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Product 4H23-5-69
[2-(Chloromethyl)-1,3-benzoxazol-5-yl]methyl acetate
Product Number
4H23-5-69
Synonyms
5-[(Acetoxy)methyl]-2-(chloromethyl)-1,3-benzoxazole
Purity
95.0 %
CAS
1221791-61-2
MDL Number
MFCD14584775
Molecular Formula
C11H10ClNO3
Molecular Weight
239.66
Pricing
Details
Units
Price (USD)
Availability
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Properties
Melting Point:
70-72 ℃
Downloads
Safety
Regulatory
TSCA
: Not listed on TSCA inventory
Download Certificate of Analysis
Lot Number
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![[2-(Chloromethyl)-1,3-benzoxazol-5-yl]methyl acetate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABB+AAAQfgERCRHTAAACTHpUWHRtb2xTb3VyY2UAAHichZVtj9owDID/ipXPI699RcAJcZo06W6Tdjdp36bQBq5S25za8vbv57TAKLCiFtmx/SSp7YTJ077IYWuqOrPllAjKCZgysWlWrqfk1/vXUUSeZpMEgzCwrKfko2k+x4ztdjuafJhC721JE1uQzj/e11kvZqeordZMci7Y79eXt5YZZWXd6DIxSNXZuG6NLzbRTbuL/yzBCl1ts5J14ayott1sfyR3L6f7OiX/vmWBvjmisMpyAytbFbqBreQUX/4F1qY0lW5MCssDmhX18Ntnk9dnm2wKUzaouhmyROdvTbVJ0FDY3CQbnAyVb89TUggEdGOLeVXpAzjNmbUALUEr0B5oH3QAOgQdgY5BC44/9AsMEBghMERgjAgw77lxC78fPg3uHhbwA5/F+TnqOXx3AjMnsV6C+rFUIPCr/Cg4y4jG0ucQohdXCdAYBifhoU/FoNDHJUgqpI8glZJ7MOJUiTiAETZChPLoPcZ2JIEDrqxoIGSEJhWh8NGDom88jiTlIQpBFb8c+XEQ4yjyWmMr0MhjgTiPorA/GSaanTM9myxtmV6okKVTshSkLcFPs6rlsQoEbJWaChPlJnChl4DsA65mZ0DeA9QN4A2v4PUB1w/DgN8HXPcMA0EfcL12Bub3gLAPuM4cBqI+4Pp4GIj7QNv1w4Tz90rXnpIHzHW521M1nCxxVfHuFD5g1J11vAd7u6p7d8ofMP5t2h4hV8U/XSSDTHjTMPcRdnHG2OnmQ/XmVmQXVybDP4rZXwiW14hHQgGdAAAqjklEQVR4Xu3dCZhkVXkGYBVZFYUgDCSigAiTYMSwKRgVlRhBRNwyDCgGQWFAiRIgGomyqDEqaxBlR0SQXRZlEyIgiCDLMKAwMLIZFFkMssriSf23rbbn2kvVX71UV73v8/QzTN3bNVVN1/nuPct/nlMAIOE59QcAoBUCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIE6G9z55Yye3YpK61UyqKLDvy51Val3HBD/UxqBAjQv04+uZQVVijloINKufvuUp56qpR77inl4INLmTFj4DgjEiBAf7rttlKWX76UefPqRwbE4y95ycB5DEuAAP1p551L2Xvv+qMLi+NxHsMSIEB/WmONUm66qf7owuIuJM5jWAIE6E9LLFHKE0/UH13Y44+XsuSS9Uf5IwEC9CcB0jEBAvQnXVgdEyBAf5ozp5R99qk/ujCD6KMSIEB/uvXWgWm6Y03jnT+/foQ/EiBA/zrxxIGFhLFwMBYQxkLCX/6ylEMOGXg8jjMiAQL0t+uvL2XWrFJWXHGglEmsQI+/X3dd/UxqBAgAKQIEgBQBAkCKAAEgRYAAkCJAgP51112l7LnnQMmS4ey/fymXXlp/lD8SIED/OvDARivYaAYvuaR+pJSnny7lec8rZcst60f4IwEC9K+4w4gA+cEP6kcGFhXGsS22qB/hjwQI0L8ESEcECNC/BEhHBAjQvwRIRwQI0L8ESEcECNC/BEhHBAjQvwRIRwQI0L8ESEcECNC/BEhHBAjQvwRIRwQI0L8ESEcECNC/BEhHBAjQvwRIRwQI0Ld+2QiQyxoh8dthAuQPjQCJYzcLkBEJEKBvndAIkHUbIfGTYQLk6UaAxLFPCpARCRCgb+3fCJDnNELiB8MEyFONAIljWwiQEQkQoG8JkM4IEKBvCZDOCBCgbwmQzggQoG8JkM4IEKBvCZDOCBCgbwmQzggQoG8JkM4IEKBvCZDOCBCgbwmQzggQoG8JkM4IEKBvCZDOCBCgbwmQzggQesrPfvazssYaa5Rll122XHjhhfXDfe3pp58un//858tiiy1W3vve95aHHnqofkrfGRogP//5z8uaa65ZlllmmXL++ecLkBYIEHpCNIYf//jHy/Of//zqQ/+85z2v+vOd73xnue222+qn950LLrig/PVf/3X1M2n+jF7ykpeUr3/96+WZZ56pn943mgESgbrooosu9Luz2WabCZAxCJAute66h5dNNvlm+cUvfls/NCjO6XfR+H3ta18ryy23XPVhf/WrX10uueSScuuttw42AHHFveeee5aHH364/u09b/78+WXzzTcf/Dnsvvvu5cEHHyyHHXbY4M/sb//2b6ufWb+J3533ve991c8gvl71qleViy++uPqZxYVH8/FXvOIV5f/+7//q304RIF0rwuGMM35ett/+rPKHP9SPDuj3AIkPe3zoR7uaPu+888rMmTOrc2bMmFGOPvro8uyzzy50Ti+KsIywiNCI9x4hEg3jUHHXtuuuuw5eeb/nPe9pXLD8YqFzetX//M//VBcb8b7jjuyLX/zin/3uRBfoC1/4wuqc5Zdfvhx55JF98bvTDgHSpZrhsNNO51RBMpx+DZAFCxaUd7/73dUHOxq/f/mXfym//e3Id2rRl33ggQdWfdvxPeuuu265/PLL66f1hGjgjjrqqLLCCitU7zW6raL7ajQxbvS2t72tOn/xxRcv//7v/14eeeSR+mk9IQIyuquawRHdnqONBcW40SGHHFKNqcX3/N3f/V259NJL66f1LQHSpZrhcM89D5dNNz2hPPjg47Uz+i9Afve735VPf/rTVSMXH+Z//Md/rAY+W3X//feXHXfcsSyyyCLV98+ePbvcfffd9dOmrcsuu6yss8461XuLBu+ggw6qGsBWnXPOOeWVr3xl9f1/+Zd/Wb75zW827n5HuP2dZiIQP/OZzwz+7vzDP/xDFZyteuCBB8qcOXMGx49mzZpV7rzzzvppfUeAdKmh4XDCCXMbV4UXDzk6oF8CJBqx4447rqy00krVhzdmWZ177rn101o2d+7csvHGG1fPtdRSS5W99967PP74nwf0dHHXXXeVrbbaqno/EY477bRT1eBlxN3aV77ylfLiF7+4er4NNtig/PjHP66fNm3E704EYQRivJ/VV1+9nH322fXTWjZv3rzylre8pXquJZdcsnz2s58tjz32WP20viFAutTQcHj22T+UD33ozHLllfcMOaM/AuTKK68s66+/fvWBjUbtq1/9atXIjYfTTjutrLrqqtVzv+xlLysnnnhi/ZSuFg3X5z73uaohi/fw5je/udx4443101Luu+++sv3221czkp773OeWD37wg+W3v/xl/bSu9tOrriqvfe1rq5/Ni170ovLlL3+