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++j70/cSKTprUBRl1YUb399KFG3UBx1RBgACIyujRo6VChQqeC16VKlVk8uTJZtU80c54XSPL3LpWD51Pctttt8mIESNkxYoV5ql5oq+nr6uvb85b0UPfj74vfX+xsn79emeJeHPZ+LvvvttZUj7ZESAAcvT1119L7dq1s1zIn3/+eWeiYKyE7m7M38r10Vjjxo2d9bP27NljnhYX+n30++n3NUeV6fvT9xnLIcm6WZVuWuX+PrqplW5uFcs2jjUCBEBEa9askdtvv92zzLouRdKmTZuYj1zSRRRPOeUUzwVU18jSfgj9LT2R9Pvr+9D3435/+n5jvfijbp+r2+i6v49us6vb7SYjAgSAh/72rX0DRx11lOdCpsNgf/jhB7N6nmhnvPafuL/PscceK0899ZRs3rzZrJ5Q+n70fen7c79fff+xnOeya9cu6dmzp5QoUcLzferXry+LFi0yqycUAQIg7IMPPnCWVXdfuE477TSnwznW9Ld3d1+D3uncddddSbOJVHb0/en7dN+Z6eeI9d3IypUrnaHF7n8LfZzWvn37pAlXAgSA/Pjjj1KvXj3PxUrvQPr06RPzfgcdgaQXQff3qlatWsrNztb3q+/b/Tn0c8V6WfqZM2fKhRde6Pk+2qH/2muvOZM4E4kAAdLYunXr5L777suyzLqORNKtZmPtjz/+kIsuusjzvTp27JjUHcU50fet7999N6KfTz9nLOmkzKFDh0rZsmU9QVK1atWYj4LLDQIESFNz5871DB8NXfz06/GQkZHhdAiHvpeuETVhwgSzWkrSz+Fe80o/p37eWNu2bZuzDIu5bLwu0ZIIBAiQpnQoaugCpB3Do0aNittKsTpx78QTTwx/P330o8/4/UQ/j/uRln5e/dzxoMut6BDj0PfSR1qJQIAAaWrcuHHhC9CwYcPM4pjRi6h75JLOto7lZLxkop9LP587mOMVIio0tFhX+E0EAgRIU7r2UuhCp/MP4kGHt7rvPJo2bSq7d+82q/mKfj79nO47kVgO83ULPTa77LLLzKJ8QYAAaSreAaIdye4+D92pL9GjhvKLfk73zoTaDrHuWFcECICEiGeA6FBW92iryy+/3Pd3Hib9vPq5Q22g7RHrIb4ECICEiGeAuOd5aMeyX/s8Dkc/t7tjXdsllggQAAkRrwDRGdmh19ULnN9GW+WWfn73EN9YzlgnQAAkRDwCRDuLQ8uT6OQ6v8zzyCtth9BkQ22fWHWqEyAAEiIeAeJeGFFnaCOTtkeobbSdYoEAAZAQsQ4Q96Mrfe6fqsuTxIu2h7s/JBaPsggQAAkRywDRzZVC+3noo5pUWxgxv2i7hB5laXvldVMqAgRAQsQyQNzLouhS58ietk+orbTd8oIAAZAQsQoQHaqq26/q6+jSHbHerdBvtH1CS7tou+VliDMBAiAhYhUgvXv3Dr+O7tiHw9N2CrWZtp8tAgRAQsQiQHbs2OGsBKuvoQv7JctOeclO2ym0EKK2n7ajDQIEQELEIkAGDRoUfo0uXbqYxciBtleo7bQdbRAgABIiFgFSvXp15/wiRYo4uxsietpe2m7aftqONggQAAmR1wBZuHBh+Hzd3Ai5594UStsztwgQAAmR1wBxP4J59913zWJEQdst1IY2jwAJEAAJkdcAqVSpknOuru2Ubku1x4q2W2jtMG3P3CJAACREXgJE9+QOndu6dWuzGLmg7RdqS23X3CBAACREXgJk8ODB4XNHjBhhFiMXtP1CbantmhsECICEyEuA3HrrreFzV6xYYRYjF7T9Qm2p7ZobBAiAhMhLgJQrV8457/TTTzeLYEHbUdtT2zU3CBAACWEbIH/88Uf4vFatWpnFsKDtGGpTbd9onXhiZTniiDJSr951ZlG+IECANGUbILNmzQqf16dPH7MYFrQdQ22q7RutKlVulfLlr5UmTTqZRfmCAAHSlG2ADBkyJHwe8z9iwz0fRNs3Whdf3E/OOaentG49zCzKFwQIkKZsA6RTp07h8xYsWGAWw4K2Y6hNtX2jVa/eSKle/XW5++6PzaJ8QYAAaco2QNzP67dt22YWw4K2Y6hNc9OvRIAASAjbAGnSpIlzTqFCheTQoUNmMSxoO2p7artq+0aLAAGQELYBUq9ePecc3c8CsRPaH0TbN1oECICEsA2QGjVqOOecdNJJZhHyQNtT21XbN1oECOCWkSHyxBMitWqJlC0rUrSoyAknBP/erZvIsmXmGbBkGyDnnHOOc84ZZ5xhFiEPtD21XbV9o0WAAOrgQZGuXYOBEfghyvbQ8scfD9ZHntgGCHcg8cEdCGBDO2JvvjkYEAULirRoIfLJJyIbNojs26dTn0UmTxZp2TJYrvW0Ph24eWIbIPSBxAd9IICNvn2DoVC6tMjUqWap17RpIqVKBevrebBmGyCMwoo9RmEBNjZuFClZMhgIEyeapZFpPa2v5+n5sGIbIMwDiT3mgQA2BgwIhsG115olOWvYMHieng8rtgHCTPTYYyY6YKNBg2AQBC5muTJuXPA8DRJYsQ0Q1sKKPdu1sAgQpLeKFYNBkNtNiZYvD56n58OKbYCwGm/s2a7GS4AgvRUvHgyCv/4yS3Km9fW8EiXMEkTJNkDYDyT2bPcDIUCQ3giQhLENEMWOhLFluyMhAYL0VqECj7ASJC8Bwp7osZOXPdEJEKS3+vXtOtG1vp6nnfCwkpcAGTx4cPjcESNGmMXIBW2/UFtqu+YGAYL01r9/MAgaNTJLcqbDfvU8hvFay0uALFmyJHxu69atzWLkgrZfqC21XXODAEF60w5D7cfQJUp0+ZJoTJqU2f+Riw5HeOUlQFSlSpWcc4855hjZvXu3WYwoaLtp+2k7anvmFgEC9OoVDITAD5JMn26Wes2YEayn9RlCmid5DZAuXbqEz2c+iB33/A9tz9wiQABdWbdp02AoFCqkYxpFPv00eHehiynqciVTpojcdluwXOtpfVbkzZO8BsjChQvD5zdu3NgsRhS03UJtqO2ZWwQIoA4cEOnc+fDLuRcpEqyn9ZEneQ0QVb16def8IoF/l3Xr1pnFyIG2l7abtp+2o417753gBMgzz0Q/+TCWCBAkl6VLg/uC1KwpUqZMMDD0T90jQfcB0XLERCwCZNCgQeHXsHkEk87cjwC1HW3s2rVP5s1bG/h9KjF34wQIkKZiESA7duyQ448/3nkN3c9i8+bNZhVEoO0U2v9D20/bMRURIECaikWAqN69e4df56mnnjKLEYG2U6jNtP1SFQEC/9Ehpf/7H53shxGrANmyZYuULl3aeZ1jjz1WNrJHS460fbSdtL203bT9UhUBAv8JTTK8+26zBC6xChD15JNPhl/rrrvuMovhou0Taittt1RGgMB/zj8/GCA6OXHuXLMUf4tlgOzcuVNOOeUU57UKBtp99uzZZhUEaLto+2g7aXtpu6UyAgT+8+GHmcN+a9XSDafNGpDYBoj6MNDuoderVq2a7NM5PAjT9tB2CbWRtleqI0DgT1demRkiI0eapZDYB4hq1KhR+DU7duxoFqc1bY9Q22g75YbO9QgdM2YsN4uzCNWNNwIE/vTjjyKFCwcD5KSTdLypWSPtxSNAli9fHl7bSR/VTJgwwaySlrQdQo+utH20nXLDHSBNm44L3M3kPECEAAFMy5YF90Lfu9csieyBBzLvQnRyIjziESDK/SjruOOOk5UrV5pV0op+fm2HvDy6CgXCLbe86/w5ZswCs4oHAQKYTjwxGAb33muWRPbnnyLHHhs8R3c+zMgwa6S1eAWIat++ffi19bl/Kg9VzQv93O5+D20XG6FAmDNnlfNn3bojZOvW7FdAJkAA02mnBcNAF1T87juzNLIXX8y8C7nxRrM0rcUzQPYG7hIvuuii8Otffvnlabfku35e/dyhNtD20Hax4Q6Edu0+cf67f//sR7oRIIBJH1+FwuCyy8zSyPbvFznnnMzzPv/crJG24hkg6o8//pDKlSuHv8cNN9wgB9JkEUz9nPp5Q59d20Hbw5Y7EDIytkitWkOcQ/87EgIEiESDIxQGGijR0KXhQ+dUrcpKvn+Ld4Ao7Sw+8cQTw9+nadOmvr8T0c+nnzP0mfXz57bT3GQGgt596N/1biQSs368ECBILfPmZe4JcsopuhypWSMy3a8iFCKvvmqWpqX8CBC1YMGC8NIdetSpU8e3fSL6ufTzhT6rfm79/HllBsK2bXvCe4F89dVqV80gs368ECBIPbpESSgMevY0SyPTvaaLFQueo8vDp/mqsdu3b5errroqfKGrW7du4KK0zawWM3oRdd+JaMey30Zn6edxd5jr541FeKhIgfDWWz86X9ORWQcPeifLRqofDwQIUs/69SKlSgXDoGRJ/ck1a0TWqVNm8FiOhkl1hw4dkhEjRkj58uXDF7rQUa5cORk2bFjgYpTzHANbGRkZnj4RHdrql3ki+jncQ3X1c+rnjZVIgbB//0G58ca3na+/997PnrJI9eOBAEFqGjAgMwz++U+zNDL9DTtwkdRzfi9fVHYu+8Ws4Wtz5syRGjVqeELjiCOOcA7313R3vFmz4rPDnXYku0dn6eQ6naGdqsue6PvW9x+aJKiHfr68dJhHkl0gfPnlCufrV101SnbsyBzhlV39WCNAkJp0OGTgtzwnQHTRxCgveHtGDJHZZxWQIVcVkNcHNjCLfWn16tXSqlUrT0joVqpt27aVTZs2OZsbtWvXLry9auho0aJFXB4z6VBW9zwRPfTRT6otwKjv1/3ISg/9XLZDdXOSUyA8+OAkp+yFFzIXDs2pfiwRIEhd+vhDA0QP3VM6ikcvhwJ1Xn38QrnvvgLOsWDBRLOKb/z111/Sq1cvOfLIIz0XOe37WLhwoVldfvnlF7nmmms8dUuWLOlsfqSvFWs6Izu07Ike+lu8LnX+p04ATWL6/vR9uu869HPYzDCPVk6BsHTpJqlZ8w2pXXtI4JeFYD9WTvVjiQBBaqtfPzNEhg41SyNasmSmtGlT0AmQ7t3PlP37Y/8bY6LpCKtKlSp5wuD000+X8ePHm1Wz0Of57r4KPXTp8bFjx5pV80yHt7oXYNRDRy5paCXb9rj6fvR9uUeU6aHvP6/DdA/ncIHQt+9Mp7xz58+cvx+ufqwQIEhtP/8sUqRIMEC0fyPKkURvvNE8fBcyZcqzZnHKmj9/vmf2sx6693a/fv1y9WhF6w4YMEBKlSrlea3LLrtMvot2FYBc0N/eQ/uJuN93ly5dZL0Omkgg/f76PkJ7mIcOfb/xvOtwO1wgbN68W664YoRTZ968tYetHysECFJfu3aZdyGdO5ulEW3atFIeeqikEyAPP1xatm/fYFZJKdppe88990jhwoXDF7hChQrJnXfeKevWrTOrR00vnvq4Rl/L/br6tVhf2HVzJd2hzwytokWLSuPGjeXdd9+VPXv2mKfFhX4f/X76ffX7u9+Pvj99n7HcDEq3rJk8+TdnguAff2Sd2xRNIIwevcCp06rVB1HVjwUCBKlPH3Ucf7wcKFRAFp5eTHas/s2sEdGECT3CdyGjR99jFqcEHQU0cODA8J7koeOSSy6Rb7/91qxuTe869O7DvJDqXUpu7myioZPxevfuHfgnPd7z/fTQvobbbrvNGYq8YsUK89Q80dfT19XXd/fNhA59P/q+Yj0J8scfN8i//vVR+KL/9NNZB4REEwi6xPsNN4wL1z1c/VggQOAL24a/Iv+9sIAMaFJAXn75erM4or17d0mXLic7AdKmTSFZuXKeWSWp/fe//5UzzzzTc5E7+eSTZcyYMWbVmNF+EPNRk/aXxGM+x44dO2TQoEGiw4rNi3no0H4dHS3Wt29fee+995yJe4fr8Ndyraf19Tw9X1/HfO3Qod9f34e+n1jSO43u3adLjRqZF3ztDJ8yZalZNepAmD59OQEC5Nahgwfk6R5Vw3cUP/88xawS0TffjA2f8+yzdczipLRo0SJp0KCB5yJXokQJ6dGjh+yKdmmXPNALsHYm6wgt93vQEVw6kisedNSY9kOYAwNyOooXLy6nnnpq+NC/m3WyO/T76PeLNFotr/buPSDDhs2XOnWGey72bdpMlN9+22RWT2oECHxj0aLPw2HQs+c5cvDgfrNKFjozu3//S8Pnffvt22aVpKGPTh5++OEsz+SbN28e88c50Vi1apXz27v7vehcEp1TEs8RVEuWLJHXX3/d+dwnnHBClou/zaGvo6+nr6uvHy/Tpi2T668f6wmOJk3Gyeefx27Wen4iQOArr77aNBwG06cPMosjWrHiO+cRlp7z+OOnyL59OT8CyW+6NPiQIa9JmTJlPBe9Cy64QGbOnGlWz3c6a918zKT9Ba+88kq+LN++ceNGZ5a9Xvw7deokd9xxh1x33XXO+l4XX3yxc/ehf+rf9etarvW0vp6n58fb4sV/Bv7/mugJDr0D0TsRvSNJVQQIfGXjxmXy4INHOGHwyCPHyc6d0U1KGznyznDwTJzYyyxOmIULp8ttt1WTihUzL85ly5YNBMqQuK1ZZUPfi66jpetpuYPkH//4R+C36/Tdg2XLlt3OHA3t2wgFh/Z59OgxI+Joq1RDgMB3Pvzw8XAYjB37oFkc0bZt66R9+1LOOTq8d/PmVWaVfLVxY4a89tpNzvtp1KiAVK2qwVHMWXdp69atZvWkoSv6PvbYY1KsWDFPkOj+GMt0T/s0oQsd6mq5uvWs+67jjjs+kp9+Su0h424ECHxn9+7t0rnzic7F9/77i8jvv/9oVono00/7h4Nn6NCWZnG+2LNnh4wf/0T4LkqPli0LBC7K18ny5fF7Nh9rv/32m1x//fWeENFFGx9//HFnKXk/033Lb775HU9wXHvtGJk0KXX+/aJFgMCXvvpqZPgC/J//XGUWR6RLmjz55Bl/B0/hfF3iRDvz584dFQiKk8LvW48eParIwoWfmtVTxmeffSbnnHOOJ0h0nwydb6Gf2U9WrtwauIud7AmOiy8eKq+++q389dfhB3SkIgIEvqQXp6efrhm+EH///UdmlYiWLPlSunc/S8aObWsWxc2yZXPlmWcu8gRHhw7HyrRpL0Q1kizZ7d+/35lH4d4vQ4+aNWsGgv4rs3rK0WXU//OfuXLRRUM84fHYY1NlzRp/320RIPCtZcu+Ci+a2K3b/wUuZPmzDEa0tmxZI8OH3xZ+j6E7nzFj7o+68z+V6Cq2Dz74YJZl41u3bu0sOZ9qdBfADz9cJFdfPcoTHC1avC/ffbfGrO5LBAh8bdiwVuGL8+TJz5jFCaFBNmnSv6Vdu6M8dx3PPVcv6v6aVPbTTz95ttPVQ5ec12VCdu/ebVZPSvPmrXGCwh0cuqnTBx/8kmV7WT8jQOBrmzevDlyoj3Qu0O3bHy1bt641q+SrefPeC9wNneYJDr07mj//A7Oq73300UdZlhDRORvvvPOOWTVprFz5e+COcYCcffaT4eDQR1fPPfeVbN+ef31myYIAge9NmtQnfLEeNeouszhfrF69QAYOrOsJDr0D+eSTvkn3aC0/6UKMzzzzTJal0nVJ+u+//96snjC68m737t0Dd0rHyXHH1ZLTTrtLzjvvP4F/w09kxYrYLq6YSggQ+J7OLO/a9VTnov3YYxXM4rjasWOjjBnTxunbCAWH9nkMH3670weCIF1yXmeIu5eN16Xp77333pjvL55bb775plSsWDH8vkqUqCiXXnqvfPHFIrNq2iFAkBa0Q/3FFxvIN9+MM4vi4sCBfTJt2vPSocMxnruOfv1qS0bG12Z1/O2bb75xlqJ3343o0urPPfecs3R9ftL3okugZH0v/wm8l9QfHRcLBAgQYwsXTnbmb7iDQ+985s4dbVZFNnRJevdv/Xro0vWTJk0yq8bc2rVrnbsh957nyXI3lGwIEMCwZs1Ceeedh6VPnwuc3Qp1NnvHjmWld+9qMnhwM/nyy8HOmlumnTs3yUsvXecJjrZti8v48U/Knj2x270uXYT6Hcxl2Bs2bCi//vqrWT3PtD/m6aefztIfc8UVVyRVf0wyIUAAF11I0d1fkdNh0mHC7nINmz//XG5WQy7pUvW33nqr56KuS9p36NAhZrsD6t7mkUaE6ba2yF7WnwIgTelSInrh1zuOt956QH77bZazyKIuaaJ/rlo13+lD0e1vdSiuafnyb5wVgPv2rS6LF88wi5FHX375pZx//vmei7wucT948GDrZeN1TsqVV17pec