![(4S)-2-Ethyl-2,5-diazabicyclo[2.2.1]heptane dihydrobromide](data:image/png;base64,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)
| Product Number | 3H31-9-37 |
| Purity | 97.0 % |
| CAS | 1630818-55-1 |
| MDL Number | MFCD28501228 |
| Molecular Formula | C7H16Br2N2 |
| Molecular Weight | 288.027 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability | Contact for Availability | |
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 3H31-9-37
CAS: 1630818-55-1
Molecule Weight: 288.027
Formula: C7H16Br2N2
![(1R,4R)-2-Methyl-2,5-diazabicyclo[2.2.1]heptane dihydrobromide](data:image/png;base64,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)
PN: 3H32-9-R1
CAS: 125224-64-8
Molecule Weight: 274
Formula: C6H14Br2N2
![(1S,4S)-2-Methyl-2,5-diazabicyclo[2.2.1]heptane dihydrobromide](data:image/png;base64,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)
PN: 3H32-9-S1
CAS: 125224-62-6
Molecule Weight: 274
Formula: C6H14Br2N2
![Octahydro-1H-pyrrolo[1,2-a][1,4]diazepine](data:image/png;base64,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)
PN: 3H32-1-9Y
CAS: 109324-83-6
Molecule Weight: 140.23
Formula: C8H16N2
PN: 3H32-1-58
CAS: 686298-05-5
Molecule Weight: 197.326
Formula: C11H23N3
![(s)-1,4-Diazabicyclo[4.3.0]nonane hydrobromide](data:image/png;base64,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)
PN: 3H31-9-S0
CAS: 150208-84-7
Molecule Weight: 288.027
Formula: C7H16Br2N2
PN: 3H32-1-N9
CAS: 23995-88-2
Molecule Weight: 183.299
Formula: C10H21N3
![(R)-1,4-Diazabicyclo[4.3.0]nonane](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACQaAAAkGgH8sz4xAAAB7XpUWHRtb2xTb3VyY2UAAHichZRtb5swEMe/ysmvh23McxSoqlXTJrV7sXRS300OOCkS2JUhT99+55C0QaxMWPhs/39nzndmeXdsG9gr29VG58SnnIDSpalqvc3J7+dvXkruimWJIhTqLievff+2YOxwONDyVbXyaDQtTUuG9cWxq0eaQ0CN3TLBuc9enh5XZ8ardddLXSqkunrRnScfTSn781d8sgVrpd3Xmg1y1tr94O2P4K5xeuwq8hHLV1y7RxQ2daNgY2wre9gLTrHxL7BVWlnZqwrWJ5wOaIixF8unB1PuWqV7NJ2HupTNqre7Eida06hyh87Q