwWeNyyYlT/Ad5910wJP1iQXJe2dignuGNlP0BULUQhaVg6fRHi1RsKMcL7SJHTC9TEatUvKidEVyzFlpuo0c81YKVXaZqjYwVm1i/5KgUBRMg1jCxPckJMlnfcsSfYks2xIzvKx5BEO22W5MhqYHq44wWTfB4VoPS5aQYuvQ8rjI3Hrud9mQWMBD5vVr99GvLaHg8+qBo5wTmwpb86dHSq/xOx0vkJTrGJLHlt4Zqp6GKrn8x4lzGMs3ceS3/4avDV3M9vgUiuQJvWulwrybolkrcaDey87YOGtjCwyb7cw4DYIb7cbYZkwxW0shtZn0/9Mt4EpMvFP48l7Tfph+fZlWpUSjWubf87vZX+8lW4uhpize+NT/BMRJ4qd5oaJz19FzmZwTJ7TvXfRlKrbOXDXFwMAC8faKUIiyZSRXYuhEJy19OfyoS0NHESmrIzkCkNb/pVuQKmfS3Nf8o0CRtg0uU8rHGCk0s1hN0hCrMXDH36EYDrji8RUnwnVdh9mVnmBdZonX9b2ApLsg+fg1FRxxaJbNCJ4vsb19ltnFDL4vUbF0dNlluZZgoGEF21YpFGIsleKUrQjj5SYissvVzYe5PH2MiVIDEdlhILLI32z7IT1GFteXWKrEOVLqYKreyLDVTnckx1i1iZqr84rWE+HJYX+9m0NWOwUnRlKpoykuDWqVg+VuxswW6p7GRn2OpGyxTl9k2UmRdRJ8ceYKPjZ3Na16EdeXMCSPtmD2peDzhvQ+bCS268uklSquLxGXPZKy8HzNyBazThLb97F9n7wnY0h+KDLRrrj0qDZJWSIjO3Sq4oSYVoUYRz6Y4662llfn26sRk6BTsYhLFk1KmYqvMuOkqHpCsrJFKZJ3YzxW2nBqIa0tcsfJ3SycF8Fs0vAV2PPGW/n64suIySYNWpWB6BIn6h2h5d+qSMXpVe67NjyGKntCutNVeGa2j2s3HBYLQOBvtv2Qzx+/go2ROSq+TsWLsE6f5+mJ/vA5Hr/rgyi2EM+QHR9Xl5ADVyTZ9c9CNa8m7fdsfCR0DVqNL+36Jt+84KtnHd+rcTrFaHNslk9tv5OcJcwcTE99UQOFf9zxbRrVMnk7JrSuZZsxsyVkkDSoVSKywzmJaZJKPRSayDlxqp7OyWqb0BRQTabqDUyaTaHSH0DF0zlQ7Q0XKItOisO1buq+QJQ3qBWyTpwTZiejAU7gibwooHqMLFemj4TAPuF4dcqZSJY8TprtVHydEatNaGdHhNVfRq7SpJSZsRqIBNaxpzus/WfxG590ZTxOVtuEW011PSdtA00SHp0Zpcp72h7GkGCznsOQbOq+aElkPZ2jVhIXiVvWf5c/PfBafuux9/L+DQ9wXnSUPz94Axv1OZ6v9qPgM2q2IeOF+rIlT6Ma+Oq6lszjZWEBVvUijNvNFNw4l6ZOYLkKCc2kbEeYKjdwvNTGeL2ZRSuF50sUHYOKE6HmagznWti/0MUL1/xd+PmuWXOE8/smeOOafdzQto89qZGAriFa2Irk0RSc6FbnL0tOMtRkvmnT/YzUW3E8sSuklVr4GYat9lCyruhFGa618YvRG83Rry/TpJSp+zJ3j27jov5RvrDzds7vneSLW74FIE7KgYlBNjCCtn2Vfm2JqhthxU1w06b76dRyuL5Ei1IMpPXauKBhnM7mPNH2MhPv+pPwtb+4/zKKnsEVa07wjvVPhNSUZ1/9cVxL4Y49/wLAF3bezmd2fIe13/0oAx3LnLtmKkRkj55sp2KJeXvCCA4c2ccP5BmXZjO0dBQoVww8w8OP+Gz54V+FybPvq//Ae5+/kf5/ugUv4bDznBHmpxuhrNKTzAvbvHKcSMQWiyPdZU33kjDqRuKuqXN5YnwNDyxu5Le2HiTRWkGyJJLtJbb96CMUygbFuSTPTvTR0Zpne+cM25tniMgOjUaVuquxrnWJSNSmXtOpmDqOLzNXSzFnZ/hZ9hx+r+9p5sx06P7z+RdeTrko+Ky70pOYnsqincL0VbqNPMPFFsZqzXwlexGjTpouLUePmqVbX2G9McfrO4UWd6NeYazSxLKTougZzDgpNDwiss0zhTWMZJsp2RGW7SSfX7oCG5FUPc6cbSrAedFxTtitVDyZBVdnykkx4yYoegZLnsqT9U5aFJ+sK6zV1mnLaEhYvk/WI6yGXV/MeoU5gomGKzAMXoy6r7HixbB9mUlHcEddBB94FVSjSB4VXycp2SG95pr0AY5Y7XhBi3KLPs9bb7wfV5dxdRlfEi5WuuSyKzYWancP6Ev0f/PjgMAl/GIMGov86YHXoikuXekCg8YSfdFTFeWgvkjRM7hu4BDTViPzTprZ4H2vxuN3fRBfElQmNwL1tIKnCaMEyYPzfu/T7PgDUfWertW8mqh+lfjcsVcyVG/nlqNX8Y3hC2kK2snfu+jLPL28JtSef+/zN/K1oYvPkJ8cM1voMArsy/cya2dYthMcqXYxVW8k58RYspKM1lr49vhunlnsC0Cj4jiuuRqmrzJoLFJxIrgI8JUZsDKWnRRLljiX5d04tq+QVOq0qEUKbpwZswHTU5m2Gii4MWxf4S1tT3JN+gDdejaY3WpUvAgecqjWVXINqp7Yf0bNtkDr2aFPX2bJSTFpN1L0DBrUCr2a4AqvLgR+lfiNT7px2SSqCEpAr7bCjNOA68OwI9opnWpNWIQFouqeLwUasj6dagkFn6on1FRe3XKYS6LjAlgi21zUP0o5kDrLOnGuHzxATHLIe0LmLCnXKXoG/+PcvYxUWzhudjBitTJrN9Cp5TBkG8tTcQJidVusRINeo+iIx2+OzWJ6Gr3RLEv1BB3JU2Lqf3v4OmKazaCxyNvbHmNAXwolzFYBHJuNGVoCkrjny3i+zOFaD3dNnXvGd/SJ7d9HlcUK++bN9/JMaYCfjm7luWJ/2BITfEyFe0Y3h4/7wch2/v6cuwChDvSj0nauGzgU3v66lufQA4pWo1IPkmyWGwZfIC5bYgHgptgdHyUfeGk+XV5L1YtgowR8uhU2GHO8uuMox37nr8/8cRcjZ1QPAoj20hZbJ9/wYR58+aeZKjZguuJEMfE/P8jycpKLW0bZ0jiPEhfVqORJSL6EVJfJFuL4vhDFwAfXlUVF7IFUk1k0k/gRlw0Dc9x18T8x8c4/Yfe5Jzk/PS4k7OJVIpqDonjoUZuHr7iVT2z/PgeLXVRMHc9VGJ1tZr6eYkf7NOm+Atf2HaE4nxRmM5qHZyn0JPO0G0XWxhYZjC3RYpRJaEKjtr8pS3/7iliwGGWhUmXHqDg6BTdKyY4wHFR8+IAnUSjFuG9hk7D9k1xatSI/X1jLH/Q+gia7PDy/js9NX8kdyxfydG2QkhcVIKfIHBuMOZq1En2xLBfETtKullhyUxy1hBmHLHm8sucEFzSMcU16P9c37MOQfGadKMftOJ1qgVhgQegCGdnhQLU3qIYtetQiPYEblu3LjFotFDyhYCZGRB52IJKx5EZDVLNoP+rMOxnqvo4iCS3oo/UuPF8mI9eIBSI0WuDko0h+yFJYXZjayLQF4yhZ8kImw7ybwpBc9sSHeeqODwhN5mCMeuO6Z7F9lVm7QYjbeAa7Byb45NFXv6gYRcGNsmQlefQVt3D/yz/DY7m1jFVPafi+ZuBwyKft1rN4yGfhMEAIaLgGSA5B1SsSri8L3Wa9ePac9yNb7z5r28cOX3vG/7ccvYrPH7+CkmuQteJiESM5GJIdVspxzWTZTPCxw9ciSz7vWP9EWNm/e99bQsWo8xvGWbaTNGtlEopJSq1RsKMsW3FU2eOKriE2NiwiSz4FJ8pYtRnTU0krNSbNJvE8QVFT9fQwyb08fQwQbmoFJ0ZaqTJhNVP3VTr0AhUnIqxSIwu0qEVsX2VvbQ2uLywhV9H4FS/CipNgymrCRQ58pF1G6i0cq3RQ9zQUfBqVMr1alialzE2b7uc1A4eRJY+y+6vLQP7GJ10g0Pi1kTlV9bUrFdbHF7F9qHgyU26CKSdDxRdf7rjTxHGrJSTPz1sp+vVlqr6CIbmhhdScmQ4qt1WBdnEgu0i0qEWmrSbWR+d55OQ69IAT3KIWySgVknKNy5qHaIhUsTwVVfJIanUSikmzJjSIjxXa+NbR8yjZBuekZ6jXdNZ/729p1Yq8svU4dlCZ513BP21VSrQqZdZpS5Q8g29k9wS0HXGw/OXWH/PMVZ9gze1nmlfHTvPf/MLO2yl6Bm9vfSxEDd+b3UJXJB+q+AAhpWnYbOf6wQPhwfaB/W9g/2QPLYpYJDw90c+o3ci2yAzZ0KhaZ6O+QFKucaDaR1Ku8YH9b2DQWOTJwiDXDRwi78ZIyjVuGHyByxLHzvpdx/74FF921VR+IXB7GX/rn77k/rDvNX9H3TnVGn7N5iPYvsKhlQ7icfF5fcPFj7i0Dq4Qi5nIioeUsZAyFpapCZlCGfykg+PJTLzjQ9x3+WfD5/zeRV/m5s33ctfF/0TF0unPZDm3ZxqrfgoReUnDSTTFpTFTxohZHJrvYO90H69ds59HF9ZCxBXVsebR0Z7DchWyViy0KuuLrrAhsUBbtEhXrMBiKUHSMFmqJ2jUK5wotZHW6gxV2lmfWOSp/CC7f/bn7Oifwrdl3KrKbC5Nf0zgBp4r9nNByzjb9Xn+sOVhLmodY66UYqaaZtFOhclUnKR0xmot7IqPY/sqec9gW2SGKbuRC+IjbIwvoMoenVoeHZcetYDti8VZNjimzMDoIOupTDkx2rQCPyxvxYMAiSzamiN2Czk7zn6zk+sGDgUzZvEdGpJEnypmp1NOLDwZT1uCmz5lN3Hc7KRRLXPE7GImALzYvkrB81EQUo/CbcZCwaNdLQWuYx4Z2UTH5bzEWGi2Me6kw9d54ns3o5geF7xJtHJfv3Yf4/VmNMnlWK2TnmiOJ1bWhtzb1XnqB/a/gbtnzuHKhsPh/rAlOUdbpPii2InVGXHejZ1lOACw/4s3odV8JB9cXcIJviBPEcn3wv9xtoDGL9L/7p450+/68ewgy3aSvsgya6LLzNkZ3rj2OVbcBNNWIx888Hp+8LIvhR2l00GF7973FmR8EopJQqmzOzYmqEC2+I3yToy0ViOuWMRkS8yJ7Qimp9JvLNNhiDnvjJkRXTujQLNWJqZYFGyh9FX3NGbtBj559NUcq3QwEFnEkG16tGzwGytcnB7m3PgEs3aDAFMFrkK2r1Jw48zaDTxbHWTBTqNIPiXX4Eili2mrEUXyeHX6EOcnxxiqd/D6tft49cDRMEmvxhvXPscfbPjRWd/vS8VvfNJVcfnE9u+jSy4eMo1KlZKvYvsyv5XaT2CVSZdSDpyEovy4eO4pEXS1RItSoebqJOUati+jBQ4ZPxjZzu7UOI1KmbXGPF8buphtvdNk5DozToNwJQpaTdt7p3m6PEhGqQrpPLlKi1LhktgQFUdHlnwcX6biRDiY7wpXvG3REpruEFWFBFpTpsye3nFSskDuCqH3KtNWI0drAjy06CbYb3ZT93Qa1CqD+iI9ajU0nAboaD5lZvC5Y6/kb7b98AwwxBvXPseo1cr3lnbznn1v5psXfJWIbPNsWdjw/WBkOy4ytxy9ivdteiB83Ph0B5enjjHvJFlxE4w7TVzYN46LxFGzg061FN7XRcJD5mWJE7Sr4iDTJIe5qkic9+a28pkZoRaVkU0+fezKl/ydK3aE+XoqdJD6zyKm2Wy/+8O84an/xY7EBBUnQm8qx872aeSETWdXlpaOAiv5BNWKwWvX7ycWN+lqyWNELXzVR2upgSOz79DAL32tS9pH2Jyap2gZjL/5z8Lt01YDuVyCbD6B58noqst53RP8cPIcJOC6bQfZ3DnP7sEJNNmjYEWZq6ZDRHIs6Back5hGk13WNS0xmF6mMVJh0Uxiuion8q10GzlsX2FnapLGaJX/2fEoWsLCSJv0NQmEsyx5HM+1UnSiDAeWkVelD9GXzrIlPUezWuaHE9vIuzFWPEERe3h8HR89/Bo+MXE1j5c3MOVk6NRyQooUiWeX+9ioz4W0HCsQlt+sLwR8TRiy2miUhcjGlfETXBk/xj2V9TxZ6+GxWh+a5LBeW6Q3skIlQNfm3ThLnsqwHaUSJE4QmrllN8KKHadDEwpHq9ZxjUqZC6MjTNlN3FE4j3GrmXEnTd6TWXLjZN0EbrBg9nyJWTdG1lND7mqLWuT5ch9WQCVR8MP5qq9IyI7P+W8Vic3xFOatFJuis6TUOvOVJF3BeeA9Gx/h88evIG/H6E3myP+C1OqgschQ8WwXIBeJihcJE+9qfO7YK8Prz3zzA3iKsB8kSL6SJxDNqulx8evO5PL+Iv1vlY3x4UPX87eHr+NljSOs2HGeKK5Dk51wYf6WdU/zka1386ntd77ULo8eYFr6Isso+DxXXUPBEZKQtq+wJT5DyTZojpRZspJkrTh3XfxP7F3uY9lOUnM1aq5G0YkyUm3B9DRcJJrVMtsSMyxZQnZ2f6mHnB0noZjM2g0cqnRzrN5Jm1qgW18JOwyrKOd+bTkEuGmSw7KTJCLbgWNZhrXGPBenhtkanaZFLZKUa7xrw2McL50arV3UP3qGotevG7/xSXcmMI8fsVp5uLSJQ2YXD1U2csRqJ+8ZLLg6R612LF+mS83Tp+aIKSbr9EUGtRXigbpJXBWEdRdJICYDfmm/vkRcsmhXT+mpnts7Ra+apSVQ40nKdS5tGuZYvj00P7YQNAxNcjEUm5IVQZU8CrbBpvQ8/3b+v9H/jY9Td1Uu6h6nI1rA82XeO/AIVzcepO5rjJkt4ULh5cmjDEQWeay6PqwkknKNgcgiI1YrPy0LxO/LHwoE+luFruqT4wOhGXbZNbjz5K7wu3uiIDi8RUes6h7PruWcmPCVXLU+vHnzvYDg/c1Md5B1NXrUPAfqQgxitd27yu2s+wr7J3vIKFXBW5YFj7dJqWB6Kl+fvoiTY218/MhreHRoHc+/IIAPT9QGeTp/ZnIbuPXTDHz6Vt65921kazGWagnum/zlXqKrMTbdQnOighwYYvdFl1kTX6HmauwZHKNUj5AvxkgmanS35EgoJg2xGqV6hN6GHM3deYZf/2Em3vknSL7E7z37jpd8rYRq8vfn3BVWwn23Cc/iuXoKVXeQFZd1rUsYus1jx9exPJ1hZryZ8UoTm1NzLNUSaIpLUjPRZJcVOx44sWQoOgZP5Qf5+dQgLUaZNTExE5wsN7BSiSFLPoZsh1S3xkiVB0tbWNO6wq6uKXY2TLE318e+Qh//a81jnJOYFp6nksugluOt7U/yzFI/35nahWmrPFFez/eWz+Ofxy+lXopQr+osVeJ89eBFfHbiSn5e2MjPCxuZN9OossfPSucAQmTCkDwmrGaSkk+zYmNIElsisygI0ZQlN0rJ0zknMkWPtsLOyBTnRRaJSC5XxIdoUsvcPbqNeSfNQ5WNPF7ZwJSbIOspuD6UAkR0zRXdhFm7gS4tS7++RJeap02xuCQ2zDWp/bSoJX5e3sgdhfP49soFzFoNlDw9pPatdq70oKWZlOtcljrOel2I9C+6SZZcscB74ntCk1lyYdc7P83Dd+1iILqE5at06HmeffXH+eTYKTnVZTvJruQ4u9Pj6NIpKs6qSbss+bz92beHQEAQC423rHsa15couPGwFXz6ghdg79dvwjEkJE+0lH0Z1IoLPkSyNpde8w9ceu0//NJj46PbfiCkGJ04X9h5O41aJXQM+sVYrdx/caa5LrpAi17C8lWW7QSHS51ChCK+wlw9Tc4RFKFPbb+T+XqS2y/8CiDYBlk7TnukwLrEIim1RlQRJi62pxKTReW8+l66ozl6IyvUPJ26p3FR8iS7YmOklDoKQou76kVo1/IBl1dQSJedJEaQbAHatEKoNPWWdU8j41H3dH5WFF2FsfyvPgP/z+I3PuleEh3lntHNnGtM0hYIuQ/oi0Icwm7guNXBC9U+HqhsYm9tDaVAkgxE26niq3w3fx4XJYfDduqqRucqR+vRykY8X6ZfXeH5CZFsVg/avBvjhWofc1YGyxNzHk1yaJJN4pJD3VdZE1uhZmtUHY2CGeULO28HoK9zhaZIleub9vGKzFEGoktklApD9Q40yeXi+BBNSoWMUuG42UnRizJVb6ToRVECwFLd13gwu4mf59YDcEPnC8FnU/jwoet5rLo+/K4SSv0Mw/oVM0bWjKEEQ6uSZYRtsh+vbA+1WD9//Aresu5p7q/2kwwS+AWxEY7Vu3i6vJZHxteRkQWi1PMl7ECUvO6rXLnmOCtugg+PX89Ti2toMipMvONDfGP4fDpa8/hRjzXf+nv+4fmraNYrZ/y2ox+4idGbxCKiLVESCUY/e3YGsP3uD4fX19z+9yi6i+PJeEjsr/SSVmrM1dM06xWW63HK+Rh2UScdrXNByzjP5XtJReq0JUvcc9nnWBk9BWhp6svxzHTfS+6DH932gzP+lwKd5pFCM69ee4y3bn6WH1/yeRaXU0glVcyOdY9DQz18f+hctjfO8KauZ+iNZ7E9BcdX0GSXiWojxwrtPDPej20rHFzppOxEyFsxKpaO5ajM55N8f/JcVNkjJltk9BpT1QaytRgdRoEGrYKh2AzEljnPEPzUuqcJzXFgi77IqzqOka9GcRwldIiZnROf33dlDM1h7MY/Z76YpOhEGC03cU5iimvaD7HemGPYbuavJ6/jW4XdAk3PKeDTvno/C65GTLZpVOohAnm1ZaxJEjYyx60WRs02NmrLvCZ+jPOio7wsfoLHyxtY8aIYkmhdf2Tr3byj9XF2GVNsNgS9Z8VN0KPaxCWZZHDsbYvMscmYpUvPUXM1dsbGKXlR4pKFIbnEJQctWDC6SCy5SXTJ5VC9J5BQVblu4BC3HBX88cfv+iC+IjxwE9M+//Lt17BsJ8Mk/egrbuG2IeFPnVarDNfaeDI3yJjZEu4XjWqFmzffyz2XfY718QXi6mkjn9HLAWhVS7xv0wMhP/3F4rmv3YQvS8KcAUCS0IsOrqGg1l18WTqLUvR7z76DPz94Q/h5Vu33gBC38aHN95z1WstOko8dvpa/2fbDM7Y/vLKBv9n2Q+5Z2iL4+0aemGyxbCboMArI+GxOCGvRtCZGOu9/4XfF9+1LKPhEJIeuiFCjatIqpNUqk5ZQo8pacWKKRdXVmTSbuDR1gs3RGSqeHqpT2b4S2i6COBcfqvfQo62QUOpYvkq3nkOTXNq1Aj36Sgjwu37wAK9fuy/87KeDV/934zc+6QJ0qUViksMV8WPUA4F/gIuiUwxqi3TrWXZGT6EOu/UsD5Q3873Cbr6Vu5B7pzfh+bLQ8fRVNMljILKA7asMaktsj06EThV5L8pDYxsYttrYX+/jR7md7IhN8KrUIc5vnmDBDmhFwXtLyha7YmP0p7O0R0tsSC8Aom30+72P87aWx2iSRbLp1HLUPZ2XxYfo15bIugkeqmzi7vwOxuvNVD2drfEZWtUih2vdvFDtI+sk2J2eIKrY3Da0J5xp11wNGZ+CE+PdGx7lY4evpRys+gB+67H3si09K6pwO8KHD13PJS0nQ8j9/nnRyv7p6NZQG/dt658i7+loeKQkk0UrSUIxyboJRuwWJu1G6r5KTHLoUgrhwuSPNj7EPZd9jtmhFhp0cbI9ev1fM7+URl9Q8coaXl5/UTUsgK+edxtdsTxbMnPsaJ7hsgdvZuCOv2Prjz5C/+dFy+/AdR8NBT58V8L3JQo1g75YlmUzwc9z65Elj0UzwavbjtDWlifZVmZ8pI1d8TEMxWEgsczogmj7+6pP/xdv4bIHb2ZlOUl9Ic6rH33fS+6Dp8/Pxt/8Z8IKsmWS/Svd3HZInIzH3vTnSJ4kRDokH1QPK2fw0+HNnKyL9ta61BJtAQWnM1ogqtr4ga62LPk8n+2hP75CY7TK1rY5FMWjVDW4b3Ij+0vdHFjppFGvUrdVpmoN3D5yHg16jftnNvK1lYs5YnaF/MSqrxCRYN5Mc07bLI2pCnk7yqGVDmTVQ1I9JMVjdlZUAdf1H+a97Q/yypbjnGuIYyIl18m7MRaqSR5dWsdGPYcGlDyfE3aUK2NDJGVbqAP5omKVJS+Ewy0FKPGsmyAmm8gIj9w+tUqfWuV30/s4UOvDhlBBqFMtIeOj49IkV+hVs+Hxpklg+TJVTxVyj5Uubmx5howsxj6rrfu8F6Hka2iSJ2QslSKGZBOR7QB5LxLSKrYDhAkBCEegxmMut9/+Cn6Q38ldI4LX/2xpMHgPLqrscUPL87i+zIcPXX/Wc2WdOOelTrn8rLZ+Vxe6p1tsvljs/fpNSB7E5y1ky8ONKNhxGSeqhFXwhTfeyrl/+GkG7vg7eqNZeiMrYYu9Ua2QPo2TmnNiL/o6HVo+FMc4PXKBgUqLUWbQWKRVL9FvLBNRHJJKHUO2eTq3hvfsezOq7PL2Z99OVLH54IHXk1LrLNgpYsE8eLLWSNExGK21EJEcck6MnanJwB9dRZb88FwyZrZSCbpwq45TcdlkxUkwZzeESlMFJ4YuOfToKyzbSX6W28Z1A4fOAGb+/yp+45NuydMEsd+LMeOmkQP5r32lPrKuFoo1JANx9qRk06iUA9nIWRrVCld1H+NwrZujpkg0muSh4eL6Qt2pSa5iSC4rXowjZhd7a2tIKjXW6/O8rnEvXWoOBZ8t0Wn2FXopeVGeNzt5pLqe5+u9xGWTG1uf5rcaXuDGxqf5wch2BiICZLRKdehShQj5sXon43YzP8jvYspuRMGnN5INFWNOVNt5pCgMy5u1EluNKaFIlRlizm7AkG2+dPxydiQmSSp1OvQ8AMPV1jPI+wvVBNO1BtJ6Hc+XWLESjFRb2JSY5/x7/ow9XeM8PSHQzbuMqfBxhuQy5aRJyjaXpIbYGp1i3Gom6yTo1bIYkoONHKJAT4/x997MRPlUG0c3HDwVJv7XB8/yof3F+MrufycmWzRqFS5tPYmieNSqkVDoAqAaONg0NJZ51zmPc2HHhDCgtg0OLXaQNeP0RHMs20nWpLKUcoLve292GwPxZX56Yit2LkLfv/4DkichN5kUagZSTgMXxpabXurtnbVgcFwxv5+abSQerzPwbQFsa1q3QqKtDJZMS2sRfHCWonxr74XUXJ2MWmXFjpM140xXMwDIskciVqclWkGWfE6WWuiICoH5y3pH8DwJ21UYKYgFwwsrXVzWPcIzxwfIxGpcnjnOOwee4LcbnueS2HAo6i7jU/Jk4qrJ4aV2OuICGGe7Mul0lUjUxohZTLztQ/z5wRs4JzbFvCNmzsNWOyXP4FC9G11y2dE0w1u6hO5vNSjAjphC3zgiifazhkfdl2lXRHJNyh7ZwDM3JptsicwQlyWqwSJjNc6LjvIv2T3hCTMm+XhILAbtX3EM+WQ9D9sH01eoBwp1XZE8i06SFU/YtI3bzax4MeadDHtrA4zYTcw6aVwkJu1GxuvNHK13I+Nx+/D5KHgh//W5r92EWveQPMGTTY17PHT7+fz7nFhURWSbzx17JX+08SFelTpEUqnRphUZjCzwlROX0K8vhTPaT22/kxmrIZRf/K/EM9/8AJLnI3k+vgJ2TKbeqFBrUlEsH8n1iS94NNwf5d/37mF/uZc7J3by8SOvoerpzJpi//rwoetDw5TT6UAAc3aG92x85KzX3tYgOP1f2f3vVIPWr+dL9Bkrod701tQs7ZECUcVmS2KWDj3Pp7bfGeozd2o5PF9iZ2qCBTNFRBYJOx10Q5q1Ep4vk1bFnHvFSbApOhNasJqeJs55ks2k1UxaqWJIDlN2E8/le5m1GkLd+VVjlf+O+I1PulkvyoybEAjeQJXGRSJnxcJVbKtSCncqRfKZsFqEf6S2yGXx4+TtGG/KPEPWSXBfaRujdqPwVgyoAcetdp6ureG42ck6fZ5rE4foUfOBdrIQUV90kxyo9HJ0sZ0Hi5sZtVoY1Bfp15ap+xrfW95NPrARBJi3MwAMqAKJV/eFC0dEFijsVr2I7akkAkWWZq3EV4cuAgQSeU1kkU4tjyEL9a1OVYBpGpUyMdmkUxPiGyAOpNZIiScLp5S3zmsR/M3tySksT+WhiXXsX+jirrHt9KezfPW82wShHA/bl3l+ojdsrZeC73zYFNVZp5bjPRsf4YjZxRGrk6wrJNa29U6f9Xu9sXNveP3KNcdRB19aSHy1FbYah4udPDK/jgfmNuC5Mq4joyRPtZvXR+e5a2QH7xh8irRSDQXsmyIVSoUoQ/MtNGhVlqwEk6UGtg3MsK17hojisHelj7amAmg+SsJGbaoz+sa/YP+1H2PsfR9g/L03Y1bOlNH7ZdGcqBCRHdSIS7ls4FZVrn/8PWiKS3k5juTILJ9sQjZlYaJQUjiRb2XOTLN/pZvFSoKcGSNfF6t5RfZZrsXZkF5kuRrnRL6VihuhaBtsal+gLVXC9WTWZ5ZoilaZrDbQ17PMcjlORqnQrhXoV8vEJYcW2SQp2VR9lSknTZtWpCUhui1ivgaq4uHYCrYtKr7HFwe5cd2zzAYgrKyT4PLYCYYq7dy47llU2eWS6DiuLypNTYJdxjg2Eh6QkS2MQMEKBLLZ9AUW48nqICU3Sp9aw/J93NVjFdH6fbSykTURoYG9yodNyi7b9EXalBr/MnspVV8ozHlAMUDga5KDLHkcqPQyb2dCDXNNculShRDCqNWK5Ss8U11L3dfpjazQpy8xbTVR9KIUgn151Qf3qe+IxaFjiN8tPucx+y/iuNoWnw5nsFN2E9cNHKLkGnjBaTjvxqmfZvJxpNgRIoL/9MBrf+V96/R48OE/RzZdJBc8ddUSEOyYsAbEh0jRo+UxjUd+tBNNcfn6iQt4fHmQkyWxSGtQK2yPT72oFOyLUY/EY045HN206X6SSp1pqxFNErSsZrUYuhXFZCtUrgJYMMUI641rnyOjVMk5cS5Ij9EVyZFWBA5jwU5Rdg0Gokv0aFkUyQtU9jr4wcouXjNwmGPVDgE2RCYmW8zZGZ4prOGPNj7ED172Jf5y64//S9/p/278xiddQ3Jokau0q0IoQqxo46Jt6ukBmMlhxk2z4sUZtzMM11rZZkwhSwJE8T+ansL0FV6XOsiO2AT/vnARRS+K68sctzqQJY9zjUleHT9Gu1qi4EWCebDO/nof95WEzvBV6UPcuPY5ZMmnUanw7wsXMeM08EhxE71R0doet8WOXnCFjN2o04jlKxw3O5l30pRdg5IXxfQ0Dpa6OFjuYcFO0aOtUF6O0xX4U6aUOu1qnpRkCg1RZNYbcyw5Kc4zJulVc3ToBXJOnDkrjedLRBWbjx2+lo8feQ39xgq90SyjtRbOa5jgkt4R8vNJtrfNcGOr0G29fvAAhuQw76bQJI/jVjslT2ezPo8h2VwRP8aSkworENPTUPAYstpflLcI0KiUw9nOA+Mb6Gx46dnV2sj8GbKMh473MDvcwtzJYE5W0PCWDNZ87lb6v3gLJ+ttJOWaML6Wbeq+xlpjgT3pEdSIgyz71D2BmrRcBV12SGgmo6UmFNljc8MCW9ZN89pN+7l4zehZ78evK7zuyXefsa3/3z9B378J4FTfV/+Bvts+ycC3/57ueJ4TxVYG25e4asMx1g7M02KUmV9K09aVC3SghUiHH3OJ9JbpTBQ4stJOa6xEdzKP5Sp0J/JIsk+hHKVYjzBSbGZj4wKuLzFfS3Jt0wF641k02eUda55kZ3KSDckF1iUWeXnbEK/qPc7fn3xN4JyisuRGmXBSjDqNfGnhCu4tbKPkGowOt1Oworwic5S2RIm39D/L1euPsLZtGYDmqFgcPVMcCI4bAUD84zaRZJq1MllPR5FAD9rHnYpFLPDMHbUbqfpKqP8rA1NOila1xBXxIS6JjVAX1GiMIDFrksAHlFyD+wMP5141y+ooc8pNUPUV3trxVJio854e8j2Pm0LZbVt8mnONSTrVAo1KGR03bLO2qKXAbjJPu5oPwZJ9kWW6tCwx2WTMbGHaagxntk/eeTOy4+NpoFWFxOh5b/s0/zgk5Ee/NnRxaOaxOToTiPJoTJjNIZ7kzw/ewPrEKaMRF/msKvNXjQee+EtqTQqq6aOYvkAz1304rWEgOz5NR1wqP22nPh/nvss/y32Xf5bfe/Yd3LTpfmxf4SNb7z6DWvjLwuPMbsTNm+8VM1mzkaRSDxcaIBzWAHJOnPfsezOOfwrINmq2UnX1oEPpseykSCp1mrUSDWqFZlWI6KwKDy1aSZbqAkjaZ6xQ9XTuXt7OzZvv5TsnduL4/8+nvP+td/CJT3wCSZL44z/+43BbvV7nD//wD2lqaiKRSPDa176WhYWFMx43OTnJNddcQywWo7W1lQ9+8IM4zpmGy4888gg7d+4kEomwdu1abrvttv/Se5x0mvCQ6FWF4tS8nUGTHK5oOI6FQkxyaFeqxCWLuqdjoxCRHcF7lVxikoMhOaRlm6yr0anmeFvb42KVFRGV6rmRWTKyFVAiDI6YXTxWXc+w2Y7paVyaOI7tq6TkOrtjo/zo5Daybpw9mdGguvVp1krMO2lO1tsZtVqZNBuZszKMWy3YKJRdA8+X2Zfr5f6lzTy6tI6kamL7Mm1akbqv8bnLv0VMNrk0eUKAvHyNffU+Vrx4KFV2ot7BlJMO+cc5O8ZsLc1YpYm1sUU2R2fClWdvZIXfa3qCqqfz7FwfXX0rfPOCr4r2eFDVDlunoPR1X6PoGWzpneHCvnHO65s4Y/Y0EBEnkXdvePQM+tLpcf3gAfYuC1CSYyuMnmwPb3tsfJAP7H9D+P8dixcg26cd3JqPH3XxVZ9UsopveEiNpkhgnsQPx7Yx72RCysXqCbRVLfKGjS+wsW2RyVoDvdEc6xtE5eR4CiUrwj2XfY6vnncbLUYZz5f4+vlfC2Ufw9A9jiy0s/Guv6HvayLR+qfpEky880+QVE+g26NZNqQWOTHRzj3HNjNfTHL/0c3Ek3VsV0aKOShNJn7CRTZcLukdYakmfrOVelzISxo1XtuyD0XxGGxdJh6xmMplWKwlSekma+IryJLH9vgUW9JzFNwoWUdQVGTJDwVYBtPLfHvmfB4ob+ah8mYm7Ua+tbCH0VITRwodfP3AhSQ7SnTF84yZrVzbepDL4if4ws7bueeyzwFw18X/BMBSPcGJajsXxUZoUSw0SbRhX544SqdikfdUIhJkXY0n651MO1Eeqa7j8fJ6/qO4g8/Nv5LjVgOzbgzLV9igrYQiGppEmFCrvqiQR+wmYrLFM4cHuXt0G2nZZNaN4Qb321fvYSA0WvDIyBYZ2WTFjVP3NdrUU2boGh6GbLPixSl5UUHtU8rYKNi+GiLwxXtxyLtxCm6Mbj0byBiqoZvQk9+9GckDM6ngGJJAEX9fjE76teUQlPRYcT0x2aRJKdOp5xiqCLrQ7vgYlyZPhPtOWqmdAZ5a9d79VUN2QC95aDUP2fZFC9z28WVBeVIsH0+B+LxHw8FTaWHFFPvL6rHSo6+EDkWri4wXiw4tH15f5R3n7Dj/uOPb4Xf44UPXo0kuZTdC0THYV+glbwunNYAvn7iMNq0Q6hrHZJOByGKouGdIllCeshuYsJpZcpLIks8rmo/z8SOvYbTWzJ9t+Snf3fPPAAy97iPh9f8n47+cdPfu3cs///M/c84555yx/f3vfz933303d955J48++iizs7PccMMN4e2u63LNNddgWRZPPvkkX//617ntttv4yEdO2aaNjY1xzTXX8PKXv5z9+/fzx3/8x/z+7/8+995776/9PtdpC4w7DRR9obrTohY5WBMerFUvwgGzC00S4IuN+gIZuUqzVqZLzVP1NMxAr3jWFe3ouq+RdRO0aYUQeLXf7OTB6nq+lb+Ah0ubMWSbndFxNkZm2RCZZdRqZZ0+jyE5Am2cqAaC7g6jtRYUBLK0XS2E2qLCxNllxhSVcNXTOVlrJaPXqDiiGmjRSyQUMzwBeMiUAmegI7VunqsMkHXjzASyZUtOika1TNZNMGy1E5FtlqwEx5baODjTScGJcbjWTZ++xMuTR7kkdpIZJ8OPR7ewoVmoxQAs2GkmnQbuGd3MqNlKo1JmW+8071j/BCXvpZVZbhh8gRvXPfuf/mbTw+LEc/J3/xK1INqXXzp+OY+WN/Ho3Fpe8/P/i90/+3OeOjGIm3Tp/8ItDN7xd/R0rXDduQe4+Jwh3jX4BK885yjbemdpW7cMGYvycpwlJ8kTubX8aHE7P1zZwc9WtvFQYRNJpc5sOUVGq9GtZ3lZZpj5imhzPfWqT4bvbcWM8+Si8P71VfF9vHPv28SNtkR1OcbW9jlwZN7+7NvBk8A6dZh1t+XYlhLzroPZTrYNzNDXsUJlNonvSlTKBrmVJL4jIysenZ1ZulryHMu1o8kuMc3G9WQKNYPR5SaO1TtZ37LEVD7DeS2TNCSqvKx5hGwtxsF8V+h126BVKbsGhmwzUW1kwUySVqtoksPO1CTpSI2n82u4IH6Svz94NUmtjip7nBjqwncl2pJlFmtJJupNLDtJGk9znVkVJgHI1aOUHIMHypupeDIKPisBir7qQ8nTKXkyz9bXhO3dy2PDvLPhKf5H+jl+u2m/MCpwU6zTcqEIRt1XwnYyCAbBk/U2JqwWnsv38oVXfIMWpYQhebQrVWwklpxUMNNzw+cQnS2B7B/UF+nVsnQphTPwBQp+KBFY9Azm7QxNSjlEtiqBQIiCFybchCIqrQF9KZzxPvPND+BGQHZFJamXhYjGFWtOJdOLkicZtVq5cd2z9GgrvLnlKR4bH+SGwRc4bnbwg5HtfO7YK4kpZrg4AH6l4+j0ePrbHxAmDbYQ0JAdH1+R8DQJV18V1JCxYxKKCbt+X6Cbf3zJ5wFC1sK8fUoY5Jcd66fPeVfZGPkAjPVsaYChWjsf3fYDJupNjFebGC630qBXuf3Cr9BhFHgm28+7NzyKInmsN+bRJJcFJ03RNQI5SI1pq4mReoswJHANPrT5HhrUKi4Sf7blp/+tc9pfJ/5LSbdcLvOmN72Jr3zlKzQ0nKJOFAoFvvrVr/LpT3+aK664gl27dvFv//ZvPPnkkzz9tGhJ3nfffRw9epRvfvObnHvuuVx99dV89KMf5Ytf/CKWJVoXX/7yl1mzZg233normzZt4r3vfS+ve93r+MxnPvOS78k0TYrF4hkXEHSBjFxl2Gwn7wrj4eZAoKFFKVHxIjxW62PKSVHy9NDdZHXHmnHTIZpz3k2gBLjKrJPg+Vo/j1fWc6zWxXCtja3RaV6ZPMwWfVbYQeEHlJ4qdV9jxG5BwedVncdZsFOUPANZ8nGROVFt51hdtLvunjmH/fluHp5fx95sHwnF5MnlAX52cCueL2E6KutSS8KlBZmCGyOjVJixG9gQmWPcbmZLdJrxWhNPZQfYX+7lcK2HmGzSopZ4ML85tLjKWzEu6x5hc8cCZTdCTLaIyyZxyWJb7zTXDx7gyv4TXN/8AhVL468O/TabjRnuyZ/DqNVKt74S+vyCUOQ598d/Gf6/7Udne9D+Z2HMK7zsfqGx3LVjjve/8LuMmS3YvsKOlmnajBK+L3HJpiGu3nGInTtGuHHLXnY2T1FzhYHBezY+QkqtMZprpMGo0dmWJ9kipNvqroquuJiuylw1xRd23s6fbfkp25rm+MLO2ym4MZ4pDvD+gQfCNlnfP3+K8+/5M358yee5uvMoA7d+Gimosh84vEmYMQBICB1r1SNnRYVcpOrT9y+fou9rn+TmgXvZEx8mZ8doNKqoksvUYiN+QCPyTAXfkpFUD9+HjniRjFELUcqDqWX6UysYmkOtFOHBhQ0Yqo1pqszXU7ysbZRZM4OuOni+xJOFQebsDE9n1zBbz9Ch5ViqJchopzS229UCW5Jz5MwYty/twazoHFjuYr6YJNleQlY9ZnJphibbSap1fjy9laNWA186frmQCbQN7h/byN6JPt438CDXNh5AljweqGziS8uXklGEEIwMtCg1DMnj1fEhzossMqBaZGTC5HqeMctmYyYwIRegK4/VRCjaw4Ykqt4bBl/ARWJoWbgJPV/rZ8pNEJNgb70XI1i4avhokgD5JWXxmVeNzOWAumb7gj6WkkzBy5esUHt5VWvYkGzqnh4ucFcr1KRcw5CsEIho+0ooNPP8v9yELwM+ofn8atw/tjFE/oPAMDxXPcVF3xiZ4/rBAySVmtAnDxZQ/9V4/D8+yM/v/pOw0pVcUelKHrgRCU8DXxL7sFr3z6AVvW/TA3zwwOtZdpK8Y/0T4rMVX5om92LRope44Yk/4Mu7vsGKLSropFonrlq0GaVQDvczO75DwRQAunesfwIXmZwTx5Ac3rb+KcbrYgS3emzOWRliQYv6b7b9kJs23f9f/5L+G+K/lHT/8A//kGuuuYZXvvKVZ2zft28ftm2fsX3jxo309vby1FMCufjUU0+xbds22tpOtSWvuuoqisUiR44cCe/zi8991VVXhc/xYvHxj3+cdDodXnp6egC4r7A1XJE9UVnPoXoPtq8ybrdwxOzk4dxGlhzhk7joJpl30xwqdzHjNDBuNzNqtuEh81RlHTN2A0fM7pA4bkg258dGuDa1n95IlnX6AktuiqIfwZAcioH7UKeaY9RqZd5JhxX3947sYMZsCBF5TVqFyVojpqeyXIpjewrzy2l64zm+N3ouYwtNyCUVVXYpmzrT1QzHK+08v9zDUKWNJSeF58vEZTPUGJXxeVXzUTojYp5d9SK8UO3jq+fdxoTVzBeOXE5LpExcNXlj+7P8445v06nlaJKrZ/B3/3HHt4Un7rqH8JB4zcBhLkye5BuTF1D1IhQ944zfYv+1HwuvH/qtvz3jtjWfPVuO7hejNmDRnciH/zdpFTTJZbreQMk2OJJtR1VcDix0cf/wRpZrCb59bBc/OnwOD+7dStUWczHT0ygtJTixv5e5462U5sQcLWfGGM42kzVjRNVTs+WoIq7fMbqLyXLQsqol6Pu3TyLFHKTgjPmjqW14rSa+5tP/759Aqij4kg+KjxRxGck209mdxVAccGQkU2Zg7Tzb1k3zdHktd66cz/1jG1mqxTk41U0qWeXy7cfp710CWwZXIho3wZc4sdzK6EoTM4U0Q+PtRBWbhGohST5GwmK5HGeplqCrqUBctfje4R28sNyF7SpEVeEH+pGtd9MYqRBVLH68vD3cbvsKBTeOLHmsNRZoi5aYrmRIZGosTDVwfscknidjxCwu7hnjFZuOc358lD9ddw89aoHNxgzPF/tI6zU2aAWSgQypi8TO6Dg7o2PIks8l0YmwMrYDEJUhSbhAPei/C8qPwlRQDW3U5zB9whnvaiUalxyqvmhPgwDp/NYaIRk6bTVS9SLMujoXGhMo+Gw2ZtCChL7qFDTrJGlVS+RdobdsoWAhk/ciVHyNvBvH8hVkhE9r0TVCGdUmpcw6fZ4eVejvrragu7QcLWqRFTfBedFRBvVTI7V9/3oTTkzCjQiFqJfd8ClAJNlRq5WbNt0fgpT+cuuPuaR/BIAeVRwD71j/BGuN+VD05n87fITFpCwhuSLRrl6QRBIGodt8wZtuZce7RfJNK7XQbxvOntv+Z3Gs1B6OIVar0E9tv5OoYtGil4gqdtiKbjBOLUZsX6HkGiEI7dZzv8uynaBVK3JhYoRzYpMvyiH+f2v82kn3jjvu4Pnnn+fjH//4WbfNz8+j6zqZTOaM7W1tbczPz4f3OT3hrt6+etsvu0+xWKRWq/Fi8Wd/9mcUCoXwMjUlaCzbE5O0KCXWReZpUCtsM6Zo0/JMmk08nN/Euvgi4/Vmfra8lX+dvZTbZi+mN5plo77AgL5Im5anU83x8sRRdhlTvCI2RJeaoy0gU886DYzYLbSoRQzJpVMVLeeVYDW8KpS9OTJDzokzbLbj+jItjSUW60kUyaPkGpi+SrNeFpJ1iSplS2fPwBijpSbKS3FG3/gX0GTi+TINsRoyPkP5Fh6/8h9IanWeLwrJPICMXKNFKXJZ5jhugMiMyDbHap08s9IPwIlqG23pEs2RMrviY6wLThKGbLOzb5KHljfy5ROXhQYHr1+7D11yGYycOpkUqlG+PnEhdV/jjpO7uXt02y/Zc0Scrpf8UnHJpiHu2PMv3Pj0u5icbeKbQ+fxk4ktPHhiA61GiZWDLSycbKY8loapqEiyY3HkZR21KOP7Ett+9BFsX0aqyfiqjxfxaOgq0P9PtzA+0kZusoGhY90cnehg648+wo6f/AXLVpy13/kYpZMZFopJ7lvcRFS10WI2OwcmhXsQ8NzVf49vKvgRDy1q40c90D0k3UNWfUqFKG2xktCklX3G33Mzk4uNoSrU84td1FeizI424+V0HE9mtpLGdhWkmAOGS3Upjl3UiQZiH5XlGNF0ncO5DvYu9FKsGNi2gqGJirZsRti/0EVPm9j/ZMlnU2qe7SlxHLToZSYrjRQtg6JpUHH1ANkpcbLejutLXJAe45yGGSxLFW1xIGGYtCQrTJYbaNSFEMs6bYmk7DGgljk3OcXO9BTZwGkmJpvsisxwoNbHD/K7uDg5zDfzuzhhp8l6Oprk8Uy9Ew3hkxuXZFzfR0NQ8ZbcFHHJ4ry+CSxfpiUwK4kE89yk7BKToOJroSrTGzJ7WReZ55zYJDN2A49V1zPjJlhxE1S8CKYvHpuWJTTgiNlFo1LGQ+gtlzyDqicWyqf7opa8qOAaK/Ww8pUlL+zsZGSTUUuMQjTJpUkpc64xQcmLYkg2eydOVYLP//NN4XXJIbTdW23Dbo1O89PRM7WPp04zRu/XltkYmTvrWPnS8cvD+W7/N84+J79YPPYj4Uyk2L4Q0JBECxyC5CuDpwhVK9nx0UvCJvAb33sFWesUX/fr53/tV3q91fjeRV9+0e3root8Yvv3icg2X9h5e6iad+XD7wdguNYWilScHnuLa7hx3bP/Ldza/5PxayXdqakp3ve+9/Gtb30LwzD+8wf8N0YkEiGVSp1xASFDGJMcdFwuig2j4NGqlHhV6lCIcrswMYIs+cyXk8RUi4vjQ+EwvytIoqutOMuXicl2+L+Mx0JA75l3E2TdROjfW/QMdMkl70XR8dganWbMbOHx5UFxAg5ms4ZsU3YipNUaY5Um+lNZ6pbGM+P9RBSHhnbRKvd9ieV6nPlCkoqjh7PGvUu9/Nv5/0ZGqdIkV0N5upQifEeb1TLHKh14vsTrO/fxzr1vQ5F8LmoZJW8LmbR5N8UtR6/iJ1khe3Zx4wieL3HC7OShMSEheeO6Z3nbetFteNv6p/i99U8T02yWnBT7KmvO0pH9VeLSBz541rZVX88nDqxn/K1/yvEb/orK0QZ8S+by1HFxJ09CrYjKwVAdsUJ3RItsOZ9gU8sCM9UMvurjaz47tozhejJ4INfFbi+ZElJOpzyZoidVEAjuqIUb82hOVFgsJ6jYOo6pMpJtBsln8I6/C18fH6yqhmyIxY6s+EKX2ZUZywnO7qr6lFPQOTHbRoNaJZdLiGojOPpKSwmytRhVS8OvKcLI3gN8iXItQkSzwZVY27LMQiHJ8lwaM2fg5SJkc3EiisNKNkGpHGWlEmNNKsvulilmahmOljv54IHXM1dPY3kKpqtiuQoHlzqYs8R+G1NMql6EZGDr2N+cRUlblJwI6UidrQ1zWJ7Cp7bfKYzA3TiP13oYdRKUXIPnCz38y9JlzLtxWmSTJTfKU/kBRsrNtCsFsdCo9QOi2lynL1LxPbIeLHk+dR+ynsJ+s5MBbZl9dXHfA2YX826EvKeS9VSyns6Sq5P3ZOadTEj5cJFC9OqqX3PJMzAkm9ev3cdwYFBvB1X1ucYEhuTSopTQJI8muRIAD4VlXJeaIx60ju2A3bAqvLHa2an4OrYvh45kni8zZTcxH3B6Ncml7qtngI3Uuo+rIapM5cwqsVEph8IXq3H6/+N284s6aNV9LZzvvmz9ybNuf6kod4lWruT6yDZILii2AFyJG0Ti9RUJJHFbZtjj0De2vvSTvkj8Ipr/9Ljl6FV8YP8bwgr2Mzu+A8Cm9AJdsTxjS428c+/bzjBSWI20WuOr5932a72X/7fEr5V09+3bx+LiIjt37kRVVVRV5dFHH+Uf//EfUVWVtrY2LMsin8+f8biFhQXa2wUKtb29/Sw08+r//9l9UqkU0eivbqEEsEYTlIaYbKMjTOkblSopyeT3ux7jf2T28srYNDd13kdzrELRNsh7QvpQwafkRan7GjqeUEDxFTxf4sHsprBdtSEyK2ygrDYsX2GdvoAh2WHCBph0Glh0UhwsdHFyqINS1SBbF6vGnB0jqtjMmhk2p+apuyqFyTQjb/wL7rv8s+y/9mNs/sFf09pcJKZaXNg1gRL0gF71yB+LpIOYX7tIzDtpRq1WTtQ7eDS/nkmzkZQq3IvOiUyxKT7HmugSrXqRiOwg41Fyo0yajUxVMtx5cpcAdmkFRuotZwA/To9/ev4yHr7iVt614TE+tf1O/mNxx6/124DQWn2piE2dZhIvQWd3lr86cl241/qKuERUBzvt4kV80htX8HIR8qbg3UqusOSr2BGKK3H8mItneEhpC8WUUKoSSl3m8HQns+U021rnuHr3QW5acx9R3Sapm8RSdZoTFZLNFbpbcmz6j78WilES4MhcvHYEFB/fB8eRUQyHYjHKBw+8HoCBO/5OzHpLGrav4DuCw7na5kP2yRXi5OZTwlbQkUDzQRNc2GIpBorP4bEu6llDtJ+bamKmvBLhxGgHvi2D5JOK1mk1SszXkwznWoRvb0CXaTbK2K6CrrjoqsszK/3kHOFDKkvCxGNXfJzLWobpbs5TtAwGU8uYnso/rxdgmP8o7OJQvYd2tcC41UxMMbE8lWcW+gQAyovQotRwfBlZ8ll0k1ydOsCGyBxGoF2ekR1KnkxS8kM3oeNWG+1qgR7FY2NEAM1WUeZVTyMbCFfMOBkmnIaQcvPlE5eFybIxaP2WvCgaLgdrPaf2JQnynsxd5U3sr/exv97NEbMTOzBhaFIED9kOeLKG5IS2b3HJCrtIq38NyQ7Q0DX213tZcRPC79ZuYMVJiFGPZIfSsYCwAgTsuPDgXQUrAVzePxxePz1RPzS2gfvHNpKRq8wHDlqnx+r88o6Tu9mZmgy3r2oiv1Qc/Oz7eeJ7N+NpUlDp+iiWuKg1IZzhqYFPry7hRAToSq2dbRP4YrHahdiUnH9Rfi8Irel+Y/ms7atWrBf3j71kYj1Q7D5r2ysevulF7vn/vvi1ku4rXvEKDh06xP79+8PL7t27edOb3hRe1zSNBx98MHzMiRMnmJycZM8esSPt2bOHQ4cOsbh4ioN2//33k0ql2Lx5c3if059j9T6rz/HrhCa5TDgNeL6EFXzcpORgIbNOWxI8P8+nTalxXuMECc1kvbaI7cskZZtFJ0nejeEiNGBBrKxX6sJfsuRFictmCIjQgxPLvJMJNT9LXpR5J8NThUFUyaVrzTLpeA3Pl5Dxhai4WqE7kqNNK7ItNUvb2jN3RssSyb5iC0N7OwAd3Hf5Z3n4ilt58zPvxJBs9td7eTS/gf+Y28G3Rnbz2IGN3H1SrE6LjsFXFi9j2U6QVmrMmA2kVFEh3LjuWUq2wZ/3/4Rj9U569BUO17rp0F+aJ3u6Yw6coo38n4rV2dKGv/4Mnubz1Ks+yY2DzwXIGuGkItugyS6SLeElHXLjDUimRMmK0Jop4xsevuwLYEZwvlBKCixFArqEWOV7WZ0nX/VJbr/wKwwXW3j/M79L3VZpM0pUlmOYjoppakJMIl6juatAqqWMlrAo2xEkxcezFBxHwbNlfFdmqtoAEmI04IMcEyIbb9r5DFs2T9Hck4e4g1RVcCsqUl1GqcpIjvDxxZZxLIWIYYvqqKawdu08+GBbKnpXBcmWUPIqkuqRjNfZmFlksZ4U/qOyx4lyG7Lkk9FrFK0oUc0mY9RI6Sb9iSxPL6/hgYVN/GhhO3Vfo+5rgjuq2iQ0E9tT6DTyuL7ERfd9iLwdpU9f4vlaf0ijubhxhN/pPUCnmiPrJrinsonhlRaubj5Ml5onHvDENcmj6qlkXQ1F8hl2Euw3W5lyYrx+7T66lDLzLjQFx9IL5V6Skk1aNsnItbDitHyFTz51NQBPFQaxfZWKFyEumwxb7bSreXrUApcmjof7ko1QorJ9hS4thy65NKllxp0G8m6MkidQsVqAxaj7KiUvyrgtON8ucuj0owdAyykng4XMwUpPIBTjI0s+HjLzbpq6r7LZmOErJy4JxTN8RSQxxfLRS1443wV4ZFwYjNi+GgKxrlhzAteXefXA0TNmur+YVNvVAudFT9HwXkwl6sXiye/eLGa5PoGSFmEl7mkSno4AWMnCJhBg9zs+fdbz/PnBG874f6wmwE4ypyQaV8VsVt/7R7bezXDt1Bjx7c++HRAzW0Xyw/b1u/e9JbzPm595p3j+4tkGBNpqj/xXjL89fF1I8frF+K8AQH/V+LWSbjKZZOvWrWdc4vE4TU1NbN26lXQ6zTvf+U5uuukmHn74Yfbt28fb3/529uzZw4UXCm7Xq171KjZv3sxb3vIWDhw4wL333stf/uVf8od/+IdEIiJJvfvd72Z0dJQ/+ZM/4fjx43zpS1/iu9/9Lu9///t/7Q84YTex6CQ5brWTdROUPIO6L4c7sIvEaqfn4vgQmxLzRCQXGZ+8p4f8tHk3Fd5fkzwkSWi7Vj09PDBb1WJoGC8oEhEW3SQrjuAuyvhYnkpjVDxnxqhRDYAiN2++l5wTCw2az2uZPP1jIMs+5VqEJqPCaKGJYv3M9n6LXqbgxpizMzxybD1Dw52U5pMQcRl63Ue49dzv0mNkma5kmK5nGKm3EpGFhuzqanxNbJlD9R6aA5DJvJkOPXL/u2PHT/4Cs9Fn3d99GichZOwAXhY/waWXH0Kpysi24D82RqrIloQadVBqMr4CdVslqtk0theQoi7pSB0cGS1m48WEVJ/TYuNGPVExx08dsJPLDXhF0U50fJlIps58LomVj1CeTzA30kKpGkFVXJB8pksZLhwco79nCV0PWt2qxx17/oV0WvzWctJmU888Q8OdmJ7KlvQcF3eM8ns7niLTl+eSbSdEK1wWi4DxP7wZVDEjrizFwBXt7Os79ov3VdHobCjgph3cJlsIZBRibEtO4yExXcowkF4hrdV4PtvDsXwbhmqLSld20BSXiqPTZFRoMKqoksdQrZ0lJ8mJegdb0nNsTC5QciIcK7Xzs/JWWmNCeH7KbuK+xU2AmOFuMmawfQVFEhZ6P1nYxnvXP8J50XFaFIu0bNOiFLF9WWhvy05oj2n7KivBsRiR4KMz1/BQZSNvfuadvDx9HNNXmHWToWzjG9c+xw9XdnL5lhO89/kbSWs1kfAkj3GrBRmPvBtnyklzoNbH/EwnG7QVZp0o826KjZE5hs02Kl6EGbuRiheh4kWIyWZAAzrV3WpX8yh4VHydUkC585BZcRPMOA08X+3nR4WdHM21U3YNYrIZugbN22mRvD0NQ7ZZsEWVuve2m5ADsrHsgi+dajPbvsKXjl+Oi8y7Nzwabl8Kzj2HSt3cPbqNrw1dTI++csbxcnn/MHVf4/6xX81l6/R45lsfEC5Jnh8irfFPgas8BTxdJF7ZIRT7OD1+cea6WqEqksdMICe56kh2+oJAk9ww2Y4Um8PtX971jTOu3/DEH7Dnvg+xUE3xgf1voCNePEOR7tWPvg9VPrv9/sviI1vv5s6Jnaz9zsfOuq24mHjR7f8n4v+4PMdnPvMZrr32Wl772tdy6aWX0t7ezl13nfpBFEXhxz/+MYqisGfPHt785jfz1re+lb/921Mo1zVr1vCTn/yE+++/n+3bt3Prrbfyr//6r1x11VUv9pK/NHTJZdJqpl9bJinXsHwFM0Amzjgp8p7BIauZkq+KA7fWRNVXyXpG2M6xfRUNV7jj4GNILrLkU/c1BvQlBrVFwekLpMzqvkZGqbDopDhS62baakSWfCqB9u/x2TYWFtLEVIv7pzaE73VXfJyYbNGslUKVltVIxkzihsVAfBldcfF+octz197dJJQ6DWqFC9aPEW2usmPzGFvWzIb3eTa/houaR4nIQootb4v23eNZIVPXrWeZszL06Cu8Y/0Tobbvf0ds/Ksz6WDl/U04KRc36iM54GviA1/SP4LpqaJytEAxJZ44vpbRmz6Am40ECEyf7GyakxNtZJeTou3ry8gJm3SyJlSe5GDemraRXMCHG59+F7/37Du4eu1R3nrxE2QXUuxOjWPmDZyVYKwhCw6LtRTD82QcS2Ull+CpoQEm5xtpS5foaM3T2iTm8Aeu+ygAesThyHA38dYKeTvGd589jx8+t4O7xrZTLEfpjebYvmWC7btHaNggpD8l3cOtBqAmzUNJ2/zT8UtJdgjKW9XWUOIO2DJeRWPnmkmScp24YpGMmGTNGMdy7RTqBg2RKtOlDFVbY6LQQNmKsFKP4/gylqswU0ozXc9QdSNknTgH813YvsLa+BIHZrr46ok9tBhlik6U8Xoze5rGONcQC8Nj9S4ma42MWy38pHguU/kM6yLz1H2F/u65kPJT8nQMyaHkadR9maNmFxmlwvWDBzg02Y3pw2tb9rEhMss3L/gqLWqR7+bPIyPXmHEaQgesh17YjOmqaJJLyTbYV+nnJ7lzaVLLpJR64AqUok9fZt5V0AIHom8u7mHeSdOoVCh5BkernaJal0UbeNZpCJWPMnINBZ+KF6Hu6ZTcaOAqpqFJDnHZpC+yTLeeRZJ8sk6crBtn1mrAChYIWTdBu1pi2hIqTL8YbtDavegNgm525RohorNqyALCwUvB48snLuOSzBB1T+eJwrqwi3Z6RXao3sOVa47zq8Tp3tkgKl4Q1e4qA1DyTnWbVr15fUXMpmXbZ88bb33Rqvf0+MjWu0Nd+BeLI4UO7OAFX2zUtCqGc3XzYZ561SexPIVd8XEWqkkuip1qyd9z2efCMcqvE89d/fec/N2/PGv7xO//yYtu/z8R/9tJ95FHHuGzn/1s+L9hGHzxi18km81SqVS46667wlntavT19fHTn/6UarXK0tISt9xyC6qqnnGfyy+/nBdeeAHTNBkZGeFtb3vbf+n99WsrFJwohuSQkU3a1RIxWRw0PWqBlGQGIAyBMq44OvNuihmngQmr5f8m773DJKur/P/XTVW3YldX55wnD5OAIUoQBBERwYiLcVHXNQIGdHVNayT8Vl2XXRbFVVkVZVGUFVEyA0yGSd3T0z2dc1dXrrp10++Pz63qaQZZd5/vhi/f8zz1THVVTdWtW/fe8znnvAPDpXqvOhbPl5AxXZmYr0BEFif4jF3FgNFEwg4zXKpnxKxl0GhkzKih6GgM5uqRJZd0SSdZDCArDqPv+BQjqTjnNA/z5YOX88RID7pni2c4GiP5leL5ey77Gy5rO0RQLiFLLqlMkM7vLksgygWZXekuxowazo4NcWHHIHnLxwOv+FblNWlT50i2kTtPuwtNshnLV5Oz/Fxad4hv91/IRCnOKcGxiqvRqdWj/6l9/h+J3q+Jk/ZEO86uH38FpSihz6io7Tnoyq8wPDgw14QdcDCjwsPUP+5JBxrehSFiicrQksCU0cMljh9qRp7SWRqIIwVsAQ6Z9jNy7U1oGfG6c2KDTORi/PLZrdz921fgn9IYyDfS2TW3DHySwPU7yAUJSXI5o+e4aP9aIvGNTtcws1CF7cic+btPVrZ54OrPoceKXNh+lKfGhbgGjkRXdQLHktmdaOf5kRb2DbWTygTY9sBnGPmzm4SKVcBG0hzetG4PZ7cOc0XnQVb3TDF7rBZZdlBCFrGmNNurhSvNvBFmddUcQbWE6cgENbMibJIr+jBMjaV8AE2xuajmCF2hRWKBAuPZaqaMGKP5OIrksGCEKdgalqlQH83ily2eTzQzXqgmbek0KCUuDI6wKTDGG2t3sSPVy69GNtIWS6JLZgXZW/R+XBuJtOvnZ0mBtn33qqcqSWLQrMNGYrs+xaXdhwGBUVgfFFX0vrxAAr/p6fdR3ZISyHBEd6Zg+xhM1/GbxCau6tnHW3p3c23fM4Iz3j7Ogq3hk2zmC2E6tQXW+ydZ55+kR5/naLGRHm1OCHXgEJOFA868HWHIrK84CpVbpBGlgE+yUXDZle1iohTn9NpREqUQcSVXSa5xNVvhwm8IjK/wvX32x0KoAslLvMD2twk080fW/p7fLCwLDn1ozcM8k+1hsNDAu1c9RdHVeG18H79a2MLFj3wMv7ac0JasPx3IWK6k7xvaVHlsx89u5Omf3CBGLk5ZREM8Jzkujs/j9PqEbrMrgVJyOeOtL00DvGXzz/7oc6ajVICTL4xv919YMTcoy3w+9sqbuaZvJxGfcZKq3YnXuv/N8T8vRPlfHBoO1Wq+QoDXJZuYDCHJRJFccq5Go5LzvDwzhNQSGTuAgkvKDhBT8mTsAD7JpoTMcKme/Z47yoOZjSSsMLYr47gyR3JNlFyVjC20kc8MD7I2MMU5sUEiSpFsyc+OV32do28Qq9Pdr/4K39l6N4/Ni5Wr7crIkkOTtkTctywYXrYGmy9FOF6oZfR4HY4lI8VKrP7FF9l0/2dpXDtHV2CBU4Lj+GWTsXx1xTS9HG9q3EWLngRgx0I3B460c3CpiXunt/B8tpUZowrTVSvKO39MzPz/ZFghl45/+CYDn1seHciTOnbQRS4B/WHKigIddwjz7fRcGKm6RGz9IoV2EySXcx76BI4Ktu6yqXsCVKFdrIQEv1YxBCdRMiVU3RTSkF4c+fLHGH3vx1mwIgRUE8mWGPr49ZSqHX5zZANrY7O4suDh4nEZ7ZhFwfCxf7oFo6B5IhgOri3hmDKtkSRTw7UrEu857cN8Z+vdnN12nLWrJsX7Aevap9kYm8ItKuBKOK7EUmr5AuraEhesOsqzi538bu9GfvzsGSzmQyCDmdNork3ymo5DxJUcpqtwdnwIGZdqX4GuaILmUErofQfydMSXCOsGPfEFfLLFSLGWel+Gz3T+hvPrB+kOzDObj5AoBJktRsjafkLhIgVTI6wYFQ1jv2zR3iooLH3aIrvzXcR9OWrDOa5u3EudZ6pxaKyFjDdCUXD5/ty5PDLVR8ZDA4M4vnXJZE3b1AoHoVkzxu+X1rGrsCwY8ezRrgoP/I3Vu3h9dB8bQhM0BDLEtOVz5sS4K3E2F3YN8NAFt3Fh1wBndQ6TdIL0+Wc4M3SMuFLERvY0kBXmrCgRuSBU5GSzApIaK9XyXL6DSbOa5wrtvDa2j71LbZXFScoOUuUBssp6ynlHIyYvb1dZQnHnD28Q7VtvsWn7l7/32xt2rNj+y6qeY31wsvJ33vFz9xl3UHIUgppZsZRcq0/xw8EzKiCmfy8+9dzVPJPtPUnOcec/C8CXpQtjBMlrN8um+Nf2g+2DQo1IH6rhcM7rv3lSy/mF8cWDr+Xmw5fw1wdeB8C6+z5f4cm/GMp5sz5aMbJ4oXzjXHYlZ7nn5pM/e+1f/XExpf/JeNkn3QeyGxjK13G01MCkXUXeUck5LskTJMwyjobtSmQcYdBd8uZTQMUn9/HMag4U2zhmNPBocg3vbXyMN1ft4eLQAOt8M6zVJ3l19QEA6tQ0VZ6ec1A2OJhrZShfR660fKEpi/oDPHTBbSTsMPNWhDkzyoF8Gw4SXz54Oe/Y+W5257p418530eBLo8k2G9eM88rVA7znlB101S5yUdsA1XqBvak2Hk2u4WCuheHFk23mEnaYc6NHufLJDyBJLq87bS/vbN9B0dIYz1Wzf7GF742fzdO53j+6P6988gOVRNLzjZc+yV4qVn1Z/F/ZBDWtrHjObjIYvOl6Co2iunAmxSJg9LpP0PGP30TOKUgzOgsTMZSghdlVZDEbRK4r4kYsLFdG8ttQkrl01WEsS0buyBFYm8RpKaLrJlp9AadlZcvvcxvup86fFfNUxFz1+Ns+jekojL7/45Xkj+IiaQ5GQaOQ1HFdSbSqHQkMBVl1KNoaKC6pfICLH/kYlz72EeI+cUH+w8Bqjk7X0909S094nrg/x95Em6jAHXAsGdtQ6Pj+1/nsgSsZfdcncZBYyIYEGruosDAeo2fNFGt7poj6hdPUtBnDdFWCcokNoQkiWhFZcmnSU1iOzJaY4OxurZugylek5KgsmiGKjkbSCfJsopNW3yKXNR2saE8/v9jMFZ0HaQxluG/oFIqmSouerHRiTBcm7TBHc/U8O99JtT/PghXhofwqYnIRBwlZEqyBszqHuTz+HB/pfZh+o6kCLtIki36jCYCHc8uiLB9Z+3t+cPr3uDx8qAKKGn3HpwC4f3gjujc/XadP0heao1rNc9fRM/l2/4UcGGtl/1gbPxw8g/fVPH7S8Xfv/DbuWTiNy7oPcsBoIu8BsTKOjuFomK5KxtGZNWOMFGs5kmsmZQV4crGHjKOzL92GJtl8puPXvK5mLz2heR5f7GParEbBIePoPJIRc++y2AXAet/yuOfZH98gkpgm4SjC33b72245iToUko2KCtRT6b4Kqtsn2zSG0siSy6efv0q4IWW6mTMjJ33fF8YdA+fSo8/R4l+qiAediDLe+cMbBJXIdXFUyZOyFChn2QIzImHrAn9g6TKuLCFbLtv/7I9XvePFam5c9yBf2PhLzvvDjeQzfk6vHuGDe69ZweG9b2hThfPfpq2cXXfd/RW6vnULxZ3i+Fv7GS+xtp6s33Dky/9xDNB/R7zsk+4zS93U+j29YaORZwrd7DJaGDPjTFkRFj1w1eFSI3uKnUzmq6hRsyTtIHnbR87xEVez1PvS9PjmODM0SMrUaVYzaJLYgQ4S9UqG8VINjWqSTm2hskIuxwWxI5zasOw7e9uWn1aQeABTZjVB2aBWzbIxOE5MzfPMUhcyLv2ZBiJakYFsA4atcn7NUboCAt08mw0zlK3lorojvL5+H+fH+tkQmhTczhdEnZrhqp59ZEwBwvrWln/hUL6F5lCKtdEZzqw/TlMwzWOzfS/Kn93+4KfYd7Crwg8e+sR/DqJfrlg7v3szjt+taBh333YL79j5bj52qkCuj3zwRuFba7xgViOBq7gC5Tup46Z85NM61dE82/pGcFyJU3tG2bR+lKemurCngjijIdLTEZycRmYuTHM8hTyhs+pLt7H687fR9zdiEfDM5MnSdq+MiXbnxu5JlJAJDvS1zoEjoQRskWwlkPw2wbocr+g7RtRXpKFtiTNbRpjPhTg2W0uiJKpXtyTjzumEtBJ+2WJ9eJqppSoh/6gJVxosCWyJn/RvA6BFT5KeieBKLm7UBNnlovp+wprBebVHcZAqpuMTpWoSVph6LUNLIEnCDGG5CkO5OrIlPyPZOBG1SMxXoOSotPoS3DV1Nk2BNF88eDl/mFtDQDFpCSb58qr72LXYQV9kDlW1WUqE+f34ao4la9k/1oaJxCOZdXQFF5lNRugIJqhS8sS8im/GDlMnG/SXxIjpjb176NSENV7e8fO9o2fz2u4DZO1l39wXhiLBr5a28qan3wfAgbFW1mkL1ComVbJdaQm3+hYpuj4262IsouCi4JBy/Bwaa2FovIkDY608dHwNH216iDfWChvJnONjzorwq9RWLu7q5yNrf0/JFSYHNhJBpcTq4Azt/gTn1IgEGvfleSSzDk2yaVRTnB4aoic8z2p9mhZtiYQVxnBUhkzRYn/F7z/O3YOnM2TWVQRnQICpJFfcXBlB4Tkh9o62V6iJAK3+JQ7nm/nrA6/DQWK+EMawVb5yyr28c9XTRNXiS85Qy3Hd6ie4bvUT1ChZpksxfnLsVNbqUytmvXvuvF7wd0uuUNOyXSGa4WEgfGlXtJoVsAISjiLaztvec2tFxerEOFELuSmYxnUkPrfh/oo2M8CH972VeSvKU5lV/NPcedx45I0r3sPfH8AJ2qinLvGK33+cTZcfAWDoLZ+pvOa8P7y09/b/dLzsk+41Dc/S7l/kdeGDnBUcpNO3gOmqTJvVHC018nB6HTtyfWQcnZQdYD4nkrOMw/rgJGv803Rq85wRGCIiF4nJBSLqcpvNRNiLzdkRBvKNFF1RNZT1lpN2iJBq4CCzLTLKrUcurqzw63zZyuryJ6PbiCl5GrQkGSfAcL6W7vACMS3P5qoJ1gWnOLVqlIhWZLpURYOWYrU+zbXdO3lb47O8OXKQOiXNRv8kLVqCfa/5m8o+KM9tru0T+tevajhcaT0XbB/1eoZqLY9ftshbGrWB7IuCEjIFHS1+MiDkPxqj132Co391PSMfuBEi4gLRfdstuBI0+VMr5l8Dn/sYxz51PdftfjsAkiFz/MM34PpEsrbCNoTFeyxMVjGdi1KwNOr9Wc6uOcaVnc8jNxaxot5MrjGDr8rAdSVkCxzNxdFcSg0Wb9jxfkpDUTq+/3X6/uZWOv9OzMyv6dvJxl99DlWysQ0FLJnByXok1UFWbFxbQpJdXFumkNFZF54ioJjEA3l+f3gNSwsR/H6LJ8dEm7SxZQlHdxiYqedfj23iZyNbuLirn2htjmDEYOTam0SljhDf6Pje1/nVyAZG3/tx0d4uKuBzOJBp4bz4UVJWkHbfIrNmFBuJBi1NlZqn2bdEq2+JJ4Z6SRs6Y5lqov4ipqMwZ0So9Wd5bq6ZBSvCqdWjtAcS9NYs0B1ZZDhTw66Zdh5IbuKhC26jU1+gkPfz+g37yWZ0TEtQZta0TXEk28iMESUezdHiFwlHCEvIPJDcxGGzlj25Tq555jpAVH6/m1lL0VX5+YxYVJweFMlslW+Wh4+vrrhY7R9rY0ehjccmenht7XOAcBZKORoLtobhQsIO0uFboNO3wHr/BDHZYN4OkXT8tGmLTFpCHz7jqmQcH/1Gc6VKBtisT3CKf5JV+kzlscezazhQbGVvup3FUpihYh0LVpihfB3jxTibw2PoslnRZbddmU59kZJnkDKQbyCsGDybEb/54xd9k7QTYNEOM+BZCoLg7rqSqBjLzj9ltSpgRUcOIKIUubDqCLuWOlAkB79iUeVbrvLOCR/lm5vuAf40J6Jr+nZySnCMt/Tu9owcVlr37bv9enAgOGvjTznIllgA+NICTwEevcgT0XAUcFWxgNj6vlvZ8hcv3g37yZn/KCRPXxD/9m+ncd3qJ/japl/w1KMbVoxZAPq/+DFG//wTHLziizx+0Tcrs/0T47FX3nzSY/+b4mWfdBvUVAUN6LgyMTnPRv8kq/Vpzg0cY01gmm7/nGflZ/HO7qfRJbMidl50NUbMOqpko0LCj2hFTGTmPTRy2vVTr2RYG5qiXsnwXKGd8VINOceP6YlpNKopsrZO3vYzbcb4bv/53qrU5Lrdb6c3tsC8FcV0VR5ZXE2jniZlBtgYmmCVPk2Pb5bV+hTnRo4SVEqs909So2Q5KzjIVv8UeVfYbwl+8crEeGXPc5X7H9v35hU6pWtDU/To8yyYYaaLVWRMnZlclM01JxvMH77y8xx702crZgT/J8I1ZBxdoInVlnzF2PqF8fRUJwAjHxLzJlf1lPD9DqrfEipOMtiOTNFSOTN6jDYtQVAxOL9nECQXrbpI7ngV0kCI+mCGUq2N1VzCjDnEm1IsGUGGbrweJali66All0+P9FKQ/cfbwJVQIiY4ItHapoLsswkES8g+G3+oRJuWYNEIceRYCwCj7/wkuVSA4mKAjn/8JjNT1SgRk22t41SFChRLGgeWmrlp7W85s2UEgFC0iORzqK3LcOGGfvI5jyImAarLtt5RtlcdJyQb6LLJtBnDcSVPtEFIEhYdjTbfIted8iR+xaJkKyzkQyxkQ+we6eCp6W7e2r2bJxZ76fXPUqXmOTjRjO1KLOUDXNw2QMITpn9iqY9YNM+hVBOS4tIUTfN4RtBTjsw38MxUJ02hNAtmhKBicHFXP9+dvZAdc138dP50worB2+ufquxPy5GpUgpc0fAc9xzbhonCzYcvISibBGWDSbuK/vFm8o7GX+9/LTecsBBzkNlvtFFCZtIOM2bGPQEbgcoPSjYxucCIWUfGCZBzfKQcv+cypNHnm8FGYsys4ebDl6Agxk0xJc89x7Zx79AWXhHuZ7V/mkvih9gQmmBjcIJ2n/CYTppBnkz2ctP6B3gis5qio3Gk2EKztsQfkqKKXR2cZUNgglPDxys0nulSjP3ZdiZK1Sv4oc/++AYkVwCUbJ/QaN7+Z7dw+rXCkaiEUpGI7PPPkLSDnFd7lN7IAg2BDOujy/KQJ7amH1pav+Ic+mMiFWVZy0Gjge+NnXPS83vvuB7ZEvNnLe8g2+4KTq+jiuccRXB6ReIVdD5XEvSiM99yy4rFBECkX2P9p25bbhEDg59e7p59+aq7+ezW/xmj+f/KUP/9l/zfHX5vRRuSJYKuyd5iO32+Gb7Ufxn7XvM3DA5tQpdMun1z/DSxnTY9UTFYjsgFFBwmSnHO0kcJSSZHzXrOj/ZT9Ij2QVdITFbJBh9a8zD3Dm2hSskjSy4+ySJr69Rq2Yr9VJd/DkUSZulf2PhLvn74UsKKgSK5PJZcRd7y0ahnqFbzFbWWqFzk4q5+fju8jjafoCfJkkOdnCPj+Jiyg4LW5FEZFAzesfPdnFM1uMLPFiCqrkzIw4U6Zg3BA4z7cmRLPqI+g5zl54/F+EQNr3zkev5wwX9+plsOLaFi60KqcWPz1B99nfxwNVwh7nf+3c2gglyScWQwiypKtIQEzM5Wsa13lIlSnF+MbaY9usSeg92Mvm+5Xd5z862kjADakgIoOJqLZSuV7yM3F7BnAhWpvg/veyuKfwN2VgPNQQ+UyNt+7KJKsKpAIeunkPNx/G2fBuDLB3dyaKwJyWfjC4g2vz9UYuDtAkDXccc3QHKZylUxn4gQjRR47JU3c/PhS9gWGeEtT7+XaKCaXEbnzMbj/PrQRkJR73eTXeSAxfbq48RVodVdr6WZLAnzDF0W1n+aZLMj1cN5saNsCoxBPfTnGvnB6d8TNBPJJaoXeTrRzbk1xzgrMM69mSrisSzN/pSgwZRCrAnN8KpHP4rrBkmmgzSEM7iOxOB0PdPpKM/Ofxy/prGwEOEYtRyZbeRNq/YCAkXdU7WIIrlkbX9FSvGLB1/L61pNdEnYWeZdP+OlGoYLdWxetzyCuW9oEzc9/3q+tOWXROUidUqGHSPdNKsOSTvIvMeBB2GQoHmSq44rUyUbhGSDuJKlWU0xb4eok3MkXI2gbHj8dB+tvkUGzTomTVENK56nrq4KIFSbtkhCDtOnzVMl2zghGAxXMWiIdnmiFOKB1CaeS7TQFm5ix3APw421dEcWqI2mGTIa0GUh5H9JbJi6aIaiq9GpZrl94LwKinjXXddz6rtuRbZdbEXykpqoKs/vHOSeY9u8OaeE7cqYjkra8lNyVKqUAvcc21ahVJXj+6d/f8Xfn9tw/0mvu+aZ69gYEfzYZ5e6eHXToRc9/2yfhGqI9rJaFMpVll+ArMp+wbIlnJQE+lm0yhXDa427LrIlceZbbkGyRVs6oEnsuuuPj6ha1KUV8/A/Fpc9/mGCaumPajv/b4uXfaULogJ8tNDMY7nV/Gz6VO5dOrXSfj1Dn2eNb4ka2SBtCaHyKiWHLpsokiNmvt68ye/Nb0CsDjXJZsCs598yp/Cz1KkApG2dPv8MulQiIguAy4IZpuTRDqJKEU2yKoIUn1z3W7oD86wPTfKj7Xdy79l/z+rgDLVahohcJCgbzFnLwIgpqwpNspi3IxwqNRKRRTtIl0zm7SgHjGYOlZqJqMUV4u1lj88vbPzlin2TtgIkSwGiWpGZYpSuaIKAukwxeWH03Hwro+/65J+UcDv+6RsnPdb9k79Z8fexT16PbErIBZm9e3vp/O7NdN+2ckV8ykdvo9wNXP/LvxazXE/7WApaRKvzuI6EfDyA4hMAuDsPnkWiv4Y9h7rRUiuBWkM3Xs9DF9xG7JQFHM1l+Pob2NQg0KHdt92CZahI9UYFN+W4EpomOh+S4hIJFFFUMXs1ij5cW8YpLq9f/2rDrzn+tk8zcu1NlIoi0QxcvcynlEMWw2/5DBPz1QRDBrmC6Jj84Nh2PrDmURJGkKdf9XVWtc4SVYu4joRR1EQyrs/S2bjIXClKjZKl5HVSNMlGkRwicrGiOZwwQtSoWWQctgRGeHX8eQC6qhOsa5nhkQtvoSe8wJui+5CBzfoY13TuYm1gkq31kzT40/xsZAvjSzFGFuLogRJjyRi4YCV9pCaqGD1Wz/xMFaQ1IrrB1X37GcgKlaHFQpDn55rYPd3Gr4c28NVjr2bVz7/IPcNbuH3/K/j74+dxy+glfHv0Qj6w5lGemupa8Tv988xZnNU6QkzOU6dkiMgmQdkkYYeJKflKR2rIaOBoqYGMo7O30MmIWcuzxU5kHGpkA12ymbeijJhx4koWH4JLv8Y/zbwVZXdOUO1Mb45bVqArOzEdLrSgSzYOkHNkYnKBNf5p/vbIRVxbt4MzwkN8rPMhrqrdy1vW72ZovJ5j6Tp+PHkGB1LN7M918J2td5Nz/NTIBm1KloSt0anNr/i+rkJFrcpRAUmqcHj35Tt4bfcBXtt9gKKr8Vcbfs2Ptt9JRDW4cd2DKyQvT4z7hjatwI6UE26Z/3r3GXdw0/oHuPXIxWyvPk74BD5x2XAAhB/v3BaVHffciGS7KEXhD6wWhHazK4vEW6bVlcNRwKiSsAKykJXUhZ6zbAu+70vFn5JwAVTJwXLkl6cM5P+N8ePFs3gq08dbenczUqyhJZiiRstVni+5LhlH4aepbbyxZmcFyFHWI47KRVp9CRQJpuwIjiuzaIX5VWoLZ3SMcO/CVr608T6mDCGkMVGq4XCxtaJc06wtUatlOVZsJKIUqVPSFWOAMkJvf6ad4UJdZZtsJDp986zxT5GxhSHBvUNbSDpBco6fpB3icLGFqFwk4/jIOUL5KmkHKbkKSTtIiz/J0ykhevHt/guJyIWTqAEAUbXAUjHAQKqexWKIuC9PX2SOpVKATfd/9qTXD9340gf2FU98kOt2v50Nv/oco38u2tB9X1lO0MMnAB5ODDtso2Uk1IyMkpdWJF5Xhue+Iy4AjdGMUMtRXOSGIuvap8kOV3H8mk+DC8Nv/TR7j7ezuW0CO2KjxYoc+yOAr+ZwGl+n8Eote3nKJQkpqREJFxi86XpO/TdRvZ7TPizavTUZTqmZQlFtlICFXZKJxHPgCB3sd+x894rPOFEqs+vur9Dzk7/B9Rx8OhoWqQoUUT1ThLINomGLBN4RFrrJ23pHqavOsFgMURvOoUoCb2AjEfI8Y6vVHPVamswJNouy5GK7MgNGMweLbRQdja8euoyL6w5zeb1IwJdWPU/C8fFssZmjpUYMR2NXtpuYlidr+3l3z9Nc3n2IUl4jOx2mkPfTWJeCgL3MXS7JyIbE9Ew1P96znWcP9rDxV59jaqQWVXYI+UsEdYOGYJbX9BzigrZBwuEidcEcnZFFHrlQ/NYR3eDSxz7Cp567GoDnnu7jlPAEuix0jjVcNBz6jSaa1SU0yaZOTbMteBxdNim5Cq+LPM9WfULQfSSTkiuTdHx0ags4CGqfjeQZHGj0+OaoUvP06HPokoksOXT6Fsg5fmFe4MpElCI5V6XoSsw7QfYX27ERjlElV6FOTeMgM16qYX+yFdeRmMuEubB+gI1VUxVnrxolS8bRmHf8zNlhTJQVco57/un6ihhF2XLP1iTOfsPNPHD7ctt34QR0cln5ackM8pNjp6449u4YOJeiq9EeWFrx+FcPXXYS2Kqs4XyiMMdDF6yk3Lz2tcLs5Ml//ThP/OrjqDkbxXDQ8i5aXiTQ8nzaKRM1PIqdGRS0KCsApbCEN5lj+9tuYfNf/sc6ZmVsQDmCaomirf0f6bz9d8TLPumuD09UQEGzRhTDUSqQ+sHxJhxg0QmgSA4+yfbAGFNEvbmojUTR1Rg2oxwutjJmxvlDYu0JLVnBwVsqBXl0pI9Tg8M0a0t0agsM5Bs9YIsAPXX45ivw/Do1TUzOc//wRsay1SsWAuv8k8yYsUqlOmtWsWiFeUvvbt7Yu4f3r34MTbJ5MruK32fXk3SCzFtRco6fBSvKh9Y8zG+mNlDvF8pF06UY02Y1KTvEZw9cWfmc3p99CcPR0FWLoqWSNzX8ssktm3+G5SiE/CtBFX9KOEg8fGw1B0/w0R389PVs+NXnKsCkE6PjH7+Jo7m0dc9j+8GKOLgaDH/sBvq+ciudP/wquZblFfEfLriV4x+9QfjbjgQYT8aQS+L3LXMe1Uk/m6MTxJtS2JZy0meW4/nnOllTL4w11kXEXMystXCiFsl50baUJZeHjq/hztPu4oy+YZrDaTaEpji1dZxzu4doa05wfusxqpvSqLLDrqn2F/2srh9/BUVxsPLLFXFnOEFML6CqdmWB0/G9rzMyUcsH915Doz/NIzN9TOfEsdYeXqIpmGZzfIKc40fBZdwUGrQh2eD5bBsPL61hR6qXmw9fwuvq95NzfLT5FqlS8vgkm6BcIu/4yDs+bj58CSOlOn6weDYDxSb2Z9sJK0XWByep1QSY7kNrHuaVkUN0ti7Q3L2AXVKYX4rgC5oQtpA8eUon4KLqJut7Jhm97hNc2nGEUH2OulCO0+tHyeR0fnXud/j9+GoeHF5LbTjHttgYi4ZYgL5/z7W0hpO8qv5w5bg/7ex+FiwBbDxgtJBxVXySQ59/hphcQpdE675TS7DRN029B95KOj7icpEaJce8xzmXJYdho54SopoVIMcgk2Y1S2YIXSrR5ltkjX+KoCQkITfq49QoOc4NHhWCOLKg3S1YEQ4XW5krRRgwmhkqNXizdIuYr0C4Ok80UCSsFHll5BB/3f0rvt1/Ibvz3ew3hE7zvB0laYeQJbfShQIo1EtCGlJanvFafonQ3LLE4Qu7VQCHkk0Vi7v37HqnOJZdhYQVJm3pK+a51WqOU0PHT3qPP8ytqVCTXixeKHLx6O8+JahCtuu1nAUQTHKWQVZQVrmSxPkdkDDDEmZIwtbEc3rCZeP1fzqn9u4z7ljx9+mx44S1k1Hv/1vjZZ90fZJVsYzaXnWcNaFZTgsf58sHL0eTIOn5gJquwohZS0wuonm2fJpkM2lWE5RLpB3RNnaQKdrLF04Fh089dzWX1z5HnZynUc2gSRbP5nvoC8zik2xhuaeIiqrkzZKKrsa4WUPSDnFh/QD9uYaKK01Zlm7cFC2vBi3Fb+ZXetVG5CJfOeVenlzo4dHUWlJ2kCUrxJghLsJPXvwNgl7r+Sun3IvpWZedEhAzs85v34Km2UzkY0KdSHaQJZddC4IyM5sPs8OjBv2x6L51uRrt+Ech4XZhbf8K+H45XFdi6+aT20Wh+hyO7jAxHcfxubiKSxk4Pfjp6xm59iaGbxCV6uovLJ+YgSM6kiMATkjQ881bsXWX3q/fCi78Zmo9BcOHk9FWfF7nj75Kx/e/Tuff3Yyruux/vptXPfpRNMnmPbveyeh7PsHoOz/JttUjvPKR65kbqqE9LiqFej3Duug0s2YUx5WIqEWevPgbZCyd7upF5nJh8pmVs/BtD3yG3p99CSenYWZ84Ei4WZW3PP3eivxdeyxJOh2g485vgCWj+G2OZepYpc/wwe5HyRb9LGVF8oj7cpweGmbMqGGoVM9cKcqCFWHWrOJ3x9awOTLBxsgEmwKjFWH/ffkObGR2ZHoro5JO3wLr9EkO5FtZHRQiEL2BOUKywUb/BBeFD1WoHN8cvZRTa8bYUjNJLJ5Fkl3MgkZT45Jo8dtSxYpwsSC203ElOuMJQprB84kWGqvFAjAeyvP63ue4tvUZLoocrJhkXBp7nvc2PkZQLvHAyDq+eugyLq05wFp9io36OD2eCcmQWY2GzYwdwofDc4UO4rJFSHYIypaw+fOScdIJUHQ0Qp4e+qnBYRScCtAwpuRJ2UFMV2HWqqqA0OqVLC1qkkYlS9AzR9lfbGfGVojIBfF6M0p3YJ6N+jgtWoKc42edPsn2quPUhPLUBXKcHzxKp5qlUcmxYEYEBkQ2aFeXSNpBknYQBYdGNVWxzzz0tY+x6wfXLxvNK6JCtH0S2992C923iGruiZGeyjF24kIaliluH1jzKB9Y8yjf2Xo31apY1L9/z7XonmvSVw9dVhGqABg42lK53/W3t/xJ/rxP/Orj7PjZjWIGbXmJ1xLJt6wx7Upl0wQJ2fSAV/Ly93JlCMw7nHHNLWx7z4tXqy/sIJ0Y16996P+aeS78P5B0s/Yy5F6TLHr1GUxXIWUH2G/UM2zWcrjYgl82mbcizNshxq0YPdoiNhIt2hJRuVARy9iuj1DtK5Cx/Nx65GJu2/JTFs0QecdPxtVwXImQbNDqS6DLJkHJIOd5cIJwHKrzDAVAVLEdvgXeXLeToWwt9w5t4UCxjaKrVjRb42qWGv9KtZ1yNdAWEg4wB7ItHM3Vs39x2fJqtb6Mamz1Jejzz6JIDt/tPx/X53Dk9Z/nV+d+p6Lw0xDM0BldZNP9n+XZS7727+7b4euXDekDtWL7ym2qE6Pz27eQnQ6zp79L2OKdEIev/DxyQUZa0nA1B2R3hVpUOTr+8ZuUqpdX+8V6h8FPX4+8pFWMAoCKvN5SNkg8nEcqyXTctbx4cHMqo+/6JK7ugN/B9TvYrsxN6x9gLFtded29Z/89YwvVuIrL0cFmOu74Bo+M95G2AvzLgVN5eqCHgZSYXR5N1rF3uJ3FpTCuvXxKbf71X7G4GMbMe700W3BvCQjt7qFULQVLw7BVAqES4doccsikrjrDkaFmns10Y7sSqmKjqjabI2NYrsJoqZYu/zyOK9PkS5GxdaZLVdRVZ9ifacV0FZ7MrmbMrCFpB1mrT9Hjm+XU8HF69RnODR6lW1sgKBs0+QSqvkrJk7BCvHvVUzyWW1PxZH7DjveTKurcf2wDT011URUoUleVRQ8bzCWios0fL+GqLh31CUqWwpbffIbHpns5Ol3PkhHEcmSCWolzHvoEb23dxRVV+2hUUzR6ZiJ3DJxLp5Zg0qrm8aVVnNc6RLWa42ixiXEzzohZi43EYKmBFjUtbkqWSbuK7cFjFZP68iLGQSLjasTkAvVKFtsT6PBhc6DYhiY5ROUik2Y1VUqeWSPCucGjhKQSIY8yI6QfHUxkdhW6yTg6I2acXyROw3Zl4qpQ/4rIReatKIt2GNNVuCh0hNNqR3llbT8Zx4dZxgUgUa3mmCjVUEL48NYoWWrUrKiQ5cIKJalnf1xWhRIe0a4kklTMc9ks06BAVK6vqDvGO3a+m3uHtlT8dU8MTbK5+fAlnBE5xtFiE6/tPsBN6x8gri532Ebfuww2PP6RGxi59iY+vO+tJ73Xi8XTP7lBiGhYoBig5UGyhD66SMbCFcyVvcpXES1mRxXfy1ElHBWUF1CmylF2HHo5xMs+6R7MLnPiIkpREN5dmVafWG0OGg0MFetZMCM0qCl0yeS13QeYscOMlmrpN5o96o9KXMkya4dRZZtGPV2pJC1HoVlbIiaXBNhKydKmLTJq1PJ4dg1Ppft4OL2OAaOJx1OrOJQXK8pho55JIyZAHqU6XlV7mEUrzJFcM8cLdeQdHxlbR8GlI7BYkZC759g2dqW7uPLJDxD35dAkB59scWCumbDPYPOvhVD3iSdfUDa4qmcfV/XsEy4f/pMdORYKYfKWryLS/8ei8+9vPsmBo/+qv67I0Z0Y3bfcihQ3kCwJOaNw5PWfP+k1xz96gzA08DvIeQXH79L5o5Wr7NH3fpzjH15O8o1rhTWkUpKwwzbDN1zP8Y/cwNDHr+fYJ6+nkNRpjSRR6wtoHoK47GsL0NExjz9i0Nk5V5kFTSRX+pWubhSfISo5iUwySNIM4Cb8YEocHWvgsweuZDYRRVZdnIxGKFZg0/2fpeMHX2NpNip8bh3QYkUhoBGwWdU+S1QrEtZKrK2aZToVpVRSyKUCOCWFmYk4uBI75zqYKNWwvXGMdXWiDV7nyxBXs3xgzaOMFGt4YqmXw+lGSo7K9d2/58LqfjbqE2wPDdHjm6VRS2EjwD/1aoaQbFB0NebtEAoO54X6mStFOG7UUaWKJLhghkk7Oq969KPsOtiDIjv01i9guxLjc3EmR2oplVRcVwKfwwW9R9my/jgRrcjmuiligSIhX4nexnlKtoIqO/zu/P+P8am4V+2ZDBqN7Deaef+ea7lu9RMcMFr4xexWLFemI7BAu7bIluAoVUqBdjWB7tn6zdhh5u0Qi47f87m18UtC3znptdyDko3jSb76JRtdsglJogpO2UEGS/X0G03UKFk26uMkvBZ32tEZt+LkXI20o2O6Mo4rMVKsRZdMRkt1rA1O0+FfqCxu+ktNJO0gc2aUGjlPSHY4OzJIs7ZECYWSK/NEvqcCULo8csBL1gXq1DTd2gItapKcq61YJINANCuGe4L4hHh8y1/cypcOvYZ7jm3jqqf+gkmjmi9s/CW7p9u4qmffSecXQFQuUKXkcRDgsHKcyIkvR1l2FqBey7zo+71Y7P7e9WIbXVCM5ZazZIubLyMeEyhnsHUJM+K1mv1ifu1KAhG9/W23vKi61VVP/QXv2PlurnzyA5XHXljp/2+Pl33SjahFnhjp4e7B0yuem9NmjLiapegK15NbNv+Mb266h+NGfQUxtzvfzZIZ4kNrHubc4BDrfLPE5BJzdoQ2fYmzIscqgIaIJk6ojKORcHSeKXTxT7Ov4NfjG3g+1cJzi83smOnCcDS6AwtCB9drNyfNIHsz7ZiuwoIp2oQLpRCqZDNVjJFxdN7Yu4d6LU3O8fO3Ry7iD6l1wpbNn2fBCPPdbT9iNBunr2aewwfbKVkqFzx8w4r9UJ73lGP0nZ9kzb1foON20RZ+S+suGkNpSl67/awTNIMr7/H0e7niiQ+iN+Toql886fnfnve3lcRbboPRXESSwQ3bHP/oym3q/OflanrkAzeC7VEPijLSgu8lf9epyTin//YmbL+LVDx5bisVFVTJoSaWrbiFuN78sfOfv4YkuRhpPy2hZb/g1liqYiLR+7MvcXiyEcmVKv69rikT0wpC19mRkBSXajWHqto4tgSyy+ErP082pwsUtQuS6qJXGcQiBZSISX19iiuanmN9aJJz646RNAPkFoKYBU0oUilCnihQXeC8pmN0+Bdo8KU5OzZEjZL1RDDE4mAoW8dVdXt5f/OjXFm9h5znhtNvNFU6K5pkEVNyLHrgPdvjcQuUs8UzhR62hkeZL4XRJJsvH7ycK2N76NQWODU+hhIt0RRK88ArvkVvfIGuxgX0mgJ2RkMPlMCRGEjWc2Z8mPF0NV3BBU6tGeP8+kE2xyZ4R8czpApiW9qaExWrzLOCgzyQOKUiMnPPzKncd853Ob96gPNC/TySWYsul2j3Ok66ZHOaPkrGEW4/w6V6OtQ0nWoJw4WcqxKRS8i4FD1mgS7ZKJKL6QqTkvuS20hYIXS5RMbRuenxNwjXMEUsyhxPfznn+HGQyTjC/KRg+8h79n8RpcA6/yRvqN3NeaF+nk73Yjga54SOknb9JGzhQlSnppm3osx6indtWkIAIx2NA8U2kk7Q8y9WCEoWzSeoeK04jj3N4zIyuCyioT1YxS8XN9MTXqDdL1ypHOfFXXYePr5aUBYdnZKrVsQzXhhlNaqrevZVEm+5M/anxp47ryfbKmhDsiXUrHxZkXxtH+CAXPJ01V3RdrYCYIYlrJCo6svuS5Ijku9p77hVjI0QHagfnP497jvnu5XP/NLG+/7k7fvfEC/7pBtVi+wtdCFLDlG5wMFCa6VC9UkWs2a08toOv+DF3jFwLpsCY7wyKjhrQcmt3Db6pvF7bkCK5PCxfW9mY3CC3yU38uv0ZvqNZvZlO1gohmmJpIhqRYKaSVAzmTJiBOUScTVHwg6jyyZbo6NsDAu6ykwpyl9t+DVLxSAbQpOsD0+uELoYLDQwXaoia/mE4pEvh+OVblurx9k/LlrLuYVgBRH6UrGhcZpYi7Cg+8CaR4moBgVL4z273klrJHnS6+O+PEG1RFWoQE904UXf88jxZrY/+CkCvSk6vv91NJ+FXy8hJ0+mhCuzKxPr6J9/gkhHig2nD7Nx28lAD0DMPRFJde5YDU7AQalbyT1ed9/ncXWbnWPtNIXE9+u44xs4WY227nncvEK1P8/ouz+5Yj5f5S/gBmw67vgG5pKOM6+j1RZEgvWoSHsWWnFVByUvc8Gqo3xrz4UYSzpuVq0YGDTE09y09d9obEsQjuUJ6gbz01VEwgU21kx7ak0KKSvAsyOdoDlIaU0kc0ANWiiKsJgbNWqZKIpWYpu2yIIV4Vi+npsPX4Iq2xXXm5gHlIqrWbK2zmhJOF0l7RBJO0TUoxL5JBtNcjznLJWYkudQvoX31j1Gm5bgrzb8ukK9+cop96IoTuUCd3CqifbQEqpq09E1z2nNY+AIX+gHpjewtX6c302v5fTQMJdH92O6Cj7J4uxm8Vte2nSY3yycwq/Tm3gws5Hvn/59NMnh/XuuZShRUzkO9xY6WaXPEJJKROSCsPBzfExaUbq1BdrUFFv1CZFckfBLUCMbhCQx2w3JDjG5RMlrN4tErLImME3OEsYi3b55bj7vpxRdFVV2PJ9si2Y1hYNM2tFJOkHSjk6jP0W3f46IUqgsltvVJRJ2mNMjQzRpS55spMKcLQxQfrxwJkk7yJgZR5dM4kqWGjkvDFeUPDE5v0LeESAklbjn2LYVj+35p+uRbVBKHjLYQSQuC/bdu4FvbrqHPr9Q0jry+s9XlNtOjAu7Bnj3qqe4fu1DK3x6T4yvH760gjsBVlTML6QP/uTYqRVVvReLbVccZOnKHM/8yw0VpyIt76IaLsiCywviccleFtmw/SL5CqENqdKKVkou8UMvTS/6vyle9kn30+t/UmmhPJPtwXZlpktVPJ3upeSqFcWd/WNtrPFNs3e0nU7fPBG5gO3KfPy5N/JgrhfTBZ8kEZEdPrnut9jILJhijlOjZrkodogpo4onU30ElBI+2SZj+jk030jB1GiPJHh+sZmnkj1oXvur6GhE5AIZT6mq2nNJMWwVxy3zBFVuHziP57Nt1GpZWvxLtAeWUGWb8Xw1RxINXLf77exJtItqSXGRXkRe7cWiUU8T0ZdRf98//fuV2fVMLsrqXywjkDfd/1keHe/lmcFunr3ka/x256YXN3k2ZKI+g9pwDiVgUVzSySeCxPoSK1CaAEMfP5nKs7p2jqPzdSuS4YqwJDru/AaRljSSIyEZMs6cXkFGd/7wq8RDeeS0it9vIUsuPTffippSQXUZn4qj5GX2jwheYwXI89hH2H2ss0KDkSMmakOe6kge1+/guoDsspQJ0tC2RNWqBJN5rx3tSpWE2/GP32RyMo6NzGtbDpJZCpKYjAGQTgcYy1ZzzGigThWeyVZBRUprQk8ZiMTytNQmOaN5lLBiEFQMCrZGwgpxX3IbtWoGx5X4p/6z8Mk2IalE0dVI2IILPmrU0u5bQJcsTFclpuSoU9Joko0mWZ5Vncy8FeXcziE0yeaKqn2c1jHKPfOCcjJoNGK6Yv+Hg2JBc9njH8axFQ4sNpHP+vlolzAjUMIWTYEUb2jZS0wrsLZ6hkdSaxksNfDK6GGCssF3t/2IbQ98Bk22OD12nLNCg8yUxGJ3LF/N746u5XVdByo/ccbRWeOfokNN06bmRQJFoU1NEZIsdMkhIrnkXRUbtzI39UuCRwugSaB7x/KoVc1ZncNkHH2FE5Gg8ARo1NM8kl2H4lGS4kqWmJynUUnTqKZYpU8TlAx8kk1INkjaQRa9hLzGP80a/zS6bBKSSkTlIjVKlpFMDSk7iCK5YvSk5CkhU3QV1vhmKhX7iFnLD5fOYNSKknZ0Mo5+EvVn9/eux/Yj1J98Hh1HAi0rvviJKlSN/vRJ59m/F59+/iqCcomQbHDHwLkrqIU3rX/gpES9K9t9kujOifGj7XdWnNSe/skNFGMiySolsc2+rIvkupVqFme5Be1KiHaz7wShDa/a3/62Wzj1Xbey9q9u47LHP/wf+o7/m+Jln3TLMWvG0CSbU0PDOK7EwaUmBgsNlfaWgivaU5JLo5KlTilwafdhtoWOc93qJ7hz6UxGLB+/zArnkDolzbmRAep9wujgYKGVyXyM+WKYHXNdWK6MJts0RdM0htK06kl2vOrrlGyFMSPOsUI9U0aM40Y9U0YVg/l6NMnmqqf+grDP8Ay2FfZn2rz7MhlbZ86MokgOAcWkf7GefElj92wb40sxFN1i24ZhlOqV8PmOH5wMivrg3msAgXI+McaXxHeYWqyimBBtwZ6bbyU1WsXhKz/PyNuFy4sbsLEWdTr/fiUNSCrJnrOMi99vooRNJM3BspWK3NxLxc/Puh1ZdhkYbaTvni+t4Ap33PkN0G2wxfu7qotcklBzEkrBQwI3JRgfrcX1uWTnQ1iOgttaQOvOoIRMfJM+IayxtLLK7h9tQguYSKqLFhH7L6CbVPmL4HOQZOEs5NgyC0sREvNRhmdr2dw5Lmz9FLeSeHHhdwvrmClFkVWHSGOGWF0WRbPRFBsZlzolTdrSUQIWbkB8J8Vvs7F+mu11I5wf68dBiF50BhdxkKjVsqTsIJP5KrprF7FcUZEVXY1ncz2k7BCabBGSS0KoXxZe0WX6myaJJJ1zfZV5f9IOEvQ6N1lT8MH3ZDorHaDNdVO86en3kTZ07JxKIhnmtO5RdueEkEU8lmXvXBsfWvMwCg5rQ9NM5GPossmYWVOxtTuldooDmRbOCg4yaVVTsH18+vmrSBs6DTUpvnLKvYDQC+7wLaBJNnlv9thfqqscO36v259xJeJyCdMV+7yvbZphK0xEdtAADaFCN25FK0mpTUsQV3OVhWWDp1Z1YfQwGwITROQiGVej6Go4yMzYUfLenLjcelZwPXWsHDVKlohkkvQQ0CUU5PJ7B9NMGrGKxZ/jymS8pDpmVXOk2IzpqkyZ1WiyXfkd1/imaVGXeHSkb+WJ4QpgkqOC40lFSg5s/sDJaN+yM88Lq+YXxveOng0IdsOkUc1l3Qe5bvUTvHPV0y/5/17KH/fFYt/t1/P0T27g6Z/cUBHF8GVcoVblUnEwKnOUXRnsgISli8Rr+zwAlmcMEZ5wmflxJ9233MqH972VR0f62Dva/qI6BP8b42WfdH947GIAiq7KttAIr+0+wGg+zmuaD/D8UgsZU+f2gfME1UAWgIuiq6B5rZ9yyyVt6Rw2BACqDLN3kOn1z5KxdY7m6vHJFmHNoCmUJlvyC6AJENEMfnZkKwBLRpCHJ/t4bKyHmJZnpFCDIrnU+rLMlSIcXaxjKh3l4bFVJKwQTxzv4aGR1aTMAI4rYToKS2aQZ2Y7WVMjgD4N4SzrGmY4r/sYEc1gfctKQEZL00pyPMBEPvaiqlORgMGvzv0Ox978V8Sbxbxz6MbrWbVhWYv5vD/cSEfrggAlhV7gaCK75E0N01Zoq07ilBTIqGQmoxTdP0119PCVn0dOatgTQZJzy0IASshEkl3kkEkqFaRn7RR2zBLzLkdUmbWBLC3tiyh5mVhDhuGlOMNv+QxNsTShoEGpVhAIy9oA2x74DN0/+RvRco7k8QVL1Mey1FRnaYslKVgagWgR1W8hyS7H3vxXtNYtoQVMzLxG/1wDaA7IsL5riu7eGdb3TlLtK/DAwAacnEaxKNSaNM3GtIVtZMIO8/h0L7puIgcsahvTfG7b/VxRu48twVEyts7upQ6O5Jp5VfQAV0T34ZdNdqY6ifkL5EwfEdVAkRwGPanBlB1goz6B6SqcFRxkvX+SpB0k5/o8DXCZGbuKGlkI5H/54OUsmBGSjs7e0Xb+ovURrurZh+XK9GcEMnsyX0XJVpAll7M3DLK5fZykIY7Fix/5GLLkkvZ0odNWgIcX1lByFBatMO3aIk/lVvGp564m7suhSC5P5laTtIN0BBY5nG5EkZ2KaxXAg0sbKrZ6+41WMo5Ci5rkkNGCg0TelbCRUHAJyRJFF/Z6BgJRycAnSSQdGROwXZduT0Gu3A41XcUTmAmScTUSHougvDgoJ8hGJU1cyRJXskTkArpkUqdk0CWTiFyi6CrokomJXLku1MgF0eKWTDZHJujUF9non65YJyq4lFyFeStKvZbGdAUAc5U+Q9HViMpFZMnB9kQ8TnT82fuP12P7hZqT5IBSFEpQJ1oIf7v/Qo7naxjwbBIjcuElTQ/mT1C6y9ony75+8eBrV2zD3x65aMXzJwKu/tQoJ98ysMqf9JJvudp1veTrioRr6QJEZulSBaTlSmIBEj8ET/zjabznmXeys9hFjZr99z7+f0W87JPutb2CwvLJdb/lmCEuJKvCcxwv1LE2NkNILQlKEC7DZpSSK6PgMu/4eXSkD10yedWjHyVj6ezOdHlemwoh2WDGrCJpB3GQaNWTFG2Nki1W511RUZ3Yjsxje9Yhjwnq0mOvvJl9r/kbXE+6L6IWkXHRJMGZtW0Z01Yo5H1kLB0z7aM4GuFnZ/4DX9v0C5JWkANLzdiOTEQrcmbzCHF/nmpfgaF0LVO5KpLGSmcSy5Er7Zgrn/wAVzzxQer0LCkzwOVPfGhFq2bnpcuo4YKxXA1e0/xs5b4qOzSG0qxbP4bqt+i48xt0fO/rnPpvn0aKlZiaijN+vE5QYSJFIdtoStxx8Ow/+XeTGoq4DQaj7/kEHf/0Dbru/goSEKkq4JQUJNllaKKOcG0Os9rGVV2kgMXB6SaSefH9JcklmxQX1aV8AKOk0ts3TWBVElcSlJ54IM8reweQLImFpQiWqeIC3bFF6vQsftWiNpLj2Js+K1SvEI4xgUAJLVSirTrJddueRI8YHBpqIaIZvLr+IFG1QGvdEnLYRJJgaiFGNFjkooYjNHiI4qV0kGJR472bn+RLa35JvZohKhfZle1iwYpwfu0Ajf4UpqugSzZ9/hn2jreiSg6n1ozRHkgwb0WpUsQo5JTAGI1KugJWEmAiAQzKuT5GzFo2+mYq1JrXRffT5Z8jKhnkXK0yY7yo+jBBtcT2Bz9FrS7APUVL5Xg6znnxQd7d+iTXxXdQsDS21k0QDYlK+rvbfkSDnqEznOA38xvZne8ib/tYFZjh/OgR4lqOSSPGghlhyojRP9dwEvbgB6d/j2v7nqlQcHYVOxi34oRkg5yrknE0nil0MGRWs2hLDJrVleQhSy57jTgZV+NAqZZBK8ygKcwFFqwIMSVHk7bEvBVlqFjPrkI3F3YJDk6Dx8mdsaoq1SoIudfyPNz28BOTVpTDRgumq3LAaGG8GCcmF7xZuY8SMs3aEt3+WfKOSt7xE1eywldYFqIbp/jHiSl5GtUUndo8Pdo8QdkQlbRkkHSCTJaq+fTzV1W2xaNYI5c8/qtnKHDGW8U+/NCah/nR9jsxPDmopBPERuaqp/6C63a//aRK8ETjkxPt9crxuQ33s8a/rIf+QqTzohV+yVZ2WXHvxeLZH9+A5IBadETVWxI3Ia4Bki1ENhxNVPW2H8/X1604HbkSqHmIPhrgtp9eyb/MnVGp7v8zC4L/rnjZJ90T43i+tsI7C3mzsoBS4pq+nZ4VmJjBVMkmPhyKjsbfz1xI3vQxlKolUQqyYAqloqFSPUHZQJZcXhHup92/yNubnyZv+bAcBcNWRRUyUQ+WdJIUYSGpM2VUEVWL9AZnafEvMZ2L0lWToCe+iCSJbZRzCrK1jEpMlgKsqppje8NopeUW0wqkTJ2wz2BotpZUQefUf/t0pfVu+MoAAAEAAElEQVSbSAdpCqR51853MZ2LEvUVCCgm58UGuKTuEFc0PHfSKvaKJz5IW3Wy8veCFeX9e67lDTvez/B0LT878x/YHJugu2EBqSQj+23mp2K4Sz4oie2aSYoWpetzcSIWZlLnzBdBRZ+IYi6HNBHAyYqLR6whg5PVsHIauZxOvD5NfU2aWHWObDIgVsV+F2nJB0ci5OZCWDUmyZEY5FTW3PsFTFvBSPsZX4xxWuM4rt8lm9N5fdM+lkpBRj54I0gudlZlarqadEnHsFW2xsc5JX6yEcM7ep/lrWv30BNdYLU+zdV9+6lrTFGwRKW0NTzKQjZEPJbj/K5BtnaMEfUZ/GZqI0VHI2GFkSUXWXI5MzSIJlk8V2jn10ub6QvMUqUUGCnWYrsytiuTc1Uez6yhu36RntA8r43to9WXYNasolFNslqfpl1dIudqxJUsCi6TVowarw06aDSyyT/J/dkNaJLD4HgTmuSw3j8lHH2M5or/c8IKsyo0R1MoTclRyJg6pi2zJjYnJA9dmbuS27mg8ShzxTA+dbnbcUZ0iN7AHEVbQ8al3Z8gYwfQsLlty0+5bctPcZB4eqqT/qv++qT9Wo6MHaDkqvT5ZqhT0gS9WeqkFWObPk7CDjNuVWGi0OZb5O7B05nxkm+dbBCT8+QdP51aEtNRWa0LnWUHmTo1Tdb2cygnKtQBo4mU4yflsRscVybpBJiyqhkxaxkyhZLVgWIbh4wWDhbbiHv83x5tjr6AoHONW1EPTNlEyVXYmevBRuLJZB+NikFMLuK4Mj4cqmSDNjWJD5uYbIh5s1wiLpeYtKuIyAWatCSTxVhlnxy8+WM89y1PD9mTW7T9QkDjtHcut5nX6uJ4fUvvbo4WG9kYnWJ1cPbfbRu/WJzfObji7zJtEXjJuS7Aa7uX5/SXPf7hiqRqOaZfU8KIemODtIuWdStIbVcW1zzJcT2Us4StC4DVija032s5j7kcuGcdXzgsqFQxOV9xd/rfFv9PJd2RbJyCrVGt5Tg3MkBYMSorvAu7BpBxKLoKs3aArR1jXNp9mOPpOE9e/A221o7zpvpdaLJoT+7M9Ag3Eo9Qn7KD3DlxDkVLYywVI2EEMWyVvtY5antPpteMvvuTjOeqafIlBYBDsllYivDAK77FfCGEqlkYjlrxgt3ym8/wykeuJ6SWSJkBDEclqhao0XIElBIhtUTcnyPiVR2JZJimnnnetfNdnNEhjN2XSgFKlsKTu9ZSsIWDSkQuCDeWF7RmfnXud1Zor9647kE2h8f4+Vm3Vyq+uJpjfdU0sbYkTk5DKskiefltJEvCmAviU20iLWn8EYOG9sSKVmJ51ryha3LFZ7/l6fdiRW1G3/txOr99C8npKErEJFafoatxgcRclE/2PshZTSPo4RK+eFG0nTRBRdASCi0tCVyfOGELiQC5iQgoLral8ORoNz1rpohX5fjAmkeZygpAlJ3RKlrCR4aaGUjUMZBuYHVwhhfG7lQHTVqSuCZmhPce24SuWlT5C9zefw5FR6O9eonPrH6Ad9U+yZ83Ps572p7g/R2PYSPAfHqgxHndxzhcbOHvpy4gKJd4VewAEaXI3kw7+xdb6fLPYaIwZVWzPjDBB9oe4YqoQJZu1sfYEBhnwGiiTVukhEzGCeBDoHE7tQSLdoiiq3FaQCCII3KRA0YzJVcm79HDNGz2ZTs4lG/hY/vezKwZxXRFSzld0tFkmwtbBmnwp7lz4hweSa3BdmWCcokqrYh+QtK9bvUTNGgpNsamKnKTsuSQ9OQYQVA8XooL/t3+8zkjcJz1/gkicolFO8ysGUORHPo0gZqXJYeYkmedtkCftshp+jh92hKbfIs4iCq/HFnbT0QWyOND+RYydoDVwRnWh8Rx1+efJe3oYq7q+AjKBjnXhyZZNKopjhUbOFBsI+PoDBXr6fXPEJINQlKJZrXAhaGjgp6ES0QpiuuCbDJRqMZGImv6mbICmK5MXMmjSQ665CDjIkvimiNLDrYrkXK0ipZAXM3SHkisSHRQTkoi2eABjywdzrhGVLwh2ahUfE2aWJCVubn3DW36k3x2/1icyPGF5fnxvxcxX4HaYI67jp7J+l+KxdYVG55n7x3X88zdN+DKAqWs5TwhDa/OkEuC86t4Dke2vuxqVDFXcMRjStFF+X01n9h5NUdLy2DAPzXetfNd/6HX/2fj/6mkO3ysEU1y6PAtoEgOl1SJldi2B4RsYZk3N2TWV/5POUlsDE6wWptjfWCCXn2WkGpQdDTGSrU8U+hhulSF5cg8ftE32X/5lxnob6HKV0SSXHTV4rw/3HjS9iQKQgYOhJxk2EuY88kwr+ruB6ClNklz5wJ1oRxrq2ZImToR1cByZZJmEMNRSVs6AcUkWQpyZefzFAyN5tok17TvYn14is2RCdaHp+gKLbK5borTtw0SUExsr1I2XQXblXjPrney6udfPGk7y1He1nJokk2nvsim+im0KgNX9y50hiJUpVzR4j1wxRc5+obPVVrXnd+5mc6/uxkpI06KC2v72T/WxqGxFgbHm/ho8++47ZViMSTXGkiGTHNtkle3H0aRHGK1Wf55+kyemurinPZhuuoWqe5awtVtjFoHK+IwfbheJP9YCakovqeUVbGyGqWkn2QhUNme2kCO3p9+GSlgI/lsJA+slZipYnChloF8Y2W/dP7oq3Td/RUiWpFpM4bpKqRtnWtW7aZoqZwRO04h6+dbAxewvmpaiO6jkLDDKN5F9uzAMX4+sJn3rXoSv2wxUYrzhvo9rPY0vzXJIqIW0RSb40Y9pqsyUqqlXs0QU/IMlhpQcAQNRltgoz7BTxPb2VXoJigbpF1ho6fhkHECROQiMblEyvFTp4qq8dliJyXv9J+xqugOzGO6CmHVYLpYxbOLnRxPxnl365PIksstm3/G1zb9gj9ccCt3nPrPTBerGC3WsCo0S7WnlnbrEYGfSNpBqpQCaUsnY+u0aEvMmjE+/fxV9N3z4sn2nmPbKnPXC0NHkXGxPa5svZJhnT6BgouJTH+poeIGlHLEOSsoP2ADEa9KisgF1rRNMW1UkbRDKJJDtZpHkyzODQ5yblBUcXVKmimrGkVyUCSHeTtCxg4Qk/McKLbhIJGyghzKttCjzxE9geecKRtl4KJLpqdsJ3SVU6YATnWGF5mxq5ixoxRdhYzjI+VoGK7CvB1hxhYdoVk7zIhVI5yjPODW+sAECk4F+Aiw/7vX40qC3yp0jakoOoFAMx8pNvPd/vP5wJpHuaZvJzetf4AfDp5B0g5Wxg8vFidycr/bfz7v33Ptiufvm92yQsf5RK/ul4q7z7iD3573tzySXIuuWXz6+asqmgAAz9xdVrRy8adEkpVtRIZylzm/juK12b1kW6YcSa53vbFdwrsDfPXRy+k3mnhgeAO7Rjv+pG1cKgX+/Rf9H4iXfdJdf/dy20XOyzw4uJaEFSYklVAkh4ePr2bPZcJu7i29uxk3a3g2073iPW4+fAmb9THmnSD1SoZObYG4mvMuiAojxVr8srUCmCQbMj7FQlcssoaPgGquUFEB6KxKkHf85B0fumxWjBkCukmbnuDfjq5nKR+gK5rglfX9nBU5RtHWmC5EMWy10p7MmDqmd/I3aCk+uuFh3tH+NJpkE1YEOCNlB6jW8rQHEmyJjnvoUD+rfLNE5CI+ycZy5YrjzYtF2Y4QxKqwTk0jSw59wTnMnAayS8ddX2fj2jFq25KMfOBGVOXk9xv54I2M/OWNjHzwRu4b2sQlocPEZAsHiUXHjw8HXTJ5YHgDXz/tF7zxFc9wadNhNodGOXqkleRMhFfVHqavZp6lUoCBoy0kkyHOXz9AsDNNU988TlB8rmPKQsPW74lVFBRwJRamltWnBubqsUyx/5oakriWjBIx8VcVWd8ww2/2bMJYEgM115SRJEiZAVJWgERJUM7qtTRv7NjLHUfOprVxCRcwvIvKuFmDLDlE5AL1SoakE2BD8zQ/n9zKBVVHOCd8FFlyMFHQJItV2hzvq32cK5v28/RiFzIOw4U6DhdbPIEDhRkrJgzaXZVuLUHW9vPT8VMZN2soOhp1cp5Rq5o2bRGft1iKK0VCslEx3ThQbGPSitGiLdHrn6HFv0S1muP7p38f01EoWSoPJjbSHjoZiLdohNgcHmPSiBFUVxpjrPdPElezDGdrmTWiJO0gA/lGqtQ8Z3Ws5F//cPAMrtv9dh5Lr2bajDE43sQzhQ4UyRXALytGRC7RrGSwkZixIvRo85yhj1KvZCkheyb0PvYa9QxbYcYtzXtMVNcXVR/mYEFw2BXJYdaqok62yDgCsxCSTDq1BWxXJDrbldE9RLdfNlmrT/GGqr28p+5x1viniMhF7kuKSjLnqszbAQwv8Su4xJS8UIDSiii4NPlSbPXPsE5boEY20CS7cq0o2xb6sAXiXDJoVFPE5Hxl5htXskTV4gqZyP3fvV7wXV0v8VgurixxzlVC7OZzG+4XynMnxLV9z/DOVU9zWffBP1rtloVXQJzvXYGV9oN9kTmO5upf+N9eNG4+fMlJSXvXVDt1oSyaZLNvoWXFc8VqCUcT7WOf12quaFBXOLvi+yLhcX4FhcpRpQoASzFcqg6r/N1vXs2BYiuTVuxPSrwnCm78V8bLPunq4RPoMxI4czp/e+hC9hfbK8o8J8Ybe/cQ8BRqynHjuge9E76KoGx4q2pbGGHbPo8DadMeXqpUtGpeotqXp+QoFAwfvz3vb7nvnO+usKXqCCaYNGLYrsxxo46g5+rTFE1zONuMqtlUBwXS9OlENz+ZESfK4GwdJUdhz2wrT891MV8MU7A1GvSMaE0hk7BDTJaEqIIm2cL42lXQZZMFM0y1Kgj6zWqBmJIjoog57zW9u1f4bwKVla3pKpWTdWNkgqQdZH+mnWeWulCCFhgKLc0Jzq85WlnI7H71Vyrvs/3BT530+9QrGQxXIeMIGb+842fSrvJs2RR0ucQ3N91Dg5Zi1owRbMrS0LbEncNnc03Ds8zkoviqi2xsn2LPTCvZZIB0QccfL+APCUUBqbqEEjY9mzFxsZPzy22y9viSsOBzYSEVRgsK/WNZdtl1qJtIY6YiXAFwVvcQMi45y8+VNXto0ZbQpRLH8vWYJZW4nuct3Xsp2D5mLHERKye7nydO42eJ03lL404ubTxMzvERk/NMlGowXRXTVRmzqglKNheH+umOLBKSDSxXYbU+xT9Mns9EqYZFO8ykWY0u2fw8tZVXVB3lmrad/P3x85i3owxbceFBK5lEZBPNa9cJwI9FwgpztNhIo5oiaYeo8ZC6bZpQN+qOLNIYzeAgsTY4zd2Dp6/4/WbzAp28KTTO5TXPcdbvPklQLvG9o2eTdnQBJAovcOdpd5GxA5wTPcqkUc15ZfFgL2qULK+KHWJ7ZJjLI895+6rEAaOJiFxko38aTXJwkGhWhIxl0ls0PFXopU42iMs2jYrBaf45utUsmiTa6zVyjnuObUOTLFp9CQaNRqqUPHtSHewt1RKXi+wfayMoWwRlgxY1jSZZhGSDtCe/umSFiCl5gpLrUa6EzWCLf4mgbBHyjJ7Trp+kE2RTYJQ1vmm6fXNsrxoGhAqYDGRcFU3Cc0gSIiURuYQPh/6SQBy3qGnq5DxB2aRRydGiZIkpeTYEJtjgmZWUQ7LFPFfyKDcCWCVx9tUnu3m9MK7p23kSHxjghwe3V+7LkoPhaFz11F+seM2q0NyL2n6+MMJKkdu3/XDFY4ev/Dy/Pe9vydp+uqKJyuO9X78VKyRRioiK3ZWoSEbiIZpd6YT7XuaSTaHdXOb5yqbYB0rJJXIc7vjVq9iZ66l0E/43xH+s6f1/YWxtnmD7g59i/nCdUC8qyBhTIa6/WqCaP/Xc1ZzWIYBDvzr3OwA8O9950vvM2xESVpgaJcu8FSWuZsnYOgYqecfHcLaWwbk6euoWBAUlqKNJDmHNoKNm+eCayMZ4xe8/juXIhLRWAqpJIegjpubpqVqk5yd/wyu6U/Qn61EUh3TRz1MTvSi6RW0sSyIVwsz6GA7UUBUoMp8Jk5b9jM5Xoygu29aPoMsmCg6aZLNkhTzxdpu4miNj6zT5UuQd37Lbilxg3lZp9idp9S1iugpfPXQZKStAjz7HWj3P3YOn45fDFbDNowurqfHniGhF6vwSbXVLjLtxdrzq6ytoBuX4s2ffw5WtK6lMh8ZaeDBzKueEByh66FlNstCwKzO7sjHEdauf4IN7r+HmU36OjcSiFeapTB8zi1Wsa53mV+d+R7SATZn88Siu6qLUGsg+4fva07DA0VQzyK4AfpWWwWnDs7UAuIaC6UogucyM1gj+rSuJXK24dHzv65y7/ihR1WCqEMWvWB7Iyc+sVcWrYoc4e9sgC1aUZm2pQsPQJZOduR4mCtXMG2EBMKpJeG3KAlWywTp9kjkrQtHRSDvCQ7lZExVmo5KlNzBHjZzjmsZnK1XYsFHPQ7k1rAtMstU/g+1CojnMsaKgEDWGDxGSHWwXxq0gMdngwcxGzgsf4UihhbPDRytgvIwTYKJUQ5Wa54N7ryFlRqnRc7yuZh+NSoqc6+OCxmVQzaXNRxgzazgjMEzG8ZHIBsnaOik7QDyYRZfMCl6i6KrsynbR7hduPF89dBk3rX+AuwdP55q+g/ztkYvYqI9TJZsMW1XCaERdIuPo6JJNRLZRsAlKYFLisLHcOSgvJjREaznvSiQdnW41i0+SiCvTxGRIOjBjh3g8u4bX1j7Hc/kO6iIZmhWDlKNUkmdZuCaqFMm5PqEgp2QZtYJknAAy4rhc45+qtIrLQhd5x0/R8eEoWRbtMEtWiEUlzOuj+zBdCEmWgAycoJQl4zLvBokrWWasGI1KtqIyZ7sSeVfF5zkRBWWDh46v4eIuMXp67jsfY/MHbhWWlp4jkRmS0HIvrt702QNX/ruSiY69fF7UqRn+eWh7xRAFoC8wi+NKK2by5WpWxuW72370ku9fjoVSmC1VY8ufqwKuSKAlF9SCqN5l08WVpOUZNiKxOpJIwrJnoiBby2IbkuNWwFjBabjn/nOYfVWUnHPqSXK4/xPxsq90q7UChumtLRQXR3Oherkd9i87xcpuU2yZh+q4Em95+r2Vv+85to2DhTYSVpjnCh0cMxqIyEUatBQHks386tApTKajOI5Eg57BtSWcgMNYvhqfbNMSXNb3nc+EiPqLuAjnkaQRIFEKMpKvYWNkkivXPMd0IUpQExdW25HxhUo016TYeelXWdU0R7QuS7Gk4boSnjYAtqWgKA4RpYjsJdzyjKlazRFURMXf7Z8jZQeoVTNokkPCFghhGYclM8g7Vz3NFzb+stICK7pCS9ZGJmvrfGjNwwAkjQAZy0+9lmF9eIrXNh0QWrzwolJzP9p+5wpwy/6xNmbtML36bMULOOe1r8s6sUVHQ5GcCi1he2SYoGxQI+fYrE+wOTRGY02qYshumSq+KoPVW8YItmaxLRmnoOKmfEylo0SaMkLfWXWR2pbnWpFwgY47v4Hkt0F20fRln1hkl2xWp74+hey3iaoGMS3PpqpJImqRp7Kr+M3SJkyvlVyjZlmtTxFXspwRPsahfAs7Mr0cSDXT4E/TFEihqyZpR69QUBTJ5XCxBUVyCcoGa/xT2Mjcn9zC22p2oEkOl0cOMGlVs84/LToAksmsGaXPN0O3tkDOkdEkeHPVHs4JD1CrZjhgtJJzZDKuSsYJMGTWcGpwmH9Lb+Kc8ADzVpT9xXYGik3E5DyGq/KhNQ8zlouTt3xcGO/nqp59XpcnVjE+3zHSzUWRg7RoCfpLDcxYMTprEuxOdRCUhSpTiyrkN//6wOvI2joFx0fCChGSjQoYp7x4aNCS1Hm6wzG54JkVWJRchUUngO1CsDyv9YwPopLBGYFR9hr17DLqGTCjPJzv5Il8DzVyAdMVPN0RM0bRddFwafE495v9E1wUOciuQjf/mlnPE/lebAT/t7wISdpCG/m80IBXldrE5DxRuSiSoCL8hiOysMlzkJmxqtAkq6J7XXQ0dmR6PWS0Rs5VSTkKhquQ8lzJRFK1qVGynrWgw4wdJuno5F2VoquiSQ451+ctQIorWsP7v+vxd70ruaVLlMIyp77r1kqFevPhS4BljeIyDenEBFSex1+69nDlsWv7nlmRcL966DIWzMhJbesOfZE6X2ZFwv3081dVqEs37H/Tite/Ycf7iaii9f6mp9/Hw8dX4/jEhcz2i8Rrhk+Qi7SXubuK6VYUqmQLHIUKzUgxltvQjipV2tKBeYnHHzqFn8+dym+H1/E/HS/7pDtvhPFrFnbEJtqQpWPtDK0NS8uGAIrLx/a9GdNR+PrhSwFYzAa5sm4vdx09k/7xZiJygfNC/XT75zg1OMzro/vQJIvLwwOENQPNb5Ev+nFsmUUjhKS4NLQnmM+HmC1EGMnGKy3baLBIzvRRslQS+QCK7DCSiovZrK3z2HQvAH7F4mNr/8B7Vz3J4Bs/y8SsaBUfHmnGKKmEAwYxf4HVdXNoio2i2jREMxwrNtBfaGZHqpc9mU6ey7TxfLaVo7lGDuaaeTK9iiUzyIIVYVehk4dza3kiv4p9hU7S1jKQ4MZ1D3I43ciH1jzMjBUjaQcZLwqv3vW//GuuaH6eN9Tv5rzwEbYGRuj1zxAP5V/S97JZW2JkoonB8SYSdpA5O0LOE5KPycJzeNEOV4Ae5