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<div id="title-container"> |
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<span style="font-family:Roboto;font-size:36pt;color:#000000"> |
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asoria/dataset-viewer-github-issues |
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</span><br/> |
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<span style="font-family:Roboto;font-size:18pt;color:#777777"> |
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Data map for the entire <a href='https://huggingface.co/datasets/asoria/dataset-viewer-github-issues/viewer/default/train' target='_blank'>dataset</a> (3066 rows) using the column 'title' |
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</span> |
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<div id="search-container"> |
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<input autocomplete="off" type="search" id="search" placeholder="🔍"> |
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JNsCYaUvAgOWdvlA/JMAod4vARK9lwBYJlsBWWUjAgK0gwDQbfsAqt2zApAaNwFQkUMCEFIHAyAD0v/wZF8Bo/mjAjv+OwDArHr9Q0F6/FC1kwDTHg8Bwasm/vNaDwChh2L+sdDfAADPuvoCadL4gl2e/QEbmvjSMdsCAmy+/Mg+HwJD0uL8SNJzAGFd6wGCBfsDcoXjAiJWCv5S2YcAw3WHAIH7Hv1QL378QXdy/WPXdvwA4asBgMHy/FIDev5DhLsDYABLAq8eSwCTZEMC4RNS/QPdRv9K0p8DwBHW/8IatvwD2LL/sHgrAKItNwKKLk8AQqm+/0GXQv4jKe8DI4gPA8IR2wMT/qMAoIeC/CAB3wJBP27/MpYDAbFk/wGB1m7+ofoHAMD+kwAznaMAIe3PAmFsCwJALT8BE4WrAeJXHvxDuxr8QSK2/HOh7wMDkpL9I492/4Jp0v8A4U79wQV6/PJ5cwACq7b4gC3W/AKXFv+AMH8BoVn7ArJaZv0Aj7r5oaHXAOKSXwABd4b5cKATAkOBYvwCCwr2AfEY/QBMavoBtKb4A3vS9AJT7vYC3Cr7ADQa+ALIgvgDfIr4A3re9AE0NvoB/7L0YR6nAcHL1v0TyAsDwasG/iFo8wJSJqsDUYw/A8Ovqv9B/8b9eZwzAJC9uwEC/Sz/AQwG/IFFgv5g0jL8odfm/QNNKv0Cce8CAwOq+yNULwPCj17+sJFTA2JT/v7h08b+g7l6/kMZDwGBCXr9Y0m7AiD2nvxg2oL+gaHC/WH4GwMBZZr9QWGS/9Lb/v0zyCcBgMZm+8F12wDBceMAAzGS+cFfgv/KZjsCEAobA8Bt/wPBlYb9gTdS/pIcpwCRpGsA06yLARE5xwHTqbsDIIXzASMF+wOh5e8AIbae/oI1pv1Aoqb/E9oO/0P6HvzA0lr80RV3AYMxKP/iyJMBghau+YF/nvrirCL/AoU4/eN1zwKDETr8gYf2/OADtvwrdgcAMy3zAXNM9wLS6NcC0hnLAQBI3v1Bhgr+Y5mO/NN0PwBguq8A01arAcMirwL4vrMB0A6zAdO2VwGRNCcDC1YHAMCIav9i/yb/gf+6/2Al3wMBWh7/AbXfAoD/TvmiLIsAQk/G/YAESv9C7hL8AspC+gLaCv6j7OcDQflO/IPVZv4DlU78Aary+wJ8ZvzCGKb+IDxbAQFXxvuCdDr+gK/q+aLMnwPD1RcDoDz3AgFAJv3gypL/Yr3jAgByKwMwfmMAAluO+CD90wKAbM7/YO4K/aLVFwBCLH7+0AKe/4Db+vojguL8QZIa/oCeav+Avmr+Qopy/GHMkwOCJKMCQjRPA4M1xwDx1K8AwTjrA4NMfvwCiEL/AcOO+ANrnvmDm075AR+S+wKzpvgD4wr4QoQG/wLbNviBLA7/AsOS+wJ4Lv3wULcA41VvA3LGvwDSSdcBoDlTAwIZwwAD0EsBkgKDAQkMGwPwzEsBs1CfAvDVcwJCW57+8iy7AiLoMwHx2psCARne/kM93v4Rad8Dw93nAINLsvuCr9L4A8dO+gI/cvsB+Ar9AleK+wG//voD95r6A9eO+oCEcv6B66L7geBq/qEwbwCD4Wb8YfQrAsEPjvyi3O8DsVC7AyEsLwPDaSL/4Zf6/IG/uv1D5H8BofmnAwPUDv4CKdb9A/H6//HZ9wGCkGb/A+tS/kAatwKTeIMBwfoXAYIgGwCxPhcBAQ5fAnLcjwACNe8BYdyPAgE/wvkC30L7oph7A2JW7v8Dizb+IAAnAeJYcwIDRjb7AAYS+4GmvvkC+xr6IwUi/KjkIwHD1CMCID5O/tMoWwMhzc8Bcg3HASOPmv2gaccBoKfa/rIgIwACcAb1gvem+AJh9PICo8T2ARgg+AC/aPYBpiT0AbOc9QEUWPsCJLT4AgDs9gB+HPQC9rj0ATLU9AOh5PLw/QcA0sz3AGJHkv4Ad9r6AC1y/QPUHv9h0678Uo1LAWIy+v85zisBUtpLAkGdzwCY6l8AEQV3AxCSEwEDfmsCY40/AQDdxv8DBA77oY0zACBBOwFjMv7+Aw72+AKH0vTQNdsDEvCfA9GF6wFCylL/MpKbAQBZuv2DaGb8Q1nLAwFSPvuDPnr7wulK/2FSxvyBYsb/oAYW/YAiTv7AsYb+ugIXAkEr/v/B1+b+QU4S/6Ar/v0xHB8CQ+FfAKAp6wEhRj8CQQG7AGH9xwHRfob/IP8q/ZMh0wMCqsL9Q5GDAnPPOvzQ8ecAI3ZK/hPCVv4BTM79qI5jA8IRPv+Cw0L9A6ae/wgutwHDeT8Ak8ZjAEDG/v+SVbcBcbXTAoEG2v7RJYMDIWJvApu2awJCc0b8wu26/+P9EwNTmnsBAk4q/JDaBwHhEbsCUyFnANOBrwPAfBb9ga9K+oHmVvoDATr4AAVe+AFpQvgBISb6Azk2+QNAvvgCFf74QfHvAgH70vlpbqcBAzQ+/YGARvwCD0r7AK8u+wHrUvsB42r7wUhm/gPq1vsCt7L5AyPO+wEPLvmAz774AWce+4gQmwDRfgcA4oz7A8NPbv1BHEsCQ30TA2JMXwFj22b/s0HbASEIPwHAAFcBe7nvAaMe1v3gHeMAwaFrAJDgQwNibFsAUu3jAvuKlwOA7dcBkHKjAwn+YwMyMGsCQNnHAiFM7wOB8aMCIzHHAkNGov2CX/L4oEnLAwH/YvkBi175gnvK+wKEIvwDY2r7AC82+gBnlvkDFyL6AtOa+YFfYvpCizL84WN+/+O80wLwbqcCAAde/MLPIvxDQFMBIwQ/Atk+VwKiz579QTx/ASDDIv3zkZcBAfmXA4CMAvwDDkr+8ljTAwLFYvyBOcL9OiJnA9EiTv+BdbL/AkF2/9EFrwHLJOsDAKxnAVOQUwMwCL8CgA5+/0B51wGAkOr+o48G/ABgRvwgc/r9A3WO/QOPPv7BU/r8w+rC/KPUAwASsAcDEkZ7AgFfWvwi7CsDYbNu/sNn6v3yThMAQyYu/wLaHwJBgG79w9I2/DPCIv4gdY8CACnu/WKg3wChBgsAAud2+6PW8v3ClasBoDDXAvDaYwEB3g7+o0WPAQHTBv8iYMsCA5ALAAE/8v3wsVcDiV4LAuMD9vwBA4r1Q2O6/sL7/vxT0HcBQ4lC/kjBXwGj2yb9YI2bAKBbyv/AmQ7+YZOm/MMqqwLB3hL+YleW/oHzlv6Zth8D0hFXANgc7wNT7RsB4Nfy/4F4wv/DxPcAAH7a/rMKqwDRpo8BoPHDATAtfwNDec8CQ3XbAAI3ivgANfcCwY8u+RiSBwJA1lb8AF7W/IL5qwFh2N8AA7PC+ALfxvkCQyb7Mb1jAiLRbwBgMHcDgQ2PAcDc2wGh6AcDIfNa/INbMv1xwc8BctlTAeLRTwPhr+r+SJ5fAqCW9v2g2jr8o4Jq/UKeDv3CGCcBQz6C/QJHbvyiRqL9YksS/SNzcv+DCsb+gut2/NEpXwMSMcMDURv+//LFAwCg0m78A0FI8+K2Ev4AUTr/oLqfAAJj5PADAqTta86bAQO7Lv2AIDL/ADkvAmONwwGBPVsAgzrG//FGGwDAMhL/Aa+2+EJX0v9DlZb/QVye/oNcJwPiD6b9AAWi/9HkbwMTdWcBYlw/A/KgvwGDBdL6YBWDAyHZWwBClP8C4wTDAAC6OvnDrksD4XWnAMC5vwHT/CMCASxnA+HciwOD23L9Qhf2/MOQ3wEAvDL88xHjAnKtYwGiMjL94khvA4NKCv2Ds1L9UAJrAwEXpv3Dyzr9Sy5fAoIfsv0jf7r8od/+/gPIkv2B35b6Apu6+gNaUvgBiur4wyG7AQC2kv1RRc8Cgr3zAPONwwHACX78o7m7AemiFwCAwg76oaAfAaDuYwCSOB8Agu/u/UKsYwFBIB8CwYEi/3Ps1wDzKoMBwcQPA+B98wMgJDcCMWwvAyA79vyTBGcDM/QXA0HwCwEAdN8CWfiDACB/pv7jTHMC4eB/AfDP2vyCo+7+ItWjAUMdwwNiin79QLOm/IGjZvpA5yr8MhQjAOIEHwKDUjr8on4G/+Jk4wLA5i8AoVOW/tmU