diff --git a/fomo/examples/curr_data.csv b/fomo/examples/curr_data.csv
index d6197a4..88e5796 100644
--- a/fomo/examples/curr_data.csv
+++ b/fomo/examples/curr_data.csv
@@ -1,49 +1,49 @@
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diff --git a/fomo/examples/full_pipeline.ipynb b/fomo/examples/full_pipeline.ipynb
index 628864a..a915ab6 100644
--- a/fomo/examples/full_pipeline.ipynb
+++ b/fomo/examples/full_pipeline.ipynb
@@ -2,9 +2,19 @@
"cells": [
{
"cell_type": "code",
- "execution_count": 2,
+ "execution_count": 1,
"metadata": {},
- "outputs": [],
+ "outputs": [
+ {
+ "name": "stderr",
+ "output_type": "stream",
+ "text": [
+ "/opt/homebrew/Caskroom/miniforge/base/envs/Missingness/lib/python3.11/site-packages/tslearn/bases/bases.py:15: UserWarning: h5py not installed, hdf5 features will not be supported.\n",
+ "Install h5py to use hdf5 features: http://docs.h5py.org/\n",
+ " warn(h5py_msg)\n"
+ ]
+ }
+ ],
"source": [
"import sys\n",
"sys.path.append(\"../../\")\n",
@@ -13,12 +23,13 @@
"from fomo.patterns.missing_data_matrix import missing_data_matrix, flag_missing_data\n",
"from fomo.patterns.missing_pattern_plot import MissingPatternPlot\n",
"from fomo.patterns.cluster_k_means import Cluster_KMeans\n",
- "from fomo.patterns.cluster_dtw_k_means import Cluster_DTW_KMeans"
+ "from fomo.patterns.cluster_dtw_k_means import Cluster_DTW_KMeans\n",
+ "from fomo.patterns.spectrograms import generate_spectrograms, cluster_spectrograms, plot_spectrogram"
]
},
{
"cell_type": "code",
- "execution_count": 3,
+ "execution_count": 2,
"metadata": {},
"outputs": [
{
@@ -45,13 +56,12 @@
"source": [
"heart_rate_data = pd.read_csv('../../sample data/Four_Cluster_Missingness_30_days.csv')\n",
"heart_rate_data = heart_rate_data.drop('Unnamed: 0', axis=1)\n",
- "print(heart_rate_data)\n",
- "\n"
+ "print(heart_rate_data)"
]
},
{
"cell_type": "code",
- "execution_count": 4,
+ "execution_count": 3,
"metadata": {},
"outputs": [
{
@@ -82,395 +92,265 @@
},
{
"cell_type": "code",
- "execution_count": 5,
+ "execution_count": 4,
"metadata": {},
"outputs": [
- {
- "name": "stdout",
- "output_type": "stream",
- "text": [
- "datetime 2024-01-01 23:45:00 2024-01-02 23:45:00 2024-01-03 23:45:00 \\\n",
- "person_id \n",
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- "562958 0.333333 0.281250 0.281250 \n",
- "640867 1.000000 0.250000 0.364583 \n",
- "647640 0.322917 0.250000 0.458333 \n",
- "664709 0.312500 0.302083 0.302083 \n",
- "674253 0.250000 0.364583 0.291667 \n",
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- "736402 0.343750 0.322917 0.354167 \n",
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- "924197 0.375000 0.343750 0.375000 \n",
- "938521 0.354167 1.000000 0.333333 \n",
- "\n",
- "datetime 2024-01-04 23:45:00 2024-01-05 23:45:00 2024-01-06 23:45:00 \\\n",
- "person_id \n",
- "102475 0.281250 1.000000 0.354167 \n",
- "118675 0.270833 0.458333 0.322917 \n",
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+ " 0.187500 | \n",
+ " 0.291667 | \n",
+ " 0.312500 | \n",
+ " ... | \n",
+ " 0.989583 | \n",
+ " 0.614583 | \n",
+ " 0.354167 | \n",
+ " 0.364583 | \n",
+ " 0.395833 | \n",
+ " 0.395833 | \n",
+ " 0.218750 | \n",
+ " 0.447917 | \n",
+ " 0.447917 | \n",
+ " 0.989583 | \n",
+ "
\n",
+ " \n",
+ "
\n",
+ "
5 rows × 30 columns
\n",
+ "
"
+ ],
+ "text/plain": [
+ "datetime 2024-01-01 2024-01-02 2024-01-03 2024-01-04 2024-01-05 \\\n",
+ "person_id \n",
+ "102475 0.0 0.364583 0.395833 0.270833 0.291667 \n",
+ "118675 0.0 0.281250 0.270833 0.322917 0.260417 \n",
+ "140937 0.0 0.302083 0.281250 0.989583 0.291667 \n",
+ "142237 0.0 0.416667 0.333333 0.281250 0.218750 \n",
+ "165878 0.0 0.302083 0.406250 0.989583 0.427083 \n",
+ "\n",
+ "datetime 2024-01-06 2024-01-07 2024-01-08 2024-01-09 2024-01-10 ... \\\n",
+ "person_id ... \n",
+ "102475 0.989583 0.354167 0.291667 0.322917 0.447917 ... \n",
+ "118675 0.468750 0.312500 0.281250 0.416667 0.322917 ... \n",
+ "140937 0.291667 0.260417 0.322917 0.270833 0.437500 ... \n",
+ "142237 0.291667 0.260417 0.312500 0.447917 0.364583 ... \n",
+ "165878 0.270833 1.000000 0.187500 0.291667 0.312500 ... \n",
+ "\n",
+ "datetime 2024-01-21 2024-01-22 2024-01-23 2024-01-24 2024-01-25 \\\n",
+ "person_id \n",
+ "102475 0.343750 0.395833 0.375000 0.291667 0.395833 \n",
+ "118675 0.614583 0.635417 0.583333 0.531250 0.604167 \n",
+ "140937 1.000000 1.000000 0.562500 0.604167 0.572917 \n",
+ "142237 0.364583 0.229167 0.989583 0.364583 0.385417 \n",
+ "165878 0.989583 0.614583 0.354167 0.364583 0.395833 \n",
+ "\n",
+ "datetime 2024-01-26 2024-01-27 2024-01-28 2024-01-29 2024-01-30 \n",
+ "person_id \n",
+ "102475 0.322917 0.364583 0.270833 0.270833 0.312500 \n",
+ "118675 0.656250 0.635417 1.000000 0.583333 0.583333 \n",
+ "140937 0.989583 0.677083 1.000000 1.000000 0.583333 \n",
+ "142237 0.385417 0.322917 0.375000 0.395833 0.291667 \n",
+ "165878 0.395833 0.218750 0.447917 0.447917 0.989583 \n",
+ "\n",
+ "[5 rows x 30 columns]"
+ ]
+ },
+ "execution_count": 4,
+ "metadata": {},
+ "output_type": "execute_result"
}
],
"source": [
"my_missing_data_matrix = missing_data_matrix(flagged_data, missingness_interval=15*4*24)\n",