5/P73v6+flnLGGWeU1VZbrXrul770pY2LvBPqp/QFAdKl6uFw++0Plve85+TyxBN/6pKon9NL7rnnnvKBD3xg8Kp6hx12KL/5zW/qp3XsySefrNZGNAdL//7v/7789Kc/rZ/Wdb797W+XlVdeuXrN0ZCdfvrp9VPGxbXXXlve8IY3lHUb/84ZjZ9R2W+/+KHVT+su//u/5c5tty1bNYIvAvDDH/5w+fWvf10/q2MRRjH4vvTSS1f/HzbaaKNyzTXX1E/raQKkSw0XDocf/tNy8MFXDf59uHOmuyeeeKLsu+++5QUveEH1oXzjG99Yrrvuuvpp4+5/G43Oto1GJ662J7LR6VQ0UK9//eurn02E3he+8IUqBCfaDSedVB5u3KU1/uFSVlmllFNPrZ8y9eLn0LgYKBF0jdd5TuNiYN4kXAzce++95UMf+tDg784///M/l1/96lf103qSAOlSw4XDU089W2bPPq3Mn/9g9feh5zz66O/LxRf/ovzud+Nziz4VTjnllEbbtErVOL785S8vJ598cv2UCXfVBHZ7dCLCbLvtthvsUooGKxquSRXjRHvvXcpSSw0EycYbN5LlhvpZU+O000pZddWB1xVBNwXdkVdffXXZcMMNq9+duCv5z//8z6743ZlIAqRLDRcg4aab7ms0JN+txkWGnnP88XOrv7/2tUeWXXb5XjnzzJ+Xhx56Ysh3dq/rr7++vOlNb6o+eHHnsc8++1R3IlOlPvAaM5M6GXjtRDRAX/rSl6owi9fyute9rvzkJz+pnza5Yuba1lsPNNaLLFLKRz8aU9zqZ02OuXMHgixeSwRbBNwUT4j41re+VY2LxP+vWIR45pln1k/pGQKkS40UIGH//a9sXJ3ftNA5Tz75dDnppHnlIx85u6y//hHVsfhzxx3Pqc79zW+6b6ZIjGl85CMfGZxWu80221RjH92i06mfnTrrrLOqWUPxb//VX/1V4yLh+PopU+tHPyplvfUGGu9llinlgAPiNrl+1sSIwNpxx4EAi39/9uyYjlY/a8o8+uij5T/+4z/KEkssUf3/e+tb39q4+Lupftq0J0C61GgBEgPpW299+ojnxJqR00//WZkz59yywQZHVufFV6xqjynB9947tYvEYhZV1CBqLuyLWVZXXHFF/bS2xB3LDTfcUK0wjim+Me03/oy/x+Od3NG0u/isUzfffHPZZJNNqn8vGqC99tqrapC6UqzMPuaYUmbMGGjI11yzlO9/v37W+ImAOvDAUpZdduDfW3fdUrp4Uegdd9xR3v/+9w/+7uyyyy5VKZleIUB63MMPP9m4kr2l7LrreWXDDY8aDJMPfvCMcvTR15W7757c+lDf+973qoqn8YFaccUVy7HHHptarHb77beXb3zjG1Uto+ZV+lhfsX4kFoDFSu1YO9GuoeUvoo5U1OCql7/oRDQsH/vYxwYXq8V7iwZoWog6Y3vuWcpiiw007JttVsqtt9bP6sz555cyc+bA80dgHX30QIBNAz/84Q/La17zmur/61/8xV+U//7v/25rkWe3EiB95LHHnmo04PPLHntcWDba6OjBMJk169RqhteCBRN3VX3LLbeUt7/97dUHKLqEPvWpT1Ury9sRK8kPPvjgqpzE0GCItRzveMc7ym677VYtCoxQijuQ+DP+Ho/H8RiYH/p9MZspamO1sxAsAiOCK2pvxXM0C/B1IhqSQw89tGpY4jnXXnvtKqympah8HNVro5FfdNGBUBnuAiHGLqLbaaWVBs6LP7faavhB+eiuavz/q54zAmqPPQYCa5qJMjNHHHFEVVcr/j//zd/8Tbnooovqp1Vi/VOU64mSNPF5ibGUWCwajzfFc4yllXM6MbHPTttuueX+6q5hokU32EUXLahWuL/hDcdUQbLWWnuX9dZ7T9XvP15rIaJG1Sc+8YnBgn1bbrlldffQjphiG/Wumv3JsXAuypDEQHcca0fcecQdyLve