+PGQk9YnINfdqldWmZygSqEH2Zv23lp5Amc5nfRBCpAByBBkBDIGmYBMQWZ42I1yuz2f3hR+MgzPz+sbz0e4rAjBQxDUF1EMAY0yLiCkmQgyiKmIkvjaXSYvkgEgcEIfnk8DLlLwMPgozlwfBTjG4wgS8T70BOXJ0KfheByFaYLhsff4iuXa6OrGhLrKydodCkp+qU0nLrETMLZSFiNxDpz0FhBjIPgvEEyAcB4Ix4DLwjwQjQGXs3kgHgMuw/NAMgZcPcwD6SToMeCUQyUW3wf6Mpq6ysauhkKc29vnk5z+k2A3BcGutwXNyU1iN9eM4c+l+AuT1F+TFEDTXAAALY5JREFUeF7t3WeYFNW2h/GjoCImogk8IIqAHEkiaUSS6SIcTIiYUJEgiohiBEwgBryIASWKCiiCeJGgAko4AhJFQBBEyUFyGhwQcN9ZpcPp2tVd0716eqbD+3ue9cGZvXtGumf/u6t2rfqHAQBA4R/2FwAACAcBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBEgR06dPN+PHj7e/DKgRIECS27hxo0lLSzP/+Mc/nCpbtqxZsWKFPQyIGAECJKmMjAzTo0cPc+qppx4Lj6w64YQTTOfOnc3u3bvtaUDYCBAgCY0ePdqULl3aExx2FStWzAwYMMAcOXLEfgggWwQIkER++OEHU79+fU9QSOXLl8+ceOKJnq9LVa5c2UybNs1+OMAXAQIkge3bt5u2bds6IWGHg1TTpk3NqlWrzJYtW8zdd99tjj/+eM8YqZtvvtmsWbPGfnggKAIESGB//PGH6dOnjylUqJAnDKQqVKhgJk+ebE8z8+bNM3Xq1PGMlypQoIDp1q2bSU9Pt6cBLgQIkKC++OILU65cOU8ASBUpUsS8+eab5vDhw/Y0l+HDh5uSJUt65kuVKFHCfPjhh/YU4BgCBEgwsgW3cePGngVfKn/+/KZDhw5mx44d9rSQDhw4YJ555hlz8sknex5PqlatWmbu3Ln2NIAAARLFnj17zCOPPOJswbUXeamGDRuapUuX2tPCtnbtWnPLLbd4HlfquOOOM61atTKbN2+2pyGFESBAnDt69KgZOHCgKV68uGdhlypTpoz57LPP7GlqM2bMMFWrVvX8HCm5puTFF180Bw8etKchBREgQByT9iNVqlTxLORSp512munVq5c5dOiQPS1qElqDBg3yDa0xY8bY05BiCBAgDslW2ubNm3sWbik5nCRbcXPjcJIcNnv00UdDXj/SoEEDs2TJEnsaUgQBAsQR2TrbvXt3ZyutvVhL1a5d29mCm9tWrlxprrvuOs/vIyXXnrRv3z6iE/dIDgQIECeGDRvmbJ21F2gp2Wor389rX331lSlfvrzn95MqXLiw6du3b7Zbh5E8CBAgj8kWWflkYS/IUvJJRD6RxNNFfRIQEhQSGPbvKyUXL06aNMmehiREgAB5RM5hyNZYOadhL8JScg5EttbGK2mf0q5du5DtU5o0aWJ+/vlnexqSCAEC5DLZNSW7p2QXlb3oSsmuK9lKmygWL14csoGjnHzv0qWLczIeyYcAiRE5qSjvLOUP6J577jEzZ860hyAFyfUasgXWXmilZMusXO8hW2gT0aeffmrOP/98z/+X1JlnnmkGDx6csP9vCI4AiQE5pm3/AUnJCdIHH3zQaZvNH1JqkSvE5Upx+zUhJVeWyxXmyfAuXS4w7NmzZ9CbWJ14YlFTr15LM2fOcnsaEhQBksP27t1rLrjgAs8fj13yjuy+++5zOqVKR1UkJ9naev/99zs9quzXgJT0tJItsslm06ZN5q677jp2fuf440/IDJWy5qyzrsz8lHKf6dJljNmyZb89DQmGAMlht99+u2eRyK5kN4ucTB03bhwtIpKE7FR64403Qu5Ukq2wX375pT0t6cyZM8dpxligwFmmSJGa5rzzbjHlyj1uqlXrZ+rUGWL6959vMjLY9puoCJAc9P7777sWCblpz6hRo5yWEFdffXXIJniBJR/9b7vtNueWpNIlFYlHtrDKVlb7uZWS+3a8/vrrKfWp888//zQff/y5qVLljsxP5+3NJZe8bC69dMCxatx4RGaYrrKnIQEQIDlEtivau2oee+wx15jdu3c7ISN3hwt1pXFgFSxY0Nx0003OPRv27dvneizEH3kNyHNrP49SstVVtrzK1tdUlZ6eYfr2nWxq1x7sCpCsuvfez82yZdvsaYhjBEgOkG2Zl156qWvBuOyyy3zfZe7fv9989NFHzl5/CQp7wbHrpJNOclpJDB061OzcudN+OOQhOe8lbxZC9YuSLa5yr3L8ZdOmfZn/XpM9ASJ12WUDzfPPTzc7dvDpOxEQIDlAms0FLhjySUTuPx2u33//3elsescdd3g+xQQrORR25ZVXOls+f/vtN/vhkEtkJ51sTZUNEfZzJCVbWuVQJIJbsGCTufXW0Z4QkbriiqGZn9YXZb4JY7diPCNAoiQnQu0riaO5DaicRJ8wYYJz7YjcltRelOyS8yz16tVzbl+6YcMG++EQI99++62pVq2a5/mQkvNYspWVDRHZO3r0z8w3T8tNo0YfeEJE6vrrPzbTp6+xpyFOECBR2LJliznrrLNci8edd95pD1OTnTxTpkwxbdu29fycUFWnTh3Tu3dvpx04ct66desy3zXf6vl3l5I3EvL8yxZWRGbfvkPmf/93tqlZc5AnRKTuv3+C+fXXXfY05DECREl2lsjOqsAF5MILL4zZyW45XCI3F+rYsaPTmdVevIKVvEOWd8LJeJ1BbpMdcc8++2zI+4bXrFnTfPfdd/Y0RGjNmt2Zr/EvPAEiVaPGIPPKKzPN3r18sosXBIjSq6++6lpA5ATq/Pnz7WExM3v2bOfEbajWEXZVrFjRWQC5+U/kZLPDeeed5/k3lTr33HPNBx984LyhQM6ZOXOdueGGkZ4QkWrQ4H3zySc/miNHOD+S1wgQBQkKe8eNBEpeWbhwoenWrZu56KKLPAtcsJJPSk899VSe3JgokSxYsMCkpaV5/v2kZFfc008/7eymQ2wcPnzUDBu22NSrN9QTIlLNm48yc+dutKchFxEgEZJDVLIABy4mcigrXt6BLlu2zDz//POmUqVKnkUvWJUqVcrpwyQnhfEX2dl27733OhsU7H8vqRtvvNGsXr3anoYY2bUrw/TsOcPZ4muHiNQjj0wyGzbstachFxAgEZKTpIGLiZzclpPp8eiXX35x2obLNSn2Ihis5HBMhw4dnGaPR44csR8u6cn1PK+88oo5/fTTPf82UhLKU6dOtachl6xcucO0aTPOEyBStWoNMm++OdccOBD62ivkPAIkArI9N3BBkV03idLPSG5M1KdPH3P55Zd7th0HK2ktLs0epS2H3wWRyeLzzz/3fLLMqmLFipl33303JUM1Hk2e/Ktp0mSEJ0Skrr56WOZzucLEyQGBpEeAhEkuDLQv8pMLCBORbDPt16+fadCgQci7yQWW9G/KavaYkZFhP1xCk0N+clGm/f8sJRdsdurUyezaxfbReHPo0BEzaNDCzDdEQzwhInXnnZ+ZH37I/siAPU/q3XfD3wxjz/UTydhgop0fCwRIGOQduH0YSFqXyCGPRLdt2zbnauprrrnGszEgWMlFci1btnSaRCZys0dpByP3ZgnVZl3+PX766Sd7GuLM1q3pplu3bzyLa1Z17fqN+e230Bsd7PFSaWlDMv8uwntt23P9RDI2mGjnxwIBEgbZLhu4uMgnkWS817M0e5Qtqf/+97/DavYo10TICeVhw4bF7PqXnCYXZ7799tumaNGinv8fKdnJJp0AkFgWL/7N+dRhL7JS8ill9uzgXRrssVkl/bjCYc/zE8nYYKKdHwsESDbkHIC9G0c66ia79PR05/qHW265xZxyyimehdYu2dYqN0d677334rbZ49dff+1cD2P/7lJnnHGGee2111LifE+ykvMe48atzPz0OMyz2LZu/bk93GGPyyrZ8fXzz9m/ju15fiIZG0y082OBAPEh2znPPvts10IjN4xKNdLsUe7lLc0eQ+1QCiw5LCTnFQYMGBAXzR5lN9r111/v+T2l5ByQbBaQQ3lIDrIT66235rraxnfvHnz3nL0oB9YDD0y0h3vYc/xEMjaYaOfHAgESglzXce2117oWG7lVrbTuTmVy3mfixIlOs8dQh4ECK6vZo9ydL7ebPcphtSeffNL5dGT/XlJXXHGF+f777+1pSBJybUifPt8523v37w9+vtJelO0Kdegriz3eTyRjg4l2fiwQICHI4YzAxUZ25MydO9celtLkfIIcFpIbJdmf1EJV7dq1nav2Y3khnoS/3Dcl1O8kF0+OHDnSnoYUZC/KbduOd/13ixajnY7Bodjz/UQyNpho58cCARKEtLCwdyS9/PLL9jAEkEV7xowZ5qGHHgrZN8quqlWrmh49epgVK1bYD6c2a9Ysz465rJIbd8lV+nJIDhD2ovzjj1s9X5PrSkKxx/qJZGww0c6PBQLEIr2NypYt61p4rrrqKqcbLsInnWkff/xxU6ZMGc9CHqwuvvhi88wzz5jFixfbDxUWOTwm56fsx80q+V5uH0JD/Au2KNt3S7z22mEmI+OwNfMvweaHEsnYYKKdHwsEiEUumAtceORuc5s3b7aHIQJynkGaPZYrV86zsAcrOdckzR7DOWQoFzbKp4pQO8WqV6/ufCoBggm2KK9bt8dpHR/4dbloMZhg80OJZGww0c6PBQIkwPDhw12Lj7T8kBPGyDnLly93FvzKlSt7FvtgJecrOnfu7DR7tBtWfvLJJ8737TlScv5DthTbc4BAoRblF1/8j+vrdevK9nTvoc9Q84OJZGww0c6PBQLkb7LV096iKgsXYkf+zV966aXMd3s1PAEQrLKaPcr24Lp163q+LyXnrp544omEubAReSvUorxjxwFPmxQJFVuo+cHYY6OteECAmL9aldiLmNzNLxlalSQKuVXs66+/7gRDOM0eg1WzZs2cUALC5bco9+s3z/U9ubjQvq2u33ybPTbaigcESCZ5xxq4EEm/J24Dm3fknNM777xjGjZsGLJXVWDJ1eWynRiIlN+inJ5+yDRq9IHr+506ubtv+8232WOjrXiQ8gEyZcoUT6sSOXaO+LB9+3YzZMgQ56JOuRYn8HmS5036Wsn1KIBGdovyiBFLPGPmzdt07Pv29/xEMjaYaOfHQkoHyNatW80555zjWpSk0yzikwR74HMl56yAaGS3KP/xx1HTtOlHrjG33Tbm2P1GspsfKJKxwUQ7PxZSNkBkd440/wtckOSahVRvVRLPnnvuOdfzJRWvd4NEYghnUZ448WfPOPmasL/uJ5KxwUQ7PxZSNkDk7nyBC5EcHpkzZ449DHFE7hooIRJYGzdutIcBYQtnUZZPGy1bfuoa17jxCOemVuHMzxLJ2GCinR8LKRkgcmGb3WBP7h0OILWEuyjPmrXeM3bo0EWer/mJZGww0c6PhZQLELnPhX1FdKNGjWhVAqSgSBbl9u3djRavuGJoRPMjGRtMtPNjIeUCRNqQB4ZH8eLFnXuEA0g9kSzKy5ZtM9Wru8fb5SeSscFEOz8WUipA5A57geEhF6xx+1IgdUW6KD/xxBTPnHDnRzI2mGjnx0LKBIjcf0JuWxoYIJ06dbKHAUghkS7K69fvNTVruhsthjs/krHBRDs/FlIiQORCs1q1arnCo0qVKubgwYP2UAApRLMov/TSt5554cyPZGww0c6PhZQIEGkNHhge0vr7p59+socBSDGaRVm68tqNFsOZH8nYYKKdHwtJHyDSI8luVTJ48GB7GIAUpF