1Um5OSSAQI8Lc+fc53AoS+iuSly8brUvbmRlLVqlWTGTNmmNWz5bdZ8YlCgAB/C62Am2wbSiErXdL+0UcfzbJsfLNmzSQjI/vd/fy+Lld+I0CAv+kChhog+qgKqWHx4sXSqFEjTxhop/sTTzzhdMK76crAZ599tqeurgw8cuRI360MnF8IEOBvQ4b80wmQp546V5Yv/59ZjCQ2efJkqVKliiccKlSoIKNHj852b5KuXbv6fm+SeCNA4kQnPelYcn1WO3DgQLMYSWjTppXSpcvJ4VFUOntdF2PU0VW6VhUzx5Ob/sw9//zzzmQ/d1i453PoceONN6bV7ojxRIDEQaTfhnT10YULF5pVkWR0Lsf773eSjh1PyDJsV4++fWvI11+PMU9DEtm4caO0adPGmfzn/hlM9/3Z44EAiaFIz2Pdh474aNu2beA33U3mqUgyBw8ekJUr58msWUPkvfc6Bn6zvdrZKz0UJK+/fotTB8nrhx9+kPLlyzsd7bqVru1QX2SPAImB0IgQndzkDgwdEfL+++87IzzcX9cRIC+99JIzIgSpQ0dnffHFq+EgmTLlWbMKkFYIkDzQMelvvPFGljHp5513nmdMuo7w0D2g9bchdz3dK3rq1KmZL4iUMHv2MCdAevY8xywC0goBYslmVqyO+NBbaR0B4j6vSZMmzkgRpAbtJ9EA0XkjQDojQHIpFuvyLF26VJo2bep5DX1O+9hjj8m2bdvM6kgyuquhBoguWwKkMwIkSvFYGXTatGly7rnnel6vXLlyMnz4cOfxGGLrl18+k0GDrpWPPupmFjmef/6aqCYRjhvXzgmQQYMamUVAWiFAomDuSKbHWWedFZO9CbQj/eWXX5bjjz/e8/rVq1eX2bNnm9VhYcOG3wJtfL1nOO727Vn3dQiV9e9/qcyY8bKzDe1ff211Rltt375Bfvrpk/By7bqr4OLFX5gvAaQVAiQH2e9IFvvd0XRo70MPPZRlcbeWLVsGfiteZVZHFHbv3ibvv99ZHnywmCc8Roz4l1nV4a6T06GjsL76aqR5OpB2CJAIErkj2c8//yxXX321J0RKliwpTz31VOC3YRb5i8ahQwedkVKdOpXzXPifeuofsmhR9hPJ/vxzhbOk+6hRd8vTT9eSrl0rORtCaWd5p07lZeDAuoG7zj6yZcvv5qlAWiJAXJJpR7KPP/5YzjjjDM/7OOWUU2TcuPzZ0ztV6R4euh+HOzgeeeR4mTHjlXyb+KePx37//Ufzy4DvECB/S8YdyTTQ+vfvL6VKlfK8ryuvvE4WLFhsVk9ruo7VkCEtPMGhG0Nph/euXZvN6nGze/f28DIoejcD+FnaB0gq7Ei2fv16ueuuu6RQoULO+ytV6lypVOmf0qPHxMCFM70fa+ns8IkTn/IsM6KHjqhau/YXs3rc7dixUR54oKjzHnQfde2HAfwqbQMkFXck++6776RevSZSrtzVUrlyB6le/XW54ooRMmrUD4ELafoN+/3mm7Hy+OOneILjyScrB+7OJphV89U77zwcfj+6jhbgV2kXIH7Ykezjj+dK/fqvOgESOm688W2ZOXOlWdWXVqz4TgYMuMwTHO3bl5IpUwY4+5cnmj4ye/TRMs770hFg69fzuBH+lFYB4qcdyXbv3i+vv/6dXHLJME+QtG07STIyopsRn2q2bNkqQ4c+Im3aFAoHh/73qFF3OfM0kokuuhh6jy+/3NgsBnwhLQLEzzuSrVu3I/A5pnlC5KKLhsizz86Rbdv2mNVTkj6e08d0117bQ2666dLwhVnvQnTJ9fyydOlsWbhwsvnliHTEV+/e1cLvdeHCT80qQMrzdYDoulKdO3d21plyh4cfdyT7/vt10qrVB54gufLKUfLeez8HLmapdXfl9uWXK6Rp03Hhz9Sgwe3Svv2l8s03+Tucee3an8N3PtFuKPXrr9PDAdKz59mBfweW74e/+DJAdB2pYcOGOetKuYPD7zuSaVCMH79IrrlmtCdImjd/L3DBTa3tWJct2ywPPjjJ8zkuvXRY4N/1C9m7N//vrDZuXCb331/YCYPHHjtJ9uzZYVaJ6LXXbgqHyLRpL5jFQErzXYDMmjVLdB0pd3DoOlOvvPJKtsus+83OnXvlxRe/ltq1h3guwJ06TZHff0/uYaX62G3AgDlSq5b3vXfr9rmsXx/dRTtexoy5PxwG2S3IaNq4McOZza7ndOhwrDPMF/AL3wTIypUrpUWLFp7g0CG67dq1k82b828iWTJZuXKrPPLIp54L8cUXD5WXX/6f7NoV27W88krvnt5992fnsZv7/bZu/YHzeC4Z6MVfQ0DDQENBwyEaGjah4HnrrQfMYiBlpXyA6PpQuk6UrhflDo9rrrlGfvkl/yeSJaO5c1dLs2bveC7MDRq8KRMnLpZkGHymj9duvfU9z/vTx3Aff/xr0vXf6GOoUBjo46lo6OMufeyl5+hjMF3lF/CDlA6QsWPHOutDuYOjcuXKMmFCYieSJaMDBw7KuHE/Sb16Iz0X6ttv/0gWLFhvVs8Xq1dvk44dp3jejz5208dv+hguGR04sM/pEA+FiHaUR0OXNQmd89xz9cxiICWlZIDojOzLLrvMExy6XtSAAQOc9aOQva1bd8szz8zy9DHUqPG6dO8+XTZs2GlWjwt9fPbSS/9zHqe5w0Mft61aldx9NEqH5IbCQIfqRrNIo84zeuaZi8LnzZ//gVkFSDkpFSDmmlB66H/r1zZsSK6JZMlu6dJNcv/9Ez0X8MsuGybDh3+f5bGRu86MGcs9ZZGE6kYyZcpS5/GZ+zVvueVd+frr5Fw+Jjs6OTAUBl9++ZpZHNGyZXOdjaj0nG7dTpP9+/N/NBkQSykRINmtSqt3IfPm5d9EMj+aPn25NGmSOc9Cj6lTvXNk3GU6J+Nw625lFyDaqa93O6FyfZz29ts/OY/XUo0uTxLaqEqXLYl2xd/hw29zznn4jsBdyNinzWIgpSR9gGh/BvtixJcGgt551Kkz3HmstGiRd6ip+05B/xwzJudO4OwCRIfoaue4Pj7r129Wys+U14USQ3chuoBiNHQzqpeaHSWTzy8gqyodJbImtebnAG5JGyC6M5+OpHIHBzvzxZf2TUS6qIcCYc6cVc6fdeuOcPpSspNdgKjsvkcq0v3Sdcl2DRBdwj3a5eM3Dvp34CevQPC4/XazGEgZSRcgOmdD526Yy6zrHA/2Bk8MdyC0a/eJ89/9+882amXKKUD8ZtasIeG7kBdfbGgWR6b7zJx6ajBAChUS+d//zBpASkiaANFZ4jpbXGeNu4NDZ5Xr7HIkjjsQdKVffQSlR3ar/qZTgOj+6336XBAOkR9//K9ZJbL338+8C6ldW1/IrAEkvaQIEF2fStepcgeHrmOl61npulZILDMQ9O5D/653I5GY9f1uyZKZ4dFV3buf6cwViUrdupkh8uabZimQ9BIaIHPmzAn8DNX1BIeunPvYY485K+kiOZiBoH0YoQmJX32VdfitWT8dvPHGrU6A9LylgPw6dqBZHNkPP4gULhwMkAoVdBEzswaQ1BIWIGvXrpWCBQt6wqNJkybO3h1ILpEC4a23fnS+piOzsps3kk42b1whoxqWkLmVC8j2cqVFop2X1KZN5l3IE0+YpUBSS1iAzJ07NxwcZcqUcXYLRHKKFAj79x90ttHVr+ueI26R6qeD7c/0yAyDe+81iyPbuFHkmGOC5xQvLrJ8uVkDSFoJCxAdphsKEH1kheSVXSDoZk/69auuGiU7duwNfz27+r63a5dIxYrBMNDRVfPnmzUie/75zOBp1swsBZJWUgTI448/bhYjieQUCKFNn154YW74aznV97233soMg8svN0sj27dPpEqVzPNmzDBrAEmJAMFh5RQIuqZWzZpvOKvo6uq6Kqf6vqfDcS+5JDMM3nnHrBHZJ59knnPeeTqu3awBJB0CBId1uEDo23emU965c7Af63D1fe/bb4OPsDQMKlXSKetmjcgaNcoMkcGDzVIg6RAgOKzDBcLmzbvliitGOHXmzVt72Ppp4c47M8OgVy+zNLJffxUpVix4Tp06ZimQdAgQHFY0gTB69AKnTqtWH0RV3/fWrRM5+uhgGBx5pO6eZdaI7KWXRE4/XRvULAGSDgGCw4omEHRF3xtu8C4Ln/b69cu8C2nZ0iwFUh4BgsOKNhB0bxECxEV3x9S7CQ2QggV16QWzBpDSCBAgnsaPz7wLqVGDRRPhKwQIEG9XX50ZIiNHmqVAyiJAgHj76SeRIkWCAdKqlVkKpCwCBMgPw4cH53noCryATxAgAAArBAgAwAoBAiSTjIzgviC1aomULStStKjICScE/96tm8iyZeYZQMIQILCm+4DoQoq6FhbySLdu7to1GBihEVuRDi3Xnxe2ekYSIEBgrU2bic6Ewbp1R5hFyA2dG3LzzcGA0AmHLVoEV+fVXQ11qfc//hCZPDk4m13LtZ7WZ04JEowAgbV7753gBMjll48wi5AbffsGQ6F0aZGpU81Sr2nTREqVCtbX84AEIkBgjQCJAd3StmTJYCBMnGiWRqb1tL6ep+cDCUKAwBoBEgMDBgTD4NprzZKcNWwYPE/PBxKEAIE1AiQGGjQIBsHbb5slORs3LnieBgmQIAkLkIxAgNQO/ADo8SoBkpIIkBioWDEYBCtWmCU5W748eJ6eDyRIwgJkUyBABgV+APSYQ4CkJAIkBooXDwZBtNvehmh9Pa9ECbMEyDcJC5ADgQDZGPgB0GMnAZKSCJAYIECQwhIWIBIIEOcHQA8CJCURIDFQoQKPsJCyCBBYI0BioH794M9AbjvRtb6ep53wQIIQILBGgMRA//7BnwFd6j03dNivnscwXiQQAQJrBEgM6DIl2o+hS5To8iXRmDQp+HOj5+n5QIIQILBGgMRIr17Bn4NjjhGZPt0s9ZoxI1hP6/fpY5YC+YoAgTUCJEZ0Zd2mTYM/C4UKBbe9/fTT4N2FLqaoy5VMmSJy223Bcq2n9VmRFwlGgMAaARJDBw6IdO58+OXcdW91raf1gQQjQGCNAImDpUuD+4LUrClSpkwwMPTPGjWCPydaDiQJAgTWCBAgvREgsEaAAOmNAIE1AgRIbwQIrBEgQHojQGCNAAHSGwECawQIkN4IEFgjQID0RoDAGgECpDcCBNbuvHOMVK36tFx88XNmEYA0QIDA2s03PykVKtwoVaq0MosApAECBNbq128mJUpUlHLlqphFANIAAQJrV1xxReCfr4CUKlXKLAKQBggQWCNAgPRGgMAaAQKkt8QFyLJlmQHSs6dZihRAgADpLXEBojp1EmncWGTlSrMEKYAAAdJbYgMEKY0AAdIbAQJrBAiQ3ggQWCNAgPRGgMAaAQKkNwIE1ggQIL0RILBGgADpjQCBNQIESG/5GyAZGSJPPCFSq5ZI2bIiRYuKnHBC8O/dugUnFyJlECBAesufADl4UKRr12BghGafRzq0XJc10fpIegQIkN7iHyCHDunGEcGAKFhQpEULkU8+EdmwQWTfPpE//hCZPFmkZctgudbT+noekhoBAqS3+AdI377BUChdWmTqVLPUa9o0Eb0YaX09D0mNAAHSW3wDZONGkZIlg4EwcaJZGpnW0/p6np6PpEWAAOktvgEyYEAwDK691izJWcOGwfP0fCQtAgRIb/ENkAYNgkHw9ttmSc7GjQuep0GCpEWAAOktvgFSsWIwCFasMEtytnx58Dw9H0nr0ksvdQLk6KOPNosApIH4Bkjx4sEg+OsvsyRnWl/PK1HCLEESOHjwoAwdOlSKFi3qBEjhwoXNKgDSAAGCXJk5c6ZccMEFTnCEDh5hAekpvgFSoQKPsHxiReDfsHnz5p7g0DuQZs2ayerVq83qANJAfAOkfn27TnStr+dpJzwSateuXdKjR4/AzWAJT3g0CPzbLFq0yKwOII3EN0D69w8GQaNGZknOdNivnscw3oR666235OSTT/YEx5lnnikTo53TA8DX4hsgukyJ9mPoEiW6fEk0Jk3K7P/Q85Hvvv322/AIq9BRunRpefbZZ2WfLj8DABLvAFG9egUD4ZhjRKZPN0u9ZswI1tP6ffqYpYizdevWyZ133imFChUKB4f+9z333CMbdO0yAHCJf4DoyrpNmwZDIXAxklatRD79NHh3ob/N6nIlU6aI3HZbsFzraf2cVuRdu1Z/TTa/Ckt79+6Vfv36OaOp3HcdderUkfnz55vVAcAR/wBRBw6IdO58+OXcixQJ1tP62dm1K7iHiNa//HIRLnB5Mn78eDnjjDM8wVGpUiV5O7cDHwCknfwJkJClS4P7gtSsKVKmTDAw9M8aNYL7gGj54WzfLnLUUZmho5PY7rmH/pJcWrhwoVx99dWe4ChZsqT06tVL/srtvB0AaSl/AyRW9K7jkku8dy+6XPzAgcHHYsjWpk2bpG3btoHsLuIJj1atWjGfA0CupGaAhIwZk7neVug480yR//7XrJn29u/fLy+//LIcd9xxnuCoEbj7mzNnjlkdAA4rtQNEaZ9Ijx7BYb/uINFJiEx0c0ydOlXOPfdcT3CUL19ehg8fLofY+RGApdQPkBBdLqV5c2+IaKf9ww+LbNli1k4LS5culRtuuMETHMWKFZMuXbrIdu1LAoA88E+AhHz5pcgFF3iDRDvqBw/OeXSXj2g4aEhoWLjDQ8NEQwUAYsF/AaJ0DsmQIZnDfUNHtWrByYo+pY+j9LGUPp5yB4c+vpqm+80DQAz5M0BCtm4V6dhRAr+Ke4Pk5ptFMjLM2ilt9uzZToe4Ozi0w1w7zrUDHQBizd8BErJ4sch113lD5IgjRJ54QmTHDrN2Slm1apW0bNnSExw6RPehhx5yhuwCQLykR4CE6BIqVap4g+Skk0RGjdLnP2btpKaT/XTSn07+c4eHTg78+eefzeoAEHPpFSBKH+e88ILIscd6gmTbRRfJxq+/NmsnJV1mRJcbcQeHLkeiy5IAQH5JvwAJ+fNPkfvvDy6FErgAzwwcXQoWlK633y5r1qwxaycFXdhQFzh0B4cugKgLIeqCiACQn9I3QEIWLJAN9erJq4GLcaO/L8pHHXWU/Pvf/5Y9e/aYtRNCl1K/++67syyzrkuvr1+/3qwOAPmCAPnb9++/L5eddprnt/vTAn9/P/D1RNHNm3QTJ93Myf2+dLMn3fQJABKJAHHROw6989A7EPcFu27duoEblQVm9bjSbWMrV67seR+6vaxuMwsAyYAAiUD7QG6//XYpWLBg+OJduHBhadOmjWzUDbDiaNGiRVK/fn1PcJQoUUJ69uwpu3TdLwBIEgRIDr7++mupXbu252J+zDHHyPPPPx/zvcE3b94s7du3l6JFi3q+X/PmzWXlypVmdQBIOAIkCqNHj5YKFSp4LuxVqlSRyZMnm1Vz7cCBA/Laa6/J8ccf73n9Cy+8UGbOnGlWB4CkQYBEaefOnfLEE09I8eLFPRf6Ro0ayWKd6W5h+vTpUrVqVc/rlS1bVoYOHSoHc9oTHgCSAAGSSxkZGXLzzTd7Lvq66u2jjz4qW3XtrSgsW7ZMbrrppiyv0alTJ9m2bZtZHQCSEgFiacaMGVKtWjVPCJxwwgkyZMiQbO8eduzYId26dZMjjjjCc17jxo1lyZIlZnUASGoESB5o/8XgwYOlTJkynkA4//zz5Uvdl+Rvusz6yJEj5aSTTvLUO/vss2XKlCmuVwSA1EGAxMCWLVukQ4cOWUZQ3XrrrfLRRx9JrVq1PF8/9thj5cUXX2SZdQApjQCJoV9//VUaNmzoCQv3ocusP/DAA/KnrsMFACmOAImDSZMmyZlnnukJj3r16smPP/5oVgWAlEWAxIlONNTZ7NqxPmDAALMYAFIeAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAK/8P5Hcpdvyias0AAAAASUVORK5CYII=)
| Product Number | 8H69-9-16 |
| Synonyms | 3-Bromo-5-(morpholin-4-ylsulfonyl)pyridine |
| Purity | 95 % |
| CAS | 889676-35-1 |
| MDL Number | MFCD08436023 |
| Molecular Formula | C9H11BrN2O3S |
| Molecular Weight | 307.16 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 188-190 ℃
TSCA: Not listed on TSCA inventory