9a7B1xR3EzGfv536T/G+4jUNfV9Ro6tdsQ/FWmutVT1HhNLhhx8+rnc1UyYaxkYDWY1R1O+iYnZdo2EsBx00MCAf3VIx9tW4OKjuLOqz7xoXAlV4vPOdAwE1zUVl37ioid+dmFFX/6zF70DcLcesxLgrjSoJERzxOzs0EFoJh1bO6cTEPjttufzyuxoN+OHlsMMmdzHS73//TLn00jvL7rtHuZCBxiy+YkptVHTNjE9EIxgfhOaVejSSw+36Npr44AytfRWFAeM5x6u0dkyNjWm60ZUWzx9XhhFK7YhaXFGTK74/Xme83lburCJEmw1CNCSf/OQnRy0IOS1FF019PUQEQOPnXObNW/jxpni88TvzZ0ExzVbBtyK2HIipvkMvXKKSQHzu4m57ODFDsamVcGjlnE5M7LPTsvvvf6za/yPuBu66a3wayIwY4I7qrbHyu3mrHV8xLTEGj6Mvd6yS1tH9Et0w8X1xdR/dM+3298ZraJYZiTGTk046acx/NyuCKkqkNCuuRmXadossxoB9XDXG90fNrpHGdiJc/u3f/m2wzPqmm25ade/1jZ13HphqO5o4Huf1ofjcxeelFa2EQyvndGJin52WxJqOmDEV3UjnnDPOA48diLuI2Gho58aHubkmIr5iX42Yfhv9t0PrUsWAb3ODnhgIjgHhdmecxL8ZV/GxYC66rGJV+mQtxorVw83XH+HZ7thG/CwiiJqFCGN2WbPPOsLkmGOOGbzbiVCMCQV9pxGyZazprHEXEuf1oRjraHUHzVbCoZVzOjGxz05Ljj32+io8PvOZ9hqsoaL/Pa78oyR3DCDHwrf4e7vjDaOJPTSi73boYHQM/G699dbVIHVzjCKmoMZU1HZFF06zSm7sktdOqfbxFAvBokpvhGDMtGpXrG+JK8nm+pYox9Ic54ipyzGFebwKQk47jd+RMtaU6lgIuOSS9Uf7QnyGWi1N0/wMjvU1kSb22RnTvHn3VavHt9jipKocSati4C0WKkXxv2bDPdJXdJdEiYWY+RR7RoyHKNsQdwpDp9DGYrdY/JYRg+HN3QWjJlU7M6MmQqwdaQblf/3Xf9UPtyRqeEV4NH8+cdc2Ut923xAgo2o3QMbSyjmdmNhnZ1QRGBEcESBRomQs8YsV/aMx/a/ZKMUvXFQBjY2S9ttvv+ruo/kVf4+9IaKaalxRN78nSpdH11B2z4i6uNqO5/1RrExOiPBolsaOGWDdIsZBmhssxWB7Vsy0WS9WbKMLawy6sGhZTKGNrqvjjru+fmgh0X8e6xWa/edRhTUqfsYYRKsrrGMcIbbijHGJ5nanESqtzhoaTexJEc+XqdEUK7qjuyq+P7p2uk2Mi0SIxJhMtrhjBEisgaFhzpyYSlR/dGF9PojeardpK+Ew9JyYBRklVaLQY0z0iIKcnVacHvsVMCHOPvvWKjxi8DwG0UcSA9PN8t0x3hB7V3Q63TPCJNZCNGcNRTDFBjlZ2QCJAfPmmEc33XnUxRVhTEeOu73YH6NdAmSIWJ0e03THmsY7f379SF+IabxxNz5S70D0HDS1GyCx4VjsGxN3/HHRGFOCY3fFToz9Chh3MU03puvGtN2YvjuSGAhv1ouKO47x7j+PgdwDDjhgcNZQXP202v86VDZAYkwmvi/GPLpd3L3FoPjMmTPbHp8RIDVRaj0WEsbCwVhAGBMKYp3HIYcMPD4Fpdi7Sax1it+zU089tbpDj2nmsa3weC8kjPUn0QvRiZGfnQkRe3pss83p1YLBH/1o5HpM8UsUDVY07rH16kQaepcTf7a7818mQGKdR3QLxcD5dNmPvPk+50Q3TBsEyDCuv76UWbNK4/Z3oJRJrECPv0/C5mHTQSzejeoGMZ08JsHE2EhUXxi6P/1o4dA00jlRnDMWMcbsyU4M/+xMmCjFHl1X8edIol5O/I+PxXuZ6bAZsdAvBuLj340V37EndqvaDZAIjFgkGF1CUzVVNyO63GJtRwRfO11ZAoRuEp/V+Iqx0FYH7EciQCbRpZf+rLrziFLsUT5kONFtFXceER533nln/fCEi+KD8csVVWdbLRnSboDEwH2cH7PEppt4jxEgcac23Erz4QgQus3DDz9cfW5jhmYnBMgkidk8q6/+xsbV/UfKHXcMX/U29p2IMY/4msrNZ5pjE5tvvnlL5UPaCZAYwIs7j1iJPVkrzMdbjNnE+/1+i/teCBC6UYRI7ADaCQEyCeJKNXazi0bnuONOqh+uxDnNcYiJHvMYS7yWKCUdryX6ScfSToBEBds4N2pbTVfz58+v7hJjBlkrBAjdID7Tsbg1pv7HGqeY0m8MZBqIlczRaEY9/5HEOo84Z7vttqsfmhIxzS+qgrYyTtFqgMQssijFHmMsrdzZdLNmzaxWxkIECN0gusdjDC8+gyuvvHI15tlurbo6ATLBolGNct0xaDzSmEJcEcTCnljn0e4MqIl04YUXVo1flCsfTasBEptBxXkxw2y6iyKT8V5ir5OxCBB6lQCZQNHHGNPvIkCGTr+ri5Wn0RjFIsFu05x7HusgRtJqgMROgnH1M1KQTidxBxW1vyL4x9oASoDQqwTIBNpmm22qhvULX/hC/dBCorZVlBfodIX5RJg7d27VAL4zdoMbQSsBElWBx+rGm25iE6h4T0O3GR2OAKFXCZAJEjvbReMSpQJG6++PqrpxXqw071YxWBylze+JVcPDaCVAYh/xOKfdHf+6WeznEe9prIkGAoReJUAmQMzSiTuKqJ801p7dUZI9GqEYb+hWzTCMMYzhtBIgMegcDelYP4/pJLooI1jHCgcBQq8SIOMs1jasu+66VaMRmzuNpbmfR6tVdadCzJ6KxXObbbZZ/VCllQCJAnExkaDXxEZRsVvjaAQIvUqAjLN//dd/rRrTXXfdtX7oz0TXVoRHhEi3iwHwqMs1nLECJMJxtACazmJufQTEaCXxBQi9SoCMo/POO69qKNdee+2WqtrGyvNoeGOnum4XewfEa/1lVE2tGStAokR1HI9w7TV77rln9d6uj+KAIxAg9CoBMk5iY5YZM2ZUpQHGWnjX1FxL8KUvfal+qOvETLJ4rcNN5x0rQGJv9jie3Rq2m33lK1+p3tvFF4+8n70AoVd1fYAsWLCgKuw3a9asaqZSt34199Q48sgj629hRLF/eHzP17/+9fqhrnPYYYdVrzVWs9aNFSDxPXE8nqPXxP+7eG+j7QUvQOhVXR8gzYVs0+Eruq9ujR3XWhT1oOL7psPU1thjPV7rd77znfqhMQNkOr3PdjVnqI1W20uA0Ku6OkCuvvrqqlHeaKONWi6dPVXOPffcqqFYZ511Wq4y6w5k+nMHQj/r2gCJwNhwww2rAIkgmQ6alWZjhXIrjIFMf8ZA6GddGyAnnHBC9cGM8YXpImZexXTXaDBa2Sui32Zh7bbbbvVD055ZWPSzrgyQ2K83duSL1dyxEdN0csstt1QzsWK7yLFeez+tA4n9MzbddNP6oWkv9q2OgHjkkUfqhwYJEHpVVwZIs7zHdOjaGU5zb4/YRGqssZt+WYm++uqrl5e//OX1h6e92NskqvKORoDQq7ouQGIf8Cj5HWXQW1mM161i2nEr/f79Ugur+fO466676oemrYceeqgK1rF2dRMg9KquC5D3v//9VUNz5pln1g9NK7HnRdR+WmyxxUadBNAv1XiPOuqo6pz4s1d897vfrd5TDKSPRoDQq7oqQGKGT3wg3/rWt9YPTUuxiVRsJhV3U6PVSuqH/UDiziOeJ9b19Io5c+ZU7zsuAkYjQOhVXRMgMaD8mte8prrSnTdvXv3wtNWc/hqbS42kX3YkfP3rX18FapR9me6eeuqpqlx/3GWONc4lQOhVXRMgsU92NEK77LJL/dC0FsEYm0rFextpJXa/7Il+zDHHVOeNNS40HTS7r/baa6/6oT8jQOhVXREgMV4Q016jAX3ggQfqh6e92EQprlZfuvTS5b758+uHK82ZW9ttt1390JSILrdVVlmlmiE2VnHIVgMkpmcvt9xyVVg+/vjj9cPTyhvf+MZqavJtt91WP/RnBAi9qisCZLfP7VY1QIccckj9UM/44dlnl/0aDckd660Xu07VD1fdINHFEz+H0047rX54UsVriX0u4rWMtV1raDVAwhe/+MXq3K9+9av1Q9PG5ZdfXr2Hf/qnf6ofGpYAoVdNeYDc8tAtZbGPLlbWmr1Wefrpp+uHe8pTH/944yf+nNh1qn6oEivTl1lmmerrpptuqh+eNJ/61KeqBnLzzTcfdT/3pnYCJBbcLb/88mXZZZcdc6FlN2oGfYTCaKvPhxIg9KopD5DNztusPOfw55QLF3TvOohxE+ta1l67lOc9r5Tzz68frUThwegaiZX4sSZmsu29995VGEQJ/ehabEU7ARKa60piyvZ0c+yxx1avvZ1p1wKEXjWlAfL9u79fhccW529RP9S7YjzhBS8oZcaM2IWqfrRyxBFHVI1UhMjNN99cPzwh4u5vxx13rP7dWF1933331U8ZUbsBEt72trdV3/Otb32rfqhrRR2wGMuKu6d2fj4ChF41ZQHy1LNPlZknzyyLH7V4ue3hsQcie0psOhVdWTG7aYQpoDErLe5Eov7URI+J3HHHHYPjL/FnuzPBMgFy9913V11ZSy21VLnhhhvqh7vOM888Uw2cZ0JPgNCrpixADrzxwOruY4+r9qgf6g/RfRMhMsoq5ujOivGQZpdJ1KQaT7GW4YADDhjcTXGHHXZIlY/JBEiIEugRklEjKwKlm+26667Ve8zMkhMg9KopCZD7n7i/LHPsMmXG8TPK754aeYV2T4tV56usUspii5VyzTX1o4OG3h3ENOdYbNjpivXY8CpKiqyxxhrV86644orljDPOqJ/WsmyAhOYiyle+8pVdO6jenDm2/vrrl8cee6x+eEwChF41JQGy42U7VncfR99ydP1Qf7niilKe//zSaD1j4UX96KCY+RPrRKKhj4bshS98YXVHctFFF7VcxTdCI1aTf+xjH6vW3MTzRPfRpz/96VHLrLSikwAJUXW5GSLzR1gnM1Wa4RFhm70DFCD0qkkPkBseuKEscsQiZd3T1y3P/mHsKaI9b7/9BrqyPvjB+pE/E91Lhx56aFU7Kxq1+IqFfrHlbwyA79d4rti7PL5itXds4LT11ltXxyMsmt/zspe9rOy7774dL9qMacfx78TAcjxvbDrVaqDVffnLX64q28ZzjVY2ZbLEmEez22rNNddMVxE+/vjjq+eIemjQayY9QDY+Z+Py3MOfW370qx/VD/WnWGex8cYDIdLG4GwU8ItS8M39RJrhMNxXVASO7YFjfcdll11Wf6q2xIZZEVSxwdTQ548aV/HfsXr9lFNOqX9bS04++eTqvUQ9tLiriUZ8KsRsq+aAeXRbtTupIFx11VXlda97XfUciy++eHWnB71mUgPktF+cVnVdzb54dv1Qf4ttYpdbrpQXvaiU22+vH23JggULqr3HzznnnOoOJAbg4++3J59vqJgl9dnPfnahO5/YdTHWcZx44onV4sC489hnn32qx+P4m970ppYX2g117bXXlpkzZ1bPscEGG6S7xbJinUeUW4l/PwbM2x3ziLI12267bdVtFXdUH/7wh3uieCQMZ9IC5IlnniirnrhqWeropcrdj3T3jJspcdZZ0VleGpe8sSijfnTSRcMddyzR9dIMjRc1Au4DH/hAOf3000esZRV7hkTl4Tg/ZljFfu/tXsFHo73zzjtXDXA0xNE1NtFjI1GepDlZIdZ5tDtVN7oXo/JyjE/Fc8RzjVXmHaa7SQuQz1/3+eruY++f7l0/RNOuuw6sUk/2t3fkD38oP7nssvLJT36yGiNphkZcjceV+Pe+9722pvheccUVVfdPPEdMRd5///2racPtiLuRZqMeYfLe9763XHLJJWOWT29