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0,\n", " 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n", " 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n", " 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n", " 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n", " 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n", " 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n", " 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n", " 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n", " 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n", " 0, 0, 0, 0, 0, 0, 0, 0], dtype=int64))], 'db_size': 2901, 'db_n_attr': 6, 'imbalanced_ratio': 26.62857142857143}\n" ] } ], "source": [ "datasetName = \"folding_kr-vs-k-zero-one_vs_draw\"\n", "pickle_in = open(f\"{datasetName}.pickle\",\"rb\")\n", "example_dict1 = pickle.load(pickle_in)\n", "\n", "print(example_dict1)" ] }, { "cell_type": "code", "execution_count": 4, "id": "daf267e3", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "dict_keys(['folding', 'db_size', 'db_n_attr', 'imbalanced_ratio'])" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "example_dict1.keys()" ] }, { "cell_type": "code", "execution_count": 5, "id": "74952cb4", "metadata": {}, "outputs": [], "source": [ "myData = example_dict1[\"folding\"]" ] }, { "cell_type": "code", "execution_count": 6, "id": "62bff72d", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(array([[2, 0, 0, 3, 0, 0],\n", " [2, 1, 0, 2, 0, 0],\n", " [2, 1, 0, 3, 0, 0],\n", " ...,\n", " [3, 3, 7, 6, 6, 6],\n", " [3, 3, 7, 6, 7, 5],\n", " [3, 3, 7, 6, 7, 7]], dtype=int64),\n", " array([1, 1, 1, ..., 0, 0, 0], dtype=int64),\n", " array([[2, 0, 0, 2, 0, 0],\n", " [2, 0, 0, 4, 0, 0],\n", " [2, 0, 0, 5, 0, 0],\n", " ...,\n", " [3, 3, 7, 6, 6, 5],\n", " [3, 3, 7, 7, 6, 6],\n", " [3, 3, 7, 7, 7, 6]], dtype=int64),\n", " array([1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0,\n", " 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n", " 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n", " 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n", " 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n", " 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n", " 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n", " 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n", " 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n", " 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n", " 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n", " 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n", " 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n", " 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 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], "source": [ "myData[0]" ] }, { "cell_type": "code", "execution_count": 7, "id": "96171203", "metadata": {}, "outputs": [], "source": [ "k = myData[0]" ] }, { "cell_type": "code", "execution_count": 8, "id": "b148c809", "metadata": {}, "outputs": [], "source": [ "data_con = np.concatenate((k[0],k[2]),axis = 0)" ] }, { "cell_type": "code", "execution_count": 9, "id": "6143ddff", "metadata": {}, "outputs": [], "source": [ "target = np.concatenate((k[1],k[3]),axis = 0)" ] }, { "cell_type": "code", "execution_count": 10, "id": "95fde748", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(2901,)" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" } ], "source": [ "target.shape" ] }, { "cell_type": "code", "execution_count": 11, "id": "23d5f8cf", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(2901, 6)" ] }, "execution_count": 11, "metadata": {}, "output_type": "execute_result" } ], "source": [ "data_con.shape" ] }, { "cell_type": "code", "execution_count": 12, "id": "6dea34a6", "metadata": {}, "outputs": [], "source": [ "target = target.astype(float)" ] }, { "cell_type": "code", "execution_count": 13, "id": "a21dade8", "metadata": {}, "outputs": [], "source": [ "data_con = data_con.astype(float)" ] }, { "cell_type": "code", "execution_count": 14, "id": "afab9421", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array([1., 1., 1., ..., 0., 0., 0.])" ] }, "execution_count": 14, "metadata": {}, "output_type": "execute_result" } ], "source": [ "target" ] }, { "cell_type": "code", "execution_count": 15, "id": "e5ddd126", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array([[2., 0., 0., 3., 0., 0.],\n", " [2., 1., 0., 2., 0., 0.],\n", " [2., 1., 0., 3., 0., 0.],\n", " ...,\n", " [3., 3., 7., 6., 6., 5.],\n", " [3., 3., 7., 7., 6., 6.],\n", " [3., 3., 7., 7., 7., 6.]])" ] }, "execution_count": 15, "metadata": {}, "output_type": "execute_result" } ], "source": [ "data_con" ] }, { "cell_type": "code", "execution_count": 16, "id": "73127369", "metadata": {}, "outputs": [], "source": [ "def loadDataset():\n", " labels = target\n", " features = data_con\n", " label_1 = list(np.where(labels == 1)[0])\n", " label_0 = list(np.where(labels == 0)[0])\n", " features_1 = features[label_1]\n", " features_0 = features[label_0]\n", " \n", " data0 = np.array(range(100)).reshape((25,4))\n", " return DataSet(data0=features_0, data1=features_1)" ] }, { "cell_type": "code", "execution_count": 17, "id": "727e77a4", "metadata": {}, "outputs": [], "source": [ "data = loadDataset()" ] }, { "cell_type": "code", "execution_count": 18, "id": "17eaf58d", "metadata": {}, "outputs": [], "source": [ "def getRandGen(initValue, incValue=257, multValue=101, modulus=65537):\n", " value = initValue\n", " while True:\n", " value = ((multValue * value) + incValue) % modulus\n", " yield value\n", " \n", "randGen = getRandGen(2021)\n", "random.seed(2021)" ] }, { "cell_type": "code", "execution_count": 19, "id": "1ab2a8c9", "metadata": {}, "outputs": [], "source": [ "def shuffler(data):\n", " data = list(data)\n", " size = len(data)\n", " shuffled = []\n", " while size > 0:\n", " p = next(randGen) % size\n", " size -= 1\n", " shuffled.append(data[p])\n", " data = data[0:p] + data[(p + 1):]\n", " return np.array(shuffled)" ] }, { "cell_type": "code", "execution_count": 20, "id": "baf370af", "metadata": {}, "outputs": [], "source": [ "ganName = \"SimpleGAN\"\n", "gan = SimpleGan(numOfFeatures=k[2].shape[1])" ] }, { "cell_type": "code", "execution_count": 21, "id": "0efefb5d", "metadata": { "scrolled": false }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "-> Shuffling data\n", "### Start exercise for synthetic point generator\n", "\n", "====== Step 1/5 =======\n", "-> Shuffling data\n", "-> Spliting data to slices\n", "\n", "------ Step 1/5: Slice 1/5 -------\n", "-> Reset the GAN\n", "-> Train generator for synthetic samples\n", "Epoch 1/3\n", "Epoch 2/3\n", "Epoch 3/3\n", "-> create 2152 synthetic samples\n" ] }, { "data": { "image/png": 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\n", 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" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "-> test with 'LR'\n", "LR tn, fp: 559, 1\n", "LR fn, tp: 5, 16\n", "LR f1 score: 0.842\n", "LR cohens kappa score: 0.837\n", "LR average precision score: 0.879\n", "\n", "-> test with 'GB'\n", "GB tn, fp: 560, 0\n", "GB fn, tp: 2, 19\n", "GB f1 score: 0.950\n", "GB cohens kappa score: 0.948\n", "\n", "-> test with 'KNN'\n", "KNN tn, fp: 559, 1\n", "KNN fn, tp: 7, 14\n", "KNN f1 score: 0.778\n", "KNN cohens kappa score: 0.771\n", "\n", "\n", "------ Step 1/5: Slice 2/5 -------\n", "-> Reset the GAN\n", "-> Train generator for synthetic samples\n", "Epoch 1/3\n", "Epoch 2/3\n", "Epoch 3/3\n", "-> create 2152 synthetic samples\n" ] }, { "data": { "image/png": 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\n", 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" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "-> test with 'LR'\n", "LR tn, fp: 553, 7\n", "LR fn, tp: 4, 17\n", "LR f1 score: 0.756\n", "LR cohens kappa score: 0.746\n", "LR average precision score: 0.856\n", "\n", "-> test with 'GB'\n", "GB tn, fp: 560, 0\n", "GB fn, tp: 1, 20\n", "GB f1 score: 0.976\n", "GB cohens kappa score: 0.975\n", "\n", "-> test with 'KNN'\n", "KNN tn, fp: 559, 1\n", "KNN fn, tp: 4, 17\n", "KNN f1 score: 0.872\n", "KNN cohens kappa score: 0.867\n", "\n", "\n", "------ Step 1/5: Slice 3/5 -------\n", "-> Reset the GAN\n", "-> Train generator for synthetic samples\n", "Epoch 1/3\n", "Epoch 2/3\n", "Epoch 3/3\n", "-> create 2152 synthetic samples\n" ] }, { "data": { "image/png": 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\n", 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" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "-> test with 'LR'\n", "LR tn, fp: 542, 18\n", "LR fn, tp: 5, 16\n", "LR f1 score: 0.582\n", "LR cohens kappa score: 0.562\n", "LR average precision score: 0.703\n", "\n", "-> test with 'GB'\n", "GB tn, fp: 560, 0\n", "GB fn, tp: 2, 19\n", "GB f1 score: 0.950\n", "GB cohens kappa score: 0.948\n", "\n", "-> test with 'KNN'\n", "KNN tn, fp: 558, 2\n", "KNN fn, tp: 3, 18\n", "KNN f1 score: 0.878\n", "KNN cohens kappa score: 0.874\n", "\n", "\n", "------ Step 1/5: Slice 4/5 -------\n", "-> Reset the GAN\n", "-> Train generator for synthetic samples\n", "Epoch 1/3\n", "Epoch 2/3\n", "Epoch 3/3\n", "-> create 2152 synthetic samples\n" ] }, { "data": { "image/png": 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aqc4Jy4J04HQeLFeuaO4801owoVZU46QBoGPHjvjyyy+VNsMlHAv6Kd48vJRKfihrhwFIaRiTmeScsJ0P0OmJjOOBhVZRTbpDa1C2AQO0nYJavUXW+vw/tGkL3H47yTlhOx9gKiebK8hFm7SJqiJpLUEdhVF2Cmr2FlnDG03ePB8o7qzMaakQj+QCofXJW8M1dY5pEB5JqwStyoeSotKNJiVEq6jPB3HlCqC8HCgpJhNtorqT1KoomFyouk7aXXy9TtpVqHKPO+YtRPZfBsQ0MqPP1LGVvl9Xjqu9zRwAbr0VxnUbvfp63jiuat7zqE1+gAo1n6+aqJP2ZeTO31EpsmVf9kN+cBNkX67bWTGnFNSZM8oZwoCa79S0OilILriTlgGtSjvG5O1Bi8ILiMljj260fEtrSE4Bbr1V+sL2qCKogwC5/1dqvoCoAZ7ukAGtlj7VZrc7x5XyltayZTP+m70D6ztF48H+HdCrbWOm9dSGu+erqW8voLAACK0P4/ZdzK8vV/pBbpT2AzXB0x0KQykIT0ltERil3ZS3tNbMDGTXvxPnCsuYhwQo0RpOzrVC50dGePpBXXAnXUfZdeIyXt5TgJ9MwbKkYShvaXXxiYgpOI6WoQHMQwKsmRnAyRPAyROwzJ3DbJsi9Bsgtcr3G0CynJrTD6apk2Hq2kkSqqoj1O0doTrM2px85DdojvUdonBf9/pMa8mdztFHRaNPVDT6EKyli0+E5cB+QBSllAEjSqj01QmxJhuEAltagUfSdZQR4S3QqlkDPBg3gNmxWt55C+L+fbC88xaRdTLT9BYgIADCqHj2tQidiDc28LS8gQuAVGBLK/BIuo7Sq21jug23q1ecHzWENTMDsFohdOzEfHtv2bIZqFcPKCwkcSLiyhVAURHEJYtgBkjSD1qf5FKn7hpuwCNpDjPCYwlASIj0qCIsWzZjx4TnMe3NL/Hjqu+r/BnKzjlrZgZgMELo2o3EmThu3FFoupjTUoGyMsDPj2xQsaajco3AnbQPsmPeQkx7dSl2zFsoy+updaPJmpmB7Kb3IN9YH2tzL1T5M5QVLNSiW4bkFAijn5IugAROVVy5ArBYAH9/5v+VOS0V4pJFUqRPcAGxrcmdfmW4k/ZBKDsFtax2potPRMyv26SGnDN7vf563ii1pLwAUpbWOTpmqlI9SiVIX4I7aR+EslPQsiAdYs4hSVlPY+ijonHfM09g1vmtuG/UUKXNccKclgpTz64wDR5AdgGs7YJK7vBDQiCMforsDorXZ1cN7zj0QShL4kwjh0sjpm4LgzFrndP33D2uahb5qQ3qoapOok03dQp6er6axyZBzMuDEBYGw8KlzDb6Gp4eVzlKTHnHYR2D8rZb/+wUMtF56ttZWXOYxFrXTtEiUacgdU6cI6G09g530hpj14nLmJ6Vi10nLsvyemptDQdkzmESa10bklOA/gNJOwWp/lfemJCj5U5BpS9+PN2hMaZn5eLs1VK0ahCIt0ayOQzW2ziljqt9/l/Y7UDeHyTpkx9XfY+1v/yFEe0b0Uw1Z0Dp89XUpYP9c+OhozRrdu0kNfnodDAeUGbyjtLHtSZ4usOHGBHeAq0aBDJrVgDa3RS0NXng2FHoZ84maUJZe/B/yPcLxrpf/mK2T/OiTd6YkFMHOwWp4B2HGoO0U1CjCLFxEDMWA/7+JDP2LDNfRUzDNsjuNAjDI8OY7bNmZgB/nAKsVlgWpDPZp4TMLcXGaKU1VdopqITWirtwJ12H0T87xe4A1EZNbx5DcgosncPpbL9WiB6FB9Hj9CEYZx9hXk6sFyrd2hNgWZAOnDwJy4H9sCY9qbmqGNWjAcEmnu5QEVods+UVannzkNpOLPWJfTfq03U6kqoYQAREkWSD1BubgppGA2kY1TjpH3/8ESNHjkTXrl0RHR2N5cuXK22S7Px36Wq80nwA/rt0tdKmKI+Mbx7jvPkwHsglu921N3okjmG/iNx2I/2i09FUxRCXEmod6v+9N1BFuiM/Px//93//h7lz5yIqKgq5ubkYN24cWrVqhT59KFSDtUH2rfciv94tyL71XhKtZC1D9aahzumapk7G7j+uIvv+WDw0sm+V+wOG5BQ6hbl9ewBBAIKCaFIdHTvZm3Io0HKDklZQRSR99uxZxMTEIDo6GjqdDp07d0b37t1x4MABpU2TlZgmFrQo/hMxTSxKm+IzWP45XdK6/ud0mgW3b0N2xyjki/7Mo7tcgbq23LhsBYyHjpJtDlLWqmtZJ8abqCKSjoyMRGRkpP3rq1evYt++fXjwwQcVtEp++kwdWyciaFkrFkpKnB9Z6dsfMUe2IPv+WJIyyNogjcq9gBAbZ4+kWXHs7FPlPolCqK6Z5dq1a5gwYQJCQ0Px0UcfQadTRbDPIeRS7CO4fvIU/Nq0QdOVX3v1tc4Pi4HlUA70XcLRfH22V19Lac627wBcuwbUq4dWv9A0ochJ6YYNKPpsEULGPYXAoeoSxFISVTnpU6dOYdKkSWjXrh1SU1Ph7+/v1u/XhY5DNeHucbWLFN16K4RbmpFE0krUEVNRne2enq/e6BT0JdTsBzTRcbh3717ExcVh0KBBSE9Pd9tB1yU0m7uzVRScOcNcPmdOS4WpRwQs/0iBePw4ifiN3MeVXLgnJMT5keMTqMJJnz59GhMnTsSUKVPwwgsvQBAEpU1SNUqrcnkMYbuxuHIFUF4OmM1AcRHZ+CvK41qbGBa1cI9x5x5pU3Anu444Nbw+23NU4aSXLVuG4uJivP/++4iIiLB/vPvuu0qbpkqUVuWqiZocE2VlgdNGlSgypzrMaakQD+dIw3Q7dWa0TmJtTj7OXi2ttgpE1c1E1PD6bI9RRXXH9OnTMX06UYmUAsidF9VHRav2je3omLypMWJIToEp7w976zgr4soVUlQOALmHmday1Q4/8MhEfHNbD5IqEOqhA7JDXJ9dl1BFJK11NJt+8AKUKn21QdktJsTGAQEBwI0NTRZsKn09lqZhVn2iixVhJKrEwFfq+uy6BHfSBFCmH7Quc9mrbWO8NbITk2MyTZ0MU0RHmPr1IjsGtTkmQ3IKjD8dgHHTVua7FCE2TmppNxrJNjQRFCR9QZXPLyqCuGQRn8ytAbiTJoAyt2jNzJBmCp6miczlnuRCwvZtgCgCBQVkWtdyTnExJKdA/24ahI6dyDY0ERQMoVskcyQqOfxg+9cUx0OJyLwuwZ20ytDFJ0qiOrfRROa1bV6pEi+IKsk9iZrywk16p7YgHfjrMlC/viQCRXA8eGu4d1HFxqGa2XXiMtbm5GNEeAtZxPapNwVHhLew268majquxnnznTZjKaBqr/aGSPyOsVOQ3TwCMecPos/CyncOXtkobtyk0vR3T+Gt4d6FR9K1oMlI1AGyHDHxEFHNlqfZdK63fU9W85vdPAL5oc2Q3TyCZL2aoJz+bsOQnALjzj0kKnjU5aW+kIrhTroWSGcKanVTkHB6hTktFaaeXfHA6o/QUiwjOa6yvhEdUzFENb8x5w+iReEFxJw/SLJeTbhz8VMi9UB9cZZ1oryXUJV2Bytq1+4wj02CmHMIACCEd4Fh4VJlDXKR6m7xPTmupt7dpSGyANCmLdMtt31qeFkZYLEAwcEk3Xa11b17u2bZ0/OVWtvZ1LcXUFgAABBGP6VJvWjHY9JyzkxV+IGqqEm7g+ekZUQXnwjLlSv2z9VEbTliKoTYOIhLP5eqNxixTw0HAIOBbFOwtryoWmt9nUrrAHaneq3QeW0NOmm1S726Qp1Od8idr9JHRcOYtQ7GrHWqy7XKlXs3JKdAnzoPQrdI5ryok1P292d2Srbcu1hWRpYXlfMcczweJLf3tpmPVKO7OB5Rp520L+SrqJCzU5Aq72hIToEw+imyUjJ77v1ILtCpM8mFlPIcc6Uhh/J4GOfNl7oED+SqMtVRV0Sb6rSTpq6d1XKNJ1kVSJcOMHXtRBY51taMQ1lZgLsr9JipnCrKygA/P7p65Fo6BV09Hlo+V+3UEdGmOu2kSd/goNXw0GTpkK36w2qFSKRjImsJZGmpNPQVoHOqFgtJKuZmm1gvIpYF6RD374clZaq2zjFHCKVv1UyddtLUUNZ4ajIV41ieRlQ0JGcaBgCg1wNt2jI7VcuWzUBwCGA0kt2pkad3IAKiSHKOKZF6qCuiTdxJE0JZ40mZipHr1tY4b36FE0lIIlmTIg0DuOZE3G30qKnJx5qZAVgsEDrdQ5rPJbv7uy1MetTraRy+xlX61Ayvk3YBrc7Rs9cRBwUDViuEsDDm2mzHUr0RPW9Xbd3pzXhj/p+paydpo1Gng/GAs3NiOWfkqOs39e4OFBeT1Jab01IhLlkkfUFQO26vpdfpoH83jew9p5Z+iarQxIxDNaNVvWhbygSFBcxpGFun4OqMDTh74ar22uS9kb/s21+SJK1CEErJtnZX7pwo79TElSukXH5ICN3UHUKpV1tkfnX2bOa1lIBH0i6g9UiaogPNFt3sDotAdmQMHoofzBRJUx9TuYWwKDENHwKcOQPceiuM6zYyn6+OnYLoP5C0GakqqDsdAdrzw3bXIISEwLBjt2rscqSmSJo7aY5LmNNSb3QKAmjTBsasdUzH1TR4AHDxAnBLMxg3bWW2b3pWLs5eLUWrBoF4a6R3d/uplfAcUzH69z5A88dGsjnpiI4VG7dVpGLqGraLSHDSEzBPYGugMo9NgpiXR5I6dISnO3wYbyjUVUVFp2A3GgU1W6Rne2TAlBCHB5a8hRb5p8iqQGrcvCIUnAIA3Hqr/VOSlJqtUxDwijY3C0psCto2WxvMmMG8lhJDoHkkrXFq2rzyNizHlTQVQ7gp6Ipok7uRtCu3yI4/wxpJU0Iu2uQosCXzUF01+wEusOTL9O3PPDHbG0L2QM15YirhG8uWzVJts8UCNGbPRds3W/38qt1Yc/UY2RyveOUKcOkiLK9JkVxVjlqtE+Cd6vWJGnLslSA+3ilIBU93EKLEPEGSidnUt+83kKNb0FaPDAAoL2day6kBJT6RuR5Z6urbB5w8AVy7BlgsJOkMuVJcAL10giE5RbWdgmqtz+ZOmhDNTnGpoZSMBTm6BXXxiUCz5oC/v8uOpLqLqTUzAygpBgwG6DqH0xsriuxlkL27A9u+J7uo1ubwqaUTAPV2CoqZGZI2ispKbVXnpA8fPoxevXopbYZHUDslOTsFmaPxKiARberdXeoU7N29yu/ro6Jh3Pg9jLsPuuxI1mw7irN5+VizzTl/rYtPlKoiBB3NBp6tq89Gy1ZMKQ0n/WyA5qJKeBeledEm2/acyrbpVOOkRVHE119/jaeeegpms1lpczyCqoXZfrIvSK/bgk1AhVNydE6MDMvdjBYFFzAs19mZ6KOioZ85G8Kdd9Ls3u/bIzV5BATQ62eHhDBfVE0JcZKDBkgcvjUzA+LRI7C8mKy98wyQpAwIJQ2oUI2TTk9Px5dffolnnnlGaVMUx9bhCIC53Mfm8MXly0gFmyxbNuNS7CPej5pCQpwfCbgvpg9mndmE+2L6VPqeq52Crlz07PncUfFurVljZ5yfH90UGoeNO4q7KF18orQvYLWyq/Rt2QzTkIEw9YiQzeF7I7VDgWpK8C5cuIBmzZph9+7dePbZZ7Fv3z631/CVEjzKriZb8T30eqC4iLmUyl6iptMDpSXArbcxzSkE5OkWNKelSheqBg2hf2k6exdbz65SmR4ABAZCP+ttms64G3cMVc0UpNTbAGhnNdrPi7Dbgbw/2M+zsUnSpisg3TUQ6Isg62tg5KOqc8KAxjoOWZy0lth29Dy++uk0RvW8Df07NPfa65Ru2ICizxYhZNxTCBw6lHm9c+07QLSlHvz84Ne6NZpt3cK05jOL9uD05WLc1jgYHz1Vde6ZlXPtO0C8duNCHRyEVsd/ZVovP7I7rPkVG8TGnj3RdOXXTGtenT0bxR9+DAAQ6tVDy1+OVvp+ScYyBCUmkDRmUGI7L4SQkEp2e8LV2bNR/NlCwCoieMI45r/3bLs7gNIyIDAQrX4/zmyfnNRYJ11aWuryQoGBgczGsKKlSPqLHadw9mopvthxCh2bBnvvhSJ7A5G9UQSgiOIYjHwUWLkCiOwOY1kJLI8+ztzQEv3IRHxzWw8M7XCL9/5PIx8FbPW5xSXMryOk/AP453SgpAQIDGQ6DnYmTIFQbLJHfJXWmzAFhglTYAZkP59rbWqxnRdV2e3J6+3eB4Q2gBAWBvOEKexr1qsvOel6oST2UWt4eBxJd+nSBeUu1p4eO3bMfcuqoK6kO7QsCGSDWQiI8PbdlTcN5e09NdQdh/bUCUGqwGk9YvnQ6qB2gpYtm6H/+ktYHn2cZD1qDQ+POw7XrVuH8ePHIygoCP/4xz+YDeFU0KttYxIhe284HTlU/0wJcdKbXhBINsGsmRkQjx+vsavP1WOkhOqhZe4c4OIFWM6cAR4byb4gcVWMEBsHMWMxYPSHNTPD68eFugNTHxWNpoTt9rr4RPs54m1qdNK33norFi1ahNjYWJw7dw4PPfSQ1w3iuIGXBnFaFqQDp/NguXLFe29Gm82iSDKqSjxzBii6BvizOxFrZgbEI7mwvJgMa+IYso2mGlMGhIJTAKRqmBuRNAWG5BRYOofL5pjc4WapVzmQs42/1hK8li1bYsaMGfjpp5/ksAc9evTw+U1DMlTaXusShLZbMzOASxelJgSLhdmJ6OITAZOJpJQMqBjdJWYsrrYMUhgVL9Xojop3ac3aSgCNO/dIXX0EqQ4bVIMMyOchnjnj/OhjuCSwFBMTg5iYGG/bwqmCmnLX3sqr6p+dwhwx7Zj8D2TXvwsxBb+iz/y3K33fE9t3zFuI7L8MiGlkRp+pY+3P6+ITYbGVa+l0zE7Esm6N1ORBPf/PapUaW6pY01XBqZtV+qiEj2SF+g7QaJQuqkYjzXoqg7mZpaCgAF988QWFLT4BdWusEnogFBFTdv27kB/aDNn17yKzK/svA/KDmyD7L4PT8/qo6IoBuI8lsL+QrUWaIBVzc6QrdOzEtKa9Nfz6dbJ8PiBzRyrxHaD+rXeljs633iVZT2147KR37tyJ5ORk9OnTB3PmzKG0SdNQzUO0vWkeOL3b6yJF3iCm4Fe0KLyAmAK2emSnNRuZ0aL4T8Q0qiwb4Gq3mEvOiFBwyim1ERLCnIq52SlT5PPNY5MgfpVJ2pFaE9QCS0rOk5QDt/Sk//e//yErKwurVq3C+fPnERQUhLi4OCQkEEQvPgLVrq8tYuqxNA33vZsGfVu2qMNWsYBOnYHcw16vXOgz/21Ubrp2H9PUyZLqm06Hnolj0OcNNqckLl8GlJdDXLIIZlTt5Dxpka6u0kaIjSPtdAQgXUCsVpKLiK2qBIGBzJKkWp0FqnZq7Tg0mUz49ttvsXLlSuzduxc6nQ7du3fHTz/9hKysLLRv314uW2tFS3XStWFOS5U2mvz9IXToyFyLaW8PLysFAgJJ6jsNn6SjeOkXpANIb8Y+eQYgqfk1DRkIXDhPtp59XcLpMDWdr5S15ea01AoB/oAAGH86wLSeaeRw4I8/AKMB+tlzyeqbqRy/mv2AxzMOX3/9ddx///149dVXERwcjNmzZ+PHH3/EokWLIAgC/Pz4YBdvYUhOgf7dNAgdOpKUPNlmswmxccyiTQs/+Aqj3t+Cj/ddIrtFrjYNYYsWdTqS/Kv+pelu60+7BEGe1Vb1cH5Y9Zv0lCL8jv83V6tKasVqAUwmMuVGy4vJEI/k0kjHQptqkDVG0u3bt8ftt9+Op59+Gv369UPDhg3t3+vYsSPWrFmDdu3ayWKoK/hSJO0ucooUJca9i1JDAAKvlyEj62WmSNqcloqffjqG7Dv6IObnzehx+TfSsjFvYk9xCAKEpCdJZzWSRvnVjEejnl9o2bJZqrGHVCFEJjhF1OXYtGk9nL3rblKRKio8jqSXLl2Ke++9F3PmzEHv3r2RmJiIjIwMnD9/ntxIDhtyVIGIK1cA5eUYfGwbAs1lGOZ/lVnaUVy5AtnteiM/9BZkhw9hzonaKmtkiZgcGnJINtwco3BC/ezqhP2ppTn1UdEwZq2DMWsdSapDiI2TKnYSx7CrQaal4lz7DpJKH+E4MDmo0Ul3794db775Jnbu3In3338f9evXxzvvvIMBAwbAarVi06ZNKKI8meoQ1HPq5BhVJcTGAYKAxP2rkPHjB3jh9SeZ1jOnpQIlJYjJ/Q4thHI8NHoYk8OwZmZAzMmB5YXnamwc8cTOKh2+zakSlcIZl63win42RbWKNy56ta1JeRERV66Q1Bvz/lClZnRNuC1VWlhYiG+++Qbr1q3DgQMHEBAQgAceeACzaxIqlwktpTvsG2I6HYwHtDM1mVIIyEk/uVsk00amOS1VKiOzaTwDUhTGcCtvT2cA0oQVqs26WlIMFOcrta6Lk352/4EkQwJMkZ2lem8/Pxj3HWZerya0rCft9s5faGgoHnvsMTz22GM4d+4c1qxZg+zsbCYD6yR9+9vzhGpi4cxPsCmkDQYXncTY1yZU+r4nmgU1lqd9lQmE1qcpWXR00BSOxLEjjrH7UPZOQequvtD6FceXaqq8IDg/ehFDcgqazpmpumDNFVxqZrl69SqstjKoGxw5cgSBgYF45plnsH79eq8Y58t4a/grK5tC2qDUEIBNIW1I1tt14jL+eftQ7A6LqOQwDMkpMP50AMZNW5lzjuTz/25OQwUEaKtTkLqrb9rLkqMWBLLAQohPlO52VCbYpDZqddKLFi3CgAEDkJOT4/T83Llz0a9fP94S7mMMLjqJQHMZBhed9HgNxw28tTn5yG/cCtmdBjE5DHNaKnaMGotp6Ruw68TlSt83JKdUtIZTOEDHaJHRqVq2bAaCnAc7sI4wM90bDlPXTlKdc1FRpdy7J119NeWI9VHRMG7fBePBI2SBBVXOmXp/R23UmJPOzs7GP/7xDzz33HNISEhAUFCQ/XtFRUX48ssvkZ6ejtTUVAwZMkQWg2tCLTlp6tImaqjK9ao7ro4NI7vDIpDd+xE8NLIv02uZenfHc4NTkF+/OVqUXcVH00Z4vJbTutWUp9k7HQGgTVumOY6mkcOBUycllT6g1lRMbeerYy7fRlUzEV22z3YMAMlGlZWn1Yar+ztq3Juy4XEJ3uLFi/Hiiy/ahf8dCQkJwfjx4zFp0iQsWrSIxlIfQVy5gnwyt6ZEm65esX/aI+8g3vzyn8y121IkK+UuBRenBblENeVpxnnzoX/vA0m459kp7K9jc9AEqRg49CtAEIA2bdmCgR+2SsfAagX8/EjuRKjP2Roh1FpRIzU66ZMnT2LAgAE1LjB48GD8/vvvpEZpHcquMIBOtOnHVd9j2ptfot1/v0VLsYykXK+qW2ThsQTnzSCCN48hOQXxF/fjrosn8PjF/czr2anhDe6qcE9tt9v6Z6cAtzSrVqbUbc6elR4FAULXbuwXkXqhFZ/7+5OkHywvPAfxcA5Zp2BNTl+t+ztU1FjdERgYiJKSkhoXsFgs8Pf3JzVK67iqDewqrKJNtk6wtR1ikR96CxBQjln//RSGsZ6XvFm2bMalrzMhHjwEmExO1Qosf39NWg1kok09IoAb0bj+vQ+gZ31z26Lxbd/D1CMCxt0Hnb7t6RSP6lIxjpVBBgrH1LWbXcSKNJ9vNjNX7djOB/HKFaCwUJbRXWqjRicdGRmJNWvW1CiitGrVKnTo0KHa7/saSih9sY7qsWZmAH/8gRjLZmTfE42Yi4eZ3zzWzAyIZ04DDRoCxUXMb+4fV32Ptb/8hZhjW9Hj6CHvju5ySJdYFqSzv07f/hX5a5lSMaTs2yPd+QQF0epn9x/IPoDBptIXWh/CHXeobnSXHNSY7pg4cSK+/PJLfPjhh5Ui6uLiYsyfPx9ffPEFJk6c6FUj1QRV6kFOdPGJgNGAHmdy8ObRlejzyfsev3ksWzbDNHI4xKNHYb10Cbi7A8kO/drcC8jXByH7tnuZ1gGkjdHpWbnYMW9h1dUKxHd+xnnzK9akXJsg1+rKqCpy0SZRpMm9AxUzH03lJJrRsubKiagxku7QoQM++OADTJ8+HR999BFat26NevXqobCwEKdOnUKjRo2QlpaGe+9lf2NpBTmnBFNhO7Ep7LZmZgCn86R6X0CKwhiwNbrEtIlEdoeBiDm9F0J4FyY7Vy/fgny/EGQX6tDDtoHrcBEx7j7odEfkCrVV7Nyc4vAUU1QfnL18GWjcGMYtO9gXdGhqMU2dXKXjdDc9VdPdpBAbZz9OFAij4knXcwyytJI2caktvKSkBFu3bsWxY8dQWFiIhg0bonPnzujdu7eq8tFqKcFTgl0nLmPNtqMYlrsZ98X08doJaFc6u3wZKC+DMCqeKYp2Un5r1pxJGN/mPH7604LsToMQk/sdelw4xmTjzZ2C3i5Po9SlBgBTRMeKyhIiCQKbNjmFJrmcNG1aD+eXZ5GlK6m1rqujxki6tLQUc+bMwcaNG2E0GhEVFYWXXnoJIZTiLxwS1ubk49yVYmQHtUaPuXOYT5rqaqkd8+MkF7+OnSqiveIi5ty7eDgHPcxm9Mg7COj0ECIiaDoFAfJOwSoj88aNpQtgYxq5WSHpSUlsimiSC0B3N1ntxqgXYd3fcUSuqLzGnHR6ejq2bt2KcePGYcyYMdi+fTteeeUVrxmjNFrMV9kYEd4CLQouICb3u4o8npuY01Jh6tkVpsEDsGbbUbJa6h0vv41pMz7HjpernhpO1Smoi08EzDfmHwoChIgIJkdiU+mzwziY1pyWClNkZ5juDYeYmVFlLb1xyw60OnvGrVRHTeetITlFKk87dJSkVd7UtRMs69bQzBTc9r29KkaL2AZpeDv1WWMkvXHjRqSmpqJnz54AJOnShIQEmM1mGAyGmn5Vk2gxX2WjV9vGiGx0CeLl3zyesmG/rS8rw7C1H2P9iKcxIpxdwyNbaCZNDi8EeqalVnJ07uREbRH+A99/gR471zqJNumjomHpP5CsPE1cuaJidBfA3NZuH1Vlg3E6jD0SDakHGI0k522Nt/DVVJt4jF4vpZD0epr1ZIYyKq+JGiPpCxcuoE2bijfpPffcA1EUcflyZe0EVn755ReMGjUKXbp0wfDhw3H4sHelC6tCriujt2DVQnB0GD3yDuLN/35KMuUl5sR/pcnhud8xd2HauiWz698lPXGTaBNlY4NNP9vW1cci+Vnp7w4MhNDpHraqGJvTLCwAQkOZzlt7ND53DsScQ/YJK04Qd/YJT4yW7qCeGE2yHiVqGrNVo5O2WCzQO1zlBEGAwWCA2XZLSYTJZMKkSZMwdOhQ7N27F08//TTGjh0r+0ABtY6G33XiMv6xcAd2JL/q1VSMITmlIloMDCS7WN03Pg5v7l0qbeJ5GDmapk6GKaIjHljxAVqKZYgp+FX6BkN0W1t6y5CcAn3qPJKuvpv/btbZlZYtm6UIGgAMRggNG7Ln83NypJpkW+XOTXhyAazJ2VFPhqFEXL5MEq5avkxpU9zXk/YGe/bsgdlsxpgxYwAAw4YNwxdffIFvvvkGcXHaGXNDja2SYnVEPPKDGiG7/p3oSXBLW5PAEoVA/M2Q3BZu3waIInr88iN6/PYTjPt/BlA5x+0O1swMiPv3wbJ/HyzVzBSk0s82JKfAtG+P/XnWqghrZgZgMklfNGrEfEHVxSfCsn+f/WuWi5Jly2apCaWwQHL4cuhnU9OgoSQS1qBh7T/rZWp10llZWU7iShaLBWvWrHEaSgsACQkJHhvx+++/o23btk7PtWnTBsePH/d4TV/AVpMcg2+QHfEAYgqOM7WG23KNq49cR345sOZ/Z9BrylAmG2XrwHTs6rNYSJZ0ckyUd23VCO5TXgB18YmwvJgsfcFYFWOfamMwSE613wD2DteLFyqeoNIskRH9S9NV0w9Ro5Nu2bIlvvzyS6fnmjRpgqysLKfnBEFgctIlJSUICAhwei4wMBClpaVurdO4cfWlgTXVIbrLiNXDABGAAKx9yHsDD0qfmYCCd1JxP65h6NBbETi08qQUV7n0dSYsR4/AkjIVMbd1QXanQRh24kc0fZPtzbPn2x+xumUUYv61BANPHEODGTM8Xmvb0fP46qfTiPnfHkRkfoigxISK9ZYtwdkuEcClP4GmTWj+n4+NxNnXXwGuXQPq1fN4zauzZ6MkY5nd3vNdwmE5lAN9l3CP1zT16WG3q9UvVdRLPzYSV08cq3hdF16ndMMGFH22ECHjxiJwaMXF+VzW1/apK8aePdF02RKPbLZxqWkjmGxfCAKMXbqg6ZyZHq9XumEDrvzzNYhXryD4yTFM55jL/4/HRkofKsDtGYfeYPHixfjhhx/w+eef25+bMWMGgoKCMMONf4hczSxjdz5m89FY2Hs52brexLJlsxR52aoVdDoIiWOY5//9c+QryA9ogBYFF/DmDx8xNXpMm70C+X4haFF4AW9+kyrbTEFWnOb/VZM2cYemTevhbKtb7V+zaEU7Yho5XOoWvS3MSR/bHkmH1od+2svMd0R2vWtBAFq3gf7ZKWyR/tgkiLY7Hobja/MDatR791hPWi7atm2LU6dOOT138uRJtGvXTiGLakG4oWxMMJpt8Y9/YNQnu7H4xz/YF6sBfVQ0hMQxQEAAcEsz6N9NYztBb9zKx+xfj5YBAmJ+3+nxLa1tcylmzxp7FQirrrFtkssrl5tgd+M7yLS9qyS0fsXnXtjs9qrtoB1jBtzYJA0JgZD0JIxZ69jX7NRZSsUQaV1T6717G1U46R49ekAURSxevBhmsxnr16/Hr7/+iuhodVVZ2Fh4/3Is7L0cC+9nj6I3HLmAUpMFG45cqP2HXcAmLlTdiCmyN+ONqooeIWa8PWUo+ny10GOnb+vq65F3EG+uf1fqFmTUNRZXrkB2u97Ir3cLsjsNIsuJVlURop/2csUPEHXj6t/7gESD2tFe/bNTIIR3YdoUNKelwhTRsUbRJvKqjdzDQP0GEMK7kKxJKSglR6meKtIdAHD8+HG89tpr+OWXX/C3v/0NL7/8Mnr16uXWGlrU7lj84x/YcOQChnZshjH33+7RGnY9DQCvDnsJ54QAtGoQiLdGsg0htcmHjmjfCPc/PLDS96mOa6VGjxvdh568Ie237oKA3be0lzQ8jmxBn9Wez+I0p6VKHYIWi1QnHBgE4c47mSs0qrvtpjxfTYMHVGzi3TSt3aP1bhrdpX/vA6+XrFJtTnvDD5h6dweKi5lTczWlO1TjpCnQopOmwDFnt7t1N6yPmYAH+3dgbkR55t1s5BtD0bLgAub9+nWlNzipMyHScahq/l9tMwVrtevmtuWQEOhnzvbYYdhL9HS6KmcKenJcq3NkTvlysIs23XxBFbpFakZkyRt+gCq/7bHAEkcbOJaS9Ti1Hz0Zp67YEELrA2UiRIiVysncpbbht1QCO0JsnBRJO27ksax9cwv0Lc3YN9dsx9JqZU5n2FX69H5AcVGlYQnCqPgKp8rQ+GPDkJwCS+dw+52bGkrUHLFfpAk2cF2BegpTVagiJ+3LyCHapI+KBvoPlHbT69cne+MkDuqAu4rOI37/Go/f4LZOwdVL1uPshaskgk2mqZOx48EETHt1KX5c5Rzl2vLunog2Vfm/cmyB1umY8/lOcxB1eggdO9Go9BVcrbJ+3JCcIokrHTrqVqqjpvNWHxUNY9Y6kk1BV4YSuIXtLkrmbmVvwiNpL+B4C4Tcw2SiTTV2CnpB6rFX28boNSMOAMMbaPs27L6tCwr9AhF8+TxGDL6b3bDt25A99AXkBzfB2n15uP/hyj/iSYRjmfkqUFgAy2+/2f9XxnnznVIxFLYDIFHpM02d7OyMBIGuUzC0PmC1el9srJrGH48JCbFH0r4Cj6S9gL3EJzMDYu7PgF7PLJlp6t0dq9fvIZMPrakKhJS+/ZHdaRCK/YMRWnqNRLAJffsjJve7inI9Kq4VOj/egHQatU2kqN8Adp2YH7ZWfO7vDyFxDE2nYFkZcOkis2iTS5UPtjs0glQMABh37pHuGmRIdcgFd9JewFbiA1GU9BUY23bFZUuBoiLEbPkCLcUyjAhvwWxjxk+ncexcATKydnk1FWOcNx8xBb9KDtUmikSwZo/Lv0nlepd/83gdU1Qf6VY76sYM8n4D7A6UbM2bIBUpCg2VHgWBXVEPgOjYyu3vzyzaJH6VKYkULf282nPMuGyF26mYugZ30l7AVicqJCTR1GMKUtdMj7yDeGPFa0zRqE24XTyfD1itEM0m5qG6tUVMfea/jbmzn0Sf+WyCSI6QREw2yd3Ll2HqEUETMTuuSZRntTu7rzKdnte/+gbQpi3Qug3NPsSZM/ZPhY6d2FX6bGp6IpjPMdsAZNPI4ZocysECd9JehKqoX3B8s1y9wmbUDQ3i+B2ZaB8MxF865PGb8ers2TD17i7VEBcVQVyyiKSo/8dV32PaW/+ptClIjuOIqvJy+jWp8qy2jkbHzkbQbuABcEo9sKZinJwywWa2fQDy6Txmhw+oSy+6NriTVgk1tYcbklMqqhUe81zICoA9J9rj9gZ4e2wf9El7w+M3Y0nGMuxufAf+OXgqdodFAPC8hdmxmmBtzjnk64KwNuecR2tVRVVvSuOWHYBtkDLRQGXjlh0keVbHqgf9tJchdIt07mx0E6lTsJO0Zq9uVUajlKkHXXxihU6M5TrzRUSsFypVrwQFk9w1VHd3okZ4M4vC2CoHEkfPR6neiECjHl9N6MG0Zm01yVQYPknH83n1kF+/OVqUXMab36V7XNRvGjkcOHkCALA7LELqFPz1B/T5z2ImG70x7dvb8qw3Cyzh1lthXLeRac1KTT63NINx09bqf4EASiEjis4+mx+wbNkMy7QXpHSMDMfBVduqg0fSSnMj/TD45+8QKIgY2rEZ85Kr1+/B2RNnsGa9d3e4G8yYgRGRYWhpKcaI8JZkeg02DY+e97NHouKSRdKbWxCY9wds0bhl7hx7WSUr1d52B1ZouDvmij1FGgXm8Hb3cFixO7ia7nMl9UCpt2HNzAACA6XOUYa7E7ngkbTCOLUdh9aHcfsu5jV3jBqL7Ha9EfP7TvT5aiHTWjVF5ZTH1V6ja6sw8PODcZ/ncy5NXTo4fc0i9+kUjV+/TibBCVQdITZtWg/nl2fBMv1FqTqIIJK2QRHdVjV5hgVTj4iKPQHCv/VmHCNpWQZVuAGPpFWMcd58e/XGzfW5ntKz591484eP0LOn540jpqmTYerSAasXrcXZs3+S1GYD1W8K6qOiYdy0tSL3npDE9kI35YNJuvps1Qr+AczlaYBDM4ogVIoQ9VHRMO45JOWI3XBatUWlJJvZDg0oJBUsjiOqCO4aakOts0yrgztpBxTb8SWoz3WE5I24fRt2h0Wg0D8YIVcuIUa4SGLb2n150qbgvrwqv09VEWNctoKsUcLJgQoC0LIl0xgz05CBUvToINxEkSaybNkMMWOxtCHmTa1kx+NJUMGif2k6YDRKX9x6a80/XAfhTtoBajFwV3U73KnPlb9TMAT1yotwb0YaybJe6RSsBqpqBXt1jU7HHEVbMzOkAaeOJX8M7eaO55hlQbrUQFVFZO7pmlVBeQEEPL9rqAotlda5CnfSDlBuTgA3plEfPw7LazPICvDXbDuKs3n5WLONTXKyNozz5mNEZBhaFF1CzJEtZOuSdAr2iJBKyXpEkNlVm9CPITkF+nfTIHTs6HIUbWscchRV0sUnAs2aV/yQTsfUPGNZkC5NPH/hOSD/HKDXA63bMEXmlgXpEA8ehOXllzTXKWjrzhWXaUM+1RW4k3aAeqKELj4RKCsFioqkTTEGbBHCsO3L0aLgAoblsjv92ppG7n94IOb0b4mejXVMwj2OkHQK2qLQ8nKYhg8hscuVPKvbucwblTuOcqf6qGgYN34vqRbqdDSiTTbKykgmr+DUScBqAcxmkgqWqi5WXsO2v2N79AG4k/Yi+qhoKbIBmEue7COmcrbizf8uxH0xVWtDuII5LRWmnl2xdv9p5PsFY90vf1X7s+44Jtk6BR0bT6g2mojzrAAqxJSqcMRUok36Z6cA9RtIXxCINokrV0gpEwAIqUfTbl7FxcpTaktnCPGJ0sazynSuWeBO2ssIo+Klk2ZUPNs6jimYkmLmN+LuZnej0BiEkLIiDAv0/ALi1Cl48H/SpuDB/3m8nisYdx+s2GAi2miiyLPaUyZdOsA0fAiZI7ZV2pi63VPJOemjomH84b/S3QmBSp/TeWa1MJ1ntk1Se+chwV2DuHyZlM5YvqzK75PPV1QB3El7iKti5VQnjVNrOGPOXIiNQ3bnwSgOCEG9siL02L7a47UsC9IhHtgPywvPISZno7QpmMNe52rZshmmwQNg6tm1yqjJuG4jyUaT05qseVbHCPzMGTohe1sEarF4PddKeZ7ZN0kB9gk5uFGyaEt1OZbt+TjcSXuKQw5TLlUuSof/0JgYtCgvQMwxgtTEjdtj+7Tv1p6/gWz5S8vMV+3axqzVNt6YjlPlmjdH4JRpExsy5FqpzjP7Jqm/P81mvEPJov6l6ezraQTupD3F9obU60k2V6ipSbAJkKauzLmvCXo2ZJvmoX92SkW1giAAbdqyzxS0WqUcvsHANAPQ7kgXpJNX2VgzMyq1htsicXIh+3nzK6Jblkkuw4fYUzFU1KSfbdskNe4+SJN+sOXe6zcgaUTRSrkebwtnQI3tpbaW3cSkdJQaAxFo9GMWbAKkTcG1v/yFEe0b4f6HBwJwPq5Ux8KpTV6ng/GA59GoeWwSxIMHJKcvCJKTu/Mu5unW9rbowCDoZ71F5jBs7dot58z0yvnq1CrPMEG9ujVZJ5HXBus5drMfoBBtssHabs/bwr2EKttLb9xiDz66DYHlpRicn0Oy7NrcC8jXB2Ft7oUqv091LIzz5pOVpznJZYoiEBjkcbWCOS0VpsjOMN0bXpHGKC1h/ntt0ZyYmUHaSFUljpusBJUWACr0sxt7T23RBvX7jbIvgroRzhHupKtAK7dBVXLjFjtxXxYyMqYgcfUHJMvGnNmLFoUXEXNmL8l6NUFWnhYV7ZxyYKiKEVeukLQ7zOaKJ1n0om0TcjIWS9GcKJKp9FV33hrXbSSvzzZu2SFttm7ZwbRObWPHvAFlJQh1I5zT2jzdURlH7V0W9TQlMfXrBRQUAPXrw/gDu7JeVbeabh/X4UOkumZCpTPHSd7VOXUK5TdzWqpUWWETWWJMxZi6dqqI8nU6CIlj7La5e1ztKn3l5faLiNbOWznSJmpWw9RUumPx4sWYNGmSojY4Xg3VWFngCvpX35Cmebz6Bs16FLeatsaTM2foIibbRuO276vtaKOImAzJKZJ0KlUketPvk6j0OUT5FLfdrpaZkuDn5/zIsaMaJ11cXIy5c+fi7bfphpV6CnWtqNcF4qvAHacq24XEMSd6mUggytHZeZhndefvp0rFUObeK52jfn4kaRPHMlNWajt39XPfk4KKue8xvxY1sra1V4Fq0h1PPPEEGjVqhIYNG+LSpUv48MMP3V5DjaL/lBUgpt7dsbvxHci+JxoxxSdxX0wfpjXtt8k6PVBSDNwWBmPWOpd/35PjaorqIznoxo2Z85j2NV1IedT4+317VbTt35R6YLLLVgUC99IPHh1Xh9dCSAhTtYLp3vBKuXdPG3xs57+Y+7OUjtHpoH83TZHNdk/9gD01xZjiqglVpDtMJhMuXbpU6ePPP/8EALz33ntIT09HkyZN5DJJFih3pIXYOGSHD0F+g+bIrn8nc3Rum/KNwgJp/h8BtcpcEm00Oa3JGt06DluwWqWRWxQ4RKDeHnhqXLaC7O4PjnFbSAiT0p2tI9XeKejvr8q+ghqpQYNFDmRLAB08eBBJSZWnbej1ehw9ehTNmrHP9mvcOKTa79V0pdIMc2Yi6eh5fPnNIQy7sBsNn5mAQIa/6+xNN1GNXp7m9nq243p+WAwsh3KA4GDogoOh//pLNH1spMe2AcDV2bNRkrEMQYkJaDBjBtNaNXFpSDRM325yeo7ifDnfJVw6JgCEhg3dWtP2s24dgzkzpQ9Grk4Yh+JPPgN0AoKTnkADhmNx3k8Hi+088/ODMTwcIeOe8vi8Ld2wAUWfLUTIuLEIHDrU7d/36P+6bIn7v0OIatIdNv71r3/h2LFjmkl3yDWZ2xuY01IrosZmzSUJTTdwPK5OjRKMTR5KVStQz+4DPEt3OR1Xx/l/hHbZK5gYUyO1YdmyGZZ/pEj/Rw/OsZsxj02CePQIUF7udlqKV3fUUdbm5OPs1VLmGYBKbE4YklOgf+8DacOGVQvBsWaYsclDqWoFbwjZM6e7HIWEjuTSnR83Skztj15CHxUN/dupNOcYbjQolZdLaSnGc8Im2WsaPED26it34E6akRHhLdCqQSBGhLdgW8ihlEzOE8YdJ1LT6C6vzRQEmPU7TIMHOHcKUlUr9IiAachAr/6/9C9NBwIDK56g6hQMCXF+9ABXq2Io92X0UdEQEseQ5N7tE+AvXlB1npw7aUZ6tW2Mt0Z2Yk912DYl/AyqPWFqu2ugnClod/Q6HYSOnTxOdVgzMyQ1PW90CpaXAxfOS7MFGaipPE0fFQ3jrv30nYIEE3Isb7xmH90lSy31Dag6BYXYOCAgALilGclwA2+VsqouJ82CGkvw3EGNgk1ARdnc7k598c3Iyfb8O8txdaULkOJ4WLZslkaXXbyhOSIIMB484tFawE2dgjfWQ+s2bpUu2qgu9+4tgSVqnPYh4H2BJVa87QfMY5Mg5uVBCAtzW8SL56Q1gioFmwB740mP3O2YueAZkg1SVwRpKI6HPioaxk1bKyLRfgM8XgtApUhW6NrNY6lXr+Xe5drf6D/Qu+trDF18IoSwMJqRY47rkq7GqRKlWsPJcFQ4I+oU9KYgTVWQdgo65N5ZLiKV/naDgS33PnI4TCOHAz9slWWmoJPO9einmF+LEnNaKkwRHeVra4f3giye7pAB89gk/FRsRPadfTEi4m92PWaP1yMQDHKXqjoFFT+ujiWEgYHQz3qb5A1SoRdNt2Z1OP0NN8rhPDmu5rFJEPfvc36SQTNa66JNjiJpgJSKUfp8rQme7lAYXXwisu/si/x6TWuczO0q4rKl0jDOJYtki8690SnIilNqoLQUlpeep1nYrhddyrwpWBtUOjG6+ETn0VqMMwXFrzK9koqRCyE2ruJ4EE3IUQrupGVAHxWNERF/Q8vrxRjevhH7gg5vRtZKEG/kL+XS467k1Iha2yne1O4oyFFUK+ijoiEkPSmNHGMUWAIAhNa/8YkA3NKM+SIidx+AITkFxoNHyOvelYCnOzSIOS1VGmnfoCH0L01nG1flUK3g7u3szcfVfotcViY5TIKxRK7gDdEm1soSp8oHN7v6ajpfvaHJXRWWLZvtdxH6Z6ewi4MxnGc342m6T81+oKZ0B3fSdRynmYKMzuTmPCBLTtTRSVoP58ieg2fFSZUOcKulu0YnLeNMQUpYzrNKa0V2tg9f8La6oFzwnDSnWpx26BlvkSv9/uk8j9eyZmZAPJwDywvPSRtrRUWayokal61w7uYj6HIEUKHJ7ajN7SayivnfgPI8c0z3UZwTah+Xx500h6yDy5CcQlY7q4tPdO4SRBUXATdQIvdu3LmHrFXevua6jVKelSXV4dAebxo+hMQuVyDrFIxPlCa4MJQsOuLNIbIU8HSHD+NtpbPqjitV56TTLXJAAIw/HfB8LcdOQSI1OW/NwvT2+Xpz16SW0iYsVHdclShpvRme7qirOCidyamuR1XU73SLPCqezSjHTkGC1INp6mSn/Dtlp+ClsWOZ16oJIXGMwxdCtT+nBEqpQVJNDfcG3En7Mo45USr1NALcyQFSvYFu7hRkxvF4Mtx2O8pl2joFTZu+Yzavpi5Xp9rspCeZX4uUbd9XDBaWMWeuZni6w8dhnf9XEx7PjLupCoQqVeDNv7XK1yKoVqhUEQPA+PfBwNvzPLdr+zYgpB5gKgdMJrKZjXLgTdEmNfsBnu5QCUrsIlNpVlByc9RJNlPQpsktw10DVbWCXS7TgaYLF3pumE23o7BAqldnEMdXRHPG8S5H452CVHAnLSOUu8jmtFTsGDUW09I3VCnCr2YMySlMJWTVQjAwVO5UjCE5RdoQpUrF1At1/prhImJZkC67XrRdk9wHOgWp4E5aRiiV38SVK5Ddrjfyy0Ss2aa93Xnjuo0kNb9OaxLcNdjkQ8Uli6RUBBGmqD5SbXJUnyq/TzUwQf/aG9KFCgBC69NtiB3JZYqo7RNyenZVbT2yWuFOWkYod5GF2DjEHNmCFtcuYVgu++2oErvqJDW/xDhdQCmrYmwSr0RSr9Whj4qG/t00aabga2+wrfXslIrRXTodk06MfUJOWRnEJYu4o3YD7qQ1iiE5Bff932jMOrcF98VUHZ25BWE+11HbmCqfKVc+35Cc4p2qGJsmd2PPBya4eiGlKoG0je7Sv/cBhIiuTGL2N/8ua8qvLkXm3ElrGFKRcYJ8rg1rZgZw8gRw8gQsM19lWsu2eSV+lUmWz69tQ8y4cw/9TEEKqVfH8jQZOwWpJuQIo58iU+lzisxVOhOUCj+lDeBURs5SMhuUr6OLT4TFJkB/rZBpLWtmBsScQ5Kgjl5Pks+3ZmZAzMuDNTOjWsejpmoYO3p9hRzrmTPK2uIBhuQUgKgU0Okc850q4irhkbQaIS4l23XiMqZn5cpWBaKPiiabKaiLT7QrnkEUmfP5pqmTpQkmZjPZLDrZ9LOfGF3xhcHg1ddyB9PUydKmqMyjquwlkAlJsrymUnAnrUYIUw8AsDYnH2evlmJtTj7Jeq5AVZ/t5PApjoftwldwFdbDOUxL2ZyzmJlBWlp5rn2HKh2+ITlFyg93i4T+bRXlYR2DiSO58gr7q7idmwrecVgH2HXiMtbm5GNEeAvmSd+OnXYsnXFKQapr7NgtqNdDeGK0xw7DJkol5v4szRWEdmYKOh1TANDpYDxAJM1KiJr9AO84rOP0atsYb43sxOygAThFTaaN2pt+7jX9bMZUjK1xxOagAe3MFDTOm+8sUUt0B8iRUI2TXrJkCaKiotCtWzc88sgj2LdvX+2/pEEUabWlxPEN2KB+tT+mZsj1swlTU3Y0NlPQOG9+RaegGjddNYwqnPSmTZvw2Wef4d///jf27t2Lxx9/HBMnTsRff7FP1lYbjpUFWsQ4b749L9ro3XeUNscJ0/Ah0ubVvV3ILoK1TTEhy707NI7ou4SzX0Rsm8/bvmfe0FT75BJfRxVO+tKlS3j66afRrl076HQ6xMbGQq/X49dff1XaNHJ08YkQwsI0V1ngiK1uNnDoUNle0yVsZWlmk32IKjMOU0y8ia1xxHjoKJqvz2Zf0CGyZ02biMuXVbTKy9iRypGQzUmbTCZcunSp0seff/6JhIQEJCQk2H927969KCkpwR133CGXebJB2oACetEm073hMEV21mbU5A3RJgLhI6XUD8lmCjZoWPE5Y1mo5s8xBZCtumP37t1ISqpcz6jX63H0aIVA0PHjx/HUU09h9OjRGD9+vBymaZqrs2ejJGMZghIT0GDGDKa1zrXvAPGatPst1KuHlr94LtxEaZc7lG7YgKLPFiFk3FOqifTPtrsDKC2TvmjaBK0OHVTWIDcp3bABV16cBvHKFRj/PphJStXxHIOfH1rlnSKy0ndRVQne1q1b8dJLL2H8+PGYMGGC27/PS/DYMKelSjW/ogghIanWnGhNx9Vb8/+0iGnwAKmF+Qa1Cdn78vlqTkut0A83GGDcy1ar7g5qPq6aKMFbsmQJnn/+ecyaNcsjB81hx5CcAuPeHBj3HWaf6Oxwi002/y+iI0z9emlOtEk/7eWKL3SqecsBqH1jlBqn0V1E+zK+jirOmG+++QZpaWlYvHgxhgyRTziG4z2c3owEehvYvk3SaCgoYN4UtM0VFJcskjbEqPL51Th8fVR0Rafgu2nMr0WKw8aoXDniutIpSIUqnPSnn34Kk8mEMWPGICIiwv6xdetWpU3zGZTYvCJ9MxLWIYsrV0ijpW7AchGxq/QtX1bjBi71hjEZQUH2T7XSPFPXUIUK3qpVq5Q2wedxqgLRYARjnDff3jrNWr4oxMZV5EUFgblTECdPOK2tJfRvvgXLO28BV69ozva6giqcNMf7CLFxEFeu0PQbUR8VTRKJGpJTYMr7wy4HSwmzSl9CHM4eyQU6dpJlxh/VMeV4D1VVd7DCqzvkheq4mqL6SGOlGjdmE8VXAMuWzbC8Mh0oLSFxrKYuHeyf11YFUhvmtFT7hZnnf9XtB2qq7uCRNEd5ZJr/5w3II9GOnaTNPNap4YA0zcY2UxDsUT5HGVSxcchhQ/OiTQTz/7yBIp2Cy1ag1dkzNKmO0AoBLNZNQXNaqiTY1KUDbw2XGe6kfQBK0SZFHBPF/D8vIGZmVGhWRBEM+5UZ/bSXgWbNAX9/5r0IceUKSbAJoBvOy3EJ7qR9AErRJkotEM3juF2j0VSMceP3MO4+SNOcZGvE4XrRssKdtA9AWYMrxMYBwcFkVSBy6xpT4jQ7T2WpGCU6BY0HcrletALw6g6Ox7hyXE1dO0m3yQQjlepKtYJLx9WhCkSLVTFKoGY/oAntDo6PQjhUV1y5QsoRZyxm3iTV/GarY/WHBlMxHNfhTprjVagmlwAOeVF/f+ZNUttMQcsLz2kyFWNctkK1VTEcWnidNEczGJJTYOkcTtIa7gRBtYJp6mR7B6NcOVue4qgb8Eia4zFXZ89WbHQX6yap/tkpUh2xINBUKxDOFORwHOFOmuMxJRk1K7+pGX1UNIzbd8F48AhN5Es4UxDQdlUMhxbupDkeE5SYQFquR4USDo50piBQEZkzpmIsWzbD1LeXNDCBO3xNwkvwOB6j1uPqVJ7Wf6Dm6nqbNq2HswmjSXLc5rFJEPfvk74QBBgPHqExUoOo9XwFuMASp65RvwFQcFX6XKMtzFQXFl18IiwHD0hReWgoyZoceeHpDk6VKKHhQYX+1ZlAfcJNQULk7hTUR0VD/26aNLrr1TdkeU0OLTzdwakSU+/uQHExEBwM4849Vf6Mq8e1rnQKuoIrnYL8fPUOaj6uvOOQ4zaUGh6Uok28U5BT1+BOmlMllENkKR2+ZUE6xAP7YUmZqslUDO8U5LgLd9Icr0M6NRyQJERFkSQy5/rZHLXDnTRHU+ifnQLc0gwICFBdKkbLm60c9cJL8DiagnqmIOUUdbtK35JFMO3bI8u0b47vwyNpjmpQYlOQPPdu4wi7drapSwdZy/U46kQ1TvqTTz5B//79ERERgUceeQT79u1T2iSOzFgWpEPMOQTLgnSlTfEIQ3JKRfUG47Rvp/QLo8PnaBtVOOlvv/0Wy5Ytw5IlS3DgwAHExsZi0qRJsFgsSpvG4biFcdkKaVOQMdXhFJUzOnyOtlFFTnrIkCHo06cPgoODUVZWhoKCAtSvXx86nSquIRyZ0D87hV4rmghTQpwU0QYFQf/mW6R58aowJKcAdbzxhyMhm5M2mUwoKCio9LwgCGjSpAmCg4Oxfft2TJw4EXq9HvPmzYMgCHKZx1EB1JuCpNhSDiUlsLzxqnrt5PgcsrWF7969G0lJSZWe1+v1OHr0KADJkQuCgG+++QavvPIKVq9ejbZt28phHsfLlG7YgKLPFiJk3FgEDh2qtDluc35YDCyHcqQvBAGt/ndaWYM4dQbVanc8/vjjGDx4MJ588kmXf4drd8iLO8fVPDYJYl4ehLAwGBYu9bJl3kGuEVn8fPUOaj6uqtfu+PTTT/Haa685PWcymVCvXvWGc7SFLj4RQlgYWb5ZiXI9yqG6HI6rqMJJd+vWDWvWrMG+fftw/fp1fPXVV8jPz8fAgQOVNo1DBNVsQhvWzAyIeXnMU8MBHxBt4vg0qnDSXbt2xaxZszBjxgz07NkT2dnZ+Pzzz9GoUSOlTeOoFMrInDt8jppRbU7aE3hOWl585bhatmy2l/6xRvqmkcOBkycAQYCQ9KRHnYy+clzVhpqPq+pz0hyOklCnYgCQqfRxONxJcziEUKv0cTiq6DjkcLyFXGVzNlTdkMPRJDyS5vg227dJk7I1OjWcw+FOmuPb9O0P6HSqmxrO4bgKT3dwfBreeMLROjyS5nA4HBXDnTRHs/CZgpy6AHfSHM1COUSWdwpy1Ap30hzNIsTGAcHBJPXIWh/dxfFd+MYhR7Pw6SWcugCPpDkcSJ2CQngXqWOQw1ERPJLmcMA7BTnqhUfSHA6Ho2K4k+ZwOBwVw500h8PhqBjupDkcDkfFcCfN4XA4KoY7aQ6Hw1Ex3ElzOByOiuFOmsPhcFQMd9IcDoejYnyq41CnEzz6Hsdz+HH1Dvy4egctHldBFEVRaSM4HA6HUzU83cHhcDgqhjtpDofDUTHcSXM4HI6K4U6aw+FwVAx30hwOh6NiuJPmcDgcFcOdNIfD4agY7qQ5HA5HxXAnzeFwOCqmTjnpJUuWICoqCt26dcMjjzyCffv2KW2SJvnll18watQodOnSBcOHD8fhw4eVNskn+PHHHzFy5Eh07doV0dHRWL58udIm+QyFhYXo378/srKylDbFfcQ6wsaNG8XevXuLv/32m2ixWMT//Oc/YteuXcXLly8rbZqmKC8vFwcMGCB+/vnnoslkErOzs8XIyEjx2rVrSpumac6dOydGRESImzZtEi0Wi5iTkyPee++94vbt25U2zSeYOnWq2L59e3HlypVKm+I2dSaSvnTpEp5++mm0a9cOOp0OsbGx0Ov1+PXXX5U2TVPs2bMHZrMZY8aMgcFgwLBhw9CuXTt88803Spumac6ePYuYmBhER0dDp9Ohc+fO6N69Ow4cOKC0aZpn1apVKCoqwp133qm0KR7hUyp4JpMJBQUFlZ4XBAEJCQlOz+3duxclJSW444475DLPJ/j999/Rtm1bp+fatGmD48ePK2SRbxAZGYnIyEj711evXsW+ffvw4IMPKmiV9jlz5gzmz5+P5cuXY9y4cUqb4xE+5aQPHjyIpKSkSs/r9XocPXrU/vXx48eRnJyM5557Dk2aNJHTRM1TUlKCgIAAp+cCAwNRWlqqkEW+x7Vr1/DMM88gPDwcUVFRSpujWSwWC1588UVMmzYNTZs2Vdocj/EpJ92jR49a0xdbt27FSy+9hPHjx2P8+PEyWeY7BAUFoby83Om50tJSBAUFKWSRb3Hq1ClMmjQJ7dq1Q2pqKnS6OpORJOfDDz9E69atMXjwYKVNYaJOnQFLlizB888/j1mzZmHChAlKm6NJ2rZti1OnTjk9d/LkSbRr104hi3yHvXv3Ii4uDoMGDUJ6ejr8/f2VNknTrF+/Hhs3brSnko4fP46ZM2fi9ddfV9o091B651Iu1q9fL4aHh4uHDh1S2hRNU15eLvbt29epuiMiIoJXyTCSl5cnRkREiEuXLlXaFJ9lxIgRvLpDzXz66acwmUwYM2YMIiIi7B9bt25V2jRNYTQa8emnn2Ljxo3o3r07Pv74YyxYsACNGjVS2jRNs2zZMhQXF+P99993Oj/fffddpU3jKAwfn8XhcDgqps5E0hwOh6NFuJPmcDgcFcOdNIfD4agY7qQ5HA5HxXAnzeFwOCqGO2kOh8NRMdxJc3yagQMH4q677rJ/dOjQAQMGDMDcuXNRUlJi/7mjR49iypQpuO+++xAREYHY2FisW7euyjX37NmDu+66C6+++mqV3z9x4gQSExPRpUsX/P3vf8emTZu88rdx6gbcSXN8nueffx47d+7Ezp07sXXrVsyZMwdr167F7NmzAQA//PADHn/8cbRo0QKfffYZVq1aheHDh2P69OlYuHBhpfXWrl2L22+/HevXr0dZWZnT98rLyzFu3Di0bt0aK1euRFxcHJ5//nkcO3ZMlr+V44Mo3fLI4XiTAQMGiBkZGZWe//jjj8Vu3bqJRUVFYs+ePcV//etflX7m3//+t9i5c2enlvfy8nIxMjJSzMrKEu+55x5x1apVTr+zatUq8b777hPNZrP9ucmTJ4vTp0+n+6M4dQoeSXPqJHq9HkajEVu3bsW1a9cwZsyYSj8THx+PRYsWITQ01P7c1q1bUVRUhH79+uH+++/HypUrnX7nwIED6NKlC/z8KgQm7733Xuzfv99rfwvHt+FOmlOnsFqtOHz4ML744gsMGjQIx44dQ+vWrRESElLpZ0NCQtCtWzcnh7t27Vp07doVjRo1QnR0NPbu3YszZ87Yv3/x4kU0a9bMaZ2mTZviwoUL3vujOD4Nd9Icn+ftt9+2Cxbdc889iI+PR+fOnZGSkoLCwsIqHXRVFBQU4IcffkB0dDQAaVNSr9c7RdOlpaUwGo1Ov2c0GmEymej+IE6dwqdE/zmcqpg4cSJGjBgBADAYDGjSpIndkTZs2BCFhYUurbNhwwaYzWa7iHyDBg3QvXt3rFq1ClOmTIFOp0NAQEAlh2wymSpNs+FwXIVH0hyfp2HDhggLC0NYWBhatmzpFOl27twZp06dQlFRUaXfu3btGhITE/Hzzz8DkFIdADBo0CB06NABHTp0wK5du3D+/Hns3LkTANCsWTNcunTJaZ1Lly5VSoFwOK7CnTSnTtO7d280atQIn3/+eaXvLV++HAcPHkSrVq1w9uxZHDhwAP/3f/+H1atX2z+ysrIQHBxsT3l07doVBw8exPXr1+3r7N27FxEREbL9TRzfgqc7OHWagIAAvP7665g6dSqKi4vx8MMPw8/PD5s2bcKCBQvw4osvolGjRvjoo4/g7++PpKQkp2oPAHj44Yfx1Vdf4cqVKxg8eDDef/99vPLKKxg3bhx27NiBbdu24euvv1boL+RoHR5Jc+o8gwYNwsKFC/Hbb79h9OjReOSRR/D999/jnXfewejRowEA69atwwMPPFDJQQNAQkICrl+/jnXr1iEoKAiffPIJ/vjjDzz88MNYsWIF5s2bh/bt28v9Z3F8BD6ZhcPhcFQMj6Q5HA5HxXAnzeFwOCqGO2kOh8NRMdxJczgcjorhTprD4XBUDHfSHA6Ho2K4k+ZwOBwVw500h8PhqBjupDkcDkfF/D8LA6DKE3uo+gAAAABJRU5ErkJggg==\n", 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" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "-> test with 'LR'\n", "LR tn, fp: 543, 17\n", "LR fn, tp: 3, 18\n", "LR f1 score: 0.643\n", "LR cohens kappa score: 0.626\n", "LR average precision score: 0.789\n", "\n", "-> test with 'GB'\n", "GB tn, fp: 557, 3\n", "GB fn, tp: 1, 20\n", "GB f1 score: 0.909\n", "GB cohens kappa score: 0.906\n", "\n", "-> test with 'KNN'\n", "KNN tn, fp: 560, 0\n", "KNN fn, tp: 5, 16\n", "KNN f1 score: 0.865\n", "KNN cohens kappa score: 0.861\n", "\n", "\n", "------ Step 1/5: Slice 5/5 -------\n", "-> Reset the GAN\n", "-> Train generator for synthetic samples\n", "Epoch 1/3\n", "Epoch 2/3\n", "Epoch 3/3\n", "-> create 2156 synthetic samples\n" ] }, { "data": { "image/png": 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\n", 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" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "-> test with 'LR'\n", "LR tn, fp: 550, 6\n", "LR fn, tp: 2, 19\n", "LR f1 score: 0.826\n", "LR cohens kappa score: 0.819\n", "LR average precision score: 0.954\n", "\n", "-> test with 'GB'\n", "GB tn, fp: 556, 0\n", "GB fn, tp: 1, 20\n", "GB f1 score: 0.976\n", "GB cohens kappa score: 0.975\n", "\n", "-> test with 'KNN'\n", "KNN tn, fp: 556, 0\n", "KNN fn, tp: 4, 17\n", "KNN f1 score: 0.895\n", "KNN cohens kappa score: 0.891\n", "\n", "\n", "====== Step 2/5 =======\n", "-> Shuffling data\n", "-> Spliting data to slices\n", "\n", "------ Step 2/5: Slice 1/5 -------\n", "-> Reset the GAN\n", "-> Train generator for synthetic samples\n", "Epoch 1/3\n", "Epoch 2/3\n", "Epoch 3/3\n", "-> create 2152 synthetic samples\n" ] }, { "data": { "image/png": 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MoEVLIDpa9g3ZLOdSNX37AxYL90hRhKl80l26dMGnn35qtBhhgyUtw+ujNBLSVdWc2VnAzZtARASxruh6xiOrqT5I+lzqXTPazPWzzY7pojuCwZCNQ5nI/VGYRV45eGTdeeIy1h8owcjuibinQ/BV/KRQk9osdFxdhQVwzZ/HZR12vN00CRlm68koRihds4A55Q2JjcNwJ5SX51KsP1CC4rJKrD9QEvRYcnyvJFOb3bk5AGMBWNbwFYeekDyGZZmZtGiThlAlrRPh3LiTZKagOzcH7PFjcM2fJ6ioSUbUWNIywHTsCOtLmURcHaSrzGlVtY7kMazIWUnMAKFV+gKhSlonzFxIPdjIgXs6NMNro7oScXWwDeOBGzeAKocum2Skw9ZIr5hCYQUWk5FOzAAJhfnqDVXSFNHIAd0tm701/lFXdUi6H0ivmEiOp9W5bDxvHjEDJJxXnGqhG4cmwwh5xaIbxDaYtJBVq6gDErLqGRGhxbFVs1nomDmdi23u218wQoP+xoKHbhxSRBFa8n//5jL8vf807GrXSzfLxsxuoVBfiquyUmkSiuFQJU0RZOOVSJQ0bIGNXYeYUmnqDuHWXXqj6gZIk1AMhyppiiDDmzqRWP4bhjd1EhmPtE9UTicXopw5DTAM91hPsL25BLZ9RTQZxUCokqYIcv/MiVj08njcP3MikfFIugtchQX4Ys02FJeWEYnPloOZN7Uc6alw9OgMR7r5ZNOK+lK0iSrpeoruVijI9yccvmcdEn87RyQ+W46Vb2Z/OQ4V+T/WB+qJv5wq6XoKySxBuZBWcn3OHsAr+3PJxGev/Biw27lHAuhetc6nNGu9oZ74y01VYImiHyO7J3rrbZDAkZ7KWXFduupSHtT61AyyxaM8bcgItSNzLV0MnD0D19WruhRtMrokq95FqoD6U7SJWtJhitTynWSWIADdl9ukMwWZtAwgLo57DBJXYQFQ/F9uKU6AUKglTbqUKk0Pr4Uq6TBF95heEy+3d564jKkf7hb1v5N0xbhzcwBbFBATQ6QTuRoFqLdit6RlgElKIrayCfWYdJJQJR2G1Cah9NYtEsHMnVDWHyjB2cvlvP53LZQZyaJNrsICsOfOAfYbQNdusj+nd6o/8ZVNCKTD6wVV0mFIbRLKYHNGIuiIq7AAD371IW75768YzlwMeF2LjickFZY7Nwe4chmorgaKDsr+nJhlGwpWKuneoWafrxhUSYchpJNQQsEnKoQ7Nwd99n2Nl9e9hpSNywNeJ71MJ221WdIygDZJQBtlMordKEhbqec7dTa1lUo6vl1vy5wWWDIZcuTVuxOKc+J4sGfOgElK8utcEgrH1lVYANfSxbBGWIEpT2keeaC0iJFQVEwoHFtAu6JNWhLssSXZ1cZXJiGoJR1i7DxxGW8W/opTv9l1i3EmaW3qbYVYBw2BLX8DbtlWqEtomBKrzZmdFfJJKKo63Id4EoremafUkjYZUvLOzS/Cqd/KwQKYOeg2XSxpIdQcW5JWiJLYXDOuUBz3pQB2O/dHiFrSgHJZQ92S1gJqSYcRI7snol3zWCIK2lVYAMeoEXCMGqGbv5l0ajh74GcucYQAUlmYpGtFMKNTudjsxx43ZVSMVqsesxZtMmsUCFXSJqNy82bRTTqSSSju3Bzg7BngLNnoBjHMXP/iwbO7kHj6CB48u4v/Dd9u45bp326TNZ7Uj97MxwIA2NwcLlVep2vDaNi8Ndx8c5abapOcKmmTYf9gGfGQMCHURg6YBetTM8B070EkYQQA+nz+Ll7ZsAh9Pn+X/w3x8f6PEoR66Bc8ntDw8YiKwoxO5WqBREXpZrTIgSppE+EqLID7yhUgPl4XpenZVLPlb9Ct3gIpnNlZcM2fB3TtplsChfWFl8H0Tob1hZdlyYebN4GIiNAN/Uofz7lj0sfr8n1GEzlrNqyvZ4Pp3MVURotpNg537NiBf/7znzh9+jSaNWuGiRMnYty4cYrGCPWNQ+fE8WDOnQV7axu/UDezouWxlSrYpHQDUu/rINgNUj55tQj9IkEo/cYAc8pr+o3DkpISPP3005g6dSr27t2Lf/7zn3jjjTfw/fffGy2arljSMhDRvr2p7uKGIRKaRtpKVbOBKlWPW4sECpJzNusmGSUQUyjp4uJiDB8+HEOGDIHFYkG3bt2QkpKCffv2GS2arlgHDUFC3memdD3o3iRApGATm7cGcLmAqChyBZEUbqBKRYKQ3hQkPeeQ95fXI0yhpJOTk/Hyy7V+vrKyMuzduxedO3c2UCqKL3o3CRAr2EQ8maBrNyAiAmjaTPYqZmT3RLRu3IC3HrcWafSkU7lRVQVYrUTGK8vMpFa5hpjGJ+3hxo0bmDx5MuLj4/HOO+/AYjHFfcR0lGVmoiJnJWIy0tF43jzNv2/74QtY/eNZjL27Dfp3viWosSo3b4b9g2WImzQRDYYNIyShei6NHoPqk6cQ0b49EvI+k3y/1LFXOp7enO/UGazdDiYuDq2OHjbdeBR/TKWkT506hWnTpuG2225DVlYWoqKiFH0+1DcOAfnymmETSe2xdYwawbkX2iTBlr9BA8lqcWZngc1bg9jxf4ZzMn+ontKuIlLHnkSXEs+x1aLjieeYMKNTibhOIt9bjPKPPyE2Hmn56mJGnWD6jUMA2LNnD1JTUzF48GAsXrxYsYI2Gr0rxZm5c7XeiG2CeRIUyt/+t+ByXGlpUclQPcKlSpXGzUtlRpL2lzeeN4+8/536y72YQkmfPXsWU6ZMwYwZM/C///u/YAj1mdMTLeoSi2H2bDUxSCehiP6ok1P830cAPY+90uJWjvRUYPs3tIBRGGEKJb1y5UqUl5fjjTfeQM+ePb3/Xn/9daNFk4UzOwvsoSLAYiESPhfK9ZvloGcXD+bGdSA6GrBYZP3oSR/7YKNiFB8r35DFEO2iHcoGiBaYyicdLEb5pEn6hxMSGuL8yId56zebDb5jq3clOSk8Pt0mUyfDnnyf5PuFamerZW5+EYrLKtG6cQO8Nso/nFAsYUe1v1/nru2AMlmNroAHUJ90vYT08oxk/Wa945vFQvVIW6lyEjI8lqjcKBLSnVqGMxfRqvQMb+suNbWkpeZs5l6TAEK+lrQRUCVNANLLM5LuAL3jm8Xih0n77bXYYCLtiknZuBwvF77F27pLTYf1kN9U69ufK2IUoq4YI4gwWgCKtozsnuh1P+jBPR2a8bo5nNlZYIt+ARo3IZf2ntSWs0KT2hIZTovQL0tahjeEri5KrV1XYQEQGwc4ncSSWrQMdePDbDWkQwFqSUtA2l3gSE+Fo0dnzneoAyTrTwcDm7cGcDiAcjsRK9VVWAAcqUmcOHNa1mekQtPMbpm7c3MAlwtM1ztpang9gippCYi7C0K8p51aSPvtXUsXc75NhpE/pog/1FVYAMTEAlFRhhQwkmMMkPaXI6ktVyua4EqEpoeThyppCcR8rKpQ4YcMBzQJq4qIANq1lz+miD/UnZsDuN1gunQNWkZXYQHYjz/iunyszpX1mfUHSlBcWoZ1a7bxbqxqkXmIM6cBhpG9EhHDmZ0FdsWH3JwJWObhHoaqBOqTlkDIx6oW0+66wzzhc67CAm/fQutTM3iVkvWpGYK+XiHE/KFivmOl+G2MxjeS9ZkHv/kEGxvdjocOfQP3rwwwbpTf666li4GzZ+C6epVofLnHJx0svoqZVP9K0vMNVeq1JU16eRbqd3+9I0GEkFM6tK6vN9hjT9J3bEnLANq1B9p3gHXO32R9ps8P6/HKptfR5/RPmtcT9xwrS7fuxFY3vk11zZiEEsqumHqtpElvnOidGk4a4q4dlbAXS4HqaoBhZCssPY+91OavqrZkPm4woZUDqVR6VfVAJOZMPAxVz9IBJqdeK2kzJ6EYcecXigTRXZZz52q+2Clbyel67DXY/JVKQiFt6Ss+VjpveOtZOsDs0LRwk+GR1wylSD0IyaLVsdUitVlR6rLIsfdukAHArbfCtmELEfnqYqbr1ns+AKIp7EZhRnlpWngIQjxkTaXPlnQXDzmyGJ3aLHbs/TbIWrSUNR7plYjuKxsf69nMG9/hClXSJoW0j0+tz5bNW8P5h6OjDZdFL8SOPTM6lauq16KlbHcBaX+o2HhSCTuqMHHYqKuwAI6+98DRswvZOZsIqqRlEOpRG4B6n60WFj179SoQH2/Ksq5SVmrkrNmw/bgPtq3biDUJUCqfaNdwFQWMQrlokzs3B7h+jUvKCdOiTVRJy8C1dDHYAz97Y3dDEbUbMVpY9Lh+HUyTJkFvCrkKC+CaPw/s8eNErHJXYQHYnOXEEjI8kDyGkl3DFRYw0mrOemFJy+Bi0RkmbIs2USUdBpjF0pfjKyUZheHOzeF+nKybjFW+dDFnkSlINZdyL5D2H0tZ5bY3l8C2r0h2ISMuvV7ZnEXH0/latA4aAtt3O2HbfyhsizdRJS0D0jGbpHG9PB/sT3vhenm+oXKwq3MlU6GJh5J1vB3WlzLJhGrZ7ZySTmgh3+r9dhvnXvh2W8BLpFOlNataF2FVll4vgDM7C65nZ4E9fIjYysYMxofRUCUtA9Ixm8S5Vub/aBQOh/+jxhA/L3FxXD2QuDj5n2kY7//oA+lUaaUbkK7CAjhGjYBj1AhBRUfSAGHz1nA3rKoqYisl9vgxuObPq9eKmirpcKD/QM4P2X+gsXK43f6POhNMWVlndhZwvhho2kyRwrLOfxlM72RY578c8BrJVGk1oZBi6fUeN4z74AFiNzrvfDMmEBmPbRgP3LgBVDmIWOaeOZdlZgY9lp7QZBaTEUry1pXViP56voj1E3RNeBSunw8Iymam5CGA59iqkM8x4gEuezMyEtaFWX6Kk3RfTk2Smu5L4VxQFgusr2cHrfg9c2bi4hD5/S5CUpKBJrPohBb9BNVuPBlRPMroUC2x2iOunw9w/xFIa+bbkFPrExVyMwRzTlSF8Ymk15MOrdQiwYa0Ze6Zc0xGetBj6ekvp5Y0QcQsObmQsKCC+ZwQfF20Q8Xqd2ZncWFmbrciK19t53DnxPFgD/wMAGC69/B+Vuyc1O2iTeLY6rWySUhoiOLb71B0vRm56iJxbEl3laeWtE5oUUVOrcVD0jIEyHcF0TO1mc1bw0VtxMUpUghq52xJywDaJAFtaj8r5lN2FRYA279RlIQiZ1NQz5WN4us0xDsUEe+SIwK1pE2GlvJqcfdXI6tfkaK4uKAtfamuJc7sLCD/M2DUI4bVOha1ovvew2XNAUD/gbIsaceoEcDJE4DFAqZnLyLnUy1qrgOvv5nA+VeKGXUCtaQpAMje/V2FBSgdMFDUkhNCiy4eYhmhkbNmo9XRw14FvfPEZfzfsu/x/awXVPmb1axGRC3NG9dr3sTIT8iw27lHi0Xz9HpN/K8VFf6PJsJs8dmmU9IHDx7EPffcY7QYYQnpztXVp06Ldk8Rgi80Te2mq6uwgAszq66uVVwSrD9QgvPXb2Jjo468sosqrEULuMShRQuUyVh0ENaXMvkt+X4DuBDKfgNkj+mN6W6TFPT5lEpCcf3jNW7O/3gtqO/xQ2H6up6YrQyEaZQ0y7L47LPP8Pjjj8PpdBotjuZoEQmiBmd2Fhx3dYcjuZsi/7AlLQMR7dr5+V3lwlfLQm3rLk8DWQCyk1BGdk9Eq/hoDL92nFd20Sp9HreE51EGUj/6uqnczuwsnO/UWfR86JqEUnbV/1ECWZFACtPX6zOmUdKLFy/Gp59+iqlTpxotii6YpZ8gm7cGcDqB6mpFqcvWQUPQcluhshZRIqjddGUbxnMKplFj2Qrrng7NsHDi/bg/++UA2aWq9DFj07hVwNg0Wd/lzM4CTp3kiiLJhF21EuyNG2BXreQdT+8kFGZcOvf6OHmha6QtUb3rZ5utDIRpNg5LS0vRsmVL7Nq1C0899RT27t2reIxQ2jgU6sytt7zO7CywuTkAy4JJH4/IWbO551Z+zBXdScsQ3GzTQ9a6oWkBr8sMNZQrK+nNVTUJGY67egBOBxBpg23Pz4HjmSjpBuAJGx01gnNBtUmCLX9D0OOTnrMZdUJIbBy2bCmvy0W4INRPsCwzU1erIXLWbNj2HIBt70GvMvYW+nc6jS9fKVIf2VVYAMTGATYbsVrN7KGigM24oLvaREQoS8iodvo/+pLUlgsnTGqrSBYhtNgkI2mJkj7HrsICXBo9xjSbgnIwjSXtIRhLOhw436kzWLsdTFwcWh09bIgMZZmZKH9/GQAg9omJaDxvniFyXJo4EY6vtgIAbH8YioRly/xfHz0G1SdPIaJ9eyTkfRb09wkde7HvKcvMREXOSsRkpAccJ7Xn8tLEiXBs/Rq2oYMD5kz6+lB6DC88NByunw/A2qM7btm0MejvJy2f3uPpQYTYi5WVlbIHatCgQdDCBEsouTuEiMlIR/nHnwCjHglabqn4YUEmz4BtMmcFOQFBObQ+to6tX3P/sViAhW/i0qUbfm6ilEfSwObmwPXIo5JyyJGV7X0X8N12sL3v8nuvS+R7HB9/ApSXo/zjT+CcPENyPFnlRhe+idbLOHkDZB71CJC3htj14br4GxDXUNYxBGrT610/H/C+33NstSilKnbsFY9VWADXydPAjRtw3t6ZyLVLas5i7g5RJX3PPfegqqpK1pccOXJEmVQUXhrPmxfwY1eLb5QCiQ0m1UpfLX37e/3RHr7YtBslVcC6/57DPTOGEZWDuXEdbNNmYDxxyzVYBw3h/R5Heqo37I9vKc43nl+5URU/6shZs1V9jg9vl5wkeWF8fi64W28NeD3YufEhdOzV4M7NAa5c5hpFFB0kMqYWc66LqE96w4YNSEpKwh133IEVK1aI/qOYD77klWB8kKQbyEp2DecJ0xq+43Mkll3AQzs+JyKDL0qSfRwzp/ulNPNZUXzjqU3zFzpWwUQ+KE1ukuqUbpYO90J40vUj2rUjls5Nes683yHlkz5//jxGjx6NOXPm4E9/+pNmgpAgHNwdWssbTPRCXUs6GFm9RY9sUWC6dJEti9jyUszSj9v7A66+8x6xVYCjZxduAw/QpEhQ3WMrdN5E080JFzFyZmdxYYGNm8D63FzvcdTqmlV6rUpFAnkwo04IKrqjVatWmDdvHn788UeiQoUjeqaTOtJT4ejRmfshKiCY1HC+jEW1lpw3gcKhrIuHWFNXIUvfmZ2FK5OfJNbWCUBtJ5b4Rl4FqOX5FzpvQpacn6Uvs4iRrE7pu/bDtuUbXdxdSq5VNUWqQgXTRXcEg9GWNIkYW195xSxDR4/O3v/bfjYmCkRNiUoPpDeZnNlZXG/F+EawzvlbYIF7hbHKUvLxnRvH0AHAxVKgRUvYtm6TfL8YwV63jl5dazMxZVrSauORhWTVrCcjD45RI7ikIZb1FqkSIuwsaSmuXbuGTz75JNhhwgLS5QtFfcBduvo/GoSQJbd8x2mMfW8Xlu84zfs5Pos4GEuUzVvDxSRXlPMWuGcaNlQUqyzVT5C3DopIyrjYuVS7KhLFUxuj/0DZrg7S/lWxYyjVZV0VVivQvkPYpZqrVtI//PADZs2ahfvvvx8LFsgvNhPOkG6MKqb0je6C4kHI/bD5UCkqHS5sPlQa8BkhZax2Y9JVWADExAJRUX4KxrN8B+BXBU/teFIIpYw7s7PAFv0CWK38N3AVtZWlXBNqamOIuZLUIKr0RZKU+JCar9lSuUmiyN3x3//+F/n5+Vi7di0uXLiAmJgYPPzww0hPT0e7du20lFMWRrs7SKBWXqE0cy0RktWRnoqcBh2xtesgDLurHSbc29bvdSG3kNoQPzmbaq2PHZF9XDVJDRdxI/Bt8EnWk1bompC7qaYGVfWkFcoTCj0Zg0F1nDQAOBwOfPXVV8jLy8OePXtgsViQkpKC0tJSrFy5Ep06dSIqLEWdsvIt2KSXkhbkUBEyUISMvfmwzfT3l3tTr+MbBViVamJixQoiMaNTvT5RRXTtBhw7yj36fI/qGPGktpwSFkjlVroacmZnATdvcunmcucmkV6va/w7oPhGofpcCqCnvzxYRN0dL774Iu6991688MILiI2NRWZmJnbs2IEPP/wQDMMgIkJSx1MEEFu+qVn2a9G6SwiPv3nJ1qP8b+Dxl3t8kOwnKwR9x2rwJmQ0aRIwntDyXdIHXHQQiG7gl/AQVIz4mdNcAsWZ08o/WwdXYQEXulhdDURFyVcwIvWbSce/awFpV4zUnoOZENWyq1atQtu2bfHkk0+iX79+aNKkiV5yhT1imUqWtAyvZSOXezo0082C9vib1+79L8b2bB3wOq9l6LHkAM5vSyr4n8fqlUTEByxkmas5J4Bwb0O1lpxr6WIugoFhFB1DIctVqjSrUlyFBd4SpdanZuhmmSuFtGWuJaKW9Mcff4y77roLCxYswH333YeMjAzk5OTgwoULeskXtohtqpDegCSJMzsLQ/d/hQZsNR5O/h/5H/SNNvCxiIJufsBj9YrhKiwAPHVmeCJjhCxzNefEa/U6nUB0tJ8yFrLkPA1mSwcMFI5ysVqBdu2JWJViKxE1uJYu5novnj4t2zLXJNJDAtKWuZaIKumUlBS88sor+OGHH/DGG2+gUaNG+Mc//oEBAwbA7XZj69atsMtsWUTxJ5QuEl/YvDXI+HENclbPxvSh8vcjhKINxJofyPnxKg17dOfmALFxYHon8yahEO0D6bF6EVjbQ+gm7Vq0ADh5AtXH/xOg5FyFBVy8d0QEmPv7eZ/XMzVcEm/vRUb+mAojPeobskLwbDYbHnjgASxZsgQ7duzA/Pnz0atXL7z11lu4//77Mc+gUpZmxWyNLOsSjPXKp1yCme+DZ3ch8fQRPHh2V+CL327jfrzfbgt8rYa6Fq6UwuKtZ+LTt7DueEGfy5rY3bo3Y8Gb9NUr3CODACXnLRBUXe23clDrXxXaMAxqzmp6L+rU79Azr8rNmzX9HtIo3vmLj4/HuHHjMG7cOJw/fx7r1q3Dxo3a15UNJVxLFwNnz8B19aopXRZikSBSoXx8VdiCmW+fz99Fn5rQKsyc6H3emZ1VWxvDk4ItA6mqZLwRJCJJKGJzkwojsz41Q5Ef2zFzOucaAcDckhjwfZa0DLiuXvX+34Na/6rQ3ISel+NHVzpnQHmkh1o887r2jyxY19yny3eSQJYlXVZWBrdn06eGQ4cOoUGDBpg6dSo2bdqkiXAUbfq7iUWCiLkflMoix2Lns8yd2VlgV3zI/WGxwDr/ZVnfJ7RJJ4VYEopof0KJZTqfH1vUSvUZp8krL/GOZ8vfENBXUi/XmRyLXenKxggYowVQiKSS/vDDDzFgwAAcOHDA7/lFixahX79+NCWcB+KdnAmHCgm17nLMnI4HP16IxMv/5VXgQrIIzVdOs10+BeNXElNpKnd1dcAmnRRCSo7NW+ONpKg7N8fM6bXRKgqW6aLhbj6bqw2GDQOgrZITOm+C12+TJtzxUBDlZaZQN8+84p8LrX0gUSW9ceNGvPHGG5g2bRpuv/12v9fefvttPP3001i0aBG2bNmiqZChBsnoDJL1FDyRA45RIwQtuT6n9+GVT/8eoMDFEiiE5itmsYspH2/36sceVxQFImSVO+5LQVlmpuDn+PCmhkdH898oPFavxSJ7uS7UQ9ED3+aqmJILVoELnTfB67e42P9RBqSv32D2Bzzz8twAQwXRtPAxY8ZgxIgReOyxxwQHeOedd7B9+3asXr1aEwGVUJ/TwuXw/awXsDG2PYYfLsTdTZiAlGchH6ursACuZ2dxlmNcnDctNxhZlab5zs0vQnFpGVqVXUBmSiPZN0DP9zBxcYj8nmdzUgCp1HA1adZK5iynJZXYeFpk1AnNWa/fmNg5UVI724w6QXUVvJMnT2LAgAGigw8dOhS//vqrOskouvJppyE41qI9clNGy7LkPNbr/1u9WTCUTA2uwgLAYuX+SE6R9ZmR3RPRquwCHjpcyOsqELIqPZZcTEa6IhnZhvHAlcvcI893KC1gpCqVG+L+ZjErVambQY5VrqZoE0lEwwVVFKkKFUSVdIMGDVBRUSE6gMvlQlRUFFGhzIrZQ+vEcBUWgL1+DbBYYblVXniUx6e88da7BEPJVMmyaAEXScGyAf0Ehej91ny8vGY++pz9OeBH6t1otNsDlJJHySnueL53N3dj2ltroYqW3pRINWfz1nAbkEpSuSVQq8AF5VPoO/bEsV+aOFH6zQQQdSOapHSvFogq6eTkZKxbt050gLVr16Jz586i7wkXQqHGgRDu3BykHdyETjdK8Oe728j6jNen3LWloo1QyZuZJ9SNUZjwwLLAjRsBP1K/jUZSln5sHGCz+Y0nqvhELDmx1HA1PmU5xoLiiI+kttzxFSgCxUtNdIu3q7sPekd1mKV0rxaIKukpU6bg008/xdtvvx1gUZeXl2PJkiX45JNPMGXKFE2FNAvEs7MII/bjtaRl4G5bOTJTGsmu8eGJArn34YG8YVVCm3GupYvBHvjZW8OhLt6Qt/F/gXXQEOw8cRnTVu7HtJX7hTcGeRIePJYcmjQJ2GhUizM7i/O/X78GpuudfuOJKj6r1f/RBzY3h4t/ZhhZqeFSSB1fpbgKC4AjNdUKlRSBqjkntqGD/Z4WW9lQlCOazNK5c2f861//wty5c/HOO++gXbt2aNiwIa5fv45Tp06hadOmyM7Oxl133aWXvIZCsr08aZbvOI3Nv0RgaEwnjM/N4d2xJyW7R7lU5KxE5OQ6oWnpqVztBhHqJsSsP1CC89cqvf/nu4nw+kE9ccrFxbDtq7Vgd564jHXbD+OhogL8fvj9AfMWK83p7b1YJb/3omPm9NpYar7KkJ69+Tp79CSL/IhtFEptIrpzc4CoKKCqSlXRprobcVqsbPQupWomJOOk+/Xrh6+//hoLFy5E37590aFDBwwcOBD/+te/UFBQgMGDB0sNQdGBzYdKURlhw9YO92hu6Ytuxvks9+W6Rx48uwuJV86jlatcWalVgXTiLzbtxvnLN7AxrgOva0rMbeUN/1MQn+2bhMKMCzwmTPp4bsz08X7Pq0lCcWZnAeeLgabN/I6vmFXO5uZwVi3PfL1V8BJbwfp6tleWYPZf+EIog4H0yqEsM9N0CTZiiFrSlZWVWLBgAbZs2QKbzYZBgwbhueeeQ1xcnF7yUWQyrEtLbD5UimE9W8NapxMKaTyWcGO+UKYaiwxRUX7uETFLzjc13Pa0/K4bQlEGw3d8jo233Yfhhwphedo/fFSqNCdf2rskfft7Q9M88wsICSNZB5mnHreQVe7MzvKmmvNlTnqr4CX5byYHk+qv6hjqSEXOStHSAWZD1JJevHgxtm3bhkmTJmHChAn47rvv8Pzzz+slG6UGOZswE+5ti9WT+wS2qiK8gSM5XlWV3+POE5fx/NUW2NXsd4L+SbEkFKVyO7Oz0OfkXryyJRt39+sRoGDUlOZU1U9QomZ1UFYqz+alaNakh4QWAeOR3mfhO1ZBJ90Q7l8Yk5FumgQbOYgmswwcOBALFizA3XffDQA4ePAg0tPTsW/fPkRGRmomlFrCNZklmP5uJHvD1R2Pr29gXQtybn4RThVfBuusxnTLadw/U164llq5hT6XkNAQxUOHcbI1iIH11dcUJ8QokUUsuUJOUoa1R3dYl38q67tE5RjxAHDuHGCzwfra67LnrMQP7HvN8h0rseOnZe9FOfIGC6l+mKqTWUpLS9G+fXvv33feeSdYlsXlyyoLtFMUs/PEZfx1bCb+Ovol7BqjLIpGqOu12ru/nAJGdUOhRnZPBBsVDSYuDl+26SP7u9SmEwuVUr00ekytVVtZociKVpOEIhQSJrdzuOvnA4Gv8SB5Lj0p3NXVitwWaksb8B1/kl3DzYYeEV+iStrlcsHqE1LEMAwiIyPh9Pi4CHL06FGMHTsWPXr0wIgRI3DwoLxOG+HO+gMlKLHGoqRpK0VKDqhZ2rvdYLp09auB8bfd1/CjI1ZxvDe7Opfzb0ZEyN4QSjm9D9OPbEJbqyNgU1BMwait7Mb3OXduDqpPnuLtyCK1FCedhMLmrQEcDqDczl/6tAZrj+6yxpOM3RcJXdSiEwrf8RfsNelbpOqO0My10KOLkqxSpVrjcDgwbdo0DBs2DHv27MGTTz6JiRMnmrLrS9DtnhQysnsiWjdqgFaNlDeZ5bvLrz9QgpLGt2BT50EBd39Jqyy+kf+jjM+4c3PQ55dv8cr/ez8gtI70rr2QwrWkZSCifXtYX13oZ93uWPsNnv+tmaC/XMiKDmolImaV+xRtumWTdI12V2EB2HPnAPsNwR6PvP5yic7humXV+kbFREdr/30himTR//z8fMTExHj/drlcWLduXUBT2vR0ZbURfNm9ezecTicmTJgAAHjooYfwySef4Msvv0RqqrkaRYoVzNeCYBrM8sVGj+yeiPUHgJFD74C1zri+VhmfZWCd8ze/gu5Lth5FvkhsNiDcwNVbq1l4S0QRvjWo6+7aWwcNQcK4UQF+yPVFpSiJb4mNXQejz2n/1aG3P2FNUam6lrnYcRLCa5XHxvJb5T5RInJwLVoAXCzl/pDZ41Hse1yFBXDNnwcwFt65Efcf9+3Pdd1pSKYJLmm0KFKlBlEl3apVK3z6qf/mRfPmzZGfn+/3HMMwQSnpX3/9FR06dPB7rn379jh+/LjqMbVg4o5xQEsgsjkwsvXSoMeT6oKiBUJK3zFzOrDvJ9Gu0XWV/tq9//XGZk+4kz+hSSiJxlur2WLx27VX+8NQk0Ax/OBWbOzYF8OLvgYun/Z7Tawrt9rO4Uhqy/mcfVKvfeerWPGpSa+HSOfwpYuBigrAZuMfT6H/WOpcGlWoSS5SXX70QlRJf/PNN7oIUVFRgeg6y50GDRqgsrJS0TjNmvHHb4vtnKrCCoy8u23Qw2zecAQl129i8+GLfuMRl1cGxT61MW4ZN0rWZx50nMMmRxM8FHUVt4z7i6LvKxv/Z1TkrERMRjoa13zf1pWbseq3Zhje7He4O/8zJCwI7E7CR+XmzbgaGQkWgO0PQ72fq9y8GfYPliFu0kRg2LCA49rn193o8x+ufGnstCfR2Of14iuXuePRuDFa1ZVj3Cjun5L5ZmbCUbMpyJw945XlfP5nXOQD33z/byYcW7+GbehgJCxbFjhedTVgi0TspIneY+g7ZyV1k8syM+E4dRIAENGmDVryzO/S0MG18tQ5lnX/LsvMhMPTXUfBuRRD7dz4kPMb87tGDfhNelDc41ALYmJiUOWJr62hsrLSz80iBz1D8EiMOaxzC6w/UIJhnVt4xwtGXrWWuauwgEtCqawE7ujs/X4pS+jRVa9jnN0OxMbi0lNjlAk7eQYiJ8+AE7XHctVPF1DS6BZs7DoYdzfv6XccREPa3nkP7I0bQEQEnJeu4NKlG9h54jK+2HwOwy9Wo8+CRWg9bFjgce03wLt8d06e4Ve/GR4D4eZNIufa8bFPB6NRj9SOOeoRIG+N/3MAp6C/2sp9duvXgaGOH3/CuU6iY72yA4BjwSLg7BlcufgbbMny+/g5Pv7Eu7JhpzzFP+eFb8K2kPuv7+u8YaNC8w0C5zvvgT1zBlffeQ92BXOri+zfGM81qhWqQ/D0okOHDjh16pTfcydPnsRtt91mkET8LLt3lfcfCYTaWKlFrF2V2IaQ21MAKCLCu4EjJwmFZFKAMzsLw3/aiMSKyxiZnBR4UxBJDrGkZQBtkoA2tZukX2zajRJbI2y8Y6Dgd4p1QgHDBPQ9DCbBBlVV3PGtkyotGPngW1muju9YbS9HIVyFBVxhKIYB+vYn0ynd49LxiSwKVkaxTNFwxhRKuk+fPmBZFsuXL4fT6cSmTZtw7NgxDBlS/4qpBINYuyqxUC0+JZfz41kcS2iPT+8aJagIGs+bR6wBKpu3Bn1O7MErXy/GvQ/7K1a/UDGeesF8DVqH7/gciddLMfxQoaJMNW9Mb/p4/t6LKupJq+q92KxpzWOzAN+t2HhqsvPcuTncjclq9avvLXbNSNXPxpnTnNJXUlVPSkaFmaLhgimUtM1mw/vvv48tW7YgJSUF//73v7F06VI0bdrUaNFUs2PtN5jzyqf4fvIzqkK11FhsQpa5lBUi1IUaVgvQrj0RJSwVuiiU8OAqLAC21+yNWCyy6wX3ibiBVza9jj6xDkU/aiHLVjJ8TsTSV5X2fvkK93j1qqzxPKiJ22UbxnOuk5hYv+tDbScU0pa+pCwKIV1gSeuwRdG08FDDTGnhc177HCXWGCRev4hXS76RnTKakNAQxbffEZBGG4y/mQurYsB0vF22HDvWfoMNR69gRKemAZatr6xyj+3c/CIUl1WideMGeG2U/O4Zjr731EYx9B/otSqlwsHqpiIHex2IpjZ7/OWArB57UuMB8G4a+s5Pq5KdStPe68639dbN/vsHhEsRkMZ5fx+wNXspJOQjkRpuep90ODKyU1MkVl3D8IsHFd/9+Swltf5mLqyqEnA4/OSQsuRSNi7Hy4VvIWXj8oDX1HTgVts5HJ7lN8P49V78e2xv7Lq1O284mJDVG7RPmccydGZn+VmTchS0nFTzhGXLAvzlYu6HYIoYKUnBdxUWSM5X1w73KiC5lwJonxpOLWmTISSvmCUtWrBn1Ajg7BmgTRJs+RsA1DQI2HUCQw9vQ8bRrbzWhJDV5ps0wjRsqKgDtxBKC/DMeX0tStxRSLxeilfKfwqwpPnGE1qhBC3f3b04hQvIsqKFOq/Xhe86ELOkhWR0Zmdx6fzxjWCd87egLXDHqBG1TR2aNYOt8HtNf2POiePBHvgZAMB07yHLUpXqHG5GnSBmSZsiBI8ijVASiqS/+akZAYkXmw+VojIyGls7D8D4Lo15v080CaWGmIx0ePL01CaheItAVVfzWjZ8rozhP3yOjV0HY3jR17CtW+n3mpjVq6YTChf5EMGFp/l0NvcoTERFcUq6RUtZVrTaLiiA8DkRO4be1l03b8rOkJR9LuuEzWqBJS0Drhq/vBxL1W9lEyadw6m7IwSQDJ8T2fXm20ga1qUlGkRFYFgf5d2/fbtuNJ43DztPXMacxZvx4/b9invaef3llRV+RaCkNmL6XDzKbQpePBrwGrvyY2+R+7pzU1O0yfWP14BrZZxPnyfyAc2ag+mdDOucv3lfEy1g1LUbdwPJmEAsNI3vGNa+obbQvxwl502HFziX1qdmAC1vCaisqBWCm9oC+HWfCZPO4VRJmwCpyAehQkSSZS8FEGoQIIe6im79gRKUVAEbu3Jt1Ph8tkK+UnduDsBYAJb1k1+y8FJiK66XYGKrwNcYxv8xWMpqoivqyOjxQ1qfmhHQpBfbvxFMn2a//xa4eZN7rCGY6AChY+jFU+i/5S2ylJw7NwewRQEWi2D0iG3LN7Dt2i/rJiM2N02q8Xm8txERYdM5nCppEyC1KYjzxbUlHX0QK3upFyO7J6JVFDD81x94e9qJxRZb0jLAdOwI60uZ/kru1EmgOrDVkwehWGBndhb3I42MBFNnk/R8p86KN9VchQVAo8ZAdDSYxx73O8ZCoW5+8+RLQjl1MqCNlWS5UQG8N+mYGL9j6KsYrc/N5Sz95+bKmi977hwAlpylv2gB2J/2csWg6vLtNu66/nab7PGkNkiF+kmGMlRJmwCpJBRE2rgfYh2lxLeLvmPtN5jz2ufYsVafuiv3dGiGhTOG4f7Vy/jrBdvtolZZXUVXW3iJEUzIEFWQPLWf2bw1YHmW787sLDju6g5HcjdhS79OPW4xnNlZXIEiwC9cMGBujP/c1EYHCN2k61bp8z1WYkko7twc4MplLlFGSVU9MTzhk55HXxrG+z/KQOymD6ivQ25mqJImiGZJKAkJfpaSB74Lcv3RKyiJiMOGo1fUT6SGoGtne5b7LCv7R6OqW7fvZ3m6siAmlrOG626q5a3h/NfV1QE/eqENWbHlO5u3xrvi8fVfA3VSw+vMTXXh+OQUzq3js6EJqE9CEUpqUYszO4tT+JGRfun1HqzzX+as/Pkvyx9PRZccsfFCoWs4VdIEkbrL18WZnQVHcjc47uoubMkpTIUd2akpWlXbMaJT8NmaYm4YKfy6bvgs+6X8r8FYQkJdWeB2w9a9e+CYPjXR6/7ohY69mGuCGZ0KREcDLVp6lZwzOwuOPj25sEWnU1lquATMjetA02YBNwQhpe93jfFtqu2tCd1zu4i4z6S62ii9OWnSJUfB79UoqJImiNIgfm8NBqdTtiUnxb0PD8TCuWMCsgTVWA1ibhhJfLqM+CahiLXu0sKy8ViVcZMe93veVVjANWitkbHuj57PGpU6J5GzZsP24z7Ytm7zKh42b01tqFodt0+w6cRK3CTeqA2Ai8/m6b1I2kolmRpOWj4AXBEolvWr721GqJImiGIr0LNM5bmQ+Sy5YNwP7OpcLqxqda7sz4hV6fM0dxVUMDy99b7I/w4llhhsbHcPr2LRwrLxWGt16w/7bWTxdELhs/LUrGyY0alcXHTLW2B9PVuww0td5NSXUGKJuhYtqHXF8Cg5TaxUhUWlxG7SpOUDQLwIlFZQJW0gzI3rQPMEMD16yrLk1m0/jOIzJVi3/bDyL+PpTxgMrqWL4fhpn2CYHF8Z0OE78rjKdAe3BigWoc7mahH7wTuzs2rbTkVHy+4QomaDL3LWbNh27YdtyzeBG50N44Erl7nHOpR/tFzxTVV0JeLZuBNQmqRTuWGpaWBdx18u9hmx+GwtrF6Sc9YSqqQNROxHz2clPVRUgMRrpXioSPny2Drnb35JFztPXMb/Lfse3896gdcallRyJ08EhJJJ0adtY7yy+Z/o07ax3/OSCRkqEFs5+LXa8tnQkiq/Sbwz9N7dnOLx+IJ9cdX482UeYyklx4xNC6iP7QvJqAh3bg5QEVj6VAwpS18LqzdUIkGoktYIscIwHmXg+vB9RT/63w+/H6+e24rfD79fsTx1Fcz6AyU4X1aBjbHtea3hH388gr/3m4offzwS8JqvEvANJZPysfJ2roaMhAw12KL8H33wzZr0/EAdM6crTicO1ocuZMk50lO50DqAcxnIwLV0MeDm78kIKFdIYnOTOs989cnFcMyc7rey0drSJ12qVGuoktYI19LFnLV5+lSgz1FFbQHSZSpHdk9EYsUVDD9cyPv6xnvHoKTxLdh0b2BbLI+Si31ysleWHWu/wd++LcGP5TbFSRno2g1g3WBGpxLpCuIqLAAcVdySu3nzgNd5FZZvQkWdyAchhaXWh+6Zm6Vbdz85PM/7XRf9BsgfOMJKrP43u/JjzipfGVjQSCojlC+VW/R8+mRm6mHpV+SsDImoDg9USWuJxcrfedmjBBTUFlCblSbEPR2aYcHvm+PuJoFJI470VAwv/ASJjhv440OBPkXPD6bxvHne59YfvYKShgnY2LGvcmu46CAQ3cAvgUJMEUi5JbgEoEggpoH8DiUev3B8o4DIByFlrNa6E5qb53lERnJPdOnqVz9bLIVaTUcWUQTS612FBcDpU5yF/9tvsocTVeyeTeb+A3VxPZAuVao1VElDm84K1qdmgOnZE9bMRQGWr23lGth+PqyotgDJmrUey9B98AC/u+VQEfqc2Y9XPntRdoMBLj67HCN7/o9iS593bnY7pwjs9sAPSHQFYQ8VAQ38U6WllrhCiRWuwgIgNg6w2QJ+1KoKNhUWAOfOcnMrL+d/061t0Lr4nP/1IZJC7czO4nz6XbsR85czaRmcS6jO9eaJOwfArVZkUJvqz++6EXKDiY0XjLuCZNs3PaD1pEGmswIpSNS6leriIlm/2dOuSqI+spZ1efnqYAP+9axx662wbdji/zmhusoqu3GQvjacE8eD3b+PU3TtO/jNzdeldcu4UbUdwH3PSXwj2L7b6Temnp1QXIUF3Cbf9WtgxqYhctZsyevAcV+KtzyA9fXs4Gtai8xXTpnVUKsnTS1paGOlGrkpIZYpuPPEZfw99SXs6ng3/3LPNwmlRkFLxWdrMWeh5btfZEaLlgGfE3JBqF3i8oXJBTXfrt0Amw1o0TJgboLRIz4+27qWvhZJI6IrjkFDYNu6DbYf9+mS6s8nn1hSS6hkESqBKmkoD62SrN9A8CJR44oRyxRcf6AEJXHN8eXYWfw/MoEklOJfz+KL/O94v0/LJJSAcxJVE61hsQhn/fEsZVUvcXnC5ES7hov4jl2FBdxnIiPB3HqrfIXl47PlLSqltBO5CGrO5YWHhovuEZDc9JNKagmV2GclUCWtAsn6DQQvEsnayjyIZQo+eHYXEk8fwYNn+dteCSahXCvF8B15Ae8nna4rdlNyZmcBl2usebdbl/Ksdc+n2Hy9nc0Fakmr7Tcp5LMlbUWrTShy/XyA+w/PHgHp/R6p31eoxD4rgfqkVaBV12YgUF4h36wQYv3d/Py5Iv31AsYU6Mwdt/cHXJn8pGS/PrnUdja3gOnYMbBfY5+etXUwfOYn1dMOIHcdiPrzffv/8ZQqFTqXQj0ZpeQl7YtWeq0B4p3S1Xaq1xrqkw5jPEtZ14Z1ZDPPRFASWrXzxGX8ve0w7ErqyV+K0tefq8BSErLk7B8s4/yrAvWileLOzamJerBzvtu6NK6pWtfyFq8ykOppp6azuRiiltyFmj2AmBjeSAW+cxnMSoRPFt33REQ6hwutHNRihv0eI6BKug6SQfcCS1mtUOIvX3+gBCXNWnOtrHhisPky7T7M3Y6xb27Dh7nbFcnlKiyA+8oVoFXrgMJBamEbxnMKy2rlLTrP12XEL+2bJwmFXfEhYLdzCQxB4iosAIoOwvpSJv98PQX/PY915RdqcqCycFDdpb1UariaWGtJd4VUzL+FAVorD8usi++5DKdNQTlQJV0H0aQRnk01M/Hg2V1ILLuA4Qlu3mU/n79uS6kblZZIbCkNbM8lhjs3B+6ya4oqwkn+4D2bcy6X7Hom3oJRPN2663Y2Dxax/QFndhZ3cwGA/rVlYqXmTHIPQ6w/oVTvRYD/+ErtidhWrgmM6faMRzDBRu0qMBwwnZJevnw5pk2bZtj3i4XjKQ26J41kF+3P38UrGxahz+fvyh5zaPE+NKi+iaHF+xTJYknLQET79oo2wCSV3M2bXOSDT6iW1JzrFo7iHa+ms3kwSBWV8nZliYvzuz7EevxJWuYKsaRlgOnShXdlI9Z7UQi1hbQ81FX6wbgr+FaBZkJLV4xplHR5eTkWLVqEhQsXGioH8UpnBBGz8qX6CQoxYVh3fHLoY0wY1l2RLNZBQ5CQ91ng0l0oNC09lfvBC2SdCS37pdLhlfY7VIt3Tgx/70U+i9ivcBBPjz/Sqf6iHVk82Y0+qeZSSM1ZKVLXh15hfFqgZXy2aZT0lClTUFxcjLFjxxry/aGwKSGadKOinyDpdGLRpbvPBpNcJedN8RaIiRZCKJU7qHOcnOJ1dfEdK14lIlI4SO3chJAsmO8J4lJQ6lPPJBQ1RcfMhJbx2bqF4DkcDly7FmhNMAyD5s2bo7S0FC1btsRbb72FI0eO4O2331b8HcGE4OmZWiuG2vAgoTA50c8EOWclsnpTg5WE/qmUjy+VOyGhIYpvv0M8HV7g+KkNJRMbU2puSq8DyVTplR9z8qdlIHLWbO65VSuBxk1gfW5uUEo42HBBsTA+LQi1ELwIvYTYv38/xo8fH/C81WrF4cOH0bJlYIqvUpo1i+N9XuwAeCgb/2dU5KxETEY6Gst4vxiVmzfD/sEyxE2aGNC2SQ5y5A1g5QpFby/LzISjirNsYsf/WXLO2w9fwOofz2Ls3W3Qv/MtAbKWZWbWHr86/t9LEyfWFkqqqJA9P7XnpHLqZNg/+BBxkx5Hg5rPVW7eDEt8Q7irq3nnW+wTuVNXvtJ3lwCVlYDNhiZTJ6NBQkN551jgnJRlZsJx8yYQKX7sZR8nqXO54CXunw/n8z/jYs5LL8D62adIGDfKbzyhcymElKxi57LYx3puvXWzrO8LFlW/MYMwXTKLUZa0UsSKGAVTlIdPXjlFY5TgKiyA69lZipJQ5uYXobisEq0bN8Bro7oGyCpqKfXsUrvc5kny0IUn/wLHryd5z4lfASOZSShqz7HchCK5162acwkAjkH3c9mbPEWPlK5ggv2NyUlGIoniVYoO8tFkFg0QK2JEsmAToEE9EIkuHnyI1QORTCf2rdVcowC1KA8rRtykibznxJvKDQAMIzsJRaw/oRhCoWRq/eXu3BzAWrMgltlPEIB4ej3hfoKSae8qSvfqisH+cqqkVSKmtEgWbALIbkp4w6oYKOriIdo5fOli4MploFVr3vH4ajW7Xp7Phaa9PF/1XJTQYNgw3nPiF1kRHc37Wd7zKdafUAS+UDKpJBTR66NrN8DFFViS208QgGASil8GJ4F+gpINZkMBFU06SEKVtErElJZSpEKxiFcRAxSFVQUb+cKr5K6V+T9qiDM7C+c7deaPfPC1hBNbAZBn5au9cfKdS9fSxZzC51nZOLOz4Hp2FtjDh/ivj6KDXCRLRIR3lSDWX9ODkPVKOmlEzapNdDydV2CA8Za+6ZT0008/rcofHcqQdo+IoSasis3N4SwhHiXh/bG0SVIWS9t/oLf8pi+kQyE9PmD2xg1+S85jCVssXvldSxeD3b8frnlzApSBRz4AZON2rfz9CdlVKzl/882bvNeHJS0DTMeOfl1oXP94jVstnTqpOAZbyNJXoxhdhQXA+WIuNZxQ70U1VSHFCInQW6MFqO840lPh+t+/gr15U5cEGqVWuSM9FXA6uT949pjduTnA9euK0sMB4exN0v53KcuQ96b122+A2wXcvBmg5DSpnS2QPu1IT62t+teiJe/x5V2llF2tEVZ593W+60Mqiar41iTeeiBcr0kbEBNDrvciYUKhSQBV0hojaYWYPYjfRy4mPTCEkm8VoNY60aQ+ssXKbQj+YSjvjYn3puXp3ccwgUouOYVrzqpkk04E0YQi3wQgn6JSUjDj0r3WMJHCRmJJNyJFx/is/GAhWQ9Ebf1sIbSyyqmS1hjJ1F+DNyUkadbM+8i7KShU2U2FdaKmy4hYOrE7NweoKOdcCWXyN9WYsWmckhv/lwDlwty4DjRtpmyTTgTRY+XpQhMV5ZVDqpIdoMEeRlUVUFEecCwcM6fXNqXlqQeiRYkFkmN6muoyXboa1tVGDlRJa4yUv1nppgTpjRPJu39VFWc5VsnrDA2o31RTVR9ZZCXCNozn6nfExiJu0uMA5B0/ISXnzM4CW/QLYLUS2T+QtOQ8x9z32ItYrlpYcqLn0rcfpkFFx4KB9F6QVqnhpktmCQY9k1nkoKaDi5S8pLtXS6YT5+YALAsmfXyA0tLj2AbT2dz3s62PHcGlSzc0T0KRi1SqeUJCQxQPHRaQRCGWXq9naQPfY2/7w1Bg4Zuafp8ahNLyQy0tnFrSGqLFTjTJojxSlpxS94MW4VFC1om3PjLg19lc6rNmSULxdi1xOpWtsjzp9Z5HX/RMQvGxohOWLSPyfSSR6jcZSlAlHSJ4kwJu3uT1D6oZzzV/HlBZIeiTU7p8I31TAoRdD+wqn04rAvWReT9LMAkFEPdDiio5TwSJLUrZuTRLEorJG2C4Xn6h9g+TyigXqqQ1RGl/wrn5Rdh++ALv61zXDXL9BOX0n1O8AWW3c5Y3n5WnAlEl5ylEHxGhyB9KMglFLBrFMXO6eLsnTwSJo9bfLGclolcSitT1prQBhu5JKNdrNnYFUv1DCaqkNURpf8Liskqs/vEs7+tc142uxPoJcoOS6T8H1CisSxcBMEAcfzVCJUhacp7mAQJNBOpSuXkznBPHw9KtO9nIByF30LfbvP/ljc/2RJDU1Jl2FRbANW8O2P37FK9EvDeLiAhiSSjs1atE+1eSbnAgObd+AzhLv98AIt9nJFRJq4S0ZeCpBTL27ja8rysNPZLqdEEy3hTwKSxvIdPFQ3LlwLPsF7O8r//jdeKuGFF/uWc/vlEjWfHZ7twcwOGsDWlTgNDNQkwxih0rtQlKYpCOpJDsvWhwqzuSUCWtEtKWgacWiG+t5qCQSJIhHcNKsosHIL1y4Fv2i/mHXTfIu2KEysd6v99igfWFl3k+HYglLQNo2xZo30HxTY7vZuG1huPjeRUjuzqXW6X4dlv3fO7cOcB+gyveRADSHYCc2VnAqZOqey/yjWfm1HCqpFWiZ70NpXBRGzHcHzolySj1X0v9MNTcRMT8zdaGXBEiEq4YQPiG4Jvl6NtqS3JlM2gIbPkbYMvfoFiRCaVyC1nDjvRUbgMaqO227vu5K5e5G1rRQUVyCKFJqn9NQSqtey+aAaqkVWLWhrXeqA1rBJjeyaat0Sum5KQquAkhloRSfe4c0LQZkR+1WL8+3yxHv6xEkZWNFpacqBHhm25ep8u6JS0DaJMEtDFnkoef/51U70WCpQi0QLf2WRRyiHWFcefmcAqkulpxLLBeeDub8/ww3Lk5XBeUmv+TCDVkc5Zzvl5rBJGbqrcTeWxswA3BkpYB19Wr3v97ZEBkJFeo6tZb+cfz3LAIbQpbBw3hnaszO4uz8lkW6NI14D1CnwuGyFmzFc1LrBOK1//Oc+zVQHo8LaCWtA6QtpS+2LQbxSfOYd2mwFhfS1pG7eaTwlhgPfDrhMLT2ZzPkgvGutainjFfJ3IPfG4Ld03WJiIiwLTw7+Up2UWbIN6wQJblMhZNusoSW3WQTr3Wsss3KaiS1gHSPq/hOz5HYtkFPLTj84DXrIOGgMmYwG3imfDCcy1aUPuHQFEeXiV39gxwVuVGbYQVEb/7nfyiTQJFjDwF+HH9Gpiud8oeT8yFwK5ayVlyFov2lpxP5p0Zrw0A/j57nv0UksWjtBhPC6iS1gGSd2tXYQH6XD2JVwrfwt1338H7HiUXnhb+UKHwRFdhAXCxlPtDQRJKMH5ST6hh/HP+SShCc/amm/OkE7N5a7jnq6oUlWYV3RSMbuD/GCSisniyBPsPlK2U9ExCccyc7mc9m9bS1xlaYMlk6F5g6e5e3HI7Ohq2H/cp+iyfrLWFgyxgOnb0k9E5cTzYfT9xy+2Wt8C25Zug5Vcjq2jRpuRutQkydTqH84Xdqe3W7R1vxYecj7hde28n8rryKh4PIFIEypmdxfnzbVFgunQRvN6UdDYXKzjm11Ve487cZtMJtMBSGEE89M8TglUnFEst7tycmo0pd4CMlrQMoF17LhZYZhF7PctvOrOzahV0ZGSApS/Yn9DtVuXzFuo3KdSTUco3Tzo13LtycFQRud7cuTlgjx+Da/48fsvct6s8taK9UCUdYpAO/bPO+RvXybtOKJYavFX6GsTwduNQGgusRadpWUkoABglSikiQlUPP74EIM+cWZ45u3NzgNOngZMneDPthIpAqSY5xVtEicj11rUbt4JxuXj3Fvi6yothRFNaI6AheGGMWKieB5IhV2JdPNTgzs3hupNUVRHb6BIKd/NGWURGgknLkK3krE/N8C7hlcIXmuZNh3c4AubM3rzJVc5TMF4wMDeugyXYhYbrbB4r2HtR6bXom/VrtnwFklBLOozxFG1af6BEl+8jHs7UtRsXS50xgUynaZH62d7Y56goRVmTJNOdgdp0+Kbv/TtQjiOHvf/VurGrVFq5UqRWWarHI1Rb3cxQJR3GeIo2jeyeSGQ8qdRm4uFMRQe5qAdC6cliPe34bjBS/QQ16Rxe485qMGyY3/OO9NTa+Pf+AzW3HJUWWZLaOyC9yiI9npmhSjqM8RRtEnJ1KEbnzuYkN0krN28WtQx5bzAS/QRJJqGIbQr6FfQHdKnspvTYSzU/IJl6HQqp3CShSlonQn2TQyrJQAuUbJK6CgvgGDoAjrt78Vpz9g+WKS+/KdJ9RI17RAyxhB2/SnUmPPaAuKtLTRd4MUiPZ3ZMo6RXrFiBQYMGoXfv3hgzZgz27t1rtEhEIV3aVHdMnmTgWrqYS5S5eZPXmoubNFGxVS5Uk9hVWABYI7iY3uSUoGUHwPnfIyKAps0CZfSER7ZoKfvY61l+s3LzZqDoIKwvZRJpwyZFKKRyk8QUSnrr1q344IMP8O6772LPnj149NFHMWXKFFy5csVo0YhBOr5Z9xq4Ar31TMNvv3n/y/fjbTBsmJ9lGMzKxp2bA5TbOVcHgcgHV2EBd2OJtIG59dbA0EWFYZJahC6KUfb3+WB/2uuf8u9DfUzlJokplPSlS5fw5JNP4rbbboPFYsHo0aNhtVpx7Ngxo0UjBun4ZtKbVlJKS6i3nhlwpKcC169xf8jtbB5E01ylaepSx1YsAQhQfu0Ek2DDh5hB4CosgPtCTV9OzzmgEEU3Je1wOHDp0qWAf7/99hvS09ORnp7ufe+ePXtQUVGB3/3ud3qJF3KQXvKRdMfo7n/3ccV4egZqCV9SjqgiW7RA1NK0pGWA6Xg7kdA0V2EBUPxfrvGAigQbPoS6uAA1N5joaK7NmcxjH+r7M3qjW+2OXbt2Yfz48QHPW61WHD5cG/95/PhxPP7443jsscfwxBNP6CEaBZxf0f7Bh4ib9HhA+JdSLo0eg+qTpxDRvj0S8j4jKN8yxE2aGCDfhYeGw/XzAVh7dMctmzYqGI/MfAHgfKfOYO12MHFxaHX0sN9rxa1ra0i3Lj4X9HeJcWn0GDgOHwHDsmiS/U8icytJToG7pASWxEQk1il/q+Y4XhgwEK5Tp2Ft1w63bCsMWr5wx1QFlrZt24bnnnsOTzzxBCZPnqz48/WhwJKZ4JPVmZ3FWVzxjWCd8zdiPe24Qj82LsZZRWEpX1nFUsODklFgTEePzt7/234+XPejkvIqQaqIkVLknE8lsjqzs8B+/BH3R52iUnphxt+YWIEl06SFr1ixAm+++SYWLlyIBx54wGhxKCrRIsmgttCPg8jGqxadUIRSsvUOXVSaWu2YOZ2LA+/bnzf+WpMkFJblmvRqnDUZLphi4/DLL79EdnY2li9fThV0iEPaV+5XU8OEPe0ko2xMHroolrADaNCfkOC5rC+Ywt3x8MMP49ixY4iKivJ7/o033sCAAQNkj0PdHYGI9YsLFj2OrVjtZyV4ZCU1nlz51B5/PY6tq7AAruf/D6isDOr6kCsr6WOvFjPqBNO7O9auXWu0COGLzqncpGFGp3p9vcHiLbBUXU0uESI5hbNCBZJalCo+j0+5cupkIPk+AgIK487N4ZrjRkSAiY7W9LsAsueyPmEKdwdFQ0yehKJn0SaxAktqcBUWcM1+Y2OJlfP0hELaP/iQyHhisDVd5REZqUslufqWhEIKqqTDHFMnofj2tNPB0ied9ckloVgE6yMrxZmdBbboF8BqRdykx4MeTzIe2VP6tKqK+odNDFXSIYzuqeGk8d2s0inyQUnmnpSVzyWhdCRXH3nFh9ymZrk96PhmT69J9vhx4QQlkQJSFPNgCp80RR1ahJLpSt/+ouFfRuJXHlTAyife1aYGEj5bd24OUO0CHBVc8SYezHbMKfxQSzqEIR0eRdIql2qaCghXmTMDfjVRdLDySfcnZBvGAzcrOUuZQNOEkF+1hTBUSYcwJDdiSBdsEquPHBI0acI93nqrLv58pedSUml60rfd/EWblKJFFxqKPKiSpgAgn4TCNozniuLHxhJREqSL8kiOV1zs/2gypJQmXydytdS3TihmgyppCgANwqM8lpzLRaxzOMmmCZLjmXhTzTFzOmC3c5XnBJQm8VVWPeqEYjaokqZoAml/uSc0jZRVLtUJW6m/XNfym56oGJbVRWnWt04oZoNGd1A0QajgkBrYvDWAwwGU24lY5a6lizl/eZskYtEZvpa55jHHMTGcJR0To+331EDyXFKUQy1pimI8m1ZlmZm6fB9xS85u55bvdjuR4ZzZWWAPFQEWCzFL/9LoMcJWuUduQvJTzA1V0hTFsCs/Bux2lL+/TJfvI+4vj4vjmr7GxQU9lLef4M2bRMp5epJQHIePCPvLTZ7qTyELVdIU5TCM0RIIIiee1/rUDDDdexCpZ+zOzQFsNtFNPMXjMRYwIqnmSlP9aYxzaEOVNEUxTFoGEBeH2CcmGi1KAGL9+DyQbApsScsA06UrrK9nk7H0u3YDWDdiMtLJdVZZ8aFuncMp5KEbhxTFeDaSGpuwLi/cbv9HjVGaGi7ZuqvoIBDdAM59PxORj3S6OUV/qCVN8SPkl8YOh/+jyZBKQvFU6iNRBc+bhBIRQSzdnKI/VElT/Aj59N/+A7kklP4DjZYkADlJKB5XDIku3zQJJTygSprih5mLNskZz8xFm2gSCkUNpuhxSAra41BfpGTVu5+gGEYfV6X9BI2WVwmhJCtgTnnFehxSS5qiGSQtOVdhAWCxcn8I9BNUip6Wvt79BCnhA1XSFM0g3p+wopyrxEagn6A3CYVgaJqYP9+SlgG0SQLakGvfRakf0BA8SkhgScuA6+pV7/+DxbV0McCyAMOQs/Rj4wCnk3c8paF6lZs3w/nOe7CkZdD+g/UcqqQpIQHJVlW1g1qBNklBW/qeVG4wFjBd7ySycrj69/lgS0rgOneOKul6DnV3UAzHmZ0Fx13d4Ujuplt8NvHUcIYBWDJdUACALeNWDbh+jch4lNCFKmmK4bB5a7hNtepq3eKziaeGd7ydSNdwoCYJpdrFbTKOTQt6PEpoYxol/d5776F///7o2bMnxowZg7179xotEkUnmNGpQGQkp5RMGNPrSE+Fo0dnONLFE1CIdg6nSSiUGkyhpL/66iusXLkSK1aswL59+zB69GhMmzYNLpfLaNEoOhA5azZsew7AtvegOZXSoSL/R41hRqeCiYsz5Q2Loj+m2Dh84IEHcP/99yM2NhY3b97EtWvX0KhRI1gspriHUOoxjpnTa//QqX5z5KzZSFjwkukSLijGoJuSdjgcuHYtcBOEYRg0b94csbGx+O677zBlyhRYrVa8+eabYExct5giD8mqb2bHk8ptsciu30yhkES3tPBdu3Zh/PjxAc9brVYcPnwYAKfIGYbBl19+ieeffx5ffPEFOnTooId4FI0436kzWLsdTFwcWh09bLQ4irk0cSIcW7+GbehgJCzTpxMNheKLaWt3PProoxg6dCj+8pe/yP4Mrd2hL3JkJW1Jqx1PSFazWvrhdh2YCTPKa/raHe+//z7mz5/v95zD4UDDhsKCU0ID0v0JSZZSJZ0a7iosgHPieOEGshSKCkyhpHv37o1169Zh7969qK6uxurVq1FSUoKBA81XE5hiLCSLNnH9CaOI9Sd0LV0M9sDPXMo5hUIIU0R39OrVC6+++irmzZuHy5cv44477sBHH32Epk2bGi0axWR4WneRwJKWAXduDrn6GHY7F99stwc/FoVSgymUNAAMHz4cw4cPN1oMSj2CeD2QuDjgymXukUIhhCncHRRKOECyHgiF4sE0ljSFQhLHzOlcjHPf/rq10tKkUh+l3kMtaUp48t12wO2uTUahUEIUqqQp4Unf/lzX8L79jZaEQgkK6u6ghCWm7BZOoaiAWtKUkIMmjVDqE9SSpoQcrqWLgbNn4Lp6lW7UUcIeaklT6j3UMqeYGaqkKSEH6Xhkd24O2DNnuDRxCsVkUHcHJeQgHY/smx5OoZgNqqQp9R6ahEIxM9TdQaFQKCaGKmkKhUIxMVRJUygUiomhSppCoVBMDFXSFAqFYmKokqZQKBQTQ5U0hUKhmBiqpCkUCsXEUCVNoVAoJoYqaQqFQjExYZUWbrEwip43K6EkL5VVO0JJ3lCSFQgteRmWZVmjhaBQKBQKP9TdQaFQKCaGKmkKhUIxMVRJUygUiomhSppCoVBMDFXSFAqFYmKokqZQKBQTQ5U0hUKhmBiqpCkUCsXEUCVNoVAoJqZeKOkVK1Zg0KBB6N27N8aMGYO9e/caLZIsli9fjmnTphktRgBHjx7F2LFj0aNHD4wYMQIHDx40WiRJDh48iHvuucdoMSTZsWMHRo0ahV69emHIkCFYtWqV0SIJsm3bNowYMQI9e/bE4MGDTS2rh+vXr6N///7Iz883WhT5sGHOli1b2Pvuu4/9z3/+w7pcLvbzzz9ne/XqxV6+fNlo0QSx2+3swoUL2dtvv52dOnWq0eL4UVVVxQ4YMID96KOPWIfDwW7cuJFNTk5mb9y4YbRovLjdbnbNmjVs79692d69exstjijnz59ne/bsyW7dupV1uVzsgQMH2Lvuuov97rvvjBYtgNLSUrZr167s9u3bWZZl2aKiIvbOO+9ki4qKDJZMnJkzZ7KdOnVi8/LyjBZFNmFvSV+6dAlPPvkkbrvtNlgsFowePRpWqxXHjh0zWjRBpkyZguLiYowdO9ZoUQLYvXs3nE4nJkyYgMjISDz00EO47bbb8OWXXxotGi+LFy/Gp59+iqlTpxotiiTFxcUYPnw4hgwZAovFgm7duiElJQX79u0zWrQAWrRogZ07d6Jfv35wu90oKyuD1WpFbGys0aIJsnbtWtjtdnTs2NFoURQRFlXwHA4Hrl27FvA8wzBIT0/3e27Pnj2oqKjA7373O73EC0BM3ubNm+Of//wnWrZsibfeeguXLl0yQEJhfv31V3To0MHvufbt2+P48eMGSSTOuHHj8Ne//hW7du0yWhRJkpOTkZyc7P27rKwMe/fuxR//+EcDpRImLi4OlZWVSE5ORnV1NZ544gm0bdvWaLF4OXfuHJYsWYJVq1Zh0qRJRoujiLBQ0vv378f48eMDnrdarTh8+LD37+PHj2PWrFn461//iubNm+spoh9S8rZs2dIAqeRRUVGB6Ohov+caNGiAyspKgyQSx8zHUowbN25g6tSp6N69OwYNGmS0OIJERUVh//79OHbsGCZPnoykpCQ88sgjRovlh8vlwrPPPos5c+YgISHBaHEUExZKuk+fPpLui23btuG5557DE088gSeeeEInyfiRI69ZiYmJQVVVld9zlZWViImJMUii8OPUqVOYNm0abrvtNmRlZcFiMa9X0mKxwGaz4c4770RqaioKCwtNp6TffvtttGvXDkOHDjVaFFWY9+wTZMWKFXjmmWfw6quvYvLkyUaLE9J06NABp06d8nvu5MmTuO222wySKLzYs2cPUlNTMXjwYCxevBhRUVFGi8TL7t27MWrUKL/nHA4H4uPjDZJImE2bNmHLli1ed9Lx48fx0ksv4cUXXzRaNFmEhSUtxpdffons7GysWLEC3bt3N1qckKdPnz5gWRbLly9Heno6tm7dimPHjmHIkCFGixbynD17FlOmTMGsWbOQkZFhtDii3HHHHSgtLcVHH32E8ePH48CBA8jLy8OSJUuMFi2Ar776yu/vP/7xj3jssccCbjJmJewt6ffffx8OhwMTJkxAz549vf+2bdtmtGghic1mw/vvv48tW7YgJSUF//73v7F06VI0bdrUaNFCnpUrV6K8vBxvvPGG37X6+uuvGy1aAA0bNsR7772HrVu3IiUlBS+88AJeffVVpKSkGC1a2EHbZ1EoFIqJCXtLmkKhUEIZqqQpFArFxFAlTaFQKCaGKmkKhUIxMVRJUygUiomhSppCoVBMDFXSlLBm4MCBuP32273/OnfujAEDBmDRokWoqKjwvu/w4cOYMWMGfv/736Nnz54YPXo0NmzYwDvm7t27cfvtt+OFF17gff3EiRPIyMhAjx498Ic//AFbt27VZG6U+gFV0pSw55lnnsEPP/yAH374Adu2bcOCBQuwfv16ZGZmAgC+/fZbPProo0hMTMQHH3yAtWvXYsSIEZg7dy6WLVsWMN769evRtm1bbNq0CTdv3vR7raqqCpMmTUK7du2Ql5eH1NRUPPPMMzhy5Iguc6WEIQbXs6ZQNGXAgAFsTk5OwPP//ve/2d69e7N2u529++672bfeeivgPe+++y7brVs3vwYRVVVVbHJyMpufn8/eeeed7Nq1a/0+s3btWvb3v/8963Q6vc9Nnz6dnTt3LrlJUeoV1JKm1EusVitsNhu2bduGGzduYMKECQHvSUtLw4cffuhXNGjbtm2w2+3o168f7r33XuTl5fl9Zt++fejRowciImrL4tx111346aefNJsLJbyhSppSr3C73Th48CA++eQTDB48GEeOHEG7du0QFxcX8N64uDj07t3bT+GuX78evXr1QtOmTTFkyBDs2bMH586d875+8eLFgBrWCQkJKC0t1W5SlLCGKmlK2LNw4UJvsaI777wTaWlp6NatG2bPno3r16/zKmg+rl27hm+//dZb8W/gwIGwWq1+1nRlZSVsNpvf52w2GxwOB7kJUeoVYV+qlEKZMmUKRo4cCQCIjIxE8+bNvYq0SZMmuH79uqxxNm/eDKfT6S0e37hxY6SkpGDt2rWYMWMGLBYLoqOjAxSyw+EI6GZDociFWtKUsKdJkyZISkpCUlISWrVq5WfpduvWDadOnYLdbg/43I0bN5CRkYFffvkFAOfqAIDBgwejc+fO6Ny5M3bu3IkLFy7ghx9+AMC166rbl/LSpUsh28aLYjxUSVPqNffddx+aNm2Kjz76KOC1VatWYf/+/WjdujWKi4uxb98+PP300/jiiy+8//Lz8xEbG+t1efTq1Qv79+9HdXW1d5w9e/agZ8+eus2JEl5QdwelXhMdHY0XX3wRM2fORHl5OR5++GFERERg69atWLp0KZ599lk0bdoU77zzDqKiojB+/PiAFlEPP/wwVq9ejatXr2Lo0KF444038Pzzz2PSpEn4/vvvsX37dnz22WcGzZAS6lBLmlLvGTx4MJYtW4b//Oc/eOyxxzBmzBh88803+Mc//oHHHnsMALBhwwY8+OCDvD380tPTUV1djQ0bNiAmJgbvvfceTp8+jYcffhhr1qzBm2++iU6dOuk9LUqYQDuzUCgUiomhljSFQqGYGKqkKRQKxcRQJU2hUCgmhippCoVCMTFUSVMoFIqJoUqaQqFQTAxV0hQKhWJiqJKmUCgUE0OVNIVCoZiY/w+RN0+qY9sLWAAAAABJRU5ErkJggg==\n", 