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Destination PortFlow DurationTotal Fwd PacketsTotal Backward PacketsTotal Length of Fwd PacketsTotal Length of Bwd PacketsFwd Packet Length MaxFwd Packet Length MinFwd Packet Length MeanFwd Packet Length Std...min_seg_size_forwardActive MeanActive StdActive MaxActive MinIdle MeanIdle StdIdle MaxIdle MinLabel
080688555791061038115953460103.800000167.133879...32998.00000.00009989986.830000e+070.00006830000068300000DoS Hulk
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38029565771011141584110840159.142857407.829796...200.00000.0000000.000000e+000.000000BENIGN
4801570535175407452377058.142857140.620563...20360718.00000.00003607183607189.767208e+060.000097672089767208BENIGN
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178335141272986897828511595327579201449.3750002046.673464...3213859.00000.000013859138599.860000e+070.00009860000098600000BENIGN
17833524439095678363771041135313373016.52381068.018939...32198255.7778362537.34861165022772919.908053e+06290822.6482100000009132848BENIGN
178335344312418133300000.0000000.000000...280.00000.0000000.000000e+000.000000BENIGN
178335453715092278330393939.0000000.000000...320.00000.0000000.000000e+000.000000BENIGN
1783355430621672000000.0000000.000000...200.00000.0000000.000000e+000.000000BENIGN
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1783356 rows × 79 columns

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" ], "text/plain": [ " Destination Port Flow Duration Total Fwd Packets \\\n", "0 80 68855579 10 \n", "1 53 196 2 \n", "2 123 118 2 \n", "3 80 295657 7 \n", "4 80 15705351 7 \n", "... ... ... ... \n", "1783351 41272 98689782 8 \n", "1783352 443 90956783 63 \n", "1783353 443 1241813 3 \n", "1783354 53 71509 2 \n", "1783355 4306 2167 2 \n", "\n", " Total Backward Packets Total Length of Fwd Packets \\\n", "0 6 1038 \n", "1 2 70 \n", "2 2 96 \n", "3 10 1114 \n", "4 5 407 \n", "... ... ... \n", "1783351 5 11595 \n", "1783352 77 1041 \n", "1783353 3 0 \n", "1783354 2 78 \n", "1783355 0 0 \n", "\n", " Total Length of Bwd Packets Fwd Packet Length Max \\\n", "0 11595 346 \n", "1 174 35 \n", "2 96 48 \n", "3 15841 1084 \n", "4 452 377 \n", "... ... ... \n", "1783351 327 5792 \n", "1783352 135313 373 \n", "1783353 0 0 \n", "1783354 330 39 \n", "1783355 0 0 \n", "\n", " Fwd Packet Length Min Fwd Packet Length Mean \\\n", "0 0 103.800000 \n", "1 35 35.000000 \n", "2 48 48.000000 \n", "3 0 159.142857 \n", "4 0 58.142857 \n", "... ... ... \n", "1783351 0 1449.375000 \n", "1783352 0 16.523810 \n", "1783353 0 0.000000 \n", "1783354 39 39.000000 \n", "1783355 0 0.000000 \n", "\n", " Fwd Packet Length Std ... min_seg_size_forward Active Mean \\\n", "0 167.133879 ... 32 998.0000 \n", "1 0.000000 ... 32 0.0000 \n", "2 0.000000 ... 20 0.0000 \n", "3 407.829796 ... 20 0.0000 \n", "4 140.620563 ... 20 360718.0000 \n", "... ... ... ... ... \n", "1783351 2046.673464 ... 32 13859.0000 \n", "1783352 68.018939 ... 32 198255.7778 \n", "1783353 0.000000 ... 28 0.0000 \n", "1783354 0.000000 ... 32 0.0000 \n", "1783355 0.000000 ... 20 0.0000 \n", "\n", " Active Std Active Max Active Min Idle Mean Idle Std \\\n", "0 0.0000 998 998 6.830000e+07 0.0000 \n", "1 0.0000 0 0 0.000000e+00 0.0000 \n", "2 0.0000 0 0 0.000000e+00 0.0000 \n", "3 0.0000 0 0 0.000000e+00 0.0000 \n", "4 0.0000 360718 360718 9.767208e+06 0.0000 \n", "... ... ... ... ... ... \n", "1783351 0.0000 13859 13859 9.860000e+07 0.0000 \n", "1783352 362537.3486 1165022 77291 9.908053e+06 290822.6482 \n", "1783353 0.0000 0 0 0.000000e+00 0.0000 \n", "1783354 0.0000 0 0 0.000000e+00 0.0000 \n", "1783355 0.0000 0 0 0.000000e+00 0.0000 \n", "\n", " Idle Max Idle Min Label \n", "0 68300000 68300000 DoS Hulk \n", "1 0 0 BENIGN \n", "2 0 0 BENIGN \n", "3 0 0 BENIGN \n", "4 9767208 9767208 BENIGN \n", "... ... ... ... \n", "1783351 98600000 98600000 BENIGN \n", "1783352 10000000 9132848 BENIGN \n", "1783353 0 0 BENIGN \n", "1783354 0 0 BENIGN \n", "1783355 0 0 BENIGN \n", "\n", "[1783356 rows x 79 columns]" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df = pd.read_csv('Train_ULAK.csv')\n", "df" ] }, { "cell_type": "code", "execution_count": 