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@pangyuteng
Last active November 16, 2022 18:34
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3d image patch extraction
**/.ipynb_checkpoints/*
ok.png
ok.nii.gz
workdir/*

problem statement

When moving the patches generated by tf.extract_volume_patches or tf.image.extract_patches back to its original shape with tf.reshape or np.reshape methods, the result will be incorrect.

Above issue is explained in below extensively.

https://stackoverflow.com/questions/44047753/reconstructing-an-image-after-using-extract-image-patches

Note Stop right here if just need non overlapping patches:

  • see if np.reshape fits your bill - which usually does, then use that! (np-extract-patches.ipynb)

https://stackoverflow.com/questions/31527755/extract-blocks-or-patches-from-numpy-array

  • also for 2d images, for non-overlapping patches, one can use tf.nn.space_to_depth and tf.nn.depth_to_space. See tf-space-to-depth.ipynb.

  • alternatively if you prefer c++, git ITK a try.

https://discourse.itk.org/t/patch-extraction/3630

https://itk.org/ITKExamples/src/Filtering/ImageGrid/ExtractRegionOfInterestInOneImage/Documentation.html

solutions

Several solutions to resolve the above issue are listed below:

notebooks can be executed following below prep script within tf container.
docker run -it -p 8888:8888 -w /workdir -v $PWD:/workdir tensorflow/tensorflow:2.6.1-gpu-jupyter bash
bash prep.sh
jupyter notebook --ip=* --allow-root

additional thoughts

whatever solutions you end up using, doesn't really matter during training.

You will for sure get a performance hit during inference. For problems dealing with 3d patches, tf.extract_volume_patches may be one method, but for medical images, depending on hardware, OOM may occur.

  • thus now you are back to for loops with python/numpy for preprocessing -> batch wise inference -> reshape

  • alternatively, chop up the volume to cubes (faster than for loops) -> feed that asyncronously to multiple serving end points -> gather the results and do the reshape.

  • wait until you get the budget to run jumbo gpus for inference 24/7.

reference


https://stackoverflow.com/questions/41564321/split-image-tensor-into-small-patches
https://stackoverflow.com/questions/44047753/reconstructing-an-image-after-using-extract-image-patches
https://stackoverflow.com/questions/40731433/understanding-tf-extract-image-patches-for-extracting-patches-from-an-image

https://stackoverflow.com/questions/53451728/n-dimensional-sliding-window-operation-in-python-using-gpu-accelerated-libraries
https://stackoverflow.com/questions/35691947/3d-sliding-window-operation-in-theano


vae patch
Discovering Digital Tumor Signatures—Using Latent Code Representations to Manipulate and Classify Liver Lesions
https://www.ncbi.nlm.nih.gov/pmc/articles/PMC8269051

pediatric-ct-seg
https://wiki.cancerimagingarchive.net/pages/viewpage.action?pageId=89096588#89096588bcab02c187174a288dbcbf95d26179e8