0wGB+8b8Io92/ILJjwEAabb88RA3AGHoywAw0JMBkL+S/0AeKv0D5Br9siYXAdLlvwAQMbMDUJYXA+EvMv0DX479AjPe+wKjnvshVC8CQWOm/kJzdvxxbaMAUtnnAhHZqwKgpbMAkSoPAlskfwDAv6b9IriDAgHOovsAIrsD4NPK/hBkBwNyECsDgxlC/OFgrwJhpJMD6qofAPJNxwMCHjcDYBi7AbBO6v3w0qMDAr33AsK/0v6Dtar/Ieoy/gNJsv5T+eMDII+G/UMqiwNAsCcAQ9nK/AFzfvBCMxb8AKjE9ALB4PYR1dMDotOm/lBegwADFm8AhHI3AvnSewOjAj8DAV2LArJcvwJ6fmcAIU+q/vrZMwAB0qrz8pyPAUAflv+RrbcCQCHLACCkdwOAJGsBUGY/AMKTbvwA7QcDA3Kq+VlevwLh0hsAc7oPAeuyJwCDBzb9Icsu/0PvUvzCcI8DMowzAeBcJwPho5L/AsNG/vHAPwADIZ7xI1wfA8H/uv1h3V8DAzNe+QMIevzwNVMB+XqTAvChlwOhWpcCYoXvAqFqpwGQdgcB0KyrAsMjQvwB21bwANWvAAMBsuzAnlsCkF4DAoKxYv8ANlsAsdifAIHqjvxAgX7/w4RvADBxXwFhHesCgTqG+XJcywDytg8A4zVvAqC5owNjgor+gFWi/yGAFwDjkQsAIjm7A2I2xvyBnh78oMO2/0NEgwATSn8A8TCrAwAWdwCC4Zr9gEwvASDqQv0iyU8Cgr2HAuHJ5v4TEWsAYaXy/ACd2v2DWvr+wy/u/AOMbwHjjc7/MdgLAUIj5v+iV5L/kHgDAQLlKv5DS7b8AI/K/sP3nv0Av4r+qBarAMJOBv+CspcAm66nAgPVlvyDUcb+ItmjA2B1twNQBWsDe6aXA4Kvsv5Dtib/Iveu/UPrbv2hMqMAwS7C/DM8UwADew70AdA48AKZDPbQAFsBMFeK/IGnYv4TG3L9Avtu/APTJvux8VcCwvte/TIMuwGD1QMC0cRjAcAtEwFxuhMDw/5PA1MFewEA1YMAg0/a/IBN5wKSOesCIm3XAuM/3v0hNcsCAtXLAkvxEwDBV6L9uppzAII7Hv0SFCsBw0ty/IOzKv3D5EsCwFIC/DCUSwDCeJsB4VxbAHHI3wAwhAMBADmW/IFEawACeRL/ok/6/fAYYwDDNUcAkxSbAQPQuwADOT8BY4OO/oDQGwCyJFMAgjRfAQEMlwOAG/r+Aaoq+pJVxwDDFpb/odhvA4HQ+wKSzBcCQ+f2/4OPiv7zfc8D496XAwOuQvkANCsCocNe/GMLLv2zFK8CYFaDAuCLWv6zYD8CAIizAQJ8Cv5jtaL/oFxvAyPInwHAoW8BAyhq/oK4Ov+Cu9L4ct2bAAEGewNhVzb9A1zC/4G6rwKAV97/kDXHADORvwMgtZb9w+b+/QAN+vzi3xL+0RV3AlBWKwMA7DsD0KXTAcImzv2g+ib84OHPAWFZswADSuL70wp+/8LYBwEDaEsBAKqG/0BQqwH4WWsAQr86/4Ot5vxivhL8E/IS/2D/hv+ZtJ8CgbibACMgdwGBWCcDw4CfAzGwZwMARDL+QkQC/mI6Jv3C9jL8ISte/uOUUwChwCcDQjXLAEJwkwLANz7/w/q2/Uh8lwGjqdsCIoPa/GAdvwDA3c8BuPqrAxB9xwIgTdsAg0B2/0HIov57FFcBgD/K+WLh3wFgBrMAiLYHACAXwv/DhesDwXHTAUMdywERpiMAcaKXAQAXevhhEB8BA3ng+VEHwv1xIq8BQG67AclOnwPzRksAoYgjA2G82wJZeNsCQGOO/EEhuwIgaHcBIgjfAMAHLvwAl8L/ICX7ArP0AwCB4qcA8STPALuyrwPr9o8CgmKrALOGfwAzQGMCaahTASEMAwIxmiMCwL8W/6CWawKDP279QMTLAcPjmv5rxqcBUGqrAcHelv8A5pMBotRHAcPEQwPzuH8CU/BHAY8GIwByAIMCAMhm/XDsRwGTRVsAuxY3A1I94wMDP0b/wYXC/WK1fwHiwq8Agm2C/eC+mwLRfBsAYddC/HK5xwDCcer9AxkzA7GGswKhHz78+cqnAcIhjwICh+L50Q2bAkP1mwKCAEsBArca/UOPZvsB4FsBAS+m+hL4gwLaFocB4JQDAzPuhwMSuXsAglqrAOuQpwGj4ocB4Wdm/gP8+wFDCH7+gR2K/cP9sv2ie9r/4V/a/6CwlwLEDhsDAQte/4ACTvy7xpsDIxKnAKD6Kv0Cyhb/g1KS/iH6ewLiEPcAAhKW/KMZOwOimpb80ra3AkJa8v2h3dsDAgInAYIxov0i6/b8YfEjAKBOYwHKXhMDGKqvAgClPv0AMi75Aw3jAkDmDwGAUVr/A3XC+0BikvhJ6nMCopQXAYE0CwOp7pcDgB/O/FMChwAhiesAKhKrAiIaKwCAYir/yxqbAvLcawJhkwL/ETz/AQLXsvmA3UsD4CoW/cKDNv7QOAcCIcaq/qNdFwILqIsAs76bAGJSNwKD2EsC4rgTAkGDHvzDF0b/MQADAyHTWv/yOB8BwbCHAsGS4vzRdqsAseTLAkOZvwJSXAMBUmXLAYO7yv2AnCMBI7Pe/TNaiwJz/osDA74O/FDu1v2Dht74I0CDA6MYBwKDFN8DAomq/+Orev7iBWL8yJa7AArwwwLBhmsB8gfa/IKy3vyiIj78stavAkAiavwACpsDGMazA8KUKv2iN1b/AqNW/aI7MvxCGnr9QYH/AYDs9v8ApqcCg3gPARO2Av0Dpp7+Yh3PAQDMTv0DM0r8YFgrA+ICOv6AcuL8A0wPADOFwwCC2CMDAeK2/cDDJv8Aexb/2vqbAVAatwJjCmr9EQAfAnHQEwECP+b/ehqnAyKptwLg5dsCQiEXA4uypwNBmpcBkgADAKN9pwBQhq8BUt3rAgGX4v/jcHsAUIIPAcO9/v5gPur/8ZxnA9HqDwBx3hMBg6hrA+o2mwKBtUMCEYYfASBoUwIZeosBAUUPAeEgYwCakpMCYgK6/oKfWvjYIqsCglaS/sOzZv2An979o9pq/xjebwNhsq7/s/5rAJPmawABA+TvolabAoMl1wMjjJMDKZqLAkBqswEgYqcBCTx/A7EWtwFQEjcC6zybAgE3bv1hxb8CgJafAgGKxv8T28b84F6bAPBSlwIjHAMDcA4HAQDQuwCyspMCMR0HAlJeXwDD0SMDgDuO+ICPuvmAij7/IL46/cOjcv6juosBA9T2/tHcIwPirLMBwyZC/kFOkwOD5xr9sonDAvA8jwJAB6b/o1uC/7COmwCrFrMDABPK+wGgjvxBZvL8A5J++AF50vqirpMDsDafAbGmjwJCwYL9MjYHAXIupwGjQosBYPrm/cOZdwMg6Xr+IN8i/aEX5v3Dhn8BQgm3AtDCnwGBspsC0iqnA2D1rwOxHpcCo65i/8MK8v/jkhb9gO9q+8CdJv9CKq7/AVI6/AGLdPUBJYL+suKnACO45wFzHDsBwtmvAgKfdvoAMrb8AeWK/SoypwJ5HpsAwwaLAPiOCwPCnSr8Ov6fAMIvUv6CEYb8AfUy+/mmWwNrXgsAwaqbAgMO4viCptb8OnKjAMNmlwPCwo8BKcaXAkP0xwARVo8CAZKjAfNJEwNg2G8Awkm7A2HmlwJjYkL94tGW/YB13wGB5aL/43qG/MDfBvxjktL8Q9KrA8N2PvwokFMAQCvG/UHylwIy9EsCA7ye/aF6Av5iiocCAgqTA2s2iwLaNpMBcaqPAkFGvv9SQiL9UoKLACCZtwHB6gb9I46LAcGOUwOKyo8Cw94+/+GV2wADp7b+YYqHAZqahwIAGhsBuAqfAQNBKvwx3hMDAbpbA7H4jwPhNob/w/Im/qAKqwJgMpsAcM6bAHImiwFjVg8AIrEDAgNMiv4A12L+gnz7ACHKlwKw9qMAAlabAUFvZvxDEzb9Q1mq/2EOjwJiWab88MqPAeLqkwETxpcDwEB+/QClEwBAdIcCocHnAYFWuv/Czf7/IpbS/kKFDvwCYK7/gGeq/aOZywGAZKL8ckV3A6OvXv1CHpMDkcGfAWO8KwKCqn7/A1sy/UAwNwPBcosDszCvAJJZAwNg7i78Afku/AJJ4v3zyj8DUnaXA/PxiwKJupsDgb3q/UCOGv0AoDb+g8ou+ADz6v6CWnL8kz6TA6HUjwK7kqsCw4ivAKKiFv7j/nsA8l6DAAMnUv0DlHsCw41u/oE3Uvnh0Gr+wet6/8BLGv3yMBsCgy16/EEVAv8BLlMBWj8/AIC/PwOoGjcBgvM2/uL3GwGS5xcBS78nAfKYewNzow8AAhu++QAuGwAgwyL+MyWjAcOdnwA7IgcAImJHAwNSKwBg2yMAMjMbAEN6Av/A0dr+AvBvAKCQwwLAHjsCAmfm/8jfSwEAjPr4skPm/nAD0v2i6kcCsaWHA2CTGwPjVycCg6sfAOE0YwDjVCsBQdc+/VCDGwKBds78A0Kq/5GLMwPA2yL+sUM7ALPDOwN5OCMDU6JzA7jKewNDIxsDgo/m/CEIPwPL7x8Au1sfA5VmRwJq7n8CAFgzAgPUrv5xnC8CQtGK/5I/NwFAyWcBMDELAcIfOv6TRw8DWqc3AGHbMwABpMcCkRs/ANEpPwAw/XMAAf3vAsLJqwAzAgcBQiInA+F9qwNq7jcCAembA6LzGwCAFrcAQrD6/SpWpwHoFyMAA6BW+AA4rv8C4M76AUDK+QKmtv/CSWr+8e83AaPwYwIzzxcCQE06/IDcnv0B2QcBwVInAYG9kv7iUycDgkM7AtDzOwKp+yMAcqsrA2EcJwOjeEMDki83AYE2uvzzYAMCw+gTAYE/bvwDzh8DkQyLA0BLOwDggjb/IZz/AMEEDv2SQqcDo/z/ATDYGwEAaDMAC1M3AGFFgwJAJWMDES6bAGD8LwDgsFMCY4hHA2AlmwEDXCL94RBDAuhfIwPCHe798vy3AKPiPwPDKCcAInITAaE/OwDhyf8BYXhjAxL8UwJzEC8BwngrAYDpmvzwqDsDg63W/eK3NvwAfX76gRba/oIyXvwB9GL5UBmXANELCwBD1X8CUQoXABKpwwEC0zMAkI87AMNG9wKByXMCy9snAEHQHwKhXCcCI98S/sC59wGKMzsAQCKrAwErGwOBhmL4AoL2/mFyBv6A+sb/4Fp+/rCoGwECxZb8gPKK/OI//v/ATb8AQosjAQE2evnA5WcBgAEXAWG+nv2DA0MBYJgvATN8KwFB7Ub9kSsrAsPrWv/jz5b987UPAYKiEwNA53b9gzWrALJpewBQHhcAMDhDAwMIAv2BHbr/gQEXAQKk2wDawz8BuaYrABLTMwMrx0cAozC7AAIFhwNj1ZMBYoam/OASKv+DNxr+03i7ArCFMwIRFZ8D0OHzASPF1wCB2V8DKmMLAkqvJwBbDzsDM2FzA4lgjwHxiRsCw3EnAKoutwGgKmb+YqmfAJiujwBAZrMBg00O/7DOewPyVnsCofTW/cNpIvyA2RsAw4pe/EFWBwHLFj8DU0AvAtD1SwPCwP8DgBQe/6M+2v7hlxL9UTobAwAGcv3iBF8DwjjXAxIiDvyCatL80aY3A9LKJwBSjU8DER2jATqyHwAC8asCMpozAUD9/vyD82b8IKb+/IMVqwLA93b801FLAbHj4v9Ab37+egpTA0E0rwPDRf8AYiJO/HHdGwLAJ57/gSBa/FmCOwBC4PcCAh8/AcBoIwKQCksBgLjq/SJxQwJRRtcC4Rpi/oHJQwEz4H8BWHcfAMJ09wJzFOcCMJgzAcByFv9wyEcB4P+O/THxgwPTmRcAMwYPA0KuMv+glRMDAGl+/TCw7wLT2jsDASiy/nD2QwCCNKcCMkknAAJwHwOBCLr/A2l7AEErnvyQBYsDI443AeOHFv1yXacCgoLi+WJGRwKASG8DQ6ADANBzAwGD7OMC4HMy/UGgZwACLRr+wEEPAgIVkwFC01L9gwnu/kNQ3v/AEY8DYLZq/GGiWv7Ays78igMPAkD4PwKDGacBoMOi/TDHIwAg6yMDQbM3ACGlNwIgUkMC4VwjAeN1JwI5Zq8CsXFzAbCzPwI67isD0JVDApoefwOJGn8Ck5UzAhMZIwBg6oMBYvqDA+gOfwFCpxr+oDyPAJDkuwCB7S78Eu8bAMIRQwEQbOcAiDc3AsJkpwEReacDMumTASCoLwKAFv75Q+Fe/4JVkv+BsgcD4h8PAj+yOwDjAL8DEosfAdPyOwPQ1AsB4niDAdqnLwCCzUsDAFgPAiGcMwLBTwL/AN+i+hJYSwBA9NsB4pYO/tKcFwCBWXb8UTsbA3DXKwFD5yb9gRRLA2Ed3wETui8Box5G/yFlywMwfkcC45CLAmN8uwCDkcL8gjCHAcPHLwDzVycDUz8DA1D+GwKg6lcBQcnHAsD+gvxRQjcAAMje/2BYGwBDRV8AwCbS/njBvwHzakMCQB2jAWPaPwEjsbcB42Y7AZPuFwCD/Ob8oEE7AAJxQvtCaccCskxLA+KnLwKiJOMBMCWvAgOpgvqiMT8AAC07AWNJewEyYycAS66LAhBKRwCRW3b8AeFu/sBbmvzy9fMDEDTPAMD0PwGT6MsCwpHC/YFZQwOCEX7+giHy/8Fg1wPghMsAcrkTAYJxlwCzmJsAIdIjASHaCwDB9/r9wPSW/3MUJwIDQJsAcMBvAGAN4wPz1VcD4YL7AENMbwBx1mMCgeInASGkiwDhsMMC2z4bAvLdlwABBZMCWLZDA+NIHwJrkcsBITizA1r3JwNxwzcCwJEDAUJnOwFhXxMAQrSrAQEl7wBjvDcD4UJHAWHbZv1CseMC4TQ3AZh6twDwjE8AYnCrAAMI0wLAzZMBIk07AwMXxv0xHRcBwJjDAEK4wwJhIlr+wmGW/QDQGwLTKPcDgGpPAVKGGwCCzSL+MkjjAJMMvwISUKMCYBui/8GSQwFj34b+AIOK/kELlv6DaSMC4WBzAEEWSwGzDNsDk4gDA6rSJwCA7Z8B4QyDAyD/1v5AvmL9wwYC/4D3tv0D0BMAIHXDAsLIcwAaiAMDAMZe+ZjqYwGi8AsCAAZS/gDc+v/iZG8CAp4m/6CyLwM42VsAUgSDAWOuVv3iVjcDwmDzAhDaBwED8+7+Y4CzAuJ4twDAlEMDcxxDAgCQ1wIi+B8Agmqm/eCwywFh7wMDwEQbANMqIwDih8b/0FgPA5IpdwMjaMMAwFR/AmIIOwLiDVcD4KMbAnJmKwJjIhsBoKkDARA8KwCCwjL+I8G2/wAHgvxi5rL/Q9da/qHqdv7iLPcCwO/6/HBiRwAAZ6r4AUuK+QA4tvoRARsCokzbAnIDJwOz/dcAoFum/XHPev4AgoMC67oPAPLggwHCRBMBeJIvA+Hriv3Dl3b/wY+K/CJPovxTfFMBWX5HAYD74v3ifvr9gsdO/UFhLwPCzBsBUa3HA/HWDwNh6C8CYAAPAoBgLwHgg2b9wduq/YGPEv/C5kcBGyAvAmGmsv9Awu7+o672/wOIhwEB2JsCIPzPAKCwBwFRyJMAgcNS/QD3Hv9BX3L8AOtW/ULPHv9q/xMAoLeO/MLC+v6IDhsAo2a7ACE7bv+D/378E45TAhNsnwLjEwsDoFQvAWBgJwJ40jMCgaRnAYEslwEgryL8Ch53AqNvBv+TCxb9Mh7HAuPFEwOBcacAATDrA0FMHvxAVq7+gEE3A4EVzwIDogb4QA/O/IAtSvwBXXL/guo3AEMwfwLjYkcDgkULAkAWLv/RhCsDwGOa/QPPhv5iIO8DSG6nAuB5KwKCEScAgbGrAbHdKwCApXL+WZY3AsCLxv5BQ3b/wwNW/oKC1v3zKh8CupqjAUCRewECZO7+gjNe/QPM5vihEXMBM0xfAjHdgwLC1jsD6n7DA+I06wNCIN8CU0w7AXOg2wJhZj8BYvk7A7AldwFYtjsDQz1LAfPQ9wGCAu7/QC2C/mN9AwBgKKcCA6BXA0Omlv6RjT8Aw7Bu/IND2vqgESsBgs1TAQIkUwJD0yL98V4bAQDONvyC7XL9U4X3Awj6YwMxNnMAgbkPA+Fg1wKDuWsCQ80DA8LCRwCpSjsAwoE/AYC2mvvSx579gGXa/AMN+v0DtksBoMfe/lEaQwBxPecDuPZHA7KdswBprnsDYtBXALEgDwIZik8CotC/A+CC0wMROLcA43qe/ICDYv/DQwr80RWnA6G55wDAhCMC0KWzARmGtwER6jsAQqpe/DGGJwEAta8CARL6+GcGEwB4UyMDQweG/8LiEvwBaeL8QY4e/cLt8v+Bcb79cYH/AENrJv2h5k8B4ZOS/bMYqwGC0N7/ovpPAQABMv3JbiMDAX5TAyB7VvwSClMDYBXnAIIqgv/ilksDQKpHAkFFuwIAwuL9AFpO/qOCmwDRPJMB86R3ABpaGwIBIQL+mqobADgIBwJh5379Q2iHAfH4OwBxkBMCITri/4HpPwHild7+wIqu/kGEqvwJSuMBu6IXAzAMIwHCQh8AYvx7AoPxzv8AERr+o0sy/5EGGwKh0OMBwF5m/OKkTwMBgXb9+dgLAAMZWvxT8iMAeK5LALiyUwBj4nMBMw03AgEKYvxBvR8CQTw+/PA2RwDyzk8CYjMS/FHcOwLDioMDwA2jA6B1PwGD6QcCIpYy/2AFHwFibTMBcdErAkCufv1BYzr80FgnAZBEpwNAfYMCYwkfA8Js4wKbwr8AUN0nAkJvJv5BRa7+43NO/nB5LwCDZqsBGlprADjWQwAbvjcA2AYnAWKecwOpqj8CgOMrAzC6NwAA5sb4Upz7ABm2SwKTxj8Ag6hLAeKswwGBi1r84nKq/eF4KwIDSXb4Yve2/KCpewCSTisAQMBS/QE6fvoiWpMCkNHDAgM+BwIDBob4G5ovAaIWUwIC2eb40hY3AcEiQwKhJn8B+3pnA4PfUv0BYp76C1LHACi2JwCqLm8AgAZLAsHWcwGw3osBEtw/AtBYKwDTEr8BoURHA6FRAwEj1j8Bgx9S/FO6RwECiML4QVvy/wBxGvygNbr9cPzbAUIxNv6BRUr+gHVa/4PBQvwQ2DMCYAgbALP0DwHirQcCIIJPAAouTwHTmgMAwRoLAeMc1wEzPicBoKzDAWBYVwKjXE8D4vBfAkPY9v4CTQsBA6RLAFCI0wIBdDMDqRpPAjpiOwLhdZ8DYRonAEChnwJxuecBEbDbAAHnTvsgTJcAwHcu/Qt2QwNYFhcCwIDjARPKVwELzc8DkSsbAsFcDv4R6lMDQWJjAQDmhvnDEkcBI3ZfAYPq/vpReocCMN4/AjPKZwPgAdsCoIh7AkNaKwHLvgsAADbG/RMKkwISMIcCY7O+/mEWOwGwNi8AAbea9aCa5wAR4j8CElY3ALEvmv2ihTsBAATO+PKuIwPSBiMCU+YvA6P41wMB/gr4wtva/gC46vlhPiL9oXQbA8AINv3CCYb/4Mua/EOwuv2D2nr703mHAyGGZv7BAb7/ohRzA+hNAwDyJEsDQDe2/XBGRwFwUksAYGhTA/NVOwEyggMCglozAAEu0vcCayb5SnYjA8iCVwPJ8i8AggI7AZKYhwMgvJ8Dg3Pi/XGyGwKhilMCgHv2+oGwJwABxG8BQWpu+wC+fv4CrDr54xNu/HDZCwChjPsBMBmfAZKOUwEDikr5Aifm/sFETwL4jHsAUd2jAjMSDwObjOMCQYom/ONolwAAzDsBgt1TAABYJvmIEj8DAUf2/fkmDwHhRDsAAl4q+gBNovsL8DMAwpAnAcMdVv7I7C8CYmR7AyGY7wDjxi8BWyoDA9NQOwPjQiMDcIRTATIAfwGRFF8A89JrAQKREwEScTcBuJI7AKEsFwMRmfsBI1zPA8PQIwEhHm8CAw9G/HN5NwBpvucDU70PA0sGOwKBM1L8m5pLASGQowCDguL7ASLy/QBK6v/ipFcDA7z+/IO8qv9ghF8AgbwO/iAcEwIBQFsAEygPAkNjdv0Di6b9Az8I+wLIyv8DO0b8QXKI/cHgnwBhAtr/A1so+wJd8PkBpVj5AURY/wAH/vkAhzT6AcsY+MDdQP4A2q73o2dS/CCD7v8CJFD9w492/EBvfPkBGyj40FBnAsFUMQOAGA8Dw+RXAKMnhPxCpv7+otDS/8MjAvyDFnb4Y/QrA8AiIv0ClSsDYbAHAwGMAPyC71b4A682+cAgUwAAdbr4IjN6/sLISv9B17T9gOTO/