5, "id": "47cac126-43de-4c17-837d-b5f8ec964bbc", "metadata": {}, "outputs": [], "source": [ "import numpy as np" ] }, { "cell_type": "code", "execution_count": 6, "id": "07716920-e03e-4d9a-983c-97b2ff1968f1", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array(['BENIGN', 'Bot', 'DDoS', 'DoS GoldenEye', 'DoS Hulk',\n", " 'DoS Slowhttptest', 'DoS slowloris', 'FTP-Patator', 'Heartbleed',\n", " 'Infiltration', 'PortScan', 'SSH-Patator',\n", " 'Web Attack � Brute Force', 'Web Attack � Sql Injection',\n", " 'Web Attack � XSS'], dtype=object)" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" } ], "source": [ "y=df[[' Label']]\n", "np.unique(y)" ] }, { "cell_type": "code", "execution_count": 7, "id": "f29b31b6-2b41-4763-93f9-0df075eb13b7", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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Destination PortFlow DurationTotal Fwd PacketsTotal Backward PacketsTotal Length of Fwd PacketsTotal Length of Bwd PacketsFwd Packet Length MaxFwd Packet Length MinFwd Packet Length MeanFwd Packet Length Std...act_data_pkt_fwdmin_seg_size_forwardActive MeanActive StdActive MaxActive MinIdle MeanIdle StdIdle MaxIdle Min
080688555791061038115953460103.800000167.133879...332998.00000.00009989986.830000e+070.00006830000068300000
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38029565771011141584110840159.142857407.829796...6200.00000.0000000.000000e+000.000000
4801570535175407452377058.142857140.620563...620360718.00000.00003607183607189.767208e+060.000097672089767208
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17833524439095678363771041135313373016.52381068.018939...432198255.7778362537.34861165022772919.908053e+06290822.6482100000009132848
178335344312418133300000.0000000.000000...0280.00000.0000000.000000e+000.000000
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1783356 rows × 78 columns

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" ], "text/plain": [ " Destination Port Flow Duration Total Fwd Packets \\\n", "0 80 68855579 10 \n", "1 53 196 2 \n", "2 123 118 2 \n", "3 80 295657 7 \n", "4 80 15705351 7 \n", "... ... ... ... \n", "1783351 41272 98689782 8 \n", "1783352 443 90956783 63 \n", "1783353 443 1241813 3 \n", "1783354 53 71509 2 \n", "1783355 4306 2167 2 \n", "\n", " Total Backward Packets Total Length of Fwd Packets \\\n", "0 6 1038 \n", "1 2 70 \n", "2 2 96 \n", "3 10 1114 \n", "4 5 407 \n", "... ... ... \n", "1783351 5 11595 \n", "1783352 77 1041 \n", "1783353 3 0 \n", "1783354 2 78 \n", "1783355 0 0 \n", "\n", " Total Length of Bwd Packets Fwd Packet Length Max \\\n", "0 11595 346 \n", "1 174 35 \n", "2 96 48 \n", "3 15841 1084 \n", "4 452 377 \n", "... ... ... \n", "1783351 327 5792 \n", "1783352 135313 373 \n", "1783353 0 0 \n", "1783354 330 39 \n", "1783355 0 0 \n", "\n", " Fwd Packet Length Min Fwd Packet Length Mean \\\n", "0 0 103.800000 \n", "1 35 35.000000 \n", "2 48 48.000000 \n", "3 0 159.142857 \n", "4 0 58.142857 \n", "... ... ... \n", "1783351 0 1449.375000 \n", "1783352 0 16.523810 \n", "1783353 0 0.000000 \n", "1783354 39 39.000000 \n", "1783355 0 0.000000 \n", "\n", " Fwd Packet Length Std ... act_data_pkt_fwd \\\n", "0 167.133879 ... 3 \n", "1 0.000000 ... 1 \n", "2 0.000000 ... 1 \n", "3 407.829796 ... 6 \n", "4 140.620563 ... 6 \n", "... ... ... ... \n", "1783351 2046.673464 ... 5 \n", "1783352 68.018939 ... 4 \n", "1783353 0.000000 ... 0 \n", "1783354 0.000000 ... 1 \n", "1783355 0.000000 ... 0 \n", "\n", " min_seg_size_forward Active Mean Active Std Active Max \\\n", "0 32 998.0000 0.0000 998 \n", "1 32 0.0000 0.0000 0 \n", "2 20 0.0000 0.0000 0 \n", "3 20 0.0000 0.0000 0 \n", "4 20 360718.0000 0.0000 360718 \n", "... ... ... ... ... \n", "1783351 32 13859.0000 0.0000 13859 \n", "1783352 32 198255.7778 362537.3486 1165022 \n", "1783353 28 0.0000 0.0000 0 \n", "1783354 32 0.0000 0.0000 0 \n", "1783355 20 0.0000 0.0000 0 \n", "\n", " Active Min Idle Mean Idle Std Idle Max Idle Min \n", "0 998 6.830000e+07 0.0000 68300000 68300000 \n", "1 0 0.000000e+00 0.0000 0 0 \n", "2 0 0.000000e+00 0.0000 0 0 \n", "3 