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echo 'pip intalling stuff'
pip install -r requirements.txt
echo 'downloading 2d image'
curl --output ok.png https://i.imgur.com/euaZxKf.png
echo 'downloading 3d image'
python utils.py
pydicom
SimpleITK
imageio
scipy
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{
"cells": [
{
"cell_type": "code",
"execution_count": 1,
"metadata": {},
"outputs": [],
"source": [
"#\n",
"# https://www.tensorflow.org/api_docs/python/tf/extract_volume_patches\n",
"# tf v2.8\n",
"#\n",
"import tensorflow as tf\n",
"import numpy as np\n",
"\n",
"import imageio\n",
"import matplotlib.pyplot as plt\n",
"%matplotlib inline"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# 2D example"
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"(1, 1024, 1024, 1)\n"
]
},
{
"data": {
"text/plain": [
"<matplotlib.image.AxesImage at 0x7ff9bc8c93a0>"
]
},
"execution_count": 2,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"img = imageio.imread('ok.png')\n",
"img = np.expand_dims(img[:,:,0],0)\n",
"img = np.expand_dims(img,-1)\n",
"print(img.shape)\n",
"plt.imshow(img.squeeze(),cmap='gray')"
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"<matplotlib.image.AxesImage at 0x7ff9bc800970>"
]
},
"execution_count": 3,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"multi_indices = np.where(img != np.nan)\n",
"indices = np.ravel_multi_index(multi_indices, img.shape,)\n",
"indices = np.reshape(indices,(1024,1024,1))\n",
"plt.imshow(indices,cmap='gray')"
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"(1024, 1024)\n"
]
}
],
"source": [
"# https://www.tensorflow.org/api_docs/python/tf/image/extract_patches\n",
"# tf.image.extract_patches(\n",
"sizes=[1, 32, 32, 1]\n",
"strides=[1, 32, 32, 1]\n",
"rates=[1, 1, 1, 1]\n",
"padding='VALID'\n",
"patches = tf.image.extract_patches(img, sizes, strides, rates, padding)\n",
"patches = tf.reshape(patches,[-1,1024,1024,1])\n",
"patches = np.array(patches).squeeze()\n",
"print(patches.shape)"
]
},
{
"cell_type": "code",
"execution_count": 5,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"<matplotlib.image.AxesImage at 0x7ff9bc5442e0>"
]
},
"execution_count": 5,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"plt.imshow(patches,cmap='gray')"
]
},
{
"cell_type": "code",
"execution_count": 6,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"(1, 1024, 1024, 1)\n",
"(1024, 1024)\n"
]
}
],
"source": [
"# https://www.tensorflow.org/api_docs/python/tf/image/extract_patches\n",
"# tf.image.extract_patches(\n",
"sizes=[1, 32, 32, 1]\n",
"strides=[1, 32, 32, 1]\n",
"rates=[1, 1, 1, 1]\n",
"padding='VALID'\n",
"peachy = np.expand_dims(indices,0)\n",
"print(peachy.shape)\n",
"peachy = tf.image.extract_patches(peachy, sizes, strides, rates, padding)\n",
"peachy = tf.reshape(peachy,[-1,1024,1024,1])\n",
"peachy = np.array(peachy).squeeze()\n",
"print(peachy.shape)"
]
},
{
"cell_type": "code",
"execution_count": 7,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"<matplotlib.image.AxesImage at 0x7ff9bc52a280>"
]
},
"execution_count": 7,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"plt.imshow(peachy,cmap='gray')"
]
},
{
"cell_type": "code",
"execution_count": 8,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"[ 0 1 2 ... 1048573 1048574 1048575]\n"
]
}
],
"source": [
"# reorg patches with scrambled indices `peachy`\n",
"peachy = peachy.ravel()\n",
"patches = patches.ravel()\n",
"reorg = np.zeros(peachy.shape)\n",
"print(peachy)\n",
"for n,x in enumerate(peachy):\n",
" reorg[x]=patches[n] \n",
"reorg = np.reshape(reorg,(1024,1024))"
]
},
{
"cell_type": "code",
"execution_count": 9,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"<matplotlib.image.AxesImage at 0x7ff9bc03bb20>"
]
},
"execution_count": 9,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"plt.imshow(reorg,cmap='gray')"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# 3D example"
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {},
"outputs": [],
"source": [
"import SimpleITK as sitk"
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {},
"outputs": [],
"source": [
"reader= sitk.ImageFileReader()\n",
"reader.SetFileName('ok.nii.gz')\n",
"img_obj = reader.Execute()"
]
},
{
"cell_type": "code",
"execution_count": 25,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"(512, 512, 512)\n",
"(1, 512, 512, 512, 1)\n"
]
}
],
"source": [
"sz = 512\n",
"\n",
"images = sitk.GetArrayFromImage(img_obj)[:sz,:sz,:sz]\n",
"images = np.array(images).astype(np.float32)\n",
"if images.shape[0] != sz: \n",
" images = np.pad(images,[(0,sz-images.shape[0]),(0,0),(0,0)])\n",
"print(images.shape)\n",
"\n",
"images = np.expand_dims(images,axis=-1)\n",
"images = np.expand_dims(images,axis=0)\n",
"\n",
"print(images.shape)"
]
},
{
"cell_type": "code",
"execution_count": 26,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"<matplotlib.image.AxesImage at 0x7f58a2acd520>"
]
},
"execution_count": 26,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
"image/png": 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9s94sNZ7rRlaqCw4sxlBkL+ds5Vn2+ZC3Qx47BA59g1ZF/Rf3g+xrRQYltdG5+gC0tw3uvHqdRo9tu/afJViMihaNVlmASElm/p2Bo0COWBWHAzBkOiXxLthzFPf9/fNxwz/DpgGHeTSG/wjg3wD4NbHtJwF8yhjzc0T0k+77PwDwHgDXuL9bAPw79/+sCI3H+PoPXorlyw5DuQGcEoVKaA9SZtnoigwqpf2MyPvMqyWsZR+WjhosTIzGqAgs5H7zXGfo95wJVYhBXZL2wJi7Zlc7CJrVkGnQ1UD6S+qxBtDd3gW5CFBIEpQa2hBKIoxUi8Yo1G2RPw49IOn6IA3QIjJQ7tkEX0w45tLLX8TDf+1iXPlPn9wUq1/NBAZjzB8T0ZXJ5vcBeLv7/GEAn4EFhvcB+DVjjAHwOSLaTUSXGGOe3rAWzytEePZvfiOqNxxEWbQzAWAuAs/9L5VGVbSeQMvtnxtoqeo8JLMGck4ljrcnLLz4PX2h51HZIzMAzkRQGiW1fpADQKOVb5MiHX1WCZiEc9vPxRpAMpWC8uRd6nmw1+vup42yIOH6ShuN0hBGqsFUl2i0QiZw0kpyvj6tSsPeo8r0uzaE3a9/Hs/8j9+Ii3/ps2edb1gvx3CxGOzPALjYfd4L4HGx3xNuWwcYiOgDAD4AAEtYXmczBuSWm3HybUexs2p6ScPeaEHxWb7MTKBVqu2owUODPmd75yQClkRdzqnudpCHAWFfagcUiT9WgsA8wNDJXhTkoSILCqwJcFs0+NyzQS/mVZTt0ySeYSNEDZgbUgNgYGkF4PI9lUqj0coDRCpFT0an72d3HX+/PBkJTwYD77G3HwZuvxn43FfXc7sbJqdMPhpjDK0jOsYY8yEAHwKAnXTehr4N5RWX44EfV7hgJV4UpM8ll5vp01tiQODBYffVneOymkIWPGLCr+8YmLwt3e+dcG1KVGtFxg9cDzo94JFrtxLuRXmOPuIyBCLpzu92cIjrJV02S5sC+rWLVEPo1Q7QNWMis4M0NJz3wCiUDgynbenNtujYgbaypmFDu4O7VAIFmx8X7DiOR/72Tuz/e5ehefyJgbOeXlkvMDzLJgIRXQLgObf9SQCXi/0uc9vOmBS7d+HA37gMF+x5zs7y4re+wZvTIuQLXqkWo6L1A4R/79MEcgDQpy7XOnVswV83d27+LTfrx+3pvqrpXCe/a6N6bfoUENL95EBJIxNnCfdVa8hpIfOZFQomzMQ9gNsrbtCztL7NcPcQgKMkxz2AUBpCSRqNUR4g5HV7TTLZJgYBp2VIwGaQuPS8wzjwP16Oq//FUbSHDs++n9Mg6wWGTwD4IQA/5/5/XGz/USL6CCzpePhM8wvPf++NuOANz0bkGDCbQ+jjBKqixUi10Ywp909nnRwQpC8uv0C1t78HXipxDamS9u4r2tdvfuRmylZ8Np1zAfC8AN+bzsycszQhuT3fjsw9ZQhKRTqjFWXAUABo14SBu6+Yq0n5CmleFGQ8QEzaEo0JwD7rOXZkACQuveUpPP+9N+K8X/3s/OfbQJnHXfkbsETjBUT0BICfhgWEjxLRjwB4FMAPuN1vg3VVHoB1V/7waWhzf1tfexPa73kJVVrKfBYouNlHvoBEBqOixUg1fv8UDIa0gdzMyq4xqaLm2tPrdkxVXwzHHMzDZfD3dLDm7lWRju5RRmbm2p+7/1Q07CArRP8WZNA61Tqcv8vbqB7CMSeKDApo7xouCGgh+z8Ao/3ffTaaDCq0qHXh2zvV1ryQ+67FjRr4Gffd3XKpNPC9L4K+fBPMl++Z+3wbJfN4JX6w56d3ZvY1AP7WqTZqPVLs2YOv/Y0duGLbM70qvv+em4HEtkJpLBW1J9j49z4g6AMKQMxEwjOQY8qH2tsr62BmhsAiBcf0firhWbAzr4Y2RaTWy+NmaSzazbyKAm9TUPy/r+0FNFooFDOIziHJHcuAkQIFEEwvpQwqB2hMRE+FW1MhBpa0XyVucH90+AYYnLftBO7/m5fihn+4B+3Bg+u+z/XIyyPyURV47vuuxyuveTpv+88ZcMTM+0g1goEPg6NPI0h/Y5kdeLT+lzrHCfSdP5798tfURmU9KxL8SiU9IHbW1NwG0ZQ+k2feqMoUaPhc6UBeDyjMd/1WBC/Zbal2oQ2hLFo0DhgVKkwjvij0fUpWR8CRM50ESOy/7mk8933X4/xfvR1nMp/iZQEM6lXXwLzvRYyLJvv7rOAl3laSxlJZ+0EvB3yqUgNd/kBKTp30+64jYC9VrWe5BLl9vG92BhbcRV8cQK4vWh7gBqhU6wAwaEayT3KaRE40CDCWjGXXZTiu6/1ZK8mZvbcZZlgE6CYBJQr7+T5qU3AIINK95nwgUakW9D0vQn3uGui7vzbXfW2EbHlgUEtL+NqPruC67U/17zMH3zBSDUaqRanaCAyGzIeh2Tc9f6ySzvcyx372hOzMvERd8MhzHdwmuU+fy5QBIVWFC2o9T6JA0I4XkACRu9e861UB0ODyi7Uu/HVLar22MOs55mTe/Vj7iDWDASBjEwAtqsK+N4o00Iwjb0WuPX0epD6QuHjHUdzzY5fh+p9Ygp70VDHfYNnywHDynTfj2qufXhPRFn13KvJS0UQzVZ9mIF14Oena1XoutT89xywCSwYW9d1b/7YcoHVfZgkK0ayNYMowINgXWnnASAFCtrtPWhffYHdxYIECJVrYRSJ19nnO6oO1mBx9+6ZkZSoVtSgKe+zxZowGqssfDLQxSBKH4g677pqncPKdN2P83+6Y+15ORbY0MJRXXI6n/sZxXK66