eq3xav4apQsRUdDk2z6Sw3UKFk+0fNbJkvVvOnp96H5RFIYmGggn/VzVu8w8cYUgaYs2bkQrishhS3ksFkRLgGxsMGWUP0WOBK634SQJQBViouiOCTSQRxT4XfH1tDqS7AlOEKLP8loXiDiU3aAKbOaeSvKvBVlxqriqewqgkqJ7ZEhtsbGafcvElYM4j6hk5xzREvywew6Wn2LNKpJpkzxO6/xTdPkS4mLOi665NLnm2PKqiIkGzyeWc3bqp8R/s3ezDblzfU7VcED1iSbf1h8BQ/n1hCUDXq0RR7NrOWc8FFPIjLPRClOs2+JszqHOTt0FACfYhH35xgpig6A6arMWxG+sPGXFbDTgWIbw0YDT6ZXMVBsIqwZLBZDnBocJukEybkq9w1tImv7+dLG+0ibOl855V5+PrONKqXAXUfP5NH0Gm4fOI/1vhmKrsJeoxldsrGRmbcj9GjCCcxEwkYoUemScMwasWoYNuMMGE2YrkpELtLpW+CMwHGqZBtNgrwLfd6xU/RoV01akpyr0qYYXBgc4MJQP83aEo/lVjNjRZAlhzY1zWn6KDnH77kX6R7IUvPeS8V0ZWwkQp4tX6e6yGmBYdrVJdrVJVrUJVp9CQqOMFXRJAcFl5yrUkIsKvKOH00SC2QFlxoly7gl3IocTy9Ak+wKSMtxJXw4JyGGhXet2EFlGo2jwuDPVwErkdwghH7K8cWDr+WHg2egSTafPXDlSe1gEMpVH973Vm5a/wC1L+I6VKtmWKWvRPh/5ZR7K97eJypYfeq5q6n25dm/2MqN6x7kwni/OM8Nz2lIBzMsrP+sIB41apnH60reYtgrNiRHcHUFipsKmEyyWdGK1hclnntkFQ+lN/Db4XXsGFmJ2/nvjJd90s1bPoKayfmn9POajkOsj81wQeNRAqpYZXd2zHPblp/ytU2/qBycR17/eVrUJTbrE4yYgutYJRuefV+RoqswZVaTcWS2Vx+ntSaJT7OIRvJYrszpHaNsrZtgZiZGwdTQZJu5QoTen36ZZy/5GsmCjt+jWfgVi40102yMTPLjp89kfqwa01HoDi9wIL/sjatqNmf97pPIixrWeIj5iRgHxpo5MttIVyxBW22SgGoykG2gP9PASDbOUinAfDFMVBVgqrBikDQDOK7MXElwGquUfKWNOV8Mr5jblYEF981sxnA0BtN1AGTnQoSVIo1qiidzqz0hA5UPdD7Kn9XtqBzQB8Za2TXawaMjffzk2KnosknGURg0hbh9SDao8QzDa5QcsuRQo2RFleH4UCQH2Uso9w1tqlQUOddH0dEYKdUK0fnQEFfV7SHgLzH4xs/iWDK1NRmeOd6FpjiUDI2WjkVC/hJuXljSDb3lMxXeYD7vR68p0FG3hOtIFA0NN6/gFlQkzcFc8hOLFIjVZLEMlYQV5ttjr8Qvm+QtH44rk7P8DBbq+dn0qTyV6sMn2ZweGub00BBFT1BlzKihTU/wntrHqVNydGoLFB0fzdoSndoCnWqK84KDFB2NeTvCOl1QWkyvIg5JFot2mHkryptiu4jJQj0t42qYyMi4ZByNcSvKGYFhapQslqOwZIUYLtXzQHYDV1TtIyIXiMgFco6Pr5xyL1Pe7H/AaObyJz5ErT8nOhOyzV1Hz+RoqXG51a0lPQMCnY+s/T3D2Vr+asOvOSU6SZW/wIwlMAplhaVtoREANkbEd3ngFd9ipFgjOLT6AhcHjzJjh3kst8Zz//FxKN9CTM5jI7HeN8eOQhemK3SVTaBdTdCoCBvOOjXDdn2KuFwiaQfRpDIbQITira10ycH0sBMJO8ysrTFg1qNLtieFaeAgs7fQScbRSDp+dMkkJpcqCl5B2fASqLhOxDzjlKBk4Zds4nKx8vklhCZ7SDEoumrFKancxpYlMUoR1bJJXCnSpqZJ2iEiXgcgKHvJ2pOmjcgmRVclJJn0jy9blu67XaCZJXd5xusqQvEJYMEKr7gm9gWEkt3tA+fhl82KBny5Ev7e0bMrlS+Iiv208PHKOfvCKC9GXhgnJtuyDsCiGeL0yHGaw6L7t8Y/JToEKaki9uFoIoHaPgkrIFVUqiRHoJRVw6XMXCq31iXb4/Z6v3eZ31tekGhZF/+SxL/+4Qyeyq3CRmLvaPuLbvd/dbzsZ7o/Petmvjn6dpbMINVajhb/EikryNqoWJnZzvK6o9wOAfhdZiPrAxMkrDA+/zSK1/YSalUBNurjhGSHrK2TNzUU2WF97QzpUoC4L8+xTC119WnCPoNaPcdsIVKxmNv3GgEyetPT7+Ps2BCy5PDtg+eDBKv6phhZiDO5VMWpLWM8lF3Hh9ZQ+b8d019DkgBTpiaeZX62iuN6nJKlEg0UaQqkK6jmiCbEO9KWXkFXR7Uidb4MhqeUk7F1xko1hJUiPsUi6jv5pPrteX/LzYcvqfB2zz1lgKytY7oKGwLjtKlJT7vaZr9RT42a596hLfR5u1PBYY1v1lu5C0H5hB2m6PiIKTmvAhCJqehqFSH6sm4tgE+yK7y7oqPRoi2Rc/y0qEkxs8bmm+t/DnyZtZ3TxP15tJoZWvQkTZ1JNurjJO0gtwfOpykgWp/zM1Vse+AzuARRVZvxxRiUZExVFctR1SESLZC2BEI5HsoT0Q2eXOwRil5WkDOqj9Ptn+P5fBunBMep1vJMFWOknQAxJYeGTY9vjpiSR5EcGpU0dUqJKStAs1pgxrJY45snKLkogI3LYUNoFI+YtdS5GZKeZq/pquQcP7pU8i7AotIasaqZNOOcrh9n0QlSp+RIOjqXdR/k8OFLKDoaP5/ZxrbqMSJyiZyrcthoYbNfAHMatBRfP3wpv5/dSF90ni3hUUDM6B5YPIWZXJTHL/omH973Vr615QC3D5zH8YJYgHWGBF7hcxvup/enX2YyW4VpK3THFpnJRakNZNmVfTOyFObmw5dw47oHSVsBbGQuDPXzbLENG5lzQgNEJJN5J0jWFh2AuFJEBs4NDHOgVM9G3xw5RxbKTpItHI6UvDCwR2Kjbw4H8MxskAHbq4hSjsaQWccbqnaTczU0yaFOSZNzVRTJZbM+QkSyaFTS7Cl20KYtUq9kUHCxcamRC8KnF2Hh6fd8fD2MPDKiCp93BKsgRAmfkmJ9cJKc66MKw0vmgsJV7k6Uw3Rl8q5Mp7bAiFWF6aqeHK1YLAyZNWz1z1ElGyiSQGsfGGtlY7sYizk+UR1KtoutQ2jWqbRnv7TxPu45to039u4BlpWlfJJFh28Bn2RTPOHaF/QQ1iAq4SpFrcjhXtv3DCBQ5+X7jqcL/6nnruaU4PgKH+9yVCk5vnroMnqDDkeLjbToycpze7MdFcGLcjiad7M8ZLLtelWrhKOKme1ysl0GXTnashtTmUbkaGAGBdgqOC3xw8fOIX+Oj6tju9k12sFpHaMnbe9/ZbzsK12AUwLjnBU5RpuWQJPsiln3m55+H5qy3HrRJLvCU9sSHOW4Uc+CFWFHro+062fGqiLj+IRKEDIJWyNvC9pBNu/HL9uUHIXd820s5kOYlkKiECRt6hUu44kxm4/QoCX5+/5X4PdZ9PZNE9IMeuoXiIfz7JroOEnScfQdnyIQKRKuzbH71V9BUhxSmSA1oTzXtj8rxNNNHVV2WDRCzOSihBUDwxHORXW+DFnbjyYL15lm3xJnho5hOio/P+t21sZOFoIAaPWJltZ9Q5vYXnWcXv8MpqsyY8YAsJHIObJoAbsqbWqCiGyLVbxcxHElZK8n5HjUDE0SQKQ5O4yNcFQSj9sVvVvA299i5pZ29IqjS42nCpRzRVU8b0V56PgafLLN3WfcwSXVB3lrbCfnB4+StIMk7DBXNu5Hllw+/fxVyD6bqF5EURwsS0GWXSKNGaqrs8Sa0sQb0gT9JVZ3ThPyCTOMuVSYVdE5av1ZzgkP0O0XCbVWy9Lnm+Xs0FE02WYg31iZD4a871Ej55ixo2QchRm7asXJl/GqOF1yuSR0mKQdJCQbBCWLRiXHsNFAyVVY75+gxzfHjB1El1yGzBoUXLK2zs6iMCHIO1pl33X4FtBlk23VY8i47DdaK6DAubIClR3id7PrCGkGbXqCzfoYQ+NNXBI5wAeaHubxiwQNZSwnKmLTVVA9cw7DUSvnTDhURJFcXt16mJ3HOhkdrmc6F+WRyT5+P74aEIC6VaEZtukjJOwgfb5ZOrV5FFx8kkOdnKfRl2bSrOZwqYGpsjaykmeX0ULK8ZOww2QcH3GlWAFT6WVUOsJhyEEk2sNmLcNWFSVkerR5IrJJo5Kn6CpMWtX8Or2JOiWN6coMmtU0qxZnBYapUXI8kV/FLzOn8HB+NSNWNQlnWRbVQSLjyB7q3kfeVUiesIAPShay5NDtmyMii/0iWsmieh224ii4LDpBko7Pm+MGmLcjDBqN5Bw/CTtIyvF78pcBEl7v1PRUrXIniD/s/7vrUYoukQkbuQSFuAyuy9b3CsrkG3v3VMZn5Xj3qqfQPcOGExNl0g6h4HD/8EaG8nXkHR+TZvWKWXLOWanVbCPT5EtVgJZfPXRZ5bmvH76U3dkublr/AHVqBl02SZpBHhjeQN7x8+RUN7Ip2sSKCUgr0djWCYIYriQqYNfj75a1mMFLtCcYJywjmsUcGFlQjgLTCr/YcTo3Hn0jCi4Hxlr574yXfdL9yz3vZ96KMG9FGTfjTJeEoEGLf4nV4VmagumKOIYsOYKyMtFEs7pEwgoJOpBs8UhmHaOlWkooFTUaG4mNQVEtxCIFZMlhIR8indfJGxqaamOYKpPpKD8/6/aTts12ZL565NWsqZvlwBVf5A8X3MpbGncykarCr1r01C1QtMSJ9bF9b+bjz70REO3vLY1ihfvnW57ig5se5eqWfYLG5CjU+HNCxtBSCagmsuRiOQqj+ThjhXiF4hRXs3RqC8xZEUa9ee23tvzLim28b2gTQ+NN9Gjz7B1t5/ep9exOd5K0gzyUWk+nbx5dsnE8pKWNTAnBWbRd0LyLqY3EqFXNvB0Q7WFvRqbLJnnXj+PKBGWDoqsx4630l4FGTkVwvqyDW4684yfjBEjaIUZLtTxX6Kig0IeNesatGL9Mb+Z7U+dya/8r+d7xs2jwp6lS81y1fj8NgQylnI+Bqz/HuoYZDl7xRRJzUUxbITEZY2akhq3V4/gVi0Q+gJHUCSsGm0LjzFtRYooQW9igj4v2oWzwztoneHfNUzRrSyiSI+gkdhDdq6SCks0m3wwDZhVHii3YruRdxBVkICQ75F0/h4stjFtV/Cy1jZFiDau0OWKyQcjrAIxbQWqULIeLLazTJ1nvn/AWMREUXHaNdvBMtoewUuTVkef5wsZfcijfwtPZPnr9M1zafZi7jp6J48oUTI3WYJItgRFicglFgpzrI+Yh3G89cjFX1D/Hp567muFCHQOpBvaPtVGwtYqamSK7lGyFQ+kmelrnWb9mnEzRT9hfojacw0aiSU/ToKaoUwp0a6LqLxvOA0Rkh1bfIuv9k7SpCXTJ4kBJLGDO1Sfp1oqs8y2Sc/w8ke9h0Q7jk8Rx4iBmt0VXeOzO2WEydoCQVCIml2hWSmQcDRuJOkUAvkxXWAaCaJ0u2hIh2aFNNbksfJAGLVWR0ewvNfFAdj3PGy08nFvDL9Jb+f9mL2LRDiHjYnga2WUN66KrUXQ07ktuQ5dc6hSHNjVfWbjrkkXOEcd+jZynTskh41TGCmVhlYhkMmrUMmNFCMkO83aoQlc6sUUqWyBZLlrBJTJuElgwV1SQG/VlsGg5rux5jnevemrFY+9f/RjX9O1koNiM7UrctP4Brlv9BKOl2hWvAfjAnj8THt+2zlCxjqwnEH2ifrXhaLT4kwCVz/r+6d8HoN9oYmmiSmxnmRLkzWMB7ACYEWFwbwXF71zxFaaMXBbykOXkWk625dfItjCIwEM6KwYExxWWHmvkLbv+nHk7xMPHV5+0b/6r4j+UdD//+c8jSdKK25o1y/qWxWKRv/zLv6SmpoZwOMzVV1/N7OzsivcYGxvjNa95DcFgkPr6ej7+8Y9jWSudah599FG2bt2K3++nt7eXu+666z/9BR1XouhqNGjLcotLXjK9umoPd59xB5vrJjn9tzdx+6FzOZRtJu/CGR0jXB3bRZO2RFzJ0aAJ4fnDxRb6jWb+NbWNJ/KryDgBrmnfzZVtz3PHqf/M6fVjbG8dpa06iSy5qIpdaSe/MBK5IFsbJiqergD/MHYeZzaP0BlOMLpUzexENTfsfxOGo/G7sTW84vcfB6DOl62sJmNKHr9sMm3GaNaTPPr8Go4MtjA4LgweZg0B5hpK1DKUquVgupm1+hQhj3Nsuip3nPrPL7qNV/Y8R8ZVicgmM3aUU8PH8ckWLdoS50X76VRTKJ5JeDlJRiUD3bNmGzSr+W1uLSNmLUlbCLAXXY20oxOSDU97Ns+iHa7McstAqkU7TFzJokkWSTvElFWNjGgtlt1YSq4QlKhRsgTlErUeavayxz9M1vZzoNjKjkQ366LTNESyNIYyHE430qCmkCWXhBGkrkFcdPcMdAIw+q5Pks/4GX2v2Ndf2/QLfnf+/8fW+kkkU+bHO88g5M34G5U0jUoWRXIYt2KMmHVkPGTy+Z2D1Mh5TyY0xJBZh41ExlXRJWhWMqzVJzFcpcItTTkKCVujW1vgd7Pr+HVyM73+WQqOj4dza5FxmbSrqFNyPJvvxUa0W4PerK1eyTJlCs3gh3NrqdWyROUCk9ZylVql5nkiIy4yKTvETesfYDET4jtb7+bS7sM8Vehk3ArSrIjW9puefh/Xr30ITbKZL0W4sOowiiw8hkfScR5PiWtAV2yRy1sPsjE6RY2eozssJBvjep4aPccn1/2Wb266h1W+WaEe5YLpssLM3XDxAEY283aEOqXEnBUV3GJHwXZdZGCdb4mzAsMcLTaRdKDoCkWqGkXMtXcbjbSoaU7Tx6lTCuQdlYSjUCULez7TFcfXmaFB5p2gWGjg8q/pLRRdiZzjoks25wZGOU0f5w2Rg5yhj9Lnn+H84Air/VNsCY5wafUBkk6Qh/OrGbNEdT5pRcm4mlCmcoI8PttLzpHJOS62C3VKgRol6/GPBeDNXwZMeV0cAF2yKm3fmVIUEwXTFeYM5cXDiYI8VgDSHSrFuEypSiXX5KvMPoEK/e6lYtOHl6Vfw0qRnuBC5e+b1j8ArKxiY1qeh6dXkbF1qtU8VUqeW49cvMJM4XMb7idjL4O3TqQtjRRr0WdVoaqliQRaRiaXubmuh0K2ApJQ4fIEM3CX7f6AilgIgFYQdyRBE0GyhWiGoy7780oORH4b5iMH3sy7n3rnyXaK/0XxH650169fz/T0dOX25JNPVp772Mc+xv33388999zDY489xtTUFFdddYJLhm3zmte8hlKpxI4dO/jBD37AXXfdxec+97nKa44fP85rXvMaLrjgAvbv389HP/pR/vzP/5wHH3zwP/UF846P8WKc5/PtNGgpNNmiXkvT6ZuvzFWenW5HVy2MRICHn1/Lotc6MV2FVb5ZenxzNGopuvzz/HruFBY8YfWUFSRlCS/NMqpPlW1sV2JjbIqdl361knBPFPq/9LGPsO2Bz7C5cZLWwEq1H1VyOJoSii9tsSSdXXP06HNsCY9yZefzGLbCpY99hGot7y0ggsyaVYwUa8nbPpbMoCCxIdSTAqrJSLqm8n4lW0j9hWSD8VINzUqGzfoYLxV5R2PGDonkpmZ5T93j1HiKOSVXZtJrKWUcHQWHnKt5c0ifUPhKdVXk5zKOXpGfTNohRszaCi0pJBtoksWg0ciPF84kJIvk3aYmaVST6JJJVC6yv9jKHXPn88mBq3kgtYmi42PRDtOsLZGww9w+cB6X1z/PtFHF0VwjcX8Ow1F5Y/MeLq47zKV1h2hUUzRoaWL+QkXAY/Tdy7/RyLU3icfe9/HKY7LkIEVLqGGTUQ/ENWNHkXGJyQX6jSaSdnBFEhmxakg6AcaMOJpkCUs6ySLvwoBZX1GoSjo+HFfimUKXR+UKUuUrcHlsP2t8M5wdHaRWTTNlR6hTMsxYES4KHyZhh1njn/ZoMipJJyDQuGmRVG2vg6BJFjfsfxMt/iXmSlESpRDXPHMdz6ZES3ptw/JY4YnUanYVupl3gsxbUbZViZnXtX3P0BVYYGeuh/lcmECwRDIfIGkG2D/Wxjsan+Jorp4vbPwlPzvzH+jUF1lXN0tfZI6fnfkPlff/7uwF3Dx3AeN2mJyrEvcAVH5JjClOCxxH9yg6g6ZAax8yWpFxOVCqJu9KOIiOQJOW5NF8H4/m+5iyAhwoRRkxa9nqnyHuoZj9EtQqgo6TcjRGrCoezfdyhj5KVC7SqOQougoPZ9fRn2sQzkCuQs5VyXkt45SjoElQp2SwXWhTU3SqS2z2T3GGPsnZgWOs982xWhMykeNmDUeKzRwptFCyFZ4o9DJlB5l3/AQl1xunlMcs5cmwVHEziik5xqxqfJKNIrnMGRFmzBjzdoD17ZOc1jHKT5ZOZ3P7smDG/r+7HkcTFnjZZpl8nYylS5UWcxkZDwJFXI4HhjdU7mc6XK7b/Xa+eugy9mQ6cJC4b2jTCm/eqhNkJL9yyr1c3S7sKGu1DB9Y8yjXrxUaCN/uv7DC4S37JZfjmdFOAEqO6s1fBSjK9ol/Za/NXOYfl5WnbF0kXhDPOery/5Fc4UAk254jkWeegASuxwMWdKJlwFmhXsLaWU2gX+ddO97FZw9cyX91/IeTrqqqNDY2Vm61taLlkEqluPPOO7n11lu58MIL2bZtG9///vfZsWMHzzwjBu6/+93vOHz4MD/60Y/YvHkzr371q/nSl77E3/3d31EqidXd7bffTldXF7fccgtr167lgx/8IG94wxu47bbb/ug2vVRYjsxoPk7SDHKk0IzhCKH/fflOfpzczveOns2Nax4i6i/S2LFIIF5guFTvuZbEKKFQp+QoOhq2K5E2dH4+uoUNgQkcJKrUPA1aCseVOOehT/CtLf/CxshkRdKxHCcK/Y8nYzSEMywUQ2QtP1c99RfcdfRMbtj/JhwkAqopwBNztTz2ypuFEo5soMsmb27fw1k1wxzMNDNcqKPdL4AsaSvAfClCwfaxqm9KKCjZEmOpGLYrUbTETFeVHfrCc8g4xNUsiuRWWnt/LIL/P3v/HSbJWd5745+nUucweXZmJ+zO5qBdrXJYFCwkgWUjoskmHGwOtg/HBGNswDiQZTg4gA0GhLEBg8EiCQVAEkISyrtabd6dnbCTZ3o6d3Wl5/3jqa6ZUSD4+Ly/68d57+uaa2a6q6u6OtT93Pf9DaHYho6kS1eLi2KQwJU6o1479SDGMUdRN1LhTDYlHHJakxFrnqzRpB7EQoqFEyXPjNYgoyskrdIc9snrdTqMKp+74Gaeu+EYBT/J7dWdPNzYyMHGII/awzxS3cBMI8tCIUvDN5XMoL2OUaeLuq9kNV1p8Lz2J8ibdXamZxiOLxEPj53XawSh/dqFuTGANbzsZ4p3Hnwpj80P8BcXfpv/secucnqdeS9Lr16mKXVcqZPX62S0BsUgiS117h0bYclLExcuSd1h3OliyU9RDCwOO91sNhfQREC7XsciIKO5ZPQGh5p9HLIHeF7nkzxpDxATPhfEJxi2FrmrsoMH65voNSqMup3ktToHG4NoSHr0KuUgzh3F3QzECxyp9lHyExy1+3m8PsxIfJ52vUq3VebS3CkmKm1sS6tkuzu34qR0XmaMvF7nWLOPH5Z2UPXjkQRhUm+y7CbpSlXZ2zvFkRvfzws7H+Pe+mZ+XNnGv1z0uWg/79hxO1vTcxGK9Y0Pvw6Aq9uOccfoNq4cPsm3y3uZ9pNkQiSwjiQpPJLCJ6c1I2vCfrNAXAQMGCUmvSwLvoUGXJk8xZF6H0/W+rl0eJQFL8sF8Wlsqbx2fanazjpq7qsJSS2IsTc+QU0azPuZMAkKrsk8yQ0dByP08AF7PS4adlgu+hIymouLwArBXD4CWwqlaiXC9rjRwJYm16QPsz0xRWeyhk7AmNvF/fXNfKu6nZ9UtzLlK2vQYhBnIUhGspSu1HGlwaTbwZTXRjGwWLaTVII4lw6PRq9v0VupXG85vQcgSmCEM8yWC1Hr/Yje4xBVDkqruRXXX/kYnz3/nzlV72aukeUvd9/CjSMHOdXsiWiP/lPSxolaL0821q8Bot505DpONnqwtLVdzFa0FqZlNx4lwVb7t4VUhjBBaiv/I9VMNwhRy6Ae+1RnIhkmbN0hEs3Q/JXWs0rSq1rVEpIHE9zyhSs4MDHwjM/5qXHt3f/zF9ruqfFLJ92TJ0/S19fHxo0bedWrXsXEhKqSHn30UVzX5ZprVizitm3bxuDgIA88oCylHnjgAXbv3k1PT0+0zXXXXUe5XObw4cPRNqv30dqmtY9ni2azSblcXvMDMFvLcHKpi9FqBw3fpNOoMO50Ufctnij1M+20MeO2MZxa4kUDB3j7zh/QZy4zYC7xRGOAg40hHraVbmc9iDGYWWakbTGUhHTIaA10VKuzBYOv+zE+ce6/cf09b+X6e9665nlu+NcPsrt7htHFDtpjdXpjJXZnpyn4aQpOivH5dm674pPMNzKkEqplmNfrPFEfYN7JMNVsY7qZJ5CCmm/xw8VtTDXzFJwkzUCnGehc0DHOq/Y9yGXnnKA7reZttmswVVKmDJekTlEJFK/UDFHHPyv2Dk7io1EO4lgEdGhN8qEHcYdWi8y+J9wObGmQES5J4VEKYkoSMFZkzs2SEo6iXWguea2uVvn4IXrZYsHLcsTu54HqpujYH524nq+Mns9j5UG+N72Lb06fy1itg/5kkV3rp3ECg5+UNvNEpZ/NsTkuTx9nf/IEQ9YCrjTIGQ1i4UXUChcvBS/NrJcjr9eZcXK85P43U/esZzt9AAZjSzz6/A+wOzbFgLVEXq8zbCpd2pzmRnNyS/gMGIVQP1qZGdxT3c7RSi8AB+1BKkGcQWOZpSARcZFb5gPbrDmebKznouQp9sYnaDeqxEVAJTBJCYerMkd4rDKIKzV6dfV525OYYNRrpxDEOWr3sz01zdbYDM9rf4Kk5lDx42xPTEULmtlmjm/M7mMkt8j9Sxu59I53UfISvPPgS3njw6/jiuRJeo0SD5c3sD62TN23SOpN3n7gZXzzrPIprbsWz2lTvN5aYPEH237Ej2dHoterJRO4upX4G+2PM3Z2HW/Ych8nXqK6WyUvwTeXz+db5b2cDUuYIDQvOOL08mB9k6KWaTV0QZh41Xf7QbuP024bL217KHKCeqI+wL2NISa9rEq2Ql3kXBTlSEcyaCxHvFmARd9k1suQES4XxKaizs2wtYgb8ntVK1iBmJJCEhMtdLRYScoQbgM7rWmSofnBa/se4ILEGDutafYlxphx8nSaFb63vJcn6gMcsge4q7KD71fO4R/nruKW4nncPHcZN49ewsdP/BrvHX0hpWacHy+tbX9uCqk/Hzr8fMYdhSY/+Ld/qNqyYWWIpmzxLnzNWt/il256lL968oangataAhefu+DmCBsBqrU8GHblqqtaxa1t64GFj+CTR6/h7QdexuFqH2m9SadZjbjdrWhVuVNuG2PldqQmo2oVQhCVUKCo8KurLPxWXab8mJKLbEk/QquCFZEOc6j7g/BW2tSaFwppNFbmu7q9ktR1W1Lwk79Q4r3jyv/1c7d5pvilku5FF13EzTffzG233canP/1pzpw5w/79+6lUKszOzmJZFvl8fs1jenp6mJ1VX4jZ2dk1Cbd1f+u+n7VNuVym0Wg863P70Ic+RC6Xi34GBtSLViinqNVjnC3l2J89wZlmFzHN5Uh5HUenepl3MxS8FDuS0xyq9PNodZhKEKcWxNiZOEtSa5LRbF65+SHesu1uji510xsvM2m3s85cxpbKuqzLKHNj5+MAUas5bTa57YpP8vwf/49olR9POtQ9i/62EhlT+Wuus4osuhm+cOEXImrQVClHNt7km6fPxZYmO5MKXKEJyWML65ms5Jmu5VhopDha6qXQTLIlNU/ds6j6MXQRMJgosDs/zUhuke0d85iGT61pRW1QU/i4CJJC8PPia0sXhcL9iuBfkyZ5rRFRelJak9sWdmIKX2kpS5NZP8ek28HG2Dxj9Q7l2BK21C4dHuX6jUe4fuMRnmgO8P3lPXzw+PV8+sRzuOXEOdFxZysZDD0gkBqOr3N+xwQdsRrbUzPsyZ9FQ3Jd25Nc2XacMaeTQGpMeXlmvTym8MjpDTKazZybxZE6Gb3BttgMtSDGlNtGUnewNJ+OWG3N+W78ygfX/J8JuZoLfoq8VmejNb/m/qTwGDEVkrnVOSgGCXYlFHilO1alEFKPWklDzbNtFnx1eyUwube+mZfkHkFHoiO5IjHKuJelEihZ0Qdrm9iTmVTuRqH5AcCsm+fryxdyVfoIu+OT1IMYrjRYbxXYnphm0CjweH2Im85cx/dO72RTZoGGb5I0HLxAY6zawZlaBy/ueIRpP8O8l8HUfDrNCq7U+WlxI9sSM8QMj42JBZZqSeqBxZ8degE/rahF0oPXrfgiP5N1n1pkrY1Xtf2U3+64nx2JKd4/9ptsHpihJg2OuzlmvRyXp46HfroujzV7KQQW9cAgKTwujU/TodeIC4+98XH+8PHf4o3t97M3phyJvlPdxU/tfgbXzzC8foZRr53dg2dp113yYQW225ono7n0G2UsEVCRBgtelqUgEaHPW4YRk142og25UiX0lBYQSGV00JRqtuwiKMsY06Hudq9Roh4omtKwUeVV+Qe5ODHKGzt/zI35R7kgMcqm+BzXZg7xos5HOC81xsu7H+K5/cc4p2uGwfQyuZjNq3ofBIhkVr95di9/9eQN5PT6GuBSS1KRcCaqWrMr3/E/fPy3AHjPru+umb3+vFhvqa7aaKPzafcNxpY4Ve/GlgbdVpkjyz1kdAVUO1gbWONMpLAdgjPNLqYmO1Z2Es5nW5WvFmpKa2FlurqtLHWVeFsZrNWC9uIr1XGryNYdxdVttZxFQORe1GpRI1QCRsAJp5d6YP4f4/H+Ukn3ec97Hi996Us555xzuO6667j11lspFot87Wtf+/kP/j8c7373uymVStHP5KSadQx1Ftg7cJZdXbM82ViPKXyyWoML28a4etNxnpt7kgtTo1SCOFe3HeNVHfevmck9NQayJWpeTCGBnU6GzQW6Q1StLU0OT/SzNz7Oyx74XYzwi3Drc/6Gz11wM588eg3d2SolJ866ZIm03mTeyXCy0fM0pZfDL/hzTN3na/MX8JrNP+U1m3+KJiQN32Rn+yw9SVXBDmSKdMWrxHWPO2a2M1/P4AXKiCFnNGgGBl1WlXarxvndk1y4boJHSsPUgxglL8l/lPfyL+Wda47dkolbHa/t/AlXJk+QEl44i/KwpYEtTQqhOMbLeh5Z89qdbPYwbC2Q1JokdJces8ilw6NcPDS2Zt9v3noPE/U2bhg8jOdr9OQrnHfrn3Lu9/4UISTlWpyJShuLxTTj9XYyhs1oQ3UrSm4cHy1Mdi5LfjpEOzsEUoGMTOHRaVZCPqJFMUiS0Rr4aHSbZfZlJ7i67eia53TDtkORCfaNP3kLE04nf/Hkb/DcDcfo0auqQhUBE14bethWdNBp16tUAit6bUzhsSk+y7X5Q2yIzXNF6hinw9laTVqR3nQliHN7dRf7kycj6T9NSEY9lXwympLNG4otMtro4kfVHQqIJnyO2P2cdZQy1oKfoRLEI2AaqGR3wunhB2e3YHsGW3oWqHhxdmWm6Y1X2N4+R9pssiU9z8HGIP84cyUTTif/cN6XONnooT+2TLtV5/alnfzwqo8TFy4X943z0+JG6oFFj1V+1u/L6nDRqUjB7FQfs1N9TJxdR05TCXCPNcslHUqA4Se1rfzjzJXUA4sjzX4qQYJ6YLLDmqNLd0hqHnktwJbQo6u2dC2IUfYSmAIyms+QUebfJs5bI3X4xdnLACgGBnEhyKya+bZUrADyeo1pt40evapa3Zr6zN9R3sVCEKPgm7iIaAHRAsE5UlN6yYFBVjS5q7KdYWtBzftDQ4NKoOOiEUgllpERLh1ak30xBfjaaBS4KD7JbmuWD+/5Bu/ovYPXdd3Ly/oeiXi2LRnN4WyB9+z6Ln9//IpInhXg0Mf/EM1TFByjseJCdOFrVbX7iXP/7Vnfo1tHd3HziUue8b5KKG85WWvjm6dVx+PVD76Rvz12NYHUKLkJ5p0sdT/Gb/Q/iS8VSKwZGBGQqiXDWPSTTDTaiM0YETBK88OqtOUepK/QgDQXDJsVD93wx7cEgRm2jeXKY1XSDhHLukB31bxX6isqVUKGFCOpfHtbqOmJUNt7NUjtvzL+tyhD+XyeLVu2cOrUKXp7e3Ech2KxuGabubk5entVa623t/dpaObW/z9vm2w2SyLx7H6HsViMbDa75gfg4o4zTJTbWLJT3Da9A1P4zHo53rPruwzFlfOIj6AZmPQZy1SCBOUgruZygcmMm+eu0nZ+897fB5S1VSAFe3NnWWcWcdEZcztZ8tNstOYpBTGONfv42iX/SMZc62BkCo8LO8d5Sf9j7M5MUfVjHK/0MGPnmHHyTzunqmOxK7Mya/vrvV8jpnl84cIv8O39f0fGUvv3pMZiI0XM8EhbTR5dXM9cM4MvNfpjRfpjRQKp4QY6GVOpU2V0Vbn9aH4rj5SGATUX+ttjV7MpPve053Lx0FgE+DDDedZSkEIjwJE6WijKDtCuu3RpTUpekt/YeIgbRw7yuQtupvAUZZzVoSH5t+P7cJomtmewOJtl+UwbhdkcTt3i7Gwboy//U8ZK7Rwv9TDfzDAcX2QkvRghPFs0pCm3naxu44Rz1pKfihYDLbOEuOZSDyxKXjIChqzWZb1vZiPP3XCMb54+l2s7j/C+Xd/hfbu+A0AhiJMSDrY0GXW6KfgmlWDFm7gmLX7aGMHE51Szl35jmc3mIra0qARx+o1yyNdNUAksPj17NT8s7+Sa9OFwbt5gzG2nElgMGGWGzUUOhxKJF8QnaDPrZHSbA/YQd1W3c7jax1m7jV/LH+GB6mYeqW1kzO5kxsmT0RsU/SRfnbmQ7R3zXN4zSta0afoG806Gw8VeLM0ja9r0mGWmmnkyRjNqyR9YXs9XRs9nZ2oKx1f0tc+NXsbJUhdfu+QfSWoOf777W8/6vrbi8ycuo18vcczpCkX/5Rp5iAftAZJ6k8+fuAxX6szXM9y7tJkuo8w2a4523cZEYkuBLwUVKahLnVKgkxQeA0aJK/PHmPVjxIVAF3BOx/Sa53BNh1pY3V7dyZIvmPYS1KXi27rh9VVH0qdXog6CwjwoY4I2sxYJvFQCk0KgM+srqUhb6gQIRr12Zv0sNWnyvOwT+FJj1s/yo+VtuFJjKVxAZDSXZNgRMcO2+eoohvNdUwSkhMv+5GkAvnn63CjBfvnizwJqgf7UMOoSqyLRHBnOPJ/dCGF1PH/jk7xuyzOP8lpV8fbsLGMhfWgwsUzVV77J7VadNkOJwLQbVerhOehC0gwMvnTyYuKaiyV8DtqDPDo9gPCE0jkPiOa0UluZuYL6bTR4Gi9XWfqttJpboCkIE69YUaiSmsBorCCchR8m2jCp605YPccFcc1VXHY/+X9ELvJ/K+lWq1VOnz7NunXrOO+88zBNkx/+8IfR/cePH2diYoJLLlErp0suuYRDhw4xP7/SmrvzzjvJZrPs2LEj2mb1PlrbtPbxy8aexARb2hY4r30CL9D4893fitB179n1Xap+nJ+Ut0Rw/Xkvw+HGeh6sjHDCXseuxFlqvsVsLcPzf/w/OFNTs+E2o8aAuURGs+kyyvQby+FsV6CHX6DVNJyHx4cYsJa4LH2C3fFJ5p0sS80UScOh0EzywPyGNc9757f+jNnpNr4ztWvN7au3a7MaPDa5nlOFTmKGR9WxWKil0YQkbTg8UelnxsnRY5Zo+CZdVoVACral5ih4aQIEHfEanbEqt43uoCO0EftZybHlkOJKjbymNIQfrW9g0u2gPUxew+tnGBmYeRpisf4UQn0rtn7jL2iL1XHmk3gNg4XJNhJ5G5nxQJNICbuG1QX0wu5xZioZBhLL9BoldALm3FzkDjPn5rBC0Y245kamDxldtcLjQv1dD/mR7UY1cjN6vDEcCT1c3a/mlf/rzDVPk7nbP3yaY846jtt90XyrEnIyx9wuDjaG2Byb5ZH6xlAov0lcBBEC2w4XKb7UOOaso+rG0IRkKWwz16TBiLlESrhMelm+uqxMOYqBhS8FOV1xwg/X+tGQGJrP5y64mZdveoSyF+fx4gANX3k0f/7s5fzH3LlsyiwwnFyi5sei4/VaZWK6R2+szIbEAj6CbqvCde2HeFFGcXJ/eNXHqdbiHK7144TazovTOSbnVbX+iyRcIHTJ8Rg2CzwSavKaqBloMTDYHZvmuvRh9sUneGH2AO8f+TZpo0ktiHFfY4RiYIWjEElGC0gKiSsVArgiTQIE+xPjuFLnQDPPmJfmVZ0P8CdPvCiSIKz6cT5y5HpM4XN/YyOP2sPEhWTaz+AiKPgmSeFjiYCdsWklaBEm+rgIuChMfEnh0645JIUf2fS1Rgot1bSWl68rDR6sjRDTfGZ9pcutiYCTbgcuitte8E1sqVEPjNAMweSAPcg7D74UO/TpHXXb+fLJCzHFMwOTgKj6BHjsM29TkokNlVy8hEpE+1/wsWibZ6tof1a88eHXsT97gqTmcNOR6yi46jMb11xSepOcUedMvZMzzS46zQqm8EloDn9z7lcYNhciOtRUs43GVBq0lSoViCg9kcDFKkBVK4FGUo++ml23Ws0twFULtdwaPQtfRvNcsyoRvlxpM7OWmhQYykO5hTNpvY//lfFLJd13vOMd3HPPPYyNjXH//ffzwhe+EF3XecUrXkEul+ONb3wjb3vb27jrrrt49NFHef3rX88ll1zCxRdfDMC1117Ljh07eM1rXsPBgwe5/fbbec973sPv/d7vEYupC/Kb3/xmRkdH+aM/+iOOHTvGpz71Kb72ta/xh3/4h/+pE7QDi+d1HGIwtrRG8rEVs80czcBgU3xWiatLg7RuszkxR1JzqAUxhhNL7O89zcb0IkPJAu1WnS6jTFxzcaVOxU+grQJmtOT1QH0RDk2spyYtKn4IFJGqvdQbrxDXXbKWTXt8rWLV4Rf8OfgimpO95dFX89sPvYHN+RVT6aVmEm8hQXE5xfRyDj/QaHo6QxkFeNienqXmxfje4jk0fJNmYJDWm5T8BI+UhnhoeZgz5XYWm2nqMhZJLx6u9vFMseAnmPPTuFIjJvzICeZQqY9vze9l1O1k39Cz049aAuhPjeMvfh9fvPDzSEPS1lWBmI/TNBnoK4CAzq4K393/twDMNzPcMHSYnckppt02tiRmSepNKkGcHlPZn6kWb5w5N0+XUSYV3pbRbCzh02uUMIXPemuJuOYy6nQxYC6xPa7ARp89vp9zk+N8/Ohz0bWAg5WngyrONLs4Xu+h21RVaz2IMep0c9Zp59LkSTKazVBskR3xs4oLjWCbtUCvXicpPA7ag9xR3MnNE5fyJ4Pf5fzUmbBS18mHmrux0Clqd/IsF8QnOGAPRk5ER2t9XJw5xXqrwMs6VtSE0nqT4bRSD/v25G7WJctc3XkcU/jM2DkKTpJv7/87UkaTJTeFJiR/ufsW6n6MvF5ne3w6Uvr6zZzCKFyx8RRjVQXwAzAzDmde+SdceNu7n/W9fmo8f+OTxIXEJGCzucS0H6OFi2mhdts1j3bNo+DH0UTAy7sf5LzYFFusWe6q7uD+xgaaUnF5XanwDbFQz7gmDTRgs9lgs7mMG+qjX5M5zFmnLaqgL0qeZn/yBFcnT1EPLIqBQYcWKlT5OXShFjerEf06krrU6dLUvF4XqjrVhRJ/SQo/qoa79JVWu/LoXWZDbJ52q6Y43aFkapdeoRJqcjtojHttEdfdR/BQZQMj8XlOOt18v3IOU24bpvAZbSq8yzPZZ86uMqAHVdVJDYKYasOatQCr6HLRq/+aVz/4Rha9Z/eY/YfjV6yhFbViQ2KRWTfH3YWtaCLgwdlB7EAZfmhCktKUCxfAN8+ey4PLw09rZ59weik4SaxieD0Wq6QbgxUOrRSoVVlLMGP136ygjlvRMkPQvBWz+8h315dhCzvk7wZyTRJvob41P/QfR83pVyO7/6vil0q6Z8+e5RWveAVbt27lZS97GR0dHfz0pz+lq0sh5z7xiU9www038OIXv5jnPOc59Pb28s1vrlQ7uq7z3e9+F13XueSSS3j1q1/Na1/7Wv7iL/4i2mbDhg1873vf484772TPnj389V//Nf/0T//Edddd9586wVKQYMBcYnd8kuf2H1tDDXnzo69he2qagfgygdQiO6+tsRnyurI6O9PsYp1V5LLMSS7PnojMA0ZC5GprbrHgZTnc7MeVRpR4PnT4+Ww0F8loPv16NUoAxSDJgpPG0JRVnCECXrnup0977uP/7Y+iv1NGE0vz+OKFn49uu+XyTzH2e+9g7DXv5viL38dSIc2Tv/kXfPWSz6iqNvxUxXSPr17yGRacNGUvwelqJ7ZvUHMtBjJF1sVLTDod3FXZzmcmn/M07nArzNBazJYGx91uLhga55bl8xgrtnN0qpc//PHLf+Z78d1ju3/m/fGOBgdu+CvGf/uP8asGk6Nd4Akeff5acZGHC0McbfRhS2U+oCPJ63W+MnMhb9l2t+Kr+kns8Hder2GH2s6O1Jl0O5hzcwRSzYKHrMWQE+zSZy5HWsk7YlP89vr76Y8XGfnq2udwoLSeDrPGZ09fzn8U9jHr5dgcm+Wq9JHQhk3RrCpBgoKfZCFccC0FMXQhOVTpp+LGuaZXuaz0Gcvk9Xo4CxaYSHYOTqlFn7WAi0a/ucyYm+dYQ80HC36ag7UBFrwsbz/wMj559BqG44t4gc7RUg+b8ot0WqHvc2CSMppUXbW47TBr+GjsDS0t240ab9hyH3m9Rpde4976CKbw+fLJC2m3asxVV7ofV42oLsBD13/oZ76fT42M0MhrAaZQ/tSWECwFMdo1m6TwcaWSwzSFz4+r20JNaugzKrwk+zh2YPKV0vnMhrPqlPCIi4Cc5tOhNQlQbWtdKKeljN7gO8W9vCL/IMPmIucmxhg2qnTpDi6Ci5KncaWm5vJIho1lfAnHnHVKsnHVFb0YxCKakCuVb2+LjqSUsNR3zRQ+Q4YSTYmHtKcRa5711jK2NOjT6+Q1J2wve8SFh0VAXqvTpTdo1xx6dIcOs8aMk6fXKPKc9DHOi4/TZZTVOY3u5rz4GH926AXR8/vyyQs567RHifK8W/80ogu1Kr9GpwFSoXePFXrWUIhuOb2Hfzh+BbeO7uKmI9fx5q330G2V+f3HXsmnjl3Jx48+l5uOXMeSm+KJ2gBnq3mO1tYxlFtmyU1xsLiemhfjUG09M3aOuOaSjdlYoczunWe2hTrWgkU3w4G5fkQg1qhPtZLfmv+lXKMu1aJDRYpUeojSXjXnbe1DBKq6bQGpWgl4dau6tT/NlZF4hmKl2OS1p0v3/lfEL2V48NWvfvVn3h+Px/n7v/97/v7v//5ZtxkaGuLWW2/9mfu58sorefzxx3+Zp/asUQ3F4o/bfXRbZZrByimPVjqYrue4vutJklqTPeYiD9uD2NJk3Omk5CUIpGBDbIF5L0u/qdB7WcOmEsTJaw3iususl8MSPhm9wS3FfVyNks27InWaQLbk/WQkIv54fYgNySXswFTt3vQsWc3mI0euf1Y0Yc2LkdDVnO2PD76YD+/5xtO2CdwV+Zm/3H0Lf/XkDWSNRrTSPDDXT1+2TGe8xlQth7WKKqSJgBk7y9hiOydO9PGXz5AfLx4aY8933osXaNgNixeNwPcfDZHGAYobvCouuv2PefC6D7Ptm3+OPZ1Cms/sRjL0mY+BJhn/bysiKeNv+qNn3PbKtuM8XN7AOqtI1Y+T0xsKyevHua5LeYG6UscUPn3mMpbwI6eiLqOsHHCEycbYPJkQfa30e30qQYIBrcScn8YUHnHh0muU6M8sc8mFJwElF/qmR17LNy/7Z/Z+9z30ZctsT82w2VqZgx+x17MvoUBBZT9ORmvghCpLtjT51+JetqTm2RSbI6M3mHQ7uDoxzkIQymkGBrlwpnr9RnVO946NUAtiHLX7GIkvRG3GjYkFHq0Nk9abzLlZPnjON/nUsSv51Hn/wj8cv4KSnyAuPOacLEUnRdpsctWP3s61PQ3OsRQV7G+PXY0bttBPNntxrUXqQYzTbhcZvcHH9nyd3ePv4/I7/4ifPPejz6pe9mxx84lLuDgxTl5TtJpZP8YOc5Ef1Qd4vD7EK/IPUgpidOkNUlrAY411yj4TyZxv0md4FAMlmnF7ZTffLu0jo9tcmzmkEi/KfKAVlUApfD3ZGOCK7DEesjdgCY/N1iyPNXtJiiaF0EJyNsjRbyzzsD3EBfFxdEFUrepCJVMdGXaBPNo1h0JgkRQeNnpk8VcPYtjS5LbSbl7U9ghdWh09bIED7EmMM+vniIfArJZBfct9KI6q1nVkJNqjiwBXGvQZyniBQHXRJrw2KkF8TWu/pZ381VPn89nj+3nzCHx04IWkJ5V4BAKaeYHdFUNzZSQIAyohBiSIC4djzXURRiKQGkU3wbC1yGP1YYZii2oB55i8evBB3rz1Ht786GsIpEbaVDiAgXjhGYFaRT9Fh1lnzOugHlhUllLEVlW3LV1lLVhBHQdmy8QB1YYODQ1EAFGbRF8BT4kAfF0gvBC/YYLREBBOtaQQiECi+RLNFeBK/LhAd2TE3W12SE42etgWm37qKfyXxa+89nJMuCyFM8plL0WHWeN/PP4KRr76AQqNJAEiVEpKUJcGrjSo+Al8qWgUWcMOhQ9qTLntdJoVLkmf5K7qdk67XVG1NNrs5u7SdqYbOf7qyRvYHZ9kKUixFJLeM1oQCUNoSPqtZXJ6g/5YkQ2xBYp+knkny9AXP/yM5/Gp8/6Fvzn3K8+acAHw11J/tsZnIs1TAMdRtna2b7AuWUYIie2bzDUzfHtmDwfm+vFcfY0K01OjXEngOAZCSIb/+cNgBVhtNj3DBYaGFzj3e3/K0Bc+wrnf+1OSpkocjWIcsh6pnlpEsG/Fzm/9GS+58OE1Vf3QZz/6rMdvKfkEYYfBFJ5ySBI+m2Oz/OjMVobNRfbGx8lrdfJaHVuaUSU7G/rRxleJeCh6jrIRLATxSAO6XbMJ0MhrDVLC4Zunz+Xusc38ZrtaEB644a+49Tl/g47k3voWvl0+l++W92JLg9NON1+bO59UOKKwpRlq7Da4NnOIF2cfY6M1z0ajwHXJCQ45bWucZyb9tXP10043S36aq9JHlB2bNBm2Fqn6cUzh8/DyEBMNNWdtyWi+ees9uIHBWaeNHqtM3TMpO3F+vfdJtsZnKPpKMGbZSzHVzPP2Ay/jSxMX8e3lc3nr9h/gSoPf2HgIgJdufJzh7Fof1180LohPcG99BA1VIVoEHHK6uSA+yUh8nhNuNz6CKT+NK+E/5s+lSw9IaYJ23WXBV5cpWxpck3mSP+j4CZtic3x9+UIFigpi1KWS0AxQM9d76yPMOMrTuB5YdBll7qruoF2v4qKHM2bFg2/XbPbGJpnyskx6SQZCaVOAjJA4UuO00x0KYWgRoNCWeigpqaRI81qd6UZOdTjCUYGPMrrv0urcV9kcIWLr0qBLd8gIl5TwyGluNBsu+ErfO6c3MIVHPTBYCsVlZv0sj9eHmQ3pSG959NVrXuteo4QuAt609V7cgSaBIVSrNVAyiE5aw2isBW09d8MxTjZ7mHA6edv2OzlSVZ2UiWY7G5JL3Fo8h3pgccLupd2o8anz/oVHK0q74Gw9T8M3ubb9SS5In3lGdbsfndlKRmuwFCSZdXO0GzWed86TSH2lxbtaS7kFlAr1UtQ2wSrnobBukqvawmquq36cnIiqX9WmFpGpvQiTesuRCCCwBC3vCDfvszkxpyiKrBQxPyt2/+EnOO+vnr3QfGr8yifdk41eKoGauWpItsZn0AnIZ+u0xRt0xao82VjPtJvngqFxFr0Mh+rr+cnSCFmrwWitM6JruFKnyygzYBTJ6Q0eqm3kmLOOWS/PT5ZGWGymOC83wY7EVOQr6kqDnzZGOOK0RSpOOaMeIktteswSO61p8nqdshenraP6nz7Xi3ac5lPHruSW03u4bXQHeb3GkLXIraO7+MiR69nSs0DGstGEpDteIWvZVJwYZSfBbCVDrRJHej/7IxE0dZ636QhdbRUu3HyGTUNzrO8oKjrPRCelSpK+/gKF+Sxnl/L82l1vo72nTDpf59c3HOaatiPRvob+4WN0pOocWF7r8vHUKnfz1/+Sl9z/Zt786GtIaU12pmfYEZ8ip9fpNUvsjY/TZy6T1JoktSYOyiKwLmOccHoIUNzgSpCgw1Cz3bhwqYfiHUt+OtImroSCFbUgRjNsR7foP6BsBUebPWsI/1tj0+xPnuDWyZ0sOBm2xmb49JkrODA6yIC5xDZrgRFziR69QU7z6dIbTHq5iP9Zl5IOvaaOF34ls0IheQG+M7obK6S6AQyaSyy6magqmWnmuK7rCL/V9RBfP3WeAlCFjx2328npDdZbBS5vPx1ZWo42uyl4aZKaQ1JzSOjKGGMktxi5CZ111Az+66fO45r0YdavsmP7RWPibHgBdzqwpSSvKVWnEXOJpIAnqgN06FX+delSJt0OvlPdxe7sNAeaeXwpSQpVCfpSaYRbBOjARfFJ3txxL+1GlS8XLmHUbScu/JCSI7h9aSebE3N0mhUGzAIDRpFr0ocp+Gm69Ap9RoVevcagUSBAUAwSDBglikGSk24njtRCZLI6j5axhy4Uf1oXMnr/MprDpNtBTVq8sudBfDRSwsMkCFvgPhktIGc0wuuIFuqVCyW16SdYCGIKKIfgnto2zjbbMIWHK5VVYD2IUZMWGU29l5oIuH9sIxdmTq+RLrQDEyfMINLXcNMoBLMInXp08GMaz/mNtQvbpOZEiPWR1AI33PsHpPUmB4tqjFL1Y7QZtUg2dCC+zCePXsMLug8wZ2d43ZYHGDYXuXrD8TX7vfPMNnxEZM151mnn7qUtHC32oHkiah23aEOrKT2t1nFgtqwLiYwR1iCcV1XLtBJwXKA3V/x2W/xdaHF4JWZdiWFojsS3BH5MIam/MHYJX1y4jH8vXMAN9/4BW7+hxp8b/tdfs/sPlTLi/hd8jEtfehN7f+/j+ImV6vwXiV/5pPvRPZ/ngeIIo40uztptvHTTo3zi3H+jUEwxtthOQnc5VevijjmFnnalzli1g9uu+CROYNAZqzLptvNobZipZhu9RomCn2TOzZLRbaadNm6Z3cvJmW4szVfCG41+7EDxOE3h0QwUtWTJT/NvhYsoearCnmi2s+BlQv3egM+e/88UC8+OHH7ZA7/7M7ljr+u5j2Frkaxm061XOWKv57bl3Ryy1/OuHbeRNW1KToKpao603mS5mWShkqbhmeQSNv3dRUYGFLL80jvexZseeS1/9eQNawAz469/F39z7lcYyBR5YqaPU2d6GD3Tg18xSbU3aM/VWK4mlfl706DpGeiapNk0OVnp4nSYsC687d3oeYdSI87pY88M3Nr5rT8D4L/v+jFXtJ/gvPQY7XqVTTHVyt0dn2TYWKJDa9KhNaiEowQLH19qkaBFu14lJZR6mImPhU9NWjhSV0IIfjpqqWkEzHo55tw8U76qJibdDhypOLgt+cg3bb0XUDrajzeGsaXBO7fczuVZNe/c1T7LlsHZ0AdXI6cpAI4SUNDpDv1J69JgOmT939fYpBDVukssBHzddOQ6THx2hIIed1R2s+SnMYXPwcoAp2pd5EzVYv/3xQuYdttwpM49xa186PDz0YWkxyyR0prYgUlMUybsMc1lY2yei1KnuC59mLIXZ721zIbkEtuzs3z86HO5PKUuoAtehmKQfPYOy7PE2Nl1nPUS3FPfzKC1xFfKe7ClZCmI0aMHmEJwTf4wx5p97E1PKGS5ZqOLgDvLuygGGpVAqT+lNCWXWZMm416CuFDz8auTo7yp414eqW/gW5VzKAYxfCnIGE02W7Psjp8NUes+s36O3dYsrtQ55nShI0OpSZ8uvUZcBEy57eyNzVOXRlRNprSAYWOZVKidndF8TJSkpINGwU/y4/JWin6KWTdHSigt6UIQZ8pPs+AnmA6TVqvdXAwSxIUkK5rktCa9epOMcKkHBlvjMyQ0h4KXps+okNc8kqGzWUZzGLHmGTQKZDSHQbPAy3MP86ZHXgvA8WYfOgHvPXQjnd1lakNexEnVmxIvAXZei7x2W9FllJltqvNdZxbZmpljvVWgI1bjrN3GOqvEvJNld0aJ9HQaFc46bXxp8mJufc7fqGvGKolKUK3ulsmMKTzmvYziktdTnH2sTyGGjZXqtoU+DiyFPPYS4KbV3632cUQbWiUDufqSuNrc3rda8pCqTe1bK7aAShJSRsm65U5kLmssPtHNfT/axe23n8/p2zaiP5ph23s/QXxBw0vCjj/5BLUenVqvTmAKhAdW5Rfn9P7KJ11QTiiHi+s4sNC/cuNiDKdu8r0ndlP3LNpidd70yGu5Z2EzE6U8AL3xMr1Wmbdtv5MP7/kGJ6rd/Li6jQP2IEnNwZcad85to+kbpFM2tm8w72TRRaCs15wODjaGQsUYyeHGegKpMd3MseBkqPkxlt0UY04nqbDVta53LYjpqh+9Pfq7O1Yho6/l/n5ndDdfPnkht5zeE1FiTOFRDBLsSYzzuQtu5tYZRTt6fKaf0ZlOHrj2I1T9GD+86uMcufH9nJrpImZ4tMfrNFyTPz74YmKGWrote8lnBMx87ZJ/JBV3GH/DuzBSLp39JVxXpy3e4NiL/oyxV7+bsVe/m7Mnu1mYzqNpktOFTtxA5zvze+hOVUklmzSaJkgY+sePPe0Yv7f1Hv7kiRfhSp1muIhxpaFms+E3rixjLAWxUBaxTEo4kYazoudYHLIHOOH0KMGIIMlSkAr9W9V2eb0WmqEb1GUsdLlRVUarSzLqdFP0k2gEa2gbt13xSY7VesloDjutWYbNRbZZCwwllriq60TY7dAoBAa+VMjYFes3gwU/gyYCXKnToVeZ9XMccjo56XaS1Jpclz5MNuy06CLgbKONU3YP7UaN4cQSV7YdZ97O8I2ze9mWmsWWBgdqQwwnFBq77MY5Uu+jHCRoN6o0A4OSn2BvCMyZctu4tbqLHclp6oFFTHjkDJXETzvdfGd0Nw+WN/7SKM6ps+vwJeS0JvsSY+giYKrZxr2NITLCxRRq0n5+bJZhawGdIGrTvir3CG/puBddSGyp0ZRQ8E0ywsNHC20iE2SEi4aiWL02/wg9ZomvL1/IV0sXcGnuFANGSXUqApO4kCRFE0dq5LUmvUaJA80+SkEs9OBV7ewRa45pL6F8jI0S036SYhCKlYTnVgj1BTNhEo4Ll19vO0BGa6jugfDo0hvEhUdes2nXbOLCZ1tsGk1IcprPgFEOnZEC6tKgEtKxatJktzXLQLyAqanWciXQWfAzLPjKaKUcxENQo0+7XidAsCk5z40/eQtPVNdzZ2EHXzl6HqVKAi3r4qVCJaYwsXgpgW8JLn/Rynfu5ZseocOs8ZEj11MPYozE5zGFzxcu/ALNQKfgpeg0q5EwR8lPsiG2wFU9J57x/b/pyHURCl591k3qgRIVaos3lIuQv9JKbkVUwbas/liRs4zMC7SVqrYFmBLBiq5yC4gldRE6FykwldRElLyFr26LXIrCSju+KDBqQrWgHfX40DI9AmJJbS2COuL//oLxf0XSnStkuevqv2ZxegVSL7qaYOuIus6ho4M4vsED08P88KqPUyymeNMjr2V/5gT7kmPRYzpiNU7XuzhV7yFn1DlU7uP8jgku6TxDT6bCfF19KVoqU8ca6yj5CWbcPBPNDqZtNf+ouHE0JL4UFL0kE80O9g8rDmDcWNuncP2VuYImJPcVRtbc70uNdr1KVrPRCCgHcSpBgkP2QMSL/e0BRXZvVOLEE2pQkowGJpBO2wymljk3P8kl3Wd4uDBEpRnj8YX1kVj9M0ULVRwEAsfT2dM/xclj/Wu2kbEALe4hhKRej3H72W1Yuofj6/iBhtMwSayrkuiqs+HLH+TPDr0gat2+ZdvdUXs/prloBGpBE5gcsfvx0bBQ4CQHNWub9zNMeXkKYcv4ZKMnEu14vD7MCXsdJ5u9PFgb4ceVrdjSZNpti/yWD9YHcaRBl6EUwlqc5Xa9ypONASpBglkvD8Dubyvg1+70FCZBNOuLC8m5yTEuTx0nrrnUpMm0l2MhiLHkp6gEFhNeW9TGnnQ7KAbK9vCR2gYymh0m2iC0bwv4aWMD481Orm47ylBsMUSy2jxeHeR4oYuuRI0ZR32+L0yP0mOq2d617U+yP3uCbqOMJiS7U2c5P3kmOm7BT7M7fpYBa4kNsXlmnSyTdhs9RolFL8tDtRE6rZ8/8rjxJ2/hltN7ODSxnkMT67FDmURdKFelbdYML217iB8s7+Cx5gDHXQMTQUbTQ5nOHK/c/BCDZiF8HEx7GYKQQqMJiRtehZUamuLmLvpm2MqFbdYMb+m8hyUnzaH6eirSZF9sXvG4gQ69hi4kk16eLq1JXq+FCTxLMbAoBrDZLJHUXKb9DHnNoUtvROjzejij9RERajkufBx0OrQatyyfxxVpJcBRk4ZC1/vJECuikRIOJ51uRXdCdTxareZiEMNFIxUuJPJ6HTdQrlFJ4Yct8RJdYR8zKTxsKQikCMFYHodn1vGDx3fy0GOb8ZoG+WydizaMYVyxhPAkXlKEKkwSL6GtodsA9IU4k3fsuJ23bLs7KgT+5aLP8bE9Xw/HNw6fOnYlU808XUaFHrMUSdyujh3xqdBRS+FYin4KW5o8ObOOY4eVKMZqxHF0vVj19xqEst4CVq2qbFvbtpDKfqjCVV9JioEu8GICzVFykAjwTYHURXh/6/EyMl2wKmDUhdJkXuXNGyuBVVL7jyrop8ykf5H4pdDL//8ap1+uUKfCUq/Mr931Nnasd3lyvA/Z1EGT7MjOcG5e8Ws/dem/cqy5jiU/HUmvAcQ0j9FKJ4OpZd62/U7uvvf3ObC8njeu/wlTyTynS50cKa9ja3aOH09tIh1rKmu9pXZyqQYdiTpd8SqG5tPwTWq+snNzg5XEOj7XwdA/fAw975BKNjn0m2r28sqfvom5xjpcX2fo8x8BT+M/rvtbUpqyktNEoBDUobzhxtgcPyzvwD59LnagLsbJrM2RG98PQH9smd+89/fZnJlnXbaP3Zmz1P3YmiT7TC4aQ1/8MOO//cfR/xu+/EGEJtnTM8W9R7aALhn6/EcYf8O7OP/7fwJeG0HFpFE3iLXZPP7rH2D3t9/Hod/8i+jxluFTmsyBgLvnN3PPr90U7f94oYtrOw5TC6k2ceFy0unl6tRRikECXQQseNlobtQCzbWM77clZhh3VNV4Q/ZANJ+NCzW/WvLTuLqOHwLiZpw8/WaBMaeLZS/FhcnTzHo5+s1lhi1ldLEtNs1nj++nVldi8Y+Uhrg6dVQJrIQXw83mEkecnrDaNslrdY4111HyU2T0RuS01G8sUwyS9OplMlqDEXOeWT9HXquz4GexZYNH6hspeQmekzmOKTzGnC58odrcD7nDaILoM7UvMYYvNXrNEl16hQ6txuFmv5LjNJXZRNFPMuqsY6M1z774BKNuJ1vNee6pb2YgXuDepc0sJrOMNroiAfyfFW965LX88cCP2Wg4jHsmec2hLnXsQCcfyv4cc9ZxQ+oM3bEKcaFAQ6OegSt1HqyPcFHqFAAPNzbwtUIXv9d1F+16nZzmM+dbkdxj67FdZhlfQgVVLc75LZUnJRby8rYH+fryhezPHA8TNwwYLo5UPGeFUq6REh5jXo5Rp5tJt52XZA5GgDYz5OeqY3ocdnoZNhcJQhMEW+p0aE0m3Q5GzHl2pqbw0Zj0ciFFzUAXSrEtrrlY+By31zFgLpESyoTeFwodHZNKlMPUVuhHV6SP0qU3sMPEXAm7JEU/yUk6I5nPs04Hugi4YGCC++2N7No+zfbsLHHNXTGcuAH2/e7HiS8H1Ls0ZSAQwHN+46P8+DsKQzHe7KTdWNEgP2qvHfv4KJvIgpem5sUYdZRp/WW5k2u2++ODL+bXc+o6pBD7irrXDEykFBgVbW1LeJUOstRBtipPFGKZ0MABL0y6LaCV93SBCyFXhC8iwQ0LQuJHxN0NdNADVdF6VgvZrI4jPDAd1dLWW2VpqIRluKo6Vt0DqbjBWsj7/QXj/4pKtxVjr1XJ4odXfZzv7v9bzt84znnbzjD++nfxZLmPHrPELaf3sC9WwBQ+b956z5rH/92+L5OzGpyt5QFoi9Up2XFeufkhjhZ6WCgrladDxT4sw2OxmuLY+Drs6RSzU21kTZtE6Os5Vc8xW8uyZKcYrXTwa3e9jZc98LsErka+v0xnvsq67ArRfiS1wOWdp8nHGoiGjvAU+KOFjAVCdK56biY+2xIz+FLjx8tbeOfBl0YJ9+UP/A5/sO1HdMWr1PwYL+97OEI9ro5ndNFo6gx97qMMfS4EYkjo6yjx4MQwuBpoEjyNoX/8GAvTedr6SwgpMLMOQx2qdd5KuACyYEX7kUbAXCmz5nBv2fRjKn6ClNZER5m174xNRfcv+FnuKSvEcl6r028uszc+QZ+xzGZrjksTo2yNT3NBSOGJh63huFCzzV6jRJ+hXKVM4TMYW8KVBufFx9gSnyEV8ix9qaETsNOapV+vcl58nDfsUh2EdfES+4YmOGCvxxSBAsaECHgfwaTTQTmIM+flmHGUetaO2Aztep123aYWxKiF7+FpV3kpL/lp7i5v48HaJkzh022V1XZBjA6jyoipZu9b03M8f+Awr1/3E3alpin6KfJ6nT5DeQsror/GpNvBgp+N2tgZzWbBy3LM6aFXL/Gj+tYIYf3d/X/LO3bc/gsl3D3feS//vetu+vRmaASgkxQKQZzRXHKa4hzvjU3iSskfdPyEH5Z2kAn1pr+weHk09zs5uY6LkqfpixU51FQXfFdCX5hwp/0YXVoTP9Q9rkiDLs0jLiR9hqLhHHQ6eUPHT+gzGvxB570ctfv5xpm9SoxDqgvjZqOqqknNY8FPkBIOfeYyXUaFcS+Li0afXsEN6TwPNzaGpgjLPNYYZj6UCHRDz11Q8qIXJ07TpdUZMErsi80zYi5EXSg1r3Y4We/GQoE6NVRXpBhYEae+FmhUApMzzS58NKa9DONeG1NenkP2AF8rnY8tLQaNZbZYcyx6WS5PH+fy1HHOz42RytpkTZt1VnGNwxOA0ZA0OrQQzauAVUi45LfUIndrfIbFVWp0qx//2w+9gQOVQTVntpa5IHuGuh8jF8qMwoo95oXp0RBM5kQ64HHN5auj5+HOJUBCoEsCQyJ1qZJuKxOJVXKOUolc6M6KVOPqS1SrFd2a47baxEqdSkQt38AQNPNiZRta+5eY9UAZHWhEZvet/ZpVSWIhwKjLCCjVqpJb7katYwf6/9de/oViS3qeb172aUC1jnfEpxg2C/hSrhEQXx3fvOzTdMRrbPzqB/jihZ+nLx1y+rSAnlyFihMjbzVwfR1DC5CuhrQkwgxIGQ6JsK07U86yVEuyWE2xUE3hBRpnK3moGbi+ztycqk4/fvS5fPb4/qgadgIdAkGsp87VG44z7bZRDuLqYqc10UWgwDuo1XVcczgw0899cysaol+95DMAPDA1zOlyJ2/Ych9Jrcm7dz4zf/r87/8J19/zVkVnsgLwBb3rCwz900cxLJ+FchpnWWmuCStcYsYCCKBcTTC0ZZZTv/Ue7rzqE0/fuQaVWhyZ8hl/0x+xqWsRUP61Xzp5MSU/SUxz1YxWcxlzOqMqddLt4GB9kKtzR1WLOQQ7+QjqMhYqQWmhgIlq1eZD4rsdImGLfjI0Cg/oN5a5LHGKjNaax9WjRBcP7ftawvaakLww+zjX3v0/OVxSCN3XbXkgND5X6l4+gpPNXtoNBcDaEZ9iZ3KKOTdHSnh0aWom2KFXOdxcT7tm862FvXxr6Vx8BNfnDrE1PsOuUDZ01Okiq6kkrXAFTWKh5GUtiLEvcSa0mpTR7O202xUl2S69zKSr3J4qQZzTtkrwtjRDL2D7WT8DzxZv3fojenRXmbwjSGouZliKTHsZXCn5j8o5tOvqdksIXtb+EJ9cvJKvLF3EVbljXJc+jE7AgWYfKeFwfvIMvUaJe2pbubcxzJxvUpeCPr2JLTXymoctVdLUhWDBt3CkZCFQinItNSkTeH3+ABvalvj68oXcWR9WOsvAKTcbmh44YXvW5YrEKBvNMrNehlIQY9ZPoQE9ZjFSKLoieVLR+/xMNJvfF5skrzVZ8lO4aKG/MsSEEsVpeQUnhc8LOh4PP5+G6gaEVa0yydCV4pjw2BKfRSdgk1lmyFhm0Fjm4sQoz0kfo98sMO+nKQdxdsUnuauyQ1mLmsscfsGfc3SpO5K6XR0P/fPbMRpEvFQnoyE1ESWyV25+iHo4wGz5J7eiO1bhcxfcTFMa+FJjxs0z52SZc7PMO0rZal28xG2jO+jSywpIGkop2tLk+0u7KS6m0etaOIMVaL5Qvz2i+Ww0j9VWzVrlKoqPWJlNr2nv+kreUZ2PjOQhA1NEbekWiEoZIwjlvCRaPF3Vem61kvWmajc3sxpBCMKSGhG1SAQyohxFM+ZfMP6vTrqrtYH3ZSZY8LLkNY/CqnZvK57zg3dy0e2qUrZ9g9GwZa2JgGvv/p90JOr0pUr0JCss2GmSpouhB8RyNmauiWwqr9uim2Si1oah+zRtk0y8Sdz0kFIwNdoJPvi+hlY0sXQ/BPjo5IwGVT+GG+iIAH5tWAEY2o1qeJF9+qSgQ6/y7cK5NJYT+E9FLACuq3NqWqmJvfuJFz7jazT8t3/NwnyWrGWzaXAemhrjv/NOHrzuw8TyNuvaythLCn0rkh7SE6BL8ARGxuWF2w6uaRe3qCygRDFEzsGvG7QoqodODPDeQzdyblLp6PaYJQXICLWeh61FkprLlwsXsz8xymvzD7HDmotM5FPhvE8hlj0ywmOzqRJ5C3ijEKjqQjjmdiker3Aohy4qfXoFTUj6QwUxXQRYoe+vSYCLRjy0MPyT4e+RtVbAbRcPjWEJn3a9GmlZ5/VaNNda8DKU/EQEBrq3sZEuvcaU08anF6+gO1blqvxROvQqSa3JqWYPo0432xLTbI7NccJRBgoD1hKjTjd91jLnJCfUBS6IMe0patqkq6rrfmOZlNbkicYAdRljvNnJyUYPzcCk2yrTrVcoBklM4UWI7F80jk328YLUGKNeki49oCIVRaYQQFyo78ZJL80NGcX1LQSw4Cve830zG9mUnKfXKNGuKX3qvbFpXKmz5KfRREBOr7HFmmPWz3KouY5F36QQxHEljHo5NKASSLp0h6aEry5dzL7YLBmhqkgfqAWS3+w+yBva7wPgA9PP55jTRk1aLPkinLW6THttmEIZ1Y+YyxHwx0WwNxRKiAsPF4298bMMm4t89Oz1kS2jHSqdLfgpatKkEFhUpMmYl2MqtGZcCGL06iVm/WwEMEoKSbvm0K7bZDQlJ5nSAvJ6jUm3Q/GaRUBS80JFqwr9einyhu41KuSMuuKAh4j4pvvMIjSwghAWPngJgZdQSacFqmqNl96z67trHtfCgPzl7lt409Z7OVntZqLWxndO7+LDe77BjT95C9flDmEJP1qklmWMI3Y/RT/Ffcc2oS8ba9rKrQTbMitozVRbM9pAJxLG0Jshb7eViFdZ9xGoJKoUplTibVn9BTpRUg+sFdtDEawgl1uOTArNrG4PDIEfFwSxFbpSK3kHugJpSU1E5/HLGBL9X510V8dnTlzGPeWt/P6Zl/CV4oW86L7/vub+Qj2B7Zhs/cZfcMvln4pu35ObwtJ9LM2j0EzSHVMAHDfQSFkOmiaJxV30lMdMPcd9ExuYKWVJWS7dbRVKjTht8QZJ04GEjzQlzbqJ1FDVr9POjwrbGG10UnSTjE53cuatb+ea/GF+dGYrea0eAR50FELTDiwyIbDqs+f/M0bKXeN12oqTL30ve4aUDODRF77/GV+XsT94OzR1Hjo9rFS12lYSzI7eWcbHutSXwFRVvTAD0h11Up11spk62xIza/b3SGWVsYMmCTwNPA1hBUoUQ8LLco+E7deqqtxCs4AuvYZOwLSXYyBewJEKAWsi6dJrFP1kKC6QjoTVW8bn9cCkKXXqUscNASy2NKLkBkRoS11IflTbFs1oM5rNlNeGj6AiTY45PSz4Ccoyhit1frv3vjXnePWG46GsaAo7MDHxQ9Urj2FrUdGZhOTS4VEeqmzkQHM9jy4Psjkxzys6HmDQLHDEXs/fTF3D9vgUA9YSM24bRT/JzpiiwCx5aTbHZtlszfJwdSOTbju3l3Zzyu5hym0jozfo0Kss+FkONgaJCY/H60MsOBnSRlNJIlqLfHHhMpa89BoLvF8kWvxbIOScqkRXDKyIFqMWGkkKfpxKoDPpZcloPj26yw0DT2IKn3uq27ClQg/bUienNdlmKeGOM81ubGnSpVfYbM1TkyZTXhtjXo5ho0TLFhXgttp2XtVxP5VAZ9q3KAU6Z70E034SRxqktIC98bP8Tu/dHLQHOdnspR76QgMcafSH8o46S0EMR+oMGcsUA4vZMLEqcQy1IC/6SfbkpogLlwCh/JStefJagy69QV5zSAmPDq1Oh17DFD4WAV16g6KfIi58TBFEvrxKl1qdjwYctxXivB6SS/0QMLUQJNFCbEM85AI/N3WUfNjhuOnIdezonn3W982LKzSul1QtZietKTP3pwhmPDUWnLVjn69e8hlOzXfyW5sfA+B/rleVdWt+rYddpIxm86H7n49eMNAcscqkQIYVokQacmU+25rrtipaqQznkay0eWWY+LSVZCdbiVBX5xVxd40VNLTwQ0ciK9yfHRAYoQSko8whgBVwVzjHbbWSW3PjwFTHbzk5mTVlG/iLxq980n3TI7+35v8WkfzW0bXuPYdf8Of83b4v8939f8u/n9iLpfn85r2/HxGj12UqlMsJmnMrrhNDN3+EP9/9LRqeyTcv+zTtsTo1L8ZsOUPSdDF1n3SiyUC+SHu+yqmJbpqlODHTxZcCL9AwdZ+aa3FqrlMBBOI+0taRVsBMOcsdM9uZquZYsEOAkKG+HC8aeZyatMIvtBdVaboIGDCVclCL5NACkj1THJ3r/bmvYXt/kWS6SakZZ6hrhdL0xOR6RMxXlW0gwNUYe8276c5UWZ8v8vivf+Bp1dN8U53H0Oc+qh4bCMZ/5510tFfpG1piYGiRYhCjElh065UI9HTa6caWOpUgwZjTyd74BLqQkZmALXXVepVGSBHxqQQWD9t9ofBAkmKQwJbK/H3Ky7MUpOg3liOf0JRwo4u/jqQQxPlpY0S1go1y1E6sh+1jUGIaC16WO89sW6O2denwKJutebqMCnUZY8ztoh7EmHVzTNl5DjlKgOLK3FHyeo3X993HE9X12NLkWHMdp+0uLmpTJghfmb+YXYlJ2vUqY24XJ5u9lPwUP65s44A9xKFiH0nN4aLMaYpukgCNg/UhTjZ7OVgfpB5YmJrH9vg0L2l/WMknak2WvDTHlrt/qQp3+3+8H4BSoFMPDPyI6yqIC0G75pDRfFxg1Olm0FimR2/Qowf06lWSQtnyXZ4+ztWpY0w02pn2V75TAQJX6gway2xPTHHAHuSYs45iEKddsxkxF7ClyaPNfsa89IqhfJjQJr280laWGl9fvoBbiudxd2ErY16ajPDYaFR5dfYgSc3hMwtXRC4yOxJT4YJMabDXZYwApZ7Vr1c54vSoz5rUFaBJBNyQPRBSgxQIKq8p7eSWZrMtlRxlMsQRtOht95U3Y6IMUlwEtUCjGBhUQpvBSqDRY5Y4UB3EQYG2dKG6M3HhYhJwwulZ9XppnHDVAmVjbJ5NqQV2fft9fOjw85/2/h341NvwE6rNqni7AjepgRBc9pKbnrZ9K67NH4r+brELPrD3W1yRPsbdY5sjYGAQMgpanbeTjR60koFZ1dAddVyClVkoAFKo5LbKqECElntSW1GOAlb8b0PZxmiuq4WVbIu/u0rVKqqQUbe3Zr5eTMOqBkoW0pOYDQXC0lwZ7a8l2rF6ltyqsFttbs1VlfIvGr/ySTd4SrP9ktQpPnt8P6ed7md9zImXvI+Y7rErN83xF7+Pm45cx0ShDVm2IIChz39E6QWHb+RcRSWSgeQyNd8iYblUmjGmi1kKxTRjS+3oWkAqZ9PTv8zm9kXqTYu6Y+L6OtmYjbeYQDY1RNVAuBp61mV//2k25xbY1T7DYGqZvngRuapNbOKz5KeIC5eXb3okalkFIT3hgdomLrnjXT/z9Tn+4hW94+FPPfOXbn/fKLt6ZsjEmuxtO8tfPXkDr/zpm0gkm2iGBEPNrAnR4aPj3ZyYWEnmm7/+lwAMfeEjPDm7Tv1vqGWjnlCf4PZEnQ3ZAjHDY8proxIkOBGif5f8NAEalSBOl15hd3wyOtcjTg+21MkIV2n3Co9pty2qSFKa0tltoYhtaYTiIZWoWkgJB00EOGgcaa7jP0r7qAcW99c3853Zc5jysmSFAvBMuh2AkmU81uxjtNmNKXyW/DTXtR8G4CX3vxlQc7pTzR4FftKrFP0k350/hycX11Hw09w9tpkt5jx5rc6sl6MZ6Ey5bfyosI1ACuadLHZgclXbMYp+imm3jTPNLk42uplzswpB2ugiaTjMu1luL+ymw6pyotFLn6UWE+enRjk3Oc6lyZMs+UpsIaM5HGv2caTex+9vvPtnfj5Wx45b3s+eXtVqzWkKKAVK4GPSM6kEkiNuJwXf5ECzW7WOdZe4UNMDH0ElkJGWcSAFz29/ggfrmzjmdKkZuNvFmNvJabeLvKbaphfEJwikxhGnl9NuF8PGMnGhHL5Ouh3cWdvK89PH0ZEMGEVMlPjE73beS82Pcbaapx7EmPMTNCVM+jGenzrBf++6my/OXsZNM9fRq5eIC189X81lwCigIZnw2tCAfbFZpr02/PCSaQolsFLw4ysG9qFMZKtabtHDFoIk9UDxv4t+EjfQKQTxSGsZ1Hw6I2Tkq5vRGmxJzhJIJb4BhLrcSiltzsupytdP4SNIaU00AvqMZU7VuhhuW+Zgea3SWytaNHPdUe1YN6VaqW5SfafuHRt52mNuHDkY/Z3Smtw6uoteo4gpPCz8SDYxLtywda++s0fL6joQmBKpqXNtVbUt0/mI3hO2fzV35bZWAm15AkeORKHrUGCscHOFz0qy9RQQSlWwoXm9rxJqa5QlJJEzkWFLdCcgVpERKGq1cYLelBEfuNVO9hKh9GT8/5vprokNSTXPOzm5ju+M7iajNeg3lyM5s1YMfeEja/5fbiZ5pDAIwIyTw2kaqiWS8bAyDgjJ+OvXJrQes4wT8mofuv5DGHqAXzciHqttm8zN5Hno1DDJmKPE8rvmOLPYsVY3WcC1W45G/2YNm5KbYMlJr6lar994hOs3HuHTs1cDap743A3HuHR4lN9+/PV89dh5PHDt2vNqxZZ//4un35hxn3HbnNFgU2qBV/U/yK9lj7AjMcWO9IyyHxQSM+mgmQHjr3sXQ1/4CFpFrXI3fU0lW7ehlqrCDOjOVvFcHZo60tYJHJ0dt7yfE2d6+emZDVzVdYKzTgeP1DdwqD7ApyavouLH2WjN0x668CitZIkdyjQCEfoT1Jw7rzk4KGDVA7VN9OhVNAIymhNWZqr1l9FcxtwV+sWAucQV6WPsSUzQY5Q4W8xz89zlPGoPMRou1LqMMiPWPMPmAnsS45E5wrC5wM0nLmFLWiGL76jsph5Y/GB5B5+auoq3bb+Ta7qOclHPOKeaPbhSZ8JroxbElGKUb3LCXscF+TEuz55gf+Y49XA+Fhcuc26OZTdJt1Wh4ZuM1dpVVZha5olyf2jdaLMtMc2++AR9ZjFyXMprTS5IjDLrp5j1MrhSZ196nL2xs8/4nj9THLnx/VyYVyjwJ50OZv0k457JmNtJTVrUpc5mc4mMpowiesIZYyHQqQRqHp7RBDEBw8YSOc1lxFzg0uRJjjfXERc+W815+szlyERkY2weE8mQUWbAXGLYXORQs4+jdj9durLL+1FhGwea3VQCk1xo4qGJgIyQvLHzx1zUpZTM2nUbRyqJxgDV0n5X//c5XujmcwvPYSxUoMqKJnnNIUCECziNWqCxw5qjEgpTpISDhZL0TIbJslXRtkwMWmyAvKZGMr16GUv4XJw9TUZzyGseGpDRgvBxqtXsojHttimBElcp2Z10O7BX4Tb2J0+gI2nX65FDkiV8Zr0cZSfOZe2n8Z4lEzzxyT8ETbWYW0lFCoHelOx708fZP3yan44PR9s/FVTVklxtLRh8BDVpoRMoD1o/FSpQZRUn11fHidSiBMq83gPdFiviFqtmrKur1ZYZQct7VwtFNVoCG7qz0tqVWljdumGCd1Hc27JyEdJcMGuqkvXiCkwVgarCWa9Zl2uAXS3AVouzqzsylNYMxTNiIvLu/UXiVz7pnpc8w3dGd+MjuGXpPD4y+Xzee+wF/MtFn2P4Xz7E9fe8lU1f+0uEEbDhXz/Inu+8l1c/+EZOFzqYq2TY+933cLTcS39XkURnnc6uCr6vgane1PO//yd0pOrccO8fMNXMA5Cy1DyxVosjGhqd2RqW4dPXUYJAIBsG05Md3HHl/yKuu3RkagztmMHMNRn7vXdgddWxNI+/2/dltqVn2JuaoOGbz0rhuO+JLU+77ciN70fTnn3OcOIlKxXu3u++h+F/+RCUTfUbBaBqxctyj3BOcoLdsbP0GSXyWp09yXEAhroL9LWXCcJFw/jr34XUJGOv/WNkoCkerxEw9PmPID2NzsSK0ML477wT3fJJx5sYSY9kSnnQTjXz1H2LopvkzQP3cHFiNFQsavH+VBJf8FV7eNTtxA6ri5o0yGh2ZP8WFz6dRhUXjW69SiYEw8RCSou66CnZTIuAuPDQQqRzwU9z2fpRNqfn2RmbYndsmhFzgbxWj5DioETmR8wl8lqTs04HN2QP8OZHX8M3Tu/lXw9fwBML6zi9qCrkzbFZLsycjtDF/UYxlAv1uSA/RlxzuSBxBkv4HLX72Ryb5b7yZgUOM2poQnJhaKbenyzSZtYpuQn6EiUGEwWSmoMlfB5uDLM7NsWAUaDXKDHlZTnWXMePq9s4aA8yYC2hEzDp5bnl9B4AvnTy4mf9vLSihYp9/sYn+cOjv8UnZ69RvNFmLyddBco76XZESUupUvlkNGUEXwokroR9QxOhi4/BrJ9jwCzwrco5WCKgHsTYGx9HEwGzbo5CaGCvLPAcMnqD85OjTHs5Zv0sb+27k53WPHfXt/Kt6nbmfJPNhvqcdekOgRR0aU3i4QAwEyZmP+T4XtJ7hl9vP8itxT3cVtvCvJ+OVKq2xWaiBZ2JZLO5RCVQ1W1Sc0OBC+WvW5cGLlqkuexLjZzWVJ0YrYGDRp9RYX/yNJNeHluK0MheOZGVAp2Cr1C/XUaFpOawOzbFvtg0+6xFMprDQChyktTclXGJjLHgp9BEQIde5aKOMd6981b+/dJ/eNr7NxbO4s2qRHiSwBJ4SUG9S8NLaD9XQ/jesZEQE6FHXOQWH7cSJLBD/ehZL8+HHng+mr1iuNBCISvUMhElaA0SWawk3jUazCEoSsiV+WqrtatQyETVrJAyqnwj0YyGDPm0YdIMfXWdlAKTtY6teRLDlhh1GVW3hGjn1jF1e2X+HBiCIERG/6LxKy+OkRQOd5f3YWaf5AdHtq0Rdrh45AyX5Ed56xU/4IofvgMpBT++5mOc+70/xXEMqnUTAkGxmGLs1e/m0jveRXuiztJiJmpRtCfq2J7JDd1PMOW0ccvln2Loix9m17ffh26YGL11TN1n6mQPIuWhJ5U6kxVTVeXl+VPszkwx72TJWGpO8xubnoxQhPNOlrjw+Nol//is56g1nnnttLp1/LPiwA1/9bTbUoOKCvXY+CD7hs5y3/EruN/Nszk2y5jTyT+e3M//eOCDdLTHlLRdbmWoIZPqoiZRRHbT8mj6AiPmkTNt+ruKTJEHIJNu0HBMNq+b55quYxT9JIYWsDM5hZvQI5u1YpDExCcetjRr0sLEx8UgKZoRZ3nQWKZDr0Z8XJOAS5MnCaTAQaMUmJG1Gqi3cXdsRikS+UlmvRxnnQ5cqbMpPse+zjHGnE4y4ayy4Cu0a0z41KXBo/YwFydGyWhKbL/dqKKJgKH4Ev25Tk4srOPxl3+A825VHYqUcEiZBbK64m5Oeu2U/Ti6kOxPnmApSHFHeRe/njvAkpFm1svzm22Ps9Vc4j8q53Bj/lFsadIbK5HUHKp+nD2ZSaWSZjUIpKbUqqRJPTApB3Em3A7G7E58NDrNCn1mUb2mfpJhczGaa75m89M9nX9WPPK8D3LjT97Cc1OnKAYGR5rrlAE9Ab4UtGs+416Cdt2mKWVkv1eXLUpRAgedzaYyE3Ckzr2NjVwQH49oPwOp43yruovnpo4SEz6P2evZaM2T1xx8Kfj7hat4bedPmPKVecN58TH+dflinpt9kgGjRFwEUUvYl3DE6WWHNUtT6mhCsuCnuCZ3mLhweX7+IMeafdxZ3oWdOc6+2Dxdeo2k8ElpgmKgbBfzoc53Rq9SD0UyWpQ0X+rUpXrdbdlCWxuUgzgBGkWhQHtjTlfYCleORHHhR36zGeHTZZQ51ewJ0fICOxCRglUtTHa2NMnToFevseAn6NIbjLrtPC/zxLO+Z2NemmEgPe1R6zEIbZ5xM4pqEytLzn/Dx/mb92k8PD6EjuTqtMGPzijTekLzkNbCtyWXWgySq8Q62vnco5ehFwx0W6C5gsCQaF6Y3ORKBaq5ROIXrbFpYIbzUi+8PZzZEgcRgqqETyjxuEIbaiX1VnUKYZJ0Q6BTbRVtKAAvBmgQ+AIjdLaQId3NsCUeIqQGKTR0Cyzlx1hBLvPLIZfh/4JKtxQkuSxzkg69xpXbV3RCN37lg4yWOugzFTDI8XUu71YVRDbe5ORL34sR84lnmwz2FgBoemqNolk+429QreXndJ6iN1UmLpyISysEpGIOpumTTzcoNeKIQCBrBn7NYH3XMrt7Z7j5xCV06FXeteM2LkiPMphc5safvCWqggDO1Dqe1gpvxfDfrZ3Bjtz08Z/5Wmz41w+u+f8ZW8xh9OeUdOK+oQkAqn6cB4obeduBl/LRh66nOJshaBgszORwPJ1UbEVWUov5DH/pQ/hNdR59bSUu33KKt53zQwzNZ66YIZW22fRvKtkPtS2zKbNAn7nM3vg4880MBS/NI5UNVIIExSBBv16i3yjTpdWjdm4rAXeElJzH68PM+oozuOBnonafLQ2OOb1YBOEFS33sa9Jgyk9zxOnhpKNmTyPWPC/JPcam+Fw0N2yBpvyQexkTPilNGZpfljiNScCYl6YYzu2ONdeR1BxOTPREjkktycxIizYwOdxcjyN1Bs0CdmAy72eo+Alimsdpp5sLEmPsjk0xZCwzMjATShBqUSW06GZoMxQyNms02BCbp8cscsReTy2IsRSkIpWtpO6wIbbAvsQY481OKn6CPlOpYbXQ2/+Z6IpXKYYI24HQSak193YhBP9IzHCuu+ibLIRX+q1mk41GNQKvnRef5EyzK3qdpvw09zaGmXeyHGr2ESDYZs3Sp6vWZkoLuDavPHX79Sr7E6dwpc6V2aNkNZuTbif3Noa5MnsskpbcG5vGEoFaNAUmD9Q2M2IuRQpmz00d47nZJ/n3xfP53PKFYXdFXShdqUVyo126Um5qmdHrSI4110UVoBUKr+ghsn7QWFY0Nq1JgMaDpQ3RwoJw37bUWfJTnA5lSV2pUwpi2FKPAGYZzWXAqJPXGvhSoxgoOmBKuGwbmCapNZn3M7z50dfwyp++SanChXF6ch39YcvfzuuqUnRWqDBeQqA3AxJLPjdNXRe1j03hExcKkZwSyqqydV8lSCj1Pk+ZhvygsIPP/eQ56IsWenOlday5AuGGFWyLl8sKpeepLWYpQqpOK7eJlUTa0mKOVKhax/AU7UdzwayD0ZSR+pRvqYSvjBVWhDI0t3XbysxY+BLdXXlemiPRXPmU56noRZor0e2wJf0Lxq980v3U+JXUghg/bYxwRf44m772lwz/y4fwHY2+dIlxp1MJP2SW+f7kdi65410U6+qiMNhdoK+tREz3GPnqB1guKRGLtuxKVVfyE3RaNc46HXxnbBdDn/kYsqlRqiWwGxaur5GOOaT6K2gZl3xPhd8d/DG98TKPVDdwqqmq2wcrIxwvd3PobD/3Tm+MwDi98QrPaXtmUXFpSYb/7iaCpM/w393E6Xe87Rm32/iVD6rnVbYY+eoHGPrMx7j+nreuaTE/NY6f7ou0ha+/5618Zex8Hji0mcZCUnFxAS3p0dNXpFRO0vQMLrzt3Wz8ygeRof+p0CWb1s1jiIBFO80dizvIGorb67oGbtUiabksNZJkDTtSTqq4Mb4/v5OU0eSR+oboAleThpLKEz4dWp28ZtOjVzntdjHpdpDUm0r9RrhktAYuGqUgRkq4nGr2qFaml+e028Fxt5tpL0c9iNGll9lpTdMdVsj1wGC82YkrlTzkZmsWLZQETGlBJH4AqlVZCOI81hjmgD3EvsQYt8yfy2dOXLamqwJK6CQuXPJag2FzkWVPgaM0oTSlbxw5yJON9ST1JoNmgb2DkxT8JA/bClsQFx5XDitA1GPVIZqBoahURpl6YGEHJgteln2JM6S0JgNGkVkvx0Wp0+xKnCWpNSn6KTK6zZKf5saRgxyy13Pl8FoZv18mzsuM0655nAxdtAIU0MYSAcectpCjqlMLtEgwYsioM3Z2HQuBpBJoJIUkKXySwufFuUfZPXiWbQPTWPjsjZ/l5W0PEddcuvSAPsNDR7VzH7b72Bebp13zmfSyWEJpjw8baiFd8NOkNIc+Y5kjTgePNXtxpMaCn8ASAZoIWBcKX/S25s9+nA69xlt67sKVOu+beAGn3CyFQL3Xec2JFm3KkEGnEi7kKkEiRNmbmKHiloNCO5dDIw1QTlYANxcu4ZCzLkpgbki3yWo2A+YSad0mLjyCMPO0xFkAZv0sR+1+XGmwc3AqWhxfOXyS7y3vwZeCuUYmGnUB2FKpXQG4aYHRlJEIxIoSk0q8Y1/cHNGpFH7CpBJak+rh6zzr5Zj3MvhonLa7+eL4xdx3aDNGVUd3wkQbrMyNEURUntbMtoUObvm4RPVGCzDVakm7rVbyqnazsQLGgnDfckXy0bdWhD9g5ViBsdIOVo5DEi+mTCCiahl1+2pDhQisRWshsfKzav30c+NXvr383wbv5V+nn8NF7WN8aeoi3FIMTMn465Q28A/8bfiBxpMLvRhaQCAFjabJc37wTkBDCEkgBL6rkcraJA2HC3om+NDh52MHJg0/RdmLEdNSaEISa29gmj5xU71zdTtGtR7HtQ22Dc6yMb2EJgKuzh7hB6WdkaXcJ879N4b//iY6NiyzXE7y77/+Ad576EYG4upL8+WTF/LKzQ9F5zX8qZu49sJDjFfbuePK/8Xw3z873B8AIRn77+9k6J8+Cpqk6sSeddOhz3wMELSn6jznB+9kfHS9AkMIhVQ20w79HSVKjTgLBVXxFmSK7QOz+IFGpR5jY9cSVScWSUlu/OoH8OsGB8wBtgzMYZdjoEnSVpN8rMFds5tZN1hkxslzUdsZHlzewPbENLUgRjJEMFSkwYKfUKpHKHcWPeztLHhZ6n6MBxqbKCTTbI1Nh/J9tqLqNHOcsHoYsebJaA4mQeijGouoQsVwBW8j6DQV3zqlNcloDpYIqEnlFJTR3Ej4ftJLck91O+2G4vs+WB/hyel1nHrZe5/2ulb9eCjEoR5f8FKcmxznyuGTXBlu01K+mg8dZZb8NK/bouQm59ywivcy/N2+L6/Zdzycy8Y1F1capITDAXs9pRDUcqTex47kNK/b8gCfP3EZb9iiuMUPF4d/9ufm58SIpWwWR8yFiMe6OzbNrJ9k2CxyxOmhElhsNG1MNAqB8sONC4ErJXFNRnaHrtQiRDQo2tXpyXXEBSxoDZxQxtESAl9KaoGFFbYDa9IiJmDAKJHRAlypaF4mPl1ak0oQJy5cDjb7GTCX0IAjzX4uSIxhEjDp5agECSVkgkstiHFt9hBb4jPcNHkdF7SNc03mSfJaE1saSutbtoBSDtNehh8ubuPG7scpB3GGjGUsoRbnjtTQhcTVGqEtYJ2XdD5CgMYeazYyUkgKj4pU2tWA4nSHc+cFP7XGq3YYeDohSMU56bPMu1mcwGC6lotuP9jsp+gn2YdKNl5Meci2+rot6g2BJFEI1OthrHRBTOFRkxazXp6in8QUPs3A5IeL2zh4agAcDb2qxHsIkxQQJVAgcjsKtBUaTmAAupq9Bi29iVVAKdlyBloFbkKsqlJ1EG5I8bFbSVUJagjUzFcKVflGFoHBSlKHFpJ5hfurFK5ElOij5B0il1uCHiJkS/q/RPn6K590t1jzXNoxyvendzC/mAVT0ten2sWlaoK+dJmDZ/rYMjTLqZkugqYOEhb0gPpyAnSJHvORroahBQwlC3SYNXypMedkOV7qZjC9zJ2TW+nLljG0AEMENDyTDfkllptJKs0YfetK2CEY6vMnLkPXJJsT89xXHGHbN/+cYy/6MxCqDbnxK6oNrCGxA1Nx3YQkM7qb39h4iEvueBfS6OSHJ7chWx/sn/Gmj77iTxj+kgJI6WkXGQgmJzqj+4f+4WNgStp6ylRrcRAWWAEx3YuS5tDnPoowA6Qn6GsvR76+puWRb69QacQiX81X/vRNnCp2Ymgry0zL8nBQTklFO8HWDTNMFNowtICc2aC/q0gzMLk2e4hAaiy7KZJaky6jzCGnm3Gni/3JE+S0JoVwXgbQodU5ZfcSILgqc4RZL8egoUy+L06cJqc10YVkR/wsplBoU1+KCPDSpStGvC+VJGA9UEmx21CzZB9NWbgJ5aZko5HSApxAUAksfDQuTZ0ko9ncU9vGw8UhXrbt8Wd8H9636zt8Z3Q3Dhr7h0+zH/jk0WvWbJPTG7x1+w+i/1cbbrQU1N6y7e6n7fvGkYN88/S51IMYjlbnvtoWFpwMJ8tdeIG2RhWslXCBZwTb/DJxrNnHsFGiU3dxJaQ0lRArgaoCB4wCs36WnqBBRiPkVUtOuin69aoCE0kNDUmn7hIAs1N9jHkWFw+NERdgCkFGs3nS6WCzuYQrJQtBjCuTY9gKH8OAUaQQGPTqfgjectFEkUAqR6BJt4P9iVEymk0liHPQ6eXWxd1cMTBKKTDp1qu46JG6my4CAqmR1W1e1vswxxp93FHZza9nD6j7kTgCLAIqgUlea5A0lJVkHDeqgjOajy0FlUC5IdUCDUsEbDYX+fjcc9nYs4hJwGGnlxFzgXpLVcxPsuBleNHI43zp5MWcsHu5+hd8T/5g2494y6OvJqG7kfTqVT96O28Z9NGEZOe7PoFIikj60LCBAPyEQvSaupplvv3gS/jMuV+KKt2in6QWVutTzTZG6508dHoYli00CVrYTm6hjuWqxNpKalECXo07Eqsq3DCptUBLUYTJVqxaILQiQjujjAikoY6hO6oF7MfVna4hojZ1JAcZ0oakrpKyFxeYDTXH1fyQVCJXBDaAlQVFq10txJoZ78+LX/mkG0hBxY9zRc8pPnytMuH+tbtUG/bkS9/LpXe8C3zBqekupK8UlQzTp14MEQaOpvingaA4myE26HHr9E7aE3U2phfJmGolWJnOULRc8vEG8400iwtZztlwlp5Eha3ZeQzNZ95W1csbttzHJ49eQ7tRpd2qkwjnoTKm3tUNvYv82aEXcG5yjLhwWfCznLB7GW32cNvoDt66MclXkxfy+KkhcJS5APGVBHfVj97OXVevoI/VzgVDn/0oIqEhawbCFwzd/BGGBxawOnK0Z2s8eN2HueKH72AxniKbsNcaHngCUTORcWVKsL1nlunlHLoeoGsBhr5y/C9f/FnlhORqDN38EWhqaGmTwNPo6yuwvU0p5tRdi+FUgZpvUQx0soatRNJlnIvTp+jWKxxu9tMRIlFn/Wzomevio1EPYtzX2MR1mUMs+Bmyoomt1UlqLg83htkZmwrb0bDRKHF7bSvZxGhE6QBCWzULUwRRm68mTXZYc5H3bQDYgVrV1KVBXDrMhW3svNagFgKq3rHjdg5MDBBIwSePXrMmebbiNzYeWvN/Tq+t+f+ZHvOLxotGHuezx/cz6nQz28zy2fP/+T+9r180/mDbj5id6sOXkibQ2z/N4Yl+nmgOMGguoaEM4A853VwQm6cemCR1l5smr+em4W+ETj4aSc2jKVVVWEGw0VDfif71Mzw2PsiRZj/J0OygXRN8pbSLV+TUgmTUy9KjV3nYHmR/Yix6binhgViZo4OyxOsyyxSDOjd0HuR+e4gRc5523Ub3lVtXwU+T0RoRejqv1yMA282L+1kfW2bWydJh1ih7cRqBxfrYMp7UKPkJ5t0sKa2JKw169RJLQYpaEKNbV90TBbjSmKzluae2lYKX4q65LaxPF9mdmeJYrZcr8scZshTdsdcoUjGfnZMydPNHGH/dWvridCO7Rjnvrqv/msfGB7GliW+pRNuaV/oxgRCqovPiAi+pozsBqe9k+dvea7gwN0ZMcyl5SY5U13F4oZfibAa9qqNJQIq1vrSrqsdI1Sm8rSX1GHFzjVXbrdJb1twVDq+EFQrRKh6u1FcqZ+HLqD3cknr0Y4RyjeGxIv5ta6BM1G5uyU62Eq9vhaYGXugktKoK1lyihUJghPtf6eL/3PiVT7p1afKczLFohQZwVdcJnvODd/Ljaz7G1HgHSIEsxMKBAHRsLDFbbVcb63KlmtQlmpBU7BiGFnBKdpE1bY4WejDyDoYW4AY6SdNl7LV/zIW3vZuLe5YYiS/wRHV9pCoFcEFilCeaA1yWPUm7WVMiFn4nW7/xF/za8DzXZQ6xFKQ43uxTzjqJsxFqMKU1uahtjI6ddX7w+E71QXTVJ2voix9m69DaAYNqF+tgBAhNhi0ZCZ5g7GQPO3dMMl9Tz21stFt9iXrXAgP0rEuwbIEZYFdiTCbaeNmWx/jhzFamzravXbkCesLH9wXCCBh7ygVh+FM3QcYllnQ5G88zmCoQ0zwyuq3s+lCG7UqSUcnJ9ZnLTLlt9Oqqyo7jMul3sDs+STFI0K5XSWoeeqDoGq35mSM1auG37ki9j73xiYgSBIRVivrGtGQIS0Es1OT1wlmducor12fST2OGLkUAY25n5EgVFz4LQSLytv150Wod/1fFL6ufPPwvH2Ls1e/+3zqmBhSliCQLM1rAjJNnxJpTnsHSYLO5yMPNbnZb8wTAefkJioFFXPgsBUkyWomMJvBla/EmODzRz87BKe6tb0ETARfFx8gIySE3xWvzjxIXqop9sD7CFalj7I2fZSGIYbHy/takRUo47A8XW6AAcd8u740WtUnN5VAIgmoPZ7sp4TDmdtJnLhOgEUgNOzDZmZqKpEnXWwU69CrlIM6408nW9BzNwCSpOdxd3s46q0TNVIYZlvCYkgYPVjaS1puM1juZq2S4x9zMO/pv5665Lby2+z5cdHJ6nY3WPPUgxk/HhzGFycWJ0Wd9/Z+acIE1XabofRLKCEOaIOoKOCX1UNxfqFaqkxNonkZyISCx6HPwjm082D+ClvSQgYCKqWhAkmheC6xUoqt/Q+R/K1cl5NUVrNRZkWxkpTqOlKVYaSO3QFYQPoZVLWpTrCR99fFRdJ5Q5hGhZrSBrhJoq1Jd/RwDUzkT+dYK/Uh3lSFDwMpjoipcgh5IfFP8UtZ+v/JJ94TTy7qEQ7de4Z0HX8p8M8NEdSt111TVmNQQjkBmXWjqCFcwO96BnnVIhIbv1VbV62nMNbPoWkDT14kHGobmU67H8R2dhmvgBRpLRZXA5uZyzOcyjFU78KRGKly9f+jw89mTSDJoLpHRGhS8NOtSZfQNkvXpIluTsxywB0NagEEMFzswqcgEHUaVYaPASa2XpWaSndsmsTSPQ2eVefz4b/8xw1/6EEOf+yjjb/wj9nznvaBloucfuBIRV+1yXPWpO3x8Pb2DquUuYgFoEtc1GP70TUhdomcdejrKzHh5RMVEJnxs1+DWyZ0UllNqqCFR82Jg48Y5RnoDTpxeh7Sfbh4x9pZ3MPylD2EvJXii0c+3X/13vPfQjay3lpj18gq4JANcaUQXn3a9SlxziAmfAMEBe4hhc4EFL0uvUeRYcx2XJcZICQdb6tjSCCkOhCYIOv2xIqCMD6wQMduazfpSoCEjuT2fFYNwH3V+S0Ey8sYFhYq+YGic3avOreDHo9bxz4u3PPrqX8g+7/9k/O8mXIDb64OMmPNoIuCn48N0aXBV5ggWfkSNSWkBw2aBlCbQgOsyaozQpTexpU1SKHOCVqpIIslrkmOTfXxp7HXs7pjhualjuMBdlR3saH8YAF9KXpF7nCNOBxvNAku+ouDoSBb8DH2GQuGbApASU0gq0qDuW8y6eS5OnCGnheYBepl5P027XmXKa6PXKCkKj2YzoDf5SnkzV6SOAXBZYgxHarhoOK7Ou3bcxmeP72dvfIIFP8PW+DSzbp4Bc4m4cKkEcfr0CsPmAj4aj1nDeIHGtswcPXqD3+x7Akv4dGtVehNlprw8tjTpM0rY0mTKz7Hvl3hPnmlsYBLwhi33cZP9iQi1DC3UstI4DmKqQvQSGkY9ID0pCUwDaRgKaeyubRVHi+0QPRwZKgRCKVC1JB5ZSVQtK781/7NSvUYykC2FKRkeRrCGRyxXValrxDdaiTkEbj21IJBCIJAqh646vhSsHdOJcDbsrBy3BeJqPb9AqMpZ+yWAVL/y6OW0ZkdyZRUvzplyB2emOllczKizNwPQoLe3qLxgBYiER7AcozqfolaJk2mrI+I+mIEyn2+oKqpoJ5ip52jaJkbMozCfZW42j++FL6unEdM9dmRn2JqZoydR5uYTl6CJgLsq2zli9/NgfROm8EgaDrZnkLcaVPw4M24eLZwr9ZsFLkuMYUuTWTfH7dWdLLoZam6MuO6yJzfFzv4ZNn5V0VKkq4EvGPrHj+H6OumuGlrSU+cXKkERAIZUusmGZCi7zHm3/in59pBSUI7RMbRMqrtGsBSj4ZgYlk+qv0K2o0a9GmNxLktQN9DTrtJQ/m+KHnPmbBcJw6VvcEnpKz9bmAGGpT7NDy4N40qDs047Y25nmGjrZIWSt+vQmow5XdSlwX2NEQbNJbKarSrhIKkEIPw0s36OQ80+cqEkpCUCdXGUGueuaj3CijauG148rbDF3NJedlCUjIKfphgkKPopfKlF8+Rvl55+Gbx0+NkrkqfG/68T7n9FbPrwxxkwl9hqrgBu4gK2mTV69Aa745PhnBTaNY9RN85Zz1A+wtKiBZuqS5UYWz+2hHEvwY9qW9jWPsfxYjf/vHwxs36My9PH0VFVrouy8BsKEcspTXU6Zv0sQ8ayajGjjOGn/DSFwOL7ld1oQnKovp7DTq8aH0iTmPDJajYdWoMlP828nyElHOpBjHvtfjbFZnGlzoKfYcpPsxAkKQZxjjeV4ERGb2CHnFxfauT1OpUQf+BKQ0k/BjHGnE62xWYoOQmOlHuph7actjQpBgniwmfYLJDVbLWADLPjyckVk4n/TJTC7o9ug27LFRs7W0kZCikhUC3mZlbZ/iXnfXRboDcEZk1xboUn0B2hOLiOAjGtqV5XAadaJe9q6k9E/wmLw5Y+suau+h21jYmS5mo6kXogUZt39Ux49fOIgFLBqvZy2LpstYpXaymDAnRFxw0Tu9qHQnvrjowWC63jPoMx3bPGr3zSHTCWI7j7YjOFECqxbuhfpL2rHLU8litJhKuRXl9G+ppqv0qBrBtU5tPsHZ5k/PXv4ssXf5a2TJ1czKYvXSJj2molpkmMhIdm+sSTDr9219sYGlpgMFFgS2KW/lhRIRilwUXJ01ySPkVOrzPRbOdMs4sTy934geCeiRGWvSR2oNrIV6WPkNFsJr0sI9Y8mpBMNds4VukhYbh0x6vcv7iRo7OKerThyx9Ei698AzQtoLqYYnPfPO3rSoiEUgwXrsb4f/sjjIyLsHWW7BSL81nKlSRtbSrxLp7NEzNdcoMl2pINzlk/xeEX/Dm1WpzA0xC6StqBq0F4TBH3GXvtH1Owk2zJLzD2mnerjsJTQuiSrt4SMpyVHj/dx49LW6j4cc40uzGFRz1QWsn9RjnUqQ043OzjwvgZakGMCa8dXyqyvlKU8ply2xhtdjNizREXPjVpECDQhGTEXObhxkYq0oxamxnhRa3jYmBRCUwONdfjSi3S7e4zShSDJPFQ7WnKbWP/8Gk+tufra87p7rHNwApm4NmiZRH5n42ft///N+P8K44xbFRZCDWV40KZHSz5ggftATKh97EtdZrhRU3N1CUdWl0pggmXjCbQUa3fSS/Jd6s7+UF1J5tjs7xj3R0MZwtcmDrNtNfGEXs9dzbWccjJ4kuVePNagC0lBV+NAjo0NSvXULrGoLjRGc3lWK2XA8X17M+coN9YxpaCPmMZSwScdrupSUXFGjYX1UI3lIfsN4rY0mTIWCYrmqSEQ4fW4PnpJxk7uw5XGrRrNntj0+y05rkgPk1Gs+nVa9GioN8oowtJXqszPt/OTE1xkJNakx+Wd+BInZo0mPUyJLUm9SBGt17lNzYe4t/L5/6n36djk31Rez22LEMaTmhjZ4YIXV+1mhFKIrIFQErMK76rMiCQKy1knxVf3NVtZoiqXKRYQR6HrVmE2pfmE82CWxQcvUkkt9iaqUbVtRYmwFWJV4aJd3U126pCW5V063lpnlTWf0JEC47W9lKEIhyitS1rUd2h9nPEB24do3Vuv0T8yifdU24XrjT48OjzaLPqJAyX528/TFeiyrpMhXxXlVhvHc81kFZAZSGtwFMxH5Hwogp3NSjhoes/RNM3sH2TzZkFOtqr+L7GYHcBoUucpslVXSfwgpYSjsau+CQ9VpmJUO0oozXYG1fyjvfMbGJuop1aI0Zfvsw9M5uoeTEqvppvTrttnHa6eaS+gYlmB4eL65iq5ijYSRKaw51XfYKTL30voy//U4KaQWArBDZm+KnxBBd1jFEspejpLpHuriHD+7yShYz7TC3nSOYayABeNvw4VtpBJD0KU3lqDYvhdIFvXvZpQKGhUzkb3fLREz7S0SNOaqtd+ZPnfpTlplKoEc21y8Chz3+EwNF55HkfJJFsct6tf4qVbeIEBieq3Zyo9URI41k/x1KQoBjEKfmtijbHkp/m/srmaEFlS4O48Bgwl9iRmApbeqpCiAsfM5zzJbWmSgxhazlAgalmvRXrMkcalGVMVWLSoBjEyWgNOrQa817mWeewVw6f5NI73sUPr3p2kZK9333PM9os/jLxs/b//3b8z747AFjwExHdx5eq4jzV7KEuDTQkWnj1y2nNaIa+FCRZ9M0Q6SupyxVVohvSh3ld/hF2mCXaNY/NqXk2m4vsi83yW9kjXBCbAuCxZh9/u7if++0+pr2W85NJTmvSlDqjXg5bqvHB441h/qO8l22pWd4z+F1cqXNPdTtHQseeY25nVMnWg5gCpHkKSNUfJs12vR6pWbWoY6YIqAQ6B2qDTHo5FvwEs36Sk26O0dAdayFI4qNRDGKR0YZrG3Qk6jxeH2LC6aTTrIZccZ9uvRpyyGsRU+DdO2/9T79PttR5uLGRzR/4uOK4hq3lIEwoejMEJnmq2pQC7JxGYApiZYlugzSUhONq9K7wVKW7Un62kqiIkmnU5oXIZUhrJUS5sq8IWayrarQ1J1X0HaJZcYsm1GpxB/rK/tUDViVzueq4rN2m1ZJu0X+ixB3ut0VZEv5KK9uPhdaBLWBVKPbx8+QzV8ev/Ex30CzwkTMvZL6cZrGaolZIcCbXQSZp05msMdK+yDcv+zQvf+B3eGRyAM8xkDUDfBHJGCYyT1fsieke+9omKbpJGo5JIuFw19V/HVFz3rPru7xnF/zJEy8KzbB1krraT9FPUQssHvOG2ZhY5I7JXRBAs5Bg64YTPOH1UXQTlPwEFwyN85lHXsuyo3w0vUCj4Zr0JKsECD5x7r+tfWJSgA8i4dPdXWJusg0ELDlpgprB3HInWrvDlk2hz60E0dBpuEl6h5aw6xbv3nkr796p7r7kjndRbsQ5Wepac5gjN77/aa/J0Gc/GikwAYykF1bu+6ePqkVAUwdNkGpXc9EXbzjIC3OP8ReTN9DwTWZrWU41LV7ZpXPabWPJSzPa7ObS5Elyep2TTi+745P0GkWChKDXKCrBB81BQzJsFkJbPxMHjS7RxBQQEwGLvsnFiTNUAouaVI5RcV0JK3SHAJqaNDle72VvfBxQ88OrMkciZPPPi/ufxWCiFc8kufmfjevveSu3XfHJ/7L9/bx49YNv5F8u+tya2+LCpxZobDTquCh0cIuDawdmCIqTJIWkFOihM06SbWaNWhCjT6+EhgGCOpIF31I607rOuCcY0ANsGagZsQioBRo1oEtXiHTXKDNsLrLkp5jwFPjxTLOb85Oj5LVG5Ku8ECR5vDzAptQCN2QP0KM3SGozDJhL/w977x0mWVmm/3/eEyp2VVfnMNPTPXmYAEPOIkhaQGUxIYZVWfmaFRUVVFRUMLOGn+vimlYXXSOCIoqCiOQ0MDn1dE9Ph+lYXdUVT3h/f7znnDo1AWbQNbA+19VXd9c5dVKF+zzPcz/37fXpq2yvJmnW5+gzZtjpVVBG7CZAKS+tr7aS0svqvITLjnIHHWaOY+K7sKTBUKmJh43FNBmFAKj90nBSVIObkk69SFSA5tl0rorvYUV0lP+ZPpGcjBJD9YCnnAY69Vwd+/rZRlLYrIkNEVk9izWZUQ9qCnz1coiJqytGs3QJnIf0qiQ6Iyl1igBgXG+uFmpOP1IX9UDn9XKD8RoIbPmC8Rs/S/XFOTxwdKICvSyDPi+ORPPGv+QBSrm+JGSwL71W8pa6T/iSgWqV37/1CVvCIXBfwj9man1q/8cVIBxRuznw9Z3/Abq1+PzucykbBqXpeNCzLeejlGejlFsNNrxISSEW7QjRqM2i9inSkTLrR7uJmDYNsQozc4m6bS754cdZ0qFeFU24mLpDuao+XJG4hW3VLqspnDpHjoprsrnczUglw8BcM6O5NEbKwp6NAFBwIrTG57Clxqa86uH85vE16CmL/ldew0vvfxMLUjNsn2mjK5Xb/4S98vkLjtjC3TuWIaIushpiCmjgzJpsK3SxKvcR+pYWGNjTCpbGQ+d9ar9S8APnfpqjbvswfzznM894rcOACzBczvD6h1+PNI8AAcnGMoXZGNFklQsXbuToX36Qa5bv4ZtTp3Fmy1a2Fjs5MjXMgzML+feRM3l5xyOsiQ3RrVfUDKY5i4bqc2f0ImmtHLgMjXnG9Q6CmDd760qNstQoS4h4n/KCNKii06nP0ag5nherylqqnjjDMQ2DDFhqjnl1XM33Ft0oZy3cyinPeBX+MnHBH97BHWd86S+6z30BF2DtgiG2D3WR97LJlOZSlJKEUMzzVt1ixImS0FWFYafVxDHRLHsd5VvbGVP926KUPFieR9ZJsiwyhislbZoDaJhCsMiY8+wBJXnXJO9WPS9djQ69qnxsxQyWhHY9T86Nsb3Sya5KG6ZweHymh4jmMOdEg9lsJdFY4me55fSk13FSbLDmNKSVPccc9dmvSoO1sd3EhE3Vs5lMaBXa9bznOmQR0WwSWpWKa5KJFEhoFTQhGbCa6TRmAwEQgLwbIxq3WJKaIK2Xeai4hKyVoFMvEBOSNm/kKHE43+bPEAU3im3r6DH1NeF6GW7Qswz1YpVQhRqf0RwwC+BkoZr2ytBuSJwifE8QZgb7f4eYwgF72cscfVlIP4P1y7puRJVz1XiTErXwWcZh8lVAspLe9pza43XruKHMVfrbJyh5+9lscJPgn46jDt5fN8iw99mHPIz7oud8eTkVqRAzbETE45i7AqG7oEvyY6qk+IK73810OUEhF2NrfxePbF3I1pdcS1c6x9EtwyxqnQr6cOfcfSVtmTl2jLWxt5JWA/SxClbV4IiffRRdd2ltygf77zBn6TSzDFTVl3jZNZmxEnzt2O9yxxlfJDuh7PpSXXmizSV+v+4IFian+OHJ/0F7LM8Zv3svoirof6XSUH1k4yIe3LGQybE0m4cPYEAvBWaqyu+2LseZM5CWhpaw+eqx32PwiquUfZ8AHEFhOMXAYBuD//IBkq0q8+zrndhvk0++8OOHfL0vue/Nwd/LG/aSMsscvWKAdNscxbkoesRl7bxh1k3PZ2amgc/tPIfbNq3BFA5x3eKU5Hb+pet+TmnqJ+skmXYa2FRtwpWCKbshYJSWXRNNuAxZLaS0EjHPTzejVRQxKvDTdUlqLgkBzbpFi1ZhfbkHDckOK82Q00CHPheI8Wc9OUUdyTJzPGBPP53/8l8jfCGSv4WoSi0A3IhnZq8jODoxiI4SkABV4lTkIIklNVZER3GQmELw+2IfEeHwwuQ22vQCZeniAGXpBpXDvKtjIunQFeBGBUHZWhcE8pBteoFVkXFWREd5eeZhVsf3cEpLP7ee/hVWxEeDtoJvMtBq1D6v3Xo+2Oaw1UzM60nPM5XgSk5Gvd61xTJznKznlVtFozlSZEl0jOWxETr1HJbUcaUgrZWD3jaoakBCq9CenuPuoaWYwmavlSZvRwMf6Lw0mPJ0wacPxzfuIKGhZDG3vuTawLEHVMnYz/TUAyrjVbZ7CmT8kZhITmKUFaPX9edtPTJSnVTiPqXeAHy9CO8/yEx98PLATTn8KKMC1/RKueEys1sD0P2KUKFercrMpaeVrM5XGRZQI2p510GEj134x+qRr7xMOEwYC7L6EGHrUF+L53TsyWUYmW5EVj3ijyYxIk7Qg1z6o4/TP9qKJiStrXllxu5dwN88/9/46rHfw3J0Fjcq4NU1l4RpccyCIWaqcXYXm1iYnmJB+zSaJhEChJBc8Id38OUtZ3FMfIAni728ZcXvsVyDrJXgD6NLagfoMZ03vOg6tr30WgavuCooGY+UGonqNgNve2+w+uAb38fAa64GXeLYGuf+/l31JyzhpL5dkDO9RgR1b8qBV1+NsATCUrd1whvp8cvFYeUiqI0BHSjOv+ed+z3201P/nauefBnXbXghW+c6uHXDkeStGIau+PWupbF+rIttA50YEZuxsQwIGLfSvKjxcZr1Imuio5zXsJGIsNFwmXDS3FdawqiVYdppoM+YpceYRcdl1kl4hgc2VU/ZyLcA1LxeW9Y1KEvFcs27JvPMGUacVKDpHBEuloRBu4msG1ftAKkH2rN3zK7h7SvuOuh1+L8eI05KiYZ48oyOlOSlyyJz0gNOgw3VFk+hqcqgnaBVtyi6UXzFwL7IJKfE9pKXIvDE1VFZ8IhtsNVq5L9mTmbIaWDSMRl2Ghi0EwzaTUy7BnlX93x7lSFBVWp06HMkhM0xsT1cu/o2AHaW2wNzAd8OMqZZmEgKnjXfhJvw3HN0VkRHPQJWmQguuscN2FiZr/r+blRJQuLSaJRIa8o9SpXZbabtBqpSZ8RJBT7GfpzS1o+uuZTdCBXXIGVUPLvCKP1WKzouS82JIDN/tnHvwGIG7TQjVVUqD3/ru/tkbgpIZB0IORGv12uDmZfoVQ+8vHsBvQpGyRONgABkw/OssD8wiTDgyhqhSWWU6qD8sq4WYhP7Mo7BqJCvMOXtT3MIPHUV49grifvetxFRs+rzf+x9bh6o3QDUMZNDwBzuB/s98kOJ5zzoPq9zB4bhoMVtjKiNmaxJh4iqoDoTw82ZTM4lsR2NlpY5zGS9mXvJNhktpmlLKFLD5FySH578H3THZzk6M8S8WJax2RS9TTN0pPMkTIsjG4d5+4q70JEsj6n+6ZSVJGvFmdyTofc7ikzT1jPDyls+esBjN4RLa6ymWNT7rVrpd/BfPoAs6+wcq++1IuC+nYuRSVuNA0mBzEXq19FQj+uSgbe8lwOFL0WpN1j0fudTLPzv61nyw4/XgfxoLn3A5372qB/x3c0n8PD2hcFji5um6OqcIepdfzNhoWkSzXB56aoneEn6cZLCouia5F2TKTfO0sgYKyIzHB/bzYydpN3M0WNkmXKjVKROwY3SbMwx5SQpS4OKR1gBAs/PvKcqZSEoS5QHqWtyW/ZoHARtWpEpN8qgnSahKUbqouhemvU5ytLkpN4BvnT09w94nv8IuHPXCtr0As2ayj6LEvKeP2yn7qADzXqZlFYi68Z5sLSQCSftZcQWnfNGuLfUFfQ+/TbMtKuz1Uqz1WqhVbc4KpLDdjWWGnM06xZtWpFeo8jKyBTJEAN91o0yYGXYarUzaDfxeKWHFT0jwfE+P72Z7VYbG6udPFbuYUuli04jC8C9xaVk3VhgVO9rYC+KjFN21azsmJ1he7UTS+psKs8jpZXYWe1gzEkza8eVU5Qbp99uDkznY5qlsmNNids8Xulh2mlgd6mZk7oGSWoVEnqVWUsR9sIiHQ6CpT2jh/WaHHVbve63b713x+hKVlx7Y2AMEEgb7jPGE4CZzxDW1RiRcCVGSQGvZinAsZIKlIUDRlEpXQVZZCjzFQcA3oBB7PVXw4pUgTWfn41KlDKUd1xBhhsqh9cAtJbZ+iXwQD/ZPx5X1pWfjUrtwPyxJJ8xXXdzIPYB4xCh6lDjOd/T/dnWozCSBrFEldJcFDNmY3vZpTQl6BIzU6EwE6dY0pm/dJxMe+3O8rIH38iesUXIkqHkIG0RqHJnrTh3bF/J2p49bP7nj9bt95qnLgHgBzMnAjCx5flsnF3L4FQz3X2TjG5r44iffZTN/3x9XUk2HD84+abg73PuvpJUS6pueby5RKVcf4s1eMVVLP/JdTS3FpjINmDNRvcjHgy85b1KFeppZmidkk7vdz5FstGiaGu4ZYNF3ZNUnNpb5unKzlKCZqpPW8U2sE2NrmSOtniBkbk0eqJMY7TMotQUpzZs83xJlUeo42rMM3JMuXFG7DiacCm7JiuiI+TdCI1aBQuNmGbRacwS0ywyWgUNSUaU0ZFEhdJo1kIiGFmpB76fCU2JaEy7CRwESVEl6yaYcKN0GlkeKS0KDNv/EfvHyqtv5EWX/pEXNSq9alNzWTxvmE6UB7MmJFWpyFMx4dCpF0lpgj5jli1WK49UWthUnscpQEyrckw0y7SrevPKQs6iQ58LevFlKWkyi17mLBhxUizVZoPj0ZGKP6GXvL5rEVdqLDWn6o47JiyO8uQVLQlFqZN1o5SlxqroMLpXm1xf7mFZZIysqyopY05acQaEhils5hkzTDkNtOhzZPQiERwWxyZYYEwrfWlPn7noRojgoGkW/dV2HDQWm+MAvLTtUfqMKX5fXM7H19zCOXdfyZTTQNLjgHSbMwzZGdYe5muTHa3dDN+5awWON+u7Z0sHcQfMOVViFU9XFvUBx1d8ioC0VX83MudxY5oV8cpOeq9BVQlsCAfsGPUpXZipTA2UA5GOUHbpZ7zSEAhLBiSv8LzuftwyP0MNZa8Ir3wOnj5yGPFrxxJ48IZ6xj7QImsMb5/UVXdzIuqNGg4lDjvTHR4e5tWvfjUtLS3E43HWrFnDo48+GiyXUnLttdfS1dVFPB7n7LPPZvv2euuw6elpXvWqV5FOp8lkMlx++eXMzc3VrfPUU09x+umnE4vF6Onp4TOfeWYiz4HCnYlizUbJJEsc2TfM0o4JTl60i3N//y70tIWZqmCXTcVW1iVDu9pojJQ48673sPDm63l8ZD7S1tQLZAvQlPsEwCN7erHmIgdUf/n5rjWccMfVPDLZiyV12ow8Wwe6qIwnGNnVyuJVI8pQAXhisOcZz2OmHMe269FzyyUfYddl13D+Pe+s880s56OMTTbyljV/oKNnhnhrkX95+A11z9WaK/tZz9WvAFgahek4qXSJdNscfQ3TRDSHSx+44qBPO/qXyqx9UfsUR/bsobmxQNSwyVsx1qRHcBEc1TqCLpSk5hGJUWLC4ubpk8hoFTJaie3VzmC0olGrkBIWW/JqrMN3/NGRZLQym8rzsKTOkJ1RZUFcTKH6uL5Qu44kKWzatArdxgxrYkOsiI8oO0CtgiM1HARTTgNlaXJ6385/AO4zhFmAohvht3Or2FbtYK9TkzjVhGTIzvBktZVmzfFkNNVbKiHgqMgkx0en2DLXxR39K7GkQb8dwZGCHn2OXqOoys/SoCo1pl2DioQj47uD/q6OxJFqPEmjpq/sevtX3smRoFfvR0orU5SCohTkvW/kH82cELQbeowiv5o5ilPi/Yw7Kaqex22bnvfmixV4duhztOhzikCFE9jumcIJ/JfHnRTXH/lTj7GdYk10hONjuylLNdLkkwAHyorvsTQ9gYsWEAKBQP0MDn2+e/CKq+r+T2oVHDRotAIbOr2yT5k2PLLj91WrgPR+e/O8mqX6qmYBPIE3lU3qHngK9b9Rqi8tB7/97DmkGiVclEKVt44Pck5UCVr4rOpwpuk7AoECPT9rF646Pr3qlaUtr3TsyBBYyjrvXmVrKNCcWh85bNTg/4R72UBtFtgvox9iHBbozszMcOqpp2KaJr/61a/YtGkTn//852lqagrW+cxnPsOXvvQlvva1r/HQQw+RTCY577zzKJfLwTqvetWr2LhxI3feeSe/+MUv+MMf/sAVV9S+yHO5HOeeey69vb089thjfPazn+WjH/0oN910E4cbUpPgwlw5ii01JotJBnJKVCEaq+LYOrKiqTeD6WKkqzy+awFxw+KoBXso5WJQ1ZTOqKN+hCXo/cZnaIhX0OKqrtD7jc/Q+7XP0vv1z9B702cplyIc1zbEyFQj948t5Pt7T6CvR5GUtJKGqTlga8qS7xCa8BODTZRmD0youOOML9b5ZuII0qkSX3zwbGYLcZobiuycbWXtLz4UujDPcGvm3+m5gvUvuo5SKcJwsZEdI22sG52njCKA0+58H0t+qDLelbd8lCcuVKpYJ7YMsGumhVwhxmw5RkuswG9GV5DwpDDHphrZ3N/Nj/Ycwzf3ns5vh5Z7OscxTk9sJ6NVGLMbmXWjFKVBU6TEt8ZP55Fyr7LYQwRmFmoco0QEJzD9zru6NwpSplW3MAWMOAnWlXuZchrYXW3FFDau1Jh2Gii4UUxhs7E475lfjH8ET37pSr509Pd5UXodJ8UHWRnJMzbcDSjlqRXmJDFh4aAcf1JCI+9KdCGICMGIbXBN1x0sNmeICYt7CitIaS4xjxDlAs1alaTmYnpQW3SjFFyNrBtR1ohuhFkP0AEshJdlamhCkhRVFsyvL8126hUSQpISSshjzYI9rE3u9lSjNKYdk+WJMSpSJyYsLl3yqFI+Q5J1koH1oouSh0xoNgnNIqNVyegKINs89nTE+yY2hUOfMUObXrsR7LebyTpJvjt9MvOiMwAsT4xRlTo5N0bejbOpPI/T+3YGx36489239a8hKarEhI0pbLo7ZxR4xGuA5DvyhMdighlcb042rOzkmiIAN6MoiU3VgCvoyXolYV9EIpzdSs3bpwfSMlSiJZRlBiYFUQKyV3AsHkirB2rP8ffhj/kYRe8GoFwDWR9QwzcEPlGrzikozLz2z8cDc9g/2/5fI1J9+tOfpqenh29961uccMIJLFy4kHPPPZfFixer85eSf/u3f+NDH/oQL37xiznyyCP5r//6L0ZGRrjlllsA2Lx5M3fccQf/+Z//yYknnshpp53Gl7/8ZX7wgx8wMqJ6L//93/9NtVrlm9/8JqtWreLSSy/lHe94B1/4wrMQBYi4oEGpbLJzopWqrTM83MyuvS00JUv0tM9gpCyMpEWssYJuOKTSJYZnG4noDsJwvbksqQhIFQ03or4EpnY1kWn0eq6OV/6QAi1pcVTPHvYUMwBM9jfz2MZFXNC1gd5lYzQumWGm7I0wAa79zC/D4JuuYvD1+wub+5Erh/xxhSS7NwWWRqVkMjrZSLYUY91FnwjA0rU0Zel3sPDebHqD6m+//IjH2TaqGLxW1aBiqyzhj+d8htXd6outMVEry5ddkzPm7yDTUCKbjzNVTpKKVMhV1cyvEBJhuiorymc4dd4uTKGMxYuuEsm3vPGeCSdFwY4wWkzT45ULM5pNh25xRsMWTOGQ0SqBAYHqC0cYsxvpt1p5vNLOI+VuTOGwKrqHTmOWViPPw4XFbKl28USxl+9PnsSlSx7lpIYddZfhTY+95hlfm7+leMcTr/yL7i+j2cS8UnLZk9fLu8oofqk56/Vu1ahPUhNUPaJV1o2joRjNR0WmOCu52Sv3Etj1xYRiLMeEy5Cdpip1XAQ9eoXl5iwZrUpBmux1IqyvdNFvNTNkp9lptZH1Wgvh2Lh7HlnXIO9qZF3FuAbl+tVnzHBM7252Wm2884jfckzvbizpGzhUVbVEqxDB4aT4TkzhkvA0vUExuNW5xxi2M1y8+MnAZKXPUDPkY47O0p5R7phdw6OFRSS1CrsKLRSdKG957NU06gUyWlGpnwnrgBaOK6++se7/FT/9WN3/4X6uieMZTkTYU21heKgFK0UwfhNku9RnntIzCnBNEZCFfGBzIjUDeL0q0csSs6DKz1q1nvDkb1P3H5c+2MpgnwGT2K2Ba1h1Ksxq9gFbPUB9udkvJ3tjPeomQClQ+QxkX2nKKHnHZNXAMpjD9e3//BuNUP9Y8zL/oBftP+7gjRYdWhwW6N56660cd9xxvOxlL6O9vZ2jjz6ar3/968HyXbt2MTY2xtln1zxCGxsbOfHEE3ngAaXi88ADD5DJZDjuuOOCdc4++2w0TeOhhx4K1nne855HJFIjAJ133nls3bqVmZmZAx5bpVIhl8vV/QBsfM2VmJkyjq1TnoozM9KoHHmkYGw6zZ7JDPPbZkiniji2hm3rFItRslMNbJ7ooLUlj4w5CNt/hUFYGmgSaUhm+pu9K+lddF3S1zXFY9v7eLJ/Pmcu3kbLwhnMxgo/HVqL42oUyxFsRyfdPkeko8iqhSMHOKNDj77/+hRPXPjJIMsefMP7Ax3kVLpEprFAYU5lyeMzqi9sxq3aOYVi0Q8+Se83PhO8oVfPU4A650QD6cedl36Q2bla1r1uVw+n3fk+pvNJFv63ImB99qgf8eDePoSQ9LbNYGoOe/Mp9s41sLJpjHiiAhLGsilm5hKMew5MOi45N8aQ1RKQoTr1HK53QCmtXJP1k9Br5ALyTdaNK9k+p5GCjFBwo3Tqs8wzsqyMjOFKjU69SJtWYdpuwJI6d0yt5rNH/YjvnPDN4Hxu2XkUN28/AYCvHfvdP+m1+UvHX5r01W+lMSEwpt+9p4uk5rLbbsYEj8ks2GMbDNjKdP6uUi8prYwuoFFzKEtIaRZ3Fpcx5iRIaqr8awplQjHtRvhtfhVHRodZV5lPWap+bFVq9Boqu3zZkseICYs+Y5Y+c5I+Yy6wbwQlg6gLSd6NkNRcMprLqgXDwfI1C/YA8Ivpo4LHfC/jNQv2cEzvbi5YtIFT+vp5sLSY+0sLeajcx/3FxfwidxR3FZfzi4kjWVdewI6KGuVbbE7wiQ0XkXclFhp5V32ffeno7/OxNT9nxMqwMDnFzmIrRzYMsbE0HwuVYZsHYeZsuuHKuv+3XPKRuv+ffOHHed5vr+ILm8+hKFX1ZsJOM20nMaaNmkmAB0p1M7QQAInqgRL0Ln0gkxrYiRo46RYYRYlRUAAa1P/DYKaHiEahjDUs5RguawO1sjc1hnCQlfsORPv0iP3fAaPYEF55urY9vSLRLBmwpMOM5Robep/vxVD/NjxWJKQP3vKw5EsOC3T7+/v593//d5YuXcqvf/1r3vzmN/OOd7yD73znOwCMjSmf1I6OjrrndXR0BMvGxsZob6+feTQMg+bm5rp1DrSN8D72jRtuuIHGxsbgp6en1id1XU3pA+sSIi4i5pBIllk5b4y2pjwT+QamJ1NYcxGckoFd0emdP0l+KM3E3kaaO3J15daBt79HzftWNYSEF937NoQnQNHXN85oNq2kJKsaaaPM5FgaKxdhYibF8ESGyqRiMOemk7iH04E/SPjiF4nWYt3jg1dcxfoXXcf0ZIr2lhyLfvBJojGL3ps+i+toyKQTsKhBkbVOX7STzvnT9PZM0tw1S0u0wCX3vZn7xxZyZO8wSzpViXzHyz8cAKxuuvzxnM9Qno3iVvWAja1rLrqQjOcb2D3ThGk49DbO8MTkPPJTSaQrWNI+ydl9W4np6lMZEzYRT6YxoxdJiiq77SYM4dLbMM0t2WOVlZxrMOuaTLsRtlntZN0oWUcZ3zfrc2S0EkU3yriTYspJUpSGJykZ5fbCEXxo9S8YLDbTaNaPY3Qas1y8+ElGrCb+Ec8cVzz8GnQh0EWtp+pIWBVRn1ML5bxU9b5qHq8002lk6fDqdApcIaPB+cltFNwoU46gWat9f2+pdnF50wO06hZ7rUbP2F5ZCILKLgHOWriVqtSYcFJkXYOvTTw/OM4VPSOs6BlR7lTzR6mfT6hFwY4cZEkt3r7iLlZGh1kaGWNNbIgPrf4Fa2ODFO0IMWGxOjbE44MLMIXLrBOnKpVNpIPGHf0rg+3sKrWxMjFCRzTPm5bfQ6uZJymqpLUyA9W2pzmCp48zOrbT55HFCm6UsjR5dHoBesUb7XG88ZmYqO9PSgITASEVgclHCOGG3HW8MSKpqecLW4GZUZKh3qoiVeleTzUov7rgi/QE/dwQgLq+kpRWO65gLMg3FzDqS97+8YVJVH4P2Gct61VVZpaa6hHrlsQo18wLgJqxvQfIwf6p/zs8GxxmQB9qHBbouq7LMcccw/XXX8/RRx/NFVdcwRvf+Ea+9rX9iUR/6bj66quZnZ0NfoaGhoJlmuYSSViqnGk6aKZLS7JITLdoipXoasyhma4CTltAVaM9kVcXvqwxPZ6mZZHKsH3N4sHL34eMurgxl1tP/wrSkBiNVVKRilK/8tyLhksZzIYqwtIQwK7LrlGG85pk8HXvZ8fLP0zJNlV26cXyn1x3WKL2flZ7xoKdNb3lUHR2Ztk73oh0BYV8DBFzsIsGkYYqycYy71n3cj636TzuPPNGZioJHjrvU9iuhq5J9hQybNrbyT/N38T8RJbtw+3KmB5wq+pTcFSPyhL0uIOZsHAcjd5vfIapXJLpuQQSWNY6zieW30JnPO+ta9OQKTFTjrMt186ZTVv49vQpxIRDt5HnmNgeuo1ZGrUKncYsGbPEVCVJ1k6QdzXaNJuUZmF5vTcdSaeRZdpjv6Y0i57IFEmtwoSTZtjOqPKk1Jjx6JY/PPk/9jN6P6l3AID3rvz1IV//Z4qX3v+mP9u2/tYieW+SqpRkXZXV+mXhjdVOHGDCiTDupChLkzZNyaAuNWfxKYEpTwKy7D13TWSG+0uLmHAE2604E26CY6JDWAgWzB/lvSt/zbz5oywI/XSHxC1WLRjmhYvWc/Gt7+TeHx7DUW+vL8f689Z98w88hhPTDwbH9XFS74CycPR6ro+UFnFhx3r2Wo1sKPeQk1GG7AymcEhpLsMe0ewDmy4JttERydFm5Li0SVX4jokPcNbCrdw0dsZh+yKH49jELmLCIqMVsdB5KL+InY8sUK5AVi1bdH2A9ErCUoQy0lDGGM5CfRP6sO+sX1IWbkg9ygMwP5P0ATNc0g1EOfzlIlSeDo3phHvD4fGjOoELt9aDDvq1ofK0kApc/f5tXZbs1tZ19XogFVIGZWZfuUuvyrpyOSGQPpQ4LNDt6upi5cqVdY8dccQR7N69G4DOTlVW2bt3b906e/fuDZZ1dnYyPj5et9y2baanp+vWOdA2wvvYN6LRKOl0uu4H4BX3v5doVL2ThKd1Go1V6UjkmakksFydqG4rCTRvrhVdsivbokhYERctZzA9k6Rl4T6lbSHrhLbnt82waU+XNx+rHovrFq6rITWJ7Qn/6zFb2ep5sWukFQyXVT9XpaJq2aBkHca0tRf9+RYGX/9+1tx6LSf++gMc/csPsvDm65krRxl4zdXsuuwahCZJNpYYfMP7cYYSVMomn1/7Q34zfgQAW8dVFWJ4uJlCOUL/3lasqsGq+B6imoVuuAjdZdH3r0eP26y+9Vo2jnVx8R/fQiRqseMVH2LrS64FwLF1SrkYxWKUsmPSohcYmGsmqjusnDfG3IzSrT6xZQBL6rww8wTbrTYcT1IQlGbuhJNS882lBk5I9TPtxtQ8qGsSEzY7Kp00ahXa9JJXmnNICEmzPkePkfME5q2AsBNWIPpzxNpffIijf/lBPrL+xQdcfiB2+3MlnvzKlTxa6cREYgGTjkm/neD+/FIeKnejI1kbHWelWUAXcMGiDcSEKh0nvAy5KJX136RjYqFs9vY6DfQYRVaYBWLe2NfBIjyH60ckq1FYVeHJL195gGccPA4kdXko0W3OMM+cIaFXuH9mEdsrnZjCpsPMMemYuFJDx+WtS+/htv41fG7Tecw5UUasJmLCYctQN926el+GRwUPN27efkLwXgf4fe4Ibr/n2DrAhXrACjvu+DKHUheqxOyXYUNqTFID3TOGd0NgqkQnPJEMrb4XrFkeCUlQGw/ygSxEvoLa88LELt+CT3jCF362qXrKKsvWLILe7r4zto4pcE0R3ATsC5J1Clf+Y9InYMlaiVmGes3ecbu6wDEOHXUPC3RPPfVUtm7dWvfYtm3b6O3tBWDhwoV0dnbyu9/9Lliey+V46KGHOPnkkwE4+eSTyWazPPbYY8E6d911F67rcuKJJwbr/OEPf8Cyanedd955J8uXL69jSh9K2FIjZtpICbruYkZtjmjfy7Yp5fk6W44xlM2o8rMETJdEU4npbFJdHVtDmhKhQaEcwWwuK5bytz+trn7cYeUtHyXWUmJVZgxNd+r6JGtSe3BKBphSsZW/dwOurTH4uhopKtFQ4Yi+URY2TwPQ3FTg1I7+wzpPqIlVuFKwd6KRJy78JLsuu4budC5YZ9dl1yC9T54bU/1ZUOpbAOVJNe4gTJfN//xRXrT8KZ63aAc7yp1oQmKVDaSjEYlaaELymiUP885Vd7GmcaSuvzR4+fuQQCRZ5TWrHuYdPb/j/uJSRnNpYoZFRyzPogXjLGuZoNWY89x/1Ovtz2YmhU2nXqDHyNIRzWG5mhIqkKanJpSgisasE8dCEWPK0iSCMjfQcclosCKyl6ybYMRq4ryGDZyS2MknNlzEh9dfHBzvV7c8/7Cvtx/rLvoET1z4ST625ufByNRfK/7SRCpAEdFmj+Xn+VX8em41j5QWsTIxwjHREVp1KzBAyHvf0GUpmfUM6xUBS70fNSEZseOsiI6w3MxhSQJy1toFQwfb/QFj24fezcBr/zQLxcOJFZG9LDInGas0UnUNniz08GSpl7I0GHYa6TFyWNJgcWScTj3He1f+ms+v/SGjVobfF5cBsNdp4PJHXve0+1n24+sOuuyuXcvJ6EWmnQbWl3v43NB5/OS+E9CLCmwCCz+3Blp10odQs7ELZXB+BhgwlP1er1cGtmN4JCWl1RyYDezLSnb2z3QDhx/8Pqy3KDxrq9duEPzjCt8ohFWiEN55ejcDwqltU7NlUDp3deGtJxBS4pihc/OyflcXgQdvmLQldaG2FSZaHUYcFuheeeWVPPjgg1x//fXs2LGDm2++mZtuuom3vvWt6oCE4F3vehef+MQnuPXWW1m/fj2vfe1r6e7u5uKLLwZUZnz++efzxje+kYcffpj77ruPt73tbVx66aV0d6uRg8suu4xIJMLll1/Oxo0b+Z//+R+++MUv8u53H3rJNThBIXFcgevoRGMWqUSFDaNdzBWVAfzkRJp8NoF0hCJDSehpyqoX0hIQdYi0F3GnI5QLES5YuomOvmmQqmc6+C8fIJMo8boVD3LfyEIcW6+blB6tZkg2lZS8pCYRQgb2dwDP++1VuK7gjjO+yKY9XfTe9FlyhRgbZ7s45TfvZ9mPr+Nkj3F82YNvZNmPr6P3ps8GgPHtbSfz6ocuB2BV2xh937sBTUg1W+zFnWfWl9h8ycfMgux+10vE1e2mLKp36pwTZaYaZ0uhg12FFuKpCqnmAk0NRTqbc55BucHH19wCwA0bLwi21X/pBzmtt58ZO0FCq7C70kwsYrGicS9po8RMMc4LW5/klEStB9Wpz/L74hLPIDzCtBOj32pl+1w7HYk8I1YTfcas8sLV1Bia5SqN22lPhN4ULgVpMuGk+Z/cSn49t4o+c5KLGrbSoVukhE1Ms4Jjvndg8QGZouG4rX8Nn950/tOuAwQjU3+t+GuoZ01VG1gSU/3NM5JbeH5iK8siY4EesiMlE65Bo+bw+OACgCBz1VH93KwbwZIaO612VpqzxISane6bP8riw1Rk+mvEuvJ8Hi8vYGu+g0s6HueCzFMU3QiWa+B4spNZN8GU00AiRJI6ObmD0WomGCX6xvHfftr9bHvptQd8/Lb+NYCaV/7B2Al84d7z2PJIH2ZOwygJZd0XmnP1SVEQyiip/9/3kK39TQBw/mNqplYEfrxhUNaq9aVavVLTTpZeZVGaoeMK6Tnr5VpGKY1aH9ffln/j4Bo1v16/DO3qQslYBrPFNRcg4So/XXUdhJetC7Xc7zHLWoasrket9+0foxQiWNfVDw94Dwt0jz/+eH72s5/x/e9/n9WrV/Pxj3+cf/u3f+NVr3pVsM773vc+3v72t3PFFVdw/PHHMzc3xx133EEsVmO7/vd//zcrVqzgBS94ARdccAGnnXZa3QxuY2Mjv/nNb9i1axfHHnss73nPe7j22mvrZnkP/QQlbckCbc05FjZPEzctkvEKPa1ZliQniKfKSOmVnnWJnrCZKCSJxGy0lgqppiKL2qYw2koITfKH4cUUKhEammukpal8ko1zXcQiFrru104UqSprxTm+ezdnrNimXuCQt+wJd1zN7tHmYP7WKSigi0RsOmJ57j/307Q3zvGAZxd33/qlVCcSCEewdU4Ry344djx/3Ka0nHdkWxl49dXMzcXqMumDhT9CtPYXHwp6ykJ36b3ps2C69H33Bk5O72RpaoK0UeGpPfPYcslHkFLguKrv/f2B49harJX8F0brWwcL4tM8OT2PCTtNX2yS53Xu5JzGDZyY2snlS+5nwk4x5qR5stTLhJPiqUoPLYYSSkkIm26jpPRno3M0RUrENAsNmPLGMXQki2PjFKSpMmDXxEGwvtzDo4WFFN0IF6XW06JV0IGsq9FvN3JKoibYsr26f8vi3oHFdf+/cNF63r/yjqe9nufcfXilzD813rPu5X/R/R0s2iJ5jo8O02vkSGlVTOGS0UrBl4uDqloUpSAqHPrmj5LSHKpSlaQdKcloVRYZNisiozxSaacgVZXi7yFu3n4CyyJ7WRPdw7W9t7Kr0kZGK3LHyErunljGtNPAf82czKOFhWSdBCNOim9uO5UvbD4HB0GrmWeL1coFizY8q/3ftWu58np2Unxi+4U89WQfRlZHs0EvK+QIANbLXl2zVoL1y6Q+sIbLzj44BaQqn8HrgYwCOq+XKlW/M5yFGiWC5zoR4TGI1eM+igZ9Vrx9SFW+DkrasrY8XOb2e64qe5ehrFgivFldP7NW2boIgDZ8kxFk9KFs1t9++PFwf7uOab3v9p4hDlsG8qKLLuKiiy466HIhBNdddx3XXXfwMkhzczM333zz0+7nyCOP5N57nz2ZwI/BbBORBpOqbRAz1O1O3LSZmEvy28pyDN2lp3uafDmK5egkolUmhjNEM2USiQrFYpQJowErq/ywZiopcARt87PBPha3TTKQa6FYiWDNRUCTpFoL7J1NMTTejJRw8qJdLO8bpWybLLz5es9ovkn1f11B7zc/jYhI9IjD3HSC0YwqFYct9Qbf+D56b/oswhI8squXF9lvY/veDqSjXvFH/0mxiXddVlOneqaImxYNkQozo2l6b/osWhKV8Vc1Ek0leswpYsJizG7knpgCoohhMz2bRNdcmuNFHh5fEGxvR7kewBJ6hVfOf4SUVuLrY6dzTd8vadFKWFKj05jlc0Pn80dtCWe2bCUpqrQbOVZG9rLdaiEpqliuy7ST4JLWR/nVzFF06rP02404Utn75d0YGb3IgNVGRi+gI/nm1GmsSezhVZmHsNBY0TPCwJ4uyhKG7EZWRmq9+U9suIgPrb5vv+sy7Pmo/mDHcVy65NH9lh8o9q0o/G/H59f+8C+6v4OFIrOBLgSu69SpQxWlYF2lm0uXPMq9A4vJu3FWoUZ+CtKgTbMV81lKxhzo0KvstEwsCUF68Tcely19mMcHF7Cx2s203UDRiVBFZ34qi+1qyjBBL3tmHDqWNFgaGeOXs2tZGR1mbWz3YXnmrv3Fh8jNxblo+QZemHmCmLDZUu3ixi0voLCjEcMSHmiKutKr74Mbztp8O70w2QmoAYqrQEwKgWvIIAsMjAmE8OZhCTx2haPmdv1sWvf0mP1s2Jd+1MsEgOWDvaurrx/HE+Hwx3rCesca1LGXpQA7KgLADhOklJxkrWfrP68OWL1t+LPBwXIPcAM2s9xne6562O9BH2r8ndxLPvvQhMRydEqFCIOjLYxMNTI82kR+NMXESIbceANDA624UijAHU+DJqkWI+QnGnDyJpMjjfhevL7p4sRoY8AwLtkm47MNVC2DeFOJdGsBXUgqJRPpquz2/u2LyJbj7J1Nef1j713tAh7By4xbuI5A6JItuzsDlnA4Bq+4Cpl00A2HDcNdVIsmQnv2X04ntgzwvNYdtM3PsuaI3fR1TSk2tIA+r8c8WG1lW7GTj6++la9ueT4XLdjIMQuGOLdrC0mzQkSv8ep14fKedS/nBzvUHHaHMYsldVr0Alf13sE8fU6N97hxkqLKWa1bWJicIqWVlMKPqFB0lTDGhJMiJhwyWom8Ew/2UZZmYDqvVI8ETxV7uGXqWL6y5ywuzjzO8fEBkprLlqqqCBRc9VbvMWZxgUE7we49XXxo9S8OeF18oI0I54DLw/FMfbjneoyWG3FQGaspFMHNkhpZ1+DBUm/w2p3et5NF5jTrdvew02pi7YIhLJSLkB8ucHpsmHtKi/ZTk/pbDgfBYnOc7aV2lsb34kqNUzM7WZUepSxNZu04K+PDrIiO0qzPYUmDU1PbeLi4mJwb45yFWw55X+su+gT9l36QCxqfVAYKpYVcv+58SlsyGEWhSFO2CMQcoOYApFs1x6D9RoHDAES4v+lny6Ku1woKkDXP9s7v0QrpZZ0eScoXvwg/T6/Wy0yGiVzgKVGFBDyC2djQjKyfhWtOLQP2txX8hAA2YDK70iszHyBDDVUEDugVHCq1h8vy7mGkr8950L3/nz7EXNb7wnYFTtlQ4hiePKTq4wrye9JMDDVx1KI9UNVUj1eCiKqyc8BItkVgerA338CyH19HthSjWjYxDAerapCKVciOpnGrOpr3PFnWiRk2Z/ZtR2gSEXHUXWTEVTO9rmBx+2SQtcqqTiRZ3c9UHkBokh0v/zDphhJG1EGLOPR99wZOu/N9+637THH32FIGy81MTqQ5r20jRzQqlniyvUAmUiKjlTCFwwmpfjJakTWxIY5ODHJBy1NYUufCtvW8d/Fv+Pa2k7lh4wU06GUubHySNRH1hbk4Mk5fZCLwIM26ETJahYQn6r40OoYldRZHxrlp4gxG7CY0IVlujpPQKmTdCMNOIxm9SFyveizlvCcDqZF1E9wycQyj5TQVV6cvOa0YzLhMOyYrInt5fHABKc1FF7DdaqUsBQNWG9OH8Em5N7fsGdexpca/PPyGun72/6XYON2JJVUZOe8qBbExJ42OxEXjguQObu9fDUBCSNo0m6KsKag16xZRAW26pG/+KPPmj5Lwxov+XuL43kFO6etnZWKEtFbiOxOn8s4jfsvH19xCsz7HZLUBU9iB8MsjpYUA5J0YncbsIe/HN1IBGLJa+P+GzuLfnjgLdiXRKgKtKupKw6CyQ0+XIyjXBobuIQIS1DLOuhA1MBQSz6O21icNSEuu3wP2AN+fl/WJWR4A+vrPmkXQa3ZNghEkpblMUCIOji8MgL4ilFBELv/86jLOUNYbZLBSHaMbsg7cV3oyyGz3KT4EACxqOtNS847lMJD0OQ+6AHrERToasqQrwPQ0lHGFp04FMuISaSqzezajANYnVgmpfHi9uxz/d3PXLIV8jAsXbyRiOLQ0K5P2nZd+kPvP/bQSHXcFdkVHRFxizWUGh1t4aqqbS498lI72WUTUVYQnDdAkm3d1I6uaErvQJMf37EaYLn3/9Sl6v14rM0vPcGHdRZ9ACEn/pR9E6JJC1ayz/3u68Hu4Ed1hpppgaY8C23Mz6zn5N++nWtV5dE8P79h6KQmtQtk12W018x97n8+/734+K6KjdEWyJD3h9ohweHn6Cc5KbKXbyFPxPqWmcLCkQUqzSAqLsqebXJamZ7MXoX+ulXXlXlYnR3g0v5ABq1mNBblR1pV7caRGwY0S1Wxl3+ek2Fjp5ifZ43igsITnNW3jFW0P8/6uX3NkwxDNepm9TgOmcGnTbDQhPW9WJVg/4cRp0efIeqIKP9hxHF/YfM4Br5Pvbfx0Ybk63znhm1y96vZDuvbPtXj4/BswBR7bWGepOYXmzYWMVJuYN19ld7v3dLHAA9VLFj/B6x9+PfeWepl2TIpSBExlgI9871UH293fTBxIRjXvxvjkpn+qUzj71tCpgLLYK0uTreUuFkUmMHFYFd/DgNV6yPuctpJc/sjruK1/DT/bezTbH+7F2BVDq4rAZCCYU/UJR64CsIDkRC2LDcaA/Mw1RHQi9BOAp1bbXi0jFjjRENMXlU3q1X3Q288S/fnffVnI1I47sB2UNWDcDxQlCtj9/Zv1fdwANMPXwQ0d0z796TBIh9cJ/x0ct3+N/OcfRrHxOW/tt+Z/PkffoiKDIy1KhznoVdSuppa06OmYYXQmTW4uTrylpMhCtoZhquzVnjMRloaMuHT3TDGRbSCTKXDL5qOIxat0Z3JEjX3qNZpUI0e4LG6bZHO5k73TaT517k84dviDLJw/Qf/udhCStq5ZJvY2KsAXoJkOOSuGEVXvbi0R5vXX/jRM9alxyzrpjgrlzNMbXvd+4zPgCAavUFlxRHMoOyapSJlfja+mLzmNqbnYVYPGxiIPnPtpLn/kdQzMNXN2+xbiukVTrMhDxSU0G3OsjI4yYDWT1su4qHGf+0p9dBqzbNw9jwg63cYMZanTqFlUXQ0TF0vqPF7qA+AN3X9kQ2k+CyKTpI0Sg9U2fjh7Ai9qfYKYqPJUaQG7iq0MzDWzYbabvoYpXtb0MAtMZaOW8gTp826EeeY095cWeqNFOiOOTt6NkRI58q5Jp5GnLHUSWoUJW/XNL13yaJCl3tG/kvMXbTqs91hU27dO9/cRJ//m/QFJ79nG2rd8gXVfVW2WQTtNRiuR0gQ9xixJzQ28pH3RkXB864RvcdTbbqTUKek7bXcwtgaw9aN/WVLaoUbfVz6HaKoip6MIr+y69IYvsP3qd3PJfW/mp6fewfvrpQy45wWfq/v/ug0vpMecIqMpO8nNpUMz2XjB3e9mftLkFa0Pc+vM0Wy/tw/DuwEXFgEACKcmHxDOSKUbGhkKsXWDgo9WK0MjgkSy9r9nsadpMijb+upUeBmfcCTS8E3iperfRmpg6GfFPngjvMzZBzOvD6uXFUBqjsCJEvj3OtEQE3nfzo/0LAslEPLXDZSmNALmcmDOADie8UKd4pS3vbrNHyRF9cH3UOM5n+lKV2NkupGO9lmVvUKtH+EIiDq0teQZHGrFtnTcqk5pIkE5F8W2dKyqwc5LP4iIOkhdkmguMjLYgpWNkYpWcas6xekEI9k0jhRqhvcm7w7YFgxe/j56502xsX8ebtnAzivRi8k9GQb3ttDclkOLOkxnG0g3FzATFh2dWdyCScU20LxsuzITo/emz9L7tc/S2pkLjAtOnj8AwLKFSnavLVUI5BkPGIZyUgL4wuZzeO38B3Cl4JjGISKazVeP/R7zG7K0tuTpyWQBuG9oITu2d5F3YtiuzshcI0ujYyS1Clk3Rp+pSrrrKt2UpU67kWepORPI9MWEgyU1dKGcYu4vLWKg2sbS6F6Oiu0moxX55/QTrIiOsjY5SN6JsSvXzBd2nMN/D5/EzmIbe8spXCk4rmmQNYk9tOmlwLbPlRqW1DGFwwpzkm5jhj/OLQ80matSp+hZtMWEQwSXvBujRa/ZSV696nY+8ORLDhtwj739g0xUGp55xb+x6Pvy5ylbf/o9d/Yk9V6adg0KMkKzrtjlqxYM0zd/NNAvPlg8+ZUr2fahdzN8e++ffCx/rjhYtWj5x24kPqaTWB9Hqwq0ivr61Cz1hfLTU//9kLavodja/VYze6otPDl7aKC7ND3BiuQYY3Yjv/3t0egVgbAUMckX0grGZzxXnLDzT2AWECIvhcu+QabnZ5VaSKHJy+yUEULtOVIDzZGBKIW6HjLoBSut4/osGVk7NtUDDvVunVDP2QNxXx2r7thDEpV1ylMh4Q0RAt5wX9g/P1f37PoitQzcNWr7CjLrUPncP/b6O5IDlOSfJp7zoIsmsS2dXDGG3mAhdNe7YBIZd2hqmWN8vBGAZEMZzXTR0xZa1KGpaQ67pF6BpuY5os0lysUI6JJYS4nRmTSZljki6QrFiSTlqklD1xwiYSuTeC9GptOqbysBKRQoS3CKBnHTZvn8vbiWRm4qiVUylQNPzGEsn6JaMj3gBVEVCFcwOdzIyFgTL73/TTwxPo8lP/w42wY7KVkmpu5w4qKBIHN76f1vCqz3Fn3/eoQmWdA+zZVPvII2I89rlj7IZDFJszHHmkal7LM0Oc41y37F6vQIr37ocgzDIdleoOSoG4Y39N5H1ZNf3FLpZsxOoQnXYzo7ZLQis65a1xTKmq0sDe4t9eIgyOhFjo0N0qzPecCdoCAN8m6MsmsyWG5WAh+7m9k51sZUJckpzf38S88DnJzcTkovMWKnyGhFuo08840SHXqJjKZ8SDuNPPMjU2TdOBlNadk6CEbspmA+tFPPUZD1OrvPT20+7LfXYxd8kl+c/mWu2/BCAN746Gu57ME3HvZ2/rfjqNs+XEf4khGX6bHGP2mbyz92I2sX7QbgA7su4YWL1tM3f5T2eQc38Oj9zwP7Ym/8zN9OZnswN6+tH7mS4qIqhfkO6Z3gxl0WfunzVFoO3Uz1tv41NBpFRuwUjxYXsjw2wi2nfbVunTPvek8wmx+Otkiesxs28rH7XoRRqGVsQfk45H4jRc0Vxyc4+fOkYanDOslD/zRC/czAJzf0uGuKmg6zX2ZFZaZSVymyZsmglKtZEr1S257PQg4EOPD6u+VarzkwLDBEnSlBuP/qGuzvOuQzl2XtmMKqUnXh33gIUVvmlY7rti1qWXlwzfx9+Y/t0/99unjOg67wrn6lYhKPVzEiDugSI2VhJqrMziZASLSog+tq9L/yGpyigVvRyc8p+73z73knc8UYuu6y61XX0D1/muPnDyowz8WpZqPgQnY4zfLWceZ3zChJSa+EbZVMRNxWNnk+IUuXmKkKM4U4E4UGWlrzaFGlQzadU2YAc56TT2Uqjoi4GG1lGntmaWgvgJBsnWwnl09g5aNgCyamUhzROMYLmjcza8d5xxOv5LGBBViFCEfd9mEiUYuB11zNTDFOZ3SWvKO23xgts73UwSPTvZzxu/diCocH5pZwbHKANalhrlt1G9eu/gXtkTyXtT3AMbHdzDOypLQSK6IjpLVykEE6CNr0EvcWl5F3NXZaLTxU7sMUDqfHB1lqznJMdARTuEF2WpU6004Dd+dXUvTmbx1XI9ZSIpksc0R6jH9OP6FGg6pt5J24ErdHJ+G9vjHvTZ/wnGR8I/GsGwks3lJaGdf7dCSEHWTCfrh/wsfh2tW3AfD14/6Lm0/6+jOs/ZePJ1/48TrhhcH/dxWDl7/vkI3RDxTlBVV23LIUUJ7OhxK+TvjfW/R99wYAUq0FBt72XsptgtiYrkqqVu0b17/BPVi8cNF61sYG0YRLu5lje6V+xK7vezeQNKuM7s3UPX7s7R+kyShwfO8gDZsjNXP2kKGAn4HVjcR4pB+/Rxpkm16EM8K6zE7Wepfhvmrw4zN3Q9sKax4r43gCcBK2cveBWrnXB3MfsDRb3Shodo0YJfVa5hycYygC4Q49BIweQGuO9Px/ZZ1CVtCXDUrsMgTStTK33wfHHz0Kk6v8Xu5BSFdPF/8HQFf9uJbG3EyCxlSJ5vYcOy/9INZsFJmLIKs6bskIHH+0mI0WcZBS0N01ozLOuQjVinqXPHDup9mdbyaRrCBd9WrojRZmU4WNY124UpDuUoYJvd/4DEKTisjlCBpaC4EpQUOiQtS0mRxtZHomSVtzniULxmlOFzDjFi1Nc0QTFkRd9IiD0CSliklxLkpra56I4SD9kSPvhV+eUGXmJrNAo1Gis3WWwde/nydf+HFsS2V5hu6yZa6LvBvji5vP5iXdj9MTm+aI9Bh9qWlWx4doNfMU3AjLo6OYwsaSBkU3wpDVwqZKFxNOClM4JEWVLdUuYsKhVbdICElVapjC5tszpzBiNdFjTtGmV5l2TBwJSU0QE04g+9iu57ljdg3TVpKbdpzGRLmB7oYc/7zkSY5o24vtatxbUgIg006S300rneiBaisL5o+yx47joKzeRpwop/ftJCYsdlbbKcgIeTcWAGxORpXROUrxyFfyAZ61OMHfeqy+9cAqRnD4xuh+vPqhy9FmDXjeTN3jK6+5sc65CmDFtTc+q338LcXAa5SK3IYXKf2BLR+7kkhOLZOR2s2bNR3b77n7ho6k7Jpk9ALvPuLOumUN6RIbBruRVb2OPPnYBZ8M1o3OSsw5MMqe2pIn+B8QhnwN4xDYArW2mlsDU82ugXRgLEBtPR9c6paFRmUglFU6StTC1zD2j0OvqvKxVvVUqdwQ0IfcgAIBDEs5FPkA72sm45efK17vWda2EZSYZa3na0cFdoyauAehffqa0XboZiVcivbOwV8v/HyfgR3csOxLBnuGeM4TqZZ0jTPhtDGvcZa9cynaknMYXq+xd+EEu0daoKqRbC2SSZRYePP1ROOWGv1pKDE20ahM5l2BXTTo/c/PMPiv72P3SAvSFUSSVWTEIdVQolCKUs7GGM5Fae3IEWkqY03EiTSWuXDxRnYVWnjrvLv43sQp3LNtKYmIxehko+oXOxrjE2nGga6OLNZslImCyfJFo/Q7LUQiDratcdz8IYq2yfo98zBMdWMw+C+1bOXiP+6hwaywNrWHj6+5hT+MvzdYZpUNlv7o40QiJnsKGTqiORJ6FdONUHZNGowKS+N7SWtlesxpHDTK0mSw0spRsd3E4hZPlXpYGFX2fj+aOYG3tNzL2ugQGQ3GHIMt1Q6yTpIV0VHOSm7D9MAu7+pU0Zh2I0y4Akvq3JI9FlcK+mJTjJXTJPUqL+1bx5ZCB5e0Ps4x0TEeTM4jqVXoM2bQkGSdBC9pe4wf7TiWvKvKoz/JHhcIRdy5awUAK6IjFNwoGa2M6d2O95mTHN87CMCDg3106jmspxHS/2tE77c+fdDy5rONRU3Tf9btAdy7YTmD73oPZ971nrrHN12/f5l4y3V/O6XjP2c89W9XsuY9N2Ilao81dM0d/AlenNLXz+8HlnLpov1FV8qlCLJoqOkHL1a978ag/H7ypZ+HlFAG8lVfu1gEpVzH0z4Oz+e6ppcAhuZlfTEInwjlj/FADUjAK7GGAF09SN2Mq7BVn9qPQOzCA68wE1oBlqzZCnpP8+QPAp9f3zTB1zpGhkQxXIlR9vqxppKp1CtKcUp3ZSAd6YfKqMV+mX6dLvQ+r0OY6KVOMnQT4pfVvePR3MMD3ed8pjsw1Ux2soHNezopWwY7xtrYMtLBsbd/kMHhFmRFQ1gahdkYSzMTCE2iaZL5bTPM5hIgIJqssmzRKHrcIdla5Px73omsaFDRsMoGSzonmJluoJKNqTeoI3AlnLd4M0ZLGcNw6YzOcnH7E8SExYtbnuCMZdsZm07jVnSkrSFdgbQ0EDA6nqGtZwZR1tk10YJ0NQrTcSozMW4+6etsHO3CMB26m2Y5afGuuvPtjOeJ6xaP5xYAcFTzcM1aztao5qIIITm+ZZDnpbbyT6mn6DJneGi6j2MTu1gZG2ZntZ1uc4Yec4qya3J8fBdJrcLKyBhHxEaoSoNbZ47moYk+Jtwo6yo93JxbRb/VyrHRYc5JbGORmSMmlFhCWWpk3ShbKl08Vu7joeISfjRzApqQTFtJfjqylpMy/RyTHuTF6XVc0Lyeghtl2jHpNGb5dXYNCeHgIjgj3s/SyDhLI+MsjijJyRXxmoiCz4hu1sosNmdYu2CIESfFqgXDAeACZLQqMeGQdRPctWv5M76P/lICGEb8T2NC72sjeOKvP8D2STWScv4976xbtugHz14nevByVSYuVJ/Zf/a5HOs/fyWxKcnRb/4CSz/5BQrDqUN63vP7th/wcdvS6wAXIJKTrHnPjRzxwRuZWqWRX6QkFfWyT0CqAZ7PPg7YxaERon2z2KCkvA9IhXu7YTJSmKXryymqMi6BUpNjioDl7JOSwrKJ4d6sT8jyhTSC3rG/b698rllSSTs6sgZ4emh7/v590Qqvf+33sJ1oqKftk6HCHr/+9fLK5vuKYIQNGtS5h0riofGsQ43nPOhKVxBNVUinShTyMeyKgVUwmc3HyTQXQApkwgZHENctOptzlEtKvWrXZdew67JrcB2NnWNtuI7g5HkDbBvpACkY/H9XsXT+OFv3dLB24ZASuhCAJulomGN5YoyethlWd4yS0sosi+xlymmg25ihKzpLU7qIT+pSPyBtDSEkmncrVc1FWdQxCa5Ab1BfyNWZGJXxBP07Otky1c6aW6/lnLuv5JL73kxvbIr+fCuacHnb45exIj4aWMsNXv4+Bi9/H46jkdAU61T50M6yJjNCWSoLsjWxIbZUugPRCl8goygNMnox8KMdGm7hw/3/zG+mVnFOcjNrImOKsOQkWFdpZ8hOsMNKM+KkGLMztBhzZPQC3eYMaxJ76DBztEbmuKBrA2tiQ6S0EluqHSyKjJPUKox7HqTzolnKUlMsaAQTTpKia9LssY99rebLH3ldoI+8asEwSz2h/AOp/azoGWHNgj30GFl6jVzw+L6Zmx8V9y+TEa+ZP/wnaTjvmG7lgj+8I+jVRnWH4ozqb/t91+U/USXS/kv/dEekh8+/IbCk/L8Wfvm3/eW7eeLf301iVJDZqLHy6mdfTveNRgCO+X9f4Mh33cj0yVXOfPXDfPh13+ffXvUNvviKb7LwFduZ/qcSkyc4WA1C2eoJoXqnVWo+tj6IECorUwMrvwfqZ3aaLevUn8J2e2Hw8WdtfVDVQhmt1EX9b4OaZaBWMxjwS7iaXQNNBXYiIDIFDkNB2VcGIOcrZYVL364h9hvtCTOXXZ/IFXIzCm4awjcV/vGE+7v+zYh/AxHcgNSu8aHEcx50EZKmVJFcLh6ITiDAmosQNW1EzMGM2aBLLFcnW4wjJWpdL6yCiWurTNSWimyVbC8AsK2/C9dSYzSJdDnwyd28bR43PnE2XYkcU+UkpnDYWJmnVJmcBD/ecjQzs0kybXM0ZErqGARoEYdF3ZNM5xJIQyKiDh2JHEaDRf8rr2HJ/3wCdInUFMO5KVHCsnUGp5rYlW3m3qklHJkZ5nsnfoOvHHMzzcb+5a7N//xRVsaHWV+ez5SbIKMXeVXTg/SZk4EhfLuRI+/Geai4hAdLi/htfjWPlBayvjyf/lIrk5UkTa15qq5O0Y7w7xPP56uTz2NFjwLvPnOabr3IWQu3UvDIUTFhsdfKMGY30mLMMT8yhSYkPeY0T5Z62Ws3YgqbEbsJR2rowmXMbqTVyDPipChLHUcKdCS77WZcqfHTnUdzyeInAKUMdbixrjKfH+aOBuDTm87n7rM+X7f8TY+9BlA+qxf/8S2Hvf1nE+7hfIL3iXUXfYKRXDro1U7kkzR35OrW8f2ODyVW3vLRZ1xn44s/dljH+FyJwTe+j0U3fp6t29TIT/7UEpWMIDYlWfuWLxz29hbefD0iYbP2LV/gqLfdyMzzyrzpTT/nxtP+h0ubHqLPnCSllTCFzWu7HuAbJ32bT5z5E+YW2UGW5pdiw7KLYXceX3gC1LKgJwx1TF/NkghbBiQjzVHetUISEIv8fq+fRQa901DWp0wGPMazqW4O/BEjvVrLwjXbOzZ/PMnLlP35Wemxpq0GUS+/GKn1g+vENCBQzwqug9+f9bPiUCYfiB951yUgkIlatqvZ3johxnaYmHWoIaQMycA8hyKXy9HY2MiCr38YvSGKW1VK2obpYFu6AlVHoKcsTNNR2aUmKZci9L9SGQb0fvPT6Akbp2ww+Lr3s+SHH2dh2zR3nnkja3/xIWbGU+rFstSrlerM4zgaxelEkLkmm0rMa5ylJVbgBc2b6YtM8PWxM3h4Rx+xZJVSNoaesEkkKnSnc1iuTq4cI2LYjE00ohsuO17xIS669+384vQvB+e37MfX0dWUY/feZhiPqg9cxjpkD9F3PPFKXph5gi/uOYcL2taT0suUXRNL6hTdKEU3QruZIyJsYsKi25who5XJujHWl3sAGK400RWZpSeiTBGeLC3g6lW38+BgH0lhY3q3l1k3QlmaxIRFSlj8JHcMABvy3bys7VEcBGmtzOPFPnqjkyw2xzGFo+ZqNYs2rch3Z07i+anNZPQiE06KshshplV54aL1h/3euG7DCwO28c3bT+CypQ8D8JH1L+Zja37OZQ++kZtP+joX/OEd3P68L+33/GueuoR12fkHXPaP+L8VS374caxCBC1v4DZaaKbLrsuu4ch33ohRljz+H+8+5G2tufVa9F9n0KowdazDDS/4Ec36HGVp0uLpNQMBG1+pq6V44aL1HP2mL6DZUE2LAMQCcNJCovx+v9WTYfRLyFJ4s7O2rCkseVleWOYR8MaIhMealt46yk7PZ/5qts8cJqTUgXdsMgB/KURtTlYoIDaKkmpaBIQovew1XSVUG5VNoV5RsFXn30vtHHxyWdicwb8BCZO8/BsHO1YDWqj/e/+G7/5/O9UyT/3XB5mdnSWdTj/t6/ycz3RdW7GGV/aNIKtawOAVhgRTkkhUiJg25bko1aqOa9eusBZzAsAFWNY5wZ1n3sjSH31c9Xs1lKykJsFwKeRj9DbPkGnPk2ot0NSWp1w22TbQybrRefxu+giGrSae2DMfI2ojpUBP2EhHkB9LsXVQGcU/dsEneeDcTzOvPUsyoQbcNu3pqss6hICSZdLSNEekp8Cud7znsEy7v3T093m0uIijM0O8ZcXvadNz6MJFE5KzGzbRZWY5MjrEosg4ncYsrlSeoNNOA21GjntnlrIiPkJPZCq4++4wZ3lksJcILqZwKUsdE0kEl5iwKLpRLDTObtjIrB0nrluktBJ7qi3stlrYU2kioxeool6jO3OradGUwlajUaJFLzBmN5LRlK3isNUcnI8v4/i5Tec947mXXZNbdh4FEAAuKLMGIBj5ORioXn/kT/8uAPeUA8x6/iP+vLHj5R9m8PXvR7RVlGb7dITlP7mOp754JY//x7s55opDz3jF75rQqpBdKVmyfJSlkb1EhMPFi5/kt/nVrC/38Nv8Kn4+cwwTdpq8GyPrqFaPTywKzOo9s4GaEJD67WeSvrqTG4Cd3F/cPwQu+zKA/TlcP1PUHFmfVXp+s35WKaQCWuEoA3k/yyaUoQaqUb5QhVmfjdrx2syuOiiP6eybHHhZeHCeoV5yuAgWmBmESs1+ids/9/30l/1j23c8yP/7MJD0OQ+6muGSaKiweU8nwpDKbEBIzLhFX88E+ZkEuYkGWttyuI5OU/Mcy39yHSt++jEM01FiGl5kIgoAtr/sw7gVHSOmesHY6k10zXG/4lXdD3Fy9wD5mYTKhAEsjahps368i5tHTkTXXeIxi0pJvavcio6IOWBpFK0am2BvNsVsVlEjpQulQoSL//gW1v7iQ1QKEfaOZJgYyRzSdfju9pP2e+yM5BaOjA8BsKkyj2Niu8noBYbsDH2RCQoywrTT4IlXqHEhf3zo9KbtLDCn6TGmMYVDpz5HTFjEhEOjZjFip9CRFL1PqiIuWQzZGb43dQpvabmXF7c8QVKrsCg6zrGxAY5IjOJIjQjKHm5xTBGlIsKlQS97XzIJhqwWANpDvdg2I89du5bTbaoRlrCW8u8Hltad9/VH/pSLFz8Z/H9Hv9Lte3imL3jsI+tffEjX9W8xlv1Y9WzHphqf9Tb+UqX050o4sybdvVMMvO29deX7x296N8e88QsH1GkOx5orb8QoSoqdAteU5CtRbyxPpXu/3LOKnwwfzYbZbgB2VDrYWe1gc6mbL285SwGHn+1ZNcDaT9ABgvnSYFZWKFBVohS1nmjYci8ATVnLZn2gU6QloRyHLFkr1wbjRn7zk6AM7hOtfJAVPoBWpDKm93vEHnjasVrmG5R2/ZsAj2C1L5nJ79+qlag3m/fL00ZtHc2pAet+ZePQ+ewXh9kNes6DbrKhwinzdpFpVD1YISCWqGIYDoPDrQhdIkyXibFGzIiNrkni0SqVkkm1UM/MnCwnVU8ViDRUcSxNiV1o0NSWZ545Q1KrsCQ+jhm3EIZEuoJYS4nsdJJCPka2HKc9PUexGGXg1VfjF/eF4YIuKVUV6PruQgvnTdZkHQVsGOliSfMkmukiIi7CdKlWnt3kl4PgZUse4/b+1YHTSacxS0orA8qsIKMV6dRnSYoqKa1ERivSY05xfLyfrJvAFC5JUSUhHPrMSdZV5rPJaqUgI2ypdihFKuEyYqsbkKFqC0ckR4gJ6DOmyGgVmvU5YsIhoVU8oQ2bpLBZG9vNTquFYacBV2qMOylet+wB0avXfwAA3/JJREFUUnqJmKaOx4+CG6XXyHFMbA937VrO8fH+YNnBmKI+2I7ZCpwWJBRgv+jet3HHyBHP6pr+LcS2l6ovfb9N8mxiX5Wkf8TTx+CbriJhWgdc9vjX303T+qcn4q2/8UrmeqHUayGTDqWqSc6Nsb3ayesffj2rWsZ43YL7eVnno/TEpsk7Me6YWMW0leTtK+6i2ijqyEhoIeCVNdlFf94VCEQknJjq49ZldftkeYqUJYISsAixf302sWuI2vN9kpXws2Q11hQcj6U0mv31wRPBkCrrDs++uob/mAJXlQWLgEjl96GFQ62vDbVycgiQg/Pys+uwChf1rObwjUrYvzeIcCXgH0SqWlzc9yRTlSRxUwledLbMEjVtijNxZElXwhVlHRzBwtYpjm7bw1wxqrJP3SWZLrP61mu55L43s324HSsXofc/P0N1Nkq8oYKWtCHq8OpFj1CVOlN2A/+55RR622bo6MhyxPwxytlYYBc4V46SjpZJp1SJNJ0qEUlVSadKmMkqpYoC+sE3vB+rYpArx9BNh12vugZdd4nFLF7d8QCfOO4WTlq8i4HXfuBpTetv71/NVU++jHnGzH7LTu/bCUBGK9Jm5Phh9njG7EbKrslAtY0xuxFNuIHB9vZqJwU3Stk16dYrLDInAWjWqky4URo9O7aBahsAG0rzmXDiWFLjrIVb+cHMiVjS4MUNm5lwDUxv22lRoSANNhW7SWllqt7bsorOmK2IV6awg7Kyf1MACjjv2rUcVwp0gSfOoZMUFvcPLHra94ZvL/e6ZQ8AMF1NcOztH2S6nHjWohH/iP+78bszD15KdiLP/K1c6bTp7ZvATFYxdIfPbjuPNyy7j7u3LGdPIcO3d5/CiJWh25zhyMRu3tT9ey5sWqe2HwUnWptF3TcCCzuPresTqHwykxMVihkcrK+O1ydC+VmnIkOFxn288Pfrg6tekXXgJQW4EYGdVD1cNyLqxSxcdY0CYC/L2nNDIIpHjtIsqYQ4pKwxrx0ZZKiurkDZZzPXqUdBHZksuMmQ+1y78Pn5Pd4w8Iae8w/t5VB0mrN0xvIc0bSXdEOJ6bkE2ekGVWpO2OoiRh0wJJsHuojrFvGYBZZGqrFEdzpHsRBjTz6j1Kf8ux9XUJxI4hYNGjIlHswu5Ht7T+ZzG86hNJlgz3SG0zr62TrSoe4ooy561KFa1dk61o6pu5xwx9XMFWJUZ6NkJxuwChHK2ViQ2Rqmw+R4mlhM3UG/cuWjvG7JQ0w7DVy29GE+Ov/ABuzh+N74yZzasI0/Fpbxxkdfe8B1xpxGtlc6OTe9nh3lTiacNPPMGTJakWmnAR1J1k2wJjZEp5GnXZ9j2jVwpQiMDCLe7XPeibEiOsKw1czC6Djbq53kPHAbL6c4O7mZvKt5rkMOMe9WM4LL8sQYMeGQEhZlqeNKjU4jS9oD2XlGjgcH+2jRSrRoBZWJ60Wa9SLHxAf4aX41s65On5mlioYpHLYPddWd67rdPTw+uICbt5+AIzW+ve3kYFkmUuLFC57i3K6n12D+wJMvecbr/o/4vxOXPnDFQT9bvhpYbpXF2rfWQPmo2z4MwOLP1B4zU1WGJzOYnnNYb6MSNVnQPcXvzvwC8xuyHB/fxTxjhnY9jy5cWjRVwbMTcv/Mzi+T6iGWbmgcSGoKwHT/HlYo4ALvt19W9sMvG4sQiPlAbvtKU7IGdiHSkjRqfrmu6Xng+sYCoQzdN6/3bwyC/nNEBMQsX5dZGTCI4McHa82WitRlUDf/GxDB9u3x6vXn5fsFB2zofXu8+wKvf20OMZ7zoLupOI/paoKoZnN8524qJZOB134AaXmCFI6GZtQG2Aq2AggzU6FUirBtVyfRWJXxyTTS0RCmt27UgYiLlrCZm07wyNaF/PiUr1HZm8BIV7l6za9YkxhSfeGoixZxME0Hw3CJRGwmplM4rsaC9mkG//V9ioyhS7SYjW46rLzlo8oysHuatR3DnHbn+zg5uYP5kSmWRpTU44qegwvL+1F2DL45cjo/2HEsLWaBH+04dr91tlc6WBEdZcRq4pjEALsqbSS0Cu36HD3GNONOioFqKy1aKZB71JFBRpp3dabcBHlpMuskaNGKnBrfyZHR4Toz8pe3PwJAzNNd9giIRL0+sCV1huwMFamzsdLNmN2IJQ2qnkazKVzPDi2KKRx0XGLCwZWCjFZl0krxSLmXCSfOtNNATDhBlu7HmJ3CFC6XLX2Yly15jGWRvcGyrx37Xa5dfVvAbD5YfOqonxx02ZVPvOLpX5B/xHMuTsjs4uvH/dcBl/mykXrSZt3/927WXHkjoLSwAXa+r8Zutkomdi5CpRzh5M5B5iey9H79M3UCJGWpEMSXUPVJh1aDrIlL+D3bsN5w2E3IrQGacFTpVjkBeeVaWQMoIJi33bd3GQZ44da245eqAx1jrx+se/KNvoCFcFQP1ygrQwSj6LOavbljrQZ+dZkpNeDFI4HpVcVYrpNk9MviItSnDoOnoO6auf64k3ft9pXF3C/TlbXe9r6a0E8Xz3nQLTkGcd3C0Bz0cA1Ak+AINNPFtfRg7GeokKFqGZy6sB9rLgKuIJ0oqxK0LZC2ynaFZ1yQTpUYfP37A+m+gbe8l88e/2MWmNN0GrNcveZXXHvSbRiGg+sKkrEqG1/8MZINZR674JNkSzWt1qU9e5nXnsUum1iWTqViUqqa/HHbEi6Z/wQFN0paKwejA/uGL4EYjt25Jjbs6WbTxR9lU66LTiO7nzLRmtgexp0UBVfpEjfqJVypkdIUMSrrJFgUGeexcg+W9+7NulFG7CbPuEALZnE14bLbbkJDkpNRdCRbKt18YsNFrImMMe3G2OvEGbMzRIUS54h57+zj4/1Upc6Yk2ZXpR2AlFai6EZpMebYbrV45WoDHYmDFjgYTThxzk2vxxQOO6vtajxJc4gJyfrd8wEl/RjTLNYs2BOc+yl9/QcVxDhQfGLDRU+7/FBM7/8Rf5k49/fv+ovsp7/UVvd/WDM5WMfrr6+/8cqDbqepNY/ZWKH/ldfw1WO/R96KoSVtVreOsvKWj9KXmAp4DFlXESx98NXLom4Mxh+XqQlJUC/q4GfCHgnK73PWlZOpEav8fm24dxkGNx/A/d6xXpUYJW+cyPBIUH7G6GeToZsCn0Dl95x9fWRfFSoAO68crYQ11PadqAgEPoB6xyVXrRcwlr2yudSEUs/SanO/Bywhe+dV5927D8v5cCQg4f8A6DabRZJGhY3ZLrLVOJouVfnWEWBrOF4/F1cQSVikI2VuWPsz1jQM09o1C5rE1FzwhCqEIRGGi9Ak2ILZmeR++9S8EZm0VsZFY1eljc5MHruq89gFSnrPvwM+sXM3oNSUxuca+OM5n2HgtR/AHk1gTcbJDmVIpsvM2gletuQxElqFqtS5d2Dxfj3LAykvPfpP1wcf+Kt6fsUio0g6oupJd+1azoODfYzbKVr0OZZGx8g6SU5M7OC27FomnDhjTgMZvUinMUunMctj5R7uKvaxrtxLsz5H0TWpotFnTjNgtWK5BkmtgotAxyWpVdhQmMcpye3cV+pjymmgUaswYjVhSTAFzLomm6xWYsIJxnaOiA+T0ktEhEO3OUOnPsv2SicOGlWpU5AmRTfKtBtjzFFEqJiwmGfMMGo1BSpTeVen4N2k+FkCUHftjmjcy/0Di/jI+hfz6U3nP+376UOrn7mk/38pLrnvzX/tQzho/Ob5/xa4A/1vxleOubn+gUNg1bzo3rft99jMaBp3JB78/60TvsWuy67hoT29bLr4o1hSp00vkRQWbXqeFq1ISljcsvMoNEsECk8QKh/L/TPX8GE6UQLSlW+QEDZ6D4/yADVJyVBGGShXhdZzdTXi48Q8AQvPu1a4vkG9R6YSqk8MqkQdyXtg7dS2E7bS8//WHI9s5f0OZnX9mwu8kaiIf+MgaoDrZb41owRRuyHYBxHDZLHgPEPnXSc+cojxnAfd+dFp8naMHbs6MDSH5d176euaoqkzR6YrV9O61SRSwpLkhKeclOaVfY8STVewXE2BrBfS1nDLOoNvfB9GtF4rd93uHlr0OaroVNFp1uc4OjHI0HgT7pzJvvG1Y78LwI5cK9npGoC7URepSaTpUsjF2FNuAiCC6mMCAXHpUOM/9j6fu0q99Cam+eLms2nWi8SEQ7uRp8+YJS0qrIiMMmI3cVnzg/wkexyPl/rI6EVcqZHUKiwwp1lgTmNJnfXlHhKaRbdeYdpJEBEOZ6c20KnP4SDIu3FSWglNSBJaBV1INpfnEREuR8UH8T5rpDQLR2q4UjBQVaXtTmOWmLDQPHZ0FZ02I09SKH/cghsloVUCWc2sm0BHsrPaTm9kkr1OnL75o5jCZXu1k5u3n4Al9cBKLeyle1HTOk7p6+dja35Oh8fivmHjBXx5y1lc+cQrAj3jb2479Wmvr9+n+78Uh2rc/teKlb2jz7zSnzkGr7iKvu89PdjfevpXgJokJ4CwNWR7hVc/dHndulsu+QgAJyQVIz+lWWS0KlHhKLlTcxKjqEArrHEcVqKqU5KiBiKaE2I5e6IZ4fnWullXf97W3+Y+2/PRRHgl4rCXiGJI4wEmmAUlV6lXQauq407udTCLbs0SEILsPBjhCRGlfBUr4RGo/GNyzFqZPJhHNkO9Wx/1QmDpM6H9fYZVr0Qoyw7+9/8O3egcajznXYY2FuZhJFy0mEPZMdm0uwuhSWLxKql4BdFQYsmCIcYKabKlGEU3wkOFxYyW0/xx7yJ6W2ZIRco0RsvsyWYozKpy8OAbVDl5xys+BCiwNXGxpIGDRt6NYeKQ1CoMWS2kUyWy1YOPDXxk0W1cbf9z8P+LT3icJqNIVyRLMgSuMWEHvVQXwb0Di4PS7ucHz+P0th0H7Eme/Jv388C53+Cb207l3PR6xuwMeTdCTNg4CLZYrSSFmqUdqLbSrM8pByKvdwqQ0SqMOSamcDgruYV7i0t5pNTHPHOGlFaiz5gCIKU5OBKVkbpRViZGaNMqlM0pTo8PMu2YpEUFFzCBrDRIa2XK0uD5iW1ByXrMaQhcgvJujE4jS0qzMKkGPd6iG2XIamGxORFoNTto5Fz1Oq2vdLEiMspOq03dBOiqPGcKhzv6V3L+ok3BLCTUmMwd5iz3zS7l1EY1bvTFzWezobCYNzzNe83v0/0j/nbivLZNf5X9Drz6ahb/4JPsfAZ96+qe2o32wJuVI9gJd1x9wHXDlRogaMt8fPjCgGzkR7jPGGgKe8BUV0511eM+cLim+l/DI0LZEjSB8J8rBJpnsBCWQvRHcAKwCvU7w9Z7UoBeUr1fJ6a2p8q/AqSax600ihogeuNIwiaY5/UxTslEisCVSEh/nlcqMlZVIKMENwzBtZH121E93No5iX2uVQCw/vrSS7y1WqlbHkaJ+TkPusOlDCUrTSRqYwgXIdTsbKUcoZiLEUlYzFQSDE9kiMYsfrd7GXMzCVVyljXT7Y+sfzHL541y9+wKnpyct99+8m4EUziM2E2ktBJlN4IlXNq0HKZwuHL5b/ns5nMPepxnLdzKidlXBv+fktpOUquQ0Yo4aFhS5/HBBeRklAgOUx6rWEnEKQbj0vQEW+Y6D7j9lU2KMKThktFK/Dx/DOu0BewqtDBTSfCKeY+yLDLGTqudTmOWTeV5HBEbIaMXyboJeoxsQEpS6lIma2JDWFJnU3k+i6J7yRgzOAgcCRNe/zmjlSjKKHlp0KPPMWDXgHTaMWnULJLCptnM4aLKwf1Wsxpj0gtkNJusa/Db/CpOa9jGuko3p8SGiQmHjdVOsk4SVwrmGTNKalKzaNHn2F7tZPuWs5hzOnAQxITFvfnlgQXgkNXCa5Y+CBy4LJ/QKpiawxuW3fdMb7G/m1j24+uCGd6/9Tjn7iu588wbD3n9g1kivvOI3z7t88743Xu55wWfO+zjO5TYF3CX/+S6/XSv3dj+39Z7DyJ485qlDwZCLz36HHmvbfLIfSuIhAQpaqikHtu3+hm47fitXL2mfRwQsAgRoqTEFaImbIFAd2Qta9xHDGM/0pILmqca5RpgpQSWty+9DBJlVVhp1LGStfWCMSQNCDkE+WEnvHEgx5OC9EQ4NAuwwDW9ZrZPmPKzcl+sQ6tdGamJIIuvE8QglMmG+rpBeX2fLPhQ4jlfXl7aME53cpbybDQQxBdCZbqa6bK0Y4Kdw4oI0dOUpZCPqQvoCIRVuzxPZHvQhMvq5AjjE/Xamj/YcRyOdymb9TmSospTJaVPPGS14EjB65Y98IzC8L7zD8Ajc4sYqLbxeGkh/dV2dlY72FLtxJI6O612xuwMP8kex6byfMrS4CfZ49g828Geucx+233PupezJDHOxt3zWBUd4YfZE+iJTTNdVXfZRcvke7tPJCYUgzill9hTbWbCTmMKmyeKfbhSkHVjdHrOPmOOmuctuFEWRffyaGERO60WXO8dm9GqQV9Vw2VdeT7brSZGrCb6rVZWLRgOtJkdBEUp8O/jd3uKUw+WFuFIaNZsFkSnPLOIJCNOlAG7ibJr0m7kSGgVCjLC1koXGb1Am54npZUYrjRx9arbuXTJo0zY6QBwAZxnaMRY0mBZYuxp1/l7i78XwAUOC3CBp/UgvvSBK/j0pvO56smX7bfsfwtwDxRhwO39z8/Q95XPkfCMU/y49IErwNZqgjjAaXe+L/j7+X3beX7fdhb3jKIHig/UqUxBiPgj6kEwPFNal/FSy0zDmsN+H9T3ufWB2e8B++v5AhzSA0chZWCrF5SyPTKVn/1KHZx47dgqjWI/prSfSe5LcPLVrMIlcCemSK5uJCQGYqsesS8fGb5OgZCIqJ1DcL3CLGdC10uEthEmqx1GPOdB1xQOjw4pAHxk20JcW+OqY3/Dixaup69zii0jHQjvXdeRyNW9uFKvXc1bT/8Kt04ezUOzC4F6mcE91RZuyx7N3XMr2V7p5JS+ftbPdvO1oTP42uAZfHe4NgvqR+9N9bJwX9t6Bs9Pbea720/i1Q9dzu27VrI2NkiHmaXPnKTPnKDNyDFQbeOpYg/bSx2sz3bz34PH88WRc/jtyHLuPuvz7B5rDmzdvr71dH4/sJS1yd2sjg8x4Sb44tjZfPaoH/HE7AIeGetheK6RmGHz6gUPscQs02dOYuIwPzJNSi+hIzk3tZ5fz60O9JfzboycE1MZrBtHR3Jcsh8XjYfLC9E9VvJeJ85Oqw1duHQas2T0Iksje+nUVd90u9XGhBtlwMow7cSwgGbN4YLkNmLC5oTYLiwEG6otQYk9JqrcU1jB9konEeEQExYLzGliwuLExE4cqTHhpFgRHWVFvDZS9cbl99Zdb7+MfKD49raTec3SB3n3EXcedJ2/t1jx06e/4Xsuxw9Ovonl0VE+e9SPDut5G3fvX9E6lNjX0/hAoSdtZERSnKiVl1/90OX84OSbGLziKna9SpEfz7n7SqrOgdtSYRa+9DLKWllX1lnWhTWIA8KU7z+rh9x6Qv3TQFjCYyMHgOyVmcPbDYwFUNvTLAJmrxNT4GsnaqCuerm1ESJ/Blc4yt1Ir9T2F4zu7EtaEqFz98I1wUoK7FjoWng9ZKjtyy/Fy30B1/tfiWvsfxMSLpMfLoHKj+c86P5sy1qsYoRoWgmS4wosabAh183QRBOakGi65KgFe8hWE/jCF3iyjL3f+RSLvq/uOm8+6evsyjUz8JqrWRMb4rb+NTw42Ee3OUNXZJarV90efLk/sbmPrdu7sV2N0dn0fscVNqq+efsJtPjesPocl7U9RDpR5rd5Jc/YrBeJCIdFxiy7qy08OTOP4VKG4dlGprINbBrvZGJc7UMIyfhkmpc/8P84NjZIi1bi+NhulppTdOoFHtnTC0DV1UnHKvxr3338x7KbOSexjWlXjfw8UepDE5KYsJRClTQ5LtHP/YWlbKl2qdK2kDhSY7DSSlmaSh7SmGaBOcX9pR6m3ChPVXp4qtSDiUOfmSUlLEzh0muUGNjTxZTdEBC0uo0SKaFRlniZbEvdjG3WSVCWJhHhcE5yE6cktjPl9XDHnRQOGklRxUVDw8WVGosj43x96+mH/Z55OkA+nPDJNJc/8ro/y/b+lHCc/52P+sH6j39rEdbaBnjB3e8+yJq1WLVguO7/ZyLS+eH7Vx8sFn7x88i9UfUdEKouN0eK+61755k38oaF9/PtbSezfvd8Hh9csN86ToOrgNFTgQoDRZC97pux+ZZ5Ws30wDca8CMAOq0m6aiFy8o+o1jUdI4DEPX9d/3xoLB1H76IBYEUpS/zGAZKdRAE/dpwJu6TpMLyjP65INQNgy97qSQqvXX26e2q8rQyb/BZzGqZDNSxwDtOvwQfuj77GSMcQjznQTeVKoEjyDSUSHXm6ejK8oOhY1m/cz5W2cAqmjiWxobhbgzhqHlcUBfRcMHW6jRs58qKtJR1kqS0MjqSo6LD9EYmg3V6b/osSEFDe4G902kihs3t/asPeowbSvMZspopS5Oq1Hm0uJCuZI679y7jd/lVZDyl71nX5J9ST3HdwluYs6NUqwaxeJVEtEqswTOlN1x0w+Xx3T18ZuR8bp9bzXXDF/L5vWfz9anTApelJ4fmI1HkjJSQPFntxJIaWSeBKRwey/eyo9LBmugIQ1YLQ1YLxyQGyOgF+sxJyq6Jg6A3OokpbFJaFUvqZLQi3abqr75p+T18fM0tikxmp5lwE5SlTlGCJSGllxh3Upzet5N+K02/bVCUOpbUiQmLZq3Kr+dWknUSTFopytKkzcjhIHClxknxnWi47Km2oHtkq4xWJKMXcRAMWG3sqTYf9Lr/YMdxz/j++VOE/wderQBp/VTXM6z5vx9HdO595pWeRTx8/p8+knPcr569RvThxDVPXRL8/XSSjeEbibBZxp+rv9+wcBbZoj6vg2+q3Xx/6ejvH3D9Y2MDrI3t4ffFZaQ0i3W7e+qWGy0lhKOkFfGy3CDzlCEAkyHw8sQf9IqXdXrA6KtThbWXfREKqYlgptfVCRjKriECw3kroUrEtTEgtU+jqEC25mkr0CwljOFrLgN14OXPx/rCHnXn49bA2B8r8kFWr6jt+Nm1r4RlFCVahSCrrRMJ2ZeR7HpjSe4+Ny7hm5ewP+8/QLcWrYkCSxaN8U/zNvGGpQ/wovnrlU5vTHk5CcNFOhrzWrNoQioTelddQT3qKEKVFwtvvp7cVJIPr7+YMbuRoqvEH2bdKDGtyh39K/nw+ovBcBEJm+JcFKG56Jok6yQ4/553svDm6/c7xolqA32RSaadBgarbZzdsBFDc2mOFRirpHmk3E1ZmmTdODk3xh8Ly1nUMMlpvf0sbZng9M6dHNExxml3vo9FHZO0NeVxpeCxPT3MWEm2zbRx985l/LJ/FY6tsezH15FqKNGVzHF+cjNDTpROfZYhO8Pm8jwSWoWXND/KacltAJjCptuYwRQ2Y1aGohsloxeZZ8yw2BynRSsEvVxQRKukqPWny9LknIVbWGEWWGpYpDTBTquJohsNGJm7rWamnCRTbpzt1U7+kF/O45Vu3nnEbxmymjGFQ86J8VBhCVZIoapFLwQ3PDk3hiZcsk6Cu+dWsq3cSUxT4gGXPfjG/a77pUseBWrGBweKW077Kj/defQhvdcOFn8OYPpToyOe+2sfwkHj0X/a/zPxvxHXH/nTQ1pvQXom+DsT0vl+NvH6h1+/32OFQgzdfHq665pbr+WuXcu5rX8NMeFQljo95hRbrFZMXLYPdbF9qIstQ91YMzEFDB4JP5jJDYGE338MANcK9UpD4ROYVLZYWy41pZnsxFUJ1wd1vwfrmkJlmX62CQFABv3UQNQCD6SVGIa/3FesCkKEwNDbllGSNRWrMoHIRlCKdmo3DNJQs7lOVATb02xvvtfzAq4D+ZDkZV1/OwTGYcJZuPd7IL3rg8VzHnTf2/trdOGyMDrOosg4pzVsJVeMsbBjijWL97Bw3iSZljnGsmlaogVV7jFdcAWurakS8zeUwoxbMkCT3D60irevuIuMVkQTikGc0srENItTk9to65pVd2a5CC9f8QRvXPxHNOFycec62lv2//LLmCVyToxdlTZWxvYw5SbRhOTSzoc5N7ORn0+tJaWVaNMLzDNyjFYbaTXn2Jptp8Gs8MhkL3vyGRwpyFejdCVzHDl/mKPmDaMJyQntu0k1lLAtHU2XVIsRjm4f5m3dd3FvaREPFZdQkBFMYbM6PsTx8V3ENIucGyPvRmjX8/RX23GkxtrYbtaVF7AyMobpySxOuUmGnUZyboyUVqXoRsl7IzvvWfdyMp6KTlVKytJlwI5QlFGWRsZYYEwDMO00MGC18fy+7ThSI6rZ3J9fAijFrLMaNpHWyxyVGGTKVX0wE5cJJ8U8YwYdiS5cNpXnMWApYtyxiV0cFd/Nbf1reG37wbOUCSfN17aecdDllyx+4jDfdX97ceeWv1/XpL90hMvDydA42eHGmx57Dd864Vv7Pe7ORJDDikHkt672jbcuv8cjNhpMOElG7CYiwmHCTjPipOpaL9Fxw8soZfCNHvZ+DUaDfIWmkIWd8JnFvuiDT7byx308olXg0StrmWAAvOG5Vw/wZSj7lJpnNm+oTNoHfOGZ2ful6jAxq26uWHjmDBVZA3HvfINz2xdw/cvjAaQTVX1cIWslcqkLkL5jkZ+514wYwnO54VnccFYcZN//YC/XouRGeFPPPfxmejUR4bC+3ENnY57R2TQ7JlrJlWM0J4v0tkxjuzqRVBUjbqPFbYSQaHEbM1Wh778+hdlQBSnIxBWInNLXz9oFQ4w7qaC8+bv8KgrlCO85/k5S83IcnRjkTcvvIe/ESWoVWuL7920SHlA9r2ELljT41uhpXNyqvGaTWoV3dv6W/2/0Bfw8t5af5Y4mayUYLLWwqnmU5kiRsm3w6D9dT7ESoSeVBcDQXH58yte4/sif8tVjv0dHwxyxeBXXEciqxl2bl/PV0TMBaDbmcKTGlNNAi1ZgyklSdKMBeckUNs3GHDFPFnJldJhfF1ZSlqYnxehg4pB1EwzYTWS0EppwWb97Pq4UxITDzdtPoN9uYLvdQH+1nYxWDGaE7+hfyYroKJNWKrgmR8SHaY/k+e72k8i5MRwEzfocU3YDljQYc9LMulHPFtBmS7WLoWoLa2JDzDMVkMeERVXqWNLAQue2/jXcP7CIGzZewEfWvzgQqX8ov4in5lTJ7lBIMH9vsfRHHw9K3c+1OPb2p5+D/VPi9Q+/fj/t7sMJX/hm3xh4y3vpf4/qKR/MfvHI6BA7rXbPo9pCQ1Vw3rDsPs5ZuMWTQRW8q/9lGEXqlJ0Ab/6VOknEfcEjmF8NMYp9wPNLu4GxvFYrQQeEJ0cGgByeBa6TmfT7wUYIEDVfyEMpVgUSjh44Sj/L9g8zBKY+O1mRwUTghxuAvH/O3jH6QO4bLfhZuN8/Dq6XL3Op1bL3YATKJ6Pp9X3joFwfLuEfQhwW6Pb19SGE2O/nrW99KwDlcpm3vvWttLS00NDQwEte8hL27q3vJe3evZsLL7yQRCJBe3s7V111FbZdfzf5+9//nmOOOYZoNMqSJUv49re/fTiHWRcF74t5aXKcO2bXMGsnuPusz/P/lv+RY7r3MDmRYtdwK4NTzWya6SASsZHebVJzU4FFXZO8buVDdHRkscrqnbBvPygS0vvVcSnmYty07TQM3eFjmy4EYNJOERMWr+56MBhf+OqW5/PlLWfRG51kRXQUUzjcOnM0LdECbUYuEKvIuzEubnucP0wu4dGZXkZLab5x/LfRheScxg3omrq9jEUs4rqF7eo8sU/fpyOep5CPYURslck7gk3jnTheH/e+wjIGq61k3QQTTpphqwlTOIFyU0Yrsr3SSd6NkNQqmMIh78ZIiioR4WChh0BaHc+aBXuYqCqy05TTwISdJuskyOhFTGGTdZWOct6NM+U0UHQj7N7TRYsxR7ue5+pVt9Om5xisKrKWJXUWR8aV4IY5yWPlPsbsRu4rLaFZn6MnMkXBjWJJg/mR6YBdbQqbmLDIaGrmeHlslJRe5sgGxf7si01xcnoHAGvTe/hTY/EPPvknb2PfuOAP7zik9fbV1b7o3rfT2jj3Zz+ev5XwZVUPFM+kCvVM8a0TvnVIpiJ/apxz95XB3x9efzEfXn8xMe8926nnyLqJulYMwL2lRXx69DwGften+rAeMARg4uOvCIFRiITkE5Hq5B+93qkTqWWv4WwXCLJAxV4OySmiStBhDWbNt+Ar18rW/vZcQ6A5MiQJGdKAFgRSlAGzGDUSFDCHdWVFqHs9Wr+krrJ35TQEtZ6tf+xuxOtL410rEQJ1vHPTfeGNENjuQ8DyM2t/v75gyKHEYYHuI488wujoaPBz551qpOJlL1Pzb1deeSW33XYbP/rRj7jnnnsYGRnhkktq5AXHcbjwwgupVqvcf//9fOc73+Hb3/42115bm1/btWsXF154IWeeeSbr1q3jXe96F//6r//Kr3/968M51CBiWpURq4kzGrbgSkGjoTLNvVaam0/6OlR0ZFWnUjKxHR0hJP2vvAa3rDM11YDl6CyKjtORmFNuRAe4thtK82kx5tR4TXoDlxz5BGf3bOWNi++jWlVA3WHOKpavXsRyDVJ6mT3VZoYrTXX+sA+NLeDlLQ+TdZIUZIScG2NbtZOiG+U18x4kb0WJ6arxkdQrTNhpXjhvAx948iWc0r6LiGazcbgLu2QEZfHeb32azdMdLOicxiqZ6BEXYbqUyya/nlrF4sg4/5x+nJemnmS5OYUpbNbEhoK52AknTVKrENMsqqjMsUWfY9hqZqfVFszyll0F0MN2mqKnkjVabGRjtRNXamwozSfvxtlZbWdduZftlU6qUmdlZIxjokO8PPMI066BKezAnWhFZIaVsWFSWpmkqJJ1E1hS5/bCEWwszGPEagokIy1poAs3eH5CVIgJSymDiSpjdibw5T0qPsip8R08ONjHP6ee4oz4ID/acWzQA36mWPbj6w66bOelH6TvuzfUSfz9qXH78750SOvdccYX6/7/xelfZrYYP8jaz914xxOvZODVVx/yzcqzicMh2Z38m/fT+81PH3CZP5N87u/fxUsaH+PC9Do2Vrt52ZLHeKzcy0C1lcuWPoyGy239awBF6nrgl0diznl9RkJ92jCAhMdctNqysMesDzj+HC3U+rqB0tS+Cb8PynboeSFGs2Ite2xqrwwcZIkooHeiQvWHAwKUIlW5hlAZsytrM78hRnM0J5WMpFXP2PYzc9VfFh4wqpJ7YDMYzAiLoLyszl3WSuN+j9o7Dj9k6Nz8/wOAPwxFKiGlPHSI3ife9a538Ytf/ILt27eTy+Voa2vj5ptv5qUvfSkAW7Zs4YgjjuCBBx7gpJNO4le/+hUXXXQRIyMjdHR0APC1r32N97///UxMTBCJRHj/+9/PL3/5SzZs2BDs59JLLyWbzXLHHXcc9FgqlQqVSk0uMZfL0dPTwwcfOJejWieZZ8ygCZd3brmUKxf/lhZ9LlAi6vvuDQhdkmwoM5dNMPDaD9D7nU9x8rJ+XtXxAPP0WYYdZTN329RaZqpxbjntqwA8PriALdVOdlQ6ODK+m6RWoeBGeaLYx5LYXvZajcyPTDFtN/DE3ALObNzC5nI32+faWZ0aQRcuUc2i4po8keshV41xZttWXKkxVG7m4fEFTE03gIBXrHqMBr3CgzMLGc6l6W2cYUFyhsWxCd55xG95wd3vJl+JMj7eiKxq4Aj0tIVuOMSiFnP5GGsWjDBdTlB1dCZnUkgX/r+Tb2apOUVZ6pjCZdqJKa9arcp9pT6KbpTj47v4YfYEzkxtRsPFQifrJNlc6uZFjY+zvtxDm5FDF25Q+hqotvHNnSfzxsX3kdAqJLUqbUaOrJNA9zSVQY0pZbQyZakzZjey2DuWmHBIaQ5DdiI4nn6rORDPqHi1o57IFM3eyJXuSXGOOykyWpF2fY4Bu4WEqGCh02fMKOckN8L2aoeqgpgz6AJG7DiNWmW/UZE/JS74wzsOGTD/N+NPVV7qvemzdWNuf8ux8L+v55JV6/j82h9y5ROvIKrZT2vH+JeIY2//IHOlKJmGIg+d96n9ll/15Ms4uWEH3R4/YafVxqVLHuU9617OdDXJt074Fg8O9gHwueHz+fEpX2PV+27EKNcAxWcBB3OvYdANjbYEPct9gDTMFPaZxnpJquwwNHIT6A17ghd1OsVeNqvZMhjXcUxFwvJHbHw5RwCtosaF/P27EdX/RVPL1ErqmMw5z7jeL3t7ZWg7ESJLQcDglpoIytpS30doI3zuoV50UHL3jkfz9ucrb/n7DQQ/LM/pyCrz2I8+xOzsLOn0/iOi4XjWPd1qtcr3vvc93vCGNyCE4LHHHsOyLM4+++xgnRUrVrBgwQIeeEDNPT7wwAOsWbMmAFyA8847j1wux8aNG4N1wtvw1/G3cbC44YYbaGxsDH56elR59ftbj+OLu17AD2ZOZMRu4nmdO/nKrrOYchqCuTtZMuhqnaU5UcK/BXnhmqd4bcf9albVURexTc+RMst0x3OsufVafrDjOMadBpZG9tJlZsk6icBd6LhkPy36HMtjI55sYpS0UUYTLhqSEzK7WBkfxpEaK6PDnJzczqODC+ifaGHWVrZdd+9ewoL0DMlUmUtWruPCxnWcmNzBv3Tdz6rWMcqOyR+GF/PVTc8DIF+JIoSkqSWPnrQxMxWSyTLV2Si5vQ24VZ2hXCOX9TzMR5fdxpE9exAa7Ky2s9NqIu9G2FJtoyxNtlc7MAXstRvpNGfZabXxvNQWHIQqL+OwIjLKaQ3buL+4lBZjTvWgRTXQMk5qFaQUwXxt3o152bO6Tg6ClFZm2mmg6JqUpcna6DjDdjoA7qxrBMo7Y06SghtlgTnFssgYK2OqFOxIjbSX1epIUlqZvBNXZWs3QbM+R1ork9LKmMJlwokTEw59pmI9T7sRph21/4rUuWXnUYf8OXim2DrS8cwr/QXinhd8br/S8+GED7iHY4P414pdr7omUB+7e3jpXx1wQZXBt77kWmby6rN9xu/ey0X3vj1Y/qLGx+nUZ8loVR4sLWZzaR4X//EtfH7tD3lgTx+gZtV/lTuKdX9YxoqPKMD1Q3gm8n4WB34mViuBqgepVetkDYSCTNEvAev12WiQAYelEN0akznoFXsMYb1MwBIGlckapZrdnzpmvHlYpRvtxJQzkQyVvYGazCRgR0XN7s/fn6VME7SqRC/XhDXcaH3P2r8p8f19/dK4D8r7ZurhueLAblCErue+LOZDjGcNurfccgvZbJbXve51AIyNjRGJRMhkMnXrdXR0MDY2FqwTBlx/ub/s6dbJ5XKUSqWDHs/VV1/N7Oxs8DM0NASAVTYZ2t3KreuP4oNPvZgF0SlObt/Ff+w+gwnbI+6YLquaR7luyS28+Mgn+fa2k/mXlvto1ufo1OfIaKokrSM5v3E9b277Pdev/hnHRofp8Vxp+iIT3Du7nAknjYMS4EhpJUyUatLK2DANegVLGkEPt1OfZXXcO06pI11BOlmm4hrcOrwGq2rQHZ/lVYsf5Zz0BvJunKSo0mlkObtpEwmjysxEivKEKh++ffHdfGzprXx+5Y/53Ak/4oXL1pPPJsD2mQBwTPtw0Ps8LrObeKJC0Y0wZLWwrdrBfXPL2FLp4rKlD/O1qVMA6K+0U3bNoK87YLVhoaMjlUaykWfMUiIaOVdlyUlRpcecwnY1+ktt5Nw4zZ4m8qStbmK69TwZrUqnPqv0nfU5NMBCJ+WVeZPC5rFyH9urnWS0ciAiAkptrM3IMWI1UfX0qU3hEBMOMU0Je6wv9wTrpkUFHcmw3URMOMrMQbgMWK0M2C1Upc6w08iayPhB32eHG88keP+XjI54/rDW90uZ4dAO11LlzxxXPvGKw1p/3UWfqPv/0geueFb7XfojZWbhyzOu+vlHWH3rtU/3lAPGtpdey1G3fZh7XvA5suVa2d9BI6FZOFIwXGkCIG+pCYAT5w8CcP6iTfz/7J13mB1Xef8/58zMrXu3r7RatZVkdcu9YxsbbGOIIZQkGDAQMCb8CM2mNycxLTSbQOJACC0Qh2BCjGnGFduAe5WLLFnSqq92tfXurVPO749zzsxcSbYlsCkO7/Pss3vvnXJm7ux5z/u+3/f7/Y8Hjye/W+BNE5NSaFIL0RLBphmo0j23iP04YZHQKoZZCPK0AJBi2Tx7CIuCVkk91DrXOEpUVlYvIb4IMzoijfcPE9YrICancBrEUbRm1tL7W0aryBUxmMkyY0kf3LreNzNjUtR2IRHaKNsuRnTkrdyUU03dD2nS4vp6RByZx6n71D2Ma88HYb+x0/3a177GC1/4QgYGBn7TQzytls1maW9vb/kB6O6ZodQ3g8yEHDd3K6cUNnB+969Y3bmLa4ZXA9A/MMHC3DgbGv2sKuxkMLOHisrgoPBEREk26XemaeIw4E4RIvRr842VoxyVKMtf993Kr8pLNbrW72A46GRn0EWEZIffha8c+t1JJBHfGTmR/5k8hm/ueg43lFdz2bazUKFgfKrIz7euoC9fYX7fBLMyZU4savGDkqxxV20x99YWUVcZHtszCycfkOmpc82mVawxi4ABt8yqzG66vCpvPOpXFGZXmDu4h2WLhpnyc3xxyxncPL2ceZkxVvbtZt2MJm8oyiY7ap28dcUvAOj1NDK4HObMIqJJvzvFoDfKWNDGen8WIYL53hghkm3NHnoM93RTOVwzdRid+To7ax00Ih3tAgaElWc8ytFUktlOjZGgRARkhGDY72Q0zLMz6OD+xgBTQYHVmZ345n5bWT/QXNclp0bZtCvlTBvTXHeC1dkdrMlt47bKUq6ePhJPRGQFOCKKH3zruMcCoxvsTLMzLPwOntjfvc3JTh3U9i9evHaf956MVOKZskP+O3Gclx3537/Vsb574r/9Rvvlsj5rrr6YTC7gJbe+jWK2SRA8sWrYk5lVozpvwR3xe0PNXspRhoZyWJAdo9fTvfYv/9X/Y01bUu4o3pfXtU+rIGT7avequ8ZsUDaqDJOfdCuMJbVAaCfZ4rQjWlKtsZiBcTphjCLWx0l0bAXNtoTNyaa7lSRBMUviyFJZUFVD4VYVkQuZso5aLcRCt/KI2AErR4vQ78OBLDRBhwVSpZm5bOo4Hbnb8bW8FsIgsy1TVQpNnc4SxDXxg/O6v5HT3bJlC9dffz1vetOb4vf6+/tpNptMTk62bLt79276+/vjbfZGM9vXT7VNe3s7+fzBA0JeNO8h/mbZL1k1d5glhdGYxOFNvbcyXc9x/l1/zZG9O5iXGWNpdphlmeG4Ib4gAurKwTd8vrdVlhIpga+0dN+2oIN7G/NpGgalEMlp7Y+ytj6PbpNu9URIXXlsbvRxXHEjDooFpqUFYHe1RCNy+empX0R6ESoUVCs5junawk3P+zw/27mKn0wdQYjkjuoh/GDnEXzh3ufxT4+cThhKNp37Yd646jZmmQiwYf5LfCXpcisclt/Kvx75n7xvyTXUAo/vn/Rl1m+dzcnt63GE4pzeB1hT2s4Fy29lp99Fb1Yf59zb3sx4UMQTARGCe2YGuas2SMmpsc3vYSosmhSwZDxsYzAzysb6LEIkk1GeqtJAqlmFMgP5KapRhqZZdOi0co2cOfZU5DGY2cNwWGA41IxUFZVhJCixxBtltjdFVoT0OU0G3HLMSDVpnGO3M6PVjAxL1rrmbKSIYnm/RdkROpwat1YPYXuQZ7k3ws6wwKhp9YqUZE1uGxua/YQIHBSXrzvtoJ+1P3T7Q0iz/ib2+Cs/wqnX//7qyUf8WMt3VqpZGlWPq0/5Z6Yq+Vjn9jexb64/kSNyW2Jax79edhunDG6kieSO6cVcvetwFpfG6PDqfOmXZ7DsY5ex5qLLYhYmy6Ec97ya9h3liIScAlqAU/oPkraeNGFFKrUc115dE3Wa/WMSi7rCaaqWaNpSMoKp4+ZamaogiXyVq3uDMSlfJyVIoGTSj2tTvvb6UPozx9cRcJjV1xManmU7jlD/2+M0VOt1m23ShBv79Nim672KfdLz6TR60qN7cNmf38jpfuMb32DWrFn82Z/9Wfze0Ucfjed53HDDDfF7jz32GFu3buXEEzXh/4knnsjatWsZGUnSd9dddx3t7e2sWrUq3iZ9DLuNPcbB2lH5Lcz1JnhB38O0OXV+OH0kO4MSm/xe3r30Om7fuZBa6HFsbquWnBMB42GB8bANHxk76ZKs8Xh1FmNRgYrKsNXvphzlGQ1KZEQYt8v0yAqz3Sl2+l2MhW0UZYOhZi/HFDebaLFOUzmcN+s2zmx/iIsWX891Q8v1YJUgajpsetWH+K8NRwOwc0c3nz38St505+t4z6qfc/PzP8fm13yIR1/299R3apKI7285kuGwnUiJWItWorQzyYyw2J1hRWaUrKtzQFte/wG+s+tEHKIWtG63O8MsT/fGFt0mJaduBOibHFbcxm6/g23NHh5vzMYTAeUox3jYxohJF5/bdQd3VJdw5qJ1PFafQ5vTIIgc2t06s70kypoJc3Er1GSUJSvCGO18/cwqctKnJOsclt1BVoT0e5NUlUslkoRK0J5Ce09GBbY0+1jXnMNw2MG65mzGgzaGgw4yIqQSZelxZnhe8VFWZHfxhV1nsrY5h+GgE0lEJcrSVI5m/AoL9MgG3U6dfu/gosI/2dNjT0TNecsZn93v+78Lu/+cj7P2JZew6dwPM/Ra3e+8t0TfwdiNm5dzWHYHnbLJUQu3tnx2wsIhQCOaxxoFbrllDbmdLpnpJM0b5BIhAgtiUlLEdI1x/ZIE9CPTkWoK0ATG8aZ4hWNh+ijl0Fwd2cpAR61BQSQRManfxhFZ5xpmEkpIm4p2Gsb5GdUiGei0dnIMndIN8oIgJ5LaLuAXJaGJyCMPmu0aqey3CS10YGgobUrYIqJBO0fbxuTWVCKkYB2wAWAJ0/6zd4sVeznw2PZ+/RR20E43iiK+8Y1v8PrXvx7XTTqYOzo6OP/887nooou46aabuOeee3jDG97AiSeeyAknnADAWWedxapVq3jta1/LAw88wM9//nM+8pGP8Ld/+7dks3rSfctb3sKmTZt43/vex7p167j88sv53ve+x4UXXniwQwUgK3zmu+McnRvitMJjnFF6SEelStLpVPmLxfdzy+OHMB7lGA2LDAedRhNWxpGTFY1fmNci7ZNhgcGMRkSvyO7S2qsixDdP8XjYxrZ6N9ub3WxqzGJFdhc7/C5ysklFZagrj4JsUFce91UXUivrpdmmV30olijrKur6tX0d7UdpRBktznte9Amu3HOs6XuVDAVd3FhdTjXK8J9Tx/B3O8/mU7vObkkN7phu577qQibDIv3uFF9a9zx6nBkWZ0fodyf52rHfpMutMBEUWV+ZzYOV+Wys9lGQDSb8Ag9V5uGJkLGgjbcsv5lQSerKZXFmFNBp252NDmbnp5kJda+0b9jUQyVjZzccdLI7bGOr30M5ynNIdphOpxo74apyefHitbpOKyI2Bd2MBCWGDZrcQVEOcxRlg25nhrnuBGcWH6NTVlmVGWOuO8lw0ElWhHQ7VV4963Z+MbWSTqcSp7s14jri4cpctgXtrG3M4e7Kot/oeftjtsHLf3cyd09kj9d1xuv1d77x9zyS385W//CJo+CCbBiQYGa/n3/ruK8DsPb2Q3ArAqeZRKJRFk0QYUghYrIKQ2kYOUmtFJIoMXLNPqm0LiSgqbi+aZ1MpNHDsSiCl0plG7MqQel2oXQK2o4xPqa9BitGL0WMklZC13ttXdcvGsRzqFmsnDpkpyLcukYlR55IdH+VSvpoU6jqBEltyDhMX3HkmnaiZoKEjqULSdVrbb1c7JuWj0lEomRxc6B20E73+uuvZ+vWrbzxjfv+U1x22WWcc845vOIVr+DUU0+lv7+fH/zgB/HnjuPw4x//GMdxOPHEEznvvPN43etexyWXJP2MixYt4ic/+QnXXXcdhx9+OJ///Of593//d17wghcc7FABPfkD5ERAQQYUhc9YVCQnmyx0J5iXGefwBdv5+siphErS705SknUtiG7QAZ2ySUk2Oa6wkUqUZam3h34jHF+QDXIiJFIy3i9Skud1PMJIs8Qh2WEKskG/O0Wfo4EsvnKJlOSTG17Ef955AkOv+8A+4/71Wa09fT94zr/GDErW3nNy0kL1jeO+wc+mD+P7U8dwS3kFu5qd7Gh08p11x/KN474R/yNbm5ho4+6xBdw/s4DpSKftX7T4IQa8CQbMON+y/GZ63TKr23ZSdBo0Ipcf7zmcmpksXrv0dtabSfK+6iCnDG7khqlVvPeBv+SWsaXcvXs+u2vtFGQTR0SUpE5N28XJaNhOjzPDxuYsdjS7CBEs8cZ4+ZL7GAvbjNJRguCYijz6nDKOUFSMU57vjbEqv4NVmd3MdWboN2IHEZJ7G/14IqLPmcYRimqk+6T7MmUeqC1kXWMOm5qzuHZ6DTfPrOSItq2ECDqdCue0339Az9ezwV76y7ey8JufJj/n90+i8ZFDfwzALY8fwsJv6v+Bhd/at8XmD8nOu+N8QLcFHf/zD3Dyde+jq1Dj0Ksv5vk3XbQPajxnwH42qrWWRs0vvuzzZCYEbtU4NxONRk5rfVGEZtJ3RIzytYIHlloxzIgkFWx7clPCALYuax2y9JOWoThqNftGXhL92v5aESSfi1T0mKaTJNVG5DRMhGvG7lV1320StSeOUIZKO3uVkG2IUBmdXO2IM9OKwkiE4yvTwqPitDmY4xkQlE0PRxnttJ2miiPc/aXirWDDfqPblD2jNJBnnXUWSimWLVu2z2e5XI5/+Zd/YXx8nEqlwg9+8IO4Vmtt4cKF/PSnP6VarTI6OsrnPve5logZ4LTTTuO+++6j0WiwcePGGCH9m5gVl7e1uhBBTvgsdsdpKIeN9Vm8Y+4NdGcqPNYYoBJluWlmFfXIY70/iyG/l/sbA1w/s4qibLA6M0KnjKhGLp4Iua2ylMkoZxhkQgqywUmFDWxo9PPc9nU8VJuPQ0S/O0k5yrHT72IyLNBUDt35KqVZTz3RWUL+V/Vo4MX9W+dz/9b5vH3FjaxJISgPK2zj3on5dLsVut0KbU7jCYXL582eoB64/OyBQ/ncA2fw9hU36ns/uIHdRjIPICd9et1ppFD0ZmcYyE+xp1Ek7+ge2x21Tj718IuYDnS0fs3Dqzm6uJmME9BbqPL83nX8cNMacsJnljPDfG+MgmxSjpL6/GBmlNV53f6zw6Sqj8ruZF1zNmsbA1yx4Tjub8xjXbMfXzkGVOVwVHYnDopBd4xNfjcSGAo6AFiVGWOo2Us18ijKBr6SBtns0+vOcPvkorjevjq/nUNyw+Y7yrPcm6JDNvinR1tb156tdtXJl5MrNXj0ZX//+x5KbK4XsuWvdZZHOAc+ox35k2cWLZ7mSl783U9w3DUfxBMRx/zsQ8xvn6DayDBZy1EPXB56ySXccPqlrGwfbjlGNfIYCjRCOS3EkZYf9MoSt54IAESurom2AKRMtJgmnXAa2nnEvMYmjRxL+KXZllIODoijRCV0Kjmd8rWp5CBnemPzxDKAWpoP3KqhaLR1XBMh60WAaqmRijCp48pA4VWjOBWc1I2TexbTNypwG4rIETFphr0HmWlFfiyiOBLhNG0qORWlpqJueyxrSopUPVt7Xys96DTS2+1VHxcpp3yA5j71Jn/cVo9chsMCfU6ZcqSVegbdKZpKEiIYbZbolDXmZKa4a3ohsiPixOIG/n33qbyg+2F8oB55LM6O4CuXsSjLDuWRE/q/4Yy2h/GVozlaFdw0s4p5mXFOKzxGE4lTiFhbn88Rua30yCo5z4/TrB8bvIq7aov4+vrnPKlsWEaEDAclqirL7VsGOWHhtviztS9JsgSvXXo7r12qI5eRammfaDltvzzzMyz8+qfJlJo0p7Mtnz1v0WPx37pPuYNF2VHumF7MWKPI7FyZu/Ys5Lk3vIfjeifpcit0OLqtqtRZ5Y7yEl7Uu5Zrx1YjRUQQOPzP+LG8pOs+BtwpIgSVKMOxua04QlGOPEIlGfL76HcnuW7zCgYcyerMMD+fWU23O8OKzC52BF2ESErSZ2lmmLJyKUmfunJ4pD6XsbCNPmeaunIoR5LFmRHuqi1mYWaUkmzioLinPsj8zBgZuYjBzCi+cmN6vTWZESKgqgRV5XJsftOBPWTPAvtNapQr//fvnzFH3WeoK8/6xbsYmJV9iq0Tc+Qz09I0+B//iPQisrkmJ137foJIkstl2TPZxsP0E0aCkWqp5f/R2qrCTr77+DGxqlUTh2G/E4A3zb5ln+2X/8NlcduMndStPm1MTGFaV2zUq2kXVexYYmrGdE+rNZOGliT1XMsM1UL3iHGsqQhwHzUfczybZo7rwOjtIgeE1bYNFEppdLP0VXy8WrfEaZDUpE0E7NRU7OxllNSyZaDwaorAMloZZ+7Wk9y3W9cLB5sqDjMiBmMpqQcexYsGFY+dyCzyUiAruzBJE40IiBcS9loP1J71TrddNig5DQ3aCYsszYxQMU7PExGHtW3n62Mn8/DkHJ4/6zF+NHwYRwxu4eW99+KJgEqUZW5mwgi116grl6LQE/hYVIidr0QwFhbpcKqsyOyirlxyImDQnWCH383WoJtl3ogWCDBp67tqi8hJXV++ZtMqzl78yH6vYTIqMOiOMa38fVJSAIdefTEPpf7Zrzr5cl7+q//Xss2HHnw5czKTcURrbcNffvQJ792lj57JRSvvAeDlv/p/PDoym6wXUG5m8SNJT75KpAQjvk4hv/We8zim38OVETnhc2LnJm7Ys4IwlKws7GLM1G4XZUeZ742xLeigXda5q7aYxdnd5IRuSSpHOSIE5SjDeFCk251hfXM242EbR2R3khUw4FS5qzGXWU6Z+e40CzN7eKg2j2KhwXgY8nBjLiuyOzmlsJ4764vod6d4pDE31vw9tWs9deUxFrRxdG6bkU+TNJRD1sgGHrtwC2+557VPSFz/f92eyci46Okw59rTvnBQ+z1dMoGL/vOTOG7E46/8CMdd80GOWDzFlqkuihkfR0a4MiLMyPjv/mKZ6AkaNud7Y/H/9q1DS3CA1dkdrNs2wPMWaW7nhV/5LO6Ug1sTuobZIFHaSRHsA7ETtIxPQOJord+N+YVTA0ltI61WrUwca0z9mI4AUynpFqUdC8xyEmelnFREah24SJy1pU1E6NptkE+OKwOlW5YEiMCINdjUr7kG3UssyJZVHLXbFLEMVKIQZEyGaJVWlYxJ/52kktNjDT1hUtSpdHuor8kxiwolQNrrEqLV8R6g/cZ9un8sVlcuk2GBcpSnZNpKylGGunLYGXSwJreN/sw0J/dt5PDCFt614Hr+dfh5eCLAQdEu63TKGtNRjmmVpYmOaofDdo1OFj5Fg8QdD9tYlduBJyKTunQpiJBZ7jT1yKOivJigYWNTA6wqUZb53licbv3RpjXcuHl5XN+5auPhMUhpPJX2Be1sV1319zSbLsu+f0kLH/DmyW6+uf5EHt46l8vXncZ3Hzmay+5L0qULv/5pCJ786/+3R0+O/75n7WKqk3qMU7Uch/fsJCMDGpHL9zYdyb3TC5gOsuyqtXNkYQs/nziUEMExnVvpKFV5qDLAZFhggTfGaFBiQ6OfjAgZi4ocld9MPcrwQGUBQ34vRdEkRNAhG8zLjNPvTnFKfog1uW2MRVmqSlBXEgdFn1Ohrhz63GkOL2wlVJL1TV3SsKxXJ+Q3saHZT0nWWZIZYSxso2Gi6xPyW+gwTY8N5SCFYvWCHdxeWww8sVLMn0zb2+599TNy3OtOv+wJZe+eSbM9wUJCNudz9E8/THe+Sk+2Sl+xQjN0yLva8bZlGwSh5NdnfZqrT/lnfnzKl/Z7TOtwb98yyLrGAGWji/2VPacAsOiLn8eddvBmBN5Mkg5N8yMnadlUndREY9aZ2V5WK7dnwVH2dTpCtpzKwrQNQZIu3ociMRXh2VpwmDEO1owh8sBvQ9eEUzSRtkXJHlNr5lo0MXHU3egULb3BkZtKb5seYrs4UFLEx0CYKDZGcgvNWmUi5shJCDmsc023AbWk1kkUhOK+YpGK6qPW7WNO6PT7B2DP+ki3qRyKIiQjtMJMFEktkxUV8JXLfG+Mk9seY5vfQ4+sIEXEyZ0b+FV5GWe1P8RY2Ma01DJ31ShLn1M2UaxPzvGpK5f1zdl0OlUGvT3Ulcd4WECKiAwhm4IOTR8pa9xRPYSTi48xHHZwWHYHTSSrszsoyAYZEXL/1vn0SM8o6rj8aNMa2mWTjc1ZFGWD+e44N25eHqd/yxMFaEpkIWDzaz7EX932N4DuK/RDl7tnFjEVFvniA6drbeDUg1HoqsWo6ZOvex+OjHjPop+3ECLUxlJ90Y4i31Enn7GRvaIeetw5spAFnZNIEeEIxSGlUW6YXIUfOXQ6VSaCIlEkObVjPX3ONONhGxNBkZGonRDJAm+MuvLoc6f58657qUceA26Nycilx1Ecm99sFjEagNYpm1Qjl6GghzXZXdxVX8CgN8p42EZO+DxQX8Ci7AiznLImKQk6GfT2cGZhK7fX+2Kg1JrsLtY25lAQip1hdp/2jbcsvzn++5iffeh3JrT+x2b/fNQVz9ix1ciBp5V/G7OqUNmcT1sx4Pk3XURvV5aME9KdqxIoyaZyD43A5c6zn1y56BdDS8kQIkW0T1YqJ0Lme2P8orySyaDAz+5bww9vvBTHF3gzIlbcEdbJmRpqjML1reNTcYrUOhurCYsDMjAeLtKv423sbB+jek261dJGysRJ64MngWGMdlaaAxlELLQABlVtLe2AbLrbpGRtJCoDzRrlNPXvFpIsi8D2dOsPEXF92Csr/ILANTSTmlNZxeMWocJCAGx7UUvd2g7L0l+mgl6LABcBkDHHs1mFwK5+SGrq9vrgoNDLz3qn64iITtlgWmUZCdoZ9EbJiJB+dyqOHB0i5nu6HShDxJrcNjbWZ2m5PkMnGClJyakxGeVxUEgRUY2y/LqylGMKm4iQ5ERAt6N7SIfDIjkRUJJNbq0ewqrcDg7NbeOrI6dxft8tTKss2/we5ntjbGj2s8QbwVeaCi6nAkZCLQU45PcyFRZYndWsNDadDbrfduHXPhN/8XesX8TChz+DUyzQ3zPF0vwIt00uprO9ShgJ5nVMAXpiePvKueSkz1Ub/4uPLPE5KjuJg+D+rfM5YoGuGW+54H0t97I2kWdB9wRTjRwPjg8wOt1GX/sMUihWFHfT7c4wHrTRUC4zQZadTQ0Wec7AZv57+Fie072RX40v4czeR/FEoDMAyqNkRO6LQkcQ24ICfU6NTX4OKSI8YGeopc12BiUG3DLdzgx15bC92W0Q5zXmu9PxPZqOdBtRvzvJgNNkOHTZ6XfxguJjVE1ObmlmhKrSALsnk3Cr+8/6f5Pfi317wwncO7PwCVmmNr/zd8Pz3FasU61nUAq6CjUcETGvNMnG8V4cGXHz8z/Hube9mcMPQPbxtMEN+33/R5vWEKpubp85hB8NHUp1qJ1sWSAiEUevQJLetS0pe7FI6dqriBG5aUm+NKWjiMy0YCLmOKcZJfVXCxSKPI2Qjpma9op0nSaE5jNNESk0uUVqGxHotKumaSQGFykHlG3BUQIVJRSLFmUtAwUyReqRcvJKJs46TdDRaNf3wK1jIm2zCDGKRqEndD+vPaRdNESJKlJcH1fWeSd1W4u0BuIWrHS6X7dXiQT1/Cenm5huESowGRY1ihXNeISC6TAX121zwmeBO6GjKkJe0Xk3n9l+Nq/pvwNfOTRNLdDa/fWF9LnTHFUYIkLGjsNDUTaRsO73ddjld7LY8Pl2ZyrcOLOKhdk9zPfGGA3ajd6rXjb6JpVclA02NmczFebpdio0cahHHk3l8KEHX84nDzOtWKEgmvEY/PanoOkgfEn33BkuPuRH1JXH4XO2cE3hMJbkRjg6t4V7t/yQTqkjyMkozw5fO8YtToXZTrNFs3NvcwoBUihm6llyXoDfdNm2pZdtUrFjdjsXLPkVh+SGaZd1tvqaEnI46OBja64CtCLTS0oPsC3oMN+Dyw6/i35nioIBRHXLOnfUB1lc2IQvm0gUG/xeOp0qA+4Ev6wsJ8xvYZvfw4A7Qa9bphzlqUceJVmnzylza3UZR+WHaBcNJqM8G4I2emSNI3JbqRrQmzT/hV/Zc8pTUgs+tB9wzJ/sN7Nzb3sznZkaw7USV518O6/9HZxz9Q//jof//B/2ef/5N13E5uFecnmHw+fuYPNkD37o4IcOM80s8zsnmZ3T7XN/O+cGumWdh7fOZfWCHVy+7jQWZ0aY7049qSrVVRsPZ5ZT5qqxUwH4xcaliKE82YpI6qgWvGSjuhTCVpq2HptyBZI6qY0gjXO20Z5rokeUdlJhhoQrOdI10DBjUrDSqvyIuB/XniN24mmKAHPOGMAU6mg8/jhVsbL1Xkv7aB2abTGyUWRkxmLZp0jdE3tOEWqnHubArekfC/7SDleDq5RNN6f2l0HSM2zHZ6P/NH2mbSuyNejY6UbJ/Ykjd5sKl63f4YHYs97pbgu66FMBIYJBb5TRUDu5bc0eut2ZWKc1J3SqeKPfxaC3h6ryeE3/HfzvnqN43axfkRFh3H40HHRQlA1WZHYTKWEAVfoco1GWDFrezkFRVy4LMmNUVZZQSV7Y/iDXl1ezxBuJU52VKMtGv4+lmRGaSlKO8mxo9DPS1O0zy7O7GA20kMK5h9zN1fecB2hJQhy9gFBNB6ctoKO9QkeuzpVjxzEvN8Fz29axJDfCA5X5mlvYnaSIXhBYYozRsJ21jXmMulN0ymoL0nLwP/5RywS6irDs8ehj81i9YhtBJJnfPsHOmQ52b+1mqlxgc6OPPUGJOd4kWxs9FPONOIMAxCIG7bLOSFiiJGtMBPNikYKSCIiA43NDPOa3MxlpmseHavM4LL+VapTlpMIGmjixjOCSzAj31xcwmNnDZFhgvjvFYGYPPbLGRr+HomxwiDtDVQkWe3WGggydskk58jh24RaOWPC7ehL/b9gb7nwD3zjuG0/4+cOj/UihEE9RBDvumg/GqdxTr3/vATFSLfv+JYSBw9I5I0w3cvz6rE/z3Bvew8IuHZY9/6aLAAgiyXilwFH9k+Tn+YzXCnz/pC9z5k0XEiEoeXWO6dzKc9sejR1tTrhEaMa3h7fO5XlFRagEjlDctWUhJSNWkBMREbB0/i5AK239z+Qx3D86l7GhLpyKxCu3yu7ZeqkSiVRezIaUQiFHDjHnsrTUiF4idBC3ATm6hhll0Kpp1umZqC7MJGGZlscTSW+sgihFkmER1Gm0sjTgIksVqRyTkt0bcCWSoNXWPeM2pQgwTs5paGBUZMgrYuF549iE0sQWmuBC13qlb4UUNKo5zOhUtU2bC6Udc5AThkWrNaVsFytpvWE7ZrBRsJEHNOl3mVZyikRMjLEPleRT2LPe6f584lBOL2xl0BuNnWY9ytDvTeGJQIN2hGA8bNMC506FHUEns5wyfe40Z3Q/wlUTR/Oc9g2UZE3zDHt7WBe0UVcOken/rKhMXMupK5exSHMTW/7fkaCdE/KbiJTgZR33cHNlBccUNtEpa3TKGjuCTjwiJlXOiAiMs63ezfGljdSVR787xd1VDe65/OjvADD02g+y5LufQCnBkv5Rpho5RkY6GN/VwePObN5z4s9Z3+zniNwWlmRG+PboSVww62akUNQjj3Kkz1UOcxyR20pOBHgi4vF6Px9/6Bw8GeBmT8ZvZPSDlQ8QjmJx2x4iJVmcH4Vu+Hl2FeO1AtduXUEu47Oia4TDSzpF3S7rXPn40fz3yLH8ed9CVmR2IU0urUdWKZg81bpmH7OcMk2TicgJnw2N2cx2pziusJHJqMBo0M7SzG4GnBr3NwrkpE9deQx4E5RkjQGnTE5o5PRQ0MUKw461JSiw1KtRV4rhoAPcqf2iwP9QtG//mK0WPnGmBKBazXLkgm1sne7a7+eH/+ijdOTrNPwcx//8A8zUswiRZ/UP/44oEk+KmF7cN0YjdHFlRGdOZ55Wdw4z0tBlpMG2cb527DcBLSo/0SgwWi3Sk9cZrJfNuY+CbHB0bpumUTUz8Kagm1BJ5hrecF9JSqbMY3WfAXw0biId+Z65aB1v+vqnccc8MrbfMxVFpiPVeMKPkt+x2s9eFIRWL5aUI0tb5LFvtBgl55HNlNNJp3P3SpPGjpfUOAHHkk1EhkdZJNvZbYNcknVVDkRKd3lgnKMFSMUkFukoEltHNWM39VYlBRGaYUsGIrlGAUFeasdoFiSeoXp0fEWYlXFt3GmqWCyhpb0qtdhx66pFsCGNxkaBtBSWVmUpOnCv+6x3uvXQIyMCMoY1CmCuO0FB+uwMOqhbakIEUklyUqeZ60rXAFdkdjFZKLC+3s+RhS2syOwiJwJ2+Z1MZgpkRBinh+vKJUdEHUmoJDnZIFKSud5EjIZGgEfEycXHuHrqKP6q8y58JelxZrixutyo+OwBB+pt2tlWoyyRkizP7Vt3bC9VCUKH0UqRyW2dCF+gshEiF3JKYQN31QbjPuKX997N10ZP5W9n3cg2vwdpIvKTChuJlNBCBCLkTV33si3wmO00ubL9KOr5JkfM3kHe8amFHkOVHlwRcmhxO9ub3WwZ66JZzXDmqkf46jH/wTvuexWdTpWdfieeCDj3kLv5y0N029JkWODtK27kig3HMRnlaXPqesEiQrYG3RRlg8lQc0pvq3dDTgOoelzdtzkctnNPvZvn5DcSIvBUGAOmiqLJhrBEu6yzsTkrJkApCp9QKSYjt4WAYG87GIe78GufYcv573vqDf+P2VOp+DhuyLZyJ36o/xcX/vtnELmQofM+yLLvX0JXyWfPTJEoEgihePjP/4FDr76YJd1jdGWrnHnThUw1ctx59qc486YL6clVkELRjBykyDDYNs6Un2OkWuK8O87nO8d/Jz63dbgAXbkaS9pG+esBLeG5dus8VmS1wEddOabMFDFuNKArKstYWNR83iqDrypxdssHxqI8w0EHW5q9rDbnGPzXzzH0/96DO+6ZWmRSC21pw1HEAus2ZdoCZrI9sw5gIkrlaARvmBOx80aAUwMRKJyQmDQiFg8QiWC8BUHt7eDjGqeNvk2K2EbYNkUdUzmmUt1pVLVQ4EapcYvk2Ha7yAgWxHSR9nqtE0yvAGyd2/TwilD3+xJhlIcwAgj6uQmzCXDUrUd4lSTljjIEG8b7hba9ytaaTU3YqymameSa9v7O9G+FE0AoD7yo+6x3un2ZipGeE4wG7Qx6e/BEqCkBZTWW8CuKZsyH7ImIoaDDAKcKLM0Oc2N9lUYsiyCOFHPSpx55dDtViiKgrrSsXN0Iso8221mR3YmvXO6tDdJTfJSK8nBQdMgGi7Kj3FUb5IjcViajAg6RkfDz+cqeU/jzrntjQYEV2Z10iuo+11eeyeNlAqZ3lXRqqC1g+eJd/Nnsh+iUgYlgQ8YiSU74vLj7Pv59z6mc1/PrOH3rm/YbLWUI5dSq7ay567h/ch6dXo2aQSbMK0yyp1Hkf3YdxcqOYZQSzJ49yVeP+Q8AOtwaTeWybmYO7z8uoap8vNLHITmtIBUiGQvbYpTwlY8fzeP1fnLSJyt9irLBMW2bqUZZ7ptZiBQRUiiqUYZqlGEsm6ddaES5JCJUgukoR6ch6Tghv5mqcrU0owiYO28Xc5/G5+pPDndfO/m69/HLMz/zpNss7hsj5/iM14sMfudTLFsywnQzy+vvfCMLezqYXZhmm9tFX36GjJnpj+7fTtnP4kcO151+GQCn3/hubnreZbz0l2/lqpMv50W3vIOZZhZXRORcnyN6tjPSKD3hON4091YG3TGa6Ki1bPrwrWDIuFGw+q+x43lVzx04IoqBlyGSR+pz2eOX2FDuY+N4L9OmkwAluPyWz+JOO7hILTbviLguSWpity03Al13dZqtEa0FQMVpaGXaaCw9o0jk8+IaJcQSeNbZ2fSzNcvSJENawEaxc1aJD2yxVBTawsIkQFgOZpU4cgvYUqp1DJGXvLZgr0iKOG1tQV+Rm0TBsU+29VOblk5LBQpd83XqIt5JCfAL0tSEzYLDRutNfQ67ENGiEcm5g5yII3KrJLRPGlkIlFQxWOxA7FnvdPuzk8x3p9kWtDPgTbAj6KIka2xo9jPit7MsN4yvHAbcCaThTQbolFU8ETDk99HnTPOCjrV8Z/RE/mb2L3CUIid9jSQ2D8hklIn/YevKoxzm6XOnqURZ+t0y44GO3oaDTua6E/hIjsht5bsTx5OTPj3OTCwv1+3M0ONVWNcYwFcOa3Lb2Ob38PVtz+GmQVj41c8gshHSiwgbHn7NI9dboz6TgUDyiUX/y4DTZDRyY+pLgLry+NymF3BEz3Z+Vj6Mlbmd9LnTjIYl+pwyvnJY17S6sg0yQnB66RF6vTK/nljCsZ1DbKt3c++e+YRKMFEuMFXP8cZVt3Hr2CEAvOO+V7EiP0mkBK/sTfRCz7zpQrJuhvGgjXff/1dk5UACBgP+8pB7uHzdaTGQK1SSxxuzqYUefZky3W6FunJpRB6ntz1KNcriC4ehZh9F2WCBN05BNmJeZ19Jbq6s4PjC4xwxmDB4/cmeGTvx2vezc1c3h159MafO3URW+uyqd8SR78t/9f+ohx5h5FCJsgwUp5h3yCTNyKEvP0Pe8Sll6nzn+K/x3Bvew0SjQKQE59z6dqBIwW3yyJ7Z8fn68jrzMdXUbW0zzSxtJn/7vRO/ss/4rthwnM4gAR2yQU50UZABBfSzkhMhk1EOR0XcUT2EX08sZlZuhmvvO5RdKzrYNNbDnI5pJmt5ZmpZmjuKCF+A1O0qEnTE6gutoiN0ZGvBUWk92jiSVSnnJfZygClwTroGCdoxymYShca+z9ZkM7o+GnnEqj7WYq1YG+Eaon+lRBytWkBTXEPey9HY3lVb7wVd27X9uk6DuO3H/o7T6Q5ESiBR8UJBGaemlHa8yhy3xcGz1/0geU85+ua0cD7bCFpp5+nWVXxftQBEUlePiTtChcRkEEyvr0U521Q+BnEd16gFKFdAGs39FPasd7qeDJmMMvQ7M1rcPDujCRaiDGeV1mohBBFQNhGoIxSjYZH1zX5yoskCb5wQQVE0eVv/DXxux9m8beAGJJqMP0MU12IdFVGO8vQ5ZRa6E4ymGKs63CpSqBjlXFcOJeHzmq7befMj5/Fn8x7mnPb7GXAn2NScxVGFIR15Rx49ssakrLF5Zy8L//0zyGLAJ469io899CJqQZau7hkqtSxz50zQnq1z4fpX8p2V32Y8LDDk9xIqyWBmlA2Nfkan22ifXacgm9w1s4gXdKzV0bly6ZQNpIgYMP+lm/wcO/wulmaHediby492HBa3CYVmiZ1zAw7Nb2N2/xSXPPRiIlWiIBvM9SbolDWufFxLFD63bw7f3XQUXm/I54/4Hh9/6Jz4O/rqY6dwwfJb6XSqMWNXp9RKQ4VsgxvGV7KqtItqmKHXm6HbqXJ/fR4AU2GBFdmdjIbtRqe3zs6gC5xp3rPq57+z5+z/ug2PdkAkKI8XudNbQM4NOKpXL3beff9fUQ/7KbhNMhkdZkw284xU2ihlG/ihQ9YN6MtpR7pnpkgx2yTnBozVCvTkq0w28tx/zsc57poP0gwc8plOAG563uc559a30wiLLMmVqaQ9F3DXloWUoxwrMjVGwrZYd3rAnYq3qSuHW6vL+NnwoWwe6SEcziMbWt3Hy8BjtywiysJQ1B7vIxzMzG5ZiUTiiFSinmMj3HTqssWJpOqp8bFTUWQcyQaJY5O+afOxZPyWtYqklpuOyHT9M9GplVY5yDpEc06VOi+Rpl58IkuLGdgWJVvjDTPJAiPMGnYtAxCzi4UIzf6kTJ0WUxdVUsTRb0ua3d6/CNyaapX8E6lUujBavKSi670BXvE9Vji+iK8nzJgaeUroId3eFDnaC4sgOZAMzZj/VNNNbNIvkCGiolyKIkCiVYPOLD5CE73CjRBUoyydsmaUbXw6nQqzjNqORtfqtPJ5s2/je2PHc1xJC9LXcSiIgAyaPL/PKePFQKEaY1GenAjpc8v4StLvlimKgKaSVA138AvnPcLGai/1ksssZ4adQRf9zjRNJL5w2BZ0cvP0Co5ZvIV7Ni/ghcsfYWlmN+csfphTS+vokRVed8cb2bGzmzec+GNunlzGZOSy1e8GdIT7teFTyToB9bE8V3uH8v6V13L1jjX0Z6c4Nr+ZovCRKDJo9OVwmOWu2mK2N7tiTWEpFKcPbuCItq38Ynw5J83azMaZPnb43Szwxuh3pwgLuu+1ZDRvfeVQkA0KToNaNctjVc0W1TC19Gs2rWJzYwWXrzuNPcFs5mXGGQ1KPB72MxNmebzSx8rSMCtzO8nJJvdVB9kWdBIhme+NkZM+o2F7S9tRUzmcMrjxd/iUPTvNLoaeyp57w3tQqgfh6ed+QfsEUijanAbvfeAvuXnXUmZqWYRQRJEk4wUoIOuGzM6XGW8UqAce22c6Ofm699HbFjE82U6uo0zdd/nxWV/i6J9qIYPJmfw+Ih45x+el8x5Eiog1ue3cOrSEkmziEeEJiRQRFaXLQSGCqShLt1NnyO/kkcZcfrjzcLY8MofMpES4CsdEp/Hk62lpOeVAmNU5URGI2COIGHFjnJuRe45k4tRU6m9IIt3kjeRP2zO7d6Rne3aVa6OvVOo55ZzcqtJtNI5+260nDtZGsLa/N8oJncJOgbFi0FAqnZy2dMRNmICJIs8oFJnXYTZJEatMQj0ZI7bTiOGUc0tnAKxEof0scrXsn/0+Ik8kjtXsp9wE3KWEVjECYvSzrQ3rhYN2mqEnYjYqlEgWTJatS9hMQJJ7T9L+B+5w4f+A0z26OMTWoEszFCHxhVYIAthpUs2hkmzze1id3YFEUzgucMcpSJ9ylKHTyPc1lWRFZpT7MmU2NmazLLMbT4Q4qLg2HCLIGeRjRbkMNXtZkhlhNChRyAX4yFhHczQssdHP8YqOe1iXn802v4cVmWH63Snub8xnTVY34xdkg7f23sLt9YUM5Kf46+5fkRUhL+u4h4L0qUYe3R0Vdk92syQzwiOZAV51z/kcN3crSwqjXLnpSKZ3tyECCVJR3lniK/lT2T3ezv9ER7Jq2Q6WO9NMRpJuxycn9CKk5NRYkI14tDLAyuIuTutchycCRoN2erMztLt1pIh4pDrAYV3beLAxnxXZndxRXUKHU2NFdifDQQc54XNUfoiN536YLz/2XL65/kQm/EW8+/6/Ym52LgWp+4OPKWymJGuUozz3VjUALCNDpgINUjkitwUw6HN3imumDuM5pQ1IIgrSZzws8LxFj3HC7+dRe9bZA5X5PPeG91D0miwoTrC92smPT/kS591xPusnZnFU33a+fPS36cvPMGfJNNtnOtlTLvKD5/wrx/zsQ1SDDDun2+kpVrn7hZ/kzJsupCNbI4gkE40CNd9jvFFgZKYN14kII4EjFcVMk/7OaTIyJDLtLfe8SLNG7e1w33DnG3h9/93MdaaoK638VRABOZs/VdBvqEKPWLCNH2w8kmG/g62NHq589CjYlscrC7KurkuGpjaY1lEVoUnZmmhSNkVCZpGuawatLE2WxyYducaIYZL94m3M8ZRMhN4jw4xEOipNOS97qLj+KSAoJOPzKibtGpneVakdSSzlm6ohCwWEyRj3F3Fbiz+30aSt0dpeV3uvLBGH0cW154jvr0nZxueRiXoQEeCRgKdS0bRFYLtVpVmnUp5MSROBRiLez6aeg7zEq0Utx7PJEdsO1FKbTi1odO1Yp+eTaFi3KsnUguqpbD/rmGeX5YRPNcoyEpaYVlmqkcu0yvKL6nIKokGYWsqNhCUckza2ZBVAXBN1hO7N+/P2+7h25wqmoxzlKMewAV2MhW1Uoyzbgk7WNgYYDjrodKqMhu08Xp3FeJSjbGq/DgpJRI9hVlqR2c02v5uxqEC3M0OfO833Jo9jLGwjUjIWaXhjzy8pyABHaDBWNfKQIiLv+ciG5K33vZof3HUM1fECY40i33jgRNa+5JKYXUqEAlzFtu09bDr3w4yOlfivkRPYFmbJiQhfQV1pxq31tX7W5LaxvKDr3g4R5TDPrmYnXV6VMb/IQH6aOZkphsMO9vgl2kWDUwrrcUz/gGeifFsrj5Sgx9U1PICZMMdJxQ3xgsVXLiGCxdkRsjIgKwO63CqNyGNDs59jCpspyoaW6PNmkERsafZxxIJtLepIf7Lf3obr7Uih+OmpX2Taz8Xcwsd3bObOsz/Fl4/+Nm+48w3056Ypuk1eOvcBFnRPABCEkulGjnrTY05Bp3IHilM8Pt7LVSdfTk+uwkDbFO0ZTS26rGuU7kKNu1/4SfKujysj9lQL+wVmveO+V8Xc5H/ecy+dskqv49Pt1OMs086wQFm5FE2O9H2bXgHAl7Y8j8/ccA5X/vw5OI/n8WZEEkE6ICKB0xAxmjiODK1zDMU+BA4iFDFJv0pN0pByXE8UDJnPZDMlcmAcgXVMtv82ZqgKkt/xOFLpV4R2wq6JuHX/r2pBJKPQ6VKzrzBRnQxoTXmnFgv6DxI+Yhtpq4ST2Z5bBhqo5DQt37LdTsXHsWOLb4UUsUey40w0eM13JAwdpm0rCrUEoGwmjtX2HkO67UjXcXW/syDyNCezn5fYFqy9F0fp/ul0Td3e53SpYH8ZgSeyZ73TDRH0udPcWVnCusYA11VWMdTspRF5bPN7GA/bNIWjBUaZfaz+blHolOWkEUnYEnRxT30hSzrG+OCjL+OmmZX4SgOW+txpOmWNPkfTFC5wJ1iRGWXQHeP5nY9QFDoVen99Hut9zafcY1iuIiU4vrCRm8qriJSkR1Z4YfuDVKNszOe8JruDunKoK4dq5LI7bGMyKjAZFrhw8DqUVNR3tIGCFx6xlpFKW7zaA1COSY35Mn7oo0ByxQlf5XM7zmbUEKiubfZSjnJ0uDXmOzPM9iZZntvFdJTHEwGLslr/9gWdazmx/XFW5nYwErRrRylCBtwa62pzmG/AYeUox0hY4qRr38/2ZjdznSlu3KH1mA/Lb6XPqZCVPj+ZOIIfTBzNsN9p+KcdykGW6SCHrxzunVloMhEBJVnnyPwQ91QXUZAJUuSrj53yu3isAA0Oe7bZW+55LWf94l0AfP+kL3PT8z4PwKNjs+Jthuq98d/LiruZlSmTlQF3Tg2yuDTGObe+nb5ihVAJPDdkR6WT5990EWU/y/3naEGBHzznX7nq5MvZOt3FbWd9mq3lLm44/VIArnnuP3HD6Zdy3599Yr9jfHX3bcx1J7l3ywKWeGN0ykZM5+kRkRMR3bLOvfUF/MvYybz98Vfy+HAfg//6OTat78edkaZuqJ1OUFAxAtapkzAmWcYhE/VYcfe4fcW2x9hIisS5xFFSyvZFviZ/tgCOIE75toB2Uq03MU+y00rfmE5Ji1CTSoR5kXJC5lzG0UhfxY4qjvAsLWW0n2s043PqqiWqt8Qe9rostaRdoNiI18r3WQBUrGOr0BFuqFrvmzm342un6DQTRx9ldB1WBgrHT9LStkc4zCULl8gV+AWNTvYLWhQhzOi6sEUvx6e0i4n095RUE7TTdvT9teNNE448lT3rne54WMRXLi/puJejc0OcVNjAAm+ck4uP4YmAEMlw0IGvHB5rDHD19JHcXFnOXbVF3FOfzy+qy7m/vpANzdmMhkWT5tzK+wau4ZKVVxtAlW9oIusJKMmpMhnlqUYuUih6nBkKMsATAQu8cWY5ZW6eWcm0ysZRYE74nNW+lrtqi2MpwfsrC2LR+3KUoWzINkrSZ7Yzw0J3ghvKq3msMYeuRRO4s2pcdOrPeUvfLxjZ1LPPP74SSjPB1KUGZZlmuosGruWqyaN5uDmLTY3Z9DvTdLkVdod5fOWyrdnD1kZPvAhYX5/DtmYPo0GJybBAjzPD0sxutgUdlCOHgtNkNMpSjbKsyOxifX0Oec/n59tX4omI5d0jrMjvYkuzj3vq83nL8pvZ0yiSlQHbm93s9jsA6M1W2FLtZo/fxvzcOJuasxhwyqxrzuG/9pzA9buW86ORw+PrO5AaJGiHaeuEv6lV/Awv/eVbf6tj/La26qq/P+h9Pv3I2Xz38WO45KEXx+9dcPfrOO+O89nTKO5XTu+UgU3x37Uww1sNK9oHV/+UDqfG5Ud/h+5MlaLToDNT5bCuHcwvaRT7zokOGoHLrkr7Pse1rFM2orUO39qVjx/Nr4cWx6/v2rIQgG7ZZCwqGO3kDKESNJXkgcZc7qjP510b/4pLbn8x3//FCTy+dh7syJPZ4+BOO4hAt5WIEMKcnjRloCkXlavfi9mLIhMBNgVOUyB9zZds08DSRL42EhOmrms5gtNmI6b9RpF7pTktBaEVlVciqcVGnu5xjTKm9mvfd5NtZVM7mqBo3rfC8iTOXabqq/Z963CdukpaftzkXkjzeZgVydhJFijSNz/NVGSeQmu3EHkYxx+3D6UcfHoREWV032wMchKGVCMw9+QJvJgWedDRbZATuo/XLkxsHVmZa7Hfidjre0tHu6lzRa4gyEkdMXsiFqA4EHvW13QXeXuI0OxQAJ2ywQa/nUF3jBXZXbrPU0QaJZzdboA/PkN+N1uafazK7qDHqQDEkn2+0qxJ9SjDIbndXDlxLK/svoNq5FFRGdMmNGWcumAy1BzHOeHHtJO+cnhe2yNsDbo1AEkJPFO0WZodZixso648TimtpygbzDLo65wIKJrjVpXLZJTnhe0P0lQO85eNM+BNMN+ZYUvQrh+YisvCb/0jhAKnPSCsuZomrimRnU3edvgv2LH9S0CeWZlpPrPxbN635BoqKsOyzLBJuUdsb3axLDdMyamxvdnDstwufOXSJ8r0ODNIEXFPfZChei9zsxOc2raOO6qH8LLSw3xt4jj+Yc0Pecs9r+XGsaW86dHzaAYO1UC3aF19yj8DsLAwjidCxnztfCMlOKJtK78MDmEwt4c9fonjCxsZjQrUI48HR+cwp1SO9z9QO+LHH0GIAjkveOqNn8R+fdanf6v9nw575KV/f1Dbn3vbm5n2lzFSOYreQoVzbn07Pz7lS/R4FWRGtbRxga6Z7qq1E0b98XuXH/0dLrj7dfFryzD25aO/zUfXvpTxRpHvHP81QNM59ndrrdmMfPL7/Re/fgsrOqb4p0fPYHl2JznpsyZbYTzMMbR9DhLwhEs5LBDJBgNOmYZyuL0+yFW7jmB4usTMeAEaEqcmcRvaSVpTUuGVRTKhO9apipjwIXJtWlOnjZXUYWBLC89+okJb/405hY3jU25CJNECTEpP7um0Zpgcy24X969CHJFHlqA/5XCsA3Qa2ik5NTNOO74oATvFqOMQTcmpEgSuMqLzUdY4eEfzHsdjtVq2gY3+9YdBzqZvk3NZZ+XWUuO3Ds+MOXL0uWM8miDRAzaoYa1pm6gJKYH2Xkqft2XxkMoyhCYa1i1CKv5+lLSLI5sf1j/SOHLrbO2x4vSySMatpG7NEmFSkz4Qe9Y73YLwcWWVHUEn7bKOI2vUIw9pkJQlWddMUmZpKU299djsCEXZoFPWKEc5tvrdZISmeVzmjdBEMtfV4vbbM9080phrlG882mU97hcNEVRUhqmwGGv62r5YHa3u4DG/hw