0 0.000000e+00 0.0000 0 0 \n", "4 360718 9.767208e+06 0.0000 9767208 9767208 \n", "... ... ... ... ... ... \n", "1783351 13859 9.860000e+07 0.0000 98600000 98600000 \n", "1783352 77291 9.908053e+06 290822.6482 10000000 9132848 \n", "1783353 0 0.000000e+00 0.0000 0 0 \n", "1783354 0 0.000000e+00 0.0000 0 0 \n", "1783355 0 0.000000e+00 0.0000 0 0 \n", "\n", "[1783356 rows x 78 columns]" ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ "x=df.drop([' Label'], axis=1)\n", "x" ] }, { "cell_type": "code", "execution_count": 8, "id": "e3993852-2aa5-43d0-88a7-61d824a58fe1", "metadata": { "scrolled": true }, "outputs": [ { "data": { "text/html": [ "
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Destination PortFlow DurationTotal Fwd PacketsTotal Backward PacketsTotal Length of Fwd PacketsTotal Length of Bwd PacketsFwd Packet Length MaxFwd Packet Length MinFwd Packet Length MeanFwd Packet Length Std...act_data_pkt_fwdmin_seg_size_forwardActive MeanActive StdActive MaxActive MinIdle MeanIdle StdIdle MaxIdle Min
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859 rows × 78 columns

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Destination PortFlow DurationTotal Fwd PacketsTotal Backward PacketsTotal Length of Fwd PacketsTotal Length of Bwd PacketsFwd Packet Length MaxFwd Packet Length MinFwd Packet Length MeanFwd Packet Length Std...act_data_pkt_fwdmin_seg_size_forwardActive MeanActive StdActive MaxActive MinIdle MeanIdle StdIdle MaxIdle Min
080688555791061038115953460103.800000167.133879...332998.00000.00009989986.830000e+070.00006830000068300000
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38029565771011141584110840159.142857407.829796...6200.00000.0000000.000000e+000.000000
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178335141272986897828511595327579201449.3750002046.673464...53213859.00000.000013859138599.860000e+070.00009860000098600000
17833524439095678363771041135313373016.52381068.018939...432198255.7778362537.34861165022772919.908053e+06290822.6482100000009132848
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1782497 rows × 78 columns

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" ], "text/plain": [ " Destination Port Flow Duration Total Fwd Packets \\\n", "0 80 68855579 10 \n", "1 53 196 2 \n", "2 123 118 2 \n", "3 80 295657 7 \n", "4 80 15705351 7 \n", "... ... ... ... \n", "1783351 41272 98689782 8 \n", "1783352 443 90956783 63 \n", "1783353 443 1241813 3 \n", "1783354 53 71509 2 \n", "1783355 4306 2167 2 \n", "\n", " Total Backward Packets Total Length of Fwd Packets \\\n", "0 6 1038 \n", "1 2 70 \n", "2 2 96 \n", "3 10 1114 \n", "4 5 407 \n", "... ... ... \n", "1783351 5 11595 \n", "1783352 77 1041 \n", "1783353 3 0 \n", "1783354 2 78 \n", "1783355 0 0 \n", "\n", " Total Length of Bwd Packets Fwd Packet Length Max \\\n", "0 11595 346 \n", "1 174 35 \n", "2 96 48 \n", "3 15841 1084 \n", "4 452 377 \n", "... ... ... \n", "1783351 327 5792 \n", "1783352 135313 373 \n", "1783353 0 0 \n", "1783354 330 39 \n", "1783355 0 0 \n", "\n", " Fwd Packet Length Min Fwd Packet Length Mean \\\n", "0 0 103.800000 \n", "1 35 35.000000 \n", "2 48 48.000000 \n", "3 0 159.142857 \n", "4 0 58.142857 \n", "... ... ... \n", "1783351 0 1449.375000 \n", "1783352 0 16.523810 \n", "1783353 0 0.000000 \n", "1783354 39 39.000000 \n", "1783355 0 0.000000 \n", "\n", " Fwd Packet Length Std ... act_data_pkt_fwd \\\n", "0 167.133879 ... 3 \n", "1 0.000000 ... 1 \n", "2 0.000000 ... 1 \n", "3 407.829796 ... 6 \n", "4 140.620563 ... 6 \n", "... ... ... ... \n", "1783351 2046.673464 ... 5 \n", "1783352 68.018939 ... 4 \n", "1783353 0.000000 ... 0 \n", "1783354 0.000000 ... 1 \n", "1783355 0.000000 ... 0 \n", "\n", " min_seg_size_forward Active Mean Active Std Active Max \\\n", "0 32 998.0000 0.0000 998 \n", "1 32 0.0000 0.0000 0 \n", "2 20 0.0000 0.0000 0 \n", "3 20 0.0000 0.0000 0 \n", "4 20 360718.0000 0.0000 360718 \n", "... ... ... ... ... \n", "1783351 32 13859.0000 0.0000 13859 \n", "1783352 32 198255.7778 362537.3486 1165022 \n", "1783353 28 0.0000 0.0000 0 \n", "1783354 32 0.0000 0.0000 0 \n", "1783355 20 0.0000 0.0000 0 \n", "\n", " Active Min Idle Mean Idle Std Idle Max Idle Min \n", "0 998 6.830000e+07 0.0000 68300000 68300000 \n", "1 0 0.000000e+00 0.0000 0 0 \n", "2 0 0.000000e+00 0.0000 0 0 \n", "3 0 0.000000e+00 0.0000 0 0 \n", "4 360718 9.767208e+06 0.0000 9767208 9767208 \n", "... ... ... ... ... ... \n", "1783351 13859 9.860000e+07 0.0000 98600000 98600000 \n", "1783352 77291 9.908053e+06 290822.6482 10000000 9132848 \n", "1783353 0 0.000000e+00 0.0000 0 0 \n", "1783354 0 0.000000e+00 0.0000 0 0 \n", "1783355 0 0.000000e+00 0.0000 0 0 \n", "\n", "[1782497 rows x 78 columns]" ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" } ], "source": [ "x_nna = x.dropna()\n", "x_nna" ] }, { "cell_type": "code", "execution_count": 10, "id": "5f43fa6a-d62b-4298-a4d9-fee1e642cbb1", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "[(' Destination Port', 65534.0),\n", " (' Flow Duration', 119999997.0),\n", " (' Total Fwd Packets', 217797.0),\n", " (' Total Backward Packets', 289585.0),\n", " ('Total Length of 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Destination PortFlow DurationTotal Fwd PacketsTotal Backward PacketsTotal Length of Fwd PacketsTotal Length of Bwd PacketsFwd Packet Length MaxFwd Packet Length MinFwd Packet Length MeanFwd Packet Length Std...act_data_pkt_fwdmin_seg_size_forwardActive MeanActive StdActive MaxActive MinIdle MeanIdle StdIdle MaxIdle Min
080688555791061038115953460103.800000167.133879...332998.00000.00009989986.830000e+070.00006830000068300000
1531962270174353535.0000000.000000...1320.00000.0000000.000000e+000.000000
2123118229696484848.0000000.000000...1200.00000.0000000.000000e+000.000000
38029565771011141584110840159.142857407.829796...6200.00000.0000000.000000e+000.000000
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1781545 rows × 78 columns

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" ], "text/plain": [ " Destination Port Flow Duration Total Fwd Packets \\\n", "0 80 68855579 10 \n", "1 53 196 2 \n", "2 123 118 2 \n", "3 80 295657 7 \n", "4 80 15705351 7 \n", "... ... ... ... \n", "1783351 41272 98689782 8 \n", "1783352 443 90956783 63 \n", "1783353 443 1241813 3 \n", "1783354 53 71509 2 \n", "1783355 4306 2167 2 \n", "\n", " Total Backward Packets Total Length of Fwd Packets \\\n", "0 6 1038 \n", "1 2 70 \n", "2 2 96 \n", "3 10 1114 \n", "4 5 407 \n", "... ... ... \n", "1783351 5 11595 \n", "1783352 77 1041 \n", "1783353 3 0 \n", "1783354 2 78 \n", "1783355 0 0 \n", "\n", " Total Length of Bwd Packets Fwd Packet Length Max \\\n", "0 11595 346 \n", "1 174 35 \n", "2 96 48 \n", "3 15841 1084 \n", "4 452 377 \n", "... ... ... \n", "1783351 327 5792 \n", "1783352 135313 373 \n", "1783353 0 0 \n", "1783354 330 39 \n", "1783355 0 0 \n", "\n", " Fwd Packet Length Min Fwd Packet Length Mean \\\n", "0 0 103.800000 \n", "1 35 35.000000 \n", "2 48 48.000000 \n", "3 0 159.142857 \n", "4 0 58.142857 \n", "... ... ... \n", "1783351 0 1449.375000 \n", "1783352 0 16.523810 \n", "1783353 0 0.000000 \n", "1783354 39 39.000000 \n", "1783355 0 0.000000 \n", "\n", " Fwd Packet Length Std ... act_data_pkt_fwd \\\n", "0 167.133879 ... 3 \n", "1 0.000000 ... 1 \n", "2 0.000000 ... 1 \n", "3 407.829796 ... 6 \n", "4 140.620563 ... 6 \n", "... ... ... ... \n", "1783351 2046.673464 ... 5 \n", "1783352 68.018939 ... 4 \n", "1783353 0.000000 ... 0 \n", "1783354 0.000000 ... 1 \n", "1783355 0.000000 ... 0 \n", "\n", " min_seg_size_forward Active Mean Active Std Active Max \\\n", "0 32 998.0000 0.0000 998 \n", "1 32 0.0000 0.0000 0 \n", "2 20 0.0000 0.0000 0 \n", "3 20 0.0000 0.0000 0 \n", "4 20 360718.0000 0.0000 360718 \n", "... ... ... ... ... \n", "1783351 32 13859.0000 0.0000 13859 \n", "1783352 32 198255.7778 362537.3486 1165022 \n", "1783353 28 0.0000 0.0000 0 \n", "1783354 32 0.0000 0.0000 0 \n", "1783355 20 0.0000 0.0000 0 \n", "\n", " Active Min Idle Mean Idle Std Idle Max Idle Min \n", "0 998 6.830000e+07 0.0000 68300000 68300000 \n", "1 0 0.000000e+00 0.0000 0 0 \n", "2 0 0.000000e+00 0.0000 0 0 \n", "3 0 0.000000e+00 0.0000 0 0 \n", "4 360718 9.767208e+06 0.0000 9767208 9767208 \n", "... ... ... ... ... ... \n", "1783351 