LwxLn1vR/maDVpaK2hNrs8BAvjj8ojARxtK1jwfs+oSoXJO7C0Cp2ojg5Hbmrt9nTrApIUnRVDPq9m+Y5RQUasDmAnh+oR8Qux6QjFYS7c8aRQwO87oH5yEp18M9pEChyGAHbJ7DybZCI82KgWamXiF2H2tDHiBGRYun/+YxXHb35Wgefbz/ZBskWxcYiPDEX7wce3c9GhGOqZrWjTMIL0gOFPoGRO9M4rZLcAiDLf+yhYCa/pd1LRmEfYNQnr9jish9ktlJAuIswGXvhIwpkNwGizSvJImZM9v42lltxT1r/zxIdYAmBepcu3NSDDyP1ij3ewDh1PwoEJLJCjI41ozCfWcuG3kreklIBxQArthzEI/+xX14xQefOO25FFsWGMorXwm8/WAUsy/9+rmwZfs9zDZLRY2xsw2HAKF3cCAh7IyGRtEZKECeL5DSJi93n42e3kf43qcC9/dH6IvWv3zpb7NmWp45x6pBQcZHckZuSUFuDrlD+9qbPgv5TBRaGxcitAJLjOaDnYYGf2f/iJxlrYv/W7DgNvA9A9as2F4EzcFyJpnnaGKN1ms/CUiwFlGiRfGOF1H+9uVoHnls7vtYj2xJYKCyxH1/+xV41Z5H4xdtBpMtvy8VNbYVdWdWki/ePOplRy32bUgACSLUVmQdhpsKx8zLSfS5SePrxgMsGlQDan7+evnIyTGsN6h1djWfg7/3nQtAPJgz+6S/V4n3xA5aQJnuM06lcPESuVDqPilIR9WY2sj12yYaXfhtTK5PuC+y/RCbknx8H0goMti350V86e9ejWv/9lMwTd4LtxGyJYGhees34JqbnpypFeS+swdiRzmNtIMUDOYhrGwgjNifFCpnh/b5v9PPIZHIkXkgzOOKBJBVtXMxC+n9ycEmBzrPhvLlTwd2leQe8zGzSrLJ8+aOkTP5PAOWz12480ZZpnNmVKYAMY820dknCqWOf1supgCAI80SGl102tV1EccgEbl+hXv0xpsfw+o33Qz13788s73rlS0HDDQe4+Hvq/CaKi5m0QcG6XYGhdQN1jeDDc2gEjxYfS0IaKXdm5obQhhAONKO1Xk1QGT66/XwALkwYXmP6YxbqaDiF6Q7g4wv34nek+cXkYtyW2tUNPjSbM4+YIj2SWo6sPC2LCj0mHFtqqX5e+y2v6+d6Tl9u3vOvVxMoQ3hGMaeXM69W5KTah1vo0QOh2zCjmoV9/6lEa793Pi0FXXZcsDQvOUmXHvTE1kgyLkipZSqxbaixkg1HZW6T6WdR6Xv2J1GdzSGnJ/cC9vDxL/FrsEhST0lOdcY78Pu2LS4qhzYXfXY3aPYf0jkAE/V8FQlj7SEPo4EJh98lSR0AW4QGQU4UPLn9mRwVyNKAWneGJMuidt2AIjvf0e5ihYKJ9sK8olG75ZBtD0AT+z+5X1fdfOjOPGWm1B8+ktztXetsqWAgaoRHv7eCq8T2gK/+Hl3ZMw5jB0wVBQKrQyRi8B86iUQXpT0FU4BpzVhe9AW3KA0w56IFFTkuVNzSc5MFdlqU6wtsPqdtj26VjJ41gII6SBP3bLpPsWMc+c4mewxcvbOqPydWT69zpycQ+9vcP2WmEpjarCnPAFg2YGDlb4kOtteRL+FADJ75p3VBHd/X4Vr/3QEU09ntnutsqWAoXnrq7y20PU+9LH3HEGnsa2YWvY8GayzBv+8swifS5uiqxmYwGXIayu00UymDaGlvJ5QQmcTkyS4pTH+rCWk9zjLNWczQIP9XFHb6YfcORRpP2hbEdPgj4Hx2wv/7IYGGz+jNjqOP+dqPfJM3ab2f1IGL3u9eSeCeQBCSEUtdpV28eSpLr250H/+Llnti7y4Z/0NNz+CY2991WnRGrYMMFBZ4qG/VOKW8ckOGAw+JAcKY9V4bcFuz7zU65wxOi+BaqFMf2HUPvKNmezaFKhNHHOfDnh53mhGp5hUS5n4nEj+oFdbSWx5vodKDFigf/aX23OA0Hdc9GylFuPAIdUmYm+U/U0SlDkOYuZ11yDpcdKsWKYp2kLhGCw4dI5NnpMMOpOcA3stzh8fx51/ucR1f1JuuIdiywADbr4Or77pUR8Ik/N9p8L7VqrFtmLqVeocAMwzU8iZN51V5T6AszkHyLb0mta8cYMNDWpdojaFv0bOBy/Z9Fmgtibb2c24KXBVqokGsMwWTKWvarM8DphtRth9mIOJz9/RJrLaA5eqD67gitqIGPXnhF0oJgcKsp0taGa7iwQwWVYKm+twDIgjI510wUGaEEJ7cObiG171EI7cfB2wwTUbtgwwPPmtu/Dq6klvGqTSJYNCJOM2NcVyMc2q1Lljc2IrQoeXS25nYUItvQ7P/nJWTmfoVtjhBQwKVaMwGrWod5AO1FluttQ9mBNFGrUuo/NLkOJ7ZU1rrOoskSr7JDcg+Fq+/fNoCGuUQe3BtVEChfRspDI08FPPTq+466X9sVJMoA3hBEYu7iNpcwJa8n1nE4TBYaVcxX3fuguXbrDncksAQ3nVFdj1zmci11pOpGnBPv6xqrGjXPVqeiopaZab6eSAlQ+50w4BChW1Xs2uTPxyRNcQL0HIrAtqOrcpNS36QG7o3vgacWk2cX0HDswTKNLQ7p5rYyM6a1PY7EroDhikgyk1GdLf5wEB6XGJws7lwEY8o6bX95ICRcYckRxJKrM0CSl8XgBek+E+KqjFDhcZuapL1NE1DAAdaWHR++JvlduicP67nkL5m1eg+fqj2basR7YEMDz97kvx6t13R2sRSEnNCn65K7JeiDE13q8+y0U2z8va71oLv/s/2BdQgToD34uYuQoJTsIlV2G25IBtyBvA14zugc/hZq7Wtbt1f/6NFZMgD8wcOMiBthZtYCg3peudyQNOSt7lgCI4iPNtzMVQzAKOzrUSgACAJVUHrUDH2hdrJAEERT1ObpM7tKAW1+1+Fne8+zW48N+dQ8Cglpdx+C0TXwIM6Lq/+sKax6rBspqiUo1TI2Pf9zz2bdQWwWx3Bje3hdV7yEQfoDVFR6VMy3+1TjPw7ZzDFOg7n2/vrPsBIq0linp0/1OTxGoZpgNEa+3P3OBfS7m2PiD0iW0UaxgdiUxCGZXaBee+6w9t53P4fkk0k7EKusJqhoxMTbbgedNRiD0IOPyWCS7+DxtXr2HTA8Oxb78Z37T/Pm8esI3Vl2zDrruKWiwXFhT4d5bcDMNg0ze4UhY8R8LJmVE+1AgAeOaFBYPaFMFNmeQWpK5IIA5b7gtHlsDS51KUn/me5DmjIB0BqGxiKLGtY3wZ5Yd2v5cigHiUb5JJfuo7toXqDELevlYJzzABlTk8GPK4aBsl2k0SX1FRC6jQ17XJrJeZbasguF1q9tuuOYCH3v0N2Pbbt8/V3lmy6YHhie9scXMZAjhmAQKDwpKqHVGWC3zqHyzpb4XQRFJtgX/rm+EYFFgdZ66gNgVqXUQvwlDCUWhjasPraHsurDvnyZCAwqQqm14MEsyPxGDXBb7cPQOxG7N/ZjU+x0RuW2tNiqFr9Gkl8pgO+LK5YnQ0uPuIzfQacUSj+I3QBRpqsez4BmigRma17cF7sJzE9mKKx79L49rf7uy6LtnUwFBctx+v3v94T1RjbDZEob+O+Bua1dPtQN7Fls6ugDWzh7ICw+xvgaAFYVVXqE2Bia6gDXkysX/thUwwjoyGg0HjWA3ZF0jalguZ5msXpKGMwZKqPSgUMKiUpMPyL2bfALYRnd3ZdhaQrEX6BmqOD0hD0lOtRPaPbEsUmeoT43Rnn1kiA89k37CGymfznEMPOKQSE7EWHF69/3FMr70a7QMPzWzXLNnUwPDCmy7EG5dDtZp4kOYToCrVemDImQ9DSD/Pgx/KvuRZv4UFBAYD1hDStGSWFJDy6050VWb5W0HG5vcjJCspGBRGR/EUSnIfsKotexwqoR3NChWXfRHfC0cnBhOkayPD75OKDBHPnVtqYXab6w/ptXH3I585cxdRNmn6/DPvQwEmrWOQ6Lv/3vPJaNZEE6mohSZlPWeWrUaNbowD90F6fu6zy5YP4Y437cPulzMwUDXC87fEgxvoBwRWm8fU+BkwPq6r/mYfbDKbsERuswyzz4O+NjYw6YQeeUAA8nkOaTk4ueKR/R9ewHRbLAra8AAgFM7tqA2gKcQnyKpHPEg48YuZblkMJXev6X1H33sGdS7DND2/5zREv6Rl9HpBwe8T+qY1BWo4c8+ZRJo5iUztyL77s67nBtoBC4MEt6nvvoa2+7Jw4l1jvgEa/n/OvBwytUrV4vlbNPb8xqnnT2xaYNBvvBFvfvWD/nsKAhIgONinohaVajLaQlftz9VuBNg27r6YwS5P3FlQ3hVamzIAgiMVc9mOQBjgw+ZLv5od1RVgADG8/JrUIvhtg6+ZyJ85/0EGb3G/pvebBtnwfUeyNqdEJxNTgoOUoGnlA6r6hN2urSm8FwUOABms5HVZq0jvS0OF5y7GJAPF0H1JUdAhQsEg0iIqV+wmBQfeZ+gdkmD6ltfej+fecAPoz+8c6pqZsmmB4am3LuP68TEAs0GBTQdpQnRqJQiJ1FyjurOjSYKDOipmTC7VpsSqrjAxpSj3ZaL0X354bErkAnVyEW5AV4PoXdGK4MuFxSXZu9mNUqKIStgZsoj6POZh7IzZdmbM6MXPSC7dWUF6mNz9IsR1sFmWC2YC+k2srDbhvCUVAO1IT/YI+eNQeICokqC4ggwKBygyh0Ej9ujIe8kdH1fDtoAUabgZzSGriclJxwH+xeMjuPOt23Hpn3d2X5NsSmBQS0sYv/WFzgxfKt3REvh/YNbjh5mSb0AX0dPv8hzpYO2sVm1KnNBjTEyJOuOL5jbkuQXB2nfY6nBNCR45k4PPIV+4eVRl7fYvhBuS7zloWdq7am3fiCjO5BJWRTa+3f46rIF1PCQ6ulZQ0a1bWoLCLEDI/Z4DB38vpkxSm4UGaVw/Q2FETccslcRka8iCAM2YQNLtRntQ4XbI67SKoDVF4JC2IeozoVksve0F0AdPrYjLpgQGuvxSXLzDagvcAUOgwOaDrLPAMstWtueQKm2/uSFn0RYKx/XYawrxwI1j3aWGMPdyde4cHLvBa03keAjWEJQHSePTrTuRjo5AAxARtd6Tk8QshL7ofuagoDhMnMlLqZ6LF95nicbPSQY22f7tkm8586EvL4PvoW+bDDFXztxIycrWuGdHCksiR8SfR5gD8h7nkTQ5iqWSfZqaFdl7ZG0rlBTcu3IY08svRXvg62tqk5RNCQwv3XIRvmmnDdSQsQlp4lAKCmlcPe8H5FU7KXLQS1HieC1sUQaFNIdhlqQBPTmGe6bXIjUtHDjwCsw5wlbao4qCizKYYo1w9dosyiFbWYpVzUWAkQnJQ3LfYIbEks6GVlMou6aK86DIPkg1g05dycQzlU32EvEpvA8f1/KMruH6rPExKcpNKn08US7oSnoSWHMAxe1uYWuHAoB25k7KK9hr5DWSG3c+jT+65S3Y9XIDhufeNQ1IKMgwqSUwYcbxCtK9JkEhR57lRKrO8XYZddj6WIQ6E+IMBG6hkyHnbFrvLjPa2465+H+WWStjy8Qnn7HZ4RdCfctSaU86esJWeHIqarBEte+/0I68OZD2n+0DHgRdsPDfhVovyT8g1KOQUaP8HDSMJ3b5vGmpOtleoKv9dAetAAjPM+XBASoxNV1SVPZdEOZOzjUaucYTPkrDErzSW2HvU0X7x88jnO+5d9XY9Z86TZpbNh0wFNftx5v2W6SLXJM9yTkFDCpqOlwCg0JqGuQ8Dmnwk4z4kx0/NQUmporIsKjtlGep5fVTcEiF2fdcrYBUcv0ihRefTaNCOcy5IBuvL0FhJMyJ0G4ThfLOzIkQsRAsledMnO/enysOVpqaAlOnLeS4BXvfwRzoukyllmh8OvusvBF7LMXRrfLcTBYKcJD9MHI1Hvx5kvZ2+Q4BXIK0jcLSoXw/teQybBNPjhT5/S3XPoSXrtuP9v4DM+87J5sOGKaX7MRFS490PA8AvNrrI/TcyzwECn1BLEO5EyOZUAN+CUvUpvQvLTCfy8y2XUWqvHRTRYx4Agoc5BQFtRC/nd1kMl4xmjWnyg18BgTJz7C2UMD1FRwBiW5ptvRFn1WoZPA3EWpt/7MbsMXUFIALE5eh5LOkA5picCs2H5JIWHZjpsJt00J74O8a1kvSaoUlIsc7dPNYkAAEA2t+MjGCd9E+i7UgjQqtXfoPZBMBNXU00T7Zu+0Qnn3FVVD3z9w1K7N7/QzL4+8a+7qMaYzC2M1sS9S4z2sDBRapIbAtLf8ACwiVS9fWCDkOfedRArzSysupFAhE6jzegz5J3YitIyitiaXdCswiEEy0Ubp5R558bOLYgqT9/NK2btDyn2/PDB4nPW+F1v5RI7QVudxg9zo5sJDmA5sWKQnM52LP1RB48fWYS5Bt4DD3iRlhoquoX7kPuB+Ha1/KLFAjTN7wDhYCsHkinDfTdknVePTbl+baNyczgYGILieiTxPRvUR0DxH9hNt+HhH9ARE96P7vcduJiH6RiA4Q0VeJ6HVzN2Z5GfXlq/kYhcjzIF9q6Vqc3Wmp2cBAkv6N3AzDL9tUZEHmztd7Pc+HDINAet641l9fiHCwwTmgiQdJ6TwOufZIbiFwNY2/Zym9hUgS2z+cP/Rhblvu9wqyr7uzoUxAk7Uh+orVSICQQJYCSu7efPEaAQjptggcTJWkqnMcSx6AIt4CyIKDb5/QkP0fhs1HKc1lq1DLy3Ptm8o8GkMD4O8aY24E8CYAf4uIbgTwkwA+ZYy5BsCn3HcAeA+Aa9zfBwD8u7kbs2sn3nT1173qO3Y+ZAYFnplZBQ7aQTzT92kLfaDAUpAFhCWqoWDDi1lbYDVSSs6F18cxcBt5kA9lU9oX3kT8SCleikKESDMgVKRdzQrj7z9lslNCjvt55P6GJHdfPOD6JAUA2Q+phtY5VvACcYxB0AjkOfvazPvKQR3nw0hvUNf706cx8N9xPcZxPYq0KdmuJTX1gMt/aQBekYBop7+g16wxAMBb9j8MtWvn3PtLmQkMxpinjTFfcp+PArgPwF4A7wPwYbfbhwF8j/v8PgC/Zqx8DsBuIrpknsYc+uYrccnSYSwxIRa5IkOHSlCQCJ2SjdGNJjZeCir88HgbAK8pMCEmk3j6JE1p5s+zJHJXIuYUKrfwrjcNYLfZOASNkWowLhpUqsVYNSijoiNdTYXVXO7Lipq5zYC+yMZ8pN9sEEgJOwY1qULb+5hPM+sTm7dSZgOmZl0j9WBIgFjVlQtwCzW2ahNTd2wqSRMjqmfB73XPuyt5NZ8eP8c7dfH4CA699YqZ++VkTeQjEV0J4LUAPg/gYmPM0+6nZwBc7D7vBfC4OOwJt+1pzJDjFyvsqU50OkKCQjyAembn5CVlUPCeDAEKdv/YxgNc6qvzp/OD7vrbg3raN3MyodRXwj0Oj3bEopvp5MNXxKspxcFCtjx+DATyP/eH5BnSVHI/MJAPaQ6FZeL/Cs4LQxyFg04/yuP7hEOKAzg4Vy5cSTvnGvbt9u0Jrs6CtCtFFyefRdcn7TwPwdXsA4pyRKTwEHQmA3c9+7/EcT2OXZmmBBA4G8kbKCgUUDbCk4lc0iFgynSfgyWtrdmlyXEnoh9ysqNcxYkLC+zo6fchmRsYiGgHgP8K4H81xhwhkcprjDFEa2PRiOgDsKYGlrAMKkscvrkeBAUAXluQMk+sQgoKOc8DoznbjdLmHcqPjwAi87BSN2afGZHjL+J4+PjcoaRdPjgrFwqeXXXK+cel6u/dZ86civZ3A8aHOg9oG0NJRqltrkV/sy/fDgZEg3mWW1iCYnq/7G0IkarhPZMVutrkeabtt14K6zHQMIB276aywGsHvOrk3XDcA9BiisIBiPN8yHsQIC1zeDi2oTVDq6IGOfQNDS5SBaDXFpk5l1eCiCpYUPhPxpjfcpufZRPB/X/ObX8SwOXi8MvctkiMMR8yxrzeGPP6CmOgKLBv37NZUPCNpWF1EeiPXEw1BR4EXr0TL0fKLaxV0oCbTum1zECKI9p0dtHdTkSjAE12Rw6RnKm6PdSXDBBygLBZ1YI8GSv3Sc2JWZrCUGQl8zGcxCXNyZzkArAseMV8BADUuuyYMGkQ1JBILkFyEBNTYWIqz01MmZuawTv5+05MCu5P2R++LyJerb/dl175Aqhae1TCPF4JAvArAO4zxvwr8dMnAPyQ+/xDAD4utv915514E4DDwuTob8i+V2Lv9kPRw0mLhrDPPWW8gWCbyhdHVnGKOIVM8BJLiFcoguaAEKHIMky6dfkCaRfOyptIJU0bZ7Dx9mYPIHANgzaZeXzdRsRmhG1v95Xgvpjo5M9U/uVPZRYo8D5pJmV63xIcVDLo+3iFIcDruDMTz05OPIEp/nybhceEo2KnImw7BYd5Vu2SEoEDgpdiXp7hku1HoK68fOZ+3evOlm8C8NcAvIOIvuL+3gvg5wC8i4geBPCt7jsA3AbgYQAHAPzfAP6XeRpy7Lo9uHnFKhYSvXM1EULjB2Y8se+I2ggUUj+zvY4JM6JxsfqZl1Xun7te7qXkl2mYhe8ObMk/yMCs8BcAYUidT9vJL1bqiZAcgvzMxWf488SM/DYG0ZzJ0dcfKXufxkNEx0t+RJCR/n4cW2/bOuyp6JgV7M4cGKwpCEhTMQcwPLHIwjISHNL7npf0BTjaMgDELK2hNQrXrzyL49ecN/c1WGbqGMaYPwV6p8d3ZvY3AP7WWhty9LKyl1eQ2gJLyitIbUHyCZb4C6AQsv+6rkYmHG38fhyRmEr6MrXiBcpJ5MaCzhbgkCJBIgqfje43DIqUt0jJRznDsEcCQASQOfLRAiV1QJLzB+xMxtF6raPWutxGri/mMdOi8mds3jhOR3IVTD7KdTvtNWT6d/ic5hl0U9j729Y51hGBVguz9TwrY2tacD+1wgyaiiUCrLnj8h4SEjIX0yGJWUXaLjGQcljCrGqNwtHLCqw11GnTRD4ee8sJAIhAQc6Ga/HfysxAyR+kpoQUTuZhbWGel7YTgZcgeMovRCx6en8CBHNkItdz4EE+9pWquveSbmNuJtWY+iQiIU3IdOQ28B9rDK3QMOaRoWsPE8jGuf1aP3hlYZwcuZrjeGLSk3pNiXStjRRY0kSujtYgKoCzRrUezoqFg6Ck1pDeq91PRwTtoTevvS7DpsmVIArFVtJMyTQQiaW/EEbYvyDtU1hT1VnO+gwGrC3IGZI9A7NiGPp+k1F4UTsTzSFnDoRcgtCWsepf2bivHoUsZhNcml0vhPw8zbnwxH6clBYGAPdn0BrSgJ8+say87gUZWWbf7mtQd/biqw8lluX5EOU0DtlWnbn/lFhOZ+pIaxBRuZakNMGbY8J1FGRyX1drSN9z1hoqtF5TymkNs7w3Q7IpNAYqCly452hnJo+jG03nT+6Xi2ocIhrjdF/y36WN2Kfmt8ksk9rH0vbLrfAUziPjF7q/SeKwohbLaupBwSdlJV4b7g+5TxpS7m1UT4ZS9JdrY74fgkmQ3t/Q7MganQ/6EaSsB5meFzqO+Iz7eCjIKTdIcpqAlFnkXkpE9mkNXI0qx6Nk3aHC7OiCwvxaA//ftfsEit27Bu8llU0BDBhV+I5L7TLekokGQojzeiQ1H3pffq8uywpJ4f+sqksyck7+9bkGc0VZShWHS3ev1UNOmrgeYJxOLhbgcXUW5gmrlaRYauemWo02gcCTeQn+946nwbaVgSlKyHJFZllbk+aL7BcOChqrOms+DEVa9ol0O65XWuedmLiqXhNTQcMWZOFM2ZDHkfRLYvoCw/Eh0n2ZemjS/vjWy++HeeVcwcdeNoUpYagbkQfMUj37i5vkzA6pIaSzRw3rjZDagj0mFNjI1QeIQqwRFnKJwl2NiqPk0J0luD5DFMwk7pPL2vmFYhLuQW7jc0hysmCtxpSo0GCK0h9TCJI3ahO6VaDT9nHJ+ZDajHB/4tgWtmyaNsqlEWtAEHDcf2F/1QGDtL+7kYuBa8hpALNIYbmy2bwSNM7gQfITmyj3t12tuv1CWrs3XzLn5ImsryVc+cmnyvN5hEnR1w/zyqYABhB1uAUg1hYG7W//PfXj29WBZzHMtXuIrecRKAKHeaQPMOYVCQ5c3Un2R2TaUAxY/JnrPMrFSmTacbRwK2IgzhKyGU5EIy6tNq9Eaz4IoGhBXltLr5PjdNI1JRTZsGlFGrUuI7OCXcS5e0lFhhj3/p6chwlYue6orJTF7Us5s1AlqvQ8hILu+P6U4xp6XebOHLOuZPj7luBgz2NgqrWVINwUwDDdpbDUKdU9DApSoriHRIWUKpvUJGTI75TLiA2AwHoGuyQdc+jN5GNauxGAXxQl52HwfvsMYRmAQIAcqY4t6s+H2RF/UsNSZFDrrsYzFO8xSz2X2hqQz0mJrxdrEZ44VI0HB841mTVr8n52Bp8vw5Tvt9FxaXv7G+zKXxqYoAplA2CLtSqlMeKdybp6fd6O6ZpeQxOTgkjLFsDlyws6WVZTPPaeXcAXBm8vkk0BDEYhmb3yXogh6eQjMCuLuNpQx4yQ2oLpy2GIo9ZysxjbjzPt9zkApqLWlwOXEpkGCbfA59aG4iXVlSDnhO1qI0W7ZF06CEfUYmKUN2UkiSb7lV2Xafl+3m/eKlB8DSAPxqxlROf03gB7vxIcfBuE5pAF6bQfevYLbtoCjS7ywONMJmhgQhYcCmUAAiZmhIJW8xqwAAf7jMMsL7keJt+tx8KCg6w4BQAF4tJ3zfLaeLpNAQxAEuG2BjvPHhvcRhJQcgOViR8ZkMTaQs58GAKFoZkw9ZVLGZphtSFUyqCi2q93Ge4z+KdDZWheBauIQM0f517OsVuo1sc0yH7qGaTM+7SaC5NU8WAlDipSUMZ0XHSzNBE2I+JtgcvplK7r6Xuu1ciao+5xNQ62RXJB6D4z7nNbwbrA1IFvWg4/rO2h0JLBqi6xpArfRhvMRGhRYIQ48Em6KrV3y6ZFYzPPic1CYS62oGzw07yyaYAhlaG6Cn0yK3AnlcCmdysVR/vlyKw5QEHGLkg1lIUZ97QiNsBxBwZt0g0MFgW0O5d9YRutIr4hOsbVDShsqGJU9UpqVrn7qB27vqqrzu98bnezmFCDJdTBo5HO7Mm5NVy4sCCFrU0dCqu0nnDNvw/h2NZ/ZrPJk8FzEnE5c0JqDmw+THWJ1Fsjv9uBb80JKHhzw9a7DCbr1ASOJNVq++pD+s/ODGWTszCx+cD9tt44hk0DDLxmJJsRucCOnPRxC0PBHeyh4FRflqH1JOX2eYjGPjXUHh+DRAoOfPySqgGNjiZgV5BiwIk9E9IrwS6/0pkBtSmgjMZEV1BKR4x+LvhLQ2GiK79+RgrKUQ0DV8xmagosUayNhP2lFhWDAksBHZOnHmSHJ4VU6+EBlwsVToFiKIw6tIOcmVZ512Mq3D7WdGxcA1kwLyhUfBaT0Mi0wZsTBU9ZMpLf1b6FkAqyK5qzKdVXWXutDopNAQy7V4579TYXt9A3E0rxbqA5ZwbpL5dmRHzdYU0hrcGQ4zlCkk0gA4EQYyBBIXePS6r2tmIajiyP4e9jVyA31UyCxqJQo8TEuFkGVtPigcX5Eq1Rfv2Mvvvlew4DgrzbUvZJekyfKHaxwlZHbh0YSf9/fL38M+OByfv5vkraItuYBkelWh+bECGIqZuXkpKirMV474oHAGkSdeM80jwcaU5EoOC22+fHEwZQC+2uIDspvO5t9+Ohnn7PyaYAhm1q6gEhtn1nA0JOuHPTBCEgn7gzZEYAw5pC7oXPhT93zxkAAkBvBBtnD8oQbavSFrxj1KZVXXrtS0pqYmlDmOgKLRFGVFjthBq0CNmlHBLNrLcWg0VWZo6zPS2w5EKipUQAirhAS+3cmUhItTYBiA74yDaKdlWIl6Qb7JcebaHRts95uUDZD7nVxGx7yYN0en1P5joC0YZF9yxi5Eys3HZOYgOmmGDkPUYpaF6349ns/ffJ+gyQDRYCPCjIJez7QCFHQoVoMRP9zx4vXJV9FZr6PBDRPsnM2b1OHiDSa8maCum5dHJ/kg1nVVWuR8G1AXJtbROAs7Ng6WstcKo5cw7pMnE+cCtJDNPGukO3q1Wf4p5K6kIOPELGlk6Ol0E8fN88e8f9mvdiAHE9jLRfciLby2aYTLgK99LljPiz3N4b4o04EtIXjaW8Zy6KrIXBEtVYdv2eky3PMQAi/l3MErnMt7VEpwGJpyJ9mZIXU9poOXstLSgr1dLcgLbHxOeQM4tcCCa0N8zGMszVzlxhQFhQKzIDtUCJOPOSZ60KjXOn2ShIXgpeQaMyNqci3HvgYDzQJuq2LBhjQ64b/5uUoJp38ypmLcPXJ+xJKDDg2kyeiyQTh4hq3q/WhShbn29nh6MwYaFh7VKv/TXX5YaP+R1+Fktq6syuQgRSWe1OeW7CemjWChCbQmMAwYd3AvAmgK80lGgDfTKLX+iq0+u/fTkDy22pJ4K5haH8hzTGPecqk1oAJ+bwyxqnA9vPDWsWDhD45ZRmUe0qXwNcuSow2ZIPiZJ6xDOpVOOTs5Zo2iF/+wZem5l5T0Vkf+fIxg4n0vMeSVOFQWFVl0FDi8jTjMkxMBnkpJsJm0mhl+MCoVBNRY0NmkKI3JXnycWorEU2jcYgk46k7VggebAZgrE3ow7d6s9SWkFArjelOp0t5La+1N3QvuAZkNWAAABuFvYvKXsVSKOITCAFONLORrx1262E94E5gdYU0PySsebgXjK7rwvRhiX/vI8diEKHFWksUe0CbhQqip/RelJ/c5GPUSEVn42J0Hcm1pwkeSjTo9NFh2V/S2BuHV/DJkTO5EyDjuT1ZI1OmWhWue/pqt9M+spiOdx3XosGvIkxckVxZA5QdD7WHJxWt7ZSsJsIGIZkiNnOVWI6FZmHW2Dp2Lg9rjn/e8Jk5yIX0+88czWavRL8oLvXDiaI+42CCbKqS0ABq6aE1m5f1QDem1GjNTY83M421g3G+Qa2ElFY5o2lotYSl7C2eGFKFFQPxi/0iTTrchmwaUn9jhchAa7eCEdjKyx3tAvxnq3qEqu68v0/SwOY5V7363G6PJc4aIk1xthcYAI9BkUxgSIOEOM4EHkOuDUv15pQtWmAoW9Qy47gAuf8gsp90mMAgGsCZLMtB2xGv88aOrOPzU5dlCwcQy8lB4CpGZFei4OcbFm1EIXnZzgQal2GGc2Qq8/Q2hgJYarZ321vpVWzbHIWRISh1VJGbrGa1s2CrVFoibw6m6ZgzzIjclGnTKz2BSB1PrvZn+MVGFD6NMtAGBY2F8RYE4I1hT5QkP1srx+DA2tzZXK4Lc1m7yN9NxkI7PakHqVovyyiE7Jns83sNZ2GZFMAAwmyDQgqFKu9gFsA1alPE1SRagXMwT9soE07S4ZUN1lrsQ/FpQci1TK0CRqB7Zs4bNgPBqOgXWQdv6CNLmzuBIdkK9uv0M4uVdw2W0JtCTWmLrqEIy25DoAMz+Y07tpouwK00UBm3UbLueRdw30kcM4LwIOczTRproT6izzw8loZ93/t3L7eFWzgtIUyuISTa69HFJkoxoIlp2VkJzrxqkgiN92vQLduZ0Ghitm8simAIZWhQaxgbdqJiyNjjSLr2unVFOYDiXTGiyP3Zscq9MlYNVmzI1WNV3XZSbuOtYV5YiXiNje68Nl/NQr/88SUUEZ7r8JEBMlwP6bl9jraDNmgqALanjeTUMX3wrNrPOMGcyntm1z/8DaZatwnueAz2R7pZpwKwtHef8wfSW3kVMRPEqk57E0ioAWHdWuvAefPZc0/m7Yf/2bjILZg2nVf90aqtdtJsrLeDhPeDOmeksiaAwmOeAyhyjG/sJ5qPlFNQFdbASJTUq4NIUnK9KVd1aV3e/lzG06pRWT3Ko6o4wQesKZQeDBRhgDVRgk+XDewNcpmJFLjZ7DalB5wedsIYaDLtTwBCI3CqrmVsQrziNrOXBXKt7G5MwPgMgM09z0ifYVmEbSmeD/bT3E+yqqughYxR1i+BDe/UIyoqVkILklGP/rjJa8w4EWY1UcFaRQmuCzD8nmOF1qjprNJgGF2MBLv0iIM9IpqKMQdOitfwr40oay8v46wZzttSLSMvgE9NINIEyK3rzyXNCFkHoSmQD6m7Wu0c1O6bTLngv/LYi0+8YoUKi6RRjYaLyLBRDQqk5DerQnJAXDqs0GabpX2U8yBCFcjQsyK9cMXESPfJ1J764DHrFgFobFYL0RGMxNagj2nC2WPwD0APl+XlxAMCW/u/kV/pvEJsihtC9Za8yI9GOGa2plyNqR8vbI54hgGZChiTHZKgVDAJF2YZK21HaLrZGzc+Y8Ng5qrO+dcaizWbo7JLvk9hBynQVccDaj8X2OUd2EqGJSkUanWxz1wABO75PgFPa7HnVRoe23LH8iVsYeCdXKBZNlw34Fz+KUE+kjD1MUbnddpPrrMagtRrQY3cBsXyNQ32IHwDKI6mwNaRbpv3MZukZy1BEDltAjON7HnWr+XblNoDCf0KLs9jVrr/A5nQxs4Jjp0BiNvLwnoEF323axaC7K8lyc9M1qJn71EklQ2FyK5N46yy8XV20HeYjUzaKWfPZVo4RqpwpMAFF2gphIn+Hyksinslt/RqKl0s5JyplLantjnDtjCJTIEOuUXouPn4ApyAJ16HkI1qyKa3WNOJwSh2X1DH/GMD8Tmgb9exp4P7YwXHJbXTe+H/8tzh7D1+SYizpmQbmbW4mAU7jp+8eyTCNkUwPDi0ZVTOl47cMgtG2eLYYTOZVU5xKbzCy4Z/NnSBw7pw5eLvXR+Ey9rWpQFEBoHxSAT2hqCb6JCIX395AFLhJtTi1VtcyKWzdRXG6qo8eZWpeLVwb0r08CFVOevZQOe1hpa0y+yv3XqruvR7EJ+SL8N7+s2JgFLZQQCwWPDV9CmW0VL7hv+hwhX1iC4ilYcu8Cp8l0zM41liO81AF1hkjY79/Nn//tN2Xvvk00BDBslsuRYGiIqP7cIrh0WjgaM94vtTCAe+LWIthtyPSqYjhYAxDkRXAQkf18K3FRpZpSqtS41EuouWXBg08GfQ0RKymhJztSsje7EVrBWpY3CFEAB5VeCmprCh7LLdvl6Gs7Uk8SvLG7KpeLltSTPIHM0+Cl1ckcyz2QtniLmGNg96Qd6D9C5T4Jk7Im4JROtVt75XZhinuD1cR/pvgZczr+PRFfJe8xcEAO2orX7TzYdMORn1m64dO/xqd8a+bJlOftsyBshB3dKTPELm4vJ79Mm0uy9NBgqbhdZRdHNPCValE6LmFJYs4DbaX9zQT5utqlNgcbYAVlRUO/r1h43plDMZUms8WTNDs4f4JcuNqlGFErS5yS80EUECjmXYS5xTYln3xrlE73kWpXpc8m2I8o3CaDguYUkZiR9BqpHK5McQ1jxK69JpMRjZPpukJwKp8ayqYBhLXH1fTefK1Tqi5CQtusqDLC1Mgilo3pz9F3Gh53yIX3uofDyWXcShzt70PEu1tjF1LFt5XXIHsHH+/gFaW+LxCtQKAvH5+bj0viK2O61VZdG1ELz0npu0I9EGXQOkPI1GRBrB3Hos3QXy3Tsbv8Gs6v0fdTH70hJK2fx4FzVJU7qkXdPpgVu4opMs4m8FBT8GhPoEqic77AW6cv7CR4Zrs1w6rIpgGFesJQdICWNMZciV6BicrIg7V+urIYibMSgeg9LmiEp25xWcQJgSTvMmcCVRPNV1EZ1GXjAy4FtNRzlXYelar12