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" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "-> test with 'LR'\n", "LR tn, fp: 547, 13\n", "LR fn, tp: 4, 17\n", "LR f1 score: 0.667\n", "LR cohens kappa score: 0.652\n", "LR average precision score: 0.809\n", "\n", "-> test with 'GB'\n", "GB tn, fp: 560, 0\n", "GB fn, tp: 0, 21\n", "GB f1 score: 1.000\n", "GB cohens kappa score: 1.000\n", "\n", "-> test with 'KNN'\n", "KNN tn, fp: 560, 0\n", "KNN fn, tp: 3, 18\n", "KNN f1 score: 0.923\n", "KNN cohens kappa score: 0.920\n", "\n", "\n", "------ Step 2/5: Slice 2/5 -------\n", "-> Reset the GAN\n", "-> Train generator for synthetic samples\n", "Epoch 1/3\n", "Epoch 2/3\n", "Epoch 3/3\n", "-> create 2152 synthetic samples\n" ] }, { "data": { "image/png": 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\n", 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" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "-> test with 'LR'\n", "LR tn, fp: 559, 1\n", "LR fn, tp: 2, 19\n", "LR f1 score: 0.927\n", "LR cohens kappa score: 0.924\n", "LR average precision score: 0.928\n", "\n", "-> test with 'GB'\n", "GB tn, fp: 560, 0\n", "GB fn, tp: 2, 19\n", "GB f1 score: 0.950\n", "GB cohens kappa score: 0.948\n", "\n", "-> test with 'KNN'\n", "KNN tn, fp: 560, 0\n", "KNN fn, tp: 3, 18\n", "KNN f1 score: 0.923\n", "KNN cohens kappa score: 0.920\n", "\n", "\n", "------ Step 2/5: Slice 3/5 -------\n", "-> Reset the GAN\n", "-> Train generator for synthetic samples\n", "Epoch 1/3\n", "Epoch 2/3\n", "Epoch 3/3\n", "-> create 2152 synthetic samples\n" ] }, { "data": { "image/png": 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\n", 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" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "-> test with 'LR'\n", "LR tn, fp: 555, 5\n", "LR fn, tp: 4, 17\n", "LR f1 score: 0.791\n", "LR cohens kappa score: 0.783\n", "LR average precision score: 0.902\n", "\n", "-> test with 'GB'\n", "GB tn, fp: 560, 0\n", "GB fn, tp: 0, 21\n", "GB f1 score: 1.000\n", "GB cohens kappa score: 1.000\n", "\n", "-> test with 'KNN'\n", "KNN tn, fp: 559, 1\n", "KNN fn, tp: 6, 15\n", "KNN f1 score: 0.811\n", "KNN cohens kappa score: 0.805\n", "\n", "\n", "------ Step 2/5: Slice 4/5 -------\n", "-> Reset the GAN\n", "-> Train generator for synthetic samples\n", "Epoch 1/3\n", "Epoch 2/3\n", "Epoch 3/3\n", "-> create 2152 synthetic samples\n" ] }, { "data": { "image/png": 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\n", 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" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "-> test with 'LR'\n", "LR tn, fp: 539, 21\n", "LR fn, tp: 2, 19\n", "LR f1 score: 0.623\n", "LR cohens kappa score: 0.604\n", "LR average precision score: 0.851\n", "\n", "-> test with 'GB'\n", "GB tn, fp: 559, 1\n", "GB fn, tp: 2, 19\n", "GB f1 score: 0.927\n", "GB cohens kappa score: 0.924\n", "\n", "-> test with 'KNN'\n", "KNN tn, fp: 556, 4\n", "KNN fn, tp: 6, 15\n", "KNN f1 score: 0.750\n", "KNN cohens kappa score: 0.741\n", "\n", "\n", "------ Step 2/5: Slice 5/5 -------\n", "-> Reset the GAN\n", "-> Train generator for synthetic samples\n", "Epoch 1/3\n", "Epoch 2/3\n", "Epoch 3/3\n", "-> create 2156 synthetic samples\n" ] }, { "data": { "image/png": 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\n", 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" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "-> test with 'LR'\n", "LR tn, fp: 551, 5\n", "LR fn, tp: 2, 19\n", "LR f1 score: 0.844\n", "LR cohens kappa score: 0.838\n", "LR average precision score: 0.927\n", "\n", "-> test with 'GB'\n", "GB tn, fp: 556, 0\n", "GB fn, tp: 0, 21\n", "GB f1 score: 1.000\n", "GB cohens kappa score: 1.000\n", "\n", "-> test with 'KNN'\n", "KNN tn, fp: 556, 0\n", "KNN fn, tp: 5, 16\n", "KNN f1 score: 0.865\n", "KNN cohens kappa score: 0.860\n", "\n", "\n", "====== Step 3/5 =======\n", "-> Shuffling data\n", "-> Spliting data to slices\n", "\n", "------ Step 3/5: Slice 1/5 -------\n", "-> Reset the GAN\n", "-> Train generator for synthetic samples\n", "Epoch 1/3\n", "Epoch 2/3\n", "Epoch 3/3\n", "-> create 2152 synthetic samples\n" ] }, { "data": { "image/png": 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\n", 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" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "-> test with 'LR'\n", "LR tn, fp: 548, 12\n", "LR fn, tp: 3, 18\n", "LR f1 score: 0.706\n", "LR cohens kappa score: 0.693\n", "LR average precision score: 0.850\n", "\n", "-> test with 'GB'\n", "GB tn, fp: 559, 1\n", "GB fn, tp: 1, 20\n", "GB f1 score: 0.952\n", "GB cohens kappa score: 0.951\n", "\n", "-> test with 'KNN'\n", "KNN tn, fp: 558, 2\n", "KNN fn, tp: 3, 18\n", "KNN f1 score: 0.878\n", "KNN cohens kappa score: 0.874\n", "\n", "\n", "------ Step 3/5: Slice 2/5 -------\n", "-> Reset the GAN\n", "-> Train generator for synthetic samples\n", "Epoch 1/3\n", "Epoch 2/3\n", "Epoch 3/3\n", "-> create 2152 synthetic samples\n" ] }, { "data": { "image/png": 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\n", 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" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "-> test with 'LR'\n", "LR tn, fp: 558, 2\n", "LR fn, tp: 5, 16\n", "LR f1 score: 0.821\n", "LR cohens kappa score: 0.814\n", "LR average precision score: 0.911\n", "\n", "-> test with 'GB'\n", "GB tn, fp: 560, 0\n", "GB fn, tp: 1, 20\n", "GB f1 score: 0.976\n", "GB cohens kappa score: 0.975\n", "\n", "-> test with 'KNN'\n", "KNN tn, fp: 558, 2\n", "KNN fn, tp: 7, 14\n", "KNN f1 score: 0.757\n", "KNN cohens kappa score: 0.749\n", "\n", "\n", "------ Step 3/5: Slice 3/5 -------\n", "-> Reset the GAN\n", "-> Train generator for synthetic samples\n", "Epoch 1/3\n", "Epoch 2/3\n", "Epoch 3/3\n", "-> create 2152 synthetic samples\n" ] }, { "data": { "image/png": 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\n", 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" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "-> test with 'LR'\n", "LR tn, fp: 557, 3\n", "LR fn, tp: 6, 15\n", "LR f1 score: 0.769\n", "LR cohens kappa score: 0.761\n", "LR average precision score: 0.872\n", "\n", "-> test with 'GB'\n", "GB tn, fp: 560, 0\n", "GB fn, tp: 1, 20\n", "GB f1 score: 0.976\n", "GB cohens kappa score: 0.975\n", "\n", "-> test with 'KNN'\n", "KNN tn, fp: 560, 0\n", "KNN fn, tp: 5, 16\n", "KNN f1 score: 0.865\n", "KNN cohens kappa score: 0.861\n", "\n", "\n", "------ Step 3/5: Slice 4/5 -------\n", "-> Reset the GAN\n", "-> Train generator for synthetic samples\n", "Epoch 1/3\n", "Epoch 2/3\n", "Epoch 3/3\n", "-> create 2152 synthetic samples\n" ] }, { "data": { "image/png": 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\n", 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" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "-> test with 'LR'\n", "LR tn, fp: 554, 6\n", "LR fn, tp: 1, 20\n", "LR f1 score: 0.851\n", "LR cohens kappa score: 0.845\n", "LR average precision score: 0.938\n", "\n", "-> test with 'GB'\n", "GB tn, fp: 560, 0\n", "GB fn, tp: 1, 20\n", "GB f1 score: 0.976\n", "GB cohens kappa score: 0.975\n", "\n", "-> test with 'KNN'\n", "KNN tn, fp: 560, 0\n", "KNN fn, tp: 3, 18\n", "KNN f1 score: 0.923\n", "KNN cohens kappa score: 0.920\n", "\n", "\n", "------ Step 3/5: Slice 5/5 -------\n", "-> Reset the GAN\n", "-> Train generator for synthetic samples\n", "Epoch 1/3\n", "Epoch 2/3\n", "Epoch 3/3\n", "-> create 2156 synthetic samples\n" ] }, { "data": { "image/png": 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aSUWipeZbtzSEkhbEJOP6d0KXdokY179TROdhdU3w6hXBo9VmS2rX2ZIRSlrgOr5a9TkefPL/4atVn5sec3nPDngyOwOX9+xgeox/w3pU5Iynck0gM4t6SgmP6D4PZd8SmgsJhJIWuJDVe37F0bhkfLTn14jOE1hegMb9B6hcE9KpKlutUpKyp3FluK0RvyA6CCUtsA3aYN+43u3RubEaY3u3j2g9T14+4nr0iMmWl8KVIVAQSlpgG7TBvituGI6nHhqPK24Ybvh7lgGqHQs/oGoMT2OV2hnsa0mTRwTWCCUtsA1ewT5WKzMWg30tafKIwBqhpAVcoEllown20UBrZSqBQwAxG+xzmxtGYD9CSQu4YGeVHa2VSRM4pEFxUQDWyp5mo1JlB7hkk7DmeQtiD6GkBVxwosqOZGUqgUO73BwsGxWvwKAoQW/+CCUt4IITfQ9IVqYSOIwkzQ2gd6+w5FzzcmOIEvTmj1DSghYLqzUrb/nC8niWnGteOc40myOLS0SUmrsPoaRbMG58IKPhYzXLz6aduacocwBU1q/bgn1OuGEE/BBKugXjxgcyGj5Ws/xsNYhHaPauKF3pyqup1nNbsI/FJeK2DUYglHSLxo0PZDR8rKT8bNKavHOW7Q72xc+cpQ7RtWtCt4AfYsahzdgxB27rD8exuuQoxvXvFHFOsoJb5texzpjjJbd/w3r4lywCAHjvnhGREiMNYo3GteY1f9EKt9wjrLhBbjHjsIXBq9eyG3HKRRNYXgBUVUFKTQ1bQSsxAE+//mIQgYAaoaRjDJo2nrzKr2nZ8vxSPPjou9jy/NKor+WUi4bHuiwbDIvfmtcgAl6+cjcGpGMZoaRjDJo2nrzKr2n5+Nd4HE06Fx//Gh/ReVjacwZKS6ISfDPLBOHhq2VpmsTit+a1cfHylbsxIB3LCCUdY/Bq48mT69o3oFPNL7iufUNE52F5uKMVfAvXVURbEu7Jy4dcuALyvn2Wn1PKyQXi4oDTp20L9vFyibgxIB3LiMChzUQ7SMEaWKPFjuAKi+yk4JsCq9zhBl1pA3MNUyZC3rcXkGV4H59n+DkVme0I9rHgRMDTDtwgtwgctiDc+KpJ6+tksQhpfaxHeqczuUSMXEUsgTlSSbgnLx9SrzRIObkILC+IqWCf6BPiDEJJNzPc+Krp1MMtF66AXF1ti4+VtiScJefazmAfDepG1LWb6LxnI0JJ24CdUXNaa5RXRgaTlWnzwy3l5EJKTubiY0VKCuTKSvVzkkrN7Sod57UB0nyPyqaBQweFRW0jQknbgBuj5rwyMlisTLsf7viZs9B5z25TS5RlDJeUmgpUVamfk1RqTioJD5SWuCrYx3Jvuc0N09wRStoG7Iya0w575ZWRwZJW5raHm0Ux6a99uLnovC1fUmEM7Vscy/foNjdMc8c12R1fffUVnn32WRw8eBAdOnTAlClTcPPNNzOdI1azO2gzFWh4aOVOlJ2oQ5d2iXgyOyPs8+gzLUgR8IYpEyEfOgSpa1d18giPdSPFSm5lLbltClBcxOX6k6D5rmmyDWivN2uGSCTfo1Zut2WmWCGyOyg4evQo7r33Xtx1110oLi7Gs88+i+eeew5btmxxWjRb4BlYE8NegyiWZt3atabH0HbB4wmNFXpi3jyiFco8iIAyHiCGEbgPVyjpsrIyXHfddRg1ahQ8Hg/69euHrKwsbN++3WnRbIH2QaLxofIe9kr7sPIqqOCt7KvfeJN4bDQVCq37SUttwTLiphFaGLOXOIiANh5g1zACMYiAHlco6czMTPzf//2f+t8nTpxAcXEx0tPTHZTKPmgfJDtzoJ1qWcmrF7Oi7JOnTiauyVOh6AmngrFN/gTA6wXq6y3XDCwvACQPIMvETc1tlq0YRMCA7DKqqqrkm2++Wb7jjjtkv9/vtDjcqF2zRi7PzpFr16wxPaZy7ly5LK2PXDl3rsU5xlueo7lTltZHPtzlv+SytD4xsebGXUflO5d+I2/cdZTqHpDl4Pd8+IIL5cOdL7Bck/f9QLr/eMKyVku/710TOASAAwcOYPr06bjooouwYMECtGrViunv3Rw4VAIyCRf1BF4hv4KbnodjkJEFNwRXgLOfH127AYcOci8Lt1oz0mtOHZS78zb4vi0FfPWQ8ifZ9j1HGuzr2LEtfn5/JVPg16n7WYsb7m3XBw4BYNu2bcjNzcXIkSOxaNEiZgXtdlhev62ws3jBbtxaUEET7KORndbfnjx1CqS+fSHlTwJ2ltr2HfFwiTAP9xWl5kRcoaR//PFHTJs2DTNmzMB///d/Q5Ikp0Xihr54IXHMmIjO50TxAg3hBMgikcltPlYa2Wn9/IljxlCVjvPaaHkOI2DJtwbc9z26EVco6WXLlqGmpgbPPfccBg4cqP77y1/+4rRoEcPbUuAV5OLd44PHNBij8mszaK/DiXnzwpaHhWj0TCGdk9dGS3selrYEtPMgoxm0ZZXdrbjKJx0pbvRJ631u0fZ/RauIgCQ3r7mKvIpilOsgJScjfss3YZ8nGu1TSdDeI7wKf5TzIKMfsLPU9Hyk70YrNy/ZeN3PVrILn3Qzhfb1nsafyROnmhk5lZ9thnId2uRPiOg8bhhEYIaSK23W8pSlNwmN9at8N3LbFKoBB27qTcLqhnETwpIOk3DLryPZtVmsE94WtRusjXCIVG5aKxOw35IGrC1E1rcS2vvL7N5y6h5hue5G18QN97awpBmh8YPZPewViO3AmhuhHXnlxv7PipWMjH6mbx4sli8Lbru3nJgHaSfCkjYgms1h7LKkeeMGayMcrORm+Z7t9LFayaz4/v+wZQUu/fcXRCvZv2E9/A/MBAIBIDmZPNorgniAo5b035YDKefA++DDzN+PG+5tYUkz4jZLQYFnqbaImsfmsFcli+aTjFFUFmFgeQGQ0ArweIhrus3KpL234mfOgtQ3AwgEmmXpuFDSBtgd7HMCNw4isJv4mbOAVq0Av9/WQQRSTi7kwhVhbZCKm+36oemWQUMFT14+pL59gauGWq7ZsHAB/HNmAxn9bH9LMyOSft/NCaGkWyh2DiJwCv+G9ajIGe+6QQSRbJDaLBqWAhpSO1Yem3bd2rXUb1U0b3IsGRk0bzqxOohAKOkWCq8gl1Pd8mgILC9A4/4Drgn2KdBsDCxKjGaDJK3JY7OqfmMp13RF1sIYHmvSYLeLTyjpCIjVnZmWaOf98iglt8KTl4+4Hj24D3sN9yGlLb8+MW8e5HfeBAiTzlk2yEhdeDT3evLUKWyj1CjasQLuG0Rgt4tPKOkIiNXmMLRKRi2Mycwiug3CgUcpuRXeEaPQsfAD7sG+cB9S2r+rLVgWurYNkO5lmns9ccwYqkEEwJl4QOvWQGNjzA0isLswRijpCHBrFggJWmWh3NTSqSqi2yAcwsk1dyKbJH7mLHgfn6d2pNNbdpE+3PrP1CZ/ApCcDPTNsAz28bwWtO4QZGZZrtkSBhHwdsOQEHnSNuOGnEyWKjrleO8Hf4X/xlsc9z2z5vLyut5W6xrlPptVwfk3rA9mUUgeSL16IX7pu03OrchMyqm2e/jvWdklSL3SDHtgKP2kae8tXrJFgnK9WStGecom8qQFIbBaAiS3gZ3WrVM9GKz8okb9UsyssqClKQFyQD2X2blJlqbdw39prGTeVibvwcRUvcoBqjcju4LmQknbQLQDZOHitgnfNBgpAZrrG26QVy2/BkwfSNUd8t1uNdgn5eQGc7DbJIUoBk9ePtDxPOC885t8Jv25ST7UQGkJ5L17ECgtiegz07aI9eTlQ+rVC97H5xEVE697y4l71G2xJqGkbSDaAbJwcduE73DXpLm+4T54TFZmQoJa2WdWBecdMQpSaipQVRX1lDKmz1x+DKgoJ+ZcI6Mf/HNmE/3kgPmmRgOv8yjwTFe0G6GkbcCJZkx2QlL20XCHaNc0u77aYpZwHzzaYF+wsi8jZOSVkWLwb1gPubISSEmJekoZ7WdmCfaRFL8bBxEA/NMVbXXxRX0FAbdey7FKtN0hZtdXW8wSbtGKmY9V/5mMjjNSDIHlBUBVFaTUVHhHjIoo5xo7S+F9fJ7pZ6L1sSpuDCknl1hmbpefnPY8TrUlsHNdoaQFUSdaLTNp1mUpZrGyEvVKw0yJkJSL/ve8cq7NlH3DwgXEwhie7VhpXCK0lazUvUkcurfscvGJFDybsWsMFW/M5HZyEAENpOutlT9QWgL5/WVAu1R4//yQLemGRtePJm3Qv2E9/EsWAQC8d89QlbY+Hc83JAuorgYASLdOJr7CR5JSRps6SHsfsKQYRnJvuSEtVqTgxRBuDTKa4bZBBEaZHoqV+dWqz0N+17BwAfwPzIS8e5fqEpEyLgb8/qi9xuotXr1LRN8UytLqLD8GVFSoitXId65mmZzTDvKWLwytUv1E+2i3YzXLfNHDkm7ptmAfT4SSdhmxFmRkeZDsaAFrtMkpG8nqPb+G/E4uXBFshl9fT3Rj8IK0qembQtHmW5u5LNSNp6Ya+NF4Xbsn2gMAfD6g6iRdBz9OU3Fitfe5UNIuI9aCjLyLFyJtWmW0ySmK97rEk+h87BCuk8oBnLG+kpMh5U9SrUeaLIBIHnYan3Vcjx6qjxVduxkOFg4G+9KaBPuMzu/Jywcu7ApcaF2Mw8sKJV0fdXP0+ag2w1jM5+eJ8EnbjBv8X+HA4tuN9ngpFrRy8yqjjnY5dvxri1Dz0ivB/zgz8srsuthdGm6FUhauL3vXo1ZkZmZBOlVluiavwb4KZp/RDc+k8EkLoo5bxktpUfy7vvvugW9IFuS2KTFRBWfUBc/surjNyjQqe9ejbdxltSbv/s8An8IYuxFKOkZxa6l5pPBqJwmc9e9i86agFVpcRP2Qaq+v8pA3LFxA9bCbyWhYAGPgzzfqgmd2XeysGqUeRNArjUvpeKz2f+aNUNIxSqxlgfCCxbpS/Lu4aijzw669vspDLheuoHrYrYJ9pAIYAGg3e3bQpXHoIJMlGYmvXJUFCDvfmuY8RseaKXPSPEjaz+tUUy5eCCUdo8RaFggNNA+dUcc5M5TufQnPL2auNtReX+Uhl3JyqR52VtdEuF3w9PCwGM3OoVXMNPLwsl6tNmXaNezu/8wbETi0GTcEKcLBDrmjUbxAKzdLwJJWTque0lZBOlqZ9efhEfwz6zWuBvu6dgMOHTQM5mnl5hVItgoeKmvIbVOA4iJigDFWA4dCSduMG26IcLBDbpYHmzbyTys3SyYBrZzhZmRQyxzFzA6zc1ttZk7d25FmBLnhmRTZHS2YWAowan2UpCAVbYCxYsoUKj8kyf+pl5Omr0S0MzKimdnBywVjB26UiSeWlnRdXR31iRITE7kIVFpaimnTpmHr1q3Mfyss6aY8tHInyk7UoUu7RDyZnRH2eeyWO1LrSP17SQLad+De/4FbzrWBBc96rVldC/o1WcepmRHuGCqniWlL+vLLL8egQYOo/kWKLMv44IMPMHnyZDQ0NER8PkGQWA0wRmodKX+fMHpkVPo/8LJieeQCswbp9GvyDqy5bbJJrGNpSf/000+4/fbb0aZNG/zP//yP5YmysrIiEuSFF17AF198gWuvvRYvv/wyiouLmc8hLOno4Ua5aSw21bozsHxZLFBe1qa+2s4o6BWuJW0mm/46hRvQJCEs6chkMIMYODxy5AhycnLw4IMP4o9//CNv2VSOHTuG888/H9988w3uvvtuoaRdhhvlpnFPKHKzBMeMUI7F6TqgdWLYbg4aNwxNlgSvYJ8R4SprN94jNLhBbislDZmCjz76SH7wwQdpDo2Yr7/+Wh48eLAtawnOsnHXUfnOpd/IG3cdDfsctWvWyOXZOXLtmjURyUJ7nsq5c+WytD5y5dy5EawzXi6fPJl4HuXYyrlz5fLs8WF/RkXm8smTqc5Tnp0jHxkwSC7PHk/8uSKj/pys18lsTYEzuC4FT1jSzkAKMNLI7ZYGRlpL8Dc3ZxPl5tnUifVVn9T038yVwcv9QisTDW69t0m4Qe6opuCdPHkS7733XqSnETgMjwCjW1LLWANpPFO4WIJm/g3r4Z8zG/K+vaqsDQsX4EjvdDUN0CyoF80WsdFu1ypgI2xL+ssvv0RhYSE2bNiAxsZG7N69m4tAwpJ2J7Ekt9bKjN+7C77WSVQVaTygqcxTj50yEfK+fYAcUBsSmVn1LL7pcGB9mzB624mle0SLG+TmZkkfPnwYixYtwrBhw3D77bdj8+bNyM3NxSeffBKxkAIBL7RWprYLXrgpYSyd9+JnzoL38XnAd7ubNCMy6oKHjh2B885Xj5FyciElJzex6s2sW+XngdKSiIYlsL5NePLygZQUyJWVwpqOMkQl7fP5sHr1atx6660YPXo0XnvtNXTv3h2SJGHZsmV45JFH0L17d24CXXrppWFZ0bGAfn5dJOeJ5VdNktLj9fki6YKnhTXvN7C8AEhoBXg8IWsadcGTUlOBqqqQcVed9+xmtvgjzU1WKjg9/fpTXXsj2QXRwVJJP/bYY7jiiivw6KOPIikpCfPmzcNXX32FN998E5IkIS4uzi45mwX6+XWRnMfJbl5Ww15pFCtJofD9fDK8Y6+PqEd1OFam1LcvpPxJwM5S0/7RDQsXQK6sBFJSIvbjO9F7OdrzIAVBLJX0+++/jw4dOuCxxx7DvHnzcMMNN+Ccc86xS7Zmh2LZOR1YixSrYa88pobz7ElBsymSNg3WQQS0wT65cAVQVQUpNTXswhjfZYPgGz0Mnn79uQxiZem9zGvggMAaSyX97rvv4pJLLsH8+fMxZMgQ5Ofno6CgAD///LNd8jUrlP7GkUbNWRqrRwOrYa80ipWk9LwjRgEZ/eCfMzsil4jq7qDs/4zMrLCup5mSJ/WPVvpTh7sZyYUrgNOngfJjVJsjzUbqtsHCCrHu4osESyWdlZWFJ554Al9++SWee+45nHPOOXjmmWcwbNgwBAIBrFu3DtXV1XbJ2iJgsUidcnsYTTTnbVXxcIkomyJJ4VjN3GMaRKBT8qRgHwDIe/cgUFpiem4rpJxcoHVr4LzzuU/ddlNvEsB5F5+TUGV3JCQk4JprrsHixYvx1VdfYc6cORg0aBBefPFFXHnllZg9e3a05WwxsLxuOu320MLb0uHpEqE91ug4GuVAO1hVD0mBUbVr/Xo7vA8+TGybCtC9oWiPddNg4VgfgRUJzMUsKSkpuPnmm7Fs2TJs2LABd9xxB7799tsoiNa8UJRY3dq1lsexvG66ySfIy9JRrhPJxxooLaG2Qmn7Pxtdz2hanyQFRmuFslx7uzvU8RosHOsjsCKBSkmfOHECgUAg5Ge7du1CYmIi7rrrLpEnTYHyIFW/8SbV8W6ykmmIZgN6I8JJiwvn4db7/3333WOqVGg2TUUp+e67B9hZCu/j80wVGO08RxYr020N8lm/x1h7LnhAVNJvvvkmhg0bhpKSUIvl6aefxtVXXy1KwilRbq7kqZOpjic98LwCMrzgZdXTKpyw0uI4lJpHWhijKCVs3kTlRpFycoFdOy2ndLNYmSTLFrA32McyWBhw19ujXVgq6Y8//hjPPfccpk+fjrS0tJDfvfTSS7j33nvx9NNP47PPPouqkM0B5eZKHDOGy/lisbE6zcOvuCbkwhUhPS30KMoGgOU5T8ybB9+QLARKSyJ7uDP6BduU9knnMowAVw2lqthjmdIdi8E+9Xs8dDDm7me7sFTSb7/9Nh544AG18b+W5ORk3H777Zg+fTrefJPuFV7AD7e9ttLA4mOF5AFkmahwSOesLVjG5+HfWQq0TgTq6iCl9YanX3/Dw0jWo6KUvGOvB8qPARUVlkosJIPDZE1l84t0I1JkR2aW7cG+WLyf7cJSSe/fvx/Dhg2zPMHo0aPx/fffcxVKQIbmtZWE1rKNJDuD9m+lnFygVSvA64Uve6zp8Z68fEi9ekHKyQ172KtCm/wJfBVOdTXkkm/hX7LI8Dha33dwI5IAOWC5EcXPnAWpbwYQCJiek7flK52qsj3YR3M/t9RcaUslnZiYiNraWssT+P1+tGrViqtQgsihuaG1D3ck2Rm0f6sqnJoa4Efz43k+3O1mz7acAs6icDx5+UDVSUAXRNdCaz0GN6I0qo2I5MbgneYW6dtLuOclwSODKBYVvaWSzszMxIcffmh5glWrViE9PZ2rUILIobmhtQ93JA8Sa243LuwKXBhe3nI4WCkVFoUTWF4AxCcAbdrAe/cMw2Nofeo8Uy2VAKPZRgTwrWRlrdDkHVSO5H6IxaIYSyU9bdo0/PWvf8VLL73UxKKuqanB4sWL8d5772HatGlRFVIQCksPBrltiqmlqLVCzR4kmvxuVoWTsPIjJKz8yPShVX2jQMQ+1oqc8ZY+VpbsAsUNo/R+NoPFp25XsI9WOZ0dRLAvrArNaMIj4ykWi2IslXR6ejpeeOEFvPfee7j00ksxbtw4TJgwAWPHjsWll16KFStWYOHChbjkkkvsklcAxh4MxUUR+StZ8rtpFA7NBsPL2lEaLGH3LtNjaNPcWFD7RLdJgn/JIsPPyivYp0BToUmTTULrK1fO6aacZZq3olgsiiHmSV999dX4xz/+gaeeegpXXXUVevbsieHDh+OFF17A+vXrMXLkSDvkFJyhYeECyLt2Ah6PLVFz5UGMHzSAS1c0rQI2anmqXZNHt8C4Hj2CfmSLh5c2zY1281B7Lf963NT3zivYR1uhCeBMNkm5pfwsvnK3jdlifity0QZjhaWSrqurw//+7/9i6NChePLJJ3Hq1Cn8+c9/xsyZMzFixAgRMHQAuXAFUF8P1NbYEjVXHsSG7Tu4WB7a182/r9iIsmMnQlqeatckuUNofKEdCz8ALvtd0DrMzDI8TsrJBZKTgaHDQ/o/65HbpgC/Hg/+L8XntPK9293/mdYFw9vStDPYx5JzHUtFMZZKetGiRdi4cSOmTp2KSZMmYfPmzXjkkUfskk1gAK9gnxaaByl56hQua2mVwHW7N6DziZ+Zh98yD5o9VQW07xD8XwPUkVfFRZbBPhQXAbIMfP1PqrcKM9+7f8P6YN51ZpZlsI+nj1XxpyMzi6oFLDL6uWKoMODsYGE3YDmIdvjw4Zg/fz4uu+wyAEBpaSkmTJiA7du3Iz4+3jYhaRGDaIMow1BpB6/SDDPdVVGD97YcwLj+nUJalJqtufWH41hdctT0+EgGqCp/K7dNIQ6Y7dixLX5+fyVxLaOhsGafEW2SgEAgZAgrC8oQV/x6PKj0dcNflXuEdjisEuyDJEHqlWYpE+mcRgNmadHe27TfL81x2sHC2Fka8dBdK7mdIuxBtMeOHUOPHj3U/7744oshyzKOHz9u8VcCp2H1d9JEzd99sRBlZb80cU00WfP9ZWiYMhEfbtrdZHoLzZqKJUdqZOTJyw/20eAY7KOxNAEA6X0NrUPanGvV+iXMXpRycoGEBCApmSLYR5dNYudUHFo3jBhEYI2lkvb7/fB6vep/S5KE+Ph4NDQ0RFUoN8D6BbgpSZ61aQ0JuXAFriv5DJ0qfkTa+cmGwT51zXapkA8dwrU71zeZ3kKDUSMjowBjYHlBUIHphr1anTPSbBi1OVJxkbrBaL935s3xzOxFy+GvDQ3AyRMUwT5yaiBANxWHpq0rCSY3jBhEYAlzP+mWAusX4KYkedamNWZZFgpSTi4u+/V7PFFVhO82FxsG+9SeFH9+CFLXrvjddVeGTG+h3cTUh7tPuhrsM5qp6MnLh9Q3A99MnIlHTnfDV6s+NzzfiXnz1GwYmofbytI0+p32e6fdHPX3itm9IxeuCFY3+nxUwT5eLgD/kkWmpe8sQduzRT3mOdeK7IHSEqrmWy1xEAFRSa9cuRLLli1T//n9fnz44YchP1u2bFlUhHMS1l3bjSk9NDejf8N60ywLhfiZs9B5z25Ip6qIwT6zB4klfS1+6buQWrdWg31GMxWVKSMfV3hw1JuEj/b8ani+2oJlwWyYM9YobYaA3tI0C/Zpv3fanGv9w20WpFOyTqT8Sa7JQmAd70abc21nV0de7VrtyrkmBg6pTiJJ2LBhAzehwiUagcNIAlxG8AhS0MpEE7zzz5mNby7oh0/6/x69r8rE3mPVhsfTBuBIMtME+2g/o29IFr7p8Ft8nDES4zK74oobmt6v8a8tQs277wFJyYDfH7Vgn1YmnJn7Kd0a7B1uFsTVB+mUz5x61x2ozhxy9jhCIJg1UGwGTYDO6hj9ve3fsF61xr13zyAOQ+DxGcLB6JmkDdoCfHSEVeDQUknHGtFQ0pFEu43goaRpZXpo5U6UnahDl3aJeDI7w/g8+/YG/Z6du+DRa/+MI1Jrw+Ot5GaJvtPe/KQNBtBkW2RmQTpVZbiuInekD5KqcI7/AtTXQ7opj0phWn1evUzK95pwUU/glbMVnqRrxqJQrGC5142ONbpHeD0/vI0lLYZyL1wAeXkBIMuQJkyM+sYRdnaHwJ1uDFqZFDeBWbBPqS5D5y5AVVXEwT65cAVTUyczaFwwAF0PCaOm/1q/KlPAt/xYMPWub4bpQ6vmXJ8pijHyU2tLwrVBOrPpPWbXzMn+z7T3oJs64LEQP3NWsK2u3+/4IAJhSdsMr5xMGktTgWRRm1kpWquw8/zHiZa01pVRPO42avn0NEyZiK99SfgkfQSuzx1G/Htl/aLrJuFj+byQNRuuvBRydXWIlam17gBQWXr6PGoA5tes4G2gVStI6X3Vc2qtXQDq/5fSelNZpKYyKZ8jo5+pu4DFCmXJuda/Nejl5umGoXWbhIPZ9bbTBSMs6WaIUcaDGUaBNy1mwT7aYI4a7DtVFZxesrPUUj5SNoncNgWX7tqC/9u5ApnzZ1K3wvxYPi9kTf+G9ZCSk4MKU2Nlaq07mm6B6t9o0tyIGRn19SHWo9YajkaLWLngbdNgJXuwj89UHJ6pbqiqgpSaSjXklybllOYNys55kFYIJc0JkuLhfR6S4tVyec8OIelwtJi9ZtM0RjKTr2HhAvz9nU8sC2PU8uvvdhObMWnRrxlYXgD4/UDKOSEZGdpNSckSwabPVSVn9ODp84fNXANqH5A+6SFFMdoHXtv/WXHD6FPQWLML0KqVac44c7/vjh2B8843PUaB5Lpy8zACXu4TO7JShJLmhJXlyOL3pLWQw1W8LDJph70e6Z2uKgwzGYu6DcKj1/4ZRd0GmcqnLYwx22C0w1qVh5PmuujX9OTlQ2rXDqgot0yJ03fBM3vwtA+2WfoVbY66fg3Sf1vhycuHlN4X3r8sNLT6aAcRKMdKqalAVRXVpJ1IRrixTsUhpVBKOblAXBxw+jR11WekvnI7