gB9PwKCMt78gOOu+EHuCv5DeJz/oDsm/sAE5v0D+5r8ALU4+UNq0P+hH5z8ANEO9MFSWv+Bqyr9Q99C/8K/yv2wlFMAQgs8/ECS9v2Bbqz7wv6Y/kAWTvyAM0r9wNBC/kO9VP0C7H74A5ZK9QKS0Pji70b/osA3AAHwvPaCwkL4o1rq/YAL9v3QFD8Awvc8/IMTVP2wahr8AyvU+SFXKv+Brq7/4MPK/APj6PEwHKcCAEBHAdPcowDTaDUAg8FO/AD7LveAc4L4gxGS/8CKUP5ASHj+A1Jy/8KLwPrDWFr8A5dg/8IHoPyCEHb/AVBq/UJT1PwRGCkAICQVAqEP7Pxw6BsBoCKK/AKwMP/D0mr9gBnA+cBQXQJjG5z+opcg/pGa4v8y1AUDAZRU+GDikP4AD5j8wOpO/YJOivyDXhb7EX6a/YKJXvxDIFMDgOh1ACLMWwKDSzr+g5FG/MI3nP5h6/z9AGgpAgP6Ev4DoHj4g1Zi+KN/Nv0DHwr/QoPu+8H3Ov2ymm7+wXD8/YBu1v4Cgsr/gxQQ/gMx5vtjbKMD4pMu/qMXkv4Dnnb5AeeG+AKQWvsBc1b/wynQ/8C03v/Db1D9QE+2/AHdPvsCg0r9wrRC/QHZPvgBI7zuwn6o/AFOlvrCM9D+gOro+eLGXP2g/Hr8glYM/2DuMP2AIaj/wzS8/MNaWPwCg8zqM7hXAGCoPwGjR2r+YZOM/hAAYwDAv3j9g4cK/1D25vzCY/L9cwhZAcD0WwMDycD/gtww/sLvBv4Bjgb44tac/sI5UP9jQyb8wlYm/8M3DvzA4zj/Adt0/kMUXwAB2UD2A8IG+ACCfP9C/hL/Q1i7AxFcrwHi2D8DgkXo/2H7ZPwBAvT+AVEjACJ1Bv6B5EMAojhPAAHk/vviAvL+wqby/AGX2PVhB17+gFNO/fIETQIA5170oHIq/YGuFvrgnD8DQqCvAQNo9v/DfU7+gWKm+SCLTvwBcrz7giK4+cMSLvtBkvL8ALZI/cFAuPyhFq78AsA88AECoPeD5Fb/A6Re/gM3+PfBozL/AlBi+wFU5vhDUYL8A8mq+BNb5vwDNjr2QsOi/APx+PuD2eT6Ma5I/gFCGvhDUqj/gSXE/UCtvPwBInD1AJiO+qOrVv2j3xb+wfkQ/AOUHviAQFMDgl8q/aLzlP6BjED9glBm+CMzSv9AgWD8gny0/gCG3PaBnrb4AGeU+gLyAPrB5gz848gLA8GKUvmBUNj/4xxHAqCkYwFBZE8AA4wY/CBz5v3D/dD9AfBs/gG0TwOg8FsCoUFY/CObAv9hjFcDAVCrANJUowIgCqL8gR/g/4J1FP1C+kj5gaV8/gLIKvmgS9D/YSMM/ABndvcCt5D5ACOA+gEo8vkAjib5AxuY+YCuXviyTL8CQEOg/eH2yv6BX0z5A1YI/oIr4PsA4fj8ATvk+EHhZP2hB/b+IxfW/gCm0PQgHXT+A0Bi+0APgv4j/uj9Q1RLAXLAVwGDYtL9wFOQ/IDtUwNgXvz+44qk/QIVxPziofj+ImJK/APPKvtycBcBo7QHAYI7Cv4DkML6AyMS9EOj+vxhD5r/Aj6s9IEUmv7hNLMBw/ivA+LCkP1jLmz+w25o/APtxP/iKJMCgZ5g+AIoCvbA4mz+gnQM/oOfwP3j9OT/gvl/AcJkrwMBXLsDgNyvAEIIqwACMKsAgAp8/0G0lwEhqF8DsnhTA4GQowGACMMDoHTDAwOslPmifIEBY1c0/AN9JP6Cwwr8gAt6/IBrcv7iFib909ZW/cDI8vxDnzr/wwxm/xJIfwPQlMcDYWZC/AHqnPMBdcb8YtPQ/mO0IwEDf2b9QuMW/AJilP9BE9j8w8Cy/vMg1wJC42r8wrM2/gDvTv8hL0L8A26++MCP0v0CaxL8UByvAEMYmQBiPoD+AVbk/CGe1P5CCuz80cSzAILZkv97/AMCAxs8+cL+9P0Aoab/A2sm/sLROPwDIADwALEa9wJ5RvrhToT8g2Tq/oCimP2hLpT9ITzi/ADOHP8Di1r/YSTC/4OLMP8DlFr/AY0e+0EsEwIBnVL8gK9+/AIMmPpBGmT6Ib+a/3HvDP5Bjv78IEzPAuAD4PyAPnj8AtYe+YNv9vuCp9r9gxfW+OGq2vzBau7/gkL6+5LkzwODvl78AU/e/gBy3P2B6hb4APpI+UE7Bv7Ayoz/oQZu/wGHzvyDHnb4ApSa9DGYqwIwfDUAAQMk8cNvcv2B8uj9goww/AFA1u4AT4b9gPlQ/4JEdP6gcs78Q4bc/QBihP4BoFr9Qyu0/MOgjP1gWrb8AU9y/ANMfP2j/jb+Akom+cE6lP1BESz+QCxI/AK4EvzAe0L+wjs2/UNIAQIAfnr24C6i/0LS2vwDgdLwAGhW/WKKrv4C1v78gZik/oNfUP+hVBkAIwylAIHxOP+BNAEBgaE6/8OhIvzjiWL+gzg5AEFjmPzAJ4z9Yyu2/1E0oQPh6ED+A6hm+sIuzPpCI2z/QDLK/IKBkv1CXoT9A378+ABIqvbQoE0AAdUs+oKnzP8AQCz/0rw/AgGkAvuDO6T+AG2s+eGUXQJi5GEBYx+u/SMajPyD8kT9wmcY/BDPqPwCLKj9wMC0/oOArvmA6aT9QvJy/qCIUQPh6vr+Y4a4/SOILQJBokD+AZqk/gP3gP0A8Xz9sAChAQGlsPyjHTsDgsynAdO9NwFh2T8D4o07AdNVOwGxZTMCAmkzAqNdNwHBUT8A4+U3AYPdOwFiTUsCIhtc/+NqGP2h8KkBAA4Q/+LqGP7AG3T/YipY/YNOAP7AhsD9IO4Y/IFMMwOz+KsBAyh8/YFUYwMAkGz8AM2M+cLnWPxDBqD9Y3A7AWIIqQICuMcDQe9g/gMvGPcC/Aj74LxjATKiGv2AWdz/IQ+C/EIChP6DzVr8QHXA/1NweQJAUW79gqFm/4Ia2P3jYJkBQ78C/aPQWwPwJGcDw18S/SP0rwLDUrD8A7Do/4JkRP4DL4T0A5nA9gAOHvoCACr8QDbW/uBq+vwCqED2Ip6c/AFqZP6RooT/I14c/4O9+PyBe2b8A1oW9wJ0kwFg7JMAAnN29XO0qwOCwEr9Y8BfAIOIcP8iRFcDgWivAcMUWwJxxKcBADXi+cD9IP5C1ED9g+d4+gEflviCG+r7IpxfAcHqpP4jH8j9I3Ni/4JpLv8CW6j+gMug/gHTsPyBh7j+Ae+s/wF1UviDUOL8g2TA/wAqOPiBBEz6QDSjAALMCwHh3zL8wg6m/UIwiP3B+uL8ACH2+7BAUwPh7y79YECPAIOz7P9Anuz9gJi3AwMgowMByK8D4GDbAKFIwwIC8L8BQZB1AOGE3wOiZMsC4mTvAOFS0v3zdpr/AAIC/YFimPyCAEkDgkW0/UFXwv1h44D/YJY8/iEALwPAjrD+AczA+QF+wv5iMvj8gvCG/gOYGP6CyZT9o3iLA0BsTv4DU6L3Atdw/0Jsov9AX0r8EWiNA0JPuvwCSDr8AaDY+JN9QwIB0UsCw81HAcPtPwIhHVMCIblPAwA5RwJytTMB88VHAMBpPwEBbS8A4oU3AfFpRwADzCb+AWUC+IC3wP1jCnT/Q7OA/OLW/P1C2H0DAOuc/AFMjvoBBNb6AqAy/qG5TPwAjl76QBxK/YBWMPwCp1j9IRirAcMUqwIKkBMBATas/cBw+wGCfPcDoDT7AHCM7wKjjPMD4ZDzAjLo2wMC1OsAggzrAKE41wETOPsBwuTDAoLG5vjB7nj9gLG6/ULYtwKD6cT44sYk/oAkKv5B51r/AQia/ALWrP0CwkL5AB9o/eDs6wKgGJMAI9hzAMCqhP6DcqT7AEGg/qArvP6wlDEBAZ2Y+ECr+PsCZZj7oers/gEdvP/BHnT9YMc0/WGcSwDBeCcCQ9r+/AKgZvxDIGb9AmuQ+EAF7P2jLMcCgSjXA8OwswJyMKMBg/NQ/wF3BPmjqBkCA45s+gCMBwFjxyL/Aw+e/EPxNPyBYvr/gZjo/IDkqQCjgA8DgOwY/xM4BwFD0B8B09AvANGkPwNDBB8CoSgzAUD4IwODAC8BAGgrARFQGwOhUBcDQSgnAuHYMwHAfpL8QQ6a/EBZYP5CKOcDAEJc/0BW0PyBubD+wHry/sIlSP/gX279AicC/yLLqvyCrw77ARE4/wAvYvwAke74wj1M/GJXPPyC4HsCwGFc/wAxcP8A6Pb9gUwq/JDkYwKC6EsAQpca/yBQUwICIyL3w3N8/qH8YwFTFNcBAd+K/qA4xwLD6NsCgQtQ/oHsmPiAwHz5QHuM/QJEFPzDN5D+g5hQ/PGQnQCiOJcDANSY/ZCcjwEi5gT/oPeY/YKrqv/Duor9gR6K/0CSPvxD277+IfSlA8M+Iv9BQ0z+gseK/4BksQLi6zr+YLdQ/AJIGvjDTSz9AosW+QFiaP2B+JUC80hFAcFvgP0CHUz+AakK+gIpTPqgT3L/0KKS/viIcQCBNur6AqlG+AP1fvsCqiD6Qf60/ICZIPyh3pr/Q4uc/iNPev4Axxb9Au64/IO/ovwSbDMDQagjAOKUmwGxNJ8CgUCvAQCspwPBPJ8CQGijAuLwqwASNJsAwWNS/QCIHP/gVoL8oxUzAVIVRwIDTVMAscVLAEBRUwPDOUcB85UjATAVPwAAMUcBA607ASCNXwLTiUsBMzlLAgHULQPBD6L+ATDy+LP0CQCDY8z+Yia0/4CgBwNJRBEBA8Is+ADsCwMAFA8AgIaE/KLjxP4AsoT9gkhe/oBD9v5wvAMAk5KM/+NjcP2Dbor8wLdU/0PLbv1AaA8AE8BXAUC3Fvwjm9L/ArBPAwIBAP7i4TsD0tBPAGLJOwGziUMC42VLA3KJMwED1UMAAY1LAwPFOwHifUcCglk3A7KRNwKAqhT9AG0A/wHrWPxCj5z8AwHc/sG9kP+i1EkA8TO0/QN2WvpgyFECorta/oCpRP6hcFcDYjpS/sIUPwCiANMCQh9I/VMgwwGDVXD/AnIa+kCkgP8jWo78Ai8k9gKoBvoBFMT7QKrk/8OfuP7jN0j8sOQVAmNzHv+DJ8T/QJyJAGHHtv+Aa0j5Y7Ok/Tp0PQABrBz+ENg9AQBDkPqDS/D5QCKa/QCUMvnBdZT9gWWY/cBw9PwBopT78mghAYGLmv9jrHMBAEG6+5BMEwFjZ1T+glfi+QKxbP/gcAsBwVjE/iB3pPwDABDpAOdm/AKFOvoDBBsCQOl8/KNySv7ApzL8A7/c+AON9PvC6WT+oe9m/IG+FPgCLDMD4RghAYPqvvnD4qz7oD+q/oJbjP8DOL8Ag8Oe/kHAowNTktz9OGCNAOFfnP/A5C78gACXAiLIowDhU+79oZ+8/aEsPP6g06D/wfRVA4L0dwCCOND+wQLy/kJ/NP9hR4j9ATPE+WOa4v8i9FsDwhRPAwFDQvUA31L9AjEW+sNrCv4Cc0L5gSxNAAK7HvrgZpz9g7BHA1HknwCwHLMBsFgjA0JfjP4iuHEDAsFs/EMOvPwBbaz14gre/WKKfP2wesj8w7/A/oE/jP9hGIsAAzmO+MCHWPwixDMCQ2BS/6AENwMBTIb/AYRq/3H4nQNAO1D8g/uG+8IVCPwBg/bsguUI/iEfiP0CYFr7wqBI/KChKPwC6mr08dgLACInavwBTFsAIgO0/IAIIwEgtBcAwfOc/yLwgwDwoE8DgO5A+4ByDPrA4Yz/UeMA/UDGmv3hovr9g2lE/cM8wPwCtEj4MGSbAAJUdvRirJ8C4xf2/ANCtPLDHKD/AVss+8rMCwEDxFb+AMxe+wLJ2P6C0PD+ALmq+kIUVv1Bjp78Ay6c9YOriPkAkUz5gZAU/QLmOPeiksr84eChAwLvMP5jF8r/YFiU/mHzkP4AViT2A45E/4FW+vgTZK0CAQEa+sPcpwDjvIkCAWz++6GgpwIA+IsCgnGo/4BD8PrgcBsAYWQ3AZD4gwKgwHcAo+4S/QH+hPwiujr+Qlyk/kGeWv0CdKT6wh4G/6LUUP9BzFb/AI98+gA0yvlRjEUDIgSxAiHseQNBBCj+ASgpAcOmLP5hUgb8gusI+2CT1v1QHI0Agu/Q+YMgKPwAkkDzAKT6+YPekvuDihb5QjxBAgBxQvmiY0L+g7m0/4Psnv+CWB7+Ayd89AMXMPQBwR74EQSvAIIN3PwBzI0Dwcos/nCsnQECBcj9wCBs/6Iq2PwDGaj2ke4+/CD/Gv0g5GkAgWqu/8EjaP8AHLsAA3Ai+2IpEv0AuKL9ARLy/MFt/P6AImj9gyBw/AKAjvACMHDwg+C8/CJYZvxC5r78ALhXA9FwEwCwSK0BAAjE/QKc0P4C8sj0AuYq/uB3QPwDvmr1AlBw/AI9yv+AlLcAYfrC/QEsav5j15T/wbiE/wAguP+BW9D9AL1m/4Ly2vhjZr78A68E+AE2IPbim2r+Ag2++AGQwvthW1D+onOm/UBEeP2BB8L+geS6/oMzqP5DXi7/A/xe/MFLKP0xxKkBk3Og/WOMBwCC1hL5waATA9N8FwABQU7ygE+s/IJ/Yv8AfsL4AA4S/gF49vzhciL+AEYs/MFvLP8Cie748haa/wPaAP5jn/L/ww72/qJseQOxiGcCArBjAAMmWPQDrWD6YXs4/ACiJPbDsoj9I5MG/0LnjP/ClGz9Alg0/wO07PvijJUBADiVAtOYkQHBnDL+AdE6/gIgWQGja7j+gACdAKJYbQPgV+b/AfCFACtQkQGDtzT+Ib7y/wEp1v8CdvD6gANg/wAyRv/CMyb+w36W/MMHmP7gZiT+QAcq/QE5DP3g4+b8Ath09gLT6v8C+Vb7gG36/AGzuPWBxgb7QlrO/ALamP9j6ir9g0fI/4AiQPyTYhb8A3sq+cLa5v7APLD+oHoU/kEtOPxjs5j9IDBRAgEWPPiB2qD9A336/APKYvoBg7r4YIAJAoM+7v7hZ6D/giba/qBjePxCy+z+oWixAEKJPvzDtUj8A4CK8IE3kvkCy4T+gjMm+IMDUvgBgkj54xIQ/MGAlvwB7476AZ48/EPhzP+B7ez/I65M/NC8NQLBJ5T8QnHU/4H9ZP8AQ7z+AHe4/MGYPv2At+T+wHNY/wA7Rvix1BcDAZUA/MOY6P9hp5z/YT90/4CDzP+DVHr/IVZ6/0N+qvwCs4z8AKXc+eNGRP3BL9r90wQrAAAIGwEi7sj/gQog/IO63v8DJr7+YArC/qKSEPyAb2j8Aj7K/YFHnPrB8JD/Q9QO/EOl1PzDXzb/ghb6/0DLIv6CS3r8AonY/8GzUvzg+2r+gu8m/uDGGP6BMFcAA1BbAwBIaPoD/Vb5A/eQ/KE3wv6hqHkBg3Se/cI8GvywNEkAIZPQ/eFsWQLRxEEC4dhhAAIghPBBFKUAYBg9A/H6tvwBvXr9Ag5G+UIzVP5D65T+w2LM/oLzGP4Cd5z8APo6+oNzJPwCzsz/Y2ro/gFw6Pjgq1D8AWB2/tIobwOAAar8gVQY/0O2PP9ClET8Au+i9mKspQPBxEsDQwvc/oNAXv+AVK0BwTCC/IHwUv7DnoD+45Oc/iMUWQNBxoD+YpOI/cH3uv7DdiT+ASwQ+AIWhPgBQz7yQorQ/sBWsP0Cjnj8A7D480DrnP+AMyz+QqKs/YALEP6A6Yb9MLhvAZEYbwE4/EUDgiaY+4LN7P6BikT4A/Q69uDsVv1hm0T+gaxk/SNQIQEBsEr/8ghbAoDcuPwBQ7r2AaMe+wONqP9A3HUAgT7C/sNfOP4DbA8CA4ZQ+yOT5P8ARvb/Iy8e/MKQSQNCgfz9gero//DqOPxDyTT+gymk/8EMBQLhMC8BMhAnAWHnEvwCzwb+AU84+HM0DwIB2HUD8rhnACPftPwDdEL/wn+S/YHziP9BYo7+A3yRA6JaMv4jkj7+An9Y/sJGOvzCRib9YjFDAuIRQwKiz1z+UrkjAcMKov0ja0D8w7xc/cAYIv1AT7z7gF4C/cIOfv4BGeD7YLOY/ELEOwGgNGUDsuAfAAIRWvbCK5D8giO0/yAa8P/jZFb8MXytAuEyZP4AK8z5gC+E/4F2QvniM6D8ItdQ/AI4/PxDw/T/oUu2/6FiCP5A94D9w8OA/cCTpP9ia9T/Qz+A/YHvuP9DRpz6A/M4+ANkSvkBwzD70wiJAgODpP0ANE0CI/JA/QOCJvhhL4z/AoOs/cNLnPwgx1D+AwwTAKHToPxD6Zj9IRhtAgOGDPbhGAEAoQSTAgNryPrAQBT8AoEm6kEiJv2B7KECkoxrAoGvgP9B07D90ztY/mFnqPwxc4j+AMnc/iGG2vwAk+T8w2vM/oPTxPxBOOD8QrvA/2IHaP3B9tD/AWlO/KGTLP5AsnD9Q3yFA8GeXPwDW1jzgKZ4/sNHxP7Atmr8oaBzAdPOrv1iR4D8I8O8/kBcjv0hOn7/AtW++YEnlPwDKTz6gyeQ/0I9YP5CDJsB84SPAQNZAPsxstb9wwYY/wA+fPpht4T9Q9uo/sFjNP7DGRD9gpQa/8D7YP4ASbL6AHdm+WH6ov1DiwT9Yqtc/AGBnvYgYEcAAdpm92PX3P1AqI7+AtGI/ABhVvuConj7o//A/PIUMQIBUEr9Q55G/gPG7PmzdDEAgaYO+gHisvrhn2z9AV1s+aE/RP9hR8T+wgc0/QPHNPzgNIT/IYs8/OBuwvyCc5D8gY+w/AJOov6TnD0DA+9s+gEwQPwCxwj4AtDW8wIokv2AKvb7Q77o/QKVZPhgby7/wyN4/YGqMvwDDEb5Ag0W+OJUmwLgEzT+I9cs/AJjWP4ABOr9APxS/AFxQvZAb2j8Y6Mm/gL0bwIAV/L0YYxfAoJlePxzdIUAA90O+GHHMP4iI2b+8MgNAwCpQv2j5tL8EZwlAcIMXQEBVVr44p+E/3NP9P4ieDUCYWfQ/oFgMv9BMur/oNle/QMYkwMBrMb5ocf0/gHgVvvDN9D9Y1PQ/oI36PsCh8D5A/BM/LGQGQICsuD+AnuQ+4HPYPlh14T8AOzy/sNmxv0AyA0DAqpa/CO0MwGCeoD8Q+htAcB75P5id9D8Awfc/AMhnv+jWAT8QpvM/eAshQPwbKkBQaOw/MFf0PwArjT0Q5h5AsEQcQCx2DkDgL+s/QLfIv2C+Bz/QjMw+cNzuPyDV+D/AcAlAuJLUv3gF7z8wguy/QHQ7v8B4Er+AxV4/oMD8v4BUq72gZdK/YArnv+AHXj/A6Mq/8OXav2CU1D8wkcy+wNkBwJA50L9wcY0/+NUEwBCF278gLe8/UIQrP+BO1D9g7TQ/MA2MP6C4PD/gayO/AG6dvjCesb8Ai3e+oFmKvpxxEsDgFsy/YAzVPvDdCL9wddu/ILHtPzgw+z+Q8Ly/2KblP7Bfs7/w3w+/aL+5v8D/yT5I59y/AMkavujb8T+Ax9G/cInYvyDGDEDgtlQ/gFl9vrBl6z/gqLE+QPfavuB1nD6AKYI/kMOgP+CsA0Agpes/kOUJQJDI078AB8Y/APnuvUhd4D8gQW4/GKbSvwCQTztg2l6/UMPJP7DFRj/wAdE/wDrVP4Di0T8ASaE/YIwDwNDqDUAQzCfAuH0qwDhN0L+wLsy/MALVv7j6uD+gkTW/gOvaP+C1tr+AgNM/APUlv9BAUD+AdAZAoKJBP3A737/A/kG+aKjJvwAMzr9gZ9w/0FQwP8A90r+QfmY/AODPPGCQ6T+A7O+/MGjPPwAPKD4QNAJAWK8VwBBg6z8wAdW/QNLcPiA6ej8Aiic8+MaVP+C4rD6ortw/QDTQv5ivzL8Aidi/wKmMPoRvK8Ag3Nw/ANDvvTBk5j+wwNK/sOesvmAKIj9YANS/oOmyv2jOyD9Qsbe/cJ3Rv+hL1b+wiNe/oHv6Pvg62L/QPba/gF8tPixiC0BgNkk/IPDXv1CZ5D9A+M4+AFz1vNAV5D9kpA/AHNcCQPDj9z8YcOE/BFQPwNCSJECgtTY/QI3Xv2gxAMAIh8I/AJjuPxBLyL+AMtu/IFfGvxBH0L9gWs+/cGv2v+BA7z/4L96/vO8ewODW8j/AHMm/AMrXvaDDx79Ql+Y/4GAjvyDxcD9Q2by/EOnKv8Dl1784KM8/gADzPpBPDz8oqrC/wBjRPgAO5bxQxb0/kIDMPzCAx7+Qeck/1EG9v4DSOr/ArFQ+sH3PPpwYhz8AiHw+aGDPv/C5ur8g/8G/QGIsPwA/pz0AiHI8EB7bvwBcaj2QGs+/IM/LvwAs0b+4dL8/ADB2PcApDL+AaOi+sH/mP2Bf9D8AwXU+2I2jPwBSqD9IsvE/oB0XwMB8rj+ANw2/gMOTvQD50r9AxPC/wD6FP/gDD0Cc3tM/gHLAPwDCyL9IxzI/wAPUPoD19z4AfUa/KMekv0Ad7b8wT8u/4FmKPmCZ07+IVOs/0DsQPwBnwD/49wK/4GB+vnCf2D/YxM2/SCKAP7CUyL8AvkM9uITdPwBvt78AisC/OOwNwBC0wb+gI7a/ALXIv6AfQ8AQQRjA+CcbwKB/AcBQyYq/CAV9v1S8TcBI+nTA4NB+wMTCW8A4sy/A6EZ2wPDIfMDAWnHAAPu5v0g7gsD4zhjAwBlswGBpkr+OwI/AoPqQwLysfMBwQmjA+PTYv05eh8CyFoXAECwswNQBQsCgwNq/TBx7wFB0eMDUSCDASFx9wGDi978y5BvASDMkwPCUor98pXzA6KR8wGZTg8DgmYXAYveHwMTwgMAUpBnA8Mt7wFg0NsCkbi3A4huIwOgSHcA4wHvAKseCwOAEN7+g4CvA4PMtwMzGgcAQlIPA2MYfwJwNXsCY8oPA1Ebtv/T3LsA433/AQB5JwACAw7pMbCPAwC2CwHCZkcAowYDA2G0vwCCegsCSgIbALM59wOgVd8CeU4LAfs6PwNiDlcBwDUnAEL2QwCg6f8Aw/jbAHOGPwMDMAb7koZLArKN2wKglW8DwJ1TAjOtvwMQEgsBw+e+/uEu6vxggAcCgM+m/KMpQwDCIPMB8oHzAlH+HwMBEdsCQ/1fAPC1PwOQWgcAM5nTAiLpawCDDcsD0dIHAgGh9wGAxgsCEzHzAACGQvRBBHcA4loPAdPDZv8AcO78A1Ou8jDkPwPizdsCQmJ6/7AZ6wLjdUMBgOjy/XHM5wOhuX8BQ/la/2NEUwIAVS7+MwHPABCN/wDhGgsA8/2rAILrOvnjC278gq/O/LPeQwKjxSMBA3g6/AAZ4wNQnVMAo2lXAwKRcwABydL1wcVi/NFCAwAA/LcAIMNW/QL7HvwCzB8AMrhTArAZUwCB8PMDA3Xi/sF1Yvwg5CcD4Khq/wOfVv8C0/b/oO5PALKyAwHT+gMAwogXAyPKSv3jFfcA81IDAlPp/wCTjfMAsLofAcAwRv6BQN7+wMqq/IHz4v9Czf8AYoXjAyGSDwHhK6b+gNd2+0AdtvxT2SMCIMEvAmCwxwGC7wL8s7VDAuNU7wDz8AsAYfYDAEInUv6BCesDKdIDA8GkHwBTQecCcBYbAUKI5wFhu77/gDHTAeOpnwNizPsAwZJG/INzZvhCJI8A4tZDANJiSwCRId8BgYVLA+HkcwMCaTMAAzte/vKcKwNYzhMAYgNm/vo+AwLBPhMC853rArBZ5wNKLkcA8RkPAlrMvwEAX+r4AmK+/eJ6Qv+RUjsC0bwXAGMSOwGAui750fYDADCuAwGQfeMDYqn3ACC2Bv/jwgcCAxF+/HDRxwFAU0b+UaJLAxPI3wNiQTcDoNlHAFGIqwOBQMcB8Ni/A8O1bwPiGgMBApRjApMMAwIiDa8DQUau/2KGBwOZ8HsBQ/DfANI4gwJBzRr9Q1FzAQHdcwMgauL9QaMe/bOdRwOCyH8CAsGjAVC0RwAiv378+C5LAsNE1wMQvksDQRwzARPNdwGBSM79IgGbAULFFv4DE1b6yD4DA6MNnwHxcPsAMzmDAsEBXwGClYcBYAmLAqI8nwOBT+r+gQk3AgFOSvQCRML/om3fAeEMxwODVqL5gd0zAODwBwLBtdcAmKknAUPKsv7IMH8D88n/AUGUyv4AwS7+UCAvAfMFVwPpig8DETXzAALx7wJhw+r/4n2bAAI8zwJDW4b9QMCHAqBQdwAhxcsAYjUzAPAZqwECdn79Al26/qNIFwBghScCmAJDAwLvYv0BjJMAAxgm+YC4wwLDQasDwWgPAQAV8vmBt1r8AWCm/+OV1wBDhHcD8STHAQKy6vxDyVsCAcS6+cOpQvzDqNsBcQ1vABD9QwL7Lk8Ck4F/AQKM2wCCMK7/kPYLAuAbdv6DnSb/8CELACMqDwETmicCmH4PAwCsUvgBfl744Gaa/GK7Jv7CJcsDQxpm/xCZ7wIAfnL5w5Sq/SP0vwHgKK8AAJIK/YNaCv8T/KMCmfyfArKswwLA2p7+glOC/sKV8wKizMsDoN37AAGd8v0gkb8DcW4HAwNVpvyBB978oXpDA6qsawJCzyb+Q3ErAwOI7wKzyDMBce3rAIN6QvzDYgMAoOYbAYP5nv2icg8DoUhjANFBzwCQjj8B4OTfA0BkswBBNUcBgwvi/UPIywGBpfr/wIlzAgANAvnA7WsDU13XApB6AwMATab8AMdm9YAtlwAA0cL3ESl3AoOULwKSDJ8AItwnAeNHsv5SRUsCEVSPAFnaBwHxLf8As13bAUKTrvzg9TMBM6FrAoBK5vwARkL1cWkHAkIuEv8DYksAsEi7AgN9Fv+QBY8B4AOu/tOQuwGDl97+Y4CzASKzKv+hoUMDAjue/qEruvyyKCcBUwdS/9i6HwMzDIcCwSES/MNf4vwCimL/ALum/UI6RwHAUfcAEvIHAsNuQv3g8QMCohVvAbJAiwNSuUMA4MTbAwCipvygQVr8AL3i/2CrPv5Dfa79A8W+/8CshwCRLC8BQgnzAoNSEvvCmm7/oEivAcJr0vwAzYsAsBz7AADBoPGiTy7/QDMS/gOfovxadQcCwgm7AEJh3wNDJScCYWjXAKKbtv0BU/L9g4rK+gLXwvzCw7b9Is5S/gM9xvgCj77/MbiLAzq6CwOr6gsAQFvS/VyiGwII1gMDskAvAiHjZvwC7CL0Y1iXA8EAWv7BWAcBQCwvAkNlrwNijGcC8gPC/IC/lv7Cy0L9g5+a/KG8IwMAn+b/w99q/rGsBwHj+B8BQ0vq/CAv2v2Qm87+ERF/AIE1rwBAaT8BAkdy/IA4AwICn379kf4C/wHtLvgBlNr/QQiK/cDcBwIBQ+L+gYlvAQFiHvkCUJr8QuTS/hIA5wGT3xr+I/dm/4Lxiv2DGob/wl5C/QIcbvwA9gr+oAfS/MDAgwIAHG78oKA7A8DZ3wEA6O7/kkkzAdAI/wNhVKcAg202/gPF/vgBB1r3Qd3PAUJuEvyD4h76I36C/VDoMwHAZWcAYXYu/sLFhvyB1Fb+wRA2/YKGTv2B/Ob9g9nK/WP77v4SxfMBoUQ+/IAJywKC91b+QCtq/ABQVvoju2b+Mafm/0IH/v7By4b9wQ3nAwNI1voDOab5gBD2/EIkov7L2UsBwmWi/MGUSvyiag7/4hye/4BOxvzhwecBwvGTAwHyLvgDjv7+Qgb6/cIHYv4SFAsBwIx2/eCyCwMCWC8Cgnt+/tnllwCi9XMBY7z/A/HYywKCY+L/wURPAeMPev1j12L8Qtei/4ImQv8C1vb+onSTAIBi6v4BJ3r6AYJG/6HWLv9S8jr9gOHPA2EoywFpuGcAAAK+/uGi1v2CkMr+Aa5C+0Lxuv6Dxl74wrte//ATcvwARY8B47GnAqEqEwMDVgsCwqfG/WC6bv8QIDMBwhk2/0CI9v0Cvzr9wYNq/eFrmv7gWZ8DAD1i/MHrZv3yYVcDE2IbAuNjrv/C7OsC4vDzAfKYBwKQfhMAkTYHA7hKEwOAhWcAW84PAvLF/wEBxAr8IDXfAIIMgv4DGOb9kBV7AID0ewIBryL8Qku6/kOHov3SwW8AA66O9kAtkwPDg4r/QDF6/KJcCwJBe/L8gk4K/1hoMwAALh778EiXAANv8v3ABF8CAr92/SDGwv0BS9L9IJ3LAwDUAwBAGqr8EwZHADn9gwHD3db/gb1fAaBtewIhwQcD0ukDA0B33v35NYMBOcYXAAMKlvSiHU8AM8DzA2Gbvv0gNPMCUky7AgBQKvvggJcBI9GfAUHysv2zhi78Y3a2/0L58wLiGIsD0fDnASCXQvwBue70gZTnAQMH2v2DvtL4gagPAwH0Wv8wbZMCgunrAKG4vwJAGC8Do1uO/OGrpv3Bwv78Ak4y+GJIpwKgpT8DYY5i/uJM6wMB0TsBUuQDAvDtuwOgwTcBw7pO/oDCVvxAdnr9ASpO/AEVwvgDF1b2Ap2y/oE7qvxArkr/Qv16/oOtivwAkub4gcVvAwPrEvkC9+b/gxp++YEhSwMR8esBg1uO+gERXv8BAlL4M53rAtHBjwJD7ecA42QjAYFJ/v1B3sb+A4QHAoIMEwCxjLMCgfse/pIxcwMDFab8YTkfAgEE1vpCR8b9YGgPAYPytvqQFhcDkPam/EHY5v9iChr8g3XO/cLiKvyBsg78QMFXAeCY/wIAmpL5AxMa+pP1zwCRPDsDATbC+uICAv1xPVcCgj5O+IMs7wGALsb7EPlfAkBqqv8AhlL6wdyjAlOdFwLp4GsAMyVXA6E5xwABXJMBAvbG/MPmqvzA5DMDwKau/UFoiwMAK0L4gsuW/AIAVOhiFCMAgtE+/KGntv3DxSb8grl7ALJM7wGSuZcCQJ62/eLvlv5BhpL/UAhzAbM9kwCwiW8AwrDDA8Ptiv0DYNb8gtTW/hO9MwBAAg7/8gKm/SDwywFCmEb8APyjAqBUkwIgPM8AAfAy+AP81v4DNxr2MhCHAQHXTvljFI8DAeea+ILz1vhwDLcDAgCTAgFABvgA2Ub5QxznAIFfDvpDCCcCAyzO+ImpOwACA8b74ehm/gNQ2wGDSI7/A7aq+YJwTvzC+bsAAsA2+gEr2vrCVU7/QLiC/gB7pvQBkXMDIvFvAwL9XvkC8mr6A2Le9wGJ7wEBnE74gSF/AAFAQvdji679MkHLApHBCwECfcMAkQ4fAoDBPwOhQRMBoHAzASC0KwDi+9L9Yg0LA6HogwFDjS8AUOEjAeHsHwGCqeMBoVN+/KAXQv4Co379cs0HAcJmWvwg83r+QNVXAUL9Zv7igP8Dwz0vAkOZev4Dw7L/obXDAwD1xv9ijY8BA5ifAIDIwwCL9bMDA/mzAWvuAwGaNb8AAaIPAwBl9v3jEJcC8FTjAkKGHv4A8+L8AEhDAUMhFwHCaR8CIWpi/GOBEwBTQLMBAoEnA5Ak6wJD1XcDkvk3A5KJxwHxNEcDsW2jALFJ3wFBJ/L+YqRLA6Pzgv9gNd8AIxdG/oF20vyAMfsDwO7q/2JIvwMCch7+As4PAcKtnwGg+gcCYwyrASLkgwOiEkr/UVDXAfBZ0wFQCAsCE7HnA0MLOv/wtXMBY2v6/wLoiwKRcCcCo+33ADL8uwNg5YcCcxYPA0IcGwGhbJ8DkuzDAyD39vxAqJ8C8WjPAcF7Xv+hiX8Do7DPAYCo3wDhDYcC0GnrAuBxmwLiY9L/oaPy/+BpnwNjfK8DIW/i/OJ0wwBiOU8D41Ne/OtCCwMzmKMDcDS3AQK4Rv7iHJsBsqQfAyOqVv6BIbb9oXyXAVHE/wIBS3b/gfga/sKzxv0B1F8CALji+4Cg7wFzJU8CcezzAWN0vwDg6C8DIlzfA0G/Wv/Bc+7/QVHfAhPhSwGCwEcBIwti/8O+PvyT1ecBsqHTAyEuIvwSnAcB8mVDAeADzvzBFw79gLGG/hGdLwBgkgb+45S/A9O1gwEocLsAARD6+cCc6wGzMRMAAaQbA+I8NwHRhNcAcf/u/kDyov2hb77+4M7e/wGhvwOjWb8AsAGDAXLpewNAo37+gWCbAGuKAwJLPfsCQhWLAoHdDwMg637+QTse/TGZNwGQTfcBQThTAoJDov1jwWMBg5Iy/JA0uwMAMkL1IGem/AJXlv0VXgMCkK4DAwMcwwMDhnb/o5be/iI9pwEAVd78wu2zAhON/wMw4R8A8e0TAmKpAwJZZQ8CknDLAAOdiv4Dlor/waWLA+OaBwLxgYsCw9gnANouFwPgCWMB4f+2/+PdtwKSQbMDohYO/3HtawPAivb9oKjfAMJChv8Cl8r/gF4e/WH2Zv9jMzNjMmHXM2HXMzNjMdcyhoQChzAAAKczY2ADMzADYAMzYzNjM2MzYzMzMzMzM2MzYzKvMdXXMzMwpddgAmNjMzNjYzNirzAB1zNjMzMzModh1oczMdXWYq8zMdSl1zMx1dczYzMzMKSnYKcyYAMzMAAAAzNjYKczMzMyYzMzMzMzMzMzM2HUAddjYAAAA2MzM2NjM2MzMKczMzHXY2MzMzNgpzKvYzNjMzADMzKvMzMzMKczMzMx1dcyrdZjY2NgAdcwAdczMANjY2ACrdQDMANh1mHUpmAB1zHV1zHV1zMzYAMzMzHV1zMzM2MzMzNjMzNjMzMzMzNjMzMzMmMx1zMzMzJjMzACh2NjMzHXY2KHM2MyhocyhzMzYzKF1ddihzMzM2NjM2HV1ddirKczMzADMzMzMzMwAzHWYKQAAAMzMANh1zMzM2KvY2NiYdczMzMzMzMzMKczMKdjM2HV1zMwpzHXMzMzMq8x1zHV1dXXMdXXMmMzM2ACroSnY2NjYzHXMmHXMzNirdXXMzKvMddjY2NjMzNh1AAAAAAB12NjMAMzMoZjMzMzYzMzMzNjMzMzMzMzYzMzYAHV1q8zMzNjMzCnMdczYzKHMKczY2MzMmADM2ADMzNgpoczMAMwAANh1oczMzMyhzNjYzMzMzMzMzCnMzMwAAKvMzAAAmMx1AKHMoavM2MyhzAChq8zYzJihAADMzMzMAADMzADMAMzMAAApqwAAzHV1dXV1dXV1dXV1dXWrKQApzKvMKSnM2HUAdczMzMx1AHWYzMx1zMzYzMzMAMzMzAB12Nh1mKvMoQDMzMwp2MzMzMzMAMwAddjMzMx1AHV12HXMKaGhzMzYAAB1zKurq6urocyhzMyY2MzYACnMdXV1AAB1dXV1dXUAdXV1KczMAADM2KvM2AAA2ADMACl1zMwAzMwA2MzMdXV1dXV1dXV1dXV1dczMq8yYmACrzMzMzMzMzKt1ddjMdXV1dXV1dXV1dXV1zADMmMzMzHXMzMyYdXV1zMwpq8yhKaGrzMzMdXUpzMzMzHV1dXUAzMzMzNjYKdgpAHUAdXV1dXV1dXV1dXV1dcwpKXUAACnYKdjY2MzM2MzMAHXMzMzMddgp2MyrdXXYdXUAzMwAzAChAJjMmMyY2NjY2MwAzMzYAMwAzADMAAAAq8zMzNjYAMzMzMwAzNgA2MyY2HV1dXV1dXV1dXXYANh1dXV1dXV1dXV1dXV1ANjMAMzMzAChzMzMAMzMzMzMq9ir2MzYzNjYzHXYdXV1dXV1dXV1dSkpmKspKQDM2ADMKczYdXXMdQDMzHUAzMzMzMwA2AAAdSkAzCkAzCnYzMwpKaEA2HXMdZjMzNgAzMzYzHXMdcwpzMzYzHXMzMx1mMzYmAAAq8yYmNiYzJgAdczMq6uh2NjYzNjM2MwAzMx1dXXYmJjMzMzMKZiYmJjMAHXMdczMAADMKcwpmMwpzMx1dXWrdXWrzHXMzMwA2MwAKQB1zJh1zMwpdczYzMzMzNjMzMzMzMwAzHWhmMzMzADMmAChmJgpzHV1dXXYzNjM2ADYocwpzAAAACkAzNgp2AApKczMzMzMzCnMzMzMzMyYAAApAMzMzMzMKQDMmHXMzMzMzAChzJihzMx1dQApKczYmJihKcwpzKspKczMzCnMzNjMzKvYKXXMANjMqwAAdcx1dcwA2MzY2MzMzMzMzHUpANjYzMwpzMx1q6GhoQAAAMx1AMwAAHUAAJh1zMyrzNjYq8wpKXXMdczYAMwpzMwAzNjMKaHMocwAKczYzMwAzKspqwAAzMzMzJjMzMwpzMzMKSkpAMwpKQCrzKurzHXMoZirAMzMzKvMzHV1dcwpzMzMAJjMzMzMzNjY2Ngp2NjYKdjYzMyrzADMzAAAAAAAzAAAzMzMzJiYmJjMzMzMzMzM2MzMzCnMANirzADMzCmrAMzMdczMzMwAAADMqwAAq8zY2ADMzMzMzAChAMzYoczMKQDMzNjMAHXMAMzMzCnMAHV1dcwpzADYzHV1zNgA2Nir2Nh1dcx12KvMzKHM2MyrdQB1zKurq9gAzMzMzMyYzMzMKauYq6urqynMzKEAqwAAzKurAKvMAMwAocx1zMzM2AB1mKsAqwAp2ACYqymrmADYmMwAAMwAmMyY2JirzNjMmAAAzJiYzNgpzKurzMzMq8yhzCmrzNjYAMzMzKGrzMzYzAB1zKspzKvMq8yr2ACrzADMAADMzMwpzCmr2MzMzADMzMzMzKvM2MzYKQDMq9gAzHXMAMwAAACrzNh1mMyrzKurACkpACmhAKvMzADYdSkAAAAAzMwAAACrq8wAAACr2KHMq6sA2KvYzMzMdcwp2Mwp2JjYzNjMzNgAAKvMKSnMzMzMzHXYoczYq6spq9jMzMzYzMzY2MzMzKvMzMwAAAAAANgAzMzM2MzYzCnMq6sAdQB1ddjY2ADYq9jMAMwAKdjM2NirzNjMzAB1AMwAdQDYAMzMAMwA2NjYoXWrzAB1zKHYdQDYzNjYKdjYzADM2AAAzAB1AACrdQAp2MwAANjY2NjYzADY2ADYodjMzCnM2NirAKHYzMwAq9ir2NjMACnM2NjYKczM2ADY2NgA2MzYAAAAzAAA2ADYzNjYzAAAzNjMzMzMzNjYzNgAzADMzMzYzNjMANjYzMzMKQDMzMzMzNjY2NjM2NjYzNjM2MzMzNjYzNjYzADMzNjM2CnMzMzM2NjY2MzM2ADM2MzY2MzY2NjMzNjY2NjMAMwA2MzYzNjY2MzYzMzYzNjYzMzM2MwA2NgpzCkpAADY2NgAANjYANjY2NjYzMzYzMzMzNjM2ADMANjMzMzY2NjYzMzMzADM2ADM2MzY2NjMzMzMAMzMzMzMzCnM2MzMzNjY2MzYzMzMzNjY2CnMzMwAzCkAzMzYKdjMzNjMzCnYzMzM2MzMzNjMzADMzNjM2NjM2MwAAMzMzMzM2MzY2NjYzMzM2MzY2NgA2NjMAMzM2NjM2MwAzMzYAMzMAMzY2MzM2MzYAMzMzMzYzMzYzNgAzMwA2MzYzNgAzMwAzMzYzMzMAMwA2MzMAMwAzNgA2MzMzADYzMzYzNgp2MzM2MzMzADMzMwAAMwAAMzYzMzM2NjYzNjMzNjM2NjM2NjMzNjY2MzM2ADYzMzY2MzMzCkAANjYzNjY2MzM2MzMzAApzMwAzADY2MzM2NgA2NjMzADM2NjY2NjYzMwAzMzMzNjM2MzYzADMKdjM2MzMKczMzNjYzMzMzNjMzMzMzMzMzMzMzMzY2MwAzMzM2NjYzNjYzMzYzMzMzMzMzNjM2NjMzMzYzMzM2MzMzNjMzMzMzMzMzMzY2ADMzMzM2MzMzMzM2MzM2MzMzMzMzMzMzMwp2MzYAMzMzMzMzMzM2MzMzMzMzMzMzNjM2MzM2MzMzMzYzMzMzADMzMzMzNjM2CkpKczM2NjMzNjYzMzYzMzMzMzYzMzMzMzY2MzMzMzMzNjMzAAA2NjMzMzMzMzMzNjMzNjMzMzYzNjMzNjY2MzYzMzYzMzMKczM2MzMKSnYzNjMzMzMzMzYzMzM2NjYzMzMzNjM2ADMKczM2NjYzMzM2NjMzMzMzCnMzMzMzMwpKdjMzADYAADM2NjMzMzM2NjMKczMzNjM2MzY2NjMzNjY2NjMzMzM2MzM2NgA2Ngp2NjMzMzMzMzYzNjMzMzYzNjYzNjYzNjY2MwA2MzM2CnYzMzMzMzMzMwAANjYzNjMAADM2MzMzMzMANjY2NjMzMwpzMzMzNjM2MwAzMzMAMzMzMzMzNjMzMzMzNjY2NjY2NjY2CnM2NjMzMzMzCnM2NgAKczYzCnYzMzY2NjYzCnY2NjY2NjMzNjMzNjMzCnMAADMAMwAAMzMzMzY2NjYzNjMzMzMAMzYzMzY2MzY2NjY2MzM2NjY2MzYKdjYKdjYKdjY2NjY2NjM2MzM2Ngp2NjYzMwpzNjYzCnMKczMAADMACnYzMzMzMzMzNjMzNjYKSnM2NjYzMzM2NjYzMzMzMzM2MzM2CnMzNjY2MzMzMzMKdjM2MwpKczMzMzMzMzYzNjMzMzMzMzYzNjMzNjM2NjM2MzYzCnMzAAAAAAAAHXb23XbxIHbdYHb23XbgdudnaSd26Skr9t1daTb26R1pNt123Xbddt129vb29vbddt12wDbgYHb29uvgXWkxHXb23V123UA26SB23Xb29vbnXWBndvbgYHEANvbga+B29uBgdt129vbr691r9vEpNvbpKSk23V1r9vb29vE29vb29vb29vbdYGkgXV1pKSkddvbdXXbddvbr9vb24F1ddvb23Wv2wB123Xb26Tb2wDb29vbr9vb29uBgdsAgcR1dXWkgdukgdvbpHV1daQAgaTbpHWBxIGvxKSB24GB24GB29t1pNvb24GB29vbddvb23Xb23Xb29vb23Xb29vbxNuB29vb28Tb26SddXXb24F1dZ3bddudndud29t1252BgXWd29vbdXXbdYGBgXUAr9vb26Tb29vb29uk24HEr6SkpNvbpHWB29vbdQB1dXXEgdvb29vb29vbr9vbr3XbdYGB29uv24Hb29vbANuB24GBgYHbgYHbxNvbdaQAna91dXV124HbxIHb23UAgYHb2wDbgXV1dXXb23WBpKSkpKSBdXXbpNvbncTb29t129vb23Xb29vb29t129t1pIGBANvb23Xb26/bgdt1253br9t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const pointDataBuffer = fflate.strToU8(atob(pointDataBase64), true); |