UBvliVdr+4aEH1+OPCEt5axYUQMooNWWfCzIYInsoip8HyOx4lVrlC8Rn862MfGnOhGPESAIQE/BOXU9+u2CVPQuYLKfJSiwRpDGjQCzZ/OghcETzbm2FAhcA/MLKgMa0oy1ZlnMp6xVtFEoTqzNmNgUwDA6ZNXYPpJOShrEJKUVfvo+6auGcyqS2uX80vaCAuBtwOCKTAmmfo1j1aXZ8gAvXKg0uyet602hBKBnzHTB5AiDQt4PawStoWiGW6IaUyrQGgs9I2o9YamZi3BpwZwaLMuZ+z4QoNAJMJP9J/pRUfDo+CC2jGchrZXJUmvKhzxnclpYigQoc7+lADKkZWS1CNIoBPfi3/UZkZ19Y4bDoye6whW3HcEDva3pyqYABph8B3aQNAcGThMYEu+eQpgZJSKzSAJyqH7kkC3LWXrsjuxLu07jFeS55WzIcQiKgq/dXie41bQYHFH8P1HnZR+a/QKRaL0VQ8Kh6dz5CjYef0nVEXCHeo2hdmIcpxEDAvMcaeAYu3I5mjTt18BRxACc6+PVJOQ53FMPL5DWTZgBthKYIrOPQl1Ta9a2yXEWBJjhycW5+M/i/Uy5q+CyDJwY1Vs4VyKN5JpXeFZjYqxjTqyBuxhKF84lR+XqMMgKVDmA4OIpodJPvgiIr4ngVPtQczDv1pQpwmx+NDAoVYsKGhWF4KiSyS+RdckDkqtJs9dBsuHMnrOpsGRqwTNYMySslGUJzrhWJkWmU2Q2gCJgkIM6SiijWDOIz5vP3pRuYXuvynNJswZ67AEJOR4yAErWXoBY+UuGwLMZW5CJTC1+X6coMEIbhTTLSa3jxkRIzZYEd1hde/18w6YABlqt8Z+fuQV/49I/BrC2gbxescisOtu8a2zA/ciDvFfdB3VmNI7JDzUau+oui4y954E2tEANv+RNzs4mZ7s7vzyH8trzciBM0Lo0worPBYLZZoNlar90vZ3xXOitG+idVagIFmD4vgSfkiufV7soTI7pyGkAVlsIZGKqfeSqWfFAtm7ZuBQ7u24rwatoAci555KaEikx3LfKFBdv5T5Mj9dGYcouYOqGNK83kvGTT7wK5z361JqOmTn6iGiJiG4nojuJ6B4i+hm3/Soi+jwRHSCiW4lo5LaP3fcD7vcrZ13DtC0ePbjHf+8LFgICeeg/Z8jGIXV5LiKxxxvgt4m4eX/eHi2D/7QJ60zy4JB/0fWZEJTaSJYtt6DQ6CILCkoE6bSOd5CDxavounAuOxHgg7CUPJNkAHMJbZQZOALXe2xDQpvLERhR62bH2EvEZoMECGkycGEaCRBazIRhZXHjQDEQsbL0XaMLnGwrnGwrH6vgoxqF1hSr/HG4cy6yNNYWTOc4/h6iVkNQU+gf4/svPGdH3qL17/pQ7EIfWEhwevHQDrSHDmf365N5puVVAO8wxrwawGsAvJuI3gTg5wH8a2PMfgAHAfyI2/9HABx02/+122+mzMJC7oC5Q0QZoZ2vmImzqbBf11OaHogj8HKuIwkGfVwC0AWT3HceQEw2ArFL098vui/3SDU+yCkeEMYDgucgwCtfKZxox5iYClNXNdreq/EEI5ekS/98boMAh4oaW/oNwYcvPQ/a2MxO329QEQCwacCxBo223phVXUbp0QwGfH720tRGufvMhSObyJTKiQQZCeKyJkYuQUqCQkG2PiZv437k48MzCxMHf2dwYPev9GTkACNek2L98QwzgcFYOea+Vu7PAHgHgN902z8M4Hvc5/e573C/v5OIZo5m+u97Zu2SDV7qVfk9osaqW47D6ERARjZxHIjD2sJgimwCBnKW4+2lalEm9R6je3MvZO0GRZ28mLkXmZOlSiY/weRkDCCyjUrMnAAvZ1fiRDsWC7UY34d9pfSk9pYW8E3DftkDM09tjFC9iXw/dQPMAiBwAdzGAal34w4ANJ9Heoj8tTMaXdqXqZsz1ji0AE5HOrroURuy30ammyTH+Xu62lpUl0LEcmjWRJN3fMefLffed5/MZcgTUUFEXwHwHIA/APAQgEPGGDaUngCw133eC+BxAHC/HwZwfuacHyCiLxDRF2qsYuXxNnLTSJGZean5kMuP4IrTKWJOherqI8/Yr5xBVx+W22NOhPb1+89tG4PqP4sQag35Gc779WWcQvKCRy5Onv3c4GncecJ6FX3en3jWVGxmmLBO5shpBBaM84PFzogGI2iM3D1zBajoejDeBTnk4YlmYk5KQnwvESiYkF2aI2lzCWXd0vu5xXQDYMzy6sjgpkqlWpUF1iWqvRYFoPNOyJqQEhzSv9A3w5rByhP5gjlDMhcwGGNaY8xrAFwG4I0Arl/zlbrn/JAx5vXGmNdXGGPnfYdw+7F9/vecmr5WiaMfu+HIMZdgOg8gMkeS9rBfnb0VOelzm4UBHsKYw0weA0D8UoaBzy9/aLuxPIO32cnzDl0wyUf3tQkwBx7AxTKge5zsv1hrMN7LwAVkWWsLlZdVL0Bw/+S5m3gbawmpKRGen/XMpAN7CBz4nCkRyeaHLMoiORf5PGRthspxLWxaAeH9i/N6tOcdwruoo3fRa2+JNpGTrxy9HDu+9lL2tyFZE/VvjDkE4NMA3gxgNxGxV+MyAE+6z08CuBwA3O+7ALw489wPPYqHT1zQ+3sfETkkUg3r/CZMjdxxfdu62kx+1pOzwZCWIF/WXGZkbraXNq9vh/By2OXUQiSkBvkXVRJlpWrDTOxe3rQ/rGciVCPuvrQCSMX57cwdjuncM0KhVnZRxjkjwYSQZhXHIPA29jRI/kWSigUZVO4+00HNxGLqyagTQOK+zeVEyOfksyghCxiHwc3gwEl+Ha8HlJ+QQgRqAIolqrGdpoNeqnT7Y8f3QD/yeHbfIZnHK3EhEe12n7cBeBeA+2AB4vvdbj8E4OPu8yfcd7jf/8iYnggmIaZpcMfXr4i2deLgI1fabFCQ/9NsS/Yjd2c+PdOzMUQ4pjJk30a2bDQbm2iWyxYMFZ4J1hT6tAMFOzjGReNnUHZXliL2gFfF6twDwvoFsv/lYIj6A4SJW/uyFQM2pLoz225NiloXblVt666cukpKtZaxH3b5+cadr9F2Px+sFPEviQkx8K5I0lICbp0EQLFJlwPvoYhJuz0ARerSTcvxS62VTbIlarBEDUZOmwgmZuhP2/648nkLhQMPvwJo1576Pk8cwyUAPkxEBSyQfNQY80kiuhfAR4joZwF8GcCvuP1/BcCvE9EBAC8BeP88DTFNg+WvbANuCdti1T1e4HYoDdUf7zqMI8lyee0FB0dBVEZyPmQZVDKPm9Pulw/NlQv0Sn951F4yKKhFrYsOIMhy8NH10Ac6aZGQULehcOs4looJsTDAKwbMmcDbdRVzW5iHsNuU43aUP44j/wrS3lRptNWsprr0mgDXqhwXjQ1114jMpTiYK7Qr7TPusnRQp6Xf02fMBW3KzASS649UPFnoCFhJ3nLEbpu818GMDVqY7F9OwU7T1lNhrWvXVyuYZu0cw0xgMMZ8FcBrM9sfhuUb0u0TAH9pzS0BsP0ZjSPtEnYWk9590pJtM3MrXEfXgP+f1urnVX0Ap4oZrsjbL2lEowy64e/ptj71z0e6wYVE97yEbEennokUGEqVP16aDZGP3QGCZ89J2rRsQxtIm9YGCs2eiTizsgBHpYrVrJ0wKIT7EWYECGhLlNnaEhSAkdIIRNnXifnXISXTpLm0CC+BlWtZ42JI0sxY1lBZY+CZnzmFNGJXgkJac9L2wQAouHs42i5h+7Pr4+lOb3jhGuX8zzyOJ6YdB4YXqcpKSYnBNOUa6PIGkQsy8Qm3CHYqkNcWZC5DfO1upF/nWAEa82ZvymvyOXL/7f3kg24kl8BmA68klYICs+cjH7fQ+Nj+vrJjaSxF2B7PuJ5MQzz4ZDajJGNro3CyrXyAVtpnQ8lKTCSm5kYqEX+QaB21B4uc56pbR0OGQfNiv5wbkau/kHJhPiDKe4dSzqN7D7mx8cTqHuz+k0ey9ztLNhUw6IOH8BsPfWP/76lbR9hjQD/vwC5MAFk9IFvIpecFklyCTAn2RTx8UE6IdOTvgekWUY/CNy+DcaRNGy1gOwAicqaLeAbISL9EQ1BtBG78kqbBSxYk2sgGZrPB92NOnU6Y90J4V1ikt0V6Wvh8PKhb0Yf+WCY9Ee/r+130b84bE55rfgKJ+zd4kbq/hVgEGQDHbsooDT0BVvlMZWo5k6qKbAr9qotn6dSqcFoZ8zg8If3+g9dDHz7Sez9DsilyJVj08eM48ehOtDf1xw+wSLVWquLAcMYl27VADDQWnZMqTDDQMB0okanAnXvImBB2e3/UYrxALaJjcvyB1xJ6rp8Tns1TbcHeu4jk9FpFgyVl/e1LaiqiHk2WpKxIe7AAwgCRpCNXbcqVueN+kF6FvrLxrFr70nYD/TNEDOY0wlysQiW+M+/Qx8EEL1JwLbIUMJjCtdfYtTvstWItszKtL9bL9zOFBI/SE8IR8Zi8b/TYNugTJ7Ae2VQaAwBc8ckax/UoiuiSImfr4M7R2Qfa58XI8RScDsuhu9LuDO7EPr96vt4CEAfHSEltxqy5Il5wGcXH23K5ETkvAQ8iAF5LkKaDb4+7VwsGtQOHKbbT1AXlNIFvgEEF1i40quReeJ/0OXJ49yzzKeVRZP9JMrBMbP40OjLXH/L8fO70/fGuTv8eJO5iDGtvufKEQNAIcu9KVDPCKA8GMSgUUaBe6i3id/GEHuGK313tbd8s2VQaAwAsPX0MT0zPx/6lZ+zNShUUUhWzLxfbb4UxEQh0zAM+3ii00ADimYZ9wxpxIU0+n8V10fnJg5APlWsG9M2MQDzbp/EInIotzQLep1QtbOhvTHLmwnJ5UI2Lxg5eMdN7Xkb0L/MKy2oVS6rGdrUagYLtJx39527WCKqxB1VosVBQrNEFNToO9uL+YD5BulY1CFBtx2TR1DWfot+5T4X3wvWSb6tMWuvUaUiulya4pdcC7CI+QSNztT/dIM7xDDJDVZYXTEsNsrYQXZOBRWiqj0/Ow+jpI1i7o9Ld8zqPO23S3nN/xDOkqyVLYeRMbWIZpx//6YghZqDp0xoG22lCopS9VjcSsC8uIJyDotJiOSIxeCKSaMkEBKK/SCOyyVSlijUElkpZk2FZTbGjmGClmGC7mmKnmmA7TbGsVrGsagcsuqPp+HtB7OMPyUZ508F7Hpw9zDNwVwuKU6JlKPRQXEGODASAlBPqmG+CVE4lCpMeCOVO3b3secgt5BPa3DU7AbumKMsUsbYABM3E97cDmN994Ea09x/ovd4s2XQaAwCM/9suoKcMvobyC8wAChNXWqyTfSlWpcqJdV3GL4Uvi54RRRrKveSpGp9bD8LP4G5hlqEEnu61hKYgXmSpHch9+wNrXJGWiHw1ghSzf2Nl4/aZU9iuVrHstYU2srGtGy1oCAUFkyHiTVh782ZYbFJYDqGw8SPCXOB1OJW4TyXAoMvDzO7Xfk0gaAt9x4U2xDxDegw/n8JdIpC5cdUw2Zcy+lHyBVywJeSq2M8TXdmFiH07VPRfg7VXwvm/uzSzX4Zk02kMAHDRn72ALx6/qvf3EHNAbkYqI/UUkAhKieoas7oyOg+A8DcHBp4lqgJN8YwgJecZkC/IkPB+s174zgpJCTsf2hy8EZJbGCtrMqwUJ7Hd/WeicUWdxE5axTI1nlSsYLBEBhUBBQEVARUH42TuPfRNGhXZjU5MtZzQD2FgNl5TykR8JrwCSzbwK3qeJgsKsgZm6lbu4xXkZJBqC3Zh3/7nKd20MvmPNYwpChzX42xAk49KhcLUlKhNiS8cvhLnf/aZ3uvNI5sSGMyjT+KhYzZvom/Gz9lqKbfQ9zBSYogJHT7XUB5FbmWlDr+AbsAT/5YjScNvYR0IIG/rRrkOpP2flIiNd/0R3JONAwVrJkh32oo6ifPVcayoKcbUYuRIRQULBrLXKlhw4N9Y0ufFKcYhgzOE86ZMuvw93HM+OGkeEJhX0qhSGV7O5+4La08lnVS4joJ8X9P7YW2By7qx94KT0Ca68gDQbbsL4TZcsq7AY0f3QD++topNqWxKYNAnTuDuT18zmA/BHcX+WxbuWJnZx8KuuLQqERAekDah9FdvpGIEPsP5/sxXBG+HDH6xqbkpK84zPNCXWGX37WXkTUiaYm5BagscuMSeByYdd6oJVpQ1H5ZIW62AAgBwb1kwICwRoWLVOaetQLsAqmkWZDWos91rAkl/9kV89uehpBmOxnkzAgAPhX3nOIRcsJj8zXJU3YjHcEw3LwdAABBhVnDdS666nQpvZ21Bas4vfuYSmNX1eyRsWzepXPbpVTxV75l7f7lYSfgu0TRGXA0VxUKkNQb6ajT433rMCuk3T//k/n5wU4uxcip7j2prj5kdry+vD1hvxFg1UYg0g8OyWvV1ASpqsKJOClAwXkMoAIyIvGWr3PcxKSxRYcEBDBYhtFcSvl1zgnwsiC231h2EHO0ng8LmES5WM9QvleNdUkLTt0+6hDO8RBolyYBvszhFgJMDRv+uiYFv2xSbEKF/rHYhw6hVrh9FIBxnpz65ugd7/3h9sQvRfZ7yGU6TlH96Nz5451/w3wdjGrxPV2b/hYcQ/pxrroc3kCHMSs7uOdUf7kVgUi8DDnJGy7k047/uDMZhsfJPphDL66UvsK/k5Oxkjvvg8GauxbhdreKi4ih2q1XnebAvBYOC7WeDwgHAkgOFwl1viQoURJE5IfuMazmwCdaCQtFXU0SALD0OjSs9x9F/Q2p8Pgy7XxsABGgKcpQltxI3PyOZbyIl1RbYU5ar/dEnKY+RAkbuPC0UJmaEialQmwIf/8JroW6/d+a1ZsmmBQZTT7Hzj7dl7arUDJCEjQSH8N35f0WHS1elf2mF+6sg4weRLNzSaQvFlaLSF5ivn/NcdM/VJTFTUpE/R65Bcb9BZc5rGBW12FlM/Cy0naY4r5hg2WkKFSwgeFBwfwpARYSKFJZpBAWF1rcpvUacFzFy5oS9b6sJ8NJ88h5kfoTsD8vexy7HXHBXpy9gOr+rBAg4JDwVWew1uk7mPcgGlbmZ3hbyCRGQ8YI76buSJ9DDtaW7NKzBsaorz0Vc+NkSpp527metsmmBAQAu/tODeGByif8u3TKppOmrQJrQFJdF93kWpDtmQwCHbvQj+6jl/yqTvpy+LKn2wNu4PXHwkTA1VNieut1Sv386WGSVIR/AJHiF7WrVmQ8GSwQsE2FZFaiI0CKkq1tTgryWAAAVFdDG9IKDNsoRaEFLk0vWZZPLEAKaShHIxH0RCttStj/9bz2kswQFLiibS8Ue0hb43hisOh4pQfYyvyDv218n4r7EQsGdiS1POE4dYX5cj13J/RIPHr8IF3z2+ey9r1U2NTDou7+GWx96Xf43xGYESygCayJNAgg2Gf/OwlpDWv9AmhNRspYEBVfbQJoVQH/AUuc+UhMDIbMutWVjoFHRIJBeCI5d8CXLEZhyvpeKGmynGiuqdSRiPPClKAAtAgjUhsOr49cnl1zF3A73MfMLaZIXV622/RvK58t+SAvb9pGQUb8kM7D0anBiG4vUFuN+D8FdYXtCPEbftY/IBYAKbQwKJiTiyfPIZfxygMC1LWpTYqIrnNBjry2smhJ//uC+UwpqkrKpgQEAdnx0J47qbrCGSrQBCQi8bUjSRT9Yawj+Cts1nHaceg5yxUxkYlI64DvtTwkvxKm9EiD4uvzC5xaG5XNG7kzVolQxuLEJsUQ1dqkaK6R8KxURaqNRG6m2A7XhkHBAG4MaLWpj2YMiUt1jM8LH9TsG3Zt7SRg5r3lh2xCiK71ZlJgY6b3KPpDf+zQHJuxmCZsN3WCmEEsBiMmIgcClstvPzWAyICDNzVBCz26