- "print(my_missing_data_matrix)"
+ "my_missing_data_matrix.head()"
]
},
{
"cell_type": "code",
- "execution_count": 6,
+ "execution_count": 5,
"metadata": {},
"outputs": [
{
"data": {
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",
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",
"text/plain": [
""
]
@@ -486,12 +366,12 @@
},
{
"cell_type": "code",
- "execution_count": 7,
+ "execution_count": 6,
"metadata": {},
"outputs": [
{
"data": {
- "image/png": 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",
+ "image/png": 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",
"text/plain": [
""
]
@@ -503,7 +383,7 @@
"name": "stdout",
"output_type": "stream",
"text": [
- "optimal_k 4\n"
+ "optimal_k 7\n"
]
}
],
@@ -516,12 +396,12 @@
},
{
"cell_type": "code",
- "execution_count": 8,
+ "execution_count": 7,
"metadata": {},
"outputs": [
{
"data": {
- "image/png": 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kKT09XZ9++qkWLlyoxMREPfDAA9c01yeffKKOHTuqXr16+XIlJydry5Yt+uijjxQXF3dNc5Ht75fN1HNAMrdmktl1MzWbqbkk6eWXX9bIkSP15JNPFpht8uTJGjlypAYNGnTNs5lcN1OzmZrL9GycB4Vncs1Mzsb7e+GZXDOy/b2ymXoOSObWTDK7bqZmM+7nacF4N9xwgzVlyhSP86+//rpVuXLla5joN7Vq1bKGDx/ucX7EiBFWzZo1r2GiP5DtypiazdRzwLLMrZllmV03U7OZmsuyLKt8+fLWe++953F+wYIFVrly5a5hoj+YXDdTs5may7LMzsZ5UHgm18zkbLy/F57JNSPblTE1m6nngGWZWzPLMrtupmYz7edJA+864Ovra+3evdvj/O7duy0/P79rmOg3fn5+RuayLLJdKVOzmXoOWJa5NbMss+tmajZTc1nWb3/Xdu3a5XF+586dlr+//zVM9AeT62ZqNlNzWZbZ2TgPCs/kmpmezcSfp2WZ/XfNxFyWRbYrZWo2U88ByzK3ZpZldt1MzWbaz5PvwLsO3HjjjRf9DpAZM2aoevXq1zDRb6Kjo7V8+XKP88uXL1dUVNQ1TPQHsl0ZU7OZeg5I5tZMMrtupmYzNZckNWjQQOPGjVNOTk6+udzcXL344otq0KCBDcnMrpup2UzNJZmdjfOg8EyumcnZeH8vPJNrRrYrY2o2U88BydyaSWbXzdRspv08uQvtdWD8+PG68847tXLlSrVs2dLtc9erV6/W/v37L/qX6q/y3HPPqVu3bkpJSSkw18qVKzV//vxrnotsf79spp4Dkrk1k8yum6nZTM0lSVOmTFFcXJzCw8PVpEkTt2yff/65fHx89Omnn9qSzeS6mZrN1FymZ+M8KDyTa2ZyNt7fC8/kmpHt75XN1HNAMrdmktl1MzWbaT9PbmJxnTh48KCmTp2qDRs2KC0t7f+1d+9RVdb5Hsc/e8sdQtQUEAW8JiSWWRpaaoXRRWuarlKhmavRplPTpGWZWdkpu98zT17KzKmpaWpKQ61Ex7yUMqGJZBmmk6F5Kq/lBb7nD4/bGMAZftPs58PT570Wa7X3E/Ja3+3Ph+fHZm8AQEpKCnJzczFixAhkZmZ64lqyZAmeeOIJLF26tJbrhhtuQG5uricu2fxnY10DAO/MAO65sdpYXQCwc+dOzJw5s05bQUEBEhMTPbMxz43Vxupit2kdNDzmmTHbdH5veMwzk81fNtY1APDODOCeG6uN6fHUBp5SSimllFJKKaWUUsTpV2gbUQcOHMCaNWtCu76pqanIyspCZGSkxzJg+/btNXajmzZt6rHocLK5xWhjXgMA58wA7rmx2lhdAFBZWYnly5fXsPXs2RMpKSkey7jnxmpjdQHcNq2Dhsc8M2YboPO7S6wzA2RzjdHGvAYAzpkB3HNjtlE8nmF7uwzlXFVVlY0dO9aSkpIsEAjU+EhKSrLbb7/dqqqqPLE999xzlpWVZcFg0ILBoAUCAQsGg5aVlWVTpkzxxCSb/2zMa8CMc2Zm3HNjtbG6zMx27dpll19+uTVp0sQiIiKsVatW1qpVK4uIiLAmTZrYFVdcYbt37/bExjw3Vhuri92mddDwmGfGbDPT+d0l1pnJ5i8b8xow45yZGffcmG1Mj6c28BpBo0ePtpYtW9qzzz5rFRUVtmfPHtuzZ49VVFTY5MmTrVWrVnbzzTeH3fXAAw9YXFycjRkzxhYsWGBlZWVWVlZmCxYssFtvvdXi4+PtwQcfDLtLNv/ZWNeAGe/MzLjnxmpjdZmZXX311dapUycrKiqyAwcOhO4/cOCAzZ071zp37mzDhw/3xMY8N1Ybq4vdpnXQ8JhnxmzT+b3hMc9MNn/ZWNeAGe/MzLjnxmpjezy1gdcISk5OtqKionqPFxUVWatWrcIoOlh6erq98sor9R5/+eWXrW3btmEUHU42t1htrGvAjHdmZtxzY7WxuszMkpKS7IMPPqj3+OLFiy0pKSmMosMxz43Vxuoy47ZpHTQ85pkx23R+b3jMM5PNLVYb6xow452ZGffcWG1sj2cw/L+0qxrazp070bp163qPp6amYvfu3WEUHWzr1q3Iycmp93hOTg62bdsWRtHhZHOL1ca6BgDemQHcc2O1sboAoLq6GlFRUfUej4qKQnV1dRhFh2OeG6uN1QVw27QOGh7zzJhtOr83POaZyeYWq411DQC8MwO458Zqo3s8w7ZVqJw755xz7Mwzz7Rvvvmm1rFvvvnGzjrrLDv33HPD7jr11FOtsLDQ9u/fX+vYgQMHrLCw0Pr27Rt2l5lsrrHaWNeAGe/MzLjnxmpjdZmZFRQUWPfu3a2kpKTWsZKSEuvRo4ddfvnlHsi458ZqY3WZcdu0Dhoe88yYbTq/NzzmmcnmFquNdQ2Y8c7MjHturDa2xzNgZha+7ULl0qZNm3DOOeegvLwcOTk5SE5OBgBs2bIFq1evRnZ2Nt5++220bds2rK5Vq1YhPz8f+/fvR9++fWu4Fi1ahKioKMybNw9du3YNq0s2/9lY1wDAOzOAe26sNlYXAHz33XcoKCjA3Llz0axZM7Rq1QrAwZ8Mfv/998jPz8esWbOQlJQUdhvz3FhtrC52m9ZBw2OeGbNN5/eGxzwz2fxlY10DAO/MAO65sdrYHk9t4DWSqqurMXfuXCxbtqzGWxfn5ubizDPPRDDozW9D79y5EzNnzqzTVVBQgMTERE9csvnPxroGAN6ZAdxzY7Wxug5VXl6OpUuX1rJ16dLFUxfz3FhtrC52G6B14BLrzABem87vDY95ZrL5y8a6BgDemQHcc2O1MT2e2sBTSimllFJKKaWUUoo4vYmFUkoppZRSSimllFLEaQOvkdWuXTsMGDCgxn15eXlo3769R6KDnXbaaRg6dGiN+4YMGYLTTz/dG9BPks0tVhvrGgB4ZwZwz43VxuoCgGAwiGOPPbbGfVlZWWjSpIlHosMxz43VxuoCuG1aBw2PeWbMNp3fGx7zzGRzi9XGugYA3pkB3HNjtTE8nhFh+0rqZ2nIkCFo2bJljfsuuOACz96K+lCZmZlITU2tcV9aWprnr5EDyOYaq411DQC8MwO458ZqY3UBwLRp02q9qPt9992H7du3ewP6ScxzY7WxugBum9ZBw2OeGbNN5/eGxzwz2dxitbGuAYB3ZgD33FhtDI+nXgNPKaWUUkoppZRSSinivN/6VUoppVSD27t3L/bu3es1QylP0zpoeMwzY7YppZRSXqdfoW0klZWV4amnnsLSpUtrvXXxddddh+zsbE9c27Ztw7Rp02q5evfujaFDh9Z66qtssrnGugYA3pkB3HNjtbG6AGD+/Pl49NFHsXTpUuzYsQMAkJiYiNzcXPz+979HXl6eZzbmubHaWF3sNq2Dhsc8M2abzu8Nj3lmsvnLxroGAN6ZAdxzY7UxPZ76FdpG0DvvvINf/epXOOGEE5Cfn4/k5GQAwJYtWzB//nysXLkSb775JvLz88Pq+uijj5Cfn4+4uDjk5eXVcL333nvYs2cP5s6dixNPPDGsLtn8Z2NdAwDvzADuubHaWF0A8MILL2D48OG46KKLatnmzZuH1157DVOnTsWVV14Zdhvz3FhtrC52m9ZBw2OeGbNN5/eGxzwz2fxlY10DAO/MAO65sdroHk9T9HXr1s3GjRtX7/Hx48dbTk5OGEUH69Wrl11zzTVWXV1d61h1dbVdc801dvLJJ4fdZSaba6w21jVgxjszM+65sdpYXWZmnTp1sqeeeqre408//bR17NgxjKLDMc+N1cbqMuO2aR00POaZMdt0fm94zDOTzS1WG+saMOOdmRn33FhtbI+nNvAaQTExMVZeXl7v8fLycouJiQmj6GAxMTG2du3aeo+vXbvWE5eZbK6x2ljXgBnvzMz458ZoY3WZmUVHR9PamOfGamN1mXHbtA4aHvPMmG06vzc89pnJ1vBYbaxrwIx3Zmb8c2O0sT2eehOLRlBmZiZmz55d7/HZs2cjIyMjjKKDpaSk4MMPP6z3+Icffhh6imm4k80tVhvrGgB4ZwZwz43VxuoCgGOPPRZTp06t9/i0adM8e20Q5rmx2lhdALdN66DhMc+M2abze8NjnplsbrHaWNcAwDszgHturDa2x1NvYtEIuvvuu1FQUIDi4uI6f++6qKgIs2bNCrtr1KhRuOaaa7By5UqcccYZtVzPPfccHnroobC7ZPOfjXUNALwzA7jnxmpjdQHAww8/jIEDB6KoqKhO2xdffHHEb3z+kzHPjdXG6mK3aR00POaZMdt0fm94zDOTzV821jUA8M4M4J4bq43u8Qzbc/3Uv9UHH3xgl156qaWnp1tUVJRFRUVZenq6XXrppbZkyRLPXC+//LL16tXLIiIiLBAIWCAQsIiICOvVq5e98sornrlk85+NdQ2Y8c7MjHturDZWl5lZRUWF3Xzzzda3b1/r3Lmzde7c2fr27Wu33HKLVVRUeGpjnhurjdXFbtM6aHjMM2O26fze8JhnJpu/bKxrwIx3Zmbcc2O1MT2eehda9bO0f/9+bNu2DQBw9NFHIzIy0mPR4WRzi9nGmmamlFJK+S+d3xse88xkc4vZxppm5q8YHk9t4DWytm/fjsrKSgAHfx+7adOmHosOt3fvXgBAdHS0x5LayeYWo415DQCcMwO458ZqY3UdOHAAa9asCdlSU1ORlZVF800h69wAXhurC+C1aR00POaZMdsOpfN7w2OdGSCba4w25jUAcM4M4J4bs83zxzOsz/dTzj333HOWlZVlwWDQgsGgBQIBCwaDlpWVZVOmTPHMNW/ePDv77LMtKSkpZEtKSrKzzz7b5s+f75lLNv/ZWNeAGe/MzLjnxmpjdVVVVdnYsWMtKSkp9PT9Qx9JSUl2++23W1VVlWc+1rkx21hdzDatg4bHPDNmm5nO7y4xz0w2f9lY14AZ78zMuOfGamN6PLWB1wh64IEHLC4uzsaMGWMLFiywsrIyKysrswULFtitt95q8fHx9uCDD4bd9fzzz1tERIRddtllNn36dJszZ47NmTPHpk+fboMHD7bIyEibMWNG2F2y+c/GugbMeGdmxj03Vhury8xs9OjR1rJlS3v22WetoqLC9uzZY3v27LGKigqbPHmytWrVym6++WZPbMxzY7WxuthtWgcNj3lmzDad3xse88xk85eNdQ2Y8c7MjHturDa2x1MbeI2g9PT0I7444ssvv2xt27YNo+hgnTp1sqeeeqre408//bR17NgxjKLDyeYWq411DZjxzsyMe26sNlaXmVlycrIVFRXVe7yoqMhatWoVRtHhmOfGamN1mXHbtA4aHvPMmG06vzc85pnJ5harjXUNmPHOzIx7bqw2tscz6M0v7qqGtHXrVuTk5NR7PCcnJ/RiiuFs48aNyMvLq/f4GWecgb///e9hFB1ONrdYbaxrAOCdGcA9N1YbqwsAdu7cidatW9d7PDU1Fbt37w6j6HDMc2O1sboAbpvWQcNjnhmzTef3hsc8M9ncYrWxrgGAd2YA99xYbWyPpzbwGkEnnXQSJk6ciAMHDtQ6VlVVhfvvvx8nnXRS2F3HHnsspk6dWu/xadOmITs7O4yiw8nmFquNdQ0AvDMDuOfGamN1AUD//v0xatSoOr952bZtG2655Rb0798//DBwz43VxuoCuG1aBw2PeWbMNp3fGx7zzGRzi9XGugYA3pkB3HNjtbE9nnoX2kbQqlWrkJ+fj/3796Nv375ITk4GAGzZsgWLFi1CVFQU5s2bh65du4bVVVxcjIEDB6J9+/bIy8ur4XrvvffwxRdfYPbs2ejbt29YXbL5z8a6BgDemQHcc2O1sboAYNOmTTjnnHNQXl6OnJycGrbVq1cjOzsbb7/9Ntq2bRt2G/PcWG2sLnab1kHDY54Zs03n94bHPDPZ/GVjXQMA78wA7rmx2tgeT23gNZJ27tyJmTNnYtmyZTXeUjk3NxcFBQVITEz0xLVhwwZMmjSpTteIESOQmZnpiUs2/9lY1wDAOzOAe26sNlYXAFRXV2Pu3Ll12s4880wEg949sZ55bqw2Vhe7Teug4THPjNmm83vDY56ZbP6ysa4BgHdmAPfcWG1Mj6c28JRSSimllFJKKaWUIk6vgaeUUkoppZRSSimlFHHawFNKKaWUUkoppZRSijht4CmllFJKKaWUUkopRZw28JRSSimllFJKKaWUIk4beEqRVFFRgQMHDnjNaFRpXu7p/Yv+tfbu3Yu9e/d6zVC/oIqLi/HDDz94zWhU7d27F+vXr9dabWBbtmwJvZseQ1VVVdiyZQu++eYbrylKUaRrg4anebmna4PGkTbwfND69etx+umne/K1v/76a8ycORNz5szBvn37ahzbvXs37r77bk9cADB//nyMHz8e77//PgBg0aJFOPvss3H66adj+vTpnrnq65hjjsFnn33mNaNGmzdvxvjx43H55Zdj1KhRKC8v98RRVFSE1atXAwCqq6sxYcIEpKWlITo6Gm3atMHEiRM9O+kMGjQIL774IuUF9969ezFq1Cj07dsX999/PwDgnnvuQUJCAo466igUFBRgx44dnvlKS0tRWFiI9u3bIzY2FvHx8cjJycG4ceM8dc2fPx/nnHMOmjVrhri4OMTFxaFZs2Y455xz8O6773rm+metXbsW7du39+zrl5aW4p577sEzzzyDbdu21Ti2Y8cODBs2zCMZMGXKFAwZMiT0b/8rr7yCrKwstG/fHuPHj/fMVVdnnnkmNmzY4Klh69atNW5//PHHGDJkCPr06YOLLroIxcXF3sAAPP/881i6dCkA4Mcff8TVV1+N+Ph4dO7cGQkJCRgxYoRnG3k5OTmYMGECNm3a5MnXr69vv/0WF110EdLT0zFy5EhUVVVh+PDhSE1NRVpaGnr37o2vv/7aM9/s2bPRt29fxMfHo3Xr1khJSUFSUhKuvPJKbNy40TMXAJSVleHaa69F9+7dkZqaitTUVHTv3h3XXnstysrKPLUdKV0b1J2uDf79dG3wz9O1gXus1wZU5wJTjb6PP/7YgsFg2L/uhx9+aElJSZaYmGixsbHWsWNH++STT0LHKysrPXGZmb344osWERFhJ5xwgiUkJNj06dMtKSnJhg8fbsOGDbOoqCh79dVXPbFdcMEFdX4Eg0HLy8sL3fai2NhY27p1q5mZrVmzxpo2bWodO3a0iy++2Lp06WJxcXFWWloadtcxxxxjixYtMjOze++911q0aGGPPPKIvfPOO/bYY49ZcnKyTZw4MewuM7NAIGARERHWtGlTGzFihK1YscITR13deOON1rp1a7vpppssKyvLrr32WktPT7eZM2farFmzrGPHjvZf//VfntiKioosNjbWLrzwQrviiissLi7OrrvuOrvlllusY8eO1qFDB/v666/D7nr++ectIiLCLrvsMps+fbrNmTPH5syZY9OnT7fBgwdbZGSkzZgxI+yufyWvzgVmZnPnzrWoqCg79thjLT093Vq0aGHvv/9+6LiX54NHH33U4uPj7de//rWlpqbaPffcYy1atLB77rnH7rrrLktMTLTJkyeH3dW9e/c6PwKBgGVlZYVue1EwGLQtW7aYmdkHH3xgkZGR1q9fPxs9erQNGDDAIiIibOHChZ7Y2rVrZ8uWLTMzs1GjRllmZqa9/vrrtnbtWnvjjTesc+fONnr0aE9sgUDAWrRoYU2aNLH8/Hx77bXXbP/+/Z5YftqwYcOsa9eu9uSTT1q/fv3s/PPPt27dutnixYttyZIldtJJJ1lhYaEnthkzZthRRx1lN910k40dO9ZSUlJszJgxNmnSJOvXr58dffTRtm7dOk9sc+bMsaioKDv55JNt/Pjx9swzz9gzzzxj48ePt969e1t0dLQVFRV5Yvtn6dqgdro2cEvXBg1P1wZusV4bsJ0LtIHXCHr88ceP+HHzzTd7cjLMy8uzq666yqqqqmzHjh02cuRIa9GihZWUlJiZtyfp448/3h5//HEzM3v33XctNjbWHnnkkdDxhx56yPr06eOJLRAIWL9+/Wzo0KE1PoLBoP3qV78K3fbKduii7fzzz7dBgwaFLj6qqqrssssus4EDB4bdFR0dbV9++aWZmXXt2tX++Mc/1jj+9ttvW8eOHcPuMjs4szVr1tijjz5qOTk5FgwG7bjjjrMnn3zSvv32W09Mh2rbtq3Nnz/fzMzWr19vwWDQ3njjjdDxefPmWUZGhie2448/3iZNmlTD0qVLFzMz27dvn51xxhmerINOnTrZU089Ve/xp59+2rO/azfeeOMRP6644grP/s3Nzc212267zczMqqur7f7777eEhAR75513zMzb80GXLl3spZdeMjOzkpISi4iIsClTpoSOT5kyxXr06BF2V0REhJ111ll25513hj7Gjx9vwWDQrr322tB9XvTTc8GAAQNs2LBhNY7fcMMNdvrpp3tBq3E+6Ny5c+jv2KEWLlxo6enpXtAsEAjYV199ZX/+859t0KBBFhERYS1btrSbbrrJysrKPDGZmaWmptoHH3xgZgfXYiAQsHnz5oWOL1682NLS0jyxdenSxV5++eXQ7Y8++sjatGlj1dXVZmZ26aWXerZx0a1bNxs3bly9x8ePH285OTlhFB1O1wYNT9cG7jZdGzQsXRu4xXptwHYu0AZeIygQCFjr1q0tMzOzzo/WrVt7cjJs1qyZffrppzXuu++++6xZs2b24YcfenqSjo+Pty+++CJ0OzIyssZPh9auXWstWrTwgmZ/+MMfrE2bNjZt2rQa90dERNiaNWs8MR3qpyfptm3bhn6ydaiSkhJLTU0Nuys1NdWWLl1qZmbJycmhbwQPtW7dOouNjQ27y6zmzMzMli9fbtdcc401bdrUYmNjbfDgwfbee+95YouNjQ19c2N2cB389CfhFRUVFhcX5wXNYmJirKKiInS7urraIiMjbfPmzWZmtmjRImvZsmXYXdHR0VZeXl7v8fLycouJiQmj6HDBYNBOOOEE69+/f50fJ554omf/5iYmJtrnn39e476XXnrJ4uPj7a233vL0fPCP6yA6OrrGOvjss88sKSkp7K7Fixdbhw4d7I477rCqqqrQ/Wzngp/++3uoTz75xI4++mgvaJaRkRF6dmdaWpp99NFHNY6XlZVZfHy8F7Ra54PNmzfbvffea506dbJgMGi5ubk2derUsLvi4uJsw4YNoduRkZG2evXq0O0vvvjCs5nFxsbWOBeYHVwDX331lZkdPKd6