13859 9.860000e+07 0.0000 98600000 98600000 \n", "1783352 77291 9.908053e+06 290822.6482 10000000 9132848 \n", "1783353 0 0.000000e+00 0.0000 0 0 \n", "1783354 0 0.000000e+00 0.0000 0 0 \n", "1783355 0 0.000000e+00 0.0000 0 0 \n", "\n", "[1781545 rows x 78 columns]" ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" } ], "source": [ "x_inf=x[np.isinf(x).any(axis=1)]\n", "x_nna_inf=x_nna[np.isinf(x_nna).any(axis=1)]\n", "\n", "x_clean = x_nna[~np.isinf(x_nna).any(axis=1)]\n", "x_clean\n" ] }, { "cell_type": "code", "execution_count": 13, "id": "d5a99ec3-e4ac-447b-a87a-a89faa0b12ce", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "[(' Destination Port', 65534.0),\n", " (' Flow Duration', 119999997.0),\n", " (' Total Fwd Packets', 217797.0),\n", " (' Total Backward Packets', 289585.0),\n", " ('Total Length of Fwd Packets', 1827335.0),\n", " (' Total Length of Bwd Packets', 639650620.0),\n", " (' Fwd Packet Length Max', 24820.0),\n", " (' Fwd Packet Length Min', 2325.0),\n", " (' Fwd Packet Length Mean', 5675.444444),\n", " (' Fwd Packet Length Std', 7125.5968458437),\n", " ('Bwd Packet Length Max', 19530.0),\n", " (' Bwd Packet Length Min', 2896.0),\n", " (' Bwd Packet Length Mean', 3927.262213),\n", " (' Bwd Packet Length Std', 6715.738331),\n", " ('Flow Bytes/s', 2071000000.0),\n", " (' Flow Packets/s', 4000000.0),\n", " (' Flow IAT Mean', 120000000.0),\n", " (' Flow IAT Std', 84800261.5664079),\n", " (' Flow IAT Max', 120000000.0),\n", " (' Flow IAT Min', 120000000.0),\n", " ('Fwd IAT Total', 120000000.0),\n", " (' Fwd IAT Mean', 120000000.0),\n", " (' Fwd IAT Std', 84602929.2769822),\n", " (' Fwd IAT Max', 120000000.0),\n", " (' Fwd IAT Min', 120000000.0),\n", " ('Bwd IAT Total', 120000000.0),\n", " (' Bwd IAT Mean', 120000000.0),\n", " (' Bwd IAT Std', 84418013.7826341),\n", " (' Bwd IAT Max', 120000000.0),\n", " (' Bwd IAT Min', 120000000.0),\n", " ('Fwd PSH Flags', 1.0),\n", " (' Bwd PSH Flags', 0.0),\n", " (' Fwd URG Flags', 1.0),\n", " (' Bwd URG Flags', 0.0),\n", " (' Fwd Header Length', 4617240.0),\n", " (' Bwd Header Length', 5791700.0),\n", " ('Fwd Packets/s', 3000000.0),\n", " (' Bwd Packets/s', 2000000.0),\n", " (' Min Packet Length', 1448.0),\n", " (' Max Packet Length', 24820.0),\n", " (' Packet Length Mean', 3337.142857),\n", " (' Packet Length Std', 4731.522394),\n", " (' Packet Length Variance', 22400000.0),\n", " ('FIN Flag Count', 1.0),\n", " (' SYN Flag Count', 1.0),\n", " (' RST Flag Count', 1.0),\n", " (' PSH Flag Count', 1.0),\n", " (' ACK Flag Count', 1.0),\n", " (' URG Flag Count', 1.0),\n", " (' CWE Flag Count', 1.0),\n", " (' ECE Flag Count', 1.0),\n", " (' Down/Up Ratio', 156.0),\n", " (' Average Packet Size', 3893.333333),\n", " (' Avg Fwd Segment Size', 5675.444444),\n", " (' Avg Bwd Segment Size', 3927.262213),\n", " (' Fwd Header Length.1', 4617240.0),\n", " ('Fwd Avg Bytes/Bulk', 0.0),\n", " (' Fwd Avg Packets/Bulk', 0.0),\n", " (' Fwd Avg Bulk Rate', 0.0),\n", " (' Bwd Avg Bytes/Bulk', 0.0),\n", " (' Bwd Avg Packets/Bulk', 0.0),\n", " ('Bwd Avg Bulk Rate', 0.0),\n", " ('Subflow Fwd Packets', 217797.0),\n", " (' Subflow Fwd Bytes', 1827335.0),\n", " (' Subflow Bwd Packets', 289585.0),\n", " (' Subflow Bwd Bytes', 639650620.0),\n", " ('Init_Win_bytes_forward', 65535.0),\n", " (' Init_Win_bytes_backward', 65535.0),\n", " (' act_data_pkt_fwd', 207409.0),\n", " (' min_seg_size_forward', 138.0),\n", " ('Active Mean', 110000000.0),\n", " (' Active Std', 74200000.0),\n", " (' Active Max', 110000000.0),\n", " (' Active Min', 110000000.0),\n", " ('Idle Mean', 120000000.0),\n", " (' Idle Std', 76900000.0),\n", " (' Idle Max', 120000000.0),\n", " (' Idle Min', 120000000.0)]" ] }, "execution_count": 13, "metadata": {}, "output_type": "execute_result" } ], "source": [ "[(c,x.loc[x_clean[c].idxmax()][c]) for c in x.columns]" ] }, { "cell_type": "code", "execution_count": 14, "id": "9159b4ac-74a9-4727-82fa-85920cbd1dda", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
PCA(n_components=3)
In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook.
On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.