nCET49+N6hKN6G044bWGiKxysl7H3t6u+S6xZNj0w7P7EXfjlr39zZ3uID2c3TZ6wqajFCHE4cKTeJrMA+5ylm8jHvA9wDUAa7Ra0ldS0SEFBhjvLaDjVMyj4t1RK0p5xH6sm0mAUDMaq9urtippiRVE06zMotHCRja6ZLSwB2RqDidGojYbumG3wrkvpQmOQ5TiRTtUnF0XIJKBcU9L3i/A2pW7HU5FsrU5285J2laPs9z7NI3WLFqSxLNyzXPg1vm5Xa615NfBcuDMUajhNwVQ4qrdFvMIJPcJtD9yEHb9z5yn1h5RNGRItRR8/jqOfuRj1vsKqokZFeQ4svFp2zq2lSGNkwgPRRtnUWdJQRqMgF7+QcQcxB1GhRQ1AgQCjIJOq5P7hmmx7hyXR04zL6D6NyNw0nDlqV7FOzYaUNfckpfdEhOpLLNLOXSpqVLAg4GtGwA7+7msMry34uzMGQBsdWxF1Fie2SVrBNWzbqn1NhjYZ19rYVahTUdGxYbm5fi5hbYBRKls2TqZzDyVV+YpKGXCycSKW/FuiGmmFMY14nVWFAApT9w4DMSiwpjDRFY62S1jVla2RaUqcaEdY1SVW/nQZetJf+Wytsuk1BgB45ceexR3HrurEIbCE1FMRh+CCnCJPhJhleTtX7QXsiywLagDhAbFJwRpDX4BMn6YgtYV5X9xUHU5DnqPoRxVyGiIfPYL/3M7OgWidGKCG8aDQl4nXGqB2f75tACZGYyLWpiyIE9q0X3YtSlYTqrb0/4+UDe6RZe1icjF2ZxaZfk37TfZZ6K8AmsHtaM01uwCQjviZznlFXIOiUFVbmhA7iolfxm+7Wo20JgkK9tkYcMakzNGR+0tQONQu44Qee1A41oxxsh3hroOX4tLbnuh5euuTLQEM7QMP4ZO33eKJLKnqc/EPDYWJrnwoKWBn6Cm4LHnsteDoMiC4P32Nh2i/YON1CDzVRC+QNCVk9SaWeEWiDGggzPz22HjtCPZQ5KImebDwtr5wbvZIhLRxayL4feDIRoPMGfg+7UxXOO+F7yvjwqfZNofxfdf1x8dELZsThb+H7sCUGZVBOzIolfZcSifHATJ9PQBMmPEDmFaZlO7ctUv3HIGgrbEJ4bUFds8mQyzlG+xSgIV/l4HgQZNE46F2GUf1Ek7okdAUKtRG4YXf34vmkcey7V6vbHpTguWK3zmBQ9+3jPPKY0FzYBWNgKkBRuQKYRAAhMElv0uxWoYVXxDWKP85kD7KxbrbAccZbgUMoBpAA6sDKbWA8LMLwirapvImBld1DmKVerlvGnTTibSE8aBgfxcEIcLsUBtAU/jegqCMjYLUBqhB0MYAMI5TsBGRU2Mwcp6N2sVY5Ey6tK5hqbRT4W1/VqqFbu2sXKk2Skm3/8NCtpKkzQqhM/i5r0IbgmnC+6dmQ53ch9TGJG/FSWkjRzwuUe05A9Zeq0QnY5ejX39DmB38/tWmwBG9zYKCWzZw1ZXN1yAcrZew9w8PzxE+tTbZEhoDAKg77sMv3P2OiPiRVWv4IbDLRwY0adMTZJR4IKTKm3IY2hAmporOIVOLc8lV9lwxESm3RRxARovgkGnbtvyjl7EKvJ+8VqXsi2pV9TB751VlYGIItbGJUWlCml/URexfUTqQ2CNjZ3U2zaSGJu/Zz/TuWqUIOAoaUddkSOtSdEKXE1CQLlD+TWpkXJWJATaumsUao8xnMRFALKupTxhbplXfZ/K/vU5IIGNCMTWR2bSYmApH9DYcbrfhRDv2gLCqS7ueqS7w2buuAe66v/MsT1W2DDCYeopX/MclPNPs8mG03rRwfxIc4lBo8uYES+rWtLUFZCHPMJuzay2slhSv1gwIM4F0pBXIiEwprO7msjBTSUvA5biHcN5uXgSr9Rxvz3UUZHJUbbouXpk5yaXcp0Z5rsGaDTaZCgiA0YnoE5oXCxOQMsYiTSXvk764kN5l7kworCsTzeTvIedA+UEnC89KTaNy+S3ssl4uVrHdVb1aUlPYuqJhpXDA8QliErKm7ygPGt4tOc6CwqouUesCB6fbcPWtzbrWjZglWwYYAGDpU1/Fv73rbWgN+UVMWDPQLhpMdqxEZ44WkxGQcam4WCSpJIFIgkMqXmXPrD2Qi9Djc+fCpWUdgM65UkJSBOFw0lRUAVr44xW0HwTsbcjxCd6cMPy7bVMNZcEBNr6h7sTux249tp8B69O3SVuBmOSsz7EK2YVazuIMhElAlCQnZeh4X7/nAKK7r10te7Utfa0H5m1YojL7DhQst2BdwRzMxBNNTjQUjutxJ8KRJzAGhWPtUgIKlUs6s33yxbv2ofzTu7PXOFXZMhwDAJjVVVz662Mcvnk7VoqTtjoSALAv3gATVFhCjRaWc0hFG7d6VeJ5YPvOzqqKLXn7EjuXmyKNWlfZhC5ZQ7GiFlB2paR0zYG4LbmXM9T4A+wgyFUMkhJAoY7YfsUEqSMj2X3G5z2u5QwegqBYalBHswp9BoDgg6EqBK+ETFjjY7kewbJaxcRUrsaAVd1lH1WkHd9iU7m06fIz3H7ZZ7OSpiRPYc+nLfdk4vPJ6Ed2/XL/l8plworCustqGrQF178TU/l3SvYB981Ej3rrgVoTYoRj7RKOtpZsbLTyRCODwtFmjH2/2W5IXkROtpTGAADbPnUXfumubwEgg5zIaxG1q2KjoRwnEDQEZnolsVih7fiapTlh8+S7qnpaOUiu3OzPrbrrQUY1Bubofp41OWSYBwEH4fDLOlY1ShVqPsTpv3GOBBDSmvk+ffBWcm02H+y922NHpDvZlDXY5Znma6RVsIwtElOs+n4Mfcs2u9V8RmIQyt9z1arS55ELic72rX9+lAUF/j5SjdNqrKelohYrxQQr6qRPXa+o8ZpqzuU9NUUWFFhrHAIFqSloEO746tWo/uz0aAvAFtMYAEBPJrj018Z46VU7sKs44dcl9GaBIUxQoULIZquoiTQEG0hiWWIbqtv14SsBFhwSzetZQjU+dRiwL3+ugjT/BriZH2GAycxCQM5o7njTLZAax0No9wJb8ElBIbhGjSfFeMEYf48u5LqC9TxwwJEc9D4LMTE2WhMiHe392bgIP7j8jGyrchdEnptYoilqFbICC2hoIrs0IMVxCyVpKGX84JVzGYNkb+hzZrt0XUptgGUIFNgEYk1hWa1iu5piSU29CSGDlGw/Kc85TIUJmk4KrSFMzAgntP2zi/UqnNQjPyHwPR2tx7j6o80pF2MZki2nMQDA0h/ciX9/91ujGIPIDyzcZcFTUUb7ypBnaQ9K5p6JQ1+eDEHdjgpvSO6hh3iTRJsfwIKclAO+v/5hCNCpSNsZNQkWYtuX2fVQ9LUR59OhMAybCiZEONp7ZM0gLJW2agpfQDcu5+aCoNzsy9qHL1VGocyZVbeNH1xjanzcQs7Nyl6JkjTGKnARaWSnTCJLU9RlH0qRCVpcBVuCguxjLlpbUYvlYhU7igm2q1XIpfsmpspoSNrHIuRAgYuseFBoxz6a8aQeRXxH7TgSyy18FadTtpzGAFgPxf5/fBx3/PpVeMPOr3s7sRAuuakBCiiXGMU2XgintvH7Nmx16h5on2gojKiBpkAQ2XBq5fIKgrbAkponqUQvqeBKhjIxZY2A3ErV0dJoHjS0j+gEWCOxsR2y4rM9rx3cygSPBWtSvDSacnbyGDZ2wd53WK2LTTfOpCwMoXaszYhcv2jCiAqMXaKRI3TCsvcqcC0F8wHgWd547UVTiJlIy8Ln6iakfZmr18DCnI3UxBgUJK/A/Vqj6IACu9Gzi8x4DcBOUqu6sqCgY1CQ3Ic2Cg8cvBA3/rNn0JwGT4SULQkMANA++DD+9HfejNf8wGPenIgmWheUw7+1RgHUoDWFJyU5OQVwy4UJdZl974UjwACxKI1gnaXaz6ITlTdsC2JVbc6oNJ3fZeitbY+JZlAJCqHQjIpMCNZ6pMbQglw0qPKmhG2PtNctZ+AHuwlu38J9XkUIdErzK2Q4us8PEZrYiFrUbhZmolZrQksKFVpvarVkbFo0wUc7RkVb3PMtqI34gb5w5j5JzTNOOOsDBckrKOi4pDvIa6NT79ruBwQAOKHH3oQ41o7tAr4uF0QuX9gYhdU/vBDNo5/tvZeNki0LDDAGV/2/T+ML774St+x8GICNoIteGidhwJcooDGFHAgWEDjXQs70BYwDExIutxaaFNpMpGMUuZYkOaWSi2vgNSgA7aM6U+IzDZbia6XcQjA5bMw+xzGwTDgqz3AAlg2z9kvPQzu3pHLBXaXrYy7C26KVQArLVdQwmIAL8cbBaOk6CHb25xWuWtRU+OjGUmkoY7z2wMnhvOqUBYrgzi37x72VKM8jfjZpyTbJ2QR3ql2Na0Wd9LwCxyb4ZypM1YmuOs+YBzlHOrZwmoIe4Wi75EFh6hLJInctCA+8eCEu+63H0Zju+7TRsiU5Bpb2wNfxwL+6CSf02DO7aXzAVHgpWkPRjA8AKdeQ1pHkGY6Fy735WHkEu55FkfHXz7krs9WLfNvy4cSpTR3/Zttg7fXGt5tBgWe2uA1xFe02cYtOTIFVV5J86u5jYiocN5ZV5/JycYk5RJpCWoDX7iODfoI2IxfbZXs+BtcQAs25IlyrYkgkH9HNSQnxHyPn2eE4EAaFMYVy+3YNjmnk3eH7Yx6LXbGy1kSInQglArgkmwSF480YU1dVijNIG6Mw1QWO1WPs/OWdaB59fPB+N0q2NDAAwM5PfhUfPnCLiIQMATEyapEBQM5kEhwA+AAmfrn5M88igB3UrFqOVd3hJmSFYHvOUME3DWaSFYckKAwtoCILnHA7Kmo9KMjszyWyL3O3BgIfH2cy1uDqxLH/ne+Hy8zbysexq29qFCYOSHwJNdF+JugYoBhg+T6AUOBEkpEypwRAp19kIRuZQRsX1XGL7ag2JKJFQWG1c/k2/ppj1fg+ZU5h2YEsLyDDEwl7HEJNBRWBpgcEE9Z/mJgACkeaJRxvxn69Tm0UprrEVBeYtgWmusQ9D1yGbZ+6C2dK5gYGIiqI6MtE9En3/Soi+jwRHSCiW4lo5LaP3fcD7vcrT1PbAQD6xAlc8k9L3H/iFWJAl50Z21YTCg9narpx6oq0j6b05xcuyyh92c12Y7F4aU5kcE6ju6AVgIpsKK6IzpN+9kYkELGqK5eZk6DAA3h3caIDCkAopMLmw5hCyvZUkIwhddteUy5uO0nW7GDWfCrMB86uDKnrobx6XNIsLK7SOu4j1SC8VwbdwindPg/eFLnepsxKZSCQXAIQwp25TyUoyAAxAAkolC7ytgsIUxNXxZ4YSzQebrbhUL2M480YqzqEYU9doVyrMRR45tgKrv/Foxtab2GWrEVj+AkA94nvPw/gXxtj9gM4COBH3PYfAXDQbf/Xbr/TKuaL9+KPP/KNWNUhoCmKgUew+6X2YF1FIh7BudRkyDUDRQvl3VZAMAcK8RLnZCjq0QOCK0xq/dVhYLHYYKbWg4J3dTKnkIDCWNVYKU5GJhC7c6Xb1tdldEDA6dhHdYXVTGReWsU4TcZirkLuLwleztWQqnjuXNoRuzkXo9dGBHimEidLxdpEqdpokV95frkoT6UaLFHTAYUQIFb6ku0TF4/B/Wt/G3UAoTY2rPlYu4TD7TYcapZx3LkmvYYgQEGDsNqU0B+7APreBzv3eTplLmAgossAfAeA/8d9JwDvAPCbbpcPA/ge9/l97jvc7+90+58+0S0u+/D9+LUH3ugHlrSfZXYlD8hpwjtIcAhp18FV5AN9RCSkNEeGMiyBWHOIi5gqNxCcautUXp7tSmrDalICFNj+ZVDgGX2lOIndxXEsUd2x79OBrZ36XzuSUf42hfIuyvjlLsQMr3xsg4J1I8pVwHwym4nBgfvRV1EGr1hlta94fQbttaMoGzWKYQgBUdxnaWEe+Qw4fkSaKzlQWBagIPvwuB676sxlFEnLBDb3EfcB8wkTU+Jou4SD9TIO1dtwrBk5spHBIGgJjbHfH3jgUlz0X78G6PUuaL8+mdcr8QsA/j6AFff9fACHjDHsTH0CwF73eS+AxwHAGNMQ0WG3/wvyhET0AQAfAIAlLK+z+UHaF17E3n95GR77pfPwyvFLANhn72YZnoVdhJ/1TpROA2isN8CEYiw2ks3FLLi4B3Zb2mIcI6yK2Z3jGhQMQBqydoBtS+yW7HglhOouU3sBdF5iqepKc2KJpnFFqoQgk6G62ii0rl+mLmegcG2vXJQng+UUIWJPwx43MkArNAT2XjBRyYlEvqCOGzRLVNu+BbtWG8vbQKOyHYHCaBE2rLy3xkaqknWPGuVd0VyvQsZ3pFyO7EvuW9bAZFAYAzwv+OvrdCAkhU10KLrqQUFMOtITw5NHrUuc0CPPJ5xsq85SfI0poknjpZPLuO5Dx9EePIgzLTOBgYi+E8BzxpgvEtHbN+rCxpgPAfgQAOyk8zbE/0J/fic+/f++BX/5hz8VsfO2WIubPRKA4FDlJUw9OFhSqkEBGwTVcUmRLfUG51mcuAxPHnQ1J+qYYHb0gYK1m2NJAYG3eQDgmZW0JwN5Bo6L3pK389P2830WkIFP9hi7TF2LibsXCX6yvB0LaxZSpJ9ebpuYymciAsCSImgXHl7DVZAiDWU0lDZYRQkGBy7owklQfPaUTJWmo4zz4GNTQJD/x6rGipp4F++Uw+BdX0xMXIl5asoIEGQ5QQYErrh0vB3jWDPC1IU7p2HwURq+Vmh/80KYL5/+mIWczKMxfBOA7yai9wJYArATwAcB7Cai0mkNlwF40u3/JIDLATxBRCWAXQBe3PCW98je/3gf/u9rvwU/8k1/jLES6rQHhDxAACMUJgBCKAlu3EvJ6mqcQzFWtQUHhMIwflYm6lQh4uMYLFLphkiHl9h7IBwwxAlT8ZJoLIFHkAPVVj/maleFtNONQu1IuqXENOIBwlwGAE82yoxK79lx14wKnJINHeYl8mw/idkdGjAl4AKfoF0/mgLQQEsKyojSdLxTRtJAsDRsnJ8VZ6EuUYOV4qQ3HTjC1WZEVp5rYpGgKbUDbUL1pRN65DUENhukS1quscHAYAzh65+/HPt/8x6cWQMiyExgMMb8FICfAgCnMfw9Y8xfJaL/AuD7AXwEwA8B+Lg75BPu+2fd739kzBmIyHDSHjyIG//5c/jz6/fhlvMe8dWLZgFEDRvW2kKhMGFFbB9PL4qeKhf/zi+JBAc+p13WzdUvdC9yZD6I87UCiHIvceR94DBn9/tI1DjouE7djCe9LxyUMzX2ZZ6YyhOC/hgUGBl7rRG0iyKVqrlCLfz3HbevsLl5O3sjvNoNm9xWkLZrMOjQF7Z/SmjYhDV/bYXQlw5MlDGuffmEKc/LJLEmsoArg62N+WgFsRzyHFhTkP0gwYB/Y0BY1aULWIp5BAkI9pjuwkRPHNqFa375CTRHjnTu6UzJqUQ+/gMAHyGinwXwZQC/4rb/CoBfJ6IDAF4C8P5Ta+LapXn4Eeh/8lrc9bNTXL/ybKR6pwDBHARnTq4a5TkGAB4kpCgEzYJf/rGqoZxtzLMbh0tbELKrPXo3G4dqQ6EUZBiASLX1nIfjDvjzyAcFubU1xazMn32hUanSM6+AIuSYwKCgClzBeAk1OMIxxG+QB7AWNrKPCcW0PHrq9bD7BJW8df3SmpEHYL7OBEFVtwBc2LqURnliUpPN57DXi/uzT1r3HKTpwFqCjWqcuv1CaDUHK4VIxQAA/F0LAORnf7KtoihGJhVle3OAAADPH9+Ovf+iPGOBTH2yJmAwxnwGwGfc54cBvDGzzwTAX9qAtp2SqD/+Cu793Tfjou85hpVygiVVY+xmqAgggI4W0brBVFEDjcJzBj4UmQCuFmlNERW5D2tTYBXGRwhqN8C8fY/wgoTAnzC4pZorS7NVAgyYT2DpLIEmPC1yBgxcglCJAUc+umXkSEVMfLwwinXTHddjsa2IruHbkWzTgAe4oGXYJXTZs6JIe3IvLLFnUKjQn9YEkqlfs8WDgSBtl6j2K0ZJs0dB47hb/i314qRgwPU3GBBOaqshcFYkawnpUoI5UGiNQvNHF4A+d3Z4BSlbN1dilhiDV/6LL+J3L34NvvMtX0KjFSaqckU7W09OAuhoEQDczFp6td3Gq4eBJgOepIyo8bM5u6j8iyT4CRmkkxJgvkaj1xR4bc04IUq2PV1HIxd2LcN0WeQMX5DG1BQYUYGaSn+d7Srk/XPZMem+lMdzPcncde21Fbi+BRBcyRrhvpdUjZFprRkkXlEG3Qq2HgZg+Qc+rxQfm5FoXzIEW5o2tg/t9+NmHPEH3M/8HGU2bR8gcHxKZ53OBBCMIZAzHx+6/TJc/W+/iDNoeffKyxcYYEvBXf/vD+Izr9yPt+19GLXRaLSyEW+miOzynBahAcARUPHsHLwZacATv/gjajAqGoxFkEtEVonBJIEg/I8Tpqw9bvysn7bXh1y7mHzmR2QUXirpYAqaRumvCViTRLL0MnK0cz6yWa1pbka0H4qI4OX+s/EOoTDOEmkUxqAwNqHKggKgQChU7IrNSa5P5XNkjwJg+Qj2OqS8Ad8bawf8f1WXnkOwlZtVFJyU0w5MwoUUbk2M+558Ba75D8+jPY3FV9YiL2tgAID23gdw2T+8Dvf8witww+5nffDTqi59WGw2MElqA0Z57oFfstqUwuUX51LIAjJAqGZUUduJapTSlxDEoJCKD9wS2Z+AdEnGxWdy1ZqlMH9Qe1PKgmfd2tdERlKmDL0X10zOVO0Tu05F4QEstJ3QogBMIYqoWJ1iRCq4BynEFrCk/ScJ3RSE0hJ7tY7zZLi/ZKk+XpVb1ktYDyCwNlMVlhh99OAeXPMzxzZspeqNkJc9MAAWHI7e+iY890PHsWd00i5skgCEr8/o1M4OYQfHPcDYGUv4trUDg07CT+KiBFjdjhn+VKTHoZsVGV5aBoRcQRjJZ0hA6AvR7psx+X6OttsiDqX3XNQ1G3ISM/9CI3JaDgeUSc0KcPEjyWWHCuLwtXJgAITEOc/HZMAAQAQIbDJoyPwX5VfslsRiqiHwvZTKaq8vntiObf9lF9oHPj94D2dazglggDE4/1dvxyN4I5q/9jD2jE/4laEBG0xSaB0AAnFYbhQxCHjzgrUHG+FX2Co+RixykgAFS1j/CtZfL0QCiL0ev2z9A6BPA+jY3YZ69621BYNVEdVXo0Dlgls1Cufa1JEJJa/PXEwkFF9PRiWmvA0ToDlNQ3IBfJ7OPhHg5iNM7W9JvIXgDlJgqE3hC7JKkyEkxcVFehqtsmAgxRjCsekYB09sw/Ktu7Dz1js6CwKfbTk3gAEAdIvzf/V2fH37LVj+gftQk0FjFEoqbDoutWi1QmVCspKMjssNSuuEpCgSkEECQAQUaeBSn0iNoHO9GS/crPOmZBoQk5ZMJMoVmTjOgY9Zdf58CYwstSNr7Xm1M3PiQaxRZAcrF6K1fZY3AaTkyq/3gR6QcTG6qEQ+V6QliFT5qS6x2paojfL1ESQg5LwL4V7jtS8AOwlNmhLTpsDoE7ux8yOf23SgAJxLwADYZKtbH8Jnb9qPN9z4sAMG7QFirGxdR0XWV15TEYFDkfAOgFM9SUdaRHRJwP8GAEXmJZCDKx0IQy/77FmzCwTpb3VmxgQAkLYDR8GaT8684gHDcQBSQwIg4kPi2AZ5r0ye9vEtfn+DCGiGZOi+c0FIqXYgwaDRhQcCXsshxyOk3gb2MGgQ6rbwgEBk0GqF1bbAtClgDOHo187DNZ94AO0mBAXgXAMGAM0zz+LGnylwxz+6Gt9408PQRGiMTX5aVYXNzlMttLIPtYHqlGbnRCkWnzDlWHUgeBtYghaBDnioJCpRCuc7ZCWZpNKBljLr6W+5QWLbY7x7tdYlNNkEJ06Ksmo9oDUFgPAp0/0kquyHNjPjD+0v6yr2idQKOtvWAQZcUi3lEbQhtEn5f7mdAaNUrsZFW2DaOE9PofH8/Rfgun/5ENoXzlimwJrlnAMGAGiefAo3/ozGF396H159w6MuT1+jaRWmZFBqjakqPQ8xQuOBwZd0o25AUouQS1GbovM7i04HjtMoPKikQNAz0DiasE8bsG3K/9ZHsjEg2HYpHykpNQY5wBSMB4hwvwHoTpfkBn9nn0zMQQ4MfKFVRyiyNsDagb2GBQgGlHBtqyk02j5lu2KVS6bTCq1WIDIYlzZd/4n7L8L1P/cw2mefO009szFyTgIDADRPP4Mb/4nBV//Rlbj2hieiVZctUBT++7ho/KIjmsg+eBNSq6XIsGbtVO7UGZpdCEWw7z6mT3hDgPxASyFjECQGwCB+2UMWoxz8fExIDCu8N6MgG2tg/7vz9wDarDqNsySNBen8nmgGEhCkZsD3Yqtn9XMH2rjztAVSLsGXpSsCkV1rfpYGVdlAG8KkKfHSvRfg+n92AO3zz5/S/Z8JOWeBAbBmxQ0/S7j3H78SN1z/hF8dSpGB0sYDw1QXUDTCyBVRGfmyYPHydYAg0QRopMQjD7ZI5CztzxXHAqx1OKUzZsQhYJi553uRAUB8X3Ibk4sMEtIckVqTFJUZ0EMxD9x+KRJcc67FFnagc0yG1AxaE0clNlr5Wggyw5HP2biZnzkDDkpi4d+5TzjFftoWWK0t0dh8bSeu/YWtAQrAOQ4MgNMcfsbg3p++Ajdc/4QfANLtRFT6B84rFZVKY6RabCtq79XIFi815GoKWMmlVUv+AohNj77ahkP7xElNSeZj1pefYdS5eIjbp1ShcrN3Txp3r35RYQsQabaov3cx+Dvm1YwsqD5gYG2H4xRYM2AwkOsz9PEG/F0uBceTgv9cxBWk4vfDvhuN8zis1iWaVqFt3T4PbsfVv/DApuYUUjnngQFgQhK473+/Elfd+LQ1HQoby8AqZqttqjEv+84vQ6m4/Jpd3mxcNJ6bkKshMRPfmMpuE+NCuuVk2rX8/VQlBwjp7zIIKI0o5BmRBxPfC/+etnnVV8cK98TrVNry+gEopGYzJBLcJBBY7SAAgOQGUkBgDYGzHtmTAPAKXqHiluHzayY1u31Wa4XVukTdFmiawptc7GygB7fj6g9uLVAAFsDgpXnmWdzwfwL3/dRVeOUNz4DIYKRajMsGy+U0mlmk/bnalFhFCWKQaKxXg4EiAERY2IS5BxZt4N2krYEP9JGSDZRKtqV5G6nkknlSMMgNUG1CirbPvdDdV6cTkhzNuiKtXGhV0kTpa7/sb9YGpBYAICq9Lo9L05y1IUx16c2CsgjBbFNdoNXB8wDAg4M2BAPLIbRaWfNAaAU5ryM9uB1X/+KBLQcKwAIYImmeeRbX/6zGM9+3H6Pvfh6mJEx1gVJpT0AuVS5N178wMVnVGIWmVVCaKzt3zZCw6pGMkgw1BhSlZcwCdxEFCyX2v05cejkOoQ8EctWWdWJ+DJZsh4nIWGtnC7AwvA5l14zge5bX5OvJwc7tYL6g297QPl9h2sTtVmSwVNSR+9G7GoV22DpNwf6Jz62C1nkgYGmbAhf83hLOv+1+tC++1L/jJpYFMCTSPv88LvzQSzh89A04/AOHsDyeom4LnKwrW624sATkUlE7T0bQCKS6Kv+4SIdc7CSAREjDZpFFYdPB1KCIZmZFBrUeGNQ9g78vyEiCQLr/kKRtDYNUglL/8ZE2kwBC3372ugFcVSauo/s8QrBSzRqCFoDgQMAA0NqCgAWCYTBgaesCl/z2CNt/63ObNnhpHlkAQ050i12/cQcO4w147jsm2LPrOAAbqKJcoAq5hB/WJqqiRemCo3jwhwrRJno5ObJSkfKgAsgoP/dCucCrPunjHmQIbs416NXvpKqQtMflgJPn7QsD9vecAFz3HMze90c+ynPnQNKfX5CDqVbTmphPmLYFVtvSuxNbbTU7YywIeS+EJg8IxgDge5yD56mPjLH39xS2f+wLmzLMeS2yAIY+0S12/efP47zbr8J9f+cC7L70CJTSMGKJjKl79kcxgiKbW18ojcr/D1yDtLElaMjBU0X75Gfz7qraQSIWPTOQWMLq0Hb2rF0OgI/Yc+2Vs6u/RgR4cVsCoPSsOO20FNsG48u+59qfigSY1LTge7BLupWYtC6/oS28SWC5AqcFOL7AmKAJZMEAmAsQAKB9ehk3/tIzaL7+6JYHBWABDMNiDNoHH8aN/1zjaz/2ClR7j6Ms7aBXZKCUfFmtbQkUOAn2WjjNQoCFHDiesHQDceS0jkq1KIGOZyNcK5fQFWZK3qfRNKiWh/NJQLCz76StIkAA4plZOXK2b0YP2kdsskhwGAICBsFwPxVkIBLHHdROE1htCzRtAW3yqc5SM2DTIDIR0mPmBASjFcxTS7j+3zyF5pHH5jpmK8gCGOaQ5uFHcN1Pv4Rnf/AmHH37CahCgwhQSkOpYDaw24tnoiZVtZVGocKMyy5P+UrKABrO2x+5FZh54MpZFwgDLB5I/cRhxwSAwciVupOkJEeDRucR/30WJgwsl9AlEFPNx2oWBbg4XcoBAMgGG3FiUuOIQePJweBWlP3KwoFJbCIYg1MGAxajFXZ9ehsu/MjdaI4eXdOxm10WwDCntEeO4MJf/SJ2P3gzHn6/wmjXKrSz0YlMFih4hjWwM2jTlP6lJcCDCWsXUljTUI7LSLUNuV9O5CycugalC5G3NwmQsOS+MzcB5AEnHdA6Gbjp/jzDc76BjCHg3xkA+Dh5LuZ7WNiD0EscniIgAEB9eIx9t2pUf/JF6Hq65uM3uyyAYQ1i6inKP/oirn/pRnz9L+6Gvva4e6nYTs0DBTmtgMj4IS1nSH9Mcj05A0rTRGonqSgBPOm29Lg+FT4nrbDNpTmRG8ThXHm1nsj0qvt915ftLVRsWqVaQdaduAFgwOcp7t+Oqz92EPrO+05jmtjZlQUwrEP0V+7FVQ+t4PB33IRn3jNFOW6i3200XR4own8T7W/coGMhCoVcKeOiS4Woq0WwFpKCgTR5gO4MLAdn2Ce0c2j/VHiv2XGNQYYiPT0QzeNKzHkU1gsIAJpJhVf8ToVdt90F/TIzHVJZAMM6RR89ipWPfA6777oOD/2V86CvOgkSM5l8UXlwtW0BIoBIuf/Gg0aqAcgZ1Q8u4mCnzDBjEBGbZgFIeh1/bwMDXe4jycicmJ7Ps4RJTx7w0nsQ9cusk24QIBitoB7ehut/4yW099y/5mS2rSgLYDhFae+5H1f//E4c/I4b8cy31ai21YP7xy+31SwARADBn1nSGT6VSDVPPAPRfkBXpZ4hQ8Mp5/bjdqxpAPv9KPm+pqaeFqlPjHDJ75fYfds9aM/iknFnWhbAsAHSHjmCnbfegT1fugoHfvhC4IoT87u7OJaJZ3yBCJ6opK6pIIFDJgLJjL/OtTrXpuR/vD39LPfJnSfdj2hzDO71iNEK9Og23PAfnkP74MNbOopxPbIAho0S3aK9/wD2/fTjeOn9r8Pzb2lQ7Zyu3QWWMUGs8ICP948BY77z5s8/f/v4OrPGylYdS/XhMS76sxJ7bv3SplkA5kzLAhg2WMzqKvZ8+LO48A8vxXPfdgVe/JYpyqVh82JN5zfp9xzrP9955h3gs9qwVURqMLHGZb/XkxLnf2aMi37362iefuZl63GYRxbAcJqkefIpnPcfn8b5d78Kj753BfV1J7xXYq2yEQO377pbdZCz5Ab4vPuzaK1Q3b+Ma287CvOFL6PZ6p2yAbIAhtMpxsDccRde+cUCeP2NeOw9K6ivPYmizCyJNyDpyyzt91NV67caDzA08NcKum2rUH1tGVf9zlGYL34eRq/tubycZQEMZ0J0C9x+F6748gjmtdfhsXevYHrtSZTV+l7E4MnobpOyVrCQYHM6yMO1nm892tXw+ezFm7rE6GvbcOXvHQV9+QswL8PIxVOVBTCcQTH11ALEl0qY191gNYjrTqAoTo9nPKdpzNonBZ1ZgzMHLmtp00ZIXxRoet2mLlDev4z9tx0Fvnw7TNOc0zzCkCyA4SyIaZoYIN67gvraEyjXYGKwi3ItnoXTMyg3/pz2vPMP2T5PDbt1m0bB3LcD+z55DPjCwmSYRxbAcBbFA8SdY+jXXY8XXr0DB99QY9uuyeCAt2p+N5Nw7uuuA1SGZJ5zncpAz51DxngoZVO5CqVRFrbK1qho8ezhFZR/shOXfOEEiju+BHOOuh7XI3MBAxE9AuAobKHcxhjzeiI6D8CtAK4E8AiAHzDGHCQbofNBAO8FcALA/2CM+dLGN/3lI2Z1FfTZO3Hh5wiXfPJSHH/1pXj8nQV27DscZWhyhCGQD0bKfc+JBJWN4hCUCueaV4vIDXQ+3keAIqSsV0UohFMVLcZFg6WixlLRYHu5ih3FKkql8fEHb8ae396Oqz77NJpH7rEk8Mbc5jkja9EY/oIx5gXx/ScBfMoY83NE9JPu+z8A8B4A17i/WwD8O/d/IbPEGDRPPInxE0/i2k8tAdfvw+Pfvgerrz6Bq1/xPHaOJpi2ZVTNmGsW+iIk/n+c9ASEyMehyEbRlF5Z04zuvqcp5oVLJOPyeAVX1S7sgj6jwq7ZMVINthU1ltUUy8UUy2qKsaqxXa1iiWosqRovNjvw/z33anzqjquw72MTXPWVB6GPH0eTaeNC5pNTMSXeB+Dt7vOHAXwGFhjeB+DXjDEGwOeIaDcRXWKMefpUGnquiZ5MgK/ci71fAYo9e1C/6krc8UMFXnvto/gLFx7AipqgNqVfh9H/6aJ3bcZ0Baa00jWQLzEvJa3zkJaHL5X2dSztQjy2OhUvFjxWDSpqUVGLJVWjohZj93+Jphi53ypq3Ge7f4F4JfHn2hX80ZEb8cn7X4UrfqXA+M5HcPULn7PtPh0P5ByTeYHBAPh9stPALxtjPgTgYjHYnwFwsfu8F8Dj4tgn3LYIGIjoAwA+AABLWF5f688RaQ8ehPqTg7jusyVOjkb4b29/B558e4mb33QA/9Oln/EDKKwspfzK1ACgEZaBt4u7KP9btDx8z3oUqcSL4dgBG1bRspWnCpj4M2l/HH9PxbcbyoFbieN6jImpcEKPcbTdhlsf/0Y8f8fFuPRPayz9yb3YP70bpmk6i8Es5NRkXmB4qzHmSSK6CMAfENHX5I/GGENrZMEcuHwIAHbSeQsTcA4xTQPTNBjfdgf23QZMdu7Ev7z+/XjuDSs4dFODd7zuXly/42nsGz2PippogFb8WaSGp4va2G3zPwq5gG68dkUAptqUmMCWYWMNZ+oGfS3+T3SFVVPa/7rE8WaMx4/vxlNHdmL61d3Y/YDBnrsOY+XAY9h+/GF7nfV04kLmkrmAwRjzpPv/HBF9DMAbATzLJgIRXQKA1/V+EsDl4vDL3LaFbLC0R44At9+Fi24HLgLw9IUX4unzXouPfMuFOHoVsO2GQ9i1bYLrdj/n1XkgXlJOLonXt86kv15S/o0Xjg3LxcWLx8qVpKdtGZb7SxZ24WXgXjy4A/pkie0PVVh5TOO8zz6Nyw49g/bgffa6p7k/FxJkJjAQ0XYAyhhz1H3+NgD/B4BPAPghAD/n/n/cHfIJAD9KRB+BJR0PL/iFMyPt888Dzz+PC+4/gAuIQGWF4vw9+PoN12G6s8QztxQAAfXFNbbvPgkAvpbkvO7PHHGZIzdz3hOuuAQA9aEljJ8tQQa4+PYa1ZEaFzz4JPRLh2Ca2hKxG9IrC1mPzKMxXAzgY65OQAngPxtjfpeI7gDwUSL6EQCPAvgBt/9tsK7KA7Duyh/e8FYvZLYYA1NP0TzzLIpnnsU2AFc56C4uvghY2Q4AOPLqi3D8YmdAEHDwtVOMVjYmRHh6ZIzdX6789x3PtFj5qlMsDz/dWRJ+wRNsHiGzCTJoiOgogPvPdjvmlAsAvDBzr7MvW6WdwNZp61ZpJ5Bv6xXGmAvnOXizRD7eb4x5/dluxDxCRF/YCm3dKu0Etk5bt0o7gVNv63z+qYUsZCHnlCyAYSELWUhHNgswfOhsN2ANslXaulXaCWydtm6VdgKn2NZNQT4uZCEL2VyyWTSGhSxkIZtIzjowENG7ieh+IjrgsjTPZlt+lYieI6K7xbbziOgPiOhB93+P205E9Iuu3V8loted4bZeTkSfJqJ7iegeIvqJzdheIloiotuJ6E7Xzp9x268ios+79txKRCO3fey+H3C/X3km2inaWxDRl4nok5u8nY8Q0V1E9BUi+oLbtnHP3hhz1v4AFAAeArAPwAjAnQBuPIvteRuA1wG4W2z7ZwB+0n3+SQA/7z6/F8DvwGYWvwnA589wWy8B8Dr3eQXAAwBu3Gztddfb4T5XAD7vrv9RAO932/89gP/Zff5fAPx79/n9AG49w/36dwD8ZwCfdN83azsfAXBBsm3Dnv0Zu5Gem3szgN8T338KwE+d5TZdmQDD/QAucZ8vgY25AIBfBvCDuf3OUrs/DuBdm7m9AJYBfAk2VP4FAGX6HgD4PQBvdp9Ltx+dofZdBuBTAN4B4JNuIG26drpr5oBhw5792TYl+lK0N5OsNb38jItTY18LOxtvuvY69fwrsIl2fwCrJR4yxnA6hGyLb6f7/TCA889EOwH8AoC/j5Cvdf4mbScQSiF80ZUwADbw2W+WyMctIcasPb38dAsR7QDwXwH8r8aYI3Lty83SXmNMC+A1RLQbwMcAXH92W9QVIvpOAM8ZY75IRG8/y82ZRza8FIKUs60xbIUU7WddWjk2W3o5EVWwoPCfjDG/5TZv2vYaYw4B+DSsSr6biHhikm3x7XS/7wLw4hlo3jcB+G6y9U0/AmtOfHATthNAXAoBFmx9KQTXplN69mcbGO4AcI1jfkewJM4nznKbUuH0cqCbXv7XHeP7Jpzh9HKyqsGvALjPGPOvNmt7iehCpymAiLbB8iD3wQLE9/e0k9v//QD+yDjD+HSKMeanjDGXGWOuhH0P/8gY81c3WzsBWwqBiFb4M2wphLuxkc/+TJElAyTKe2EZ9YcA/MOz3JbfgC1BV8PaYT8Cazd+CsCDAP4QwHluXwLwf7l23wXg9We4rW+FtTO/CuAr7u+9m629AL4BwJddO+8G8I/d9n0AbodNz/8vAMZu+5L7fsD9vu8svAdvR/BKbLp2ujbd6f7u4XGzkc9+Efm4kIUspCNn25RYyEIWsgllAQwLWchCOrIAhoUsZCEdWQDDQhaykI4sgGEhC1lIRxbAsJCFLKQjC2BYyEIW0pEFMCxkIQvpyP8PEbWpMXGjp/IAAAAASUVORK5CYII=\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"plt.imshow(np.sum(images.squeeze(),axis=0))"
]
},
{
"cell_type": "code",
"execution_count": 27,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"(1, 512, 512, 512, 1)\n"
]
}
],
"source": [
"print(images.shape)\n",
"multi_indices = np.where(images != np.nan)\n",
"indices = np.ravel_multi_index(multi_indices, images.shape)\n",
"indices = np.reshape(indices,images.shape)"
]
},
{
"cell_type": "code",
"execution_count": 28,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"<matplotlib.image.AxesImage at 0x7f58cfc74130>"
]
},
"execution_count": 28,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"plt.imshow(np.sum(indices.squeeze(),axis=0))"
]
},
{
"cell_type": "code",
"execution_count": 29,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"((1, 512, 512, 512, 1), (1, 512, 512, 512, 1))"
]
},
"execution_count": 29,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"indices.shape,images.shape"
]
},
{
"cell_type": "code",
"execution_count": 43,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"(1, 64, 64, 64, 512)\n",
"(512, 512, 512)\n"
]
}
],
"source": [
"ksizes = (1,8,8,8,1)\n",
"strides = (1,8,8,8,1)\n",
"padding = \"SAME\"\n",
"x = tf.extract_volume_patches(\n",
" images, ksizes, strides, padding, name=None\n",
")\n",
"\n",
"print(x.shape)\n",
"\n",
"x = tf.reshape(x,[sz,sz,sz])\n",
"print(x.shape)\n",
"x = np.array(x)"
]
},
{
"cell_type": "code",
"execution_count": 44,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"(134217728, 134217728)"
]
},
"execution_count": 44,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"512*512*512,64*64*64*512"
]
},
{
"cell_type": "code",
"execution_count": 45,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"<matplotlib.image.AxesImage at 0x7f58ce2d42b0>"
]
},
"execution_count": 45,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"plt.imshow(np.sum(x,axis=-1))"
]
},
{
"cell_type": "code",
"execution_count": 46,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"(1, 512, 512, 512, 1)\n",
"(1, 64, 64, 64, 512)\n",
"(512, 512, 512)\n"
]
}
],
"source": [
"print(indices.shape)\n",
"i = tf.extract_volume_patches(\n",
" indices, ksizes, strides, padding, name=None\n",
")\n",
"\n",
"print(i.shape)\n",
"\n",
"i = tf.reshape(i,[sz,sz,sz])\n",
"print(i.shape)\n",
"i = np.array(i)"
]
},
{
"cell_type": "code",
"execution_count": 47,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"<matplotlib.image.AxesImage at 0x7f58ce235460>"
]
},
"execution_count": 47,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
"image/png": "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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"plt.imshow(np.sum(i.squeeze(),axis=-1))"
]
},
{
"cell_type": "code",
"execution_count": 54,
"metadata": {},
"outputs": [],
"source": [
"# reorg patches with scrambled indices\n",
"x = x.ravel()\n",
"i = i.ravel()\n",
"xh = np.zeros(x.shape)\n",
"for n,ii in enumerate(i): # there should be a numpy/ more optimized method for this.\n",
" xh[ii]=x[n]\n",
"xh = np.reshape(xh,[sz,sz,sz])"
]
},
{
"cell_type": "code",
"execution_count": 55,
"metadata": {},
"outputs": [],
"source": [
"# here we go, faster way, https://stackoverflow.com/a/64638032/868736\n",
"x = x.ravel()\n",
"i = i.ravel()\n",
"\n",
"xi = x[np.argsort(i)]\n",
"xi = np.reshape(xi,[sz,sz,sz])"
]
},
{
"cell_type": "code",
"execution_count": 56,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"0.0\n"
]
}
],
"source": [
"print(np.mean(xh-xi))"
]
},
{
"cell_type": "code",
"execution_count": 57,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"<matplotlib.image.AxesImage at 0x7f58ce0c80d0>"
]
},
"execution_count": 57,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"plt.imshow(np.sum(xi,axis=0))"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [],
"source": []
}
],
"metadata": {
"kernelspec": {
"display_name": "Python 3",
"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": "3.8.10"
}
},
"nbformat": 4,
"nbformat_minor": 2
}
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import os
import sys
import requests
import json
import zipfile
import pydicom
import SimpleITK as sitk
def download_images(series_instance_uid,image_root="."):
url = f"https://services.cancerimagingarchive.net/services/v4/TCIA/query/getImage?SeriesInstanceUID={series_instance_uid}"
zip_file_path = os.path.join(image_root,series_instance_uid+'.zip')
r = requests.get(url, allow_redirects=True)
print(r.status_code)
if r.status_code != 200:
raise LookupError(f"ohoh {r.status_code}!")
open(zip_file_path, 'wb').write(r.content)
folder_path = os.path.join(image_root,series_instance_uid)
with zipfile.ZipFile(zip_file_path, 'r') as zip_ref:
zip_ref.extractall(folder_path)
return folder_path
def imread(folder_path):
file_list = [os.path.join(folder_path,x) for x in os.listdir(folder_path)]
dicom_list = []
for image_file in file_list:
ds=pydicom.dcmread(image_file)
dicom_list.append((ds.InstanceNumber,image_file))
dicom_list = sorted(dicom_list,key=lambda x:x[0])
dicom_names = [x[1] for x in dicom_list]
reader = sitk.ImageSeriesReader()
reader.SetFileNames(dicom_names)
img_obj = reader.Execute()
return img_obj
if __name__ == "__main__":
series_instance_uid='1.3.6.1.4.1.14519.5.2.1.6279.6001.113679818447732724990336702075'
image_root = "/tmp/myimages"
os.makedirs(image_root,exist_ok=True)
folder_path = download_images(series_instance_uid,image_root=image_root)
img_obj = imread(folder_path)
writer = sitk.ImageFileWriter()
writer.SetFileName('ok.nii.gz')
writer.SetUseCompression(True)
writer.Execute(img_obj)
@pangyuteng
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pangyuteng commented Mar 3, 2022

    ksizes = (1,100,100,1)
    strides = (1,5,5,1)
    rates = [1,1,1,1]
    padding = "SAME"
    
    input_shape = (1,100,100,1)
    volume = np.random.random(input_shape)
    print(volume.shape)
    i = tf.image.extract_patches(
        volume, ksizes, strides, rates, padding, name=None
    )


    print('input_shape',input_shape)
    print('ksizes',ksizes)
    print('strides',strides)
    print('input_shape[1]*input_shape[2]',float(input_shape[1])*float(input_shape[2]))
    print('output_shape',i.shape)
    
input_shape (1, 100, 100, 1)
ksizes (1, 100, 100, 1)
strides (1, 5, 5, 1)
input_shape[1]*input_shape[2] 10000.0
output_shape (1, 20, 20, 10000)
    

@pangyuteng
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