| Product Number | 3730-1-17 |
| CAS | 57802-79-6 |
| MDL Number | MFCD02258855 |
| Molecular Formula | C11H17N |
| Molecular Weight | 163.264 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3730-5-35
CAS: 105254-43-1
Molecule Weight: 213.75
Formula: C12H20ClN
![(4-(Bicyclo[1.1.1]pentan-1-yl)phenyl)methanamine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACJCAAAiQgEJUSp/AAACD3pUWHRtb2xTb3VyY2UAAHichZRZb6MwEID/ysjPG5+cUUgVtVpppXYftl1p3yoHnBQp4ArI9e93TEgbmhQS0Njj+caeA8/uDsUGdqaqc1smRFBOwJSpzfJynZC/Lz8nEbmbz1I0QsOyTshb07xPGdvv9zR9M4U+2JKmtiCn9emhzns2e0VttWaSc8H+PT0+t8wkL+tGl6lBqs6ndat8tKlu2lN8swUrdLXLS3YyZ0W1O3l7ldw9nB7qjHzGco9rC0RhlW8MrGxV6AZ2klN8+A9Ym9JUujEZLI+oVtTD2OezpwebbgtTNjh0HvJUb56bapuiorAbk27RGQ5+PSSkEAjoxhaLqtJHcCOn1gK0BK1Ae6B90AHoEHQEOgYtOL64LtBAKMz1xrjNXo7vJiG/4f72H9MkEyJpEIQeCKqUCs8CY8HfWXTKzrIPYOCeF36aeFIGOAu4HxM4ov+JojxCJxNJlXCS0zC89O17KLrFbtatKRr5KDwaqyiGgHIZxufZSWCm2Eeq5rOlLbOLIeRZQpaCtDn8Y1a17NJIwFaZqbAznQNnegnIPuCSPgyoPuBK9AEsbgFeH3AFHQb8PuDKPwwEfcA1yzAQ9gHXWsNAdBX0CBBfHSkeTqvgfaJt9BHka7HbD2OE+VLv04c0wqjro40h3o1tRhpL+Nfb3ETYReez84WCw6vLhl3cRAzv3/l/baSq4uhIzV4AADT8SURBVHhe7d0JlBTVvfjxiCwiqIhCADWKGzFIQCEICJFFRQwuIAjB5cUoJiZGHs8FxQU5bqioSVQMiogioiCCj8UFg0AQREXihiAguCAgyjoICOP9/3+d123VrZ6Znuqquvd2fz/n3JNkpqqnmT6p73Tfqls/UQAAhPAT/QsAAOSCgAAAQiEgAIBQCAgAIBQCAgAIhYAAAEIhIACAUAgIACAUAgIACIWAAABCISAAgFAICAAgFAICAAiFgAAAQiEgAIBQCAgAIBQCAgAIhYAAAEIhIACAUAgIACAUAgIACIWAAABCISAAgFAICAAgFAICAAiFgAAAQiEgAIBQCAgAIBQCAgAIhYAAAEIhIHDS1VdfrapUqaKqVaumpk+frn8bQAIICJwzc+ZM9ZOf/CQzqlevrlatWqVvBiBmBAROkXjUrFnTFxAZRxxxBBEBEkZA4Iyy4kFEADMICJxQUTyICJA8AgLrZYtHu3bt1N577x0ICBEBkkNAYLVs8fj1r3+tSkpKVMuWLTNfq1q1KhEBEkZAYK3y4iHkVF7v9xo2bEhEgAQREFiponiIqVOn+r5/zz33qEMPPZSIAAkhILBOLvEQmzdv9s2DXHLJJWr58uVEBEgIAYFVco1HmncepHHjxqmvEREgGQQE1qhsPIQ+D7J69erU14kIED8CAiuEiYfQ50GefPLJzPeICBAvAgLjwsZDZJsH8SIiQHwICIzKJx5p2eZBvIgIEA8CAmOiiIcoax7Ei4gA0SMgMCKqeIjy5kG8iAgQLQKCxEUZD1HRPIgXEQGiQ0CQqKjjkVbRPIgXEQGiQUCQmLjiIXKZB/EiIkD+CAgSEWc8RK7zIF5EBMgPAUHs4o6HqMw8iBcRAcIjIIhVEvFIq8w8iBcRAcIhIIhNkvEQlZ0H8SIiQOUREMQi6XiIMPMgXkQEqBwCgsiZiIcIOw/iRUSA3BEQRMpUPNLCzoN4EREgNwQEkTEdD5HPPIgXEQEqRkAQCRviIfKdB/EiIkD5CAjyZks8RBTzIF5EBCgbAUFebIpHWhTzIF5EBMiOgCA0G+MhopoH8SIiQBABQSi2xkNEOQ/iRUQAPwKCSrM5HiLqeRAvIgL8iICgUmyPR1rU8yBeRAT4DwKCnLkSDxHHPIgXEQEICHLkUjxEXPMgXkQExY6AoEKuxUPEOQ/iRURQzAgIyuViPNLinAfxIiIoVgQEZXI5HiLueRAvIoJiRECQlevxEEnMg3gRERQbAoKAQoiHSGoexIuIoJgQEPgUSjzSkpoH8SIiKBYEBBmFFg+R5DyIFxFBMSAgSCnEeIik50G8iAgKHQFBwcZDmJgH8SIiKGQEpMgVcjzSTMyDeBERFCoCUsSKIR7C1DyIFxFBISIgRapY4iFMzoN4EREUGgJShIopHsL0PIgXEUEhISBFptjikWZ6HsSLiKBQEJAiUqzxEDbMg3gRERQCAlIkijkewpZ5EC8iAtcRkCJQ7PEQNs2DeBERuIyAFDji8SOb5kG8iAhcRUAKGPHws20exIuIwEUEpEARjyAb50G8iAhcQ0AKEPHIztZ5EC8iApcQkAJDPMpn6zyIFxGBKwhIASEeFbN5HsSLiMAFBKRATJ48WdWoUYN4VMD2eRCvbBFp1KiRWrp0qb4pYAQBKQCTJk3yHWSIR9lkHqRKlSqZ31Pbtm31TaySLSLVqlVT69at0zcFEkdACkCXLl18B5i6deuqjRs36pvh/9SqVSvzu6pdu7b+beu88cYbqmrVqr7X+P7779c3AxJHQArA6NGjfQcXGd27d1e7du3SNy1627Zt852J1aJFC30Tq6xZs0Yde+yxvtdWnr+tczcoLgSkQDz88MO+AyMRye7ll1/2/Y5GjRqlb2KNbPGoU6eOmjdvnr4pYAQBKSATJ04MfNRBRPyuv/563+9H5hhslC0e9evXVx9++KG+KWAMASkwRKR8bdq0yfxeZHLaRsQDriAgBYiIZCfzH3IGU/p3cuGFF+qbGEc84BICUqCISJDt8x/EA64hIAWMiPjZPP9BPOAiAlLgiMiPbJ3/IB5wFQEpAkTE3vkP4gGXEZAiUewRsXH+g3jAdQSkiBRzRGyb/yAeKAQEpMgUa0Rsmv8gHigUBKQIFVtEbJr/IB4oJASkSBVTRGyZ/yAeKDQEpIgVS0RsmP8gHihEBKTIFUNETM9/EA8UKgKCgo6I6fkP4oFCRkCQUqgRMTn/QTxQ6AgIMgoxIqbmP4gHigEBgU+hRcTE/AfxQLEgIAgolIiYmP8gHigmBARZFUJEkp7/IB4oNgQEZXI9IknOfxAPFCMCgnK5HJGk5j+IB4oVAUGFXIxIUvMfxAPFjIAgJ65FJIn5D+KBYkdAkDOXIhL3/AfxAAgIKsmViMQ5/0E8gP8gIKg02yMS5/wH8QB+REAQis0RiWv+g3gAfgQEodkakTjmP4gHEERAkBcbIxL1/AfxALIjIMibTRGJev6DeABlIyCIhC0RiXL+g3gA5SMgiIwNEYlq/oN4ABUjIIiU6YhEMf9BPIDcEBBEzlREopj/IB5A7ggIYmEiIvnOfxAPoHIICGKTdETymf8gHkDlERDEKsmIhJ3/IB5AOAQEsUsiImHnP4gHEB4BQSLijkiY+Q/iAeSHgCAxcUaksvMfxAPIHwFBouKKSGXmP4gHEA0CgsRFHZHKzH8QDyA6BARGRBmRXOc/iAcQLQICY6KKSC7zH8QDiB4BgVFRRKSi+Q/iAcSDgMC4fCJS0fwH8QDiQ0BghbARKW/+g3gA8SIgsEaYiJQ1/0E8gPgREFilshHJNv9BPIBkEBBYJ9eIZJv/IB5AcggIrJRLRPT5j+HDhxMPIEEEBNaqKCL6/Efjxo2JB5AgAgKrlRcR7/yHvg3xAOJHQGC9bBE544wzfPMfxANIHgGBE7JFJNsgHkByCAicUVFEiAeQLAICp5QVEeIBJI+AwDkSEW889tprL+IBGEBA4KSaNWtmAtK6dWv92wASQEDgpEaNGmUC0rt3b/3bABJAQOAkAgKYR0DgJAICmEdA4CQCAphHQOAkAgKYR0DgJAICmEdA4CQCAphHQOAkAgKYR0DgJAICmEdA4CQCAphHQOAkAgKYR0DgJAICmEdA4CQCAphHQOAkAgKYR0DgJAICmEdA4CQCAphHQOAkAgKYR0DgJAICmEdA4CQCAphHQOAkAgKYR0DgJAICmEdA4CQCAphHQOAkAgKYR0DgJAICmEdA4CQCAphHQOAkAgKYR0DgJAICmEdA4CQCAphHQOAkAgKYR0DgJAICmEdA4CQCAphHQOAkAgKYR0DgJAICmEdA4CQCAphHQOAkAgKYR0DgJAICmEdA4CQCAphHQOAkAgKYR0DgJAICmEdA4CQCAphHQOAkAgKYR0DgJAICmEdA4CQCAphHQOAkAgKYR0DgJAICmEdA4CQCAphHQOAkAgKYR0DgJAICmEdA4CQCAphHQOAkAgKYR0DgJAICmEdA4CQCAphHQOAkAgKYR0DgJAICmEdA4CQCAphHQOAkAgKYR0DgJAICmEdA4CQCAphHQOAkAgKYR0DgJAICmEdA4CQCAphHQOAkAgKYR0DgJAICmEdA4CQCAphHQOAkAgKYR0DgJAICmEdA4CQCAphHQOAkAgKYR0DgJAICmEdA4CQCAphHQOAkAgKYR0DgJAICmEdA4CQCAphHQOAkAgKYR0DgJAICmEdA4CQCAphHQOAkAgKYR0DgJAICmEdA4CQCAphHQOAkAgKYR0DgJAICmEdA4CQCAphHQOCk/fffPxOQU045Rf82gAQQEDjl/fffV507d87EIz0uvfRStX79en1zADEiIHDCN998o6644gpVtWrVQDzS44ADDlD33nuv+v777/XdAcSAgMBqu3fvVn/729/UgQceGAhGWeOYY45RU6dO1R8KQMQICKz1yiuvqOOOOy4QCBmtW7dW8+fPV+PGjVOHHXZY4PsyTj/9dLVkyRL9YQFEhIDAOp988onq3r17IAgyGjZsqMaMGaN++OGHzPbbt29XQ4YMUTVr1gxsX61aNXXVVVepjRs3en4CgCgQEFhjy5Yt6pprrlHVq1cPhKBGjRpq8ODBatu2bfpuGZ999pnq06dPYF8ZBx10kBoxYoTas2ePvhuAkAgIjCstLVWjRo1S9evXDxz4ZfTo0UOtXLlS361Mc+fOVSeeeGLgcWQ0a9ZMzZo1S98FQAgEBEbFdbCvKEo9e/asVJQABBEQGCEfN/Xt2zdwYJcR5cdN+X4sBqBsBASJMjXhXdmJeQAVIyBIjA2n3FZ0avCCBQv0XQCUgYAgdm+//bY6+eSTAwdsGSYu+ivv4sS99tpLXXTRRerLL7/UdwOgISCIzbp169Qll1yiqlSpEjhQ27DsSHnLo9SqVUvddtttaseOHfpuAP4PAUHkdu3apYYNG+ZbMTc9JCa2LXwoCzR26tQp8FxlHHHEEWrixIn6LgAUAUHEXnzxRXX00UcHDsQyOnTooBYtWqTvYo1JkyapI488MvC8ZciS8f/+97/1XYCiRkAQiY8++kideuqpgQOvjJ/97Gdq/Pjx+i5W2rlzp7rjjjvUfvvtF/h37L333uryyy9XGzZs0HcDihIBQV6+/fZbdeWVV2adR9h3333Vrbfeqr777jt9N+t99dVX6r/+679Sk+r6v6tOnTrq/vvvNzp/A9iAgCAUOZPpoYceUnXr1g0cYGX069dPff755/puzlm4cKFq06ZN4N8no0mTJmrGjBn6LkDRICCotNdee001bdo0cECV0apVKzVv3jx9F+c99dRT6pBDDgn8e2V069ZNLV26VN8FKHgEBDlbsWKFOueccwIHUBkNGjRQo0ePLuiruUtKStRNN92k9tlnn8C/X66iHzhwoNq0aZO+G1CwCAgqtHXrVjVo0KCs60nJ16677rrUmlPFYtWqVapXr16B34WMevXqqZEjR0ayjhdgOwKCMsm7CXlXIe8u9AOljLPPPlstX75c361ozJ49WzVv3jzwe5EhX5fvA4WMgCCrN954IzWfoR8YZfziF79QM2fO1HcpSvJOQ95xHHzwwYHfk4zevXun3rEAhYiAwOeLL75QF1xwQeBAKEPOuHrwwQdTZ2DBT+Y+ZA5E5kL035vMmcjcicyhAIWEgCBFrtUYOnRo6toN/QAo13j8+c9/Tl3zgfLJ2VhyVpb+O5QhZ3GNHTtW3wVwFgGBevbZZ9Xhhx8eOODJ6NKli/rwww/1XVABuT5ErhPRf58y2rZtm7q+BHAdASli7777bmp9Kv0AJ+Ooo45SU6ZM0XdBJciV6nLFuly5rv9+5Qp3udJdrngHXEVAipCshHvZZZdlXWZd1oCSlXRlRV1EQ9bOkjW0ZC2tbL/vO++8M7UGF+AaAlJE5C/i4cOHp+7FoR/IJCZy7461a9fqu1lD7qMuZzTJ8uuvv/56Zsj/lq/L920mq/nKqr76716GrAL8wgsv6LsAViMgRWLatGnq2GOPDRy4ZLRr1y5110DTNm/erObPn68ef/zx1MWJPXr0UMcff7yqUaNG4DmXN+TiRllq5dxzz1XXXnuteuyxx1KnJdtylfiECRNS9xnRn7eMzp07p4IIuICAFLiPP/5Yde3aNXCgkiH3J3/66af1XRIjV7hL2K6++mrVsmXLrCvfRj3kAr8BAwaoyZMnGw2K3OlQ7ngodz7Un6Oc9SZ3SpQ7JgI2IyAFauPGjakDZbbrEmrWrKluueUWtX37dn232Mm9xu+++2510kknZZ0TSHqccMIJqSXnZZ0vE+T3ceGFF2aNp9yzXe7dznU3sBUBKTByZfQjjzxS5pXRffr0UatXr9Z3i9W2bdvUE088kfp4JtvEfVlD/g3y8ZrcAlcO8jIefvhhNWbMmNT1FDL/If8p/1u+nt5GThCQ/WRdKv0xyxuybLtcKGnidrvy0V3r1q0Dz0nGcccdp1555RV9F8A4AlJAZs2apX75y18GDkAy5C/tuXPn6rvE6pNPPkkdzOUdj/589NG4cWP1+9//PjX/IddIyDuoKMjHVG+99VYqMv3791fHHHNM4GfrQz5CkvmXpK/VkLXH5Hk2bNgw8JxkdO/ePfU7BWxBQArAp59+qnr27Bk44MioX79+ahK5tLRU3y027733XuqdTnkfUcnHM3