2NflbltuOJkE5ZZW19HofntlKSNXLSZyjQBP9FETAZZfCVgydC+p0ZdgTtREhWZIYZCdsoS5eSrCM7m4TTHoX2OtXRImHDgUCApxi64D0M/sc/8t9bj+a0FY8x5PcSKcmpsx/nipETeGnvfZQcrbiyqTGLXq9MTvo4KJbndhIqSaes4oiIO6pL2NXsIFKCNke3C5WjPPeWF7A4u5tf79GRSl42UUqwtHOUkVqJQDmMVDThwFcfO4XPH3Erb73nPLLSZ05mimqU4bFqP32ZGXqcGTqdaqzichrw1c0fPCgWqUO+9zFQgvl9NToyNboytafvQfsDtm9vOAGHiMfqcxgsuIRIzpk1SkE2uL2s+6tX5Hfy18tuA+Dv1v45/7Dmh/zTo2fQ6fXQnanwWHk2591xPs/rWscbl/2Kxfk9vPeBv+Szh1/J21fcyKWPnslFK6/jY2uuMr212p5KCs/alY8fzcLCEpbkRlhXm8ML2h6havrM68pDUqNqZuWSrLPR7+LqiaO4cctSaiMFjSCOwK1pL2QpD50G+G0qdrCRbWcRNjJNabGa2VDvK3SaOSPiHdK0iVYdKI1yBpL+VjsppyZwIE5Np51O3B9LypHuFQ3bGmra4dr2mzR7lU0Dy6Z2mjbd7TS184pJHtIp8ZAW9R+l9Lbp40ZZfa2kolIrOq8crehjI8kwq5ChZt+KMnqxIyKBV1Za3MAcM44604sRiFuIdNpbxNJ9duFheZXDLHHafR+Amj1H/HnKMaa+RyVsxK7ibYTUY7SO1d7XmDfaLIRsu9DB2rM+vaxTuiH3VBfR7VSpKI8tzV6GgxLTUY5tQTchksmwEDtKiWIykhRFMwZmHJvbyqrsLq2gE3QRKRnTwL2g7SFunVzGlmYfmxuzqETZmJpwNCxxX3WQkqMn+EqUpSRr1JVLNXIZjzL0OWXW5LZxb22QapRlyO/llMJ6biivJkJyzdRhLDZavV4q9zEalhgKuvBx6HemqSiPjG3yR/G+o36O0+5THS2CG3Hkkq16R/PfNfS6D/Dy+fez3tcShscUNrEgO8bOmQ6uGD4egEF3gqlQyxlubvSxqdlHqCTDQSflKM/G5my63ApL87s5qm0Lg7k93DmzmO+NHMu3jvs6w34ngfmP6s9O4TgRu6vtXHvaF5idK1OuZXn+TRdxz8ygvvfm+sphjosP/RGXHfnfHF/aSLczw2uX3t7y3T7VhL70yo+x+LtJXfDxv/ooj7/yI+RdX2ulZiocd80HOf7nHzjo5+qPyea6E1SiLMtzu5ibnSBSgqlQ60kfVtS9tFubSZ02QnDhfa+krlxOaV9Pl1vl6M6tTDfzsVzjB1f/lM8efmW8z0Urr4v/fiIx9/3ZrUNLWLdtgD53miOKWyk5dU5o20jBPKMhgtmOFqzYFrTzpd3P5zV3nc/f3PJ6fnrnEdR3tOlItSFwKjKJFE161qaKLfgmzCkiVyWgJWwakhRYKZlIdbo0kXWLnWS6/cVaKtqJ3FStFVrSmrFjDE1rS/p46Zoqyf5xFJhmrHJTaVyzX9php0FOaXCUjXTj85j93arSgK66HnuY05J+cWrbpq+dJK0d5rTcH+beBW1KR8iuMiL0Svc8N4jl99L3JG3KEabOm3rTXkOQoqLcC1WcZqlqOW6q9u5Wzf02yZYYCGYdst3F6hRbx5y+nylWrbh2Hur2rBYlpqewZ32kmxeKBoo53qThF5b0uuVYjq9Ig5JsUhRN6sqlEuXIyIgm0tRnHXYEXQy4ZRqRoNuZYV1jDo6I6HPK5ITPZJTnlb138G+7nsuxnVt06ll5bPO7WZwZocOpMeDq6M8TATExuPnifOXSVA6z3SmGmr0szmgFopd13MOPp4/AkyGRErSLBnXV+u2OBW30uDr17IlQKxTV+zkqv5nn5DcalREFjmL9nlnMXTjGr8/6NG+95zwuP/o7REpSjbJg2JyOyG3lmtyhXH3KP/PWe87jTb23aDYo04nuiZBNzVn0uWXWZHcx5OsMwrrmHDY3+qiGGT5/xPc4+TqNll5f72fPjGbjun73SpoNj7yrZ8TD2rbzK7UoBtA894b3cObsaQpOg0bc+U6seHQg9tZ7zmM6yLJxqhdoo1Ss77PN5rFulvSO0evNMDmTP+Bj/7HZpx85m0dmBpiVPYyRRonDS9uIlGRXvYNttS4OK+1guNnOex/4Syb9Li556MUsyo7ysTWti5uXo5V+putZds4cxkcO/c3Gc9K17+ewnp3MzkxzcttjdMoaC90mndKlT1ZZ4VUYDSW+kmwJChSFz3BYZF1jgBvHV3DXpoWoqQyiKXBSjtFpCGRTR0dh3ngQKQgKSjvMgBiYZIFQOirTM6v0Icq0hkrpSNA6a2EiXIDIUTHhftpxpdOScS1TJJ+L9MRvWIzSka59HVnmKieZ7O2x0kha+28S14FVQlZho+YwC9Kk0C07lQyUSaUK7TQxKV1bW06BuFqc416LDHtNAELqxY7ja2IRnTwUSftPOpq116BAYCJMA/wS1rmZmm96e+sswxQncpxJSKd4BRrlrZIFVeIozfGwCy4Rp5ljhiwz3jg4ti1QaTWlyC68VEvL0lPZs97pjoQZ8kjKUY51zX4KsoEnAibDgiGzmI7bbmybUEn6TEYZIhQloXmA68pBCkVGRZqYwZ2krhxCJAXZ4B83v5Sd0+0M5Kdoc+qUnBr97hSOiHQtVvr6b0OQUY08pqMcUepJjJCckNeAFU9ETEZZDits5cHqAoaCHrqdGXL4ZIi4vrKCE4sbGMw0TKo5wlGCxd44t1UOoSh0j/Hyubt5fLiPx1/5kZb7ckhBcyC3OXVOym9myO80Ig0BF8y9GYBf7xrk8qO/w7/c9ddESrCkMEoj8uhyK4wGJbYF7fQ4FX5dXcpPdh/Ka+feTjnUQK95bZMAdDg1arUMZ950IUWvgXRC9tSKPPeG9/DOwTFcN2lwe+fgDTxUm0dBaqnFf3r0DN658vqD+r4fnZrNYNs4c9umKGUaFNx9+dka9Qzbpzr4FUvIZgLCSLL4u59g07m/HbDqD8UuvO+V9HgVPnLoNVxw9+vYXOnh+yd9GYCPrn0pecfnsDaNX2hzGmRlwGePufJJj3nLGZ9l8F8+hyqEv7HYw5sHb2FJZoR+w48dItgdZijJkIqK6JQu9mk4ZXAj77jvVVy/ZTmV4SLujIMTmnYUy/NL4qwiT8WpVxEJneJsGFpBS8UILWlde6ygYJRpUAl9o4lyLNlCmFc4DX1c6/BCTyGMkIGIgFQkZtHINkVpHUzcipR2tHulVy2Rxf76eWMayZQDgcQZ2VqtDMGpJYII1vG5dWVE2W20rXCaGtUbehDmTN+pIejYH6jIjsN0/ekaeAOEA15FaNGFGM2t4n0xdIq6jkzstBXEfNGChMc4dspmwWER0tZZWkunwdP18fh7V0nqO66/2/3ibZPabHzbTXYjRo2n761J1zuWUvMgcsbPeqc7HhbIhBn2+CVOKaynrjyKssG6xgBRIOnPTzEd5SjKBhnhmxqSXtbEwCZvNG4h2hZ2IokYNajonPAZDjt4+Zz7GOrqZTLQPbuh0s7YQREpGUsHhkpSjTwK0keKiG1+D5NhgaJs0O3MGFJ/j5CQsbCNBe44NzRXMZZto9+ZYjIsUI7yHJ7fiq8cOmUNRyjDAhVQVxI/cqgrlyG/lyM6t+/X8UwFBV59+wW8atYo1cilx6ngK4cmksXuOFdtPJzT564AYFetnZ+e+kU+/cjZNCKP/9l5FNedfhmXrzuNX04upRp4XHvaF7jy8aPpz07yd2v/nCM7Gvzd2j+n260zt3eSPdUCW2pdBE2X3nyFE7s38UB1AbNLM/GYfjG9gg63xi0Ty8g7PlN+jnc+xferlWQ0aOfsm99J1c8/qZ4rwKZXfeiAnp0/Jnv9nW/kW8d9HYDLjvzv+H0rQmGt151hQzCLPUEbH1tz1UGfR2ZCNr/mye9fWlP3m+tP5Dn5IcqRR1H2UYmyZN0qDlBVmlTm7obD/4wfy5913c+lQ2cxtKuHzQvhRzcfgwwEno0kQx1NKZmOUsxJ04wOSiADgWzotHAo9EwqlCHDN/VcqQTKUQmpRN7MuDaNbM6rHZRInJBKHJ8MhaEy1ClVDaAShDmFUxctKOYWMFZa5UeYc1jHbJWIcsk+abaodF04HY3b33F0V0hqo9bhOk1DW2hqnUqIxFGZ1HGQT6JTEXsgc06Rcu5WgciwUMlq8llL7yupa1BoQFOqvgza+afvU5z6N4uf+PoMgCvtjK1ZZxpnGOyYzeMRA8okMeWlgDjzGPfdqtZ9ra5veqFn0/hhRpjWKw7YnvVOt9up0ubUmfTzMZ3jcNhOp1OlHOr+0WqUZTLSjk870jHDMBWxtjGPkqzjiIhuw9s615tgY3M2J+Q3aS3NAHqy21md3c5kVOD7e46lv3uKomwwFrbhK03yDlkers7lOaX1hGieYd2DW2R1dodJD2fwTa5iNNDjfEX33Vw9cRSDmVHKUZ5+d5K64Yq2Kjqe0M9FhogF2TGkiCg5NU5oe5zpIEmhXrNplQZ0Ob2c3rWOOytLeH7pYYqiqfcRPhv8Xl665AFeavaxTnu2O8XWZi9De7oBuGViGd898d/4i1+/BdDkIA/W5rOx0scVJ3yVjz90Du9ceT1f3XAx8zqmWDawiasfPoyHd8xhvF5geLydWV1lll75Mfo6ZhgeP5T3HXktoZL8anQxx/RsfcLv9Ygff4RD+3axtdzNWb94F7vLJRZ1+Tgi97Q+P38sZh3uU9k7V17/lAuZJ7Khv33PU25z3eYVrCnN13VaKfiLNpeGknjCp6ImyYmAqchhMspy9dRRXLNlpVbICgTXqMMRkXaWyy+5DEyHUUxhaKMstxXpqokdTL+nATgpw41sWaLSijXWwUQZZWqTqmXyFsK+Fi29qnF90U8mfyWVIYvQBBmRqxIZP9Pva9Vs0u01cdrW1h1TNUTpJ5FoOm2dBhLZ49pFQuQZ0JJDEmmmIlwZqNiZBFndPpOuAVvSiLitx02cS5r0w6asLXjMskzZhUccnaZZplLp8BjIFSaLHXs/YspMl1j0wGYQLCI8cg2S2kTONlLeJ+2d+lvfO5E49nQ0bBy1XlyJlkxC7LzT0b7ZRzkiQYBHArFvFesJ7VnvdHcFHaxgmld067qgTdNKIvrdSXzlsino4Nj8JhwUY1GRkbDNsB4F9LtTDLhTDPndOEZ/FmBJZjfVyCMSgqbh+/VxcFC8c/b1fGjoZXx+0fc1u5QzzTZf97hmZWAcsKYznO+NscTTNdyxsJ0+p0ynSWcXZYPRoJ2cbHJ6x6N8d88JnN93C0DKSWqHOxVpMe1y5OErl2qUZUOjH185HFrczrc3nMD2ZjeH5yVLvFHme2OUhM9phccpRx5NJBkifOQ+mrMrS8MAPFBZwJZqN3O6prng7tdRMvWkapDh+J9/gGP75tLmNHhwZA4AD5a1mJ4jFFU/w/rpWShfsmBgD9tGuwgaLlO1HF2lKifO2syPy4fyr+tPZWXvbjoydT5/xPf2+52+6JZ3cPTsabIy4JYzPgvo/s6rTr6cJd/dP6HC/1X79oYT9gGgPVN23eYVrPKm6JQ1ZjsSD4eIiNFIMRy2ce30Gh6Z7mfzRA9TE0WYcRGBwAkAJeJWF+Uq/JJqDV4diOIoy3pckFESNTrN5P2goBJcTaRrjDatitCKNgni2My8MuHmJUUhGKcOQ3Brepx+0ZxK6rS2W7avzX5BMj7L0JSmGASS6MlEYbYmGmWS92zNVvr6c0jqinH0a5yT5SNOao1JS899X74IgGPecGmrKIJKZQus07TtPgY4FUflqd5l2Uzq42nAWEsmwIzRShBa/mkRqaTmbSNjYZDl6Tqtha/YCFsk55PNZN8Y0GZR5Onars0epNt60pGsdeD2I7PwSSOcsdG2XSCYYzrNJDrfyy8/qQmlDpKt+Y/Epqen6ejo4Kv3HsXCzgr9zgzbgs5YkMCS+DdjcgyXomwkyj6mN3csLDLXnaZuenOliJgMC+SkTznKMd+dZDLKxanehxsDHJbdQVaEfGb4Bby+71eAbnMYC4s80pjLgDcBQI8zw4BTZjzKcX35UI4pbmI0aGdVdgeRkoxF+j/77spiDi9sZajZy0RQ5MTi46b/txi3LYUIrps6lJd23stY2MZw0AFAI/KY7em09IrsTtMr3KQcZciJgJL0CZXAR7K2MTeeoNMpwnNufTtDE1089JJLOPe2N/PYeB+z22ZohC7DUyWq0zm8vI+KJNmcT2Uyj3AiZs+aYn5pktFaWwymmhkrcP5xv+TqbWsoZRtknYCc4xMpyaaJbirl3BOmL7+5/kRunlzxlOnj/8v2lntey5eP/jYAr779Aq444avPyHkuffRMBrwJ+t0pbplZQVb6HF/YyFxnBgnUjUe4tXYIX914MmN7SlB2iTmAbbo4FEm0ArGDU0I7X+mL+G9LtSgsmMUcw2mIRObO0SAnvyvCm5Sx1JzttVWOSniHU5OvBtrY9LJocR5xVGoiaUTinKMMeNPaqVuLFwoptKsVQUAkaj82vStUIjVn9XItmlkjgM2u5trtdcbtRKn74TRU3OPqVvU4w5zggS9dCMBRF1zKvV+9iGPeeGnSu2vIMyJPEJiUdpjVyGTZ1O05+7BpRRhheDTjlWNSzD4JICpSBEWR3EcTWbt1029rWoNi4BK6BrxP25S5p7H4gdALiZaoNYXqjhcUKYvbfcyiogUMlQLNQQqkZc4bmzmH5bMWodLpZQVhs849V36Eqakp2tvbeTJ71ke6qzO7+N7kKbyo8wGjkaujVZ9EuH2uO6nJJqIs42EbBdFgR9DJaNBOjztDQYRs9HsYDdrxREBdZVid3c5Qs49OWSVSEl+5FITmRC4ZtZuTOzbwuW0v4ML51+KJiHZZpyTr7PY7OTy/haJosrY5h05Z5cTiBjqdKmNBG7+sLKcgG/S5ZSpRhg63yg6/i353iutHV/LC0oMUpE+fU2ZTcxarsruYjHK8uvs2eszCoceZwRMBP5s+nIdnBuj0qvS50/S7U9SVQ6dsxPdiQ9DDLeUVVIIsrwVecuvbKPtaG7XZdMlmtMMFYn1UgMX/9Ul6u8rM65yKxcUBVv7v3zOrfYbdUyU6snVNXB8J5nVOsbGW4epta5icLjAl82SzPlEkaTZcHDfC8fZlDv+LX7+F75/0ZTY3Zv2fcbgrfvAPrHv53x3Qtj/ddCgvWvwQQOxwAX61dilPp/rDhx58OZ887Af8xa/fwpv6d7DUm4hX+AXZ5HPbzqYnW2FXtZ2Nw30EdRcaEtGUGnnaEEm6Uqo4JWyjlMhVLZNlmthCBKJFhi5prUlSgkFR6bqscZ5BMckhaopBc7BUDU9ZhKpJUfNEDo5kIo+RtHVBZjo5XjzxmyC6RWHIRkcNwwHsJlGszqMSi9XIBnEdM0YwG6cvzXVbeT/r2G0qOwZgSR2JNdsEzY7UPU2JJkjblxoJQkBlEvIMHekqhBWEt87NLnaUbRsSJr2e9A3HCwoncbgoYvGGUAlzb1Wr7GEK2R3kUt+RsGNP2KsiVwOf9tH7FXu9tun7KPV56v0WUBXJAiddY08fT/dhC4RQOKG+RtlUred8CnvWR7o3rp1HUCzySH0epxTWM62y5AxgCiAnQkKEFlY2IKaC9Ll+ZhV7/DamgzxndD5Mp6zSVA5f3nka5w/cikfIfbVBFmb20O3MUJQNXaONdK9sQTb4dXUp66v9HN02xAn5zXgi4qczq1mT20afiaTvqg2yJDOCJwK2+T0MeBPUIw8fhx1+NxkR0O3M8Hijn9neFA4RBdmg06nSLhpsDbrodKpkCLWcmYioKye+vi/sPoOB3CQvab+P22tLmAiKvLD0IMcu3MIPNh7Jy5fcB8DJ172PWYUyI9VSTMl36vXvZaqWY3o6/5TgmbSlo+RFV3yS9lKNaj2D54U0mw4dbXWCUNLwXerVDMqXyEzI0rkjXHvaF1qitbNvfie9uRm2zXRRyjQOqgf0mbazb34n1zz3n36rY3zukRdQjTLcPr7ogIk+Ln30TCaC4pMCoRZ+89Pga+YxOnyGzvvgbzVOO1arUfzTTYfSKatcOXEsP3jgKD3p+HrGEqHQkm++0GlaoWKhAEvwYCc5DfpRcQoxHalYgooWZGiUTMwi1ECoMKvRyyqjEscgtFOUzcRZWwejHBU70hZiiXQfKMn7YBxy/J6e/L1yiqnKXNMjn7qQ1e/XC9C00wzykBvT0WeQF4Q5WhxCurXIm9G9n2EuFXVZxxMkaV47PulDZloZvmFdr3WsPKCJ4sMc5HdrVidNWalipqswK2i2p7IFIjlfSwpXJU5QKB2Vhhm9UNELgUSYPsyK+FjSJ26pkb6KnWsK9xbfJ7euYk7k+BlJOcwEMKY/dBqt33lS4099f3axlOqTtt99GjAXA9Bsijn1zNkFmkV/2/tj2bSixp8i3dgcFL3ODH52mAcbc+lxZ4iMxmbOaMh6QtcyN/h99DtTREpQjTLMyUzx/PaHyQlf10lVluf3rtOIZCTHFDZxby0hvoiUjOkax8IiA94E3aUZvr/7GJbOH2YyLHBCfiM3V1awMreDomww39OgJwueyhBSJkc5zLMkszuuBUsRsdPv5Kj8ECVZ547qISzNDrPT78JXLp1OhcmgYGrCTTwB5chhZXFXTDgx3xujx5nh2IVbALht5hBebu7TTCPDtm2DbHnj++N7d8sZn2XZ9y85KIcLxApCAJtf/SEOvfpi/LrLyQs38eCeAfaMliCQ4AvwFCITsmbBTg7t2AnAzqpemr/7/r/i+O4G/7Dmhy3o3D8U+20c7uvvfCNlP8us3CyObhvijL5Hn3Ify/qUJqJ4QmvIltrnwdi9WxbQ7fh4wKZAt9ZNhkUKssQHHngF/3j4//COu1+JiiTBdCaJHAPDSxzZSVnE76fRp8rRAxIG+ZtmiLLpZ+UofZwQ3YpjJlWbklZSM01FWXtyIAKnJnX7EOBNyyTKRKed7f2Ika429ZmS5Qszap90pUY528hc4FZJIYBbIzIENDqVQTcTO4Uwpy/C1lStxWlo47z9kojbotJtRTpbQAxyiiPqQJP4NzswBP5JndY6Uqdu9qsnxwqtY/cEQcGoAVntEBNpx1F2Ksq1v7XYgGktCnV62jFOSZhau8Ck0+uJw2yxVNSM0CCvWF0pZnvaCwVt+okhcZixw00t5jDfTzo6T0eu6axK+vsTirj9K14kQnxd0mADQs+C957g2p7AnvWR7vfvX0a+5HHd1Gr+susuhvze2En2yAodskFDOYyEbbTLeqxPO+T3xhFsXXn0OzOsWbCdrz52Cuvr/SzLaXCRJwIddco6nbJm+JkjJo04QUnWqUZZPrftBbxn/s8pyAbDQQflKM9cd4Kc8GM+54rSxaZypNHGfc40O4Iu6pGnBRTCArPcciw1+LOJw8lKn0m/wLLibtqcOjnhs7XZw+ltj9JUDv8zfgxTfp6zex4iJ3y6nRnOXvzIPvfr8B99lAde/LEnvaeH/PfH9+n3PRA7+qcfZnn3CL96cBl98ycYHe7QebKGA5kI4UZ0dc2wtHsP3zvxKwd9/D8EO/OmC1tS7Hvb5x55AZtqfRTdBpsrPSxrG6HDrTIVFJiXGeetK37xhPt+6uEX8cHVP+X0G98dq/48lS388mcRbQG5QvOA0tQbt82hrFxKJkT4fvlwJvwiP9y0hno1Q+Q72rlGAkITQbvGeRrnmpmQhFnVQgzfgoB17GeqxTnHAJUwRckoMQQLiWMWoXaIYUHXEjEpamlquspVZPdI3TdqVW08ezxNTWhJGpQlEza13nRkFGYTpxu5ts1IJduaNhmbVo1rkiJhbgqKKkE+o8eQHxUJKhlanIWNFu22+6WpTkW3dqFjnawIoLLAZO9G9Dj9InHrUnZK75OdjpC+dtJKJiniZgdkJ0w9OJUuT6OS4xRsCqwlfYVy9T4yVAkRiWiNZi0qep8WIpn625qw35lJTxt93ZgcxLFhpv7MaaQWPHboQRKdmq+5xVrSzYrUwsy8nTwe8TiF6c91GrrtSkfjunQR+A3u++6HDyjSPQj/DGEY8tGPfpRFixaRz+dZsmQJH/vYx0j7baUUF198MXPmzCGfz3PGGWewYcOGluOMj4/zmte8hvb2djo7Ozn//POZmZlp2ebBBx/klFNOIZfLMX/+fD7zmX11NQ/UCrLBdJBHiohBbw8AGxqawL1hSC8eawxQVx515TAd5SjIRszHnLZOp8qy3DBTYQFHRJSjPOUoz5Dfyy+qy2OHmDFPrm7rCfh/827i33efquUCZYO7Zhbx7dGTuGL8BHYEnQyHHXgiZKjZp++1kjGd5AJvnKpR7FnXmMNkWGQyLOKbJ2rd5CyuGV7FY9V+bppYwWMzs7l0+1n83YaX8NjkbIYr7fzXjuN49dI7Y4e7tzrOUzlc4DdyuKAFyB/YPQAK9oyVWLl4J6LqghuZXkDF5FQxBrf9MVot8Fpev+TWt3Hhfa/krF+8i7/49VuoRhmmgywbyn2sLu3ik4f9gPevuoZPHvaDJ3S4n37kbEBTLgIH7HABBpfuZui8D9LVVn3CbX666VBu3LycL617Hv+851QuGz6T/5o6mvMefR2X33Ua/3XbCVRHikQVD+oSUXEhhfRF6RSuVe0Js0rTLGYUylM69ZvT0WiYNe+baFNJFffN6n7WRNdWqGTCttuB/sxv1447OyYpbHfI7pHkRwVeReBWRbxtUFBxVK2PJ5CNJD1r1YJsO45KKfHIlGaurT+nHS6KFto/aWq/llDCRuj2fbciyEwLvGml6QitCk8qZRurCcX9n5hFDjHvsF3MOLUUIYNodVjetEZXK2nulWsdpCIoamdb65M0O3VaWKeBlaF+FHHEKVSSaYjrwDbaNhKHFswkfS2tZ2vgKA02isFm5r6GWZGwQzngNvSXFaXyrfYZiPuHoSU6jf+OU8Qi0R42P/pA6P5Z0yoVL5bM9aQBVDEC2dnrvdR+sbCFFEmfs9BtSKDPdaB2UJHuJz/5SS699FK+9a1vsXr1au6++27e8IY38IlPfIJ3vOMdAHz605/mU5/6FN/61rdYtGgRH/3oR1m7di2PPPIIuZyujr/whS9k165dfOUrX8H3fd7whjdw7LHHcsUVVwA6Sl22bBlnnHEGH/zgB1m7di1vfOMb+cIXvsCb3/zmAxqrjXRfet1fc+a8zUihWJYZxhMBN8+s5Cc7V/P6hbfT704y152kojIMNXvpcWfY4XfTboQGJBoAVVEZtjV7AOj3pqhEWfqcacbDNga9PUxGBW6YXsXZHQ8CWqavaCgiH27MZSbMkZU+e/wSvV6ZRytzaHfrjDeLzMlNsSy3iyWZEYaDTjqdCpVI157bZZ0dQRe/NsT083PjDNV76XKr+Mrhlt2HMF4pUJ3O4WYDSm01Jiba6OysUMj4fxBKONYG/+MfkZmQjlKV8R2dABy+cgsFt8m0n6PgNmPmpD8GW/4/l/DYKy4G4OMPncOIX8ITIbMy00z4RWbCLP981BWcf9df87Vjv/l7GePzb7qI5e0jnN7xKCGCU3I72B16PNwc4MaJlSwr7ubqHWvYua0HUXVQmSiOQpE6ihW+QHlKkz4UojhCE02h67fSoFGd1FQSh6fmtSUYwKRyfZHUZ21N1DII2e0iWkIU25/rzYj4FI3eqCVVm5mS+KVIS/HVU2hnewxby3WTQ8c137TFtUPVgkZ26okzsBGvW9eOI8gTCwMkCkYG/Ru2IotV2mHu5TjT9V0ZalCRUMQCAl5Zf9bsIK65Og39Ojuu96nNUoQZjezOTOuab5jV4CO/qJ2rDPR+2QlFUNDp4jAHbkVHrZYeUaiUko/JONi0rdPYC0UsTNo5tIpAVt1HO3m3qrfXYzOat+k0urCLD1OaiCz9JrFaU+SKuA84vSBTTgolbr4fK2KQPl5Latrcb5USeEjXre3n9m8ZpMhUciJe0Fz/LxfQ0dFxQJHuQTndc845h9mzZ/O1r30tfu8Vr3gF+Xye73znOyilGBgY4N3vfjfveY9upJ+ammL27Nl885vf5Nxzz+XRRx9l1apV3HXXXRxzzDEAXHPNNbzoRS9i+/btDAwM8K//+q98+MMfZnh4mExGp1w/8IEPcNVVV7Fu3boDGqt1uh+87QUc17eL/x07mgv7r2M8LPDrylIeKg/QmakxE2R4ee+9GpUcZcjJJpsas1mT20ZTOTzSmEukJB1OlZJTY3NjFodkd+Mrh5z0CZXEV45W5EEx4E6REyF31Rcw6I3ycGMeg94o99UGWZnbwQ/HjmJ2dprJoECnW0UKxYLsGKuz22PCi7GwjZxs0iMrNHFY1xhgR7OL0WaJkltnS7WbZujQkanzi0eWQ1PiddaRUuF5IUt7Rrnq5MsP9Gs9YEsDnH4TO+na9zM61UZzxvRsNCTPO+oRZmen+dnWVXTk63Hf7R+Dvf7ONzLWKHJC12aGm+30eJrVa0F2jLcsv/mAjmFrpM+U3bh5OX1OhbpyuLmygnunF3D70CDhjAdepGuoFQdEgi6WgXaIYTGK34+yClkXsbaqra8qCcpTLW0YMXgq0tJ4FkQV98PaqCOAWJvW1nkNuUXk6ZnPpombnREiFHhlzamcHdd1yGZXlJxb6EUCQsX6tzb6smxSMQfvXuniOHLaC+USZjVNopKqhVbQXktuj5GPy6VSmSm0sk2Likg7N9ATvEXyAjHZhk2pB4XEwcSp9gaJuIFJ4QZ58EsaSJbfnVJBwtyLwN5jta+DkcQUjekWnTBjeIjN35myvm6/IHBrKgZIxSluCbKp33erKkFkJ+XYFHmGSDifXXsfEx1hS2UZWVm/vRSRWlLF1lGnHK/t3bX3X2c1VLJY2NvTpdeIlp0rXbe2nyXVBb3AMQAyG6GLEG78pzcdsNM9KCDVSSedxL/927+xfv16li1bxgMPPMAvf/lLLr30UgA2b97M8PAwZ5xxRrxPR0cHxx9/PLfddhvnnnsut912G52dnbHDBTjjjDOQUnLHHXfwspe9jNtuu41TTz01drgAL3jBC/j0pz/NxMQEXV1d+4yt0WjQaDTi19PT0wBkZcASb4xX9d6OryT31xdQcupUgwyTzTy9uRk2NGbT4dTocWYoiiZ97jQlI0jf6VQZcCfY5vfwaG0u8zLj+vhRnsmwQMmps7nRx8qcBgF5RPhKkhM+DzfmkREBRdmIRRZO6VzPlzacxn1/9gm+tO55OESsyO7EEyGVKEvF9NwWRZOSbDIZZVngjeErhw6nxlSY53snfoXl/3MJjZqHmwsIlEs+57PWtPU8U/bbOFyAWYUySztHueXxQ+jvnWJ0osR9I3PpK3YihPqjcrigAWMZGTDmF5mVKTPc6ODyo79zUMf45ciSZ2h02uHeVVvET3cdys7xDppTWZ0WjgREAjnp4dR0BGJZn7A1VwRWTzbyFIQmOmrqGcg6ibh/1k/VPUMQMcpHy6TJMIko43pvIHBtZGJSvXYCdgxaWAbQbE+YpTR4SnMKBwWFW9HbhVkV0y96ZRmT/ytTY03XDS0YyjpQVMIjHFieXQua8YVxiiKpD6cAWX6RJBLzksVEfJ17TfbSh2YB/DZ978IMFHbbEEtfv180TE8BkGLSijz9E+Z1ndYrQ6Nbny/KJM47XtSExukYc6s2zaviyNEe10rcaadpo8IEAZ0pJ/ndyBWxY4ocUEbQXoYJICrdlxt5wiwoUlExJBSPjql115KxxlJ8KeeXjnZbwFARsai9DPXjHdeQU5kT+53F+9kxmOcsSmVqYhBXqiYtFDHJRphJjsVBKAzBQdZ0P/CBD3DuueeyYsUKPM/jyCOP5F3vehevec1rABge1uCi2bNnt+w3e/bs+LPh4WFmzZrV8rnrunR3d7dss79jpM+xt33qU5+io6Mj/pk/fz4ApxfW4YmIQW+SX1eXmj7ZdqaaOdq8Bm1uk8WZUWa50zzemM2OQPfDVlSGSEnme2O0yzohkolAk2LMdSdY4I3xvOJ6ymGOcpjjwdr8eCwV5bLT1wuDpnKZjArM98bwRECfO83bl/4CgLevuJFdfifXTB3GaFhiPGzDVy5X7zmSbqdKOcowGRV40eKHuHl8Gd98/Pi4TeSxV1zMKw69j43nfpgtb3g/vW2VA/8in2Z70S3vOKDtrjr5cr513Ndpa6szvKeDv1p5L1PTBXZOt3P/OR9/hkf59Nob7nwD26uddHh1poM8WekzPze+z3ZH/7RVROFt97665fX2dclzPvilA6/ZPpG95Z7XctK17+f5N13EhQ/9FZff+ny2rOvHH8kjGhJnUhNU5Ha55EYk2clUTk3o38pFq+5gnE5Dmhqi0ilei0AWxA5Xmrqu09CTv1MVOA0RT4SyqWkSW2q4kUbLulWdgnVqkCnbemEy6bs1EU90Suo6cpBX5ly6Lcit6mO61cQJq1Q01fITJX/HCGmzndMwP82kdplE8Oba6kmEHHlaKMCmeJ26JePQ74U54ySb2rnUZglqs5SWwPP0oYMc+AXzNYTgzViAk5HZc/VPo0cR5hVBQdHsVC01TF3r3QsIFKX+Rt+/Zkm3BzVLgjAn8Ev6J2gj8Qbmet2artO69cTxO03i+mXMLBXXYVsXGHqRkETVytR3w6zmd44yplVJJtF2UgdORZ3W9o5WzXcWawtb6UGROGgLxrKI9XjXdPRrU/nmuZNhEmUn51WkqS3jzIp5/dy3/jMHagcV6X7ve9/jP//zP7niiitYvXo1999/P+9617sYGBjg9a9//cEc6mm3D37wg1x00UXx6+npaebPn09ZZXFDxXSU49HqHFYWduErh9Wdw2yvdrIwN0afq6Pik4uPcX99IQ4RizMjFEWAp0ImozwrsjvxlaPViVyPkqzFAtsr8zvZ2ezCEwFlpfMrA94E2/xuVmV3UFcejzUGmO1NscQboegl9DXba13Mzk7jEVJyauzwu8nKgCMWbGu5vu+f9GX+bu2ft7yXpkn0w4Ncbj2Ntj9BhSczKRSuF+KJkLa2OmcvfOp2md+nXXjfK2MRgTNvupCObA1XeAwWx3hsajZ51+elPTvimn/a7nlRKy3lj+4+kp/c+vmkhicUg1/6PN6MwHHFPvs/ld21ZSH31xfw9S0nsXNHN4RrNLo4EhCCV5XxhCMDcKuCmqeBRtIAXCITrQJ6vyAVsdoIMUjATpFLTGyhXGXQsyJGkba0Yvg6JR2LqZs6XgzGMbXOyEnSnjZtF3kYsJV2vH7J1JtNCjGCuEYnAt1/K5sm/UnSJ6qva997J2ykm4qG0thJ7SySaA9S1xftdRzT8+r4SZrY6s4i9H2zKWjp69qvNy1ajhFmTdCkSPR/sxBlVdw/qhyNEvfblaaiVODO6BYmp6k9SEzsofS9icXuXZO6NlGhPnEqdavs96Liz+Re21lzmoaNKTR1TkXSCpX6sQL0tg/Xnsvq9YoIRCP5HpUUsTg99tw2tWv+3rsFSETJ/YbEkdrvP3JFDPqKaSdJjr1PC5GyQD7VIgphgWR2cRBn8iOStPoB2EE53fe+971xtAuwZs0atmzZwqc+9Sle//rX09+vEcG7d+9mzpw58X67d+/miCOOAKC/v5+RkZGW4wZBwPj4eLx/f38/u3fvbtnGvrbb7G3ZbJZsNrvP++sacziutIuibLCp3EMjdOnOVLh7dD45N2AqyGswlDvGtMpyRG4Lv6wsJ0SyIrOLsbBIXXkMB52UZI3dQQfTUY668ihHeY7Nb+Le2iI63CrlKM8SMUZBhBQzu/FEwHjYxmjQToigz5nmrtpi5mfGYhahoZluim6Dr+8+hY0TvczUsjE4Z2/7hzU/fMLvxhJa/D7sYMFPczumWF+dRSNyWdm3m88efiUnX/e+3+s1PJltq3Vx/l1/Td5pct3pV8TvW3RxJcjSIyt8f/pY3vpEBzEmq5LN73o3iz9/KUhD/2cjpuwBwysATc+5q3we4xNF1GRG12IhBhF5ZU20UO8RZCf0hBsUAKEIcyQcv5D0Nwbo1DDGaZioVtc1E4coQ1PrzehJ3xIgxBNRqKPXoAAYYn5h0o8W7GJBNGEmqQdqbmQz6dnUqqlPonQk2+iK9MSZAbdstHRNBJzu24Rksk/GTCuZv52AU5O5tZgtae9JmeR9GwlbYJJ1ntacOrGAAQZRnJkUKHMPlNSRsHbQug6eHUvqphb93OxS+hqrAq+iFyHKBcqagjLKQK0g8NsVcqJ18RZmwS/q+qyIEiCWTVd7ZTM+RQycsgskS+9o0dO2FqvrpipJ4waJU4zvWaruah2qDLQkXqasaLaLlvtvo9K4xgypB6r12DFDV6gdduSJ5LuzjjFOL6d4vFMO11Jp2n7rWFfSXgfEohbx926eJ6se5fiKIHtwIvYHlV6uVqtI2bqL4zhEkb6SRYsW0d/fzw033BB/Pj09zR133MGJJ54IwIknnsjk5CT33HNPvM2NN95IFEUcf/zx8Ta33HILvp8sO6+77jqWL1++33ruk9k8b5xtfg+jYTtzC1PMy0/Q680wU88yWi7S5miu5Qcbc1nXGGBdY4B5mXHqkce65hz63TI9zgyz3GlWZHdRknVGg3baZZ268hgL25jtTfLgzDx6nBkmoyw+Ak9ELDC8yL5yWJrdzZ3VJWyozeLlS+7jRYsfYuG3/pGbnvd5frLuUO7atJCpcv4JHe6zyX566hfp6ZzhZ1tXkTFL6d+Xwz3umoSp6S9+/Rbecs9r49evvv0CzrvjfHqzFRqRwz8fdUXLvu9fdQ1zs5McUdrGcNhxQOQdm9/1bgA2vfsi/Y/uJgQP+wA9nsIeuWuQyu29ZNflyY45ZCak/pkUuDXITqk4XQqJU0AmrTP2vOn6o00X2onFOnM7+ThN7Qikj64Ji+R4Xhkyk4rMlP5xZ0hYfsy5YueP/t3sQHP0migyyCuaHVrTVfqAiWTcqsCpQ2ZS6hR1QyBDPQ7ZSF1PlIw/bhEyr21fKCQpxrgGas6XJkGw903vsNd98fd939ak7T2RvklJN03EXk3qnwBBSbdVhVllIkBFUFQxWlmns/V9dquC3HjqOsNE5EA5KV1gm6EQQlNOOqIFrQ1W5g9y47qtxmkqpGGpSoOuLBALkUSq1mymIP38gE5L22hQmf5WEZhI3DrjELyyVWRKr2bMPd8r49ASQZvzWodrn9n0uGRg2KPM4qWF+IJUtGrBWCn0tP2JrFO2KWwLzAK8qiJTifCqkWaqqnHAdlBO98UvfjGf+MQn+MlPfsLQ0BD/+7//y6WXXsrLXvYyPV4heNe73sXHP/5xrr76atauXcvrXvc6BgYGeOlLXwrAypUrOfvss7ngggu48847+dWvfsXb3vY2zj33XAYGBgB49atfTSaT4fzzz+fhhx/mv//7v/mnf/qnlvTxgVqbbLDY0CzOzk4zy5vmq2ufQ2WswOuW3UnD1F/bnTqz3Gkcc/dz0mdFZhd31QYpR3lyQgscDGb2MB4W2dDop2K4mqtRlnZXA68qUZZq5LJi/k6OWriV7c1upsI8D1QXcP/UPH61a1E8ti2v/wCgWZs2v+ZDv3EfrLXVP/y732r/36VVGhmmy/lYC/f3ZaVsAr6rBhk2lXt49e0X8I77XoUnQ9rcJnnZfMJxfnD1T5kK83x958kt7y/57KVPeW4RwtD/ew9OTf8btrTcHICJUNdSvRmNoi3sVmSmIDOt63tBXtfrhNJRZbPD1BcrUjuswNRdzXHsBCRtelolTsupCzITEq8stKPFOEJT73MaCm9G4Vb1ROrWTO2uYKONJALUqVa9IIiyuk5Z71EEeVomZeu0dJuIcTDCtLmMC3KjgsyUqb9aB5f+247dOm+7oLDXaZyp9DFIXxWnIWPN1pQDt3+7lWRcsplM8nGU7icpx5aoDX1frMMN82ofMgaUBouFXsphKciNQmGnvsf6WWEfukKnrr9TERkVJJGcW7cbiTgyD3IG2W3vsb0vaecDsRze3n2rFiBlxxyPX2impvgZTUXsKjWeMCuIPJH05EJcR9XOUCVOVuy1oIpaX7f8Tyjt3N26MgQZ5phpRHnqRy80FCK0zjsBeyVpav15vDgJkvpu5Oj/r5svfxsHageVXv7Sl77ERz/6Ud761rcyMjLCwMAAf/M3f8PFFyfR2fve9z4qlQpvfvObmZyc5OSTT+aaa66Je3QB/vM//5O3ve1tPP/5z0dKySte8Qq++MUvxp93dHRw7bXX8rd/+7ccffTR9Pb2cvHFFx9wj27aNjZnkY/G6ZEVRpslurwKm879MGuuvpgOo6kLUBANDZgy4Km6qc0uyYwwGRWoRx53zSzisiP/m9vWvpSOzAQ9zkxMNA/wi6GlnDbYSgRy8aE/4tCrL44FA6z9puxOT2YP//k/PK3HeyatmG0SBL+/OrQ1P3R4ya1vw5Uh7V7I1nIX1572BT669qV88cj/4kvrnseG2uwnPcbX7jwZWXbhlOS9je9NFogLv/xZtrzlvfvst+nCd8e/l175MY6fvzX+7NCrL2ZmKo8Yy8TR8d7Hsec49D2XmblS4M0kqTQk+G0imZyVTgmLIJmAYv3XuEYLllhfEwHoOqV1MqEFkIQpZ6I0daEIEicbNlJOx0SqVPWkFuYFGFIDd0bE7SoWbZzbI+L0p039eTPEtWGLYLUTuUxFWunJFUEs95aepNMsSToKVi0pZOmrWF9WhCBMy45Nr2JrlLa32NwD295kXhIUdCrVm0nSsrZWC611QKcqjCZvq5NXLnH91W8TqJoitIuTFPBIROAEIGrEDsNKCgKm7UjFXMi2b9pyHcdtPZ7+3p1mq/hEmmEKYVLOIsUUld7WLiRSIDUZEqPIZaDTwenUvY5GzWKuYXO7yTHj9HLUuk+6vUgZRLrjJw5bpNqA3FqkzxvphYEGqmkkvNXHTVscPQvzwNjnTIjYSbdsd4B2UJFuqVTiC1/4Alu2bKFWq7Fx40Y+/vGPt7T2CCG45JJLGB4epl6vc/3117Ns2bKW43R3d3PFFVdQLpeZmpri61//Om1tbS3bHHbYYdx6663U63W2b9/O+9//fn4Tu39mAeub/ewIujikMIJn7tBLFz3IiuwuluV2cXh+CzmpJe+KskFJaKm522u6nWPAnYj3A56QaP6D61++3/f3drjn3Pp28vkmC7/yx9Ui85vaoVfvmzK/4wX/+KRsSc+UXfLQi3nrPefFaeRbzvgstcBj67QuW3TmdJ6obmZEXzmU/dz+D2bMHffY/M53P+HnW97yXhZ+7cnT569feQejtTYWXfFJAGam8zCZ0cjd1HGsDf7L5+K/a7MV9V5Fs2TqTQF4pqcyso7KImwNE5I0fZ9uTcRtMTpdrKMxbyaZ/G2KM4727ESeqrdZ7mTZ1BMZAKlIzaknqUU7Sbt1Ey3XwKskxw/yJCo80qSOTfpXhDqKEQEJACoC2UyI9FsQrxZdax1AZFpXTK045hiWxCLmYM7nq9g5aXSyic6N87DpVYvKtQuEmPDBLGRs/Tw0ACbrODJTgsykwCtL3JrArUBuTJGZTu6NEnp/v6SP4ZdM/dBEjW4NvOnkmuNovJrUm2191mlAZkbhVVUcjUaeiKkspa9LEraX1hJfpMXdY7RyYNqa0m1gKvkO7Vhi8g9bl8eUO8z3JpTC0jzaCFKmnVh6AWVex5HqXillOw4rASgtyMuWCwKFU1f6WTEKR2FWxIhnlAIhWtLw+qAqib7jE5oFZKpf90DtWS940J+dYmujhyk3zx6/DV85XLXxcA7Lu2z1u1md3cldtUUcm9+MryT9zjSjUYGCESPolHoSLsoGr+2+LT5uI/JaolyA2w6Q/enHp3yJ597wHtb+zTPbV/uHbrvHOp7xc7zjvlfR5jT45GE/AOCR8hwCJcmk/rOvO/0yTr/x3Rxa2smheY0a/+zhV/LVx06hEZWeUk4wLO4HGruXbTn/fU/42UnXvp+du5+DqjuxJ5OOQtTEE66i3Yr2Dosv+zxhR4Q37hDmoN6j67lu1dQXhUbKujUMKARQJtUrIDuRKNlYkJN1ajb951ZVPDnZ2pWSSWoViMEsGkELmUpEdZaMexgjVzsPpykSogo7EZuILcro1K1rENKWgN/W7eJarCRmTLLn1uldwwO8F4Bn71q5/kx/GHlAqj0llKJlkhYmCtatLyJ2xso4IiV0JGxTpxZ85th2I2hBOweFZOGDAs+AlaKMaQvq0nVrr6LvuV/S34mVKXRqOkJM2JnA2U+KlUh/79I3KWLbtywEXiNK1HLM/dSLH0WzJFroKcO9xBns/YuR2gIjcQeWm1hHuonkX/xdm3HaunfclpPKMhAmbU9pMJYSIO2zliK8iC31d5AVOHbBF6n4+YlckTwzZg1oI19NzGELv60LSqF0ZGszPyhlttW160xlrxv0FHZQke4fo51afIwF2TEDeplgT6ONnPCZ740xFRYZcJqckN/ERr+PySjPtMqyze/hhIVD1JXHv+85lWmV5ZH6XL43eWx83HeuvP63GtfNz//cU2/0LLG9I31rm151cOpFB2Ofe+QFvOWe17K92smueuLcv3viv3FK1+Nk92KU90OHnY1OtjT7YlTyBctvjXmPn8yG/t97WPiNT+83ol/0T0/ce7vw3z/D4H/8Izs296JqrtadDQSLL/08YntOR30Ftd9j2LqqOyPJ7XRxq9rZagIJqM3S0as7owErTs3UuUzU6lV0NCubJqppmhSwSdlFlvuXBF0cq9AoWiITm04Mc5jWGWHo/4hrj2FOMxpZIIpNV4PuU7X1S6ep8CqKTFn/loGKiTXSwB0wNVgjeh5HWUHiTOIe3AhTq1NxxGSdso3KW9LlBjSk2ZmS2qVFb9sUtNNQcf0YbCtV4oxQOmKPr820S4XZRKzeCiDYurC9t2FW4BeTY0tDuZlOjyupj2dBaWmQEJhshm/5kZPP7HjcRtLqYxcMThOdoVC67htZ9qoU6M6mi+P7aH4rR++jbLRo74Fo/d4s6lcPKBWlplPK6cg9soCuZNsWlLktK6Tr0cpEpsIAyaSuIYeZlOLVXt7P1nBtiSLuG04dM3J0acT2KNv7edrfPEN9un+M1iEbPCe/EYB+d4o1pR1MRgXOXvwI//PAXzJ33i5u3HAC25vdnLv6bm7cvJyi0bd6sLogZhg67Xc03pfc+jYKbrNFLP5PdmD2+jvfCIBE8Y3jtO7rq2+/YJ9I9Zubjqc8k4fjkvdO71/P7XsWHTSjlLUtb3g/g//xj/u8L2fr3pCF//ZZnVIcc4g8CNpDcEFVHc38lFLskc1EZi7yBJkJwaIvfB7lwNDbkzT2mndfRhY90UcZ4pRp5GowlQZ/EINeRFOh8gZd6ti0oe6LDHMGhBQmUWQ84Qc2atMre7eqQTk64tF1yMjVggJhTqc/6926LmujJreu4knOqaeiz3QtNZ3CtlFYKkKKU5j7+UwfxNaQVRLtkkzIlnvYvi8DfR+cRlIkjKMzsziwTjGe1IV2xiJKIi7Z1JzKNkJLI8GDrJ7JLZDL1qQt4CotKp92KvG9MrVk6YNKtTDZFG8cWTcTx5cGEKXLAbbGbh1PsygI8/qas1M65axMOj1N/t9Cv0jKL+7lJJWpoYcppHQsar9Xe5aIiNvU0sdKO2c7/nQqXy/yUjXVdE1Y2qhdxY66hf5TCBzfRKkpakxamJCT7JJNu8fjM8cn0petU8smM3UQ0e6z3ulORVlUJFi7dR7DwUoemJ7HA8zj3ENg7aRGS7926e18e8MJADxv0WPxvjYlubelRdqfTnv17RdQCUosLek+5jVXX0x5RzsUA4Ze94Gn/Xx/CLbqqr/nkZf+/W99nEseejFzc94+39kVJ3x1n23v+7NPcO5tCSjvLfe8lvHmbEYrxd9qDHt/Rwu//FlEmGXRFz9PbkI3sWqmJIUoBKhQ6om4KlGhQNZFLGenQS6awL7eo2n/AFZ/4DLN4uRptRlbr0WIuM9VH0MRZQSBiWLi9om47phKj0YpR2gmdNfXFIVxX6QFL/k6QgoDey7DrJQCEXk1CAopoIwgJqkXUTKWOIVsUcTNxAmlIyALkklr1+odSEBjxtKp0dj5GWdp6752Ao+cxBlY1qTINXSXJqUYH9ccQ98fPZ4ooxcWUmnHJm06NEy2tW1OoL8ntwJ+u3GEInGcFmUdq9kIyEwRp96V2+qsWyQC7XWbc7Sgkc29iFzjJDylo1E3uT5hyg02RS4DHYnae85e9zjtfNNOOQZVpRc8otW5piNjmc4EmHPY5zH+jveXOk8jqs1AIgOE8qoqrr0qmfQZxyUFcy9SrbfJM24zBAboFV+ThCAn9bFtBBwlC0ykxlAcqD3r08ub/V5CBDuCdm4ZW8pDo/3cu2MeL7rlHUw1EoDMa5fefsDHfCYcLsDpXetY3j7CeFNP/mtfcgnKjVDNp+drOuTTlz4tx3k6rVE/CCqXJ7AvP/ZcQiWfcJG0P+vNainJs37xLiabms/66aailHWJNy1xZ/Rkp3Vk0RJ3kcCZcPHGXNyKJDMpcU3vqQgSSsHcmKK4U6vFeGUR927mxhRexaQyXRH3wsYpRlsXMxNeZLaxICKnZlp8ahZ0o+IUrI0YZMpB2f5I16RUvYre12kY0JUFG9X1Nk7Tpn6Tuqgl7Y/7T01vbUy9mIpybeo6VpOJf5NEN08wz6Wjo/ga0m0/doKVNnpKonmbin3gSxfqyFglY7HnjPVczXGCvIidh617W+rGuN805YzcanLOuMUoTLVXmRYsGSrSQhLK1aUDmw6O26HCZJu0Q44dsasXQSpm/dKLOmVRuOY8cT9xQ38W98easVtlobg3V6R+UkCrdPSZtrRDTiN/4/as1I8euNnGvI4SyMM+qWG3rshOh7g1vVOYERqHYEoCdny2Bcqip9PIdQuikqHa97psm5fZT0kRtwtlpxRe9cAhzM/6SLcgfIb8Pl679HY+uem9lEfbkGWHn/7FvvW337ddsPxW/fvu18XvbblAA3CejhajyDvw1djvytpLvxmC+a33nMeeZpHvnfgVHpyZT2M/EMJPP3I27191zX73t0QX1572hd/o/PuzVR+6jEc+eSErP3yZJh7ISg2QcYxoO3qCcSsSMZkxqF4Rp0zDrJ5YpYk6vRk92WfKeiKvzRJkprSqTNxOI5O/Ld1fzBncNDzKroiRqMK0blgUrZIpZ0YSpaUjGBu1xb28mMnL6LbqOqeIJ2greZbusYyjqlR0kiZ5iHsk93pE0/VLaJ1s44nfOoOg9f10pLd3rTDMGiBY6vxKgJQJQCvmNba1SRMNx32le6W9hUntW5YnSwPZ4qBs3TeCWAIwTL6zuOYdJt9tlCVGcDt1fS7HOGpLLWm/T/sMpBcoQlmqTTvuVKQokm2Egkgm9zhGZFtHa7/T9P0UyVjj58euT9yUA1XJueIUrTlfHGmSOi4px2zGKkiAT3F9Pt5GEWQlYTY5gFvXbFEi0DSaXkUvMFwVGZGFpFaPSBaufkFqgJiffG+Or3uqbS+3/Q5kVeFVI4KDoHA9KGm/Pyaz0n4HIrX0h2ArfvAPrHv53z3h5weahl165cfY8JcfbXlv8J8/h/QFalaDza955sBLv6kdTLr++TddxGQtT3suEc6cU5im06tRdBt89vAr4/cveejFzPEmuWD5rbzjvlexp9G233Tz02GHv+MynZ70BPUeSPeGIvVkGWaJ625peTuLlrQRjAY5GTappq61aZrIJMISUYKgBTvp6vPbmq2deG3EZSOMMJNyNE5qnBDXgG2q1e4fT3wqmbCDnMCrKvxC0sZizaa54wk9dgDGaaUmTDDH3StYSNpNRHxMvXHqHtp0n5MSGrBOLjWh2/1iBK1JsEjjJOy2Nl2YrmO2AJRUakwiGaPdNsomJB7I5N5Z0NTeaXyLNLZ8x7mJiGZJxsf124xohG9qmZHuK7XfbbNEzLZlFx1hTjt9236jn62UwzURckuKOrVgcuuq5Xpjp5q6ty290OnolP3cO9X6XcTMVoqYUCT+vzBjievJ5t46pm6erg3bqNS+TqsfiUgvMuw1agauhAc6nQFKPxP6GdB6wBaJH7mitQ4f6CxEkJMxbiJs1rjjxxcfkL951qeX/1hsb4e7+L8+2fI6CCRLr/zYUx5nb4cLMPS29yAHashdT95v+vuyu4bnP+FnL/1lK5vxDadfyj0v+gSz82UWtE1w0/M+T7tXjxV+Pv7QOVx43ysB2FbvirMHXzzyv54Rh7v6A5ex5qLLtIJLh6DRoaNSt5aAW2SKe9gCW9LgaUs8YIFA0tT2/IJOd/ltmlnKtvlYIvu007IUfm5NxZNcutaWrv9ZAI8dW5rBSfrKAF80T66dEGWqvhn3pUatzssuIixTlVtPI49tujj1d9yjmaT4WlCuiqSWmyLLT1+3jUKdeupzu6+TTOp6Y1ooKZ8wqgqTyDGug+9nkbD3gsI6P6sQFOSJe3oDA1SLxxyfS+koyhMEeUGQky3sYI6pFWoCB5MmtosRqZ+zOIo290lJCIq6p9cvaDWhNDuVZvBSLU7N3h+nqRLmKJMOttewX4sXIck2LTSaKrW4TN1fW0+3pC3CRP5p8Yn0giapp9tzmPvmaEfr57VjtIQjkSMMg1RyHWFG0GzT0XCQMxSZNjthAGiRWdjYzJC9pkSBSMWOuaVUcRD2rE8v/zHaois+yeZXJxGpjl4PPh2+8N8+y5Y3a0KFp5v96mDt1qElOChOGty0z2czU/n9Ruig5QD3Z8/pepy3r7gRgL5MGV85fPbwK7nkoRfHikA3Dx0Cx+x399/KDvn0pXhlLSggPA10AuIUcsYQystA0ewQcf9r3M9po0Kz8nca+rVs6ihXBAknbZgVsTCBTq+BMO04lhQiNhtBKTPBm0krDezR4ySpcQUpcAgifs/W/7QzMWlf0YoY1ZG92V7ofW1NDZKoyP4dRyHGx7ZETelrMMNFETNKKQnSRtsRCCNYbhmV7KJASBH3HWuAjXECqePH50vV7IC4TgrEYvYtqer09goEVldYxCcQlmgiANVEc0j7mpUqzOrFCKljZcp64aKjMBGLEMQE/sbRhFmDMA4FYY4kSkyVF0g5OQuISgBdJnoVtjYqkvsbJvdEqdZrRel7YSk17bNrnZQ9ZtxDG9lnwfyOnwXd+21byeJFYCpqTWco4u9pryg6fkbM8Fv6tW2mQun7EjNtycSZpsF1uj6r4mOKCLxaFGcdRJiUSnSfbjLWyBMp4g0Fjb0H+cT2J6f7B2S2bpt2uLD/6PVAzDrcPxQL90ZWGBNScdqiDfv97InsVxOH8HZ0i9XSUiaWObz40B/F26x/muv2yz52GSKE3Ixu6Wm2t0ZlCGVI6SNqfRLSvLYKCHT60U6mrqnPxZ+byMZv0zOQdZY2Uk5PTC2RoU3Lphy5dcrpKC+exGxq24JKbJpRqqQPNYBYXcVOknula5PttANqSUWa/eK2i/TYSSbdNChnn3puqo5rP0tnCPTYE4dryQ10xEIieC6SQM2e1zU1ThsZxbXIvSK2GN2cpjZMOYoE5CXApOVlU5cCnCZ4RoFJGpQykSEJSdFKKkc/C1ZEPcwmqGF7PVanGFR8nXYRp6UVU47MOP2Y7jOdQjYLsThVn7r/e7f1xM/MftL+lnRDCZFQbVqdXZOJEUolz2BqodOaMUgWCXZhac+dXmjZfe1zEnpiH15roEXiL216cWiIRYyTDrN60aNR/9oBCwN8i/u3s2LfZ9aWA5R27JnpiMzIgSse/Mnp/gFZGD59KOXH33/R03Ksp8Me3joXT3jUlcdVGw/npUseaPncywY0D5JLrRpoWpurTznwpvSDtdff+UZ+8cAK3ClXO0YXpC/w28yEnzEAKQmYKCDyoPb/2/vyKLuqKu/fufcNVZWkUiEhCUMmCE2URA1EQgDRJZGI9HJsP2VFPkQ/bTR8MthBlAXarZE4NA40otIL0CWQlm5HmuGLYRBWh0waIAQDdAJJI0mQECpDVb337t3fH+fsffa5r5JUNFQV5fmtVavecN655+5779nz3qMTeSDTLmvqMw3AGL/5Ji5IQ1riNQgJXLqKM++m3a4Ie8O1vavaz8QcDVfAAd4fqs2kDInAJEieqtYEyRikDQpMr9qMy4xLCxhsEmYNVx+zNwbKJtogJURrnOyjZV8zQgbttR4/MftVuUayHFuEioJAotae1oC81X6v8zF5bKI11oI5utRNaLQaoYk1lzp6pAZJzRb3qA9z6UIJbB61o0/ialRLh6AEqLVb8ygXGIHy91c6yXcvcjRqDPOCAgtlcn7c4AGWXknNpxIxjbRgpH2p4l81CBhwnsKXIBaNz2mKmQmuS9GSoWnH/lZDptldYMLrx7SVOAA1p/4tuxDYjy73gRorTJwZtbHXkbcdHpO5spim7JkzdM6zcytw0Ft9WIJKZx35QWzd0ac7mEDWtDzr7r8s2GkwMVzGKZOexdsmP93EcAGrka74n0kHnOOClRdIzeTemO2+UqJm9FIp6kCY9KPF+K9l01HZbp9KNgs32gh5lYJKQ9CbB0HK75ELyklqnmkkDR+BahwT4ZQJa8ozSOqEUpf1WbHvjWsgB/WFWZtwYNOmbFiKubKJTMryJV7bMaQ2H55O1uff+z+S4+suNJxyxD4vUn6v3vynDF6zrn3M42R+7VNOjA/G4rUZT19eD+cA+7Zsbt6CL1qOp7U8XmcgaPBvjYzXAocU3K/5TjccjGO0tuoYXaPV9rnNyybc/N3x8hJQ2kNS/AJwjMLdX2mt+XqJeyGz/nLRihv+mvuobPuduDuYx6hrpbVGLXRxLWmbNuOZYnEsQ0dOi2mbj8FmbH2PKNrmrkxnMY1HLDBMf6f5axO79mWL5YKf09S4CGUjWjrfR3xNgmpaSgi01gjj3ACEntGt6CuipjuIUG2tI8sSdNX+8tzVwYQTJj5/wDHdu6v7/f6sBy7BmJYSXurZdwGLZz53GY776rV4+guh0NH5wog+rXPqv30F6ZPDkFcI5aTizKZAMUGfUiB3u0Ze5pZgRgKkKLGaTHmX9cmWunxXFa6Qo81+ac3a1cj5nHRRfEBpSc6sl1W9WdWwNmfCDUKCkwxgciPMMKisozZqwG9mxPyswHQETuUJtSHyjEetwTJI9VPF2MSP6D5i/3IwlgDjPpQiGXp9ohlRyNidtUD7HhO14XNhC92JR0OixnV0rdawmCGUvUadOnOqNVkb8S/6QDqnJdVtPEBetow3rfkgK9aekx6rTWct9lqXuljbsusudVn6l9yx2Qefl+ErULnI3EabrYnNlag4wEkzPkZwDzj6arMzm+PJAIYtKM410aQlK3pJIB7BuynUfWAIyBVTE/M6a7D85zTWXF1rXo/cM1C/g19L8Iy431gXhBNODIlJ3mSENLdFMZBzBgABxtjez+73SZ2w56gW5F3d6CuipjuIkOcGWZagnPY90bovOG5R7xrgYAIRMPveK5qilc/4jfVL/7+3fRu3nXLjAc3JWWvzTvLc3y/EsUsW7fM3M351NaYuvhbphmE+1UYVHOCNheAfaulnCstwk1pYyJ5NjdWdtjIUa6UJFz5wWqydDCKday3VbngmCC5h/xMHSCUNX1yfNWIxIbN2Xfc0oX0wXD5PIPw80HZ5jt6YKCAFIchFjtoazIp5Fs6x6bhZOF9QTEFMz7y5c6cYks/870wTs5dAq9ynQgVRtWp9gNLMKKQLcWs/1nyM0h4dQ8lLcH55oDHMSLWnREXSJg3fCYhTnuz1IwnUKe8mlHfb/FJmfFnF5ZsGNHH3gmsSn1cto5XrnarUGMe4bOu+gtTDjCnxc2saSnclFYOgo+R5LhFM1PXl54IFod4ifnVAm7g52Jeu5hUftIF0opLfO4uUdrfoCOXAf0zcZYhp5YppcN53BpS6c5jM5ehmhLSWizZNiTVFp/XCA3IARE33EOGM3yzEb+f++a36Xv+LL+Gpv/vSoVuQwtNXDj5zcxHHTHgRz20bjeGVGv7uvy7Ev5/6fQA4KJpOX/gtlEf0Lkf+94evDN7fuOEt+MHGt2DnY2OQ1DtgEiAvEUp7DPKqQVYhr31w/VidR+g2kbTbB+Ow9tPyJxvVmlWN3Xzdd2uvvwwzP3WtRCuLBA+17xXkLY7EtRuh15yzCptNyacvQGmLpExpgWlOmdLcxiPH1iY/3liKZmEiH6nKx3A1iO35+B9wZR84s2vxGHKcXs5bvmcTvtJcOIhFNtmC1mOIpDJT0uM3+IzLNhbb/xXWo4uCBMdWDIlNl03mTXX75WVjWwFKUQXYWsdOYCt12/uNS2zaBSi65p4Za9O4nG9JfiL3Eftvea3sFy7vsTRrtFkzd6PVWz840EyvQaebMeOW9eUIOkxZujnG5aLZRVBVJl4rfPlCMXyueQlN1iTtO5Zc6mKAFNNBCQ2aWWsNF4CrO20/T2te+BIai3WIrSkufa6ieu2q+yYvWYE3K5umYLP9IWq6hwh/CcMFcEjqD/eGA/VxHSzobtgdZMtLHUHbvYPBum9cig1XXyrvT7j8W01jvrb+nZj5n1di0W/eg87VhyPtcRpNbqMbrVZgnyyb6mNc7qBxlYMM0h7uQet+q1I1yrvJmm9TvylJhxuGY2gSKJIrLcp4rYm1Le2TTBok0aOp6xBU6rEaX1rzPlutLWsGFfhgWZtV/jOtdctyhUlTyBxYW1Q1fFn7FG2FNzCeIhAAer+OmsEFJsbiWgsMlxIj6+exck5qzcF1KCDQdkuhVsTMRq+J6yrDaad6zrSH0PJSjupOa76UbkDKry7BWC5Ny0YdkzCDpkCkgsVA/NkO3JVJnyPTmhIu8cjn582kMlynD7nfcNEJvi7ebx7e1xxkBLgKTpp+SvtlRhswUV6jWiufr5w/eR98k4BgQnrp9B7Rzt1aef18PJ9Hrp4JskzZPouEEqcEGUhTEK63LGVB+4io6Q5x7K+P62DC8rO+hqn/9pVDmuaz90i/w35l3d/ilidOQbbtHSjtMSiltvmADbgxIEnXIJGOrckOKMG2zWOtVfrSsunTVfix/jxXh9eZvljDAIA3LbgWVDaghKR6UpBiA6+dcveYxBUSADzjZDOy1djshp64ilRBB5bEa5iyuWgNr2A6zsp+Q5LfiHAQmiKDaGKCr2DlGG+uyuLpILNiykgRbN4L/HBMlwLDbGK48OfD/kvuOCOadkGj6g066C1cHJA2CJkr2KEtFuwjRoFevHFL0ZGUxPxZ6rIxAVnVzsWVxKouWlmsHOr4Af2K70XbVfTPrbs1q/joZcAKBI1W47VhWLqnnNrEWmjimZUIhyoa3udhO6bltMNMCSCBT9i5HhLVu5aPrQUe/q5XEzefvntWdIQ5pZC0Hy6+IVHezhWTVXxKF6fI6ej3tEG+xjLZzkSmAV9StZaDEoPSnsyOGZGi3kua0r4QNd1BAq42Ne1n/4i/+fd/GuDVDAymjn/xkM110l1X4pPvWAYAOP4//gk/+vXbgefapA8tmLeS3fhszVzyGpYyHZa61KblNjr9sCd1gCvpiBTvcl+58o2NhjRe6k9Zi4A0MBdNzG1sEgDE2qsweFcMX2meQWcV16ybNQ2tYTSl4cB/ljTsZum776hqUYWNvQjWwtnXVWRuosEoc59ojI7exWAw1q50dC2fD/tt85KxG7wbn5WNb1EHSClA3qyLjSACxl0wV+pgNoaUGnQmSh6X1LnClo8yzysGtXZrIUl7nDm5y37XstPW7G15ObdWC6cZrvnXyyxjqvuxOvVJrpuylvC11daH1HVyohLfY/5EmbmV9pJNW0o83QPtk7iymJ/XW0IoEBaZfhyr4LVoE2ilgL8/OJApMK/DM3avkbv/qu+vXB+mv1SqcsdQmjQ/B/K/DKmKxc8wPzPcro8bQ6Q1kgjtpIdQG56g3pqIgFnaXd/nM7EvRKY7SJA17B1Sq5WQF0PzBjGm3PbVAw8q4B33X9r02Rcffw/ueet3eh3/N1+59qCP8ePpt6DNOWXNYyMCnxGlVltFHm7qbIrSUZJZq6+ZzN1xZHPLfKlHCWpx/k17IPdPpRdxBCtHEXM7PmHyauP0c/q/xKU42BNzG1sCFwRi1MamiFHY0PT7ohmu1MOlG5UpWTFE+Z2Y84wEOGkfq6QuZT7tSTQZXmMazsnr4w1Zm4c5atn+991jAG8tYEHGpiy5jbXsN1SToymIp7jZe3rqRRX+a7j1pj2ue1DDapHlLltKsLzHM2ZrmrX+5kbVSD3k6is5srLB7270sRc6XUr8qMqNoZmg/FffSUlPXc6yYILlOa1AUGDsuepLWycp78k+4lybVNU9ZY/tmwJoGhYDpVh40H5qCWSCHx8Eyanr1+QGgD9Hvs4SE8BmcjghpiBw8v3k4yfsvdtotRNnlQS5i9GoDzOotxp0H1ZC9+FVuV59RWx4EPFnYdK/fh0g3wVpXzj5ns9j5Tuv6adVWTyx+Sj8vHMmbrr37SjtNciq5BsLqMhMflj1ZgZ4SdhuOMb7XZ1vlf1RrMEY5+NptBivLWjNw2lG3EasyUzKm0jm1wbw5kcyLvCLsUTPwVI8LzPHghm3GJGsiwdo6BrLGhwNzIxA+2mTOnnfn2a4pNYCfm3ktTZjyvdyPKcRqVxT1qACQQGK6UqwjjpHtTGLuVJZEbR2LWZwNNOvKEhxuhaMKxXoNnJun9gUCZsjoBtHxrKG1mgxWPGTzwIAZl1wrY2IdUwpT72pltcgGr9Ug0LQSIB7JtvuQvAVscgHkmnLDIMZjxUmSQQcSQEz/ppwSphuu5g0bH65bdIRNszgQL7gWmkLSIHObOEJcovVNeZnEQZWqE78udt7FeJWCYLiuBBLQcDjdVb2ELKy7ZHLwXe8JzRa/f0LWHN1eW+ORq0bq355VWx4EPHqId2VHpDhAkDlINOfJv1oMQDg+C99a//jfhAGrv1hy5FY9dwk3LVxOj6w+pO4+a63u4o/5JmV2+x402KNwFb5MTANA5Nzvq19L1K8e5iljV7DBU0ZuxllVbUxak2V+L1iuAW+Jhuy8n3xJudfqx8wozLN7wPzLf+W/BiOQPa+OZJjJQW/rWgBxv5GDl9g1JyS4g8aDmDN174hdcxeNATWVApBSdqc2eSXJbfZuy4ylvmQFIgQf2NBI9Zmd01H2YyLZk/HWG2vYH/dSt2ErMW6ILypElJHudFq04aySsjY+ZpnrjPUnA99E2/+6LVS09dfw7AphETkahOz0hj5Pkq7SNLKdBOHoi8/sCqwYOIYpBYKpYgEeR+13Ncs6CQGWSUBjBFhjHvPsvCkrzU/k1InGp4+EljFAhALpOpacmU3rUUzQ5ZngSPBC4FxOl1MM/VG1YhwR4mLD1BdpUgJUqVu1SCij4iBVIcIB9Oe7rWK05dejv/ZOgrm5Qo2XfrZPv3m5b37rtQy+V++iWcv+gf//oZvojQqw8z/vBKts8IH9ITLv4X6COCpq6xp+rm/D+tK/7ExAouePQfPPDsO5e1l7+vKjNShzVpIHvSkbpCXCGnN+GAKAlAHEhifLqQ2KC5iwC38KDGSGiQmadZkeBPLETAZ0cJ6oYfRx1Naqd5QAg03BzRjKmq4RWZiXztGrjZLapICCnOicKyAGQNgvx15huejZu1g9t2ltZBpFxk4a3WSk6uFj9yeTF6IFjXkNKuK34RlfpWvm2SEHCZgWD4QqMB4ckLSMPI7m5Pp00xg7GZc6srBke3FwB8+/7TH59kmGSTqlecA2XvIZNYk7c9L0zikk7ZshLTwrzm1K7i8SqDi+42rXYkLhDVg8e3r/ya4vuLDF3++ncMKGIkIS1rYtA01fA63BN5pocK9lnS8XhiyCBtkGSrffwnn2KvfBH5rF0OQMx3y8DyZoWZl4xseuPVXdhFq7Xatld2qL2+jeIH2jajpHiIMdYYLAFueG4NKax2bPtM3hgsAe/44otfPP7Li48JwJ91o05paXkgxYngX2lt6UGuUMOXb/yzjn/j6pcJwi/j0mo/ggnv/D55bdTTKL5YLPiwt0rt/Li0ocUUt2BfHlXy4TZxsAiyN17ioAGzCfFUxOiBgrCKZ64bhBcYbmIVR+F7/DmrzBYINT2u4RY2WA1X8+ZOss9e1aBrpcxJNqkBLZgaGBQuSjZmM3bRkDUoT4/m1H07OS7RZb1YWS4Ni4qzZ2nQpSFMAho1eNsE5cF9ikF8TWy/4vtDXwZpTw+tR6iZfDIHgAm/Yh+o+Lvk5U/aH9vgAq0aVBREXZOVMydwVp8nc3st+HgROUfNf01gtPClaS3pWIUJe+44Z7BLIKsaXwqTmYzSqRqp56XQjctWfZF05xFTdFIOgNVy+/r342anwH+5+E5+umqPJBM/RzcoSltTtb230uFGCiHUfsWnaMnYbeNWoGt/rug+IPt2Ig8Ksu7+A1WcffPBUX/G3D/1fPL7xKAwb2Y1KqYHWSh3Lz/pa07j7Nh2Ptd0TccO6M5A/N0x8NAwuZmEym2ubVcmLmDmQZLYYPZupGJy+wRtp1mqZMBcDSN0mn5dsib6AWalNUGu48nkvARxAOEfimmIX/YmBRigagjudtHlevVlqk7Kgl/lFw97f/sHfK8bO3WZ4A810iUWOEs14rN/os4pREc9+LZxWEoAZrhIAeLO25fmcWbfsacAVwpr66urzZ02PhQqCT7tym3Ra8+lUpW6bLpJV7Xlys/SiAGHTiPz8uooTCyfcmD7wtWsmAM+sWKMMLkXij9er/7lwrtr/L/O7zziFSDpbFdKldHQ9M67UVcDieXh92lSr16WFQm190FWq0nroYw7OU92fRXOylDbVvzOQGuh87+cl+IDE1PcWblRtahALjHoNtk8yiT9XhEdleWpk3Xjsliv7xG+ieTnioPDSjuF/8RynL70cD7+j96IdJZMBXSk6jujC5PYduO2UG/HAs8fhbZOfxkPPHosXs3bc/fIMLP/jh7D3mZFIGiboEhP4RVnb5WLybC50zQMoAchpPtqXmjvfnKkBpg6rBbtNM6uoKjaK0fVqUlbrCIpgGIQagtuIA+2CCDroKPDf8R/8/BLs0vSd0m57g9JotclxX2DTeOgT9EXv89RvSMxwdQCRZiamELRFruepZrjsVxTzdI8/J94YrWlWrdFFq2YVCBPx81kBioOpOCCK++KmNQIpdwARR+PaRumNFmsytVHoStvjc1PavxaeKAVyFjpgJLaAfy/0z/x1B7mlS7AP/8DRnO/vfTDZojtABEJ3PHarsB9a0pOcIMF0TxyTkkBER2vbMMDX4GbXApFqmcjPgHKLBJqnsQJOAiNhA8H9Yjxt5Tl3v83Llja8zuK10OcbCBqpMy1zhLtyV5C+dnxeLkiQ58wqTlDjfP0EoGKcwX4QzcsRBwWzbf+NCfaFSTd5bVUz3Cm3eq152s/+Eb//74l47sKFyMjgse1HAADueeUNAIAf/+k0XPrgh/HgPW9CzxMdSLuNa4ztJlDSu/cpWlMyP0ilvU5zVakUkgfLwSau6Hmjzc6ZtdjXjVZ3DC11w88jwUFFhqv+AlqSHcsbv3QAEq3THiAwJSt4rTbUqOUzZh5Ks/AHB5o0ImOkO5CsTwsH8OfMr0XwkGIHJmD8nJ6hBZQmn67xtAhM6KlPDRI/XInN1qHpuSmIjZmw8tGxm0BSxDjIp+TSkJi5c2Swo3tWNqgNSzwteDN3zE/OKynQWrsaCM40C8lpTgqCGGt9mjkACCwk/jpTeI0Llo2iqyNkuBSsK1hH4pmQya3myfe0TXciSSWyzNmvM6k7Db7hswW0aVkLIny9Sz22GxPPr90OTdYgCtcp0chJSEd/Tyom7+4p63M3rgm9s0a4e5DN/jwH12sWn3CiIrFT2MAszoWPxTFCvHXZPxx4UESfkJd9hPHBoDys3uvnm+bbNoYn/+9/xh/e/0UcNmYXAGDbiyOx6+U2TP/V1bh91WwAwLKH3mh9tpk3yQnUnczmXXmfA6W9RiJOAf9g66hW3rgTp90GGqXbOBotilkzg+biBUqLMOQ/Dxiu+84yWgo04H0xtCY/XaBlqvMoRDv3xqSLTE/mK86pzKSa2QSMWmtSjgmltbxJuAiiUI3apPi9XpOaP0+d1SGFmPIS1kpTtU4+Pvx5B350dR3kPBwT1AVE2HrB5TXZnAj4dC8R6CRlxmvzWnsFWYaV1rwfmNvxpXUWklTnJ+O1KaZHGNjl59V+3MDkWnwm3LqTTDNory0Dnla6+QalkLaSwbXWb50rwa451BRzV6wkqTczf64NzsFYaS13/nm/XokyZ4FJz8UCjPF+c37WWIDgXsTGnQslhcIa7tmXmAMXZZ5X3LFU60wAzuys8nv5HubrlFlhvq/4q2C6D575zYFewpDApB8ttnddT4rJ3/vmAes6T7rla5LaUyo3pw4dc60NlJr60y9j5Y9tcNYN02/FTU+dhtIfbZTSnk0jUdpZsl2AuozVbvPwQdYbnskhKT9J3chvePNteohVChE3CqeS8/XUmzdS/h9oPUHwk9MilPZb9LcF6UNQjFPPoRhREJzl5mj221HwWh839AebXj5rniNPjZTy00Fc2m8WMHExAxqZs4mZ6rEajonlqU8tIWPLaUqAitMusqrfkINzVJ/pwBi5L8hbN8Qd4MymrLkAbFY07jX5Ygy8CWsLSqoCn0z4n32eaZ2C/FimSVZ2FgXVISmgTcEaIEy4SD+5dgWSOiHB/t4Er1mr57nZzM9MNghyEy3PVWty5RE5N51pnamKV9zVyqZWKauPow9ri2xezsvG9jd2a2Sztz5PTqMKAheVoBsE6inrhn/GjGPWWn2GjT5OXZpg3frui0xa1u+YcXkPodLphKgeG9Fc6u5F4tkHhqxPl+PDOjs7B3glQwNv/Pa/gIbnQCNDstOg0d6A2ZPsl77p5gxkMnR2dmLvi9Q0Nh/5CiZ8958w7PC96OzsxOL1/wttybF4tmsM8HIPSrsIQGadYQTkCQENt2HUACqTT4oHYOpWm02U5kqwY/MykPPmy8EaXe5BLQF5j3sN95DVAKr5h09rb91lVzg+8UUETG6XGZiS3XMoxTcKrdS0yVb8uAxuFCB+PNPMsMgz6sAUl6umJ71ptm6+YjQz4Atc+HH2u5RNfzDBOgMtmLVH3uQLGyfBvy82Pdd+OTHV9QBUB/K6/0x8bEblaJJipO46ZfCvxfyYAeQYLDcqyNmEX7ORqXVVtJ965PQDcmTutsxqRuYPGCcflzU6de/kDYOsQcjJgJiRsPYUCDc+yAyAd530wnDJmKA6l/1PQm8OQDPkfbVoKIbCecGJq5lcB3pSIHXPAymBAcY+R4mrT5x0kwuIA0yNrLkVQLrLHYsIjeEJ8gQo1YA8I1BmkLHgWcutsKWFwYb182ZVX06UnCWn4eqJB4GDLHDpIinkhSVKDEhbouqh0GYyQrrH0ierGFAOZAYwe621okZAHc5q0UnICUAKpC9ZDTgDkDV63DU/MPMdstHLGzduxLHHHjvQy4iIiIiI+CvBli1bcPTRR+93zJDVdA877DAAwObNmzFy5MgBXs1rG52dnZgwYQK2bNkS06/+QkRaHlpEeh46RFr++SAi7Nq1C0ceeeQBxw5Zppsk1h4zcuTIeAMdIrS3t0daHiJEWh5aRHoeOkRa/nnoq3L3VxFIFRERERERMRgQmW5EREREREQ/Ycgy3Wq1ii9+8YuoVv+8Yg4RHpGWhw6RlocWkZ6HDpGW/YMhG70cEREREREx2DBkNd2IiIiIiIjBhsh0IyIiIiIi+gmR6UZERERERPQTItONiIiIiIjoJ0SmGxERERER0U8Ykkz3+uuvx+TJk9HS0oLZs2dj5cqVA72kAcc111yDN7/5zRgxYgTGjh2L9773vdiwYUMwpru7GwsWLMDo0aMxfPhwfOADH8C2bduCMZs3b8Y555yDtrY2jB07FgsXLkSj0QjGPPDAAzjxxBNRrVYxdepU3HLLLa/26Q0oFi9eDGMMLrnkEvks0rLveP755/GRj3wEo0ePRmtrK2bMmIHVq1fL90SEq6++GkcccQRaW1sxd+5cPP3008EcO3bswPz589He3o6Ojg58/OMfx+7du4Mxjz32GN7ylregpaUFEyZMwNe/vv8uWa9FZFmGq666ClOmTEFrayuOPfZYfPnLXw4K8Ud6DjBoiGHJkiVUqVTopptuoieeeII+8YlPUEdHB23btm2glzagmDdvHt188820bt06Wrt2Lb3rXe+iiRMn0u7du2XMhRdeSBMmTKBly5bR6tWr6ZRTTqFTTz1Vvm80GjR9+nSaO3cu/f73v6e77rqLxowZQ5///OdlzMaNG6mtrY0uu+wyWr9+PV133XWUpindc889/Xq+/YWVK1fS5MmT6Q1veANdfPHF8nmkZd+wY8cOmjRpEn30ox+lFStW0MaNG+nee++lZ555RsYsXryYRo4cSb/4xS/o0UcfpXe/+900ZcoU6urqkjHvfOc76Y1vfCM98sgj9NBDD9HUqVPp3HPPle9feeUVGjduHM2fP5/WrVtHt99+O7W2ttIPfvCDfj3fVxuLFi2i0aNH05133kmbNm2iO+64g4YPH07f+c53ZEyk58BiyDHdk08+mRYsWCDvsyyjI488kq655poBXNXgw/bt2wkAPfjgg0REtHPnTiqXy3THHXfImCeffJIA0PLly4mI6K677qIkSWjr1q0y5oYbbqD29nbq6ekhIqLLL7+cTjjhhOBYH/rQh2jevHmv9in1O3bt2kXHHXccLV26lN761rcK04207Ds+97nP0emnn77P7/M8p/Hjx9M3vvEN+Wznzp1UrVbp9ttvJyKi9evXEwBatWqVjLn77rvJGEPPP/88ERF973vfo1GjRglt+djHH3/8oT6lAcU555xDH/vYx4LP3v/+99P8+fOJKNJzMGBImZdrtRrWrFmDuXPnymdJkmDu3LlYvnz5AK5s8OGVV14B4LsxrVmzBvV6PaDdtGnTMHHiRKHd8uXLMWPGDIwbN07GzJs3D52dnXjiiSdkjJ6DxwxF+i9YsADnnHNO0/lGWvYdv/rVrzBr1ix88IMfxNixYzFz5kzceOON8v2mTZuwdevWgA4jR47E7NmzA1p2dHRg1qxZMmbu3LlIkgQrVqyQMWeccQYqlYqMmTdvHjZs2ICXX3751T7NfsOpp56KZcuW4amnngIAPProo3j44Ydx9tlnA4j0HAwYUl2G/vSnPyHLsmAjA4Bx48bhD3/4wwCtavAhz3NccsklOO200zB9+nQAwNatW1GpVNDR0RGMHTduHLZu3SpjeqMtf7e/MZ2dnejq6kJra+urcUr9jiVLluB3v/sdVq1a1fRdpGXfsXHjRtxwww247LLL8IUvfAGrVq3CZz7zGVQqFZx//vlCi97ooOk0duzY4PtSqYTDDjssGDNlypSmOfi7UaNGvSrn19+44oor0NnZiWnTpiFNU2RZhkWLFmH+/PkAEOk5CDCkmG5E37BgwQKsW7cODz/88EAv5TWJLVu24OKLL8bSpUvR0tIy0Mt5TSPPc8yaNQtf/epXAQAzZ87EunXr8P3vfx/nn3/+AK/utYef/vSnuPXWW3HbbbfhhBNOwNq1a3HJJZfgyCOPjPQcJBhS5uUxY8YgTdOmKNFt27Zh/PjxA7SqwYWLLroId955J+6//34cffTR8vn48eNRq9Wwc+fOYLym3fjx43ulLX+3vzHt7e1DQjMDrPl4+/btOPHEE1EqlVAqlfDggw/iu9/9LkqlEsaNGxdp2UccccQReP3rXx9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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.imshow(average_ndvi.isel(time=0))" + ] + }, + { + "cell_type": "markdown", + "id": "edab3c39-1d85-4ef5-831c-f64070c31355", + "metadata": {}, + "source": [ + "#####################################################################################" + ] + }, + { + "cell_type": "code", + "execution_count": 146, + "id": "c83d666e-139c-4215-909e-32c535532b19", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "fill_nan_model = joblib.load('output/regressors/mean_no_negative/gb_cloud.pkl')" + ] + }, + { + "cell_type": "code", + "execution_count": 141, + "id": "044303a9-e620-46e7-953f-e7f9b3ef91c6", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "mask = ~np.isnan(average_ndvi) \n", + "data = np.stack([average_vh.values[mask], average_vv.values[mask]], axis=1)\n", + "label = average_ndvi.values[mask]" + ] + }, + { + "cell_type": "code", + "execution_count": 142, + "id": "11e7be59-8982-4b72-a709-f2da5e015dcc", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(85080123,)" + ] + }, + "execution_count": 142, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "label.shape" + ] + }, + { + "cell_type": "code", + "execution_count": 143, + "id": "c38dda57-604f-4705-a282-eaec22f3ea12", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "(5000000, 2)\n", + "(5000000,)\n" + ] + } + ], + "source": [ + "num_samples = 5000000\n", + "\n", + "# Generate random indices\n", + "random_indices = np.random.choice(data.shape[0], size=num_samples, replace=False)\n", + "\n", + "# Subset the data using the random indices\n", + "x = data[random_indices]\n", + "y = label[random_indices]\n", + "\n", + "# Check the new shape\n", + "print(x.shape)\n", + "print(y.shape)" + ] + }, + { + "cell_type": "code", + "execution_count": 144, + "id": "89039d87-49cf-4cac-8020-350c516d9332", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "# np.savez(\"input/saved_datasets/test_aug.npz\", data=x, label=y)" + ] + }, + { + "cell_type": "code", + "execution_count": 147, + "id": "8cdc9d56-6e4a-4da9-9280-e632a1434f12", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "MSE: 0.06232030271316629\n", + "MAE: 0.20292019157833405\n", + "R^2: 0.5583783284198397\n" + ] + } + ], + "source": [ + "preds = fill_nan_model.predict(x)\n", + "mse = mean_squared_error(y, preds)\n", + "mae = mean_absolute_error(y, preds)\n", + "r2 = r2_score(y, preds)\n", + "print(f\"MSE: {mse}\")\n", + "print(f\"MAE: {mae}\")\n", + "print(f\"R^2: {r2}\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "859e29ca-731c-4877-ace3-033f828185f7", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "markdown", + "id": "115ac772-ced4-4671-aeb3-9ee92aeef230", + "metadata": {}, + "source": [ + "#####################################################################################" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "5b1314c0-57d0-499f-adcb-6bd249cc5d44", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "6d6f2194-24a6-49d9-8591-4839606fd43e", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.7" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/cloud_new/train_cloud_mask.ipynb b/cloud_new/train_cloud_mask.ipynb new 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run_callbacks() {\n", + " try {\n", + " root._bokeh_onload_callbacks.forEach(function(callback) {\n", + " if (callback != null)\n", + " callback();\n", + " });\n", + " } finally {\n", + " delete root._bokeh_onload_callbacks;\n", + " }\n", + " console.debug(\"Bokeh: all callbacks have finished\");\n", + " }\n", + "\n", + " function load_libs(css_urls, js_urls, js_modules, js_exports, callback) {\n", + " if (css_urls == null) css_urls = [];\n", + " if (js_urls == null) js_urls = [];\n", + " if (js_modules == null) js_modules = [];\n", + " if (js_exports == null) js_exports = {};\n", + "\n", + " root._bokeh_onload_callbacks.push(callback);\n", + "\n", + " if (root._bokeh_is_loading > 0) {\n", + " // Don't load bokeh if it is still initializing\n", + " console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n", + " return null;\n", + " } else if (js_urls.length === 0 && js_modules.length === 0 && Object.keys(js_exports).length === 0) {\n", + " // There is nothing 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+ " const link = links[i]\n", + " if (link.href != null) {\n", + " existing_stylesheets.push(link.href)\n", + " }\n", + " }\n", + " for (let i = 0; i < css_urls.length; i++) {\n", + " const url = css_urls[i];\n", + " const escaped = encodeURI(url)\n", + " if (existing_stylesheets.indexOf(escaped) !== -1) {\n", + " on_load()\n", + " continue;\n", + " }\n", + " const element = document.createElement(\"link\");\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.rel = \"stylesheet\";\n", + " element.type = \"text/css\";\n", + " element.href = url;\n", + " console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n", + " document.body.appendChild(element);\n", + " } var existing_scripts = []\n", + " const scripts = document.getElementsByTagName('script')\n", + " for (let i = 0; i < scripts.length; i++) {\n", + " var script = scripts[i]\n", + " if (script.src != null) {\n", + " existing_scripts.push(script.src)\n", + " }\n", + " }\n", + " 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= on_load;\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.src = url;\n", + " element.type = \"module\";\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " document.head.appendChild(element);\n", + " }\n", + " for (const name in js_exports) {\n", + " const url = js_exports[name];\n", + " const escaped = encodeURI(url)\n", + " if (skip.indexOf(escaped) >= 0 || root[name] != null) {\n", + " if (!window.requirejs) {\n", + " on_load();\n", + " }\n", + " continue;\n", + " }\n", + " var element = document.createElement('script');\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.type = \"module\";\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " element.textContent = `\n", + " import ${name} from \"${url}\"\n", + " window.${name} = ${name}\n", + " window._bokeh_on_load()\n", + " `\n", + " document.head.appendChild(element);\n", + " }\n", + " if (!js_urls.length && !js_modules.length) {\n", + " on_load()\n", + " }\n", + " };\n", + "\n", + " function inject_raw_css(css) {\n", + " const element = document.createElement(\"style\");\n", + " element.appendChild(document.createTextNode(css));\n", + " document.body.appendChild(element);\n", + " }\n", + "\n", + " const js_urls = [\"https://cdn.holoviz.org/panel/1.5.4/dist/bundled/reactiveesm/es-module-shims@^1.10.0/dist/es-module-shims.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-3.5.2.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-gl-3.5.2.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-widgets-3.5.2.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-tables-3.5.2.min.js\", \"https://cdn.holoviz.org/panel/1.5.4/dist/panel.min.js\"];\n", + " const js_modules = [];\n", + " const js_exports = {};\n", + " const css_urls = [];\n", + " const inline_js = [ function(Bokeh) {\n", + " Bokeh.set_log_level(\"info\");\n", + " },\n", + "function(Bokeh) {} // ensure no trailing comma for IE\n", + " ];\n", + "\n", + " function run_inline_js() {\n", + " if ((root.Bokeh !== undefined) || (force === true)) {\n", + " for (let i = 0; i < inline_js.length; i++) {\n", + " try {\n", + " inline_js[i].call(root, root.Bokeh);\n", + " } catch(e) {\n", + " if (!reloading) {\n", + " throw e;\n", + " }\n", + " }\n", + " }\n", + " // Cache old bokeh versions\n", + " if (Bokeh != undefined && !reloading) {\n", + " var NewBokeh = root.Bokeh;\n", + " if (Bokeh.versions === undefined) {\n", + " Bokeh.versions = new Map();\n", + " }\n", + " if (NewBokeh.version !== Bokeh.version) {\n", + " Bokeh.versions.set(NewBokeh.version, NewBokeh)\n", + " }\n", + " root.Bokeh = Bokeh;\n", + " }\n", + " } else if (Date.now() < root._bokeh_timeout) {\n", + " setTimeout(run_inline_js, 100);\n", + " } else if (!root._bokeh_failed_load) {\n", + " console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n", + " root._bokeh_failed_load = true;\n", + " }\n", + " root._bokeh_is_initializing = false\n", + " }\n", + "\n", + " function load_or_wait() {\n", + " // Implement a backoff loop that tries to ensure we do not load multiple\n", + " // versions of Bokeh and its dependencies at the same time.\n", + " // In recent versions we use the root._bokeh_is_initializing flag\n", + " // to determine whether there is an ongoing attempt to initialize\n", + " // bokeh, however for backward compatibility we also try to ensure\n", + " // that we do not start loading a newer (Panel>=1.0 and Bokeh>3) version\n", + " // before older versions are fully initialized.\n", + " if (root._bokeh_is_initializing && Date.now() > root._bokeh_timeout) {\n", + " // If the timeout and bokeh was not successfully loaded we reset\n", + " // everything and try loading again\n", + " root._bokeh_timeout = Date.now() + 5000;\n", + " root._bokeh_is_initializing = false;\n", + " root._bokeh_onload_callbacks = undefined;\n", + " root._bokeh_is_loading = 0\n", + " console.log(\"Bokeh: BokehJS was loaded multiple times but one version failed to initialize.\");\n", + " load_or_wait();\n", + " } else if (root._bokeh_is_initializing || (typeof root._bokeh_is_initializing === \"undefined\" && root._bokeh_onload_callbacks !== undefined)) {\n", + " setTimeout(load_or_wait, 100);\n", + " } else {\n", + " root._bokeh_is_initializing = true\n", + " root._bokeh_onload_callbacks = []\n", + " const bokeh_loaded = root.Bokeh != null && (root.Bokeh.version === py_version || (root.Bokeh.versions !== undefined && root.Bokeh.versions.has(py_version)));\n", + " if (!reloading && !bokeh_loaded) {\n", + " if (root.Bokeh) {\n", + " root.Bokeh = undefined;\n", + " }\n", + " console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n", + " }\n", + " load_libs(css_urls, js_urls, js_modules, js_exports, function() {\n", + " console.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n", + " run_inline_js();\n", + " });\n", + " }\n", + " }\n", + " // Give older versions of the autoload script a head-start to ensure\n", + " // they initialize before we start loading newer version.\n", + " setTimeout(load_or_wait, 100)\n", + "}(window));" + ], + "application/vnd.holoviews_load.v0+json": "(function(root) {\n function now() {\n return new Date();\n }\n\n const force = true;\n const py_version = '3.5.2'.replace('rc', '-rc.').replace('.dev', '-dev.');\n const reloading = false;\n const Bokeh = root.Bokeh;\n\n // Set a timeout for this load but only if we are not already initializing\n if (typeof (root._bokeh_timeout) === \"undefined\" || (force || !root._bokeh_is_initializing)) {\n root._bokeh_timeout = Date.now() + 5000;\n root._bokeh_failed_load = false;\n }\n\n function run_callbacks() {\n try {\n root._bokeh_onload_callbacks.forEach(function(callback) {\n if (callback != null)\n callback();\n });\n } finally {\n delete root._bokeh_onload_callbacks;\n }\n console.debug(\"Bokeh: all callbacks have finished\");\n }\n\n function load_libs(css_urls, js_urls, js_modules, js_exports, callback) {\n if (css_urls == null) css_urls = [];\n if (js_urls == null) js_urls = [];\n if (js_modules == null) js_modules = [];\n if (js_exports == null) js_exports = {};\n\n root._bokeh_onload_callbacks.push(callback);\n\n if (root._bokeh_is_loading > 0) {\n // Don't load bokeh if it is still initializing\n console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n return null;\n } else if (js_urls.length === 0 && js_modules.length === 0 && Object.keys(js_exports).length === 0) {\n // There is nothing to load\n run_callbacks();\n return null;\n }\n\n function on_load() {\n root._bokeh_is_loading--;\n if (root._bokeh_is_loading === 0) {\n console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n run_callbacks()\n }\n }\n window._bokeh_on_load = on_load\n\n function on_error(e) {\n const src_el = e.srcElement\n console.error(\"failed to load \" + (src_el.href || src_el.src));\n }\n\n const skip = [];\n if (window.requirejs) {\n window.requirejs.config({'packages': {}, 'paths': {}, 'shim': {}});\n root._bokeh_is_loading = css_urls.length + 0;\n } else {\n root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length + Object.keys(js_exports).length;\n }\n\n const existing_stylesheets = []\n const links = document.getElementsByTagName('link')\n for (let i = 0; i < links.length; i++) {\n const link = links[i]\n if (link.href != null) {\n existing_stylesheets.push(link.href)\n }\n }\n for (let i = 0; i < css_urls.length; i++) {\n const url = css_urls[i];\n const escaped = encodeURI(url)\n if (existing_stylesheets.indexOf(escaped) !== -1) {\n on_load()\n continue;\n }\n const element = document.createElement(\"link\");\n element.onload = on_load;\n element.onerror = on_error;\n element.rel = \"stylesheet\";\n element.type = \"text/css\";\n element.href = url;\n console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n document.body.appendChild(element);\n } var existing_scripts = []\n const scripts = document.getElementsByTagName('script')\n for (let i = 0; i < scripts.length; i++) {\n var script = scripts[i]\n if (script.src != null) {\n existing_scripts.push(script.src)\n }\n }\n for (let i = 0; i < js_urls.length; i++) {\n const url = js_urls[i];\n const escaped = encodeURI(url)\n if (skip.indexOf(escaped) !== -1 || existing_scripts.indexOf(escaped) !== -1) {\n if (!window.requirejs) {\n on_load();\n }\n continue;\n }\n const element = document.createElement('script');\n element.onload = on_load;\n element.onerror = on_error;\n element.async = false;\n element.src = url;\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n document.head.appendChild(element);\n }\n for (let i = 0; i < js_modules.length; i++) {\n const url = js_modules[i];\n const escaped = encodeURI(url)\n if (skip.indexOf(escaped) !== -1 || existing_scripts.indexOf(escaped) !== -1) {\n if (!window.requirejs) {\n on_load();\n }\n continue;\n }\n var element = document.createElement('script');\n element.onload = on_load;\n element.onerror = on_error;\n element.async = false;\n element.src = url;\n element.type = \"module\";\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n document.head.appendChild(element);\n }\n for (const name in js_exports) {\n const url = js_exports[name];\n const escaped = encodeURI(url)\n if (skip.indexOf(escaped) >= 0 || root[name] != null) {\n if (!window.requirejs) {\n on_load();\n }\n continue;\n }\n var element = document.createElement('script');\n element.onerror = on_error;\n element.async = false;\n element.type = \"module\";\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n element.textContent = `\n import ${name} from \"${url}\"\n window.${name} = ${name}\n window._bokeh_on_load()\n `\n document.head.appendChild(element);\n }\n if (!js_urls.length && !js_modules.length) {\n on_load()\n }\n };\n\n function inject_raw_css(css) {\n const element = document.createElement(\"style\");\n element.appendChild(document.createTextNode(css));\n document.body.appendChild(element);\n }\n\n const js_urls = [\"https://cdn.holoviz.org/panel/1.5.4/dist/bundled/reactiveesm/es-module-shims@^1.10.0/dist/es-module-shims.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-3.5.2.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-gl-3.5.2.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-widgets-3.5.2.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-tables-3.5.2.min.js\", \"https://cdn.holoviz.org/panel/1.5.4/dist/panel.min.js\"];\n const js_modules = [];\n const js_exports = {};\n const css_urls = [];\n const inline_js = [ function(Bokeh) {\n Bokeh.set_log_level(\"info\");\n },\nfunction(Bokeh) {} // ensure no trailing comma for IE\n ];\n\n function run_inline_js() {\n if ((root.Bokeh !== undefined) || (force === true)) {\n for (let i = 0; i < inline_js.length; i++) {\n try {\n inline_js[i].call(root, root.Bokeh);\n } catch(e) {\n if (!reloading) {\n throw e;\n }\n }\n }\n // Cache old bokeh versions\n if (Bokeh != undefined && !reloading) {\n var NewBokeh = root.Bokeh;\n if (Bokeh.versions === undefined) {\n Bokeh.versions = new Map();\n }\n if (NewBokeh.version !== Bokeh.version) {\n Bokeh.versions.set(NewBokeh.version, NewBokeh)\n }\n root.Bokeh = Bokeh;\n }\n } else if (Date.now() < root._bokeh_timeout) {\n setTimeout(run_inline_js, 100);\n } else if (!root._bokeh_failed_load) {\n console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n root._bokeh_failed_load = true;\n }\n root._bokeh_is_initializing = false\n }\n\n function load_or_wait() {\n // Implement a backoff loop that tries to ensure we do not load multiple\n // versions of Bokeh and its dependencies at the same time.\n // In recent versions we use the root._bokeh_is_initializing flag\n // to determine whether there is an ongoing attempt to initialize\n // bokeh, however for backward compatibility we also try to ensure\n // that we do not start loading a newer (Panel>=1.0 and Bokeh>3) version\n // before older versions are fully initialized.\n if (root._bokeh_is_initializing && Date.now() > root._bokeh_timeout) {\n // If the timeout and bokeh was not successfully loaded we reset\n // everything and try loading again\n root._bokeh_timeout = Date.now() + 5000;\n root._bokeh_is_initializing = false;\n root._bokeh_onload_callbacks = undefined;\n root._bokeh_is_loading = 0\n console.log(\"Bokeh: BokehJS was loaded multiple times but one version failed to initialize.\");\n load_or_wait();\n } else if (root._bokeh_is_initializing || (typeof root._bokeh_is_initializing === \"undefined\" && root._bokeh_onload_callbacks !== undefined)) {\n setTimeout(load_or_wait, 100);\n } else {\n root._bokeh_is_initializing = true\n root._bokeh_onload_callbacks = []\n const bokeh_loaded = root.Bokeh != null && (root.Bokeh.version === py_version || (root.Bokeh.versions !== undefined && root.Bokeh.versions.has(py_version)));\n if (!reloading && !bokeh_loaded) {\n if (root.Bokeh) {\n root.Bokeh = undefined;\n }\n console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n }\n load_libs(css_urls, js_urls, js_modules, js_exports, function() {\n console.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n run_inline_js();\n });\n }\n }\n // Give older versions of the autoload script a head-start to ensure\n // they initialize before we start loading newer version.