![3-[4-(3,4-Dichlorobenzyl)homopiperazin-1-yl]propanoic acid](data:image/png;base64,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)
| Product Number | 4H58-5-9B |
| Synonyms | 3-[4-(3,4-Dichlorobenzyl)-1,4-diazepan-1-yl]propanoic acid |
| CAS | 1227955-30-7 |
| MDL Number | MFCD12545994 |
| Molecular Formula | C15H20Cl2N2O2 |
| Molecular Weight | 331.24 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H58-5-9B
CAS: 1227955-30-7
Molecule Weight: 331.24
Formula: C15H20Cl2N2O2
![3-[4-(3,4-Dichlorobenzyl)piperazin-1-yl]propanoic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABpXAAAaVwHcCwBeAAACb3pUWHRtb2xTb3VyY2UAAHichZVZj5swEID/ysjPjbENARKFrKKsKlXabaXuVupb5YCTReJYAbn+fcccaUwoJMD4mG/G9ozt1dMlTeCkijLOs4BwygioLMyjODsE5Nf715lPntarEJVQMSsD8lFVn0vLOp/PNPxQqbzkGQ3zlDT9y0sZGzpnm+bFwRKMcev368tbzczirKxkFiqkynhZ1o0veSirehT/cWGlsjjFmdWoW2lxaqz9EUw/jF7KiPybyxb7NojCPk4U7PMilRWcBKP4sC9wUJkqZKUi2F2x2aYOzn29en3Ow2OqsgqL2kIcyuStKo4hNqR5osIjGsPCt+eApBwBWeXppijkFXRJN0sOUoC0QTog5yBdkB5IH+QCJGf4Yj9HBY4aHFU46nBU4qjFUY2jntBxSJQeyPv1UwXkB2xBv1v4fvdt/8ntA1tcUqEDadu2B4K6rucATo2hZ7PWijlqOl4nzL4WaEVrc4bLhz+YtfVe1fTcCAJXHJOgNkdFTucO07brWkcz6nlats0zmzJfS4e6Qksc30JLly5sLT3q1dyCCqf2job4YEOn2ZGd7Cw3njCS1i2U69Uuz6K7IsRRQHac1DH+qfalaMNMIC8iVeCCawNa9R4QJqCT4gaIIcB+AJxxD44J6IQbB+YmoNNzHHBNQCfzOOCZgE79ccA3Ab1RxoGFCdTbapzQ/Ubo6m04wfTDXW/bG7MZZHoRb7b5BNMLenMsTDC9uDfHyMR85gOMO+GnF/3mmJrw4w0w/oQff2Ctp5iBNJhIHNFPg/akHWX4wwYYRqy7M8PqrgosPlwj1t0dY+HNuv4L9bMmQ0IpWcYAAEKvSURBVHhe7d0J3Ez13/9xO6FsqUhoUSRFComSQnL3k6X0U/glLZIW1c9fKyndpVVJKNkiWaNUJBRZQiH7lq2yk/XC5fP3Oe4Z53yvfa6ZM+eceT3vx3n85Hxm5pozt+/7mvPdcggAABHIYf4FAACZQYAAACJCgAAAIkKAAAAiQoAAACJCgAAAIkKAAAAiQoAAACJCgAAAIkKAAAAiQoAAACJCgAAAIkKAAAAiQoAAACJCgAAAIkKAAAAiQoAAACJCgAAAIkKAAAAiQoAAACJCgAAAIkKAAAAiQoAAACJCgAAAIkKAAAAiQoAg9nLkOH1kJCu16vBhkY8/FmneXKR8eZFChUQKFjz15zvuEBkw4FQNvIPPLDAy+a8UyIashEJWaidMEDn/fOdjUju0RmsRf3xmgZLD/Asg6uwNQ0YyW/v++yI5c56qy5tX5MknRX75ReSff0T27xdZuFDk6adF8uU7VZMr16nHIH74zAIng3+lQBRkNhRUZmq///5U46I1RYuKzJtnVpy2YIFIsWKnG6Rp08wKuIHPLJDS+VcKRElmQiEko9rkZJFLLjldM368WZHSxImn6ytUOPUccA+fWWCl8a8UiKKMQsEuo9qxY0+fr1PHPJu2G244/Th9DriHzyyw0vhXCkRRRqFgl1Ft+/anz+tonczS2tDjOnQwzyKW+MwCK41/pUAUZRQKdhnVXn756fNLlphn06a1ocdVrmyeRSzxmQVWGv9KgSiyh0JWjtQUL376/N695tm07dlz+nElSphnEUt8ZoGVxr9SIIrMYMjskZo8eU6fP37cPJu2Y8dOP06fA+7hMwusNP6VAlGUUSjYZVTLb7P+w2cWWGn8KwWiKKNQsMuolvvp3vLrryI7dph/68RnFlhp/CsFoiijULDLqDYaI3ruv988i6z6/XeRW245dT1LlRI5dMisOI3PLLDS+FcKRFFGoWCXUS1zCuJr1y6RRx919mvkzy+ye7dZeRqfWWCl8a8UiKKMQsEuo1rthLXPas7MgnuTJp2uZ1ZzZLRD+4MPnP0ZelSqJDJjhlntxGcWWGn8KwWiKKNQsMtM7dSpznWV5s83K07TBfpCjZ4+RtdkQtboNdM+CPtno2tVvffeqWDJDD6zQErnXykQJZkJhZDM1vbpc3plV129VVd21UX4dFXXAwdEFi1yruyqtfoYZN7atSJNmzo/E7111bGjyM6dZnXG+MwCJ4N/pUAUZDYUVFZqM7u3ROnSmVvAD6fo8updu55uyENH/fpZG0WVGj6zQMlh/gUQdfaGISNZqVW6c93Agad2sitX7tTOdmeccerP+ttz//7pjxBSejtFG81Ed+KEyKBBIued5/wcLrpIZNw4szpy0fjM4AmZ/FcKBNRrr51qJPWeu3YSZ/aeftDMni1yzTXO4DjzTJFevUSSksxqwEKAILF17uxsNLWzOJE6bTdvFmnd2nkNtO+hXTuRP/80qwEHAgSJTTtwtVPYPq9BD72Vop3IQaW3iHr0OHX7yP6+r7su/d0CARsCBFDaOXzTTc7GVCfIaWdy0PpHPv/8VH+D/b1qx/awYWZl1mn/xssvnxrme++95lkEDAEC2OmMZ+00tjeu2qn86aenOpl9bMuiRfJL3