2U+/ef75mb3fxIxgYT7fxYSOoA2bZtm9MCPDA8WrRoYQ9DnJPuAPXr1w9Zzz77rD0FQC5I2gCRViVNmjRxhUfp0qXNnj177KGIc/PmzXM9j3ZJ630AuS9pA6Rv376uRUbags+ePdsehgTw4YcfekIjsOScFnceBHJfUgbIokWLPK1KevbsaQ9Dgnj66ac9oWGX3JAKQO5KugCRViXly5d3LS4NGjSgVQkA5LCkC5DWrVu7wqNYsWJ0bAWAGEiqABk5cqQrPKRVybhx4+xhAIAckDQBsmbNGlOoUCFXgHTs2NEeBgDIIUkRINKqpHbt2q7wqFy5Mq1KACCGkiJAunbt6gqPggULmuXLl9vDACBiR4/+aXbsOGB/GSYJAmTq1KmeViUDBw60hwFAxLZs2W+aNBnhtA556qmv7W+nvIQOkB07dpgSJUq4wqN58+b2MABQGTRooav/1Nq1u+0hKS2hA6Rp06au8ChVqpTZvZsnOJmsXbvW2SARTskbCiAn9e37nStA5K6E+K+EDZC33nrLFR7SqmTWrFn2MCSw7du3u57j7OrGG2+0HwKICgHiLyEDZPHixaZAgQKuxeOFF16whyHBffvtt56Q8KuKFSvaDwFEhQDxl3ABcuDAAVOhQgXXwlGvXj1alSQhuW+LHRJ+Jf3Pjhw5Yj8MoEaA+Eu4AGnTpo1r0ShatKjZsGGDPQxJYMyYMebuu++OqHbu3Gk/DKBGgPhLqAAZPXq0513n2LFj7WEAkCMIEH8JEyCyG8duVdKhQwd7GADkGALEX0IEiBzXTktLc4XHJZdcYjIyMuyhAJBjCBB/CREg3bt3d4XHySefnPlELrOHAUCOIkD8xX2ATJ8+3eTLl88VIP3797eHAUCOI0D8xXWAyI6akiVLusKDi8UA5BYCxF9cB0izZs1c4fHPf/7T7Nq1yx4GADFBgPiL2wDp16+fKzzkMJZcmQwAuYUA8ReXAbJkyRJPq5LnnnvOHoYk1qPHjMznfJqqvvhilf1wgAoB4i/uAuT33383F198sSs86tatS4uKFLJt2wHXH22k9fDDX9oPCagQIP7iLkDatWvnCo8iRYqY9evX28OQxObN2+QJhUjqhhtG2g8JqBAg/uIqQKT3UWB4SH322Wf2MCS5UaOWeUIhkqpRY5A5dIhPrIgeAeIvbgJk3bp1pnDhwq7waN++vT0MKWDfvkNm06Z9UZXcxxqIFgHiLy4CRM5vXH755a7wkHs7yPkQAMgrBIi/uAiQm266yRUe0qpk6dKl9jAAyFUEiL88DxA5QW6f93jnnXfsYQCQ6wgQfwQIAIRAgPjL8wARHMICEI8IEH9xESCcRAcQjwgQf3ERIIJtvADiDQHiL24CRHAhIYB4QoD4i6sAEbQySV1y8V9a2hDXH2w01bv3LPtHABEhQPzFXYDQTDF1yRXkdghEUw88MNH+EUBECBB/cRcggnbuqWnWrPWeEIimmjQZYf8IICIEiL+4DBDBDaVSz7Rpa0zbtuNzrNq1G5/5yfWo/WOAsBEg/uI2QAS3tAWQlwgQf3EdIDt37jQlS5Z0hciNN95oDwOAmCBA/MV1gIjp06c7h68CQ6R///72MADIcQSIv7gPENG9e3dXgEirk2XLltnDACBH9e49yVx88TPHaunSjfaQlJYQASJbeNPS0lwhcskll5iMjAx7KADkmJ49h5vzzrv1WP3wwy/2kJSWEAEi1q5dawoVKuQKkQ4dOtjDACDHdO/+eua6U/VYLVz4oz0kpSVMgIjRo0e7AkRq7Nix9jAAyBGPP/60yZ//lGM1f/4Ce0hKS6gAEW3atHEFSNGiRc2GDRvsYQAQtS5durjWm3nz5tlDUlrCBciBAwdMhQoVXE9qvXr1zNGjXDCWyEaMWGIGDFgQk/r++y32jwPCQoD4S7gAEYsXL/a0OnnhhRfsYUgQcrV4