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63006 rows × 10 columns

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Unnamed: 0hashfrom_addressto_addressvaluegasgas_priceinputblock_numberblock_hash
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63006 rows × 10 columns

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from_addressblock_number
00x506a48155c891c78c04bc0b70eb1d9b2361635e0635.0
10x7bd8477901552199e8208f62875aa94fab2fffb3635.0
20xf8205e37e797aea754107823f0c3808f057f1c71635.0
30x31c01e90edcf8602c1a18b2ae4e5a72d8dce76bd635.0
40xbf8fbb3f3b0a3379167b51b071fa4a9997d8db87635.0
.........
650500x246f12ac4dc03a9b6284de458d284c709a9a60e31.0
650510xea25c9641a77adda5b740fc680809655a3764d421.0
650520x74dec05e5b894b0efec69cdf6316971802a2f9a11.0
650530xb060b0b7b450753766bad0a746115a291d85e1b11.0
650540x359f5bf2fca75a65ed24f6d39164c33a6f44289e1.0
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63006 rows × 2 columns

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" ], "text/plain": [ " from_address block_number\n", "0 0x506a48155c891c78c04bc0b70eb1d9b2361635e0 635.0\n", "1 0x7bd8477901552199e8208f62875aa94fab2fffb3 635.0\n", "2 0xf8205e37e797aea754107823f0c3808f057f1c71 635.0\n", "3 0x31c01e90edcf8602c1a18b2ae4e5a72d8dce76bd 635.0\n", "4 0xbf8fbb3f3b0a3379167b51b071fa4a9997d8db87 635.0\n", "... ... ...\n", "65050 0x246f12ac4dc03a9b6284de458d284c709a9a60e3 1.0\n", "65051 0xea25c9641a77adda5b740fc680809655a3764d42 1.0\n", "65052 0x74dec05e5b894b0efec69cdf6316971802a2f9a1 1.0\n", "65053 0xb060b0b7b450753766bad0a746115a291d85e1b1 1.0\n", "65054 0x359f5bf2fca75a65ed24f6d39164c33a6f44289e 1.0\n", "\n", "[63006 rows x 2 columns]" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" } ], "source": [ "data1 = df[['from_address','block_number']]\n", "data1" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ 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505.0\n", "16354 474.0\n", "Name: block_number, dtype: float64, '0xffaeee6c4cefb0d63c2cf28b9f02cd1340796a63': 28384 361.0\n", "33122 315.0\n", "Name: block_number, dtype: float64, '0xffb446af5b357819ac68245cc8f22be23352ba27': 58381 70.0\n", "58758 66.0\n", "Name: block_number, dtype: float64, '0xffcf9020799b4f03a63e11260e8c2e75ceb5c505': 37666 272.0\n", "44543 210.0\n", "Name: block_number, dtype: float64, '0xffda8e1961d9e55ece7dde23deb06ef7a5b53e4c': 18925 449.0\n", "19723 442.0\n", "Name: block_number, dtype: float64, '0xffdb55114a214a511d2c26e41080e87ccf2417fd': 55651 97.0\n", "59895 54.0\n", "Name: block_number, dtype: float64, '0xffdd73db0e430bdfb832016fd5066b2420ce84a0': 6612 574.0\n", "9594 542.0\n", "11431 523.0\n", "Name: block_number, dtype: float64, '0xffebf548ca2ca409b613ba0263f9141f4618021d': 33660 309.0\n", "36662 282.0\n", "Name: block_number, dtype: float64, '0xffec0067f5a79cff07527f63d83dd5462ccf8ba4': 460 631.0\n", "785 627.0\n", "2651 610.0\n", "4205 596.0\n", "4255 596.0\n", " ... \n", "61750 36.0\n", "62234 31.0\n", "62945 23.0\n", "62989 23.0\n", "64419 8.0\n", "Name: block_number, Length: 74, dtype: float64, '0xffeeed7021198ca17f395757d3e47e2383a367b9': 2203 614.0\n", "2227 614.0\n", "7195 567.0\n", "Name: block_number, dtype: float64, '0xfff25521dbddeb2bc6de8a9f45c6f29b70c2e703': 51981 135.0\n", "56395 90.0\n", "56676 88.0\n", "56779 87.0\n", "56937 85.0\n", "57022 84.0\n", "57196 83.0\n", "57243 82.0\n", "57478 80.0\n", "57602 78.0\n", "58171 72.0\n", "58294 71.0\n", "58503 69.0\n", "Name: block_number, dtype: float64, '0xfff33e82cbdc42abd0b5e16455b21efaa6896238': 26310 380.0\n", "28023 364.0\n", "Name: block_number, dtype: float64, '0xfff39900273ffb1045c7cfde62df1720b63fd6bd': 15436 482.0\n", "16657 470.0\n", "17776 460.0\n", "20068 438.0\n", "Name: block_number, dtype: float64, '0xfff401de598bd133cff26be5e79bbee4eed2a0e4': 13703 500.0\n", "25035 392.0\n", "26108 382.0\n", "29059 354.0\n", "54674 109.0\n", "Name: block_number, dtype: float64, '0xfff43d5173d5902c3f25495df374d2e6ffc84665': 2669 610.0\n", "2680 610.0\n", "2808 610.0\n", "7326 566.0\n", "15711 479.0\n", "16952 468.0\n", "17270 465.0\n", "17515 463.0\n", "17926 459.0\n", "18158 457.0\n", "Name: block_number, dtype: float64, '0xfff61e018e87e8b05549177c5c6c4d44fc984f29': 3351 604.0\n", "3837 600.0\n", "4086 598.0\n", "4326 595.0\n", "4674 592.0\n", "Name: block_number, dtype: float64, '0xfffb454f4affaab597bea56edec6ccf8aefda9ae': 6389 575.0\n", "14709 489.0\n", "15027 486.0\n", "28962 355.0\n", "29693 348.0\n", "29964 345.0\n", "30257 342.0\n", "Name: block_number, dtype: float64}\n" ] } ], "source": [ "data2 = data1[\"block_number\"].groupby(data1[\"from_address\"])###把相同地址的分组展示\n", "data3 = dict(list(data2))#把data2变为字典类型\n", "print(data3)" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "dict_items([('0x0000000048429ba5463a4a9aa866460087dcebd0', 29026 355.0\n", "29395 351.0\n", "63056 22.0\n", 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('0xfff61e018e87e8b05549177c5c6c4d44fc984f29', 3351 604.0\n", "3837 600.0\n", "4086 598.0\n", "4326 595.0\n", "4674 592.0\n", "Name: block_number, dtype: float64), ('0xfffb454f4affaab597bea56edec6ccf8aefda9ae', 6389 575.0\n", "14709 489.0\n", "15027 486.0\n", "28962 355.0\n", "29693 348.0\n", "29964 345.0\n", "30257 342.0\n", "Name: block_number, dtype: float64)])" ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" } ], "source": [ " data3.items()" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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addressblock_number
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20x000000062bf07241987d5f1f88fc25c9190bcfc99894 539.0\n", "39350 258.0\n", "Name: block_numb...
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40x000000697bb288f2528042e8844b65cd32beafca7524 564.0\n", "8501 554.0\n", "34298 303.0\n", "N...
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12418 rows × 2 columns

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" ], "text/plain": [ " address \\\n", "0 0x0000000048429ba5463a4a9aa866460087dcebd0 \n", "1 0x00000000863b56a3c1f0f1be8bc4f8b7bd78f57a \n", "2 0x000000062bf07241987d5f1f88fc25c9190bcfc9 \n", "3 0x00000006e42915a2b6907f8b3faf311b68862f60 \n", "4 0x000000697bb288f2528042e8844b65cd32beafca \n", "... ... \n", "12413 0xfff39900273ffb1045c7cfde62df1720b63fd6bd \n", "12414 0xfff401de598bd133cff26be5e79bbee4eed2a0e4 \n", "12415 0xfff43d5173d5902c3f25495df374d2e6ffc84665 \n", "12416 0xfff61e018e87e8b05549177c5c6c4d44fc984f29 \n", "12417 0xfffb454f4affaab597bea56edec6ccf8aefda9ae \n", "\n", " block_number \n", "0 29026 355.0\n", "29395 351.0\n", "63056 22.0\n", "6... \n", "1 3738 601.0\n", "4719 592.0\n", "47466 180.0\n", "4... \n", "2 9894 539.0\n", "39350 258.0\n", "Name: block_numb... \n", "3 51474 140.0\n", "58136 73.0\n", "Name: block_numb... \n", "4 7524 564.0\n", "8501 554.0\n", "34298 303.0\n", "N... \n", "... ... \n", "12413 15436 482.0\n", "16657 470.0\n", "17776 460.0\n", "2... \n", "12414 13703 500.0\n", "25035 392.0\n", "26108 382.0\n", "2... \n", "12415 2669 610.0\n", "2680 610.0\n", "2808 610.0\n", "7... \n", "12416 3351 604.0\n", "3837 600.0\n", "4086 598.0\n", "4326... \n", "12417 6389 575.0\n", "14709 489.0\n", "15027 486.0\n", "2... \n", "\n", "[12418 rows x 2 columns]" ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" } ], "source": [ "data4 = pd.DataFrame(list(data3.items()),columns= ['address', 'block_number'])##转格式\n", "data4\n", "\n", "\n", "# import dataframe_image as dfi\n", "\n", "# df_style = data4.style.background_gradient()\n", "\n", "# dfi.export(obj = df_style,filename = \"test.png\",fontsize = 90,max_rows=10)" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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61'])#从2列到61列\n", "data5" ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "[331.0,\n", " 412.0,\n", " 251.0,\n", " 7.0,\n", " 2.0,\n", " 319.0,\n", " 574.0,\n", " 7.0,\n", " 40.0,\n", " 25.0,\n", " 8.0,\n", " 28.0,\n", " 118.0,\n", " 389.0,\n", " 225.0,\n", " 494.0,\n", " 98.0,\n", " 20.0,\n", " 289.0,\n", " 7.0,\n", " 52.0,\n", " 0.0,\n", " 2.0,\n", " 9.0,\n", " 190.0,\n", " 118.0,\n", " 33.0,\n", " 198.0,\n", " 621.0,\n", " 6.0,\n", " 8.0,\n", " 171.0,\n", " 203.0,\n", " 43.0,\n", " 88.0,\n", " 426.0,\n", " 83.0,\n", " 186.0,\n", " 120.0,\n", " 157.0,\n", " 605.0,\n", " 2.0,\n", " 239.0,\n", " 97.0,\n", " 168.0,\n", " 112.0,\n", " 47.0,\n", " 619.0,\n", " 360.0,\n", " 388.0,\n", " 4.0,\n", " 20.0,\n", " 118.0,\n", " 208.0,\n", " 111.0,\n", " 529.0,\n", " 177.0,\n", " 30.0,\n", " 446.0,\n", " 38.0,\n", " 23.0,\n", " 174.0,\n", " 295.0,\n", " 189.0,\n", " 2.0,\n", " 18.0,\n", " 44.0,\n", " 136.0,\n", " 100.0,\n", " 8.0,\n", " 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241.0,\n", " 19.0,\n", " 9.0,\n", " 96.0,\n", " 68.0,\n", " 174.0,\n", " 205.0,\n", " 245.0,\n", " 489.0,\n", " 5.0,\n", " 185.0,\n", " 494.0,\n", " 72.0,\n", " 0.0,\n", " 0.0,\n", " 17.0,\n", " 353.0,\n", " 192.0,\n", " 327.0,\n", " 43.0,\n", " 5.0,\n", " 0.0,\n", " 6.0,\n", " 27.0,\n", " 76.0,\n", " ...]" ] }, "execution_count": 13, "metadata": {}, "output_type": "execute_result" } ], "source": [ "poacols = [ 'Unnamed: 3','Unnamed: 4','Unnamed: 5','Unnamed: 6','Unnamed: 7','Unnamed: 8','Unnamed: 9','Unnamed: 10',\n", " 'Unnamed: 11','Unnamed: 12','Unnamed: 13','Unnamed: 14','Unnamed: 15','Unnamed: 16','Unnamed: 17','Unnamed: 18','Unnamed: 19',\n", " 'Unnamed: 20','Unnamed: 21','Unnamed: 22','Unnamed: 23','Unnamed: 24','Unnamed: 25','Unnamed: 26','Unnamed: 27','Unnamed: 28',\n", " 'Unnamed: 29','Unnamed: 30','Unnamed: 31','Unnamed: 32','Unnamed: 33','Unnamed: 34','Unnamed: 35','Unnamed: 36','Unnamed: 37',\n", " 'Unnamed: 38','Unnamed: 39','Unnamed: 40','Unnamed: 41','Unnamed: 42','Unnamed: 43','Unnamed: 44','Unnamed: 45','Unnamed: 46',\n", " 'Unnamed: 47','Unnamed: 48','Unnamed: 49','Unnamed: 50','Unnamed: 51','Unnamed: 52','Unnamed: 53','Unnamed: 54','Unnamed: 55',\n", " 'Unnamed: 56','Unnamed: 57','Unnamed: 58','Unnamed: 59','Unnamed: 60','Unnamed: 61']\n", "list1 = np.nanmax(data4[poacols],1)-np.nanmin(data4[poacols],1)#返回数组的最大值或沿轴的最大值,忽略任何 NaN\n", "list1.tolist()" ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "[4,\n", " 6,\n", " 3,\n", " 3,\n", " 3,\n", " 6,\n", " 32,\n", " 3,\n", " 12,\n", " 4,\n", " 4,\n", " 3,\n", " 4,\n", " 8,\n", " 5,\n", " 8,\n", " 6,\n", " 9,\n", " 3,\n", " 3,\n", " 3,\n", " 3,\n", " 3,\n", " 4,\n", " 3,\n", " 7,\n", " 4,\n", " 3,\n", " 37,\n", " 4,\n", " 3,\n", " 4,\n", " 9,\n", " 4,\n", " 4,\n", " 39,\n", " 4,\n", " 3,\n", " 13,\n", " 4,\n", " 27,\n", " 3,\n", " 6,\n", " 4,\n", " 5,\n", " 6,\n", " 7,\n", " 5,\n", " 12,\n", " 9,\n", " 3,\n", " 3,\n", " 6,\n", " 3,\n", 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"source": [ "list6 = (list1/(list2-2) - list5)###\n", "list6.tolist()" ] }, { "cell_type": "code", "execution_count": 19, "metadata": {}, "outputs": [], "source": [ "data6 = pd.DataFrame(data4.loc[:,'address'])" ] }, { "cell_type": "code", "execution_count": 20, "metadata": {}, "outputs": [], "source": [ "data6.insert(1,'interval',list1)##list1 所有间隔相加\n", "data6.insert(2,'delay',list6)" ] }, { "cell_type": "code", "execution_count": 21, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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"execution_count": 29, "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", "\n", "a11 = [data6[(data6['interval'] <= mid) & (data6['delay'] >=0)][['interval']] for n in data6[(data6['interval'] <= mid) & (data6['delay'] >=0)]]\n", "a12 = [data6[(data6['interval'] <= mid) & (data6['delay'] >=0)][['delay']] for n in data6[(data6['interval'] <= mid) & (data6['delay'] >=0)]]\n", "a21 = [data6[(data6['interval'] <= mid) & (data6['delay'] <0)][['interval']] for n in data6[(data6['interval'] <= mid) & (data6['delay'] <0)]]\n", "a22 = [data6[(data6['interval'] <= mid) & (data6['delay'] <0)][['delay']] for n in data6[(data6['interval'] <= mid) & (data6['delay'] <0)]]\n", "a31 = [data6[(data6['interval'] > mid) & (data6['delay'] >=0)][['interval']] for n in data6[(data6['interval'] > mid) & (data6['delay'] >=0)]]\n", "a32 = [data6[(data6['interval'] > mid) & (data6['delay'] >=0)][['delay']] for n in data6[(data6['interval'] > mid) & (data6['delay'] >=0)]]\n", "a41 = [data6[(data6['interval'] > mid) & (data6['delay'] < 0)][['interval']] for n in data6[(data6['interval'] > mid) & (data6['delay'] < 0)]]\n", "a42 = [data6[(data6['interval'] > mid) & (data6['delay'] < 0)][['delay']] for n in data6[(data6['interval'] > mid) & (data6['delay'] < 0)]]\n", "\n", "\n", "plt.scatter(a11[0], a12[0], marker='o',s=1)\n", "plt.scatter(a21[2], a22[2], marker='x',s=1)\n", "plt.scatter(a31[2], a32[2], marker='*',s=1)\n", "plt.scatter(a41[2], a42[2], marker='x',s=1)\n", "\n", "# plt.title(\"Kmeans-Basketball Data\")\n", "\n", "# 绘制x轴和y轴坐标\n", "\n", "plt.xlabel(\"interval\")\n", "\n", "plt.ylabel(\"delay\")\n", "nameList=['i <= mid & d > 0 Area A','i <= mid & d <= 0 Area B','i > mid & d > 0 Area C','i > mid & d <= 0 Area D']\n", "plt.rcParams.update({'font.size':9})\n", "plt.legend(nameList,loc = 2)\n", "\n", "# 显示图形\n", "# plt.savefig('toFour.png', dpi=1200, format='png', bbox_inches='tight')\n", "plt.show()" ] }, { "cell_type": 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-1, 0, -1, -1, -1, -1, -1, 3, -1, -1, -1, 2, 0, -1, -1, -1,\n", " 0, 2, -1, -1, 0, -1, 0, -1, -1, 0, 0, -1, -1, -1, -1, -1, -1,\n", " -1, -1, 0, -1, 0, 0, -1, 0, -1, 0, -1, -1, -1, -1, -1, -1, -1,\n", " 0, -1, 0, -1, -1, 1, -1, -1, -1, 0, -1, 0, 0, -1, 0, -1, -1,\n", " -1, -1, -1, -1, -1, -1, 2, -1, 0, -1, -1, 1, -1, -1, -1, 3, 0,\n", " -1, 0, -1, -1, -1, 3, -1, 0, 0, 0, -1, -1, -1, -1, -1, 3, -1,\n", " -1, -1, -1, -1, -1, 0, 0, 0, -1, -1, -1, -1, -1, -1, -1, 0, -1,\n", " -1, -1, -1, 1, 1, -1, -1, -1, -1, -1, -1, -1, -1, -1, 1, -1, -1,\n", " -1, -1, -1, -1, -1, -1, -1, -1, -1, 0, -1, -1, -1, -1, -1, -1, 0,\n", " -1, 0, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1,\n", " -1, 0, -1, -1, -1, -1, -1, -1, -1, -1, -1, 3], dtype=int64)" ] }, "execution_count": 30, "metadata": {}, "output_type": "execute_result" } ], "source": [ "import numpy as np\n", "from sklearn.cluster import DBSCAN\n", "\n", "# 构造一个ϵ=2,MinPts=15的聚类器,距离使用欧式距离\n", "estimator_1=DBSCAN(eps=10,min_samples=20,metric='chebyshev')\n", "estimator_2=DBSCAN(eps=10,min_samples=20,metric='chebyshev')\n", "estimator_3=DBSCAN(eps=15,min_samples=15,metric='chebyshev')\n", "estimator_4=DBSCAN(eps=10,min_samples=15,metric='chebyshev')\n", "# 聚类数据\n", "data7 = data6[(data6['interval'] <= mid) & (data6['delay'] <0)] # 10 20 \n", "data8 = data6[(data6['interval'] <= mid) & (data6['delay'] >=0)] # all \n", "data9 = data6[(data6['interval'] > mid) & (data6['delay'] >=0)] # 15 15\n", "data10 = data6[(data6['interval'] > mid) & (data6['delay'] <0)] # 10 15\n", "estimator_1.fit(data7[['interval','delay']])\n", "estimator_2.fit(data8[['interval','delay']])\n", "estimator_3.fit(data9[['interval','delay']])\n", "estimator_4.fit(data10[['interval','delay']])\n", "# 输出聚类都类别(-1代表异常点)\n", "estimator_1.labels_\n", "estimator_2.labels_\n", "estimator_3.labels_\n", "estimator_4.labels_" ] }, { "cell_type": "code", "execution_count": 90, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "D:\\Anaconda\\lib\\site-packages\\sklearn\\cluster\\_optics.py:802: RuntimeWarning: divide by zero encountered in true_divide\n", " ratio = reachability_plot[:-1] / reachability_plot[1:]\n", "D:\\Anaconda\\lib\\site-packages\\sklearn\\cluster\\_optics.py:802: RuntimeWarning: divide by zero encountered in true_divide\n", " ratio = reachability_plot[:-1] / reachability_plot[1:]\n" ] }, { "data": { "text/plain": [ "OPTICS(algorithm='auto', cluster_method='xi', eps=None, leaf_size=30,\n", " max_eps=inf, metric='minkowski', metric_params=None,\n", " min_cluster_size=0.02, min_samples=10, n_jobs=None, p=2,\n", " predecessor_correction=True, xi=0.01)" ] }, "execution_count": 90, "metadata": {}, "output_type": "execute_result" } ], "source": [ "import numpy as np\n", "import matplotlib.pyplot as plt\n", "from sklearn.cluster import OPTICS\n", "x7 = data6[(data6['interval'] <= mid) & (data6['delay'] <0)] # 10 20 \n", "x8 = data6[(data6['interval'] <= mid) & (data6['delay'] >=0)] # all \n", "x9 = data6[(data6['interval'] > mid) & (data6['delay'] >=0)] # 15 15\n", "x10 = data6[(data6['interval'] > mid) & (data6['delay'] <0)] # 10 15\n", "clustering1 = OPTICS(min_samples=10, xi=0.01, min_cluster_size=0.02)\n", "clustering2 = OPTICS(min_samples=10, xi=0.01, min_cluster_size=0.02)\n", "clustering3 = OPTICS(min_samples=15, xi=0.01, min_cluster_size=0.02)\n", "clustering4 = OPTICS(min_samples=10, xi=0.01, min_cluster_size=0.02)\n", "# 假设你已经在 Jupyter 中加载了名为 \"data6\" 的数据\n", "# 请确保 data6 包含 'delay' 和 'interv' 两列\n", "\n", "\n", "clustering1.fit(x7[['interval','delay']])\n", "clustering2.fit(x8[['interval','delay']])\n", "clustering3.fit(x9[['interval','delay']])\n", "clustering4.fit(x10[['interval','delay']])" ] }, { "cell_type": "code", "execution_count": 95, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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addressintervaldelayest
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...............