" ], "text/plain": [ "PCA(n_components=3)" ] }, "execution_count": 14, "metadata": {}, "output_type": "execute_result" } ], "source": [ "from sklearn.decomposition import PCA\n", "pca = PCA(n_components=3)\n", "pca.fit(x_clean.values)" ] }, { "cell_type": "code", "execution_count": 16, "id": "2bc108ea-88c5-4ee6-bda0-405eb27686f1", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[0.68406583 0.11775943 0.08794115]\n" ] } ], "source": [ "print(pca.explained_variance_ratio_)" ] }, { "cell_type": "code", "execution_count": 17, "id": "1ae20777-bb10-4c79-a8c9-ce9b93944167", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Requirement already satisfied: matplotlib in /mnt/fdbd0f14-dc7f-4c3c-85a2-7e247245789d/nithin/nithin/anaconda3/lib/python3.10/site-packages (3.7.0)\n", "Requirement already satisfied: packaging>=20.0 in /mnt/fdbd0f14-dc7f-4c3c-85a2-7e247245789d/nithin/nithin/anaconda3/lib/python3.10/site-packages (from matplotlib) (23.0)\n", "Requirement already satisfied: pyparsing>=2.3.1 in /mnt/fdbd0f14-dc7f-4c3c-85a2-7e247245789d/nithin/nithin/anaconda3/lib/python3.10/site-packages (from matplotlib) (3.0.9)\n", "Requirement already satisfied: cycler>=0.10 in /mnt/fdbd0f14-dc7f-4c3c-85a2-7e247245789d/nithin/nithin/anaconda3/lib/python3.10/site-packages (from matplotlib) (0.11.0)\n", "Requirement already satisfied: fonttools>=4.22.0 in /mnt/fdbd0f14-dc7f-4c3c-85a2-7e247245789d/nithin/nithin/anaconda3/lib/python3.10/site-packages (from matplotlib) (4.25.0)\n", "Requirement already satisfied: python-dateutil>=2.7 in /home/nithin/.local/lib/python3.10/site-packages (from matplotlib) (2.8.2)\n", "Requirement already satisfied: kiwisolver>=1.0.1 in /mnt/fdbd0f14-dc7f-4c3c-85a2-7e247245789d/nithin/nithin/anaconda3/lib/python3.10/site-packages (from matplotlib) (1.4.4)\n", "Requirement already satisfied: contourpy>=1.0.1 in /mnt/fdbd0f14-dc7f-4c3c-85a2-7e247245789d/nithin/nithin/anaconda3/lib/python3.10/site-packages (from matplotlib) (1.0.5)\n", "Requirement already satisfied: pillow>=6.2.0 in /mnt/fdbd0f14-dc7f-4c3c-85a2-7e247245789d/nithin/nithin/anaconda3/lib/python3.10/site-packages (from matplotlib) (9.4.0)\n", "Requirement already satisfied: numpy>=1.20 in /mnt/fdbd0f14-dc7f-4c3c-85a2-7e247245789d/nithin/nithin/anaconda3/lib/python3.10/site-packages (from matplotlib) (1.25.2)\n", "Requirement already satisfied: six>=1.5 in /mnt/fdbd0f14-dc7f-4c3c-85a2-7e247245789d/nithin/nithin/anaconda3/lib/python3.10/site-packages (from python-dateutil>=2.7->matplotlib) (1.16.0)\n" ] } ], "source": [ "!pip install matplotlib" ] }, { "cell_type": "code", "execution_count": 18, "id": "ec06630a-fc70-4780-a0a6-271e7b404f7b", "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "import matplotlib.pyplot as plt\n", "x_pca = pca.transform(x_clean.values)\n", "plt.scatter(x_pca[:, 0], x_pca[:, 1], s=0.1, alpha=0.1)\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 19, "id": "45b00228-8b0e-4456-b628-1d092c5469f6", "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "plt.scatter(x_pca[:, 0], x_pca[:, 2], s=0.1, alpha=0.1)\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 20, "id": "b7f58677-9273-4d37-a23f-9b4a8b34ea41", "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "plt.scatter(x_pca[:, 1], x_pca[:, 2], s=0.1, alpha=0.1)\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 21, "id": "10c72b73-c8c1-4d18-80dc-d067e0b8842e", "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "fig = plt.figure()\n", "ax = fig.add_subplot(projection='3d')\n", "ax.scatter(x_pca[:, 0], x_pca[:, 1], x_pca[:, 2], s=0.1, alpha=0.1)\n", "\n", "ax.set_xlabel('X Label')\n", "ax.set_ylabel('Y Label')\n", "ax.set_zlabel('Z Label')\n", "\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 22, "id": "040ccb7b-793a-4803-ab0e-872e403e99c9", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "[array([[-30854047.11309205, -2567751.19285711, -586264.5762964 ],\n", " [-30857919.76866276, -2574069.14251742, -204078.0760084 ],\n", " [-30301224.88737221, -2329754.82394792, -1764245.22306473],\n", " ...,\n", " [-28868845.84548716, -1421208.21240374, -1791924.97496024],\n", " [-30783250.94373883, -2549149.53331193, -1824908.76395619],\n", " [-30838237.52541048, -2547226.65534707, -1830948.20536975]]),\n", " array([[-30843677.74631745, -2550245.57302128, -1643413.39525689],\n", " 