rVqDXNslc7J69aKDAXQIEH8JGSDirbfecj2x+fPnN7Nm0X01Ea1bt8ez6OdkSVsTQIMA8ZewASKaNm3qenJLlSpldu/ebQ9DnJsxY61n0c/JuuaaYfaPBMJCgPhL6ADZsWOHKVGihOsJbt68uT0McW7btgNmwYJNMauFCzfbPxIICwHiL6EDREydOtUcf/zxrid54MCB9jAAiBgB4i/hA0R07drV9SQXLFjQLF++3B4GABEhQPwlRYAcPnzY1K5d2/VEV65c2Rw8eNAeCgBhI0D8JUWAiDVr1nhanXTs2NEeBgBhI0D8JU2AiJEjR7qe7OOOO86MGzfOHgYAYSFA/CVVgIjWrVu7nvBixYqZjRtpwQwgcgSIv6QLkPT0dFO+fHnXk96gQQNanQCIGAHiL+kCRCxatMicdNJJrie+Z8+e9jAA8EWA+EvKABF9+/Z1PfHS6mT27Nn2MAAIiQDxl7QB8ueff5omTZq4nvzSpUubPXv22EMBICgCxF/SBojYtm2bOffcc10vgBYtWtjDECfsHlZS77473x4Wkj0XiBYB4i+pA0R8/fXXnlYngwcPtochDtgBIJWWNsTplRUOey4QLQLEX9IHiHjqqadcL4JTTjnF/PTTT/Yw5DE7ALLq+een20ODsucB0SJA/KVEgEirk1q1arleCFWqVKHVSZyxAyCrLrtsoPn55532cA97HhAtAsRfSgSIWL16tTnjjDNcL4ZOnTrZw5CH7AAIrAcemGgP97DnANEiQPylTICIjz76yPVikFYnEyZMsIchj9gBYNfs2RvsKS72eCBaBIi/lAoQcc8997heEMWLFzebNm2yhyEP2AEgt6IN/O8WLUabo0f/tKcdY88HokWA+Eu5AJFWJ+XKlXO9KBo1akSrkzhgB8CPP271fO3zz1fY046xxwLRIkD8pVyAiO+//97T6qRXr172MOSyYAHw2GOTXV+79tphJiPjsDXzL8HmA9EgQPylZICIPn36uF4YJ5xwgpkzZ449DLkoWACsW7fH1KgxyPX1QYMWWjP/Emw+EA0CxF/KBoi0OmncuLHrxVGmTBmzd+9eeyhySagAePHF/7i+Xrfue2bnzt8DZv4l1HxAiwDxl7IBIrZu3WrOOecc1wukZcuW9jDkklABsGPHAXP55UNc35NQsYWaD2g9/PDDBIiPlA4QMWXKFE+rk/fee88ehlzgFwD9+s1zfU8uLvz1112uMX7zgUjJtv/TTz/dtTZ888039rCUlvIBIp544gnXi+TUU081K1eutIchxvwCID39kGnU6APX9zt1+tI1xm8+EK4FCxZkfuK93LUmZNXUqVPt4SmNAMn0xx9/mBo1arheKNWqVTOHDh2yhyKGsguAESOWeMbMm/ffa3js7wGR+O2338y9997rOSKRVZUqVbKnpDwC5G+//PKL5+Nq586d7WGIoewC4I8/jpqmTT9yjbnttjHmz7+vLcxuPhCMvFF85ZVXPH//WXXJJZfwySMEAiTA8OHDXS8caXUycWL2PZiQM8IJgIkTf/aMk68J++tAdsaNG2cuvPBCT2hIFS1a1Lz77rvmyJEj9jT8jQCxtGrVyvUiOvPMM83mzZvtYYjAihXbzTvvzDe33jraNGv2sfnmm9X2EEc4ASCfNlq2/NQ1rnHjEZnvIo+ENR8Qy5YtM1dddZUnNKTkmrCHHnrI7Nrl3qQBLwLEsn//flO2bFnXC0peaLQ6icySJVvNG2/MMf/+98eehV1Ohgdjjwtl1qz1nrFDhy7yfA2wSSh07NjR5M+f3xMcUldffTX3CooAARKE7MI48cQTXS+sl19+2R6GAPLJYOHCzaZ371nOJwJ7MQ+s664bYU932OP8tG/vbrR4xRVDI5qP1CKHofr16+cclrJDQ0reNI4fP96ehmwQICG89tprrheYfKydO3euPSylHTlyNPPfZKNzUd/VVw/zLODB6p57xjpNEoOxx/pZtmybqV7d+/jhzkfqkGs3/vWvf3lCQ0ruEdS7d29nJyYiR4CEIK1Orr32WteL7YILLkj5VieyE2rmzHXObWYbNnRflxGs5IK/Nm3GmY8/Xmq2bk23H87FnpudJ56Y4pkTznz5f5B+Wq+8MtOsXLnD/jaShOysvP766z2hISVbdVu3bu10o4AeAeJD9oWfffbZrhfe7bffbg9LegcPHjZTp64x3btPDXqoyC5pfnj//RPMmDHLg/asCsV+nOysX7/X1KzpbrQYzvz+/ecfGyMB16PHDLNrV4Y9DAlq37595sknn/R03M6qunXrOh25ET0CJBuTJk3yXFj0/vvv28OSzu+/HzZffbUq8w9xiqcPVbCqXXuweeihL537dezdq7vXvP2Y4XjppW8987KbL0Foj61Xb6gZNmyxOXyYzRKJSo4aDB061NPfLqtKlSplRo4caU9DFAiQMDz22GOuF+Jpp51mfv75r2sPksm+fYfMhAkrTefOXzmBYC+ydtWpM8S5X4dch3HgQPTHkO3HD4d8wgkVcKHIYasrrwx++O2GG0aab79dZ09BnJs1a1bmp8nLPKEhVbBgQfP8889nvikK/9MwwkOAhEFOsNkvzksvvTQpWp3IoZuxY38yDz440dSqFfpwUFZJK/Wnn/7GTJnya8gbO2nZPytcgYekwp0vn5LkHIh9r5Gskn+PNWt229MQZzZs2OAcVrZDI6tuu+02s379ensacggBEqZVq1Y5nzwCX5yPPvqoPSwhbNt2wIwatcy0azfeOQdgL5521a8/1Dz77DQzY8Za54K9ZCIdfeV8jf3/LCXnV157bZb6kBxiJyMjw7zwwgvmlFNO8YSGVPXq1c3MmTPtachhBEgEPvzwQ9eLVFqdfPmluyNsvNq8eb/TjLB168+z3f4qJYd45OTyd99tSInzAhKO11/vvehRSi58/PTTZebo0b+bbiFPffLJJ875DDs0pGTTi9yOQc6HIPYIkAjdeeedrhfsWWedZbZs2WIPiwurV28wb701xtx88xumWrV3PAujXXK/8Zdf/tYsWLApJRdL2d77wQc/hNxpJq1Y5s//b/df5K5FixZlPjdXeEJDSi78ldsyyA4s5B4CJELyArWbr0n7g3h5xyM9fuSEYeXKVc1pp12U+Y7sGnPBBR1MpUq9PQuiVJMmI0yfPt9l/nHGZwjmBTkxL9e5hDq8JxsHNm1iocot27ZtM23atDH58uXzBIdUs2bNnGs+kPsIEIX58+d7Wp28+uqr9rBcs3DhQtOtWzdz0UUXuX6nk08uYYoVq5v5cf8uU7Hic8cWQDlU8/bbc52ruRHa8uXbzb33fu4JECnZpSZ3ScyJ3WcITjavSEcIuVrcDg2pihUrOncURd4hQJQkMAJfzBIoEiy5Zfbs2c724vPPP9/zh5VVJ5xQyBQuXM2ULHmTue6615zdSqtW7bQfCtmQ62FC9feSw36y9TlOPoAmDbmNgv2GKKuKFCmS+QbobXP4cM7uAkTkCBAlOWQlh64CX9hyaCtWx2ClG/D06dOdTqIlS5b0/FEFq+rVa2QG3Tvm11832g+HCMmW5QEDFjjXvtghItWq1f85HYgRHemEa7cQyirpoPvAAw+YnTt5ExQvCJAoyMlzOYke+CKXk+w5Rd5hyUf0tm3ben5OqKpTp47THG7NmjX2wyEHbNmy3zz11NeeAJGS3W1ylbtsk0Zkdu/ebR5++GGnaan9mpa68sorzY8//mhPQx4jQKIk23hlO2/gi122+2odPHjQTJgwwdxzzz3OR3X7D8kuabNSr1498+abbzoXVSF3yKaD228f4wkRKbnYcsiQ75PumplYkDbr/fv3N8WKFfO8tqXkU/3YsWPtaYgTBEgOkAsKA1/0csGhXHgYLmmxMGbMGHPHHXd4LlYMVvIuTd6RDRw40Gn4iLwhW53lKv6rrvrQEyJScv/2r7/+1Z6Gv02bNs1UqlTJ8/qWkvuTyz14kqHbQzIjQHKAvMiltUngH4C0PvG7x4Dc+fCjjz4yzZs3d3r12H9Adkln0euuu85pFscx4PiSnn7IuftiqFYwbduOp218gNWrV5ubbrrJ8xqXkk/U8uk7Xq+tghsBkkOkuaL96UF2SQWS47zSybdp06amQIECnj8euyRY5A9t+PDhMTs5j5yzbt0epxGlHSBSck2J3Hhr9+7Ubegnb5q6du0ass16Wlparu5kRPQIkBwk4RD4ByHvpkaNGmUGDRrk7NgKdYIwsE499VSnAdzo0aPNgQOcjE1E0v7l5ps/8YSIVM2aL5khQyZlfjpNnS2osmNRzguee+65nte71HnnnWdGjAh+m2PENwIkh/l1Bg1VhQsXNq1atTLjxo1zTqIj8cntfuUujA0avH8sPCpXfs1ceGHHzIW0aeYnkmbmq6+S/yK4OXPk0F4tz2te6uSTTzbPPPMMb5QSGAGSw+SWt3LrW/uPxa4zzzzT3HfffWby5Mm+50qQ2PbsyXBueiVt4ytUeNr885+3m2LF0jIXz7+u5WncuLFZuXKlPS3hbdq0ydx1112eHYpZ1aJFC7NuHfddSXQESAzMnTvX8wcjVaJECfPggw86u0/kwkCkjlWrtpk77njdnH32/5jTT69g8uX778YJObT5yCOPZIbNHntawpFP0D179nQOxdqvf6mqVaua//znP/Y0JCgCJEbat2/vvPuSFieyq4R7E0BMmDAt85NIDc/CKlW8eHFna3aivrn49NNPQ7bWkU/cgwcPTtj/NwRHgAC5TLZ99+rVy7NrL6uqVKliZsyYYU+LW4sXLzb169f3/H9IyRuoLl26JMWnK3gRIEAe2bx5s7N5ItR5ArlGaO3atfa0uLF9+3bTrl27kG3WmzRp4mxvR/IiQIA8JufMateu7VmApeR6oe7du5v09HR7Wp6RHm19+/Z1dg/av69UhQoVzKRJk+xpSEIECBAnhg0b5my0sBdkKenALN/Pa1999ZUpX7685/eTkkCRYKHNeuogQIA4Ip805BNHqE4F8kll3rx59rSYk63G0krH/n2k5BCWbBrZsYN2LamGAAHikLTjl3Mg9mItJedM7r77buccSqzJyW9pFmrfgTOrGjRoYJYsWWJPQ4ogQIA4JjcRk11Z9sItJbu4ZDdXLDrWynZbacEjW4vtnytVpkwZp4M0UhsBAsQ5Wczl+hC/xfyzzz6zp6nJFmK54M/+OVJygeCLL75Iyx04CBAgQcjhJLliPVRTzoYNG5qlS5fa08ImW4ZvueUWz+NKyWEz2XKcG4fNkDgIECDBrFixwumhZS/yUnLf8A4dOkR0QluaGUpTQ2luaD+elDRDlK3GgI0AARLUF198YcqVK+dZ8KXkdshym+PsttTKvWZki7A9X0q2FEdze2YkPwIESGDSyblPnz6mUKFCngCQkov6pOOzTbYC16lTxzNeSrYQd+vWLa4uXkR8IkCAJCBtRdq2bRuyrYjcBXPVqlXOrWJlC7Dc7MweI3XzzTc7W4iBcBAgQBL54YcfQjY2lHAJdT1H5cqVndsMAJEgQIAkJLdELl26tCco7CpWrJgZMGCAOXLkiP0QQLYIECBJZWRkmB49egS9uZNsBe7cubPZvXu3PQ0IGwECJLmNGzeatLS0Y+FRtmxZZyswEC0CBEgR0hZl/Pjx9pcBNQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqPw/orOYjWhZ+28AAAAASUVORK5CYII=)
PN: G311-A-10
CAS: 96193-27-0
Molecule Weight: 126.203
Formula: C7H14N2
TSCA: Not listed on TSCA inventory