brO91aggMjzz58aRptdo0Y5g0nncNAZHmgECGA6ckTk1VdPdSLbG1vtZNbOZp/Ztm2bdOjQQRqebNDfPfk+1oTez513imzYYJZnnS6oaF92JBRMb71lViJgCBAgLdqJrJ3JoclvoeOee051Pnvc0aNHpXfv3lKkSJGTP3YOKX3yeODk8UPVqnIio+VHMmP7dpEHHhDJndt5fVq2jE4wwfMIECAj2qlcq5azkSxU6FQntEdv0UyaNEkqVKhgBUfoKFmypHw5YICcyO66UieDSd58U04mk/OaXHWVyPTpZjUCjAABMks7mc1Z1HrPXzulPWLFihXSqFEjR3DkzZtXunTpInt0g6bs+vprkUsvdV6Ds88W+eijrO02iEAgQICs0M5m7XTWe/z2RlT7AHQtpzjZvXu3PP7441ZY2MOjcePGsnLlSrM8604Gk9x6q/M9n3wteeKJUzsHIiERIEAk9B6/3uu3N6jaF9Chw6m+AZccP/lbf79+/U5+CTjbERyXXXaZTJ482SzPOg0HDQkNC/t71TCJRjDB1wgQIDu0M1rv/dsb1yJF5NCbb0qy9hXE0A8//CBVqlRxBEfRokXl7bfftjrQs0VvR+ltKb09ZX9vevtKb2MBQoAA2aeNrS4AWLJkuKGdevLofrKx/f6rr8zqbFu/fr00b97cERy5T377efDBB2VHRvuTZ4Z2hF95pTM4dA8PHZab3WBCoBAgQLTo7Z4nn5T1efPKWycb3Tr/17hrp7Z2bmfX/v375dlnn5X8+fM7wqNevXry22+/meVZdzKYpEULZ3DobTkdquvibTn4BwECRNn+lSvlzcaN5UxbI6+d29rJHclIqBMnTsiQIUOkdOnSjuAoX768jB492izPsqSTwbT1uedOLd1iD48bbzw1SRBIAwECxIh2Ymtntr3R185u7fTWzu/MmDNnjtSsWdPxHIUKFZKePXvKYV13Khs0mEYMHSoPnQymISefd2coOE4Gk7UsCZABAgSIIe3M1k5t7dy2h8CVV15pdYKnZcuWLdKmTRvJmTNn+DH6Z/07PZddc+fOlVq1alnPW/nk8d+Tx086OVIXQsxmMCFxECCAC7RzWzu5tbPbHiTaGa6d4iFHjhyxvl0ULlzYUVejRg3r20h2bd26Vdq2besIJj1633uv7PfB8izwFgIEcJF2dt94442Oxls7xZ977jkZNmyY1a9hP6f9HoMHD7ZuN2WHBtMrr7ySIpiuvfZa+fnnn81yIFMIECAOvvjiixRhYYaKjrjSkVfZNWbMGLnwwgsdz1+qVKmoBBMSGwECxIl2guvtqjPOOMPRuBcvXtxq9LNr8eLF1hBfM5i6desm/wRtkyzEBQECxNnmzZulYsWKjoY+1GGufRZZpf0tDz/8cIr+lmbNmsm6devMciBiBAjgEdoXoZ3l9ka/QIECVkd7ZpYmOXbsmLz77rtSrFgxx3NcccUVMm3aNLMcyDYCBPAQ7ZPQvgnto7CHgI7gSs+3336b4ltMiRIlpG/fvpmecwJkFQECeJB2nrdu3TocBrolbWpWrVolTZo0cQRHnjx5pHPnztYS70AsESCAR33//ffhUHjttdcc5/bu3StPPfWU5MuXzxEeDRo0kOXLlztqgVghQACPSi1AkpOTZeDAgdb2tPbg0O1rJ06caDwDEFsECOBRZoDMnDlTqlWr5giOs846S9544w1JSkoyHw7EHAECeJQ9QHTtLHtw5MqVS9q3by/btm0zHwa4hgABPMoeIPajTp06snDhQrMccB0BAniULvtuD46yZcvKiBEjzDIgbggQwKPGjx8fDo9bbrlFDh06ZJYAcUWAAB5ldqIDXkOAAB5FgMDrCBDAowgQeB0BAngUAQKvI0AAjyJA4HUECOBRBAi8jgABPIoAgdcRIIBHESDwOgIE8CgCBF5HgAAeRYDA6wgQwKMIEHgdAQJ4FAECryNAAI8iQOB1BAjgUQQIvI4AATyKAIHXESCARxEg8DoCBPAoAgReR4AAHkWAwOsIEMCjCBB4HQECeBQBAq8jQACPIkDgdQQI4FEECLyOAAE8igCB1xEggEcRIPA6AgTwKAIEXkeAAB5FgMDrCBDAowgQeB0BAngUAQKvI0AAjyJA4HUECOBRBAi8jgABPIoAgdcRIIBHESDwOgIE8CgCBF5HgAAeRYDA6wgQwKMIEHgdAQJ4FAECryNAAI8iQOB1BAjgUQQIvI4AATyKAIHXESCARxEg8DoCBPAoAgReR4AAHkWAwOsIEMCjCBB4HQECeBQBAq8jQACPIkDgdQQI4FEECLyOAAE8igCB1xEggEcRIPA6AgTwKAIEXkeAAB5FgMDrCBDAowgQeB0BAngUAQKvI0AAjyJA4HUECOBRBAi8jgABPIoAgdcRIIBHESDwOgIE8Ch7gHTv3t08DcQdAQJ41MCBA8MBUrhwYRk0aJAkJyebZUDcECCARy1btkxy5coVDhE9qlevLrNmzTJLgbggQAAPW716tdx9990pgqR169ayadMmsxxwFQEC+MD8+fOldu3ajhApWLCg1Tdy6NAhsxxwBQEC+Mjw4cOlTJkyjiApW7asjBw50iwFYo4AAXzmwIED8sILL0iBAgUcQVK3bl1ZuHChWQ7EDAEC+NQff/whd911lyNEtK/k/vvvl23btpnlQNQRIIDPzZw5U6pWreoIkiJFisgbb7whSUlJZjkQNQQIEAA6P2TAgAFSsmRJR5BUqFBBJk2aZJYDUUGAAAGyd+9e6dKli+TNm9cRJA0bNpTly5eb5UC2ECBAAK1atUpuu+02R4hoqDz22GOye/dusxyICAECBNg333wjFStWdARJiRIl5MMPP5Tjx4+b5UCWECBAwB09elTeeecdKVq0qCNIqlSpItOmTTPLgUwjQIAEsWPHDnnooYckd+7cjiBp1qyZrFu3ziwHMkSAAAlm8eLFUq9ePUeI5M+fX7p16yb79+83y4E0ESBAghozZoxceOGFjiApVaqUDB48WE6cOGGWAykQIEACO3LkiLzyyivWfiP2IKlRo4b8/PPPZjngQIAAkK1bt0qbNm0kZ86c4RDRP997772yZcsWsxywECAAwubMmSM1a9Z0fBspVKiQ9OzZUw4fPmyWI8ERIAActP9jyJAhUrp0aUeQlC9fXr744guzHAmMAAGQKh2R9dxzz1kjtOxBcuONN8qvv/5qliMBESAA0rV+/Xpp0aKFI0R0LskDDzxgzS1B4iJAAGTK9OnT5corr3QEic5uf+utt6zZ7kg8BAiATNP1s/r16ydnn322I0guu+wymTx5slmOgCNAAGTZnj175PHHH0+xbHzjxo1l5cqVZjkCigABELEVK1ZIo0aNHCGiofLkk09aIYNgI0AAZNtXX30ll156qSNI9DZX//79WTY+wAgQAFGhHelvvvmmtR+7PUiuuuoqmTFjhlmOACBAAETV9u3bpUOHDimWjW/ZsqVs2LDBLIePESAAYmLRokVyww03OEKkQIEC8vzzz8uBAwfMcvgQAQIgpkaNGiXlypVzBMn5558vQ4cONUvhMwQIgJjThRh79OhhLcxoD5JatWrJvHnzzHL4BAECwDWbN2+We+65xxEiumy8drTrkvLwFwIEgOtmz54t1157rSNIdJFG+AsBAiAudNn4V199NRwgOosd/kKAAIib5cuXhwOkU6dO5ml4HAECIG4IEH8jQADEDQHibwQIgLghQPyNAAEQNwSIvxEgAOKGAPE3AgRA3BAg/kaAAIgbAsTfCBAAcUOA+BsBAiBuCBB/I0AAxA0B4m8ECIC4IUD8jQABEDcEiL8RIADihgDxNwIEQNwQIP5GgACIGwLE3wgQAHFDgPgbAQIgbggQfyNAAMQNAeJvBAiAuCFA/I0AARA3BIi/ESAA4oYA8TcCBEDcECD+RoAAiJsVK1ZJ/vxnW8fjj3c1T8PjCBAAcbN69SY577zG1tGtW1/zNDyOAAEQN+vWbZfLL3/BOnr2/Mo8DY8jQADEzfr1e6R69f7W8frrs8zT8DgCBEDcECD+RoAAiBsCxN8IEABxQ4D4GwECIG4IEH8jQADEDQHibwQIgLghQPyNAAEQNwSIvxEgAOKGAPE3AgRA3BAg/kaAAIgbAsTfCBAAcUOA+BsBAiBuCBB/I0AAxA0B4m8ECIC4IUD8jQABEDcEiL8RIADihgDxNwIEQNwQIP5GgACIGwLE3wgQAHFDgPgbAQIgbggQfyNAAMTNn3/uDwfIu+/OMU/D4wgQAHHVv/8C6dLlOytM4C8ECAAgIgQIACAiBAgAICIECAAgIgQIACAiBAgAICIECABXhOZ76HHddR/LX3+lPWzXXgvvIkAAuMIeCnp07z7dLAkjQPyBAAHgCjNArr12gKxbt9sssxAg/kCAAHCFGSB6PP30d2aZhQDxBwIEgCvsoXDNNaf//Pvv28xSAsQnCBAArrCHwn//OzX854cfnmSWEiA+QYAAcIU9FLTvQ/tAQv89d+7mNGvhXQQIAFeYodCt2/fh/27TZpycOJF2LbyJAAHgCjMUNmzY4/gWMnXqujRr4U0ECABXpBYKzz8/Lfx3zZuPkuTkU19DUquF9xAgAFyRWihs3LjX8S1k/PgVadbCewgQAK5IKxRefHF6+O8bNx4uSUnH06yFtxAgAFyRVihs3rxPatQYGD43bNjiNGvhLQQIAFekFwo9eswIn6tff0i6tfAOAgSAK9ILha1b/5GaNU9/C0mvFt5BgACImkOHjlnDcXftOmSeyjAUXnllZorwSK1W54v89NNGWb9+j3kKLiNAAETF11+vtjrBtdFv1Wq0eTrdUFC6P0itWim/hZjGjl1u/b2O3urZc6bs3n3YLIFLCBAA2aKLId533wRHo3/XXVkPENWr10+ZDpDQceONn1od78eOJZuliDECBEBEduw4KC+9NN2xsq4ezz03TbZvP2iWpxsKIdu2HbB2K8yoVkPk5pudne3Nmn1u3dqCewgQAFly9GiyDBr0q9StO8jRgOt6VosX/22Wx8w//yTJW2/9nKLz/dFHv7aWSUHsESAAMu2HHzbIv/410tFgN2w4TL78cqVjMUQ3/fHHHuncebLjZ9JQ0XDRkEHsECAAMrRmzS5r3w57I60d3n36zJODB4+a5XExa9ZGaz0t+8+ot7n0dldojS1EFwECIE179x6W1177yTFTXI8uXb6zZpB7jXakDx++WOrV+9Tx895992hZsGCrWY5sIkAApHD8eLKMHLlUbrppsKMhvvPOL2TevC1muefs2XPYmldiX6hRj2eemWJNWkR0ECAAHObM2SwtWzpvBWmQjBr1uxUsfrJq1U554IGJjveio7z69p3vmVtvfkaAALDo0upPPPGNo7HVW1evvz5L9u07Ypb7is6Ov/32EY73duutw+Srr1bFrfM/CAgQIMEdOJAk7703N8Us8I4dv7L2Lg8KXSZ+4MCFUqfOJ4732a7deFm6dJtZjkwgQIAEpSOTJkxYIQ0aDHU0qHfcMVJmzNhglgeGTlZ84YUfHBMg9c+6L0lqEyCRNgIESEALFqyXe+4Z6wiOG274VAYP/tWaKJgIdNJj27bjHddAJ0d+8ski69sKMkaAAAlk48ZN0r59Vylb9h6pUqWX1WjqSCXdjyO1FXSDTvs/Jk1aJY0aDbMFyUdSr173k38/0yyHgQABEsDBg7pu1UtyxhlnSIEC58o559SXSy7pfDJMJsiyZdvN8oSjI7I++GCeNULr8stfkjJlWspZZ1U6GST1Tn5TWWyW4/8QIEDAffbZZ3LBBRdIjhw5wkelSjfJ+PE/maUJb/PmvfLww/3k7LOvl7x5i1rXKnfu3PLQQw/Jjh07zPKER4AAAbVgwQK5/vrrHcGh30D0m8jBg4l3uyorZsz4Wa644grHtStWrJi88847cvQo80dCCBAgYP7++29p37695MqVy9EAtmrVSjZuZLnzzDp+/Lh8+OGHUqJECcd1rFixonzzzTdmeUIiQICASEpKktdff13OOussR4N39dVXy48//miWI5N2794tnTt3lrx58zqua5MmTWTVqlVmeUIhQIAA+PLLL+WSSy5xNHDnnHOOfPzxx5KcnBjDcmNt+fLl0qBBA8c1zpcvnzz11FOyd+9eszwhECCAjy1btkxuueWWFI3a008/nbCNWqxNnDhRKlSo4LjmJUuWlIEDByZcWBMggA/t2rVLHn30UcmTJ4+jIfuf//kfWb16tVmOKNPbhW+88UaK24XVqlWTmTMTZ/4IAQL4yLFjx+SDDz5I0bFbqVIl+e6778xyxNi2bdvk/vvvTzFg4a677pI//vjDLA8cAgTwie+//14qV67saKh0aOl7771nBQviZ+FCXaSxjuOz0SHTL7zwgjWJM6gIEMDj1q5dK3fccYejcdJbVx07dpSdO3ea5YijkSNHStmyZR2fVZkyZWT48OFmaSAQIICH3XzzzdZMaHuDdNNNN8mSJUvMUnjEoUOHpHv37lKwYEHH53buuecGrn+EAAE8asiQIY4G6KKLLpKxY8eaZfCoTZs2yb///W/HZ3jxxRebZb5GgAAepXM7Qg1Pw4YN5cgRf+8KmKimTJkS/hyrV69unvY1AgTwKO00DzU8r732mnkaPvHPP/+EP8emTZuap32NAAE8igAJBgIEgOsIkGAgQAC4jgAJBgIEgOsIkGAgQAC4jgAJBgIEgOsIkGAgQAC4jgAJBgIEgOsIkGAgQAC4jgAJBgIEgOsIkGAgQAC4jgAJBgIEgOsIkGAgQAC4jgAJBgIEgOsIkGAgQAC4jgAJBgIEgOsIkGAgQAC4jgAJBgIEgOsIkGAgQAC4jgAJBgIEgOsIkGAgQAC4jgAJBgIEgOsIkGAgQAC4jgAJBgIEgOsIkGAgQAC4jgAJBgIEgOsIkGAgQAC4jgAJBgIEgOsIkGAgQAC4jgAJBgIEgOsIkGAgQAC4jgAJBgIEgOsIkGAgQAC4jgAJBgIEgOsIkGAgQAC4jgAJBgIEgOsIkGAgQAC4jgAJBgIEgOsIkGAgQAC4jgAJBgIEgOsIkGAgQAC4jgAJBgIEgOsIkGAgQAC4jgAJBgIEgOsIkGAgQAC4jgAJBgIEgOsIkGAgQAC4jgAJBgIEgOsIkGAgQAC4jgAJBgIEgOsIkGAgQAC4jgAJBgIEgOsIkGAgQAC4jgAJBgIEgOsIkGAgQAC4jgAJBgIEgOsIkGAgQAC4jgAJBgIEgOsIkGAgQAC4jgAJBgIEgOsIkGAgQAC4jgAJBgIEgOsIkGAgQAC4burUqeGGp0uXLuZp+MTOnTvDn2P9+vXN075GgAAe1a9fv3DDkzt3bitE9uzZY5bBwyZMmCAXXXRR+HMsW7asWeJrBAjgUX/99ZcUKFAg3PjoUbJkSRkwYIAkJyeb5fCQ33//XW6++WbHZ6fHM888Y5b6GgECeNjRo0eld+/eUqRIEUdDVLVqVZkxY4ZZjjjbtWuXdOrUSfLkyeP4vG6//XZZs2aNWe57BAjgA9u2bZMOHTpIrly5HA3TnXfeKRs2bDDL4bJjx47J+++/L8WLF3d8PpUqVZIpU6aY5YFBgAA+smjRIqlbt66jkdLbXC+88IIcOHDALIcLdLDD5Zdf7vhMNEj69OljBUuQESCAD33++edSrlw5R6N1/vnny7Bhw8xSxIjekvrXv/7l+Az01tUjjzxijbxKBAQI4FOHDh2SHj16SMGCBR2N2HXXXSfz5s0zyxEl+/btk65du0q+fPkc112H6C5dutQsDzQCBPC5zZs3S+vWrR2NWc6cOaVdu3by559/muWI0IkTJ2TQoEFy3nnnOa61DtMdN26cWZ4QCBAgIGbPni3XXHONo3E788wzpVevXpKUlGSWIwtmzZrFtU0FAQIECL8lR9emTZtS/Xb3n//8h293QoAAgaTrL6V1n37JkiVmOQzav9S9e/dU+5fmz59vlicsAgQIsLVr11oL+NkbQR0p1KnTY7Jr116zHCeNHDnSWnLEfs3KlCnDCLdUECBAAtCVfStXrhxuEAsVKi8VK94tQ4fOkuPHWRZFLVmyVho0aOUIDubYpI8AARKETmr74IMP5Nxzy0mJErXlwgs7SNWq70jLlqNkzpzNZnnC2LVLb1d9L5dc8pCcffb1kjdvUSs8dJb/H3/8YZbDhgABEszu3Xvl+ecHSpUqL0n16v3DxxNPfCMbNybOba1jx5JPfgNbLDfe+Kn1/i+//CUpU6alXH99M5k5c6ZZjlQQIECCWrt2l3Ts+JUjRGrVGijvvTdXDhwI9tDUH3/cKM2afe547zffPFg+/3y2JCefMMuRBgIESHAzZmyQO+4Y6WhMGzQYKhMmrAhcY7p+/R7p1Olrx3utWXOgvP32HNm/P9ihGQsECAA5ejRZBg/+VW644dTtnNBxzz1j5ddf/zLLfWffviPSu/dsKyzs7++xxxLrtl20ESAAwrRDuUePGXLttQMcDW23bt/LX3/tN8s9T79BjR69TOrXH+J4Py1ajJLZszeZ5cgiAgRACsuWbZf27b90NLq1a38i/fsvkMOH/bFE+S+/bJVWrUY73kO9ep/KZ58tsTrQkX0ECIA0ffPNGrntts8cjbD+t/69V23Zsk+efvo7x8+s36heffVH2bPnsFmObCBAAKRLv3HoNw/9BmJvlPUbyvLlO8zyuDl48Kj07TtfrrvuY8fP+eCDk2TVqsTYn8NtBAiATNE+EO0LMX+z1z4T7TuJlxMnRCZNWiWNGg1z/Gy33z5Cvv9+nVmOKCJAAGTJokV/WaOz7I21jt4aMuQ3azSXm5Ys2SZt2453/Cx16w6STz5ZJElJx81yRBkBAiDLdHSTzhPR+SL2xlvnk8ycmfryH/Y6vc2U3qgue21qtm07IC+88INcc83pOv2z/t327QfNcsQIAQIgYjr57t1351gz2O2N/iuvpFwKxH5ej+7dp5slYekFyOLFf1vfMuw17dqNt76NwF0ECIBs08l4upZWqEG/5ZYhZkmKANH+k3XrdptllvQCZMCAheFzt946TL76apXVDwL3ESAAokZX9dXbSNOnbzBPpQgQPXS4bWrSC5Dduw/Lyy/PlIEDF1ojrxA/BAgAV9hDwd538fvvKW89pRcg8A4CBIAr7KHw3/9ODf/54YcnmaUEiE8QIABcYQ8F7fuwr7c1d65zQysCxB8IEACuMEPBPimxTZtxjo5wsxbeRIAAcIUZChs27HF8C5k69fSscbMW3kSAAHBFaqHw/PPTwn/XvPmo8AZWqdXCewgQAK5ILRR0/oj9W8j48SvSrIX3ECAAXJFWKLz44vTw3zduPNxawyqtWngLAQLAFWmFwubN+6RGjdNLoQwbtjjNWngLAQLAFemFgi4JHzpnbj8L7yJAALgivVDYuvUfqVnTuSBjWrXwDgIEgCsyCgVdwdcMj7Rq4Q0ECABXZBQKuj+IuSx8WrXwBgIEgCsyEwq9ev1EgPgIAQLAFZkJBd1pUHcrzEwt4o8AAQBEhAABAESEAAEARIQAAQBEhAABAESEAAEARIQAARBXK1bskClT1snx48nmKXgcAQIgbvbtOyK1a39izfcYOnSxeRoeR4AAiJv16/eEJwy+/vos8zQ8jgABEDcEiL8RIADihgDxNwIEQNwQIP5GgACIGwLE3wgQAHFDgPgbAQIgbggQfyNAAMQNAeJvBAiAuCFA/I0AARA3BIi/ESAA4oYA8TcCBEDcECD+RoAAiBsCxN8IEABxQ4D4GwECIG4IEH8jQADEDQHibwQIgLghQPyNAAEQNwSIvxEgAOKGAPE3AgRA3BAg/kaAAIgbAsTfCBAAcUOA+BsBAiBuCBB/I0AAxA0B4m8ECIC4Wb9+l1x11VvW0avXNPM0PI4AARA3a9ZskQsuuNs6nn9+kHkaHkeAAIiblSvXSuHCl1hHly7dzdPwOAIEQNwsX75ccuTIYR2dOnUyT8PjCBAAcUOA+BsBAiBuCBB/I0AAxA0B4m8ECIC4IUD8jQABEDcEiL8RIADihgDxNwIEQNwQIP5GgACIGwLE3wgQAHFDgPgbAQIgbggQfyNAUpGjf47wASB2CBB/C2wLefDYQflo+UfS7LtmUn5EeSk8qLAU+LiAlP2srLSY0kIGrxosR44fMR9mIUAAdxAg/hbIFnLEmhFy7tBzHUGQ2lFqWCkZs36M+XACBHAJAeJvgWshX1n0Srjxzzswr3T8qaPM/HOm7Dy80/rGsXbfWum7rK9UHFUxzZAgQAB3ECD+FqgWcsKGCeGGv+SQkrJgxwKzJCwpOUmemftMqiFBgADuIED8LTAt5NHko3LBZxdYjX7O/jll6papZkmqei7saf4VAQK4hADxt8C0kCPXjgw3+g2/bmiezhICBHAHAeJvgWkh201vF270dYRVdhAggDsIEH8LTAtp7xRfvme5eTpLCBDAHQSIvwWmhSw2uFi40d+XtM88nSUEiPfNmzdPypYtax2//PKLeRo+8dNPP4UD5N577zVPw+MC00LmGZgn3OgfP3HcPJ0lBIh37dy5Ux555BHJnTt3uOHRP+tvr7t27TLL4VFJSUny+uuvS+HChcOf47XXXmuWweMC00LyDSTYjh07Jn369JFixYqFGxzzKF68uLz//vtWLbxr4sSJcskllzg+uzx58siIESPMUnhcYFrIy0ZdFm706QMJlilTpkilSpVShMV7770n7777rvVn+7nLL79cpk7N3DBuuGfZsmXSoEEDx2eVL18+eeqpp2Tv3r1mOXwgMC1k2+ltw40+o7CCYc2aNXL77ben+E3VvF0Vuq2l5+y1//rXv6znQHzt3r1bOnfunOLzadKkiaxatcosh48EpoW0zwNp9HUj83SWECDxtW/fPnnmmWes307tDc7NN98sv//+u1ketnTpUqlfv36K33C7du1qPSfcdfz4cenbt6+UKFHC8ZlUrFhRvv32W7McPhSYFtKcif7D1h/MklTp2lkmAiQ+kpOT5ZNPPpFzzz3X0eBcfPHFMmHCBLM8TePGjZOLLrrI8RznnXeeDBo0SE6cOGGWIwamTZsmV1xxheMz0P4rveVIH1VwBKqFHL9hfLjh19V4F+1YZJaEaeB0ndc11ZAgQNynwzmvvvpqR4Nz1llnyf/+7/9aI3aySh/Tq1cvOfPMMx3Pec0118isWbPMckTJ2rVr5Y477nBccx0l9/DDD1u3GhEsgWsh7avx5huYTzrN6iQ//vWj7Dqyy1qNd/0/6619Qip/UTnNkCBA3LNx40a5++67HQ1Orly55L777pO//vrLLM+yP//8U/7zn/9Izpw5Ha/RunVr2bRpk1mOCP3zzz/y//7f/5P8+fM7rvNNN90kixcvNssREIFsIT9b85mcM/QcRxCkdpQeVlrGrh9rPjzdABm3YZzVx6Id9SeE2yGROnTokLz00ktSsGBBR4NTu3btmEwMnD9/vlx33XWO19LX7t69u/WzIDJ6S/DTTz+VUqVKOa7thRdeKGPHpvy3hWBJ2UIGxIFjB6Tfsn7S9LumUu6zclLwk4LhHQmbT2kuQ1YNsZZ0T016AXLxyIvD52qMryFzts0xS5ABHe+vM8jtDc4FF1wgw4cPN0ujbtiwYVKmTBnHa+vPMnLkSLMUGZg9e7Y1+c9+LXVi4KuvvipHjqS+2yeCJWULiXT1WNjD6qQPhYj+uc0PbWTLgS1mKQwLFiyQOnXqOBqcM844Q1588UU5ePCgWR4zBw4ckBdeeEEKFCjg+Fnq1q0rCxcuNMth2Lx5s9xzzz2Oa6e3CNu2bStbt241yxFgBEgE9FtHzfE1Hd9UCn1SyNpb5PDxw2Z5wvv777+lffv2Vt+GvdFp1aqV/PHHH2a5a/S177zzTsfPpD/j/fffL9u2bTPLE97hw4fl5ZdflkKFCjmuWa1atWTu3LlmORIAARIh7f/Q22Daj2IPkvIjysvodaPN8oQUWu9IR1PZG5xq1arJjz/+aJbHzcyZM6Vq1aqOn7FIkSLSu3dvOXr0qFmekEaNGiXlypVzXKPzzz9fhg4dapYigRAg2bT/6H55dv6zkv/j/I4guXHijfLbzt/M8oTx5Zdfpljv6JxzzpGBAwda8z28Rn+mAQMGSMmSJR0/c4UKFWTSpElmecL49ddf5YYbbnBcE7319/zzz1u3ApHYCJAo0eHB2jlvD5HcA3LLgz8+KDsO7zDLAyut9Y6efvppX6x3pD9jly5dJG/evI730LBhQ2vvikSxfft2eeCBBxyrHuvRsmVL2bBhg1mOBEWARJnOgK8yuoojSIp+WlTeXvK2NXkxqNJb72j16tVmuefpGk233Xab471oqDz22GPWew0qvWX35ptvWrfw7O/9qquukunTp5vlSHAESAzofiQ6hPjsIWc7gkRXDJ68abJZ7mtBX+/om2++sd6L/b3pe/3www+t9x4kX3/9tVx66aWO93r22WfLRx99FLj3iuggQGJo95Hd8vjsxyXvwLyOIGk8ubGs3LPSLPed77//PiHWO9Lfyt955x0pWrSo471WqVJFfvghc2uuedmKFSvk1ltvdbw3/bb1xBNPyJ49e8xyIIwAccGKPSus2ev2ENFQefLnJ2VPkv/+gSbqekc7duyQhx56KEW/QPPmzWXdunVmuedpOGhImP09GiYrV/r/FxzEHgHioq82fiWXfn6pI0hKDikp/X/vL8eTvX+LIL31jpYsWWKWB9Zvv/0m9erVc1wDvSbPPvus7N+/3yz3HL0dpbel9PaU/T3o7Su9jQVkFgHiMu1I7724txT5tMjpIOmWQ6569CqZMWeGWe4JofWOdEl0e4OjS6Yn8npHo0ePttZ8sl8TXRNq8ODBnl02XjvCr7zySsfPrLfm3nrrLea8IMsIkDjZdmibdJjZQXK9lUtytD35D7nqySNXDmtmtJeGScZzvSOdwa59DNpJ//jjj0u7du2s3/z10L6X8uXLW/8b+js9r6OkPvjgA6t/Jhqr+WZEr8Err7xiXRP7NapRo4bMmeOdddLWr18vLVq0cPyMeitOh+rqkF0gEgRInC3askjqPllXcpxz+h+2FyZqxWO9Ix06q6ObtE/BHEYa6aGz4HVrW90/Pb3dDLNLr0mbNm0cy8brn++9917ZsiV+66TpLbXnnnsuxW3HG2+80ZokCGQHAeIRn3/+eapLRejqsW5ye70jbdR1kqGuxms2/ukdpUuXtr6B6P+a59I7dLdD3T993rx55o8SFfqto2bNmo7X1GvZs2dP69q6RW+h6TIj5vXRa/bFF1+Y5UBECBAP0X0pevTokWKPDN3HIlYNnp1b6x3pb8V6W8q8NWY/NFD0lku3bt2s5d91JV/dHCo9el5X09Wl2fW3bp01rQ2m+dyhQ+d3vPbaa1FfOFEb7yFDhsSt8dag18C3v7aGmP5i4GaIIfgIEA9K6/aR3uPPqBGNhFvrHWlwaINtjv7RQ0NTb13pLSy9lRVNOsRW17nSnQ91nor52rqkvA5njfatOX2/OjIrtdtHOpIr2vTn11uM5u6LehtN/38KiDYCxMO0A1v38LY3BrrHt+71Hck+4SbtPO3QoUOKeQ3RXu9If+vVTndztroeGlyDBg2KalClRzu99ZuWLrFiLruiDX3Hjh2jHtLaga3haH8tveYPPvigNbcku9LqyNdveD///LNZDkQNAeJxejtEG9jUhtCOGzfOLM8UN9c70tFQ5qq8uriiTjpcs2aNWe4qHaWlG0uZM8z1uvTp0yfqy3foiLLUhtC+/fbbEQ+hHTNmjO+GEiM4CBCf0El8Xbt2tRpfe2NRv379LE3i++qrr1Jd76h///5RbTD1243eOrG/jv6Grx3YmzZtMsvjSlfg1d/gzVtrV199ddT7nvQa9+vXL8VrXXbZZTJ5cubXSVu8eHGqkxm1z0j/fwVwAwHiM7qMSNOmTR0Nh96K0Vsv6S0j4uZ6RzNmzEjxjalx48bWrRwv04b3ySefdNza0ltN2vkc7T1MdEVfndtiLiOi1ym9ZUT0lpd+ezNvOzZr1syXy6nA3wgQn9JbQ5UrV3Y0ItpBrPMd7AsZur3eke5AaG+ANUh0iLKf6G/3tWvXdlwv3eMk2qO1lAZ7o0aNHK+ln5UGmT3Y9TPVRSrNQQA6kXLatGm2ZwTcQ4D4mDYqOuu6ePHijkalUqVK1jLkqa13pLdKYrHe0cGDB63fgu2vpf8d7W83btH+Aw1j+y1DHZarAxtiIbVbi7o7ot5a1FtbqS0pr0Oho3nbEcgqAiQAdu3aJY8++miKUUX2I5brHWkfwvXXXx9+Lf05dD/xIPjll18cndQ63HjixIlmWVSkNbjBfui11Y27grypFfyDAAkQ3U72lltucTQ4uXLliul6R3pbp2rVquHX033PZ86caZb5mgakLodib8R1cclYCQ2v1s/O/lnqbbRE2lYX3keABJB9rw4d8RMrOgxWb4mFXktnj8eiX8ULtBNdO69D71Un6+nw21jS25Oh19NZ+YDXECABpENSQw1PrHbM01nW1atXD7+O3r/fuHGjWRY4L730kiNEYvlNRAdKhF5LZ/ADXkOABFCsA0Q7bnW4aeg1tINXl15PFNq5Hnrvejtr0qRJZklUECDwOgIkgGIdINqnEnp+HaYbzWVP/ML+TUTX0orF6CwCBF5HgARQLANEl8gIPbeuvaSr5CYqe5+IDvGN9jwRAgReR4AEUKwCZPXq1eEF+/T+f6yGs/qFdqzbR2fpKKlozlgnQOB1BEgAxSJAdPVfe6d5ly5dzJKEpBMl7fNEdOOoaCFA4HUESADFIkB01drQc+oig9FYTj4o5s+fH56xrmtURWsBRgIEXkeABFC0A0QX6dMNpvT5dGe7aG/4FAS6TpU9YKOxxAgBAq8jQAIo2gFiv8+vG0MhJV07y74Ao+4nkl0ECLyOAAmgaAaILsoYeq6LL77Y2v0OqdNtakPrkel6Vtnd2ZAAgdcRIAEUzQCpVq1a+LkSfdRVZugy7KHrpXu0ZAcBAq8jQAIoWgHy3XffhZ/npptuMk8jFbopVWgJfe032rp1q1mSaQQIvI4ACaBoBYiGRuh5NEyQOfbrr5t5RYoAgdcRIAEUjQDRoaih59BRRcg8Xf5d91/Ra6f7h0Q6Q50AgdcRIAEUjQC57777ws/hty1pvcA+bybSxp8AgdcRIAGU3QA5fPhweFc83SDKvsc6Mkf3SgmNyNIthiNBgMDrCJAAym6AjBkzJvx43T4VkWnSpEn4OkYyO50AgdcRIAGU3QBp1qxZ+PFz5swxTyOTRo0aFb6OnTp1Mk9niACB1xEgAZSdANGJgqFlS3TiICKntwKLFStmXUvdNyWrCBB4HQESQNkJkBkzZoQfy+2r7GvVqlX4ei5dutQ8nS4CBF5HgARQdgKkR48e4ceOHTvWPI0sGjBgQPh66la4WUGAwOsIkADKToCEJg/qhlE7duwwTyOLdCXj0Gehi1JmBQECryNAAijSANElyHV/b31clSpVzNOIUPny5a1rqv0hWUGAwOsIkACKNEDWrl0bfly7du3M04jQnXfeGb6uWVkbiwCB1xEgARRpgEyePDn8OPb9iB77rPRp06aZp9NEgMDrCJAAijRA7LvqjR492jyNCA0fPjx8Xfv27WueThMBAq8jQAIo0gB55JFHwo9bvHixeRoRWrBgQfi6PvbYY+bpNBEg8DoCJIAiDZAWLVqEH7d7927zNCKko9lC1/Wuu+4yT6eJAIHXESABFGmANGrUKPw4FlCMnqSkpPB1bdy4sXk6TQQIvI4ACaBIA6R27drWY3QpE0RX/vz5rWtbp04d81SaCBB4HQESQJEGyJVXXmk9pmTJkuYpZFNom9urrrrKPJUmAgReR4AEUKQBUqFCBesxZcuWNU8hm/Sa6rXVa5xZBAi8jgAJoEgDhG8gscM3EAQRARJAkQYIfSCxQx8IgogACaBIA4RRWLHBKCwEFQESQJEGCPNAYoN5IAgqAiSAIg0QZqLHBjPREVQESABFGiCshRUbrIWFoCJAAijSAGE13thgNV4EFQESQJEGCPuBxAb7gSCoCJAAijRA2JEwNtiREEFFgARQpAGi2BM9utgTHUFGgARQdgKkR48e4ceOHTvWPI0sGjBgQPh6vvfee+bpdBEg8DoCJICyEyAzZswIP7Zz587maWRRq1atwtdz6dKl5ul0ESDwOgIkgLITIEeOHLGWMtHHXnzxxeZpZMHhw4etfg+9luedd555OkMECLyOAAmg7ASIatasWfjxc+bMMU8jk0aNGhW+jp06dTJPZ4gAgdcRIAGU3QAZM2ZM+PHcxopckyZNwtdx3rx55ukMESDwOgIkgLIbIHrrpUiRItbjzznnHBZWjMBff/0lefLksa5hpUqVzNOZQoDA6wiQAMpugKj77rsv/Byff/65eRoZsM8+j7TxJ0DgdQRIAEUjQPSWS+g5rr76avM00rF3714pWrSode0KFiwo27ZtM0syhQCB1xEgARSNAFGhSYV6fPfdd+ZppMF+/Z944gnzdKYRIPA6AiSAohUgGhqh59EwQcb++eef8Pa1Ohw6K2tfmQgQeB0BEkDRChBVrVq18HNNnDjRPA3Dk08+Gb5eHTt2NE9nCQECryNAAiiaAfLNN9+En0snFupEQ6Tut99+C4+80lFsf/75p1mSJQQIvI4ACaBoBojSRQBDz8c+Iak7ceKE1K5dO3yd+vTpY5ZkGQECryNAAijaAaIryoaWNylUqJCsWrXKLEl49t0cddSaLo2fXQQIvI4ACaBoB4iyz2vQBjIpKcksSVjz58+XfPnyWdcmd+7cEc06Tw0BAq8jQAIoFgGigVG9evXw83bp0sUsSUh79uyRCy+8MHxdevbsaZZEjACB1xEgARSLAFGrV6+WwoULW8+rG04l+qis5ORkR/9QgwYNrL+LFgIEXkeABFCsAkQNHjw4/NwaJgsWLDBLEsbDDz8cvhalS5eOeMZ5WggQeB0BEkCxDBD1wAMPhJ9f97nYsGGDWRJ4L730Uvga6D7ys2fPNkuyjQCB1xEgARTrANERRo0bNw6/RsWKFeXvv/82ywJLt6YNvXed9zFp0iSzJCoIEHgdARJAsQ4QtX//fken+qWXXiobN240ywLH/s1D+4E+/fRTsyRqCBB4HQESQHfccUe44enXr595Omp0z4vLLrss/FoXXHCBrFy50iwLBO0ct/d5aHi8/fbbZllUffTRR+HX69q1q3kaiDsCJEB+//13ueWWW8KNjh65cuWy+iy2b99ulkeFdhxXrVo1/Hq6AdXMmTPNMl/T5dnto630tlUsv3noNe3QoYP12YVes3nz5mYZEHcESADs2rXL2nM7tA5TaoeuzfTWW2/J0aNHzYdnmzaw119/vaOB7d27t1nmS7/88otjnofu7xGr4cv62eh1C+0GGTrOPPNM+fXXX81yIO4IEB/TrWbff/99KV68uKPB0S1Uv/32W+sWSGhp8dChfRVff/21+VTZdvDgQWnWrJnjtfS/daKdH+naVtpZHpphrocO1Y3FaCulHfEVKlRwXL+SJUvKgAEDojq3BIgmAsSnpk6dKpUrV3Y0OMWKFbMaPfse5tqA66ZGefPmddTeeuutMemveP311x3fhHSYr9+2xF28eLFjYUQ9dJJgtOd5qBUrVkjDhg0dr6Wflc701292gJcRID6zdu1aadq0qaPB0QZb957YuXOnWR6mYaGhYTZUGi7R/pYwY8YMKzjsr6XDftevX2+WeopuBqX7edgDUNe2evnll6P+LWD37t3y+OOPpwj22267LSbBDsQCAeIT2rjpSBz7LRU96tevL0uXLjXL06S3r/Q2lv059DaX3u6KxgqyIdppf++99zpeJ3/+/PLII4/Ipk2bzPK40t/0deizebtPF42M1sKIIXqNdWRciRIlHK+lo9kmT55slgOeRoB4nN6LHzRoUIrf6C+66CIZN26cWZ4p2lmrHepFixZ1POeVV14p06dPN8uzRecyXHLJJY7X0RDUIbFr1qwxy12lw5B1lWHzOmgntu7nEc1AVTonp0qVKo7X0tfW4cCxGNwAxBoB4mGzZs2Sa665xtHg6IicXr16RWU5df2WoEN89TaN/TVatGgR1dtNhw8ftjaiMn/r1uOGG26wAvLAgQPmw2JCd1QcNWqUNGnSJMWoNf2GpLcCs7uToEmvpQ7Dtb+WXvMHH3xQduzYYZYDvkGAeJDe4mndurWjwdGJa+3atYt646Z0iKg25PbX0w2knnvuOWvGebToc+mMavNWkR46PFYb2Q8//DDqG1bphlg6munuu++2BhqYr61rWWlf0NatW82HZou+32effdYKJvvr1atXz9r+FvA7AsRDDh06JD169LAaU3uDc91110X9Xnxq9Dfz8uXLO177/PPPl6FDh5ql2aINa9++feXaa69N0ZiHDp3Vrt+EunXrJiNGjLBW/c0oPPX8woULZeTIkVb4tWzZMsX7sR+6hpcGWrRHV+ltxyFDhljDfu2vpz/L6NGjzXLAtwgQj9ChruXKlXM0ONp4Dxs2zCyNKb3dpKOOdOta+89Sq1YtmTt3rlmebTp7/umnn7YCw2zg0zu0cdYG