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1.45725313e+08, 1.84508936e+06],\n", " [ 1.67092467e+08, 6.20202746e+07, 1.23407649e+06],\n", " [ 1.24475529e+08, 1.32904521e+08, 1.82667877e+06],\n", " [ 2.60015892e+08, -1.62654000e+07, 1.08409714e+06],\n", " [ 2.75028341e+08, -1.72318546e+07, 1.23107344e+06]]),\n", " array([[-30843334.1583455 , -2549627.70340553, -1680848.04859259],\n", " [-30844423.68477804, -2551424.07462306, -1572757.97013666],\n", " [-30844057.97382696, -2550827.59445531, -1608622.29295638],\n", " ...,\n", " [-30842692.81501866, -2548643.06739736, -1740014.33440739],\n", " [-30843784.12862514, -2550354.30527175, -1637259.93518988],\n", " [-30843055.5706282 , -2549210.23647588, -1705902.94735675]]),\n", " array([[-30841806.20944782, -2547140.25046582, -1830889.01798969],\n", " [-15359619.00060561, 10513184.82925549, -1470494.81872524],\n", " [-30841811.4508839 , -2547140.95822697, -1830882.38661886],\n", " ...,\n", " [-15538797.5637348 , 10318095.15075343, -1475053.20490123],\n", " [-30841781.07051997, -2547137.72487257, -1830912.55345167],\n", " [-16372337.11636319, 9958029.88117744, -1489143.91796042]]),\n", " array([[-20986837.38324974, -3123124.74481059, -1767193.4327361 ],\n", " [-21219840.04645866, -3109641.3173437 , -1768703.68000951],\n", " [-21134279.03753146, -3114630.78780465, -1768149.72410567],\n", " ...,\n", " [ 10372643.02597144, 38360076.30801611, -786311.65054732],\n", " [-22322242.01622408, -3045127.78785856, -1775837.55006641],\n", " [-21537444.44832326, -3091056.44228061, -1770758.98753138]]),\n", " array([[-30841805.18426355, -2547140.12198543, -1830890.23233145],\n", " [-22729259.33627209, -2769809.0135954 , -1774345.11536658],\n", " [-24336219.90066187, 923862.1718357 , -1694305.7296592 ],\n", " [-24286960.32243469, 945998.87874537, -1693139.844573 ],\n", " [-30841842.2546618 , -2547147.00797769, -1830825.45677037],\n", " [-30841800.13944213, -2547139.52111878, -1830895.84683115],\n", " [-30841840.77637793, -2547146.63153999, -1830829.00750849],\n", " [-30841771.09362873, -2547137.01622489, -1830919.11013931],\n", " [-24218342.34118394, 986078.09796476, -1691044.48877038],\n", " [-24332592.58177599, 920620.24270439, -1693974.28973949],\n", " [-30841805.18406558, -2547140.11845322, -1830890.23254819],\n", " [-22726727.46887479, -2767027.93498002, -1774329.3500966 ]]),\n", " array([[-22258662.3219757 , -3048725.36864532, -1775424.12081993],\n", " [-21866622.78931314, -3071666.27785466, -1772887.13085491],\n", " [-21870080.80568925, -3071590.82998171, -1772911.56687125],\n", " ...,\n", " [-21978954.77864363, -3065086.35668973, -1773613.94484851],\n", " [-21848875.44076533, -3071911.53237349, -1772759.46499142],\n", " [-21499290.87819587, -3093221.69827862, -1770511.00461083]])]" ] }, "execution_count": 22, "metadata": {}, "output_type": "execute_result" } ], "source": [ "gb=df.groupby(' Label')\n", "dfs = [gb.get_group(x) for x in gb.groups]\n", "xs = [ f.drop([' Label'], axis=1) for f in dfs]\n", "x_cleans = [x[~np.isinf(x).any(axis=1)].dropna() for x in xs] \n", "x_pcas = [pca.transform(x_clean.values) for x_clean in x_cleans] \n", "x_pcas" ] }, { "cell_type": "code", "execution_count": 23, "id": "45097586-e0e4-4a19-9740-15e8fcdb5899", "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "fig = plt.figure()\n", "#ax = fig.add_subplot(projection='3d')\n", "for i in range(len(x_pcas)):\n", " plt.scatter(x_pcas[i][:, 0], x_pcas[i][:, 1], s=0.1, alpha=0.1, cmap='jet')\n", " #ax.scatter(x_pcas[i][:, 0], x_pcas[i][:, 1], x_pcas[i][:, 2], s=0.1, alpha=0.1, cmap='jet')\n", "\n", "#ax.set_xlabel('X Label')\n", "#ax.set_ylabel('Y Label')\n", "#ax.set_zlabel('Z Label')\n", "\n", "plt.show()\n" ] }, { "cell_type": "code", "execution_count": 24, "id": "32f1fc6a-87f8-40a4-8971-7aba986efb14", "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "fig = plt.figure()\n", "for i in range(len(x_pcas)):\n", " plt.scatter(x_pcas[i][:, 0], x_pcas[i][:, 2], s=0.1, alpha=0.1, cmap='jet')\n", "\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 