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const pointData = await loaders.parse(pointDataBuffer, ArrowLoader); |
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const hoverDataBase64 = 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"; |
|
|
const hoverDataBuffer = fflate.strToU8(atob(hoverDataBase64), true); |
|
|
const unzippedHoverData = fflate.gunzipSync(hoverDataBuffer); |
|
|
const hoverData = await loaders.parse(unzippedHoverData, ArrowLoader); |
|
|
const labelDataBase64 = "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"; |
|
|
const labelDataBuffer = fflate.strToU8(atob(labelDataBase64), true); |
|
|
const unzippedLabelData = fflate.gunzipSync(labelDataBuffer); |
|
|
const labelData = await loaders.parse(unzippedLabelData, JSONLoader); |
|
|
|
|
|
|
|
|
const DATA = {src: pointData.data, length: pointData.data.x.length} |
|
|
|
|
|
const container = document.getElementById('deck-container'); |
|
|
const pointLayer = new deck.ScatterplotLayer({ |
|
|
id: 'dataPointLayer', |
|
|
data: DATA, |
|
|
getPosition: (object, {index, data}) => { |
|
|
return [data.src.x[index], data.src.y[index]]; |
|
|
}, |
|
|
|
|
|
getRadius: 0.1, |
|
|
|
|
|
getFillColor: (object, {index, data}) => { |
|
|
return [ |
|
|
data.src.r[index], |
|
|
data.src.g[index], |
|
|
data.src.b[index], |
|
|
180 |
|
|
] |
|
|
}, |
|
|
getLineColor: (object, {index, data}) => { |
|
|
return [ |
|
|
data.src.r[index], |
|
|
data.src.g[index], |
|
|
data.src.b[index], |
|
|
32 |
|
|
] |
|
|
}, |
|
|
getLineColor: [250, 250, 250, 128], |
|
|
getLineWidth: 0.001, |
|
|
highlightColor: [170, 0, 0, 187], |
|
|
lineWidthMaxPixels: 8, |
|
|
lineWidthMinPixels: 0.1, |
|
|
radiusMaxPixels: 24, |
|
|
radiusMinPixels: 0.01, |
|
|
radiusUnits: "common", |
|
|
lineWidthUnits: "common", |
|
|
autoHighlight: true, |
|
|
pickable: true, |
|
|
stroked: true |
|
|
}); |
|
|
const labelLayer = new deck.TextLayer({ |
|
|
id: "textLabelLayer", |
|
|
data: labelData, |
|
|
pickable: false, |
|
|
getPosition: d => [d.x, d.y], |
|
|
getText: d => d.label, |
|
|
getColor: d => [d.r, d.g, d.b], |
|
|
getSize: d => d.size, |
|
|
sizeScale: 1, |
|
|
sizeMinPixels: 18, |
|
|
sizeMaxPixels: 36, |
|
|
outlineWidth: 8, |
|
|
outlineColor: [238, 238, 238, 221], |
|
|
getBackgroundColor: [255, 255, 255, 64], |
|
|
getBackgroundPadding: [15, 15, 15, 15], |
|
|
background: true, |
|
|
characterSet: "auto", |
|
|
fontFamily: "Roboto", |
|
|
fontWeight: 900, |
|
|
lineHeight: 0.95, |
|
|
fontSettings: {"sdf": true}, |
|
|
getTextAnchor: "middle", |
|
|
getAlignmentBaseline: "center", |
|
|
lineHeight: 0.95, |
|
|
elevation: 100, |
|
|
|
|
|
collisionEnabled: true, |
|
|
getCollisionPriority: d => d.size, |
|
|
collisionTestProps: { |
|
|
sizeScale: 3, |
|
|
sizeMaxPixels: 36 * 2, |
|
|
sizeMinPixels: 18 * 2 |
|
|
}, |
|
|
extensions: [new deck.CollisionFilterExtension()], |
|
|
}); |
|
|
|
|
|
|
|
|
const deckgl = new deck.DeckGL({ |
|
|
container: container, |
|
|
initialViewState: { |
|
|
latitude: -0.940611, |
|
|
longitude: -2.6316888, |
|
|
zoom: 5.91992554887484 |
|
|
}, |
|
|
controller: true, |
|
|
|
|
|
layers: [pointLayer, labelLayer], |
|
|
|
|
|
|
|
|
getTooltip: ({index}) => hoverData.data.hover_text[index] |
|
|
}); |
|
|
|
|
|
document.getElementById("loading").style.display = "none"; |
|
|
|
|
|
|
|
|
function selectPoints(item, conditional) { |
|
|
var layerId; |
|
|
if (item) { |
|
|
for (var i = 0; i < DATA.length; i++) { |
|
|
if (conditional(i)) { |
|
|
DATA.src.selected[i] = 1; |
|
|
} else { |
|
|
DATA.src.selected[i] = 0; |
|
|
} |
|
|
} |
|
|
layerId = 'selectedPointLayer' + item; |
|
|
} else { |
|
|
for (var i = 0; i < DATA.length; i++) { |
|
|
DATA.src.selected[i] = 1; |
|
|
} |
|
|
layerId = 'dataPointLayer'; |
|
|
} |
|
|
const selectedPointLayer = pointLayer.clone( |
|
|
{ |
|
|
id: layerId, |
|
|
data: DATA, |
|
|
getFilterValue: (object, {index, data}) => data.src.selected[index], |
|
|
filterRange: [1, 2], |
|
|
extensions: [new deck.DataFilterExtension({filterSize: 1})] |
|
|
} |
|
|
); |
|
|
deckgl.setProps( |
|
|
{layers: |
|
|
[selectedPointLayer].concat(deckgl.props.layers.slice(1,)) |
|
|
} |
|
|
); |
|
|
} |
|
|
|
|
|
const search = document.getElementById("search"); |
|
|
search.addEventListener("input", (event) => { |
|
|
const search_term = event.target.value.toLowerCase(); |
|
|
selectPoints(search_term, (i) => hoverData.data.hover_text[i].toLowerCase().includes(search_term)); |
|
|
} |
|
|
); |
|
|
|
|
|
|
|
|
</script> |
|
|
</html> |