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addressintervaldelayest
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...............
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addressintervaldelay
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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "#可视化绘图\n", "import matplotlib.pyplot as plt\n", "# 获取第一列和第二列数据 使用for循环获取 n[0]表示X第一列\n", "x = [est[['interval']] for n in est]\n", "z = [est1[['interval']] for n in est1]\n", "# b = [est2[['interval']] for n in est2]\n", "# d = [est3[['interval']] for n in est3]\n", "\n", "y = [est[['delay']] for n in est]\n", "a = [est1[['delay']] for n in est1]\n", "# c = [est2[['delay']] for n in est2]\n", "# e = [est3[['delay']] for n in est3]\n", "# 绘制散点图 参数:x横轴 y纵轴 c=y_pred聚类预测结果 marker类型 o表示圆点 *表示星型 x表示x\n", "plt.scatter(x[1], y[1], marker='o',s=1,c='r')\n", "plt.scatter(z[1], a[1], marker='x',s=1)\n", "# plt.scatter(b, c, marker='o',s=1)\n", "# plt.scatter(d, e, marker='o',s=1,c='black')\n", "\n", "# 绘制x轴和y轴坐标\n", "plt.xlabel(\"interval\")\n", "plt.ylabel(\"delay\")\n", "plt.legend([0,1,2])\n", "# 显示图形\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 34, "metadata": {}, "outputs": [], "source": [ "data7.insert(3,'est',estimator_1.labels_)\n", "data8.insert(3,'est',estimator_2.labels_)\n", "data9.insert(3,'est',estimator_3.labels_)\n", "data10.insert(3,'est',estimator_4.labels_)" ] }, { "cell_type": "code", "execution_count": 35, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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addressintervaldelayest
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addressintervaldelayest
120x0010985214e2a95244b4765b7df8693d1c5c393f7.02.00
160x001cb8d33538dbba078e5644735bc1ece4004dd125.010.50
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addressintervaldelayest
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addressintervaldelayest
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addressintervaldelayest
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addressintervaldelayest
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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "#可视化绘图\n", "import matplotlib.pyplot as plt\n", "# 获取第一列和第二列数据 使用for循环获取 n[0]表示X第一列\n", "x = [est[['interval']] for n in est]\n", "z = [est1[['interval']] for n in est1]\n", "# b = [est2[['interval']] for n in est2]\n", "# d = [est3[['interval']] for n in est3]\n", "\n", "y = [est[['delay']] for n in est]\n", "a = [est1[['delay']] for n in est1]\n", "# c = [est2[['delay']] for n in est2]\n", "# e = [est3[['delay']] for n in est3]\n", "# 绘制散点图 参数:x横轴 y纵轴 c=y_pred聚类预测结果 marker类型 o表示圆点 *表示星型 x表示x\n", "plt.scatter(x[0], y[0], marker='o',s=1,c='r')\n", "plt.scatter(z[0], a[0], marker='x',s=1)\n", "# plt.scatter(b, c, marker='o',s=1)\n", "# plt.scatter(d, e, marker='o',s=1,c='black')\n", "\n", "# 绘制x轴和y轴坐标\n", "plt.xlabel(\"interval\")\n", "plt.ylabel(\"delay\")\n", "nameFinal = ['Normal nodes','Malicious nodes']\n", "plt.legend(nameFinal)\n", "# 显示图形\n", "# plt.savefig('final.png', dpi=1200, format='png', bbox_inches='tight')\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 44, "metadata": {}, "outputs": [], "source": [ "# import pandas as pd\n", "# from sklearn.cluster import KMeans\n", "# import matplotlib.pyplot as plt\n", " \n", "\n", "# SSE = [] # 存放每次结果的误差平方和\n", "# for k in range(1,9):\n", "# estimator = KMeans(n_clusters=k) # 构造聚类器\n", "# estimator.fit(data6[['interval','score']])\n", "# SSE.append(estimator.inertia_) # estimator.inertia_获取聚类准则的总和\n", "# X = range(1,9)\n", "# plt.xlabel('k')\n", "# plt.ylabel('SSE')\n", "# plt.plot(X,SSE,'o-')\n", "# plt.show()" ] }, { "cell_type": "code", "execution_count": 45, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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addressintervaldelay
00x0000000048429ba5463a4a9aa866460087dcebd0331.0161.500000
10x00000000863b56a3c1f0f1be8bc4f8b7bd78f57a412.094.000000
40x000000697bb288f2528042e8844b65cd32beafca251.0241.000000
50x000000b833f5d0d1119c479df0777789a6ac207d7.0-11.000000
70x000101d1c9769ea22d6ea627b19bffcc99f61bf32.0-11.000000
............
124130xfff39900273ffb1045c7cfde62df1720b63fd6bd32.04.000000
124140xfff401de598bd133cff26be5e79bbee4eed2a0e4283.0-13.666667
124150xfff43d5173d5902c3f25495df374d2e6ffc84665153.019.125000
124160xfff61e018e87e8b05549177c5c6c4d44fc984f298.0-1.333333
124170xfffb454f4affaab597bea56edec6ccf8aefda9ae147.0-56.600000
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5881 rows × 3 columns

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" ], "text/plain": [ " address interval delay\n", "0 0x0000000048429ba5463a4a9aa866460087dcebd0 331.0 161.500000\n", "1 0x00000000863b56a3c1f0f1be8bc4f8b7bd78f57a 412.0 94.000000\n", "4 0x000000697bb288f2528042e8844b65cd32beafca 251.0 241.000000\n", "5 0x000000b833f5d0d1119c479df0777789a6ac207d 7.0 -11.000000\n", "7 0x000101d1c9769ea22d6ea627b19bffcc99f61bf3 2.0 -11.000000\n", "... ... ... ...\n", "12413 0xfff39900273ffb1045c7cfde62df1720b63fd6bd 32.0 4.000000\n", "12414 0xfff401de598bd133cff26be5e79bbee4eed2a0e4 283.0 -13.666667\n", "12415 0xfff43d5173d5902c3f25495df374d2e6ffc84665 153.0 19.125000\n", "12416 0xfff61e018e87e8b05549177c5c6c4d44fc984f29 8.0 -1.333333\n", "12417 0xfffb454f4affaab597bea56edec6ccf8aefda9ae 147.0 -56.600000\n", "\n", "[5881 rows x 3 columns]" ] }, "execution_count": 45, "metadata": {}, "output_type": "execute_result" } ], "source": [ "data6" ] }, { "cell_type": "code", "execution_count": 46, "metadata": {}, "outputs": [], "source": [ "data6.fillna(0, inplace=True)" ] }, { "cell_type": "code", "execution_count": 47, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array([161, 94, 241, ..., 19, -1, -56])" ] }, "execution_count": 47, "metadata": {}, "output_type": "execute_result" } ], "source": [ "\n", "data6['interval'].values.astype(int)\n", "data6['delay'].values.astype(int)" ] }, { "cell_type": "code", "execution_count": 48, "metadata": {}, "outputs": [ { "data": { "image/png": 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+D+AuAN+e6PFKjB3YR9TpDWuouBnRmlGwczzqEVJ9zCP90EVFpA+YTxRYjIYx1oqWghlbbapAsz6GM141CSN9xuMplLM5tpFlZnQPRjveyQrwT0bg+gsAfgGARZdPAHgCShZTJYCLAB5Rs5sWQMl6ygHwe0rpD9MdXwaupx70ysGCYRNRDERPFFIFWsciCDsR7hMjyuubn/kDPMEobBaCWIIq/FSEGNJij/V1TIbLKNWzGu14snkP9EkWZuec6gH+KZMCSyn9NYBfG6z6W4NtzwO4c9wHJTEmaGjzYMf+U+gNDMEbHMKDq+ZqZrRuhxWAoiDcDisWznRzeoyxHEMq4ZCudehYWC4TMeMzorx+fP0iPPfmGdxRW4Y/nu5W3Hm5djRe9CbRYmd6jkytg8mY5Y5ntXU270EmFf3ZHnMqQRbTSYwZRDcLAM2MtsCptPDce6Sdk+tlohyynRGmm63p10+FoKmYynt9uduwUU42zXPE55BudpsKU+HeZINUhZRm243kuq62+5IppowlITF9wCyHwFAcrhwrVi8owbF2D5w5VgyGY5iR70CpK0cjxLINHGc7I0w3WzMKME9k/EBUCF9aVY2GNg+e+u1JxBIUz715BjfMKUwbvAeUmTsrKtRjw7IKHGsfQHmBY0RuJiB7QThWgnM052X8W6zg0ux5jvaZi/ubZXxNJ0glIZEVxI9y16FmNF708nVt/UH4I3HcXK18LO+09GJBqWtUH0+2Jno6t4d+/Xi6ABraPNj2+nF0eUP47t1L8KVV1bwb3vZ9J7jVEEtQ2CwED6yowget/airLBxV8H7v0Q74IzEszM0f8b3PVpCOlbIdzXkZ/xbSeEdG+8zF/adLZlYqSCUhkRbMYmD52Y0dA3j/XB+2rJnPWVPdDiuvfNZnyLA6h6mY0TGa4/NU3rBC9eFy2LBpRRWv7hZrDJ59owl7j7RjKKYIsDiFxjXClW7HAIrz7GnHmHLGnYGwTDdjNxOkZvtlInjF++XKtfN7pa/N0B8n1VjFGpi9RztQV1mI7fcsNR0DkHw/s7VezHqXp4KZy3AqJwYwyJiEREoo3dw+hD8SAwDUlLnQ2hfks99n7l2WkupivDM6xvrjyeR43371GPY1XobdShCNa78f1uWO/c2zW2G1KDxTLO3X7bBiYVl+kiuooc2DLS8dgScYTRlLELczIio0i1WIGM9ubWakjPqYlUiQCGBUGWejec/G8x3Vp8eK5xhJBtV4ZkbJmIRE1mDCiCkIAHDl2vHMvcu4H/3gyc5J7buQqbmfifAXhe+xdg/KC3IVC0Eo+AOAfY2XAQDROIXDakE0nuAZW4x0MJ4An9Uun1usuJ5+/TG6fBF89+7FhrGZ5XOLeVW5Lxwzva5dh5o1RW76dUwYjXWmjVFmmJFCEPt6MEuK1cF0esO45AliTnEeHrl9fpLlOdKMM/022UweRrqvUaBcrxhTVeKPNINqoiGVhITGnSRmHe3Yf4p/5ADgdtj4ejELx+yjyiQddbRWQKYfTybVwr5QlNcZ+CNx+HsCmv15T4q62VxRWC1AJK7Minc/tBIAuKIpcNr5dS2fW4yKIidaegI4eLIzZQDfF4oiMBRPik0YXbOZ+yXd/UjlZktVqd140atRQEYKQe8C8oWiaGjzYPncYrhyrAhGE3DlWPGlVdWa+6CnYRHvXbYpuOkmD0YUMJnua7QdAFPFyO6J/lll4+qcTKZcqSSuQYizv5+/14pz3YO8uG3HgabhrBmBI8btsOEXX7nF8MM1qzBO97GNhRWQ6cezYVkFTlzycp+3eA9Y7MDtsKGushCbVlZj79GO4VhDjlUjdH/8xZtxoTeAxotezCnOg8th4/5/0RrQC+pMZqxiMoCZNZDqmsdCmJg9FyMFJCoEcQbN9mPkilzJpuEf0p97pBOJdMpSVG5iF8NM9k21nZ4fbDrQoFuffvrpyR7DmOL5559/+tFHH53sYUxZMJfK2SuDONzSg+7BIYhe9UAkilULSjC7yImaWW78/sRlDMUpllS4ccf1M7Ht9eOoLnFhdpGT71Nd4kKXN4St62ozWp7peoZv/qoB9Rc8aO7y4Yu3ZM+9xLKMPMEoPmr3YOW8GdhxoAn1rf34sLUf3nAMNgtBOJZA7Sw3Pn/jbDS2e/DkxqX4zl2L8MVbqpPGVzPLjS5vCE9uXILGdg/qL3jQ5Q3hr/+iErOLnPwvw576dmx7/TjuvH4mDhy/jOoSFxdUbD92T5q7fCgvdOKJDYuSzsuuRf8MjNZ3esN46IV6PPfmWRTl5eCGysKM7pfZczG6rk5vGPXn+/D5G2fjsTuvSxqT/ljsvonXJo559YISNHf5EIlT1MxyG96jTMDG2ukNm76zbzV1wROMJh3b6DpTnWN2kZP/vqGyMKN9pyJ+8IMfdD799NPP65fLwPU1gj317Xj2jSbEE0AwGk9aTwDkWC2IxBNJPRl4ZhOl3N0wUfnhYuC8rqrItDZAX5Amus+YoGHFfWtrSuELRdF40YuaMhcqipyGPvW6qqKUvZfZPc3NsSI8FOdprkbQU2bo7yGQWfHXjv2n0HjRi7rKQuz71pqk84gBTgB8Vu522HDiB+sNjzma5zeSgKr+3PpjiJ3/Hl+/CHuPdpgG4tNdx3hSd2QD9q6UFzqx8/4bp2RNhQxcX4NoaPPgG786ih7/UMrtHDYLIrEEcmwWrFowQ2M+L59bjAKnnQtNJtyYsPKFotj3rTXj9sHtOtQMfySG4jwlZXLzC/WGldvMZcQK0pjLRhTCeleAfrysuM0Xjim8R2rvZQAapcn2e+7NM0rsQm2hmirWwCgzGPkeOy9TFExp+ULRpKwmje9bddMEhuKGqcV6F8jRC/0IRhMoL3Ak3dexyO9P55oxqiZnmT7M1aM/xtZ1tdy3/9ybZzC3xGVKLZLuOlKNbyJdQfxd6R4cEUXKZEK6m6YxvvnKRzgvBF8Z7FaCBAUcNoId996A1t4AojFlJvzUPUuTTHTmMnhiwyKsXlCCXYea0R+Moj8whPJCJ754SzW2vX58RG4BEUaulOoSF5qv+FHktOPUZS/qL3jwUbsHF/qC6PKF0XzFjy/eUo2CXDs+avfg8fWLcN1MNz5s7cPcEheeVJVIdYkLr3zQxoWqmUth2+vHUd/aj9pZbjxx1+Ikt4t4nQ/dNh9/OtsNCiWzaef9N5m6GW6oLMQ37liINTVlqC5xYceBJrz6YTveaelFfWs/ygudqJ2Vj0icor61P8kF1eUNYcOyCpy65EV5oRM5VqJxcTHoXSCrF5aqbrGlGvfOW01XUF7gwBN3Lc7YNWL0fJi7qTgvB8+9eSbJrbP5xXru5mvtDeCdll6UFzgQiSW4q+exO6/TPItObxgfdwwgEInBG46hvMCB2lluQ7dkOpeleD/SuerEawxFE9j+25N49cN21Mxyj9p9VJBr17yTU9EdZeZuysiSIIQ8CODXlNLImI9MYkygochQi7rOdfv5eisBbFYLqoudACFo6R5EdXEerwB2O6y4vtwNIHl2ZjTjFa0KIPviKyOYWScANOfcsKyCj5sFjMVMmc0v1CuV34W5hrPxTFN2jWaa+vXtfQHsPtyKB1fNBQDc95PDabmpRHK+mjIXt5KYJSNaP0auJrfDiu/evQQFzvQNlIyugZ2/rqqIH/tsl1/rrjOotTC6h2bprgzMgmLHBYaznubOoIbjZ8F7M3dfqsykVJl2LOtMP0b9ufXXMxYzf30m19WETN1NCwC8Rwh5H8BuSunxcRyTRAZgRVO9/jB6BocQjSU0HZpOXvLygrf5pS60dA/i9vkzNBkjvnCMp3mytqBmfR1EPz1TDuJHaFYVbPRh6lNu2fEDQ4rbhrlSmEJyO6yomZkPUMrPK6bg6pEqCyddLryZC0LcXlz/2tEOxBIUrx3tQFOnT+PmStUpzxeOKQqOEE1arHh+8f6duORFab6DP6t09SmpwO6BLxTlQl9079wwp5ArsR0HmrigNsvmOXHJixvmFOL9c31YUlGgOZdRmuvmF+qTajnE+6tJoT3Sjh0HmrjSTSfszSYDqWpLjO7NkooCvFLfjvICh2b7qdLDYiKRkZKglO4AsIMQcieA7xNCKqF0gvuVtC4mDkZpm3pUFjvhDQ7BH4nzICmg5PGz9E8miPQEfSKFhtkMeklFAV472oGzXf60LzL7MG0Wokk9/fLueh483/LSEcydkaexFFghWV1VEa/KDfUGEEtQLnxHmwZqlGqZqlJZtHK237OUf8z6mbIvpKTNphJEIjmf3nIwun8A4AlGMXdGHqqKnbg8EEoSxtlAfP5GlgQAHGsfQKHThnPdfh5z0XcGBIb7jL9/ro8ry213L+brjQTf1nW18IWi8IVjvH5CT5rnC0Xx7BuneSEnU1aslsVM2JtNBkS6j0xqef54pls5t4/ibJefbzNeXE3plN9VQctBCPkLAF8DcBOAvQAogHsopevGb3jZY7pmN4kvERP+DjUbSYSYNcPMevahp8tAySRThWXpFOfZceypz2HnG6ex+3ArNt5YgQt9QU1LUmC4sIwVm+kLkIDk3hJ6wak/RiYZLukyaPSVwsxqYfdQf/33/fQ9tSeGDQvLXDzLa6QZPam2Yz05+geHAFAEowl+7Ub3U1+jMJLzihCzi9i5RF4u8TgsMH1HbRnebu7h7Lbs3Hr6EDOaCj1x5HBWlvJusMy6dBlnZteSKXU8+z+jVQG09CGpsvpGw2DLrtnsHU91HXvq2/HDA6cAEDy50TzDLh1Gld1ECPkzgGYA/04p/TthecWIRiOREUS3TN9gBJ5gFBYCxBIUbocVwaHhVFYmvHxhZeYlFjP5I/G0ZjaQehbG0hAfWFGFV+rbUerKwc43TuNn75wHMExVwfDl3R+gdpYbj69fhGffOA1PMIptrx+HK8eKqmInBtSmRK8d7VCqk3NtmkI98WMUi9NEJcIFvC5bRj8zffmrq5KK6dhsmn18eXYL8uxWzCnKNbxP2zcu4QIvMBTXWGYAS3E8jfICB3Z+4aYkQcpoTI5e6IfVQnhDJv016Vu7uh02rK2ZwbcTLZd08QAg+8pj8fkbpQXrj8Msif7AEI499TlNxbSRi4fReVcWOw2tW3Z+ZpExd+SOA00KzYnwfzYh2bSy2lRJpsu+EtfvqW/HsfYB1JS58MiaBfydF4+fCtlYGXrLQT/O+376HkAp5pW6sP/jy3DmWEEAvPdJL+Zt+x0AwGYB4glo6pyee/PMmMc+Mo1J3EUpHdAvpJRuG9PRSGiYMi8NhLlbxqKuz7VZsGLeDD7zJVBekpuri3D0ggfBaBzbXj+OR26fz2d4bCaYbnYjuiHEmIAohJqv+GG1KH70lp7zfF8rUZhNGYLRBBovelHg7OQz7y5vSLBoPgMA+OzSckN3C3PvdA6EUFHk1AgAto6ld1YW5cJmIfAEo9wtIboXGto83D2nT1MV0y0BoELNOmGCDhjm5Jlb4sLcGZQH/g+e7ORB3uMXB5CggL8nhh37T2nSWJ978wx3+wWjiuW3+3ArX/byV1dxAcO697F7qud5En38YiDYSIiJ6bxmAs5IsIkCm53LTNiKCmXzC/VcyR1r9+C7dy/h2/B3T/VcMJeoUdrw2S4/2vqDeGBFlUZx1lUVcauQxUwAoK3/jKmSTOd6FNdzIktfcixFTIowS4vWM9imsixEBbphWQXn9XrrVBd+/n4rIipbMLNuB1WrRvzGYlonAgBwd+FYIlMlUUoI+RcAVVDqrkAp/dyYj+Yah1I4Vs/NXBGzi50IRGKaZjU7DjThxMUBxCm4TxgAurwhLhQPHO/kRHz67BkztwHbp2ZmPtwOG1w5VkSicQSjCS7kGGwWgi1r5uP5d4YVhtthQ3lhrobOQu8WYTD9iNV6gHO9AbT0BDSxgAC3oJRt+gNRfu29g5GkZvSbX6g39WOz2TkrdNqwrEIzw2NWyrH2AfgjMZ5d1dYXwIZlFXxmzJBntwCEaCgf2Ox/MBLjrLHlhbkodeXwGezRCx7k2S14cNVcfHC+D4GhOMLROJ59owmAcbMmI2EugmUxpSL7SzfTNjqX0fL7fnIYjRe9yvXDPLjOnqGZYgPA312mSJniPNftR0Obhwf+ewcj8AaHuI8B2R4AACAASURBVKtLtOyA7N0/uXYL/BHlr95aFf/6wjF0esO47yeHsWlltSY+aEZLo3cBB8IKUSIr9mxRE0jEyUO2+MbaBeOSQZVRTIIQ8i6AfwTwfQDPAPgMpfTxMR/NGOBqiEkwRtBLA2HMKcrFzi/chLNdfjz5mxMwmBwgz27BkxuX8peUFZIxPy0T1H88080b3AAwLN5iMyErAWa4cuALxQBCEY1RzbltFoJlswv4TKauqgiBSAyfdA9y85b5T5mgtABYODMfO++/EWe7/KbuFxFmbhq9Oc580WLDefbhii4a0YfN4iLMNQFK4cq1J6WnGlUp82tTrZaaMhdcuXaAUgSG4srMtrIQgUgMLT0B2C1Art2G7969GNeXu5OqxMWAPYslsXUszgMgyTfOrunEDzZk/G6Jwehn32hCUV4OSnQdArM5DmBeDc4mFxQUA8EYytw5KHLmoMsb4i61dEWMeujjHA+sqOJuSdFnr4+d6P31bL0Yx9CfX7xO9nwsBLhRLcgU4zJ6WnMAmvVsXGJcyRscwnfvXsI5rNj2bF9WUd7rD6M/EIUr15q2+JXBSoAFZfljVsE92orrKKX0ICFkG6X094SQx0Y9omsUe+rbNcqgpSeAb796DIORmKGCAIA5xXl8tiK6Rmpm5vMX7UurqnlWCXvxGSvpH8904+EX6/Hgqrk436vMWOIU6BnUvoyiYth4YwVumV+Ccz2nkZtjwbluPwqddq4g3A7rcIBNnWi4HFb+wjKKceZ+ESkkxFjLue5Bvp2YNsqI8lhnt00rqrh7RRQwzDoSO8CJpHIAeCMfMe9967pans20ekEJj1fozyFmMumD7h9f9GJOseKeyrXb4I/EuMVWXuCAv0eZ7W5+oR6+cAzBqBLLKM13KEqNUjS0eVCa70AkGsec4jzutllSUYDDn/QiQZVeFJlCbOFZkGtTK8JD6PCEsOWlI/ydMGL9FSHGO9h4j17woHZWPle+uw41cwuLIRCOIxaPwB+Jc8EuWrmAImB94RgC4aghdTpz9TAL8LWjHdwa8wSj/D1ZUlGA98/14Y7aMlzoDWiypYDh9NxLniAaB4e461J0F7Hr9IWGMwUTVEnDZlajaEnw9GE1hdkoHsImFgzifoxU83zPIE85Zsko80vyuEXBYLcA+bl2pWuhamHqqevHG5kqiQQhxAbgCiHkOwBGVlJ7jaKhzYNvv3oMHZ6Q4fqLnhC+vnYB/k112XyqphRHL3gQTyRQXeKCK8eKFiHLRLQkWoJKquDPD5/ns2QmKOpb+xGLJ7gf82eCSwhQXsAEgEQCmFPsxK4v3owtLx0BALzd3IMLfUH4IzEEIsp2ohvswVVz+Uu6/Z6lfNbPhI8rx4qBYBQUwGVvWEMhwYqlACA/R3ElFOXZDH25Loci6PYe7TDtW7x8bjHe+oc7DH3DZ7v8SqxmKI7KolyUunO5wGduorb+IDzBKPYeaU+ixBCD6BuWVWgEHoXiWxeFCYuBdPnCgLr+nZYQ7ycgdlDbtLKauxcZFxOb/b5/rg8Jqsw2d95/o+ZdSiXgA2FF2B3vGMCjaxdw2vEub4gLWGDY1y3WQejpPdiEJKZm0AWjcU6PASjCvqbMBVuA4I7aMvzxdDfiiQRPsAhGYsizW3h2luha6vSGuUA0C7aKYzh4sjOJXZfVqLzd3MN7g4sKnaXLWlTC2XZPCC6HTdMPQxT6wWicx9ZcOdYkV544RjGF+eDJTu3AVVephQALS11JLrXewQjidNiSYEkNXb6IQgdDCFbPn4FX6ttR6LSh1J2Lzy4t16QWTyQyouX4wQ9+8DsAYQD/CWApgH9++umne8Z3aCPDVKLl2FPfjgf+7c/YU98Obzhmup3dSpBrt6KtPwhAEVrRBMXt15XiN4/dzpkzH7ptPvYe7cCF/gAu9AXR7YuAECASS6A/GEWXL4zXGzpgtRD4wjHEE5TP/I2ImRMUyLFYEKMUsTjFh639IIQgFk+gvNCJaCyO/mAUNpXGQ0TTZS8e+0wNAIX6QKEd6EfvYAQdnhDPsgKA0FAcF/qDaO7yoWaWG281XYEvNIRogmJI1WCxOMXO+2/UsNR2eUOIROPo8kXgzrXhUNMVhKIJTv/wp7M92PxiPQpy7ThxyYtv/qoBF/qC+LC1DzvvvwmAQqPhjyj3IhZP4N3vfAazi5wIRRP487le2K0WPLiqGrF4As1XBvFJT4BTfTAwKo6P2j3YvHouTqhBaoeV4MmNS/HUPUsxFE/grVNdeKelF+8096C9P6TGZpyoLnZi+z1L8did1+G5N89w2o9PugfR0q0ISkZvEoom8HZzj+qLt2F+qQt3XD9TQwtSf0FRQm81dWHlvBmccoJdf1R97ud6BvGnx+/E5lvnYdWCEk7t8VH7AGwW5Z73DQ7hk54A9h7tQHgojjU1ZfyZrpw3A13eEB65fQH+S6UfsRDgXzfVYbV6vCc3LsVf1c3Bn852w+WwocMTgs1CEKeKsM21W7Gkwo2ivBzcUVuG5XOL8dd/UYn/3XARXb4IrAR4cuNSzlC7p76dP9P1S8v5GJgSE+k7BgJDaOwYwOeWzMIVX5gz5zLroLzQifICB/qDQ4gnlOfVMRBG7ax8PHbndfw6//ovKvk39ujahYjGE3jirsWcniYUTWD7vhN49UhHEkUHezeau3x440QnqktcuKO2DG81dSEUTWDZnEI8dud1fLsPW/u4LHj41nn4uzuvQ2m+Ax+1e/CduxbjH//mBnzxlmqsqSnDB+f7cOKyD12+sCndTSZUI5liRCywhJDZZusopZfN1k0mJjsmwVpb2izG2QcMDitBRBWQleosXgxEA0C+w6rGCigsqpjX10UAgN1CEBWkuMOq1FHEM4h/WQiSFABbZoESMO8fjCQFrB02C/JyrLzVJpuNA+AZVwzM1VNV7MRgJMa3E+/BN9YuwLa7F2v8zMw1Ima4sJme22FDcCjGr5HNWBlY3EJ0DzmswwSGokugrqoIbX0BPi5Ge8Estk0rqrhbQHQXiay0+hhCeaFTl82VXG2+ev4MvPznC4hToLrYiZ1fuEmTL8+KDMX9lZz4JoRjcSSocQyDtUw1YqXV+/FF2CwEn/zobsN4xOlOH3oGh1BZlIvD2/7S8JhirOjn77Umuf/M7oNoES3ZfpDHbdizSlf7oo9JiKSC7Nw8bnf6SsrugOnulVG7WPH9dDus+MVXlPVicSaguKGarwzyjEVWayRCf+/NrEaxUVa2NTtmGGlM4hUo37t+IkoBfGZUI5pGaGjzYOurx3DJE+LCMZWCAIBInMICxY3TPziEr/7iQwyEYsh3WHm626Amy8lc4jMFYSFQO3/FEadK1zSagGmsA1AUTESnTZjSSADo8oaTsi1sFoIytwMXVfcZE7bMvBZTdwFwd8XlgZBGcQ3FKf94mSktugHYR/HyV1dhzT/9J4DhFEDRDw4o+eKiwgsMxREYUjipbq4uxvvn+lDmzkliU3U7bAioiosJV38krslYKci1aQrZuP+aUk0xYV1lIZqvKIWLQ/0BRGIUFgJN1o3IqtvWF+CKraUnoBEOzFXW1n8GSyoKOPvtc2+e0QgZFsPYsKwiqbZg16FmXF/u1ggXvR8fhPCEgGKXnQsffcc1hlJ3LvRgvv/VC0rQ1OnD9eVuvPUPd/D1YpxHFILsPoixqHhCuR+ReCIp1VRMi3bl2nmG0KYVVRq/P6vdYMuYy+qD8328P3uqegJOeTMYQZ7dCleOlVOiiF32NLxaB5QsNJHehiWWfHn3B5hTnIcubwjBaBx5dgusFqJJV9ULfXbdRnTw7NnqaXLGCymVBKX0znE78zTAnvp2/LffnEghvlODCe9gNA42qRuMxJGfY8XgUHIaLAObqetrEx791AJUl7jwvd+cAKAIzqpip2ksBECSgtDDrVIhsM1Yh7ptryfTdyUo0BsYwuZb5+KV+jYAykdTXpALf08gybKxWQmicYqX/9ymmeEZURJ0DmivwWGzYHG5G6sXlOC1ox1wOWxcadksarxG9XmzOEKpOxcLyvK5AD7X7Ud5YS4PvLOgLBMQkWgcM/Id8IVjONvlR6krh98Lm4Vg08pq7k/e//Fl3H5dKWbkOxD0hDCk5rknKHg9hRk3EQtGMsUokuexwK2YtGAlwIJSl8byAIB931qDPfXt2PLSEZS6cvj1G3FNvd3cw4vfHn7xQwBAj38oSVGJ989mIYZ07QA042T7GlWDs9n5sXYPygudmvgAoLC6skw1K9Gl5qrnOt87/C7VVRVpxiGOe0lFAba8dIRn+PnCMX4dj69flJTmqq/wZwgOxDVZTQ+/WK9k0AE8rsVigaCUK26Wqh2MJvg12SwEm2+dhz+evoJn3zgNQIl1iHUy7J6kij8ZTabGC5lWXC8A8E8ACgB8HsDfU0r/7/Ec2FQFS9kUXR1jDb2CIBgWqMCwTaE//wvvtfJtGFIpCHbsVJfBPhZmpfgjMfzyzxfgyrEmbet2KO6nn71zXnNcfcYGoLiyEqpwjicSfJvt+04kzX53HGhCnGrHaiXgTLEfnO9D8xU/Xx5LKKmubGYfjCbgdlixaUUV9h7twNZXj+HyQEgpflPdRixgCCiWA699GIzgoieE05e9XKGyczz7RhM23liBA8c7UVGYqymGm6O66QCFt0rMFmI9FJgAYBlhTMCzbDV95bPCfqvwGblylf7Z+kpyxo4biSYMZ5hixTYw3K+DPT9RUTG3zcYbKzjlBnPfiFl2rHpaTLc2qwYXZ/Z+NY1YdCe5cqywq++6vrBRrHpnDANsts6uRVSIr9S38SyrY099Dnvq29HWF+D3lykscYwA+PHLCxWrSaz3Yds2dgzwZASmjPTHrasqQpk7Bz3+IRTn2RCJUgSjcT4uYDhov3VdLY61e+CPxHHi4gDeOtWlUbr6a5vIXhiZZjc9D+AfAPyYUhojhGwEcM0oCRZnmCxQIEn4GyGTbZiLi8Ep+PLtgiLi26sunAQdzm7a13gZr//dbZosl/vqZqO8IJdnUFFhf4fNgpB6DofVglhCzbhSB1Jd4sIlTxDBqLL84RfrUV7ohMthU1wnqjLJF/h0ZuQ7NFXhwHC2iJiyOKc4Dy3dg1g4042DJzs1hW+AWvymHr+xY4DPpNkHyzytzKXHctNbugfhj8Rx4HgntqyZjw/O9yHXriiIhWqKInOP7D3Sju33LOUCRp9hxAQAc3E99duT3EUDKO4alurL7mwgHOXXz1Ipry93o7zQCX/3IOYUO3n1PKN42H7P0qRKYlaYZkRsyMbzx9NXcHO1wrwrVnkzhcSqp5s6ffyc53sDsBLgjtoy9AeGuJBlqc0sq+tcT0BD8sdYf6PxOEpdOUkV4foMpx0HmngNC5t9M0VSMzMf8IZR6spBQ5sHe1Whu/doh0YJM9JKoxRoka5eX3jJ0l+Z0BcFPrunfWqauS8U482wygudKKcU7R4lMWNPfbt6XuVdi1NtJqLDZtEQZKZLXx5rZKokKKX0ODFpXj7eIIQ8DOBRKF/I31NKPxrvc4qBwOkEfXwiLhAFRuM0ybIwKv50O6zY9uuPAUJwSbVUGto8hlZLgoIrCOX8FDaLBfH4sNIApZhTnIeB0BB6/EO8gxegZI9c8oSQZ7fgLxfPwh9PX+F1A++09KJmZj63AthHI87mmPnO/PSMygNQFERteYFK3GfVuD4WluXzoPXBk52Y4crB/o8vo6IwF4/crmSZHb84gFiC8g+aBTjdDht27D+Fy17lfvQGhgQBcxqnu3wIhLUpuQ1tHu7OYmy37BpZtzpfKMp5uFy5w90C2Xl37D/Fn88jt88HoO1dIdZJiAFgFpjXM/syq6M038FrGxi9+fXlbnz37iVJBZvs2Mz1x9xaIpbPLcYvvrKKC3OmJLeuq0WnN4xLniBqZg7XYwDQKBlmhZ3rCfCCxYJcGz83SzDYef+NXMnsOtTMJwPsr8jfxRTt7odWGlK1A4qSYlxoC3OsXIkqyiiE0nwH9tS3Y+/RDpzu9CESS/D02xn5OZqaGwB44N/+jIgaH7lhTiH8kRjy7FZEYnGNlyASS/BJgJg+Lqb7jqfbKVMl0U8I2QTAQQi5F8CVcRmNAQghxQD+LwCrAcwB8EsAxtGcUeK67/0ubcB5ukFxoQy/kZl40PyROO9DwXB5ILVbiyGqno/FU3JshLuarOoHxWbrLocNzV1+Hqhl1tzNhbk8eOzKsfLgHuOcYtQJjMlTFCDMsnBYleDh6vkzeGZTQa4NZ7v8PM6wtqZUU9gVp8DFgTB+fvg8dn7hJg3ludthQ2m+A7F4Av5IDI0Xvfx6vEFlNrn3SLtSOKiS6zuGLDgsZEe19AR4xbjoJhKp00UXkj4DyReOcd83K+pjgpcVb4nU7AA0FgybCYsBWVZ1XldVhEA4yp8V46diAeECp52PVxT2pfkOTYGb/tjiNSyfW4xeNZOudzCiSVwQIQpKt8OmaTOr99Xr4ytGPGGiC0x06xgRFLK/nd4wT3Zw5SjPrLFjgL87DEwv9Q8O4WyXX0MVE0so30FpvoO/syKpX4HTjmAkjmg8wZ/d4+sXoXMghC5fROPGNLpPYwVL+k0AKBThNwPoB3ArgK+Py2iMsQrAu5TSIUppK4B8Qogj3U7ZYt626a8gHLb0j9thsyiBXwFWomRKpcLt15XC7bCisthp+FKxQxIoM92vfWoB6qqKUF7ohEOVpm6nDQSK8mjvD2LTiirMKUrOpukcCGFeqQs2C8HqBSUAhmtS3mnpxXNvnlFnz4ST27GPyZVjxdqaUuTYCPdX735oJS90Yx+5hQDH2j3YU9+eFDjv8kWwY/8pNVWTwO2woTDPjpbuQThzrLASoLIoF1/71AIU59nx4Kq5+Oy//gkfq4KNQLFiWFyAEfFxempKseNAE3bsP8V98WtrSrF6/gycuOTlM37GM8WEz/aNS3h8RRS8FYW5fGbqCSoZUKKyeXz9Iu6qE+/jrkPNXCAX5NoUWhIGtWdGTZkLJy55+fYsM8iVY0XtLDdaugexY/8pbH6hXpM5tetQM5/JM7fOZ//1TwgOxTX3ht2fzS/UKzUU6iSAxX5Y725mBYrHZNfPnj+g5fNS3HcK5s7ISwqib11Xi7U1pRrqbna8LtVKtFpUtyGlKM6zc64p9q1VFjv5hIjxcInEizdUFqGle5BT+jde9GJf42XEqfKs8hxWJABOYHnwZCcqipy8up+NcdKymwghLRieXNrV38sA/A2A8RuVFjMAeIT/e9VlvMyREPIoFHcUqquvzhaBE4GIiRZ0O6xw5tjQNxjBI7fNQ3WJCz/Yf5IzUQJKltNA0Lwg8J2WXvzor2/Al1ZVa/LUmYk8w5XD/feM+RWU8tzySDyOoWiCv2zMxGazzRmuHG5JtPQEeIbLa0c78Nml5di+7wQXhCLXz8nLPpzt8ifNMMUxsg9/y0tHePZLjtUCfySO7/3mBGpm5vMZtEVlZt17tAMAYLVY1Kp05d70DQ4hrtI6bLt7Ma/9EIP3FMCKeTP4rJ25NJjbROSiYjPbl7+6inM8sRm/3gJgzYz09QRipTjLUDJjlr35mT/w7fQCE0jO2+8NDPFsL30lu76JlHgcfTqsSHJXnGfXjE8fBD9xycvrLxgBY11lYUrGVdFt1zkQ4qSR+761hivCVESI+rEyt5/IgCD23GDnXVJRgOffVdyRzE0qEi9y15nQ3AlQJmazi5zItVsxd0aeIV25PhtuvJAuBbYGAAghzwLYD6AewC0A7hvXUWnRD6BI+H+huoyDUvo8lOA6VqxYMU45R1cP7BYCl8MKbyiGHKsFj9w+T5MpoUdwKI7yQie6/RF80NqPbXcv5lksgDILYgoiz27FnGInDzSLYMKK/dN30oslKJo6fWjq9GncJyzI3NobQFD1ZROAC3D2EXz51nmcOG92kVKYx/oqiD7cpk4fHl+/CN/7zQmeE8988Qz6AK7oWtj90Eqc7fLzVOIub4gH/O0WC/YeaUdfYAhuhxVFeTkIekJIADzDh3ENMWxdV8tjIXaLUl3PApHieZngve8nhwEogkKssdBnJrEgKvOFm/V+OHiykwt+dj/0GWQMD6yowu7DrdiyZr6hu0eft6/fXhMIN2giJT5PMe63dV0tL9i7o7ZMcw4xy0ukfNc3MdJ3GtSnHLNt3A5V7KkxVr0rSXwn9PUiJy55+f1n18O/FUpR4LTjbJefP4stLx1BQlWijF5FP2EpcNp5n/nyQifnZmLnF92eDBOV2QRkHpNYTSn9rvr7z4SQH43XgAxQD+CHhBA7gAoAg7JlKmC3KnUQswtzsfHG2Xilvg3xhNLFLD/Xxmemvf4w/v3d87jnptn4w6krmiI3hjgFN5+ZE5W9yPXn+3mVt6aadP8p9AWG0OUNIZYAcqwWPKDm0LOXXz8DZG1MzYj67vvJYXR4Qvw8ej/2hmUVStqjLrODtQ0V6w2Ye4H5fEVKb6PWrZtWVmvGxI7NhPLP32tVKr4t0JC3lRdYFDZY9ThGHDvL5xbjl1tWc2HW2DHABbVeYDAXiNuhJQxk90hvATABJRb/6dNijYSsPqWSoanTx5V5JlTbH7T2I5ag+KC1n18rq0IXr98owKq/dubLf7u5J2l/cazPvXnGsBWvPkYjKg2W0tvWF0gKtJuNT7yP15e7NTxS4nj0SkhMqRUVu+iyMtpff5/NlNdEI1MlcZEQ8r8AfAhgJYAJywellHoIIf8TwNtQLPWtE3XuiYJVTTNlpe3sb47VAqfDonHzOKwW7k8HlAAvc2voi4PO9wZwcUAhmjtwvBOvff1WTbZGZbFTqSQ16L4l5sozV87CsnwA0LSkLHHloPGiF4sr3NxCAIZTKxmRHRNORiR6DGL2h7hOr2yM3AIFTjtP4Wxo86DTG1ZmZgW5nNZbH/QVhX2BM7n3gb7BD7u3e4+0D9MrEMKDtoz8Ti+0mNJhy8Wsnq3rlC5sOw408d4CjRe9nOIinYDQ11IwYSc2WBKFkljUl+p4RhaJIXQZQ2YwOpZeWOotJSCZikOsphYVZirBy8D2Zam64vGNuhvqz6UPtDOc7fLjxCUvHlhRxRteiQWE7J6bWW/penVMNjJVEpsB3AslDvEWgN+O24gMQCl9EcCLE3nOsQbLdFEqmLW04KKrpFJtdB+nQCyRwEAwMVzoJfDAKKmhQZzp8uGG7x/kPD2iMNj0s/f5cZk7YPdDK/F//Ox9JKiSkfTNT1/HK4KNaArYsufePINNK6u5AMqzWzhTLQBeXcqCf6Lf9UurqnF9uRvbfv0xTlzy8us16yImtsAUM1T0lbFmVAa7DjVzn365EKRlH6jSptKDymInnGp2SjphLM42Rapss8wjViPB/N7icURhIyorVrFbMzOfB4Yz8ZFn2kVOvMeZHC+TmeymldVo6z/DLTEzZHIsvaUEJCuXTGfXRtdptC+nt6gs5KnEYkpuJudiEyBWtMeuxewarjZk1HToasJICf5Y39ixhMNmQSJBERPYWPXFbKxGARjuUy3OcJOamaiCBNC6PfLsVtSWDzfbYS+mzULwzL3LNC/tmp1/5BaGWcMWBnHmKxarDRebKceYW+IybWzPBB0LvNosBK99/VZDwjJxBmvWFF6vHGpm5qN3MKLp2qen4BbBxmFEsJYKRs3ozZrzMPdWzcx8VBTmmgp8sTiKVQ+neyZmY8kURs9GJOkDoHHpGV2jvr/4WBDMZTrW8To+kLohkp58Upx0MAvIaKI13tcwVjAj+MuIKvxqwkipwn98qGXE5zQrMVxQkofFsws4BTigrUNwO2ywWgiGVCXx9F8txd8sr8TrDR18u7J8B4609qNmlmKy1rf2o8sXgS8Ug101TxJUqZbu8Cj5081X/HhiwyJ0eUP4l011WL+0nJ9zT307/uPjy6BQYgx/e0s1zvUM4qHb5mMonkiiHd72+nGcvaLMysPRBKLxBLauq8UH5/oQjiYwryQP/8+X/gJ31JZxSufZRU50esOoP9+H1QtK+LEKcu34qN2DJz+/RDMmdp53Wno5nfWfznYjGE0k0XaL25YXOlE7Kx+UUoUiO57gVNKMGvuJuxYnUSizcTy+fpHhNZshFE3go3YPHrptPqe2ZlTTs4ucmmtg958CqG/t19B6i5hdpFCEf/GWag0lPLvP+u0ZNfSGZRWm26SDOE5GP11d4lKo2eOKohLpqcXt68/3cdr0s1cGUV7gQO0s94jGkQnE+8swlvTY4vH159Kfp7rEhbeauuAJRjX37obKQnzjjoX8ncjkGqYizKjCpZJQMRolAShCWl+dHI1TPHL7fBz+pBdxg9JlAoqSfAf8Kr98e18A37lrMUJDcRxVA5i+cExpkN7UhYdum4++wBACESVIG01Q3FhZhNpZ+fjKmgX4sLVPZVYFXjvSDoCgakYe778wu8iJzS/WIxhNwGYheOVrq3Hg+GWcvTKIj9o9+LhjAPUXPBqBdrbLz8disxCsX1qO7/3mBHoDQ1g6uwClbgdWLyjRcP3re0Jk8jExIbV1XS1e+aANF/oUxVpe4EhSEmzbJzYswmN3XseFqyioUn2Y4ji++cpHqG/tx+9PdGKVoNCM8NybZ3D2yiBXRqmugd2PBFUCsUG18Y/RfgxszDdUFpqOnY23LzCE175+a8rxmglTcZysZ8LqBSX8XjZ3+XhvBiYc2fasjwRTZPfeXIlPugc1k4FsxpIJGto8+OYrH+HVD9v5ZEmv5MYDemUq9tgYL6U4mTBTEpkW0017jJZwhHEe2SwE31i7ADYLgT8Sw7NvnObxCD0icaqhsjjfq/DYNHX6krb1BKO8GOe7dy9BXWUh6qqKeIFVe18AC8vyUVdVBG8oBn9E6cP87BunVebKD9HQ5sEDK6o4PTegUB8zYj4Qwl0dW146goY2D15T6wEA4Jl7l+HlP7fxYjMQomkTyrBj/ymVniK1r5/FHlhFLiuC2rqulheF6fKEwgAAIABJREFUMf9/Q5sHn/3vb+OG7x/kxWP6bJFUprx4Lg1U150/Eku6Dj3SFS4ZjWOvyrrqdth4bYDhODKFSaDY6LhMmD78Yj3u++l7fJ04Tg1thbpu37fWYNOKKmx56Qj21Ldrtme/WfxL3yrWCGzSkG47M7D4FksMGIsCskyeg9F5MnnXphsyDVxPe+QIsYHR4LaFJXilvo2n8zGGTYfVgqF4wpD2IsdqQVQlvdv2+nH85aKZeO+TXpTk52AwHEMwmoCVKHQYjR0DAKWcAfWBf/uzhj+orrIQ5QUODPUnYLUAhU6bSgUR45QMYr1C40VvUqN4MfvmgRVV+Pd3z2N2kRPtfQGeQptrs/BsHH1hFMs/XzhzOJvDyPerDzgzGKVRisHoVL0AzGAWPGREfCxQnAojyjZRhfnCMheWzy3W1AakCyAbCSI9/0+q69u6rlbDWmqU9moWnNUX6pkhk+CuEb1FNtct1l6MVQFZJsHkqZJdNNmQSkJFnsOKSDC9krASAESpUTCCnhSQ8RAp/l7hfHYrXA4r+gJDnE44Ek/gXLfioolTxTqpneVG40UvP4Y/EudCeNeh5qSGQCAKFxKzCGrduSjNd+BcT0BtmKMEesWPlQUhgeTsmx37TyFOFcpxkZnyyY1LNacVPzqmPBivvj6dkt2nmpn5vHFOOjDXSJc3pEmRFJFO0Ih/GdjMOZNjjCQAqRfq+r/6Y6YTXmaCy+j62LNMpQTNjpdJOmqq/c3GZnbfUl230aRhtJgqNQhXA6SSUMG7jaVBnAIOiwVxHZ+qURtQQFEQoBT+SJzXQDhsFvxyyyrsONCEnsEhXBwIK5TVcSXzqTAvB6FoWOke1qcwYrpyrJyKQHzBxcKd++pm48u3ztNkn7C/3717Mecl6h2M4GyXnwuBvUc70NgxAF84hn2P3a798FWFJDY4+sbaBRqmVTYW8S+gENoxS0G/3heOcSoCfc67mTCuKMzlvReMtkknaDKZubOsJHYvRKQT4KmEqJjWK+6rP6a+EC6Tc6S6vmyUoAgxHVVfS2B2/WbIVpFMBKSVkDlkTELF1z61IKPtytw5qJ6RHLAyUhAA0NI9iC6fUiDOQhOLWVGN6opwO6zYfOs8uB021JS5UOrK4d3OGjsG0OUNK30JhPgAMMxvX5xnx4/++gb8+Is383XXl7s1PuODJzvxzL3LOHXEU789yeMc57qVhj2in5sJtU0rqlBXVYQFpS5OZ/DB+T5OtCbWIOj93NDVKIh+7YJcG+e/0QsGFjAUu9/pfef6/wPpYwZGSDpOiuIw/fH1fm2jMenPs+NAk2Yf/TFZAdfeI+2GPvMd+08px1FpwfVI52tPNUYz8OdJ6biRyU2Gr3/U8aFrBNKSULHt7sUad4oZ+geH8LP/c4WG5kFEUZ4NgUicB7KZUN59uBWxhMIUuWmlQkERGIrz4OyOA03wR2JYmJuPTSuqcPLyMOVweYEDCx0uDQkYmwXpq0JTFR8tnzvca4Fx+ZQXOtHSPagZFwhBIKLQTjNSNEaiVuC0J/Hk6JGJe8FoGzZjbe9XiN4ueYKG27O/vnBM03N4JLND/XFF95BZ1TRDNoVe3IIKRTX7mFUKm95j1tPFpLdLOmsn1RjNrIxMnud41AKMd33B1V7kNlGQKbACMkmDJQTY99El0/4JsTjlwp0V3eypb8NlbxhWovjyD57sRP0FD/oDQygvdKKx3YP+wQj6g1EEIlF0DoT49nOKclHkcqA3MITewSHk2a34py/cxNPvxPREfbpipzds+JGxbf5lUx3WLZmFLm8IP/qbG/HKB22ov+BBly+MaCyOoTjlqZCs5sAo5VSf3shSOVl6ZXWJS/PbKCcdGLYgHFYrogmFV3/zrfMAaFNamfCIRONKTn+GqZD6cbLixEg0jjuun5k0LqN6AhH6e58q7ZatM0rXzWY7tpylp6Yak/6e6++jHmbXm0mef7p7NRKMxzFF6J/ftQ6zFFhpSajI1ORMUJhmQVkJMMNlhzcUQyJBEYnGcbbLz2d9cQoeU/CForzKlgVxlbTZOAJDcc7Y6Q1FcXEgzPsxWC1I6YsW/y/28NVz4ov7iNkwbFysIxtTMCz4bJRdYjYjMwpW67cRwWasevoNPTiVgo4KQ0Qm2VQstZKtN8r80VsrIsxoRFIhU2tnpD5zo+cPZDZTHk1cIF1AfiQY7ziFjEtkBqkkVIwkf5vBYbMgEkugwGlHt3+IL48KNNWMToN9NCyFlXf9isR4wxJQyn+znsWzC3MRGIqbZvYYQQxssw922+vH0eUNca4nEfogZyr+GSMqZv3HbLQ8nUDX8xCZXRf7m0m2DABDpaJPrdSDxU6YD99MoIzGbZGtMM3kXCLRI5C5kNULTaOxZRo4HwtXTiZC/GqhvLiaIQPXKjozbL8JDJP12S1KKmtZfg7qqorw+PpFqKsqQmWxE3YrgUVtBL/rUDO2b1zCBbDYpYt3/VKDwgtnunkHsIUz3dh5/41YW1OKb95ZgxvmFGr2TweWAskEI6s1YE3bGcwCeOLyreuUAjc2qxYDoKmCjr5wjAdZzbbJNpiaSZBTDAhvWFahxFxWVCUV4e177Hbs+9Ya02OxfVOl6Y4kYM6Q7bVnci52TEZpnYnwTFWMJ44t0/FmMs6xCByPJBAvkR2kJaGiRdezORUSFFhbU4pj7QPwR2IIDsRRmu/Q9EMWG8F7glH4wjEU5No0aYT6mTabEZ3t8qOtL4BNK6q4QBRdR2Jj9nQQXSK+cAyVxU70D0Y0vYfZh6Z3S+lng+KsOhNXAGNCZccymqWy3r5iy81MkWoWKc5CWTGXPtU2E5hRU5udK1tk61IRz5VJoDlTGL0DqSxBcVmm9RPZ1oRkAlnvMP6QgWsVfzrTzVNVjWABYLEMZ0betawcG2+ajf860w0KoNsXQZk7FzdUFqK6xIXmK36UFzhQV1WElit+9A9GcL43qCFEY/w+fzrbg22vH8dDt83HerUV54W+INr7Ajh0+gqqS1xJnDmZBNvEQC0jB6yrKsLsIieOdQzwgKAZcZk+sCcS3K1fWp42mPnqkQ50+ZS+Djvvv8kwSP1RuwcX+oKoneXGY3del/HzEo9hFNgUr53du5EEKMc7uDka8rfRBJr1MHoHjI6TKuEgXYBZv91Y3NurhTzvaoBZ4FpShQu4+Zk34dH1cRaL5HijeigcTZ/86G7c99P3uGWgp54WaTMAhZojlkjga59aoOlepqeuZsfMs1sRjBrTXWcCkU5aDDwDyZTIYqc2ALyFojhDzZaeOpPqZX2DlmyQ6vijodLO9lxjsf1I9htrf/xIjifS1+vfl/Eer8TYwowqXMYkBDA2VkApmqurKsJf3TQbVgI4rErmUZk7B4CiEBraPNi0ogp5discVgtKXTka/+qOA02cDK+y2IlIXOFn2n24VXNeVhDHgtKbVlTB7bDxhj5iTnw2flzRL6wvZmNKQyR9K3Da0dI9iJbuQU6mZnQ8RreRbgypYgd6oriRCI1Ux9ePdU/9cHHanvp23PzMH7Cnvj3jc2Xr+x6przyb/YyufzR+/pEUtLEMsQKnPePMLqkgri7ImISAmJDZ2uMfQpEzB3883Y04BfJsViyenc+rk3sGh7Dt1x+jyxdGMBqHlShxDY3vXbXSbpyjdJZjcYrywlxNSqW+I9fBk52cGLA4z47tG5fwddlSQ2STkcNy6y95QphTlGuYzijGR8zGMBWQKpbDfmdDFJit73ukvvLR+tjHskAsk5m/jAlMf8iYhICP2jyaBkH9gSHMneEEBfCduxajoz+Ilu4ArEThYIrGKXc/USguqK+tHe6XwAqf7r25Ev/ReAlDcSWttXdwKKX/Voxp/OumOs5VlEmzGeb3bb7ixxsnOk35+438wbOLnDjUdAWf9ARQXeJCY7uHxzPG2pecCYx6EGTbl4CNVYzlXF9ewJsOmTWK0SNb3/dIfeXZ7NfQ5sE3f9WAV490oGaWO6mYcrTPJpNYg4wJTB/IpkMZ4H/+1yfoD0Y1vSW8oSg23zoPtywowVunuuDOtaM4z47qEhe+ccdC9A1G4M61IxqLIxxLaBrSdHrDeOtUF/7j48ucp+g7dy1GNJ7AkooC/P3/ewwFuXbcUFmoEX7L5xbzTmW7DjXjbJcf3/vNCbSq3dc2LKvAttePoyDXjhOXvNj8Yj0/Du8wFo0r1dPeEKpLXKaVt/qqXKP9t66rNawsNqroHUswISU2Qcq2CteokY9R86Ox7HY2Udj2+nFeIZ8q2DxSyIrkawsycJ0Brv9vv0cknuBsrSJqZuZzjiMWZN790EoAiom/pKIArx3t0PS5Fd0y+r64+mC1UaCVLWPV16w3NOv3YLMQOO0WroD0QXPmKhArlAtybZpgMVunD/DqXQ0ssC32Pjbr+TsS7Klvx7NvNKG80KlhemXXmqp3dqYwqsJmxxnrQPdEwOiZjDY4LIPL1y5kj+sM8ONDzYZNgQAgGotj9YIS3Hn9TDR2DPB2lG+d6kL9BQ+OtXsQjGotieoSF4619SMap/jbW6px4PhlPlMV+yyLFoA4a2PL1i8tx7meQd4buiDXjrebexBLUMwtcYFSigdWVOFf/tDMWzyy9Foj64D1J2bna77iRyQa5y4LAHy/XYeaEYoqfaAv9AU1s1az1NmRYPOL9fCGY+gPDGlmxfp2kWOVMsp6NU+0C02P0VgwYn9stu9o+Y7Gmy9JYupCti/NAHGdhihz56Cq2Am3w4oHV80FAHzQ2s/ZXLeuq9XwMtksJKky99JACP5IDD9/7wKneG5o8+DgyU7sfmgltzqyyfz40qpqvPb1W7G2phQ7778Rx576nNJlTmjxKIIde/s9S7G2phSPr1+kyXoqyLUZ7sesDNalzO2woq6qiM/E9RXd6ZAq8+bx9YuQZ7cgz27V3EOz+zKSLB4x20tfETxZmTdjXTE8murvTPeXFNvXFqS7SUVDmwf3/6/3NcuYa2ltTSkAhf/H7bBi4Uy3xrzfsf8UzvUE4I/EDN1FALgLi7l8lGPZUF7ggCvXzo8nQu9ucjusuLm62LTuIBUvU7pr17uWxBqG0dQyGF2PmXsqG5dPNttOZRfKWNSLTDSuRtecRHqYuZtkCqwK/UzObiGIRBOaVp/H2j1KNhOlWv4flaxP9HcDCu/Puy29oABK3TlYXF4gHEuh9PD3xPj59R/chmUVONbugc1K4AvFUJSXY5jeyM7tctgMO72lQybkbOmOx4qqAuGoqdLbsKwC75/r44SDmfZbNhLyqVIvx4P+YbygT9UFpt4Y9ZBpr9cWpJJQsXWdQpPdfGUQwWgc0QRFNBFH72CEC6aFM91o7BhAX2AINz/zB02QevncYmxYVoGHX6znwdeDJzt5jCM8lNAETMsLHPD3xJBnt6BWUB4ilHqJ4cbYJa4czC91YcOyCtz30/d4lSsPTFcWjtjVIFbOblpZze9JphB5mtg16oXdwZOdWledDmZ1HUZCPpsakNEKtYmwRK4mwSsptq8tSCWhYvncYqxeUIITl7yc+hsA8h027Klvx8GTnVg9fwba+gLo9kUQiSewfd8JXM9akQJ47s0z8Efi8HcPcqHiC0W5K+rhF+sRTwDBaBx5ditqylyms25gmMo6EIlpaDI2v1Cv6YMgChjmLsq0vwGD2FuhwNnJhcCe+nbeC1tvTWisJzU2k0rp6ceZDmaU1+mEtl7gjlaoTQQVuBS8ElMVUkkI2H24FXEK0HiCxwE6PCEeuH3/XB9iCYo8uwWIK8Hqh1/8EAvLXNh+z1I8vn4RT+NkQmHft9ZgT307nvrtSY1VEIzG0RsYSq7SFsCorPVgykPsT2HkLmKtRzMRyvpjMrBrN6pOFoXn9o1LkuIaorUzkhm4mXBOJ7THSuCOtC+DiGyexVSOnUhcu5hwJUEI+TGA1ep/91FKd6rLNwD4vrr8aUrpm+ry7wH4PIAIgK9QSi+Mx7h2vnGaE/FZCUFUDRQ7c5QKaYeNIBIbbgQUGoqh0xuGPxLjmUGMi0gP5mZh+4JSuHLtmu5v6aAXIKLy0K9jx2N9ks0ElNkxRUvk8fWLuCWhh94y0Atyfde3bJUXOz7jX9JfX6aWRTb3VcRYUlmn6ws+VueTkBhrTIYl8VNK6bcJIRYA7xFC/j8AFwD8M4C16jbvEEIOAagB8BlK6e2EkLUAdgL44ngMSiTdi6p+890PrcSmn72PBAWiMYq1NaW8BWZxnh1xqnSli6kV1GYCZ8OyCpy45DV02WQaYE4lQIx6Abz81VXYU9+Otr4AAkNxTdtOhh0HmtDYMQBfOKaxBPTnGkkfBSPLJFOBmY4rKpNAe6Zg+75/rg/P3LtMc63ZBMfNIPbz0Cc26I81GotFQmK8MOF1EpTSFvVvAkBc/VcDoJVSOkApHQDQCmAhgE8D+J26/TsAbhqvcW1ZM1/z/wdWVGHXoWbMcCmsr7OLcpNqDWpm5iMSG2Z23bH/lGHOu9i4JluwWf2GZRWmQemt62p5uq54bnZeV47VeF+W/kypJl9f340t27x4JvRYNz59I5rtG5egrrIQvnDM8Jj62oF0ufuZ5PabMb9uXVcLKwFiCYpn3zitWZeqdiLb+oZMjpVNJzkJiYnCpMUkCCFfBnCOUnqBEHIbAFFaDAAoATADwGVhudXkWI8CeBQAqquz6zzGsO3uxXj5z20IRpW4we7DrYglKOqqirC4YjgQK9Jsd3mHW57GEhTnegZ5sVkmPaD1MJqdZjJLZkVt+plqukAxy4zS76Pv5JYt82wmMYMCp920d3S2gedMYhBmsZXlc4uxoNSFlp4AygscKY+RaoyjwdWU2SRx7WFciukIIVYA7xms+h2ldAchZB2AbQDuoZSGCCGLAOyklN6n7r8PwHcA3Akgl1L6Y3X5aUrpYoPjcoyGu+nbrx7Dvv+/vXMPkqM+7vindTqddNLd6YSET6AHj0KAJLAcAQoWBtnBhSA45bJT2OUYBwdi/jC2qpLgMrZlOyUTE+NUIHaqEhsSmwQKlIqjFI9IDrF5SBCFu4qIxcOSeZweJVsSOr3R6e7U+WNm9mb3dnZn9/YJ30/VlnbmZmZ7Zlfdv1/3r7u3jNqk9tYJfO36Razt3ZkVgI3cH6d3TGLvkZO0GEycMIHBkVPM6Z7CscFhZk6dxPZ9xzLJc2n85fmSlOoRzIxWNH3ikrm8vOdw0USvXLnTyFzr+0q7SkujePFupabJdO4+wmhwOleQZcAa4Fp3j4bi24Gzzawz3D4b+BWBO+we4J5wtvFiNeSN+K9XfpO1fWL4FP+48fVM/+to1BtProOwnEfYICjqGTE8MhrDeGb7/kyP67giyvVTH357KKvsBVR2aWRaZRi5qR7p3Zmqn3all5xWg9yeHXEaUV4hGoV61G66H+gA1pnZU2a2NDQqdwAbwtcd7j7i7q8AG81sE3An8JVqCtbVPilr+5TD7oMnAGgxMj76yOXUNaUVI2hL+scfOIfu9lYgqOF0x3UXZsUwcB/jw477te99chtbdh2ic/LELCNSao2cQufEP6/QcZGPP17jqRDldjTL59NXXSAhGot6BK4Xh68V4asv3P+Eu18evp6IHb/G3Ze7+wfd/fVqydXXP8C+I4Nj9s+YNimzkikeeF7z6EvsOngCB5adM4MvX3dhptjdI7dezvk9HXzm/s0AGWORG6yNB1zzBV/LKf5W6Jz4ZxQ6Lre1KDBGcY9XmScFmytd8K4Q+e5BRkqIbJRMF3Lvk9syWdZxDhw9yZnTJzNzWltGwS+d382xk0GAO6paGq3jz1fcLxpl5wZrc90caWsZFSLK8o7LGhH/vLTLO4FMT4e4jONd05/k4qlmEDdNgF25CkJkIyMREi/GF+f40Ajb9x2ju72V7WG5jQduXsbUtuDRLejpYP3WPVmKpa9/IG98odRVTrllx9NQbOVQ/Ljcv0Wfe/jEcCYRDsg0RyrnXsqRv1zlXCzmkqamk1YaCZGNjERIvBhfW4sxOOLMmT6ZmR2TM0Xv1vbu5PDbQ/T1D2Qln0VE76P4wpI5XVlKK60CjCfHxUfwaQPP5Sq6QoUCcz+zHgH1YhSbBaQJsCuILUQ2MhIhKxfPpvfNA4ycglmdbcycOimr5lBf/wD9bx3LJKwVWoGUL7M4igPEaxslKcZ4OYp42Y60ZS3KVXRRZvgNl2avBCp0rWIKPo0BqJSLp5hxlAEQonTUmS5k/dY9HB86xeDIqcwy1rhSixLMIrdLmsDv6usXJgaK05x/fk9H1v4o2ItZ1rmVCrauDZe8ru3dmfqcYoHmNIHoNBnTaahkFzshRIBmEiGrrl7A6/uPZQxEVPoaAiVz+MQwS+Z0ZWYXaVw6hQLFac7PHWEn1QGqWLA1VqYjLcXuo9TnVA2qHYxWMp54J6P2pTEu+sb6TDnvJXO66D9wnE9cMjeTVFardo2ltrRMq6Qq4RqqF9Wq9FoJopVspWTXC9FoJGVcy90UI55Mt2VXEDS+b+MbeVf3VJNSC76lTWYr5vopdp1ct0013Ti5106bCJiPcpL9SiHjBsyTMClEsyMjEePk8GhToIkTgtpN1188m462FmZOa+OXvz5SllIsVamNx0efJpO6XGNXSlylHOKyF6oEW8uEuzRkYlBhdr2Wz4p3EopJhPT1D7D3yMnM9vApmNI6gae37cu0JI0qiUJpvu1SfeLl+uj7+gfyJr7lu26pLph4XKaUuEopxJ9ToeWqjZrLoNVT4p2IZhIhuaPSiROMns42Bo4P0dHWwpK50xNrGRWbKay6ekHB/gmVYs2jL2XkLaRAI2NSivvm3ieDTnOdU1rH9IdI68ZJ85yi5xsvyZ57fLXdR0KIUTSTCFm5eHZmFAvwyK2XA4wZbeerJDre/gm5lB1oDVdknXt6R8HzkpbzJskPlRm9p3lOleo4J4SoDDISIfHifcaocUjjnokr0KTjSlGy5SrHfFngcfK1ySxnOW+55H5OMWPYqG4lId5NyEiErLp6AZtff4vBEWdSi43pAVFIccddI1EP7NzjSlGy+ZRjJZZxJt1DJQxAGvlKnSnIxy9E/ZGRCFk6v5sLz+hiy86DzDttKrO7JmcaBkHxUW2m7tHc6YkrXNIq+nzKMc3sIumYfDOISlPO7EczBSEaHxmJGJG7Jkpiu+HSeXROGU1mS1K867fuGePCiR9TqDR1vuPykUahJh2z5tGX2LLrEIffHmLdbVeU+lhSUY7C10xBiMZHRiIPa1/YMcZllKTwcyu1xomO+d8dBzl31lRuuDQIeucq0jSj8DQKNfGYqMRIrNRIpUmr8Bux/7UQIhkZiRiRsm4xOO/0aVnKPF6BFTOODQY5AzdcOi+rUmtE1FOio20iRwaHg9akU/bUvNEOFA9o15LxuM2EELVHRiJGtAx2xGH3wHHWPPYyuLP6I4uyyn9HDXmuPG8mn1o2L3FZbNRTAjNwr1sJ60pdvxIj/GIGMV/SnhCifshIxIgvgx1xMsYgym144OZlPLR5B6/tPUJP15SCSiypN0MzU4kRfjGDFSXtXXneTLmahGgAlHEdY+Xi2bSEbvt5M9pZMnc6S+Z0ZXpY9/UPsLZ3J0cGR5jaNrGgElu/dQ8Dx4e4e8OrVe9jUKt+CSsXz6a7vbWstqqFiMtfqd4SQojKICMRY+0LOxhx6Ghr4a6PX8y6zy9n3W1XZHpY3/vktqyeC8WK6XW3t2Y62UVUQ6HXquBdZPjiM65KEJdfJTeEaCzkbgrp6x/gtX3Hwq3sVUC5fvTIL19sSevt11wwJqhdCZdNbmygVvkG1foc5UsI0bio6VBI1DimxYJ4xJI5XUVzCpICudG1cpsU9fUPZAXDyx0tJ10/VyYYW3tKy0uFEPlIajqkmURIpFT3HDrB9r1HU+UUJAVhk0bGlQrKFhp5x5fq9h84PiaHI57fcd8fXipDIYQoiGISIZHC/+zys+loa+HYYLqy3n39A3z0bzfx0e9vpK9/oGghwNygbDkxikJ++0yXNLO8HfWSYiVCCJEPuZtyiFw5QFF3ztL53WOOBxJdQYU+r9L9swsZK7mchBC5yN1UhChesP/oIO2tEzizu72gOwcCF86qqxdw+MTwmGS5tEHYagVtC+UjpEmukyERQoCMRIY1j72cSZ4D2H90MO9x+dpqrvv88qxjSpkRJBUOrLdyVmkMIQTUMSZhZj82sydj2yvN7PnwdU1s/1fMbJOZ/czMzqqaQKHbrb21hfbWCQwcH+KGv3uOhzbvyDosNx5Q6byHWuU8FENJbUIIqJORMLOLgOmx7RbgO8C14etuM2sxswuAD7n7cuCbwF3Vkmn1RxZx5Xkz+adblrGgpxMIlsLeveHVguelUeqlGJK4cq5VJnU+lNQmhID6zSS+DvxFbPs84A13P+juB4E3gHOBFcDjAO7+DPDefBczs8+ZWa+Z9e7bt68sgeJKcfX1Cznv9Gm0t05g5rS2gko6zYi7lNlBXI5GmVUIId691NxImNkKYBvwm9juGUBcEx8ETsuzvyXfNd39B+5+ibtfMmvWrHHLuHR+N//5J1dxyVkz2L73aEElnWbEnWtI0s4Q5PIRQtSbqgSuQ/fRpjx/ehxYDnySmLsJOJCz3RXuy90/UllJCxOtXDr89hB9/QMluV5yA9BRBdlbfvwCM6dOYntYAqRQULiendsaJYAuhKgvVTES7j4C/HbufjPrAD4OPAxMARaZ2VcJYg1nm1lneOjZwK8IZjr3APeY2fuBF6shbxJL53fTOXkiz2zfz5rHXqZz8sTUSjPf6qC7N7zKwPEhhke84WcIWt0khIAaL4F19yPAEoBwpdJ97n5nuH0HsCE89I7Q0LxiZhvNbBNwEri52jLm1j7ac+hEkIF9YiizRDaN0syX/3D7NRdw94ZXuf2aCxJ7TFRyBD+ea6nonhAC6pgn4e5vAlfHtp8Anshz3BpgTa3kio+ggaCOE9BjVtL5oKlWAAAHbUlEQVToP5+r6PyeDi46s4vzezpSff54R/DjuVY9XV1CiMZByXQ5LJzdyXOvvcXC2Z18eFEPvW8OcHwoCIWUozTjo/k0SruSI3jNBoQQ40VGIiRS5r1vDjB8ynlw8w6+fN2FLHjPNLbsOsTUSXkXVhUlbhjSKO1CI/hS3UeaDQghxouMREikzNtbg1XBPZ1tQJBkF49RlErcMIxXaSuYLISoNTISIdFy12Mnhpg6uZXV1y8ESh+N52ssVCmFLveREKLWqJ9ESLTcdfu+Y3ROnlh2baaosdCWXYcqnimtUhlCiFqjmUSMfCP1Ul08SaXDhRCiGVHToSJUM/O4r3+ANY++BGasvn6hZghCiLqR1HRI7qY8xF1M1XTx3PvkNrbsOsSWnQdVxE8I0ZDISOShEtVX08QyVl29gCVzulgyd/oY11Q9y4QLIUSEYhJ5WLl4Nr/YfYiVi2eXfY00sYyl87tZd9sVZZ8vhBDVRkYiD+u37mHg+BDrt+5JrLFUjPEuV9VyVyFEI6DAdYwoSL1y8WzWb90zJlhdrSC2ynILIepNUuBaM4kYxVw81XIBybUkhGhUZCRiFHPxVMsFJNeSEKJRkbtJCCGE8iSEEEKUjoyEEEKIRGQkhBBCJCIjIYQQIhEZCSGEEInISAghhEhERkIIIUQi77g8CTPbB/SXefpMYH8Fxak1kr++SP76IvnHx3x3n5W78x1nJMaDmfXmSyZpFiR/fZH89UXyVwe5m4QQQiQiIyGEECIRGYlsflBvAcaJ5K8vkr++SP4qoJiEEEKIRDSTEEIIkYiMhBBCiERkJELM7CYze87MNpnZb9VbnnyY2QYz22dmXwu3zcy+Z2bPmtljZjYj3D8j3H42/LvVV/IAM3tf+HyfMbOfmdk5ZjbZzB4MZX3QzCaHx54VHrPJzL5Sb9kBzKwz/I08ZWb/Y2a/02zfAYCZLTCzITO7opmeP4CZvR0+/6fM7OZme/5mttTMfmpmPzez7zSD/DISgJl1A18EVgCfBv6mrgIlczNwe2z7GqDd3T8ArAW+FO7/EvBIuH9qeFwjsAdY6e5XAt8F/hy4CXg1lPWX4TbAXcA33H058CEzu6D24o7hKHClu68APkkgY7N9BwCrgafD9zfRPM8fYLe7rwhf99NEz9/MJhE814+7+wfd/Us0gfwyEgHLgGfd/aS7vwFMM7O2eguVi7vvytm1AngsfP8ocGWR/XXF3X/t7kfCzZPAMMmyLnH3Z8P3j9MA9+Dup9x9ONzsBP6PJvsOzOwy4NdA9FtaQZM8/5AeM3vazH5iZmfRXM//coKBxkPhLO0DNIH8MhIBM4CB2PahcF+jE5f7IKMyd4fb0f7TaixXQcxsKnAncDdj7yGSNf7bbJh7MLMzzWwj8FPg32i+7+BrBKPZiKZ6/sBZ7n4V8PfA/TTX8z8DeC/wB8CNwA8J5Gpo+WUkAg4A02PbXeG+RicudxejP7aBcDva3zD3YmatwCPAt939ZcbeQyTrqdhpDXMP7r7b3a8ALgO+TxN9B2b2u0Cvu78V291sz39/+O8GYD5N9PwJZHjO3Q+7+26COk0tNLj8MhIBm4ErzKzVzOYBR919sN5CpeBp4Lrw/XWM+pmT9tcVM5sA/DOwzt3XhbuTZH3RzN4fvr8WeKZmgiaQ44I8DByhub6DJcAKM1sPfJggLvQKzfP8p5lZS/j+YgIl20zPfzOwwMwmmlkHcDrwrzS4/EqmCzGzPwJuARxY5e69dRZpDGb2Q+D9QBuwFfgY8D3gYgKl9Rl3f8vMTgMeYNRv/gV3P5X/qrXDzH4f+BEQPdtfEATo/gGYQ+An/6y7nzCzcwjcCZOA/3D3b9Ve4mzMbCnw18AI0Ap8A/g5TfQdRJjZj4D7gD6a5/lfRuBmOkLw//SLBL+hpnn+ZnYjcCvB7+cu4N9pcPllJIQQQiQid5MQQohEZCSEEEIkIiMhhBAiERkJIYQQichICCGESERGQoiUmFmPmf1Vgb/fZGadVfz8X1Xr2kIkISMhRErC2lN/WuCQmwjWtaciSgwTopGZWG8BhGgWwoJy9wEbgbnALGAeQUXYMwgymv/FzHrd/Qtm9m2C5MdJwJ3u/piZfRM4i6BGzwtm9j53/1h4/R8CDwIGfJ3g/+cB4BPufqJGtylEFjISQpTHEXe/2cw+Bdzi7n9mZluAT7v7LjNbCXS7+1Vm1g48b2aPh+cOuvvvAZjZf4fZtUeBS4HPEZSO/mD4978EbiDIvhWi5shICFEefeG/OwjqIOVyEXCVmT0VbrcxWsnzudhxDxPMRPYCj7q7m9kiM/tWeM57CMo1CFEXZCSEKI94PZuoa9hJRv9PvQT81N1XQdBwxt1Phg3GRmLnPgT8hMCtFMU7vkrQ8Od5M/tO7PpC1BwZCSEqx0+A+83sOXdfbWaXhzMJJyied2PuCe6+18wGCFxT28PdD4fX+SVBbxPNJETdUIE/IYQQiWgJrBBCiERkJIQQQiQiIyGEECIRGQkhhBCJyEgIIYRIREZCCCFEIjISQgghEvl/Hvo9HmIJB18AAAAASUVORK5CYII=\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "import matplotlib.pyplot as plt\n", "x = data6.iloc[:,1] #基于位置所有第一列\n", "y = data6.iloc[:,2]\n", "plt.scatter(x, y,s=2)\n", "plt.xlabel(\"interval\")\n", "\n", "plt.ylabel(\"delay\")\n", "# plt.savefig('sandian.png', dpi=1200, format='png', bbox_inches='tight')\n", "#二维坐标可视化\n", "plt.show()\n" ] }, { "cell_type": "code", "execution_count": 49, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "from sklearn.cluster import KMeans\n", "from sklearn.metrics import silhouette_score\n", "from sklearn.metrics import calinski_harabasz_score\n", "\n", "kmeans_model = KMeans(n_clusters=2).fit(data6[['interval','delay']]) # 随机选择初始中心\n", "labels = kmeans_model.labels_\n", "#score = silhouette_score(data6[['interval','score']],labels)\n", "score1=[]\n", "for i in range(2,7):\n", " ##构建并训练模型\n", " kmeans = KMeans(n_clusters = i,random_state=123).fit(data6[['interval','delay']])\n", " score1.append(calinski_harabasz_score(data6[['interval','delay']],kmeans.labels_))\n", "# print('数据聚%d类calinski_harabaz指数为:%f'%(i,score1))\n", "plt.figure(figsize=(10,6))\n", "plt.plot(range(2,7),score1, linestyle=\"-\")\n", "plt.xlabel('k')\n", "plt.ylabel('Calinski-Harbasz Score')\n", "# plt.savefig('CHS.png', dpi=1200, format='png', bbox_inches='tight')\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 50, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "from sklearn.metrics import silhouette_score\n", "import matplotlib.pyplot as plt\n", "silhouettteScore = []\n", "for i in range(2,7):\n", " ##构建并训练模型\n", " kmeans = KMeans(n_clusters = i,random_state=123).fit(data6[['interval','delay']])\n", " score = silhouette_score(data6[['interval','delay']],kmeans.labels_)\n", " silhouettteScore.append(score)\n", "plt.figure(figsize=(10,6))\n", "plt.plot(range(2,7),silhouettteScore,linewidth=1.5, linestyle=\"-\")\n", "plt.xlabel('k')\n", "plt.ylabel('Silhouette Coefficient Score')\n", "# plt.savefig('SCS.png', dpi=1200, format='png', bbox_inches='tight')\n", "plt.show()\n" ] }, { "cell_type": "code", "execution_count": 51, "metadata": {}, "outputs": [ { "data": { "image/png": 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "SSE = [] # 存放每次结果的误差平方和\n", "for k in range(1,7):\n", " estimator = KMeans(n_clusters=k) # 构造聚类器\n", " estimator.fit(data6[['interval','delay']],kmeans.labels_)\n", " SSE.append(estimator.inertia_) # estimator.inertia_获取聚类准则的总和\n", "X = range(1,7)\n", "plt.xlabel('k')\n", "plt.ylabel('SSE')\n", "plt.plot(X,SSE,'o-')\n", "plt.text(2,83641398.73139878,'Elbow',fontsize=12,color = 'red',verticalalignment='center', horizontalalignment='right')\n", "# plt.savefig('SSE.png', dpi=1200, format='png', bbox_inches='tight')\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 52, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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addressintervaldelay
00x0000000048429ba5463a4a9aa866460087dcebd0331.0161.500000
10x00000000863b56a3c1f0f1be8bc4f8b7bd78f57a412.094.000000
40x000000697bb288f2528042e8844b65cd32beafca251.0241.000000
50x000000b833f5d0d1119c479df0777789a6ac207d7.0-11.000000
70x000101d1c9769ea22d6ea627b19bffcc99f61bf32.0-11.000000
............
124130xfff39900273ffb1045c7cfde62df1720b63fd6bd32.04.000000
124140xfff401de598bd133cff26be5e79bbee4eed2a0e4283.0-13.666667
124150xfff43d5173d5902c3f25495df374d2e6ffc84665153.019.125000
124160xfff61e018e87e8b05549177c5c6c4d44fc984f298.0-1.333333
124170xfffb454f4affaab597bea56edec6ccf8aefda9ae147.0-56.600000
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5881 rows × 3 columns

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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "#可视化绘图\n", "\n", "import matplotlib.pyplot as plt\n", "\n", "# 获取第一列和第二列数据 使用for循环获取 n[0]表示X第一列\n", "\n", "x = [res[['interval']] for n in res]\n", "z = [res1[['interval']] for n in res1]\n", "\n", "\n", "y = [res[['delay']] for n in res]\n", "a = [res1[['delay']] for n in res1]\n", "\n", "\n", "# 绘制散点图 参数:x横轴 y纵轴 c=y_pred聚类预测结果 marker类型 o表示圆点 *表示星型 x表示x\n", "\n", "plt.scatter(x[0], y[0], marker='o',s=1,c='r')\n", "plt.scatter(z[0], a[0], marker='x',s=1)\n", "# 绘制标题\n", "\n", "\n", "# 绘制x轴和y轴坐标\n", "\n", "plt.xlabel(\"interval\")\n", "\n", "plt.ylabel(\"delay\")\n", "\n", "\n", "# 显示图形\n", "# plt.savefig('two.png', dpi=1200, format='png', bbox_inches='tight')\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 59, "metadata": { "scrolled": true }, "outputs": [ { "data": { "text/plain": [ "array([ 2, -1, -1, ..., 0, 0, 0], dtype=int64)" ] }, "execution_count": 59, "metadata": {}, "output_type": "execute_result" } ], "source": [ "import numpy as np\n", "from sklearn.cluster import DBSCAN\n", "\n", "# 构造一个ϵ=2,MinPts=15的聚类器,距离使用欧式距离\n", "estimator1=DBSCAN(eps=15,min_samples=15,metric='chebyshev')\n", "# 聚类数据\n", "estimator1.fit(data6[['interval','delay']])\n", "# 输出聚类都类别(-1代表异常点)\n", "estimator1.labels_" ] }, { "cell_type": "code", "execution_count": 60, "metadata": {}, "outputs": [], "source": [ "est = data6[(estimator1.labels_ == 0)]\n", "est1 = data6[(estimator1.labels_ == -1) | (estimator1.labels_ > 0)]\n", "# est2= data6[]" ] }, { "cell_type": "code", "execution_count": 61, "metadata": {}, "outputs": [ { "data": { "image/png": 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0tVhIN2ZPye1sBrS/wez5mj3hIA7MpgWT0+bIdI98cllg8nNevM4eAZjPnt+HQiHMeGKL5z4myY4autPoK5soKMdrpsiK41op1QfAMwD+kYhalFLHAAyyNl8B4Jj1PmQcZq53QERPAngS0NOXpqXRQuro6ABWrADOnAH69wfuuQcoKvK0kbvXmb3zoH6ETNi+3b3pXJh1zm8UwM90TtnwsEIznzMAx8iLS6NH82Ek4wTvCaGq6QwCYOpmlsadFJgSvGp1pHOBHh08A+Bbxrr/A+B+6/39AP639f4ZAGXW++cAjI51fqndlOO0txNVVREB9rJ0KRF510xKRw2daOdMxfWyVZOJ6xJduHCBGta+RQ1rvNsR6znz+66ursA1rZK550SfebrqK8V73lAoFC4cGO3+c70eFHKodtNtAGYAuEop9Q0AbwJYCOCnSqktAA4CmGvt+30AP1FK9QWwkYhas9BeIRV0dACNjcCBA8CmTfb6qipgrv66vUYG6QhjjNZzTUWvNhM2eiLC4nUtIFDY1FO9fCtaDp0Mz789p2w45pYVh//s3MMN8pzD5Syi7GOSzD0n+h3nyshmcVOLY8SVqvPmDF6aozsvMpLIIu3tRPX1RPPn69FCW5tet3SpXg8QjRypX0tK9Lr29pQ2IVZvLRQK6aqga9I3ksgE3HM3e688kujs7KRbH99Mdavf8B1NxHONXK1Smysjm6D75/pvC1IqXEg7S5c6zUjTp9vr6uv1++Zmvb6tLdAp4/1jxRIO7u258MeNVaLad92at6h+zZsRbTcViFkmO5l2dQeClPpOxT11t+cSFD8lIRnXQnJ0dABLlwKvvgr8/d9r89GwYcB77wGPPQYUWgFpc+cCRUX6/fr1gU8f7xA9ltnDy8GcSROAe2Y0Irt8OQiAQkznPWCZaGZ5t7d2xmjs3HsU44vzE446ojjNNfHun6pz8DG1M0aHzW1AZJADk4rv2zwHO/SzHaSQTkRJCPHBvgUW+o2NwLJletv+/cA772il8eij9n41NQlfLl5bdyz7tnt7Ov0HRIRFa/dg5/5jWG8phRnLt6L10Enc8NAm/L72y2F7NgA9RSryMKdseMSUp/G0cUmTzh+ZWFKYsOBKxC6fSuEb9BzuEimx/AKp+L7Nc3RbP0MciJIQYsMhq8yiRcDzzwPl5cDs2UBTE/Dyy8AttwB3360VQ2MjsHAhcPo0MGCAcyQRB+muv5PM+Ym08zhEISgoKKVQW61Ldbh7tjOWb8XEkgJQSDuDj5/pDPdAQbrAoIJC4/b9KB0yMGYbo/W6ySpWyK++bY/SA/YTpn7HxRK+/KwIhLrq0vAzcpQ1IUQoyFhtDT8/IkwoKYg5ckrF78k8R1Cl43UP8YycUjFSSxRREkJ0Ojq0IuCIpJoaYPp0YMMGe91//7dzdAGEI5Zw+rRWFnxsGkjlHyjIuS5cuIDr6p9HSdEAtH1wyrFtxz5danzHux1WXanLAKUwsbgAK7cfAACMHjIQE0sK7CRAy2xERNi5T/eIF63bE7XgoF8Plkgrmzllw6MKw1g9YD9h6necub9pAmIlsLipJZyJ/sq+Y+HZAVmJAjpTfW55ccT9RmurUgpQwMrtBzyPDUIyv59YSofP7ZWJH88oJJsjFlESgj8dHcA3v+kMWe3fH1i1yqk4iooiFQCv6+iwRxJpIsgfKIggMP0DO/YexYTifOSpvPDogI+9ruEFfNxFaPvgFEZ94jIcPnEWJ851aeFfXKCr0ipbUHNZEYIuLcL+CDdKqXAVW/eUm+52EhHmlkVmdrMwjiUwEzG7eF3XVyG4yqBwj59HXRNLCh3P1d2ueNrqtT0ewe/+/QQ91n3vXpWKvRIXg95XrHvMFKIkBM3bbwN/93fa2XzttXrdihV6xJCfDxw/rp3SVnY0nnrKHj24/RQWRITFzR+g7rvf9fyzpWoEEOQPFCSmnsie3rT10MlwCXLu3fOxexq+jGtqn0OIdImEE+e6rEKDUwAAr+zXPeUbR9g+AaUU8vLywrWmYvU+AW/TC9+LX885qDCJ1gP2+168ruurEGBVyW1qDd9P3czSsBKeW14cLpDIsIBetG6P49rx+pnMdvF5o91josEM7nv3qg3mrkEWq93x3GPG8Ap56s6LhMDGAecwNDcTFRbqUNWqKns75zbwer+cBg5ztTKnmXjDUf1IRcgh5xB0dXU5zsnrh9/XRLc+vpnq17ypM43XvBXOM3BnHhMR1a95U4eYrn4zIhQ1aPil135e+Q/peB7R8PteooXnej0j97n4/a2Pb/Zte6pClGMdF/7+1rwZ97Hu/fje/Z5BdwGSJyEQkZ3wVl9PNG+e/gkMHWorg/nztbBvb3eW0Kivt4/n7eY53esoWGJbkD9VtD90EMyyCSygOMmM149d9FxYOAVpl7lPEGXnLpnhd1yyyX7m9q6uLpr2g5c8cyliPa+gwi6e9gRRnu77Tzahz++a4STDNbmZKJgN/JSEmJsuFt5+W5uKOjuBzZv1ukFWTcWPPtKvw4Zpn4PpaH7qKTuyic1KXlFLHk7pRMwEbogIr+zTdR2jVb808w+UUtrxC4W6maXhMNOC/n3CpcY58md8cT4mjij0tKlz3oKfqaCuujRcvXT0kIGonTHat33ukhmA0xRBhvnDXQba3BarXLRpKtm596ieue/wqYhnbZ4zGTNIvA5wL5OS+xxKKW3G2XcUTQsmh6OXiCiirdHuI1r7Ml0sLxQK6Qi34gLUz+pe82z0amhoyHYbUsqTTz7ZcPfdd2e7GbnD22/raKQHHwTefVfXTho0CDh3Tr9+4hN6+6uvAh9+CHz5y8CMGVr49++vl1279PGDB+v1gweDzndi8YsHUPnRe1Dl5eE/a+U1g1P6B1jc1IIXWo6gdMhA/NudN2BxUwsqPlOERev2YPPb7eHrsa37hZYP8G77aazcfgCv/ekEPjrXibrqUnx0rhM//9ZEfHTuAuqqSzH12ivx0blO1M+8DlOvvRJKKUy99koAwOa32zHm01cA0FEzH53rDG8z75MF9usHP0THqfP46NyF8H5uZk/4NF5o+QAvfrcSJz++EBZqUwvzoP71X7H4/UvQ+MpBfHT8JKZu+Ln2C/XvH34Gjdv246NznVBQeO1PJzB28CUR+wFA5TWDw/c8e/yn8bPm/fjahE9HhIaa5/RrcxDM63kJcP6eKj5TFH5ufO0XWg7j6xOHRZyj8prBeKHlMFoOncRHZy+Eo5e82hrrPvzax993poT1jCe2oPXQSbx28MOkn3m6WLRo0aGGhoYn3etlJNGT6egAvvIVoM01T9NnPqMF/+HDQH29XldTY5ftBpyOaI5MMiKUFl9dhcaPPwSKP4F6pChEz8MBXlddCpw9h7r9v8Xi/xqAxt8fjgidrJ91HZoWTA6PJABgx7sdmDiiMCwcvDJjfUM8regg81jHdus+zZHN6BhJXHl5edjwnYrwPYWL87VthLpvIeoeXQqUT0dd6wbgPmfIcHjEceOVQONK4AtfQt3+30bsBzh77g9taMPxsxeglIqYPc8vJyEa0XrtXtvY0Q04nf911aXh75AnkPIKJgB0rkd9tdMJbBLLUe8Vmhsrwi0csdTU6iigmAxNCyaHRxLZiFBKCi8blHsBcAeAfkH2zfZy0fokTF9DW5v2EdTUaH/CVVcR9etH9NnP6nW8vqpK+yDcvggvR7SrUF/o0aXBykj7+Cs8YUe52//huibb2v38FF527FQ5ySNs7Cu3UP1dD1OotTWmP8HdluH3NVHDqi3OWlbu52V+5ufDxRNjPFdfe/xa2x5v+i/Yse9XFyrac/UqlW0+D9OpG63ulPuc8fhlYq1n31a034D7fnK5wGGqQTKOawC1AHYDeALA54Mck63lolISbW1EFRVE48frqqpmYT2z4iq/stA3BQ87ps19vAS7u1Bf0OqtbsHP12eFxg5yU6nxer6Pqiq9zagaG02YBymSF3fUjJ+y4zZOnx4oMil8bRaSj3pHhoWvaZw//Hz89g+Il9A0HfuO+zAUidczY+Vy/vx5GrvoObpw4ULM6/s57N3Oa44cc3+PfnM3+HUEvJRi1GfzzG7qemQpNTyzK1DUWirIhaKBSSmJ8M7AFwH8N4CdAO7KxdFFj1YSLKi4F+mevKewUAuStjZbuIwaZQtar9LcvG9zs/Pc7v3Ma5sCPhZm75cVQmWlU6GZisQ9muH282uCwtH9J4wQKG7F5XcfvJ3byc+vrS3wSMJBtJEWP4PBg+1rz5+vFXpzc/wPwYU7EopHEvy+9tnXaVqMyXT4OXJ02K2Pb/Y8v/u67ufk+D7a2qjhroedCtd6Tg3P7PYdZfh2DqKMWjxHbvy/qqlx/Cf42ukYWaQiJDdZklYSAL4A4P8DsB3A3wL4DoBNQY/P1NJjlYTZq2SBOW8e0eWXE112GdGnPuUUomYOhNkLjSVkfXIeIrbzPm1tttmKTVmmoHX3hs3cCzM3wy2cTaVkHu+nmKKZaShK/P2RI875Lvzu3VR2/D4ehRXU7GbOyVFZqUeK5r27n8XSpRQ6ciSuUVUs3CYXVh6eAv/IEWqoX0UXDh925KEQkS1Un9kd8Qyi5kNMn04hgOrvethWJNbvzm3mDHovvoLd/Xs3f9+sLKxnHuva8T5rRxh1lJDcWPdw4cIFGrPoOap79o2kFEmy5qZmAKsATHatfyTI8ZlcepSSMAUl977ZrDR9urNHzsLLLWzjNROZwsxr9MDvWRlMmmS3wVwqKuy2tLXZiq2mxhZ+rMCimVu8Rjde691mLdefn4VZ6MgR5zV4v8pKvdTUeD8jU0DX1ETOicHK0ut48/4rK/V+PHJz35NpUuLv1dzPGLlw2xvqV/kKkVgCJpppzlQMvudxC1nj9xN6dCk13PRtbVKz9g1Z7b1w4UKEUnE8L7efxm2e5N+gu1MS4P4cuEeF3OExfXvuV59rxev3MieEivB1rXmL6p59g275wUtUt/oN+nz9RrrlsRfp+oZf0y2PvUifr99AX/7n34ZHW6nwnySrJAYF2S8Xlm6vJMw/ACsBUxlUVNg/VBYol15K9PTT9n6myWnjxrgm+Qm3wexds3BkB/f06bbDe/hw/dqvn3695BKnkFu61BYk5kjCyz/iboPfCILPwb1sfl6mA978Q5vncisjc5uXT8ZLUZr3wN+X6RNyK2Q+f36+vY/bfMbPyDQhjhwZ/XuLNpIIMMogSoFD362wzaAID+XOCs13Tmi3+TNaB8D9O0sWfvZm1QETn1G2l1I11/sFDrDJrfbZ1x1BAxyUEe8y8vtNaRlJBA2BLVJK/ROATwM67o+Ibk4snkqIytKl9vwMzPnz+nXkSODJJ+3aSnfdBaxcCbS3Aw0Ndqjrq6/qOkwbNgB79+r1U6faBfc86iwBsBPuTp8GmpuB+fN1vaaSEqCyUifhbdgA7NunE+8A4Kab9ARDra3A++/r/IuqKmDsWB1Saxb24/dmwT+fRDw0NuprFRbq1xUrdNsaG4EzZ/Q+HJZ45gywbZt97//yL/o9n3fZMn2O6dMjCw0WFel6VefP6zbPmqWLGm7YYO+zcCHw05/q57h0qd5n1y79umKFLp3OVFTYx7z0ki6G+Nhjel17uz5u0CD93L76Vd2et9/W5dYrK4ElS3QJ9jNn9HLPPfoa/J27215TAwWgfubgyOe3cKHeFqX6btK1nvj7a2jQz6GyUq/ftAlYu9b53RYVoa7+TsBVENCB+3drsm2b/v3Onat/ox0dwO9/D/Ttq78LN9F+617wb/rKK/Vvhn8rnEw6e7Z+nTVL3y8Amj8fM37RGlGzCfCenKh2xmgQEUZ/4rJwyfR/3/EnADrhcuKIQrQetisL5wEIxWh2317AJb3z8GrdzWnJ+wiqJBoBPAzokHgAX0p5Sy42eEa3V14BJkzQAv+pp/Tipm9fO4+hsNAuxnfddVrwjBql/wy/+pUWkubcD7W1wJYt9g+eM6affFILtHfe0XkTBw44s7EBfZ1Nm/RSX68VDSuJq67SyuHTn9bLpk1amfzlX+rzHz2qBdyZM/qzKSzM96yYxo7V+5mlxl96ySmsue319bawXrtWC4zt2/U+vXvr7SxEAP2er8nKxhQaa9fq9t98s/ew8qYAACAASURBVH7vVijcjqoqfa6f/ER/Hj/eVljjxmnhv2KF/o62bbOVW0ODVha33673LS3Viqy+Xrfjm9/U83EA+rtqaNBCijPf77kHeOEFz59RBCwYp0zR7W1v18947VpPYekr/E0By8/efbw5z8iftKDD1Vfr3/Orr+o2cLKu9czV0aOob9sATLrK+7qsUGtrgV//Wj/v2bO1ct2wQT+rVavsZ8QdArdC4ja7qwO478W8z3ff1dt//WvgF7+wz8OdgAED9DWWLQuvW4wRaDlX6JjsiIjQsPYtvLLvWDgXxasQ4uJ1LVBK4X/d+GnsOnAC44vz8eD0UXj29wdx4uwFAECf3nn4+IKtJkZdNQBtH5zGwL4KvXv3xu4HbkKvXr0in2MKCaokOono10qp7xHRRqXU/LS2qifDf6z164Hdu/W6zZuBrVt1791NYaHe3qePXZqb/zCnT2thxpVbb7zReZ2pU/XoIz9f/9GuvRY4e1Yrm3fe0QtgC6iKCr2cPQtceqmejhTQPaxt27Qg37VLr5swAfif/1P/uVhQXH21Lei5xPimTfp6Zma/KVy2bbP3GzzY/qMXFWlhwFOjzp7tPRUqj47OnLEV5Nq1uh0DBuh9Fi2y58AAbIHBbZg2TW+fNcv7GqtWaUFy+rQ+1xU6GxuNjcDMmfr9oEHO3vPYsfpzR4cWKqdP6+c8fbpW7qzUOjr051OngIkTdRuWLdMCdsQI3aMeO9brl+QNj2yqquznumePvnce2fB+QKTCZFjAvvSSbt+yZfo3O3WqnXBpjrhGjtSv776rkzQ3bdKdG1PJNzQ4Bbf5nfFI6dpr7eltt2zR++7aZSuPDRtsod7ern+v5nMzv7dZs3T7//QnPRJsb9e/MbPsjNke5tgx/fzMOVEAZ1Kpta5u/q3AjiPhBD0iYzpaIJzIaFbGnfHEVrQePomd+46h9fBJzJk0HB98eA6rmt/Drv3HceLsBfTNA86HgOH5/dC7d2+MGz4IvfJ6RZStzwRBlURIKdUbwAdKqfsADE1jm3oeHR36D/KrX+n3nZ2R+7z3nv5hXnWV/nMUFACXX66nAd2yRf/AWUnwH4b/vGwqMTOm+Q+8fj3w1lu6Z2/OCzFwoP5D9u2rRwA7d9rX4j9R3772CGHfPi1s+vUDPv5Yb2eBfs89tuJi4VNSAgwdChw8qO/Z7LE1Ntq9s9tu0+3+ylfsP6G5b//+ug1PPaWfoZfppKhIKxM+jk0Pc+fq+25q0qXO58+3M8jNNnDbx4+PPove7NnAM8/YZpD33tO9dHNUw6XTX31V7/P22/aogfd76in9efZse16O+nrnCGLUKK0gpk+3vw9+NtEEPI9s/vAH+37ZTMICFnCayLzu2RzJsblz82a9sPLl0VV5uVa0tbV63w0btII7cQKYNMnZ+eHvuL3dNqv+3d95z3tutmHqVFtZ8/fHx1dX2x0DPo6VOrcF0JNjsdJyVxE4fVrf28iRuvNUXm4/D3fpoqIiex0RgCPhTVwn7Nor+6P9VCfW3VMe3kZEWNLUigkl+Wg9fBITSvJx49WF2LH3KI6d6URB/z5oWjAZS9a34sHpo1C9fCsAFTH/SMZLhns5KtwLgEIAvQAUQYe/lgY5LhtLTjmuOVpi/PhIR5t74X1MJ7U749mM6Lj9du0kHjLEeZ6KisgEOYAoL0+/KqVf+/SxndzsGJw0SR8/b54zG9ur/ZMmed+r2X521Jpho3w9djr37287chnTUWke5+WQ5n2am+37NXMyTKd0ZaWzvRUVel1zsz4Ht91M/CNyOt6bm/W9Dx2qX70icMxwWXf0jen8NB2wfE0zEsorNNg8xnTo8/XdOSjm78d0wLtDbAcPjsy9MI9hx3xJidOhb77n++b2R4u6431N57xXrkq0wAYO7uBADXeODZ/LjMDzc3C7HfDG+aLlv7izw70il8z9ht/XRNc8sIFqn309fC53GXvGDEH2I5U5FEgkugnAJ/2WaMdlc8m6kmhv13/AYcMiI33MJS9P/+F4HxaC/Kft3VsL66ef1sJ23DhbaHspGDNyhv98ZWWxlZMpwN3CvaREX5PbNGQIUa9etsBta9PtGjTIqUg44omFz8aNtuJiIVZQYLfPLaC8Etc4asZUBGYkEOdcuCOMzPspK4uMmOF9TWXCkTlm2K9X5rOpTNzx9TU1dvu8lD0rtooKLcQ4dDZWJJiZUGduM6/PYbZekVHm+Xn/AQNs4c7XcSsALis/f77/OfmZt7XZ92+E6vo+B1YAseYvcSsMd84O4xEmTCNH2p2fIJF+RpujZdKb0UjTfvCSr+APhUJUt/oNGvG9pnDyoRu3wPdTHo78iiRLqZv4KYlY5qafA1ww2TkAgTivnXR0AN/5jjZHdHXF3j8U0rbbc+f0kPyVV7Q9/I03bJPOT38K/Oxn2jy1e7c2XXjx7rvanDJyJPAXf2H7N955R9tsDxzQC6AjgnQHQPsd/uqvdIRUXp5uE6DPBWgT029+o80rhYXAoUN6/ahRwCOPOIsH7tqlh/W3367v5cABfUx7O7B8uTapjBql/RabN2u778GDttPd9Kfcc09kGXI2o73zjj4vm87YPHD0qDbR9e+vz8vRQVVVwLe+pc0D7Bw3qarS+23YoCNz2PfDUTaAbsuqVbYJ7w9/sI/fsUO38wc/0CajF1/Ux3OEWEmJM/KmqEifj23t7A9qbrar7AK2qWzXLu2fWLbMNtFUVel7Zj/KsmX6lW3nXkUamSlT9DNfsECb1wBg9Ghtmiorc5aDZxYutH01XmY4tv1Pm6bNlYWF2rTG8D25/Qb8HNghzKYyQD/DpUud52F/S3u7/p7PnLEDOsyoNQ4+mDo1MgDinXeiBgIQkS6+OOyLqHtkKZYM/yJCoRC+OWkYXtl/3FEOnkgXA+SIpNbDp8IFC5es1xFPM57Ygokl+tm9sv84ugjo1zsPux64KeK6pi+jfuZ1jqKQJu6oKfM1HURVEkT0xbRduSfQ0QHcd59WDGfO2MI3KGfP6tddu4ALF+z1/ftrR2hnp/7js2A/aVU+HTRI+yvee09/PnZMC5if/UwLzf/6L/tcn/ucXjgKhEhHAF24oK///e9rYeTFFVcAN9yg92Und1WVPXVpW5v+g/O9792r/RaPPKLt0+wof/55fa62NlsQ5Odr/8uuXcD3vmdHxLAT0/Q9dHQAzz1nfz56VCvWm2/W9vanntKCgJXPqFF6P7ZZHzyor/3Vr2qhwwKYnfEMO2VXrNDXrKzU7eJQ15ISWymNGqWvzYpywQLg7rv1s375ZeDPf9bn3LfP9lWw0DaFJkdIsaAzQ4I5DBiw7f+A/l3U19shwSzQGxp0R+Kb37T9VYDzWS5Zotu7fLn2A3R06Ps4elR3SkaNirTXc/gv3zMrJTMSz2wnH2v6TjgqyHQSnzmj74OvwyXPL71U/27Yr+Pm2Wedv8fycud2Pt+UKfpZ1Nbq7/bAAX2c9Z2zkHfMJbJOVwEGgFeGTETL7z8AAJQOGYjWQyfDlWG5AnDjdmv+6rJiECg8NwgIGP2Jy8LKgyno3we7HrgJi5taHPOdm3OecJisOSeK6aR2T4madh+F1/DCvQAYAeCXAJ6DViz/N8hx2VgyYm4yp/tMx8J+A9OcVFKiq7hefrm9nv0MbAIqK7NNQ7xccYXTFHTppc7tt93mXDdokHebSkr0cH3SJNuOb5osTFNQfr5tcuK6Q17nGzNGvzdtxpWVkTZoNkMMG2bff0WF3ua2xXMb2JTB600TUk2N85qmL8E0+QB2drXXfVZVaVPaqFG2KZBNTKbN3zR7sB/By9zilWnstpO7Zwp0H8PbzaRLE/f+bjOZub9XQqZX0h8/IzMBzssU5PZduE12pj+GzZTurHSz6KPZBrcpa+lSZ1kNj3v3qmDLNZSm/eCl8DS24Sltje3hZLi1b0Vkj5sFBWt/9Tp95v71jjpY04wKs+xvMM1WYxp+TbW/ej3jVWiRZMb1JgCfB/Bb6/NvghyXjSUtSqKtjej6622hnOnFT3BHW666KnJd7972n5AzpFmIjhihhbCpSC69lGj0aPt4tl2bwo4FbmWl9p+wQ5yF6caNWmFcdRXRwIEUViJmu2pqbOXGwtss62E6gvkYzqw2BY4pyNwZwKaPwlyGDfPOojazbwG7UzBypLN0xqhRtuPbXSbC7Vsxs769hKhZm8vtHCbyLj5nZsWbWfg1NfYx0QoXRttuCmS3j8LMrPbyncyfb/u0vHwL5vN1+xj4N+qVJe9VRoP9OW4lxH4R3u7K3GabvinkY1UL7urqommPb6b61bbiYOFuCvyGNW9R/eo36Zr714d9EOa86LXPvk5jFj0XdmCb1W2H39cU9l2MsY4z22M60TPhuA4aAktE9Ea2ptxTSs0BcDcAArCAiH6f9os+8wzwta+l/TKBOHHC+dn0K/hx0p6UB0OGaH/ChQvabNC7tx3Gev68HvL/8Y92AhHnSZw9q01IANCrlzYT9O2rZ7NbsECbE86c0Tbid97RpqPOTrt9Z89qE9ipU06TViikz3H4sDYbATrW/XOfAzZu1J9fflkvZ85oH0dFhZ23wSYiTtLjiZM4JNQ0bVRV2aYZQN/D88/bYZklJXZegWn6KC/Xy+zZ2lz0uc/pe77lFp342L8/8O//rp9ndbW+P87FYLMQJ5h1dDgzu9vatB/JDMnlfIk//EFv51BVMxns9Gltq58+3Z5mtr7evi6bd6qqdBuByFBfzpMw/RWzZ2sfzNGjTp+DGWrtziW47TZtWnzsMe2DcCersXlz375IP0ZRkTZVsY+nsVF/Z7Nm6e/m2mu1aXD2bNuvYB7LpizOsSkvd+axcLgxm/gWLtTmWBdsqlm0bg9aDp1E9fKtWH/vFMcUq0QUnjiJfQ2th05iYklBeEraOWXD8cFHH2Pt/DIsWrsHIQph7euHcNyaprZfL4VdD9yEvLw8KKVQO2M0qpdvxfEznfj3HX8KJ8O1HDqJ0UMG4vCH58LHXnV5P6zcfgAKCvWzrnNM5MSe4qQn+4pBUCVxTCn1VwD6KaX+B4AP0tIaD5RS+QDuBXAjgE8B+BmAyWm5WEeH/oEeO5aW06eMvLxI57jpeAacTsCODtvR16uX0//R3KwFO9t/+Ty9rZ8GK5RLLtF/wvPntS9k9myn8mIhBtgK7P33bcUzcKA+94cf6oXPP2CAbTsfOVIrJXbA9+9v+xoA4He/09e4+Wb7WmaiHieusROXE8putirINDbayqK5WQu3731Pt2HDBr3f0aO2n2HpUts/smyZnYDIAvrFF7UQPHpUX+u66/Tz4SQ2TjDjgIOnnnLmqgwYYAv2Zctsp/QddzgF4+nTzkxzr/ImLCT5WXJSHyedPfusnbE8frytOGpqnE569lOwElm1Srexvl7/fvj8LKDdQhywr/nKK/qZsJLk78g8t/WeiLD4qZ2o27QJip3Wbt8UYyo+Vsju52Nm7puv5jOz8Jopj53Dc8uKw7MU8r6AtsCwUN9p5TlM+IffhucvB4C+vRTOdxFmTxyGmSu2oWnBZIdSGj1kICYU5wME1FaPBgggEB6cPgrj/+G3uGpgP0wYno+2w6ewY+9REBFqZ4x2zLpo3kO6CKokvg3g+wCOAZgE4K/T1qJIJgLYQkTnAexTSl2mlOpHRB+n9CrdaGJyz+ipUJQKL52ddgIfH3vVVVpYnztnZ34DwPXX6xEARy2dPq2F3YABwOuv2/uZCuKqq/R5xozRvTou3ZGfr7O1X38d+Oxn7d57fj7wH/+hI4M4Cmn7du0kPn9ejzy2brXrNG3erEc2p09rAd3eDnzpS9qROm2aPufbb9vC3SyjwaMD08F7zz12Utzy5bawmjXLPseIEToJr71d98rb23X01LFjtoP95Zf1SGjAAC3Qli0D5s3Tz+uWW4BvfEM7imtr9bX/8z/19YcO1VFe3FPv6HAqtfJyp9MX0NeYMkWfb9YsfT2uM/XYY3bmOWPWxho8WCu3wYPtpEFT2ZilMBoabAXALFrkjDIC9Gju5pt1m6ZMsX8v3Mvv318rkEWL9HsWzub3UFMTVgKL1+1B47lCrLnvWezu+xryDEFO5HIwz5kD9fzzoE2bsHjC11A3fxaUXxJkURHou98NT1uK8PtChzN4QkkBJpYURigDr7mx66pLMf2JLdw4tB4+hYL+fXDsTCdGDxkIENB6+CS+PnEYlFJofqcdbR+cxowntmDj31aidsZo7Nx7NJw417htP4gIa1//M46d6cRTr/wJH18I4fiZTqg8fe3Ww1qB6fencOPVRVGn4U0pXjYoXgD8EcAfrGUfgL3W6x+iHZfKBcDXATQYnzcDGOLa527omfN2Dxs2LFGDXM9b2KEN6Dkn2A/Rt6/tHO/VSzuvJ02y4/U5YeyKKyhsh//61+1zsY+Ez8++msJC/SxNB6HpfPWzp5vOVrP9xpwJtHGj0wnOzmN2SvKx+flOp/qoUc52RHMSm8eYbTF9ISUltgPcbDMnm7nbRRS9aql5Xfab+M1AZ+ZqeH22iLCrHzlCDXc9TF0ANdz1cGS5dK92mg52r+RFd4Vb9qO4EwTN79lVYdddHttr4iIi7/ktuPS7V6ltN2bVVcc5/Cag8niOXrkJtz6+OezPuHDhQsS+7Pi+5THnVLvm9djHMMa692se2EDD72ui6+s30jTrvOnyQbhBko7rfwRQBp11PQnAo0GOS8UCYBqAx43PryHKjHgJO66zLdDdSzQnOQtnjvTp3dvedsUVWqBXVWlHckmJjnpyz1NgLhwJ4+XkLSggh2LguRDMrFpe5s1zPlO/LFb3THRuJzOgM5rdSU+mw5NLlvM+7kz1tjZbqZjKxmcugIjoo7Y2W+DX1NhKoKzMTmgzs9L5WFZQZtvb221lMn68M6HLfV0i72xkokjF1tZGoenTqWHVlqhzP4SF2v2/jDp3NLW3U6iunhru/7G/IjEIhULUsGoLhaLN/cDrPJ69u52dnZ10zQMbqLOzM/I6ltA1I5GiJZV5CXjOgmZl5DnhkU/7zEmB/K7rdiqbSXjmM/ebJZGnf/XK2M4EySqJF6N9TucCIN8aJfQBMAzA1mj7Z1VJuENX4z3GK0M7WmTTHXdoYf30086SGGZUCJermDfPFlQDBujRxJVX6s9mmCgLb/5jm6GiZrkLjuaZP98u5+GeSMed3evVOzUxlYAZGuk1p4NXaKcZyWJm2pqlR9zZy7zNa0IZs52swExlxArEPI+fEnJH3vg9C26XV7a2B15hnF7Zvl5CNtr5YvXOiSjqbGom0aYxNdcHKUMRJAvZfR/uY81ef7Q2mtfym17US2E4nl+0qVOjXDtTU5aaJKskfgY9delcAP8K4OdBjkvVAmAe9LSp2wCMi7ZvtxlJuBXCmDHOfAYOH5w3z1YUl1+uy2BwOQu3IPHquZv5HO7yE+4JerwEpdmjZsHtngTGbTYyS1+4y1q4J+Rx46VA3MrGS3C6zSJm+KPXdd0moBjCOEJRmRM8uU0qfvfB6837cPe83SUu/J6TRVyzyFFs4RNPyYdo8zKbBC0d4afczLYmM0mS17HuUYafGSqaouPRAysTd42nbAj8REhWSSgAXwGwEMBfAMgLclw2loSVhGm/T9eIYtAgLfRZwEya5KyT5B49jBjhLTDMGj5lZXYdJRNTGPG1WICaxdpiTMlIRJFmDtMc0tzs9Cm4hZ0hNLseWUq3fu8Z6oollL16135KzN1Dd+cgsBA3jgkdOaJNKgGmv/Rtl/u6ru8oYupOv/O4bfj19drk88zuuHufQbbFc64gCsWv8F0y7WGiCfVEBG40xWH6K6KZrPxMUkFHZ7lMUkqiOy1ZGUmYPgFzueMOLUirq+19Ro607dhs/ikstEcRZuVW0yzBuM0RvFRWevdIvSqJuu3o0YS2qWxMEwn7JNyvUXrSYXPC/b+MEMqOP+FSey5kP9u5KWRDgBb6jxoC3MtsZRF2eNavCvDDMPArVOfhiG14ZrcWPk/vii7UzJGEpXCizVkdvockBI+faYYziKNNw+keuaTTdp6JHngQRUAUWe3VPD6WorwoRhLdacmKkrjtNudIwOzFEkUK/k9+0lYiXtVHWXkMH+5fBpmVy/XXOxUOC3O/EYJpPmIntFcpCLdZhrOtTRs9H+/Vy/dQEn72ZCKX0Gtvp4a6VeESBhF/LlNYt7d7C9UojmqOjAkdORLXH9g8zgsv84SXGcMXVnpR5qX2Mi/Fi5+T12yrl+O7Ye1bET4QViyZFICZVh78OZY/p7sjSiIWfqOBIAsL6CuucJbD4Aic22/XnzkElZfLL9cjAB5FVFRERtaYvXQW5vX1TkFv2sq5B83lItwC3C9k0R2uyKOG5mZnKWl3/SAvYey2uwfA/ac0a+REDP+PHHGadpIQGvEI8Vi9dz/npzuaJlHiFVRBzEjRRglBRhJBlFWyQt3tAM6E+SbVpq7ugCiJWFx7bWIKol8/e2RgKg0z2sh0Ho8cqQv1mfubtYzcNYZM/wGPTjhqySy+ZioEtwnIdDxz+Gpzs6epw6FoTEf34MHO/ACzLW5lYDqyo9j6Y9rVDcHgEJAxomniuZaXMkqkvX64lVBSCs3H5OHXNr52tN6+n8CNNuoLcrxjn4BRULGuETTqKgjxOPAvFvyURNCM654P18uPBZfZBnSW9scf22Whe/XSGbCXXqpr19x2m840PXpU1+o/eBC48srI6UuPH9eZye+9p7Nmp02zs3b799eZvJz1yWWSly7VmcKc7frrX9tZ142NwJ136msOHWpnz27bpl/b2nTd/y1b7GzauXOdJQv4mNpaXU/ollv05xdftNtt1vE35wpgzCkgoTskZuYskbMujolSulYNw6UMAIBAMb6kSMwa/Oa1+L2CilnaIJGyzNzWCSUFUEph0bo9UWvt8DPymsPYLwsY8L4/vvbOvUfD5ard1/Sbj4DrElUv3+o5p0Gs4x33ZLUj2vcW874J4VLcqSiP7fd7YDJSgru74KU5uvOS8EjijjuCjRwuvVQnevFndyhrVZXdc+epOUeOdDqaeeQwaZJdUvpTn7LXmeYlt4nIXM+9eI6mGjDAN2LGMaWpu2pmNH+COXJwT0vp5StxZdWa7yPs2avfDNRbJYocWfjuk2TETzLn8NruZduO9jlRU0q0ayfiv/AaSSTauw5yXKYjgC7GkUIsIOamGLidy+7FDGs1E8wA7c+47jqdw8DltjmMddgwe/9Jk+ywVjbFmEIYsE1UPKWnl5PYFOasQAYM0KYnXm9GOvFns2SEGdbqznswMcNd3UomgGIw93EIrTVvhevquwVDIsKWKDFBEyGko5hGYp0/2vZYIZR8TCwzT0rs+3Ee73Zsd9dIJiE6oiRi0dwcvRQGO51797brGA0Z4tzH7GmzMjD9Ee7kLiJbCE+a5Iw24v3dE6u4HcV+E9V4JaOZk8OYoxL3HATmecyJevyS5dx+Bz/lYRDNvs7bxi56LnIiF4+IGyYhn4HrPNESxOIdFXheZ81bgUYSfn6EWAlssZ5BIoo0Vpu6I6KUIhElEQR39JFbQbASKSnRwtEMey0o0Kanz35Wm5DuustWEJWVkTOmuctBmMrDdD6zsnBnLrOj2O04jhHL79iHo5UsRRVO4np0qX7PyWBeWcBe1/G7HgUTqOZIgwueTTMncnEfH6DkQSyitSuVApfPxUI+VoSUX689lhM4kQisaOtjbYtnn3hItxDPtHmrOyBKIgheReu8lsGD7QqprDj4dcAAp0/A7KlzwTZzOwtTc6Yu08Qzf74zKsn0SRD5ZydHyVfw24cTwBpu+jY13P9j/f6Z3THPEUTAxBKORM4/bv1qexavZM7pdVxQRZOowI2nDfHuF49fJJ72JSs0Uy100y3EZSQRiSiJWLS3+8/HzA7oaMuoUXrqzn/+Z60Uxo/X/oj58yNLP/vV6+Hr19RETuHI2zi/ISixspcNQqGQPZJwJXQFMqV4/KH9zCy+1w8g4IKc0+tcbqXiDq30PEeCBdrSQbzXSWSkkypfRzZ8J0JyiJKIhduBHG0x6zwNH67NSawIzAxqXsxcBK+Cb+4kOC6bwRFE7rkR4sHMSLbm3Z0WoIqme51b4AQV6OkwVQTZ32xvVH9ADCUQRNAm0+tNR2/fNNulWlAHbW8mzDmiSFKLn5KQPAnmzTcj1/XtC3z5yzq/4MQJ4LLLdI7EuXN6+7hxOrdgwgQ9e9ngwTpf4Lrr9OxoH3ygjwfs+ZcB5xSOPBVjfb2+3oYNOrcB0HkG117rnDntqacizxeNoiLU1d8JNLWAiLCyWecluOPfveLGzXUcB187YzQWrdsDENC43d7fN+Z/XUvMvIZYMetugsSwm/H7RISde4+itno08vLynOeZFf08PItY7YzRga4VL/Hce9DrxPs8ibxzFGL9JqKdO1D+hM91gxLvfQoJ4qU5uvOS8EjCz6TE67k0BS+cVc2fzcggt08imtPXK3TUa+Ia93njLHfBYad1z75B036wmepXO3vPQePi44l0iZbN7G5Xog7oeEcV8ZLLtvFE/RZu/L7ToCOJREeLyT5bGUmkFviMJHo18CTyPYQnn3yy4e67747/wJEjgdWrI+eK7uzU8x0fOaLncD5/Xs8BfeqUzkZ+8UX9mQj41a/06KKszJ7j9667dIb0yy8Dv/ylHm3MnWu/FhXp0cKKFXri+L/+a+AXvwB+/GOduf3aa3p7//7269Sper/+/WPeFve2Xmj5AC+0HsEXhudjaEF/rNx+AB+d68TUa68M7/dCyxF8dO5CeJ1SClOvvTLcyyMibH67HWM+fQXqZ17n2ObF5rfb8dqfTmD0kIF48s5xnr1UbtfYYfnh68YDn8e8F27r4qYWVF4zGJXXDMZH5zoT6rEmc2wQvJ4xtzvW9fzu3X3OWPA9Kig0brfP53Uer3V+7YjV1mSfbbz3KURn0aJFhxoabN1MswAAGuFJREFUGp6M2OClObrzklR0E/sCzHyJqiq7gB9HJ5lOZI464omAXPMNO5zWJSW2/8Irj4FHCO75k72S3ALiZZ/26w3Wr3mT6le/qV89evbx9vyC+CrSYTdPpK2JXidV+zOZdDYne754vkPp9ec+EMd1AMaNI4eZ6a67tFKYP9/Oeaivt3MgNm50JqqZ02cybJLKz3fmVbjzGEzHNldaZcXjUhKp+MNFG/7HMhHFG16ZDdwCzBRkQYvXmcSrdBJVUt0pKigTzmkhc4iSCAJnSXPZcE6a88p5YOHNc0hzPoNbAXB0Eo9SeFrSaLOhuX0aPtnKycTve50jPJpY8yZN+8FLKZlGMtUkam83S2wHmUs52etmS4mm8nuJdQ+53lEQ4kOURBA2btSmJLOOkzt81VQa7jmjvWaBI4qcKS1atjLv7xEyG3R4bwrGRP7g7uP9FEq6BUQqlJPXM0tkJJGLsFI3Z0VL5fciI4WLC1ESQeBRAs8PMXSo7vVzvgIX26uosM1KbW3az8CmJLfgN0tsmNN/mqU53EXxLMw/vDl5Dff2G9a8RRcuXPCMSoo2X68b9zb38cnmQQQhmkIwlV26lFN37BWb5sF0CPLu+EyExBElEQSu1nrllRROlONRwuDBTlOTaQYyy2i4w1bdM8Exbme1x+jC7Mmx0B676Llw/Z7h9zWFaxyZvX4vn4EpcN0jkSAjBa9eq/u8yQiT8AQ5q9903EMqp4wM8ny6U685HSMJUQwXL35KQkJgTVasAA4fBk6f1p8//BCoqNDhrh0dOuT09tt1OOzOnTqMtbxcJ8Bt3w4cO6YnDyovt8959dXA5s3A+PE6KW7iRL1+2zadhPflL+tw1rFj7bBYK7TVDBH8+oRheKHlA7xUMxVTr70Sz+85hI5T5/HVcUPR2RXCunvKUb18qxXGqsMMzfDAymsG44WWw2g5dFKHnRr7VXymCC+0fIB/+8YN4f2VUqi8ZjAWN7Wg4jNF+tytR/Dan05EhDHyeaOFQMbipbeP4LU/fYiPu0KOtn194rCUhaCaYZib/9DuCMlMd6irH0TBQ17dcAio+T0HCUeNRrLHC90XCYENghl91Lu3s7heVZVtevIbSVRUOP0I5nwP5ggklk/Cwm1uMs1K0UYKsfwQQUYS7nMOv6+Jpv3gpYiRhFdbgtyP1zYOwfW6RjznCnJMrvSYsx2qm8jxufLshNQCMTfFoL2daN68yBwJtznIK+KI/Qnu6CY+xpynmn0b7JjmUt0eDm9TSE8zBbXHHzQUSrx0tpdpyS98NBn4fsx5Iry2BxGY2cwnSCXx5BrkCt3RNCfExk9JSO0mprER+OlPneuGDQNGjdLzSI8cqc1QZ85EZjoXFQE1NdokZc4TPXeuPuaFF4B9+4C//EudNQ3o/RYuBJ55Rs85zetqasKnrZ0xGmtefR8th07im5OG4YMPz2HiiMLIuYxJmywAYOX2A3HPz6uUnt+Z6+h41cSJdT4iXacpRCHkqTzUzfSeq3jNq+/j2JlOz7mT/er98P2ZpqBotYHc++dyjR/+rmLNfZ1LJFOrSuh+iJJgWKCfOWOv+6//0sK9tlYL+oYGYNkyW7ivXm0Lfeb0aWDpUq1I7rlHC/7t2537dHTo/aqqgE2b9Gt5ua1cLJasb8WxM50oHTIQSikcO9Opm1pWDCJCKBTCkvWtICKs3H4Ac8qGY255cXKF5gggEOaWxXeeRev2YOX2A/YKFSnslFLY/WAVqpdvRdOCyRHn8FNuXkI+miJ075+sUPNSUqmmOwneeDshQjfHa3jRnZekfBKc6cyhqWxeqqy0Jwtqbrazr0eO9I9YMgv4sdmKS3JwuY35870L+Vn42dAjEsRiTIkZBD7GPedC0DmX+bhpP9gcyKcQT5vcpphMJ3klY17pjuYk4eIE4pMIgOlkdgt0FvRmoh37J1iBmPNBmz4G93SkXj6POIgleFioJTInsVvAxspO9ruWn48kHgEey6Gebpt4KgS8V8Z3rOuJIhGyQc4oCQCPA9hhLd8z1k8D0Gwttxjr7wewDcBvARTHOn/CSqK5Wc8kx9OSsvDmchp33eVUImVltsJwzzvthkcYPEpxz28dYKa5eJPhGtY650n2O95rfbSoqqDt8kv0iievIp6RRKICNtpxqVBG8SgacQgL2SSXlMRnrNc8SyFcDaAXgDcADLKWN6x1owBssvavAPB0rPMnrCTMnv64cfZIgEcSFRXOqCQ2R40fr4v3zZvnL/S5flO8s8qRt8B34yd4TQHvlzDnlVnN80s3rImdre3XZs4K9xpJxNurDiI8ExWw0SKu4lHMySAmKSEX8FMS9jRdGYKI/mi9hgB0WctnAOwjohNEdALAPmjlMRXAemv/lwFcn7aGNTYCffro9+++q1+PHgXYUTlxoo5iamjQDmlAzya3dy9w/Djw7LPAV76indqNjc5zr12rE+7Wro3aBCLConV7WJkCsJ2wBPJ1StdVl6J0yEC0HDoZjnICtOO75dBJLFnfirrq0ojjFze1oOXQSZQOGeiIatq5/5hujzWjHK83zx2NxU0t4SirhlmfjZiPYP29UzCnbLh2khv36j4HX9Or7V7PINo+oVAI03/4MkKu+ULqqktR0L9POOLKhB20Xs7qeJ9JNPhcS9a3+l5PELKGl+bIxALgTgCrrPdlAFYa21YBmARtappjrP+Dz7nuBrAbwO5hw4Ylrkqbm+25Ikyfgbtwn5kMx0UBx4+nsM/CXY8poFkpSHkMPxIxwQTNj4jVw/U7TzKmlVTb56P5VupWv0HD72uiutVvBD5fOkYSMoIQsgkyaW6CNhXt8Fhqre1VADYBuNT6PArAauP41QCuBfC/Afytsb411rWTclwTaaF/ySVOsxPXbOJ5HcxpRisrtSnq6ae1yYp9GNOn2yYpc+pSH9hEk6rIoGTwi3TyIxFTT6YrsUa7nghpQfBXEmnJkyCiLgA3em1TSk0EsATArUR01lr9RwAlSqnLrc8lAN6B9ls8DuBxpVQZgNfT0V4Hf/M3wLlz+v3u3cCVVwIlJfoz51Bw8tyMGbouE6DrObW1AUOH6ryHDRt0vaalS3VOxMKFwEsv6fpNRUXhyxHpGHwineswt7w4beYGvlaseH82f8wtKw6Ud5FIjL9pCstEzH1eXl5E8h4jcf+CEAUvzZHOBcBb1vKStdxgrZ8OO7ppurF/LXR004sARsQ6f1JlOWpqnNFNAwdS2GnNZiczrLWigmjsWF1uY+NGO8rJPXIwazi5IqDCvXBXrgNR8vWJ3Jg9/kw5ZRNpp/TsBSHzIFeim9K9JKwkzEQ4NjeNGUPhpDdz0iAiZwlwM3HOrRz4c3s7hR5dSg3P7A6sCBIx40Q7Jt6IoVhtTJcwz3QeRCpCaQWhuyNKIhbt7fac0tdfr1+HDiVHYp2pJJqbtYLgea69nNOuaq9BhV8yIZFBjw3ak48WspouYZ4uQe0+r1f7JVdBuFjxUxJSu8mEQ2C5gN/Bg/p182Zg6lTtX+D6Slu2aB/Em29q/wTXdALsYn+nT+swWeuYoLZ7s/aQWXgviK8iaME4Pzs8EWHGE1vQcuhkeJ0ZJmuSrnpDifoIiKL7XILUdOpONZQEISN4aY7uvKTE3FRT46y35J4jwmvk4DY1WecLPbo0Kb9CUD9CtHPEg12D6aXwSCLZXn28obiJkumwWkHoSUBGEjGYNQtYv16ridtu06OJ8nKdOMfRSB0dwDe/qSOXTp/WFV4ZjnhirNHD4uFf0slwROGS3EqpqL1esydt9mzjGWEk2htX0Oe6cURR+LyByoTH0YOPd3tQYo0CJIpJEBLAS3N05yUlIwnTGe21j5kDEXB2OXdZjSC272hJaomOMGK1NZFcjWR78Onu4csIQhBiA3Fcx6C9XUcxcRlwc/Y5LxOT27wUg1RnJScaqRSNRM+T60I43c7oXL9/QQiCKIkgsB9i0CAd6cRzXLsjm9JMvNFNyZTuSOQ82SCZtqX7vqLlughCd8FPSWS8wF9Ow7PMnTihZ5P7l38BFi0CXn01o82It+BbtEJ0Xuf1K0oX6zxEkQUIvdalAvd5zbbHe82gzydRuLgggVJW9E8QcgVxXJuctaqEjBwJvP++/lxZaSuPadN0qOvcuY7SGrEgim/6y3RNt5nseb0czKmcP9psd7Rw1Vybs5qVEJEdnCAIPQav4UV3XpLySbA/on9/Cjuw2dQUZHIhHzKdQRxt7gn3vkHDXEOh5Geai0UulQ0RhIsNiLkpBitW6PkjAOAv/gKYPh1YvdpOrKuqAh57zJlQx3R06BFGR4fnqeuqS2POn2BCCZpwuIe9Y99RzCkb7tujJdIJc2waCTI3wuKmFjRu3w+lVMT8EPGYcqLdmzknBPfI2bxkkm7zkSAINmJu8uKpp4CuLv3+nnt0PgSbmMxcCKax0Zlt7YIFa+O2/YCKbSJJ1JxSV12KnXuPouXQSdw4ojBCiJJlzgF5Z1HHmtQn1j5BiHZv7jyGXDMrCcJFidfwojsvSZmbeMKhwYNjZ1S7j7W2paIYXqLmlFh5DmzOqV/zZtbMNfGYucSsJAiZAxICG4C2NjuRjv0PnC/hKtbnJt6JehIhltDMZlmKRM4txfQEIXfwUxJibjK59lpduK+xUZfpAHQJjsZG2w/h9kdYBJmohyi+KCe/awDe5hc/k5B53XSZbRIxDUkxPUHoBnhpju68JDt9aSgU0nM+PBpZxM/PVBLNzBMkMzpVyXB+8Oimfs2bcR0XD2IaEoTuDWQkEYzF61rQ+PvDwO4/ol6tdTiizd4yAMd7v6lH+Zg1r76PXQ/cBCCy5xy0F55s0T5+TQdB20YBR1NB9xMEIb2IknARopB+LZsMzJ3u2FZXXWo4cxARZupl5iEiFPTvg2NnOjFzxTbPeZbTbXapm1kKqNww6wRViBLZJAi5geRJ+HHDWIQKCjD9hy8jFNKKg0NZV24/gJXNB8Kf/eL2Fze1YOX2A5h5/RCUDhmIpgWTPS+V7rj/VJ2fKPkSHGYuRLTreClhQRAyjygJAyLCmtf+DADYue8YqpdvRcuhk6hevjW8DyfGjf7EZaidMTrquVjQNcz6LDZ8pwJ5eel53KkQ3kEIknQXiyAKyy9xTxCEzCNKwmBxUwtOnL0AALhxRCGaFkxG6ZCBWHdPuUMIv7LvGFoPn8KS9a1Rz9W4fT9e2XcsI+3ORGG52hmjUTpkYFTlmAhuJRdktCEIQmYQJWFQV12Kb04aFs5EzsvLw4bvVOChDW2OEhacrVw7Y3TUEhOlQwai5dDJCOGd6p5/poTqkvWtaDl0MqpyTAS3kpOyG4KQO4jj2oKjaZRSaDl0EuMe2oTdD1YhLy/P07EcpBrpxJJCTCgpcBxHpOsmtRw66XtcPO3l6J9MOHfT5WCXfAlByF1kJGHBAl9BhaOR2Bdh9mzN99F68H52dXMkkoxQjGZi4pFKV1eXw/FubktkFJOuHr6MHAQhd1HpdnZmmnHjxtHu3bvjPs7smRMRqpdvRdOCyTGdzX7x/PGuT6a97vMsWrcHjdv2h5Vd6ZCB4dBb3lY6ZCDW3ztFBLMgCAAApdTviGice72MJCxMk83iphZMLImsouoF9+hnPLElnBexaN0eAPDsHbt7zYn27KP1vnmEs+uBmyJCb6P5SgRBENyIT8KCe+ZEhJXbD+iVHmW93T14szw3C914ksDSkTRmKjx38p5SCuvvnRK+B0EQhGiIkrBYvE77EEYPGYhRVw3AjVcX+fsaDKHuJ3SDCuBsOG2DOLqlLIYgCEAWzU1KqVVKqU3G52lKqWZrucVYf79SaptS6rdKqeJ0tYegzT2th06i7YPTAOA5K5qXs9rPsR2EVJmfUk2mci8EQchtsjKSUEp9DsAg43MvAEsBsG3kZUuBfAbAl4ioXClVAeARAF9LR5sizEohwsodB9D8Tjs2/m1lWIh79cJT2evOlZpFEpYqCAKQvZFEHYB/MD5/BsA+IjpBRCcA7ANwNYCpANYDABG9DOD6dDVIKYWGWZ8NL7sOHAcAtH1wOmZvOlavO57RgXukkq2RhYSlCoIAZGEkoZSaCuAPAD4wVhcAOG58PgGg0Fr/Z2N9L59z3g3gbgAYNmxYStrZtGAyZjyxFQSKWYYiVq87ntGBzPMsCEIukZaRhFKql1Jqh8dSC+B7AJa5DjkGw/wE4AprnXt9l9f1iOhJIhpHROMGDx6cknvIy8vDjVcXoi1GjSbAu9dtjgCSGR1IHSNBELJJWkYSRNQF4Eb3eqXUQAC3A3gawKUArlNKPQDtayhRSl1u7VoC4B1oJfY4gMeVUmUAXk9He/1gwcw1muLxObhHAPUzr9PKYe0e7NjbgdbDp8LbopGpkhtuJLpJEAQgw+YmIjoJYAwAWJFKPyaih63P3wfwnLXr9y1F06qU2qqU2gbgPIC7MtleFtCcpQxCePKeWILTywTFpToAJF2WIwjJCHoxcwmCAGQxT4KI9gOoMj5vALDBY78lAJZkrmVO4cqfR3/iMoQohFXb3wOQ2AiAS37s3HsUTQsmewruXImUkugmQRAASabzxD2XNWdgTywpTMo/wHkUPBeFl+BOZQ8+GUGfLTOXIAi5hdRu8uDB6aNQ0L8PHpw+CrUzRiO/fx8AiYeFRnNiu4m1PR6nt4SxCoKQLKIkLEzhO3PFNhw704mZK7ZhyfpWHLcqqdbNTGwEYeZRxBLcsbZLJrQgCJlEzE0WpplnfHE+Wg6dxPjifIfJJp4euelbSKV9X3wFgiBkElESFnXVpQBp4V4/87rwjHTx2ua9qslyCGwqEF+BIAiZRMxNFkopQGknNTuVEym6Z85wJ0lwgiB0d2QkYeBnyokn4ihR85QgCEIuItOXBiBd2cc8QlFQqJspSkUQhOwh05fGiWliSlco6eKmFqzcfgCN2yVaSRCE3ESUhA/JhpoG8WPUVZdiTtlwzC2L9F3kyuRDgiBc3IhPwgMiAgiYUzY8YcdzED8Gz2GR6PGCIAjpRpSEAfseQEDj9v2YW16csIkpnnwGL5+H5EMIgpALiLnJgHvvBPINXw1qBorHj+Fl2pKSGoIg5AIykjAIEr6aDjOQjBoEQchVJAQ2TmQyHkEQeiJ+IbAykogTKYshCMLFhPgkBEEQBF9ESQiCIAi+iJIQBEEQfBElIQiCIPgiSkIQBEHwRZSEIAiC4IsoCUEQBMGXHpdMp5RqB3AgwcOLAHSksDmZRtqfXaT92UXanxzDiWiwe2WPUxLJoJTa7ZVx2F2Q9mcXaX92kfanBzE3CYIgCL6IkhAEQRB8ESXh5MlsNyBJpP3ZRdqfXaT9aUB8EoIgCIIvMpIQBEEQfBElIQiCIPgiSsJCKTVHKbVdKbVNKfWFbLfHD6XUc0qpdqXUg9ZnpZRarpTaopRqUkoVWOsLrM9brO1ZnyFJKTXWer4vK6V+q5QaoZS6RCn1c6udP1dKXWLtW2zts00pdX+22w4ASqnLrd/IS0qpV5RSN3Wn588opa5RSnUqpSZ3p+cPAEqps9bzf0kpdVd3e/5KqRuUUs8rpV5USi3tDu0XJQFAKZUP4F4AUwF8A8ATWW1QdO4CUGN8vgVAfyKaAuA/ASy01i8E8Iy1foC1X7Y5BGAaEVUA+CcAiwDMAdBmtfNt6zMAPAKgnojKAXxJKTUq882N4BSACiKaCuBr0G3sTs+fqQWw2Xo/B93n+QPA+0Q01Vp+gm70/JVSfaGf6+1E9EUiWohu0H5REpqJALYQ0Xki2gfgMqVUv2w3ygsiOuhaNRVAk/V+HYCKGOuzBhEdJqKT1sfzAC7Av51jiGiL9X49cqP9ISK6YH28HMAb6EbPHwCUUhMAHAbAv6Op6CbP3+ITSqnNSqlfKaWK0b2e/yTojsYvrFHaFHSD9ouS0BQAOG58/tBa1x0w234Cdrvzrc+8vjDD7fJFKTUAwMMAliG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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "#可视化绘图\n", "\n", "import matplotlib.pyplot as plt\n", "# from pylab import mpl\n", "# mpl.rcParams['font.sans-serif'] = ['SimHei']\n", "\n", "# 获取第一列和第二列数据 使用for循环获取 n[0]表示X第一列\n", "\n", "x = [est[['interval']] for n in est]\n", "z = [est1[['interval']] for n in est1]\n", "# b = [est2[['interval']] for n in est2]\n", "\n", "y = [est[['delay']] for n in est]\n", "a = [est1[['delay']] for n in est1]\n", "# c = [est2[['delay']] for n in est2]\n", "\n", "# 绘制散点图 参数:x横轴 y纵轴 c=y_pred聚类预测结果 marker类型 o表示圆点 *表示星型 x表示x\n", "\n", "plt.scatter(x[1], y[1], marker='o',s=1,c='r')\n", "plt.scatter(z[1], a[1], marker='x',s=1)\n", "# plt.scatter(b, c, marker='o',s=1)\n", "\n", "# 绘制x轴和y轴坐标\n", "\n", "plt.xlabel(\"interval\")\n", "\n", "plt.ylabel(\"delay\")\n", "\n", "plt.legend([0,1,2])\n", "\n", "# 显示图形\n", "\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 62, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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addressintervaldelayest