\n setTimeout(load_or_wait, 100)\n}(window));" + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/javascript": [ + "\n", + "if ((window.PyViz === undefined) || (window.PyViz instanceof HTMLElement)) {\n", + " window.PyViz = {comms: {}, comm_status:{}, kernels:{}, receivers: {}, plot_index: []}\n", + "}\n", + "\n", + "\n", + " function JupyterCommManager() {\n", + " }\n", + "\n", + " JupyterCommManager.prototype.register_target = function(plot_id, comm_id, msg_handler) {\n", + " if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n", + " var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n", + " comm_manager.register_target(comm_id, function(comm) {\n", + " comm.on_msg(msg_handler);\n", + " });\n", + " } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n", + " window.PyViz.kernels[plot_id].registerCommTarget(comm_id, function(comm) {\n", + " comm.onMsg = msg_handler;\n", + " });\n", + " } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n", + " google.colab.kernel.comms.registerTarget(comm_id, (comm) => {\n", + " var messages = comm.messages[Symbol.asyncIterator]();\n", + " function processIteratorResult(result) {\n", + " var message = result.value;\n", + " console.log(message)\n", + " var content = {data: message.data, comm_id};\n", + " var buffers = []\n", + " for (var buffer of message.buffers || []) {\n", + " buffers.push(new DataView(buffer))\n", + " }\n", + " var metadata = message.metadata || {};\n", + " var msg = {content, buffers, metadata}\n", + " msg_handler(msg);\n", + " return messages.next().then(processIteratorResult);\n", + " }\n", + " return messages.next().then(processIteratorResult);\n", + " })\n", + " }\n", + " }\n", + "\n", + " JupyterCommManager.prototype.get_client_comm = function(plot_id, comm_id, msg_handler) {\n", + " if (comm_id in window.PyViz.comms) {\n", + " return window.PyViz.comms[comm_id];\n", + " } else if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n", + " var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n", + " var comm = comm_manager.new_comm(comm_id, {}, {}, {}, comm_id);\n", + " if (msg_handler) {\n", + " comm.on_msg(msg_handler);\n", + " }\n", + " } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n", + " var comm = window.PyViz.kernels[plot_id].connectToComm(comm_id);\n", + " comm.open();\n", + " if (msg_handler) {\n", + " comm.onMsg = msg_handler;\n", + " }\n", + " } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n", + " var comm_promise = google.colab.kernel.comms.open(comm_id)\n", + " comm_promise.then((comm) => {\n", + " window.PyViz.comms[comm_id] = comm;\n", + " if (msg_handler) {\n", + " var messages = comm.messages[Symbol.asyncIterator]();\n", + " function processIteratorResult(result) {\n", + " var message = result.value;\n", + " var content = {data: message.data};\n", + " var metadata = message.metadata || {comm_id};\n", + " var msg = {content, metadata}\n", + " msg_handler(msg);\n", + " return messages.next().then(processIteratorResult);\n", + " }\n", + " return messages.next().then(processIteratorResult);\n", + " }\n", + " }) \n", + " var sendClosure = (data, metadata, buffers, disposeOnDone) => {\n", + " return comm_promise.then((comm) => {\n", + " comm.send(data, metadata, buffers, disposeOnDone);\n", + " });\n", + " };\n", + " var comm = {\n", + " send: sendClosure\n", + " };\n", + " }\n", + " window.PyViz.comms[comm_id] = comm;\n", + " return comm;\n", + " }\n", + " window.PyViz.comm_manager = new JupyterCommManager();\n", + " \n", + "\n", + "\n", + "var JS_MIME_TYPE = 'application/javascript';\n", + "var HTML_MIME_TYPE = 'text/html';\n", + "var EXEC_MIME_TYPE = 'application/vnd.holoviews_exec.v0+json';\n", + "var CLASS_NAME = 'output';\n", + "\n", + "/**\n", + " * Render data to the DOM node\n", + " */\n", + "function render(props, node) {\n", + " var div = document.createElement(\"div\");\n", + " var script = document.createElement(\"script\");\n", + " node.appendChild(div);\n", + " node.appendChild(script);\n", + "}\n", + "\n", + "/**\n", + " * Handle when a new output is added\n", + " */\n", + "function handle_add_output(event, handle) {\n", + " var output_area = handle.output_area;\n", + " var output = handle.output;\n", + " if ((output.data == undefined) || (!output.data.hasOwnProperty(EXEC_MIME_TYPE))) {\n", + " return\n", + " }\n", + " var id = output.metadata[EXEC_MIME_TYPE][\"id\"];\n", + " var toinsert = output_area.element.find(\".\" + CLASS_NAME.split(' ')[0]);\n", + " if (id !== undefined) {\n", + " var nchildren = toinsert.length;\n", + " var html_node = toinsert[nchildren-1].children[0];\n", + " html_node.innerHTML = output.data[HTML_MIME_TYPE];\n", + " var scripts = [];\n", + " var nodelist = html_node.querySelectorAll(\"script\");\n", + " for (var i in nodelist) {\n", + " if (nodelist.hasOwnProperty(i)) {\n", + " scripts.push(nodelist[i])\n", + " }\n", + " }\n", + "\n", + " scripts.forEach( function (oldScript) {\n", + " var newScript = document.createElement(\"script\");\n", + " var attrs = [];\n", + " var nodemap = oldScript.attributes;\n", + " for (var j in nodemap) {\n", + " if (nodemap.hasOwnProperty(j)) {\n", + " 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function load_or_wait() {\n // Implement a backoff loop that tries to ensure we do not load multiple\n // versions of Bokeh and its dependencies at the same time.\n // In recent versions we use the root._bokeh_is_initializing flag\n // to determine whether there is an ongoing attempt to initialize\n // bokeh, however for backward compatibility we also try to ensure\n // that we do not start loading a newer (Panel>=1.0 and Bokeh>3) version\n // before older versions are fully initialized.\n if (root._bokeh_is_initializing && Date.now() > root._bokeh_timeout) {\n // If the timeout and bokeh was not successfully loaded we reset\n // everything and try loading again\n root._bokeh_timeout = Date.now() + 5000;\n root._bokeh_is_initializing = false;\n root._bokeh_onload_callbacks = undefined;\n root._bokeh_is_loading = 0\n console.log(\"Bokeh: BokehJS was loaded multiple times but one version failed to initialize.\");\n load_or_wait();\n } else if (root._bokeh_is_initializing || (typeof root._bokeh_is_initializing === \"undefined\" && root._bokeh_onload_callbacks !== undefined)) {\n setTimeout(load_or_wait, 100);\n } else {\n root._bokeh_is_initializing = true\n root._bokeh_onload_callbacks = []\n const bokeh_loaded = root.Bokeh != null && (root.Bokeh.version === py_version || (root.Bokeh.versions !== undefined && root.Bokeh.versions.has(py_version)));\n if (!reloading && !bokeh_loaded) {\n if (root.Bokeh) {\n root.Bokeh = undefined;\n }\n console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n }\n load_libs(css_urls, js_urls, js_modules, js_exports, function() {\n console.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n run_inline_js();\n });\n }\n }\n // Give older versions of the autoload script a head-start to ensure\n // they initialize before we start loading newer version.\n setTimeout(load_or_wait, 100)\n}(window));" + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + 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(Jupyter.notebook.kernel != null))) {\n", + " var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n", + " var comm = comm_manager.new_comm(comm_id, {}, {}, {}, comm_id);\n", + " if (msg_handler) {\n", + " comm.on_msg(msg_handler);\n", + " }\n", + " } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n", + " var comm = window.PyViz.kernels[plot_id].connectToComm(comm_id);\n", + " comm.open();\n", + " if (msg_handler) {\n", + " comm.onMsg = msg_handler;\n", + " }\n", + " } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n", + " var comm_promise = google.colab.kernel.comms.open(comm_id)\n", + " comm_promise.then((comm) => {\n", + " window.PyViz.comms[comm_id] = comm;\n", + " if (msg_handler) {\n", + " var messages = comm.messages[Symbol.asyncIterator]();\n", + " function processIteratorResult(result) {\n", + " var message = result.value;\n", + " var content = {data: message.data};\n", + " var metadata = 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scripts.push(nodelist[i])\n", + " }\n", + " }\n", + "\n", + " scripts.forEach( function (oldScript) {\n", + " var newScript = document.createElement(\"script\");\n", + " var attrs = [];\n", + " var nodemap = oldScript.attributes;\n", + " for (var j in nodemap) {\n", + " if (nodemap.hasOwnProperty(j)) {\n", + " attrs.push(nodemap[j])\n", + " }\n", + " }\n", + " attrs.forEach(function(attr) { newScript.setAttribute(attr.name, attr.value) });\n", + " newScript.appendChild(document.createTextNode(oldScript.innerHTML));\n", + " oldScript.parentNode.replaceChild(newScript, oldScript);\n", + " });\n", + " if (JS_MIME_TYPE in output.data) {\n", + " toinsert[nchildren-1].children[1].textContent = output.data[JS_MIME_TYPE];\n", + " }\n", + " output_area._hv_plot_id = id;\n", + " if ((window.Bokeh !== undefined) && (id in Bokeh.index)) {\n", + " window.PyViz.plot_index[id] = Bokeh.index[id];\n", + " } else {\n", + " window.PyViz.plot_index[id] = null;\n", + " }\n", + " } else if (output.metadata[EXEC_MIME_TYPE][\"server_id\"] !== undefined) {\n", + " var bk_div = document.createElement(\"div\");\n", + " bk_div.innerHTML = output.data[HTML_MIME_TYPE];\n", + " var script_attrs = bk_div.children[0].attributes;\n", + " for (var i = 0; i < script_attrs.length; i++) {\n", + " toinsert[toinsert.length - 1].childNodes[1].setAttribute(script_attrs[i].name, script_attrs[i].value);\n", + " }\n", + " // store reference to server id on output_area\n", + " output_area._bokeh_server_id = output.metadata[EXEC_MIME_TYPE][\"server_id\"];\n", + " }\n", + "}\n", + "\n", + "/**\n", + " * Handle when an output is cleared or removed\n", + " */\n", + "function handle_clear_output(event, handle) {\n", + " var id = handle.cell.output_area._hv_plot_id;\n", + " var server_id = handle.cell.output_area._bokeh_server_id;\n", + " if (((id === undefined) || !(id in PyViz.plot_index)) && (server_id !== undefined)) { return; }\n", + " var comm = window.PyViz.comm_manager.get_client_comm(\"hv-extension-comm\", \"hv-extension-comm\", function () {});\n", + " if (server_id !== null) {\n", + " comm.send({event_type: 'server_delete', 'id': server_id});\n", + " return;\n", + " } else if (comm !== null) {\n", + " comm.send({event_type: 'delete', 'id': id});\n", + " }\n", + " delete PyViz.plot_index[id];\n", + " if ((window.Bokeh !== undefined) & (id in window.Bokeh.index)) {\n", + " var doc = window.Bokeh.index[id].model.document\n", + " doc.clear();\n", + " const i = window.Bokeh.documents.indexOf(doc);\n", + " if (i > -1) {\n", + " window.Bokeh.documents.splice(i, 1);\n", + " }\n", + " }\n", + "}\n", + "\n", + "/**\n", + " * Handle kernel restart event\n", + " */\n", + "function handle_kernel_cleanup(event, handle) {\n", + " delete PyViz.comms[\"hv-extension-comm\"];\n", + " window.PyViz.plot_index = {}\n", + "}\n", + "\n", + "/**\n", + " * Handle update_display_data messages\n", + " */\n", + "function handle_update_output(event, handle) {\n", + " handle_clear_output(event, {cell: {output_area: handle.output_area}})\n", + " handle_add_output(event, handle)\n", + "}\n", + "\n", + "function register_renderer(events, OutputArea) {\n", + " function append_mime(data, metadata, element) {\n", + " // create a DOM node to render to\n", + " var toinsert = this.create_output_subarea(\n", + " metadata,\n", + " CLASS_NAME,\n", + " EXEC_MIME_TYPE\n", + " );\n", + " this.keyboard_manager.register_events(toinsert);\n", + " // Render to node\n", + " var props = {data: data, metadata: metadata[EXEC_MIME_TYPE]};\n", + " render(props, toinsert[0]);\n", + " element.append(toinsert);\n", + " return toinsert\n", + " }\n", + "\n", + " events.on('output_added.OutputArea', handle_add_output);\n", + " events.on('output_updated.OutputArea', handle_update_output);\n", + " events.on('clear_output.CodeCell', handle_clear_output);\n", + " events.on('delete.Cell', handle_clear_output);\n", + " events.on('kernel_ready.Kernel', handle_kernel_cleanup);\n", + "\n", + " OutputArea.prototype.register_mime_type(EXEC_MIME_TYPE, append_mime, {\n", + " safe: true,\n", + " index: 0\n", + " });\n", + "}\n", + "\n", + "if (window.Jupyter !== undefined) {\n", + " try {\n", + " var events = require('base/js/events');\n", + " var OutputArea = require('notebook/js/outputarea').OutputArea;\n", + " if (OutputArea.prototype.mime_types().indexOf(EXEC_MIME_TYPE) == -1) {\n", + " register_renderer(events, OutputArea);\n", + " }\n", + " } catch(err) {\n", + " }\n", + "}\n" + ], + "application/vnd.holoviews_load.v0+json": "\nif ((window.PyViz === undefined) || (window.PyViz instanceof HTMLElement)) {\n window.PyViz = {comms: {}, comm_status:{}, kernels:{}, receivers: {}, plot_index: []}\n}\n\n\n function JupyterCommManager() {\n }\n\n JupyterCommManager.prototype.register_target = function(plot_id, comm_id, msg_handler) {\n if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n comm_manager.register_target(comm_id, function(comm) {\n comm.on_msg(msg_handler);\n });\n } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n window.PyViz.kernels[plot_id].registerCommTarget(comm_id, function(comm) {\n comm.onMsg = msg_handler;\n });\n } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n google.colab.kernel.comms.registerTarget(comm_id, (comm) => {\n var messages = comm.messages[Symbol.asyncIterator]();\n function processIteratorResult(result) {\n var message = result.value;\n console.log(message)\n var content = {data: message.data, comm_id};\n var buffers = []\n for (var buffer of message.buffers || []) {\n buffers.push(new DataView(buffer))\n }\n var metadata = message.metadata || {};\n var msg = {content, buffers, metadata}\n msg_handler(msg);\n return messages.next().then(processIteratorResult);\n }\n return messages.next().then(processIteratorResult);\n })\n }\n }\n\n JupyterCommManager.prototype.get_client_comm = function(plot_id, comm_id, msg_handler) {\n if (comm_id in window.PyViz.comms) {\n return window.PyViz.comms[comm_id];\n } else if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n var comm = comm_manager.new_comm(comm_id, {}, {}, {}, comm_id);\n if (msg_handler) {\n comm.on_msg(msg_handler);\n }\n } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n var comm = window.PyViz.kernels[plot_id].connectToComm(comm_id);\n comm.open();\n if (msg_handler) {\n comm.onMsg = msg_handler;\n }\n } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n var comm_promise = google.colab.kernel.comms.open(comm_id)\n comm_promise.then((comm) => {\n window.PyViz.comms[comm_id] = comm;\n if (msg_handler) {\n var messages = comm.messages[Symbol.asyncIterator]();\n function processIteratorResult(result) {\n var message = result.value;\n var content = {data: message.data};\n var metadata = message.metadata || {comm_id};\n var msg = {content, metadata}\n msg_handler(msg);\n return messages.next().then(processIteratorResult);\n }\n return messages.next().then(processIteratorResult);\n }\n }) \n var sendClosure = (data, metadata, buffers, disposeOnDone) => {\n return comm_promise.then((comm) => {\n comm.send(data, metadata, buffers, disposeOnDone);\n });\n };\n var comm = {\n send: sendClosure\n };\n }\n window.PyViz.comms[comm_id] = comm;\n return comm;\n }\n window.PyViz.comm_manager = new JupyterCommManager();\n \n\n\nvar JS_MIME_TYPE = 'application/javascript';\nvar HTML_MIME_TYPE = 'text/html';\nvar EXEC_MIME_TYPE = 'application/vnd.holoviews_exec.v0+json';\nvar CLASS_NAME = 'output';\n\n/**\n * Render data to the DOM node\n */\nfunction render(props, node) {\n var div = document.createElement(\"div\");\n var script = document.createElement(\"script\");\n node.appendChild(div);\n node.appendChild(script);\n}\n\n/**\n * Handle when a new output is added\n */\nfunction handle_add_output(event, handle) {\n var output_area = handle.output_area;\n var output = handle.output;\n if ((output.data == undefined) || (!output.data.hasOwnProperty(EXEC_MIME_TYPE))) {\n return\n }\n var id = output.metadata[EXEC_MIME_TYPE][\"id\"];\n var toinsert = output_area.element.find(\".\" + CLASS_NAME.split(' ')[0]);\n if (id !== undefined) {\n var nchildren = toinsert.length;\n var html_node = toinsert[nchildren-1].children[0];\n html_node.innerHTML = output.data[HTML_MIME_TYPE];\n var scripts = [];\n var nodelist = html_node.querySelectorAll(\"script\");\n for (var i in nodelist) {\n if (nodelist.hasOwnProperty(i)) {\n scripts.push(nodelist[i])\n }\n }\n\n scripts.forEach( function (oldScript) {\n var newScript = document.createElement(\"script\");\n var attrs = [];\n var nodemap = oldScript.attributes;\n for (var j in nodemap) {\n if (nodemap.hasOwnProperty(j)) {\n attrs.push(nodemap[j])\n }\n }\n attrs.forEach(function(attr) { newScript.setAttribute(attr.name, attr.value) });\n newScript.appendChild(document.createTextNode(oldScript.innerHTML));\n oldScript.parentNode.replaceChild(newScript, oldScript);\n });\n if (JS_MIME_TYPE in output.data) {\n toinsert[nchildren-1].children[1].textContent = output.data[JS_MIME_TYPE];\n }\n output_area._hv_plot_id = id;\n if ((window.Bokeh !== undefined) && (id in Bokeh.index)) {\n window.PyViz.plot_index[id] = Bokeh.index[id];\n } else {\n window.PyViz.plot_index[id] = null;\n }\n } else if (output.metadata[EXEC_MIME_TYPE][\"server_id\"] !== undefined) {\n var bk_div = document.createElement(\"div\");\n bk_div.innerHTML = output.data[HTML_MIME_TYPE];\n var script_attrs = bk_div.children[0].attributes;\n for (var i = 0; i < script_attrs.length; i++) {\n toinsert[toinsert.length - 1].childNodes[1].setAttribute(script_attrs[i].name, script_attrs[i].value);\n }\n // store reference to server id on output_area\n output_area._bokeh_server_id = output.metadata[EXEC_MIME_TYPE][\"server_id\"];\n }\n}\n\n/**\n * Handle when an output is cleared or removed\n */\nfunction handle_clear_output(event, handle) {\n var id = handle.cell.output_area._hv_plot_id;\n var server_id = handle.cell.output_area._bokeh_server_id;\n if (((id === undefined) || !(id in PyViz.plot_index)) && (server_id !== undefined)) { return; }\n var comm = window.PyViz.comm_manager.get_client_comm(\"hv-extension-comm\", \"hv-extension-comm\", function () {});\n if (server_id !== null) {\n comm.send({event_type: 'server_delete', 'id': server_id});\n return;\n } else if (comm !== null) {\n comm.send({event_type: 'delete', 'id': id});\n }\n delete PyViz.plot_index[id];\n if ((window.Bokeh !== undefined) & (id in window.Bokeh.index)) {\n var doc = window.Bokeh.index[id].model.document\n doc.clear();\n const i = window.Bokeh.documents.indexOf(doc);\n if (i > -1) {\n window.Bokeh.documents.splice(i, 1);\n }\n }\n}\n\n/**\n * Handle kernel restart event\n */\nfunction handle_kernel_cleanup(event, handle) {\n delete PyViz.comms[\"hv-extension-comm\"];\n window.PyViz.plot_index = {}\n}\n\n/**\n * Handle update_display_data messages\n */\nfunction handle_update_output(event, handle) {\n handle_clear_output(event, {cell: {output_area: handle.output_area}})\n handle_add_output(event, handle)\n}\n\nfunction register_renderer(events, OutputArea) {\n function append_mime(data, metadata, element) {\n // create a DOM node to render to\n var toinsert = this.create_output_subarea(\n metadata,\n CLASS_NAME,\n EXEC_MIME_TYPE\n );\n this.keyboard_manager.register_events(toinsert);\n // Render to node\n var props = {data: data, metadata: metadata[EXEC_MIME_TYPE]};\n render(props, toinsert[0]);\n element.append(toinsert);\n return toinsert\n }\n\n events.on('output_added.OutputArea', handle_add_output);\n events.on('output_updated.OutputArea', handle_update_output);\n events.on('clear_output.CodeCell', handle_clear_output);\n events.on('delete.Cell', handle_clear_output);\n events.on('kernel_ready.Kernel', handle_kernel_cleanup);\n\n OutputArea.prototype.register_mime_type(EXEC_MIME_TYPE, append_mime, {\n safe: true,\n index: 0\n });\n}\n\nif (window.Jupyter !== undefined) {\n try {\n var events = require('base/js/events');\n var OutputArea = require('notebook/js/outputarea').OutputArea;\n if (OutputArea.prototype.mime_types().indexOf(EXEC_MIME_TYPE) == -1) {\n register_renderer(events, OutputArea);\n }\n } catch(err) {\n }\n}\n" + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/javascript": [ + "(function(root) {\n", + " function now() {\n", + " return new Date();\n", + " }\n", + "\n", + " const force = false;\n", + " const py_version = '3.5.2'.replace('rc', '-rc.').replace('.dev', '-dev.');\n", + " const reloading = true;\n", + " const Bokeh = root.Bokeh;\n", + "\n", + " // Set a timeout for this load but only if we are not already initializing\n", + " if (typeof (root._bokeh_timeout) === \"undefined\" || (force || !root._bokeh_is_initializing)) {\n", + " root._bokeh_timeout = Date.now() + 5000;\n", + " root._bokeh_failed_load = false;\n", + " }\n", + "\n", + " function run_callbacks() {\n", + " try {\n", + " root._bokeh_onload_callbacks.forEach(function(callback) {\n", + " if (callback != null)\n", + " callback();\n", + " });\n", + " } finally {\n", + " delete root._bokeh_onload_callbacks;\n", + " }\n", + " console.debug(\"Bokeh: all callbacks have finished\");\n", + " }\n", + "\n", + " function load_libs(css_urls, js_urls, js_modules, js_exports, callback) {\n", + " if (css_urls == null) css_urls = [];\n", + " if (js_urls == null) js_urls = [];\n", + " if (js_modules == null) js_modules = [];\n", + " if (js_exports == null) js_exports = {};\n", + "\n", + " root._bokeh_onload_callbacks.push(callback);\n", + "\n", + " if (root._bokeh_is_loading > 0) {\n", + " // Don't load bokeh if it is still initializing\n", + " console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n", + " return null;\n", + " } else if (js_urls.length === 0 && js_modules.length === 0 && Object.keys(js_exports).length === 0) {\n", + " // There is nothing to load\n", + " run_callbacks();\n", + " return null;\n", + " }\n", + "\n", + " function on_load() {\n", + " root._bokeh_is_loading--;\n", + " if (root._bokeh_is_loading === 0) {\n", + " console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n", + " run_callbacks()\n", + " }\n", + " }\n", + " window._bokeh_on_load = on_load\n", + "\n", + " function on_error(e) {\n", + " const src_el = e.srcElement\n", + " console.error(\"failed to load \" + (src_el.href || src_el.src));\n", + " }\n", + "\n", + " const skip = [];\n", + " if (window.requirejs) {\n", + " window.requirejs.config({'packages': {}, 'paths': {}, 'shim': {}});\n", + " root._bokeh_is_loading = css_urls.length + 0;\n", + " } else {\n", + " root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length + Object.keys(js_exports).length;\n", + " }\n", + "\n", + " const existing_stylesheets = []\n", + " const links = document.getElementsByTagName('link')\n", + " for (let i = 0; i < links.length; i++) {\n", + " const link = links[i]\n", + " if (link.href != null) {\n", + " existing_stylesheets.push(link.href)\n", + " }\n", + " }\n", + " for (let i = 0; i < css_urls.length; i++) {\n", + " const url = css_urls[i];\n", + " const escaped = encodeURI(url)\n", + " if (existing_stylesheets.indexOf(escaped) !== -1) {\n", + " on_load()\n", + " continue;\n", + " }\n", + " const element = document.createElement(\"link\");\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.rel = \"stylesheet\";\n", + " element.type = \"text/css\";\n", + " element.href = url;\n", + " console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n", + " document.body.appendChild(element);\n", + " } var existing_scripts = []\n", + " const scripts = document.getElementsByTagName('script')\n", + " for (let i = 0; i < scripts.length; i++) {\n", + " var script = scripts[i]\n", + " if (script.src != null) {\n", + " existing_scripts.push(script.src)\n", + " }\n", + " }\n", + " for (let i = 0; i < js_urls.length; i++) {\n", + " const url = js_urls[i];\n", + " const escaped = encodeURI(url)\n", + " if (skip.indexOf(escaped) !== -1 || existing_scripts.indexOf(escaped) !== -1) {\n", + " if (!window.requirejs) {\n", + " on_load();\n", + " }\n", + " continue;\n", + " }\n", + " const element = document.createElement('script');\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.src = url;\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " document.head.appendChild(element);\n", + " }\n", + " for (let i = 0; i < js_modules.length; i++) {\n", + " const url = js_modules[i];\n", + " const escaped = encodeURI(url)\n", + " if (skip.indexOf(escaped) !== -1 || existing_scripts.indexOf(escaped) !== -1) {\n", + " if (!window.requirejs) {\n", + " on_load();\n", + " }\n", + " continue;\n", + " }\n", + " var element = document.createElement('script');\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.src = url;\n", + " element.type = \"module\";\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " document.head.appendChild(element);\n", + " }\n", + " for (const name in js_exports) {\n", + " const url = js_exports[name];\n", + " const escaped = encodeURI(url)\n", + " if (skip.indexOf(escaped) >= 0 || root[name] != null) {\n", + " if (!window.requirejs) {\n", + " on_load();\n", + " }\n", + " continue;\n", + " }\n", + " var element = document.createElement('script');\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.type = \"module\";\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " element.textContent = `\n", + " import ${name} from \"${url}\"\n", + " window.${name} = ${name}\n", + " window._bokeh_on_load()\n", + " `\n", + " document.head.appendChild(element);\n", + " }\n", + " if (!js_urls.length && !js_modules.length) {\n", + " on_load()\n", + " }\n", + " };\n", + "\n", + " function inject_raw_css(css) {\n", + " const element = document.createElement(\"style\");\n", + " element.appendChild(document.createTextNode(css));\n", + " document.body.appendChild(element);\n", + " }\n", + "\n", + " const js_urls = [\"https://cdn.holoviz.org/panel/1.5.4/dist/bundled/reactiveesm/es-module-shims@^1.10.0/dist/es-module-shims.min.js\"];\n", + " const js_modules = [];\n", + " const js_exports = {};\n", + " const css_urls = [];\n", + " const inline_js = [ function(Bokeh) {\n", + " Bokeh.set_log_level(\"info\");\n", + " },\n", + "function(Bokeh) {} // ensure no trailing comma for IE\n", + " ];\n", + "\n", + " function run_inline_js() {\n", + " if ((root.Bokeh !== undefined) || (force === true)) {\n", + " for (let i = 0; i < inline_js.length; i++) {\n", + " try {\n", + " inline_js[i].call(root, root.Bokeh);\n", + " } catch(e) {\n", + " if (!reloading) {\n", + " throw e;\n", + " }\n", + " }\n", + " }\n", + " // Cache old bokeh versions\n", + " if (Bokeh != undefined && !reloading) {\n", + " var NewBokeh = root.Bokeh;\n", + " if (Bokeh.versions === undefined) {\n", + " Bokeh.versions = new Map();\n", + " }\n", + " if (NewBokeh.version !== Bokeh.version) {\n", + " Bokeh.versions.set(NewBokeh.version, NewBokeh)\n", + " }\n", + " root.Bokeh = Bokeh;\n", + " }\n", + " } else if (Date.now() < root._bokeh_timeout) {\n", + " setTimeout(run_inline_js, 100);\n", + " } else if (!root._bokeh_failed_load) {\n", + " console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n", + " root._bokeh_failed_load = true;\n", + " }\n", + " root._bokeh_is_initializing = false\n", + " }\n", + "\n", + " function load_or_wait() {\n", + " // Implement a backoff loop that tries to ensure we do not load multiple\n", + " // versions of Bokeh and its dependencies at the same time.\n", + " // In recent versions we use the root._bokeh_is_initializing flag\n", + " // to determine whether there is an ongoing attempt to initialize\n", + " // bokeh, however for backward compatibility we also try to ensure\n", + " // that we do not start loading a newer (Panel>=1.0 and Bokeh>3) version\n", + " // before older versions are fully initialized.\n", + " if (root._bokeh_is_initializing && Date.now() > root._bokeh_timeout) {\n", + " // If the timeout and bokeh was not successfully loaded we reset\n", + " // everything and try loading again\n", + " root._bokeh_timeout = Date.now() + 5000;\n", + " root._bokeh_is_initializing = false;\n", + " root._bokeh_onload_callbacks = undefined;\n", + " root._bokeh_is_loading = 0\n", + " console.log(\"Bokeh: BokehJS was loaded multiple times but one version failed to initialize.\");\n", + " load_or_wait();\n", + " } else if (root._bokeh_is_initializing || (typeof root._bokeh_is_initializing === \"undefined\" && root._bokeh_onload_callbacks !== undefined)) {\n", + " setTimeout(load_or_wait, 100);\n", + " } else {\n", + " root._bokeh_is_initializing = true\n", + " root._bokeh_onload_callbacks = []\n", + " const bokeh_loaded = root.Bokeh != null && (root.Bokeh.version === py_version || (root.Bokeh.versions !== undefined && root.Bokeh.versions.has(py_version)));\n", + " if (!reloading && !bokeh_loaded) {\n", + " if (root.Bokeh) {\n", + " root.Bokeh = undefined;\n", + " }\n", + " console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n", + " }\n", + " load_libs(css_urls, js_urls, js_modules, js_exports, function() {\n", + " console.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n", + " run_inline_js();\n", + " });\n", + " }\n", + " }\n", + " // Give older versions of the autoload script a head-start to ensure\n", + " // they initialize before we start loading newer version.\n", + " setTimeout(load_or_wait, 100)\n", + "}(window));" + ], + "application/vnd.holoviews_load.v0+json": "(function(root) {\n function now() {\n return new Date();\n }\n\n const force = false;\n const py_version = '3.5.2'.replace('rc', '-rc.').replace('.dev', '-dev.');\n const reloading = true;\n const Bokeh = root.Bokeh;\n\n // Set a timeout for this load but only if we are not already initializing\n if (typeof (root._bokeh_timeout) === \"undefined\" || (force || !root._bokeh_is_initializing)) {\n root._bokeh_timeout = Date.now() + 5000;\n root._bokeh_failed_load = false;\n }\n\n function run_callbacks() {\n try {\n root._bokeh_onload_callbacks.forEach(function(callback) {\n if (callback != null)\n callback();\n });\n } finally {\n delete root._bokeh_onload_callbacks;\n }\n console.debug(\"Bokeh: all callbacks have finished\");\n }\n\n function load_libs(css_urls, js_urls, js_modules, js_exports, callback) {\n if (css_urls == null) css_urls = [];\n if (js_urls == null) js_urls = [];\n if (js_modules == null) js_modules = [];\n if (js_exports == null) js_exports = {};\n\n root._bokeh_onload_callbacks.push(callback);\n\n if (root._bokeh_is_loading > 0) {\n // Don't load bokeh if it is still initializing\n console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n return null;\n } else if (js_urls.length === 0 && js_modules.length === 0 && Object.keys(js_exports).length === 0) {\n // There is nothing to load\n run_callbacks();\n return null;\n }\n\n function on_load() {\n root._bokeh_is_loading--;\n if (root._bokeh_is_loading === 0) {\n console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n run_callbacks()\n }\n }\n window._bokeh_on_load = on_load\n\n function on_error(e) {\n const src_el = e.srcElement\n console.error(\"failed to load \" + (src_el.href || src_el.src));\n }\n\n const skip = [];\n if (window.requirejs) {\n window.requirejs.config({'packages': {}, 'paths': {}, 'shim': {}});\n root._bokeh_is_loading = css_urls.length + 0;\n } else {\n root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length + Object.keys(js_exports).length;\n }\n\n const existing_stylesheets = []\n const links = document.getElementsByTagName('link')\n for (let i = 0; i < links.length; i++) {\n const link = links[i]\n if (link.href != null) {\n existing_stylesheets.push(link.href)\n }\n }\n for (let i = 0; i < css_urls.length; i++) {\n const url = css_urls[i];\n const escaped = encodeURI(url)\n if (existing_stylesheets.indexOf(escaped) !== -1) {\n on_load()\n continue;\n }\n const element = document.createElement(\"link\");\n element.onload = on_load;\n element.onerror = on_error;\n element.rel = \"stylesheet\";\n element.type = \"text/css\";\n element.href = url;\n console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n document.body.appendChild(element);\n } var existing_scripts = []\n const scripts = document.getElementsByTagName('script')\n for (let i = 0; i < scripts.length; i++) {\n var script = scripts[i]\n if (script.src != null) {\n existing_scripts.push(script.src)\n }\n }\n for (let i = 0; i < js_urls.length; i++) {\n const url = js_urls[i];\n const escaped = encodeURI(url)\n if (skip.indexOf(escaped) !== -1 || existing_scripts.indexOf(escaped) !== -1) {\n if (!window.requirejs) {\n on_load();\n }\n continue;\n }\n const element = document.createElement('script');\n element.onload = on_load;\n element.onerror = on_error;\n element.async = false;\n element.src = url;\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n document.head.appendChild(element);\n }\n for (let i = 0; i < js_modules.length; i++) {\n const url = js_modules[i];\n const escaped = encodeURI(url)\n if (skip.indexOf(escaped) !== -1 || existing_scripts.indexOf(escaped) !== -1) {\n if (!window.requirejs) {\n on_load();\n }\n continue;\n }\n var element = document.createElement('script');\n element.onload = on_load;\n element.onerror = on_error;\n element.async = false;\n element.src = url;\n element.type = \"module\";\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n document.head.appendChild(element);\n }\n for (const name in js_exports) {\n const url = js_exports[name];\n const escaped = encodeURI(url)\n if (skip.indexOf(escaped) >= 0 || root[name] != null) {\n if (!window.requirejs) {\n on_load();\n }\n continue;\n }\n var element = document.createElement('script');\n element.onerror = on_error;\n element.async = false;\n element.type = \"module\";\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n element.textContent = `\n import ${name} from \"${url}\"\n window.${name} = ${name}\n 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root._bokeh_onload_callbacks.forEach(function(callback) {\n", + " if (callback != null)\n", + " callback();\n", + " });\n", + " } finally {\n", + " delete root._bokeh_onload_callbacks;\n", + " }\n", + " console.debug(\"Bokeh: all callbacks have finished\");\n", + " }\n", + "\n", + " function load_libs(css_urls, js_urls, js_modules, js_exports, callback) {\n", + " if (css_urls == null) css_urls = [];\n", + " if (js_urls == null) js_urls = [];\n", + " if (js_modules == null) js_modules = [];\n", + " if (js_exports == null) js_exports = {};\n", + "\n", + " root._bokeh_onload_callbacks.push(callback);\n", + "\n", + " if (root._bokeh_is_loading > 0) {\n", + " // Don't load bokeh if it is still initializing\n", + " console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n", + " return null;\n", + " } else if (js_urls.length === 0 && js_modules.length === 0 && Object.keys(js_exports).length === 0) {\n", + " // There is nothing to load\n", + " run_callbacks();\n", + " return null;\n", + " }\n", + "\n", + " function on_load() {\n", + " root._bokeh_is_loading--;\n", + " if (root._bokeh_is_loading === 0) {\n", + " console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n", + " run_callbacks()\n", + " }\n", + " }\n", + " window._bokeh_on_load = on_load\n", + "\n", + " function on_error(e) {\n", + " const src_el = e.srcElement\n", + " console.error(\"failed to load \" + (src_el.href || src_el.src));\n", + " }\n", + "\n", + " const skip = [];\n", + " if (window.requirejs) {\n", + " window.requirejs.config({'packages': {}, 'paths': {}, 'shim': {}});\n", + " root._bokeh_is_loading = css_urls.length + 0;\n", + " } else {\n", + " root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length + Object.keys(js_exports).length;\n", + " }\n", + "\n", + " const existing_stylesheets = []\n", + " const links = document.getElementsByTagName('link')\n", + " for (let i = 0; i < links.length; i++) {\n", + " const link = links[i]\n", + " if (link.href != null) {\n", + " existing_stylesheets.push(link.href)\n", + " }\n", + " }\n", + " for (let i = 0; i < css_urls.length; i++) {\n", + " const url = css_urls[i];\n", + " const escaped = encodeURI(url)\n", + " if (existing_stylesheets.indexOf(escaped) !== -1) {\n", + " on_load()\n", + " continue;\n", + " }\n", + " const element = document.createElement(\"link\");\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.rel = \"stylesheet\";\n", + " element.type = \"text/css\";\n", + " element.href = url;\n", + " console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n", + " document.body.appendChild(element);\n", + " } var existing_scripts = []\n", + " const scripts = document.getElementsByTagName('script')\n", + " for (let i = 0; i < scripts.length; i++) {\n", + " var script = scripts[i]\n", + " if (script.src != null) {\n", + " existing_scripts.push(script.src)\n", + " }\n", + " }\n", + " for (let i = 0; i < js_urls.length; i++) {\n", + " const url = js_urls[i];\n", + " const escaped = encodeURI(url)\n", + " if (skip.indexOf(escaped) !== -1 || existing_scripts.indexOf(escaped) !== -1) {\n", + " if (!window.requirejs) {\n", + " on_load();\n", + " }\n", + " continue;\n", + " }\n", + " const element = document.createElement('script');\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.src = url;\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " document.head.appendChild(element);\n", + " }\n", + " for (let i = 0; i < js_modules.length; i++) {\n", + " const url = js_modules[i];\n", + " const escaped = encodeURI(url)\n", + " if (skip.indexOf(escaped) !== -1 || existing_scripts.indexOf(escaped) !== -1) {\n", + " if (!window.requirejs) {\n", + " on_load();\n", + " }\n", + " continue;\n", + " }\n", + " var element = document.createElement('script');\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.src = url;\n", + " element.type = \"module\";\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " document.head.appendChild(element);\n", + " }\n", + " for (const name in js_exports) {\n", + " const url = js_exports[name];\n", + " const escaped = encodeURI(url)\n", + " if (skip.indexOf(escaped) >= 0 || root[name] != null) {\n", + " if (!window.requirejs) {\n", + " on_load();\n", + " }\n", + " continue;\n", + " }\n", + " var element = document.createElement('script');\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.type = \"module\";\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " element.textContent = `\n", + " import ${name} from \"${url}\"\n", + " window.${name} = ${name}\n", + " window._bokeh_on_load()\n", + " `\n", + " document.head.appendChild(element);\n", + " }\n", + " if (!js_urls.length && !js_modules.length) {\n", + " on_load()\n", + " }\n", + " };\n", + "\n", + " function inject_raw_css(css) {\n", + " const element = document.createElement(\"style\");\n", + " element.appendChild(document.createTextNode(css));\n", + " document.body.appendChild(element);\n", + " }\n", + "\n", + " const js_urls = [\"https://cdn.holoviz.org/panel/1.5.4/dist/bundled/reactiveesm/es-module-shims@^1.10.0/dist/es-module-shims.min.js\"];\n", + " const js_modules = [];\n", + " const js_exports = {};\n", + " const css_urls = [];\n", + " const inline_js = [ function(Bokeh) {\n", + " Bokeh.set_log_level(\"info\");\n", + " },\n", + "function(Bokeh) {} // ensure no trailing comma for IE\n", + " ];\n", + "\n", + " function run_inline_js() {\n", + " if ((root.Bokeh !== undefined) || (force === true)) {\n", + " for (let i = 0; i < inline_js.length; i++) {\n", + " try {\n", + " inline_js[i].call(root, root.Bokeh);\n", + " } catch(e) {\n", + " if (!reloading) {\n", + " throw e;\n", + " }\n", + " }\n", + " }\n", + " // Cache old bokeh versions\n", + " if (Bokeh != undefined && !reloading) {\n", + " var NewBokeh = root.Bokeh;\n", + " if (Bokeh.versions === undefined) {\n", + " Bokeh.versions = new Map();\n", + " }\n", + " if (NewBokeh.version !== Bokeh.version) {\n", + " Bokeh.versions.set(NewBokeh.version, NewBokeh)\n", + " }\n", + " root.Bokeh = Bokeh;\n", + " }\n", + " } else if (Date.now() < root._bokeh_timeout) {\n", + " setTimeout(run_inline_js, 100);\n", + " } else if (!root._bokeh_failed_load) {\n", + " console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n", + " root._bokeh_failed_load = true;\n", + " }\n", + " root._bokeh_is_initializing = false\n", + " }\n", + "\n", + " function load_or_wait() {\n", + " // Implement a backoff loop that tries to ensure we do not load multiple\n", + " // versions of Bokeh and its dependencies at the same time.\n", + " // In recent versions we use the root._bokeh_is_initializing flag\n", + " // to determine whether there is an ongoing attempt to initialize\n", + " // bokeh, however for backward compatibility we also try to ensure\n", + " // that we do not start loading a newer (Panel>=1.0 and Bokeh>3) version\n", + " // before older versions are fully initialized.\n", + " if (root._bokeh_is_initializing && Date.now() > root._bokeh_timeout) {\n", + " // If the timeout and bokeh was not successfully loaded we reset\n", + " // everything and try loading again\n", + " root._bokeh_timeout = Date.now() + 5000;\n", + " root._bokeh_is_initializing = false;\n", + " root._bokeh_onload_callbacks = undefined;\n", + " root._bokeh_is_loading = 0\n", + " console.log(\"Bokeh: BokehJS was loaded multiple times but one version failed to initialize.\");\n", + " load_or_wait();\n", + " } else if (root._bokeh_is_initializing || (typeof root._bokeh_is_initializing === \"undefined\" && root._bokeh_onload_callbacks !== undefined)) {\n", + " setTimeout(load_or_wait, 100);\n", + " } else {\n", + " root._bokeh_is_initializing = true\n", + " root._bokeh_onload_callbacks = []\n", + " const bokeh_loaded = root.Bokeh != null && (root.Bokeh.version === py_version || (root.Bokeh.versions !== undefined && root.Bokeh.versions.has(py_version)));\n", + " if (!reloading && !bokeh_loaded) {\n", + " if (root.Bokeh) {\n", + " root.Bokeh = undefined;\n", + " }\n", + " console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n", + " }\n", + " load_libs(css_urls, js_urls, js_modules, js_exports, function() {\n", + " console.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n", + " run_inline_js();\n", + " });\n", + " }\n", + " }\n", + " // Give older versions of the autoload script a head-start to ensure\n", + " // they initialize before we start loading newer version.\n", + " setTimeout(load_or_wait, 100)\n", + "}(window));" + ], + "application/vnd.holoviews_load.v0+json": "(function(root) {\n function now() {\n return new Date();\n }\n\n const force = false;\n const py_version = '3.5.2'.replace('rc', '-rc.').replace('.dev', '-dev.');\n const reloading = true;\n const Bokeh = root.Bokeh;\n\n // Set a timeout for this load but only if we are not already initializing\n if (typeof (root._bokeh_timeout) === \"undefined\" || (force || !root._bokeh_is_initializing)) {\n root._bokeh_timeout = Date.now() + 5000;\n root._bokeh_failed_load = false;\n }\n\n function run_callbacks() {\n try {\n root._bokeh_onload_callbacks.forEach(function(callback) {\n if (callback != null)\n callback();\n });\n } finally {\n delete root._bokeh_onload_callbacks;\n }\n console.debug(\"Bokeh: all callbacks have finished\");\n }\n\n function load_libs(css_urls, js_urls, js_modules, js_exports, callback) {\n if (css_urls == null) css_urls = [];\n if (js_urls == null) js_urls = [];\n if (js_modules == null) js_modules = [];\n if (js_exports == null) js_exports = {};\n\n root._bokeh_onload_callbacks.push(callback);\n\n if (root._bokeh_is_loading > 0) {\n // Don't load bokeh if it is still initializing\n console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n return null;\n } else if (js_urls.length === 0 && js_modules.length === 0 && Object.keys(js_exports).length === 0) {\n // There is nothing to load\n run_callbacks();\n return null;\n }\n\n function on_load() {\n root._bokeh_is_loading--;\n if (root._bokeh_is_loading === 0) {\n console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n run_callbacks()\n }\n }\n window._bokeh_on_load = on_load\n\n function on_error(e) {\n const src_el = e.srcElement\n console.error(\"failed to load \" + (src_el.href || src_el.src));\n }\n\n const skip = [];\n if (window.requirejs) {\n window.requirejs.config({'packages': {}, 'paths': {}, 'shim': {}});\n root._bokeh_is_loading = css_urls.length + 0;\n } else {\n root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length + Object.keys(js_exports).length;\n }\n\n const existing_stylesheets = []\n const links = document.getElementsByTagName('link')\n for (let i = 0; i < links.length; i++) {\n const link = links[i]\n if (link.href != null) {\n existing_stylesheets.push(link.href)\n }\n }\n for (let i = 0; i < css_urls.length; i++) {\n const url = css_urls[i];\n const escaped = encodeURI(url)\n if (existing_stylesheets.indexOf(escaped) !== -1) {\n on_load()\n continue;\n }\n const element = document.createElement(\"link\");\n element.onload = on_load;\n element.onerror = on_error;\n element.rel = \"stylesheet\";\n element.type = \"text/css\";\n element.href = url;\n console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n document.body.appendChild(element);\n } var existing_scripts = []\n const scripts = document.getElementsByTagName('script')\n for (let i = 0; i < scripts.length; i++) {\n var script = scripts[i]\n if (script.src != null) {\n existing_scripts.push(script.src)\n }\n }\n for (let i = 0; i < js_urls.length; i++) {\n const url = js_urls[i];\n const escaped = encodeURI(url)\n if (skip.indexOf(escaped) !== -1 || existing_scripts.indexOf(escaped) !== -1) {\n if (!window.requirejs) {\n on_load();\n }\n continue;\n }\n const element = document.createElement('script');\n element.onload = on_load;\n element.onerror = on_error;\n element.async = false;\n element.src = url;\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n document.head.appendChild(element);\n }\n for (let i = 0; i < js_modules.length; i++) {\n const url = js_modules[i];\n const escaped = encodeURI(url)\n if (skip.indexOf(escaped) !== -1 || existing_scripts.indexOf(escaped) !== -1) {\n if (!window.requirejs) {\n on_load();\n }\n continue;\n }\n var element = document.createElement('script');\n element.onload = on_load;\n element.onerror = on_error;\n element.async = false;\n element.src = url;\n element.type = \"module\";\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n document.head.appendChild(element);\n }\n for (const name in js_exports) {\n const url = js_exports[name];\n const escaped = encodeURI(url)\n if (skip.indexOf(escaped) >= 0 || root[name] != null) {\n if (!window.requirejs) {\n on_load();\n }\n continue;\n }\n var element = document.createElement('script');\n element.onerror = on_error;\n element.async = false;\n element.type = \"module\";\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n element.textContent = `\n import ${name} from \"${url}\"\n window.${name} = ${name}\n window._bokeh_on_load()\n `\n document.head.appendChild(element);\n }\n if (!js_urls.length && !js_modules.length) {\n on_load()\n }\n };\n\n function inject_raw_css(css) {\n const element = document.createElement(\"style\");\n element.appendChild(document.createTextNode(css));\n document.body.appendChild(element);\n }\n\n const js_urls = [\"https://cdn.holoviz.org/panel/1.5.4/dist/bundled/reactiveesm/es-module-shims@^1.10.0/dist/es-module-shims.min.js\"];\n const js_modules = [];\n const js_exports = {};\n const css_urls = [];\n const inline_js = [ function(Bokeh) {\n Bokeh.set_log_level(\"info\");\n },\nfunction(Bokeh) {} // ensure no trailing comma for IE\n ];\n\n function run_inline_js() {\n if ((root.Bokeh !== undefined) || (force === true)) {\n for (let i = 0; i < inline_js.length; i++) {\n try {\n inline_js[i].call(root, root.Bokeh);\n } catch(e) {\n if (!reloading) {\n throw e;\n }\n }\n }\n // Cache old bokeh versions\n if (Bokeh != undefined && !reloading) {\n var NewBokeh = root.Bokeh;\n if (Bokeh.versions === undefined) {\n Bokeh.versions = new Map();\n }\n if (NewBokeh.version !== Bokeh.version) {\n Bokeh.versions.set(NewBokeh.version, NewBokeh)\n }\n root.Bokeh = Bokeh;\n }\n } else if (Date.now() < root._bokeh_timeout) {\n setTimeout(run_inline_js, 100);\n } else if (!root._bokeh_failed_load) {\n console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n root._bokeh_failed_load = true;\n }\n root._bokeh_is_initializing = false\n }\n\n function load_or_wait() {\n // Implement a backoff loop that tries to ensure we do not load multiple\n // versions of Bokeh and its dependencies at the same time.\n // In recent versions we use the root._bokeh_is_initializing flag\n // to determine whether there is an ongoing attempt to initialize\n // bokeh, however for backward compatibility we also try to ensure\n // that we do not start loading a newer (Panel>=1.0 and Bokeh>3) version\n // before older versions are fully initialized.\n if (root._bokeh_is_initializing && Date.now() > root._bokeh_timeout) {\n // If the timeout and bokeh was not successfully loaded we reset\n // everything and try loading again\n root._bokeh_timeout = Date.now() + 5000;\n root._bokeh_is_initializing = false;\n root._bokeh_onload_callbacks = undefined;\n root._bokeh_is_loading = 0\n console.log(\"Bokeh: BokehJS was loaded multiple times but one version failed to initialize.\");\n load_or_wait();\n } else if (root._bokeh_is_initializing || (typeof root._bokeh_is_initializing === \"undefined\" && root._bokeh_onload_callbacks !== undefined)) {\n setTimeout(load_or_wait, 100);\n } else {\n root._bokeh_is_initializing = true\n root._bokeh_onload_callbacks = []\n const bokeh_loaded = root.Bokeh != null && (root.Bokeh.version === py_version || (root.Bokeh.versions !== undefined && root.Bokeh.versions.has(py_version)));\n if (!reloading && !bokeh_loaded) {\n if (root.Bokeh) {\n root.Bokeh = undefined;\n }\n console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n }\n load_libs(css_urls, js_urls, js_modules, js_exports, function() {\n console.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n run_inline_js();\n });\n }\n }\n // Give older versions of the autoload script a head-start to ensure\n // they initialize before we start loading newer version.\n setTimeout(load_or_wait, 100)\n}(window));" + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/javascript": [ + "\n", + "if ((window.PyViz === undefined) || (window.PyViz instanceof HTMLElement)) {\n", + " window.PyViz = {comms: {}, comm_status:{}, kernels:{}, receivers: {}, plot_index: []}\n", + "}\n", + "\n", + "\n", + " function JupyterCommManager() {\n", + " }\n", + "\n", + " JupyterCommManager.prototype.register_target = function(plot_id, comm_id, msg_handler) {\n", + " if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n", + " var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n", + " comm_manager.register_target(comm_id, function(comm) {\n", + " comm.on_msg(msg_handler);\n", + " });\n", + " } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n", + " window.PyViz.kernels[plot_id].registerCommTarget(comm_id, function(comm) {\n", + " comm.onMsg = msg_handler;\n", + " });\n", + " } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n", 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(Jupyter.notebook.kernel != null))) {\n", + " var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n", + " var comm = comm_manager.new_comm(comm_id, {}, {}, {}, comm_id);\n", + " if (msg_handler) {\n", + " comm.on_msg(msg_handler);\n", + " }\n", + " } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n", + " var comm = window.PyViz.kernels[plot_id].connectToComm(comm_id);\n", + " comm.open();\n", + " if (msg_handler) {\n", + " comm.onMsg = msg_handler;\n", + " }\n", + " } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n", + " var comm_promise = google.colab.kernel.comms.open(comm_id)\n", + " comm_promise.then((comm) => {\n", + " window.PyViz.comms[comm_id] = comm;\n", + " if (msg_handler) {\n", + " var messages = comm.messages[Symbol.asyncIterator]();\n", + " function processIteratorResult(result) {\n", + " var message = result.value;\n", + " var content = {data: message.data};\n", + " var metadata = 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(output.metadata[EXEC_MIME_TYPE][\"server_id\"] !== undefined) {\n", + " var bk_div = document.createElement(\"div\");\n", + " bk_div.innerHTML = output.data[HTML_MIME_TYPE];\n", + " var script_attrs = bk_div.children[0].attributes;\n", + " for (var i = 0; i < script_attrs.length; i++) {\n", + " toinsert[toinsert.length - 1].childNodes[1].setAttribute(script_attrs[i].name, script_attrs[i].value);\n", + " }\n", + " // store reference to server id on output_area\n", + " output_area._bokeh_server_id = output.metadata[EXEC_MIME_TYPE][\"server_id\"];\n", + " }\n", + "}\n", + "\n", + "/**\n", + " * Handle when an output is cleared or removed\n", + " */\n", + "function handle_clear_output(event, handle) {\n", + " var id = handle.cell.output_area._hv_plot_id;\n", + " var server_id = handle.cell.output_area._bokeh_server_id;\n", + " if (((id === undefined) || !(id in PyViz.plot_index)) && (server_id !== undefined)) { return; }\n", + " var comm = window.PyViz.comm_manager.get_client_comm(\"hv-extension-comm\", \"hv-extension-comm\", function () {});\n", + " if (server_id !== null) {\n", + " comm.send({event_type: 'server_delete', 'id': server_id});\n", + " return;\n", + " } else if (comm !== null) {\n", + " comm.send({event_type: 'delete', 'id': id});\n", + " }\n", + " delete PyViz.plot_index[id];\n", + " if ((window.Bokeh !== undefined) & (id in window.Bokeh.index)) {\n", + " var doc = window.Bokeh.index[id].model.document\n", + " doc.clear();\n", + " const i = window.Bokeh.documents.indexOf(doc);\n", + " if (i > -1) {\n", + " window.Bokeh.documents.splice(i, 1);\n", + " }\n", + " }\n", + "}\n", + "\n", + "/**\n", + " * Handle kernel restart event\n", + " */\n", + "function handle_kernel_cleanup(event, handle) {\n", + " delete PyViz.comms[\"hv-extension-comm\"];\n", + " window.PyViz.plot_index = {}\n", + "}\n", + "\n", + "/**\n", + " * Handle update_display_data messages\n", + " */\n", + "function handle_update_output(event, handle) {\n", + " handle_clear_output(event, {cell: {output_area: handle.output_area}})\n", + " handle_add_output(event, handle)\n", + "}\n", + "\n", + "function register_renderer(events, OutputArea) {\n", + " function append_mime(data, metadata, element) {\n", + " // create a DOM node to render to\n", + " var toinsert = this.create_output_subarea(\n", + " metadata,\n", + " CLASS_NAME,\n", + " EXEC_MIME_TYPE\n", + " );\n", + " this.keyboard_manager.register_events(toinsert);\n", + " // Render to node\n", + " var props = {data: data, metadata: metadata[EXEC_MIME_TYPE]};\n", + " render(props, toinsert[0]);\n", + " element.append(toinsert);\n", + " return toinsert\n", + " }\n", + "\n", + " events.on('output_added.OutputArea', handle_add_output);\n", + " events.on('output_updated.OutputArea', handle_update_output);\n", + " events.on('clear_output.CodeCell', handle_clear_output);\n", + " events.on('delete.Cell', handle_clear_output);\n", + " events.on('kernel_ready.Kernel', handle_kernel_cleanup);\n", + "\n", + " OutputArea.prototype.register_mime_type(EXEC_MIME_TYPE, append_mime, {\n", + " safe: true,\n", + " index: 0\n", + " });\n", + "}\n", + "\n", + "if (window.Jupyter !== undefined) {\n", + " try {\n", + " var events = require('base/js/events');\n", + " var OutputArea = require('notebook/js/outputarea').OutputArea;\n", + " if (OutputArea.prototype.mime_types().indexOf(EXEC_MIME_TYPE) == -1) {\n", + " register_renderer(events, OutputArea);\n", + " }\n", + " } catch(err) {\n", + " }\n", + "}\n" + ], + "application/vnd.holoviews_load.v0+json": "\nif ((window.PyViz === undefined) || (window.PyViz instanceof HTMLElement)) {\n window.PyViz = {comms: {}, comm_status:{}, kernels:{}, receivers: {}, plot_index: []}\n}\n\n\n function JupyterCommManager() {\n }\n\n JupyterCommManager.prototype.register_target = function(plot_id, comm_id, msg_handler) {\n if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n comm_manager.register_target(comm_id, function(comm) {\n comm.on_msg(msg_handler);\n });\n } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n window.PyViz.kernels[plot_id].registerCommTarget(comm_id, function(comm) {\n comm.onMsg = msg_handler;\n });\n } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n google.colab.kernel.comms.registerTarget(comm_id, (comm) => {\n var messages = comm.messages[Symbol.asyncIterator]();\n function processIteratorResult(result) {\n var message = result.value;\n console.log(message)\n var content = {data: message.data, comm_id};\n var buffers = []\n for (var buffer of message.buffers || []) {\n buffers.push(new DataView(buffer))\n }\n var metadata = message.metadata || {};\n var msg = {content, buffers, metadata}\n msg_handler(msg);\n return messages.next().then(processIteratorResult);\n }\n return 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document.createElement(\"div\");\n var script = document.createElement(\"script\");\n node.appendChild(div);\n node.appendChild(script);\n}\n\n/**\n * Handle when a new output is added\n */\nfunction handle_add_output(event, handle) {\n var output_area = handle.output_area;\n var output = handle.output;\n if ((output.data == undefined) || (!output.data.hasOwnProperty(EXEC_MIME_TYPE))) {\n return\n }\n var id = output.metadata[EXEC_MIME_TYPE][\"id\"];\n var toinsert = output_area.element.find(\".\" + CLASS_NAME.split(' ')[0]);\n if (id !== undefined) {\n var nchildren = toinsert.length;\n var html_node = toinsert[nchildren-1].children[0];\n html_node.innerHTML = output.data[HTML_MIME_TYPE];\n var scripts = [];\n var nodelist = html_node.querySelectorAll(\"script\");\n for (var i in nodelist) {\n if (nodelist.hasOwnProperty(i)) {\n scripts.push(nodelist[i])\n }\n }\n\n scripts.forEach( function (oldScript) {\n var newScript = document.createElement(\"script\");\n var attrs = [];\n var 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1].childNodes[1].setAttribute(script_attrs[i].name, script_attrs[i].value);\n }\n // store reference to server id on output_area\n output_area._bokeh_server_id = output.metadata[EXEC_MIME_TYPE][\"server_id\"];\n }\n}\n\n/**\n * Handle when an output is cleared or removed\n */\nfunction handle_clear_output(event, handle) {\n var id = handle.cell.output_area._hv_plot_id;\n var server_id = handle.cell.output_area._bokeh_server_id;\n if (((id === undefined) || !(id in PyViz.plot_index)) && (server_id !== undefined)) { return; }\n var comm = window.PyViz.comm_manager.get_client_comm(\"hv-extension-comm\", \"hv-extension-comm\", function () {});\n if (server_id !== null) {\n comm.send({event_type: 'server_delete', 'id': server_id});\n return;\n } else if (comm !== null) {\n comm.send({event_type: 'delete', 'id': id});\n }\n delete PyViz.plot_index[id];\n if ((window.Bokeh !== undefined) & (id in window.Bokeh.index)) {\n var doc = window.Bokeh.index[id].model.document\n doc.clear();\n const i = window.Bokeh.documents.indexOf(doc);\n if (i > -1) {\n window.Bokeh.documents.splice(i, 1);\n }\n }\n}\n\n/**\n * Handle kernel restart event\n */\nfunction handle_kernel_cleanup(event, handle) {\n delete PyViz.comms[\"hv-extension-comm\"];\n window.PyViz.plot_index = {}\n}\n\n/**\n * Handle update_display_data messages\n */\nfunction handle_update_output(event, handle) {\n handle_clear_output(event, {cell: {output_area: handle.output_area}})\n handle_add_output(event, handle)\n}\n\nfunction register_renderer(events, OutputArea) {\n function append_mime(data, metadata, element) {\n // create a DOM node to render to\n var toinsert = this.create_output_subarea(\n metadata,\n CLASS_NAME,\n EXEC_MIME_TYPE\n );\n this.keyboard_manager.register_events(toinsert);\n // Render to node\n var props = {data: data, metadata: metadata[EXEC_MIME_TYPE]};\n render(props, toinsert[0]);\n element.append(toinsert);\n return toinsert\n }\n\n events.on('output_added.OutputArea', handle_add_output);\n 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Connection method: Cluster objectCluster type: dask_gateway.GatewayCluster
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Dataset size: 1.96 GB