sT7NDp6nWM8HujZoeLo2cEvXBg1P1wZusV4bsJ0L9Bp4jaCMjAw8+uijqKioqPNj9uzZntl+/PHHGrfHjBmD2267DWeeeSaWLFnikQqIjIys8bob0dHRSEhIqHHbq9cluOyyy/DXv/4VU6dOxYUXXojvvvvOE0ddBQIBBAIBAEAwGETTpk1rHE9KSvLEe8EFF+C///u/UVVVhfPPPx/PPPNMjde1ePLJJ3H88ceH3VVXPXv2xOTJk7F582Y888wz2LRpEwYMGOCJJT09PfRaUR999BECgQA+/PDD0PHly5cjLS3NE1taWho+/fTT0O3169ejuroaLVq0AAC0adMGu3btCrvr2GOPxdSpU+s9Pm3aNGRnZ4dRdLiOHTvixhtvxIIFC+r8eO655zxxAQf/Tf3+++9r3FdQUIApU6bg0ksvxZ///GdvYADi4uKwe/fu0O2WLVvWOB8A3rzodZ8+fbBy5UqsW7cOvXv3xvr168NuOFI7d+7Ejh07EBMTg+jo6BrHYmJisGfPHk9cl19+OcaOHYvvv/8eV155Je6+++7QvxV79uzBnXfeiT59+nhiO3T+PFRqaipuvfVWrFu3Du+99x46dOiA66+/PuyuTp064e233wYAvPPOO4iJicG8efNCx+fOnYt27dqF3QUAmZmZWLFiReh2SUkJgsEgkpOTAQDNmzfH/v37PbMd6Xvs2bNnIyMjI4yiw+naoOHp2sAtXRv8++na4F+L9dqA7VwQEbavpJzr0aMHVq5ciUsuuaTO44FAwJMX6ezatSuWLFmCbt261bh/1KhRqK6uxuDBg8NuOlTHjh1RXl6OY445BgDw1Vdf4aijjgodX79+Pdq0aeMVD5mZmVi0aBHuuusuHHfccXjuuedqfePvRWaGzp07IxAIYNeuXVi1alWNx/fzzz9HSkpK2F333nsv8vLy0KVLF+Tm5uLVV1/F/Pnz0blzZ3z++ef49ttvMXfu3LC7jlRcXByGDh2KoUOHYt26dZ4YRowYgaFDh2LKlClYuXIlHnroIdx2220oLy9HMBjEpEmTcNNNN3liKywsxPDhwzF27FhER0fjkUcewXnnnYeoqCgAB18034sLyocffhgDBw5EUVER8vLyQheRW7ZswXvvvYcvvvjCswujE088EStXrsQVV1xR53GvzgUAcPzxx2PBggXo0aNHjfsvu+wymBmGDBniiQsAunTpglWrViErKwsAar3BQHl5OTIzMz2QAU2bNsUf/vAHTJ8+HaeccgruuusuinMBAHTu3BnAwfPCihUr0L1799CxNWvWoHXr1p64xo8fj08++QTt27fHiSeeiL/+9a9ITk5GWloaNm/ejBYtWmD+/Pme2I60/vr374/+/ft78iLco0ePxpAhQ/DYY49h06ZNmDlzJm644QYsX74cwWAQr7/+Oh555JGwuwDgt7/9LYYPH46PPvoIMTExmDJlCq688ko0adIEwMGLyUN/F8Pd3XffjYKCAhQXF9d5PigqKsKsWbM8senaoOHp2sAtXRv8fOna4MixXhuwnQu0gdcIuvvuu4/4k+7s7GxUVFSEUXSwwsJCLFy4ECNGjKh17Oabb4aZ4dlnnw27CwBuu+02NGvWLHQ7MTGxxvEVK1bU+01PuAoGg7jrrrswYMAAFBYWoqqqylMPgFrvwNWxY8cat5ctW4YLLrggnCQABy9ylyxZgqlTp+Ktt95CZmYmqqursW/fPgwePBgjR4707Juufv36hU4s9eXVxcfvfvc7tGrVCkuXLsWwYcMwePBg5OTk4I477sCePXtw4403YuzYsZ7YbrvtNuzevRsTJkzA3r17kZ+fj8cffzx0PC0tDZMmTQq7q3///vjkk08wadIkLFu2DJWVlQCAlJQUnH322RgxYoRnmz0PP/zwEd9d87jjjkN1dXUYRYcbOXIkFi1aVOexwYMHw8w8e4bg/fffj/j4+HqPb9y4Eb/5zW/CKKrdVVddhVNOOQWXX365J88G/McWLFhQ43ZqamqN2xUVFbjmmmvCSQoVFRWFN998E0VFRXjrrbfQpEkTVFdXIzU1FX369EFBQcERH+//ZEOGDEFsbOwR/59//H4kHF1++eXIzMzEsmXLkJubi969eyM7OxsTJ07Enj178D//8z+ebbL/9re/RTAYxMyZM7F3714MHToU48aNCx3v2bOnZ5tkF198MdLS0vDEE0/g4YcfrnE+yM3NRXFxMXJzcz2x6dqg4enawC1dGzQ8XRu4xXptwHYuCJhXP65XSoXatWsX1q9fjy5dutT6VSWllFK/jKqrq7Fz504kJiZSPPNCKaWUNx26NsjKyvqnm0FKqV9O2sBrZG3fvr3Gru8/vg6BV7G6ANlcY7WxugDZXGO2KaWUUkoppdRPMzNUV1eHXvIhXOlNLBpJU6ZMQXZ2Npo3b47s7Owa/32kF1z/pboamy0rK4vWxjI3zUw2hkpLS8N+ov5Xk80tVhurC5DNNVYbqwvw3jZnzhwMHz4cN998M9auXVvj2HfffYfTTz/dI1lNW3l5eY1jXtpYXUDjsenvWsNdmtm/XmOxsTymBw4cwO23345+/fph/PjxAIAHH3wQCQkJiIuLw5AhQ2q8Qc5/vLC9361y7oEHHrC4uDgbM2aMLViwwMrKyqysrMwWLFhgt956q8XHx9uDDz4ol2y+tbG6ZPOn7Uh9/PHHFggEvGbUmWxusdpYXWayucZqY3WZeWt76aWXrEmTJnbuuefaKaecYjExMTZz5szQ8crKSgsGg7I1Apds/rOxumTzn+3222+35ORk+/3vf2/Z2dk2YsQIa9u2rc2cOdNeeOEFS0tLs/vvvz9sHv0KbSMoIyMDDz74YL0vrPrKK69g9OjR2Lhxo1z/n2xusdpYXYBsrrHafv3rXx/x+Pbt21FcXOzJC0vL5harjdUFyOYaq43VBXDbunfvjquuugrXX389AOCPf/wjhg0bhscffxxXX301tmzZgtatW8vWCFyy+c/G6pLNf7YOHTrg8ccfx8CBA/H555/jmGOOwaxZs3DppZeGnBMmTMDq1avD4tG70DaCtm7dipycnHqP5+TkYNu2bWEUHYzVBcjmGquN1QXI5hqr7a233sKAAQNCbxH/j3n5jnCyucVqY3UBsrnGamN1Ady2zz77DIMGDQrdvuSSS9CyZUucd9552L9/vyfvvMluY3XJ5j8bq0s2/9k2b96M4447DsDBd2GOiooK3QaAk046CV9++WX4QGF7rp9y7tRTT7XCwkLbv39/rWMHDhywwsJC69u3r1w/STa3WG2sLjPZXGO15eTk2JQpU+o9/re//c2zXy2QzS1WG6vLTDbXWG2sLjNuW2pqqi1durTW/cXFxZaQkGBjx46VrZG4zGRzjdXG6jKTzTVWW3Jysq1atSp0u3fv3vb3v/89dHvt2rWWmJgYNo+egdcIeuqpp5Cfn4+UlBT07ds39FPKLVu2YNGiRYiKisK8efPkks23NlaXbP6z9ejRAyUlJbj66qvrPB4dHY309PQwqw4mm1usNlYXIJtrrDZWF8Bt69mzJ9555x2cfPLJNe7v168f3nrrLQwcONATF8BrY3UBsrnGamN1AbK5xmrLzs5GSUlJ6DeHPvjggxrHV69ejU6dOoXNo9fAayTt3LkTM2fOxLJly1BZWQkASElJQW5uLgoKCpCYmCiXbL62sbpk85dt7969qKqqQlxcXNi/9j9LNrdYbawuQDbXWG2sLoDbtnDhQixZsgS33nprnccXLFiAGTNmYPr06WGW8dpYXYBsrrHaWF2AbK6x2tatW4fIyEi0a9euzuOzZs1CREREva/r/XOnDTyllFJKKaWUUkoppYgLeg1Qbp177rn4+uuvvWbUitUFyOYaq43VBcjmGquN1QXI5hqrjdUFyOYaq43VBcjmGquN1QXI5hqrjdUFyOYaq81LlzbwGmmLFi3CDz/84DWjVqwuQDbXWG2sLkA211htrC5ANtdYbawuQDbXWG2sLkA211htrC5ANtdYbawuQDbXWG1eurSBp5RSSimllFJKKaUUcdrAa6RlZGQgMjLSa0atWF2AbK6x2lhdgGyusdpYXYBsrrHaWF2AbK6x2lhdgGyusdpYXYBsrrHaWF2AbK6x2rx06U0slFJKKaWUUkoppZQiTs/A80G7d+/GokWLvGbUitUFyOYaq43VBcjmGquN1QXI5hqrjdUFyOYaq43VBcjmGquN1QXI5hqrjdUFyOYaqy3cLj0DzweVlpbihBNOQFVVldeUGrG6ANlcY7WxugDZXGO1sboA2VxjtbG6ANlcY7WxugDZXGO1sboA2VxjtbG6ANlcY7WF26Vn4CmllFJKKaWUUkopRVyE1wD1z2vevPkRj3u1C83qAmRzjdXG6gJkc43VxuoCZHON1cbqAmRzjdXG6gJkc43VxuoCZHON1cbqAmRzjdXG5tIGXiNo7969GDlyJHJycuo8/uWXX+Kuu+4Ks4rXBcjmGquN1QXI5hqrjdUFyOYaq43VBcjmGquN1QXI5hqrjdUFyOYaq43VBcjmGquNzmWKvt69e9tjjz1W7/GPP/7YgsFgGEUHY3WZyeYaq43VZSaba6w2VpeZbK6x2lhdZrK5xmpjdZnJ5hqrjdVlJptrrDZWl5lsrrHa2Fx6DbxG0Lnnnovvv/++3uPNmzdHYWFh+ED/H6sLkM01VhurC5DNNVYbqwuQzTVWG6sLkM01VhurC5DNNVYbqwuQzTVWG6sLkM01VhubS+9Cq5RSSimllFJKKaUUcXoGnlJKKaWUUkoppZRSxOlNLBpJ+/btwxtvvIGlS5eisrISAJCSkoLevXvj/PPPR1RUlFyy+drG6pLNfzZWl2z+s7G6ZPOfjdUlm/9srC7Z/GdjdcnmPxuTS79C2wj6/PPPkZ+fj82bN6NXr15ITk4GAGzZsgXLly9HmzZt8M4776Bjx45yyeZLG6tLNv/ZWF2y+c/G6pLNfzZWl2z+s7G6ZPOfjdUlm/9sbC5t4DWCBgwYgPj4eMyYMQOJiYk1ju3YsQOFhYX44YcfMHfuXLlk86WN1SWb/2ysLtn8Z2N1yeY/G6tLNv/ZWF2y+c/G6pLNfzY6V9je71Y5Fxsba