IdhLwzSfod0Zo1a9S4ceNSQfnpT38aeG7e0alTJ/Xyyy/rDxErecd2ww03ZD15QE4QuOaaa4pq9WPYi4A4TA40gwcPLvNAI5PTcmZTUuTCRPkrWX8u3uckZ0Y9//zz1lz3IB/5SSAuuuiirBPa6SHv4GTiPUkrV65MvRPSn4sM+cNg1KhRif5hAOgIiIPko44nn3xSNWrUKHBgkfGb3/xGLVu2TN8tNvIx0Z/+9Kcy33HIkh4jRoywfi0tOalA3pnIUiP6vyE9ZGkXObMtSf/85z9Vs2bNAs9Fxoknnpj4R5NAGgFxzIIFC1JnMOkHEhk///nPE/+4RT6Ckr+G9ecio0WLFmrixIlO/pU8Z86cMhdFlDPb5GMkOQ05KfJOSSJ80EEHBZ6PjL59+1p/ISUKDwFxhJzuKR+zlHW651//+tdET/eUydyTTz458FxkyF/wsphgIZCrx2U+J9vvXSa75eO4JMnJBVdddVWZp2cPGTLEyOnZKE4ExHIyVyAXnNWuXTtwwJCPjP74xz8mfsHZ+PHjU2s46c9HJqTlo7VCJKfZysWO+r9ZhqxzJcvhJ2nJkiXq9NNPDzwXGXKBqHwUB8SNgFhMPv6R01v1A4QMOTtIznZKkhwk5cwl/blIyP7yl78kOmFvgnwUJ3cfzPYxkiydYmIJkqlTp5Z5arK8Q3znnXf0XYDIEBALyccmHTt2DBwQZEhQJk2apO8SO7lRUraJXLnuZPHixfrmBU1OBvjd734X+F3IR0hyEWfSZOXke++9t9xFMtetW6fvBuSNgFhG3lnoBwEZ8hHWHXfcYeT0V1mIUG5nqz8nEx/d2ERuxJXtoC1zFCZOHJAr6OWq/WxX+8vX5JRvIEoExCLykZT+f3yZvL344otTF7+ZIB+R6Le53X///VPzIPjPRZzZzoo777zzUgsmmrBo0aKsNwqTiXcgSgTEIvJ/fO//4eUeEW+++aa+WWLkFF1Z1sP7nGR59eXLl+ubFjU5+00u2tQP2O3btzd67YtE3ntxpLyWQJQIiEU++ugj3wHo0Ucf1TdJjNyKVT91VQ6IUa1RVYjkOg39YkpZCNHkbWtlpd/0c5GP24AoERCL2BIQeeehx+Pss88u6vmOXMl95PWP/OTkA1PvRGS9sfTzkOuFgCgREIvYEBCZ89A/tpJVcuVKaORGrhnRl9OXpeJLSkr0TWNHQBAnAmIR0wGRs630v54lHqi8Dz74IHDm2mmnnZb4WXQEBHEiIBYxGRC5zkM/4MnHVrzzCE/WLdNX+O3Vq1dqMcykEBDEiYBYxFRA5HRT/SJBmTBnziN/r776amC5/bvuukvfLDYEBHEiIBYxFRB9eRI5VZezraIjCy56z86S/z579mx9s1gQEMSJgFjERECeeeYZ38+UiwS5ziN6t99+u+/33KBBA7V27Vp9s8gREMSJgFgk6YDIkuwSDO/P5ArzeMi8x5lnnun7XZ9yyimxzzEREMSJgFgkyYDIAU2/n4esbYX4yLUghx9+uO93PmzYMH2zSBEQxImAWCTJgMjFgt6fJZPoptZuKiYLFy70TarLadOrVq3SN4sMAUGcCIhFkgqITJB7b0Mrk7rFtiS7SXKDMO/rLB9txYWAIE4ExCJJBeRPf/qT7+fIzaCQHLl/h6yR5X0N5OZhcSAgiBMBsUgSAXn33Xd9p5TKbWgL/U6CNpLTeL3rjTVq1Eht3bpV3yxvBARxIiAWSSIg3bt39/2MQr2HuQvkToHe10JO9Y0aAUGcCIhF4g6I3CrX+1dv27ZtE11WA34bNmxQderUybwecq/1bdu26ZvlhYAgTgTEInEHpG/fvr7HnzFjhr4JEjZkyBDfaxL1ab0EBHEiIBaJMyBy0aB37uOEE07QN4EBckac92LOevXqRbrsOwFBnAiIReIMyKWXXup77AkTJuibwJAbb7zR99oMHz5c3yQ0AoI4ERCLxBUQObvHe5+PJk2aqNLSUn0zGPLNN9+o2rVrZ16fo446KrK5KQKCOBEQi8QVEP2qc7l3N+wyYMAA32s0Z84cfZNQCAjiREAsEldAunTpknnM6tWrG7s/N8omKwF4X/uo7gRJQBAnAmKROALyxRdfqCpVqmQe89xzz9U3gSWaN2+eeZ1kYn379u36JpVGQBAnAmKROAJy9913+x5Tbm4EOz3wwAO+12rs2LH6JpVGQBAnAmKROALSunVr3wFk586d+iawxPr161W1atUyr9dZZ52lb1JpBARxIiAWiTogW7ZsUVWrVs083sUXX6xvAst07do183rJx1i7d+/WN6kUAoI4ERCLRB2QadOm+R5vzJgx+iawzL333ut7zebPn69vUikEBHEiIBaJOiBXX3217/FWr16tbwLLLFq0yPeayb1D8kFAECcCYpGoA9KyZcvMYzVu3Fj/NiwkF3jKoorp161jx476JpVCQBAnAmKRKAOyadMm39pXUV1XgPj16tUr87rJ7W+/++47fZOcERDEiYBYJMqAzJs3z/dYcjU63PDQQw/5Xju5CVhYBARxIiAWiTIgo0eP9j3Wm2++qW8CS82aNcv32j3zzDP6JjkjIIgTAbFIlAG5/vrrfY8ly4bDDV999ZXvtbvlllv0TXJGQBAnAmKRKAPSo0ePzOPIPSbglgMOOCDz+vXp00f/ds4ICOJEQCwSZUCaNm2aeZyTTz5Z/zYsd9JJJ2VevxYtWujfzhkBQZwIiEWiDMg+++yTeRzOwHKPrBqQfv1q1aqlfztnBARxIiAWiSogctqn93FkPgRuue6663yv4a5du/RNckJAECcCYpGoAvL111/7HueOO+7QN4Hl5Ap072sody0Mg4AgTgTEIlEFZOXKlb7H+fvf/65vAsv99a9/9b2Gq1at0jfJCQFBnAiIRaIKyHvvved7HLkmBG55/PHHfa/h+++/r2+SEwKCOBEQi0QVEP0q9IkTJ+qbwHITJkzwvYbymoZBQBAnAmKRqAIyc+ZM3+PIsu5wi74Uv7ymYRAQxImAWCSqgPAOxH28A4ELCIhFogoIcyDu0+dA5DUNg4AgTgTEIlEFhLOw3MdZWHABAbFIVAHhOhD3cR0IXEBALBJVQPQr0W+44QZ9E1iOK9HhAgJikagCIlgLy23etbD23Xdf/ds5IyCIEwGxSJQB8a7G2759e/3bsJx3Nd7mzZvr384ZAUGcCIhFogyI934g9evX178Ny9WpUyfz+p1//vn6t3NGQBAnAmKRKAMyaNAg32Nt2rRJ3wSWWrt2re+1u/nmm/VNckZAECcCYpEoA6JfR7Bw4UJ9E1hq9uzZvtdu3Lhx+iY5IyCIEwGxSJQBmTt3ru+xnnzySX0TWGrEiBG+1+6dd97RN8kZAUGcCIhFogzIt99+q6pUqZJ5rMsvv1zfBJbq27dv5nWrXr262r59u75JzggI4kRALBJlQIScvZN+rGOOOUb/Niz0ww8/qJ/+9KeZ161Dhw76JpVCQBAnAmKRqAMyYMAA3+N9+eWX+iawjNz3w/uaDRkyRN+kUggI4kRALBJ1QKZMmeJ7vHwmY5EMfQ2sOXPm6JtUCgFBnAiIRaIOiD4P0r9/f30TWOass87KvF61atUKvYRJGgFBnAiIRaIOiGjRokXm8eSz9T179uibwBKbN29WNWvWzLxeXbt21TepNAKCOBEQi8QRkKFDh/oe86WXXtI3gSXk9Y769ScgiBMBsUgcAVm+fLnaa6+9Mo954YUX6pvAErJmWfp1ksUw5R1JvggI4kRALBJHQESbNm0yj1m7dm1VUlKibwLDVqxY4Qt9nz599E1CISCIEwGxSFwBefDBB32Py9lY9rnlllt8r9H06dP1TUIhIIgTAbFIXAGROxRWrVo187jt2rXTN4FBcgOwBg0aZF4f+e+7d+/WNwuFgCBOBMQicQVEeJd3l5Hv9QWIjtyz3vvaDB48WN8kNAKCOBEQi8QZkDfffNP32N26ddM3gQFyncdhhx2WeV3k2g95xxgVAoI4ERCLxBkQ0alTp8xjy4Tt4sWL9U2QMP3U3YEDB+qb5IWAIE4ExCJxB+SVV17xPX5UZ/ognO+//14deeSRmddDTt1ds2aNvlleCAjiREAsEndAxIknnph5fFnmZMGCBfomSMiwYcN8r/cVV1yhb5I3AoI4ERCLJBGQyZMn+35Gy5YtVWlpqb4ZYvbZZ5+l5jvSr4MsYSJfixoBQZwIiEWSCIg49dRTfT9n5MiR+iaI2bnnnut7DW6//XZ9k0gQEMSJgFgkqYAsWbJEVatWLfNzDj744NTKvUjGtGnTfK9zkyZN8l51tywEBHEiIBZJKiDi6quv9v2sSy65RN8EMdi0aZM6/PDDfb/71157Td8sMgQEcSIgFkkyIFu3blUNGzb0/bzx48frmyFi+kdXcv/zOBEQxImAWCTJgIjnn3/e9/MOOOAA9emnn+qbISL63Qbl/ixr167VN4sUAUGcCIhFkg6IuPzyy30/86STTkpdn4BoLVy4UFWvXj3ze5ZTqF999VV9s8gREMSJgFjEREBkIb+mTZv6fq7MjyA6sjTJEUcc4fsd33zzzfpmsSAgiBMBsYiJgIgPPvjAdytVGSNGjNA3Qwjbtm1Tv/rVr3y/244dOyZ2a2ECgjgREIuYCoh45JFHfD977733VlOmTNE3QyXIqbmnnXaa7/cq8x5fffWVvmlsCAjiREAsYjIg4qqrrvL9/H333VfNnz9f3ww5kKv75Qwr7+9zv/32U++8846+aawICOJEQCxiOiBy0DvvvPN8z0EuMpSPuJA7+T3+8Y9/9P0ea9SoEev1HmUhIIgTAbGI6YCIHTt2qPbt2/ueR926dVl0MUfysZX+zkPOuHruuef0TRNBQBAnAmIRGwIiZFmT4447zvdcateunchppy6TCXN9zkPGQw89pG+aGAKCOBEQi+gBufjii42tlCsTvccff7zv+cjHMHLxIYLkVF39bCt552EyHhK0Zs2aZZ6PnGkHRImAWGT27Nm+A5CME044Qc2dO1ffNBHyTqRNmza+5yNnZ8nKsT/88IO+edF66623Atd5SGxNfWwlr82YMWMCS9XIawdEiYBYZOfOnam70ukRkSF3D1y9erW+S+xKSkoCy7/LOPPMM1nB9/974IEHfCsby5CzrUxMmAs5a65169aB10uGrPoLRImAWOaLL75QZ511lqpatWrgACAfQdxyyy1q+/bt+m6xkonhXr16BZ6PrCorf30XI1lVV18YUYZc55H0qbriyy+/VBdeeGHqXvf6c9p///1TZ4WxRA2iRkAs9fHHH6uuXbsGDgYyDjvsMPX000/ru8RKPha56667AmGT9Z1uu+22ojo4yf089CXZZcgV5kleJCjkrDn5/Xvvbpge8lrJbXK/+eYbfTcgEgTEcnKwOvbYYwMHBxnt2rVTb7/9tr5LrF5//XXVoEGDwHORs7bmzJmjb15Q5Jaz2d51yGS5rG2V1PIkaRMmTAjMvaRH586d1fvvv6/vAkSKgDhA/rofPnx4arl1/UAhBy+5GVTcy4J7yc865ZRTAs9FhjyXQvuLV37/w4YNy/pXvnxklfTpzf/+97/L/P0feeSR6oUXXtB3AWJBQBwip4pedtllqWjoBw6ZuJWDXFy3RtXJX9vy82S5E/251KlTRw0ZMkRt3LhR380p8ruUa3HkoKz/G2X89re/TTTcGzZsSC2/L2dT6c9FXv8777wzdSIGkBQC4qB3331XdejQIXAQkXHUUUclugjiqlWrUmdk6c9Dhkze3njjjc69I5F5hb///e/q0EMPDfybZMhHikmeZSXvgO6///5UmPXnIpPmcrFg0nMvgCAgDnv22WezTubK6NKli/rwww/1XWIzceJEdcghhwSehwy5in3AgAFq8eLF+m5WWblyZeosN/lYSv83yJCz4GTCOql3eWLGjBmp02/15yKjbdu2qRtVAaYQEMfJDaGGDh2a9aMkOQvnz3/+c2LXa8h91uUiw4MOOijwXNKjRYsWqWsn1q9fr+9uxObNm1MfU+nrf3mHXBQoZzPJJHpSli5dqrp16xZ4LjIk1GPHjtV3ARJHQAqEXD9ywQUXBA42MmQxxAcffFDt3r1b3y0WsoSGzI/Uq1cv8FzSQy6+O/3009U999yjFi1apD9ErGR1Ybk/effu3cu8cFOGRHngwIGJfjwk15fIz9QvTpQhz/Wmm25KXdwJ2ICAFJg33nhDtWrVKnDwkfGLX/xCzZw5U98lNnLB43333VfmJLR3SOR69+6dCt2sWbPUunXr9IcLRd7pyBIxDz/8cGqV3Pr16wd+tj7kNOUbbrghddJCUuSkhJEjR6aWz9efjwz53ch8E2ATAlKA5KK/0aNHZ71eQ8bZZ5+tli9fru8WK7lG5Pe//33qbCH9+ZQ15LRlWaBQ3lnJWV233nqr+tvf/pZa50k+wpFrUuQ/5X/L1+X7sp1ckS3LeWSbdC5ryF/3slzM9OnTE3unliaBa968eeA5yZCvy/cBGxGQAiZzEoMGDUpdLa4fmORr1113ndqyZYu+W6xkzkYO+rJcS2ViEseQ6zrkYzSZA5G5kKTJO4psS8TIkI//5B1J0hcnApVBQIrAihUr1DnnnBM4SMmQM47k3YqJ1XXlL335yE3ObJJlQGSyWn9+UQ6Jppz+LO9S5B1RkmdTeckchsxlZJt/kbkPmQORuRDAdgSkiMi1C02bNg0ctGTIvMm8efP0XRIlcyZyjYucniyn055//vmpj3Dk9Fn9+ZY3ZHvZT+YN5EA9fvz41ES9DZPPTz31VJmnO8tZV3L2FeAKAlJk5K9+ucmRTFrrBzAZ/fr1U59//rm+mxXkbCj52EduvCXzH+kh17vI15M8W6qy5HoN/d4q6SHXecj1HoBrCEiRkmtDrrzyysDqujLk9FWZkJb5CuRHoiZXimdbZl0m+eUK82JayRiFhYAUOflrPtsNo2T87Gc/S338g8qTNanuuOOO1FX4+u9V1rKSNa1kbSvAZQQEKS+++KI6+uijAwc7GTLxnPTFfi6bNGlSmde+yCq6spouUAgICDLkrCS5glwWQdQPfLIC8KWXXmrNEiQ2kvtvdOrUKfC7kyH37ZD1woBCQkAQIFeBy309si0bLxf33XvvvXxu7yGrDctaWdnmk+RaEzlNWVb4BQoNAUGZ5G6HJ598cuCgKOOYY45RU6dO1XcpKnJGm1wBf+CBBwZ+PzJpftFFF6XuVQ4UKgKCCo0bNy51H3b9IClDruResmSJvkvBe+WVV1K38dV/HzJkGZUFCxbouwAFh4AgJ3KRn1zBne2iPrl6+qqrrnL+DoS5+OSTT1Kr+Oq/AxkNGzZMrctl4qp+wAQCgkqRe2LIqrb6wVOG3AdkxIgRBbl+k6wZds0112RdV0yWYBk8eHBqGXugmBAQhDJ37lx14oknBg6mMpo1a5Zakr0QlJaWqlGjRpW5DHzPnj1TdzIEihEBQWgVHVx79Ojh9MG1WCIJhEVAkLdC+3hHPqaTe4Po/xYZhfwxHVBZBASRcX2CmRMFgMohIIhcRae4zp8/X9/FOE5VBiqPgCAWFV1kJ7edteEiOy6WBMIjIIiVrct8sFwLkD8CgkTIQoOdO3cOHKxlyEKDEyZM0HeJBQtGAtEhIEjUCy+8YGyp8ylTprBkPRAhAoLEpW+2tN9++wUO5HHcbEluectNs4DoERAYE/ftXrltLxAvAgLjFi5cqNq2bRs4yMto0qSJmjFjhr5LueQMsIceekjVrVs38Hgy+vXrpz7//HN9NwCVREBgjbFjx6pDDjkkcMCX0a1bN7V06VJ9l4DXXntNNW3aNLC/jFatWql58+bpuwAIiYDAKiUlJeqmm25S++yzTyAAcjX4wIED1aZNm/Td1IoVK9Q555wT2EdGgwYN1OjRo62+Ch5wEQGBlVatWqV69+4diIGMevXqqZEjR6bWo9q6dasaNGhQ1nW45GvyPdkGQPQICKw2e/Zs1bx580AcZMgqwHLRn/51GfJuZPny5frDAYgQAYH15J2GvOOQdx56KPQh8x8zZ87UHwJADAgInCFzHzIHInMhejjkjKsHH3wwdQYWgGQQEDhHzsbyXtvRqFGj1DUfAJJFQOAkiUY6IDLZDiB5BAROIiCAeQQETiIggHkEBE4iIIB5BAROIiCAeQQETiIggHkEBE4iIIB5BAROIiCAeQQETiIggHkEBE4iIIB5BAROIiCAeQQETiIggHkEBE4iIIB5BAROIiCAeQQETiIggHkEBE4iIIB5BAROIiCAeQQETiIggHkEBE4iIIB5BAROIiCAeQQETiIggHkEBE4iIIB5BAROIiCAeQQETiIggHkEBE4iIIB5BAROIiCAeQQETiIggHkEBE4iIIB5BAROIiCAeQQETiIggHkEBE4iIIB5BAROIiCAeQQETiIggHkEBE4iIIB5BAROIiCAeQQETiIggHkEBE4iIIB5BAROIiCAeQQETiIggHkEBE4iIIB5BAROIiCAeQQETiIggHkEBE4iIIB5BAROIiCAeQQETiIggHkEBE4iIIB5BAROIiCAeQQETiIggHkEBE4iIIB5BAROIiCAeQQETiIggHkEBE4iIIB5BAROIiCAeQQETiIggHkEBE4iIIB5BAROIiCAeQQETiIggHkEBE4iIIB5BAROIiCAeQQETiIggHkEBE4iIIB5BAROIiCAeQQETiIggHkEBE4iIIB5BAROIiCAeQQETiIggHkEBE4iIIB5BAROIiCAeQQETiIggHkEBE4iIIB5BAROIiCAeQQETiIggHkEBE4iIIB5BAROIiCAeQQETiIggHkEBE4iIIB5BAROIiCAeQQETiIggHkEBE4iIIB5BAROIiCAeQQETiIggHkEBE4iIIB5BAROatCgQSYgPXv21L8NIAEEBE7aZ599MgHZd9991XPPPadvAiBmBAROqlGjRiYg6fHrX/9aLV68WN8UQEwICJx08803q7322isQkb333lv1799fff311/ouACJGQOCstWvXqt/97neqSpUqgZAccMAB6r777lPff/+9vhuAiBAQOO+tt95S7dq1C0RExrHHHqumT5+u7wIgAgQEBePpp59Whx56aCAiMs444wz18ccf67sAyAMBQUEpKSlJzY94z9JKj2rVqqn//u//Vps2bdJ3AxACAUFBWr16tTr//PMDEZFx8MEHq3/84x9qz549+m4AKoGAoKDNmTNHtWjRIhARGb/85S/V66+/ru8CIEcEBAWvtLRUPfroo6pevXqBiMg477zz1KeffqrvBqACBARFY/Pmzep//ud/UnMhekTkwsQbb7xRbdu2Td8NQBkICIrOsmXL1JlnnhmIiAxZpPGpp55SP/zwg74bAA0BQdF66aWX1M9//vNARGS0adNGvfnmm/ouADwICIqaXKn+wAMPqDp16gQiIkulXHzxxWrNmjX6bgAUAQFSNmzYoP7whz+k1tLSQ1K7dm11++23q507d+q7AUWNgAAe7733nurYsWMgIjKOPvp49eKLM/VdgKJFQIAsnn/+edW4cWNfQGrVOkLVr99J9et3j1q2bL2+C1B0CAhQBvnISj66ko+wqlevqw48sKU69NBeqkmTa1WrVo+oO+/8l9q0aYe+G1A0CAhQAZlE79//WtWgQVd15JF/UM2aDVMtW45MjU6dxqhnnvlA7dlTqu8GFDwCAuTo3XeXqz59HsnEwzvOO+85NX/+F/ouQEEjIEAlyPWF06YtU2ecMTYQERkDBrykPvtss74bUJAICBDC9u3fq4cffku1bTsqEJE2bR5TDzywQG3btkvfDSgoBATIw5o1W9W1174aiIiMU099Uk2e/LEqLWVZFBQmAgJE4J131qi+fScGIiKjX79JatGir/RdAOcRECAi8k7j+ec/Ul26PBmIiIzrr5+pvvqK1X5ROAgIELGtW3ep4cPfUCed9FggIu3aPa7+8Y+31Y4du/XdAOcQECAmq1ZtUldeOT0QERnduj2tZsxYru8COIWAADH7178+Uz16PBuIiIxLLpmiPvroa30XwAkEBEjA7t2lauzY99QppzwRiMivfvWouvXW19U332zXdwOsRkCABG3cuEPddtucVDT0kHToMFo98cRi9f33LIsCNxAQwIClSzeo/v3/NxARGeecM169/voqfRfAOgQEMOjVV1eq7t3HBSIi44orpqmVKzfqu/jo+wwdOlvfpFzefcuSyzblyXd/2IuAAIbt2rVHPfroItW+/eOBILRu/Zi6++55asuW7HdD1LeXj8ZWrPhW36xMuRzcc9mmPPnuD3sREMAS69eXqJtu+mcgCjJOP31satkUnb6djL/8ZYa+WZlyObjnsk158t0f9iIggGXee2+duuiiFwJhkLO4dN7veyfmFy78Ut80q1wO7rlsU55894e9CAhgIVk2/n//d1nqnYcceOWq9mzXi3gPznJ2V/q/X3DBpNRjVCSXg3su25Qn3/1hLwICWOy773armTNXljmZ7j04b9iw3TePMn36J/rmAbkc3HPZpjz57g97ERDAYfrB+ZFH3s78bzm7Syboy6Pvn00u25Qn3/1hLwICOEw/OMuNrk477anM1556Kjhv4qXvn00u25Qn3/1hLwICOCzbwXnixI8yX+vY8YkyTwEW2fbX5bJNefLdH/YiIIDDsh2c9+wpVT17Ppf5+v33L/Ds4Zdtf10u25Qn3/1hLwICOKysg/Ps2asyX5d7tGe7hkSUtb+Xd5t8BwoLAQEcVt7B+bLLXsx8b/Dgf+rfTilv/zQ9AvkMFBYCAjisvIPzBx+sz3yvVauRFV5HUhY9AvkMFBYCAjisooOz3Ic9/f3LL5+qf7vC/UUu25Qn3/1hLwICOKyig/OXX25JzYGkt5G7I3pVtL/IZZvy5Ls/7EVAAIflcnAePvyNzDa9e09QpaU/rnGSy/65bFOefPeHvQgI4LBcDs6bN+/w3Up38uSPM9/LZf9ctilPtv3lrLAXX1yqbr55lurXb1JqzS9Z76tz5ydTN9qShSNLSnZ5HgU2IiCAw7IdnLMZM2ZxZruuXceqHTt2p76ey/65bFOebPt7v1bW6Nbt6awT/7AHAQEclu3gnI2sifWb3/x458PHHluU+nou++eyTXmy7S//Xd5xyDuQefM+U5s27UjdC37Zsm/UoEE/Tvx36jRGff31ds+jwSYEBHBYtoNzWaZNW5bZtkOH0erbb7/Laf9ctilPtv0HDny5zIsbhffsMbkjI+xEQACHZTs4l0Umz3/72+cz2991179y2j+XbcoTZn+5LW96n7POekb/NixBQACHVfbgLHcqTG8v91vPZf9ctilPmP3l46z0PnIaMuxEQACHhTk4X3nldN9+Fe2fyzblCbP/unXbMvvIPAjsREAAh4U5OH/yybe++6dXtH8u25QnzP7PPfdhZp8//CF4BT3sQEAAh4U5OIuhQ2dbGxC5KZacapzeR64XgZ0ICACryKm96Xj06PFsaj4EdiIgAKzhvZuifMz29ttr9E1gEQICwAoLFnzhOzPs8cff1TeBZQgIAOPkCnS5uDEdD7kaHfYjIACMWrt2m2/SXBZXTK/VBbsREADGbNmyU/Xq9VwmHmecMVatX1+ibwZLERAARsgCj5de+uN929u3f1wtWbJB3wwWIyAAEifrcl177au+M67mzFmtbwbLERAAibvvvvmZeMiQK8/hHgICIHHeeOQymBexEwEBkDg9EBUNAmInAgIACIWAAABCISAAgFAICAAgFAICAAiFgAAAQiEgAIBQCAgAIBQCAgAIhYAAAEIhIACAUAgIACAUAgIACIWAAABCISAAgFAICAAgFAICAAiFgAAAQiEgAIBQCAgAIBQCAgAIhYAAAEIhIACAUAgIACAUAgIACIWAAABCISAAgFAICAAgFAICAAiFgAAAQiEgAIBQCAgAIBQCAgAIhYAAAEIhIACAUAgIACAUAgIACOX/AfoXlpMWW9e3AAAAAElFTkSuQmCC)
PN: 3730-1-82
CAS: 1823872-21-4
Molecule Weight: 173.259
Formula: C12H15N
Density: 0.93
TSCA: Not listed on TSCA inventory