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<xarray.Dataset> Size: 2GB\n",
+       "Dimensions:      (time: 3, y: 8874, x: 9902)\n",
+       "Coordinates:\n",
+       "  * time         (time) datetime64[ns] 24B 2023-09-01T22:46:18.500000 ... 202...\n",
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Dataset size: 8.84 GB

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<xarray.Dataset> Size: 9GB\n",
+       "Dimensions:      (time: 12, y: 8874, x: 9902)\n",
+       "Coordinates:\n",
+       "  * time         (time) datetime64[ns] 96B 2023-09-02T03:35:16.627000 ... 202...\n",
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+       "Attributes:\n",
+       "    crs:           EPSG:32648\n",
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" + ], + "text/plain": [ + " Size: 9GB\n", + "Dimensions: (time: 12, y: 8874, x: 9902)\n", + "Coordinates:\n", + " * time (time) datetime64[ns] 96B 2023-09-02T03:35:16.627000 ... 202...\n", + " * y (y) float64 71kB 1.106e+06 1.106e+06 ... 1.017e+06 1.017e+06\n", + " * x (x) float64 79kB 5.548e+05 5.548e+05 ... 6.538e+05 6.538e+05\n", + " spatial_ref int32 4B 32648\n", + "Data variables:\n", + " red (time, y, x) float32 4GB dask.array\n", + " nir (time, y, x) float32 4GB dask.array\n", + " scl (time, y, x) uint8 1GB dask.array\n", + "Attributes:\n", + " crs: EPSG:32648\n", + " grid_mapping: spatial_ref" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "dsvh, dsvv = load_data_sen1(dc, date_range, coordinates)\n", + "data_sen2 = load_data_sen2(dc, date_range, coordinates)\n", + "notebook_utils.heading(notebook_utils.xarray_object_size(data_sen2))\n", + "display(data_sen2)" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "0a2d24b1-76f2-47c7-9b66-d41185fda32e", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/env/lib/python3.12/site-packages/xarray/groupers.py:487: FutureWarning: 'M' is deprecated and will be removed in a future version, please use 'ME' instead.\n", + " self.index_grouper = pd.Grouper(\n" + ] + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "4c49ea68bc414bd19b9e66621b9b7f97", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "VBox()" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "average_vh = calculate_average(dsvh, time_pattern='1M')\n", + "progress(average_vh)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "73576914-a371-4cc1-a0fd-226e2512608b", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/env/lib/python3.12/site-packages/xarray/groupers.py:487: FutureWarning: 'M' is deprecated and will be removed in a future version, please use 'ME' instead.\n", + " self.index_grouper = pd.Grouper(\n" + ] + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "bc7866d0c1d646e7ba7b433f9506ca8d", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "VBox()" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "average_vv = calculate_average(dsvv, time_pattern='1M')\n", + "progress(average_vv)" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "f8bc286b-7c61-4b3c-9399-237dff32af51", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "{'0': 'no data',\n", + " '1': 'saturated or defective',\n", + " '2': 'dark area pixels',\n", + " '3': 'cloud shadows',\n", + " '4': 'vegetation',\n", + " '5': 'bare soils',\n", + " '6': 'water',\n", + " '7': 'unclassified',\n", + " '8': 'cloud medium probability',\n", + " '9': 'cloud high probability',\n", + " '10': 'thin cirrus',\n", + " '11': 'snow or ice'}" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "0c045388fa724ca988653a7e741814c2", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "VBox()" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "result = mask_cloud(data_sen2)\n", + "progress(result)" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "40c69eed-9775-48fe-a13c-1a634912082f", + "metadata": {}, + "outputs": [], + "source": [ + "dsNDVI = calculate_indices(result, index='NDVI', satellite_mission='s2')\n", + "ndvi = dsNDVI[\"NDVI\"]" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "83041967-f770-4bf6-8617-c1842e10da7e", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/env/lib/python3.12/site-packages/xarray/groupers.py:487: FutureWarning: 'M' is deprecated and will be removed in a future version, please use 'ME' instead.\n", + " self.index_grouper = pd.Grouper(\n" + ] + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "70dc653db6d4440398472479162d42f0", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "VBox()" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "average_ndvi = calculate_average(ndvi,time_pattern=\"1M\")\n", + "progress(average_ndvi)" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "624f3fd0-2583-418e-a6a9-177b5983fb32", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "CPU times: user 1.12 s, sys: 1.13 s, total: 2.24 s\n", + "Wall time: 4min 40s\n" + ] + } + ], + "source": [ + "%%time\n", + "average_vh = average_vh.compute()\n", + "average_vv = average_vv.compute()\n", + "average_ndvi = average_ndvi.compute()" + ] + }, + { + "cell_type": "markdown", + "id": "609df555-8150-4c3b-95b7-15c09be1cf69", + "metadata": {}, + "source": [ + "#####################################CREATE DATASET#######################################################" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "e6d6b656-a077-4515-8492-4ecdebeabf55", + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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<xarray.DataArray (band: 1, y: 6727, x: 7151)> Size: 48MB\n",
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+       "Coordinates:\n",
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+       "  * x            (x) float64 57kB 5.597e+05 5.598e+05 ... 6.312e+05 6.312e+05\n",
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" + ], + "text/plain": [ + " Size: 48MB\n", + "[48104777 values with dtype=uint8]\n", + "Coordinates:\n", + " * band (band) int64 8B 1\n", + " * x (x) float64 57kB 5.597e+05 5.598e+05 ... 6.312e+05 6.312e+05\n", + " * y (y) float64 54kB 1.097e+06 1.097e+06 ... 1.03e+06 1.03e+06\n", + " spatial_ref int64 8B 0\n", + "Attributes:\n", + " AREA_OR_POINT: Area\n", + " RepresentationType: THEMATIC\n", + " _FillValue: 255\n", + " scale_factor: 1.0\n", + " add_offset: 0.0" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "input_path = \"./input/masks/ST_lua2v.tif\"\n", + "data = rioxarray.open_rasterio(input_path)\n", + "data" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "a3185634-0d67-42a7-82c0-7ef2807d0448", + "metadata": {}, + "outputs": [], + "source": [ + "# Convert to numpy array (assuming a single-band raster)\n", + "data_np = data.values.squeeze()" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "04a23ee1-305a-4139-b3d2-26e34366286d", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[[ 598782.754 1097385.3978]\n", + " [ 610132.754 1087655.3978]\n", + " [ 607522.754 1087455.3978]\n", + " ...\n", + " [ 608912.754 1030175.3978]\n", + " [ 608922.754 1030175.3978]\n", + " [ 608132.754 1030125.3978]]\n" + ] + } + ], + "source": [ + "import xarray as xr\n", + "import numpy as np\n", + "\n", + "# Assuming 'data' is your xarray.DataArray\n", + "mask = data != 255 # Boolean mask where values are not 255\n", + "\n", + "# Stack x and y dimensions into a single index\n", + "data_stacked = data.stack(points=(\"y\", \"x\"))\n", + "\n", + "# Apply the mask and drop NaN values\n", + "filtered = data_stacked.where(data_stacked != 255, drop=True)\n", + "\n", + "# Extract x and y coordinates\n", + "x_indices = filtered.coords[\"x\"].values\n", + "y_indices = filtered.coords[\"y\"].values\n", + "\n", + "# Stack into a (N, 2) NumPy array\n", + "xy_valid = np.column_stack((x_indices, y_indices))\n", + "\n", + "print(xy_valid) # Print or use the filtered coordinates\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "32018eaf-d96a-4d93-aa60-6f73f564c8a2", + "metadata": {}, + "outputs": [], + "source": [ + "ndvi = []\n", + "vh = []\n", + "vv = []\n", + "\n", + "def extract_data(index):\n", + " ndvi_data = average_ndvi.sel(x=index[0], y=index[1], method='nearest').values\n", + " vh_data = average_vh.sel(x=index[0], y=index[1], method='nearest').values\n", + " vv_data = average_vv.sel(x=index[0], y=index[1], method='nearest').values\n", + " return ndvi_data, vh_data, vv_data\n", + "\n", + "# Process data sequentially\n", + "i = 0\n", + "for index in xy_valid:\n", + " ndvi_data, vh_data, vv_data = extract_data(index)\n", + " ndvi.append(ndvi_data)\n", + " vh.append(vh_data)\n", + " vv.append(vv_data)\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "1a602b28-a98f-4606-8e91-c4a29d3ebe67", + "metadata": {}, + "outputs": [], + "source": [ + "ndvi = np.concatenate(ndvi)\n", + "vh = np.concatenate(vh)\n", + "vv = np.concatenate(vv)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "a3984403-a902-4d1f-a149-d738be564120", + "metadata": {}, + "outputs": [], + "source": [ + "nan_indices = ~np.isnan(ndvi)\n", + "print(nan_indices)\n", + "ndvi_nan = ndvi[nan_indices]\n", + "vh_nan = vh[nan_indices]\n", + "vv_nan = vv[nan_indices]" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "2ec67453-d3d6-4b6b-b130-0b3419e7336c", + "metadata": {}, + "outputs": [], + "source": [ + "ndvi_nan = ndvi_nan[:2000000]\n", + "vh_nan = vh_nan[:2000000]\n", + "vv_nan = vv_nan[:2000000]" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "7ab63797-a8d7-413e-b74a-a244c1e019a7", + "metadata": {}, + "outputs": [], + "source": [ + "ndvi_nan.shape" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "03d48b76-273b-4561-98e3-96e51e88ba51", + "metadata": {}, + "outputs": [], + "source": [ + "features = np.stack([vh_nan, vv_nan], axis=1)\n", + "features.shape" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "20461197-dd98-42ce-988c-492129117af3", + "metadata": {}, + "outputs": [], + "source": [ + "X_train, X_test, y_train, y_test = train_test_split(features, ndvi_nan, test_size=0.2, random_state=42)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "3f24df45-fe21-4df0-89e6-917fca496040", + "metadata": {}, + "outputs": [], + "source": [ + "from sklearn.neural_network import MLPRegressor\n", + "regressors = {\n", + " 'random_forest': RandomForestRegressor(random_state=42),\n", + " 'svr': SVR(),\n", + " 'gradient_boosting': GradientBoostingRegressor(random_state=42),\n", + " 'linear_regression': LinearRegression(),\n", + " 'knn': KNeighborsRegressor(),\n", + " 'mlp': MLPRegressor(random_state=42, max_iter=1000)\n", + " }\n", + "param_grids_regressor = {\n", + " 'random_forest': {\n", + " 'n_estimators': [500],\n", + " 'max_depth': [ 10],\n", + " },\n", + " 'svr': {\n", + " 'kernel': ['poly', 'linear'],\n", + " 'C': [0.1, 1, 10],\n", + " 'degree': [2, 3], # For poly kernel\n", + " },\n", + " 'gradient_boosting': {\n", + " 'n_estimators': [300],\n", + " 'learning_rate': [ 0.05],\n", + " 'max_depth': [3, 4, 5],\n", + " },\n", + " 'linear_regression': {\n", + " # 'alpha': [0.01, 0.1, 1, 10, 100], # Regularization strength\n", + " # 'fit_intercept': [True, False],\n", + " # 'solver': ['auto', 'svd', 'cholesky', 'lsqr', 'sparse_cg'],\n", + " },\n", + " 'knn': {\n", + " 'n_neighbors': [3, 5, 7, 10, 20, 30, 50],\n", + " 'weights': ['uniform', 'distance'],\n", + " 'p': [1, 2, 3],\n", + " },\n", + " 'mlp' : {\n", + " 'hidden_layer_sizes': [(64, 32), (128, 64), (64, 32, 16), (128, 64, 32)],\n", + " 'activation': ['relu', 'tanh'],\n", + " 'solver': ['adam', 'sgd'],\n", + " 'learning_rate_init': [0.001, 0.01, 0.1]\n", + " }\n", + "}" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "9c06dac1-c412-4a70-a91b-32dbd2ead8d6", + "metadata": {}, + "outputs": [], + "source": [ + "%%time\n", + "best_model, best_params, best_score_r2, best_score_mae, cv_results = find_best_regression(\n", + " X_train, y_train, regressors['random_forest'], param_grids_regressor['random_forest']\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "47ac0ca2-a2e2-491e-ad61-904fd68fc963", + "metadata": {}, + "outputs": [], + "source": [ + "folder_path = 'output/regressors/mask'\n", + "file_path = os.path.join(folder_path, 'rf_lua2v2.pkl')\n", + "joblib.dump(best_model, file_path)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "fdab7a3c-bcf6-442e-a048-ebf51d31629d", + "metadata": {}, + "outputs": [], + "source": [ + "y_pred = best_model.predict(X_test)\n", + "# Calculate R² score\n", + "r2 = r2_score(y_test, y_pred)\n", + "# Calculate Mean Squared Error\n", + "mse = mean_squared_error(y_test, y_pred)\n", + "mae = mean_absolute_error(y_test, y_pred)\n", + "print(f\"R² Score: {r2}\")\n", + "print(f\"Mean Squared Error: {mse}\")\n", + "print(\"Mean Absolute Error:\", abs(mae))" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "f2dbefc9-c5c0-41de-8563-99680f124ac2", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "681830ed-ff71-45cd-bfc8-cec5d3808fb7", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "c86c3262-9246-4799-ad0b-ccb609f0b9cb", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "9b2bc79c-fb67-4282-a34e-9771c7e0b10c", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "27b04b78-67dc-48db-9950-6a6d7ffaf239", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "20fb8078-70cc-4788-abbf-99ee4a2228f2", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "35649588-196c-4cd6-be62-d11c17cd2ce3", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "d9cbb9cc-1ac7-45bf-a134-f4e29df29d75", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "\n", + "plt.imshow(mask[0], cmap='gray') # Show the first band\n", + "plt.colorbar()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "0bd5c3aa-333e-45d0-b990-473b86aed5f8", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.7" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/document/giai_thich_quy_trinh_phan_loai_dat.md b/document/giai_thich_quy_trinh_phan_loai_dat.md new file mode 100644 index 0000000..297ed3b --- /dev/null +++ b/document/giai_thich_quy_trinh_phan_loai_dat.md @@ -0,0 +1,164 @@ +# 🌾 Giải Thích Quy Trình Phân Loại Đất Trồng Cây + +File notebook `02.predict_ODC.ipynb` sử dụng **Machine Learning** kết hợp với **dữ liệu vệ tinh** để phân loại các loại đất/cây trồng. Dưới đây là quy trình chi tiết: + +--- + +## **Bước 1: Thu thập dữ liệu vệ tinh** (Cell 3-4) + +```python +date_range = ('2022-09-01', '2023-10-01') +longtitude_range = (105.86575, 105.94120) +latitude_range = (9.65070, 9.69850) +data = load_data(dc, date_range, longtitude_range, latitude_range) +``` + +- Lấy ảnh **Sentinel-2** (ảnh quang học) từ kho dữ liệu trong khoảng thời gian và vị trí cụ thể + +--- + +## **Bước 2: Xử lý mây** (Cell 5) + +```python +result = mask_clean(data) +``` + +- Loại bỏ các pixel bị mây che phủ để đảm bảo dữ liệu chính xác + +--- + +## **Bước 3: Tính chỉ số NDVI** (Cell 6-10) + +```python +ndvi = calculate_indices(result, index='NDVI', satellite_mission='s2') +fill_nan_ndvi = fill_nan(ndvi, time_split) +average_ndvi = fill_nan_ndvi.resample(time='1M').mean() +``` + +- **NDVI** (Normalized Difference Vegetation Index) = (NIR - Red) / (NIR + Red) +- Giá trị từ **-1 đến 1**: cao = thực vật xanh tốt, thấp = đất trống/nước +- Điền giá trị nan (mây) và tính trung bình theo tháng + +--- + +## **Bước 4: Lấy dữ liệu Radar Sentinel-1** (Cell 11) + +```python +dsvh, dsvv = load_data_sen1(dc, date_range, coordinates) +average_vv = calculate_average(dsvv, time_pattern='1M') +average_vh = calculate_average(dsvh, time_pattern='1M') +``` + +- **VH, VV**: Dữ liệu radar (xuyên mây), cho biết cấu trúc bề mặt +- Giúp phân biệt lúa ngập nước, cây trồng cạn, mặt nước... + +--- + +## **Bước 5: Dự đoán bằng Model ML** (Cell 12) ⭐ **QUAN TRỌNG NHẤT** + +```python +loaded_model = joblib.load("model_train/model_odc.joblib") +data_array = predict(loaded_model, data.rio.crs, average_ndvi, average_vh, average_vv) +``` + +**Model đã được train trước** với dữ liệu mẫu (training data) gồm: +- **Đầu vào (Features)**: NDVI theo tháng + VH + VV (chuỗi thời gian) +- **Đầu ra (Labels)**: Loại đất đã được gắn nhãn thủ công + +### Cách model phân loại: + +| Đặc điểm | Loại đất | +|----------|----------| +| NDVI cao đều, VV thấp | Rừng | +| NDVI biến đổi theo mùa vụ, VH cao (nước) | Lúa | +| NDVI thấp, VV rất thấp | Sông/nước | +| NDVI trung bình ổn định | Cây lâu năm (CLN) | + +--- + +## **Bước 6: Hiển thị kết quả** (Cell 13-15) + +```python +colors = ["#abcee9", "#ffef44", "#c4ff9e", "#ffd6a8", "#93ddda", "#1aeef7", "#ffa7f2", "#33ee33"] +labels = ["Lúa tôm", "Lúa", "CHN", "CLN", "TS", "Sông", "Đất xây dựng", "Rừng"] +``` + +### 8 lớp phân loại: + +| Mã | Tên | Màu | Ý nghĩa | +|----|-----|-----|---------| +| 0 | Lúa tôm | 🔵 Xanh nhạt | Luân canh lúa-tôm | +| 1 | Lúa | 🟡 Vàng | Đất trồng lúa | +| 2 | CHN | 🟢 Xanh lá nhạt | Cây hàng năm | +| 3 | CLN | 🟠 Cam nhạt | Cây lâu năm (cây ăn trái) | +| 4 | TS | 🩵 Xanh ngọc | Thủy sản | +| 5 | Sông | 🔷 Cyan | Mặt nước sông | +| 6 | Đất XD | 💗 Hồng | Đất xây dựng | +| 7 | Rừng | 💚 Xanh đậm | Rừng | + +--- + +## **Bước 7: Lưu kết quả** (Cell 16) + +```python +region_result.rio.to_raster("KetQuaPhanLoaiDatODC.tif") +``` + +- Xuất file GeoTIFF chứa mã phân loại (0-7) cho từng pixel + +--- + +## 📊 **Tóm tắt quy trình:** + +``` +Ảnh vệ tinh (Sentinel-1 + Sentinel-2) + ↓ +Xử lý (loại mây, tính NDVI, VH, VV) + ↓ +Kết hợp features theo thời gian (13 tháng) + ↓ +Model ML (Random Forest/XGBoost) dự đoán + ↓ +Bản đồ phân loại 8 lớp đất + ↓ +File .tif (mỗi pixel = 1 mã loại đất) +``` + +--- + +## 📁 Cấu trúc dữ liệu đầu vào cho Model + +### Features (Đặc trưng): +- **NDVI theo 13 tháng**: 13 bands +- **VH (radar) theo 13 tháng**: 13 bands +- **VV (radar) theo 13 tháng**: 13 bands +- **Tổng cộng**: ~39 features cho mỗi pixel + +### Labels (Nhãn): +- Được lấy từ shapefile training: `train/ST_training data_updated_1130points_new.shp` +- 1130 điểm mẫu đã được gắn nhãn thủ công bởi chuyên gia + +--- + +## 🔧 Các thư viện sử dụng + +| Thư viện | Mục đích | +|----------|----------| +| `datacube` | Truy vấn dữ liệu vệ tinh | +| `xarray` | Xử lý dữ liệu đa chiều | +| `rioxarray` | Đọc/ghi GeoTIFF | +| `joblib` | Load/save model ML | +| `sklearn` / `xgboost` | Training model | +| `matplotlib` / `hvplot` | Trực quan hóa | + +--- + +## 📝 Ghi chú + +- **Độ phân giải**: 10-20m (tùy cấu hình) +- **Thời gian xử lý**: Phụ thuộc vào kích thước vùng và số scenes +- **Yêu cầu**: Cần kết nối internet để tải dữ liệu vệ tinh từ Planetary Computer hoặc ODC + +--- + +*Tài liệu được tạo ngày 14/12/2025* diff --git a/new_train.ipynb b/new_train.ipynb new file mode 100644 index 0000000..cb0877c --- /dev/null +++ b/new_train.ipynb @@ -0,0 +1,3728 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 49, + "id": "db6b50b8-f9c5-4ee9-b93f-ed38a89156ba", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "CPU times: user 300 µs, sys: 172 µs, total: 472 µs\n", + "Wall time: 484 µs\n" + ] + } + ], + "source": [ + "%%time \n", + "%matplotlib inline\n", + "from new_import import *" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "bfdefd7d-90d2-43bf-aa58-ebb4caef0f85", + "metadata": { + "tags": [] + }, + "outputs": [ + { + 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Connecting to: easihub.26c21d10c6f44900aa4429853b81ac3f\n", + "CPU times: user 762 ms, sys: 26.3 ms, total: 788 ms\n", + "Wall time: 1 s\n" + ] + }, + { + "data": { + "text/html": [ + "
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qa[0, 1, 2, 3, 4, 5, 6, 7]{'0': 'no data', '1': 'saturated or defective'...Sen2Cor Scene Classification
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" + ], + "text/plain": [ + " bits \\\n", + "qa [0, 1, 2, 3, 4, 5, 6, 7] \n", + "\n", + " values \\\n", + "qa {'0': 'no data', '1': 'saturated or defective'... \n", + "\n", + " description \n", + "qa Sen2Cor Scene Classification " + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/plain": [ + "{'0': 'no data',\n", + " '1': 'saturated or defective',\n", + " '2': 'dark area pixels',\n", + " '3': 'cloud shadows',\n", + " '4': 'vegetation',\n", + " '5': 'bare soils',\n", + " '6': 'water',\n", + " '7': 'unclassified',\n", + " '8': 'cloud medium probability',\n", + " '9': 'cloud high probability',\n", + " '10': 'thin cirrus',\n", + " '11': 'snow or ice'}" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "CPU times: user 2.06 s, sys: 84.8 ms, total: 2.14 s\n", + "Wall time: 2.14 s\n" + ] + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "d9ad365b4b3d46ca9d0d596113c0a9ce", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "VBox()" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "%%time\n", + "# Tiến hành loại bỏ các vị trí bị mây ảnh hưởng\n", + "result = mask_clean(data)\n", + "progress(result)" + ] + }, + { + "cell_type": "markdown", + "id": "cd57a554-a804-4d0f-ac69-136e34d089db", + "metadata": {}, + "source": [ + "CALCULATING THE MEAN VALUE AND FILL TO NAN POINT" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "973ac9b2-14fd-45e4-934c-b201ac51ec9e", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "6878e9bc108249bc9c0152ce6b16d463", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "VBox()" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "ds1 = calculate_indices(result, index='NDVI', satellite_mission='s2')\n", + "ndvi = ds1[\"NDVI\"]\n", + "average_ndvi = ndvi.resample(time='1M').mean().persist() ## tính mean cho từng tháng -> time = 12\n", + "progress(average_ndvi)" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "5af8393a-e667-4c93-ae32-ca69ee9d9da7", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/plain": [ + "(13, 7680, 8687)" + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "dsvh.shape" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "5b81db73-d533-483e-bab5-44d2c3eff64c", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "average_ndvi = average_ndvi.compute()\n", + "average_ndvi = average_ndvi[:, :dsvh.shape[1], :dsvh.shape[2]]" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "504a37be-62cc-4121-b0bf-46639cb82fe6", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "CPU times: user 3.5 s, sys: 1.2 s, total: 4.7 s\n", + "Wall time: 4.69 s\n" + ] + } + ], + "source": [ + "%%time\n", + "filled_ds = average_ndvi.bfill(dim='time')\n", + "filled_ds = filled_ds.ffill(dim='time')\n" + ] + }, + { + "cell_type": "markdown", + "id": "2b6caa44-5793-4bac-ab67-d1e75d19aab3", + "metadata": {}, + "source": [ + "FIND NAN POINT AFTER FILLING AND FILLING AGAIN WITH LINEARREGRESSION ALGORITHM" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "0c47e46d-2c74-4b96-91b8-fcd5e46e7699", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Number of NaNs: 20800\n" + ] + } + ], + "source": [ + "nan_mask = filled_ds.isnull()\n", + "\n", + "# Print the NaN mask\n", + "# print(nan_mask)\n", + "\n", + "# Count the number of NaNs\n", + "num_nans = nan_mask.sum()\n", + "print(f'Number of NaNs: {num_nans.values}')" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "ca51b1a5-2499-457b-bb99-65a950092270", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from sklearn.preprocessing import PolynomialFeatures\n", + "from sklearn.linear_model import LinearRegression\n", + "from sklearn.ensemble import RandomForestRegressor\n", + "\n", + "mask = ~np.isnan(filled_ds)\n", + "X_train = np.stack([dsvh.values[mask], dsvv.values[mask]], axis=1)\n", + "y_train = filled_ds.values[mask]" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "c78559a3-a503-4dac-a21d-63b414f932a2", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/html": [ + "
LinearRegression()
In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook.
On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.
" + ], + "text/plain": [ + "LinearRegression()" + ] + }, + "execution_count": 15, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "model = LinearRegression()\n", + "model.fit(X_train, y_train)" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "6a987dee-50b3-46d0-8fcd-d8fefe44ecd8", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "X_pred = np.stack([dsvh.values[~mask], dsvv.values[~mask]], axis=1)\n", + "filled_ds.values[~mask] = model.predict(X_pred)" + ] + }, + { + "cell_type": "markdown", + "id": "146aa63d-217f-4c36-be36-e84a1ff3bf52", + "metadata": {}, + "source": [ + "MATCH LABEL TO DATASET" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "62024ea2-5b65-4aad-b1ea-66adb843f136", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "CPU times: user 2.93 s, sys: 0 ns, total: 2.93 s\n", + "Wall time: 2.93 s\n" + ] + } + ], + "source": [ + "%%time\n", + "\n", + "# Takes 1 minute to complete.\n", + "loaded_datasets = {}\n", + "for idx, point in train.iterrows():\n", + " key = f\"point_{idx + 1}\"\n", + " try:\n", + " ndvi_data = filled_ds.sel(x=point.geometry.x, y=point.geometry.y, method='nearest').values\n", + " vh_data = dsvh.sel(x=point.geometry.x, y=point.geometry.y, method='nearest').values\n", + " vv_data = dsvv.sel(x=point.geometry.x, y=point.geometry.y, method='nearest').values\n", + " loaded_datasets[key] = {\n", + " \"data\": np.concatenate((ndvi_data, vh_data, vv_data)),\n", + " \"label\": point.HT_code\n", + " }\n", + " except Exception as e:\n", + " # loaded_datasets[key] = None\n", + " print(e)" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "id": "9d80765f-c25c-465e-8c99-582276477561", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "label_mapping = {\n", + " \"Lua tom\": \"0\",\n", + " \"Lua\": \"1\",\n", + " \"CHN\": \"2\",\n", + " \"CLN\": \"3\",\n", + " \"TS\": \"4\",\n", + " \"Song\": \"5\",\n", + " \"Dat xay dung\": \"6\",\n", + " \"Rung\": \"7\"\n", + "}\n", + "label_encoder = LabelEncoder()\n", + "\n", + "# Fit and transform the labels\n", + "labels = train.Hientrang.values\n", + "numeric_labels = label_encoder.fit_transform([label_mapping[label] for label in labels])" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "dc42088b-3aae-457f-bed8-206692121a37", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "X = []\n", + "x_new = []\n", + "lb_new = []\n", + "for k, v in loaded_datasets.items():\n", + " X.append(v)\n", + "for i in range(len(X)):\n", + " if X[i] is not None:\n", + " x_new.append(X[i][\"data\"])\n", + " lb_new.append(numeric_labels[i])" + ] + }, + { + "cell_type": "markdown", + "id": "6abe9a1b-55a6-48b0-a4ee-a1b2c7f209cf", + "metadata": {}, + "source": [ + "BUILDING DATASETS " + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "e4e234b9-88e0-4f72-bf61-02cd6c6a6cfe", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "X_train, X_temp, y_train, y_temp= train_test_split(x_new, lb_new, test_size=0.4, random_state=42)\n", + "X_val, X_test, y_val, y_test = train_test_split(X_temp, y_temp, test_size=0.5, random_state=42)" + ] + }, + { + "cell_type": "markdown", + "id": "717baa23-76b6-45e0-8e7b-42d7a79fe773", + "metadata": {}, + "source": [ + "TRAIN MODEL" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "131df37a-b1c0-4c16-9086-0ba0104fd803", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Best Parameters: {'classifier': RandomForestClassifier(n_jobs=-1, random_state=42), 'classifier__criterion': 'gini', 'classifier__max_depth': 15, 'classifier__n_estimators': 300}\n", + "Accuracy: 86.0 %\n", + "CPU times: user 8.96 s, sys: 4.88 s, total: 13.8 s\n", + "Wall time: 26.8 s\n" + ] + } + ], + "source": [ + "%%time\n", + "from sklearn.pipeline import Pipeline\n", + "from sklearn.preprocessing import StandardScaler\n", + "from sklearn.model_selection import GridSearchCV\n", + "from sklearn.ensemble import RandomForestClassifier\n", + "from sklearn.neighbors import KNeighborsClassifier\n", + "from sklearn.naive_bayes import GaussianNB\n", + "from sklearn.svm import SVC\n", + "from sklearn.metrics import accuracy_score\n", + "\n", + "# Define the models\n", + "rf_model = RandomForestClassifier(random_state=42, n_jobs=-1)\n", + "knn_model = KNeighborsClassifier()\n", + "nb_model = GaussianNB()\n", + "svm_model = SVC()\n", + "\n", + "# Create a pipeline\n", + "pipeline = Pipeline([\n", + " ('scaler', StandardScaler()), # Apply scaling\n", + " ('classifier', rf_model) # Placeholder, will be set by param_grid\n", + "])\n", + "\n", + "# Define the parameter grid for each classifier\n", + "param_grid = [\n", + " # RandomForest\n", + " {\n", + " 'classifier': [rf_model],\n", + " 'classifier__n_estimators': [100, 300, 500, 700],\n", + " 'classifier__max_depth': [6, 8, 10, 15],\n", + " 'classifier__criterion': ['gini', 'entropy'],\n", + " },\n", + " # KNeighborsClassifier\n", + " {\n", + " 'classifier': [knn_model],\n", + " 'classifier__n_neighbors': [3, 5, 7, 9],\n", + " 'classifier__weights': ['uniform', 'distance'],\n", + " 'classifier__metric': ['euclidean', 'manhattan']\n", + " },\n", + " # Naive Bayes (GaussianNB doesn't have hyperparameters to tune here)\n", + " {\n", + " 'classifier': [nb_model],\n", + " },\n", + " # SVM\n", + " {\n", + " 'classifier': [svm_model],\n", + " 'classifier__C': [0.1, 1, 10, 100],\n", + " 'classifier__kernel': ['linear', 'rbf'],\n", + " 'classifier__gamma': ['scale', 'auto']\n", + " }\n", + "]\n", + "\n", + "# Use GridSearchCV to find the best classifier and hyperparameters\n", + "grid_search = GridSearchCV(pipeline, param_grid, cv=5, scoring='accuracy', n_jobs=-1)\n", + "grid_search.fit(X_train, y_train)\n", + "\n", + "# Print out the best parameters and classifier\n", + "best_params = grid_search.best_params_\n", + "print(\"Best Parameters:\", best_params)\n", + "\n", + "# Make predictions on the validation set\n", + "y_pred = grid_search.predict(X_val)\n", + "\n", + "# Evaluate the results\n", + "accuracy = accuracy_score(y_val, y_pred)\n", + "print(f\"Accuracy: {round(accuracy, 2)*100} %\")\n" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "id": "bd2d4a3d-061d-4238-8fd9-ab4aaf062a2e", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Accuracy for test data 86.0 %\n" + ] + } + ], + "source": [ + "## check accuracy score\n", + "\n", + "y_pred_test = grid_search.predict(X_test)\n", + "test_accuracy = accuracy_score(y_test, y_pred_test)\n", + "print(f\"Accuracy for test data {round(test_accuracy, 2)*100} %\")" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "id": "c5cd8314-c444-4bd4-a608-41e8a925ac51", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/plain": [ + "['model_train/model_new2.joblib']" + ] + }, + "execution_count": 23, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "dir_save_model = \"model_train\"\n", + "if not os.path.exists(dir_save_model):\n", + " os.mkdir(dir_save_model)\n", + "joblib.dump(grid_search, os.path.join(dir_save_model, \"model_new2.joblib\"))" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "id": "f11593ca-dcb4-4018-8142-2e933812878e", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "client.close()\n", + "cluster.close()" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "env_01", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.18" + } + }, + "nbformat": 4, + 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window.requirejs) {\n", + " var urls = ['https://cdn.holoviz.org/panel/1.2.3/dist/bundled/notificationarea/notyf@3/notyf.min.js'];\n", + " for (var i = 0; i < urls.length; i++) {\n", + " skip.push(urls[i])\n", + " }\n", + " } var existing_scripts = []\n", + " var scripts = document.getElementsByTagName('script')\n", + " for (var i = 0; i < scripts.length; i++) {\n", + " var script = scripts[i]\n", + " if (script.src != null) {\n", + "\texisting_scripts.push(script.src)\n", + " }\n", + " }\n", + " for (var i = 0; i < js_urls.length; i++) {\n", + " var url = js_urls[i];\n", + " if (skip.indexOf(url) !== -1 || existing_scripts.indexOf(url) !== -1) {\n", + "\tif (!window.requirejs) {\n", + "\t on_load();\n", + "\t}\n", + "\tcontinue;\n", + " }\n", + " var element = document.createElement('script');\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.src = url;\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " document.head.appendChild(element);\n", + " }\n", + " for (var i = 0; i < js_modules.length; i++) {\n", + " var url = js_modules[i];\n", + " if (skip.indexOf(url) !== -1 || existing_scripts.indexOf(url) !== -1) {\n", + "\tif (!window.requirejs) {\n", + "\t on_load();\n", + "\t}\n", + "\tcontinue;\n", + " }\n", + " var element = document.createElement('script');\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.src = url;\n", + " element.type = \"module\";\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " document.head.appendChild(element);\n", + " }\n", + " for (const name in js_exports) {\n", + " var url = js_exports[name];\n", + " if (skip.indexOf(url) >= 0 || root[name] != null) {\n", + "\tif (!window.requirejs) {\n", + "\t on_load();\n", + "\t}\n", + "\tcontinue;\n", + " }\n", + " var element = document.createElement('script');\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.type = \"module\";\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " element.textContent = `\n", + " import ${name} from \"${url}\"\n", + " window.${name} = ${name}\n", + " window._bokeh_on_load()\n", + " `\n", + " document.head.appendChild(element);\n", + " }\n", + " if (!js_urls.length && !js_modules.length) {\n", + " on_load()\n", + " }\n", + " };\n", + "\n", + " function inject_raw_css(css) {\n", + " const element = document.createElement(\"style\");\n", + " element.appendChild(document.createTextNode(css));\n", + " document.body.appendChild(element);\n", + " }\n", + "\n", + " var js_urls = [\"https://cdn.bokeh.org/bokeh/release/bokeh-3.2.2.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-gl-3.2.2.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-widgets-3.2.2.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-tables-3.2.2.min.js\", \"https://cdn.holoviz.org/panel/1.2.3/dist/panel.min.js\"];\n", + " var js_modules = [];\n", + " var js_exports = {};\n", + " var css_urls = [];\n", + " var inline_js = [ function(Bokeh) {\n", + " Bokeh.set_log_level(\"info\");\n", + " },\n", + "function(Bokeh) {} // ensure no trailing comma for IE\n", + " ];\n", + "\n", + " function run_inline_js() {\n", + " if ((root.Bokeh !== undefined) || (force === true)) {\n", + " for (var i = 0; i < inline_js.length; i++) {\n", + " inline_js[i].call(root, root.Bokeh);\n", + " }\n", + " // Cache old bokeh versions\n", + " if (Bokeh != undefined && !reloading) {\n", + "\tvar NewBokeh = root.Bokeh;\n", + "\tif (Bokeh.versions === undefined) {\n", + "\t Bokeh.versions = new Map();\n", + "\t}\n", + "\tif (NewBokeh.version !== Bokeh.version) {\n", + "\t Bokeh.versions.set(NewBokeh.version, NewBokeh)\n", + "\t}\n", + "\troot.Bokeh = Bokeh;\n", + " }} else if (Date.now() < root._bokeh_timeout) {\n", + " setTimeout(run_inline_js, 100);\n", + " } else if (!root._bokeh_failed_load) {\n", + " console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n", + " root._bokeh_failed_load = true;\n", + " }\n", + " root._bokeh_is_initializing = false\n", + " }\n", + "\n", + " function load_or_wait() {\n", + " // Implement a backoff loop that tries to ensure we do not load multiple\n", + " // versions of Bokeh and its dependencies at the same time.\n", + " // In recent versions we use the root._bokeh_is_initializing flag\n", + " // to determine whether there is an ongoing attempt to initialize\n", + " // bokeh, however for backward compatibility we also try to ensure\n", + " // that we do not start loading a newer (Panel>=1.0 and Bokeh>3) version\n", + " // before older versions are fully initialized.\n", + " if (root._bokeh_is_initializing && Date.now() > root._bokeh_timeout) {\n", + " root._bokeh_is_initializing = false;\n", + " root._bokeh_onload_callbacks = undefined;\n", + " console.log(\"Bokeh: BokehJS was loaded multiple times but one version failed to initialize.\");\n", + " load_or_wait();\n", + " } else if (root._bokeh_is_initializing || (typeof root._bokeh_is_initializing === \"undefined\" && root._bokeh_onload_callbacks !== undefined)) {\n", + " setTimeout(load_or_wait, 100);\n", + " } else {\n", + " Bokeh = root.Bokeh;\n", + " bokeh_loaded = Bokeh != null && (Bokeh.version === py_version || (Bokeh.versions !== undefined && Bokeh.versions.has(py_version)));\n", + " root._bokeh_is_initializing = true\n", + " root._bokeh_onload_callbacks = []\n", + " if (!reloading && (!bokeh_loaded || is_dev)) {\n", + "\troot.Bokeh = undefined;\n", + " }\n", + " load_libs(css_urls, js_urls, js_modules, js_exports, function() {\n", + "\tconsole.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n", + "\trun_inline_js();\n", + " });\n", + " }\n", + " }\n", + " // Give older versions of the autoload script a head-start to ensure\n", + " // they initialize before we start loading newer version.\n", + " setTimeout(load_or_wait, 100)\n", + "}(window));" + ], + "application/vnd.holoviews_load.v0+json": "(function(root) {\n function now() {\n return new Date();\n }\n\n var force = true;\n var py_version = '3.2.2'.replace('rc', '-rc.').replace('.dev', '-dev.');\n var is_dev = py_version.indexOf(\"+\") !== -1 || py_version.indexOf(\"-\") !== -1;\n var reloading = false;\n var Bokeh = root.Bokeh;\n var bokeh_loaded = Bokeh != null && (Bokeh.version === py_version || (Bokeh.versions !== undefined && Bokeh.versions.has(py_version)));\n\n if (typeof (root._bokeh_timeout) === \"undefined\" || force) {\n root._bokeh_timeout = Date.now() + 5000;\n root._bokeh_failed_load = false;\n }\n\n function run_callbacks() {\n try {\n root._bokeh_onload_callbacks.forEach(function(callback) {\n if (callback != null)\n callback();\n });\n } finally {\n delete root._bokeh_onload_callbacks;\n }\n console.debug(\"Bokeh: all callbacks have finished\");\n }\n\n function load_libs(css_urls, js_urls, js_modules, js_exports, callback) {\n if (css_urls == null) css_urls = [];\n if (js_urls == null) js_urls = [];\n if (js_modules == null) js_modules = [];\n if (js_exports == null) js_exports = {};\n\n root._bokeh_onload_callbacks.push(callback);\n\n if (root._bokeh_is_loading > 0) {\n console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n return null;\n }\n if (js_urls.length === 0 && js_modules.length === 0 && Object.keys(js_exports).length === 0) {\n run_callbacks();\n return null;\n }\n if (!reloading) {\n console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n }\n\n function on_load() {\n root._bokeh_is_loading--;\n if (root._bokeh_is_loading === 0) {\n console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n run_callbacks()\n }\n }\n window._bokeh_on_load = on_load\n\n function on_error() {\n console.error(\"failed to load \" + url);\n }\n\n var skip = [];\n if (window.requirejs) {\n window.requirejs.config({'packages': {}, 'paths': {'jspanel': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/jspanel', 'jspanel-modal': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/modal/jspanel.modal', 'jspanel-tooltip': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/tooltip/jspanel.tooltip', 'jspanel-hint': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/hint/jspanel.hint', 'jspanel-layout': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/layout/jspanel.layout', 'jspanel-contextmenu': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/contextmenu/jspanel.contextmenu', 'jspanel-dock': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/dock/jspanel.dock', 'gridstack': 'https://cdn.jsdelivr.net/npm/gridstack@7.2.3/dist/gridstack-all', 'notyf': 'https://cdn.jsdelivr.net/npm/notyf@3/notyf.min'}, 'shim': {'jspanel': {'exports': 'jsPanel'}, 'gridstack': {'exports': 'GridStack'}}});\n require([\"jspanel\"], function(jsPanel) {\n\twindow.jsPanel = jsPanel\n\ton_load()\n })\n require([\"jspanel-modal\"], function() {\n\ton_load()\n })\n require([\"jspanel-tooltip\"], function() {\n\ton_load()\n })\n require([\"jspanel-hint\"], function() {\n\ton_load()\n })\n require([\"jspanel-layout\"], function() {\n\ton_load()\n })\n require([\"jspanel-contextmenu\"], function() {\n\ton_load()\n })\n require([\"jspanel-dock\"], function() {\n\ton_load()\n })\n require([\"gridstack\"], function(GridStack) {\n\twindow.GridStack = GridStack\n\ton_load()\n })\n require([\"notyf\"], function() {\n\ton_load()\n })\n root._bokeh_is_loading = css_urls.length + 9;\n } else {\n root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length + Object.keys(js_exports).length;\n }\n\n var existing_stylesheets = []\n var links = document.getElementsByTagName('link')\n for (var i = 0; i < links.length; i++) {\n var link = links[i]\n if (link.href != null) {\n\texisting_stylesheets.push(link.href)\n }\n }\n for (var i = 0; i < css_urls.length; i++) {\n var url = css_urls[i];\n if (existing_stylesheets.indexOf(url) !== -1) {\n\ton_load()\n\tcontinue;\n }\n const element = document.createElement(\"link\");\n element.onload = on_load;\n element.onerror = on_error;\n element.rel = \"stylesheet\";\n element.type = \"text/css\";\n element.href = url;\n console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n document.body.appendChild(element);\n } if (((window['jsPanel'] !== undefined) && (!(window['jsPanel'] instanceof HTMLElement))) || window.requirejs) {\n var urls = ['https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/jspanel.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/modal/jspanel.modal.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/tooltip/jspanel.tooltip.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/hint/jspanel.hint.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/layout/jspanel.layout.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/contextmenu/jspanel.contextmenu.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/dock/jspanel.dock.js'];\n for (var i = 0; i < urls.length; i++) {\n skip.push(urls[i])\n }\n } if (((window['GridStack'] !== undefined) && (!(window['GridStack'] instanceof HTMLElement))) || window.requirejs) {\n var urls = ['https://cdn.holoviz.org/panel/1.2.3/dist/bundled/gridstack/gridstack@7.2.3/dist/gridstack-all.js'];\n for (var i = 0; i < urls.length; i++) {\n skip.push(urls[i])\n }\n } if (((window['Notyf'] !== undefined) && (!(window['Notyf'] instanceof HTMLElement))) || window.requirejs) {\n var urls = ['https://cdn.holoviz.org/panel/1.2.3/dist/bundled/notificationarea/notyf@3/notyf.min.js'];\n for (var i = 0; i < urls.length; i++) {\n skip.push(urls[i])\n }\n } var existing_scripts = []\n var scripts = document.getElementsByTagName('script')\n for (var i = 0; i < scripts.length; i++) {\n var script = scripts[i]\n if (script.src != null) {\n\texisting_scripts.push(script.src)\n }\n }\n for (var i = 0; i < js_urls.length; i++) {\n var url = js_urls[i];\n if (skip.indexOf(url) !== -1 || existing_scripts.indexOf(url) !== -1) {\n\tif (!window.requirejs) {\n\t on_load();\n\t}\n\tcontinue;\n }\n var element = document.createElement('script');\n element.onload = on_load;\n element.onerror = on_error;\n element.async = false;\n element.src = url;\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n document.head.appendChild(element);\n }\n for (var i = 0; i < js_modules.length; i++) {\n var url = js_modules[i];\n if (skip.indexOf(url) !== -1 || existing_scripts.indexOf(url) !== -1) {\n\tif (!window.requirejs) {\n\t on_load();\n\t}\n\tcontinue;\n }\n var element = document.createElement('script');\n element.onload = on_load;\n element.onerror = on_error;\n element.async = false;\n element.src = url;\n element.type = \"module\";\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n document.head.appendChild(element);\n }\n for (const name in js_exports) {\n var url = js_exports[name];\n if (skip.indexOf(url) >= 0 || root[name] != null) {\n\tif (!window.requirejs) {\n\t on_load();\n\t}\n\tcontinue;\n }\n var element = document.createElement('script');\n element.onerror = on_error;\n element.async = false;\n element.type = \"module\";\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n element.textContent = `\n import ${name} from \"${url}\"\n window.${name} = ${name}\n window._bokeh_on_load()\n `\n document.head.appendChild(element);\n }\n if (!js_urls.length && !js_modules.length) {\n on_load()\n }\n };\n\n function inject_raw_css(css) {\n const element = document.createElement(\"style\");\n element.appendChild(document.createTextNode(css));\n document.body.appendChild(element);\n }\n\n var js_urls = [\"https://cdn.bokeh.org/bokeh/release/bokeh-3.2.2.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-gl-3.2.2.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-widgets-3.2.2.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-tables-3.2.2.min.js\", \"https://cdn.holoviz.org/panel/1.2.3/dist/panel.min.js\"];\n var js_modules = [];\n var js_exports = {};\n var css_urls = [];\n var inline_js = [ function(Bokeh) {\n Bokeh.set_log_level(\"info\");\n },\nfunction(Bokeh) {} // ensure no trailing comma for IE\n ];\n\n function run_inline_js() {\n if ((root.Bokeh !== undefined) || (force === true)) {\n for (var i = 0; i < inline_js.length; i++) {\n inline_js[i].call(root, root.Bokeh);\n }\n // Cache old bokeh versions\n if (Bokeh != undefined && !reloading) {\n\tvar NewBokeh = root.Bokeh;\n\tif (Bokeh.versions === undefined) {\n\t Bokeh.versions = new Map();\n\t}\n\tif (NewBokeh.version !== Bokeh.version) {\n\t Bokeh.versions.set(NewBokeh.version, NewBokeh)\n\t}\n\troot.Bokeh = Bokeh;\n }} else if (Date.now() < root._bokeh_timeout) {\n setTimeout(run_inline_js, 100);\n } else if (!root._bokeh_failed_load) {\n console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n root._bokeh_failed_load = true;\n }\n root._bokeh_is_initializing = false\n }\n\n function load_or_wait() {\n // Implement a backoff loop that tries to ensure we do not load multiple\n // versions of Bokeh and its dependencies at the same time.\n // In recent versions we use the root._bokeh_is_initializing flag\n // to determine whether there is an ongoing attempt to initialize\n // bokeh, however for backward compatibility we also try to ensure\n // that we do not start loading a newer (Panel>=1.0 and Bokeh>3) version\n // before older versions are fully initialized.\n if (root._bokeh_is_initializing && Date.now() > root._bokeh_timeout) {\n root._bokeh_is_initializing = false;\n root._bokeh_onload_callbacks = undefined;\n console.log(\"Bokeh: BokehJS was loaded multiple times but one version failed to initialize.\");\n load_or_wait();\n } else if (root._bokeh_is_initializing || (typeof root._bokeh_is_initializing === \"undefined\" && root._bokeh_onload_callbacks !== undefined)) {\n setTimeout(load_or_wait, 100);\n } else {\n Bokeh = root.Bokeh;\n bokeh_loaded = Bokeh != null && (Bokeh.version === py_version || (Bokeh.versions !== undefined && Bokeh.versions.has(py_version)));\n root._bokeh_is_initializing = true\n root._bokeh_onload_callbacks = []\n if (!reloading && (!bokeh_loaded || is_dev)) {\n\troot.Bokeh = undefined;\n }\n load_libs(css_urls, js_urls, js_modules, js_exports, function() {\n\tconsole.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n\trun_inline_js();\n });\n }\n }\n // Give older versions of the autoload script a head-start to ensure\n // they initialize before we start loading newer version.\n setTimeout(load_or_wait, 100)\n}(window));" + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/javascript": [ + "\n", + "if ((window.PyViz === undefined) || (window.PyViz instanceof HTMLElement)) {\n", + " window.PyViz = {comms: {}, comm_status:{}, kernels:{}, receivers: {}, plot_index: []}\n", + "}\n", + "\n", + "\n", + " function JupyterCommManager() {\n", + " }\n", + "\n", + " JupyterCommManager.prototype.register_target = function(plot_id, comm_id, msg_handler) {\n", + " if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n", + " var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n", + " comm_manager.register_target(comm_id, function(comm) {\n", + " comm.on_msg(msg_handler);\n", + " });\n", + " } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n", + " window.PyViz.kernels[plot_id].registerCommTarget(comm_id, function(comm) {\n", + " comm.onMsg = msg_handler;\n", + " });\n", + " } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n", + " google.colab.kernel.comms.registerTarget(comm_id, (comm) => {\n", + " var messages = comm.messages[Symbol.asyncIterator]();\n", + " function processIteratorResult(result) {\n", + " var message = result.value;\n", + " console.log(message)\n", + " var content = {data: message.data, comm_id};\n", + " var buffers = []\n", + " for (var buffer of message.buffers || []) {\n", + " buffers.push(new DataView(buffer))\n", + " }\n", + " var metadata = message.metadata || {};\n", + " var msg = {content, buffers, metadata}\n", + " msg_handler(msg);\n", + " return messages.next().then(processIteratorResult);\n", + " }\n", + " return messages.next().then(processIteratorResult);\n", + " })\n", + " }\n", + " }\n", + "\n", + " JupyterCommManager.prototype.get_client_comm = function(plot_id, comm_id, msg_handler) {\n", + " if (comm_id in window.PyViz.comms) {\n", + " return window.PyViz.comms[comm_id];\n", + " } else if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n", + " var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n", + " var comm = comm_manager.new_comm(comm_id, {}, {}, {}, comm_id);\n", + " if (msg_handler) {\n", + " comm.on_msg(msg_handler);\n", + " }\n", + " } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n", + " var comm = window.PyViz.kernels[plot_id].connectToComm(comm_id);\n", + " comm.open();\n", + " if (msg_handler) {\n", + " comm.onMsg = msg_handler;\n", + " }\n", + " } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n", + " var comm_promise = google.colab.kernel.comms.open(comm_id)\n", + " comm_promise.then((comm) => {\n", + " window.PyViz.comms[comm_id] = comm;\n", + " if (msg_handler) {\n", + " var messages = comm.messages[Symbol.asyncIterator]();\n", + " function processIteratorResult(result) {\n", + " var message = result.value;\n", + " var content = {data: message.data};\n", + " var metadata = message.metadata || {comm_id};\n", + " var msg = {content, metadata}\n", + " msg_handler(msg);\n", + " return messages.next().then(processIteratorResult);\n", + " }\n", + " return messages.next().then(processIteratorResult);\n", + " }\n", + " }) \n", + " var sendClosure = (data, metadata, buffers, disposeOnDone) => {\n", + " return comm_promise.then((comm) => {\n", + " comm.send(data, metadata, buffers, disposeOnDone);\n", + " });\n", + " };\n", + " var comm = {\n", + " send: sendClosure\n", + " };\n", + " }\n", + " window.PyViz.comms[comm_id] = comm;\n", + " return comm;\n", + " }\n", + " window.PyViz.comm_manager = new JupyterCommManager();\n", + " \n", + "\n", + "\n", + "var JS_MIME_TYPE = 'application/javascript';\n", + "var HTML_MIME_TYPE = 'text/html';\n", + "var EXEC_MIME_TYPE = 'application/vnd.holoviews_exec.v0+json';\n", + "var CLASS_NAME = 'output';\n", + "\n", + "/**\n", + " * Render data to the DOM node\n", + " */\n", + "function render(props, node) {\n", + " var div = document.createElement(\"div\");\n", + " var script = document.createElement(\"script\");\n", + " node.appendChild(div);\n", + " node.appendChild(script);\n", + "}\n", + "\n", + "/**\n", + " * Handle when a new output is added\n", + " */\n", + "function handle_add_output(event, handle) {\n", + " var output_area = handle.output_area;\n", + " var output = handle.output;\n", + " if ((output.data == undefined) || (!output.data.hasOwnProperty(EXEC_MIME_TYPE))) {\n", + " return\n", + " }\n", + " var id = output.metadata[EXEC_MIME_TYPE][\"id\"];\n", + " var toinsert = output_area.element.find(\".\" + CLASS_NAME.split(' ')[0]);\n", + " if (id !== undefined) {\n", + " var nchildren = toinsert.length;\n", + " var html_node = toinsert[nchildren-1].children[0];\n", + " html_node.innerHTML = output.data[HTML_MIME_TYPE];\n", + " var scripts = [];\n", + " var nodelist = html_node.querySelectorAll(\"script\");\n", + " for (var i in nodelist) {\n", + " if (nodelist.hasOwnProperty(i)) {\n", + " scripts.push(nodelist[i])\n", + " }\n", + " }\n", + "\n", + " scripts.forEach( function (oldScript) {\n", + " var newScript = document.createElement(\"script\");\n", + " var attrs = [];\n", + " var nodemap = oldScript.attributes;\n", + " for (var j in nodemap) {\n", + " if (nodemap.hasOwnProperty(j)) {\n", + " attrs.push(nodemap[j])\n", + " }\n", + " }\n", + " attrs.forEach(function(attr) { newScript.setAttribute(attr.name, attr.value) });\n", + " newScript.appendChild(document.createTextNode(oldScript.innerHTML));\n", + " oldScript.parentNode.replaceChild(newScript, oldScript);\n", + " });\n", + " if (JS_MIME_TYPE in output.data) {\n", + " toinsert[nchildren-1].children[1].textContent = output.data[JS_MIME_TYPE];\n", + " }\n", + " output_area._hv_plot_id = id;\n", + " if ((window.Bokeh !== undefined) && (id in Bokeh.index)) {\n", + " window.PyViz.plot_index[id] = Bokeh.index[id];\n", + " } else {\n", + " window.PyViz.plot_index[id] = null;\n", + " }\n", + " } else if (output.metadata[EXEC_MIME_TYPE][\"server_id\"] !== undefined) {\n", + " var bk_div = document.createElement(\"div\");\n", + " bk_div.innerHTML = output.data[HTML_MIME_TYPE];\n", + " var script_attrs = bk_div.children[0].attributes;\n", + " for (var i = 0; i < script_attrs.length; i++) {\n", + " toinsert[toinsert.length - 1].childNodes[1].setAttribute(script_attrs[i].name, script_attrs[i].value);\n", + " }\n", + " // store reference to server id on output_area\n", + " output_area._bokeh_server_id = output.metadata[EXEC_MIME_TYPE][\"server_id\"];\n", + " }\n", + "}\n", + "\n", + "/**\n", + " * Handle when an output is cleared or removed\n", + " */\n", + "function handle_clear_output(event, handle) {\n", + " var id = handle.cell.output_area._hv_plot_id;\n", + " var server_id = handle.cell.output_area._bokeh_server_id;\n", + " if (((id === undefined) || !(id in PyViz.plot_index)) && (server_id !== undefined)) { return; }\n", + " var comm = window.PyViz.comm_manager.get_client_comm(\"hv-extension-comm\", \"hv-extension-comm\", function () {});\n", + " if (server_id !== null) {\n", + " comm.send({event_type: 'server_delete', 'id': server_id});\n", + " return;\n", + " } else if (comm !== null) {\n", + " comm.send({event_type: 'delete', 'id': id});\n", + " }\n", + " delete PyViz.plot_index[id];\n", + " if ((window.Bokeh !== undefined) & (id in window.Bokeh.index)) {\n", + " var doc = window.Bokeh.index[id].model.document\n", + " doc.clear();\n", + " const i = window.Bokeh.documents.indexOf(doc);\n", + " if (i > -1) {\n", + " window.Bokeh.documents.splice(i, 1);\n", + " }\n", + " }\n", + "}\n", + "\n", + "/**\n", + " * Handle kernel restart event\n", + " */\n", + "function handle_kernel_cleanup(event, handle) {\n", + " delete PyViz.comms[\"hv-extension-comm\"];\n", + " window.PyViz.plot_index = {}\n", + "}\n", + "\n", + "/**\n", + " * Handle update_display_data messages\n", + " */\n", + "function handle_update_output(event, handle) {\n", + " handle_clear_output(event, {cell: {output_area: handle.output_area}})\n", + " handle_add_output(event, handle)\n", + "}\n", + "\n", + "function register_renderer(events, OutputArea) {\n", + " function append_mime(data, metadata, element) {\n", + " // create a DOM node to render to\n", + " var toinsert = this.create_output_subarea(\n", + " metadata,\n", + " CLASS_NAME,\n", + " EXEC_MIME_TYPE\n", + " );\n", + " this.keyboard_manager.register_events(toinsert);\n", + " // Render to node\n", + " var props = {data: data, metadata: metadata[EXEC_MIME_TYPE]};\n", + " render(props, toinsert[0]);\n", + " element.append(toinsert);\n", + " return toinsert\n", + " }\n", + "\n", + " events.on('output_added.OutputArea', handle_add_output);\n", + " events.on('output_updated.OutputArea', handle_update_output);\n", + " events.on('clear_output.CodeCell', handle_clear_output);\n", + " events.on('delete.Cell', handle_clear_output);\n", + " events.on('kernel_ready.Kernel', handle_kernel_cleanup);\n", + "\n", + " OutputArea.prototype.register_mime_type(EXEC_MIME_TYPE, append_mime, {\n", + " safe: true,\n", + " index: 0\n", + " });\n", + "}\n", + "\n", + "if (window.Jupyter !== undefined) {\n", + " try {\n", + " var events = require('base/js/events');\n", + " var OutputArea = require('notebook/js/outputarea').OutputArea;\n", + " if (OutputArea.prototype.mime_types().indexOf(EXEC_MIME_TYPE) == -1) {\n", + " register_renderer(events, OutputArea);\n", + " }\n", + " } catch(err) {\n", + " }\n", + "}\n" + ], + "application/vnd.holoviews_load.v0+json": "\nif ((window.PyViz === undefined) || (window.PyViz instanceof HTMLElement)) {\n window.PyViz = {comms: {}, comm_status:{}, kernels:{}, receivers: {}, plot_index: 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message.buffers || []) {\n buffers.push(new DataView(buffer))\n }\n var metadata = message.metadata || {};\n var msg = {content, buffers, metadata}\n msg_handler(msg);\n return messages.next().then(processIteratorResult);\n }\n return messages.next().then(processIteratorResult);\n })\n }\n }\n\n JupyterCommManager.prototype.get_client_comm = function(plot_id, comm_id, msg_handler) {\n if (comm_id in window.PyViz.comms) {\n return window.PyViz.comms[comm_id];\n } else if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n var comm = comm_manager.new_comm(comm_id, {}, {}, {}, comm_id);\n if (msg_handler) {\n comm.on_msg(msg_handler);\n }\n } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n var comm = window.PyViz.kernels[plot_id].connectToComm(comm_id);\n comm.open();\n if (msg_handler) {\n comm.onMsg = msg_handler;\n }\n } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n var comm_promise = google.colab.kernel.comms.open(comm_id)\n comm_promise.then((comm) => {\n window.PyViz.comms[comm_id] = comm;\n if (msg_handler) {\n var messages = comm.messages[Symbol.asyncIterator]();\n function processIteratorResult(result) {\n var message = result.value;\n var content = {data: message.data};\n var metadata = message.metadata || {comm_id};\n var msg = {content, metadata}\n msg_handler(msg);\n return messages.next().then(processIteratorResult);\n }\n return messages.next().then(processIteratorResult);\n }\n }) \n var sendClosure = (data, metadata, buffers, disposeOnDone) => {\n return comm_promise.then((comm) => {\n comm.send(data, metadata, buffers, disposeOnDone);\n });\n };\n var comm = {\n send: sendClosure\n };\n }\n window.PyViz.comms[comm_id] = comm;\n return comm;\n }\n window.PyViz.comm_manager = new JupyterCommManager();\n \n\n\nvar JS_MIME_TYPE = 'application/javascript';\nvar HTML_MIME_TYPE = 'text/html';\nvar EXEC_MIME_TYPE = 'application/vnd.holoviews_exec.v0+json';\nvar CLASS_NAME = 'output';\n\n/**\n * Render data to the DOM node\n */\nfunction render(props, node) {\n var div = document.createElement(\"div\");\n var script = document.createElement(\"script\");\n node.appendChild(div);\n node.appendChild(script);\n}\n\n/**\n * Handle when a new output is added\n */\nfunction handle_add_output(event, handle) {\n var output_area = handle.output_area;\n var output = handle.output;\n if ((output.data == undefined) || (!output.data.hasOwnProperty(EXEC_MIME_TYPE))) {\n return\n }\n var id = output.metadata[EXEC_MIME_TYPE][\"id\"];\n var toinsert = output_area.element.find(\".\" + CLASS_NAME.split(' ')[0]);\n if (id !== undefined) {\n var nchildren = toinsert.length;\n var html_node = toinsert[nchildren-1].children[0];\n html_node.innerHTML = output.data[HTML_MIME_TYPE];\n var scripts = [];\n var nodelist = html_node.querySelectorAll(\"script\");\n for (var i in nodelist) {\n if (nodelist.hasOwnProperty(i)) {\n scripts.push(nodelist[i])\n }\n }\n\n scripts.forEach( function (oldScript) {\n var newScript = document.createElement(\"script\");\n var attrs = [];\n var nodemap = oldScript.attributes;\n for (var j in nodemap) {\n if (nodemap.hasOwnProperty(j)) {\n attrs.push(nodemap[j])\n }\n }\n attrs.forEach(function(attr) { newScript.setAttribute(attr.name, attr.value) });\n newScript.appendChild(document.createTextNode(oldScript.innerHTML));\n oldScript.parentNode.replaceChild(newScript, oldScript);\n });\n if (JS_MIME_TYPE in output.data) {\n toinsert[nchildren-1].children[1].textContent = output.data[JS_MIME_TYPE];\n }\n output_area._hv_plot_id = id;\n if ((window.Bokeh !== undefined) && (id in Bokeh.index)) {\n window.PyViz.plot_index[id] = Bokeh.index[id];\n } else {\n window.PyViz.plot_index[id] = null;\n }\n } else if (output.metadata[EXEC_MIME_TYPE][\"server_id\"] !== undefined) {\n var bk_div = document.createElement(\"div\");\n 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callbacks have finished\");\n", + " }\n", + "\n", + " function load_libs(css_urls, js_urls, js_modules, js_exports, callback) {\n", + " if (css_urls == null) css_urls = [];\n", + " if (js_urls == null) js_urls = [];\n", + " if (js_modules == null) js_modules = [];\n", + " if (js_exports == null) js_exports = {};\n", + "\n", + " root._bokeh_onload_callbacks.push(callback);\n", + "\n", + " if (root._bokeh_is_loading > 0) {\n", + " console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n", + " return null;\n", + " }\n", + " if (js_urls.length === 0 && js_modules.length === 0 && Object.keys(js_exports).length === 0) {\n", + " run_callbacks();\n", + " return null;\n", + " }\n", + " if (!reloading) {\n", + " console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n", + " }\n", + "\n", + " function on_load() {\n", + " root._bokeh_is_loading--;\n", + " if (root._bokeh_is_loading === 0) {\n", + " console.debug(\"Bokeh: all BokehJS 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'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/dock/jspanel.dock', 'gridstack': 'https://cdn.jsdelivr.net/npm/gridstack@7.2.3/dist/gridstack-all', 'notyf': 'https://cdn.jsdelivr.net/npm/notyf@3/notyf.min'}, 'shim': {'jspanel': {'exports': 'jsPanel'}, 'gridstack': {'exports': 'GridStack'}}});\n", + " require([\"jspanel\"], function(jsPanel) {\n", + "\twindow.jsPanel = jsPanel\n", + "\ton_load()\n", + " })\n", + " require([\"jspanel-modal\"], function() {\n", + "\ton_load()\n", + " })\n", + " require([\"jspanel-tooltip\"], function() {\n", + "\ton_load()\n", + " })\n", + " require([\"jspanel-hint\"], function() {\n", + "\ton_load()\n", + " })\n", + " require([\"jspanel-layout\"], function() {\n", + "\ton_load()\n", + " })\n", + " require([\"jspanel-contextmenu\"], function() {\n", + "\ton_load()\n", + " })\n", + " require([\"jspanel-dock\"], function() {\n", + "\ton_load()\n", + " })\n", + " require([\"gridstack\"], function(GridStack) {\n", + "\twindow.GridStack = GridStack\n", + "\ton_load()\n", + " })\n", + " require([\"notyf\"], function() {\n", + "\ton_load()\n", + " })\n", + " root._bokeh_is_loading = css_urls.length + 9;\n", + " } else {\n", + " root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length + Object.keys(js_exports).length;\n", + " }\n", + "\n", + " var existing_stylesheets = []\n", + " var links = document.getElementsByTagName('link')\n", + " for (var i = 0; i < links.length; i++) {\n", + " var link = links[i]\n", + " if (link.href != null) {\n", + "\texisting_stylesheets.push(link.href)\n", + " }\n", + " }\n", + " for (var i = 0; i < css_urls.length; i++) {\n", + " var url = css_urls[i];\n", + " if (existing_stylesheets.indexOf(url) !== -1) {\n", + "\ton_load()\n", + "\tcontinue;\n", + " }\n", + " const element = document.createElement(\"link\");\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.rel = \"stylesheet\";\n", + " element.type = \"text/css\";\n", + " element.href = url;\n", + " console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n", + " document.body.appendChild(element);\n", + " } if (((window['jsPanel'] !== undefined) && (!(window['jsPanel'] instanceof HTMLElement))) || window.requirejs) {\n", + " var urls = ['https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/jspanel.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/modal/jspanel.modal.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/tooltip/jspanel.tooltip.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/hint/jspanel.hint.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/layout/jspanel.layout.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/contextmenu/jspanel.contextmenu.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/dock/jspanel.dock.js'];\n", + " for (var i = 0; i < urls.length; i++) {\n", + " skip.push(urls[i])\n", + " }\n", + " } if (((window['GridStack'] !== undefined) && (!(window['GridStack'] instanceof HTMLElement))) || window.requirejs) {\n", + " var urls = ['https://cdn.holoviz.org/panel/1.2.3/dist/bundled/gridstack/gridstack@7.2.3/dist/gridstack-all.js'];\n", + " for (var i = 0; i < urls.length; i++) {\n", + " skip.push(urls[i])\n", + " }\n", + " } if (((window['Notyf'] !== undefined) && (!(window['Notyf'] instanceof HTMLElement))) || window.requirejs) {\n", + " var urls = ['https://cdn.holoviz.org/panel/1.2.3/dist/bundled/notificationarea/notyf@3/notyf.min.js'];\n", + " for (var i = 0; i < urls.length; i++) {\n", + " skip.push(urls[i])\n", + " }\n", + " } var existing_scripts = []\n", + " var scripts = document.getElementsByTagName('script')\n", + " for (var i = 0; i < scripts.length; i++) {\n", + " var script = scripts[i]\n", + " if (script.src != null) {\n", + "\texisting_scripts.push(script.src)\n", + " }\n", + " }\n", + " for (var i = 0; i < js_urls.length; i++) {\n", + " var url = js_urls[i];\n", + " if (skip.indexOf(url) !== -1 || existing_scripts.indexOf(url) !== -1) {\n", + "\tif (!window.requirejs) {\n", + "\t on_load();\n", + "\t}\n", + "\tcontinue;\n", + " }\n", + " var element = document.createElement('script');\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.src = url;\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " document.head.appendChild(element);\n", + " }\n", + " for (var i = 0; i < js_modules.length; i++) {\n", + " var url = js_modules[i];\n", + " if (skip.indexOf(url) !== -1 || existing_scripts.indexOf(url) !== -1) {\n", + "\tif (!window.requirejs) {\n", + "\t on_load();\n", + "\t}\n", + "\tcontinue;\n", + " }\n", + " var element = document.createElement('script');\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.src = url;\n", + " element.type = \"module\";\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " document.head.appendChild(element);\n", + " }\n", + " for (const name in js_exports) {\n", + " var url = js_exports[name];\n", + " if (skip.indexOf(url) >= 0 || root[name] != null) {\n", + "\tif (!window.requirejs) {\n", + "\t on_load();\n", + "\t}\n", + "\tcontinue;\n", + " }\n", + " var element = document.createElement('script');\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.type = \"module\";\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " element.textContent = `\n", + " import ${name} from \"${url}\"\n", + " window.${name} = ${name}\n", + " window._bokeh_on_load()\n", + " `\n", + " document.head.appendChild(element);\n", + " }\n", + " if (!js_urls.length && !js_modules.length) {\n", + " on_load()\n", + " }\n", + " };\n", + "\n", + " function inject_raw_css(css) {\n", + " const element = document.createElement(\"style\");\n", + " element.appendChild(document.createTextNode(css));\n", + " document.body.appendChild(element);\n", + " }\n", + "\n", + " var js_urls = [];\n", + " var js_modules = [];\n", + " var js_exports = {};\n", + " var css_urls = [];\n", + " var inline_js = [ function(Bokeh) {\n", + " Bokeh.set_log_level(\"info\");\n", + " },\n", + "function(Bokeh) {} // ensure no trailing comma for IE\n", + " ];\n", + "\n", + " function run_inline_js() {\n", + " if ((root.Bokeh !== undefined) || (force === true)) {\n", + " for (var i = 0; i < inline_js.length; i++) {\n", + " inline_js[i].call(root, root.Bokeh);\n", + " }\n", + " // Cache old bokeh versions\n", + " if (Bokeh != undefined && !reloading) {\n", + "\tvar NewBokeh = root.Bokeh;\n", + "\tif (Bokeh.versions === undefined) {\n", + "\t Bokeh.versions = new Map();\n", + "\t}\n", + "\tif (NewBokeh.version !== Bokeh.version) {\n", + "\t Bokeh.versions.set(NewBokeh.version, NewBokeh)\n", + "\t}\n", + "\troot.Bokeh = Bokeh;\n", + " }} else if (Date.now() < root._bokeh_timeout) {\n", + " setTimeout(run_inline_js, 100);\n", + " } else if (!root._bokeh_failed_load) {\n", + " console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n", + " root._bokeh_failed_load = true;\n", + " }\n", + " root._bokeh_is_initializing = false\n", + " }\n", + "\n", + " function load_or_wait() {\n", + " // Implement a backoff loop that tries to ensure we do not load multiple\n", + " // versions of Bokeh and its dependencies at the same time.\n", + " // In recent versions we use the root._bokeh_is_initializing flag\n", + " // to determine whether there is an ongoing attempt to initialize\n", + " // bokeh, however for backward compatibility we also try to ensure\n", + " // that we do not start loading a newer (Panel>=1.0 and Bokeh>3) version\n", + " // before older versions are fully initialized.\n", + " if (root._bokeh_is_initializing && Date.now() > root._bokeh_timeout) {\n", + " root._bokeh_is_initializing = false;\n", + " root._bokeh_onload_callbacks = undefined;\n", + " console.log(\"Bokeh: BokehJS was loaded multiple times but one version failed to initialize.\");\n", + " load_or_wait();\n", + " } else if (root._bokeh_is_initializing || (typeof root._bokeh_is_initializing === \"undefined\" && root._bokeh_onload_callbacks !== undefined)) {\n", + " setTimeout(load_or_wait, 100);\n", + " } else {\n", + " Bokeh = root.Bokeh;\n", + " bokeh_loaded = Bokeh != null && (Bokeh.version === py_version || (Bokeh.versions !== undefined && Bokeh.versions.has(py_version)));\n", + " root._bokeh_is_initializing = true\n", + " root._bokeh_onload_callbacks = []\n", + " if (!reloading && (!bokeh_loaded || is_dev)) {\n", + "\troot.Bokeh = undefined;\n", + " }\n", + " load_libs(css_urls, js_urls, js_modules, js_exports, function() {\n", + "\tconsole.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n", + "\trun_inline_js();\n", + " });\n", + " }\n", + " }\n", + " // Give older versions of the autoload script a head-start to ensure\n", + " // they initialize before we start loading newer version.\n", + " setTimeout(load_or_wait, 100)\n", + "}(window));" + ], + "application/vnd.holoviews_load.v0+json": "(function(root) {\n function now() {\n return new Date();\n }\n\n var force = true;\n var py_version = '3.2.2'.replace('rc', '-rc.').replace('.dev', '-dev.');\n var is_dev = py_version.indexOf(\"+\") !== -1 || py_version.indexOf(\"-\") !== -1;\n var reloading = true;\n var Bokeh = root.Bokeh;\n var bokeh_loaded = Bokeh != null && (Bokeh.version === py_version || (Bokeh.versions !== undefined && Bokeh.versions.has(py_version)));\n\n if (typeof (root._bokeh_timeout) === \"undefined\" || force) {\n root._bokeh_timeout = Date.now() + 5000;\n root._bokeh_failed_load = false;\n }\n\n function run_callbacks() {\n try {\n root._bokeh_onload_callbacks.forEach(function(callback) {\n if (callback != null)\n callback();\n });\n } finally {\n delete root._bokeh_onload_callbacks;\n }\n console.debug(\"Bokeh: all callbacks have finished\");\n }\n\n function load_libs(css_urls, js_urls, js_modules, js_exports, callback) {\n if (css_urls == null) css_urls = [];\n if (js_urls == null) js_urls = [];\n if (js_modules == null) js_modules = [];\n if (js_exports == null) js_exports = {};\n\n root._bokeh_onload_callbacks.push(callback);\n\n if (root._bokeh_is_loading > 0) {\n console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n return null;\n }\n if (js_urls.length === 0 && js_modules.length === 0 && Object.keys(js_exports).length === 0) {\n run_callbacks();\n return null;\n }\n if (!reloading) {\n console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n }\n\n function on_load() {\n root._bokeh_is_loading--;\n if (root._bokeh_is_loading === 0) {\n console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n run_callbacks()\n }\n }\n window._bokeh_on_load = on_load\n\n function on_error() {\n console.error(\"failed to load \" + url);\n }\n\n var skip = [];\n if (window.requirejs) {\n window.requirejs.config({'packages': {}, 'paths': {'jspanel': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/jspanel', 'jspanel-modal': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/modal/jspanel.modal', 'jspanel-tooltip': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/tooltip/jspanel.tooltip', 'jspanel-hint': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/hint/jspanel.hint', 'jspanel-layout': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/layout/jspanel.layout', 'jspanel-contextmenu': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/contextmenu/jspanel.contextmenu', 'jspanel-dock': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/dock/jspanel.dock', 'gridstack': 'https://cdn.jsdelivr.net/npm/gridstack@7.2.3/dist/gridstack-all', 'notyf': 'https://cdn.jsdelivr.net/npm/notyf@3/notyf.min'}, 'shim': {'jspanel': {'exports': 'jsPanel'}, 'gridstack': {'exports': 'GridStack'}}});\n require([\"jspanel\"], function(jsPanel) {\n\twindow.jsPanel = jsPanel\n\ton_load()\n })\n require([\"jspanel-modal\"], function() {\n\ton_load()\n })\n require([\"jspanel-tooltip\"], function() {\n\ton_load()\n })\n require([\"jspanel-hint\"], function() {\n\ton_load()\n })\n require([\"jspanel-layout\"], function() {\n\ton_load()\n })\n require([\"jspanel-contextmenu\"], function() {\n\ton_load()\n })\n require([\"jspanel-dock\"], function() {\n\ton_load()\n })\n require([\"gridstack\"], function(GridStack) {\n\twindow.GridStack = GridStack\n\ton_load()\n })\n require([\"notyf\"], function() {\n\ton_load()\n })\n root._bokeh_is_loading = css_urls.length + 9;\n } else {\n root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length + Object.keys(js_exports).length;\n }\n\n var existing_stylesheets = []\n var links = document.getElementsByTagName('link')\n for (var i = 0; i < links.length; i++) {\n var link = links[i]\n if (link.href != null) {\n\texisting_stylesheets.push(link.href)\n }\n }\n for (var i = 0; i < css_urls.length; i++) {\n var url = css_urls[i];\n if (existing_stylesheets.indexOf(url) !== -1) {\n\ton_load()\n\tcontinue;\n }\n const element = document.createElement(\"link\");\n element.onload = on_load;\n element.onerror = on_error;\n element.rel = \"stylesheet\";\n element.type = \"text/css\";\n element.href = url;\n console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n document.body.appendChild(element);\n } if (((window['jsPanel'] !== undefined) && (!(window['jsPanel'] instanceof HTMLElement))) || window.requirejs) {\n var urls = ['https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/jspanel.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/modal/jspanel.modal.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/tooltip/jspanel.tooltip.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/hint/jspanel.hint.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/layout/jspanel.layout.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/contextmenu/jspanel.contextmenu.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/dock/jspanel.dock.js'];\n for (var i = 0; i < urls.length; i++) {\n skip.push(urls[i])\n }\n } if (((window['GridStack'] !== undefined) && (!(window['GridStack'] instanceof HTMLElement))) || window.requirejs) {\n var urls = ['https://cdn.holoviz.org/panel/1.2.3/dist/bundled/gridstack/gridstack@7.2.3/dist/gridstack-all.js'];\n for (var i = 0; i < urls.length; i++) {\n skip.push(urls[i])\n }\n } if (((window['Notyf'] !== undefined) && (!(window['Notyf'] instanceof HTMLElement))) || window.requirejs) {\n var urls = ['https://cdn.holoviz.org/panel/1.2.3/dist/bundled/notificationarea/notyf@3/notyf.min.js'];\n for (var i = 0; i < urls.length; i++) {\n skip.push(urls[i])\n }\n } var existing_scripts = []\n var scripts = document.getElementsByTagName('script')\n for (var i = 0; i < scripts.length; i++) {\n var script = scripts[i]\n if (script.src != null) {\n\texisting_scripts.push(script.src)\n }\n }\n for (var i = 0; i < js_urls.length; i++) {\n var url = js_urls[i];\n if (skip.indexOf(url) !== -1 || existing_scripts.indexOf(url) !== -1) {\n\tif (!window.requirejs) {\n\t on_load();\n\t}\n\tcontinue;\n }\n var element = document.createElement('script');\n element.onload = on_load;\n element.onerror = on_error;\n element.async = false;\n element.src = url;\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n document.head.appendChild(element);\n }\n for (var i = 0; i < js_modules.length; i++) {\n var url = js_modules[i];\n if (skip.indexOf(url) !== -1 || existing_scripts.indexOf(url) !== -1) {\n\tif (!window.requirejs) {\n\t on_load();\n\t}\n\tcontinue;\n }\n var element = document.createElement('script');\n element.onload = on_load;\n element.onerror = on_error;\n element.async = false;\n element.src = url;\n element.type = \"module\";\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n document.head.appendChild(element);\n }\n for (const name in js_exports) {\n var url = js_exports[name];\n if (skip.indexOf(url) >= 0 || root[name] != null) {\n\tif (!window.requirejs) {\n\t on_load();\n\t}\n\tcontinue;\n }\n var element = document.createElement('script');\n element.onerror = on_error;\n element.async = false;\n element.type = \"module\";\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n element.textContent = `\n import ${name} from \"${url}\"\n window.${name} = ${name}\n window._bokeh_on_load()\n `\n document.head.appendChild(element);\n }\n if (!js_urls.length && !js_modules.length) {\n on_load()\n }\n };\n\n function inject_raw_css(css) {\n const element = document.createElement(\"style\");\n element.appendChild(document.createTextNode(css));\n document.body.appendChild(element);\n }\n\n var js_urls = [];\n var js_modules = [];\n var js_exports = {};\n var css_urls = [];\n var inline_js = [ function(Bokeh) {\n Bokeh.set_log_level(\"info\");\n },\nfunction(Bokeh) {} // ensure no trailing comma for IE\n ];\n\n function run_inline_js() {\n if ((root.Bokeh !== undefined) || (force === true)) {\n for (var i = 0; i < inline_js.length; i++) {\n inline_js[i].call(root, root.Bokeh);\n }\n // Cache old bokeh versions\n if (Bokeh != undefined && !reloading) {\n\tvar NewBokeh = root.Bokeh;\n\tif (Bokeh.versions === undefined) {\n\t Bokeh.versions = new Map();\n\t}\n\tif (NewBokeh.version !== Bokeh.version) {\n\t Bokeh.versions.set(NewBokeh.version, NewBokeh)\n\t}\n\troot.Bokeh = Bokeh;\n }} else if (Date.now() < root._bokeh_timeout) {\n setTimeout(run_inline_js, 100);\n } else if (!root._bokeh_failed_load) {\n console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n root._bokeh_failed_load = true;\n }\n root._bokeh_is_initializing = false\n }\n\n function load_or_wait() {\n // Implement a backoff loop that tries to ensure we do not load multiple\n // versions of Bokeh and its dependencies at the same time.\n // In recent versions we use the root._bokeh_is_initializing flag\n // to determine whether there is an ongoing attempt to initialize\n // bokeh, however for backward compatibility we also try to ensure\n // that we do not start loading a newer (Panel>=1.0 and Bokeh>3) version\n // before older versions are fully initialized.\n if (root._bokeh_is_initializing && Date.now() > root._bokeh_timeout) {\n root._bokeh_is_initializing = false;\n root._bokeh_onload_callbacks = undefined;\n console.log(\"Bokeh: BokehJS was loaded multiple times but one version failed to initialize.\");\n load_or_wait();\n } else if (root._bokeh_is_initializing || (typeof root._bokeh_is_initializing === \"undefined\" && root._bokeh_onload_callbacks !== undefined)) {\n setTimeout(load_or_wait, 100);\n } else {\n Bokeh = root.Bokeh;\n bokeh_loaded = Bokeh != null && (Bokeh.version === py_version || (Bokeh.versions !== undefined && Bokeh.versions.has(py_version)));\n root._bokeh_is_initializing = true\n root._bokeh_onload_callbacks = []\n if (!reloading && (!bokeh_loaded || is_dev)) {\n\troot.Bokeh = undefined;\n }\n load_libs(css_urls, js_urls, js_modules, js_exports, function() {\n\tconsole.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n\trun_inline_js();\n });\n }\n }\n // Give older versions of the autoload script a head-start to ensure\n // they initialize before we start loading newer version.\n setTimeout(load_or_wait, 100)\n}(window));" + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/javascript": [ + "\n", + "if ((window.PyViz === undefined) || (window.PyViz instanceof HTMLElement)) {\n", + " window.PyViz = {comms: {}, comm_status:{}, kernels:{}, receivers: {}, plot_index: []}\n", + "}\n", + "\n", + "\n", + " function JupyterCommManager() {\n", + " }\n", + "\n", + " JupyterCommManager.prototype.register_target = function(plot_id, comm_id, msg_handler) {\n", + " if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n", + " var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n", + " comm_manager.register_target(comm_id, function(comm) {\n", + " comm.on_msg(msg_handler);\n", + " });\n", + " } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n", + " window.PyViz.kernels[plot_id].registerCommTarget(comm_id, function(comm) {\n", + " comm.onMsg = msg_handler;\n", + " });\n", + " } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n", + " google.colab.kernel.comms.registerTarget(comm_id, (comm) => {\n", + " var messages = comm.messages[Symbol.asyncIterator]();\n", + " function processIteratorResult(result) {\n", + " var message = result.value;\n", + " console.log(message)\n", + " var content = {data: message.data, comm_id};\n", + " var buffers = []\n", + " for (var buffer of message.buffers || []) {\n", + " buffers.push(new DataView(buffer))\n", + " }\n", + " var metadata = message.metadata || {};\n", + " var msg = {content, buffers, metadata}\n", + " msg_handler(msg);\n", + " return messages.next().then(processIteratorResult);\n", + " }\n", + " return messages.next().then(processIteratorResult);\n", + " })\n", + " }\n", + " }\n", + "\n", + " JupyterCommManager.prototype.get_client_comm = 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" + ], + "text/plain": [ + "" + ] + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "%%time\n", + "# Dask gateway\n", + "cluster, client = notebook_utils.initialize_dask(use_gateway=True, workers=(1,4))\n", + "dc = datacube.Datacube()\n", + "\n", + "# Configure s3 access\n", + "configure_s3_access(aws_unsigned=False, requester_pays=True, client=client)\n", + "\n", + "client" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "bdd90d49-48ad-4aa3-b2c5-d81c4cfd3127", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "## cấu hình thời gian lấy ảnh và tọa độ\n", + "# date_range = ('2022-09-01', '2023-10-01')\n", + "# longtitude_range = (105.86575, 105.94120)\n", + "# latitude_range = (9.65070, 9.69850)\n", + "date_range = ('2022-09-01', '2023-10-01')\n", + "longtitude_range = (105.5, 106.4)\n", + "latitude_range = (9.2, 10.0) " + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "307e0fd1-0030-47bd-9a1d-3a42c0c7c9a1", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Most common native CRS: EPSG:32648\n", + "No datasets require offset correction\n", + "The valid_data_mask and scale (no offset) have been applied to the reflectance bands\n" + ] + }, + { + "data": { + "text/html": [ + "