6tXr673+KpVqyw2NjaMooOxusxkc43Vxuoyk801Vhury0w211htrC4z2VxjtbG6zGRzjdXG6jKTzTVWG6vLTDbXWG1sLr2JRSMoKSkJGzZsqPf4hg0bkJSUFDbPoVhdgGyusdpYXYBsrrHaWF2AbK6x2lhdgGyusdpYXYBsrrHaWF2AbK6x2lhdgGyusdroXGHbKlTOjRs3zpo1a2aPPPKIlZaWWmVlpVVWVlppaak98sgj1rx5cxs/frxcsvnWxuqSzX82Vpds/rOxumTzn43VJZv/bKwu2fxnY3XJ5j8bm0sbeI2kiRMnWmpqqgUCAQsGgxYMBi0QCFhqaqrdf//9csnmexurSzb/2VhdsvnPxuqSzX82Vpds/rOxumTzn43VJZv/bEwuvYlFI6uioqLGWxe3a9fOY9HBWF2AbK6x2lhdgGyusdpYXYBsrrHaWF2AbK6x2lhdgGyusdpYXYBsrrHaWF2AbK6x2hhceg28Rla7du2Qm5uL6upqtG7d2mtOKFYXIJtrrDZWFyCba6w2Vhcgm2usNlYXIJtrrDZWFyCba6w2Vhcgm2usNlYXIJtrrDYGl56B10hLTEzExx9/jPbt23tNqRGrC5DNNVYbqwuQzTVWG6sLkM01VhurC5DNNVYbqwuQzTVWG6sLkM01VhurC5DNNVably49A6+RxrrvyuoCZHON1cbqAmRzjdXG6gJkc43VxuoCZHON1cbqAmRzjdXG6gJkc43VxuoCZHON1ealSxt4SimllFJKKaWUUkoRpw28RtrkyZORnJzsNaNWrC5ANtdYbawuQDbXWG2sLkA211htrC5ANtdYbawuQDbXWG2sLkA211htrC5ANtdYbV669Bp4jbji4mL06tULsbGxXlNqxOoCZHON1cbqAmRzjdXG6gJkc43VxuoCZHON1cbqAmRzjdXG6gJkc43VxuoCZHON1eaVSxt4jbioqCiUlpYiKyvLa0qNWF2AbK6x2lhdgGyusdpYXYBsrrHaWF2AbK6x2lhdgGyusdpYXYBsrrHaWF2AbK6x2rxyRYT1qymnTjjhhDrvP3DgAC688ELExMQAAEpKSsLJonUBsrnGamN1AbK5xmpjdQGyucZqY3UBsrnGamN1AbK5xmpjdQGyucZqY3UBsrnGamNzaQOvEbR69Wrk5eXh5JNPDt1nZigtLcVpp52GVq1aySWbr22sLtn8Z2N1yeY/G6tLNv/ZWF2y+c/G6pLNfzZWl2z+s9G5TNG3ePFi69Chg91xxx1WVVUVuj8iIsLWrFkjVx3J5harjdVlJptrrDZWl5lsrrHaWF1msrnGamN1mcnmGquN1WUmm2usNlaXmWyusdrYXHoX2kZQnz59sHLlSqxbtw69e/fG+vXrvSYB4HUBsrnGamN1AbK5xmpjdQGyucZqY3UBsrnGamN1AbK5xmpjdQGyucZqY3UBsrnGaqNzhX3LUP1bTZs2zVJSUmzy5MkWGRnp+U75oVhdZrK5xmpjdZnJ5hqrjdVlJptrrDZWl5lsrrHaWF1msrnGamN1mcnmGquN1WUmm2usNgaXNvAaYevWrbOTTjrJAoEAzV9mM16XmWyusdpYXWayucZqY3WZyeYaq43VZSaba6w2VpeZbK6x2lhdZrK5xmpjdZnJ5hqrzWtXwMzM2+cAKpeqq6uxc+dOJCYmIhAIeM0JxeoCZHON1cbqAmRzjdXG6gJkc43VxuoCZHON1cbqAmRzjdXG6gJkc43VxuoCZHON1ealSxt4SimllFJKKaWUUkoRpzexaCQ988wzyMvLwyWXXIL33nuvxrFt27ahffv2cv1DsrnFamN1AbK5xmpjdQGyucZqY3UBsrnGamN1AbK5xmpjdQGyucZqY3UBsrnGamNyaQOvEfTEE09g9OjR6NKlC6Kjo3HOOefgvvvuCx2vqqrCl19+KZdsvrWxumTzn43VJZv/bKwu2fxnY3XJ5j8bq0s2/9lYXbL5z0bnCvur7qkGl52dbS+99FLo9gcffGAtW7a0cePGmZlZZWWlBYNBuWTzrY3VJZv/bKwu2fxnY3XJ5j8bq0s2/9lYXbL5z8bqks1/NjaXNvAaQbGxsVZRUVHjvtWrV1tycrKNGTPGs7/MrC7Z/GdjdcnmPxurSzb/2VhdsvnPxuqSzX82Vpds/rOxumTzn43NFRG+5/op144++mhs2rQJmZmZofu6du2K999/H6effjo2b94sl2y+trG6ZPOfjdUlm/9srC7Z/GdjdcnmPxurSzb/2VhdsvnPRucK21ahcm7w4MH2u9/9rs5jn3zyibVs2dKT3WhWl5lsrrHaWF1msrnGamN1mcnmGquN1WUmm2usNlaXmWyusdpYXWayucZqY3WZyeYaq43NpWfgNYLGjBmDlStX1nns2GOPxfvvv48//elPYVbxugDZXGO1sboA2VxjtbG6ANlcY7WxugDZXGO1sboA2VxjtbG6ANlcY7WxugDZXGO1sbkCZmZh+2pKKaWUUkoppZRSSqkGpWfgNaI+/PBDLF26FJWVlQCAlJQU5ObmomfPnnLVk2xusdpYXYBsrrHaWF2AbK6x2lhdgGyusdpYXYBsrrHaWF2AbK6x2lhdgGyusdpoXGH7ZV3l3JYtW6xPnz4WCAQsIyPDevbsaT179rSMjAwLBAJ2yimn2JYtW+SSzbc2Vpds/rOxumTzn43VJZv/bKwu2fxnY3XJ5j8bq0s2/9nYXNrAawRdeOGFlpuba+Xl5bWOlZeXW+/eve2iiy6S6yfJ5harjdVlJptrrDZWl5lsrrHaWF1msrnGamN1mcnmGquN1WUmm2usNlaXmWyusdrYXNrAawQlJCRYSUlJvcdXrFhhCQkJYRQdjNVlJptrrDZWl5lsrrHaWF1msrnGamN1mcnmGquN1WUmm2usNlaXmWyusdpYXWayucZqY3MFw/sLu8ql6Oho7Nixo97jO3fuRHR0dBhFB2N1AbK5xmpjdQGyucZqY3UBsrnGamN1AbK5xmpjdQGyucZqY3UBsrnGamN1AbK5xmqjc4Vtq1A5d+2111pGRoa9/vrrtn379tD927dvt9dff90yMzPtuuuuk0s239pYXbL5z8bqks1/NlaXbP6zsbpk85+N1SWb/2ysLtn8Z2NzaQOvEfTjjz/aiBEjLCoqyoLBoMXExFhMTIwFg0GLioqykSNH2o8//iiXbL61sbpk85+N1SWb/2ysLtn8Z2N1yeY/G6tLNv/ZWF2y+c/G5gqYmYXv+X7q32nHjh1YuXJljbcu7tGjBxITE+WqJ9ncYrWxugDZXGO1sboA2VxjtbG6ANlcY7WxugDZXGO1sboA2VxjtbG6ANlcY7WxuLSBp5RSSimllFJKKaUUcXoTi0bSDz/8gMWLF6OsrKzWsR9//BEzZszwQMXrAmRzjdXG6gJkc43VxuoCZHON1cbqAmRzjdXG6gJkc43VxuoCZHON1cbqAmRzjdVG5QrbL+sq5z799FPLyMiwQCBgwWDQ+vbta1999VXoeGVlpQWDQblk862N1SWb/2ysLtn8Z2N1yeY/G6tLNv/ZWF2y+c/G6pLNfzY2l56B1wi65ZZb0LVrV2zduhWffvopjjrqKJxyyinYuHGjXLL9ImysLtn8Z2N1yeY/G6tLNv/ZWF2y+c/G6pLNfzZWl2z+s9G5wrZVqJxr1aqVrVq1KnS7urraRowYYenp6bZ+/XrPdqNZXbL5z8bqks1/NlaXbP6zsbpk85+N1SWb/2ysLtn8Z2N1yeY/G5tLz8BrBP3www+IiIgI3Q4EApg0aRIGDRqEfv36Yd26dXLJ5msbq0s2/9lYXbL5z8bqks1/NlaXbP6zsbpk85+N1SWb/2xsroh//r8or+vSpQtWrFiBrKysGvc/9dRTAIDzzjvPCxatC5DNNVYbqwuQzTVWG6sLkM01VhurC5DNNVYbqwuQzTVWG6sLkM01VhurC5DNNVYbnStsz/VTzt1777129tln13t85MiRFggEwig6GKvLTDbXWG2sLjPZXGO1sbrMZHON1cbqMpPNNVYbq8tMNtdYbawuM9lcY7Wxusxkc43VxuYKmJmFd8tQKaWUUkoppZRSSin1r6bXwFNKKaWUUkoppZRSijht4CmllFJKKaWUUkopRZw28JRSSimllFJKKaWUIk4beEoppZRSSimllFJKEacNPKWUUkoppZRSSimliNMGnlJKKaWUqlX//v3xu9/97hf3tZVSSimlGNMGnlJKKaWU+rcqLi5GIBDA999//7N83uuvv44JEyb8fECllFJKqUZehNcApZRSSimlflrz5s29JiillFJKUaVn4CmllFJK/cLbvXs3CgsLkZCQgNTUVDz88MM1jr/44os48cQTcdRRRyElJQUFBQXYunUrAGDDhg047bTTAADNmjVDIBDA0KFDAQDV1dW477770K5dO8TGxuK4447Da6+99k8/7x9/hTYzMxP33HNPyJiRkYG//OUv+Oabb3D++ecjISEB3bp1w4oVK2q4Fy9ejFNPPRWxsbFo27Ytrr/+euzevfvnHp9SSiml1H88beAppZRSSv3CGz16NBYuXIg333wT8+bNQ3FxMUpKSkLH9+/fjwkTJqC0tBRvvPEGNmzYENpsa9u2Lf70pz8BAD799FN8/fXXePzxxwEA9913H2bMmIFnn30Wa9aswY033ogrrrgCCxcuPOLn1dWjjz6KPn364G9/+xvOPfdcXHnllSgsLMQVV1yBkpISdOjQAYWFhTAzAMD69etx1lln4cILL8SqVavwyiuvYPHixbjuuuv+EyNUSimllPqPFrBD3+UopZRSSqlfXLt27UKLFi0wc+ZMXHzxxQCAb7/9Fm3atME111yDxx57rNbnrFixAieddBJ27tyJhIQEFBcX47TTTsN3332HpKQkAMDevXvRvHlzvPvuu8jNzQ197vDhw7Fnzx7MmjWrzs8DDj4D7/jjjw997czMTJx66ql48cUXAQCVlZVITU3FuHHjcPfddwMAli1bhtzcXHz99ddISUnB8OHD0aRJE0yePDn05y5evBj9+vXD7t27ERMT8zNOUSmllFLqP5teA08ppZRS6hfc+vXrsW/fPvTq1St0X/PmzXHMMceEbq9cuRJ33nknSktL8d1336G6uhoAsHHjRmRnZ9f5537++efYs2cPBgwYUOP+ffv2oXv37g12duvWLfTfycnJAICcnJxa923duhUpKSkoLS3FqlWr8NJLL4X+HzNDdXU1KioqkJWV1WCDUkoppZRXaQNPKaWUUkrV2+7du5Gfn4/8/Hy89NJLaNmyJTZu3Ij8/Hzs27ev3s/btWsXAGD27NlIS0urcSw6OrrBjsjIyNB/BwKBeu87tLm4a9cu/OY3v8H1119f689KT09v8NdXSimllPIybeAppZRSSv2C69ChAyIjI7F8+fLQxtZ3332HdevWoV+/figvL8f//u//YuLEiWjbti0A1HqziKioKABAVVVV6L7s7GxER0dj48aN6NevX51fu67P+7k64YQTUFZWho4dO/7sf7ZSSimlVLjTm1gopZRSSv2CS0hIwNVXX43Ro0fj/fffxyeffIKhQ4ciGDz4bWJ6ejqioqLw5JNP4osvvsBf/vIXTJgwocafkZGRgUAggLfffhvffPMNdu3ahaOOOgqjRo3CjTfeiBdeeAHr169HSUkJnnzySbzwwgv1ft7P1S233IIlS5bguuuuw8cff4zPPvsMb775pt7EQimllFKNMm3gKaWUUkr9wnvwwQdx6qmnYtCgQcjLy8Mpp5yCHj16AABatmyJ559/Hq+++iqys7MxceJEPPTQQzU+Py0tDXfddRfGjBmD5OTk0CbZhAkTMG7cONx3333IysrCWWedhdmzZ6Ndu3ZH/Lyfo27dumHhwoVYt24dTj31VHTv3h133HEHWrdu/bN9DaWUUkqpcKV3oVVKKaWUUkoppZRSijg9A08ppZRSSimllFJKKeK0gaeUUkoppZRSSimlFHHawFNKKaWUUkoppZRSijht4CmllFJKKaWUUkopRZw28JRSSimllFJKKaWUIk4beEoppZRSSimllFJKEacNPKWUUkoppZRSSimliNMGnlJKKaWUUkoppZRSxGkDTymllFJKKaWUUkop4rSBp5RSSimllFJKKaUUcdrAU0oppZRSSimllFKKuP8DyJ7aUb8SuBsAAAAASUVORK5CYII=",
"text/plain": [
""
]
@@ -531,7 +411,7 @@
}
],
"source": [
- "kmeans = Cluster_KMeans(n_clusters=optimal_k)\n",
+ "kmeans = Cluster_KMeans(n_clusters=4)\n",
"kmeans.fit(my_missing_data_matrix)\n",
"clusters = kmeans.labels_\n",
"\n",
@@ -539,6 +419,250 @@
"plot_data.plot('cluster', direction=False, y_label='PERSON_ID', y_ticks=True)"
]
},
+ {
+ "cell_type": "code",
+ "execution_count": 8,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "\n",
+ "\n",
+ "
\n",
+ " \n",
+ " \n",
+ " | datetime | \n",
+ " 2024-01-01 | \n",
+ " 2024-01-02 | \n",
+ " 2024-01-03 | \n",
+ " 2024-01-04 | \n",
+ " 2024-01-05 | \n",
+ " 2024-01-06 | \n",
+ " 2024-01-07 | \n",
+ " 2024-01-08 | \n",
+ " 2024-01-09 | \n",
+ " 2024-01-10 | \n",
+ " ... | \n",
+ " 2024-01-21 | \n",
+ " 2024-01-22 | \n",
+ " 2024-01-23 | \n",
+ " 2024-01-24 | \n",
+ " 2024-01-25 | \n",
+ " 2024-01-26 | \n",
+ " 2024-01-27 | \n",
+ " 2024-01-28 | \n",
+ " 2024-01-29 | \n",
+ " 2024-01-30 | \n",
+ "
\n",
+ " \n",
+ " | person_id | \n",
+ " | \n",
+ " | \n",
+ " | \n",
+ " | \n",
+ " | \n",
+ " | \n",
+ " | \n",
+ " | \n",
+ " | \n",
+ " | \n",
+ " | \n",
+ " | \n",
+ " | \n",
+ " | \n",
+ " | \n",
+ " | \n",
+ " | \n",
+ " | \n",
+ " | \n",
+ " | \n",
+ " | \n",
+ "
\n",
+ " \n",
+ " \n",
+ " \n",
+ " | 102475 | \n",
+ " 0.0 | \n",
+ " 0.364583 | \n",
+ " 0.395833 | \n",
+ " 0.270833 | \n",
+ " 0.291667 | \n",
+ " 0.989583 | \n",
+ " 0.354167 | \n",
+ " 0.291667 | \n",
+ " 0.322917 | \n",
+ " 0.447917 | \n",
+ " ... | \n",
+ " 0.343750 | \n",
+ " 0.395833 | \n",
+ " 0.375000 | \n",
+ " 0.291667 | \n",
+ " 0.395833 | \n",
+ " 0.322917 | \n",
+ " 0.364583 | \n",
+ " 0.270833 | \n",
+ " 0.270833 | \n",
+ " 0.312500 | \n",
+ "
\n",
+ " \n",
+ " | 118675 | \n",
+ " 0.0 | \n",
+ " 0.281250 | \n",
+ " 0.270833 | \n",
+ " 0.322917 | \n",
+ " 0.260417 | \n",
+ " 0.468750 | \n",
+ " 0.312500 | \n",
+ " 0.281250 | \n",
+ " 0.416667 | \n",
+ " 0.322917 | \n",
+ " ... | \n",
+ " 0.614583 | \n",
+ " 0.635417 | \n",
+ " 0.583333 | \n",
+ " 0.531250 | \n",
+ " 0.604167 | \n",
+ " 0.656250 | \n",
+ " 0.635417 | \n",
+ " 1.000000 | \n",
+ " 0.583333 | \n",
+ " 0.583333 | \n",
+ "
\n",
+ " \n",
+ " | 140937 | \n",
+ " 0.0 | \n",
+ " 0.302083 | \n",
+ " 0.281250 | \n",
+ " 0.989583 | \n",
+ " 0.291667 | \n",
+ " 0.291667 | \n",
+ " 0.260417 | \n",
+ " 0.322917 | \n",
+ " 0.270833 | \n",
+ " 0.437500 | \n",
+ " ... | \n",
+ " 1.000000 | \n",
+ " 1.000000 | \n",
+ " 0.562500 | \n",
+ " 0.604167 | \n",
+ " 0.572917 | \n",
+ " 0.989583 | \n",
+ " 0.677083 | \n",
+ " 1.000000 | \n",
+ " 1.000000 | \n",
+ " 0.583333 | \n",
+ "
\n",
+ " \n",
+ " | 142237 | \n",
+ " 0.0 | \n",
+ " 0.416667 | \n",
+ " 0.333333 | \n",
+ " 0.281250 | \n",
+ " 0.218750 | \n",
+ " 0.291667 | \n",
+ " 0.260417 | \n",
+ " 0.312500 | \n",
+ " 0.447917 | \n",
+ " 0.364583 | \n",
+ " ... | \n",
+ " 0.364583 | \n",
+ " 0.229167 | \n",
+ " 0.989583 | \n",
+ " 0.364583 | \n",
+ " 0.385417 | \n",
+ " 0.385417 | \n",
+ " 0.322917 | \n",
+ " 0.375000 | \n",
+ " 0.395833 | \n",
+ " 0.291667 | \n",
+ "
\n",
+ " \n",
+ " | 165878 | \n",
+ " 0.0 | \n",
+ " 0.302083 | \n",
+ " 0.406250 | \n",
+ " 0.989583 | \n",
+ " 0.427083 | \n",
+ " 0.270833 | \n",
+ " 1.000000 | \n",
+ " 0.187500 | \n",
+ " 0.291667 | \n",
+ " 0.312500 | \n",
+ " ... | \n",
+ " 0.989583 | \n",
+ " 0.614583 | \n",
+ " 0.354167 | \n",
+ " 0.364583 | \n",
+ " 0.395833 | \n",
+ " 0.395833 | \n",
+ " 0.218750 | \n",
+ " 0.447917 | \n",
+ " 0.447917 | \n",
+ " 0.989583 | \n",
+ "
\n",
+ " \n",
+ "
\n",
+ "
5 rows × 30 columns
\n",
+ "
"
+ ],
+ "text/plain": [
+ "datetime 2024-01-01 2024-01-02 2024-01-03 2024-01-04 2024-01-05 \\\n",
+ "person_id \n",
+ "102475 0.0 0.364583 0.395833 0.270833 0.291667 \n",
+ "118675 0.0 0.281250 0.270833 0.322917 0.260417 \n",
+ "140937 0.0 0.302083 0.281250 0.989583 0.291667 \n",
+ "142237 0.0 0.416667 0.333333 0.281250 0.218750 \n",
+ "165878 0.0 0.302083 0.406250 0.989583 0.427083 \n",
+ "\n",
+ "datetime 2024-01-06 2024-01-07 2024-01-08 2024-01-09 2024-01-10 ... \\\n",