00x0000000048429ba5463a4a9aa866460087dcebd0331.0161.5000002
10x00000000863b56a3c1f0f1be8bc4f8b7bd78f57a412.094.000000-1
40x000000697bb288f2528042e8844b65cd32beafca251.0241.000000-1
50x000000b833f5d0d1119c479df0777789a6ac207d7.0-11.0000000
70x000101d1c9769ea22d6ea627b19bffcc99f61bf32.0-11.0000000
...............
124130xfff39900273ffb1045c7cfde62df1720b63fd6bd32.04.0000000
124140xfff401de598bd133cff26be5e79bbee4eed2a0e4283.0-13.6666670
124150xfff43d5173d5902c3f25495df374d2e6ffc84665153.019.1250000
124160xfff61e018e87e8b05549177c5c6c4d44fc984f298.0-1.3333330
124170xfffb454f4affaab597bea56edec6ccf8aefda9ae147.0-56.6000000
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5881 rows × 4 columns

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" ], "text/plain": [ " address interval delay est\n", "0 0x0000000048429ba5463a4a9aa866460087dcebd0 331.0 161.500000 2\n", "1 0x00000000863b56a3c1f0f1be8bc4f8b7bd78f57a 412.0 94.000000 -1\n", "4 0x000000697bb288f2528042e8844b65cd32beafca 251.0 241.000000 -1\n", "5 0x000000b833f5d0d1119c479df0777789a6ac207d 7.0 -11.000000 0\n", "7 0x000101d1c9769ea22d6ea627b19bffcc99f61bf3 2.0 -11.000000 0\n", "... ... ... ... ...\n", "12413 0xfff39900273ffb1045c7cfde62df1720b63fd6bd 32.0 4.000000 0\n", "12414 0xfff401de598bd133cff26be5e79bbee4eed2a0e4 283.0 -13.666667 0\n", "12415 0xfff43d5173d5902c3f25495df374d2e6ffc84665 153.0 19.125000 0\n", "12416 0xfff61e018e87e8b05549177c5c6c4d44fc984f29 8.0 -1.333333 0\n", "12417 0xfffb454f4affaab597bea56edec6ccf8aefda9ae 147.0 -56.600000 0\n", "\n", "[5881 rows x 4 columns]" ] }, "execution_count": 62, "metadata": {}, "output_type": "execute_result" } ], "source": [ "data6['est'] = estimator1.labels_\n", "data6" ] }, { "cell_type": "code", "execution_count": 63, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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addressintervaldelayest
50x000000b833f5d0d1119c479df0777789a6ac207d7.0-11.0000000
70x000101d1c9769ea22d6ea627b19bffcc99f61bf32.0-11.0000000
90x0002b5ca4da0bf9b22480a39c32145159388baed319.069.7500000
120x0010985214e2a95244b4765b7df8693d1c5c393f7.02.0000000
140x001c356c0be5dd6c91ca24ef04d9e1008151068240.0-15.0000000
...............
124130xfff39900273ffb1045c7cfde62df1720b63fd6bd32.04.0000000
124140xfff401de598bd133cff26be5e79bbee4eed2a0e4283.0-13.6666670
124150xfff43d5173d5902c3f25495df374d2e6ffc84665153.019.1250000
124160xfff61e018e87e8b05549177c5c6c4d44fc984f298.0-1.3333330
124170xfffb454f4affaab597bea56edec6ccf8aefda9ae147.0-56.6000000
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4831 rows × 4 columns

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" ], "text/plain": [ " address interval delay est\n", "5 0x000000b833f5d0d1119c479df0777789a6ac207d 7.0 -11.000000 0\n", "7 0x000101d1c9769ea22d6ea627b19bffcc99f61bf3 2.0 -11.000000 0\n", "9 0x0002b5ca4da0bf9b22480a39c32145159388baed 319.0 69.750000 0\n", "12 0x0010985214e2a95244b4765b7df8693d1c5c393f 7.0 2.000000 0\n", "14 0x001c356c0be5dd6c91ca24ef04d9e10081510682 40.0 -15.000000 0\n", "... ... ... ... ...\n", "12413 0xfff39900273ffb1045c7cfde62df1720b63fd6bd 32.0 4.000000 0\n", "12414 0xfff401de598bd133cff26be5e79bbee4eed2a0e4 283.0 -13.666667 0\n", "12415 0xfff43d5173d5902c3f25495df374d2e6ffc84665 153.0 19.125000 0\n", "12416 0xfff61e018e87e8b05549177c5c6c4d44fc984f29 8.0 -1.333333 0\n", "12417 0xfffb454f4affaab597bea56edec6ccf8aefda9ae 147.0 -56.600000 0\n", "\n", "[4831 rows x 4 columns]" ] }, "execution_count": 63, "metadata": {}, "output_type": "execute_result" } ], "source": [ "data6[(data6['est'] == 0)]" ] }, { "cell_type": "code", "execution_count": 64, "metadata": {}, "outputs": [], "source": [ "list1 = [-6,5,9,-7,1,-5,-8,5] \n", "list2 = [1,3,4,5,6,8,9,10]\n", "list3 = [-80,90]\n", "list4 = [2,7]" ] }, { "cell_type": "code", "execution_count": 65, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "import matplotlib.image as img\n", "import matplotlib.pyplot as plt\n", "\n", "plt.scatter(list2,list1,color='teal')\n", "plt.scatter(list4,list3,color='red')\n", "\n", "\n", "plt.xlabel('Address Number')#添加横轴标签\\n\",\n", "plt.ylabel('Delay')#添加y轴名称\\n\",\n", "plt.legend(['Normal nodes','Malicious nodes'],loc=\"upper left\")\n", "# plt.savefig('photo2.png', dpi=1200, format='png', bbox_inches='tight')\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 66, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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addressintervaldelayest
00x0000000048429ba5463a4a9aa866460087dcebd0331.0161.5000002
10x00000000863b56a3c1f0f1be8bc4f8b7bd78f57a412.094.000000-1
40x000000697bb288f2528042e8844b65cd32beafca251.0241.000000-1
50x000000b833f5d0d1119c479df0777789a6ac207d7.0-11.0000000
70x000101d1c9769ea22d6ea627b19bffcc99f61bf32.0-11.0000000
...............
124130xfff39900273ffb1045c7cfde62df1720b63fd6bd32.04.0000000
124140xfff401de598bd133cff26be5e79bbee4eed2a0e4283.0-13.6666670
124150xfff43d5173d5902c3f25495df374d2e6ffc84665153.019.1250000
124160xfff61e018e87e8b05549177c5c6c4d44fc984f298.0-1.3333330
124170xfffb454f4affaab597bea56edec6ccf8aefda9ae147.0-56.6000000
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5881 rows × 4 columns

\n", "
" ], "text/plain": [ " address interval delay est\n", "0 0x0000000048429ba5463a4a9aa866460087dcebd0 331.0 161.500000 2\n", "1 0x00000000863b56a3c1f0f1be8bc4f8b7bd78f57a 412.0 94.000000 -1\n", "4 0x000000697bb288f2528042e8844b65cd32beafca 251.0 241.000000 -1\n", "5 0x000000b833f5d0d1119c479df0777789a6ac207d 7.0 -11.000000 0\n", "7 0x000101d1c9769ea22d6ea627b19bffcc99f61bf3 2.0 -11.000000 0\n", "... ... ... ... ...\n", "12413 0xfff39900273ffb1045c7cfde62df1720b63fd6bd 32.0 4.000000 0\n", "12414 0xfff401de598bd133cff26be5e79bbee4eed2a0e4 283.0 -13.666667 0\n", "12415 0xfff43d5173d5902c3f25495df374d2e6ffc84665 153.0 19.125000 0\n", "12416 0xfff61e018e87e8b05549177c5c6c4d44fc984f29 8.0 -1.333333 0\n", "12417 0xfffb454f4affaab597bea56edec6ccf8aefda9ae 147.0 -56.600000 0\n", "\n", "[5881 rows x 4 columns]" ] }, "execution_count": 66, "metadata": {}, "output_type": "execute_result" } ], "source": [ "data6" ] }, { "cell_type": "code", "execution_count": 67, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array([[331. , 161.5 ],\n", " [412. , 94. ],\n", " [251. , 241. ],\n", " ...,\n", " [153. , 19.125 ],\n", " [ 8. , -1.33333333],\n", " [147. , -56.6 ]])" ] }, "execution_count": 67, "metadata": {}, "output_type": "execute_result" } ], "source": [ "features = data6[['interval', 'delay']].values\n", "features" ] }, { "cell_type": "code", "execution_count": 68, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "import hdbscan\n", "import matplotlib.pyplot as plt\n", "from sklearn.preprocessing import StandardScaler\n", "\n", "# 提取特征\n", "features = data6[['interval', 'delay']].values\n", "\n", "# 标准化特征\n", "scaler = StandardScaler()\n", "features_scaled = scaler.fit_transform(features)\n", "\n", "# 调整参数\n", "clusterer = hdbscan.HDBSCAN(min_cluster_size=10, min_samples=5, metric='manhattan')\n", "cluster_labels = clusterer.fit_predict(features_scaled)\n", "\n", "# 可视化结果\n", "plt.scatter(data6['interval'], data6['delay'], c=cluster_labels, cmap='viridis', s=10, alpha=0.8)\n", "plt.title('HDBSCAN Clustering with Custom Criteria')\n", "plt.xlabel('Interval')\n", "plt.ylabel('Delay')\n", "plt.show()\n" ] }, { "cell_type": "code", "execution_count": 69, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array([13, 11, 6, ..., 45, -1, 20], dtype=int64)" ] }, "execution_count": 69, "metadata": {}, "output_type": "execute_result" } ], "source": [ "cluster_labels" ] }, { "cell_type": "code", "execution_count": 70, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[13 11 6 ... 45 -1 20]\n" ] } ], "source": [ "print(cluster_labels)\n" ] }, { "cell_type": "code", "execution_count": 71, "metadata": {}, "outputs": [], "source": [ "import numpy as np\n", "import hdbscan\n", "import matplotlib.pyplot as plt\n", "from sklearn.preprocessing import StandardScaler\n", "\n", "# 假设data6是你的数据集,包含delay和interval列\n", "# 请根据实际情况修改下面的代码\n", "# data6 = ...\n", "\n", "# 提取特征\n", "features = data6[['interval', 'delay']].values\n", "\n", "# 标准化特征\n", "scaler = StandardScaler()\n", "features_scaled = scaler.fit_transform(features)\n", "\n", "# 调整参数\n", "clusterer = hdbscan.HDBSCAN(min_cluster_size=10, min_samples=5, metric='manhattan')\n", "cluster_labels = clusterer.fit_predict(features_scaled)\n", "\n", "# 将标签限制在2到7之间\n", "cluster_labels_filtered = np.where((cluster_labels >= 0) & (cluster_labels <= 3), cluster_labels, -1)\n", "\n" ] }, { "cell_type": "code", "execution_count": 72, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# 可视化结果\n", "plt.scatter(data6['interval'], data6['delay'], c=cluster_labels_filtered, cmap='viridis', s=10, alpha=0.8)\n", "plt.title('HDBSCAN Clustering with Limited Labels')\n", "plt.xlabel('Interval')\n", "plt.ylabel('Delay')\n", "plt.show()\n" ] }, { "cell_type": "code", "execution_count": 73, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "No handles with labels found to put in legend.\n" ] }, { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "import numpy as np\n", "import hdbscan\n", "import matplotlib.pyplot as plt\n", "from sklearn.preprocessing import StandardScaler\n", "\n", "# 假设data6是你的数据集,包含delay和interval列\n", "# 请根据实际情况修改下面的代码\n", "# data6 = ...\n", "\n", "# 提取特征\n", "features = data6[['interval', 'delay']].values\n", "\n", "# 标准化特征\n", "scaler = StandardScaler()\n", "features_scaled = scaler.fit_transform(features)\n", "\n", "# 调整参数\n", "clusterer = hdbscan.HDBSCAN(min_cluster_size=10, min_samples=5, metric='manhattan')\n", "cluster_labels = clusterer.fit_predict(features_scaled)\n", "\n", "# 获取cluster_labels为-1的数据点\n", "noise_points = data6[cluster_labels == -1]\n", "\n", "# 获取剩余的簇标签不为-1的数据点\n", "clustered_points = data6[cluster_labels != -1]\n", "\n", "# 可视化结果\n", "plt.scatter(clustered_points['interval'], clustered_points['delay'], c=cluster_labels[cluster_labels != -1], cmap='viridis', s=10, alpha=0.8)\n", "\n", "plt.title('HDBSCAN Clustering')\n", "plt.xlabel('Interval')\n", "plt.ylabel('Delay')\n", "plt.legend()\n", "plt.show()\n" ] }, { "cell_type": "code", "execution_count": 74, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 74, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "plt.scatter(noise_points['interval'], noise_points['delay'], c='red', marker='x', label='Noise Points')" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.7.6" } }, "nbformat": 4, "nbformat_minor": 5 }