Dataset size: 210.07 GB

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+       "Dimensions:      (time: 151, y: 8874, x: 9902)\n",
+       "Coordinates:\n",
+       "  * time         (time) datetime64[ns] 2022-09-02T03:35:23.960000 ... 2023-09...\n",
+       "  * y            (y) float64 1.106e+06 1.106e+06 ... 1.017e+06 1.017e+06\n",
+       "  * x            (x) float64 5.548e+05 5.548e+05 ... 6.538e+05 6.538e+05\n",
+       "    spatial_ref  int32 32648\n",
+       "Data variables:\n",
+       "    blue         (time, y, x) float32 dask.array<chunksize=(1, 2048, 2048), meta=np.ndarray>\n",
+       "    green        (time, y, x) float32 dask.array<chunksize=(1, 2048, 2048), meta=np.ndarray>\n",
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+       "    scl          (time, y, x) uint8 dask.array<chunksize=(1, 2048, 2048), meta=np.ndarray>\n",
+       "Attributes:\n",
+       "    crs:           EPSG:32648\n",
+       "    grid_mapping:  spatial_ref
" + ], + "text/plain": [ + "\n", + "Dimensions: (time: 151, y: 8874, x: 9902)\n", + "Coordinates:\n", + " * time (time) datetime64[ns] 2022-09-02T03:35:23.960000 ... 2023-09...\n", + " * y (y) float64 1.106e+06 1.106e+06 ... 1.017e+06 1.017e+06\n", + " * x (x) float64 5.548e+05 5.548e+05 ... 6.538e+05 6.538e+05\n", + " spatial_ref int32 32648\n", + "Data variables:\n", + " blue (time, y, x) float32 dask.array\n", + " green (time, y, x) float32 dask.array\n", + " red (time, y, x) float32 dask.array\n", + " nir (time, y, x) float32 dask.array\n", + " scl (time, y, x) uint8 dask.array\n", + "Attributes:\n", + " crs: EPSG:32648\n", + " grid_mapping: spatial_ref" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "## truy vấn ảnh vệ tinh sen2\n", + "data = load_data(dc, date_range, longtitude_range, latitude_range)\n", + "notebook_utils.heading(notebook_utils.xarray_object_size(data))\n", + "display(data)" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "56f9b785-21cb-4e37-ab3b-52d51cbcb782", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "# Specify the start and end times \n", + "min_date = '2022-09-01' # Thời gian bắt đầu lấy data cho quá trình train\n", + "max_date = '2023-10-01' # Thời gian kết thúc lấy data cho quá trình train\n", + "# Just do 1 month for testing\n", + "# max_date = '2022-10-01' # Thời gian kết thúc lấy data cho quá trình train\n", + "\n", + "# Specify a spatail region to search using latitude/longitude cooridinates\n", + "min_longitude, max_longitude = (105.5, 106.4)\n", + "min_latitude, max_latitude = (9.2, 10.0)\n", + "\n", + "# Specify the product. In this case we want to use Sentinel-2 Level-2A data\n", + "product = 's2_l2a'\n", + "\n", + "# Construct the search query dictionary\n", + "query = {\n", + " 'product': product, # Product name\n", + " 'x': (min_longitude, max_longitude), # \"x\" axis bounds\n", + " 'y': (min_latitude, max_latitude), # \"y\" axis bounds\n", + " 'time': (min_date, max_date), # Any parsable date strings\n", + "}" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "23ec5035-6989-40ae-acf0-f0917e45f0e1", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Most common native CRS: EPSG:32648\n" + ] + } + ], + "source": [ + "# Most common CRS\n", + "native_crs = notebook_utils.mostcommon_crs(dc, query)\n", + "print(f'Most common native CRS: {native_crs}')" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "317db083-3549-40d9-b0b4-fec5bec8a8bf", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "# Specify the spectral band measurements we want to use for a classification algorithm\n", + "measurements = ['red', 'nir', 'scl']\n", + "\n", + "load_params = {\n", + " 'measurements': measurements, # Selected measurement or alias names\n", + " 'output_crs': native_crs, # Target EPSG code\n", + " 'resolution': (-10, 10), # Target resolution\n", + " 'group_by': 'solar_day', # Scene grouping\n", + " 'dask_chunks': {'x': 2048, 'y': 2048}, # Dask chunks\n", + "}\n" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "d23f9e0b-54fc-4993-a5ad-ed36624e2221", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "No datasets require offset correction\n", + "The valid_data_mask and scale (no offset) have been applied to the reflectance bands\n" + ] + }, + { + "data": { + "text/html": [ + "

Dataset size: 111.21 GB

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+       "  * y            (y) float64 1.106e+06 1.106e+06 ... 1.017e+06 1.017e+06\n",
+       "  * x            (x) float64 5.548e+05 5.548e+05 ... 6.538e+05 6.538e+05\n",
+       "    spatial_ref  int32 32648\n",
+       "Data variables:\n",
+       "    red          (time, y, x) float32 dask.array<chunksize=(1, 2048, 2048), meta=np.ndarray>\n",
+       "    nir          (time, y, x) float32 dask.array<chunksize=(1, 2048, 2048), meta=np.ndarray>\n",
+       "    scl          (time, y, x) uint8 dask.array<chunksize=(1, 2048, 2048), meta=np.ndarray>\n",
+       "Attributes:\n",
+       "    crs:           EPSG:32648\n",
+       "    grid_mapping:  spatial_ref
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qa[0, 1, 2, 3, 4, 5, 6, 7]{'0': 'no data', '1': 'saturated or defective'...Sen2Cor Scene Classification
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<xarray.DataArray 'NDVI' (time: 151, y: 8874, x: 9902)>\n",
+       "dask.array<truediv, shape=(151, 8874, 9902), dtype=float32, chunksize=(1, 2048, 2048), chunktype=numpy.ndarray>\n",
+       "Coordinates:\n",
+       "  * time         (time) datetime64[ns] 2022-09-02T03:35:23.960000 ... 2023-09...\n",
+       "  * y            (y) float64 1.106e+06 1.106e+06 ... 1.017e+06 1.017e+06\n",
+       "  * x            (x) float64 5.548e+05 5.548e+05 ... 6.538e+05 6.538e+05\n",
+       "    spatial_ref  int32 32648
" + ], + "text/plain": [ + "\n", + "dask.array\n", + "Coordinates:\n", + " * time (time) datetime64[ns] 2022-09-02T03:35:23.960000 ... 2023-09...\n", + " * y (y) float64 1.106e+06 1.106e+06 ... 1.017e+06 1.017e+06\n", + " * x (x) float64 5.548e+05 5.548e+05 ... 6.538e+05 6.538e+05\n", + " spatial_ref int32 32648" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Tiến hành tính toán NDVI\n", + "ds1 = calculate_indices(result, index='NDVI', satellite_mission='s2')\n", + "ndvi = ds1[\"NDVI\"]\n", + "display(ndvi)" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "bb7a152b-89e5-4c18-9103-6a9f6708bd80", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "CPU times: user 678 ms, sys: 0 ns, total: 678 ms\n", + "Wall time: 677 ms\n" + ] + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "c67a6be7f08b4b49b89d43f43e29b61c", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "VBox()" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "%%time\n", + "## tính ndvi theo tháng\n", + "average_ndvi = ndvi.resample(time='1M').mean().persist()\n", + "progress(average_ndvi)" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "47fc921b-bcb6-463f-bdaf-a5a82970a73e", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "# compute average_ndvi\n", + "average_ndvi = average_ndvi.compute()" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "9b989a28-1524-471b-9a2b-51df2319620e", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "Warning 1: TIFFReadDirectory:Invalid data type for tag StripByteCounts\n", + "Warning 1: TIFFFetchNormalTag:ASCII value for tag \"GeoASCIIParams\" contains null byte in value; value incorrectly truncated during reading due to implementation limitations\n", + "Warning 1: TIFFReadDirectory:Sum of Photometric type-related color channels and ExtraSamples doesn't match SamplesPerPixel. Defining non-color channels as ExtraSamples.\n", + "Warning 1: TIFFReadDirectory:Invalid data type for tag StripByteCounts\n", + "Warning 1: TIFFFetchNormalTag:ASCII value for tag \"GeoASCIIParams\" contains null byte in value; value incorrectly truncated during reading due to implementation limitations\n", + "Warning 1: TIFFReadDirectory:Sum of Photometric type-related color channels and ExtraSamples doesn't match SamplesPerPixel. Defining non-color channels as ExtraSamples.\n" + ] + } + ], + "source": [ + "# cấu hình vh vv file\n", + "# name_vh = \"ThuanHoa/ThuanHoa_VH.tif\"\n", + "# name_vv = \"ThuanHoa/ThuanHoa_VV.tif\"\n", + "\n", + "# load dữ liệu sen1\n", + "# dsvh, dsvv = load_sen1(name_vh, name_vv)\n", + "\n", + "name_vh = \"vh-0922_0923-full_ST.tif\"\n", + "name_vv = \"vv-0922_0923-full_ST.tif\"\n", + "\n", + "if not os.path.exists(name_vh):\n", + " !aws s3 cp s3://easi-asia-dc-data/staging/ctu/sentinel-1/vh-0922_0923-full_ST.tif vh-0922_0923-full_ST.tif\n", + "if not os.path.exists(name_vv):\n", + " !aws s3 cp s3://easi-asia-dc-data/staging/ctu/sentinel-1/vv-0922_0923-full_ST.tif vv-0922_0923-full_ST.tif\n", + " \n", + "dsvh, dsvv = load_sen1(name_vh, name_vv)" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "id": "03c47481-7ef9-4efe-ae0a-7845595c2671", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from sklearn.preprocessing import PolynomialFeatures\n", + "from sklearn.linear_model import LinearRegression\n", + "from sklearn.ensemble import RandomForestRegressor\n" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "id": "07acfddc-ab36-4ef4-9e72-d984f2180eb0", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "(13, 7680, 8687)\n", + "(13, 7680, 8687)\n", + "(13, 7680, 8687)\n", + "(13, 7680, 8687)\n" + ] + } + ], + "source": [ + "average_ndvi = average_ndvi[:, :7680, :8687]\n", + "mask = ~np.isnan(average_ndvi)\n", + "print(average_ndvi.shape)\n", + "print(dsvh.shape)\n", + "print(dsvv.shape)\n", + "print(mask.shape)\n", + "X_train = np.stack([dsvh.values[mask], dsvv.values[mask]], axis=1)\n", + "y_train = average_ndvi.values[mask]" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "id": "876d87da-9121-4ef2-a41b-f647e0175689", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/html": [ + "
LinearRegression()
In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook.
On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.
" + ], + "text/plain": [ + "LinearRegression()" + ] + }, + "execution_count": 29, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "model = LinearRegression()\n", + "model.fit(X_train, y_train)" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "id": "854abc28-a490-4858-8951-03fd257c92e6", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "X_pred = np.stack([dsvh.values[~mask], dsvv.values[~mask]], axis=1)\n", + "average_ndvi.values[~mask] = model.predict(X_pred)" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "id": "86f42685-0db7-4253-b02a-41df237ae4df", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "average_ndvi_filled = xr.DataArray(average_ndvi, dims=average_ndvi.dims)" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "id": "4222959a-ea43-4cc8-a958-6c8cf19c2118", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 32, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.imshow(average_ndvi.isel(time=6))" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "id": "7322812d-ba2a-4a82-a43d-cfd5f46a164d", + "metadata": {}, + "outputs": [], + "source": [ + "train_path = \"train/ST_training data_updated_1130points.shp\"" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "id": "e0d607f3-bcee-4158-b22e-2e6e2f9053ca", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "train = load_train_data(train_path)" + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "id": "0ab4448b-5bdb-41d1-b90d-1b88b0cbf188", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "datasets = get_data_sen1_and_sen2(train, average_ndvi_filled, dsvh, dsvv)" + ] + }, + { + "cell_type": "code", + "execution_count": 39, + "id": "94789967-36d7-488c-a61e-2f8fd341581f", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "# cấu hình nhãn dữ liệu\n", + "label_mapping = {\n", + " \"Lua tom\": \"0\",\n", + " \"Lua\": \"1\",\n", + " \"CHN\": \"2\",\n", + " \"CLN\": \"3\",\n", + " \"TS\": \"4\",\n", + " \"Song\": \"5\",\n", + " \"Dat xay dung\": \"6\",\n", + " \"Rung\": \"7\"\n", + "}\n", + "\n", + "# chia tập dữ liệu train, val, test\n", + "X_train, X_val, X_test, y_train, y_val, y_test = split_train_data(train, label_mapping, datasets)" + ] + }, + { + "cell_type": "code", + "execution_count": 40, + "id": "a2fcf472-aff0-44ea-a62a-c308b6e56638", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Best Parameters: {'classifier__criterion': 'gini', 'classifier__max_depth': 15, 'classifier__n_estimators': 500}\n", + "Accuracy: 88.0 %\n" + ] + } + ], + "source": [ + "# Huấn luyện mô hình\n", + "grid_search = train_with_rf(X_train, X_val, y_train, y_val)" + ] + }, + { + "cell_type": "code", + "execution_count": 41, + "id": "a25e21e5-d5b0-43b5-a2f5-3ce04eee060d", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Accuracy for test data 92.0 %\n" + ] + } + ], + "source": [ + "# kiểm tra độ chính xác với tập test\n", + "y_pred_test = grid_search.predict(X_test)\n", + "test_accuracy = accuracy_score(y_test, y_pred_test)\n", + "print(f\"Accuracy for test data {round(test_accuracy, 2)*100} %\")" + ] + }, + { + "cell_type": "code", + "execution_count": 42, + "id": "06b92a29-0784-4143-a835-f4a1cb21390f", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Done!\n" + ] + } + ], + "source": [ + "# Lưu mô hình huấn luyện\n", + "save_model(\"model_new.joblib\", grid_search)" + ] + }, + { + "cell_type": "code", + "execution_count": 43, + "id": "cbf5d0a8-f762-4277-920d-85d31caf2abf", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "# đóng client, cluster\n", + "client.close()\n", + "cluster.close()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "72eaa4ed-5453-427c-965d-2a6e3a84e2bb", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.12" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/processMask.ipynb b/processMask.ipynb new file mode 100644 index 0000000..ad5a9e0 --- /dev/null +++ b/processMask.ipynb @@ -0,0 +1,3300 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "9eec2a86-1783-4f9d-8c2c-243142be5c35", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "application/javascript": [ + "(function(root) {\n", + " function now() {\n", + " return new Date();\n", + " }\n", + "\n", + " var force = true;\n", + " var py_version = '3.2.2'.replace('rc', '-rc.').replace('.dev', '-dev.');\n", + " var is_dev = py_version.indexOf(\"+\") !== -1 || py_version.indexOf(\"-\") !== -1;\n", + " var reloading = false;\n", + " var Bokeh = root.Bokeh;\n", + " var bokeh_loaded = Bokeh != null && (Bokeh.version === py_version || (Bokeh.versions !== undefined && Bokeh.versions.has(py_version)));\n", + "\n", + " if (typeof (root._bokeh_timeout) === \"undefined\" || force) {\n", + " root._bokeh_timeout = Date.now() + 5000;\n", + " root._bokeh_failed_load = false;\n", + " }\n", + "\n", + " function run_callbacks() {\n", + " try {\n", + " root._bokeh_onload_callbacks.forEach(function(callback) {\n", + " if (callback != null)\n", + " callback();\n", + " });\n", + " } finally {\n", + " delete root._bokeh_onload_callbacks;\n", + " }\n", + " console.debug(\"Bokeh: all callbacks have finished\");\n", + " }\n", + "\n", + " function load_libs(css_urls, js_urls, js_modules, js_exports, callback) {\n", + " if (css_urls == null) css_urls = [];\n", + " if (js_urls == null) js_urls = [];\n", + " if (js_modules == null) js_modules = [];\n", + " if (js_exports == null) js_exports = {};\n", + "\n", + " root._bokeh_onload_callbacks.push(callback);\n", + "\n", + " if (root._bokeh_is_loading > 0) {\n", + " console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n", + " return null;\n", + " }\n", + " if (js_urls.length === 0 && js_modules.length === 0 && Object.keys(js_exports).length === 0) {\n", + " run_callbacks();\n", + " return null;\n", + " }\n", + " if (!reloading) {\n", + " console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n", + " }\n", + "\n", + " function on_load() {\n", + " root._bokeh_is_loading--;\n", + " if (root._bokeh_is_loading === 0) {\n", + " console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n", + " run_callbacks()\n", + " }\n", + " }\n", + " window._bokeh_on_load = on_load\n", + "\n", + " function on_error() {\n", + " console.error(\"failed to load \" + url);\n", + " }\n", + "\n", + " var skip = [];\n", + " if (window.requirejs) {\n", + " window.requirejs.config({'packages': {}, 'paths': {'jspanel': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/jspanel', 'jspanel-modal': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/modal/jspanel.modal', 'jspanel-tooltip': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/tooltip/jspanel.tooltip', 'jspanel-hint': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/hint/jspanel.hint', 'jspanel-layout': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/layout/jspanel.layout', 'jspanel-contextmenu': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/contextmenu/jspanel.contextmenu', 'jspanel-dock': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/dock/jspanel.dock', 'gridstack': 'https://cdn.jsdelivr.net/npm/gridstack@7.2.3/dist/gridstack-all', 'notyf': 'https://cdn.jsdelivr.net/npm/notyf@3/notyf.min'}, 'shim': {'jspanel': {'exports': 'jsPanel'}, 'gridstack': {'exports': 'GridStack'}}});\n", + " require([\"jspanel\"], function(jsPanel) {\n", + "\twindow.jsPanel = jsPanel\n", + "\ton_load()\n", + " })\n", + " require([\"jspanel-modal\"], function() {\n", + "\ton_load()\n", + " })\n", + " require([\"jspanel-tooltip\"], function() {\n", + "\ton_load()\n", + " })\n", + " require([\"jspanel-hint\"], function() {\n", + "\ton_load()\n", + " })\n", + " require([\"jspanel-layout\"], function() {\n", + "\ton_load()\n", + " })\n", + " require([\"jspanel-contextmenu\"], function() {\n", + "\ton_load()\n", + " })\n", + " require([\"jspanel-dock\"], function() {\n", + "\ton_load()\n", + " })\n", + " require([\"gridstack\"], function(GridStack) {\n", + "\twindow.GridStack = GridStack\n", + "\ton_load()\n", + " })\n", + " require([\"notyf\"], function() {\n", + "\ton_load()\n", + " })\n", + " root._bokeh_is_loading = css_urls.length + 9;\n", + " } else {\n", + " root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length + Object.keys(js_exports).length;\n", + " }\n", + "\n", + " var existing_stylesheets = []\n", + " var links = document.getElementsByTagName('link')\n", + " for (var i = 0; i < links.length; i++) {\n", + " var link = links[i]\n", + " if (link.href != null) {\n", + "\texisting_stylesheets.push(link.href)\n", + " }\n", + " }\n", + " for (var i = 0; i < css_urls.length; i++) {\n", + " var url = css_urls[i];\n", + " if (existing_stylesheets.indexOf(url) !== -1) {\n", + "\ton_load()\n", + "\tcontinue;\n", + " }\n", + " const element = document.createElement(\"link\");\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.rel = \"stylesheet\";\n", + " element.type = \"text/css\";\n", + " element.href = url;\n", + " console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n", + " document.body.appendChild(element);\n", + " } if (((window['jsPanel'] !== undefined) && (!(window['jsPanel'] instanceof HTMLElement))) || window.requirejs) {\n", + " var urls = ['https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/jspanel.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/modal/jspanel.modal.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/tooltip/jspanel.tooltip.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/hint/jspanel.hint.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/layout/jspanel.layout.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/contextmenu/jspanel.contextmenu.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/dock/jspanel.dock.js'];\n", + " for (var i = 0; i < urls.length; i++) {\n", + " skip.push(urls[i])\n", + " }\n", + " } if (((window['GridStack'] !== undefined) && (!(window['GridStack'] instanceof HTMLElement))) || window.requirejs) {\n", + " var urls = ['https://cdn.holoviz.org/panel/1.2.3/dist/bundled/gridstack/gridstack@7.2.3/dist/gridstack-all.js'];\n", + " for (var i = 0; i < urls.length; i++) {\n", + " skip.push(urls[i])\n", + " }\n", + " } if (((window['Notyf'] !== undefined) && (!(window['Notyf'] instanceof HTMLElement))) || window.requirejs) {\n", + " var urls = ['https://cdn.holoviz.org/panel/1.2.3/dist/bundled/notificationarea/notyf@3/notyf.min.js'];\n", + " for (var i = 0; i < urls.length; i++) {\n", + " skip.push(urls[i])\n", + " }\n", + " } var existing_scripts = []\n", + " var scripts = document.getElementsByTagName('script')\n", + " for (var i = 0; i < scripts.length; i++) {\n", + " var script = scripts[i]\n", + " if (script.src != null) {\n", + "\texisting_scripts.push(script.src)\n", + " }\n", + " }\n", + " for (var i = 0; i < js_urls.length; i++) {\n", + " var url = js_urls[i];\n", + " if (skip.indexOf(url) !== -1 || existing_scripts.indexOf(url) !== -1) {\n", + "\tif (!window.requirejs) {\n", + "\t on_load();\n", + "\t}\n", + "\tcontinue;\n", + " }\n", + " var element = document.createElement('script');\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.src = url;\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " document.head.appendChild(element);\n", + " }\n", + " for (var i = 0; i < js_modules.length; i++) {\n", + " var url = js_modules[i];\n", + " if (skip.indexOf(url) !== -1 || existing_scripts.indexOf(url) !== -1) {\n", + "\tif (!window.requirejs) {\n", + "\t on_load();\n", + "\t}\n", + "\tcontinue;\n", + " }\n", + " var element = document.createElement('script');\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.src = url;\n", + " element.type = \"module\";\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " document.head.appendChild(element);\n", + " }\n", + " for (const name in js_exports) {\n", + " var url = js_exports[name];\n", + " if (skip.indexOf(url) >= 0 || root[name] != null) {\n", + "\tif (!window.requirejs) {\n", + "\t on_load();\n", + "\t}\n", + "\tcontinue;\n", + " }\n", + " var element = document.createElement('script');\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.type = \"module\";\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " element.textContent = `\n", + " import ${name} from \"${url}\"\n", + " window.${name} = ${name}\n", + " window._bokeh_on_load()\n", + " `\n", + " document.head.appendChild(element);\n", + " }\n", + " if (!js_urls.length && !js_modules.length) {\n", + " on_load()\n", + " }\n", + " };\n", + "\n", + " function inject_raw_css(css) {\n", + " const element = document.createElement(\"style\");\n", + " element.appendChild(document.createTextNode(css));\n", + " document.body.appendChild(element);\n", + " }\n", + "\n", + " var js_urls = [\"https://cdn.bokeh.org/bokeh/release/bokeh-3.2.2.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-gl-3.2.2.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-widgets-3.2.2.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-tables-3.2.2.min.js\", \"https://cdn.holoviz.org/panel/1.2.3/dist/panel.min.js\"];\n", + " var js_modules = [];\n", + " var js_exports = {};\n", + " var css_urls = [];\n", + " var inline_js = [ function(Bokeh) {\n", + " Bokeh.set_log_level(\"info\");\n", + " },\n", + "function(Bokeh) {} // ensure no trailing comma for IE\n", + " ];\n", + "\n", + " function run_inline_js() {\n", + " if ((root.Bokeh !== undefined) || (force === true)) {\n", + " for (var i = 0; i < inline_js.length; i++) {\n", + " inline_js[i].call(root, root.Bokeh);\n", + " }\n", + " // Cache old bokeh versions\n", + " if (Bokeh != undefined && !reloading) {\n", + "\tvar NewBokeh = root.Bokeh;\n", + "\tif (Bokeh.versions === undefined) {\n", + "\t Bokeh.versions = new Map();\n", + "\t}\n", + "\tif (NewBokeh.version !== Bokeh.version) {\n", + "\t Bokeh.versions.set(NewBokeh.version, NewBokeh)\n", + "\t}\n", + "\troot.Bokeh = Bokeh;\n", + " }} else if (Date.now() < root._bokeh_timeout) {\n", + " setTimeout(run_inline_js, 100);\n", + " } else if (!root._bokeh_failed_load) {\n", + " console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n", + " root._bokeh_failed_load = true;\n", + " }\n", + " root._bokeh_is_initializing = false\n", + " }\n", + "\n", + " function load_or_wait() {\n", + " // Implement a backoff loop that tries to ensure we do not load multiple\n", + " // versions of Bokeh and its dependencies at the same time.\n", + " // In recent versions we use the root._bokeh_is_initializing flag\n", + " // to determine whether there is an ongoing attempt to initialize\n", + " // bokeh, however for backward compatibility we also try to ensure\n", + " // that we do not start loading a newer (Panel>=1.0 and Bokeh>3) version\n", + " // before older versions are fully initialized.\n", + " if (root._bokeh_is_initializing && Date.now() > root._bokeh_timeout) {\n", + " root._bokeh_is_initializing = false;\n", + " root._bokeh_onload_callbacks = undefined;\n", + " console.log(\"Bokeh: BokehJS was loaded multiple times but one version failed to initialize.\");\n", + " load_or_wait();\n", + " } else if (root._bokeh_is_initializing || (typeof root._bokeh_is_initializing === \"undefined\" && root._bokeh_onload_callbacks !== undefined)) {\n", + " setTimeout(load_or_wait, 100);\n", + " } else {\n", + " Bokeh = root.Bokeh;\n", + " bokeh_loaded = Bokeh != null && (Bokeh.version === py_version || (Bokeh.versions !== undefined && Bokeh.versions.has(py_version)));\n", + " root._bokeh_is_initializing = true\n", + " root._bokeh_onload_callbacks = []\n", + " if (!reloading && (!bokeh_loaded || is_dev)) {\n", + "\troot.Bokeh = undefined;\n", + " }\n", + " load_libs(css_urls, js_urls, js_modules, js_exports, function() {\n", + "\tconsole.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n", + "\trun_inline_js();\n", + " });\n", + " }\n", + " }\n", + " // Give older versions of the autoload script a head-start to ensure\n", + " // they initialize before we start loading newer version.\n", + " setTimeout(load_or_wait, 100)\n", + "}(window));" + ], + "application/vnd.holoviews_load.v0+json": "(function(root) {\n function now() {\n return new Date();\n }\n\n var force = true;\n var py_version = '3.2.2'.replace('rc', '-rc.').replace('.dev', '-dev.');\n var is_dev = py_version.indexOf(\"+\") !== -1 || py_version.indexOf(\"-\") !== -1;\n var reloading = false;\n var Bokeh = root.Bokeh;\n var bokeh_loaded = Bokeh != null && (Bokeh.version === py_version || (Bokeh.versions !== undefined && Bokeh.versions.has(py_version)));\n\n if (typeof (root._bokeh_timeout) === \"undefined\" || force) {\n root._bokeh_timeout = Date.now() + 5000;\n root._bokeh_failed_load = false;\n }\n\n function run_callbacks() {\n try {\n root._bokeh_onload_callbacks.forEach(function(callback) {\n if (callback != null)\n callback();\n });\n } finally {\n delete root._bokeh_onload_callbacks;\n }\n console.debug(\"Bokeh: all callbacks have finished\");\n }\n\n function load_libs(css_urls, js_urls, js_modules, js_exports, callback) {\n if (css_urls == null) css_urls = [];\n if (js_urls == null) js_urls = [];\n if (js_modules == null) js_modules = [];\n if (js_exports == null) js_exports = {};\n\n root._bokeh_onload_callbacks.push(callback);\n\n if (root._bokeh_is_loading > 0) {\n console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n return null;\n }\n if (js_urls.length === 0 && js_modules.length === 0 && Object.keys(js_exports).length === 0) {\n run_callbacks();\n return null;\n }\n if (!reloading) {\n console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n }\n\n function on_load() {\n root._bokeh_is_loading--;\n if (root._bokeh_is_loading === 0) {\n console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n run_callbacks()\n }\n }\n window._bokeh_on_load = on_load\n\n function on_error() {\n console.error(\"failed to load \" + url);\n }\n\n var skip = [];\n if (window.requirejs) {\n window.requirejs.config({'packages': {}, 'paths': {'jspanel': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/jspanel', 'jspanel-modal': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/modal/jspanel.modal', 'jspanel-tooltip': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/tooltip/jspanel.tooltip', 'jspanel-hint': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/hint/jspanel.hint', 'jspanel-layout': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/layout/jspanel.layout', 'jspanel-contextmenu': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/contextmenu/jspanel.contextmenu', 'jspanel-dock': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/dock/jspanel.dock', 'gridstack': 'https://cdn.jsdelivr.net/npm/gridstack@7.2.3/dist/gridstack-all', 'notyf': 'https://cdn.jsdelivr.net/npm/notyf@3/notyf.min'}, 'shim': {'jspanel': {'exports': 'jsPanel'}, 'gridstack': {'exports': 'GridStack'}}});\n require([\"jspanel\"], function(jsPanel) {\n\twindow.jsPanel = jsPanel\n\ton_load()\n })\n require([\"jspanel-modal\"], function() {\n\ton_load()\n })\n require([\"jspanel-tooltip\"], function() {\n\ton_load()\n })\n require([\"jspanel-hint\"], function() {\n\ton_load()\n })\n require([\"jspanel-layout\"], function() {\n\ton_load()\n })\n require([\"jspanel-contextmenu\"], function() {\n\ton_load()\n })\n require([\"jspanel-dock\"], function() {\n\ton_load()\n })\n require([\"gridstack\"], function(GridStack) {\n\twindow.GridStack = GridStack\n\ton_load()\n })\n require([\"notyf\"], function() {\n\ton_load()\n })\n root._bokeh_is_loading = css_urls.length + 9;\n } else {\n root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length + Object.keys(js_exports).length;\n }\n\n var existing_stylesheets = []\n var links = document.getElementsByTagName('link')\n for (var i = 0; i < links.length; i++) {\n var link = links[i]\n if (link.href != null) {\n\texisting_stylesheets.push(link.href)\n }\n }\n for (var i = 0; i < css_urls.length; i++) {\n var url = css_urls[i];\n if (existing_stylesheets.indexOf(url) !== -1) {\n\ton_load()\n\tcontinue;\n }\n const element = document.createElement(\"link\");\n element.onload = on_load;\n element.onerror = on_error;\n element.rel = \"stylesheet\";\n element.type = \"text/css\";\n element.href = url;\n console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n document.body.appendChild(element);\n } if (((window['jsPanel'] !== undefined) && (!(window['jsPanel'] instanceof HTMLElement))) || window.requirejs) {\n var urls = ['https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/jspanel.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/modal/jspanel.modal.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/tooltip/jspanel.tooltip.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/hint/jspanel.hint.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/layout/jspanel.layout.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/contextmenu/jspanel.contextmenu.js', 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root._bokeh_is_initializing === \"undefined\" && root._bokeh_onload_callbacks !== undefined)) {\n setTimeout(load_or_wait, 100);\n } else {\n Bokeh = root.Bokeh;\n bokeh_loaded = Bokeh != null && (Bokeh.version === py_version || (Bokeh.versions !== undefined && Bokeh.versions.has(py_version)));\n root._bokeh_is_initializing = true\n root._bokeh_onload_callbacks = []\n if (!reloading && (!bokeh_loaded || is_dev)) {\n\troot.Bokeh = undefined;\n }\n load_libs(css_urls, js_urls, js_modules, js_exports, function() {\n\tconsole.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n\trun_inline_js();\n });\n }\n }\n // Give older versions of the autoload script a head-start to ensure\n // they initialize before we start loading newer version.\n setTimeout(load_or_wait, 100)\n}(window));" + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/javascript": [ + "\n", + "if ((window.PyViz === undefined) || (window.PyViz instanceof HTMLElement)) {\n", + " 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scripts.forEach( function (oldScript) {\n", + " var newScript = document.createElement(\"script\");\n", + " var attrs = [];\n", + " var nodemap = oldScript.attributes;\n", + " for (var j in nodemap) {\n", + " if (nodemap.hasOwnProperty(j)) {\n", + " attrs.push(nodemap[j])\n", + " }\n", + " }\n", + " attrs.forEach(function(attr) { newScript.setAttribute(attr.name, attr.value) });\n", + " newScript.appendChild(document.createTextNode(oldScript.innerHTML));\n", + " oldScript.parentNode.replaceChild(newScript, oldScript);\n", + " });\n", + " if (JS_MIME_TYPE in output.data) {\n", + " toinsert[nchildren-1].children[1].textContent = output.data[JS_MIME_TYPE];\n", + " }\n", + " output_area._hv_plot_id = id;\n", + " if ((window.Bokeh !== undefined) && (id in Bokeh.index)) {\n", + " window.PyViz.plot_index[id] = Bokeh.index[id];\n", + " } else {\n", + " window.PyViz.plot_index[id] = null;\n", + " }\n", + " } else if (output.metadata[EXEC_MIME_TYPE][\"server_id\"] !== undefined) {\n", + " var bk_div = document.createElement(\"div\");\n", + " bk_div.innerHTML = output.data[HTML_MIME_TYPE];\n", + " var script_attrs = bk_div.children[0].attributes;\n", + " for (var i = 0; i < script_attrs.length; i++) {\n", + " toinsert[toinsert.length - 1].childNodes[1].setAttribute(script_attrs[i].name, script_attrs[i].value);\n", + " }\n", + " // store reference to server id on output_area\n", + " output_area._bokeh_server_id = output.metadata[EXEC_MIME_TYPE][\"server_id\"];\n", + " }\n", + "}\n", + "\n", + "/**\n", + " * Handle when an output is cleared or removed\n", + " */\n", + "function handle_clear_output(event, handle) {\n", + " var id = handle.cell.output_area._hv_plot_id;\n", + " var server_id = handle.cell.output_area._bokeh_server_id;\n", + " if (((id === undefined) || !(id in PyViz.plot_index)) && (server_id !== undefined)) { return; }\n", + " var comm = window.PyViz.comm_manager.get_client_comm(\"hv-extension-comm\", \"hv-extension-comm\", function () {});\n", + " if (server_id !== null) {\n", + " comm.send({event_type: 'server_delete', 'id': server_id});\n", + " return;\n", + " } else if (comm !== null) {\n", + " comm.send({event_type: 'delete', 'id': id});\n", + " }\n", + " delete PyViz.plot_index[id];\n", + " if ((window.Bokeh !== undefined) & (id in window.Bokeh.index)) {\n", + " var doc = window.Bokeh.index[id].model.document\n", + " doc.clear();\n", + " const i = window.Bokeh.documents.indexOf(doc);\n", + " if (i > -1) {\n", + " window.Bokeh.documents.splice(i, 1);\n", + " }\n", + " }\n", + "}\n", + "\n", + "/**\n", + " * Handle kernel restart event\n", + " */\n", + "function handle_kernel_cleanup(event, handle) {\n", + " delete PyViz.comms[\"hv-extension-comm\"];\n", + " window.PyViz.plot_index = {}\n", + "}\n", + "\n", + "/**\n", + " * Handle update_display_data messages\n", + " */\n", + "function handle_update_output(event, handle) {\n", + " handle_clear_output(event, {cell: {output_area: handle.output_area}})\n", + " handle_add_output(event, handle)\n", + "}\n", + "\n", + "function register_renderer(events, OutputArea) {\n", + " function append_mime(data, metadata, element) {\n", + " // create a DOM node to render to\n", + " var toinsert = this.create_output_subarea(\n", + " metadata,\n", + " CLASS_NAME,\n", + " EXEC_MIME_TYPE\n", + " );\n", + " this.keyboard_manager.register_events(toinsert);\n", + " // Render to node\n", + " var props = {data: data, metadata: metadata[EXEC_MIME_TYPE]};\n", + " render(props, toinsert[0]);\n", + " element.append(toinsert);\n", + " return toinsert\n", + " }\n", + "\n", + " events.on('output_added.OutputArea', handle_add_output);\n", + " events.on('output_updated.OutputArea', handle_update_output);\n", + " events.on('clear_output.CodeCell', handle_clear_output);\n", + " events.on('delete.Cell', handle_clear_output);\n", + " events.on('kernel_ready.Kernel', handle_kernel_cleanup);\n", + "\n", + " OutputArea.prototype.register_mime_type(EXEC_MIME_TYPE, append_mime, {\n", + " safe: true,\n", + " index: 0\n", + " });\n", + "}\n", + "\n", + "if (window.Jupyter !== undefined) {\n", + " try {\n", + " var events = require('base/js/events');\n", + " var OutputArea = require('notebook/js/outputarea').OutputArea;\n", + " if (OutputArea.prototype.mime_types().indexOf(EXEC_MIME_TYPE) == -1) {\n", + " register_renderer(events, OutputArea);\n", + " }\n", + " } catch(err) {\n", + " }\n", + "}\n" + ], + "application/vnd.holoviews_load.v0+json": "\nif ((window.PyViz === undefined) || (window.PyViz instanceof HTMLElement)) {\n window.PyViz = {comms: {}, comm_status:{}, kernels:{}, receivers: {}, plot_index: []}\n}\n\n\n function JupyterCommManager() {\n }\n\n JupyterCommManager.prototype.register_target = function(plot_id, comm_id, msg_handler) {\n if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n comm_manager.register_target(comm_id, function(comm) {\n comm.on_msg(msg_handler);\n });\n } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n window.PyViz.kernels[plot_id].registerCommTarget(comm_id, function(comm) {\n comm.onMsg = msg_handler;\n });\n } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n google.colab.kernel.comms.registerTarget(comm_id, (comm) => {\n var messages = comm.messages[Symbol.asyncIterator]();\n function processIteratorResult(result) {\n var message = result.value;\n console.log(message)\n var content = {data: message.data, comm_id};\n var buffers = []\n for (var buffer of message.buffers || []) {\n buffers.push(new DataView(buffer))\n }\n var metadata = message.metadata || {};\n var msg = {content, buffers, metadata}\n msg_handler(msg);\n return messages.next().then(processIteratorResult);\n }\n return messages.next().then(processIteratorResult);\n })\n }\n }\n\n JupyterCommManager.prototype.get_client_comm = function(plot_id, comm_id, msg_handler) {\n if 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var metadata = message.metadata || {comm_id};\n var msg = {content, metadata}\n msg_handler(msg);\n return messages.next().then(processIteratorResult);\n }\n return messages.next().then(processIteratorResult);\n }\n }) \n var sendClosure = (data, metadata, buffers, disposeOnDone) => {\n return comm_promise.then((comm) => {\n comm.send(data, metadata, buffers, disposeOnDone);\n });\n };\n var comm = {\n send: sendClosure\n };\n }\n window.PyViz.comms[comm_id] = comm;\n return comm;\n }\n window.PyViz.comm_manager = new JupyterCommManager();\n \n\n\nvar JS_MIME_TYPE = 'application/javascript';\nvar HTML_MIME_TYPE = 'text/html';\nvar EXEC_MIME_TYPE = 'application/vnd.holoviews_exec.v0+json';\nvar CLASS_NAME = 'output';\n\n/**\n * Render data to the DOM node\n */\nfunction render(props, node) {\n var div = document.createElement(\"div\");\n var script = document.createElement(\"script\");\n node.appendChild(div);\n node.appendChild(script);\n}\n\n/**\n * Handle when a new output is added\n */\nfunction handle_add_output(event, handle) {\n var output_area = handle.output_area;\n var output = handle.output;\n if ((output.data == undefined) || (!output.data.hasOwnProperty(EXEC_MIME_TYPE))) {\n return\n }\n var id = output.metadata[EXEC_MIME_TYPE][\"id\"];\n var toinsert = output_area.element.find(\".\" + CLASS_NAME.split(' ')[0]);\n if (id !== undefined) {\n var nchildren = toinsert.length;\n var html_node = toinsert[nchildren-1].children[0];\n html_node.innerHTML = output.data[HTML_MIME_TYPE];\n var scripts = [];\n var nodelist = html_node.querySelectorAll(\"script\");\n for (var i in nodelist) {\n if (nodelist.hasOwnProperty(i)) {\n scripts.push(nodelist[i])\n }\n }\n\n scripts.forEach( function (oldScript) {\n var newScript = document.createElement(\"script\");\n var attrs = [];\n var nodemap = oldScript.attributes;\n for (var j in nodemap) {\n if (nodemap.hasOwnProperty(j)) {\n attrs.push(nodemap[j])\n }\n }\n attrs.forEach(function(attr) { newScript.setAttribute(attr.name, attr.value) });\n newScript.appendChild(document.createTextNode(oldScript.innerHTML));\n oldScript.parentNode.replaceChild(newScript, oldScript);\n });\n if (JS_MIME_TYPE in output.data) {\n toinsert[nchildren-1].children[1].textContent = output.data[JS_MIME_TYPE];\n }\n output_area._hv_plot_id = id;\n if ((window.Bokeh !== undefined) && (id in Bokeh.index)) {\n window.PyViz.plot_index[id] = Bokeh.index[id];\n } else {\n window.PyViz.plot_index[id] = null;\n }\n } else if (output.metadata[EXEC_MIME_TYPE][\"server_id\"] !== undefined) {\n var bk_div = document.createElement(\"div\");\n bk_div.innerHTML = output.data[HTML_MIME_TYPE];\n var script_attrs = bk_div.children[0].attributes;\n for (var i = 0; i < script_attrs.length; i++) {\n toinsert[toinsert.length - 1].childNodes[1].setAttribute(script_attrs[i].name, script_attrs[i].value);\n }\n // store reference to server id on output_area\n output_area._bokeh_server_id = output.metadata[EXEC_MIME_TYPE][\"server_id\"];\n }\n}\n\n/**\n * Handle when an output is cleared or removed\n */\nfunction handle_clear_output(event, handle) {\n var id = handle.cell.output_area._hv_plot_id;\n var server_id = handle.cell.output_area._bokeh_server_id;\n if (((id === undefined) || !(id in PyViz.plot_index)) && (server_id !== undefined)) { return; }\n var comm = window.PyViz.comm_manager.get_client_comm(\"hv-extension-comm\", \"hv-extension-comm\", function () {});\n if (server_id !== null) {\n comm.send({event_type: 'server_delete', 'id': server_id});\n return;\n } else if (comm !== null) {\n comm.send({event_type: 'delete', 'id': id});\n }\n delete PyViz.plot_index[id];\n if ((window.Bokeh !== undefined) & (id in window.Bokeh.index)) {\n var doc = window.Bokeh.index[id].model.document\n doc.clear();\n const i = window.Bokeh.documents.indexOf(doc);\n if (i > -1) {\n window.Bokeh.documents.splice(i, 1);\n }\n }\n}\n\n/**\n * Handle kernel restart event\n */\nfunction handle_kernel_cleanup(event, handle) {\n delete PyViz.comms[\"hv-extension-comm\"];\n window.PyViz.plot_index = {}\n}\n\n/**\n * Handle update_display_data messages\n */\nfunction handle_update_output(event, handle) {\n handle_clear_output(event, {cell: {output_area: handle.output_area}})\n handle_add_output(event, handle)\n}\n\nfunction register_renderer(events, OutputArea) {\n function append_mime(data, metadata, element) {\n // create a DOM node to render to\n var toinsert = this.create_output_subarea(\n metadata,\n CLASS_NAME,\n EXEC_MIME_TYPE\n );\n this.keyboard_manager.register_events(toinsert);\n // Render to node\n var props = {data: data, metadata: metadata[EXEC_MIME_TYPE]};\n render(props, toinsert[0]);\n element.append(toinsert);\n return toinsert\n }\n\n events.on('output_added.OutputArea', handle_add_output);\n events.on('output_updated.OutputArea', handle_update_output);\n events.on('clear_output.CodeCell', handle_clear_output);\n events.on('delete.Cell', handle_clear_output);\n events.on('kernel_ready.Kernel', handle_kernel_cleanup);\n\n OutputArea.prototype.register_mime_type(EXEC_MIME_TYPE, append_mime, {\n safe: true,\n index: 0\n });\n}\n\nif (window.Jupyter !== undefined) {\n try {\n var events = require('base/js/events');\n var OutputArea = require('notebook/js/outputarea').OutputArea;\n if (OutputArea.prototype.mime_types().indexOf(EXEC_MIME_TYPE) == -1) {\n register_renderer(events, OutputArea);\n }\n } catch(err) {\n }\n}\n" + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/javascript": [ + "(function(root) {\n", + " function now() {\n", + " return new Date();\n", + " }\n", + "\n", + " var force = true;\n", + " var py_version = '3.2.2'.replace('rc', '-rc.').replace('.dev', '-dev.');\n", + " var is_dev = py_version.indexOf(\"+\") !== -1 || py_version.indexOf(\"-\") !== -1;\n", + " var reloading = true;\n", + " var Bokeh = root.Bokeh;\n", + " var bokeh_loaded = Bokeh != null && (Bokeh.version === py_version || (Bokeh.versions !== undefined && Bokeh.versions.has(py_version)));\n", + "\n", + " if (typeof (root._bokeh_timeout) === \"undefined\" || force) {\n", + " root._bokeh_timeout = Date.now() + 5000;\n", + " root._bokeh_failed_load = false;\n", + " }\n", + "\n", + " function run_callbacks() {\n", + " try {\n", + " root._bokeh_onload_callbacks.forEach(function(callback) {\n", + " if (callback != null)\n", + " callback();\n", + " });\n", + " } finally {\n", + " delete root._bokeh_onload_callbacks;\n", + " }\n", + " console.debug(\"Bokeh: all callbacks have finished\");\n", + " }\n", + "\n", + " function load_libs(css_urls, js_urls, js_modules, js_exports, callback) {\n", + " if (css_urls == null) css_urls = [];\n", + " if (js_urls == null) js_urls = [];\n", + " if (js_modules == null) js_modules = [];\n", + " if (js_exports == null) js_exports = {};\n", + "\n", + " root._bokeh_onload_callbacks.push(callback);\n", + "\n", + " if (root._bokeh_is_loading > 0) {\n", + " console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n", + " return null;\n", + " }\n", + " if (js_urls.length === 0 && js_modules.length === 0 && Object.keys(js_exports).length === 0) {\n", + " run_callbacks();\n", + " return null;\n", + " }\n", + " if (!reloading) {\n", + " console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n", + " }\n", + "\n", + " function on_load() {\n", + " root._bokeh_is_loading--;\n", + " if (root._bokeh_is_loading === 0) {\n", + " console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n", + " run_callbacks()\n", + " }\n", + " }\n", + " window._bokeh_on_load = on_load\n", + "\n", + " function on_error() {\n", + " console.error(\"failed to load \" + url);\n", + " }\n", + "\n", + " var skip = [];\n", + " if (window.requirejs) {\n", + " window.requirejs.config({'packages': {}, 'paths': {'jspanel': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/jspanel', 'jspanel-modal': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/modal/jspanel.modal', 'jspanel-tooltip': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/tooltip/jspanel.tooltip', 'jspanel-hint': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/hint/jspanel.hint', 'jspanel-layout': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/layout/jspanel.layout', 'jspanel-contextmenu': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/contextmenu/jspanel.contextmenu', 'jspanel-dock': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/dock/jspanel.dock', 'gridstack': 'https://cdn.jsdelivr.net/npm/gridstack@7.2.3/dist/gridstack-all', 'notyf': 'https://cdn.jsdelivr.net/npm/notyf@3/notyf.min'}, 'shim': {'jspanel': {'exports': 'jsPanel'}, 'gridstack': {'exports': 'GridStack'}}});\n", + " require([\"jspanel\"], function(jsPanel) {\n", + "\twindow.jsPanel = jsPanel\n", + "\ton_load()\n", + " })\n", + " require([\"jspanel-modal\"], function() {\n", + "\ton_load()\n", + " })\n", + " require([\"jspanel-tooltip\"], function() {\n", + "\ton_load()\n", + " })\n", + " require([\"jspanel-hint\"], function() {\n", + "\ton_load()\n", + " })\n", + " require([\"jspanel-layout\"], function() {\n", + "\ton_load()\n", + " })\n", + " require([\"jspanel-contextmenu\"], function() {\n", + "\ton_load()\n", + " })\n", + " require([\"jspanel-dock\"], function() {\n", + "\ton_load()\n", + " })\n", + " require([\"gridstack\"], function(GridStack) {\n", + "\twindow.GridStack = GridStack\n", + "\ton_load()\n", + " })\n", + " require([\"notyf\"], function() {\n", + "\ton_load()\n", + " })\n", + " root._bokeh_is_loading = css_urls.length + 9;\n", + " } else {\n", + " root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length + Object.keys(js_exports).length;\n", + " }\n", + "\n", + " var existing_stylesheets = []\n", + " var links = document.getElementsByTagName('link')\n", + " for (var i = 0; i < links.length; i++) {\n", + " var link = links[i]\n", + " if (link.href != null) {\n", + "\texisting_stylesheets.push(link.href)\n", + " }\n", + " }\n", + " for (var i = 0; i < css_urls.length; i++) {\n", + " var url = css_urls[i];\n", + " if (existing_stylesheets.indexOf(url) !== -1) {\n", + "\ton_load()\n", + "\tcontinue;\n", + " }\n", + " const element = document.createElement(\"link\");\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.rel = \"stylesheet\";\n", + " element.type = \"text/css\";\n", + " element.href = url;\n", + " console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n", + " document.body.appendChild(element);\n", + " } if (((window['jsPanel'] !== undefined) && (!(window['jsPanel'] instanceof HTMLElement))) || window.requirejs) {\n", + " var urls = ['https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/jspanel.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/modal/jspanel.modal.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/tooltip/jspanel.tooltip.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/hint/jspanel.hint.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/layout/jspanel.layout.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/contextmenu/jspanel.contextmenu.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/dock/jspanel.dock.js'];\n", + " for (var i = 0; i < urls.length; i++) {\n", + " skip.push(urls[i])\n", + " }\n", + " } if (((window['GridStack'] !== undefined) && (!(window['GridStack'] instanceof HTMLElement))) || window.requirejs) {\n", + " var urls = ['https://cdn.holoviz.org/panel/1.2.3/dist/bundled/gridstack/gridstack@7.2.3/dist/gridstack-all.js'];\n", + " for (var i = 0; i < urls.length; i++) {\n", + " skip.push(urls[i])\n", + " }\n", + " } if (((window['Notyf'] !== undefined) && (!(window['Notyf'] instanceof HTMLElement))) || window.requirejs) {\n", + " var urls = ['https://cdn.holoviz.org/panel/1.2.3/dist/bundled/notificationarea/notyf@3/notyf.min.js'];\n", + " for (var i = 0; i < urls.length; i++) {\n", + " skip.push(urls[i])\n", + " }\n", + " } var existing_scripts = []\n", + " var scripts = document.getElementsByTagName('script')\n", + " for (var i = 0; i < scripts.length; i++) {\n", + " var script = scripts[i]\n", + " if (script.src != null) {\n", + "\texisting_scripts.push(script.src)\n", + " }\n", + " }\n", + " for (var i = 0; i < js_urls.length; i++) {\n", + " var url = js_urls[i];\n", + " if (skip.indexOf(url) !== -1 || existing_scripts.indexOf(url) !== -1) {\n", + "\tif (!window.requirejs) {\n", + "\t on_load();\n", + "\t}\n", + "\tcontinue;\n", + " }\n", + " var element = document.createElement('script');\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.src = url;\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " document.head.appendChild(element);\n", + " }\n", + " for (var i = 0; i < js_modules.length; i++) {\n", + " var url = js_modules[i];\n", + " if (skip.indexOf(url) !== -1 || existing_scripts.indexOf(url) !== -1) {\n", + "\tif (!window.requirejs) {\n", + "\t on_load();\n", + "\t}\n", + "\tcontinue;\n", + " }\n", + " var element = document.createElement('script');\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.src = url;\n", + " element.type = \"module\";\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " document.head.appendChild(element);\n", + " }\n", + " for (const name in js_exports) {\n", + " var url = js_exports[name];\n", + " if (skip.indexOf(url) >= 0 || root[name] != null) {\n", + "\tif (!window.requirejs) {\n", + "\t on_load();\n", + "\t}\n", + "\tcontinue;\n", + " }\n", + " var element = document.createElement('script');\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.type = \"module\";\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " element.textContent = `\n", + " import ${name} from \"${url}\"\n", + " window.${name} = ${name}\n", + " window._bokeh_on_load()\n", + " `\n", + " document.head.appendChild(element);\n", + " }\n", + " if (!js_urls.length && !js_modules.length) {\n", + " on_load()\n", + " }\n", + " };\n", + "\n", + " function inject_raw_css(css) {\n", + " const element = document.createElement(\"style\");\n", + " element.appendChild(document.createTextNode(css));\n", + " document.body.appendChild(element);\n", + " }\n", + "\n", + " var js_urls = [];\n", + " var js_modules = [];\n", + " var js_exports = {};\n", + " var css_urls = [];\n", + " var inline_js = [ function(Bokeh) {\n", + " Bokeh.set_log_level(\"info\");\n", + " },\n", + "function(Bokeh) {} // ensure no trailing comma for IE\n", + " ];\n", + "\n", + " function run_inline_js() {\n", + " if ((root.Bokeh !== undefined) || (force === true)) {\n", + " for (var i = 0; i < inline_js.length; i++) {\n", + " inline_js[i].call(root, root.Bokeh);\n", + " }\n", + " // Cache old bokeh versions\n", + " if (Bokeh != undefined && !reloading) {\n", + "\tvar NewBokeh = root.Bokeh;\n", + "\tif (Bokeh.versions === undefined) {\n", + "\t Bokeh.versions = new Map();\n", + "\t}\n", + "\tif (NewBokeh.version !== Bokeh.version) {\n", + "\t Bokeh.versions.set(NewBokeh.version, NewBokeh)\n", + "\t}\n", + "\troot.Bokeh = Bokeh;\n", + " }} else if (Date.now() < root._bokeh_timeout) {\n", + " setTimeout(run_inline_js, 100);\n", + " } else if (!root._bokeh_failed_load) {\n", + " console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n", + " root._bokeh_failed_load = true;\n", + " }\n", + " root._bokeh_is_initializing = false\n", + " }\n", + "\n", + " function load_or_wait() {\n", + " // Implement a backoff loop that tries to ensure we do not load multiple\n", + " // versions of Bokeh and its dependencies at the same time.\n", + " // In recent versions we use the root._bokeh_is_initializing flag\n", + " // to determine whether there is an ongoing attempt to initialize\n", + " // bokeh, however for backward compatibility we also try to ensure\n", + " // that we do not start loading a newer (Panel>=1.0 and Bokeh>3) version\n", + " // before older versions are fully initialized.\n", + " if (root._bokeh_is_initializing && Date.now() > root._bokeh_timeout) {\n", + " root._bokeh_is_initializing = false;\n", + " root._bokeh_onload_callbacks = undefined;\n", + " console.log(\"Bokeh: BokehJS was loaded multiple times but one version failed to initialize.\");\n", + " load_or_wait();\n", + " } else if (root._bokeh_is_initializing || (typeof root._bokeh_is_initializing === \"undefined\" && root._bokeh_onload_callbacks !== undefined)) {\n", + " setTimeout(load_or_wait, 100);\n", + " } else {\n", + " Bokeh = root.Bokeh;\n", + " bokeh_loaded = Bokeh != null && (Bokeh.version === py_version || (Bokeh.versions !== undefined && Bokeh.versions.has(py_version)));\n", + " root._bokeh_is_initializing = true\n", + " root._bokeh_onload_callbacks = []\n", + " if (!reloading && (!bokeh_loaded || is_dev)) {\n", + "\troot.Bokeh = undefined;\n", + " }\n", + " load_libs(css_urls, js_urls, js_modules, js_exports, function() {\n", + "\tconsole.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n", + "\trun_inline_js();\n", + " });\n", + " }\n", + " }\n", + " // Give older versions of the autoload script a head-start to ensure\n", + " // they initialize before we start loading newer version.\n", + " setTimeout(load_or_wait, 100)\n", + "}(window));" + ], + "application/vnd.holoviews_load.v0+json": "(function(root) {\n function now() {\n return new Date();\n }\n\n var force = true;\n var py_version = '3.2.2'.replace('rc', '-rc.').replace('.dev', '-dev.');\n var is_dev = py_version.indexOf(\"+\") !== -1 || py_version.indexOf(\"-\") !== -1;\n var reloading = true;\n var Bokeh = root.Bokeh;\n var bokeh_loaded = Bokeh != null && (Bokeh.version === py_version || (Bokeh.versions !== undefined && Bokeh.versions.has(py_version)));\n\n if (typeof (root._bokeh_timeout) === \"undefined\" || force) {\n root._bokeh_timeout = Date.now() + 5000;\n root._bokeh_failed_load = false;\n }\n\n function run_callbacks() {\n try {\n root._bokeh_onload_callbacks.forEach(function(callback) {\n if (callback != null)\n callback();\n });\n } finally {\n delete root._bokeh_onload_callbacks;\n }\n console.debug(\"Bokeh: all callbacks have finished\");\n }\n\n function load_libs(css_urls, js_urls, js_modules, js_exports, callback) {\n if (css_urls == null) css_urls = [];\n if (js_urls == null) js_urls = [];\n if (js_modules == null) js_modules = [];\n if (js_exports == null) js_exports = {};\n\n root._bokeh_onload_callbacks.push(callback);\n\n if (root._bokeh_is_loading > 0) {\n console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n return null;\n }\n if (js_urls.length === 0 && js_modules.length === 0 && Object.keys(js_exports).length === 0) {\n run_callbacks();\n return null;\n }\n if (!reloading) {\n console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n }\n\n function on_load() {\n root._bokeh_is_loading--;\n if (root._bokeh_is_loading === 0) {\n console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n run_callbacks()\n }\n }\n window._bokeh_on_load = on_load\n\n function on_error() {\n console.error(\"failed to load \" + url);\n }\n\n var skip = [];\n if (window.requirejs) {\n window.requirejs.config({'packages': {}, 'paths': {'jspanel': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/jspanel', 'jspanel-modal': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/modal/jspanel.modal', 'jspanel-tooltip': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/tooltip/jspanel.tooltip', 'jspanel-hint': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/hint/jspanel.hint', 'jspanel-layout': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/layout/jspanel.layout', 'jspanel-contextmenu': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/contextmenu/jspanel.contextmenu', 'jspanel-dock': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/dock/jspanel.dock', 'gridstack': 'https://cdn.jsdelivr.net/npm/gridstack@7.2.3/dist/gridstack-all', 'notyf': 'https://cdn.jsdelivr.net/npm/notyf@3/notyf.min'}, 'shim': {'jspanel': {'exports': 'jsPanel'}, 'gridstack': {'exports': 'GridStack'}}});\n require([\"jspanel\"], function(jsPanel) {\n\twindow.jsPanel = jsPanel\n\ton_load()\n })\n require([\"jspanel-modal\"], function() {\n\ton_load()\n })\n require([\"jspanel-tooltip\"], function() {\n\ton_load()\n })\n require([\"jspanel-hint\"], function() {\n\ton_load()\n })\n require([\"jspanel-layout\"], function() {\n\ton_load()\n })\n require([\"jspanel-contextmenu\"], function() {\n\ton_load()\n })\n require([\"jspanel-dock\"], function() {\n\ton_load()\n })\n require([\"gridstack\"], function(GridStack) {\n\twindow.GridStack = GridStack\n\ton_load()\n })\n require([\"notyf\"], function() {\n\ton_load()\n })\n root._bokeh_is_loading = css_urls.length + 9;\n } else {\n root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length + Object.keys(js_exports).length;\n }\n\n var existing_stylesheets = []\n var links = document.getElementsByTagName('link')\n for (var i = 0; i < links.length; i++) {\n var link = links[i]\n if (link.href != null) {\n\texisting_stylesheets.push(link.href)\n }\n }\n for (var i = 0; i < css_urls.length; i++) {\n var url = css_urls[i];\n if (existing_stylesheets.indexOf(url) !== -1) {\n\ton_load()\n\tcontinue;\n }\n const element = document.createElement(\"link\");\n element.onload = on_load;\n element.onerror = on_error;\n element.rel = \"stylesheet\";\n element.type = \"text/css\";\n element.href = url;\n console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n document.body.appendChild(element);\n } if (((window['jsPanel'] !== undefined) && (!(window['jsPanel'] instanceof HTMLElement))) || window.requirejs) {\n var urls = ['https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/jspanel.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/modal/jspanel.modal.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/tooltip/jspanel.tooltip.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/hint/jspanel.hint.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/layout/jspanel.layout.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/contextmenu/jspanel.contextmenu.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/dock/jspanel.dock.js'];\n for (var i = 0; i < urls.length; i++) {\n skip.push(urls[i])\n }\n } if (((window['GridStack'] !== undefined) && (!(window['GridStack'] instanceof HTMLElement))) || window.requirejs) {\n var urls = ['https://cdn.holoviz.org/panel/1.2.3/dist/bundled/gridstack/gridstack@7.2.3/dist/gridstack-all.js'];\n for (var i = 0; i < urls.length; i++) {\n skip.push(urls[i])\n }\n } if (((window['Notyf'] !== undefined) && (!(window['Notyf'] instanceof HTMLElement))) || window.requirejs) {\n var urls = ['https://cdn.holoviz.org/panel/1.2.3/dist/bundled/notificationarea/notyf@3/notyf.min.js'];\n for (var i = 0; i < urls.length; i++) {\n skip.push(urls[i])\n }\n } var existing_scripts = []\n var scripts = document.getElementsByTagName('script')\n for (var i = 0; i < scripts.length; i++) {\n var script = scripts[i]\n if (script.src != null) {\n\texisting_scripts.push(script.src)\n }\n }\n for (var i = 0; i < js_urls.length; i++) {\n var url = js_urls[i];\n if (skip.indexOf(url) !== -1 || existing_scripts.indexOf(url) !== -1) {\n\tif (!window.requirejs) {\n\t on_load();\n\t}\n\tcontinue;\n }\n var element = document.createElement('script');\n element.onload = on_load;\n element.onerror = on_error;\n element.async = false;\n element.src = url;\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n document.head.appendChild(element);\n }\n for (var i = 0; i < js_modules.length; i++) {\n var url = js_modules[i];\n if (skip.indexOf(url) !== -1 || 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setTimeout(run_inline_js, 100);\n } else if (!root._bokeh_failed_load) {\n console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n root._bokeh_failed_load = true;\n }\n root._bokeh_is_initializing = false\n }\n\n function load_or_wait() {\n // Implement a backoff loop that tries to ensure we do not load multiple\n // versions of Bokeh and its dependencies at the same time.\n // In recent versions we use the root._bokeh_is_initializing flag\n // to determine whether there is an ongoing attempt to initialize\n // bokeh, however for backward compatibility we also try to ensure\n // that we do not start loading a newer (Panel>=1.0 and Bokeh>3) version\n // before older versions are fully initialized.\n if (root._bokeh_is_initializing && Date.now() > root._bokeh_timeout) {\n root._bokeh_is_initializing = false;\n root._bokeh_onload_callbacks = undefined;\n console.log(\"Bokeh: BokehJS was loaded multiple times but one version failed to initialize.\");\n load_or_wait();\n } else if (root._bokeh_is_initializing || (typeof root._bokeh_is_initializing === \"undefined\" && root._bokeh_onload_callbacks !== undefined)) {\n setTimeout(load_or_wait, 100);\n } else {\n Bokeh = root.Bokeh;\n bokeh_loaded = Bokeh != null && (Bokeh.version === py_version || (Bokeh.versions !== undefined && Bokeh.versions.has(py_version)));\n root._bokeh_is_initializing = true\n root._bokeh_onload_callbacks = []\n if (!reloading && (!bokeh_loaded || is_dev)) {\n\troot.Bokeh = undefined;\n }\n load_libs(css_urls, js_urls, js_modules, js_exports, function() {\n\tconsole.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n\trun_inline_js();\n });\n }\n }\n // Give older versions of the autoload script a head-start to ensure\n // they initialize before we start loading newer version.\n setTimeout(load_or_wait, 100)\n}(window));" + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/javascript": [ + "\n", + "if ((window.PyViz === undefined) || (window.PyViz instanceof HTMLElement)) {\n", + " window.PyViz = {comms: {}, comm_status:{}, kernels:{}, receivers: {}, plot_index: []}\n", + "}\n", + "\n", + "\n", + " function JupyterCommManager() {\n", + " }\n", + "\n", + " JupyterCommManager.prototype.register_target = function(plot_id, comm_id, msg_handler) {\n", + " if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n", + " var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n", + " comm_manager.register_target(comm_id, function(comm) {\n", + " comm.on_msg(msg_handler);\n", + " });\n", + " } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n", + " window.PyViz.kernels[plot_id].registerCommTarget(comm_id, function(comm) {\n", + " comm.onMsg = msg_handler;\n", + " });\n", + " } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n", + " google.colab.kernel.comms.registerTarget(comm_id, (comm) => {\n", + " var messages = comm.messages[Symbol.asyncIterator]();\n", + " function processIteratorResult(result) {\n", + " var message = result.value;\n", + " console.log(message)\n", + " var content = {data: message.data, comm_id};\n", + " var buffers = []\n", + " for (var buffer of message.buffers || []) {\n", + " buffers.push(new DataView(buffer))\n", + " }\n", + " var metadata = message.metadata || {};\n", + " var msg = {content, buffers, metadata}\n", + " msg_handler(msg);\n", + " return messages.next().then(processIteratorResult);\n", + " }\n", + " return messages.next().then(processIteratorResult);\n", + " })\n", + " }\n", + " }\n", + "\n", + " JupyterCommManager.prototype.get_client_comm = function(plot_id, comm_id, msg_handler) {\n", + " if (comm_id in window.PyViz.comms) {\n", + " return window.PyViz.comms[comm_id];\n", + " } else if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n", + " var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n", + " var comm = comm_manager.new_comm(comm_id, {}, {}, {}, comm_id);\n", + " if (msg_handler) {\n", + " comm.on_msg(msg_handler);\n", + " }\n", + " } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n", + " var comm = window.PyViz.kernels[plot_id].connectToComm(comm_id);\n", + " comm.open();\n", + " if (msg_handler) {\n", + " comm.onMsg = msg_handler;\n", + " }\n", + " } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n", + " var comm_promise = google.colab.kernel.comms.open(comm_id)\n", + " comm_promise.then((comm) => {\n", + " window.PyViz.comms[comm_id] = comm;\n", + " if (msg_handler) {\n", + " var messages = comm.messages[Symbol.asyncIterator]();\n", + " function processIteratorResult(result) {\n", + " var message = result.value;\n", + " var content = {data: message.data};\n", + " var metadata = message.metadata || {comm_id};\n", + " var msg = {content, metadata}\n", + " msg_handler(msg);\n", + " return messages.next().then(processIteratorResult);\n", + " }\n", + " return messages.next().then(processIteratorResult);\n", + " }\n", + " }) \n", + " var sendClosure = (data, metadata, buffers, disposeOnDone) => {\n", + " return comm_promise.then((comm) => {\n", + " comm.send(data, metadata, buffers, disposeOnDone);\n", + " });\n", + " };\n", + " var comm = {\n", + " send: sendClosure\n", + " };\n", + " }\n", + " window.PyViz.comms[comm_id] = comm;\n", + " return comm;\n", + " }\n", + " window.PyViz.comm_manager = new JupyterCommManager();\n", + " \n", + "\n", + "\n", + "var JS_MIME_TYPE = 'application/javascript';\n", + "var HTML_MIME_TYPE = 'text/html';\n", + "var EXEC_MIME_TYPE = 'application/vnd.holoviews_exec.v0+json';\n", + "var CLASS_NAME = 'output';\n", + "\n", + "/**\n", + " * Render data to the DOM node\n", + " */\n", + "function render(props, node) {\n", + " var div = document.createElement(\"div\");\n", + " var script = document.createElement(\"script\");\n", + " node.appendChild(div);\n", + " node.appendChild(script);\n", + "}\n", + "\n", + "/**\n", + " * Handle when a new output is added\n", + " */\n", + "function handle_add_output(event, handle) {\n", + " var output_area = handle.output_area;\n", + " var output = handle.output;\n", + " if ((output.data == undefined) || (!output.data.hasOwnProperty(EXEC_MIME_TYPE))) {\n", + " return\n", + " }\n", + " var id = output.metadata[EXEC_MIME_TYPE][\"id\"];\n", + " var toinsert = output_area.element.find(\".\" + CLASS_NAME.split(' ')[0]);\n", + " if (id !== undefined) {\n", + " var nchildren = toinsert.length;\n", + " var html_node = toinsert[nchildren-1].children[0];\n", + " html_node.innerHTML = output.data[HTML_MIME_TYPE];\n", + " var scripts = [];\n", + " var nodelist = html_node.querySelectorAll(\"script\");\n", + " for (var i in nodelist) {\n", + " if (nodelist.hasOwnProperty(i)) {\n", + " scripts.push(nodelist[i])\n", + " }\n", + " }\n", + "\n", + " scripts.forEach( function (oldScript) {\n", + " var newScript = document.createElement(\"script\");\n", + " var attrs = [];\n", + " var nodemap = oldScript.attributes;\n", + " for (var j in nodemap) {\n", + " if (nodemap.hasOwnProperty(j)) {\n", + " attrs.push(nodemap[j])\n", + " }\n", + " }\n", + " attrs.forEach(function(attr) { newScript.setAttribute(attr.name, attr.value) });\n", + " newScript.appendChild(document.createTextNode(oldScript.innerHTML));\n", + " oldScript.parentNode.replaceChild(newScript, oldScript);\n", + " });\n", + " if (JS_MIME_TYPE in output.data) {\n", + " toinsert[nchildren-1].children[1].textContent = output.data[JS_MIME_TYPE];\n", + " }\n", + " output_area._hv_plot_id = id;\n", + " if ((window.Bokeh !== undefined) && (id in Bokeh.index)) {\n", + " window.PyViz.plot_index[id] = Bokeh.index[id];\n", + " } else {\n", + " window.PyViz.plot_index[id] = null;\n", + " }\n", + " } else if (output.metadata[EXEC_MIME_TYPE][\"server_id\"] !== undefined) {\n", + " var bk_div = document.createElement(\"div\");\n", + " bk_div.innerHTML = output.data[HTML_MIME_TYPE];\n", + " var script_attrs = bk_div.children[0].attributes;\n", + " for (var i = 0; i < script_attrs.length; i++) {\n", + " toinsert[toinsert.length - 1].childNodes[1].setAttribute(script_attrs[i].name, script_attrs[i].value);\n", + " }\n", + " // store reference to server id on output_area\n", + " output_area._bokeh_server_id = output.metadata[EXEC_MIME_TYPE][\"server_id\"];\n", + " }\n", + "}\n", + "\n", + "/**\n", + " * Handle when an output is cleared or removed\n", + " */\n", + "function handle_clear_output(event, handle) {\n", + " var id = handle.cell.output_area._hv_plot_id;\n", + " var server_id = handle.cell.output_area._bokeh_server_id;\n", + " if (((id === undefined) || !(id in PyViz.plot_index)) && (server_id !== undefined)) { return; }\n", + " var comm = window.PyViz.comm_manager.get_client_comm(\"hv-extension-comm\", \"hv-extension-comm\", function () {});\n", + " if (server_id !== null) {\n", + " comm.send({event_type: 'server_delete', 'id': server_id});\n", + " return;\n", + " } else if (comm !== null) {\n", + " comm.send({event_type: 'delete', 'id': id});\n", + " }\n", + " delete PyViz.plot_index[id];\n", + " if ((window.Bokeh !== undefined) & (id in window.Bokeh.index)) {\n", + " var doc = window.Bokeh.index[id].model.document\n", + " doc.clear();\n", + " const i = window.Bokeh.documents.indexOf(doc);\n", + " if (i > -1) {\n", + " window.Bokeh.documents.splice(i, 1);\n", + " }\n", + " }\n", + "}\n", + "\n", + "/**\n", + " * Handle kernel restart event\n", + " */\n", + "function handle_kernel_cleanup(event, handle) {\n", + " delete PyViz.comms[\"hv-extension-comm\"];\n", + " window.PyViz.plot_index = {}\n", + "}\n", + "\n", + "/**\n", + " * Handle update_display_data messages\n", + " */\n", + "function handle_update_output(event, handle) {\n", + " handle_clear_output(event, {cell: {output_area: handle.output_area}})\n", + " handle_add_output(event, handle)\n", + "}\n", + "\n", + "function register_renderer(events, OutputArea) {\n", + " function append_mime(data, metadata, element) {\n", + " // create a DOM node to render to\n", + " var toinsert = this.create_output_subarea(\n", + " metadata,\n", + " CLASS_NAME,\n", + " EXEC_MIME_TYPE\n", + " );\n", + " this.keyboard_manager.register_events(toinsert);\n", + " // Render to node\n", + " var props = {data: data, metadata: metadata[EXEC_MIME_TYPE]};\n", + " render(props, toinsert[0]);\n", + " element.append(toinsert);\n", + " return toinsert\n", + " }\n", + "\n", + " events.on('output_added.OutputArea', handle_add_output);\n", + " events.on('output_updated.OutputArea', handle_update_output);\n", + " events.on('clear_output.CodeCell', handle_clear_output);\n", + " events.on('delete.Cell', handle_clear_output);\n", + " events.on('kernel_ready.Kernel', handle_kernel_cleanup);\n", + "\n", + " OutputArea.prototype.register_mime_type(EXEC_MIME_TYPE, append_mime, {\n", + " safe: true,\n", + " index: 0\n", + " });\n", + "}\n", + "\n", + "if (window.Jupyter !== undefined) {\n", + " try {\n", + " var events = require('base/js/events');\n", + " var OutputArea = require('notebook/js/outputarea').OutputArea;\n", + " if (OutputArea.prototype.mime_types().indexOf(EXEC_MIME_TYPE) == -1) {\n", + " register_renderer(events, OutputArea);\n", + " }\n", + " } catch(err) {\n", + " }\n", + "}\n" + ], + "application/vnd.holoviews_load.v0+json": "\nif ((window.PyViz === undefined) || (window.PyViz instanceof HTMLElement)) {\n window.PyViz = {comms: {}, comm_status:{}, kernels:{}, receivers: {}, plot_index: []}\n}\n\n\n function JupyterCommManager() {\n }\n\n JupyterCommManager.prototype.register_target = function(plot_id, comm_id, msg_handler) {\n if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n comm_manager.register_target(comm_id, function(comm) {\n comm.on_msg(msg_handler);\n });\n } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n window.PyViz.kernels[plot_id].registerCommTarget(comm_id, function(comm) {\n comm.onMsg = msg_handler;\n });\n } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n google.colab.kernel.comms.registerTarget(comm_id, (comm) => {\n var messages = comm.messages[Symbol.asyncIterator]();\n function processIteratorResult(result) {\n var message = result.value;\n console.log(message)\n var content = {data: message.data, comm_id};\n var buffers = []\n for (var buffer of message.buffers || []) {\n buffers.push(new DataView(buffer))\n }\n var metadata = message.metadata || {};\n var msg = {content, buffers, metadata}\n msg_handler(msg);\n return messages.next().then(processIteratorResult);\n }\n return messages.next().then(processIteratorResult);\n })\n }\n }\n\n JupyterCommManager.prototype.get_client_comm = function(plot_id, comm_id, msg_handler) {\n if (comm_id in window.PyViz.comms) {\n return window.PyViz.comms[comm_id];\n } else if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n var comm = comm_manager.new_comm(comm_id, {}, {}, {}, comm_id);\n if (msg_handler) {\n comm.on_msg(msg_handler);\n }\n } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n var comm = window.PyViz.kernels[plot_id].connectToComm(comm_id);\n comm.open();\n if (msg_handler) {\n comm.onMsg = msg_handler;\n }\n } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n var comm_promise = google.colab.kernel.comms.open(comm_id)\n comm_promise.then((comm) => {\n window.PyViz.comms[comm_id] = comm;\n if (msg_handler) {\n var messages = comm.messages[Symbol.asyncIterator]();\n function processIteratorResult(result) {\n var message = result.value;\n var content = {data: message.data};\n var metadata = message.metadata || {comm_id};\n var msg = {content, metadata}\n msg_handler(msg);\n return messages.next().then(processIteratorResult);\n }\n return messages.next().then(processIteratorResult);\n }\n }) \n var sendClosure = (data, metadata, buffers, disposeOnDone) => {\n return comm_promise.then((comm) => {\n comm.send(data, metadata, buffers, disposeOnDone);\n });\n };\n var comm = {\n send: sendClosure\n };\n }\n window.PyViz.comms[comm_id] = comm;\n return comm;\n }\n window.PyViz.comm_manager = new JupyterCommManager();\n \n\n\nvar JS_MIME_TYPE = 'application/javascript';\nvar HTML_MIME_TYPE = 'text/html';\nvar EXEC_MIME_TYPE = 'application/vnd.holoviews_exec.v0+json';\nvar CLASS_NAME = 'output';\n\n/**\n * Render data to the DOM node\n */\nfunction render(props, node) {\n var div = document.createElement(\"div\");\n var script = document.createElement(\"script\");\n node.appendChild(div);\n node.appendChild(script);\n}\n\n/**\n * Handle when a new output is added\n 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+ "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Starting new cluster.\n", + "CPU times: user 824 ms, sys: 44.1 ms, total: 868 ms\n", + "Wall time: 9.39 s\n" + ] + }, + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + "" + ] + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "%%time\n", + "# Dask gateway\n", + "cluster, client = notebook_utils.initialize_dask(use_gateway=True, workers=(1,4))\n", + "dc = datacube.Datacube()\n", + "\n", + "# Configure s3 access\n", + "configure_s3_access(aws_unsigned=False, requester_pays=True, client=client)\n", + "\n", + "client" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "bdd90d49-48ad-4aa3-b2c5-d81c4cfd3127", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "## cấu hình thời gian lấy ảnh và tọa độ\n", + "date_range = ('2022-09-01', '2023-10-01')\n", + "longtitude_range = (105.86575, 105.94120)\n", + "latitude_range = (9.65070, 9.69850)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "307e0fd1-0030-47bd-9a1d-3a42c0c7c9a1", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Most common native CRS: EPSG:32648\n", + "No datasets require offset correction\n", + "The valid_data_mask and scale (no offset) have been applied to the reflectance bands\n" + ] + }, + { + "data": { + "text/html": [ + "

Dataset size: 558.40 MB

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+       "  * y            (y) float64 1.072e+06 1.072e+06 ... 1.067e+06 1.067e+06\n",
+       "  * x            (x) float64 5.95e+05 5.95e+05 5.95e+05 ... 6.033e+05 6.033e+05\n",
+       "    spatial_ref  int32 32648\n",
+       "Data variables:\n",
+       "    blue         (time, y, x) float32 dask.array<chunksize=(1, 532, 830), meta=np.ndarray>\n",
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+       "    scl          (time, y, x) uint8 dask.array<chunksize=(1, 532, 830), meta=np.ndarray>\n",
+       "Attributes:\n",
+       "    crs:           EPSG:32648\n",
+       "    grid_mapping:  spatial_ref
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<xarray.DataArray 'NDVI' (time: 78, y: 532, x: 830)>\n",
+       "dask.array<truediv, shape=(78, 532, 830), dtype=float32, chunksize=(1, 532, 830), chunktype=numpy.ndarray>\n",
+       "Coordinates:\n",
+       "  * time         (time) datetime64[ns] 2022-09-02T03:35:38.706000 ... 2023-09...\n",
+       "  * y            (y) float64 1.072e+06 1.072e+06 ... 1.067e+06 1.067e+06\n",
+       "  * x            (x) float64 5.95e+05 5.95e+05 5.95e+05 ... 6.033e+05 6.033e+05\n",
+       "    spatial_ref  int32 32648
" + ], + "text/plain": [ + "\n", + "dask.array\n", + "Coordinates:\n", + " * time (time) datetime64[ns] 2022-09-02T03:35:38.706000 ... 2023-09...\n", + " * y (y) float64 1.072e+06 1.072e+06 ... 1.067e+06 1.067e+06\n", + " * x (x) float64 5.95e+05 5.95e+05 5.95e+05 ... 6.033e+05 6.033e+05\n", + " spatial_ref int32 32648" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Tiến hành tính toán NDVI\n", + "ds1 = calculate_indices(result, index='NDVI', satellite_mission='s2')\n", + "ndvi = ds1[\"NDVI\"]\n", + "display(ndvi)" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "bb7a152b-89e5-4c18-9103-6a9f6708bd80", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "CPU times: user 49.3 ms, sys: 3.67 ms, total: 53 ms\n", + "Wall time: 50.8 ms\n" + ] + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "82037abfb3cb44cc9898e83e70b9ec90", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "VBox()" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "%%time\n", + "## tính ndvi theo tháng\n", + "average_ndvi = ndvi.resample(time='1M').mean().persist()\n", + "progress(average_ndvi)" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "id": "47fc921b-bcb6-463f-bdaf-a5a82970a73e", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "# compute average_ndvi\n", + "average_ndvi = average_ndvi.compute()" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "9b989a28-1524-471b-9a2b-51df2319620e", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "# cấu hình vh vv file\n", + "name_vh = \"ThuanHoa/ThuanHoa_VH.tif\"\n", + "name_vv = \"ThuanHoa/ThuanHoa_VV.tif\"\n", + "\n", + "# load dữ liệu sen1\n", + "dsvh, dsvv = load_sen1(name_vh, name_vv)" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "03c47481-7ef9-4efe-ae0a-7845595c2671", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "from sklearn.preprocessing import PolynomialFeatures\n", + "from sklearn.linear_model import LinearRegression\n", + "from sklearn.ensemble import RandomForestRegressor\n" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "07acfddc-ab36-4ef4-9e72-d984f2180eb0", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "mask = ~np.isnan(average_ndvi)\n", + "X_train = np.stack([dsvh.values[mask], dsvv.values[mask]], axis=1)\n", + "y_train = average_ndvi.values[mask]" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "876d87da-9121-4ef2-a41b-f647e0175689", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/html": [ + "
LinearRegression()
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On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.
" + ], + "text/plain": [ + "LinearRegression()" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "model = LinearRegression()\n", + "model.fit(X_train, y_train)" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "854abc28-a490-4858-8951-03fd257c92e6", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "X_pred = np.stack([dsvh.values[~mask], dsvv.values[~mask]], axis=1)\n", + "average_ndvi.values[~mask] = model.predict(X_pred)" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "86f42685-0db7-4253-b02a-41df237ae4df", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "average_ndvi_filled = xr.DataArray(average_ndvi, dims=average_ndvi.dims)" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "991620c2-b81d-4edb-9308-e526be9cf4ff", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 16, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.imshow(average_ndvi.isel(time=1))" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "7322812d-ba2a-4a82-a43d-cfd5f46a164d", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.12" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/report_generator.py b/report_generator.py new file mode 100644 index 0000000..2ae8534 --- /dev/null +++ b/report_generator.py @@ -0,0 +1,786 @@ +""" +Auto Report Generator for Land Classification +Tự động tạo báo cáo HTML chi tiết sau training/prediction +""" + +import json +from datetime import datetime +from pathlib import Path +import base64 +import io + +# Optional: for generating charts +try: + import matplotlib + matplotlib.use('Agg') # Non-interactive backend + import matplotlib.pyplot as plt + import numpy as np + MATPLOTLIB_AVAILABLE = True +except ImportError: + MATPLOTLIB_AVAILABLE = False + + +def generate_confusion_matrix_image(conf_matrix, class_names): + """Tạo hình ảnh confusion matrix dạng base64""" + if not MATPLOTLIB_AVAILABLE: + return None + + try: + fig, ax = plt.subplots(figsize=(10, 8)) + conf_matrix = np.array(conf_matrix) + + im = ax.imshow(conf_matrix, interpolation='nearest', cmap=plt.cm.Blues) + ax.figure.colorbar(im, ax=ax) + + ax.set(xticks=np.arange(len(class_names)), + yticks=np.arange(len(class_names)), + xticklabels=class_names, yticklabels=class_names, + title='Confusion Matrix', + ylabel='Thực tế (True)', + xlabel='Dự đoán (Predicted)') + + plt.setp(ax.get_xticklabels(), rotation=45, ha="right", rotation_mode="anchor") + + # Add text annotations + thresh = conf_matrix.max() / 2. + for i in range(len(class_names)): + for j in range(len(class_names)): + ax.text(j, i, format(conf_matrix[i, j], 'd'), + ha="center", va="center", + color="white" if conf_matrix[i, j] > thresh else "black") + + fig.tight_layout() + + # Convert to base64 + buf = io.BytesIO() + plt.savefig(buf, format='png', dpi=100, bbox_inches='tight') + buf.seek(0) + img_base64 = base64.b64encode(buf.read()).decode('utf-8') + plt.close(fig) + + return img_base64 + except Exception as e: + print(f"Error generating confusion matrix image: {e}") + return None + + +def generate_class_distribution_chart(class_names, classification_report): + """Tạo biểu đồ phân bố các class dạng base64""" + if not MATPLOTLIB_AVAILABLE: + return None + + try: + # Extract support (number of samples) for each class + supports = [] + for cls in class_names: + if cls in classification_report: + supports.append(classification_report[cls].get('support', 0)) + else: + supports.append(0) + + fig, ax = plt.subplots(figsize=(10, 6)) + colors = plt.cm.Set3(np.linspace(0, 1, len(class_names))) + + bars = ax.bar(class_names, supports, color=colors) + ax.set_xlabel('Loại đất') + ax.set_ylabel('Số mẫu') + ax.set_title('Phân bố số mẫu theo loại đất') + plt.xticks(rotation=45, ha='right') + + # Add value labels on bars + for bar, val in zip(bars, supports): + ax.text(bar.get_x() + bar.get_width()/2, bar.get_height() + 0.5, + str(int(val)), ha='center', va='bottom', fontsize=9) + + fig.tight_layout() + + # Convert to base64 + buf = io.BytesIO() + plt.savefig(buf, format='png', dpi=100, bbox_inches='tight') + buf.seek(0) + img_base64 = base64.b64encode(buf.read()).decode('utf-8') + plt.close(fig) + + return img_base64 + except Exception as e: + print(f"Error generating class distribution chart: {e}") + return None + + +def generate_metrics_chart(class_names, classification_report): + """Tạo biểu đồ precision/recall/f1 cho từng class""" + if not MATPLOTLIB_AVAILABLE: + return None + + try: + precisions = [] + recalls = [] + f1_scores = [] + + for cls in class_names: + if cls in classification_report: + precisions.append(classification_report[cls].get('precision', 0)) + recalls.append(classification_report[cls].get('recall', 0)) + f1_scores.append(classification_report[cls].get('f1-score', 0)) + else: + precisions.append(0) + recalls.append(0) + f1_scores.append(0) + + x = np.arange(len(class_names)) + width = 0.25 + + fig, ax = plt.subplots(figsize=(12, 6)) + + bars1 = ax.bar(x - width, precisions, width, label='Precision', color='#3498db') + bars2 = ax.bar(x, recalls, width, label='Recall', color='#2ecc71') + bars3 = ax.bar(x + width, f1_scores, width, label='F1-Score', color='#e74c3c') + + ax.set_xlabel('Loại đất') + ax.set_ylabel('Score') + ax.set_title('Precision / Recall / F1-Score theo loại đất') + ax.set_xticks(x) + ax.set_xticklabels(class_names, rotation=45, ha='right') + ax.legend() + ax.set_ylim(0, 1.1) + + # Add grid + ax.yaxis.grid(True, linestyle='--', alpha=0.7) + + fig.tight_layout() + + # Convert to base64 + buf = io.BytesIO() + plt.savefig(buf, format='png', dpi=100, bbox_inches='tight') + buf.seek(0) + img_base64 = base64.b64encode(buf.read()).decode('utf-8') + plt.close(fig) + + return img_base64 + except Exception as e: + print(f"Error generating metrics chart: {e}") + return None + + +def generate_training_report(training_result, config=None): + """ + Tạo báo cáo HTML cho kết quả training + + Args: + training_result: Dict chứa kết quả từ train_model() + config: Dict chứa cấu hình training (optional) + + Returns: + Tuple (report_path, report_html) + """ + + timestamp = datetime.now().strftime("%Y%m%d_%H%M%S") + + # Extract data from result + train_acc = training_result.get('train_accuracy', 0) * 100 + test_acc = training_result.get('test_accuracy', 0) * 100 + train_samples = training_result.get('training_samples', 0) + test_samples = training_result.get('testing_samples', 0) + test_size = training_result.get('test_size', 0.2) + classes = training_result.get('classes', []) + cls_report = training_result.get('classification_report', {}) + conf_matrix = training_result.get('confusion_matrix', []) + model_type = training_result.get('model_type', 'unknown') + model_path = training_result.get('model_path', '') + bbox = training_result.get('bbox', []) + time_range = training_result.get('time_range', '') + resolution = training_result.get('resolution', 20) + + # Generate charts + conf_matrix_img = generate_confusion_matrix_image(conf_matrix, classes) if conf_matrix else None + class_dist_img = generate_class_distribution_chart(classes, cls_report) if cls_report else None + metrics_img = generate_metrics_chart(classes, cls_report) if cls_report else None + + # Build classification report table + cls_report_rows = "" + for cls in classes: + if cls in cls_report: + metrics = cls_report[cls] + cls_report_rows += f""" + + {cls} + {metrics.get('precision', 0):.3f} + {metrics.get('recall', 0):.3f} + {metrics.get('f1-score', 0):.3f} + {int(metrics.get('support', 0))} + + """ + + # Add averages + for avg_type in ['macro avg', 'weighted avg']: + if avg_type in cls_report: + metrics = cls_report[avg_type] + cls_report_rows += f""" + + {avg_type} + {metrics.get('precision', 0):.3f} + {metrics.get('recall', 0):.3f} + {metrics.get('f1-score', 0):.3f} + {int(metrics.get('support', 0))} + + """ + + # Build confusion matrix table (fallback if no image) + conf_matrix_table = "" + if conf_matrix: + conf_matrix_table = "" + for cls in classes: + conf_matrix_table += f"" + conf_matrix_table += "" + for i, row in enumerate(conf_matrix): + conf_matrix_table += f"" + for val in row: + conf_matrix_table += f"" + conf_matrix_table += "" + conf_matrix_table += "
{cls}
{classes[i]}{val}
" + + # HTML Template + html = f""" + + + + + + Training Report - {timestamp} + + + +
+
+

