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WbPCTSsaAQI0o8WLF7stt9wyOmGstdZaiU4Y6jl01113RXWXsm/V+KV169buT3/6U/QttpJu26RNbUY9e/bMfI9aIT72X/7yl+6RRx4JN60ad9xxRzSC3R+Prjx1RaovENWAAAGa0cknnxyfLHTyKJbu+Y8fPz5qMP7pT3/aKEx0/1+3SHRSVXnyWqArtGuvvTbneNX54JprrqmJY1QNrYsuuiiqqeWPT73ybr755nDTikOAAM1EVxH+BPGHP/whXF00nTwfffRR17179yg4wjDRCfeEE05w9913XxQ81UjH56/YtOjq45RTTokmfao1s2fPjq4ys8vGd+zYMaoCXKkIkFqlgYirr+7ciBHhGiwHGofgu+xq3okvvvgi3KQkunWlW1iaw0K3tMIw0a2vY445xo0dO7ZZBtOVasaMGXEvNb/85je/idqP0qZeUGpXGTduXNSjS6PXdRWnOUD8on/r55dffnn0RUDb52u7SoPatTTfiD9u9dLTPryvSeUqDAFSqzLfPDPvPpc5azn30UfhWjQjnaA6deoUnQx0j7s5Cu3pJKRGdjW2h2GiRnk12N5yyy0Vd69dPajOPvvsaCZAv7+bbLJJdHJPi8L7gQcecKeffrrbbrvtctpUilnUk0rdrBXaKgOfZu8vfSFQjzzNgOh/32qrrRaND6qkq0kCpFZpQpwf/aghRHr0CNeiGWkchz8J/OMf/whXl92LL74YNcxmD2bziwJNEyrpZPXpp5+GD202OmEOHz7ctWzZMt43XTUNGDAglROmxmHoykG9tbLDKVzWWWedqFFbPaS07LfffvF/6+daHz7GLwqiffbZJ2q7SOsqT3Ow9+vXL2ef//M//zM6lkpAgNSyU09tCBB1/3355XAtmsGTTz4Zf8PViXp5062XCy+8MKdyrF80jkKz8d14443uww8/DB9aNk8//XQ0kNLvh27ZqO3mAw2eLZGe44wzznA/+9nPGh2vGqq7dOniBg0aFI1Y/yjhlbraX3SFp0GAJ554omvTpk2j59bVQteuXVMrWzJz5kx3+OGH5/yOvfbay/373/8ON21WBEgt0zdKjRvJvNncr38drkWZ6Ru9L+i34YYbJj5BNRe1M+gbfvb9dr/o9syee+4Z9X4q15StahdSu0z279W4mClTpoSbFk3Bcdppp8Xjbfyibr9q58g3ZW0pNAZFV5cqQxO+jioln1bbzWOPPea23nrr+Pn15aRHjx7L7b1FgFSjZ55xbsstXeYrULimseuu+37k+tix4VqUUefOneOTyOOPPx6urigq4qhSG5onI7sXkBb9WwUKr7766kTjVgrRWBhdBWUPkFTD/6hRo8JNi6aeaWonyC7hrts/6vX27LPPhpuXha7y1P6UXbZEr6EawtOYH0SN96pkkH07TR00Bg4c2OzdmgmQanT++Q2BoEmkCn2g1VMk840l2v7nP1en83ALlIFui/gP9znnnBOurmhz586NTlC/zly15mtg1u2mSy+91DTye/To0Tm3fHSF8Oc//zmVXmm6rbTVVlvlBIe+nS+PSryi0jSaKz0cv6I5Q9IY8KmBlWrAzy4brx5+Dz30ULhp2RAg1Wj2bOdWXbUhFI48MlzbmL79alstmW9nKK9XX301/gasfvzN/a0wTfrGrDnE1Zicr9ijbqeok4COeVnUkL/77rvnPPaoo45KpXy9ermdd955OZV41ViexnOnQQ3hZ511Vs6JXuGcVrdc3Y5T21X2a3vwwQe7N998M9w0dQRItbroooZAyFwauyeeCNc21rlzw/arraavmOFapES3Z/w9at3C0JzZtULfqEeMGOEOPfTQRm0LWjbbbLOo2KPm5PDUGK/bR9nFA7fffvvMWzbBezYB3fvPPnmqrUljXSqRbm1lh6gGf2qgZFruvffe6G/gn1+Br1tpCxcuDDdNDQFSrTRneps2DaGw3Xb6GhZukWvmzO/nW9c8IyiLP/7xj/EH+Pbbbw9Xm+lEqd5K6vmjAW06KWcPdNO/9XOt13blblTV+BFNDauriHzFHtXlVSPIs8tzqCeUenilVb5cJ2RNUeuf/6CDDlquXZGTUluSvxpRsKpRPy3qrvyXv/zFrbHGGvHroltop6pHZhkQINVMtZQUCFpuuCFc21i/fg3bZi71XTM1KNaTf/3rX3EDtLp3lkJjHzQ4TWU71HMoPEEnWfQ4PV7Pk8ZYiqboqssXe8w+cflF34Q1aC/Nb8K6yvFzj+skrLaGNNoVmsszzzyTE37qMZbm/muCrZNOOinntt7f//73cLOSESDVLnNJnHl3NMwNUmiGM5WH32CDhu07dNDorXALGKmOkW8s1YA9a6OwynzrKiZfoUR/stTIbD+4bf/994//Wz/PvlWUvej59Lx6/nJSUGkGPo3Q9vs7ffr0cLOSaGyNDyrdSlNAViONJ1G3Zf830tS7abeXKaj886vxPm0ESLXTCSHzIc28Q5zr0ydc25hqY2lbLVVQ7bMa6JaMn9tBPX/UYFws3XbSLZjwxK9Rx7o9pblB1FhaqP6S1ms7ba/H6fHhc+r36PeV09/+9rfodym40qQyML6kvQbrVXr36EL0RSP7765xMWleiajSr39uS/XnQgiQWtC1a0MgaHrbQiNf9ebceeeG7Vu10s3scAsUSaW4/Ye02NsEunJRXarsE7xuzeiedXZjdCn0PHo+f8vHL/q9+v3lUI4AUXdcjR7X8ypEmmtcR7npqkNXH/7vottZaSFAUJjKTqy5ZkMoHHhguLYxDURU7y1tf+654VoUQSUw/FgJfZMshkYu61u0/4Dr5KgAUptCOeh59fz+JKxFv78c9bnSDhAVKvS929QA3ZxjHZqDQuTAzGfX/13SalgnQJDM1Vd/f2vq/vvDtY0de2zDthqMWENdTZuTevz4QXGqmpp0lLEel12qXPfxNTK7nA3d2fR79Puyu+Jqf9LswZR2gBx33HHxvg4bNixcXRNUgFHjhnSMajtKo4svAYJkvvnGuXbtGkJh880b/r0sqm/kByMecUS4FgkckXnd9MFUT5ekH3Y1KGe3S2hcgArlLQ/6vdnjErRfaTV4pxkgKnHi97F3797h6pqihnXfO0vjREodbEiAILnx47+/Csl8gAu65JJo228yy8IJE8K1WAaNt/AfTM1fkcTUqVPjqrAKHQ26K9QoXm76/doP391T+6f9LFVaAaKBmL7HlQYgNtdV2vKknlN+1L9GrJfSqE6AoDj7798QIGutpToU4dpcixe76W3buuGZ7Qdsu21qA7xqnXo5+cFzu+yyS6Kulzop+95DmoPjzjvvDDdZrrQ/2i/tn/az1BBJK0BUkkTPo9f79ddfD1fXLA029Cf+UrrfEiAojj5kfiKp7t3DtY28MmaM2yez7dqZRQUAsWz6QPoxDvpmnOT2k2oS+SsPnZwnVOjVnvbLh5z2t5RaSmkEiGYN9Cc/ja6uN/72ol7DpO1rIQIExVM3QAWIxockmD7Vj2FQN0/VO0LTevbsGX8gNdaiEDVM+2ll9Q2/0sctaP/8lYj229qwXmqAqCSHn0FR/69/1xsVqPS3sjTBlgUBguLpQ58JgyhE9twzXNuIBmf5Ecy13khZirvvvjsuVZL0A+17W6mNodJuWzVF++nbRLT/FqUGiCoA+xOfrkTqlar4+vePZVIqAgQ2uh2lAMksixKcuLp37x69yfSNp57uNSelWfn8BD7t2rWLigkWcs0118QfXjVUVxPtr993HUexSgkQNRr7qw9dHdczlYL3ZW00s2GxCBDYLF3q5m+zjbs788b5a9u27puvlj2RlO6x+hnUDjjggHB1XVPnAvWG0WujUiUvvPBCuEkjGuHtBwnqXvby7m1VLO2vvwev4yh2xHopAaLCjP6kp7pa9U6FIvVa6C5BsXOsEyAwe2/CBPdfmTfOJpnlEnXZLUBTmvo323h1CUZEr51/XfQaJeHLk2iwXpKG9kqk/faDDXU8xSglQDp16hQ9Vp0V0DAPi/9yp/pmxSBAUJLf/e530ZtH8zLoNsyyqKFy8803j7av14bLkKZJ9XM36MosSZ98FSr0H1rVyapm2XW+iinAaA0Qzbnu25nUDoIGmhhKr4l6yRVT6ZkAQUk0EMt/i1Q5iEJ0y8C/4ZJ+265V+uaniZH0WrRs2TKaXS8JX9OodevW0Qe4mmn/dRw6Hh1XUtYAueyyy6LHqScYPQK/p8mz/OdSI/OTIkBQMt8gqp4cGuVaiD8B6rI56UmzFmm2Pf+6Pfzww+HqvDTfhv8GXWxl3kql49Dx6LiSzidiDZCtttoqepyunJFrp512il6bffbZJ1zVJAIEJVOPIc0VrTeRRk4Xug2jhjrf/7xbt27h6rqQ3Y20b9++4eom+SltNaZGxfFqgY7Dl4LX8SVhCRBdLfvXfMyYMeHquqeqyXptVP056eyOBAhSMXLkyPiNNEKTShWg8SDaVj0/kn7rrBXqxuxLlehbX9K2INVp8l0uyzUH9fKi4/GBkKQelSVAbrrppugxuuKzDmCsZW+99Vb8GdaYpCQIEKRCVx0dOnSI3ki6Gik0jkH3n335jXrqi68P3HbbbRcdtxosZ8yYEW7SJH2o/Yc1rcmgKoWOp5iTlyVANDhTj9Hrj/z89AFJv6AQIEiNZnDzI4zPOeeccHUjKuJWzjdfJerVq1d8zMU0Voovc6Ky6LXIl6HXcRZiCRD//GnOyFdrTjzxxOg10uRaSRAgSFWXLl2iN5N6uRQan6ABdNtuu220vb75lGumvEpx7733xg3gep2K9ctf/jJ6bLF99auFjkvHp+MspNgAUddU/9onqTFWr3zbnLqWJ7m1SoAgVXPnzo3GhOgN1blz53B1IxMnTozfgBoRW6v0uviG4s022ywqIVGMjz76qOZPgDouHZ+OU8e7LMUGiNrZ/Pus1m7/pUlTKPvXSdMKFEKAIHWXXnpp/KZKUh3Wz7yn4Cm2pEU10JXWXnvtFR2jep9Z5sJ48skn49e0VmuJ6bj8Mep4l6XYABk9enS0vcJJ858jP81Y6P8GKvlSCAGC1OlN5UuMq1xEoTpNGh3sByMec8wx4eqq5wevabnqqqvC1YkUe2uhGum4/Kj8QqPEiw0Q/zdYf/31w1UI+CvlK664IlzVCAGCshg7dmz8xrr++uvD1Y30798/2lbfEFXeo1ZoYKU/Ke63334Fx8g0RZ0S9BybbrppuKqm6Ph0nIU6YRQbIBpro+233HLLcBUCW2yxRfRaJZlKmQBB2fgKs/pGU6jfvbr9tmrVKtp+5513Np9oK4kGY/krMX3znTdvXrhJYn4AoQZq1jIdn46z0IDCYgPEv37qao5l0+dPr9Upp5wSrmqEAEHZvPzyy/FEUmG/ctXN8m+8Wl90VfXggw/mHH+xfO+2vffeO1xVU3R8Os5CvdSKDRD/fqv11y8Nv/nNbxL9DYQAQVmdfPLJ0ZtLt3F8rw71SPK3dephUcP5Bx98ELwyxfEdDX7729+Gq2qKjk/HqeNdlmIDpF5evzQk/RsIAYKyUnfMtdZaK3qD7b///tHP/LdphciVV17phg8fHi/XXnttdOmsRtTsn1fjcvrpp8dXYPvuu29Jt+W4AslVbIBwBZIcVyCoKL7aqhaVcPej1fv16xduWnMuv/zy+NgVlla0geQqNkBoA0mONhBUlCVLlsQ9O3x33Q022KDowXTVSFcd/lu1bmVNmTIl3CQRemHlKjZA6IWVnP+sJvmCR4CgWTzwwAPxG02LKqPWi/fffz8uHKkTpGUgG+NAchUbIAMGDIi2ZxxIYeuss070WiW5YiZA0CzUTVf1sfyHvpT2gGqkOeB9KZJjjz02XF0QI9FzFRsgOrlpe/0Nks51UY/mz58f/w3GjRsXrm6EAEGz8LMW6gN8zz33hKvrgqrA+g+b5k8pBrWwchUbIC+99FL82ltvI9aDSZMmxa9Tki8qBAjKLrtUieXbd63QREnbb7999DpoLhBN4FMMqvF+r9gA0ayHvvNGsWX068ngwYOj10jtdWq7LIQAQdllF0ucM2dOuLquaDpfX614xx13LKo9g/lAvldsgIhvoE/y/PXKdxdPOukWAYKymjBhQvwGu+SSS8LVdWnYsGHxa3LGGWeEq5vEjITfswSIv8LZaqutwlX4f76cUJ8+fcJVeREgKJvsCaPatm1b8xNGFePoo4+OXhfdVkla5oQ50b9nCRDdutJj1Mby4Ycfhqvr3rRp0+IwuP/++8PVeREgKJtBgwbFb64xY8aEq+uatdCiHxCnApW6r18LdBy+hHihAYSeJUB0+9S/H2+++eZwdd1T+Xa9Nmr/0AyOSRAgKIsFCxbEJ4U99tgjXA2XW+pdZV6SdG3WzHq+N5ZG+NcCX6lAx6XjS8ISILLTTjvFrzdy+U4ahxxySLiqSQQIyqJ3797Rm0q1oNSFEvlZJps68MADo+1bt24dfYCrmfZfx6Hj0XElZQ0QH1YrrLBCyQUua8mzzz4bvw+TjP/wCBCkTv3HdRmsN1X37t3D1ciSPd3tiiuumKhx/Omnn44/tBdddFG4uqpo//2x6LiSsgaIbhUqPIoJ7HrgOxioYkIxPQMJEKTu0EOPid5Qa665ZjSyFcum8vb+dt9mm22WqEbYkUceGW2v8TUzZ84MV1cF7bcfH6TjKYY1QMSXK99oo42KOlnWqvfeey/68qLX5MwzzwxXLxMBglRNnPia23DDwzPhsZ0bOPCf4Wo04d57743bNpKU0Z49e7ZbbbXVou133333gvPOVxrtr/Zb+6/j0PEUo5QAyS4Loy7V9a5Hjx7Ra7HyyisXfVuPAEFqlixZ6jp3vt1tvfUVbp99Lsh8uys8khXf69WrV/RBXHFF3YcuPFr6mmuuiT+8KhVTTXxpGy06jmKVEiDSqVOn6PHt2rWruvBN0zvvvBNffajdslgECFIzatTLbocdBkXLU0+9G65GAfowduq0Xeak1sIdcMDqmW+DM8JNGjnssMOiD6/Gk9x5553h6oqk/fRlRbT/FqUGSHZ16FrpzWahHld6DXT1oarRxSJAkIpPPlns9thjWBQevXolG4SExt5++3V36KGruC5dWrjLLts58+142ffoP/3003g8iaodP/744+EmFUX756sya7+1/xalBojst99+0XOsscYaRd+6qQVjx46NT/7qDWhBgCAVl1zyRBQeu+wy2M2aZTspoMGTTw5xXbu2iJY77+wbrm7kzTffjOcbUZFGlY+pRNov7Z/2U/ur/bZKI0D0+/3tm9///vfh6pqm4N5www2jY996663NnQkIEJTsjTc+cjvueEMUIFdfPTlcDYMbbjgqCpBu3X7opk17OFzdyNSpU+OTs77hV9rtLO2Pv/LQfmp/S5FGgEh2W0y9jE7XgNWDDz44OmbdSpw82f6ZJUBQsq5d74nCY++9R7jPPitcxwiFffnlAtevX9soRM44o6VbtKhw7SadlP2ViE4MOjku7wZi/X7th2/z0P6VGh6SVoDoBKjKs3ou9QZTteRap6Km/qR/3nnnhauLQoCgJI8+OjNuOB879rVwNUowY8bTrnv3FaIQGTjwgESlTqZPnx6XRdeirrLLa5yIfq/vqqtF+6X9S0NaASLaJ3/1pts5tTxjoSZzU3UIHeu+++4bDWQtBQECs6+//jZzKXxLFB5HHz0m82YsfIJDccaPvyRuD3nkkb+Gq/PS/W3fO0uLButdeOGFiarcpkG/R7/PDxLUov2xNpjnk2aAyC233BLv669//euqLxGTjzow+L/JxhtvXHDWxyQIEJgNGfJCfPXx/PNzw9VIwXffLXVXXbVnFCA9eqzo3n33hXCTJv3jH/+IBxtq0VwP6rJarrL6el49v59TQot+v/YjbWkHiOh2jt9vTYJW6rfzSqJaV/69oKoHKt2eBgIEJvPmfe52221oFB59+xZu5IXdp5/Ocb17rxOFSP/+7TIf2s/DTZqkEd6+7IlfdALR/BtJ6m4loefR8/lyLH7R7y12hHlS5QgQ6dq1a06I1MKVyEMPPRTfolOX5bT+7kKAwKR//8ei8OjYcYibO7dw7SaU5qWX7nbduv0gCpHhw08IVxekQoUHHXRQzglei9olVEjv1ltvda+99lrBRnet13baXo/Lbm/xi35PMYURi6UrAxXp1O/SALg06fj8FMxa9txzT7do0aJws6qhUi1+ygCFiMq4pElzufjX6rbbbgtXl4wAqUEvvzzPtW/fcOvquuumhKtRJrfe2jNuD3nuuVvD1Ylovg1N2qRv7uGJX4saWDfZZJNoDhctmjfD/7d+7htgw0XPp+dNOp9HsZYsWeIefvjh6AphvfXWy/ndKkvy4osvhg8xU4h069Ytfn41rFdb7yy1Q/kpFbRozEfa0ypMnDgxnnFUy6WXXhpuUjICpMaoI1CXLndF4bH//jdnvoFQ76q5LFnylbvwwm2iAOnVaw03f769d5VOMOqRc8opp8QTCRW76HF6vJ6nHA30uj2iIpMnnHCCW3vttRv9ft81WIuCTVdEaU5Vm90movaDahknoukUtt9++3jfNQe8Ku6mZdasWe6oo47K+Vuoe3Y5blcSIDXm3nvfiBvOx4+3jySGzdy50zIn7ZWjEBkwYBe3dGk6Aa4eObrtNHjwYHf++edHJ+Pjjz8+XvRv/VzrtV0aPXjy0S0RDTo85phjcjoA+EUl2NXe8sQTT0RXCjfeeGM89kWL7vFrng/ryOqQemdl74dGrFdq2RMd85VXXulWWWWVeH+PO+641G7BaZpbhWp277o2bdq40aNHh5umhgCpIV988Y3bb7+RUXiccMK46GoEzW/SpMHxray77jo7XF11NP/JqFGjorYHtWmEoaF2lrPOOiuaAjgfjds4/fTT40nMtGhelfvuuy/c1EQlT/xgQx9S6m1WqL2oOak4pCoL+31Ue4de07To6iu7d51CSpOBlatHn0eA1JBrr30uCg+VLXn11fRuFaB4gwYdEQWISp289tqj4eqKpzEhw4cPj0pq+BIn2cvmm28efdstpk1FAwLDjgIqmKhG/1Lpdlr//v3j2lladMIeOnRoalc7FuPHj4/ap7KPWRV233777XBTkylTpriOHTvGz605a3R1WI7bVfkQIDXigw8+cx063BgFyPnnPx6uRjP74otP3dlnt4lC5MwzN8h8i6/8mR/VPqFbYPvss0/cMyh70bd8DUAs9YT/4IMPRgHkn1e/S7e90hjIqKsRX8XXL7qtdvXVVzfbrS1dcQ0ZMsRts802Ofvxi1/8Ijr2NKi0u25dZrcz7bTTTiXVzbIgQGrElClzovDo1GmYmz//i3A1loO33