+ "person_id ... \n",
+ "102475 0.989583 0.354167 0.291667 0.322917 0.447917 ... \n",
+ "118675 0.468750 0.312500 0.281250 0.416667 0.322917 ... \n",
+ "140937 0.291667 0.260417 0.322917 0.270833 0.437500 ... \n",
+ "142237 0.291667 0.260417 0.312500 0.447917 0.364583 ... \n",
+ "165878 0.270833 1.000000 0.187500 0.291667 0.312500 ... \n",
+ "\n",
+ "datetime 2024-01-21 2024-01-22 2024-01-23 2024-01-24 2024-01-25 \\\n",
+ "person_id \n",
+ "102475 0.343750 0.395833 0.375000 0.291667 0.395833 \n",
+ "118675 0.614583 0.635417 0.583333 0.531250 0.604167 \n",
+ "140937 1.000000 1.000000 0.562500 0.604167 0.572917 \n",
+ "142237 0.364583 0.229167 0.989583 0.364583 0.385417 \n",
+ "165878 0.989583 0.614583 0.354167 0.364583 0.395833 \n",
+ "\n",
+ "datetime 2024-01-26 2024-01-27 2024-01-28 2024-01-29 2024-01-30 \n",
+ "person_id \n",
+ "102475 0.322917 0.364583 0.270833 0.270833 0.312500 \n",
+ "118675 0.656250 0.635417 1.000000 0.583333 0.583333 \n",
+ "140937 0.989583 0.677083 1.000000 1.000000 0.583333 \n",
+ "142237 0.385417 0.322917 0.375000 0.395833 0.291667 \n",
+ "165878 0.395833 0.218750 0.447917 0.447917 0.989583 \n",
+ "\n",
+ "[5 rows x 30 columns]"
+ ]
+ },
+ "execution_count": 8,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "my_missing_data_matrix.head()"
+ ]
+ },
{
"cell_type": "code",
"execution_count": 9,
@@ -546,7 +670,36 @@
"outputs": [
{
"data": {
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",
+ "image/png": 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",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ },
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "2\n"
+ ]
+ }
+ ],
+ "source": [
+ "optimal_k = Cluster_DTW_KMeans.find_n_clusters(my_missing_data_matrix, clusters=np.arange(1,9), method='elbow')\n",
+ "# transformed_matrix = DTWkmeans.fit_transform(my_missing_data_matrix)\n",
+ "print(optimal_k)\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 10,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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",
"text/plain": [
""
]
@@ -556,13 +709,57 @@
}
],
"source": [
- "DTWkmeans = Cluster_DTW_KMeans(n_clusters=optimal_k)\n",
+ "DTWkmeans = Cluster_DTW_KMeans(n_clusters=3)\n",
"DTWkmeans.fit(my_missing_data_matrix)\n",
"DTWclusters = DTWkmeans.labels_\n",
"\n",
"plot_data = MissingPatternPlot.initialize(my_missing_data_matrix, None, 'study_period', DTWclusters)\n",
"plot_data.plot('cluster', direction=False, y_label='PERSON_ID', y_ticks=True)"
]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 18,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stderr",
+ "output_type": "stream",
+ "text": [
+ "/Users/harrisonkane/Desktop/BME/Bass Connections/FOMO/fomo/examples/../../fomo/patterns/missing_data_matrix.py:46: FutureWarning: Support for axis=1 in DataFrame.rolling is deprecated and will be removed in a future version. Use obj.T.rolling(...) instead\n",
+ " resampled_matrix = matrix.rolling(window=intervals_per_group, axis=1, min_periods=1).mean()\n",
+ "/Users/harrisonkane/Desktop/BME/Bass Connections/FOMO/fomo/examples/../../fomo/patterns/spectrograms.py:19: UserWarning: nperseg = 256 is greater than input length = 30, using nperseg = 30\n",
+ " frequencies, times, Sxx = spectrogram(signal, fs)\n"
+ ]
+ }
+ ],
+ "source": [
+ "spec_missing_data_matrix = missing_data_matrix(flagged_data, missingness_interval=15*4*24, person_index=False)\n",
+ "\n",
+ "spectrograms = generate_spectrograms(spec_missing_data_matrix)\n",
+ "spec_clusters = cluster_spectrograms(spectrograms, Cluster_KMeans, n_clusters=4)\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 19,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "plot_data_spec = MissingPatternPlot.initialize(my_missing_data_matrix, None, 'study_period', spec_clusters)\n",
+ "plot_data_spec.plot('cluster', direction=False, y_label='PERSON_ID', y_ticks=True)"
+ ]
}
],
"metadata": {
diff --git a/fomo/patterns/__pycache__/cluster_dtw_k_means.cpython-311.pyc b/fomo/patterns/__pycache__/cluster_dtw_k_means.cpython-311.pyc
index 4c0b405..6c17f85 100644
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diff --git a/fomo/patterns/__pycache__/flag_missing_data.cpython-311.pyc b/fomo/patterns/__pycache__/flag_missing_data.cpython-311.pyc
index 1e30e84..d0b804b 100644
Binary files a/fomo/patterns/__pycache__/flag_missing_data.cpython-311.pyc and b/fomo/patterns/__pycache__/flag_missing_data.cpython-311.pyc differ
diff --git a/fomo/patterns/__pycache__/missing_data_matrix.cpython-311.pyc b/fomo/patterns/__pycache__/missing_data_matrix.cpython-311.pyc
index f1fce24..988022f 100644
Binary files a/fomo/patterns/__pycache__/missing_data_matrix.cpython-311.pyc and b/fomo/patterns/__pycache__/missing_data_matrix.cpython-311.pyc differ
diff --git a/fomo/patterns/__pycache__/spectrograms.cpython-311.pyc b/fomo/patterns/__pycache__/spectrograms.cpython-311.pyc
new file mode 100644
index 0000000..a07fbab
Binary files /dev/null and b/fomo/patterns/__pycache__/spectrograms.cpython-311.pyc differ
diff --git a/fomo/patterns/cluster_dtw_k_means.py b/fomo/patterns/cluster_dtw_k_means.py