📊 Báo Cáo Training Model

+

Land Classification - {datetime.now().strftime("%d/%m/%Y %H:%M:%S")}

+
+ +
+ +
+

📈 Tóm Tắt Kết Quả

+
+
+
{train_acc:.1f}%
+
Train Accuracy
+
+
+
{test_acc:.1f}%
+
Test Accuracy
+
+
+
{train_samples}
+
Training Samples
+
+
+
{test_samples}
+
Testing Samples
+
+
+
{len(classes)}
+
Số Classes
+
+
+
{test_size*100:.0f}%
+
Test Size
+
+
+
+ + +
+

⚙️ Cấu Hình Training

+
+
+ 🤖 Model Type: + {model_type.upper()} +
+
+ 📍 Khu vực (bbox): + {bbox} +
+
+ 📅 Thời gian: + {time_range} +
+
+ 📐 Độ phân giải: + {resolution}m +
+
+ 💾 Model Path: + {model_path} +
+
+
+ + +
+

📋 Classification Report

+ + + + + + + + + + + + {cls_report_rows} + +
Loại đấtPrecisionRecallF1-ScoreSupport
+
+ + + {'

📊 Biểu Đồ Metrics

Metrics Chart
' if metrics_img else ''} + + + {'

📊 Phân Bố Số Mẫu

Class Distribution
' if class_dist_img else ''} + + +
+

🔢 Confusion Matrix

+ {'
Confusion Matrix
' if conf_matrix_img else conf_matrix_table} +
+ + +
+

🏷️ Danh Sách Các Loại Đất

+
+
    + {''.join([f'
  • {cls}
    • ' for cls in classes])} +
+
+
+
+ +
+

🌍 Land Classification Training System | Generated: {datetime.now().strftime("%d/%m/%Y %H:%M:%S")}

+

Data Source: Microsoft Planetary Computer (Sentinel-2 L2A, Sentinel-1 RTC)

+
+
+ + +""" + + # Save report + reports_dir = Path("reports") + reports_dir.mkdir(exist_ok=True) + + report_filename = f"training_report_{timestamp}.html" + report_path = reports_dir / report_filename + + with open(report_path, 'w', encoding='utf-8') as f: + f.write(html) + + return str(report_path), html + + +def generate_prediction_report(prediction_result, config=None): + """ + Tạo báo cáo HTML cho kết quả prediction + + Args: + prediction_result: Dict chứa kết quả prediction + config: Dict chứa cấu hình prediction (optional) + + Returns: + Tuple (report_path, report_html) + """ + + timestamp = datetime.now().strftime("%Y%m%d_%H%M%S") + + # Extract data + output_file = prediction_result.get('output_file', '') + shape = prediction_result.get('shape', [0, 0]) + unique_classes = prediction_result.get('unique_classes', []) + bbox = prediction_result.get('bbox', []) + time_range = prediction_result.get('time_range', '') + n_features = prediction_result.get('n_features', 0) + used_radar = prediction_result.get('used_radar', False) + model_used = prediction_result.get('model_used', '') + + # Calculate area (approximate) + if len(bbox) == 4: + # Approximate calculation (1 degree ≈ 111km at equator) + width_km = (bbox[2] - bbox[0]) * 111 * 0.85 # cos adjustment for Vietnam + height_km = (bbox[3] - bbox[1]) * 111 + area_km2 = width_km * height_km + else: + area_km2 = 0 + + total_pixels = shape[0] * shape[1] if len(shape) == 2 else 0 + + # HTML Template + html = f""" + + + + + + Prediction Report - {timestamp} + + + +
+
+

🗺️ Báo Cáo Dự Đoán

+

Land Classification Prediction - {datetime.now().strftime("%d/%m/%Y %H:%M:%S")}

+
+ +
+
+

📈 Tóm Tắt Kết Quả

+
+
+
{total_pixels:,}
+
Tổng số Pixels
+
+
+
{shape[0]}x{shape[1]}
+
Kích thước (px)
+
+
+
{area_km2:.1f}
+
Diện tích (km²)
+
+
+
{len(unique_classes)}
+
Số Classes
+
+
+
{n_features}
+
Số Features
+
+
+
{'✅' if used_radar else '❌'}
+
Sử dụng Radar
+
+
+
+ +
+

⚙️ Thông Tin Chi Tiết

+
+
+ 🤖 Model sử dụng: + {model_used} +
+
+ 📍 Khu vực (bbox): + {bbox} +
+
+ 📅 Thời gian: + {time_range} +
+
+ 💾 Output file: + {output_file} +
+
+
+ +
+

🏷️ Các Classes Phát Hiện

+
+ {''.join([f'{cls}' for cls in unique_classes])} +
+
+
+ +
+

🌍 Land Classification System | Generated: {datetime.now().strftime("%d/%m/%Y %H:%M:%S")}

+
+
+ + +""" + + # Save report + reports_dir = Path("reports") + reports_dir.mkdir(exist_ok=True) + + report_filename = f"prediction_report_{timestamp}.html" + report_path = reports_dir / report_filename + + with open(report_path, 'w', encoding='utf-8') as f: + f.write(html) + + return str(report_path), html + + +if __name__ == "__main__": + # Test report generation + test_result = { + "success": True, + "train_accuracy": 0.95, + "test_accuracy": 0.87, + "training_samples": 800, + "testing_samples": 200, + "test_size": 0.2, + "classes": ["Lua", "Rung", "Nuoc", "Dan_cu", "Cay_lau_nam"], + "model_type": "xgboost", + "model_path": "model_train/model_xgboost_20251221.joblib", + "bbox": [105.6, 9.3, 106.2, 9.8], + "time_range": "2023-03-01/2023-05-31", + "resolution": 20, + "classification_report": { + "Lua": {"precision": 0.92, "recall": 0.89, "f1-score": 0.90, "support": 50}, + "Rung": {"precision": 0.88, "recall": 0.91, "f1-score": 0.89, "support": 45}, + "Nuoc": {"precision": 0.95, "recall": 0.93, "f1-score": 0.94, "support": 40}, + "Dan_cu": {"precision": 0.85, "recall": 0.82, "f1-score": 0.83, "support": 35}, + "Cay_lau_nam": {"precision": 0.80, "recall": 0.85, "f1-score": 0.82, "support": 30}, + "macro avg": {"precision": 0.88, "recall": 0.88, "f1-score": 0.88, "support": 200}, + "weighted avg": {"precision": 0.88, "recall": 0.87, "f1-score": 0.87, "support": 200} + }, + "confusion_matrix": [ + [45, 2, 1, 1, 1], + [3, 41, 0, 1, 0], + [1, 0, 37, 1, 1], + [2, 1, 1, 29, 2], + [1, 1, 1, 2, 26] + ] + } + + path, html = generate_training_report(test_result) + print(f"Report generated: {path}") diff --git a/reports/prediction_report_20251221_122210.html b/reports/prediction_report_20251221_122210.html new file mode 100644 index 0000000..df227cb --- /dev/null +++ b/reports/prediction_report_20251221_122210.html @@ -0,0 +1,176 @@ + + + + + + + Prediction Report - 20251221_122210 + + + +
+
+

🗺️ Báo Cáo Dự Đoán

+

Land Classification Prediction - 21/12/2025 12:22:10

+
+ +
+
+

📈 Tóm Tắt Kết Quả

+
+
+
9,156,974
+
Tổng số Pixels
+
+
+
2774x3301
+
Kích thước (px)
+
+
+
3141.9
+
Diện tích (km²)
+
+
+
3
+
Số Classes
+
+
+
3
+
Số Features
+
+
+
✅
+
Sử dụng Radar
+
+
+
+ +
+

⚙️ Thông Tin Chi Tiết

+
+
+ 🤖 Model sử dụng: + model_xgboost_20251221_122105.joblib +
+
+ 📍 Khu vực (bbox): + [105.6, 9.3, 106.2, 9.8] +
+
+ 📅 Thời gian: + 2023-03-01/2023-05-31 +
+
+ 💾 Output file: + predictions/prediction_20251221_122209.tif +
+
+
+ +
+

🏷️ Các Classes Phát Hiện

+
+ 356 +
+
+
+ +
+

🌍 Land Classification System | Generated: 21/12/2025 12:22:10

+
+
+ + diff --git a/reports/training_report_20251221_121852.html b/reports/training_report_20251221_121852.html new file mode 100644 index 0000000..3e60b0e --- /dev/null +++ b/reports/training_report_20251221_121852.html @@ -0,0 +1,339 @@ + + + + + + + Training Report - 20251221_121852 + + + +
+
+

📊 Báo Cáo Training Model

+

Land Classification - 21/12/2025 12:18:53

+
+ +
+ +
+

📈 Tóm Tắt Kết Quả

+
+
+
44.9%
+
Train Accuracy
+
+
+
43.8%
+
Test Accuracy
+
+
+
510
+
Training Samples
+
+
+
128
+
Testing Samples
+
+
+
7
+
Số Classes
+
+
+
20%
+
Test Size
+
+
+
+ + +
+

⚙️ Cấu Hình Training

+
+
+ 🤖 Model Type: + CNN +
+
+ 📍 Khu vực (bbox): + [105.6, 9.3, 106.2, 9.8] +
+
+ 📅 Thời gian: + 2023-03-01/2023-05-31 +
+
+ 📐 Độ phân giải: + 20m +
+
+ 💾 Model Path: + model_train/model_cnn_20251221_121846.joblib +
+
+
+ + +
+

📋 Classification Report

+ + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + +
Loại đấtPrecisionRecallF1-ScoreSupport
00.3330.5000.40012
10.3110.8260.45223
30.5000.0450.08322
40.4400.5240.47821
51.0000.4440.6159
60.8330.5000.62530
70.0000.0000.00011
macro avg0.4880.4060.379128
weighted avg0.5110.4380.401128
+
+ + +

📊 Biểu Đồ Metrics

Metrics Chart
+ + +

📊 Phân Bố Số Mẫu

Class Distribution
+ + +
+

🔢 Confusion Matrix

+
Confusion Matrix
+
+ + +
+

🏷️ Danh Sách Các Loại Đất

+
+
    +
  • 0
  • 1
  • 3
  • 4
  • 5
  • 6
  • 7
    • +
+
+
+
+ +
+

🌍 Land Classification Training System | Generated: 21/12/2025 12:18:53

+

Data Source: Microsoft Planetary Computer (Sentinel-2 L2A, Sentinel-1 RTC)

+
+
+ + diff --git a/reports/training_report_20251221_122110.html b/reports/training_report_20251221_122110.html new file mode 100644 index 0000000..2a308c8 --- /dev/null +++ b/reports/training_report_20251221_122110.html @@ -0,0 +1,339 @@ + + + + + + + Training Report - 20251221_122110 + + + +
+
+

📊 Báo Cáo Training Model

+

Land Classification - 21/12/2025 12:21:11

+
+ +
+ +
+

📈 Tóm Tắt Kết Quả

+
+
+
100.0%
+
Train Accuracy
+
+
+
57.8%
+
Test Accuracy
+
+
+
510
+
Training Samples
+
+
+
128
+
Testing Samples
+
+
+
7
+
Số Classes
+
+
+
20%
+
Test Size
+
+
+
+ + +
+

⚙️ Cấu Hình Training

+
+
+ 🤖 Model Type: + XGBOOST +
+
+ 📍 Khu vực (bbox): + [105.6, 9.3, 106.2, 9.8] +
+
+ 📅 Thời gian: + 2023-03-01/2023-05-31 +
+
+ 📐 Độ phân giải: + 20m +
+
+ 💾 Model Path: + model_train/model_xgboost_20251221_122105.joblib +
+
+
+ + +
+

📋 Classification Report

+ + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + +
Loại đấtPrecisionRecallF1-ScoreSupport
00.2730.2500.26112
10.5360.6520.58823
30.5710.5450.55822
40.5220.5710.54521
50.8000.4440.5719
60.8460.7330.78630
70.4290.5450.48011
macro avg0.5680.5350.541128
weighted avg0.5970.5780.581128
+
+ + +

📊 Biểu Đồ Metrics

Metrics Chart
+ + +

📊 Phân Bố Số Mẫu

Class Distribution
+ + +
+

🔢 Confusion Matrix

+
Confusion Matrix
+
+ + +
+

🏷️ Danh Sách Các Loại Đất

+
+
    +
  • 0
  • 1
  • 3
  • 4
  • 5
  • 6
  • 7
    • +
+
+
+
+ +
+

🌍 Land Classification Training System | Generated: 21/12/2025 12:21:11

+

Data Source: Microsoft Planetary Computer (Sentinel-2 L2A, Sentinel-1 RTC)

+
+
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file:///home/conda/feedstock_root/build_artifacts/asttokens_1733250440834/work +async-lru @ file:///home/conda/feedstock_root/build_artifacts/bld/rattler-build_async-lru_1742153708/work +async-timeout==3.0.1 +attrs @ file:///home/conda/feedstock_root/build_artifacts/attrs_1741918516150/work +babel @ file:///home/conda/feedstock_root/build_artifacts/babel_1738490167835/work +beautifulsoup4 @ file:///home/conda/feedstock_root/build_artifacts/beautifulsoup4_1759146011391/work +bleach @ file:///home/conda/feedstock_root/build_artifacts/bld/rattler-build_bleach_1737382993/work +blinker==1.9.0 +bokeh==3.7.3 +boto3==1.40.18 +botocore==1.40.49 +Bottleneck @ file:///croot/bottleneck_1731058641041/work +branca @ file:///croot/branca_1675157607453/work +Brotli @ file:///croot/brotli-split_1736182456865/work +brotlicffi @ file:///croot/brotlicffi_1736182461069/work +cached-property @ file:///home/conda/feedstock_root/build_artifacts/cached_property_1615209429212/work +cachetools==6.2.0 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file:///home/conda/feedstock_root/build_artifacts/bld/rattler-build_distributed_1760476147/work +eo-tides==0.8.2 +exceptiongroup @ file:///home/conda/feedstock_root/build_artifacts/exceptiongroup_1746947292760/work +executing @ file:///home/conda/feedstock_root/build_artifacts/executing_1756729339227/work +fastapi==0.124.3 +fasteners @ file:///home/conda/feedstock_root/build_artifacts/fasteners_1734943108928/work +fastjsonschema @ file:///home/conda/feedstock_root/build_artifacts/bld/rattler-build_python-fastjsonschema_1755304154/work/dist +filelock==3.19.1 +fiona==1.10.1 +Flask==3.1.2 +flask-babel==4.0.0 +flatbuffers==25.2.10 +folium==0.20.0 +fonttools @ file:///croot/fonttools_1737039080035/work +fqdn @ file:///home/conda/feedstock_root/build_artifacts/fqdn_1733327382592/work/dist +frozenlist==1.7.0 +fsspec @ file:///home/conda/feedstock_root/build_artifacts/fsspec_1756908513222/work +GDAL @ file:///croot/gdal-split_1734448174900/work/build/swig/python +GeoAlchemy2 @ 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file:///home/conda/feedstock_root/build_artifacts/pexpect_1733301927746/work +pickleshare @ file:///home/conda/feedstock_root/build_artifacts/pickleshare_1733327343728/work +pillow @ file:///croot/pillow_1738010226202/work +PIMS==0.7 +planetary-computer==1.0.0 +platformdirs @ file:///home/conda/feedstock_root/build_artifacts/bld/rattler-build_platformdirs_1756227402/work +prometheus_client==0.22.1 +prometheus_flask_exporter==0.23.2 +prompt_toolkit @ file:///home/conda/feedstock_root/build_artifacts/prompt-toolkit_1756321756983/work +propcache==0.3.2 +psutil @ file:///home/conda/feedstock_root/build_artifacts/psutil_1653089181607/work +psycopg2 @ file:///croot/psycopg2_1744919787325/work +ptyprocess @ file:///home/conda/feedstock_root/build_artifacts/ptyprocess_1733302279685/work/dist/ptyprocess-0.7.0-py2.py3-none-any.whl#sha256=92c32ff62b5fd8cf325bec5ab90d7be3d2a8ca8c8a3813ff487a8d2002630d1f +pure_eval @ file:///home/conda/feedstock_root/build_artifacts/pure_eval_1733569405015/work 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file:///home/conda/feedstock_root/build_artifacts/pytz_1742920838005/work +pyviz_comms==3.0.6 +PyYAML==6.0.2 +pyzmq @ file:///croot/pyzmq_1734687138743/work +rasterio @ file:///croot/rasterio_1740069178893/work +rasterstats==0.20.0 +referencing==0.36.2 +regex==2025.9.1 +requests @ file:///croot/requests_1756709366904/work +rfc3339_validator @ file:///home/conda/feedstock_root/build_artifacts/rfc3339-validator_1733599910982/work +rfc3986-validator @ file:///home/conda/feedstock_root/build_artifacts/rfc3986-validator_1598024191506/work +rfc3987==1.3.8 +rfc3987-syntax @ file:///home/conda/feedstock_root/build_artifacts/bld/rattler-build_rfc3987-syntax_1752876729/work +rioxarray @ file:///home/conda/feedstock_root/build_artifacts/rioxarray_1737140588464/work +rpds-py @ file:///croot/rpds-py_1736541261634/work +ruamel.yaml @ file:///home/conda/feedstock_root/build_artifacts/ruamel.yaml_1649033201098/work +ruamel.yaml.clib==0.2.12 +s3fs==2025.9.0 +s3transfer==0.13.1 +scikit-image==0.25.2 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file:///home/conda/feedstock_root/build_artifacts/stack_data_1733569443808/work +starlette==0.50.0 +sympy==1.14.0 +tblib @ file:///home/conda/feedstock_root/build_artifacts/tblib_1743515515538/work +terminado @ file:///home/conda/feedstock_root/build_artifacts/terminado_1710262609923/work +text-unidecode==1.3 +threadpoolctl @ file:///home/conda/feedstock_root/build_artifacts/threadpoolctl_1741878222898/work +tifffile==2025.5.10 +timescale==0.0.9 +timezonefinder==8.0.0 +tinycss2 @ file:///home/conda/feedstock_root/build_artifacts/tinycss2_1729802851396/work +tomli @ file:///croot/tomli_1753774587605/work +toolz @ file:///home/conda/feedstock_root/build_artifacts/toolz_1733736030883/work +torch==2.8.0 +tornado @ file:///croot/tornado_1748956929273/work +tqdm==4.67.1 +traitlets @ file:///home/conda/feedstock_root/build_artifacts/traitlets_1733367359838/work +traittypes==0.2.1 +triton==3.4.0 +types-python-dateutil @ file:///home/conda/feedstock_root/build_artifacts/types-python-dateutil_1759899809376/work +typing-inspection==0.4.1 +typing_extensions @ file:///home/conda/feedstock_root/build_artifacts/bld/rattler-build_typing_extensions_1756220668/work +typing_utils @ file:///home/conda/feedstock_root/build_artifacts/typing_utils_1733331286120/work +tzdata @ file:///croot/python-tzdata_1746123641790/work +uc-micro-py==1.0.3 +unicodedata2 @ file:///croot/unicodedata2_1736541023050/work +uri-template @ file:///home/conda/feedstock_root/build_artifacts/uri-template_1733323593477/work/dist +urllib3 @ file:///croot/urllib3_1750775463400/work +uvicorn==0.38.0 +wcwidth @ file:///home/conda/feedstock_root/build_artifacts/wcwidth_1733231326287/work +webcolors @ file:///home/conda/feedstock_root/build_artifacts/webcolors_1733359735138/work +webencodings @ file:///home/conda/feedstock_root/build_artifacts/webencodings_1733236011802/work +websocket-client @ file:///home/conda/feedstock_root/build_artifacts/websocket-client_1759928050786/work +Werkzeug==3.1.3 +widgetsnbextension==4.0.14 +wrapt @ file:///home/conda/feedstock_root/build_artifacts/wrapt_1651495243689/work +xarray @ file:///home/conda/feedstock_root/build_artifacts/xarray_1749743207754/work +xgboost==3.1.2 +xyzservices @ file:///croot/xyzservices_1675159059961/work +yarl==1.20.1 +zarr @ file:///home/conda/feedstock_root/build_artifacts/zarr_1733237197728/work +zict @ file:///home/conda/feedstock_root/build_artifacts/zict_1733261551178/work +zipp @ file:///home/conda/feedstock_root/build_artifacts/zipp_1749421620841/work diff --git a/requirements_api.txt b/requirements_api.txt new file mode 100644 index 0000000..c9b6004 --- /dev/null +++ b/requirements_api.txt @@ -0,0 +1,3 @@ +fastapi +uvicorn +pydantic diff --git a/start.sh b/start.sh new file mode 100755 index 0000000..a40958f --- /dev/null +++ b/start.sh @@ -0,0 +1 @@ +uvicorn api_server:app --reload --host 0.0.0.0 --port 8000 diff --git a/test_VH_VV.ipynb b/test_VH_VV.ipynb new file mode 100644 index 0000000..30dd88e --- /dev/null +++ b/test_VH_VV.ipynb @@ -0,0 +1,2368 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 2, + "id": "9c91f808-db1e-447b-8d46-c924adf2ce6c", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "application/javascript": [ + "(function(root) {\n", + " function now() {\n", + " return new Date();\n", + " }\n", + "\n", + " var force = true;\n", + " var py_version = '3.2.2'.replace('rc', '-rc.').replace('.dev', '-dev.');\n", + " var is_dev = py_version.indexOf(\"+\") !== -1 || py_version.indexOf(\"-\") !== -1;\n", + " var reloading = false;\n", + " var Bokeh = root.Bokeh;\n", + " var bokeh_loaded = Bokeh != null && (Bokeh.version === py_version || (Bokeh.versions !== undefined && Bokeh.versions.has(py_version)));\n", + "\n", + " if (typeof (root._bokeh_timeout) === \"undefined\" || force) {\n", + " root._bokeh_timeout = Date.now() + 5000;\n", + " root._bokeh_failed_load = false;\n", + " }\n", + "\n", + " function run_callbacks() {\n", + " try {\n", + " root._bokeh_onload_callbacks.forEach(function(callback) {\n", + " if (callback != null)\n", + " callback();\n", + " });\n", + " } finally {\n", + " delete root._bokeh_onload_callbacks;\n", + " }\n", + " console.debug(\"Bokeh: all callbacks have finished\");\n", + " }\n", + "\n", + " function load_libs(css_urls, js_urls, js_modules, js_exports, callback) {\n", + " if (css_urls == null) css_urls = [];\n", + " if (js_urls == null) js_urls = [];\n", + " if (js_modules == null) js_modules = [];\n", + " if (js_exports == null) js_exports = {};\n", + "\n", + " root._bokeh_onload_callbacks.push(callback);\n", + "\n", + " if (root._bokeh_is_loading > 0) {\n", + " console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n", + " return null;\n", + " }\n", + " if (js_urls.length === 0 && js_modules.length === 0 && Object.keys(js_exports).length === 0) {\n", + " run_callbacks();\n", + " return null;\n", + " }\n", + " if (!reloading) {\n", + " console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n", + " }\n", + "\n", + " function on_load() {\n", + " root._bokeh_is_loading--;\n", + " if (root._bokeh_is_loading === 0) {\n", + " console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n", + " run_callbacks()\n", + " }\n", + " }\n", + " window._bokeh_on_load = on_load\n", + "\n", + " function on_error() {\n", + " console.error(\"failed to load \" + url);\n", + " }\n", + "\n", + " var skip = [];\n", + " if (window.requirejs) {\n", + " window.requirejs.config({'packages': {}, 'paths': {'jspanel': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/jspanel', 'jspanel-modal': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/modal/jspanel.modal', 'jspanel-tooltip': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/tooltip/jspanel.tooltip', 'jspanel-hint': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/hint/jspanel.hint', 'jspanel-layout': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/layout/jspanel.layout', 'jspanel-contextmenu': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/contextmenu/jspanel.contextmenu', 'jspanel-dock': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/dock/jspanel.dock', 'gridstack': 'https://cdn.jsdelivr.net/npm/gridstack@7.2.3/dist/gridstack-all', 'notyf': 'https://cdn.jsdelivr.net/npm/notyf@3/notyf.min'}, 'shim': {'jspanel': {'exports': 'jsPanel'}, 'gridstack': {'exports': 'GridStack'}}});\n", + " require([\"jspanel\"], function(jsPanel) {\n", + "\twindow.jsPanel = jsPanel\n", + "\ton_load()\n", + " })\n", + " require([\"jspanel-modal\"], function() {\n", + "\ton_load()\n", + " })\n", + " require([\"jspanel-tooltip\"], function() {\n", + "\ton_load()\n", + " })\n", + " require([\"jspanel-hint\"], function() {\n", + "\ton_load()\n", + " })\n", + " require([\"jspanel-layout\"], function() {\n", + "\ton_load()\n", + " })\n", + " require([\"jspanel-contextmenu\"], function() {\n", + "\ton_load()\n", + " })\n", + " require([\"jspanel-dock\"], function() {\n", + "\ton_load()\n", + " })\n", + " require([\"gridstack\"], function(GridStack) {\n", + "\twindow.GridStack = GridStack\n", + "\ton_load()\n", + " })\n", + " require([\"notyf\"], function() {\n", + "\ton_load()\n", + " })\n", + " root._bokeh_is_loading = css_urls.length + 9;\n", + " } else {\n", + " root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length + Object.keys(js_exports).length;\n", + " }\n", + "\n", + " var existing_stylesheets = []\n", + " var links = document.getElementsByTagName('link')\n", + " for (var i = 0; i < links.length; i++) {\n", + " var link = links[i]\n", + " if (link.href != null) {\n", + "\texisting_stylesheets.push(link.href)\n", + " }\n", + " }\n", + " for (var i = 0; i < css_urls.length; i++) {\n", + " var url = css_urls[i];\n", + " if (existing_stylesheets.indexOf(url) !== -1) {\n", + "\ton_load()\n", + "\tcontinue;\n", + " }\n", + " const element = document.createElement(\"link\");\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.rel = \"stylesheet\";\n", + " element.type = \"text/css\";\n", + " element.href = url;\n", + " console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n", + " document.body.appendChild(element);\n", + " } if (((window['jsPanel'] !== undefined) && (!(window['jsPanel'] instanceof HTMLElement))) || window.requirejs) {\n", + " var urls = ['https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/jspanel.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/modal/jspanel.modal.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/tooltip/jspanel.tooltip.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/hint/jspanel.hint.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/layout/jspanel.layout.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/contextmenu/jspanel.contextmenu.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/dock/jspanel.dock.js'];\n", + " for (var i = 0; i < urls.length; i++) {\n", + " skip.push(urls[i])\n", + " }\n", + " } if (((window['GridStack'] !== undefined) && (!(window['GridStack'] instanceof HTMLElement))) || window.requirejs) {\n", + " var urls = ['https://cdn.holoviz.org/panel/1.2.3/dist/bundled/gridstack/gridstack@7.2.3/dist/gridstack-all.js'];\n", + " for (var i = 0; i < urls.length; i++) {\n", + " skip.push(urls[i])\n", + " }\n", + " } if (((window['Notyf'] !== undefined) && (!(window['Notyf'] instanceof HTMLElement))) || window.requirejs) {\n", + " var urls = ['https://cdn.holoviz.org/panel/1.2.3/dist/bundled/notificationarea/notyf@3/notyf.min.js'];\n", + " for (var i = 0; i < urls.length; i++) {\n", + " skip.push(urls[i])\n", + " }\n", + " } var existing_scripts = []\n", + " var scripts = document.getElementsByTagName('script')\n", + " for (var i = 0; i < scripts.length; i++) {\n", + " var script = scripts[i]\n", + " if (script.src != null) {\n", + "\texisting_scripts.push(script.src)\n", + " }\n", + " }\n", + " for (var i = 0; i < js_urls.length; i++) {\n", + " var url = js_urls[i];\n", + " if (skip.indexOf(url) !== -1 || existing_scripts.indexOf(url) !== -1) {\n", + "\tif (!window.requirejs) {\n", + "\t on_load();\n", + "\t}\n", + "\tcontinue;\n", + " }\n", + " var element = document.createElement('script');\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.src = url;\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " document.head.appendChild(element);\n", + " }\n", + " for (var i = 0; i < js_modules.length; i++) {\n", + " var url = js_modules[i];\n", + " if (skip.indexOf(url) !== -1 || existing_scripts.indexOf(url) !== -1) {\n", + "\tif (!window.requirejs) {\n", + "\t on_load();\n", + "\t}\n", + "\tcontinue;\n", + " }\n", + " var element = document.createElement('script');\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.src = url;\n", + " element.type = \"module\";\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " document.head.appendChild(element);\n", + " }\n", + " for (const name in js_exports) {\n", + " var url = js_exports[name];\n", + " if (skip.indexOf(url) >= 0 || root[name] != null) {\n", + "\tif (!window.requirejs) {\n", + "\t on_load();\n", + "\t}\n", + "\tcontinue;\n", + " }\n", + " var element = document.createElement('script');\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.type = \"module\";\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " element.textContent = `\n", + " import ${name} from \"${url}\"\n", + " window.${name} = ${name}\n", + " window._bokeh_on_load()\n", + " `\n", + " document.head.appendChild(element);\n", + " }\n", + " if (!js_urls.length && !js_modules.length) {\n", + " on_load()\n", + " }\n", + " };\n", + "\n", + " function inject_raw_css(css) {\n", + " const element = document.createElement(\"style\");\n", + " element.appendChild(document.createTextNode(css));\n", + " document.body.appendChild(element);\n", + " }\n", + "\n", + " var js_urls = [\"https://cdn.bokeh.org/bokeh/release/bokeh-3.2.2.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-gl-3.2.2.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-widgets-3.2.2.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-tables-3.2.2.min.js\", \"https://cdn.holoviz.org/panel/1.2.3/dist/panel.min.js\"];\n", + " var js_modules = [];\n", + " var js_exports = {};\n", + " var css_urls = [];\n", + " var inline_js = [ function(Bokeh) {\n", + " Bokeh.set_log_level(\"info\");\n", + " },\n", + "function(Bokeh) {} // ensure no trailing comma for IE\n", + " ];\n", + "\n", + " function run_inline_js() {\n", + " if ((root.Bokeh !== undefined) || (force === true)) {\n", + " for (var i = 0; i < inline_js.length; i++) {\n", + " inline_js[i].call(root, root.Bokeh);\n", + " }\n", + " // Cache old bokeh versions\n", + " if (Bokeh != undefined && !reloading) {\n", + "\tvar NewBokeh = root.Bokeh;\n", + "\tif (Bokeh.versions === undefined) {\n", + "\t Bokeh.versions = new Map();\n", + "\t}\n", + "\tif (NewBokeh.version !== Bokeh.version) {\n", + "\t Bokeh.versions.set(NewBokeh.version, NewBokeh)\n", + "\t}\n", + "\troot.Bokeh = Bokeh;\n", + " }} else if (Date.now() < root._bokeh_timeout) {\n", + " setTimeout(run_inline_js, 100);\n", + " } else if (!root._bokeh_failed_load) {\n", + " console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n", + " root._bokeh_failed_load = true;\n", + " }\n", + " root._bokeh_is_initializing = false\n", + " }\n", + "\n", + " function load_or_wait() {\n", + " // Implement a backoff loop that tries to ensure we do not load multiple\n", + " // versions of Bokeh and its dependencies at the same time.\n", + " // In recent versions we use the root._bokeh_is_initializing flag\n", + " // to determine whether there is an ongoing attempt to initialize\n", + " // bokeh, however for backward compatibility we also try to ensure\n", + " // that we do not start loading a newer (Panel>=1.0 and Bokeh>3) version\n", + " // before older versions are fully initialized.\n", + " if (root._bokeh_is_initializing && Date.now() > root._bokeh_timeout) {\n", + " root._bokeh_is_initializing = false;\n", + " root._bokeh_onload_callbacks = undefined;\n", + " console.log(\"Bokeh: BokehJS was loaded multiple times but one version failed to initialize.\");\n", + " load_or_wait();\n", + " } else if (root._bokeh_is_initializing || (typeof root._bokeh_is_initializing === \"undefined\" && root._bokeh_onload_callbacks !== undefined)) {\n", + " setTimeout(load_or_wait, 100);\n", + " } else {\n", + " Bokeh = root.Bokeh;\n", + " bokeh_loaded = Bokeh != null && (Bokeh.version === py_version || (Bokeh.versions !== undefined && Bokeh.versions.has(py_version)));\n", + " root._bokeh_is_initializing = true\n", + " root._bokeh_onload_callbacks = []\n", + " if (!reloading && (!bokeh_loaded || is_dev)) {\n", + "\troot.Bokeh = undefined;\n", + " }\n", + " load_libs(css_urls, js_urls, js_modules, js_exports, function() {\n", + "\tconsole.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n", + "\trun_inline_js();\n", + " });\n", + " }\n", + " }\n", + " // Give older versions of the autoload script a head-start to ensure\n", + " // they initialize before we start loading newer version.\n", + " setTimeout(load_or_wait, 100)\n", + "}(window));" + ], + "application/vnd.holoviews_load.v0+json": "(function(root) {\n function now() {\n return new Date();\n }\n\n var force = true;\n var py_version = '3.2.2'.replace('rc', '-rc.').replace('.dev', '-dev.');\n var is_dev = py_version.indexOf(\"+\") !== -1 || py_version.indexOf(\"-\") !== -1;\n var reloading = false;\n var Bokeh = root.Bokeh;\n var bokeh_loaded = Bokeh != null && (Bokeh.version === py_version || (Bokeh.versions !== undefined && Bokeh.versions.has(py_version)));\n\n if (typeof (root._bokeh_timeout) === \"undefined\" || force) {\n root._bokeh_timeout = Date.now() + 5000;\n root._bokeh_failed_load = false;\n }\n\n function run_callbacks() {\n try {\n root._bokeh_onload_callbacks.forEach(function(callback) {\n if (callback != null)\n callback();\n });\n } finally {\n delete root._bokeh_onload_callbacks;\n }\n console.debug(\"Bokeh: all callbacks have finished\");\n }\n\n function load_libs(css_urls, js_urls, js_modules, js_exports, callback) {\n if (css_urls == null) css_urls = [];\n if (js_urls == null) js_urls = [];\n if (js_modules == null) js_modules = [];\n if (js_exports == null) js_exports = {};\n\n root._bokeh_onload_callbacks.push(callback);\n\n if (root._bokeh_is_loading > 0) {\n console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n return null;\n }\n if (js_urls.length === 0 && js_modules.length === 0 && Object.keys(js_exports).length === 0) {\n run_callbacks();\n return null;\n }\n if (!reloading) {\n console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n }\n\n function on_load() {\n root._bokeh_is_loading--;\n if (root._bokeh_is_loading === 0) {\n console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n run_callbacks()\n }\n }\n window._bokeh_on_load = on_load\n\n function on_error() {\n console.error(\"failed to load \" + url);\n }\n\n var skip = [];\n if (window.requirejs) {\n window.requirejs.config({'packages': {}, 'paths': {'jspanel': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/jspanel', 'jspanel-modal': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/modal/jspanel.modal', 'jspanel-tooltip': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/tooltip/jspanel.tooltip', 'jspanel-hint': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/hint/jspanel.hint', 'jspanel-layout': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/layout/jspanel.layout', 'jspanel-contextmenu': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/contextmenu/jspanel.contextmenu', 'jspanel-dock': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/dock/jspanel.dock', 'gridstack': 'https://cdn.jsdelivr.net/npm/gridstack@7.2.3/dist/gridstack-all', 'notyf': 'https://cdn.jsdelivr.net/npm/notyf@3/notyf.min'}, 'shim': {'jspanel': {'exports': 'jsPanel'}, 'gridstack': {'exports': 'GridStack'}}});\n require([\"jspanel\"], function(jsPanel) {\n\twindow.jsPanel = jsPanel\n\ton_load()\n })\n require([\"jspanel-modal\"], function() {\n\ton_load()\n })\n require([\"jspanel-tooltip\"], function() {\n\ton_load()\n })\n require([\"jspanel-hint\"], function() {\n\ton_load()\n })\n require([\"jspanel-layout\"], function() {\n\ton_load()\n })\n require([\"jspanel-contextmenu\"], function() {\n\ton_load()\n })\n require([\"jspanel-dock\"], function() {\n\ton_load()\n })\n require([\"gridstack\"], function(GridStack) {\n\twindow.GridStack = GridStack\n\ton_load()\n })\n require([\"notyf\"], function() {\n\ton_load()\n })\n root._bokeh_is_loading = css_urls.length + 9;\n } else {\n root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length + Object.keys(js_exports).length;\n }\n\n var existing_stylesheets = []\n var links = document.getElementsByTagName('link')\n for (var i = 0; i < links.length; i++) {\n var link = links[i]\n if (link.href != null) {\n\texisting_stylesheets.push(link.href)\n }\n }\n for (var i = 0; i < css_urls.length; i++) {\n var url = css_urls[i];\n if (existing_stylesheets.indexOf(url) !== -1) {\n\ton_load()\n\tcontinue;\n }\n const element = document.createElement(\"link\");\n element.onload = on_load;\n element.onerror = on_error;\n element.rel = \"stylesheet\";\n element.type = \"text/css\";\n element.href = url;\n console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n document.body.appendChild(element);\n } if (((window['jsPanel'] !== undefined) && (!(window['jsPanel'] instanceof HTMLElement))) || window.requirejs) {\n var urls = ['https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/jspanel.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/modal/jspanel.modal.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/tooltip/jspanel.tooltip.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/hint/jspanel.hint.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/layout/jspanel.layout.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/contextmenu/jspanel.contextmenu.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/dock/jspanel.dock.js'];\n for (var i = 0; i < urls.length; i++) {\n skip.push(urls[i])\n }\n } if (((window['GridStack'] !== undefined) && (!(window['GridStack'] instanceof HTMLElement))) || window.requirejs) {\n var urls = ['https://cdn.holoviz.org/panel/1.2.3/dist/bundled/gridstack/gridstack@7.2.3/dist/gridstack-all.js'];\n for (var i = 0; i < urls.length; i++) {\n skip.push(urls[i])\n }\n } if (((window['Notyf'] !== undefined) && (!(window['Notyf'] instanceof HTMLElement))) || window.requirejs) {\n var urls = 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existing_scripts.indexOf(url) !== -1) {\n\tif (!window.requirejs) {\n\t on_load();\n\t}\n\tcontinue;\n }\n var element = document.createElement('script');\n element.onload = on_load;\n element.onerror = on_error;\n element.async = false;\n element.src = url;\n element.type = \"module\";\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n document.head.appendChild(element);\n }\n for (const name in js_exports) {\n var url = js_exports[name];\n if (skip.indexOf(url) >= 0 || root[name] != null) {\n\tif (!window.requirejs) {\n\t on_load();\n\t}\n\tcontinue;\n }\n var element = document.createElement('script');\n element.onerror = on_error;\n element.async = false;\n element.type = \"module\";\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n element.textContent = `\n import ${name} from \"${url}\"\n window.${name} = ${name}\n window._bokeh_on_load()\n `\n document.head.appendChild(element);\n }\n if (!js_urls.length && 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autoload script a head-start to ensure\n // they initialize before we start loading newer version.\n setTimeout(load_or_wait, 100)\n}(window));" + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/javascript": [ + "\n", + "if ((window.PyViz === undefined) || (window.PyViz instanceof HTMLElement)) {\n", + " window.PyViz = {comms: {}, comm_status:{}, kernels:{}, receivers: {}, plot_index: []}\n", + "}\n", + "\n", + "\n", + " function JupyterCommManager() {\n", + " }\n", + "\n", + " JupyterCommManager.prototype.register_target = function(plot_id, comm_id, msg_handler) {\n", + " if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n", + " var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n", + " comm_manager.register_target(comm_id, function(comm) {\n", + " comm.on_msg(msg_handler);\n", + " });\n", + " } else if ((plot_id in window.PyViz.kernels) && 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+ " var html_node = toinsert[nchildren-1].children[0];\n", + " html_node.innerHTML = output.data[HTML_MIME_TYPE];\n", + " var scripts = [];\n", + " var nodelist = html_node.querySelectorAll(\"script\");\n", + " for (var i in nodelist) {\n", + " if (nodelist.hasOwnProperty(i)) {\n", + " scripts.push(nodelist[i])\n", + " }\n", + " }\n", + "\n", + " scripts.forEach( function (oldScript) {\n", + " var newScript = document.createElement(\"script\");\n", + " var attrs = [];\n", + " var nodemap = oldScript.attributes;\n", + " for (var j in nodemap) {\n", + " if (nodemap.hasOwnProperty(j)) {\n", + " attrs.push(nodemap[j])\n", + " }\n", + " }\n", + " attrs.forEach(function(attr) { newScript.setAttribute(attr.name, attr.value) });\n", + " newScript.appendChild(document.createTextNode(oldScript.innerHTML));\n", + " oldScript.parentNode.replaceChild(newScript, oldScript);\n", + " });\n", + " if (JS_MIME_TYPE in output.data) {\n", + " toinsert[nchildren-1].children[1].textContent = output.data[JS_MIME_TYPE];\n", + " }\n", + " output_area._hv_plot_id = id;\n", + " if ((window.Bokeh !== undefined) && (id in Bokeh.index)) {\n", + " window.PyViz.plot_index[id] = Bokeh.index[id];\n", + " } else {\n", + " window.PyViz.plot_index[id] = null;\n", + " }\n", + " } else if (output.metadata[EXEC_MIME_TYPE][\"server_id\"] !== undefined) {\n", + " var bk_div = document.createElement(\"div\");\n", + " bk_div.innerHTML = output.data[HTML_MIME_TYPE];\n", + " var script_attrs = bk_div.children[0].attributes;\n", + " for (var i = 0; i < script_attrs.length; i++) {\n", + " toinsert[toinsert.length - 1].childNodes[1].setAttribute(script_attrs[i].name, script_attrs[i].value);\n", + " }\n", + " // store reference to server id on output_area\n", + " output_area._bokeh_server_id = output.metadata[EXEC_MIME_TYPE][\"server_id\"];\n", + " }\n", + "}\n", + "\n", + "/**\n", + " * Handle when an output is cleared or removed\n", + " */\n", + "function handle_clear_output(event, handle) {\n", + " var id = handle.cell.output_area._hv_plot_id;\n", + " var server_id = handle.cell.output_area._bokeh_server_id;\n", + " if (((id === undefined) || !(id in PyViz.plot_index)) && (server_id !== undefined)) { return; }\n", + " var comm = window.PyViz.comm_manager.get_client_comm(\"hv-extension-comm\", \"hv-extension-comm\", function () {});\n", + " if (server_id !== null) {\n", + " comm.send({event_type: 'server_delete', 'id': server_id});\n", + " return;\n", + " } else if (comm !== null) {\n", + " comm.send({event_type: 'delete', 'id': id});\n", + " }\n", + " delete PyViz.plot_index[id];\n", + " if ((window.Bokeh !== undefined) & (id in window.Bokeh.index)) {\n", + " var doc = window.Bokeh.index[id].model.document\n", + " doc.clear();\n", + " const i = window.Bokeh.documents.indexOf(doc);\n", + " if (i > -1) {\n", + " window.Bokeh.documents.splice(i, 1);\n", + " }\n", + " }\n", + "}\n", + "\n", + "/**\n", + " * Handle kernel restart event\n", + " */\n", + "function handle_kernel_cleanup(event, handle) {\n", + " delete PyViz.comms[\"hv-extension-comm\"];\n", + " window.PyViz.plot_index = {}\n", + "}\n", + "\n", + "/**\n", + " * Handle update_display_data messages\n", + " */\n", + "function handle_update_output(event, handle) {\n", + " handle_clear_output(event, {cell: {output_area: handle.output_area}})\n", + " handle_add_output(event, handle)\n", + "}\n", + "\n", + "function register_renderer(events, OutputArea) {\n", + " function append_mime(data, metadata, element) {\n", + " // create a DOM node to render to\n", + " var toinsert = this.create_output_subarea(\n", + " metadata,\n", + " CLASS_NAME,\n", + " EXEC_MIME_TYPE\n", + " );\n", + " this.keyboard_manager.register_events(toinsert);\n", + " // Render to node\n", + " var props = {data: data, metadata: metadata[EXEC_MIME_TYPE]};\n", + " render(props, toinsert[0]);\n", + " element.append(toinsert);\n", + " return toinsert\n", + " }\n", + "\n", + " events.on('output_added.OutputArea', handle_add_output);\n", + " events.on('output_updated.OutputArea', handle_update_output);\n", + " events.on('clear_output.CodeCell', handle_clear_output);\n", + " events.on('delete.Cell', handle_clear_output);\n", + " events.on('kernel_ready.Kernel', handle_kernel_cleanup);\n", + "\n", + " OutputArea.prototype.register_mime_type(EXEC_MIME_TYPE, append_mime, {\n", + " safe: true,\n", + " index: 0\n", + " });\n", + "}\n", + "\n", + "if (window.Jupyter !== undefined) {\n", + " try {\n", + " var events = require('base/js/events');\n", + " var OutputArea = require('notebook/js/outputarea').OutputArea;\n", + " if (OutputArea.prototype.mime_types().indexOf(EXEC_MIME_TYPE) == -1) {\n", + " register_renderer(events, OutputArea);\n", + " }\n", + " } catch(err) {\n", + " }\n", + "}\n" + ], + "application/vnd.holoviews_load.v0+json": "\nif ((window.PyViz === undefined) || (window.PyViz instanceof HTMLElement)) {\n window.PyViz = {comms: {}, comm_status:{}, kernels:{}, receivers: {}, plot_index: []}\n}\n\n\n function JupyterCommManager() {\n }\n\n JupyterCommManager.prototype.register_target = function(plot_id, comm_id, msg_handler) {\n if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n comm_manager.register_target(comm_id, function(comm) {\n comm.on_msg(msg_handler);\n });\n } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n window.PyViz.kernels[plot_id].registerCommTarget(comm_id, function(comm) {\n comm.onMsg = msg_handler;\n });\n } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n google.colab.kernel.comms.registerTarget(comm_id, (comm) => {\n var messages = comm.messages[Symbol.asyncIterator]();\n function processIteratorResult(result) {\n var message = result.value;\n console.log(message)\n var content = {data: message.data, comm_id};\n var buffers = []\n for (var buffer of 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else if (typeof google != 'undefined' && google.colab.kernel != null) {\n var comm_promise = google.colab.kernel.comms.open(comm_id)\n comm_promise.then((comm) => {\n window.PyViz.comms[comm_id] = comm;\n if (msg_handler) {\n var messages = comm.messages[Symbol.asyncIterator]();\n function processIteratorResult(result) {\n var message = result.value;\n var content = {data: message.data};\n var metadata = message.metadata || {comm_id};\n var msg = {content, metadata}\n msg_handler(msg);\n return messages.next().then(processIteratorResult);\n }\n return messages.next().then(processIteratorResult);\n }\n }) \n var sendClosure = (data, metadata, buffers, disposeOnDone) => {\n return comm_promise.then((comm) => {\n comm.send(data, metadata, buffers, disposeOnDone);\n });\n };\n var comm = {\n send: sendClosure\n };\n }\n window.PyViz.comms[comm_id] = comm;\n return comm;\n }\n window.PyViz.comm_manager = new JupyterCommManager();\n \n\n\nvar JS_MIME_TYPE = 'application/javascript';\nvar HTML_MIME_TYPE = 'text/html';\nvar EXEC_MIME_TYPE = 'application/vnd.holoviews_exec.v0+json';\nvar CLASS_NAME = 'output';\n\n/**\n * Render data to the DOM node\n */\nfunction render(props, node) {\n var div = document.createElement(\"div\");\n var script = document.createElement(\"script\");\n node.appendChild(div);\n node.appendChild(script);\n}\n\n/**\n * Handle when a new output is added\n */\nfunction handle_add_output(event, handle) {\n var output_area = handle.output_area;\n var output = handle.output;\n if ((output.data == undefined) || (!output.data.hasOwnProperty(EXEC_MIME_TYPE))) {\n return\n }\n var id = output.metadata[EXEC_MIME_TYPE][\"id\"];\n var toinsert = output_area.element.find(\".\" + CLASS_NAME.split(' ')[0]);\n if (id !== undefined) {\n var nchildren = toinsert.length;\n var html_node = toinsert[nchildren-1].children[0];\n html_node.innerHTML = output.data[HTML_MIME_TYPE];\n var scripts = [];\n var nodelist = html_node.querySelectorAll(\"script\");\n for (var i in nodelist) {\n if (nodelist.hasOwnProperty(i)) {\n scripts.push(nodelist[i])\n }\n }\n\n scripts.forEach( function (oldScript) {\n var newScript = document.createElement(\"script\");\n var attrs = [];\n var nodemap = oldScript.attributes;\n for (var j in nodemap) {\n if (nodemap.hasOwnProperty(j)) {\n attrs.push(nodemap[j])\n }\n }\n attrs.forEach(function(attr) { newScript.setAttribute(attr.name, attr.value) });\n newScript.appendChild(document.createTextNode(oldScript.innerHTML));\n oldScript.parentNode.replaceChild(newScript, oldScript);\n });\n if (JS_MIME_TYPE in output.data) {\n toinsert[nchildren-1].children[1].textContent = output.data[JS_MIME_TYPE];\n }\n output_area._hv_plot_id = id;\n if ((window.Bokeh !== undefined) && (id in Bokeh.index)) {\n window.PyViz.plot_index[id] = Bokeh.index[id];\n } else {\n window.PyViz.plot_index[id] = null;\n }\n } else if (output.metadata[EXEC_MIME_TYPE][\"server_id\"] !== undefined) {\n var bk_div = document.createElement(\"div\");\n bk_div.innerHTML = output.data[HTML_MIME_TYPE];\n var script_attrs = bk_div.children[0].attributes;\n for (var i = 0; i < script_attrs.length; i++) {\n toinsert[toinsert.length - 1].childNodes[1].setAttribute(script_attrs[i].name, script_attrs[i].value);\n }\n // store reference to server id on output_area\n output_area._bokeh_server_id = output.metadata[EXEC_MIME_TYPE][\"server_id\"];\n }\n}\n\n/**\n * Handle when an output is cleared or removed\n */\nfunction handle_clear_output(event, handle) {\n var id = handle.cell.output_area._hv_plot_id;\n var server_id = handle.cell.output_area._bokeh_server_id;\n if (((id === undefined) || !(id in PyViz.plot_index)) && (server_id !== undefined)) { return; }\n var comm = window.PyViz.comm_manager.get_client_comm(\"hv-extension-comm\", \"hv-extension-comm\", function () {});\n if (server_id !== null) {\n comm.send({event_type: 'server_delete', 'id': server_id});\n return;\n } else if (comm !== null) {\n comm.send({event_type: 'delete', 'id': id});\n }\n delete PyViz.plot_index[id];\n if ((window.Bokeh !== undefined) & (id in window.Bokeh.index)) {\n var doc = window.Bokeh.index[id].model.document\n doc.clear();\n const i = window.Bokeh.documents.indexOf(doc);\n if (i > -1) {\n window.Bokeh.documents.splice(i, 1);\n }\n }\n}\n\n/**\n * Handle kernel restart event\n */\nfunction handle_kernel_cleanup(event, handle) {\n delete PyViz.comms[\"hv-extension-comm\"];\n window.PyViz.plot_index = {}\n}\n\n/**\n * Handle update_display_data messages\n */\nfunction handle_update_output(event, handle) {\n handle_clear_output(event, {cell: {output_area: handle.output_area}})\n handle_add_output(event, handle)\n}\n\nfunction register_renderer(events, OutputArea) {\n function append_mime(data, metadata, element) {\n // create a DOM node to render to\n var toinsert = this.create_output_subarea(\n metadata,\n CLASS_NAME,\n EXEC_MIME_TYPE\n );\n this.keyboard_manager.register_events(toinsert);\n // Render to node\n var props = {data: data, metadata: metadata[EXEC_MIME_TYPE]};\n render(props, toinsert[0]);\n element.append(toinsert);\n return toinsert\n }\n\n events.on('output_added.OutputArea', handle_add_output);\n events.on('output_updated.OutputArea', handle_update_output);\n events.on('clear_output.CodeCell', handle_clear_output);\n events.on('delete.Cell', handle_clear_output);\n events.on('kernel_ready.Kernel', handle_kernel_cleanup);\n\n OutputArea.prototype.register_mime_type(EXEC_MIME_TYPE, append_mime, {\n safe: true,\n index: 0\n });\n}\n\nif (window.Jupyter !== undefined) {\n try {\n var events = require('base/js/events');\n var OutputArea = require('notebook/js/outputarea').OutputArea;\n if (OutputArea.prototype.mime_types().indexOf(EXEC_MIME_TYPE) == -1) {\n register_renderer(events, OutputArea);\n }\n } catch(err) {\n }\n}\n" + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/javascript": [ + "(function(root) {\n", + " function now() {\n", + " return new Date();\n", + " }\n", + "\n", + " var force = true;\n", + " var py_version = '3.2.2'.replace('rc', '-rc.').replace('.dev', '-dev.');\n", + " var is_dev = py_version.indexOf(\"+\") !== -1 || py_version.indexOf(\"-\") !== -1;\n", + " var reloading = true;\n", + " var Bokeh = root.Bokeh;\n", + " var bokeh_loaded = Bokeh != null && (Bokeh.version === py_version || (Bokeh.versions !== undefined && Bokeh.versions.has(py_version)));\n", + "\n", + " if (typeof (root._bokeh_timeout) === \"undefined\" || force) {\n", + " root._bokeh_timeout = Date.now() + 5000;\n", + " root._bokeh_failed_load = false;\n", + " }\n", + "\n", + " function run_callbacks() {\n", + " try {\n", + " root._bokeh_onload_callbacks.forEach(function(callback) {\n", + " if (callback != null)\n", + " callback();\n", + " });\n", + " } finally {\n", + " delete root._bokeh_onload_callbacks;\n", + " }\n", + " console.debug(\"Bokeh: all callbacks have finished\");\n", + " }\n", + "\n", + " function load_libs(css_urls, js_urls, js_modules, js_exports, callback) {\n", + " if (css_urls == null) css_urls = [];\n", + " if (js_urls == null) js_urls = [];\n", + " if (js_modules == null) js_modules = [];\n", + " if (js_exports == null) js_exports = {};\n", + "\n", + " root._bokeh_onload_callbacks.push(callback);\n", + "\n", + " if (root._bokeh_is_loading > 0) {\n", + " console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n", + " return null;\n", + " }\n", + " if (js_urls.length === 0 && js_modules.length === 0 && Object.keys(js_exports).length === 0) {\n", + " run_callbacks();\n", + " return null;\n", + " }\n", + " if (!reloading) {\n", + " console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n", + " }\n", + "\n", + " function on_load() {\n", + " root._bokeh_is_loading--;\n", + " if (root._bokeh_is_loading === 0) {\n", + " console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n", + " run_callbacks()\n", + " }\n", + " }\n", + " window._bokeh_on_load = on_load\n", + "\n", + " function on_error() {\n", + " console.error(\"failed to load \" + url);\n", + " }\n", + "\n", + " var skip = [];\n", + " if (window.requirejs) {\n", + " window.requirejs.config({'packages': {}, 'paths': {'jspanel': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/jspanel', 'jspanel-modal': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/modal/jspanel.modal', 'jspanel-tooltip': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/tooltip/jspanel.tooltip', 'jspanel-hint': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/hint/jspanel.hint', 'jspanel-layout': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/layout/jspanel.layout', 'jspanel-contextmenu': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/contextmenu/jspanel.contextmenu', 'jspanel-dock': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/dock/jspanel.dock', 'gridstack': 'https://cdn.jsdelivr.net/npm/gridstack@7.2.3/dist/gridstack-all', 'notyf': 'https://cdn.jsdelivr.net/npm/notyf@3/notyf.min'}, 'shim': {'jspanel': {'exports': 'jsPanel'}, 'gridstack': {'exports': 'GridStack'}}});\n", + " require([\"jspanel\"], function(jsPanel) {\n", + "\twindow.jsPanel = jsPanel\n", + "\ton_load()\n", + " })\n", + " require([\"jspanel-modal\"], function() {\n", + "\ton_load()\n", + " })\n", + " require([\"jspanel-tooltip\"], function() {\n", + "\ton_load()\n", + " })\n", + " require([\"jspanel-hint\"], function() {\n", + "\ton_load()\n", + " })\n", + " require([\"jspanel-layout\"], function() {\n", + "\ton_load()\n", + " })\n", + " require([\"jspanel-contextmenu\"], function() {\n", + "\ton_load()\n", + " })\n", + " require([\"jspanel-dock\"], function() {\n", + "\ton_load()\n", + " })\n", + " require([\"gridstack\"], function(GridStack) {\n", + "\twindow.GridStack = GridStack\n", + "\ton_load()\n", + " })\n", + " require([\"notyf\"], function() {\n", + "\ton_load()\n", + " })\n", + " root._bokeh_is_loading = css_urls.length + 9;\n", + " } else {\n", + " root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length + Object.keys(js_exports).length;\n", + " }\n", + "\n", + " var existing_stylesheets = []\n", + " var links = document.getElementsByTagName('link')\n", + " for (var i = 0; i < links.length; i++) {\n", + " var link = links[i]\n", + " if (link.href != null) {\n", + "\texisting_stylesheets.push(link.href)\n", + " }\n", + " }\n", + " for (var i = 0; i < css_urls.length; i++) {\n", + " var url = css_urls[i];\n", + " if (existing_stylesheets.indexOf(url) !== -1) {\n", + "\ton_load()\n", + "\tcontinue;\n", + " }\n", + " const element = document.createElement(\"link\");\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.rel = \"stylesheet\";\n", + " element.type = \"text/css\";\n", + " element.href = url;\n", + " console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n", + " document.body.appendChild(element);\n", + " } if (((window['jsPanel'] !== undefined) && (!(window['jsPanel'] instanceof HTMLElement))) || window.requirejs) {\n", + " var urls = ['https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/jspanel.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/modal/jspanel.modal.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/tooltip/jspanel.tooltip.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/hint/jspanel.hint.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/layout/jspanel.layout.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/contextmenu/jspanel.contextmenu.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/dock/jspanel.dock.js'];\n", + " for (var i = 0; i < urls.length; i++) {\n", + " skip.push(urls[i])\n", + " }\n", + " } if (((window['GridStack'] !== undefined) && (!(window['GridStack'] instanceof HTMLElement))) || window.requirejs) {\n", + " var urls = ['https://cdn.holoviz.org/panel/1.2.3/dist/bundled/gridstack/gridstack@7.2.3/dist/gridstack-all.js'];\n", + " for (var i = 0; i < urls.length; i++) {\n", + " skip.push(urls[i])\n", + " }\n", + " } if (((window['Notyf'] !== undefined) && (!(window['Notyf'] instanceof HTMLElement))) || window.requirejs) {\n", + " var urls = ['https://cdn.holoviz.org/panel/1.2.3/dist/bundled/notificationarea/notyf@3/notyf.min.js'];\n", + " for (var i = 0; i < urls.length; i++) {\n", + " skip.push(urls[i])\n", + " }\n", + " } var existing_scripts = []\n", + " var scripts = document.getElementsByTagName('script')\n", + " for (var i = 0; i < scripts.length; i++) {\n", + " var script = scripts[i]\n", + " if (script.src != null) {\n", + "\texisting_scripts.push(script.src)\n", + " }\n", + " }\n", + " for (var i = 0; i < js_urls.length; i++) {\n", + " var url = js_urls[i];\n", + " if (skip.indexOf(url) !== -1 || existing_scripts.indexOf(url) !== -1) {\n", + "\tif (!window.requirejs) {\n", + "\t on_load();\n", + "\t}\n", + "\tcontinue;\n", + " }\n", + " var element = document.createElement('script');\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.src = url;\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " document.head.appendChild(element);\n", + " }\n", + " for (var i = 0; i < js_modules.length; i++) {\n", + " var url = js_modules[i];\n", + " if (skip.indexOf(url) !== -1 || existing_scripts.indexOf(url) !== -1) {\n", + "\tif (!window.requirejs) {\n", + "\t on_load();\n", + "\t}\n", + "\tcontinue;\n", + " }\n", + " var element = document.createElement('script');\n", + " element.onload = on_load;\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.src = url;\n", + " element.type = \"module\";\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " document.head.appendChild(element);\n", + " }\n", + " for (const name in js_exports) {\n", + " var url = js_exports[name];\n", + " if (skip.indexOf(url) >= 0 || root[name] != null) {\n", + "\tif (!window.requirejs) {\n", + "\t on_load();\n", + "\t}\n", + "\tcontinue;\n", + " }\n", + " var element = document.createElement('script');\n", + " element.onerror = on_error;\n", + " element.async = false;\n", + " element.type = \"module\";\n", + " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", + " element.textContent = `\n", + " import ${name} from \"${url}\"\n", + " window.${name} = ${name}\n", + " window._bokeh_on_load()\n", + " `\n", + " document.head.appendChild(element);\n", + " }\n", + " if (!js_urls.length && !js_modules.length) {\n", + " on_load()\n", + " }\n", + " };\n", + "\n", + " function inject_raw_css(css) {\n", + " const element = document.createElement(\"style\");\n", + " element.appendChild(document.createTextNode(css));\n", + " document.body.appendChild(element);\n", + " }\n", + "\n", + " var js_urls = [];\n", + " var js_modules = [];\n", + " var js_exports = {};\n", + " var css_urls = [];\n", + " var inline_js = [ function(Bokeh) {\n", + " Bokeh.set_log_level(\"info\");\n", + " },\n", + "function(Bokeh) {} // ensure no trailing comma for IE\n", + " ];\n", + "\n", + " function run_inline_js() {\n", + " if ((root.Bokeh !== undefined) || (force === true)) {\n", + " for (var i = 0; i < inline_js.length; i++) {\n", + " inline_js[i].call(root, root.Bokeh);\n", + " }\n", + " // Cache old bokeh versions\n", + " if (Bokeh != undefined && !reloading) {\n", + "\tvar NewBokeh = root.Bokeh;\n", + "\tif (Bokeh.versions === undefined) {\n", + "\t Bokeh.versions = new Map();\n", + "\t}\n", + "\tif (NewBokeh.version !== Bokeh.version) {\n", + "\t Bokeh.versions.set(NewBokeh.version, NewBokeh)\n", + "\t}\n", + "\troot.Bokeh = Bokeh;\n", + " }} else if (Date.now() < root._bokeh_timeout) {\n", + " setTimeout(run_inline_js, 100);\n", + " } else if (!root._bokeh_failed_load) {\n", + " console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n", + " root._bokeh_failed_load = true;\n", + " }\n", + " root._bokeh_is_initializing = false\n", + " }\n", + "\n", + " function load_or_wait() {\n", + " // Implement a backoff loop that tries to ensure we do not load multiple\n", + " // versions of Bokeh and its dependencies at the same time.\n", + " // In recent versions we use the root._bokeh_is_initializing flag\n", + " // to determine whether there is an ongoing attempt to initialize\n", + " // bokeh, however for backward compatibility we also try to ensure\n", + " // that we do not start loading a newer (Panel>=1.0 and Bokeh>3) version\n", + " // before older versions are fully initialized.\n", + " if (root._bokeh_is_initializing && Date.now() > root._bokeh_timeout) {\n", + " root._bokeh_is_initializing = false;\n", + " root._bokeh_onload_callbacks = undefined;\n", + " console.log(\"Bokeh: BokehJS was loaded multiple times but one version failed to initialize.\");\n", + " load_or_wait();\n", + " } else if (root._bokeh_is_initializing || (typeof root._bokeh_is_initializing === \"undefined\" && root._bokeh_onload_callbacks !== undefined)) {\n", + " setTimeout(load_or_wait, 100);\n", + " } else {\n", + " Bokeh = root.Bokeh;\n", + " bokeh_loaded = Bokeh != null && (Bokeh.version === py_version || (Bokeh.versions !== undefined && Bokeh.versions.has(py_version)));\n", + " root._bokeh_is_initializing = true\n", + " root._bokeh_onload_callbacks = []\n", + " if (!reloading && (!bokeh_loaded || is_dev)) {\n", + "\troot.Bokeh = undefined;\n", + " }\n", + " load_libs(css_urls, js_urls, js_modules, js_exports, function() {\n", + "\tconsole.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n", + "\trun_inline_js();\n", + " });\n", + " }\n", + " }\n", + " // Give older versions of the autoload script a head-start to ensure\n", + " // they initialize before we start loading newer version.\n", + " setTimeout(load_or_wait, 100)\n", + "}(window));" + ], + "application/vnd.holoviews_load.v0+json": "(function(root) {\n function now() {\n return new Date();\n }\n\n var force = true;\n var py_version = '3.2.2'.replace('rc', '-rc.').replace('.dev', '-dev.');\n var is_dev = py_version.indexOf(\"+\") !== -1 || py_version.indexOf(\"-\") !== -1;\n var reloading = true;\n var Bokeh = root.Bokeh;\n var bokeh_loaded = Bokeh != null && (Bokeh.version === py_version || (Bokeh.versions !== undefined && Bokeh.versions.has(py_version)));\n\n if (typeof (root._bokeh_timeout) === \"undefined\" || force) {\n root._bokeh_timeout = Date.now() + 5000;\n root._bokeh_failed_load = false;\n }\n\n function run_callbacks() {\n try {\n root._bokeh_onload_callbacks.forEach(function(callback) {\n if (callback != null)\n callback();\n });\n } finally {\n delete root._bokeh_onload_callbacks;\n }\n console.debug(\"Bokeh: all callbacks have finished\");\n }\n\n function load_libs(css_urls, js_urls, js_modules, js_exports, callback) {\n if (css_urls == null) css_urls = [];\n if (js_urls == null) js_urls = [];\n if (js_modules == null) js_modules = [];\n if (js_exports == null) js_exports = {};\n\n root._bokeh_onload_callbacks.push(callback);\n\n if (root._bokeh_is_loading > 0) {\n console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n return null;\n }\n if (js_urls.length === 0 && js_modules.length === 0 && Object.keys(js_exports).length === 0) {\n run_callbacks();\n return null;\n }\n if (!reloading) {\n console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n }\n\n function on_load() {\n root._bokeh_is_loading--;\n if (root._bokeh_is_loading === 0) {\n console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n run_callbacks()\n }\n }\n window._bokeh_on_load = on_load\n\n function on_error() {\n console.error(\"failed to load \" + url);\n }\n\n var skip = [];\n if (window.requirejs) {\n window.requirejs.config({'packages': {}, 'paths': {'jspanel': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/jspanel', 'jspanel-modal': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/modal/jspanel.modal', 'jspanel-tooltip': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/tooltip/jspanel.tooltip', 'jspanel-hint': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/hint/jspanel.hint', 'jspanel-layout': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/layout/jspanel.layout', 'jspanel-contextmenu': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/contextmenu/jspanel.contextmenu', 'jspanel-dock': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/dock/jspanel.dock', 'gridstack': 'https://cdn.jsdelivr.net/npm/gridstack@7.2.3/dist/gridstack-all', 'notyf': 'https://cdn.jsdelivr.net/npm/notyf@3/notyf.min'}, 'shim': {'jspanel': {'exports': 'jsPanel'}, 'gridstack': {'exports': 'GridStack'}}});\n require([\"jspanel\"], function(jsPanel) {\n\twindow.jsPanel = jsPanel\n\ton_load()\n })\n require([\"jspanel-modal\"], function() {\n\ton_load()\n })\n require([\"jspanel-tooltip\"], function() {\n\ton_load()\n })\n require([\"jspanel-hint\"], function() {\n\ton_load()\n })\n require([\"jspanel-layout\"], function() {\n\ton_load()\n })\n require([\"jspanel-contextmenu\"], function() {\n\ton_load()\n })\n require([\"jspanel-dock\"], function() {\n\ton_load()\n })\n require([\"gridstack\"], function(GridStack) {\n\twindow.GridStack = GridStack\n\ton_load()\n })\n require([\"notyf\"], function() {\n\ton_load()\n })\n root._bokeh_is_loading = css_urls.length + 9;\n } else {\n root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length + Object.keys(js_exports).length;\n }\n\n var existing_stylesheets = []\n var links = document.getElementsByTagName('link')\n for (var i = 0; i < links.length; i++) {\n var link = links[i]\n if (link.href != null) {\n\texisting_stylesheets.push(link.href)\n }\n }\n for (var i = 0; i < css_urls.length; i++) {\n var url = css_urls[i];\n if (existing_stylesheets.indexOf(url) !== -1) {\n\ton_load()\n\tcontinue;\n }\n const element = document.createElement(\"link\");\n element.onload = on_load;\n element.onerror = on_error;\n element.rel = \"stylesheet\";\n element.type = \"text/css\";\n element.href = url;\n console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n document.body.appendChild(element);\n } if (((window['jsPanel'] !== undefined) && (!(window['jsPanel'] instanceof HTMLElement))) || window.requirejs) {\n var urls = ['https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/jspanel.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/modal/jspanel.modal.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/tooltip/jspanel.tooltip.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/hint/jspanel.hint.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/layout/jspanel.layout.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/contextmenu/jspanel.contextmenu.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/dock/jspanel.dock.js'];\n for (var i = 0; i < urls.length; i++) {\n skip.push(urls[i])\n }\n } if (((window['GridStack'] !== undefined) && (!(window['GridStack'] instanceof HTMLElement))) || 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on_load;\n element.onerror = on_error;\n element.async = false;\n element.src = url;\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n document.head.appendChild(element);\n }\n for (var i = 0; i < js_modules.length; i++) {\n var url = js_modules[i];\n if (skip.indexOf(url) !== -1 || existing_scripts.indexOf(url) !== -1) {\n\tif (!window.requirejs) {\n\t on_load();\n\t}\n\tcontinue;\n }\n var element = document.createElement('script');\n element.onload = on_load;\n element.onerror = on_error;\n element.async = false;\n element.src = url;\n element.type = \"module\";\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n document.head.appendChild(element);\n }\n for (const name in js_exports) {\n var url = js_exports[name];\n if (skip.indexOf(url) >= 0 || root[name] != null) {\n\tif (!window.requirejs) {\n\t on_load();\n\t}\n\tcontinue;\n }\n var element = document.createElement('script');\n element.onerror = on_error;\n element.async 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script a head-start to ensure\n // they initialize before we start loading newer version.\n setTimeout(load_or_wait, 100)\n}(window));" + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/javascript": [ + "\n", + "if ((window.PyViz === undefined) || (window.PyViz instanceof HTMLElement)) {\n", + " window.PyViz = {comms: {}, comm_status:{}, kernels:{}, receivers: {}, plot_index: []}\n", + "}\n", + "\n", + "\n", + " function JupyterCommManager() {\n", + " }\n", + "\n", + " JupyterCommManager.prototype.register_target = function(plot_id, comm_id, msg_handler) {\n", + " if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n", + " var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n", + " comm_manager.register_target(comm_id, function(comm) {\n", + " comm.on_msg(msg_handler);\n", + " });\n", + " } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) 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var messages = comm.messages[Symbol.asyncIterator]();\n", + " function processIteratorResult(result) {\n", + " var message = result.value;\n", + " var content = {data: message.data};\n", + " var metadata = message.metadata || {comm_id};\n", + " var msg = {content, metadata}\n", + " msg_handler(msg);\n", + " return messages.next().then(processIteratorResult);\n", + " }\n", + " return messages.next().then(processIteratorResult);\n", + " }\n", + " }) \n", + " var sendClosure = (data, metadata, buffers, disposeOnDone) => {\n", + " return comm_promise.then((comm) => {\n", + " comm.send(data, metadata, buffers, disposeOnDone);\n", + " });\n", + " };\n", + " var comm = {\n", + " send: sendClosure\n", + " };\n", + " }\n", + " window.PyViz.comms[comm_id] = comm;\n", + " return comm;\n", + " }\n", + " window.PyViz.comm_manager = new JupyterCommManager();\n", + " \n", + "\n", + "\n", + "var JS_MIME_TYPE = 'application/javascript';\n", + "var HTML_MIME_TYPE = 'text/html';\n", + "var EXEC_MIME_TYPE = 'application/vnd.holoviews_exec.v0+json';\n", + "var CLASS_NAME = 'output';\n", + "\n", + "/**\n", + " * Render data to the DOM node\n", + " */\n", + "function render(props, node) {\n", + " var div = document.createElement(\"div\");\n", + " var script = document.createElement(\"script\");\n", + " node.appendChild(div);\n", + " node.appendChild(script);\n", + "}\n", + "\n", + "/**\n", + " * Handle when a new output is added\n", + " */\n", + "function handle_add_output(event, handle) {\n", + " var output_area = handle.output_area;\n", + " var output = handle.output;\n", + " if ((output.data == undefined) || (!output.data.hasOwnProperty(EXEC_MIME_TYPE))) {\n", + " return\n", + " }\n", + " var id = output.metadata[EXEC_MIME_TYPE][\"id\"];\n", + " var toinsert = output_area.element.find(\".\" + CLASS_NAME.split(' ')[0]);\n", + " if (id !== undefined) {\n", + " var nchildren = toinsert.length;\n", + " var html_node = toinsert[nchildren-1].children[0];\n", + " html_node.innerHTML = output.data[HTML_MIME_TYPE];\n", + " var scripts = [];\n", + " var nodelist = html_node.querySelectorAll(\"script\");\n", + " for (var i in nodelist) {\n", + " if (nodelist.hasOwnProperty(i)) {\n", + " scripts.push(nodelist[i])\n", + " }\n", + " }\n", + "\n", + " scripts.forEach( function (oldScript) {\n", + " var newScript = document.createElement(\"script\");\n", + " var attrs = [];\n", + " var nodemap = oldScript.attributes;\n", + " for (var j in nodemap) {\n", + " if (nodemap.hasOwnProperty(j)) {\n", + " attrs.push(nodemap[j])\n", + " }\n", + " }\n", + " attrs.forEach(function(attr) { newScript.setAttribute(attr.name, attr.value) });\n", + " newScript.appendChild(document.createTextNode(oldScript.innerHTML));\n", + " oldScript.parentNode.replaceChild(newScript, oldScript);\n", + " });\n", + " if (JS_MIME_TYPE in output.data) {\n", + " toinsert[nchildren-1].children[1].textContent = output.data[JS_MIME_TYPE];\n", + " }\n", + " output_area._hv_plot_id = id;\n", + " if ((window.Bokeh !== undefined) && (id in Bokeh.index)) {\n", + " window.PyViz.plot_index[id] = Bokeh.index[id];\n", + " } else {\n", + " window.PyViz.plot_index[id] = null;\n", + " }\n", + " } else if (output.metadata[EXEC_MIME_TYPE][\"server_id\"] !== undefined) {\n", + " var bk_div = document.createElement(\"div\");\n", + " bk_div.innerHTML = output.data[HTML_MIME_TYPE];\n", + " var script_attrs = bk_div.children[0].attributes;\n", + " for (var i = 0; i < script_attrs.length; i++) {\n", + " toinsert[toinsert.length - 1].childNodes[1].setAttribute(script_attrs[i].name, script_attrs[i].value);\n", + " }\n", + " // store reference to server id on output_area\n", + " output_area._bokeh_server_id = output.metadata[EXEC_MIME_TYPE][\"server_id\"];\n", + " }\n", + "}\n", + "\n", + "/**\n", + " * Handle when an output is cleared or removed\n", + " */\n", + "function handle_clear_output(event, handle) {\n", + " var id = handle.cell.output_area._hv_plot_id;\n", + " var server_id = handle.cell.output_area._bokeh_server_id;\n", + " if (((id === undefined) || !(id in PyViz.plot_index)) && (server_id !== undefined)) { return; }\n", + " var comm = window.PyViz.comm_manager.get_client_comm(\"hv-extension-comm\", \"hv-extension-comm\", function () {});\n", + " if (server_id !== null) {\n", + " comm.send({event_type: 'server_delete', 'id': server_id});\n", + " return;\n", + " } else if (comm !== null) {\n", + " comm.send({event_type: 'delete', 'id': id});\n", + " }\n", + " delete PyViz.plot_index[id];\n", + " if ((window.Bokeh !== undefined) & (id in window.Bokeh.index)) {\n", + " var doc = window.Bokeh.index[id].model.document\n", + " doc.clear();\n", + " const i = window.Bokeh.documents.indexOf(doc);\n", + " if (i > -1) {\n", + " window.Bokeh.documents.splice(i, 1);\n", + " }\n", + " }\n", + "}\n", + "\n", + "/**\n", + " * Handle kernel restart event\n", + " */\n", + "function handle_kernel_cleanup(event, handle) {\n", + " delete PyViz.comms[\"hv-extension-comm\"];\n", + " window.PyViz.plot_index = {}\n", + "}\n", + "\n", + "/**\n", + " * Handle update_display_data messages\n", + " */\n", + "function handle_update_output(event, handle) {\n", + " handle_clear_output(event, {cell: {output_area: handle.output_area}})\n", + " handle_add_output(event, handle)\n", + "}\n", + "\n", + "function register_renderer(events, OutputArea) {\n", + " function append_mime(data, metadata, element) {\n", + " // create a DOM node to render to\n", + " var toinsert = this.create_output_subarea(\n", + " metadata,\n", + " CLASS_NAME,\n", + " EXEC_MIME_TYPE\n", + " );\n", + " this.keyboard_manager.register_events(toinsert);\n", + " // Render to node\n", + " var props = {data: data, metadata: metadata[EXEC_MIME_TYPE]};\n", + " render(props, toinsert[0]);\n", + " element.append(toinsert);\n", + " return toinsert\n", + " }\n", + "\n", + " events.on('output_added.OutputArea', handle_add_output);\n", + " events.on('output_updated.OutputArea', handle_update_output);\n", + " events.on('clear_output.CodeCell', handle_clear_output);\n", + " events.on('delete.Cell', handle_clear_output);\n", + " events.on('kernel_ready.Kernel', handle_kernel_cleanup);\n", + "\n", + " OutputArea.prototype.register_mime_type(EXEC_MIME_TYPE, append_mime, {\n", + " safe: true,\n", + " index: 0\n", + " });\n", + "}\n", + "\n", + "if (window.Jupyter !== undefined) {\n", + " try {\n", + " var events = require('base/js/events');\n", + " var OutputArea = require('notebook/js/outputarea').OutputArea;\n", + " if (OutputArea.prototype.mime_types().indexOf(EXEC_MIME_TYPE) == -1) {\n", + " register_renderer(events, OutputArea);\n", + " }\n", + " } catch(err) {\n", + " }\n", + "}\n" + ], + "application/vnd.holoviews_load.v0+json": "\nif ((window.PyViz === undefined) || (window.PyViz instanceof HTMLElement)) {\n window.PyViz = {comms: {}, comm_status:{}, kernels:{}, receivers: {}, plot_index: []}\n}\n\n\n function JupyterCommManager() {\n }\n\n JupyterCommManager.prototype.register_target = function(plot_id, comm_id, msg_handler) {\n if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n comm_manager.register_target(comm_id, function(comm) {\n comm.on_msg(msg_handler);\n });\n } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n window.PyViz.kernels[plot_id].registerCommTarget(comm_id, function(comm) {\n comm.onMsg = msg_handler;\n });\n } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n google.colab.kernel.comms.registerTarget(comm_id, (comm) => {\n var messages = comm.messages[Symbol.asyncIterator]();\n function processIteratorResult(result) {\n var message = result.value;\n console.log(message)\n var content = {data: message.data, comm_id};\n var buffers = []\n for (var buffer of message.buffers || []) {\n 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'undefined' && google.colab.kernel != null) {\n var comm_promise = google.colab.kernel.comms.open(comm_id)\n comm_promise.then((comm) => {\n window.PyViz.comms[comm_id] = comm;\n if (msg_handler) {\n var messages = comm.messages[Symbol.asyncIterator]();\n function processIteratorResult(result) {\n var message = result.value;\n var content = {data: message.data};\n var metadata = message.metadata || {comm_id};\n var msg = {content, metadata}\n msg_handler(msg);\n return messages.next().then(processIteratorResult);\n }\n return messages.next().then(processIteratorResult);\n }\n }) \n var sendClosure = (data, metadata, buffers, disposeOnDone) => {\n return comm_promise.then((comm) => {\n comm.send(data, metadata, buffers, disposeOnDone);\n });\n };\n var comm = {\n send: sendClosure\n };\n }\n window.PyViz.comms[comm_id] = comm;\n return comm;\n }\n window.PyViz.comm_manager = new JupyterCommManager();\n \n\n\nvar JS_MIME_TYPE = 'application/javascript';\nvar HTML_MIME_TYPE = 'text/html';\nvar EXEC_MIME_TYPE = 'application/vnd.holoviews_exec.v0+json';\nvar CLASS_NAME = 'output';\n\n/**\n * Render data to the DOM node\n */\nfunction render(props, node) {\n var div = document.createElement(\"div\");\n var script = document.createElement(\"script\");\n node.appendChild(div);\n node.appendChild(script);\n}\n\n/**\n * Handle when a new output is added\n */\nfunction handle_add_output(event, handle) {\n var output_area = handle.output_area;\n var output = handle.output;\n if ((output.data == undefined) || (!output.data.hasOwnProperty(EXEC_MIME_TYPE))) {\n return\n }\n var id = output.metadata[EXEC_MIME_TYPE][\"id\"];\n var toinsert = output_area.element.find(\".\" + CLASS_NAME.split(' ')[0]);\n if (id !== undefined) {\n var nchildren = toinsert.length;\n var html_node = toinsert[nchildren-1].children[0];\n html_node.innerHTML = output.data[HTML_MIME_TYPE];\n var scripts = [];\n var nodelist = html_node.querySelectorAll(\"script\");\n for (var i in nodelist) {\n 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"output_type": "stream", + "text": [ + "Starting new cluster.\n" + ] + }, + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "\n", + "%matplotlib inline\n", + "from new_import import *\n", + "\n", + "\n", + "# Dask gateway\n", + "cluster, client = notebook_utils.initialize_dask(use_gateway=True, workers=(1,4))\n", + "dc = datacube.Datacube()\n", + "\n", + "\n", + "# Configure s3 access\n", + "configure_s3_access(aws_unsigned=False, requester_pays=True, client=client)\n", + "\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "4404b959-1bc3-463c-87d1-00a113994916", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "text/html": [ + "

Dataset size: 21.60 GB

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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "\n", + "# Plot the data\n", + "plt.imshow(vh.isel(time=0), cmap='viridis', vmin=0, vmax=1)\n", + "plt.colorbar() # Add colorbar for reference\n", + "plt.show()\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "e467aed8-ce6c-45d4-a327-2dd0fc7aef41", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.12" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/train_module.py b/train_module.py new file mode 100644 index 0000000..46d7bb8 --- /dev/null +++ b/train_module.py @@ -0,0 +1,558 @@ +""" +Training module for land classification using Sentinel-2 and Sentinel-1 data +from Microsoft Planetary Computer STAC API +""" + +import numpy as np +import xarray as xr +import geopandas as gpd +from sklearn.model_selection import train_test_split +from sklearn.preprocessing import LabelEncoder +from sklearn.metrics import classification_report, confusion_matrix +from sklearn.ensemble import RandomForestClassifier +from sklearn.tree import DecisionTreeClassifier +from sklearn.svm import SVC +from xgboost import XGBClassifier +import joblib +from datetime import datetime +import json +import os +import warnings +import hashlib +from pathlib import Path +warnings.filterwarnings('ignore') + +# PyTorch for CNN +try: + import torch + import torch.nn as nn + import torch.nn.functional as F + import torch.optim as optim + from torch.utils.data import TensorDataset, DataLoader + PYTORCH_AVAILABLE = True +except ImportError: + PYTORCH_AVAILABLE = False + print("Warning: PyTorch not available. CNN model will not work.") + +# Define CNN model class for PyTorch +class CNNClassifier(nn.Module): + def __init__(self, n_features, n_classes): + super(CNNClassifier, self).__init__() + self.n_features = n_features + self.n_classes = n_classes + + # For small feature sets (like 3 features), use simpler architecture + if n_features < 8: + # Simple fully connected network for small features + self.use_conv = False + self.fc1 = nn.Linear(n_features, 64) + self.dropout1 = nn.Dropout(0.3) + self.fc2 = nn.Linear(64, 128) + self.dropout2 = nn.Dropout(0.5) + self.fc3 = nn.Linear(128, n_classes) + else: + # CNN architecture for larger feature sets + self.use_conv = True + self.conv1 = nn.Conv1d(in_channels=1, out_channels=32, kernel_size=3, padding=1) + self.pool1 = nn.MaxPool1d(kernel_size=2) + self.conv2 = nn.Conv1d(in_channels=32, out_channels=64, kernel_size=3, padding=1) + self.pool2 = nn.MaxPool1d(kernel_size=2) + + # Calculate size after convolutions + conv_output_size = (n_features // 2 // 2) * 64 + + # Fully connected layers + self.fc1 = nn.Linear(conv_output_size, 128) + self.dropout = nn.Dropout(0.5) + self.fc2 = nn.Linear(128, n_classes) + + def forward(self, x): + # x shape: (batch, n_features) or (batch, 1, n_features) + if self.use_conv: + # CNN path for larger feature sets + if len(x.shape) == 2: + x = x.unsqueeze(1) # Add channel dimension + x = F.relu(self.conv1(x)) + x = self.pool1(x) + x = F.relu(self.conv2(x)) + x = self.pool2(x) + x = x.view(x.size(0), -1) # Flatten + x = F.relu(self.fc1(x)) + x = self.dropout(x) + x = self.fc2(x) + else: + # Fully connected path for small feature sets + if len(x.shape) == 3: + x = x.squeeze(1) # Remove channel dimension if present + x = F.relu(self.fc1(x)) + x = self.dropout1(x) + x = F.relu(self.fc2(x)) + x = self.dropout2(x) + x = self.fc3(x) + return x + + def predict(self, X): + """Scikit-learn style predict method""" + self.eval() + with torch.no_grad(): + if isinstance(X, np.ndarray): + X = torch.FloatTensor(X) + # Handle both 2D and 3D inputs + if not self.use_conv and len(X.shape) == 3: + X = X.squeeze(1) + elif self.use_conv and len(X.shape) == 2: + X = X.unsqueeze(1) + outputs = self(X) + _, predicted = torch.max(outputs, 1) + return predicted.cpu().numpy() + + def score(self, X, y): + """Scikit-learn style score method""" + predictions = self.predict(X) + if isinstance(y, torch.Tensor): + y = y.cpu().numpy() + return np.mean(predictions == y) + +# Microsoft Planetary Computer imports +import planetary_computer +from pystac_client import Client +from odc.stac import load as stac_load + + +def train_model( + bbox=[105.6, 9.3, 106.2, 9.8], + time_range='2023-03-01/2023-05-31', + max_scenes=12, + cloud_cover=30, + resolution=20, + training_shapefile='train/ST_training data_updated_1130points_new.shp', + model_type='xgboost', + n_estimators=100, + max_depth=20, + learning_rate=0.1, + use_gpu=True, + use_cache=True, + test_size=0.2, + output_model_path=None, + status_callback=None, + cancel_check=None +): + """ + Train a land classification model using Sentinel-2 and Sentinel-1 data + + Args: + bbox: [min_lon, min_lat, max_lon, max_lat] + time_range: "YYYY-MM-DD/YYYY-MM-DD" + max_scenes: maximum number of scenes to load + cloud_cover: maximum cloud cover percentage + resolution: resolution in meters (e.g., 20) + training_shapefile: path to training shapefile + n_estimators: number of trees for XGBoost + max_depth: maximum tree depth + learning_rate: learning rate for XGBoost + use_gpu: whether to use GPU for training + output_model_path: path to save trained model (auto-generated if None) + status_callback: Optional callback function to report progress + cancel_check: Optional function that returns True if training should be cancelled + test_size: Fraction of data to use for test set (0-1) + + Returns: + Dictionary containing training results + """ + + def update_status(message, progress=None): + """Helper to update status""" + if status_callback: + # Try calling with both arguments, fallback to just message + try: + status_callback(message, progress) + except TypeError: + status_callback(message) + print(message) + + def check_cancellation(): + """Check if training should be cancelled""" + if cancel_check and cancel_check(): + raise InterruptedError("Training cancelled by user") + + try: + # Auto-generate output path if not provided + if output_model_path is None: + timestamp = datetime.now().strftime('%Y%m%d_%H%M%S') + output_model_path = f'model_train/model_{model_type}_{timestamp}.joblib' + + # ============ CACHE SYSTEM ============ + # Create cache directory + cache_dir = Path("dataset_cache") + cache_dir.mkdir(exist_ok=True) + + # Generate cache key from parameters + cache_params = f"{bbox}_{time_range}_{max_scenes}_{cloud_cover}_{resolution}" + cache_key = hashlib.md5(cache_params.encode()).hexdigest() + cache_file = cache_dir / f"training_data_{cache_key}.joblib" + + features = None + labels = None + + # Try to load from cache + if use_cache and cache_file.exists(): + update_status(f"📦 Loading cached dataset from {cache_file.name}...", 5) + try: + cached_data = joblib.load(cache_file) + features = cached_data['features'] + labels = cached_data['labels'] + update_status(f"✅ Loaded {len(features)} samples from cache (skipped satellite download!)", 50) + except Exception as e: + update_status(f"⚠️ Cache load failed: {str(e)}, downloading fresh data...", 10) + features = None + + # If no cache or cache failed, download data + if features is None: + update_status("📡 Cache not found or disabled, downloading satellite data...", 10) + + # Connect to Microsoft Planetary Computer + update_status("Connecting to Microsoft Planetary Computer...", 12) + catalog = Client.open("https://planetarycomputer.microsoft.com/api/stac/v1") + check_cancellation() + + # Search for Sentinel-2 scenes + update_status("Searching for Sentinel-2 scenes...", 10) + query_s2 = catalog.search( + collections=["sentinel-2-l2a"], + bbox=bbox, + datetime=time_range, + query={"eo:cloud_cover": {"lt": cloud_cover}} + ) + items_s2 = list(query_s2.item_collection()) + + check_cancellation() + + # Limit scenes + if len(items_s2) > max_scenes: + step = len(items_s2) // max_scenes + items_s2 = items_s2[::step][:max_scenes] + + update_status(f"Found {len(items_s2)} Sentinel-2 scenes", 20) + + # Sign and load Sentinel-2 data + update_status("Loading Sentinel-2 data...", 25) + items_s2 = [planetary_computer.sign(item) for item in items_s2] + ds_s2 = stac_load( + items_s2, + bands=["B04", "B08", "SCL"], + crs="EPSG:32648", + resolution=resolution, + bbox=bbox, + patch_url=planetary_computer.sign, + fail_on_error=False, + ) + ds_s2 = ds_s2.rename({"B04": "red", "B08": "nir", "SCL": "scl"}) + + check_cancellation() + + # Search for Sentinel-1 scenes + update_status("Searching for Sentinel-1 scenes...", 35) + query_s1 = catalog.search( + collections=["sentinel-1-rtc"], + bbox=bbox, + datetime=time_range, + ) + items_s1 = list(query_s1.item_collection()) + + # Limit scenes + if len(items_s1) > max_scenes: + step = len(items_s1) // max_scenes + items_s1 = items_s1[::step][:max_scenes] + + update_status(f"Found {len(items_s1)} Sentinel-1 scenes", 40) + + # Sign and load Sentinel-1 data + update_status("Loading Sentinel-1 data...", 45) + items_s1 = [planetary_computer.sign(item) for item in items_s1] + ds_s1 = stac_load( + items_s1, + bands=["vv", "vh"], + crs="EPSG:32648", + resolution=resolution, + bbox=bbox, + patch_url=planetary_computer.sign, + fail_on_error=False, + ) + + # Convert to dB + ds_s1['vv_db'] = 10 * np.log10(ds_s1['vv'].where(ds_s1['vv'] > 0)) + ds_s1['vh_db'] = 10 * np.log10(ds_s1['vh'].where(ds_s1['vh'] > 0)) + + check_cancellation() + + # Calculate NDVI + update_status("Calculating NDVI...", 50) + ndvi = (ds_s2['nir'] - ds_s2['red']) / (ds_s2['nir'] + ds_s2['red'] + 1e-8) + + # Apply cloud mask + cloud_mask = ds_s2['scl'].isin([1, 3, 8, 9, 10]) + ndvi_masked = ndvi.where(~cloud_mask) + ndvi_mean = ndvi_masked.mean(dim='time') + + # Load training data + update_status("Loading training data...", 55) + train_gdf = gpd.read_file(training_shapefile) + + if train_gdf.crs != 'EPSG:32648': + train_gdf = train_gdf.to_crs('EPSG:32648') + + # Auto-detect label column + label_column = None + for col in ['HT_code', 'Ma_LU', 'LU2022', 'Hientrang', 'class', 'Class', 'CLASS']: + if col in train_gdf.columns: + label_column = col + break + + if label_column is None: + raise ValueError(f"Cannot find label column in shapefile. Available: {list(train_gdf.columns)}") + + # Extract features + update_status("Extracting features from training points...", 60) + features = [] + labels = [] + + for idx, row in train_gdf.iterrows(): + point = row.geometry + x_coord = point.x + y_coord = point.y + label = row[label_column] + + try: + ndvi_val = ndvi_mean.sel(x=x_coord, y=y_coord, method='nearest').values + vh_val = ds_s1['vh_db'].sel(x=x_coord, y=y_coord, method='nearest').mean(dim='time').values + vv_val = ds_s1['vv_db'].sel(x=x_coord, y=y_coord, method='nearest').mean(dim='time').values + + feature_vec = [ndvi_val, vh_val, vv_val] + + if not np.isnan(feature_vec).any(): + features.append(feature_vec) + labels.append(label) + except: + continue + + features = np.array(features) + labels = np.array(labels) + + check_cancellation() + + update_status(f"Extracted {len(features)} valid training samples", 70) + + # ============ SAVE TO CACHE ============ + if use_cache: + update_status(f"💾 Saving dataset to cache for future use...", 72) + try: + cache_data = { + 'features': features, + 'labels': labels, + 'bbox': bbox, + 'time_range': time_range, + 'resolution': resolution, + 'timestamp': datetime.now().isoformat() + } + joblib.dump(cache_data, cache_file) + update_status(f"✅ Cached to {cache_file.name}", 75) + except Exception as e: + update_status(f"⚠️ Cache save failed: {str(e)}", 75) + + # Encode labels + label_encoder = LabelEncoder() + labels_encoded = label_encoder.fit_transform(labels) + + # Split data + X_train, X_test, y_train, y_test = train_test_split( + features, labels_encoded, test_size=test_size, random_state=42, stratify=labels_encoded + ) + + # Train model based on selected type + update_status(f"Training {model_type.upper()} model...", 75) + + device = 'cuda:0' if use_gpu else 'cpu' + + if model_type == 'xgboost': + model = XGBClassifier( + n_estimators=n_estimators, + max_depth=max_depth, + learning_rate=learning_rate, + device=device if use_gpu else 'cpu', + tree_method='hist', + random_state=42, + eval_metric='mlogloss', + verbosity=0 + ) + elif model_type == 'random_forest': + model = RandomForestClassifier( + n_estimators=n_estimators, + max_depth=max_depth, + random_state=42, + n_jobs=-1, # Use all cores + verbose=0 + ) + elif model_type == 'decision_tree': + model = DecisionTreeClassifier( + max_depth=max_depth, + random_state=42 + ) + elif model_type == 'svm': + model = SVC( + kernel='rbf', + random_state=42, + verbose=False + ) + elif model_type == 'cnn': + if not PYTORCH_AVAILABLE: + raise ImportError("PyTorch is required for CNN. Install: pip install torch") + + # CNN requires reshaping data + n_features = X_train.shape[1] + n_classes = len(np.unique(y_train)) + + # Build PyTorch CNN model + device = torch.device('cuda' if torch.cuda.is_available() and use_gpu else 'cpu') + update_status(f"Building CNN model on {device}...", 75) + + model = CNNClassifier(n_features, n_classes).to(device) + + # Convert to PyTorch tensors + X_train_tensor = torch.FloatTensor(X_train).unsqueeze(1) # Add channel dim: (N, 1, features) + y_train_tensor = torch.LongTensor(y_train) + X_test_tensor = torch.FloatTensor(X_test).unsqueeze(1) + y_test_tensor = torch.LongTensor(y_test) + + # Create data loaders + train_dataset = TensorDataset(X_train_tensor, y_train_tensor) + train_loader = DataLoader(train_dataset, batch_size=32, shuffle=True) + + # Loss and optimizer + criterion = nn.CrossEntropyLoss() + optimizer = optim.Adam(model.parameters(), lr=0.001) + + # Train CNN + update_status("Training CNN model with PyTorch...", 80) + epochs = min(50, n_estimators // 2) # Use n_estimators as epochs + + model.train() + for epoch in range(epochs): + epoch_loss = 0.0 + for batch_X, batch_y in train_loader: + batch_X, batch_y = batch_X.to(device), batch_y.to(device) + + optimizer.zero_grad() + outputs = model(batch_X) + loss = criterion(outputs, batch_y) + loss.backward() + optimizer.step() + + epoch_loss += loss.item() + + if (epoch + 1) % 10 == 0: + avg_loss = epoch_loss / len(train_loader) + update_status(f"CNN Epoch {epoch+1}/{epochs}, Loss: {avg_loss:.4f}", 80 + (epoch / epochs) * 10) + + # Move model to CPU for saving (compatible with non-GPU systems) + model = model.cpu() + model.device_used = str(device) + else: + raise ValueError(f"Unknown model type: {model_type}. Choose: xgboost, random_forest, decision_tree, svm, cnn") + + # Fit non-CNN models + if model_type != 'cnn': + model.fit(X_train, y_train) + + # Evaluate + update_status("Evaluating model...", 90) + if model_type == 'cnn': + # PyTorch CNN evaluation + train_score = model.score(X_train, y_train) + test_score = model.score(X_test, y_test) + y_pred = model.predict(X_test) + else: + train_score = model.score(X_train, y_train) + test_score = model.score(X_test, y_test) + y_pred = model.predict(X_test) + + # Generate classification report and confusion matrix + update_status("Generating classification report...", 92) + class_names = label_encoder.classes_.tolist() + + # Classification report as dict + from sklearn.metrics import classification_report, confusion_matrix + cls_report = classification_report(y_test, y_pred, target_names=class_names, output_dict=True, zero_division=0) + + # Confusion matrix + conf_matrix = confusion_matrix(y_test, y_pred).tolist() + + # Save model + update_status("Saving model...", 95) + os.makedirs(os.path.dirname(output_model_path), exist_ok=True) + joblib.dump({'model': model, 'label_encoder': label_encoder}, output_model_path) + + # Save model info + info = { + "timestamp": datetime.now().isoformat(), + "data_source": "Microsoft Planetary Computer STAC", + "collections": ["sentinel-2-l2a", "sentinel-1-rtc"], + "features": ["NDVI_mean", "VH_dB_mean", "VV_dB_mean"], + "training_samples": len(X_train), + "testing_samples": len(X_test), + "test_size": test_size, + "train_accuracy": float(train_score), + "test_accuracy": float(test_score), + "model_type": model_type, + "device": device if model_type == 'xgboost' else 'cpu', + "n_estimators": n_estimators if model_type in ['xgboost', 'random_forest', 'cnn'] else None, + "max_depth": max_depth if model_type != 'cnn' else None, + "learning_rate": learning_rate if model_type == 'xgboost' else None, + "cnn_epochs": min(50, n_estimators // 2) if model_type == 'cnn' else None, + "n_features": X_train.shape[1], + "n_classes": len(np.unique(y_train)), + "class_names": class_names, + "classification_report": cls_report, + "confusion_matrix": conf_matrix, + "bbox": bbox, + "time_range": time_range, + "resolution": resolution + } + + info_path = output_model_path.replace('.joblib', '_info.json') + with open(info_path, 'w') as f: + json.dump(info, f, indent=2) + + update_status("Training complete!", 100) + + return { + "success": True, + "model_path": output_model_path, + "info_path": info_path, + "train_accuracy": train_score, + "test_accuracy": test_score, + "training_samples": len(X_train), + "testing_samples": len(X_test), + "test_size": test_size, + "classes": class_names, + "classification_report": cls_report, + "confusion_matrix": conf_matrix, + "model_type": model_type, + "bbox": bbox, + "time_range": time_range, + "resolution": resolution + } + + except InterruptedError as e: + update_status(f"Cancelled: {str(e)}", -1) + return { + "success": False, + "error": str(e), + "cancelled": True + } + + except Exception as e: + update_status(f"Error: {str(e)}", -1) + return { + "success": False, + "error": str(e) + } diff --git a/training_interface.html b/training_interface.html new file mode 100644 index 0000000..05619e5 --- /dev/null +++ b/training_interface.html @@ -0,0 +1,1719 @@ + + + + + + Land Classification Training Interface + + + + + + + + +
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🌍 Land Classification Training

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Giao diện training model phân loại đất từ ảnh vệ tinh

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📊 Trạng Thái Training

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Trạng thái: Chưa bắt đầu

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Tiến độ: -

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💻 Thông Tin Hệ Thống

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🖥️ GPU: Đang tải...

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📁 Models: 0 models đã train

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📜 Lịch Sử Training

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Chưa có lịch sử training

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📈 Thống Kê Nhanh

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🎯 Tổng số lần train: 0

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✅ Thành công: 0

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❌ Thất bại: 0

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📖 Hướng Dẫn Nhanh

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  1. Chọn preset hoặc vẽ khu vực trên bản đồ
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  2. Chọn thời gian và cấu hình vệ tinh
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  3. Điều chỉnh tham số model (nếu cần)
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⚙️ Cấu Hình Training

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+ 💡 Lựa chọn nhanh: Chọn một trong các preset bên dưới hoặc tùy chỉnh thủ công +
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📍 Khu Vực Training

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+ 💡 Hướng dẫn: Sử dụng công cụ vẽ hình chữ nhật + □ + ở góc trên bên trái của bản đồ để chọn khu vực training +
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+ Khu vực đã chọn: + Chưa chọn khu vực +
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📅 Thời Gian

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� Dataset Cache Preset

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+ 💡 Chọn dataset cache có sẵn để tự động điền các thông số tương ứng +
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�🛰️ Dữ Liệu Vệ Tinh

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🤖 Model Parameters

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+ + ✓ XGBoost: Tốt nhất cho dữ liệu satellite, hỗ trợ GPU, training nhanh + +
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+ ✅ Khuyến nghị: Bật để test nhanh hơn. Lần đầu load dữ liệu sẽ chậm, nhưng các lần sau rất nhanh (không cần download lại từ satellite).
+ 📊 Đang kiểm tra cache... +
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📦 Danh Sách Models Đã Train

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Đang tải...

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📝 Báo Cáo (Auto Reports)

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Đang tải...

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🔮 Dự Đoán & Phân Loại (Prediction & Classification)

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🗺️ Bản Đồ Khu Vực Dự Đoán

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+ 💡 Hướng dẫn: Sử dụng công cụ vẽ hình chữ nhật + □ + để chọn khu vực cần dự đoán +
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+ 📍 Tọa độ khu vực:
+ Chưa chọn khu vực +
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Trạng thái: Chưa bắt đầu

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📂 Các File Dự Đoán Đã Tạo

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Đang tải...

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