+oS4Rknv2bMHN910EwYMGICxY8eitLQ06mtO+epm9V+kWFm2LLs2i4UcCSwyyYUrIGuUnJGMtME+KScXlx7/D56oKiK6MqSu3VSLV7smy8PtbZ8aHORqUZmoWr99M4KfsWu3Jg+ef8N6yJWVQEpKiEVq9rCzBvv0x7MoHNoWsW4bREC7EZ0dRGC9wbAE+3gVxvCYNUrCFUra5/Nh+vTpGDNmDLZt24Y777wTU6ZMQfWZfNNYwMqy1b5uVuSMt1RMynkAcHGfmMHyIEo5uZCSk1UFYvRZA8sLqLra6TMy/vnxliaf0+jh1a7JYmUmT51iaGVq3Seefv0hpfUGfvg+GNA7dLDJg6f1i2qtZ7OH3ezhVTZH6VRVyMgr/fGefv2DrprGRqrPqX8z0v83Sxc8XqlutO4QmgpNXr1JYhFXKOmioiI0NDRg0qRJiI+Px7XXXouLLroIa9ascVo0LmhfjRv3H6CyXlkCg5HIRPMgKhWHVtYCa7BP2SQ+yRjVJNiHNklNgn1aWHqTJI4ZY/iqrL2+ar+QlHNMH3CjYGMkwT7F/WC22Rj1JjF7gzCyNPVvSrSTenj5apUKTe/j8yzTFakrNCmnx7sl2McTVyjp77//Hj179gz5WY8ePbBv376orrv0ivfVf3agTAqhebh5uz14BTZNYQz2KUrj+qHpTYN9gUCTYJ8WNRf5u93ELnh1a9c2mdnn37Aef9iyAp3l0xjXv5OqOL0PPmz6gGv9ooDx7EWmYB8QrIJMSDDfFPpmQMqfpOZcGyn1hoUL4H9gJnC6PsTSZHXDhKxrY14zzVQc3uXXdpagc0F2AUuWLJGnTZsW8rMnnnhCfvjhhx2SqPlx59Jv5D8887l859JvQn6+cddR+c6l38gbdx2N6PyVc+fKZWl95PLJk+Xy7PFy7Zo1pmtaUbtmjVyePV4+3PMi+XCX/5LL0voYHleenSMf7vlb+fAFF8qVc+eafp7y7Bz5cO90uSytj1y7Zo36syMDBsnl2eOZPqP+75TPrKxfltbHUmbtZyxL6yOX9emrXqvy7BxVPoXKuXPlwxdcKB/u+Vu5PHt88L+7dpcPd+3WZM3DnS+Qfx46rMk5aFFkqJw711AWrUzaz2x1vqNDhxNlMvpMZmtq761IoP0MbiHO6U0CANq0aYP6+vqQn9XV1aFNmzZM52lJxSxWGPkVx6Sfh9UlRzEm/byQ9d/bcgBlJ+rw3pYD6NsxKWy5G2p8kGUZDedfgPinZqEawJgzBTdj0s/DkYfn0BUGZA6B/2QdsP8AIJ8Esm80XNd/Yx6kBj88efloGDFKPUb7eXq99zLkkhKg7TnwPPgwqjOHoLriFPw35kFeXgD/jbcwfRf6v/O9+x5QU4Oad99Dwx0zgOwbgcIVpjKr1+rl1yADgN8P/423oPLl1yAfOoTKl19DdeaQs03/331Pzbn233gLMGIUYLZmUjIafz2hnoOVhjMy+HbuAlonmp6nyWfWEHKPZA5BoG3o5zLkjhlNP5PJmr4v/4mEL4tQDaA6jGdI+1zEb/kGDQAqKk7FdtN/u+jZsycOHDgQ8rP9+/fjoosuckii2MGs17L+tdAssMnLrcIr2KdWvNXVNim/Zs2VlgtXBN0AtTUAoA4T8M+ZDWT0o/LHb/3hOP5n6RZsmfkogKA7wL9kEXzZY5tkaCgBSE+//pbnVMrxFR+r0gVPyRqpW7sWgHHOtd5dofp1T1QCXm/EgwiknFxLd0c0hr3alW/tpnbCLLiiLNzn82HUqFG47bbbMGHCBKxbtw7/+7//i3/84x9o37499XlagiWtt5KNSr6jMW6IaElTdmpD127AoYPmx1mMsdJ+1v/75BliOXfDwgXAyg+C1uYZfyapi52eh1buRNmho+h08hjm/rQOACCXfAsAkPoPCFnbqJmQWbaEUfk1rwZL2jX9c2aH3XzJsl3AO2fkS05Wz2t0j0SzMRIrZs+FsKQpSEhIwOuvv47PPvsMWVlZeOWVV7BkyRImBd1S0FsDZr2W7ehzq4UUVacN9llNGdF+VpoquviZs9Amf0Iwz7ttiuHIKpKlOa5/J3ROaY3rTu4Lll9XVgLtOwQngevWNioxN7LeVAXt9xsG+2gbLJn9PpxBBEZYlr5r1w7jHKyQvic39X/mjSssaV40N0vaqIkSa7McVivGrHETtxaru3YBvnpI+ZNUhc7SLMrwnBYWtVGDJe2af/jbQly672v192ZvBGctXw+kXr1CLF/t2nor0/v4PPifng9UnVTbm6otYn0+oMsFTZoG0V5rM8tQ/737N6wPZoAEAiGWr9U5lY2D1HhLe42iaUnzbNeql0lY0oKwMcqVZplBRzNgVm99hJufTVNmHkwr6wtcNTQkvU67JmsOK8nv2SZ/gqEVqqz5yRXjQ35vVRKunzJitLbeyvSOGBX0idfXq79TW8R2uYCq/NoMsxax+u89mHN9trcHOd96X2jpOxDy3SpvTVazGbXtWCOp7KNtx8q7QtNNCCXtYsyCeuG8QhoF3YwUUriBRDOZtOuaFVQ0Cfad+R3t5HCrqeOtBg1S+zs3LFygKhVlzWsDR0L+TnUPZGYZVOydDfb5N6w3XFsN9g0d3qSntKJg1L+7e0ZEOcmqyyczCzhdF7SozY7re7bqkmUjUn5u9N1a3Ye8h71Kp6qI7jS39H/mjVDSLsYsI0N5OIuum0RdoGJkIRv5Oo3W9G9YTyxnN7NoadbVrqn9nVoJqJkcTsPWH47j4aKT+NqXhOo33jS0OJU1L/1/r4acW/WdFxeFFMCYNSnSv0GoDZZ+PKQOczXy1zcsXBCSZaK1bpVBBbSNh1BcFFSuO4373eiHvSq9SZr4qTP6BYOqmVkhb2pm363Zz2mqRmlh6eDXHEvCAaGkYxKz/slWGFnItCW0/gdmwldSSuyeZuSGYV1XO9lETU3TBftIrpXVJUdxtN1v8En6CMQPGqA2RjJKLzObAG5mUep7SIQbGLPqeldbsIyp5aZWJrNr49+wXu05rfQmadKpb2dpsB94cZGl+0TBaugwqWpUkYmkeFmCfTT3M9MkHpcglHQMQxqPpSXc1qZmTewjzc+2QrWgd5Yifum7SHh+MRK+LELxuNvw0Mqd+OfHW0LW0ftYx/XvhC7nt8PY3u2DCq+iHFJqKuJnzmqykWjbsSrnCPZUPi+kp3LDwgWQd/4b8HiA885HoLTEctK39+4ZkPoPgPfu0OIMmi54ih9d73IxQt//2co1oe8Fot+gaHOlSXjy8oPdAgktYlk2uFgdw8UDoaRjGEUB7j1WHbVmTIqPNWH0yBDlZuTG4PUgkVwnn2SMCvm93ipVrkvWx28HlSrB8lUzMs4oFKOeynLhimA2xqkqoKpKdZ0oGwmLlSkfOgT8eCjYeQ/BoJynX3/VCmw3e3YTl4tlQLX8GFBRoWYsGLkHlF4g2qCtmeXp6ddflV27Lq0Vql4/i0EEikxISYH800/wZY+lsqgjDfbxukftRCjpZkA4wT7aB055kAP7D6g+VrM1tQ9SJK+VZg+ksub1Q9OpfKyevHzE9+kTEuyjychQ/lZ7nH4QQbjWpqpEq6shl3wL+f1l5pavxuVCG+wzcw/QdMEz2sC06zJbvn0z4P3LQtMsEFWZ/3oc+NEe6zbWMjsAoaSbBSSXAq1rwup4ffY5aU3W10qzkm+tslct5IPbg7nGf1se0v9Z72P1jhiF5KmTQ4J9VhkZ0q2TVatSf5xafl1cBGT0a+I6MdqUrMZwoepk0I3ULtXc8u2VpvZ/NhpEAARbxKKmBujajSrYZxVcM/obo3mMNEE87fWzuhc8efnBwqALY8u6tRNRzGIzTiTOW5WOGxUZGB2fXPwlKl9+jboogbWIwWyiuWHByJmfweMBamvUogrDIos7b4Nv13eGZeas6AsmSFPHzQosjCaPawtlOq9ehYqKU6bl14YySRLQvgNx6jkJ0vemTkNPSAj2VtGsZXZvR9qmINql5aKYReA4JNcEzfGJY8YwFcYo5y/qNsjQQjYM9rVLxHVSuWGptdbKUi269L4h5zTysSZPnaKWmeuHvbJiFmjTDgLQloRLOblBv2ybpBCr0yjYZ5RNQlN+bTQPMhJIb0BqINnnC3YgtKEcOxaDfTwRSroFwJphEU5GhpnP1KyC0SrYR0r/op0yAoRuLrwKLORDB4MZGjjb/N9o6jgANdjYRMGUHwMqys8G+zSFMk264GkKY8zQzoPUwhobIAXW9J355OUFhoMIjBR3uEG7WAz28UQoaYeIxXxNK8x8nWZBTcvKPo3fU1slSLsmq4y0KEoemzdRNR4yS1/U5zbrLc3qN4IuDv08SNrKPq2SpLVC1dRAwLAUXEE/DV3pKIiu3dSJ8mabIWvQTi9TLAX7eCKUtEPweoXjrexZxmxpj9W6GqyCffr8ZL0C0issfV8KLTTFC9rqvUgnO+tdC/oAmuHU8eRkSPmTQhSMWac/sy54Vpak0cajVZK0wT79/Ui6P9V1J0xUlbYyUb6l93/mjVDSDuHW5HyWBktmxxrJZCYnqeQ40sIKluo9wLrlpaLkE55frCkRP1s6rh+sqmSd6FPQ9BalvhlR4pgxIetaWaDKmtrKPq2SNCtn16NX5vpBBGYWtbLhaSfKa6tGzTYF6oZclNkkzRmhpB0inA51RvD217HkXFsF+5CSArmy0rLXMkAuOY6fOSuiV11tFzwaxUDrt2YJ9lEF4yLwlev/Xq9A9e4Vs9RA7RuMUqRDG+zTT5TXf2b9tacxLmK1/zNvhJJ2KbQPLu/k/Mt7dsC4/p2wuuQo0eVhFezTV+yxBPu0RNrsvd3s2ao1q58abvT3Vq/qWkVj1BVP/XuNy0MpM9dupHqFFal7QP/3+vMr7hUl59oo2Kegl5VXsE+vlI02ctpztTSEknYpkUzUiBTWntJWaXIsxRRGkDYrLpav5u/N5hSa9lrWWXn6wJpSZq7v76z/Gyv3gFX/Z31J+Vk595pukNpgn5lFrcgarhGg/zv9/aBu5BUV8M+ZbUtJeKwilLRLMXrY7YLk8tBbavrm8FbDXmk77/mGZMF33z3Elpe0m5ml5av5e//T86nKtEPOy6GyL5zezGa+f32nviYyaYJ9dt1bRorWk5cPyAFAktTvpCX7ns0QFYc2w1rdRBrwaheK3Iql9s0F/fBx/9/jj7nD1HxqtRKQcdirHn0Vnb6yUI9ZZZ5/w3p4P1gO/415Z8dI6UZgNVmzVStIfTOC5dbFReqa+qq5SIf8qqlqmVmQTlWFnO83N2fjyMNzzmZKAIZDfI0q+QDjkVdWMvC6t8Kp3NNWE6oN/iOsmmRFVBwKDGFtcGSHgqaRSbHUPu51FY62+41hFzx9/2dWtKluNC0vzSrzAssL0Lj/QEhamZE1rF1TuinP0HfOkhpIgz7nWt9NT2s9m71VGblcWMar6e8tvVuFdZRZOGgtbBY/dUtCKGmH4JU6x+tBMvJlGqEEocYNvABdzm9nWGqu9H8221hIMivKwzv2+mBlnjcupOWlYbDPoDLPk5cPT7t2kCsr4bvvnmA/6DZJTVwe2jW1KWVGU8WVqeORpgaSyrmN3CVmLhRSkI4Wq0EEkcDc4jSCuY/NEaGkHYJXxJrnLDkzX6YWRRFfccPwsIYIAKzBPg/QupU6n8/o75VgH3481CTLxNM++NBj86ZgiXZNdVhTPlTLd+tX6prI6Af/nNmGmw3tRpTw/GLLYa8AQopx9DnRyufUtohVJtGw3lv6TcCJopSWnslhhFDSDsErYk37IJGsmWDLy+omLS9ZobGa2IJ9TSvz9J9ZbaQPNHnAk6dOaeKCCUcRqDK3S1UVjtVmw7J5Wr3FsFq3geUFQFUVpNRU5ntLXzWKnaXwPj6PKshr9SbHcr1pngs73DBuQijpGIdlTqG8a6e5NVNcFAz2fbc7IjeMojD9SxaZKmurzBWtktdnjZhZmYoLAhd2hbx3DwKlJer5lAZLCc8vVq1QpbJPrwhoqg29f35IrYKzyjwhbUTaz0mVkUFp3dpdyUqzGfFOoePthlEaWrkVoaRjHOoqOk17SSN4tbxUg4cA8SE3GwJLW1KuuiCKi6gKZXjkXGvLrFFXG+ypfGaD1H4X+hJxq/Q5fetSLfpNmBTsC5SWNNmotND6h2mDeFJOLhAXB5w+jRPz5lmekxe83TBKQyu3IpR0DEMb7NO3lyT1pTCyerSNiqxQo/QA0S8aP3MWtv33U3jkdDd8tepzAKHKwXffPSGWcqRWJtXvzygcq89pZvnqNxOrftBaizeSgFk47hDqNyVNO1Uz4mfOCvbM9vuDfVJsgFfGk/IdxA8a4Or8bKGkYxjaYB+PwhiWRkU0flHFAlxdcgRH45Lx0Z5fAYRG+LF5k2opG6WV0ViZR3qnw3ffPWplHqnxDxoagMZGUxcMQO5ipzYpysxqUiKuQKrIoyVcd4i+h4oe2ntLu2ab/AlMskcLWp+18h00bN/h6t4gQkm7GOpgX2YWlb8vktdEpVERKdhHm12gWHzX7fwHOjdWY2zv9urvjPKtw0krkwtXQK6uDun/TKzsO4OVC4bUFErJHpFOVVFvjuH6bVmDfeqbzuZNlrnnykZklK5oJkO72bOZZI8WrD5rJbjs1owSoaRdDFExKcG+r/8ZUWGMshlYNdhXGhWRFA5tdoGyYVx6QTKe+H41Lkvxq79TFIl0qip43JkKP6MHycpqUtpnav3sxN7MBpav3kJW3DCWWSkGk8Yj9aGSoN3IAssLgISEkNxzPbw70PHM56fOHtINlDCDNBrOaURZuM2wlKBSDQUtXBHMMggEwi6nVcu5T9cBrRMNz6PITSolZh0aajRollYmwHzYq15uM7mMfm45QJZD2TtpMGu4Zcr+DevhX7IIAOC9e4bp9Wf5jliOtZKb9D3RYna/RHKsKAtn5O2338b06dOdFiOqsFRgWe3walrYgw8zW5laWBrsk4I2rNkFVk3/kZICJCVbuk5orSYzK9Po56TKvkjL3pU1ldJy/zNPRtSONYTyY0BFBbFPs1UhjnZNs3RFVni9TbAMAmguhTGusaRramqwePFivPXWWxg+fDheeukl5nPEiiV9ZNwNtjSS4WW9APTWhnZN7+Pzmlhh4VhC8HqBmmpD6119m0hKBvx+9byKBZh61x2ozhxiar0qP9c3VIomelnkkm+BxkagdWskfL29ybWm/R4bpkyEvG8vIMtNgpp6SOcM596JxCJlbfbEch9ZoW/CFe45WN4ejYgJS3ratGkoKyvDTTfd5LQoEcEyFijaOzxtZR/PCi6txWRkpbJ8dtVqOlFJrOzDiUrD/hVKDmzoGKl9TYKA+hzrSIYNkP5WO3XGk5cfbPoEACnnGB5P+7Zg1o7V6pzhpiuyQgyCMwb7eBbtaJtwhXuOaGaH2KakfT4fKioqmvz75ZdfAADPPvssFi1ahHPPPdcukahh6XPLMhYo2oEK2tQ75QH5+uvvqIfQGqHPLjB6kFg+u5qJcE47YmWfdPMEw5Q27VBXqi542tagYRa+sCicwPICoHUikJwM74MPGx6jFsZs3mRZNcoS7CO5rcz6hGihfS5o8vlZg328niFPXj7ievSISNlH3eiSbeLrr7+We/Xq1eRfnz59Qo5btGiRfNddd9klFhXl2TnykQGD5PLs8cRja9eskcuzx8u1a9bYIBkdlXPnymVpfeTKuXNNf3+452/lyXe/LI95Yq1859JvLM8X/Iw5TT6jcp3KBl9iuZ7Z3xsdV5bWRz7cO5147c0+o7JW5dy58tGhw+QjmZfIR4cOI66tPx/pv43+9ugfrrW8Dop8Pw8dTpSpLK2PfLjLf8mHL7iQ6rrxuAeVNcvS+hj+nva5KM/Okcv69JXL0voQZWJ51uyA9l5lPZYF1/ikFV588UV89913rvJJ00bNaeAZSebhC1NomDIRX/uS8En6CFyvaeSvoJXbzB+oXqcD+4PZD5oG/Pq1aPyJQR/rPkAOWPpYzZr+AwDuvA2+7/erWSKkbBEz9D5akg/VUiYNRoMIjO4R/ZAAo++cVxN/Wj+9f8N6+J95MuhqunkCOs9/3PDejlY2CS+snsloZJOYyWCGa3zSbsatfW5ZfGFbfzhu6spQClAurTmMJ1ofROb8mSGvm0rlnj5v2PD1rvwYEBdvmYNLU/XWsHAB5F07gcREYhDMqvxaKVRQMlfC7QMdljvERCYtVi4YLYp7QjpVxTxmixV1QsqZYhxLhV9RDtTXUxXqACC6MmjcGHaO2aKt0NQey9vtIZQ0JW5M52GRyWq4rLYAxcifqVTu6SeC6B8kVeG0SoCUP8m6/BoI9ma28uvW1wMnT9AFwUzKr5VChfiZs4CMfsHzGsxepO3/rFb20cxeNBhE0ISMfsG3jswsqhaxxGIcjmlupPsqsLwg2LfDYkPWH88jwMbrPDRd8Fim3Ecr1iSUNCVum1isvBYWXTcJj5zsRAz2mQ2X1ZdxGz2gauUe5bBXpT+G2YOk9n9ul2qqVIz6N5tBEyD1b1gPueBt01Jo5mBfIBDSAc9IprPBvl3m8u8sDbphiouoFI/ZfagEbZGZZRnso4HW8vXk5UNK76tuyGbKTj/VJlJDh3c7VpoueHZVjRrhOiV97733huWPbk7QzhqUDx3C6j2/mlrIWi7v2cFwkopiRav/H2iiBOJnzgr27jBpu6mgna9nVsYNaFLr+qSbyqsquROVQEODYctMwzFaBg+S6vf1eE2tPtp0Ra38JCVxtkVsvemxLIVEVqgb35mmVDx6LQczMvaZbhz6bBIzZadvKRtJPnLDlIkAmt6jWliKuJCSgsCvxyOeNRrNQQSuU9LNASv/Lw00r3PKwz2ud3tDC5kWtbLvSJllipS2DSXJx2o0WFWLUvGGTZ+TB8z6fMCpKsN4gN76NXuQVDdMnBfo1j04+koHqf+zXn6jrnx6aFrEKhWagLHiYa0apamGpDknra9cu7Y23VGL3WO4aN+KlFhT4MTJiF0nvOIBRgglHQXM/L/+DetRkTOe2u9oVfrKY9agSvkxAJJlW8o2+RNM/b4KarDP46GzMs9AKqggDWulLfJA5y6WwV/aYB+NlQnQuWF4DCIA6IcAk9w+CiyFMcraiWPGGP4+fuYsyxaxLIMIaErCWTYFHnnSrGuyIpR0FDDz/9JWN/HuQGaF2jc4zkvMogAA7N0T9WCf8tAq/Z/NUs7MBtDqUa6ndOXVwRS8jH7WMhGCff6n5wPV1cDpOqqH2+oBpq38oy3yIEEb7ON9D1pZwbQWslnVqB6WoQDeEaPQsfCDiGNNvAYRGCGUdBQw8//KbVMQ+OUXyKdPM1kOkezypFdbswb2epSm/5CkqAf7tA8tzcMNNB1Aq8e/YX1wDUkKBthMZFKDfbstgn1VJ4P/6/VSPdxWDzCpso+22lCBZJXqg32mG5Hi/7WILbBgdS+z3OcsbpjmglDSdsI47JWUUULjWyS9LtNG8pWm/1JePlHh4EQl4PUaPkQ0wT7tQ0vzcBsNoNVDO2lEDfbVmwf7pJvygOTk4P9ygMrlQZhRCYQX7DM7jia2QANNsI8lc8qTlw90PM9wHmRzRShpGzFqQh8JNP5KWl8Z6ZVTafpPep1Tg30nKg1dHjTBvpDA3Ecfmipg2ikjgPJwGw971WIV7FMUjnzooOU5WCL9TDnXFgFIZSI8TtczBftIWSe80txIBgnLyCtehWXKmnYN0A0XoaRtJH7mLHTes1sd9lrUbVBIFgjvh1tZ0ypowzuHleTyYO3/TEopC04ZofOx0jzcNG4Ykky0wT41NbCuzjLnWvW9//C9dTwgEAACfqZgn5n1yrOBEU2wjyU7gtcGoqxp1wDdcBFK2kH0WSC8CyoUBex/5kliKXGkOawK6qaQlGQ953D3LksLKySXWpKCQ13NjutL9rFaZZ4Y+XGt3DAkmVjeXmj8q+rmkHKOdTwgOVm9Djwr8qw2d9rp8aRgH0tbXf+c2YZVoyxojRy3DNA1QyhpAtHsE6DPAmGJ5NNYE2a9lrVEI3VIW2auf5BUmapOWsqvujIOHQzKd6rK9Dhk9INc8LZlYE3NPKk62cTKNHolN3PDxC99F1Lr1kD7DqYyqdY4QFWhSbJ8le/a++DDlvEA5Xc8LE2Sf5vZoCBsRqxtdXn0J1GMHLcM0DVDKGkC0ewToM8CoWmio0DzOqoq/cuvMD2Gpm+wvsGSFaRp4apMl/3O8jyqj7XeRx/sswisqeumnBPRIALa49UueBQVmiQrU/muA6UlVIMIzEZe0Vq/qhum0W+qWFkrNGmDfXYNI3BjLx4zhJIm4ESfAJo1aSx8WqVPk10gEwJzikz+ObOBinLTaeGqO6S4yLLCUVW8jQ3UwT4pf1KTNevWrlVzrs3mQbJ0aaOFdxc89ZwRWJm0Vqi2QtMsNZO1QpM22EfKN1b880ZVowCbG8ZNvXisEEqaAI80OICtT4B+TX2ZuWJlWuby6ta2Uvo01ouUnEzpYyWnudEcJ+XkAq1bB+cbVpTTBfvQ1L1Q/cbS4LDXp+cTrUyaa0pbbWhVrKNdM9iOtY0tI6+knNxgIYvXC1/22IjHcNFuROo5bcgWiWZ5tlMIJR0hdvQJMAwwnsnlpZmabNU5TbEySQUVnffsBkDjY+1F52MlFNDEz5wFqW8GkNiGqPQVjL4LpZ80Kn8NWnx/W27+t4T8aCCMYgqaCs3aGttGXsHnA05WAT+SKzRJMuk3IrNUNl6N/EmuNFUmSjdMrCCUdISw+ubC6RNgGGDkEMnXWiVWm43ik5aXFxALY3j6WIO9lgPUvZaNLMnEMWNCr7fVsFdCLvJZmcj9n9UAKUWFppSTyy3YR2zHGggAEoALyWuRZNIH+8xS2Xj2kTYLSJvJ1BwsaqGkLWDx+9LcFOH2CTALMEYaydfmsFrlXCs+acgyMWjD08fK2mvZsgte60QgLg6oOmn6tuB9fB7w3W5rH+vO0qCrZvMmupSyK6409aFqc9iByLrgnW3H6rFux5qcDKT3BcqPmVZoqqmbH31ouab+s5qlsvFydbCcx8n+z7wRStoCFgvA7puCVG5L83BrLV/U1ZrmXKuVkmm9iTLJlZVBF0UEkXx93wirXss0G6labej3A6dPEwpjEoijvyAHgsdRpJRZBW1p/NtswT4P0Lo1vH9ZaF22Twj2qW8BmzcxbY76VDb1u7GoGgXYc65p3qqc7P/MG6GkLVCCfUYN5/VEswuWEUYbiDbAyPxwW/h9aZv+qwMEamsiiuQrn03e8gWAYETfMthH0XgoOHsxjjx7sW8GcNVQU79uoLQEaGwEUs4x9L3rH34z648mzQ1gbcdKbpTFo0UsLbwrNLXndHP/Z94IJW2BG/sEWHUn0wYYWR9uUrCPpum/opAinTKiumFqaiCXfKtOatdD23hIdcG0amVqZQKaBvxfbg472Kd/+InzIOO8QGaWtR8cIFZo0qYR0mSdKG4YsxaxzP2fKSs0eU7FIRFL7hChpAm4rU+AVXcybYDR069/0OXw9T+JQTyaYB9N03+1+q9wRVjDXrXniV/6bvDBtUBVOFcNtX4FtjHYR6twlDQ3JWecNBSAVKEJ0LlPaGMoPPs/k6pGWeM6vNoX2PnmGwlCSRPgdVOQgiu0WDWs0QYYA8sLgB8PBVOuKHpDkIJ9She8SMp2WV8xvXfPgNR/ALx3zzD8PXX/Z8oApKpge6UZ/l4Z9irl5JoG+2j9vlrL1ypoS1uhCbAFbUmWJFWLWIr0T9rceRqZWipCSduE8vDWFiwjlvXSBvusKvY8efnAhV2BtilAQ4Nl0EbetTP4IPEI9mVmkYcCUOaw0myQNPnNtG4YkkWn+soLV5ALKrSf2YSzXfDMg7bUU8fBVn5NsiStrj3t29dZmcgtYmlkaqkIJW0jpPJqnsE+74hRSFj5EeBvBHw+6zXr64HqU1yCffhut+XfUqW5nYHG90mT38w67NVsI1ICyUhKJhdUUFQbsvcmsS604RlDIUFrtdspU3NFKGkb0FqZVuXVbP5McrBPe85oR/LVV+ATlRT9n63T3ACtf9X8bQFgH/ZqpPhpBhGolB8LBg2rq8nBvn17yf2f/Y3EjAwr37v281hV5LGmnFGN4aIoHW9YuADyzn+bTuoRkBFK2gYUK1M6VYXOe3ZblvXSWJosQ0JpS4lRXGQZ7CNlpagyXX4FRf9n6zQ3QDPstY7vsFejoBft5qh9g0HVSXKwz6L4hzroCeuca+3noWkRSxMPoNkgae9BuXBFMC5SUx1xSXi0Wga7HaGkbYAlQ4TW0mQ9rxU0wT6arBT/hvVBZZ+UTOz/jE2fW7s8lGGvkhRR8ULd2rXBIF9mVtDdZDCBhnZz1L7B4Jx2QEKCte99yFXkasPiIlO/rl4xGX3f2iAeTYtYmqAcS7Av0uZdtPDKj45FhJK2AW0kvyJnPLk6rnMXoFt3YjtGs45urNBYoZ6ePYivy7R+SqqCijPDXpHaPqKHU+mCpxRUmE2godkcQyo0a2sgZVxsGuyjaceqXi9fvWHBlF4xGQXzQmQitIilGUQAsAX7SMFdXsFAlsKy5oZQ0jahvEI2fLeH2MyfFGjhVS2l7YJHmgDu/7aEatirkvtL5WO1CKwpfYOlMdcaWmq0PtbkqVOCwb62bS3nQdK6YXi2Y1WuF7pcYPh9074pqWvV1UHetdMye4g0iADgG+wjuSmcGEAbawglzQnSzahaTYHIJznb+Qq59YfjeKTyPHzTdeDZtSOEJthnVbQDMG5U5ceAgGw5D5Km2hDg0461Sd+Vu2cYft+03QKVtSBJwd4kVu1YzxCL/Z95yRRrCCXNCdLNqFhNbfInEH2sNK+QVn2Dmct2LYoSVpccxdGOF+KT/tdYWr4A4F+yyLKMW4/VZsNro6p+Yym9C4ZQbQjQB8ysFKz2XrEarKp8j/LfllO1iFUhtWMlfI9a+d3U/zmWpqnwxDVK+p133sGIESMwePBgjB8/HsXFxU6LxARJqSg3WMP2HVFvEMNatmtVlDCufyd06XIu8u/Noe/RW1NDtUmY+StpmsTT+liTp06hShVTlX5ePpUPldaqM/qeQoJ9Fv2f1bcJiynh2mPROhFITob3wYcNj7G713JL7f/MG1co6XXr1uGNN97Aq6++im3btuGWW27BtGnT8OuvvzotGjW0u7wyKSSaDWIUJSC3TYk42KeUmg9N/w3RelXKuJGUFNFGpCgn/zNPEgevknysStN/UnWcoiw8/fpbbjCKdWtWwal/izG6Zlpr3CpYqVZKjrmWONdP3vnvYC9pDlWjvAJzLME+URJujiTLsuy0EMuWBdO7Jkw429ciKysLL7zwAi6//HLq8xw/Xo1AwPGPY0nHjm1RUXEq6uuoCgwAkpNVq1OPf8N61T3hvXuG6SbDInek45JUmfb/YCm/b0hWMJcagHTrZEPrt2PHtjgy7gbI+/YCskwMajZMmRjMae/a9WxvDYPf43Qd0DqxyXGkv2/yOZ+eH2yedFOeKr/2WjcsXBC0tlu1gpTe1/CcviFZZ1017TtQrW312eH1AjXVkHJyDa+p2fdrdI+wXA9L2RYugFy4wlSmSLDrmSTJYIZtlrTP50NFRUWTf7/88gsmTJgQoqC3bduG2tpa/Pa3v7VLvGYHbZAoGpF8wLj8mslSKz8GxFunxNH6WGmr49RjTfo/0wwiYAlueUeMAk6eCAb73jfOQ6fpTcK9avT4L8G3ExOZWHKW7cjlb+7YpqR37NiBIUOGNPl31VVXhRy3b98+zJw5E3/6059w7rnn2iVes0NRYGYWpha7Ivm0D/fZ/s8Jlv2f1Xasu3dxq9C06v+sZJt48vLV/21y3JksETN3iBb/hvVBBQwA7VINj6HpTUKqGqXdHNUApCRZysTSBY93F8kW6Q6RXcTnn38uZ2Zmyq+++qrTojQbateskcuzc+TaNWtsWmu86VrK78snT5bL0vrIlXPnWh5XOXeupezl2Tny4a7d5cNd/ks+fMGFpuejlY/mbyvnzpXL0vrIh3uny+XZ45scV5bWRz7c5b/ksrQ+xHOWZ+fIh3uny2VpfYgykc5r9fvy7Bz5yIBBhvJGIhPLeQXhE+f0JqHwzjvv4Pnnn8dTTz2Fa665JqxzCJ90Uxpefg3yoUOofPk1VGcOCfs8VHJnDgEyh6AaQLXRsZlD0LDla9VXXvPue2i4w6BXdOYQ+E/WwTdnNiB5TGX335gHlP8CHD8OnK5DbY0PDbp1O3ZsiyMPzznrz3zlzSbyUfnQtTI1+oE4L/w33tL0mmTfCBSugHxhV5Sl9bH06/rLfwHO7QjP3TNQnTlElcnwWp85L7JvNP4eLH7vvzEP8vIC+Fq3sZRJOVY6cy20MpkdKy8vUK+DG3y74eAGuV3hk7ZizZo1WLhwId5+++2wFXRLgzUX2i0FALS+cpoSc6Z2rGFOIWkqkweI85oGIGmb/qvzIM/8/2jO0FTdGJs3UVUbevLohr2SXBktuSkST1yhpF9//XX4fD5MmjQJAwcOVP9t3LjRadFcC0sutB0PEu15aH3lLME+2naspCkkpJRFqypCLTQbkerXBWwZrBpYXgC0akXVuItXM6OW3BSJJ65Q0qtWrcLu3buxY8eOkH/Dhg1zWjTXYlewj/d5aC3CaLRjtZoATlMSznPYq9oN8EgZ4PGYZpNQb56ZWeQWsel9yS1iKaoEaXHbW1ys4golLWCHV9Sc14MUrQfSznaspJJwgK7XMm0VnXbyuFk2Cc3mSdsiNn7pu5ZDb5V1SVWCNESaKy84i1DSLRwaZe/fsJ7YYpXWyqTFiXasZgNotfAcrEpTNUo/7DX6A2hZEK4OfgglLSASWF6Axv0HqB44Xg8n7+IFK5cIbbAPsG+wKou7h7ZFLI1MpDxvloB1S+3/zBuhpAVEPHn5iOvRg8q64mWJ2V284ESFJs1GRHM9eXaH45UJ05L7P/NGKOkWDEslWsfCD6iUAC+FQWOFsgTXSMfSlpg3LFwAeddOw2AfKzQbkRJgJA695QRPd4gIHPLBFQ2WeCGKWdhgaX7jJrkVaORX5Kb9rGqzoqQk86ZOFr+nxSqwpr/WvNbkiVHDIzfeIzS4QW7XF7MInIElOEUD7SgkXrD4PWmtukhzrmlh8d27sW9FS254ZDdCSbdgWIJTNPCevUjjhuHt96TJubZ7sCqvNXnixo2juSKUtMB1wb5otMLklXVCeltwYrCqE+XXbtw4mivCJ20zbvB/hQMvuWmatyv+WmT0M20JSosiN6/iCp4+a5bm+VbwaqwfKS393o5UBjOEJS2wFRqXCG83jPackVbRISkZSEgg+qyRmWVbr2WRRdG8EUpaYCssLhG3KZ/A8gLA74eUcTHRZy2dqrKt4q6lTtFuKQglLeACrV+U1OxIi9uUj8gRFjiBUNICLrAE5tyWvsWSTUK7aZCOtTtdURC7CCUt4AJLzrXb0recaAbkto1K4F6EkhZwgWf/Z4BfWlnd2rXE89A2/eeJ2zYqgXsRSlrAFbe1uqx+Yyn1hHBSr2WeiDxjAS1CSQu44ra0suSpU6jPI6xbgRsRxSw244bE+XBwm9w0RTEAX7lp14wUt11rWoTckclghrCkBTGJE4E3EewTOIFQ0oKYRK3s69pNBPsEzRrh7rAZN7xahYNb5Sb1ynCr3FbEosyAkDtSGcwQlrQgphHWraC5I5S0wJWwlJlbpbKdmDdPVPYJYhqhpAWuhFeedG3BMhHsE8Q0QkkLXAmvPOk2+ROEO0QQ08Q5LYBAYIR3xCgu3e/azZ6NhjtmcJBIIHAGYUkLBAKBixFKWiAQCFyMUNICgUDgYlyjpF977TUMHToUAwcOxPjx41FcXOy0SAKBQOA4rlDSn376KZYtW4Z33nkH27dvR05ODqZPnw6/3++0aAKBQOAorsjuuOaaa3DllVciKSkJp0+fxsmTJ3HOOefA43HFHiIQCASOYZuS9vl8OHnyZJOfS5KEc889F0lJSdi8eTOmTZsGr9eL559/HpIk2SWeQCAQuBLblPSOHTswceLEJj/3er3YvXs3AOCyyy5DaWkp1qxZg5kzZ+Lvf/87evbsaZeIAoFA4Dpc2wXvlltuwejRo3Hbbbc5LYpAIBA4hit80q+//joOHz6Mxx9/XP2Zz+dD27bm7fuMEK1Ko4eQ2z5iUWZAyB2pDGa4QkkPHjwYS5YswdixYzFgwAAUFhbi6NGjGD58ONN5PJ7Y8GHHipx6hNz2EYsyA0LuaOAad8fHH3+MF198EcePH0efPn3wyCOPIC0tzWmxBAKBwFFco6QFAoFA0BSRiCwQCAQuRihpgUAgcDFCSQsEAoGLEUpaIBAIXIxQ0gKBQOBihJIWCAQCFyOUtEAgELgYoaQFAoHAxQgl7SBvv/02pk+f7rQYluzZswc33XQTBgwYgLFjx6K0tNRpkagpLS3F5Zdf7rQY1Hz11VfIzs7GoEGDMGrUKLz//vtOi0TFxo0bMXbsWAwcOBAjR46MGbkBoKqqCkOHDsXKlSudFsUcWWA71dXV8lNPPSWnpaXJd911l9PimFJfXy8PGzZMfuutt2Sfzyd//PHHcmZmpnzq1CmnRbMkEAjIK1askAcPHiwPHjzYaXGoOHLkiDxw4EB53bp1st/vl0tKSuRLLrlE3rx5s9OiWXLs2DE5IyND3rRpkyzLsrxz50754osvlnfu3OmwZHTcd999cu/eveXCwkKnRTFFWNIOMG3aNJSVleGmm25yWhRLioqK0NDQgEmTJiE+Ph7XXnstLrroIqxZs8Zp0SxZtGgR/vrXv+Kuu+5yWhRqysrKcN1112HUqFHweDzo168fsrKysH37dqdFs+S8887D1q1bcfXVVyMQCODEiRPwer1ISkpyWjQiq1atQnV1NXr16uW0KJa4ogtec4M0hebZZ5/F+eefjxdffBEVFRUOSEjH999/32ToQo8ePbBv3z6HJKLj5ptvxp/+9Cd88803TotCTWZmJjIzM9X/PnHiBIqLi3H99dc7KBUdycnJqKurQ2ZmJhobG3H77bejW7duTotlyU8//YTFixfj/fffx9SpU50WxxKhpKMAaQrN+eef74BU7NTW1qJ169YhP0tMTERdXZ1DEtERK9fXjFOnTuGuu+5C//79MWLECKfFoaJVq1bYsWMH9u7dizvuuANdu3bFjTfe6LRYhvj9fjzwwAN48MEH0bFjR6fFISKUdBS49NJLsXfvXqfFiJg2bdqgvr4+5Gd1dXVo06aNQxI1fw4cOIDp06fjoosuwoIFC2JmGLPH40FCQgIuvvhi5ObmYsOGDa5V0i+99BK6d++O0aNHOy0KFbFxBwgcoWfPnjhw4EDIz/bv34+LLrrIIYmaN9u2bUNubi5GjhyJRYsWoVWrVk6LRKSoqAjZ2dkhP/P5fEhJSXFIIjKffPIJPvvsM9XFtG/fPjz++ON47LHHnBbNEGFJC0y59NJLIcsy3n77bUyYMAHr1q3D3r17MWrUKKdFa3b8+OOPmDZtGmbOnIn8/HynxaGmT58+OHbsGN566y1MnDgRJSUlKCwsxOLFi50WzZRPP/005L+vv/563HrrrU02G7cgLGmBKQkJCXj99dfx2WefISsrC6+88gqWLFmC9u3bOy1as2PZsmWoqanBc889h4EDB6r//vKXvzgtmiVt27bFa6+9hnXr1iErKwuPPvoo5s6di6ysLKdFazaIySwCgUDgYoQlLRAIBC5GKGmBQCBwMUJJCwQCgYsRSlogEAhcjFDSAoFA4GKEkhYIBAIXI5S0oFkzfPhwpKWlqf/S09MxbNgwPP3006itrVWP2717N2bMmIHf/e53GDhwIHJycvDRRx8ZnrOoqAhpaWl49NFHDX//ww8/ID8/HwMGDMDvf/97rFu3LiqfTdAyEEpa0Oy5//778eWXX+LLL7/Exo0bMX/+fKxevRrz5s0DAHzxxRe45ZZb0KlTJ7zxxhtYtWoVxo4di4ceeghLly5tcr7Vq1ejW7du+OSTT3D69OmQ39XX12Pq1Kno3r07CgsLkZubi/vvvx/fffedLZ9V0AxxuJ+1QBBVhg0bJhcUFDT5+SuvvCIPHjxYrq6uli+77DL5xRdfbHLMq6++Kvfr108+fvy4+rP6+no5MzNTXrlypXzxxRfLq1atCvmbVatWyb/73e/khoYG9Wf33HOP/NBDD/H7UIIWhbCkBS0Sr9eLhIQEbNy4EadOncKkSZOaHJOXl4c333wzpFnQxo0bUV1djauvvhpXXHEFCgsLQ/5m+/btGDBgAOLizrbFueSSS/Cvf/0rap9F0LwRSlrQoggEAigtLcV7772HkSNH4rvvvkP37t2RnJzc5Njk5GQMHjw4ROGuXr0agwYNQvv27TFq1Chs27YNP/30k/r78vLyJv2sO3bsiGPHjkXvQwmaNUJJC5o9Tz31lNqw6OKLL0ZeXh769euHWbNmoaqqylBBG3Hy5El88cUXahfA4cOHw+v1hljTdXV1SEhICPm7hIQE+Hw+fh9I0KIQrUoFzZ5p06Zh3LhxAID4+Hice+65qiJNTU1FVVUV1XnWrl2LhoYGtVl8u3btkJWVhVWrVmHGjBnweDxo3bp1E4Xs8/maTLgRCGgRlrSg2ZOamoquXbuia9eu6Ny5c4il269fPxw4cADV1dVN/u7UqVPIz8/Hv//9bwBBVwcAjBw5Eunp6UhPT8fWrVvx888/48svvwQQHN2ln1tZUVER8yO9BM4hlLSgRTNkyBC0b98eb731VpPfvf/++9ixYwe6dOmCsrIybN++Hffeey/+/ve/q/9WrlyJpKQk1eUxaNAg7NixA42Njep5tm3bhoEDB9r2mQTNC+HuELRoWrdujcceewz33XcfampqcMMNNyAuLg7r1q3DkiVL8MADD6B9+/Z4+eWX0apVK0ycOLHJaKgbbrgBf/vb31BZWYnRo0fjueeewyOPPIKpU6diy5Yt2LRpEz744AOHPqEg1hGWtKDFM3LkSCxduhT/+c9/cOutt2L8+PH4/PPP8cwzz+DWW28FAHz00Uf4wx/+YDi7b8KECWhsbMRHH32ENm3a4LXXXsPBgwdxww03YMWKFXj++efRu3dvuz+WoJkgJrMIBAKBixGWtEAgELgYoaQFAoHAxQglLRAIBC5GKGmBQCBwMUJJCwQCgYsRSlogEAhcjFDSAoFA4GKEkhYIBAIXI5S0QCAQuJj/H8TMdemn1k7NAAAAAElFTkSuQmCC\n", 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" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "-> test with 'LR'\n", "LR tn, fp: 552, 4\n", "LR fn, tp: 1, 20\n", "LR f1 score: 0.889\n", "LR cohens kappa score: 0.884\n", "LR average precision score: 0.963\n", "\n", "-> test with 'GB'\n", "GB tn, fp: 556, 0\n", "GB fn, tp: 0, 21\n", "GB f1 score: 1.000\n", "GB cohens kappa score: 1.000\n", "\n", "-> test with 'KNN'\n", "KNN tn, fp: 556, 0\n", "KNN fn, tp: 4, 17\n", "KNN f1 score: 0.895\n", "KNN cohens kappa score: 0.891\n", "\n", "\n", "====== Step 4/5 =======\n", "-> Shuffling data\n", "-> Spliting data to slices\n", "\n", "------ Step 4/5: Slice 1/5 -------\n", "-> Reset the GAN\n", "-> Train generator for synthetic samples\n", "Epoch 1/3\n", "Epoch 2/3\n", "Epoch 3/3\n", "-> create 2152 synthetic samples\n" ] }, { "data": { "image/png": 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\n", 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" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "-> test with 'LR'\n", "LR tn, fp: 558, 2\n", "LR fn, tp: 2, 19\n", "LR f1 score: 0.905\n", "LR cohens kappa score: 0.901\n", "LR average precision score: 0.937\n", "\n", "-> test with 'GB'\n", "GB tn, fp: 560, 0\n", "GB fn, tp: 0, 21\n", "GB f1 score: 1.000\n", "GB cohens kappa score: 1.000\n", "\n", "-> test with 'KNN'\n", "KNN tn, fp: 558, 2\n", "KNN fn, tp: 2, 19\n", "KNN f1 score: 0.905\n", "KNN cohens kappa score: 0.901\n", "\n", "\n", "------ Step 4/5: Slice 2/5 -------\n", "-> Reset the GAN\n", "-> Train generator for synthetic samples\n", "Epoch 1/3\n", "Epoch 2/3\n", "Epoch 3/3\n", "-> create 2152 synthetic samples\n" ] }, { "data": { "image/png": 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\n", 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" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "-> test with 'LR'\n", "LR tn, fp: 554, 6\n", "LR fn, tp: 1, 20\n", "LR f1 score: 0.851\n", "LR cohens kappa score: 0.845\n", "LR average precision score: 0.975\n", "\n", "-> test with 'GB'\n", "GB tn, fp: 560, 0\n", "GB fn, tp: 0, 21\n", "GB f1 score: 1.000\n", "GB cohens kappa score: 1.000\n", "\n", "-> test with 'KNN'\n", "KNN tn, fp: 560, 0\n", "KNN fn, tp: 3, 18\n", "KNN f1 score: 0.923\n", "KNN cohens kappa score: 0.920\n", "\n", "\n", "------ Step 4/5: Slice 3/5 -------\n", "-> Reset the GAN\n", "-> Train generator for synthetic samples\n", "Epoch 1/3\n", "Epoch 2/3\n", "Epoch 3/3\n", "-> create 2152 synthetic samples\n" ] }, { "data": { "image/png": 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\n", 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" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "-> test with 'LR'\n", "LR tn, fp: 