25, "id": "635d3d0f-0203-4797-ba4b-8348d9c37fa6", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "1 BENIGN\n", "2 BENIGN\n", "3 BENIGN\n", "4 BENIGN\n", "5 BENIGN\n", " ... \n", "1783351 BENIGN\n", "1783352 BENIGN\n", "1783353 BENIGN\n", "1783354 BENIGN\n", "1783355 BENIGN\n", "Name: Label, Length: 1432050, dtype: object\n" ] }, { "data": { "image/png": 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\n", 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\n", 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\n", 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\n", 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\n", 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "31 FTP-Patator\n", "102 FTP-Patator\n", "1054 FTP-Patator\n", "1113 FTP-Patator\n", "2261 FTP-Patator\n", " ... \n", "1778988 FTP-Patator\n", "1779601 FTP-Patator\n", "1780174 FTP-Patator\n", "1782340 FTP-Patator\n", "1782812 FTP-Patator\n", "Name: Label, Length: 5000, dtype: object\n" ] }, { "data": { "image/png": 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\n", 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O06YkTbphZsy9ktOrD3uFfx/wJ1W1H/iT/vZay8C/q6o3ALcD709yYMh2JWmibXfG3Cs5vfqwgX8Y+L3++98D/vXaClX11ar6q/77/ws8BewZsl1JumpdqenVhw38H760GHn/5w9tVjnJTcCbgb/cpM7RJPNJ5peWlobsniTpki3XtE3y34EfWafoP1xOQ0muBT4B/Nuq+uZG9arqOHAcYG5ubvI+5pakKbVl4FfVOzYqS/K1JDdU1VeT3ABc2KDeLnph/wdV9clt91aStG3D3tI5DfxS//0vAX+8tkKSAP8FeKqq/vOQ7UmStmnYwP9PwDuTfAV4Z3+bJD+a5Ey/zj8D3g28LckX+q9DQ7YrSbpMW97S2UxVfQN4+zr7zwOH+u//F+CK3pI0Zn7TVpIakarJfRAmyRLwt+Pux2XaDXx93J3ogOcxWa6G87gazgEm/zz+YVXNrlcw0YE/jZLMV9XcuPsxLM9jslwN53E1nANM93l4S0eSGmHgS1IjDPzuHR93BzrieUyWq+E8roZzgCk+D+/hS1IjvMKXpEYY+JLUCAN/m5IcTPJ0koUkr1j4JT0f6Zc/keTWcfRzKwOcxx1JXlw1LcYHx9HPzSQ5keRCkic3KJ+WsdjqPKZhLLZc4W4axmPA85j48XiFqvJ1mS9gB/C/gX8EXAN8ETiwps4h4DP0ppW4HfjLcfd7m+dxB/Dpcfd1i/P4F8CtwJMblE/8WAx4HtMwFjcAt/bf/wDw5Sn9uzHIeUz8eKx9eYW/PbcBC1X1TFVdBE7RW/1rtcPAx6vnUeB1/SmkJ8kg5zHxquoR4PlNqkzDWAxyHhOvBlvhbuLHY8DzmDoG/vbsAc6t2l7klb8Mg9QZt0H7+NYkX0zymST/ZDRd69Q0jMWgpmYsNlnhbqrGY4uV+qZmPGDI2TIbtt7sn2ufbx2kzrgN0se/ojc3x9/3p7X+FLD/SnesY9MwFoOYmrHYYoW7qRmPLc5jasbjEq/wt2cR2Ldqey9wfht1xm3LPlbVN6vq7/vvzwC7kuweXRc7MQ1jsaVpGYsBVribivHY6jymZTxWM/C35zFgf5Kbk1wD3EVv9a/VTgPv6T+RcDvwYvUXfJ8gW55Hkh/pr1pGktvo/c58Y+Q9Hc40jMWWpmEs+v3baoW7iR+PQc5jGsZjLW/pbENVLSe5B3iY3pMuJ6rqbJK7++XHgDP0nkZYAF4C3juu/m5kwPN4F/BvkiwDLwN3Vf8RhUmR5CF6T0zsTrII3A/sgukZCxjoPCZ+LPj/K9x9KckX+vv+PXAjTNV4DHIe0zAe38OpFSSpEd7SkaRGGPiS1AgDX5IaYeBLUiMMfEmaEFtNoLem7o39Cd7+uj8J3aGt/oyBL0mT4yRwcMC6vw78YVW9md53aB7c6g8Y+JI0IdabQC/JjyX5bJLHk/x5ktdfqg68tv/+Ogb4trJfvJKkyXYcuLuqvpLkLfSu5N8G/AbwuSQfAL4feMdWBzLwJWlC9Sdv+yngj/qzOAB8X//nEeBkVX04yVuB30/yE1W1stHxDHxJmlwzwN9V1ZvWKXsf/fv9VfUXSV4F7AYubHYwSdIE6k/J/GySn4fvLg95S7/4OeDt/f1vAF4FLG12POfSkaQJsXoCPeBr9CbQ+1Pgo/SWXdwFnKqq30xyAPhd4Fp6H+D+WlV9btPjG/iS1AZv6UhSIwx8SWqEgS9JjTDwJakRBr4kNcLAl6RGGPiS1Ij/BzOR+bFZBR7+AAAAAElFTkSuQmCC\n", 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\n", 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I+oKk65tP2r5U0lpJjy60IkINAB1me7mkayU9YL91bawlpy22SdLXIuLUQusj1ADQeTVJE7M3OjmTTZLuLLoyAEAHzd7o5CXbt0iSZ7y3+bzt9ZIukLSjyPoINQCco9kLPe2QtN72PttbJN0qaYvtpyTt0dvvrrNZ0v1FL0vM6XkAkBx71ACQHKEGgOQINQAkR6gBIDlCDQDJEWoASI5QA0By/wdNeOqdF9IkGQAAAABJRU5ErkJggg==\n", 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "730 Web Attack � XSS\n", "2316 Web Attack � XSS\n", "8434 Web Attack � XSS\n", "11009 Web Attack � XSS\n", "17933 Web Attack � XSS\n", " ... \n", "1759231 Web Attack � XSS\n", "1760075 Web Attack � XSS\n", "1765629 Web Attack � XSS\n", "1770271 Web Attack � XSS\n", "1782862 Web Attack � XSS\n", "Name: Label, Length: 410, dtype: object\n" ] }, { "data": { "image/png": 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"text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "fig = plt.figure()\n", "for i in range(len(x_pcas)):\n", " plt.scatter(x_pcas[i][:, 0], x_pcas[i][:, 1], s=0.1, alpha=0.1)\n", " print(dfs[i][' Label'])\n", " plt.show()" ] }, { "cell_type": "code", "execution_count": null, "id": "b657a637-70fb-4e7a-8799-4f7a135cbea2", "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "Python 3 (ipykernel)", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.10.12" } }, "nbformat": 4, "nbformat_minor": 5 }