VvJ6oqtvsroqwiskJ7QZeBOpqq61WPcfKK69cvv3tb9dPgZ40aQHy9u+/vbzipFeUx55ur0ug74yw69+EiDGGRoNc5swp1620Unn7H0NjxowZ5aMf/Wj5wQ9+0FF9smjoo0uoOXssZjJFELUrvid2RWyGWuxB/olPfKJ6vN0ZZFGeJUIjJh00B//jTikKI7a7oPHGG28sb37zm6vniG2YY9ym3S4vmM4mLUBivccjTz1Sf5jJFpWAow7X9tuXRgs6MHjf+Hr0pS8tZzbugGIGVCsFFNsRjXx0h8VgcjS2MaU1BuPbFXckERxRDr4ZJtH4v+pVr6qqB++5554LzUSLr/j7HnvsUbbccsuy1lprVXcZze+NAf+YiNBKSfahYvbaTjvtVP3b8TxbbbVVepYWTGeTFiAkzJ1byuzZpdFilrLoogN/Nhqr0uaVcomptY2r7rLttqW8+MWDoVFWXbU0WtdSrryy/h0TIgb0oyGPRjdmbUUYZBZFRsBd2XjNUWp+0003HbzDGesrgucd73hHtYd5Znwi7sYOOuigaowknm+dddbpeFYbTGcCpFudfHIpK6xQGi1WFI6KDvuB7q2DDx4oxBjHR/PoowPnROBE8cZmaKy5Zimxi95119W/Y9JE11jcDUQjHN1I3/jGNzqesht3OXGHEjPPYgba0Jlo1zXea8wU68T5jbu25uywWIgZK/nH+04NpptxCZArf31lefcF7y4rHL9CVRwxxjq2+sFW1eNNMYBOi6JLZfnlSxlpb/h4PLqfhut6+c53SuMyv5Qll/xTaLz61aXss08pk1TZtxVxNR+LIptTZtdee+2qse82Mfsr7lriNcZ6l+gOe/jhh+unQV/quFU//GeHlzW+s0Y5ZcEp5cEnHyyPP/14FRzvuuBdC4WGAGnDzjvHxhz1RxcWx+O8oa6++k+hscEGpcRuguOwDmQiPfjgg1V5lVg8GI30+973vqr+11SLwfbdd9+9Co14XbG51kRPJYbppqNW/cYHbyyrnLhKVRxxOPtcu8/gfwuQNqyxRilj7UgYdyFx3lAxvTVmOU3DAd3Y92STTTapGutYjb7XXntVe6hPtuiWOvLIIwfrhcXeKBdccEH9NKB0GCA7XLpDOfSmQ+sPD0uAtKHRgFYD36OJhXzRTdVjzjrrrLL66qtXjXdM141aUpMlBsSbJVpioPzggw/uaBoz9LqOWvUY62h1MygB0oY+DpAQlYOjSGOsfI/GPGpKRW2piRJbB8+aNav6t6Irbc6cOR0XmoR+0FGrvsRRS5Qnn2ltdbIAaUO2C6vHRA2pqCXVLGkSNaai1tR4iUV/UeMrFgFGeLzlLW+pFgcCremoVRcgE6RxBVzNmhrNcIPoPSrWbDRLmkStqag51U5ZleFEuZEoOxLPGWVIOtlQC/pVR626LqwJcuutA9N0x5rG22ezgqLyb7PRX3XVVasaVO265pprqv1R4jmWXnrpasOo6DID2tdRqx6D6F+7+Wv1h4clQNrUaCyrhYSxcDAWEMZCwij7fsghA4/H8T4U3U5Rc6rZ7RS1qObGiv0xxHa5URRyaIXfe++9t34a0IaOWvWYxrvaSauVB54YfsBx32v3HfxvAZIQ+2nMmlXKiisOlDKJFejx9ylcRd4tovZU1KCKEImaVFGbariB77i7iC1zmwPysbHWZO8xAr2q41Y9FhLOPHlmOXXBqeWhJx+qFhL++L4fW0jIpIh9PKImVXPqbdSqak69jaq7zf1MYkpwu3t8AKMbl1b9il9fUba8YMuy/DeXL4sduVg1NhK7DkaQNAkQJkos/ovaVM3FfxEazVCZykWJ0Ou06vSMqFEVtapinCPCI7bc7YayKNCrBAg9J6rynnvuufWHgXEmQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACk/D9UOdotKtXu2QAAAABJRU5ErkJggg==)