2WykMzrOPfdcqyM/VoE8Z84cqVGjhuM1ddl73WhKry0QJARInC1av0jq/ruuo8HR20fauetWv0BqNm/enGIUld5Ga9u2bdRv9YTorSu9haW3sszZ2JEeZ511lrUMic6P0bCKlS1btkibNm2saxR6bf2z/p2eA4KIAImTbYe2yf0z75dcj+eSHPVONjjFTzU6d955p6f21/j5559T3GrS36h12Kt2SMeSLhGvI5f0dpfOmdA+IO0/0OOKK66wvoHo/4b+Ts8/9thj8sEHH1ijv3SUVazpNdBvF6GdGkOHfgvRbyNAkBEgLjuafFR6L+4tRT49+Rt2/5ONzf+ePFrnkKotq1oT8LxI7+nr4oGlSpVyNJK6RtSYMWPM8oSh/RlmH4veUtNdG/WaAUFHgLho0sZJUuHzCqeC4/+OkkNKyoC5AyT5RHRnOseCTmbUTm1zVNFNN91kLf+RKHQElX7jsV8DvSY64iqao9YAryNAXLBizwpp+HVDR3DkHZhXuszpInuT/LfekQ6Lte85oofOa9DJgektp+J3OmdD526Y82a0z0avCZBoCJAY2n1ktzw2+zErLOzhcds3t8mqvdGd6xAP06ZNs/og7I2pzrN49913HQs6+p3OEtfZ4uaMdZ1VHqsdHwE/IEBi4PiJ49JvWT8pMaSEIzguG3WZTN4UrPWOdLkP7eQ2Z5nrHAtdUt7vdH0q+66Leuh71fWsor3UCeA3BEiU/bD1B6kyuoojOIp+WlTeXvK21YEeVLq6bOfOnVMsD6JLhkR7Zrkb9GfWlXHt70VXztVRXvpeARAgUbNu3zppPqW5IzhyD8gtD/74oOw4nDjrHS1fvtzaO8Pe8OriiU899ZQv9rfQn1H34jCXWdc9O3TvDgCnESDZtP/ofnl2/rOS/+P8jvCoN6me/LYzcdc70m1fU9thb+DAgVHfWyMa9GfS9bL0Z7T/zPoedLdAACkRIBE6cfL/Bq8aLKWHlXYER/kR5WX0OtY7Urpi8BtvvGHNBrc3ytWqVZOZM2ea5XGj82+qVq3q+Bl1JrzuT84y60DaCJBU2AMhNXO2zZEa42s46goPKiw9F/aUI8djOzvbj3RGefv27SVXrlyORrpVq1byxx9/mOWu0Rn/OvPf/jPpz3j//fdHfYFFIIhSbyED4OCxg/LR8o+k2XfNrG8F2sAX+LiAlP2srLSY0sL69pBWY59egDw952nJ2T9n+Lz+uc0PbWTLAdY7yoiuqFunTh1Hg61Lqb/44oty8OBBszxmdI0xXWtM1xyz/yx169aVRYsWmeUA0pCyhQyAEWtGyLlDz3UEQWpHqWGlZMz6lEtxpBUgOls8z8A84XM1x9e0vo0ga3R59rJlyzoa7zJlysjw4cPN0qjT1Y11lWP7a+sqyLoaMoCsCVyAvLLolXADrxP4Ov7UUWb+OVN2Ht5pfeNYu2+t9F3WVyqOqphqSKi0AkS99utrUufLOjJk1RCrHwSR0b1PunfvnmLvk9q1a8svv/xilmebLt+u+6rYX0tfW/df0Z8FQNalbCF9bMKGCeGGX9eYWrBjgVkSlpScJM/MfSbVkEgvQBBduvviv//9b0fDrv0Q//nPf6Kymq5uMqWr9NqXWddDd3zU1wYQucC0kDpJ74LPLrAafe2XmLplqlmSKu34NhEg7vvpp5+kevXqjkZe93/XHQMj2f9dH6N7x+tz2J9T95jXveYBZF9gWsiRa0eGG31duDA7CJD40LkYn3zyibVroL3Rv/jii2X8+PFmeZrGjRsnF110keM5zjvvPBk0aBDLrANRFJgWst30duFGX0dYZQcBEl/79u2TZ555xprBbg+Bm2++Od1dBZcuXSr169d3PEafo2vXrtZS9ACiKzAtpL1TfPme5ebpLCFAvGHNmjVy++23OwJB19rq1KmT7Nq1K1ynS8h37NgxxTpcTZs2lbVr19qeEUA0BaaFLDa4WLjR35e0zzydJQSIt0yZMkUuv/xyRzgUL17c2uf8nXfesZaQt5+rXLmyTJ2auT4wAJELTAtpn5+hy6lnBwHiPbq/SJ8+fazgsIeFGSq6H3qQ9iIBvCwwLSTfQBKD3q565JFHHLsC6p/N21oAYi8wLaRu1hRq9OkDCT6dGKiz2fWIxcRDABkLTAvZdnrbcKPPKCwAiL3AtJD2eSCNvm5kns4SAgQAMhaYFtKcia5by2aGrp1lIkAAIGOBaiHHbxgfbvh1Nd5FO9JemlsDp+u8rqmGBAECABkLXAtpX40338B80mlWJ/nxrx9l15Fd1mq86/9Zb+0TUvmLymmGBAECABkLZAv52ZrP5Jyh5ziCILVDt6Mdu36s+XACBAAyIbAt5IFjB6Tfsn7S9LumUu6zclLwk4LhHQmbT2lu7eehS7qnhgABgIzRQgIAIkKAAAAiQoAAACJCgAAAIkKAAAAiQoAAACJCgAAAIkKAAAAiQoAAACJCgAAAIkKAAAAiQoAAACJCgAAAIkKAAAAiQoAAACJCgAAAIkKAAAAiQoAAACJCgAAAIkKAAAAiQoAAACJCgAAAIkKAAAAiQoAAACJCgAAAIkKAAAAiQoAAACJCgAAAIvL/AZxSy60ug0y4AAAAAElFTkSuQmCC)
PN: 4H21-5-0Q
CAS: 1155622-26-6
Molecule Weight: 317.21
Formula: C14H18Cl2N2O2
PN: 3H31-5-6F
CAS: 78251-53-3
Molecule Weight: 259.17
Formula: C12H16Cl2N2
PN: 4H58-1-355
CAS: 874801-03-3
Molecule Weight: 262.353
Formula: C15H22N2O2
![2-[4-(2,4-Dichlorobenzyl)-1,4-diazepan-1-yl]ethan-1-ol](data:image/png;base64,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)
PN: 4H01-5-40
CAS: 646455-64-3
Molecule Weight: 303.23
Formula: C14H20Cl2N2O
TSCA: Not listed on TSCA inventory