index 2bfb322..8a257a3 100644
--- a/fomo/patterns/cluster_dtw_k_means.py
+++ b/fomo/patterns/cluster_dtw_k_means.py
@@ -44,6 +44,8 @@ def find_n_clusters(cls, missing_data_matrix, clusters: list, method: str):
plt.axvline(x=elbow_point, color='black', linestyle='--')
plt.show()
+
+ return elbow_point
elif method == 'silhouette':
# calculate the silhouette score for each number of clusters
@@ -70,6 +72,8 @@ def find_n_clusters(cls, missing_data_matrix, clusters: list, method: str):
plt.show()
+ return optimal_k
+
elif method == 'gap':
# set max reference distributions
nrefs = 5
diff --git a/fomo/patterns/missing_data_matrix.py b/fomo/patterns/missing_data_matrix.py
index 8c2389d..f9b0eb7 100644
--- a/fomo/patterns/missing_data_matrix.py
+++ b/fomo/patterns/missing_data_matrix.py
@@ -2,7 +2,7 @@
import pandas as pd
from .flag_missing_data import flag_missing_data
-def missing_data_matrix(flagged_df, basis_rate=15, missingness_interval=15):
+def missing_data_matrix(flagged_df, basis_rate=15, missingness_interval=15, person_index=True):
"""
Converts missing flagged data into matrix where each row is one participant
and each column is one time point. The Value in each index represents
@@ -14,6 +14,7 @@ def missing_data_matrix(flagged_df, basis_rate=15, missingness_interval=15):
- missingness_interval: For fractional missingness, how big of interval to consider in final matrix.
Fractional missingness = (number of basis_rate intervals with data)/(how many basis_rate intervals
within missingness_interval)
+ - person_index: have person_id as index (True, default) or as column (False)
Returns:
- DataFrame matrix as described
@@ -31,7 +32,11 @@ def missing_data_matrix(flagged_df, basis_rate=15, missingness_interval=15):
flagged_df['Missing_Flag'] = flagged_df['Missing_Flag'].astype(int)
# Create matrix
- matrix = flagged_df.pivot(index='person_id', columns='datetime', values='Missing_Flag').reset_index()
+ if not person_index:
+ matrix = flagged_df.pivot(index='person_id', columns='datetime', values='Missing_Flag').reset_index()
+
+ else:
+ matrix = flagged_df.pivot(index='person_id', columns='datetime', values='Missing_Flag')
# Calculate the number of basis_rate intervals within each missingness_interval
intervals_per_group = missingness_interval // basis_rate
@@ -41,7 +46,13 @@ def missing_data_matrix(flagged_df, basis_rate=15, missingness_interval=15):
resampled_matrix = matrix.rolling(window=intervals_per_group, axis=1, min_periods=1).mean()
# Since rolling mean includes the current and previous (window-1) columns, we need to select every intervals_per_group-th column to get non-overlapping intervals
- resampled_matrix = resampled_matrix.iloc[:, [0] + [i for i in range(1, len(resampled_matrix.columns), intervals_per_group)]]
+ if not person_index:
+ #Include person_id column in final matrix
+ resampled_matrix = resampled_matrix.iloc[:, [0] + [i for i in range(1, len(resampled_matrix.columns), intervals_per_group)]]
+
+ else:
+ # person_id already index of final matrix
+ resampled_matrix = resampled_matrix.iloc[:, [i for i in range(0, len(resampled_matrix.columns), intervals_per_group)]]
return resampled_matrix
diff --git a/fomo/patterns/spectrograms.py b/fomo/patterns/spectrograms.py
new file mode 100644
index 0000000..114ebc5
--- /dev/null
+++ b/fomo/patterns/spectrograms.py
@@ -0,0 +1,61 @@
+import numpy as np
+import pandas as pd
+import matplotlib.pyplot as plt
+from scipy.signal import spectrogram
+
+def generate_spectrograms(missing_data_matrix):
+ freqs_arr = []
+ times_arr = []
+ Sxx_arr = []
+
+ fs = 1 / (missing_data_matrix.columns[2] - missing_data_matrix.columns[1]).total_seconds() # Sampling frequency
+
+ for i in range(len(missing_data_matrix['person_id'])):
+
+ # Generate spectrogram
+ signal = missing_data_matrix.loc[i][1:]
+ signal = signal.T.values
+
+ frequencies, times, Sxx = spectrogram(signal, fs)
+
+ # Keep freq, time, Sxx for plotting spectrogram later
+ freqs_arr.append(frequencies)
+ times_arr.append(times)
+ Sxx_arr.append(Sxx)
+
+ spectrograms = pd.DataFrame({
+ 'person_id': missing_data_matrix['person_id'],
+ 'frequencies': freqs_arr,
+ 'times': times_arr,
+ 'Sxx': Sxx_arr
+ })
+
+ return spectrograms
+
+def cluster_spectrograms(spectrograms, ClusteringClass, n_clusters):
+
+ # Convert person_id, Sxx to format suitable for clustering
+ expanded_df = pd.DataFrame({
+ 'person_id': spectrograms['person_id'],
+ 'Sxx': [spec.flatten() for spec in spectrograms['Sxx']]
+ })
+
+ expanded_df = expanded_df.set_index('person_id')
+ expanded_df = pd.DataFrame(expanded_df['Sxx'].tolist(), index=expanded_df.index)
+
+ # Cluster based on specified class
+ cluster = ClusteringClass(n_clusters = n_clusters)
+ cluster.fit(expanded_df)
+ clusters = cluster.labels_
+
+ return clusters
+
+
+def plot_spectrogram(times, frequencies, Sxx):
+
+ plt.pcolormesh(times, frequencies*3600*24, 10 * np.log10(Sxx), shading='gouraud')
+ plt.ylabel('Frequency (1 / day)')
+ plt.xlabel('Time (min)')
+ plt.title('Spectrogram Person 1')
+ plt.colorbar(label='Intensity')
+ plt.show()
\ No newline at end of file