556, 4\n", "LR fn, tp: 8, 13\n", "LR f1 score: 0.684\n", "LR cohens kappa score: 0.674\n", "LR average precision score: 0.779\n", "\n", "-> test with 'GB'\n", "GB tn, fp: 560, 0\n", "GB fn, tp: 2, 19\n", "GB f1 score: 0.950\n", "GB cohens kappa score: 0.948\n", "\n", "-> test with 'KNN'\n", "KNN tn, fp: 558, 2\n", "KNN fn, tp: 8, 13\n", "KNN f1 score: 0.722\n", "KNN cohens kappa score: 0.714\n", "\n", "\n", "------ Step 4/5: Slice 4/5 -------\n", "-> Reset the GAN\n", "-> Train generator for synthetic samples\n", "Epoch 1/3\n", "Epoch 2/3\n", "Epoch 3/3\n", "-> create 2152 synthetic samples\n" ] }, { "data": { "image/png": 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P6YE7OjY3dT0ud5QwGsrlhi9nhKbCo+VHdpqyZzgbpqQZjmJ4Mz9alV3C8GZ+S67nKZgBrnsPoLwMOGmNwtNT9hUbNxryfZP6yhnRSaOoOGQ4gx1HLmPdvrO4t2crVQu4/6MT0Z/iNSs2boT/9cWavTJcefkIXLki/bfdlL75FlHpuDsrG+6sbGk0VGMuNW/IMEuaYRkkwT7ayBWeGu6sbHjXrId3zXpVJUcSYKRF0qSJjWY0FEMfpqQZpiFVYLSCfUYQFZ5ZBUarZJgk2Bc/bFijGQ3F0IcpaYZpSBUYrWAfQJ7ZICo8swqMVsmwkWCfU8uUGdbClDTDNHYoE6szG/RKho0OfSUJ9jm1TJlhLUxJM0xjhzIh8cMGNm/CxdyRlmQ9kC4aRgtj9GC50g0fpqQZUQmJHza4Yhmqjx6zRBEaHQ3FcqUZpDAl3UixMlvBLlx5+Yjp0IGaIgy8ukhVWUsWssXBPtqZHcwydx5MSTdSnNrgnCburGykrv7QdFqd5EcGdK1Wq/3zesre6GLMLHPnwZR0A4S0Q5wTMwestORIFypREXL9BwCVFUCPdNVjSfzzTrxHEZZz7TyYkm6AkHaIc2LmAO3mQxUbN6oeIzXpT2tHZm3uLwTi4oVXE1jZYMnoPbKca+fBlHQDxI6iEVrQDqiVvrlE9RhxocKJ40TWJi3ZrAwaGr1HhvNgSjqK+HrtF5j5/P/i67VfaB5Hs2jEamj1YhYVoadPL2JrU8/1Q8vKpN1giUTZO9W9xdCH43met1sIWly+XIpg0Nm3k5raBBcvXgvrb2c+/784G5OE1tWleGHWSMqSaWNGbpqIzYS4tDRp6rYmD/0Gvh+Pkh+vQmDzJgRXLNNs1EQNSjIbxew9OuU7YhQnyJ2a2kT1d8ySjiLuvbkZWleXYsTNzewWJQTSRv00MOoqoNW7w0o/siiz1S1IWWaHM2FKOoq46/7BeGHWSNx1/2DVY+zIcyVt1K8HiexSPjJgae8OWn7kwKuLwO/7FwKvLlI9RpSZ37ZV91iasMwOZ8KUdISxWmnStIZIUvkAeo36jchutdVHdW5hMAicKXJcwQjtnGsGHZiSjjAklhNNXHn5QHIy+CtXTCsB0v7P/R+diPn/Mxb9H52o+HsjRSOksjvN6iPu3TFtOpCQAIBDYM5s7V3DtOngevYS/sYBNIYCKCfClHQDw52VDS4lBSgpMW1lWj3s1YjspFZf8bx5YcsNKFvISjsM0t4d7qxsuJ+dB8S4Ac6lO4xAz1VjpXVrOK+cQQWmpCMMbWvISLMfLSuTJNhHddgr4cNNy0IWF4byZctNnUfJQlbaYRjp3SEqaq5zZ8cMIyCB5Vzbg2OU9Ndff42cnBz06dMH2dnZWLlypd0iUYGqLxNk22oSC8zKYJ+Rh5tWLrK4MCTkjzF1HqVFQ2uHYXXONc38Z9LvIsu5thZHKOmzZ8/ikUcewdSpU7F79278+c9/xksvvYRt27bZLVrEMRoA07M0nRzss/LhFheGprNnqx4TbjaJ1g6D1nAAUvSuZ8QdQvpZ0rwmQx9HKOmioiIMHz4c2dnZcLlcSE9PR2ZmJvbs2WO3aKaIRB9iPQvMaLAvZsSvFJW6kco+0mCf1QpMDzuySazMtwaMuUNou5qsmAfZGHCEks7IyMD//M//SP9fXFyM3bt3o1u3bjZKZR4jrgnSPsR6GA32qSl1I5NGaAUq7ciEIS0aica+HYAsHpCRSbxrcIoLhhXXCDhCScu5du0apk6dip49eyIrK8tucUxBu7cCyTbSaLBPTanXVWBa3eSclg5HipFRVuEqsLruJ5LzFM+bRxxg1VtgxN0Ld63EMoVHq12rkUW0IeOo3h3Hjh3Dww8/jE6dOmHBggWIjY21WyRHUdSuA+D3Ax4P2hw/ask1L+aORPXRY4jp0AGpqz+M6LUqNm5E6ZtLkDRpAuKHDaN0vreQNGmi5vloX1fO1CU7cfJyGdo2T8TrEzKJ/ubMzd3Al5aCS0pC6x8OaB57btBgBI4dh7t9e9ywZbPqcZG8x3Aw8r2y8jvoRByjpHft2oWHH34YDz74IB577DFwHGf4HA29wZIvIx2orgZiYuDdHX5PYyONdMRjU6ZORmlGv7CvSQv/wgXgV38ALneUbi9s/8Sx4E6dBH9TW1ONioxcsy47jlzGun1ncW/PVsS7G8/iRSh79z2i6/lyRgAnTwBt0+Bds96QbHJoNJAy8t0Wr8c3SQZ279S810g3t3J6gyVHKOmTJ0/iV7/6FQoKCpCfH/6WuaEraTPKIuQ8RjvJwRlfZADw9csEysqAxEQhrU+DwOZNcH/4PgIP/NrUw23kmjQQ32uSz5uWAgvnO6Ek97mVawzJY/V7q4QTvtuO74K3fPlylJWV4aWXXkLv3r2lf3/605/sFs00NCPUtLIjwvH1fXngHFFqX6QxUhijN+PQ6DWtzgvmV60ASkuFVxWcNtDWaLCP5Vzr4whLmhZOtKTrbkcjuWobtYaMHP/0+oM4frEUbZrG4/mcHvV+H8623gykFphVVhKtXQ5QK7Nv6CDgwnng+pbwfr6FkqTho2e1yy1p9EgH9hda03/bJMySZlAhEtFwI9bT6Nvbaqb2keZn6xGtVW+RKM92z3wSXN8MuGc+qfh7Wrs00vMYSiklyJihKVtDhlnSYUJqOda1PsJdtY1YvTT8i3XRk5uWJU1bdqstaWRkgrtWYkkAjlbQkPQ8esE+udxO8pXrwSzpBgqp5UjbZ2hl4YURaDVjclrONaklZ0c+stUYbSLlJF95NMOUtAIkD6bVE7lpF15Eqr8Cae8QNWg93LSg3VuFJiQdFkk+Z/E8XP8BjnM1Oa1dqx0wd4cCkdximd1a0dpGGk19UpO7rjyz1uxHUXGFaoDRarTeb5L3knaOLsn5tGQ26lby3dpTKoDy7tqneazZ770ot6VDe2E+jY+5O6IQJ2+xnN5fgWSHYdbapgWttq9GMNufRHSzffTlAbKAmmiD+f1Ek3GibWgvUPNd9nqBxKQGGWBkSloBp225IwGtdpN1H2wS3zStTBCz2NIborRUqBotLQ3rz8VF8J79m8gaLI0ZK/03/84S3bxyJ/mRjbRO5XrcAgQCDTIWwJQ0QxEjI6+MPthW+/PVoJ0uRkRSEhATI7yqULFxo+qiIS6Cdw7vT6QIPQUzwI2bIP2/FdNUaPmRnR4stwqmpBmK1K3sMzsrUI6oaAA4wu3htGBf6ZtvUXXDSIo6KUnVvWV18I3ECIiWYHmkYUraBNH6oYcz8srsrEAlnOL2oD3izMy1AMDTpzdQWSFU7VFCz73Fr1gmlKBb5C4wEhNp7MMImJI2QbSOuA9n5JXZWYFKOMXtoUdg/nPgv9uNwPznzJ2H8OH279kLVFeDX7bUOgNADDBalOzlKZgBLncU+NUfmJ5GREq0DiNgStoETitNJiWckVdqswLNWBW0CmAiTslV6dXM7kme2aH1viVNmgj4fEAwCH7ZUkssNm7MWMEdIgs0yjF63yTfC6uNnEgFyyMNU9ImIJlA4UScOPLKqLK3csvJjc4TFNjoPEXFEti8Cb6cEfDljCCTp7QUgTmzwR8+rPj+xw8bBi5/POByAd5YR0xT4Vd/ILhDdDJEREi+F04zciIZLDcDU9KNFKdFw7W2kEp51VZuOeUKTEmxBFcsA44fA44e0VRKYtAQAFBeDviqVN9/T8EMuP+0EFz37qrH0IqJkCx48vslVdR60BqzRQsj8yCthClpC3BK8YYcWtYASbYCCVrpVkoBRrsWGSXF4srLBzweABxwpgi+R3+nqDylbIWkJMFKbnOj5vuv9xnxy98VrNvl5qpiSRa8eql8Gj2uAXrfCzsWY6f1X2FK2gKcksUQCWilPmmlWykFGPWuK16zeN48U9YYyd+6s7Lhfu5FIC4W8PmBrVs0t820FBjEEXNhjJoLoUc6UTaJp2AGcH1L4X+Sr9M81mmFMU6/phZMSVtAtGQxRAojASKlByScAKN4zfJly01ZY6Q+d3dWNtC6DRAMCBkSbrfqtplatkJevuArN+sO2V8IxMWD37ZVf0HS6XFt6LoEkC7GNAOaTsu5ZkraAqImi8EgRhv0k/j6aKdbJeSPscwyck+bLrgxACAuLuLbZlrBPsnVVFqquyCRfD60cq4jkSFCy31iZWYKU9KMsDHSW8FqX588dVBNscitITWFoNTGU/XYrGwhK6Omsk9pcXBisC/EV04DSjnXJN8vo8E+Wgu2lZkprFWpxdBsQ2klSnKLLSlJ59lFuoWl0vun9X7LW1zi+paa00nkbTwBhN3SU946lMvLV5yLSNI6k7StqH/hAvDvLBH+JyYG3t2Fqsea/XxIp5yTzoMMbN4kWfXuadO13Q8m2qyyVqUMYqItwGi0QRFt/2JdjL5/XO4oIDZW8B+fPAEEg6rHyi0wU9aYzMo0s2WWZ8No5Wh7CmbUZJ5AN8BIy9VE5IYhzEfmUlKAixcRmDObNVhi2E+0Bhid0ltB6f2Td5SrmwrpKZgBrnsPwZoO8kBCAtA2TTN9zp2VbUqZySv7zGyZ5QskTp4ATqovknoBRsDiPjRp7YTFKq2d7qGuvHyADwIcZ7rBUrQOtWXuDotxwtYqHKyQm3QbbIiHfgPfj0fBpaXh6XueqDc1pu6WOjBntqkpH2bxL1wArPkQyHkAnoIZZK6DlcuBpingfvFLIreTEr7b+wCVlUBcHLzf7AlL9tTUJji3co2uy0RyM7ndQoCVwO0RyaG2TngmmbuDERWQVKAZsfgCmzch8NNPQHIy0CMdv9z2AVrzlfXyrb1r1sO7Zr2wvVawbq20MvnVH4CvyYzw9csUMiS0dhf7C4EmyeBuvNFcX2wx71kn/1kPI+XgCAaJskCiOeeaBkxJRylOrGK0AiMukeCKZeCLrwp+zf2FuO3fW/HHf/5dMyirtFDIr0mrMEbtPFzuKHBJSUJwsbRUeJX19a67UNDylevlP9N0FUhtcMV0RYs289E6cYkp6Sgl2oKMehjKuY6JASoribqVxXToYFqBya1rM3m28r9VO4+nYAZa/3CgNtjn8YT09a67ONHylev21H7xeaFd64vPa5/HwORx2p331IhWX7QIU9JRSrQGGdUwknON2FggECDKDkhd/WFYCky+U5Fb10rKnlQJyDMy+CtXgORk1UWjbrDP9o5xxVeE14sXNBWnkYwf2p331LC6/zNtmJKOUhpaFaMRS9eowgrHIlPbqSgp+7p+WLXrhWRklJQIbhhAUcHXVWBKCk1+nUj7zbkHxwjFLhwnKE6dBks0/L8hxTgmKvui1RctwrI7LMYJkeRwiDa5xayIxLH/hbJ33zOcsaFUGKOWZeDLGRFSCCMvklG6nvw8opUnzzggfa9DinGAsLNS5PIA0Myk8P38DmEIQvJ18H61I+R3kfiO6GW3GMn8UDvWCd9tlt3BaHTIGyyF4yoQdyqZx/fUBvtUMhekPtE1OdZIa6dZqiy3xmn5ys24Q0h85RItWggxgRYtDF8nHPRcIkZcGdHq9mBKuoHTWLNA5A2WzEzQIXmwJTfG7p2CNXviOHGvEjPBPvl9Kd1jXV+5mkvEiK+cWptVSmj1IVc7NtrcHo5T0oWFhbjjjjvsFqPB0NCyQEjRm81I6s+VKwEAQNs0VQVV15q1WynUXWDU0heVfOVqi4bT2ngaCVQ2yBS8iooK4n9m4XkeH374ISZMmAC/32/6fAyBaM0CifSDLldYWrnXRhRYXWtWSSmQdN4jgeRv6y4Sei4Rp5T3h4PdC2Ik0Qwc9urVC1VVVUQnOnjwoClB/vrXv2Lr1q2455578Prrr2P37t2Gz8ECh5HDarn1gm+kJO3ejiuvL64XLBIDUsjIBA4eEFLMOv0MOHFcMUhFqzRZfl9cl5vDLlMOt+tbRErvayDtguc0nPBMagUONZX0qVOn8Nvf/hYJCQn4/e9/r3mRzMzM8CUEcP78ebRs2RLffvstpk2bxpS0w7BabjMPeohC/XCF1LtDSZnJlR1/6IeI9+2Q35crvWfY2QbhLhq0Fj8l2HfbnAyq8DoUFRXxt99+O7927Vq9Q6nwzTff8H379rXkWozo5crcuXxRl678lblz6/3uQk4uf6ZXH/5Czki+/JNPpFcl5L/XOqdVCPLkEssjP17+32qonZPkbxn2QJQnvWHDBmzfvh0vvPACzcVDEWZJOxOnya1lEcqHEXgOfY/AA3nUgkWR3sr7J44Fd+ok+JvaEln2tIYRhJynR3pY91j3OxLpIQ+0cMJ323Se9PDhwy1R0IzoxsqovtbYJHmwr/roMap5sWaCYqTBvpgOHcA3SRZah8bEaI6GotVgSf63tAJ/0ZqX7DRMp+BdvXoV7733Hg1ZGFEOrYebRJlJndROnlBtjSlvsEQLWkUjWnMSU1d/KORcBwJAbKxmvnUkGizR6hPSkDMurCRsJb19+3YUFBSgf//+eO6552jK1CARrcziefPsFiVi0Hq4aVlg8gZLtNArjCHNuQ7MmQ3+8CEEXl2k2rJUfC+tVnZm7lFOtOYlOw1DvTtOnz6NNWvWYO3atTh37hwSEhJw//33Y8yYMWjfvn0k5STCyT5p0YfKJSXBs+3bsM9jl59P7rcLd2AuqexGBtzqndPqiTL8yuVAVRUQGwvvt3uVj584Fvzhw8JYqMQk4PKlkAG4pDKTZIpEArV4gBN8u+HgBLlN+aR9Ph/WrVuHcePGYejQoVi8eDHat28PjuOwfPlyPPXUU45Q0E5HXqZsBif4+cKtYiSVnXYVWaT7Eoe4eZoKne3gcmtb1J07w/3svNrmSGEQMoyAYCIKCSSuJikeoDKIgEEXTSX9zDPP4K677sLTTz+NxMREzJs3D19//TWWLFkCjuMQExNjlZxRj16ZMmCsioykV0GkUKpijITsTqiAk9+X2iIjV1q4Wgxc3xKo9qu29AzxI5vohRGJHtMkC6kUD1AZRMCgi6a74+abb0a7du3w0EMPYcCAAUip6X8LAN27d8dHH32ETp06WSIoCU52d4hoba2MVJGFW3EWLnpbQqfKnpraBGeenBN22pxcVrG1qJobJqR1aEIicOE8cH1LeD/fYlhmo9tvWm4wI+epm47oBLdBODhB7rDdHe+++y5uvfVWPPfcc+jXrx/y8/OxbNkynDt3jrqQDGOWo9Mi5zRlD2zeBF/OCPhyRlCdqaemoLV2AXLrX+q5rOKGkVu2ejMDAbopi7SCdEbOQ3twMEMZosChz+fDli1bsH79emzduhXV1dUAgEceeQRjx45FUlJSxAUlwamWtNw6ueHBHP2+DA7sfUBqbdCw6PwTx4Lf850woLTlDfB+9kVY5wls3gT3hyt0i1lILHslizqce5S/P4GZ/w1UVwMxMfDuLpSOcYJlFw5KctMqQ49kwNwJ77fpYhav14u7774br7zyCr7++mvMmTMHffr0wcsvv4z+/ftjtoaflWE82GdHFzFa0AhsuvLyaydIi7P1wpTFd+AgAnNmm/aVy61/M1ZryPvDccIPxdcwMdJNz2rL1mlpmdGI4Tzp5ORkPPjgg1i+fDk2b96MyZMn41//+lcERGs4yJXAxdyRZBOx7Rw6agIabhh3Vja4cROEQawPKmfDEAcqeR4IBDQVNUk2CS13gvz9qTtsNlyMKDCrDQBaOdeuvHwgORn8lStRO/U7XIjcHcXFxUhOTobLVavTv//+e7Ru3TokmGg3TnV3iMj7MpgJmNkRJHLCllCOb+ggosBc0u7t+OnRx4DqABDjhvvZeWHnXFuF0ZafRvLKrWhVagQj7pBIBZyd8N025e5YsmQJBg0ahH379oX8fP78+RgwYAArCTcArTJlWlu/qN5CllwNfVUhftgwIR85xg1wnGNyrkmQrN7l72pe00heOUmwz8wwAqNo9WCpi9OC5VahqaQ3bNiAl156CQ8//DC6dOkS8rvXXnsNjzzyCObPn4/PPvssokI2FGiVKdP6sjrxS0+qILjReUBSEnD7nbrHu7Oy4X52HrjOXcznXK9aoZr/bARDRSM8T3RNWp+nlYu3uGhEeh5kNKPp7hg5ciRGjBiBcePGqZ7g9ddfx5dffolVq1ZFREAjON3dAVi3tTKyrSXZ5lsmt8Etrd7xtOUmdbPonidnBHDyREg5uEhdmWldk5Rw3T5m3ms7XU1R7e44evQoBg0apHnyoUOH4scffwxPMkbEMBIgsspyInEV2FWVSIpe/rMhd0gwCBSd1r1HvWvSdk/oWaxG7pFUNprXbGhoKun4+HiUl5drniAQCCA2NpaqUAx1iN0BuaOEXsSVlUSRcysUHcnCEeJfPXxYN31O7+EunjePat8OAJrX45e/K7gmlmvvAtzTpgMJCYDLZfoeaS2ypN8tOwwAK9vgOg1NJZ2RkYGPPvpI8wRr165Ft27dqArFUIf0S+8pmAHExgKBgOoXW7ROgoX7rPH1ZWQKOcFp7YiCROCDusE+PcreXioozXffNvVgEisbMec5GNQN9rmfnQe49QOaetBKTwuuWEa0MBppsETLAGjM+daaSnrKlCl4//338dprr9WzqMvKyvDKK6/gvffew5QpUyIqJKMWI196vS+21Tmz3LUSoFlzfFvdBE/dNBT/3LBN9VhawT5O7ErH86Y6xJG+72LuMwDdYB+te3RnZYNLSQFKSigUEekvjEYaLNEK9tHKSnFCgzKj6OZJb926FbNmzcK1a9fQvn17NGnSBCUlJTh27BiaNWuGp59+GkOGDLFKXk1Y4NAY/oULhP7HTVPgfmKW5oNEQ24xOPTUzffjLOLQOhZ4YfowU+fUI2n3dvz0u+mAzw+0a1cvSAeQB1mNBLfMBPsi0WDJSC9vcTFzT5uum47opAZLWsHYusgDzq3XrbX9mdQKHBIVs5SXl2PLli04ePAgSkpKkJKSgvT0dPTr189R/mimpI2jlx0hPtwpUyejNKOf5rlIFcG2gqex4brO6Owvxo99B9YbHkCz4CI1tQnOrVyjKZfv1p6A3w94PPDu2qdwlhq5ZM36tYpiAP33QuseI/EdCVeBGSkasfu7beQejfbTiTRhZ3dUVFTgD3/4AwYOHIjnn38e165dwxNPPIGCggJkZWU5SkEzwkNvGy/68ErfXKJ7rn9u2KbrxgCAO4f3x9xTn+M/HXoqDg+g7YbR3XL7/dKrlo9VcgdUV5sO9vGrPxDcIe8sMRXUNBwIu3TJMj8yLYgzRGp6c6Ntmu49RlPOtaaSXrRoEbZs2YJJkyZh/Pjx+Oqrr/DUU09ZJRsjghBnKzRJBn66jEBlhe6D8nGPbJxtkooNzboSKbD7BnarNzwAoBckCmzeRNQrBR5P7X9rLA5SsC8mBuBcpvy/8nszsxgRT7sRFVhZqbA4RFHRiOGJPrt3Rm2DMiU0lfRnn32GBQsWYPLkyZg0aRL++te/YvPmzfCLlgcjaiGOcu/eCfA8/lns1rWS7xvYDa1919D5wjE8ufMqdhy5rHnqOzo2x/M5PerNSfQUzBDmBa7+QNUaIrGugiuWofroMdVhryJSsK95c6G6L62d6jlrg32dTVmanoIZtU2kVBYjI3nlerJICkzMPiEfbRpRaN6jSDQ3KFNCU0mfP38eHTp0kP7/lltuAc/zuHxZ++FrbERl7iVhlFv8wn982704m9gcH7e/Q/Wcd3RsjnmZ1+Fw68442/QGwzMQ5ei5PEhm+om9UlBWpnmslK1QVSUosRPHFY+jnbKol7FgKK8cIMufHzNWWBjGjFX8vdVFI0bukfT9ptV5zyloKulAIAC32y39P8dx8Hg8jcKSNqJ4nZZ7SSK7Oysbrrx88Ks/AH/4sKrs4hf+vp8OoFXZZfzs/BHMWrO/npUsV2C/GjUIbVo2refGMIKuNVRWJjTMLyvTvMfU1R8KVmN1NVBaauqapIUqehB/t8S88oxM3XMayZ/XXBgo3SMpRhos0SLa+rUb7ifdWDCieJ0WaCGVXWo8zwd1Zc8ePYQ42KfmxiBBVGCu9J6SMtlx5HL9hUHcrhP4ypGUJPiRdSYI6ebiiteseQ13B0U62VvMK8eB760L9lk8iMBIgyVaRJs7RFdJr1mzBsuXL5f+BQIBfPTRRyE/W758uRWyWoqRpHenBVpE2fkmybrZClznLuByRyG4YpnmPcYPG6Yf7CMsQ9dCaYFZt+9s/YVBVLw6rgwApiZyh9C8Rchr2DsocRdw+TL8E8fCv3CB4ndM+g5evmRZsI9kEAGJu0B8b/TiASJWGjq0ZzNG2t2pmSc9ePBgspNwHDZv3kxNqHCJRJ407UbjVuaSbhs9ERs69cPwH7ej/6q3VI8juUcSufUauCvlBu84chnr9p2VcqWVGtjvbNcn5BigNs+VP3gAKC8HrmsK79Z/hiU3KXVzn5VyoUlyxaV8XpGYGCCpifT+1+uCl5GuOAvRLtTyyuVyS5/P6dPCIkOQu6yF1TMOrR5GEHae9BdffEH0zwkKOlI4zZVhhA13jcTZpjfg47tGah5nVX8FJV9gXStZtAi/OVkiZZMouU+kgFkgIPygskLxmhUbN1KxcpSUhJL1Gpj/HPjvdiPw+xnq47rEdLhmNfeTfF3Irq1i48aQ460K9hFbhKJd5/frDyJITDQlkyQboYtI9zxGGpR5vYDbrTu1PtI6gqjiMFpoLBWHda1PveO6tEzCofOl9Y6P5PgsJRl9j/4O+OpLoE0b4MoVcLmjsPve3yjey8xFG3G2Crql43rViYFR9yFw9JhpS47UWvLd3georBT+h+OA1OvhnvkkUam2eA1vp47AG/rFQ/WuGRcH7zd7DN+bdB7Cij3/wgXg36mVjxs3QbUsnJYFbKSaUAulz1Htu+2fOBb8vn8BALievaiO7KqL6WnhDGeh6KNVQLRAD50vVTw+ki0uFWU8eQJwufCtqwX+MGAqvvnmoGqQcfixHWhVdhn3HNuheW25f1EpwBi8eEny/6rJSkSPdMFa75GueRg3Ok/oPggIFueF86rvb11LXLTIkiZNMCZb8nWhrxFGyvGuwYoGS7TiCkZiTa68fKBtGtDW3p00U9KUUMxAiBD39myFNk3j0aVlEtE1xePrBvsiOW5J7ZoAsKHnL3TdMGLp+J3D+xPLobQw8BU1bpAad4iSrCTuAn7bVqCyUniFurL3FMyA99u9QMsban7gUVQISn8vKrT4YcaaTukNBSC9R1ERcv0H6CowWsU4pNCaP2lkHqQ7KxveNevhXbNec3hxpFMHmbuDErPW7EdRcQXaNI3H8zk9Qn5npJkLqStD75q0EN0JiWP/C/7J0xVllDqn1QRa1Lqnie/DNy27YUNMawxv5kf/RycSyUHyvigd41m8CGXvvie5Q5S23yQNlqTtdrPm4G66CfyVK0BJiW5jKldevrQwyI/V6pJnxLVE6k4wEnyk1WCJVsCT+B4NBPtoNViilVjA3B0WoGU5GnErkLoy9K5JCzHYV76sNs1SKdjHpaTg28Q2+EO3XNXScdGKue2rNfjj+vm47X//pngcsfukDnVdJ4HNm+DfsxfuZ+dJ/mpFi0wMPvr98I0ZpWiNScE+QPBTlpZqbpvl11HcsVz5KfQ1TIgDamLec3W1dZN6aOVck+aV544SXE0JiabHdZFiRWKBY5T0Dz/8gNGjR6NXr14YMWIECgvtTzUyglYBh5EP0ogrw0zRiBJKLhsxY8Nz1x2SMlJaHFx5+diQ/gucTb5es3Rcfk61bXLgxeeFDIkXn5d+Fs6CJPbu0F0cW6TW/vf3+4Wc5Dp+VmmbLBbEJCUZ2jbXUwgJCSGvdRcmYleBlHN9Sb8/SQ16nfesyrk27CooLdU83lMwA1z3HkAwaFn1rxU1Eo5Q0j6fDw8//DCGDRuGXbt24aGHHsLEiRNRqlPGa5aJXz8o/YskRj5IvWBfJFGyVqW+FsVXJWWklhI3/OohtCr/yXSwDxcvhL4izAWpR7rgk9YJ9rlnPglc3zLkZ2oLSN0AVtiWVPMWQn60SmGM1Mp02VJtJZaYKJynqkqzeMRIsI8WekUjwRXLwH//PQKPFxD5ygEQ9WuJ1pRZNRyhpHfu3Am/34/x48fD4/HgnnvuQadOnfDJJ5/YLRp1vjxwzlSwL5JoXTNp0kTdLz+tYB/EfjGyvjFyiK3M/YXg4uOB/cKuTM1yc2dlC37hmBjhBzWvim6POgtuuJaUnrLnckcJboKg9tgvSYHdfqcQHC0tVbXsrQ726eHKywd8VUAwqLkY1dvFaEArwOgkHKGkf/zxR3Ts2DHkZx06dMDhw4dtkihyrPrmpKH0uUi6MoBQxaV1TbEsXO3L71+4AIE5s4Ee6YYUltLCoLdNJm2YL3XBE/3Gry7SdE3Ii0aUCm9oRfJJCmM8BTOAJskAeODoEXVfec3fcddKgLh4QX6NxVS3wdKKZbol6KT3SNJOgcsfX3Nh/RmUtNLwoq3BkiOyO1577TUUFhbijTfekH42d+5cVFRUYN68eTZKRp8vD5zDqm9OYvTtbTGw2w0RuUbFxo0offMtJE2aKKVzTV2yEycvl6Ft80S8PqG2q9q68f+NjxI74b6yI7h3afiWRVG79oC/GvB40Ob4Uaqy16V43jyUvVb7XWn25mLpWKX399ygwQgcOw6uRQt4avKQ9dLciufNQ/my5UjIH4Oms2cDAM7emongmbNwtW6FVru0swe0OD9oMKqPHUdM+/ZouUW9Wreo08+AisraH3AcuKQktP7hQL1jhfdtCdG9aVGU1l7KyGhz4ljY57mYOxLVR48hpkMHoROhBmd6pIO/cgVcSgpa7498LErps3UyMXYLAAAJCQmoqqoK+VlFRQUSxOAKIdFQcTiw2w3oniqUyqql/RhJw1M61v/6YvAnTuDK64uluYTDul2PdfvOYli360Ou+9HNWThTUomPbkrDHRppSPppYbURfDMVlb7n5gMnT+CnC5fgVZupOHk6sPhNQZkA+GnyQ+Dyx8NTMAPvbTuGouIKvLftGLqnJiI1tQkC1UGA58HHJwBvLEEpgFI9GSdPh2fydPhl9xO8/JP0eubJOfUqHUlnM1YXlwB+P6rPnUdR/4EAQoe+iu81NyovpLIPMTHg26ahqEvX+tfI6Adk9CO7Nw3EXQSXO0q5Co9wNmPggTzwK5bB36Ubztx7v2b6HF9eLr1a0temzmdr92xGIApS8Dp27Ihjx0JX7aNHj6JTp042SWQvRtLwlI5VqqpSc2XcN7Ab2qS1wn0DuxHLp5gFQiuSX6dDnPx4+XW5MWOBuDjhF8Eg+FUrACi7T2htk7kHxwj3+OAYxS0zv3K55IYhap3qqxJyr0/q+JBFYmOFgQQRdMNgf2FIymJdSF1NohuG37ZVN9gnf1/VsLw/iYNwhJK+7bbbwPM8li5dCr/fj48//hiHDh1CdrYzWn9ajZGgoaJSMlBVFY7vWysLRDOSf/iw7gBXKVuhskKzZamnYIbQp0LMyqgpia57PxUbN1Lrnia/R8U0wqYp0n8G/vv/qTcfEiv7Rufplh3XDfYpXVcpZTEcSPKRQ2YzmhyiK0LSOpSWr9xpAzpIcIRPGgAOHz6MOXPm4IcffsCNN96IJ598EnfcoZ1vW5docHcY2VoZcXsoQbO9o1zucOQKbN6EwOyZgM8HtGsf0iRHfr7M43uEB6lJMrB7p2ZbU5J7rB6WheDZs8D1LcENu4fIHaEmv957Gdi8CYEZj9Z2ifN4wKX3NPz+G91++/oIucFwucDljw/7HsNqsBQbK5TBq8hNrcES5epFeStcMxWHtNBydzhGSdOgoSlptbJvWl98Uh+qntzEZbs5I4BjRwGelzqnAcr3SavcVq7AkJAglQ1/985GQwuNXIG5p01Xvd8QBRYTAzRNMV1erSubrKwdsbH1SqNJP2f/wgWCy6ZpCrhf/FJSYkqfqe/uwcD5c0DLG+D97Iuw5DaCbrdDg8+E/PvVet1aRytpR7g7GMqouT3C2bIp+ZFppSKRlu26p02XrEz5tlWtgpFKUYIs51ruKhBdJx99vJPM11laKlX2BWbPBL93r+L9egpmwP3nvwpuGI4DXC7dCTlmkccDlNwh/KoVgqugxm+vyv5CoUT+4gXwy5aCP3xIvYPfE7OEpk5PzFI9HU3/L5E7zcAzEU1FL8ySthga1kY4lrSitUrJkjbS69eKKSNyt8jPNy8PabBU95hfrvgTbvtxl7RtV3tvpXvkOMFqBQQXyk03KX4O8mY/AOpZt1qfIe0GS1IzJ0Cw7rvcDJw4Xu89kRplnTwhKGuvVwjmaVjUWnJrNZGijTQJRsFNpgfL7mBQJ5wqNyVr1cist2KNfHUjLS71pozIrxmu5SlZyV8eqNdgSUQMMN527ZTwA58fvtv7CJNVFCwyqbIvviYt1OMBkpJUrTe5RRvJYB+JBeme+aTg7gGEBfL7/Yo7KLE1J9qmCTuQNjcSBZ9VKbka+hpBpGD57p1RVahCAlPSDQCSXtbhVjAqdcGri5FsEqJIvpjKtnJ5WFtmcUG659u18H23R7us+olZQkocHxSmm/x0WXEbLN1ji5qeGze1FRS3ypZZfp+K93z5kvRqalEiGEYQUtkHCAo7MRHIyFQuk5elLJpxC3Cj84QFeXSe4u8jUZ4dbZPASWBKugFgJK/aKOKsN65JknUTn8VUtqYpIZYi6WAFyUq+9B/pZ1p9O9zPzhMsYwDgOKEHdOE+zZalYvFJ2B3QZJPHTZWg7y8E4uLBb9sKX84I1Xl8noIZtXnlXq/gdjl5IiSWICrNYOE+6b7M3KNuCXoEyrP1rsnypBm2EE4zJtIvq6dgBrgetwDVAd0tL7VRSbKglFzxh7gxSIaJ9h8ALi4OaJuGwJzZ4A8fVrwHd1Y23C8sECzquHhhYZBZ8yLh9ifRu0dFdwhhMFYqXAI0C2MAfcuWtFBFD0PDXi22elmetM00lsChURRLxzVS3JQmr7g/fB+BB34dsb65Riav/PIfr+O2wi26ASn/xLHgTp1E8OpVIdjn9QoKSiUQJg/CBV58vl6KGckEFxL0gn2pqU1Q1DujNtgXFwfcfie4ayWqf+NfuEDI3ki+Dtywe4iCffUG4crTB8MYait+t/0Tx4I/fBjgg3A/Oy+ivZaNovTes8Ahw3ZIS8fVjndnZSN19YcRfdiMTF657XBNv+qf6peOy5G64DVNEfywrdto+s3lOwHFFDMxq0N8DRO5laxqdcrbclZWAl9+oW0B7i8EkpqAu+km4mCfYuc9WQWnks+YxEp25eULPv7qagTmzIZ/4QLHuBisaNJPG6akGwFK0160gn3huE/kD3Q4ASHxmsO5C/oZIjXbdiQmaroEpMXliVmGA2GKD7Pot/Z4wlZgAGr7k5w6KWR5KNyDe9p0oENo+14uLU0151p+X2ZiA/Khtoq+cgI3jOTnB4DyCvCrVkSdi8FJMHeHxdi5tVLKlSbNudaTWy0v2Ghln5FKQ5L8bJrvtzyvXFRg8txn0rxgX84I4OgR4X84TvgnK5WXy1z3nEaGrdK8XzEQJ73nCYlAMBDyu3p50nWG98pLsY1Yskby+cOBuTsY9bArwqzVjMn0PDuVvGCjmSdGrEBa3e1I0W2w9NNl6TWweZNqtoVkJYuWudereg9yyxZQDrbRSGVT+k4qZUpI+eKl16Qgo9q1pc9n5pPEKZpKRFuTftowS9piUlOb4My991PpS0GzgZKIWgAvXGtDPN9w7gIyNywNDVIRWkdm7tOzeJFUcQggohaZb8CdwNVioeDF7QJKywDwqpa1Wj8Qow1/aFRxGg32SUFUQNgJJCaizaGDmnKH+zkyS5phObTyiSORTkQ751oM9mVuWFp/0CqhdWTmPsuXLZeuY8Yik1uaqjuh5s1r+0SXlgKoMRguXlDcNcl3AqY+S44LfdWQXY3aYF+AKNgn9gtB9x41rWUrQ6pSlaz7cHdtJAVQDRmmpG1A78tKun115eUDycngr1yh5jqJ1ABccWESA19Iayc93CT3Ge6ilpA/ptY9kNZOaPCU1s7weUIyMlSCZ5IrIBCQCe8COE5xIrb8e2Cqsk9v4IKhYB8PlJfrBvtExeld/oHQeS8QCKlKVcozZ4QHc3dYDMnWykhwiFZLTz1obQn1Gg/RJiQIp/C+GmqzWuOaABASEKvXjEmWT+1+YQECjxcI7VKTkojuk/b2u26wD2ntFBsshRxrINgnuiMSx/4X/JMF37rk+rmuKbxb/0ntXiIBc3cwDCMGh9R6K8hxUstFkm21XuOhcM5JitL15G4GrWvJm0gBkJS1koUqt2ylvhk1k1WU7stM4I9oKnedYJ9agyX5sUaCfaJVHTLUVXT9NK8dzmDmc4zGcm5aMEvaQoTKvRUIPJBnuDF5JK1kEupaG3pVjK68/LCDfSGpbtu2ErdB1ZJbzWIOaXH51ZfSz8XBtvVkk90jf+VK2LLJU+twtRioqpLapRqx7Iy855KFXxPoox20DRlEW7eaUeG7bOTc4t8jORlcSgrVYDmzpBkSwRXLUH30WNQ2JpdbM1pVjKKyCDcQFhLgu3RJyFy4dCkseS/mjpT6JCv6keUtLoNB6Z9a/wr5PZpKAZS38ZQ1lDKKXB4937Nk4Y/9jeB/3l+oa5mGG+yr+3dK32Uj3xF5j5LGVhjDLGkLEXtg+Lt0CyupX+l8tFPw1JBSB2vStHb99wvYwF+vWqRiRrYQS3rVCqEsWqWXhFZ6lti7g7+pLfhTpwTLNfk6cD/7WT25xPMgrZ3gDgAAjoN7wV8i8t7K5Xal9wx5r1JTm+DMk3Ok3wPaqYPSbuDUKSFXm8CyV7Jszaa6GbVI5fMG+W1bAUDqLkjyNzSeoXDkjgRsxqGDoJknbWQiihYkCjU1tQnOrVwjdIGrDgAxbkua5ygpjpBGSL+fodr0SL4o8qtWCENwxeb3Gu+ZfJIJ1zcjrO25GVJTm6CoS9faAGtlpWYedDiuAKV7MVvNGK6y808cC37fvwAAXM9eRM8ETVeg05U0c3fYgNPcGKTbTilNK8YNcJzq8TSbuSvlyIbIK9oYfj98t/asl5ebuvpDofmQxysMok1MEhReWZn6fc58UqgI7NAx5DOSuxMiHeyTgsdp7QR5AYDnFf9O/D65p00ndk0ouTHqBlZpfY569+vKyxcCsW3Ve5Mo/Y2TnqFIwixpi6G5atOy7EgtabWgUF3MWGTycwPQDPahRzr4jR/XtvQE6rlFxB2AZHmLM/zCCfbJ0/AunA/7HvWCffXSBktLhT+MjwcqKiyZGShd28A9qn23DfVjsbA3iQizpBkRgySoQ2INGQ0O6R5vomgkJCVOL9i3v1AI9IntNQHAG6spr5lgn/xvzTSsDylCenWR5i6Gyx0lBPvGTajdNVgwM1C6NoWm/Eas3oY4/sosTEk3cKRpG8uWWpdjeuK4kOZ14rjir7UWjpAHWmzpqeKakLb5M58Ermsq/FClNBowv/OQK3u9UmWte3RnZYNLSQFKSgSRVfp6A3WaOilMVql7nUi7muSQ5i5Liyqge7yR4cg0ZyM6GaakoxRDI4pcLsDlQmDObEsUtZ41xK9aISwcq1bU+538gUbxldqhqQqEWPSVFcIPxVcI79G5QYOlTnSkI6n0IHnvte4RqO9H5rdt1ZVNSYHV7UdCqxyb5B6NplnS6jXT2LriMSUdpYhf+MCrizQfJk/BDLj/tFAYwcS5Ih7sC2zeBOwvhPvZeerWUPJ1wmtlJXy391G8ZnDFMsF1kZAArv8A/UDbg2MEK/PBMSHnCBw7Xjv3r7RUsMxFH6+Be5JfX0/Z+BcuEDIyACA2VnUALu0WsQCAuPjQ1zAhWdDqTvep2LhR85y0gn2NzSXClHSUIj0gZWXEzXO4zp1VHxBa1gmJteSe+SSQlIRv03rjD1mP4Juv99c7xpWXD65zZ6nogrQ0Wb4wuPLy4W7fHmhboxhExSm+hntPPdKBayXgT59WXDik99DlAniA/243AvOf07xGuL7yevddpxy7LobKq4NB4EyR6rF1p/uUvrlE83S0FiYzrqa6yAuenApT0g5F72GSHhAVV4Da8ZEI9skhsZbERWNDjyE4m9wSG7oO0pQ3XAvMnZWNG7ZshnfNeuG+fVXCL8RXhD7Qau95XYuR37ZV6HR38aKiC0kK9uWPr72WTrCP2qR1HWVP6vJxT5supCxynK6bTHx/kiZNMCU7LYy2wTVSBWwHTEk7FOLcZVrTSXSCfcXz5hlyh/zz3ycx8/n/xddrv1D8vTsrG8MPbUWrkvMYflA9nYxmAYlS4E3+QJNkk/AnTgg/bJsGeD2K+eJ2Bvt0lT2hy0fKiXdr58TLrxk/bJjqMVY2SDLiDhGHFTs535opaYdiamBqGOh9seXN87UQF5cNP3lwNiYJ63/4SfXY2+/qgT9ufR2339VD9ZjA/OeI3AV6qPnK5R0HcfyYoMDOntEtGvGuWS8oXp4X3B8qEAX7dIKMVElKEtwhVVVEqZmCm6yLYwZUkCh78T13pffU7xAoDit28PRwxynppUuX4uGHH7ZbjIhC1F6SQPnSsk5Ign0J+WOEh7usDL6MdNWHW1Rkw5v50bq6FCNubqZ6XaKJG1d+Cn0NEzUlIcrAXSsRfLAAUFGhaVFLn8n+QiFAt9/YyKp6C6IYSBVfw8RQ29JrJcLCQFBlSsMIsGMaUSQmF9mBY5R0WVkZ5s+fjxdeeMFuUSIOrS+PledpOns2EBuLb9v2wh/uLsA33xxUPE58qPs/OhEvzBqJu+4fbEo2xCeEvtaB1hQbV16+UBQTFydcS6d0XPybcBRP3cWp7rDZupAuxsEVy8AfPqTpQ5ZcN2IPE4sKjvWUPek9GplG1FBKxx2jpKdMmYKioiKMHj3ablFCMGKtGvmi0fjy0DwPyRefyx1VG+xLv1vxGOq+xxYtBAu+RQvFX+u5Cio2boR/4lhB/pQU1WCfOysb3s+3CCXlrVoJ11QJyooLQ7BwH51gn54Ce/F5weXz4vOa5xHmFPKaqZYi3Jixgq98zFjla1LcpREvMIT9Y8RCIJJjSRYGvdRBPSLtb7dMSft8Ply8eLHev0s1fYL//Oc/Y9GiRWih8jDaRSS2V9Qi+ZSsE9IvvqdgBob/uF0I9hV+pnxNygUjXP8B2oFR0UXgVc5HLn3zLekzceXlA34fUF6unbKoEIyVW+xSFadKz2mj96j7cBdfEV4vXtDcNZCkWorouZoEq/yw6QIo0meibgaNFdOIRNn0UgdJzxMpt4plSnrv3r3o169fvX8///nPAQAtW7bUOYM9GPlCOG17FU5TdT3Zb7+9qxDsu72rxoV5zfxaEkTZsb9QcyHiht0jBMM4TnFxSJo0sbZJf1Y20LpN7VZfBaXFTx7skwdXzQT7SNwTQG2hDgDdACNNHzL4oG5mB9F5CHZpdTNoSLJJaPnJzaYOGllgwoJ3GIsWLeKnTp1qtxj1KP/kE/5CTi5f/skndovC8zyZPMIxI/kLEybwRV268lfmzjV9ThK5Trdrz59ufSN/JuNWU7KfGziYP9P3Vv7swEGqx17IyeXP9OrDn76xLX+69Y386W49dOW7kDPS8D1emTs35D080/dW4R77mrvH0x068afb3MSf7vgzXZlOd+tBdI+00HuvSL8vF3Jy+aKu3fmiLl11jw3384kUdT93LcTv4oWckVRlcFyr0pdffhkHDx7Ea6+9ZvhvI9mqlFaTcVptEY3Is230RGzo1A/Df9yO/qveCuucRuT23dY7ZGZfvd/fPRg4fw5oeQO8nynnUQM1rUGPHhH+p0NHxdai0lSSvXuE7Ay3G97v/h2W3EbQbddKOJBB6R7VZNY7p5WTeoDQOY3ez7eoyh3YvAmB2TOFoQvt2kd8QIVRtL4jRlqnmpGNtSqlgNNcGUai3BvuGomzTW/Ax3eNVPy96G/lmySbukfRx4o77qrXRyOEixeE1/PnTG8P62UrqHTBox0IA6C95b5cM5vx7FntytFp04HYmvaqOi4iWtWE1BCrKH+6rBmAI3UzkWB1Wp18+ALtlr+kMCVNSKQ+gLoYDfZ9m3gjntx5FTuOXFY99lf3ZKJNx5tw3z2Zir8X/a3YvdPUPYoPEHetRDv/WbbZ0VIq7mnThQkpNf2iNf22etkKry4Cv3cvAk8+YUpREytCsT9IRblmMY47Kxvu514UfM4er3lfbCAAHDsa8WkqQG0FJ7xe8N/tRvHTc1SPpVUZa7WxJAZYceK4bZ33HKekH3nkkbBcHQ0Fo8G+Dd2ycLbpDSFTu+tyR8fmeD6nh+LAWKDGWnC7gaoqcw93j3ShVahGBR4AwC372lVXC1an0mFZ2UJl3003EWWe6BbGBANAVZXp6kUSQoJ9AHDpouqxRrIytHBPmy7sJHieTqMsnewOSYEFAsLf/HRFXTaLMpqAyKTE2dl5z3FKOtrZceQyZq3Zr2nZamHEUnBnZeNXowahTcumuLdnq7CuBwgPG+LigOpq1YebqHdHTQUev22r5kMiWr2Sa0KlaISWGwaQKTBAtdkR0RSbadOFvh1lZVKfaiUkBebx1PyhW/E4YvcJAe6sbKGpU1KSqjIxVDRCmN0hLkiJE8Yr/t7qJv2RcPvQ7LxnFKakKbNu31kUFVcoWrYkbRFJp1iID1vm8T2aVjIpepZC2ZKlus3kRT85Tp0UXAsqD4mkwMQc58QkxePEQhV8809TCkyaiThgUL1mRyHXI2iYL+WUX7wIHD2iqwi4vHzhmioLDO28cld6T+1pKqRd8Az07RA/z6azZyv+nq/p5a1Xgq6HlU2ajBLJQQRMSVPm3p6t0KZpvKJla6Qtop7bg3bDGr2HW3JRVFfrj4Xy+wXXgl5zfZ3ex9K8QoW5hUYQFRNOntC+R7FRPs9rWkWuvHyhAx44oEi5p7QIkRum2rwf2bCyv3TJukCYmEBmMpHMaGdItE2zzIKPpDuEKWnKaPl/xbaINKqqaAVQiB9usflQIKA7FkqYAsMBJVdNZSsgLi70VQGibaY4K/HyZe33XVw0fD7Ne3RnZcM9bz6QlAh4tYN9erinTQdc2n5kYgsyyAMnT2i6YSQFVlZKxbolQS+oC5B9jqRFI9JudPdOy4J9RItxmDguT9oMkcyTpkVqahOcufd+KjnXNPDljBBadHq9cM+br2o1eRYvQtm77wn5z34/kHwdvF/tUDw2sHkTAnNmAxwHrnOXsO9RkO044PWoyua7vY+QSREXJ/TdqENqahMU9R8onCcYENLAVHJ1pZzrwn3CPcbHw7vjO1X5aOXsiqXmXO4oeApm1MvbJckrl97zsjLBYlXJK5fOmZEuLFwxMfDuNtbFTw0zOelG5CHNQa/7vkZCblqwPGmH4crLx7e3DMAf7vxt2AFGEogDYQQTOJrOni34kW9qq9nwyL9wgaAsMjJN9yEWZIsHPB51a1XMMY5Vd4lI5+G42h2B0nGiBSYG+VTsF9oNlnStMDH75fw5TetRatIP6Lqa9Kxbyydyi0Hd6mpqPmfSaedmGyxFGqakLcS/cAHO3NwNwcJ9+KT/KJzh4jRT58xC0kzeyAQOQN9FwS9/V1AQ27+iEuzjckdpK/vYGlfI1au6jYfQvgPQoaNurq7SNBU54j3yy83tgojdGLLAqt4sS7RNExbRJOVgrIieAqMVCCO9Ry4vv3aq/eMFuoYFjZxrWg2WIg1T0hbCr/4AfGkp+NUfaAYY9SB+uMXsCY7T7Z7G5Y7SnTIiHqupfAPB0NcwEX3l/Lat2terqp1XyC9bqmlpetesr513qIGuZUspEEYcD5AHVk1WJZJCKxBGGuyTptoDQDCouTg4rcFSpGFK2kK43FHganJY9QpMtCCOctc0kxdn2ml2bAtzykj9i7pCX+sQ2LwJvpwRmsEtAMSz+FBZUfvfwaAlhSpo3iL0VQEid4F4j5cu6ZeOd+goWJqVlZr3aNVEbsBYsI80759WnjcJJLMZnQBT0hbiKZiB1j8coPLFR3Iy+FOntCP5oo81Jkb4gUpfC/GcNLJF9HydwRXLgGNHhRxjrSb2SUmAy62bISJV9on3pjJmi+qosaQkwW2iMkkFIMwNFucN+qo0F11xFwCvV/iBSjGO1Y36Se6RNO9fRNePTDmv3Ik513VhStphKPkC61YxSvnIP10GThLkSutsz2l2FtN7yKTpIYDQYEnNBSMG+wCy0uTU64UfpCjPVKQ20PbVRUJmAaDfQwMA/H7Ne+R69gJuv5OonF7PV05NgZGeR/wc/X5qk1d0EdMpdUab6RFN8w+ZktbB6ii3ki9QqYrRlZcPNKvJ63XIw02COyu71rKHuh9ZCvYBQHmFfoWczpxAWgNtiWmRKv2n2gQX0crkrpUQuZp0XRCkLiI9CN0w3JixggvG40VgzmzNLAlqjZESEzVHmxkdYYce6bpVwHbDlLQOtKPceuk+noIZ4HJHgV/9gfRgKwUZ3VnZQuOhpCbOebgJ4caMrVXUsbGa23yhxaW6m0Z+rKYvVryebIGQQ7oYc/0HCMU1bdO0/cgzn5S69wHQLaenosBE94lKZgexwUHohpGCfbFegOM0sySoNVii1K5VPgmGtArYLpiS1oF2lJsk3afuwqAWZLTq4SZFXIj8CxdoKjBPwQyhYGHgYKCqCnyTZMXj/AsXAGeKgGbNTWcr6Ll8SOcW8tu2CsUz27/SbrNaM9gWLW8QftA0RfE4Ka+8R3rEFZh0jxpZMPLzkLhh5D0+1LIkIhHso9UyWKwCdkqfeCWYktaBdpTb06eXfp9ewoXBKusEIOuCJy5E/OoPyPx9u3cKSnO38sQLfvUHQopdeZmpewxs3iSkI8bFqbp8QuYWkgyYDQaJdh/uJ2YJbpgnZin+nlbzIUD/+yDdYzCIwO9n6AecT54AKiuFhYngumpZEtTiAQTK3mjfDndWNlJXf2jJJJtwYUqaAiQuEfGL7N+zV1eB0VoYSCANGpa9vVRQJu++rfqQSH6+jEyyQJjeYpSRKWRtZCgPKyAluGIZEAyC695D9T31FMwIyX5RK1SRlIBo/WtkzAAkeeWB0NcwIVFgUktaQAj2WT3BRSUrhRSSYJ8dfTsiDVPSFOByRwllyQmJuls6+fRqMyhVvYXTy5rUh+cSt+s8r5ptQT0QduB7wWI98L2y7KTb6JphBHyTZO3j5T2fVcqTJSUgNmNSCWARIyp7FZcP6T2KCizw6iLtYJ98J3H0iCWVfXqBa1KDw8hUbjub9NOGKWkNSB8QT8EMcN17AMGg7hY/ftgwOj410YKTWXJavazN0vSPzwoFFTExutkW1HzlOhYY6QIj+ZG/3qZ5fEhAE1DdnvsXLgCKTgPNW5j3leu0ayVNFZMUWGmp5j16CmbA/ee/SvMGtTrvWZWWSRqclwf7aOxGWe+OBoDRUVZWzl5TaiYvzwKhna0QP2yYUFDRNk0z24Lmw61ngeHyZakFKRE6ZdxSQFN0CagsDvyqFYKv/GqxeV85ALRNU1X2pAOH5UUjer5yosq+F58X/MhaBUcEEM1KFIe9ZmQaSp8z+6xFS+8O1qpUA2miR490YH8hlZaUWPMhkPNARPrOyvH1y5QeVG7cBPWxPxPHgj9xQvAhx8Wrtk8V2znqKWGStpokkCh73229a3t3eDzg8vLr3WdqahOcW7nG0Oeo1+LSd0dfoKJCt5WpHmotN1VblUL7s9Q6p2HZ+gg7Q7hc8O7ZT/Q3Si0/xe8XSVteWrKTIn7HUqZORmlGv4hfTwvWqjRMjGyvSOBXLgd/7ZpmziwJxNaJeF2NbaRolXC5o4isE91A2MULoa9hQuLK4B4cU/s/fr96sK9GZld6T6Jr626VxYVB1twpRHZSX7mYn37yhPaxxbUDXvWyQGj5kSX/vMpsRlKM+JGthvXuaEBQc2WI45nE1zAhUWCeghngxk3Q3NICtV9UT8EMOr7yGl+n9FoH4qwUgqo36R5FqquJUgRNFy7oKDDiCk55D2WN0ve6i5EVI6/0ZjOSfo5GDB1qC0wDgylpAqgl0DdvLkyPVgkSGU76Ly3VLxqJ0EgfNfQaLJH0uAZQW2BTUa4bCJMraq1AGH/lCpCcbGqxDWzeJPQHiYtTVWASOp8PEhOFJlKAZjCW9B5ppmVifyHcz87TD/atWkHNj0zynFk+jMABMCVtIe5p0+Ht21fVUjA8aJPjqPTcoPnF110YxB7XgQBZUUJCgm5DHZJdA3FjJB1Icq7d06YLfVUunAe/5zv1qsRp08H17i28JzqDe0nukdYwApLvoRTsi401VIZt1tCJ5FRup8KUtIXoVTe58vIBtxv8/n8TbWlN5+jWQGzdUsA980khe6K6GoHZM/Wr3pq3IMpHJhpBVV1dO4oqXGpyrvVKpVFes6jwvKryle6xRQsq01Sk0WAaI8JIILF6pe6DGj21I0FDyn8mhSlpiyDJyXRnZQtTnKuqdPsrABR9eKJ1K75GEKlpEs8LDez1LDBa90gp2Mdv2wqUV4BftYI4cKuGuINB2zQ690gpHmDE6tVteES5b7MdLjy7YUraIsRgUsmLOnnL8v4KOr0OqPXu0GjzuePIZcxctBFrskbrPtykDZbc06bXFo3oZDZQC4TRatdaWiq4JiordftcS9NUVAYXiA2P8NWXptI7xfcd/X6uHQ8w6A4h6pWh8/kEVywDf+B73bmFNGRpqDAlbTGBa9d0g316xRS00XrQ1u07i7OVwIaOd+m6Q6QGS6tW6HaIQ9u0mj/iVX2fVKep6ATCcOmSlE2iiTgxBgDKy7UHw4qT2D1exXvkckcJGR48byquEFyxDPzhw8Dundr3KGaTBAJEFjWNbBhXXr6we9GZW6hHNDXppw1T0hYhbgs5Dvr5v3qVdqAbyddShPf2bIVW5ZcxfP//Ad5YzWOlnFhvrH7Vmzi3r107Vd+npZNGfDVukNJr2kN7xWDfddcJvl+NgGZtG8/OivfoKZgh9OzgedXFgXicmq8KKCtD4Mkn1FP5atLqwHGCRa2Tr08j9ZSkutFIF0kn5ltHGlZxaDGBUfchcPSY+YqwjHRBEcbECKXMYUJSERbYvAnuD9+H7+APwNVi3WpCalVvFKoXU1OboKh3BnDhPHB9S6HHswJilSHKygE+CHg88O7apy4brXvse4vQAc/thve7f0syi5V7vn6ZwkKQmCgE6rTkOXoEcLnB9e6tWd1Hqyq0LkoVhySQ3iNgrIKRlHDlpgmrOHQQ1z3xOJ0gkUKDpbAgzFZIXf1h7WRuWQWc4vG0gn06o5IMTxrRyJ6QshXEKecqtgv1YJ/O50jcW1zcmbRood/nQ6fHtdX+XyMZG1b3yHECjlHS77zzDrKystC3b1+MHDkSu3fvtlukiECrC55eRRjxg7a/kKitKFA7mTukAq4Olk4aIQyESa6m/gP0y+n1inHEYN+XX1C5R73rSdfdvVPbDVMzUZy76SagpISo57JmsO9764J94gLpSu9pOlDZEHGEu+Pzzz/HH//4R7z99tvo0KED1q5di+eeew6bNm1Cs2bK05+ViAZ3h1VbK9LtOGkTKVK5paZHsbHwfrs3bPmJGiz17l5r8db4PJUaLEmuAwouCv/CBeDfqemapuMS0UPtHhXdHeJ96lyTRhfCwOZNCDxeIPjck5J0XRBKcgPGXRORcGWQwNwdBFy8eBEPPfQQOnXqBJfLhdzcXLjdbhw6dMhu0aKfS5d0LTCaTaSkWX4qM/1IIYrmy3tnUBpBpYenYEZt+qCKfUNqQQZeXQR+7x7tYJ9Y2Sf9kfYEFxqWpl3BvsboyiDBMiXt8/lw8eLFev8uXbqEMWPGYMyY2i30rl27UF5ejp/97GdWiRdVGJr1VnqNyCVA6wGh5u/skQ6UXgN/6pS6AqtxFUj4/dqy0Zo0ouOiMJSVEgwC/mrNidze7TtrJ4+3SFW+JsV0Rf/EsXCl9zTdqN+oAaC3wDTGvh0AAN4ivvnmG75z5871/nXt2jXkuEOHDvF33XUXv3jxYqtEizou5OTyZ3r14S/kjNQ99nRae/506xv502ntLZBMn7MDB/Gn09rzZwcO1jzuQk6uIPtNaXxRl658+SefqB57ul3NPbZTvscrc+fyRV268lfmzjUlOymnu/eokaeD5nXLP/mEPzdwMH924GDN+xOPvZAzUvW4M31v5U+3vpE/0/dWU7KTfreMvKd6spNS1KUrf7rNTXxRl676BzcgHOGTFtmyZQueeOIJ/Pa3v8XkyZMN/31j8Ukb8TvqNbAnhZbfjjT9K7B5k2CJnjopbPHbtVf1I2vdY2pqExR16Uo0AEEP0vc9ZBgBAMTFwfvNHuLrhPNe+27vI4wI4zi4F/wlbHeHme9LpH27tL7LdWE+aULeeecdPPbYY5g7d25YCroxIR+VRDIh2qrJ40SIaXUVFUTZCriprWovChG9ewwZgGDCby1U9h3SLAcHarNg4PEIP4iNDfuapHCj84T3KTZO1a1A9DnXZPvw27Y6rmikMfbtAByipD/55BMsXLgQS5cuxd133223OFEDrVJZK9s/Sr7yinKizns0/Mi0gn1CZZ9Pt7JP8iPHJ9RcU/l8NPORPQUz4P7TQnDdu6vGFUhSFkkH2pLSaP3IFHGEkv773/8On8+H8ePHo3fv3tK/LVuUq8MYArSCfVa2f5R2ASk1qZU6nfeoNViiEOxzZ2UDbW4UFH1Vlb4CE0vNfSqd92iVvYsNlgDt94qgd4f0+ei0TSWlMfZ/po0jlPTatWtx4MAB7N27N+TfoEGD7BbN0dBSYHrbSP/CBThzczdia4go+0Sj814k0N0qiw2WTp3U7d0hNcAqOq3t9tDrwULa1EkHUmUv9e6o6XGtZVFTy4RphP2faeOowKFZGkvg0GqM9FYA6BUl0AgUERfhiIE3EY2ikcDmTUJVJecC17lz2Pcov6Y8oGn0OyIV6TRrDu6mm/QDm7f2FNIVTRbj1CUav9uAM+SOisAhw7lwuaPAJSUBGZmWFiVYuVUWrV4JjZxrve52hq5Zg9ZsRuKceOh3WAQothRgWAKzpC3GCau2HNK0stTUJijqP5BK5zdSaFnS51auIU5ZjJSVqYbSPYZbyk6tM1+Y56n73aZRom4FTngmmSXNUMXJzdT1/MikFh9p6hygb2XSzlYgSisLBICjR/THXtHqPkgJJ3+3ogmmpBs5rrx8IDlZt70lEL1KwJWXLwTLqgO6ilpPaYpd8EhmUGpBusC4p02XsjL4d5YQDSiOdPdBUtkbc6N+mjAl3chxZ2WDS0nRbW8pHqulBGj3j6ClBEQfMmLcAOcyZdlxuaNqikZiTZ2HdIGRmh3VYEkuO0krUwO9OKg172qkMCXNoBboo7W9jYQSoBXsk4pGuqkXjZAWxpBamZ6CGeDGTdDsSmcloux8k2Qi1w/rbmcOFji0GCcEKcKBRG5agSLSHtck17Xj/TaSgqh0bDgyR6qvhRZ1UzMb8nfbChnUYJY0gxokPlGilLIob3FpxHKMxnRFEVaoYg1MSTMsxYhLxGkKjDjYV7NoBAv36S4O1MrebVCYjbXhkdUwJc2wFCO+WKcpMKM+dyutW6YwGy5MSTMsxY6IP612rUZTypg7gEEDpqQZVDGaPueUiH8kxkGRNK5ibTwZejAlzaCK0fS5SOdckyINfCXoT+I0XzmjYcOUNIMqTsu5JkW0erlrJUQ5107ylTMaNjF2C8BoWLizsqk003Hl5Uu5z1Zi5XU9BTMAFuhj6MAsaYYjIbFWjfh0jabPOcUNw2AwJc2IWoz4dGm5T2iNvGIwSGFKmuE4SK1VO4J9DIbVMCXNcBykVq8dwT6ntWtlNHyYkmY4DqNWr5VWMi1lz2CQwrI7GI7DaIaI3vF2dIhjMGjBLGlGg4cVjTCiGaakGQ0eVjTCiGaYu4PR4GFFI4xohlnSDAaD4WCYkmYwGAwHw5Q0g8FgOBimpBkMBsPBMCXNYDAYDoYpaQaDwXAwjlHSixcvxsCBA9G7d2+MHDkSu3fvtlskBoPBsB1HKOlPP/0Uy5cvxzvvvIM9e/YgNzcXDz/8MAKBgN2iMRgMhq04opjl7rvvRv/+/ZGYmIjKykpcvXoV1113HVwuR6whDAaDYRuWKWmfz4erV6/W+znHcWjRogUSExPx1VdfYcqUKXC73fjLX/4CjuOsEo/BYDAcCcfzPG/Fhb799luMHTu23s/dbjcOHDgAQFDkHMfhk08+wVNPPYV//OMf6NixoxXiMRgMhiOxTEkb5de//jWGDh2K3/zmN3aLwmAwGLbhCKfv3//+d8yZMyfkZz6fD02aNLFJIgaDwXAGjlDSffv2xUcffYTdu3ejuroaq1atwtmzZzF48GC7RWMwGAxbcYy7Y8OGDXj55Zdx+fJldO3aFU899RS6dOlit1gMBoNhK45R0gwGg8GojyPcHQwGg8FQhilpBoPBcDBMSTMYDIaDYUqawWAwHAxT0gwGg+FgmJK2kaVLl+Lhhx+2WwxNfvjhB4wePRq9evXCiBEjUFhYaLdIxBQWFuKOO+6wWwxivv76a+Tk5KBPnz7Izs7GypUr7RaJiC1btmDEiBHo3bs3hgwZEjVyA0BJSQkGDhyINWvW2C2KOjzDckpLS/kXXniB79KlCz916lS7xVGlqqqKHzRoEP/222/zPp+P37BhA5+RkcFfu3bNbtE0CQaD/AcffMD37duX79u3r93iEHHmzBm+d+/e/Oeff84HAgF+3759/K233sp/9dVXdoumyfnz5/kePXrwX375Jc/zPL9//37+lltu4ffv32+zZGQ8+uij/M0338yvXr3ablFUYZa0DUyZMgVFRUUYPXq03aJosnPnTvj9fowfPx4ejwf33HMPOnXqhE8++cRu0TRZtGgR3n//fUydOtVuUYgpKirC8OHDkZ2dDZfLhfT0dGRmZmLPnj12i6bJ9ddfjx07dmDAgAEIBoMoLi6G2+1GYmKi3aLpsnbtWpSWlqJz5852i6KJI/pJNzT02rL++c9/RsuWLfHyyy/j4sWLNkhIxo8//livC2GHDh1w+PBhmyQi48EHH8T/+3//D99++63dohCTkZGBjIwM6f+Li4uxe/du3HfffTZKRUZSUhIqKiqQkZGB6upq/Pa3v0W7du3sFkuTU6dO4ZVXXsHKlSsxadIku8XRhCnpCLB3717NtqwtW7a0QSrjlJeXIy4uLuRn8fHxqKiosEkiMqLl/VXj2rVrmDp1Knr27ImsrCy7xSEiNjYWe/fuxaFDhzB58mSkpaXhgQcesFssRQKBAB5//HHMnDkTqampdoujC1PSEeC2227DoUOH7BbDNAkJCaiqqgr5WUVFBRISEmySqOFz7NgxPPzww+jUqRMWLFgQNdOJXC4XvF4vbrnlFowaNQqbN292rJJ+7bXX0L59ewwdOtRuUYiIjm8AwxY6duyIY8eOhfzs6NGj6NSpk00SNWx27dqFUaNGYciQIVi0aBFiY2PtFkmXnTt3IicnJ+RnPp8PycnJNkmkz8cff4zPPvtMcjEdPnwYzz77LJ555hm7RVOEWdIMVW677TbwPI+lS5dizJgx+Pzzz3Ho0CFkZ2fbLVqD4+TJk5gyZQoKCgqQn59vtzjEdO3aFefPn8fbb7+NsWPHYt++fVi9ejVeeeUVu0VT5dNPPw35//vuuw/jxo2rt9g4BWZJM1Txer34+9//js8++wyZmZl444038Oqrr6JZs2Z2i9bgWL58OcrKyvDSSy+hd+/e0r8//elPdoumSZMmTbB48WJ8/vnnyMzMxNNPP425c+ciMzPTbtEaDKxVKYPBYDgYZkkzGAyGg2FKmsFgMBwMU9IMBoPhYJiSZjAYDAfDlDSDwWA4GKakGQwGw8EwJc1o0AwePBhdunSR/nXr1g2DBg3C/PnzUV5eLh134MABTJ8+HXfeeSd69+6N3NxcrF+/XvGcO3fuRJcuXfD0008r/v7IkSPIz89Hr1698Itf/AKff/55RO6N0ThgSprR4Hnsscewfft2bN++HVu2bMFzzz2HdevWYd68eQCArVu34te//jVatWqFN998E2vXrsWIESMwa9YsvPXWW/XOt27dOrRr1w4ff/wxKisrQ35XVVWFSZMmoX379li9ejVGjRqFxx57DAcPHrTkXhkNEJv7WTMYEWXQoEH8smXL6v38jTfe4Pv27cuXlpbyt99+O//yyy/XO+Zvf/sbn56ezl++fFn6WVVVFZ+RkcGvWbOGv+WWW/i1a9eG/M3atWv5O++8k/f7/dLPfve73/GzZs2id1OMRgWzpBmNErfbDa/Xiy1btuDatWsYP358vWPy8vKwZMmSkGZBW7ZsQWlpKQYMGIC77roLq1evDvmbPXv2oFevXoiJqW2Lc+utt+K7776L2L0wGjZMSTMaFcFgEIWFhXjvvfcwZMgQHDx4EO3bt0dSUlK9Y5OSktC3b98Qhbtu3Tr06dMHzZo1Q3Z2Nnbt2oVTp05Jv79w4UK9ftapqak4f/585G6K0aBhSprR4HnhhRekhkW33HIL8vLykJ6ejhkzZqCkpERRQStx9epVbN26VeoCOHjwYLjd7hBruqKiAl6vN+TvvF4vfD4fvRtiNCpYq1JGg2fKlCm49957AQAejwctWrSQFGlKSgpKSkqIzrNx40b4/X6pWXzTpk2RmZmJtWvXYvr06XC5XIiLi6unkH0+X70JNwwGKcySZjR4UlJSkJaWhrS0NLRu3TrE0k1PT8exY8dQWlpa7++uXbuG/Px8/Pvf/wYguDoAYMiQIejWrRu6deuGHTt24Ny5c9i+fTsAYXRX3bmVFy9ejPqRXgz7YEqa0ajp168fmjVrhrfffrve71auXIm9e/eiTZs2KCoqwp49e/DII4/gH//4h/RvzZo1SExMlFweffr0wd69e1FdXS2dZ9euXejdu7dl98RoWDB3B6NRExcXh2eeeQaPPvooysrKcP/99yMmJgaff/45Xn31VTz++ONo1qwZXn/9dcTGxmLs2LH1RkPdf//9WLVqFa5cuYKhQ4fipZdewlNPPYVJkyZh27Zt+PLLL/Hhhx/adIeMaIdZ0oxGz5AhQ/DWW2/hP//5D8aNG4eRI0fiiy++wIsvvohx48YBANavX49f/vKXirP7xowZg+rqaqxfvx4JCQlYvHgxjh8/jvvvvx8ffPAB/vKXv+Dmm2+2+rYYDQQ2mYXBYDAcDLOkGQwGw8EwJc1gMBgOhilpBoPBcDBMSTMYDIaDYUqawWAwHAxT0gwGg+FgmJJmMBgMB8OUNIPBYDgYpqQZDAbDwfx/XATBWSZxC3QAAAAASUVORK5CYII=\n", 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" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "-> test with 'LR'\n", "LR tn, fp: 555, 5\n", "LR fn, tp: 1, 20\n", "LR f1 score: 0.870\n", "LR cohens kappa score: 0.864\n", "LR average precision score: 0.956\n", "\n", "-> test with 'GB'\n", "GB tn, fp: 560, 0\n", "GB fn, tp: 1, 20\n", "GB f1 score: 0.976\n", "GB cohens kappa score: 0.975\n", "\n", "-> test with 'KNN'\n", "KNN tn, fp: 559, 1\n", "KNN fn, tp: 3, 18\n", "KNN f1 score: 0.900\n", "KNN cohens kappa score: 0.896\n", "\n", "\n", "------ Step 4/5: Slice 5/5 -------\n", "-> Reset the GAN\n", "-> Train generator for synthetic samples\n", "Epoch 1/3\n", "Epoch 2/3\n", "Epoch 3/3\n", "-> create 2156 synthetic samples\n" ] }, { "data": { "image/png": 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Ker2a/V6wPK+O0KQ5zqRf6zqoVyNBs77ZiKRCS68lva23o/O1EzZu+J5/RvQC6XynZXqz47vamATPpDkRQzqvRjJpeb9A75Llis9htSoDoHPXwML1KtX2A3C1S3ec/7RSVs7CvKrBM2mOrdDOHEn1ZjuguRBrazYY6HFYvYZjdq3KseMOySx4kOaoYodpEInLHe0yMprnSNMPxM4vI++M90QvkI3/j2lZRg27yivNgAdpjip2mAbR1JtJsEMvJ8WsLyOn67VOH79ReJDmqGK1faQdmyOMnKNefTPt4EH9y+jIYfgnjoewMIdZuYgEluUuM+BBmqOK1VUIZQvmA78cBX7+SXejB2l9th40z5Hl4OHOyAIEAXC5gRrJVPVaqzPbWNKbSeBBmqPK5qXfYMyb/8Hmpd9Y8nrujCzA6xWbH+hA4j9NGz29nOXg4eneE55Jk+G65RZ4Ro+lqtda/eUUS3ozCTxIc1RZduh3nI5LxPJDv1vyep7uPeGZPBWutDTd9lgk9dlGoKE32xU8SDNZp/iBOKmjkBXwOmmOKpuXfoPlh35H36YpuKt/t7Dfx9K86tVn+zIHi/0DW7Q0vfuJ0XmNJWe7kmHZEI4dg6tBA+q12Sxfr7xOmhMRd/XvhrfGDlIM0EZxfIZkoNEr12gjh/ZidSxUgvAgHYOweGHSLuejfY669dkGGr1yjTZyKtLGJ1J4kI5BWLwwaWdIpOdIy6XPSKNXrtEqY0fyEAt+IDxIxyBW3/6SXLy0MyTScySpAqEdCGlmtnZ6T9PGjuSB5nthV/LDg3QMYvXtL8sfPtoufU7HTinM6dq5XePn1R0xyOal32DZod/RT6UqgxaBeWXZlY4E2n7X0c6H/HqlPbZYqgQxCstxgFd3VDCsrm92+sKVXYtVdvQ6jAWN1gx8zz8DX9uW8D3/jN1DCYMH6RikX9MU1C0tQN+mKXYPxXZ8mYNF8/pM625RSQOhHb0aY0GjNYVvN4j+2d9usHskYfAgHYPw+mYZBuqbafmBVJRA6HSNOYh7ugBud7mPNkPwIM0Qm2bMxpgJ87BpxmzV59AKJKTQXlSzPOgbqG+22g/Eau9s2jhd5pLjnfEevDv3wTvjPbuHEgYP0gyx4vd4nK5aEyt+j1d9jtWBhHZ9s9WVFEbqm2n7gehhtXe2EVjWaCsaPEgzRJ+UEtS58hv6pJSoPodmILFj4Ypm0Ket197R+Dq8OaAl7mh8XdTjIZlbpgPhxlxRo92Ya/dIKjy8BK8CQ9L0VQu755W1cjL5eFy3NtU1CpKavbrd8O4s18yV5pV2KZ4evnvuAC7lA0nV4f12i+mvZwV2X69a8BI8h+D4RTqLoa3XRjv/8vEQ3TEYWKyyWibyTHwNrnbp8Ex8zZLX46jDM2mGMGLTSCOzivYYTplXUkjnf8tP57Fsz2n0a10nYmlEC7MzaauzclZg+XrlmbRDoNlvjwSr22MZwQ69Vmv+5XozyeItdZc+iu9VLPmBVASYCdKbN2/GgAED0LZtW/Ts2RMLFy60e0iWw3LQtBwbNhdozb+8Xplk8Zbl+mbacJnOXJgI0qdPn8azzz6LP/3pT9ixYwf+8Y9/4O2338amTZvsHhoRdlykJDW2NLG6PltPr7XTWJ+kCoTl7de0r52KZFBlB0xo0jt27MCyZcvw2mvlixTPPPMMbr75Zvz5z38mPo5dmjTNlj+s6oVjl+zDyYtFqFcjAW8OEDeG2KnxsVbZQZPQeTVyrr7nnxHvPu7pYtnGDJrXrJlmXVyTjoL09PSgAH3x4kXs2LEDzZs3t3FU5NCs/S1bMB/CkcPwTxzP1O2j1Rs99LDTWN9qvdzQuRLUN9O+86Mp01UkmYgUJjJpOZcvX8bIkSORlJSEWbNmwe1m4nvEMopWr8aFUX8B3G7EN2uG1MWf2z0k6hStXo2Cj2YjcfgwJNx/v93DQd7AQSj9+SjiGjUimu+TNzaQ6pvrnTim+rwNB85g0ffH8VDH+ujSvDbNIauPrcVtwMWLQI0aqLf/v4rPMXq+VnJx8mQUzs9BlaxM1Bg/3u7hMAFTQfro0aN46qmn0KRJE0ybNg2VKlUy9Pd2yR20JQpWJY9QIp1XmvIQjdtjo/OtJykExvTK4Ek4nVgzSCIiIZrrleRcnHJ90capcgczQXr79u146qmn8PDDD+OFF16Ay+UyfAy7gjTpzr1Y+3BEOq8054FFbTowpq23dMSqh0YZrqdWm1enXz926OVynBqkmdASjh8/jieeeALPPfcc/vKXv0QUoJ2Af+Y7EHbthH/8GKb0ZquhqWHq6bVG/aRpVFIExtSxY7OovEBCIalvZtoPhGHPZpZhIkjn5OTgypUrePvtt5GWlib9+/vf/2730IgwVNJUVgb4Sni5EiV0XeII/KTlgZnGwpWtFp6EgdCWrioMezazDDNyBw1Y3xbuX79OyoI8Tz/nyFtWOazMqxa+zMFigG7RUtWuNMgYaeBgaiVgRvRy+Vbzfh1viljuIJUUWJSJzIbl69URmjQNzAjSZvs0OBmWL3ojmFWbayQQvjx7E05duoq6SZUx++UHTJ9X2ufsBL2c5euVeU2aZUhN9mOpKWesoqbXmiVP6OrlsvH03roUdc6fRO+tS1WPR/Mao33OfNehefBMWgfSTJrfPrKJXO7AwQOK/s22jU3mJ42bGkoVQvU2bVCcV5avMSfsOmT5euWZtAokO69Iu3Ww5m3MOpZ5gcgXDhnzA5GPx+p+hyy79PFdh8FU6Ew62s4kZuIEPxCjmYl8HH/NrxPmBWIGJAuH0nMZyVStyPhY9gOhnUkHjlc1+1GUjLTGkMwoPJN2IDT9QFjxD5brlrS9QNQyQyONaO3MVO109dNFxw+E9thp6+WBzLxwfg6V41lNhc6knbAiTQOadwwkpWJq0J5vecYV+CDanQUHMJqVy59f7/BB1Xm145rV63fIyh2IGjyTdjAVxWSfpn8wabWL4jgoz7dcu2RNrzU6Hq3ny8djRxWFXr9D2usxtAlk5k41bKrQmXQsYKb/rhLRZNK0oXnu8gzVP3G8rZmhlp+0Z9LkCmnmpYaRNQeW4wDPpKOE5UoLYdECoKBA/GkBpNUuSkQ6j2qVIDS1S3mGypofiHw8NO5G5OPRW69g2gsEINr273R4kCaA6UL9pOrBPxnGyDzKA2E0Egsp8oVa1vxAzFpIIxqPAVMkWzZ0tWgZ/DMG4UGaAJqVFrTxjBkn6oVjxtk9FF0MzaMsECpVgvjXr4NvQF/4BvSlcodjKEMlCAxO0ct11ysMmCLZUd9spHrHqXBNmmFY0QvVtF+9eY3G90RPaywZlg1hz24AgKt1m6hryWkTjV6uNa8Vqb6Z9vXPchzgmrRDYaW+OdIMKRqZQi9DcmdkAfUbAPXp3uEY0c1Lpk+D7/bW8KW3CstsWfAD0ZMqWK9vZlpmtBAepDm6RHq7rrZhhcZCrKd7T3iXLId3yXKqdxkkgSEQCIVPPwFKSoDSUt0vMFqLz7qBUB6YdaQK1rdf05QZS6ZPw6mmzR1pgMaDNEVo+1HQrG8GIs+cIs2Q1CpB9AJhyfRp8HVIg+/eboaCGo35JwoMgUDo9wPx8UBcnOIXmDwwW5YVygKzd8Z78O7cpyp1sO43Q9sPRCgoYPYLSQsepClCuwrBzM0f0eJfvw55AwdF9IHUC4TC4s+A4mLg7BndoCb/4qEx/0RzHgiEXbrBu30PvDv2Kn6ByQMz7cVntYCoF5jl2CVP2FHS6ho4GK7ERGYWb43AgzRFaPtR0CbSzEnpovTPfAe+H3ZGpJfrBULXwMFApUpArdq6QU3+xUNz/rUCCWkglAfmilDfTPpFZIfWHD/qRdQ9dIDKF5LVMhGv7uDoolRR4BvQFzhxHLixfpAfSCQVBdFUgZjlmIaqiYDfT8WF0Ciqro2y9wHX19L0Y5F7Vet5Z1u9a9WuqiVaccCM+eLVHZyoUMrAPU8/B2+7duF6eQQVBdHIFGZt9MDFC1TlCdbqm2k33zWC0z1zrG40zDNpThikmYLSvOpl0kpZudV9JLVej2aWFKlLX/wH7+DKvE9NzWxZaL5rNSRxwM4sXw0epG2C5Qa3pBsmIplXs+QJI8eTN319a9jdUY9BDSOBUP7lhs3fAiWlQFwcvDv2hj2XxhzSNqeStPFTJ8VFX41rx65ATnK90my2YQQudzCIFX4UkWKm9aRdPhTybeS9ty5Fnfyz6L1Pv7ogmkoE+Twaqm+G69oBXNKvacsTtM2pcPyY+C+puu61Y2T8VleCsGgBwYO0TbBcCRLpB9iOigLSLxR5IOnw249448Ra3NknOItWCgjRVCIYmkeZhlx1xDAgMREuWaAwywsEiD4Qynd/esaM0z1nI+O3uhKERb2cyx0VDJqaW5jvsQUVBZGOX35L7nn6ubC/LZk+DcL8jwFvJbhatJBudWnOF+mxlK5XMyUC0lt8q71AALrzb4XWHylck66gQVrpg02zlVZYkDbwIY605ZJZzYN9ndoDBQWA2w3P36dTDchle/eUl/UVFgJCGTyTJiu+BmuBsGT6NAgLc4AaycDZM+KDLhe8u/YrHovlhcOSuztAKChgss2XozTpvXv34o477rB7GDGB1aVVRna70bxlp6FbugYOFiWGrCFUbnXlt+nysj4IZYDLFXT7bsQUyQy0bvHluz/hvhYukpJUj8WyH0iVrEyqMpFVOw+ZCdKCIODzzz/H0KFDUVJSYvdwmCEaPwq1+uZI/ECUAuHFyZMjvkgj1b2Vxk+iW+p9oGgvaMoXoKT34eFMeCZNhuuWW4MXpgyYItnSVfza7k9X1hDRu3yCcq9D6fkMeWfLqTF+vH3NE6KAGbnjn//8JzZu3IjevXtj1qxZ2LFjh+FjxKLcMXbJPpy8WIR6NRLw5gD7uk8o6Za0bx+j0Zv1/s6IvBLJOKLRTkMlDlp+0k7HkHc2Qa9D2nGAprQTsdxRVFRE/C9aHn74YSxZsgQtW8ZuG5xIYKUKRKk0KZrbR6UsKdKVfJIVeZoVBfKxB/7b/9pECLt2wj9+jGHZxSkykdXlcIbOlaClWdHq1VTHb9XOQ81Muk2bNiguLiY60MGDB6kMaOvWrXj66acjyqQ5zuFU0+YQCgrgSkxE3UMHAIgfooKP5iBx+FAk3H8/ACBv2DD41n4Nb68eSJ09m/j44rFmI3H4MOlYxv42eBxyTt7UUNxsEh8PV+XK4t1E4GPk8cB7++1IXfx51OMwm7yBg1D681HENWokjZfm863kTO8+8O/eA0+b1qi9coXic1gevxZxWr9cvnw5RowYgSpVquDll1+2akwRY7fcwfLKthYkt4pKRDWvAx4EFn8GDHiw/BjpnYD0TigAUHDtMd/ar4GyMvjWfq36WkpSg2/KVOD4Mfx+7jd40zsZG5vCOIIp32QinUd6e7HqBID/wUeksZbM+gDCsWO4MOsDFBCOw6rr1f9gBoQF84PGG83z7Wz35vn4/+C59t9q55I4fBguzPqA+HytREvu0AzSN954I+bMmYOBAwfi1KlT+OMf/0h7bDFF0EKCg4I0ya1itIR+gcWPepFsju7pUr6gpnbc+R8DlSqhbMF8S4KDKyMr+MtY4zzcGVlS4KJBJImA2t94uvc0NF96z5fLRDTfB1rBP+H++4m/KFlCt7qjbt26GD9+PL7//nsrxuNoaOmFAZ3TlzmYeHU7qq4kBN2vo0VYtAAoKBB/GkBPrxUWfyZWRhQXBwXCSKtYlLrChGqxRrRIuxo3+DIHw9emOXyZgy2rQjBrS7WRlmZW7na1CqISvD59+uCtt94yeyyOh9ZCglRXu38f8YfLzKavVEiqHvwTFO07FeqbIw2OwsKcsK4wakFCHgiNEM15EycCsrsjtb9hud2VHEMtzXTqy+UeLlZ2homGqOuk8/Pz8emnn9IYCwCgQ4cOFX7RMPChQouWxJm5mU1faeAZM06ssR0zTnqMJMPTy5Cor7DXSL524HgpKKgGCQKZSLorev4Z6X2IJrMlPl/Z3ZHa3zilG7ehlmYqslgAuYcL6+cdIOI66e+++w6LFy/G+vXrUVpaigMHDtAem2HsXjhkETOtF6OdVxJ9Vc8PRGn7dTR6rRH9U2/BtWT6NAifzBH/x+0GUq6Dq0EDoGUrzXEamddo9Fo7F/oCRLpoHQmpqdVwZuESTQ8Xu6Dm3fHrr79iyZIlWLp0Kc6cOYMqVaqgf//+yMzMRMOGDakMNhqcFKSt8mig/UGUH6/2wwOQl3dZ8TVo+WXrzZP8S0g4fEhz84NiFUjHtsDVq0DlyvB+vzPicSqOPeAHAgBdusF1+RLR+6B0vcrHDkD6b//Md0zxMjGTIO/sDd9Ij3t3m5vosRgHAkRc3QEAPp8PX331FRYvXozt27fD7Xajffv2OHv2LHJyctC0aVOqg60wWOTRYHQFX4+gW+SHB4Q9FngtuUZuJEiHBlKSZq9KmbTisa8FNP+FC+VzklRdDNJJ1aPOykOh2fFEPnZXcrL+QlqEGaol2bX82m/RUhonRxlNTfrVV1/FXXfdhQkTJqBq1aqYPHkyNm/ejDlz5sDlciEuTjfGc9Qg1NC0iHRFO5pKECV9Vukxkp2SSnq5XhfsUOR6ZST6tFwrVzJFYkovv0ZQF3K1KhYDZZXyhUxLdGrZtW/JorXD0YyyCxcuxE033YQnn3wSnTt3RnJyslXjinmoSBwRZuORZrmAcmau9Ngdja/TPbZZdbUBQrNCz9PPhdUsh46dNCsHYGj+o61vlo89dMyKc2cgQ5V/IXkmTaZW1612zlZZsMYKmpr0tm3bsHz5cqxZswZXrlxB27Zt0atXL/Ts2RPdu3fHl19+iSZNmlg5Xk1Y0aSt2nkYqa4drV4c+PtH726IFqlVDf99AKVb60jNjfxTpwCX8uF6KMMU72wlaPlnBzWsPfZLuV77/f8zTS9Xe327mu9agVM1aaKFQ5/Ph9zcXCxfvhwbN25EaWkpAODZZ59FdnY2EhMT6Y02ClgJ0rHuVPZUzi6cyi9C/euq4p2HWts9HHHx8IdrZZuygCYP0q67OysGQiNfbtHotVqBUL54CZ9PqmZBzVTg3Fng+lrwrs2lMg6zMasLOY1zdmqQJqqT9nq9uPfee/Hee+9h8+bNmDhxItq2bYt3330Xd999N8aPH09tsLEAjZ2Hkew6tByNr3dSvTyqnZLXcGdkAYH1EdlmGbleK+TME3c85swjkimU5t+0fofyjT4yvVapthxgu77ZUPNdAqR1i5nvMHvOZhOVn/SpU6fw5ZdfYsWKFVi5ciXNcUUEK5k0DaSMRBDErtEMZeUkcgdpffMrd47AKVdlw37ZRuubfbe3BkpKgPh44K67NTNp//p18L80Shw/IM2/XK+l2V4LQNBx9a5Xmpl0pFKHVZJeoMQSSUlwJSdXyEyaKEhfvHgRSUlJcLvLE+/9+/ejbt26TC0mxlKQDnwI0OAm4NgvUX8YSI8n16sBaGrXmub0OnptQIrY2rYHVt031LA+brS+2UhQKRmWDWH/fsBXDDRrHtX8y/VyNG4iHUvYtFFVL7fyejUizQXpzYsWWKKX80a0BEF6zpw5ePfddzFnzhykpaVJj2dnZ2P37t0YPXo0Hn30UXqjjYJYCtK0Ic3MA3pzveoJSEqI1+wKE828Rruo5+vVVdJrA+VztOqbqWaqcr0ckOYe19dSPP+S6dOAJZ8DAx60JLM18nfygI4qVRX1cpbtemOyEe2KFSvw9ttv46mnnsKtt94a9Lv3338fzz77LKZOnYo1a9bQGSnHNIz6gQhQr3UO6LUXJ0/WPIaW3hypS53099HUN+sYI9E0CnJnZIkBuXLloLlXO39h8WcQCgo0x6+kl0fqB2JEN5brzWp6eUVqRGsVmpn0oEGD0LdvXzz22GOqB5g1axY2bNiARYsWmTJAI/BMOnpIyvMCGZUrMRHxm7aqHivS/oxGM1mjOwV9bZpL/620FTlaqSmabFIvk1bTy1mppGA5k2Y5DkQsd7Rt2xZffPEF6tevr3qAn376CYMHD8YPP/wQ3SgpUJGDNMmHg5afRuC1qmY/ipKR6pmw2uvJxwogbNxqUgg1PxCdLdOk0pDaeQg584DSUiAuDt4dew2PT+t6FfXyfWKpHgW9XGnxMnBnYoYpl1nY0YiWJhF7dyQkJKCwsFDz4H6/H5UqVYpsZA6D5fpUkq4w878/jlP5RcgvKokqyAW6kdTQuejVdh2G3RJrjFseCOdX6YBTxUB+3gXc0fjuiMevtwVZ2oghy6SVCARjIWeeKGcEzsN1rb2Wy6VZxREJcq+SqCtMVPxA1LrJ0OwKQx0LugvZhaYmnZ6eji+//FLzAEuXLkXz5s01nxMrOKU+Vfe5Gr+zosOFfKxK4w6qb14wX6xvXjAfwqV8Mbu9lB90PLn3RKCu1vf8MxHXlwd0Wm/OZ9p6rSwYB51TRpbYiOCaS13Ai4S0w8jJGxuozr8Vxvpqr0GqN8vfD8s0agu6C9mFptxx4MABZGRkYOTIkRgyZAiqVKki/e7KlSuYO3cu/v3vf2POnDm4/fbbLRmwFmbLHSxn0iQQ6c0G/JsDVqVm4ktvJUkH28fPwPJDv6Nv0xTc1b9b+XPku9xubSrW1f5+XgzolFfyDevfMukm1H9D8fk68x8g0gxVXhrp6fsHQ9cz6WuateswWpwqd+iW4G3cuBFjx47F5cuX0bBhQ1SrVg2XLl3C0aNHkZKSggkTJqBHjx7UBx0JsapJW/nlQFrfjPoNUG/TBrIu0yYvRMmf427VWsxYqyUBO7bRqW/ueKfkBW3Uv9nouZP6gejVNwfVNO/YVm62dGC/pLV7d+3XHU8k0JY4aB2P5TgQ9WaWwsJC5Obm4uDBg7h06RKSk5PRqlUrdOrUiSk9OpogzXKWTNJdhdaimh6RBGm18bM8574BfYGffxL/R9ZVRbhwQdkPRBYISW031YIPyfWqF7jkdyC45rUDQNx6fikfSKoO77dbiI9nJ7S8cJwapDUXDouKijBlyhSsWbMGXq8X3bt3x+jRo5kxVKKJ2baZ0aC2kCOHxH5U0gjT2xN3CQlFye4z0vErmvCHIA/k/uVfEmWZVL+wXC7gni7SfAGyrijjxwBXr5bvvgNUF65Kpk8Tn5dUHWjeAtixTfwbv19zsVeNwOKt5rgDP2W2pZ6hIxTfC5KFZ7uQSybRwnJioIZmJj116lQsX74c2dnZcLvdyMnJQevWrTFjxgwLh0hOrGbSJBipb4bLJWWG0ZRYRZuZkOw6DGqPtWunql4rf//G7S/F6WKgbiXgrefuJx6PkmyiqR/Ldj0iNVW7rC+wjR0QM3NBELPcSpUiyqSViKazjFl2pSxl5amp1XCqX38mywsjlju6deuGKVOmoGPHjgCAvXv3IjMzEzt37kR8fDz9kUZJrGrStIg2kw6tC8aSzyG0u133WGpfICRfjKSZtDyYf18QjxVNOqHP/77D3Ytma55T0PFfflEyYfJu36M7H4aa1gYCelwc0OkeTb2cxGBJ6lxTv4F0LOzby0QAMiJPWNXrEyhvREszGaOpl6uhGaRbtGiB3NxcXH/99QAAQRBw22234euvv0bt2rUjHpBZxGqQtkpv1iPIuwHQzMrlF++EBvdFtPPQCEayyKDnyjZuCHt2SzquZ+o/bPMD0bteJb3c7QEgSFUsai59ehs9lMYW7a5JYj8QgmoiWt29zYgDNPVyNTSDdNOmTbF582Zcd115YEhLS8OyZctw4403Rjwgs4jVIB3p9mraGMmk5QtXPyzK1c2kA4HQiEtfpF9Y8qxbrZGt3KUO587qV1IszAFqJMMzemzUGRpRkP7lKOD1Ah3v1K1i0doG71+/TtTWfT6gWhLgL7W0qwpRN/g9uwEArtZtbJXnlLA9k+ZBmg1YyaRD0bQqlfk3q0kHQXrz4UNEW7Fp+IEA+jv/1Lq6KFZSdGoPFBQAAFzt0sMCiVGtW2lejR4jaHwamXTJsGwIu3YBZX7xARO8QKKB9UyaFlEF6b/85S9Bm1imTp2KkSNHhvlIZ2ZmRjXIQ4cOYeLEiTh8+DBuvPFGTJ48Ga1atTJ0jFgN0nahl+WkplbDsu9/0fXnUPuQ08yklXw05MdS8m/W+vIzIk/oZdJKm23UdGO5wVJQffPhQ1H5gaihpm/TkHVoyEQ0MRoHrNbL1dBdOCTB5XJh/fr1xkd2DZ/Ph/vuuw/Z2dnIzMzE2rVr8eqrryI3N9dQuZ8TgzSrWTIQrheGLjwm/2kksg9XlfynZ2am6R/UrLEq6eWyrFzu3xzIjF8ZPAmny+JRJ+8EXr/yA/EH0egtrpEs2NchDSguBipVEn8GiI+X7kxcGVmaBlVyrK5akt+B6MlEVgZBIIIgTbj7kwYR10l/88031AejxLZt21BSUoIhQ4YAAHr37o1PP/0Uq1atwuDBzvJ+NQpJfTMp1AP+PV3KO1ejvJYWG76BEBeH/L9NA/4wUfxdyJ8GVU3M+ZBoo0c04w+tpQ3NpOXB0T/mL0BpKfpsWIAVzbqhz76vgRPlkoxSdhmUlRusKQ6tadYMljWSgbNnxJ81a0rz5kpvH9aFm8Sgyj91CnDuLPwnTlheWqpb30zQazKALWV9Ide/XWgGaav43//+h8aNGwc91qhRIxw5csSmEVlHv9Z1gtpVRQPNgA8gLLuRAoQnDrhSABeArI71Fccv36gi7dyTbfRQKgf84lp985e/nsAdBuqbAYXNHQof5ECQ8l/b6NHhxF50qF9dDNCyD2LZgvliNggAR38WM/L9+wCXKyhQ0jKPD8p2R4+F5/P/g//BR8KD6rVzKgEUM2lFAmZUIaZUuuOIMKCH+ZNoBVQDQdCOzTZWZPdECAwwc+ZM4Yknngh67PXXXxfGjRtn04jU6bv0Aekfa+TuPy08OXurkLv/dNDjF954Qzh5azPhwhtvaD5GerzCVauEcwMGCYWrVqn+7ekuXYVfGzQUTnfpJpx+oLfwa90bhNMP9JZ+f/LWZsKv9W4Ufq17g/S8xd0GC4+P+KewuNtg3XM9N3So8OsN9YVzQ4caGrsg6J974apVwpku3YTTXboJv7ZoKY6xyS2686VH4apVwukuXYUzXboK54YOlY4nnyvakLzPAc4NGCicatNWODdgkOLvxfd9oHgeCu+pmRg5Dz3E97ercLpLV81rmBWi6hZOi48//hgbN27E3LlzpcfGjx+PKlWqYPz48cTHsUKTHrb5Yem/Z9+1UPO5m2bMxorf49EnpQR3Pz+MyutHglItp1p9pzybevZMTZzKL0Ld6gl4X0Fv1ppXvaxMyqSvZeUkVRRB56SjF45dsg8nT/6GOnnH8UbyOSb6HarVN8v1ctRvIGaXzZoDeXnApXy4HsqwxL9Zt+O6XG8O3B1Bu7sNK4uGQPn1SrOsjxYR9zi0isaNG+Po0aNBj/38889o0qSJTSOiw4rf43G6ak2s+D363Zla/QL1UPJsVvOfVvI8DvWfDng2X5w8Gb4BfcV/If7Ner7HAc9mz4RJkne0kX57uKeLuL065FY5MLY+rnOok3ccffasCfIylvtl6/U6JDkPw7jdgDdeHLdSv8ONueKXz/594sLb1auKXsz+9esU5z4a/2ZD56rj38xyr0N3Rpb0hWjEg0YNuX+2GTCRSft8PvTs2ROPP/64VN3xyiuv4Ouvv0ZKSgrxcVir7qCZSVu1oUWeTW27qa1yuVugvrn4KoSiIvHBsrLyzLDBTYYd4Wghr71Gy1bhrblkGbjUJxDK2SCNcjLD9dmd7wDy84GEKkC1aqqZdHlWfi3Pujb3ZtY3Gy5LpDgOGnc0ZsUBGrsOo7YqtYIjR45g4sSJOHToEG644QaMGzcOd9xxh6FjsBakaUK7ciOa4wU+MFU6pOPKV+vEB2U1tsInc6TnKgU/OZF4QUdT3ywv+0LeOc0vE8XNNiT+zcd+KX+NgwfEao1ateFdo18t5V+/Tn3hUH4eA/oCv/wiZuUEuw5JXlfyz27cJKreiWZAYtcLBLsNesaMC5pDs+IAjS8kRwRpGsRykKaBkt4cTX2z2rySNAWVnmugq0rgw/DK4Ek47UqIWm/Ww0gmHeTfXFZWnq3Hx0t1z96tu6Tjau2is8O1sWRYNoQfdpQ/oLHrk+T9pT0+0uNp7f4MzCuLjpfMa9IVnWj0ZiMo6c2hX2kBfc33/DMoGZYN//p1uscNHb835zN4dx8gkjrk2nigz55cr5UjLMwBCgrQ59uFinpzQI/2r19Xfh6ZgyPWC+Uara5eLvdvlunlroczxX6HD5fvyJVK/I6r9zvU08tpa+XujCxxAbNyZVFn1uqXqdP0tWT6NPhfGgVh/35q/UBJz9c1cLB4DtfXUtWbWe5VqgTPpE3CyC3QUzm7LNm1R6I3S77HLhdwXU1Nd7u6UyYhL+8yXp69CacuXUXdpMp4a1jkXbz18N3bTZIOXPc9EDa/gVtiuN3iolsAjayQFkbeb5JM+mS9cm8cPb0ciL4LuRH0Mmkpm3W74fn7dKayVSdm0jxIm4SRxYRAkA4tdYv0YopGb5Z8j5Oqw3XzzeHudrLzqnf4IPLyLmPTqAlYUf0W9Mk/grunv6Z9fJ2twNHozYHfC/v3lRvst2gZsb4aOB5athK9PwC47u4M7NtranBMTa2Gk73uJ9bLAej6gSjp5WZt1qC5aEjTC4Rl2ZMHacYzaVXToEBm6PGIO/wIzYoi7UwSehyt+mZ5Jm3I/D6kvlkeCLFvL165cwROFfqj0ptpBQlp/gsui0Hf7QGqJACVE4KCI5KSxC+uixeA668HTp40HASV5lULI5m03JEQfn9YfTnLpkglw7IhHDkCCGWi5l9crJn4aL33PEgzAEtBmgZSZrjvv6Lfr9bFqdOZxIysPJJ5Dc2kpUB4tQionICtt3XGimpN0GfPGnQ4/2P55hvZLTZSr7fEmEea/xMngN/yRHOjhzPDMmlBvvU9QMgmG12XPpl/c+AOhRZBi5qd7gmbOyNVLKHnYnYg969fB//E8aJklVAFKLyi7Z2tcQcber2ytOEmYoMljr14uveEp3vPcLN9BeTm9R337kGHxbOCnl+2YD6EI4fFCx7KJj9KWqPZfiCBcQcy6Tv73I2Oe/dAOP9j8PnKF6sCNc4hxjzSZg5Z8AO0XeK0CMy/1hdc4Pfy1lvw+8M22UibOxbmiM8LbFgxyQ9EjiszW3MO1BofqGHERyPaQBiYb9IEw8g8stx8Vw7PpCsI5RmJG65bblHULpU6eGj5Nwd8j6WFO50PZFRaOUEmLWVRcotSIKL6ZqMZOvE2+KqJYi1ycbG49VtBLzdyvdpR32yoPZZGZmu1Vu7UTJoHaZvR7Jqh4BT3/SUPlh36Hf2apuCu/mR+3wF0N3pEWN+s5Qey5afz+HLDAfTetw4rGt6B08VAnYtnDPk3kxJJJq1W32yWXksiOxm5XqWdhwFCKlmCAqGsiYBV9c1agVBe0yyh4d0cbVBlOQ7wIM3wm6PVf04KerJmr39t0g+n4xJRt7QAb40dBMCeKhDSTHrskn04eew06uSfRZ+DuaJWvu9rdDixR/owKv2dVVlO0KLaXXcr67VHDovZeUmJ4tqAXGd3NbiJyu4zw0Ha5QKatwjLpNWaCKiV9QXutpCQoKv/RkvJ9Gnlu1M9HnGONTLpaLdfsxwH+GYWltEwqgls9BA//KIZTL+mKahbWoC+Tcs9TQJlZ/6XRqlu2lAygfli5Tac/OkEvlxp/IKPH/Ui6h46EPQBVtrw0a91HdRNqow++UfQsWMzvP7dB+hwfHeQZitpg4sWSJtRQg165MZINHFlZImbTTKy4J3xHrw79wUFCXdG1jX5xC0a8Stt8pCZ1+sZC8nfBxrGPJ6nn4OrXTo802aIm4hCN9zUSC7/qWOK5J/5DlBYCPiKRfnEZIOk+FEvwvXYUHH+H30sbO5DUTMFiwSzTZFowjPpGMC/fh38L40SA0ViovJWXoUsZNNDw8KqQEKPq5Why+c12qxcWPwZUKUqUFamaI5kpJWRUhYezW28ET8QvUxasc1XSGYoWWrK5C4c2G/YttToeRtpvkvyuv6/vSmWJTa5mQkvEPn1SsMUiSZc7rApSBttxhqNBqj3WpFIClqmNiXTp+H7rYew4s6B+GPv9vhywwGculiIOoW/Y8qdNSM6F625MNIPT/oAVqoEV4uWUvVC6LkolcVZueim9pqB6zVo92fgYyr7Ejaql5NuBqLqnR1AZ9enFX4g8jjA0qIhwIO0bUGa5Ntaz90r0gvz482/YPX+s7i/RS0MueumiMavGTQ7tccrnf+E0zVqo17jG/HAps+womoj9DmwHh2TXdK5WN1sFFDOzOVlZoFzCdKjK1VSfK/s0MulIB3Y/Vm9OlCpclgmbbS+WZ4pBzqmm4VvQN/y1mMEuz611mYAmX7tcombh/x+w/PP8h0116RtgkRDC5gKqZnB+Ge+A2HPbvhfm6iqoSmZ8azefxZFPj9W7z8b9nxStExtXAMHo89Pm1G3kqg739nnbrx+YDE64GLwuQRM7Dfmqr6OkqmT3CzJKFJDgTHjpLlVPJdAfiIIqu+VpDHnzKNirG8Ez5hxot484TV41+bC+/3OoKAkv3Zo6LVynTaa+QeuaeVt28Hzj38qa+WhkDQRAMT37NIlZhsKmAHPpBlHyn5KS1VvGZWyELVMOpIsUE1vJplX3z13iItQSdXh/XaL8nMUqlgAbT+KSLqRh0IyF1JQLi4W34MojfVD706U7lbMul51tXUF21g1qctIWR8NSqZPEzcC1UgW68sj8M/mBksMwEqQVqpvjvRikLYmaxjhR1TfHBcnarYEG0/U9GZavsdK8wXo+FHIgr+8E7brsaFhx6JR30zdDyQpCa7kZHFL+aVLQcEwNbUaTo2baE8gDGnAoCh1yWWikhLpcblMQVsvp4EkI1ko+5DCg7TFQVopM2Sh2SUgC4hXr4rbl1U0THm7LjW9Of6Dd3Bl3qe2LL740lqU7yxs3qJ8N+KxX8p3HcbFiR1jzp1V1GuNfLnRQvrSvRacA8E6NJM+2aiJbn2zUmCzItgFbQC6taniHLKolzs1SHNN2gSU6psjhXY9Z0CvdWVma2qY/VrXQb0aCZp6c+H8HMmPQk2/jFbbVKVzV9HDo3PXoCYD0txXryE9VVWv1TGvB+jr5ZI2/vRzcDVoIDbgVdL9CeqbAxUr/pnvSOOxwtDelZkt1jZnZqs2eKCtlwegcT0FNf51ADyTZhyz6zmjqW8OZNKomiiutivpl4S96QC6lRQkGSVJJm1UL6dR1peaWg1nFi7RHX9oVq5WxWIEu5oJkN4B6F1PWtVELMcBLneY8OZYtfgQSZBS+5tAR5CtNW/Gyg798YcuzfHFym0Re0+TLMQY2kyhUN/snzg+7EsqaNFw+ZemlvgZ1cuD/Cji4hQlJSObhEigeS2SNBMIauYLWFpiqbv4KZPBvLv2B/2OB2kGsDJIG8kQrUYt+y4Zlg1hz268ct8LOH1dPdRrUAcPLJquuOuQpL6Z9ryS7DwEZN1jrq8l+jwr7ERU+jBbsYEhyI/iWv116OvpaaKpqdVwMvMxy+vLAbJMWr77U3yS+k5Q0sVIWmhVEzk1SHNNOkL06ptJMEuvVdMA3RlZQP0G6HNuL+omVUa/1nVEP42Ns9CxY7Pgg8j8KNS4OHmy6fXNig1gA9Ucl/KDmr7KkfTav72pWt+s1+w1EoL8KDKy9OuD1SCY/wBy3dw3oC98A/pGXt8sqydXrZOXz7nK/AeQz7kVerln4mtibflE7TZuToJn0jbCdDZOkEmX3N0BQuDW3uMRPR+Sk03ZQRn0uga228u72oTWN+vtcgt9PSMlglqQyB1GMukg3fxadutq3Ua7vtkC/+bQ14w2k6a5LZw1uNxB+ObQrG8mIZKLzkxjfaNIC4cejxgk6ovVCqT1zfLb0dBeh1bUN5OW4ElBEND9MqKhlxsNJkFGTMePicNU6EIeZFsa6A5D0OaLFX+LaEvneJBmgGiDdFBnj2s1tqzUUQbQq/aQ1ze/OUDFkpKS/3QkO7jUFnaCmr6WljJV3ywFQbcHKNT+MpIHEvxyVDMQqmXmtR8eYEow8d3bDTh7BqhVW9y1p9XdhqCrjdXQDtIsmSxxTZoQpRrbSDHLr1av5lRe36xGpH4g8n6HcrQ8PsKQ1TfLCWj8SKquf65G6pszB0ftRyFp5RNfk+pric5ZRa+Vms5u+EZ8H2a+Y41eO3qsqNeOHqvonQ0Ez3m09c3y+WaxvtkqD5ZoYS6T/vjjj7Ft2za8//77hv+WliZNQzdlza9WTqR+IDQyaT2o1zfL+h0S+1GY2OtQ/lrwxAFXCsIycyOZtJJMBFhX36wFSTlfACu3hUvjo5hJ02jtpQYzQfrKlSt47733MHfuXHTr1s3WIE0DMy6ArYOewKr6HaLWm2n5gUjm9CF+FCR+xZbVN8v6HWr6UQS8mytXFhcaZTKFkjxhZr9DI9erkkykppdbvXBoZGMMiZTBco9DGq291GAmSD/66KNISUlBcnIy8vLyHB+kaRK4AF7pOwanb2qmqTdbqbOFZtJKZkFB50FQ32yXThg0tuYtggKY0lqFmXq50W7hZQvmQzhxAvj9vLZebmDhkPYXkh4kQZrlHodmZtKWadI+nw95eXlh/3777TcAwD/+8Q+88847qFmzplVDiphAv71N497C2CX7sOWn86a+XkAb7JNSoqs3k+hsAX2wZPo0KnXaoX4UqrXjBPXN0vgXzFfXy03odyh5N48ZF6bX0vQDUdJpo3kfpLkfM05fL5f7gejp5RtzJb3cCu2WRG+m6QFCG8V6fkpYlklv3boV2dnZYY97PB4cOFBeo/ruu+/i4MGDEWXSVnHyxgZAWRle6f0Szt58G+pfVxWzhra3e1gAxA0mhfNzUCUrEzXGj1d8Tt7AQSj9+SiEoiK4EhIQ16gRUhd/zsTYAs8RrhYBpX64EhNR91BwDXNg/uF2o96JY6qvV7R6NQo+mo34tmko2bkLicOHoXjnTt0xaB9vDhKHD0XC/cpb6M/07gP/7j3wtGmN2itXhP0+MPdxjRoBEIjeB/m8lfz8M3xrv4a3Vw+kzg7vSxnt+KX5v1ZW6WnYEJV7dIt4zspfdzYShw9TfV2WyRs2LOI5pwEzckeAaIK0VXJHYKPH1vsexar0PlRqkq00IldabNJ7TTVz+oDvMa2NHgE065sJW3JJeu3lS6KHhoZMYVV9sJJOG/o+hF6vQdagZWW6MhGN7dfU+x3qSRkWlFVGGgeMNEGOFEdo0gGcEKTNgEWPWzlKuyNTU6vh5K3NwvRakoUrK/RmSa/99Vfg/G+aXbCDFg7j4hQDuVX+zWFBWm6yf9fduvXNalUsdnUkIQrSBnd/RnINRRykLejTyYQm7RRM8z+2CDP8KAB1rxIlvVbtuSTaZqh/c8n0aRH7UUja7Oixkt6pqh0G6rOTqqtqn3r+zWZo5QDgysgq9wIhqG9Wm3/SWmx5jT+Nen+i+madHocB7KhtVptzq+CZdAh2+WnQynKsyEgCyOfVSH2wZtfo0EqKuDjxVh/KfhS05o3kOHr+zf6XRhHfFmu59FXNfhQlI+kb0pPOlZFdh1bfHdHOpFnpd+gouSMaaARpMzZmGNF+o8WwH0WlSkDdegCU/R4A9Q+GKRawoRs9Uq4DEhNVx6dlTWl1fbOR22Kl2vKAd7YrMRHxm7aGnYdV9c1G9Hm5Xu7dsVf3eHZuv1a6XlmRGXmQtkmTVlq4YkVvDvJu/l0sIVTKVAH1+lT5vNL+IBJnfRom70rGSKr1zRbojnKUsvKAd3ZoJh2U2RYWEtU3W5UYyPVy7/Y9ys9hZPet2UE62ixfDa5Jm4jkRxGoT40Smnq53LsZ9RsA9dXrm0nqU/Xqm/3r18HX+U5RLyfQbIn9QFS8QOTjRrUk/XPR8W+m6QUCKNeWB96T0DK3oDET1jcLC3NM9wIBgvVy1edQrG+m7YlD0w/ELL2cZ9IWQEtCkTJztxsovMLU7aNeF/KSYdkQftgh/o+OZmtHVq6XSRv1Agl9XSMySyTXa7lMdM029rqacN1wQ1R+11bKdKQYycpDryOz44BZmTQP0g5CukXev0/c3hvF7SOND6LSvGr2V3xtIpB/EejSTVNSUOp1SLIYKezYZlqtrVEvECDEGvRKQVBw0fIuj+Z6pdJUIZAMXC0CKidoLqKzvHAYGtBD5zXQ8xNQX4+xCh6kYyRIB6DxwaDxQTRrXpV6HaqNLciPorhYelxe2WJbfbBsbK6HM4O7wijo5QFNNOwOJWce4HLBdU0SMRsjX+B6mS2JmZdZ6GXSgZ6fgPp6jFXwIO2AIG3GLkYtDH0QZRs9vN/vlB43WoIX6Rg1xybPVmvWVMyk9coqzdrtpvVlGiZPqATpoO7jiYmagdAOu1K9hEFKBn4/L0pFNi4e8kyaARwdpK9tPX2l90s43bilqtOdHVmh3CHOuzZXejwo4yO0K6WNkfpmVVmCsLYcsKbfodFMWumuCND2b7ZKpjArk47kc8ByHOBBmuE3JwBpJm1ks43ZGz2UMmk9u9IAWgt1VuucRjLpoKavKddpBkT5OSLvHPFrRNqkwkgmTVLfzMpGDyX0SudKpk+DsDAHqJEMz+ixip4oLMGDNMNvjlEM9RNUyYAjPV4o0ezg0jKtMbKCb3V9s5FMWl7DDdnHLJCtqx3L8/kC+B/MsL2+WVcmsnjug15bJ0jLZSJXu3TEz56nGgdY2GyjFaTjLBwHhwKe7j3JP7xy/2YV/DPfAY4fg//CBdVuKkZ0O+Lx3dOlPMsMwTVwcNCON00I6ptDqzKAyF3u4ke9CCj8jeI5JyUB+fnizxtulDLpAFJt87cbIKRcJ9U0CyeOQ1gwH57uPU0LhK6MLN05lm95V0Rn7uXQDoTyxgZKuAYOljJp1fFfI6i+mYGu6KHwTDqGIfLK0Ltt1FgBZ6H7ciT1zQAs8aPQu6tQz6T/D/4HHxGDtAGbTK2yPjMw8gVi5O7ILJnFqZk0D9IOQ+p3eM8ArKjWBP2apuCu/t0iPp7eB0Irkw6z1Ax8ED0eoHJlzYveKr0zkkxaS6+1umFqRIEQCCvrk+Nfvw7+qVOAS/lwPZTBXH2znswSaVBlOQ7wIM3wm2MUqd/hAy/idPVaqFOcj6mvPKL8XJM1Q7VMGsXFYpDTyJpI9HLb+h1q6LWkVSzRlPVFer1K8+/2AIVXtO+OArs/Q8oqw45lUVYuR7caJ0IvEJbjAPfuMBGr/aelfoc/b0GdS+fQ58R29SdvzBVvlTeqB0G5d3O05xDwnnBlZOl7NRDo5ZJWmDNP0a/BLO9sLT8KyY8F0PbG0Ol1CCj7gZRMn4ZTTZtH5E0h+bFMfE3Tj8KdkSVawALlPtohKPU6tAo93xbavQ5p+4HQhmfSUUJaEkf7Nploo4eGjSegXE5mZNdVNPNKkiXrZebR1jeb6T9NkklHopfTglgv18nKSbEzMw+gdr2y4NLH5Q4TgzRp8LWjmUAkC1dGPjiqcgflD6JaQI+ovhnQ1GtDX89M/2Y1vRxLPgcGPKj45aX2nkprBwUFQGIitR101JpRhDZzUCudM7HXIV84ZACWNWk7MmmzUV041MnMS6ZPg7BoAZBUHZ4x4ywZv5HMMKinoN8fVl1h9oda63pV+7KXqnCuLXhqeVFY0fQ1bNyhzRzUgjTB3VGkyQALcUANrkkzALE/MiH+me9oaoWBfnubxr2FsUv2YctP56m8rhaSf/M9XRR77AWQLE3PnVUdf0DrL5k+japerqfXigMUyn8q+DfraeWAeTqnWv9Cd0aW6At+fS1Nb3AARHp5YP59zz9D5Tyk+Z8wSXv+CXodBtWXW+CZbTc8k3YoujuuCL1AAOtLmkqmT4Mwb64YBBs1Vq9AOHYMKLgsZocEmig132490yCCKpZo6oLNvl5JMulIjJEsL6vkmTSHZXQ7SlzLAPsIZ1GvRgL6ta6jeiwjHSVoZIjxo16EZ9oMuNqla1YguBo0UK0+UMI/aQKEH3bAP2mC6rhJupCrdhQP+b1WFYuRCoTQLuRFq1crPo9WN3Jvzmfw7j6gKXVI839PF8PnoZbZ0rq7CMy/d8Z7VO9OWYVn0gxitd5syEhdttGj3rGjxKb/kWLIq4Sk3+E1vRxXi0TJBcE7Ke3wowg1p/I2aQz8a07Y80h2Hzq9vtmOhUMW4Jm0w9DTm2mjlzkG4XIF/wyBJCs3khEa0vJJ+h1e08tdAwcr93Yk8KNQq2+ONEsM7XeYOHyo8hNV+hvKIalvNqu+nEp9M4FeHsDqPQp2wTNpBmGlzbwS8ky57pRJEWXSTvejMNsPhEb9uVYVi5315XoYyaSNlrWyHAd4CR7Db44SdpTXbfnpPL7ccAC9963DnX3uNnUhxgw/CoBxPxCVreZKQbD2wwOivl615sKM+nI7ZaJYXzjkQdpiWKhvVmLskn04eew06uSfxRsn1hIZ21gxr4bqm2WttLxrvtEdv5WomTYp1ZbXXbZUeWecnfXNOvNvSC+XfblZ+T6wFAdC4Zo0Q1itN5PSr3Ud1E2qjD75R7TrmwmrQGjphYbqmy9eCP4ZgjT+RQtUx0argiIUV2a26AeSmR38OGFtOQBD9c20dFri+Teil+/fR3wdcRjKpD/55BPMmzcPFy9eRMOGDfHyyy8jPT3d0DGckEnT1JutzgyNZNJ26OrE9c0aXcgj0ctpz7+qx4SB+mZSndbKZqw0M2ne49Bi1q5di9dffx1z585Fo0aNsHTpUkyZMgXr1q1DSkoK8XGcEKRpyh12G8NYFaSt3FJvhpG9Ub02muvV6FyVDMuGsGsXUOYP21jEgimSGpF44bAUB0JhXu7Iy8vDk08+iSZNmsDtdmPgwIHweDw4fPiw3UOjDs3t4bQtG2miu9nGAHqbJAB6ZX3eGe/Bu3MfUTAlnn8dy1iA3kYPo9eXOyMLiI8TpYoQjGy/NqusTw217fGxiGWZtM/nQ35+uHewy+VCzZo1gx7bvn07Hn/8cWzYsCHsd1o4IZNmFZZvH4lsWQ3IFFYv3vo63yH2OqxeHd6N4ZaxQHBWXu/wQcV5NWvcasc1kkmTlPVJm3aqJQE7tvGFQxlMyB1bt25FdnZ22OMejwcHDpS/qUeOHMHQoUPx2GOPYcSIEVYMjQMgb+AglP58FHGNGiF18edRH+/i5MkonJ+DKlmZqDF+PIURapM3bBh8a7+Gt1cPpM6erf1cyueqR9Hq1Sj4aA4Shw9Fwv33Kz6HZL5Ixy2+3mzEt01Dyc5dSBw+TPV1aXGmdx/4d++Bp01r1F65QvE5gfGX/fYbIAhwJSai7iHtOm0OI5p0gNzcXIwePRojRozAyJEjDf89z6Qjh3YmbbderoWRc9VbHDQju1WbV6Pe5bhaJJb2CQI8kyZreopbkdXyTFodJjJpPT755BPMmDEDb731Fu69996IjsGDtDJmbTTQ9D0m/PCTVBfYWt+s82VDskBq5cIhUB4M0bKVKFe43HDdcoviApuvY1vRw0Sl1yHA9gKiEViOA8wvHK5atQrTp0/Hxx9/HHGA5mhAsHBFG1I/kLIF88Ugd1x9YcpIfTZtqCzOEviBBPCvX4e8gYOiqnMOLB7Gj3oRnkmT4brlFvUFtoDLoIbbIIkfCOt9Ap0ME0H6ww8/hM/nw5AhQ5CWlib9y821LqjENNWSgn8yhGRWr2FUb2fjUb0vG6IqFoKNHgHKFswXdVsdI3vSTSt61R6eMeNEy9gx41SPIW24SVK/fki/SHkwNw4zcgcNuNyhjFlVAXrzyuoWeEnCqFQJrhYtdXtAWimz+Nevg+fz/4P/wUc054xEZrGyvpx0ruxcq2A5DjAvd3AihySjot26ixTa9c20KM8Mq2uOT1iYAxQUiD9VoJ0Zerr3ROriz6m8V0Tzb6C+Wes6IpW3WK7tZxUepB0Oq14gAOGGAwN6OXU/kDHjtMdXIzn4pwLSbf7CHEu9jUlkFqL5J/Rvpj33dnXldiI8SHOCoJkZEmXwBvRy2l9Iunrt6LGiXjt6rOoxpKy8RnLUTVEDc39x8uSox076HJLGrwBZVs4xBx6kHQ7N7deA9ZUUnomviYFw4muWvF4AWjKRlJWPHhv1NuXA3F+Z87Hu2KzsdwhUrG3YrMEXDjlB0OwgYme/Qz1IDHqs9m8OzJc7qRrKfKXaY2O83yGLsBwHHLGZhQY8SFuL3rw6fddhJG2maHwhJe74DhdmfaA9NiNtvgDdrjYVAZbjAK/u4NgCzZV82mb2NPVagG6dcML99+uOjcStT9LLKdTH8/pm++CZNCdirJxXI/7BdtRnE9cJq/Q6lEOSSRuBxnywfFdECstxgGfSHOr4nn8GJ29sYFl9s5GFK//UKRB+2AH/1Cmqz6GdGRKXlgVyIo3cqOCj2Zb5Z5PC65vtgwdpTmQY8KOggaFAcyk/+KcCdvmBqPU6lJM4fJj+FxLh/NP6MuL1zfbBgzQnMgz4UViN66EMMRA+lKH+HIqZYSAQ+p5/Rlc3Jwl2JJo06fzbaU7FoQPXpDkRY8e8sugHYqSKgkS7pjmvdtq8sgbLcYBr0hxD0K6koAnJrkOr++2RuMQFEBYtEP1AFi1Qfc7FyZOJM3M9uEzhfHiQ5oTBsh8IEYR+FAAdzVbadTjhNf3dnwT+zYXzc3T9mzkVBx6kOaZC3SWOZBu8CfXNRGMj8dMg8G+ukpVJrb6Z5bsiDhlck+aEQar7kswr6/W1NDVbWnp5YF5pHM9IfXmsw3Ic4Jo0xxA0/aft7KpCAk3N1kr/ZlK4MZLz4Zk0J2LsmFeWM3NafiCpqdVwatxEXpVBGZbjAM+kOTFDRfED4fXNnAA8SHMchdXyRABaAZ3Uv5lvw+YE4EGawwxWVyIY8gMhKEukqZfz+mZOgDi7B8DhBPDPfAc4fgz+Cxcs2U3o6d6T6usESRQ8uHIowTNpDocAkvpsM/xAuH8zh1d3cCKG9ryy6MthB6mp1XDy1mbMVrE4FZbjAK/u4NgOrcavZqA3Nv/6dfB1vlOsb7bIP5svHHIC8CDNsQQjlRRWoze2sgXzgfyL4v9w/2aOxTATpD/44AN06dIFaWlpGDRoEHbs2GH3kDgUobnzjbZeqzc2d0YWUL2G+D/cv5ljMUxo0l999RXefPNNzJs3D/Xr18fChQsxffp0bNmyBR6Ph/g4XJO2FrvmleVdhzS8QPj1ag4szyvzmvS9996LVatWoUGDBiguLkZ+fj6qV68Ot5uJ4XEYg7ZeS7M+m8sUHNpYVift8/mQnx/ec87lcqFmzZqoWrUqvv32WzzxxBPweDyYMWMGXC6XVcPjOIj4US9SrUOWa9IVuaqEwyaWyR1bt25FdnZ4802Px4MDB0SjGZ/PB5fLhVWrVuGvf/0rvvjiCzRu3NiK4XEqMEWrV6PgozlIHD4UCfffH9WxLk6ejML5OaiSlYka48dTGiGnIsOEJq3EI488gl69euHxxx8n/huuSVsLn9dwaOjlfF7NgeV5ZV6T/vDDDzFx4sSgx3w+H6pVUx84h6OH1b0OAV7fzKEPE0G6Xbt2+PLLL7Fjxw6UlpZi0aJFOH36NLp162b30DhOxkCvQ1rwhUMObZgwWGrbti3eeOMNjB8/HufPn0ezZs0wd+5cpKSk2D00jpNp0VIM0AS9DjkcVmFWk44ErklbC59Xc+Dzag4szyvzmjSHYxTuEsepKPAgzXEkfPs1p6LAgzTHkbC865DDoQkP0hxHQruKgmWXPk7FhgdpDgd0Xfo4HJowUYLH4dgN7X6HHA4teCbN4XA4DMODNIfD4TAMD9IcDofDMDxIczgcDsPwIM3hcDgMw4M0h8PhMAwP0hwOh8MwPEhzOBwOw/AgzeFwOAzDgzSHw+EwTExtC3e7XRH9jhM5fF7Ngc+rOThxXmOqMwuHw+HEGlzu4HA4HIbhQZrD4XAYhgdpDofDYRgepDkcDodheJDmcDgchuFBmsPhcBiGB2kOh8NhGB6kORwOh2F4kOZwOByGqTBB+pNPPkH37t3Rrl07DBo0CDt27LB7SI7l0KFDeOihh9CmTRv07dsXe/futXtIMcHmzZsxYMAAtG3bFj179sTChQvtHlJMcenSJXTp0gVLliyxeyjGECoAa9asETp16iT8+OOPgt/vF/7zn/8Ibdu2Fc6fP2/30BxHcXGx0LVrV2Hu3LmCz+cTVqxYIaSnpwuXL1+2e2iO5tSpU0JaWpqwdu1awe/3C3v27BFuv/124dtvv7V7aDHD888/LzRt2lRYvHix3UMxRIXIpPPy8vDkk0+iSZMmcLvdGDhwIDweDw4fPmz30BzHtm3bUFJSgiFDhiA+Ph69e/dGkyZNsGrVKruH5mhOnjyJPn36oGfPnnC73WjVqhXat2+PnTt32j20mGDp0qUoKCjALbfcYvdQDBMzLng+nw/5+flhj7tcLmRmZgY9tn37dhQWFuLmm2+2angxw//+9z80btw46LFGjRrhyJEjNo0oNkhPT0d6err0/xcvXsSOHTvwhz/8wcZRxQYnTpzAe++9h4ULF2L48OF2D8cwMROkd+3ahezs7LDHPR4PDhw4IP3/kSNHMGrUKPz5z39GzZo1rRxiTFBYWIjKlSsHPZaQkICioiKbRhR7XL58GX/605/QunVrdO/e3e7hOBq/34+XXnoJY8aMQWpqqt3DiYiYCdIdOnTQlS9yc3MxevRojBgxAiNGjLBoZLFFlSpVUFxcHPRYUVERqlSpYtOIYoujR4/iqaeeQpMmTTBt2jS43RVCkTSN999/Hw0bNkSvXr3sHkrEVJgr4JNPPsELL7yAN954AyNHjrR7OI6lcePGOHr0aNBjP//8M5o0aWLTiGKH7du3Y/DgwejRowfeeecdVKpUye4hOZ6VK1dizZo1kpx05MgRTJo0Ca+++qrdQyPH7pVLK1i5cqXQunVrYffu3XYPxfEUFxcL99xzT1B1R1paGq+UiZJjx44JaWlpwrx58+weSkzTr18/Xt3BIh9++CF8Ph+GDBmCtLQ06V9ubq7dQ3McXq8XH374IdasWYP27dvjX//6F2bOnImUlBS7h+ZocnJycOXKFbz99ttB1+jf//53u4fGsRnePovD4XAYpkJk0hwOh+NUeJDmcDgchuFBmsPhcBiGB2kOh8NhGB6kORwOh2F4kOZwOByG4UGaE9N069YNt956q/SvefPm6Nq1K6ZOnYrCwkLpeQcOHMBzzz2HO++8E2lpaRg4cCCWL1+ueMxt27bh1ltvxYQJExR//9NPPyErKwtt2rTBfffdh7Vr15pybpyKAQ/SnJjnhRdewHfffYfvvvsOubm5mDJlCpYtW4bJkycDADZu3IhHHnkEderUwUcffYSlS5eib9++GDt2LGbPnh12vGXLluGmm27CypUrcfXq1aDfFRcXY/jw4WjYsCEWL16MwYMH44UXXsDBgwctOVdODGL3lkcOx0y6du0qzJ8/P+zxf/3rX0K7du2EgoICoWPHjsK7774b9px///vfQqtWrYK2vBcXFwvp6enCkiVLhNtuu01YunRp0N8sXbpUuPPOO4WSkhLpsWeeeUYYO3YsvZPiVCh4Js2pkHg8Hni9XuTm5uLy5csYMmRI2HMyMjIwZ84cJCUlSY/l5uaioKAAnTt3xl133YXFixcH/c3OnTvRpk0bxMWVG0zefvvt+OGHH0w7F05sw4M0p0JRVlaGvXv34tNPP0WPHj1w8OBBNGzYEImJiWHPTUxMRLt27YIC7rJly9C2bVukpKSgZ8+e2L59O06cOCH9/ty5c6hVq1bQcVJTU3H27FnzTooT0/AgzYl53nrrLcmw6LbbbkNGRgZatWqFF198EZcuXVIM0Erk5+dj48aN6NmzJwBxUdLj8QRl00VFRfB6vUF/5/V64fP56J0Qp0IRM6b/HI4aTzzxBPr16wcAiI+PR82aNaVAmpycjEuXLhEdZ/Xq1SgpKZEM5GvUqIH27dtj6dKleO655+B2u1G5cuWwgOzz+cK62XA4pPBMmhPzJCcno0GDBmjQoAHq1q0blOm2atUKR48eRUFBQdjfXb58GVlZWfjvf/8LQJQ6AKBHjx5o3rw5mjdvji1btuDMmTP47rvvAAC1atVCXl5e0HHy8vLCJBAOhxQepDkVmk6dOiElJQVz584N+93ChQuxa9cu1KtXDydPnsTOnTvx7LPP4osvvpD+LVmyBFWrVpUkj7Zt22LXrl0oLS2VjrN9+3akpaVZdk6c2ILLHZwKTeXKlfHqq6/i+eefx5UrV9C/f3/ExcVh7dq1mDlzJl566SWkpKRg1qxZqFSpErKzs4OqPQCgf//+WLRoES5cuIBevXrh7bffxl//+lcMHz4cmzZtwoYNG/D555/bdIYcp8MzaU6Fp0ePHpg9ezZ+/PFHPPbYYxg0aBC++eYb/O1vf8Njjz0GAFi+fDkeeOCBsAANAJmZmSgtLcXy5ctRpUoVfPDBB/jll1/Qv39/fPbZZ5gxYwaaNm1q9WlxYgTemYXD4XAYhmfSHA6HwzA8SHM4HA7D8CDN4XA4DMODNIfD4TAMD9IcDofDMDxIczgcDsPwIM3hcDgMw4M0h8PhMAwP0hwOh8Mw/x87Zsj1E6/A+gAAAABJRU5ErkJggg==\n", 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" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "-> test with 'LR'\n", "LR tn, fp: 543, 13\n", "LR fn, tp: 3, 18\n", "LR f1 score: 0.692\n", "LR cohens kappa score: 0.678\n", "LR average precision score: 0.823\n", "\n", "-> test with 'GB'\n", "GB tn, fp: 556, 0\n", "GB fn, tp: 1, 20\n", "GB f1 score: 0.976\n", "GB cohens kappa score: 0.975\n", "\n", "-> test with 'KNN'\n", "KNN tn, fp: 556, 0\n", "KNN fn, tp: 6, 15\n", "KNN f1 score: 0.833\n", "KNN cohens kappa score: 0.828\n", "\n", "\n", "====== Step 5/5 =======\n", "-> Shuffling data\n", "-> Spliting data to slices\n", "\n", "------ Step 5/5: Slice 1/5 -------\n", "-> Reset the GAN\n", "-> Train generator for synthetic samples\n", "Epoch 1/3\n", "Epoch 2/3\n", "Epoch 3/3\n", "-> create 2152 synthetic samples\n" ] }, { "data": { "image/png": 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\n", 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" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "-> test with 'LR'\n", "LR tn, fp: 559, 1\n", "LR fn, tp: 3, 18\n", "LR f1 score: 0.900\n", "LR cohens kappa score: 0.896\n", "LR average precision score: 0.960\n", "\n", "-> test with 'GB'\n", "GB tn, fp: 559, 1\n", "GB fn, tp: 1, 20\n", "GB f1 score: 0.952\n", "GB cohens kappa score: 0.951\n", "\n", "-> test with 'KNN'\n", "KNN tn, fp: 560, 0\n", "KNN fn, tp: 4, 17\n", "KNN f1 score: 0.895\n", "KNN cohens kappa score: 0.891\n", "\n", "\n", "------ Step 5/5: Slice 2/5 -------\n", "-> Reset the GAN\n", "-> Train generator for synthetic samples\n", "Epoch 1/3\n", "Epoch 2/3\n", "Epoch 3/3\n", "-> create 2152 synthetic samples\n" ] }, { "data": { "image/png": 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\n", 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" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "-> test with 'LR'\n", "LR tn, fp: 556, 4\n", "LR fn, tp: 3, 18\n", "LR f1 score: 0.837\n", "LR cohens kappa score: 0.831\n", "LR average precision score: 0.906\n", "\n", "-> test with 'GB'\n", "GB tn, fp: 560, 0\n", "GB fn, tp: 3, 18\n", "GB f1 score: 0.923\n", "GB cohens kappa score: 0.920\n", "\n", "-> test with 'KNN'\n", "KNN tn, fp: 559, 1\n", "KNN fn, tp: 5, 16\n", "KNN f1 score: 0.842\n", "KNN cohens kappa score: 0.837\n", "\n", "\n", "------ Step 5/5: Slice 3/5 -------\n", "-> Reset the GAN\n", "-> Train generator for synthetic samples\n", "Epoch 1/3\n", "Epoch 2/3\n", "Epoch 3/3\n", "-> create 2152 synthetic samples\n" ] }, { "data": { "image/png": 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\n", 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" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "-> test with 'LR'\n", "LR tn, fp: 556, 4\n", "LR fn, tp: 4, 17\n", "LR f1 score: 0.810\n", "LR cohens kappa score: 0.802\n", "LR average precision score: 0.884\n", "\n", "-> test with 'GB'\n", "GB tn, fp: 560, 0\n", "GB fn, tp: 1, 20\n", "GB f1 score: 0.976\n", "GB cohens kappa score: 0.975\n", "\n", "-> test with 'KNN'\n", "KNN tn, fp: 558, 2\n", "KNN fn, tp: 5, 16\n", "KNN f1 score: 0.821\n", "KNN cohens kappa score: 0.814\n", "\n", "\n", "------ Step 5/5: Slice 4/5 -------\n", "-> Reset the GAN\n", "-> Train generator for synthetic samples\n", "Epoch 1/3\n", "Epoch 2/3\n", "Epoch 3/3\n", "-> create 2152 synthetic samples\n" ] }, { "data": { "image/png": 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\n", 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" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "-> test with 'LR'\n", "LR tn, fp: 552, 8\n", "LR fn, tp: 4, 17\n", "LR f1 score: 0.739\n", "LR cohens kappa score: 0.728\n", "LR average precision score: 0.817\n", "\n", "-> test with 'GB'\n", "GB tn, fp: 560, 0\n", "GB fn, tp: 1, 20\n", "GB f1 score: 0.976\n", "GB cohens kappa score: 0.975\n", "\n", "-> test with 'KNN'\n", "KNN tn, fp: 559, 1\n", "KNN fn, tp: 5, 16\n", "KNN f1 score: 0.842\n", "KNN cohens kappa score: 0.837\n", "\n", "\n", "------ Step 5/5: Slice 5/5 -------\n", "-> Reset the GAN\n", "-> Train generator for synthetic samples\n", "Epoch 1/3\n", "Epoch 2/3\n", "Epoch 3/3\n", "-> create 2156 synthetic samples\n" ] }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "-> test with 'LR'\n", "LR tn, fp: 550, 6\n", "LR fn, tp: 1, 20\n", "LR f1 score: 0.851\n", "LR cohens kappa score: 0.845\n", "LR average precision score: 0.937\n", "\n", "-> test with 'GB'\n", "GB tn, fp: 556, 0\n", "GB fn, tp: 0, 21\n", "GB f1 score: 1.000\n", "GB cohens kappa score: 1.000\n", "\n", "-> test with 'KNN'\n", "KNN tn, fp: 555, 1\n", "KNN fn, tp: 2, 19\n", "KNN f1 score: 0.927\n", "KNN cohens kappa score: 0.924\n", "\n", "### Exercise is done.\n", "\n", "-----[ LR ]-----\n", "maximum:\n", "LR tn, fp: 559, 21\n", "LR fn, tp: 8, 20\n", "LR f1 score: 0.927\n", "LR cohens kappa score: 0.924\n", "LR average precision score: 0.975\n", "\n", "\n", "average:\n", "LR tn, fp: 552.24, 6.96\n", "LR fn, tp: 3.16, 17.84\n", "LR f1 score: 0.787\n", "LR cohens kappa score: 0.778\n", "LR average precision score: 0.884\n", "\n", "\n", "minimum:\n", "LR tn, fp: 539, 1\n", "LR fn, tp: 1, 13\n", "LR f1 score: 0.582\n", "LR cohens kappa score: 0.562\n", "LR average precision score: 0.703\n", "\n", "\n", "-----[ GB ]-----\n", "maximum:\n", "GB tn, fp: 560, 3\n", "GB fn, tp: 3, 21\n", "GB f1 score: 1.000\n", "GB cohens kappa score: 1.000\n", "\n", "\n", "average:\n", "GB tn, fp: 558.96, 0.24\n", "GB fn, tp: 1.0, 20.0\n", "GB f1 score: 0.970\n", "GB cohens kappa score: 0.969\n", "\n", "\n", "minimum:\n", "GB tn, fp: 556, 0\n", "GB fn, tp: 0, 18\n", "GB f1 score: 0.909\n", "GB cohens kappa score: 0.906\n", "\n", "\n", "-----[ KNN ]-----\n", "maximum:\n", "KNN tn, fp: 560, 4\n", "KNN fn, tp: 8, 19\n", "KNN f1 score: 0.927\n", "KNN cohens kappa score: 0.924\n", "\n", "\n", "average:\n", "KNN tn, fp: 558.28, 0.92\n", "KNN fn, tp: 4.44, 16.56\n", "KNN f1 score: 0.859\n", "KNN cohens kappa score: 0.855\n", "\n", "\n", "minimum:\n", "KNN tn, fp: 555, 0\n", "KNN fn, tp: 2, 13\n", "KNN f1 score: 0.722\n", "KNN cohens kappa score: 0.714\n", "\n" ] } ], "source": [ "exercise = Exercise(shuffleFunction=shuffler, numOfShuffles=5, numOfSlices=5)\n", "exercise.run(gan, data)\n", "exercise.saveResultsTo(f\"{datasetName}-{ganName}.csv\")" ] }, { "cell_type": "code", "execution_count": null, "id": "31eb58d3", "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": "3.8.8" } }, "nbformat": 4, "nbformat_minor": 5 }