noqLnUyfnz6PWDS8PHHc9xtt12TOenukbcH1y677OIuv/xyN2NG4blPiqFeW7rNtNZaa8W/a5111nHXX399KreedMvIT0rlF821rnAZOXJk6lM5L1iwIGpr+N3vftfoik1hqUBJ40pInSFU2j273adly5bR1WKSUjppI0BqyKRJ72S+gX0c/hjL0RNPDMqcgDu6995Lfqun3D76aJZ7+OGr3BVX7OqOO66F+9WvWrj11ms4GekbrU68Ggj47rvln3RMjf0nn3xydHL3J0R1y01r3hSNq9Ac69nP7xf1furZs2fUEK8CkklrbKnRW4P9NK5CV066MvPTHWcvqjN21113pXZiHzduXM64Ht2u69evX9RGtbwQIEAdmDfvzahu1yWXtI8b+P2y//4ruGOO2Sv69m+Z9S4NL7/8clTjKvsE3Llz59QKTc6bNy+64tFtnvBEn71oDIsa+PONs9HP119//UaPyV623HLLaLyFutKm5ZVXXnF77bVXzu85/PDDU78qtCBAgBo1Z84r7p57zncXXLBVo9BQ3a6BA/d3Tz01NPONujxdfi00C5+fwVGLvmWfc845qX7LnjNnTtQD6qSTTopCIQyBYhZdEWgcjG4hpRka8vHHH0eDP7OvnnTV9Nhjj4WbLjcECNDMNDbk8cevdVdeuZs79dS1MifzH7uzztoo8+9O7r77Lo7GkljNmjXVjRt3jjv33E0bhcYf/7iSu+66w9wzz4x0ixcnu12zPOg+v77FZ9/n32CDDdyIESNSux2UTWNbNAp8zJgxUfuCxtOceOKJOeNs9G/9XPulmlLqfaZxF+Wg9iEVuMwenKlKAv/85z9TaR9KEwECNKOvvvosahMJT+7hUgw11o8Zc3rc6yt76dlzVTd48H+5KVNuz5yYy3PCK5e5c+e6Ll265LQvqFG/qfEmtUDlYLbYYov4eNVD7U9/+pP75JNPwk0rQnHvVAAlueOOPtGJvU+fdd3Eide5jz9+JyqB8umns92bb07KXD2c6/78583Dh+VQCfk33pjgbr31FHfmmRs2Co1TT13TDR16XOZb8r/cN9+UdyBZc1Cp8w4dOsQnVQWKRnDrVlStUPdjNfZn3x5Td+q0yrqXS+oB4stoFJJ0u5B/nMY8LKvKrPX5K0Gpx9jUz0NJt0N6+vZtHZ3kX321+PEAS5d+GwVQnz4/axQaCqSbbjrRvfLKA+7bb0vvLlqJ1P1WRQf9CXbVVVd1F198cVWXdFfPrzPPPDNnlP6mm24a1S+rBlUbIFpUsrwp1uevBKUeY1M/DyXdDunx40J0K6tY7777Yk5oaIDiLbf0cK+//lgULvXg888/j+Zwzx5r0bZt26j9opqo5L1GyWdXLlYJFtXKSmO8SHOp2gDRt3OV7Jg+Pf+4B+vzV4JSj7Gpn4eSbof0+CuQ558v/oSnW1d33dUvau/Q7a5yNChXC5UCyZ4XRIvmBkm7JHo5aGzKDjvsEO+3xt6okV5djatN1QbIVVc9Hf1/z57jw00i1uevBKUeY1M/DyXdDulRAChA1I125Mg/ZE5497hFi6hbZjVhwoScOS80ml6TWaU90jwNGpj53//93zmht9tuu6U6A2Fzq9oAWbBgcVS2Q/+db75v6/NXglKPsamfh5Juh/QsWfJ11MAdtmH07dvKDRlyjJs27aHwIShAXVtvuOGGnCl7VSJFo+nVJXZ5UzdhdQHOrmSs+lyaNbLaVW2AyJAhL0T/rQmUQtbnrwSlHmNTPw8l3Q7pmz375ajU++WX/yrqapsdJtdf3zkKGhRHxRhPO+20nEKQKmCouljLi0JCYeH3RyGiMFGo1IKqDpDFi5e4ffdtmP/i0UdzSx5Yn78SlHqMTf08lHQ7lJfaMtRArgGAPXuuEoWIuvPCRjP+qQRJ9q2iAw88sFmnvdVtKd2eyt4H3b5qjvpizalsAZJ0KVb4uDvvnBb9+/DDb89cyi5tcjvvvvumZz6g91TMcsEFE3L2W8J9L/YYw9e40ILK8cILY50C5OyzNw5XoUiaiyN7Eid1le3Tp09UObdc1BCuBvHsMuvt27ePGs5rUdUHiE6ohx12W/QznWib2s7TTH3hPizv5b33cstK+J97xR5j+PyFFlQOjRZXgJx88o/CVTBQl1jNBbLmmmvGJ3S1lWjeE3WlTYvKr6gLrrri+t+jwovqqlvLveXKFiCFJN0ulO9xjzwyI/qZpnPVLZ+mthPN1DdgwKRo0qVKWMaNazw5T759L+YYm/p5KOl2aD6avbChUb11uAolUK+srl275sx5ojLsEydODDctmgb9afBf9pVO3759U5vrvJLVRICIGpn1czU6S1PbVYOm9j3pMTb181DS7ZAeFTm8/fZe7t//vs+9//5r7ssvF2S+JX8ZlVt/6KG/uNNO+2kUIKNHnxY+FClQEUTN05HdNnHkkUeaKumqzIjKjWQ/l8qRqCxJvaiYAHn99fnu8sufdEccMdp17DjEHXDAKNenz4ON5vYOH+dNndowI9/uuw+Lur82tV01aGrfkx5jUz8PJd0O6Qm77+ZbBgzoUNHVcmuBKuq2adMmPvGvtNJK0RzvSSrsqrChChxm9/ZSAUQVQqw3FRMg+u9u3e7JfEN4P7pFo+A4+ugx0Ujs7N5H4eOyacCd1l199eRlblfplrXvSY6xqZ+Hkm6H9MybN9098shf3cCBB7j+/dtFXXhVzv2MM1q6v/99v2h+jnopS7K8LV682F100UVulVVWiYOgVatW7uabbw43jWi8iUqqq7S6314l11V6vRLGmywPFRMgf/vbZBe2NamEh7bp3Pn2+Gfh47JpewWOSoAsa7tKt6x9T3KMTf08lHQ7oJbNnj3bHXvssTll4zt27Oiee+65eJtHH300mszJr9ckT5rsSZM+1bOKCZB8dCWibXSy9Ao9TsUH/TbL2q6SFdr3QsfY1M9DSbcD6sHkyZNzprxVV1xNqxuOKdH0sppmFhUeILp1pW2yR2EXetycOYvcLrsMLrhdJSu074WOsamfh5JuB9QLdbnV9LQtW7bMCQ0tmr523Lhx4UPqWuoBkpaFC79yBx00yu2665BM2ldflUoA1UtzsPfu3TsKDt3aUluJxnogV0UGyNdffxs1qO+99wg3Y0ZlTuUIoPape28lVvatFBUXIEuXfudOP/1Bt9tuQ920afzhAKBSVVSAqBeWGoh33nmwmzz5vXA1AKCCVFSAXHrpJNe+/SA3fnz9jOQEgGpVMQEycOCzUY+gUaNeDlcBACpQxQSI71La1LJoET0gAKCSVEyAAACqCwECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATP4PXcW0zPrRbYIAAAAASUVORK5CYII=)
| Product Number | 8H56-5-X0 |
| Synonyms | 4-Chlorobenzo[b]thiophene-2-carboxylic acid hydrazide; 4-Chloro-2-(hydrazinocarbonyl)-1-benzothiophene |
| CAS | 952182-46-6 |
| MDL Number | MFCD09817458 |
| Molecular Formula | C9H7ClN2OS |
| Molecular Weight | 226.68 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 184-186 ℃
TSCA: Not listed on TSCA inventory