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)
| Product Number | 3H37-1-5X |
| Purity | 97.0 % |
| CAS | 115182-91-7 |
| MDL Number | MFCD19218073 |
| Molecular Formula | C6H8N2 |
| Molecular Weight | 108.144 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H37-1-5X
CAS: 115182-91-7
Molecule Weight: 108.144
Formula: C6H8N2
PN: 3H37-5-27
CAS: 1374656-48-0
Molecule Weight: 171.63
Formula: C7H10ClN3
![(2R)-1-Azabicyclo[2.2.2]octane-2-carbonitrile](data:image/png;base64,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)
PN: 3H37-1-R1
CAS: 885517-05-5
Molecule Weight: 136.198
Formula: C8H12N2
![(2S)-1-Azabicyclo[2.2.2]octane-2-carbonitrile](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACT9AAAk/QHmzXAgAAAB83pUWHRtb2xTb3VyY2UAAHichZRvb5swEMa/ysmvhw02gSQKVFWraZPavVg6ae8qB5wUCezKkH/ffmegC4iVESTb5+f3wB3nbO4uVQknZevC6IQE1CegdGbyQh8S8uvlq7ckd+kmQxEKdZ2Qt6Z5XzN2Pp9p9qYqeTGaZqYi3f76UhcjzVlQYw+M+37Afj8/bVvGK3TdSJ0ppOpiXbfBJ5PJpn2LTx7BKmlPhWadnFX21Lm9ct/dPr3UObnl8oB794jCvigV7I2tZAMn7lO8/S9wUFpZ2agcdlcMCxpi7unm+dFkx0rpBqfOochkuW3sMcNAZUqVHdEMJ98fE1IFBOSu3jbKKpMQVCl0kI2p7q2VV3Azp5MBSA5SgAxBLkBGIGOQS5ArkIEreKncE1+u7yohP+Bh8GtXWCWeEI/TKIpD8AIqhIjBwzTwgn7oo72oH/pgQBcrX/QDgatzw0WIGLrE8dCljXIqgtuq37tJ+SJypnwpBCbM/macbnZG54MpFHlCdq5MKPmp9jXvq0HA2FzZhLQGTjoE+BgQQyAgnbKrevqto/vV1EpMrMKR1QQIx4D7YvPAYgy47zsPRGPAdcM8EI8B1zvzwHKS9H+A1RhwrTkPuLYdEn0nzyLBpFD/RtigidjHmcPp5DyywWFl+BeV/gE+xXHjN6ahbAAAL8RJREFUeF7t3QeUFFXaxvE1ISooGMAsKpIMGBBYibqCoAiI+K2CoICJVVBcMyoihkVExVUUlSQZAWURBCWISJKMJImSs0hOsu83b7kN3be6Z2ou01NV3f/fOe85Ol13emborqerbvqLAABg4S/mFwAA8IIAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAACTdK6+8Isccc4z85S9/keLFi8vvv/9uHoIQIkAAJM3cuXPlpptucoIjuk4//XT59NNP5dChQ2YThAgBAiDHbdmyRZo3by7HH3+8Kzyi65prrpHx48ebzRESBAiAHHPw4EHp1KmTFCxY0BUWmdX//d//ya+//mp+OwQcAQIgR4waNUpKlizpCgetE044wfU1s0466SR56aWXZPfu3ea3RkARIACOyuLFi6VWrVquQIiUPqbHXHDBBYe/ph3q+fLlcx2rdf7550vv3r3Np0EAESAArGzfvl2eeuopyZMnjysEtPRqRK9KIho1ahTz+GeffSb333+/HHvssa62WjfccIP89NNPUc+IoCFAAGSLjpzSk3+hQoVcJ30t7f/QfhDtD4nWtWvXmOMee+wx5+saEhoW5vfR0nDRkFm/fn3M90IwECAAPPvhhx/k2muvdZ3otXTElY680hFY8SxdujTm+CuuuCLmcb1tpbevzO+rlT9/fnnzzTdl//79MW3gLwIEQJZWrlwpd999t+vEHqkbb7zRmfORFbMfZNOmTTGPawf6yy+/7HSom8+hdemll8qXX34Z0wb+IUAAJKQn9DZt2iQ8oV9yySUyePBgs1lCZj/IoEGDzEMcOqRXh/aazxepv/3tb/Lzzz+bzZDLCBAAcfXp0yfmiiG69JbS66+/Lvv27TObZSpRP0giOslQJxuaz6+lt8z+8Y9/yNatW81myCUECIAY06dPlwoVKrhO2Fp62+m+++6TdevWmc08yaofJB7ttNdlT8466yzXz6Oly6K8//77rk57JB8BAsCxYcMGadKkScJhteXLl5epU6eazbItq36QRHQBxn/+858Jhw2XKlVKvv32W7MZkogAAdKcjmxq3769nHrqqa6TstZ5550nvXr1MptZ89oPksgvv/wit912m+vnjFTt2rVlyZIlZjMkAQECpLGhQ4dK0aJFXSdhrbx588qLL74ou3btMpsdlez2gyQycuRIKVGihOvn1tKrlGeeecaZ7IjkIUCANDR//ny5+eabXSfeSNWvX19WrFhhNssRNv0giRw4cEDefffdhIs3Fi5c2Akslo1PDgIESCM6Ykk/8SdaZr106dLy/fffm81ynG0/SCKbN2+Whx9+WI477jjX76R13XXXyYQJE8xmOEoECJAGdITSBx984IxYMk+uWjrCqUuXLvLHH3+YTZPiaPtBEpkzZ45UrVrV9ftF6p577pFVq1aZzWCJAAFS3OjRo+Xyyy93nUy1dJn1Vq1aybZt28xmSZVT/SCJaCBdfPHFrt9X6+STT3a22N2zZ4/ZDNlEgAApSvsa6tSp4zqBRqpmzZqyaNEis1muyMl+kER0kuNrr72WcNn4Cy+8UPr162c2QzYQIECK2bFjhzz77LMJ50sUL15cRowYYTbLdTndD5LI2rVrpXHjxs5zmH8LrYoVK8qMGTPMZvCAAAFSxH//+1/p3r27nH322a6TpFaBAgXknXfecUYuBUGy+kESmTJlipQrV871d9HSyZPNmjWTjRs3ms2QCQIESAETJ06UMmXKuE6MWjoy6aGHHnJGKgVJsvtB4tGQ7dmzp5x77rmuv5OWTqZ86623WDbeIwIECLHVq1dLw4YNXSfCSFWpUkVmz55tNguE3OgHSWTnzp3SunVrOfHEE11/M63LLrtM/vOf/5jNYCBAgBDSEURt27Z1RhSZJz+tIkWKyMCBA81mgZNb/SCJLF++XO68807X3y9S1apVkwULFpjN8D8ECBAy/fv3l4suush1stM65ZRTpF27drJ3716zWSDldj9IIuPGjZOrrrrK9ffU0kmXLVq0kN9++81slvYIECAkZs6cKZUrV3ad4LT00/u9994ra9asMZsFmh/9IInoJMqPP/5YzjzzTNffV+uMM86QDz/8MNcmW4YBAQIEnN7WeeCBBxIu01G2bFmZNGmS2SwU/OwHSUQnVT7xxBPOJEvzbx35GceMGWM2S0sECBBQOtz27bffltNOO811EtM655xzpEePHs7IojDzux8kkYULF0qNGjVcf/dI3XHHHbJs2TKzWVohQIAA+vrrr6VYsWKuk5aWjhx64YUXnJFEqSAo/SCJZPVv8fzzzzuTN9MRAQIEiH7qveWWW1wnqkil4qfeIPWDJJIuV4PZRYAAAaAjfB5//PGE992vvPLKlL3vHsR+kERSuT/KBgEC+EhH9Hz00UeZjvzp3Llzyo/8CWo/SCKzZs1KuRFxNggQwCdjx45NOPdAr0RatmyZNnMPgt4PksiAAQMynZPz6quvhmZOjg0CBMhlOvu5Xr16rhNOpKpXr552s5/D0A+SiAaEBoUGhvlvqRWWVQFsECBALvGy/tKwYcPMZmkhTP0giXhZl0xvfaUSAgRIsqxWgNWRPR06dAjMMut+CVs/SCK6MvL111/v+nfW0s73Bx98MLS/m4kAAZJo8uTJ7EHhUVj7QeLxsjdLx44dQ/+hgQABkkB3wdMTYqJd8CpVqsQueIYw94MkohMMn3vuuYS3LXV3yOHDh5vNQoMAAXIQ+3DbS4V+kET0d6tbt67r9RApXTLFr/3pjwYBAuSQL774Qi6++GLXyUFL9+145ZVXnH08kFiq9IMkMnr0aCcYzdeHlg7d1kUcdTHHsCBAgKOkO/5VrVrVdUKIVIMGDWTVqlVmM8SRSv0gieikUF0WXieJmq8VLZ1U2qVLl1BMHiVAAEu6x/jDDz+ccFkL3aP8xx9/NJshE6nYD5KIThLVjap0wyrztaNVunRpZ6OrICNAgGzSkTPvvvuuM5LGfNNrFS5cWLp16yaHDh0ymyILqdwPksj8+fOdrXPN11Gk6tevLytWrDCbBQIBAmTDN998IyVKlHC9ybXy5MkjzzzzjGzfvt1shmxI9X6QRIYOHSpFixZ1va608ubNKy+++KLs2rXLbOYrAgTwQPs5Eq15pFW7dm1ZsmSJ2QwW0qEfJJH9+/dL+/bt5dRTT3W9xrR0MIYGSVAQIIAHiVbLLVWqlHz33Xfm4TgK6dQPksiGDRukadOmzmRT8zWnpQtxBgEBAnhgdpSffvrp8u9//1sOHjxoHoqjlI79IIlMnz5dKlas6AqQdu3amYf6ggABPMifP//hN6/ej966dat5CHJQuvaDJFKnTp2YANE5R0FAgAAenHXWWTFXH0iudO4HiUf3XY/+ewwZMsQ8xBcECOABAZK76AeJRYAAIUaA5C76QWIRIECIESC5j36QIwgQIMQIkNxHP8gRBAgQYgRI7qMf5AgCBAgxAiT30Q9yBAEChBgB4g/6Qf5EgAAhRoD4g36QPxEgQIgRIP6gH+RPBAgQYgSIP+gH+RMBAoQYAeIf+kEIECDUCBD/6J7y0SfP9957zzwk5REgQIgRIP7RXR6jT56VKlUyD0l5BAgQYgSIf/r27Rtz8tSlzdMNAQKEGAHinxEjRsScPFu1amUekvIIECDECBD/ECAECBBqBIh/CBACBAg1AsQ/BAgBAoQaAeIfAoQAAUKNAPEPAUKAAKFGgPiHACFAgFAjQPxDgBAgQKgRIP4hQAgQINQIEP8QIAQIEGoEiH8IEAIECDUCxD8ECAEChBoB4h8ChAABQo0A8Q8BQoAAoUaA+IcAIUCAUCNA/EOAECBAqBEg/iFACBAg1AgQ/xAgBAgQagSIfwgQAgQINQLEPwQIAQKEGgHiHwKEAAFCjQDxDwFCgAChRoD4hwAhQIBQI0D8Q4AQIECoESD+IUAIECDUCBD/ECAECBBqBIh/CBACBAg1AsQ/BAgBAoQaAeIfAoQAAUKNAPEPAUKAAKFGgPiHACFAgFAjQPxDgBAgQKgRIP4hQAgQINQIEP8QIAQIEGoEiH8IEAIECDUCxD8ECAEChBoB4h8ChAABQo0A8Q8BQoAAoUaA+IcAIUCAUCNA/EOAECBAqBEg/iFACBAg1AgQ/xAgBAgQagSIfwgQAgQINQLEPwQIAQKEGgHiHwKEAAFCjQDxDwFCgAChRoD4hwAhQIBQI0D8Q4AQIECoESD+IUAIECDUCBD/ECAECBBqBIh/CBACBAg1AsQ/BAgBAoQaAeIfAoQAAUKNAPEPAUKAAKFGgPiHACFAgFAjQPxDgBAgQKgRIP4hQAgQINQIEP8QIAQIEGoEiH8IEAIECDUCxD/9+/ePOXnWq1fPPCTlESBAiBEg/nnuuediTp4VKlQwD0l5BAgQYgSIfxo1ahRz8uzQoYN5SMojQIAQI0D8U6RIkcN/+2OOOUY2bNhgHpLyCBAgxAgQf6xYsSLmxFmyZEnzkLRAgAAhRoD4o0ePHjEnzubNm5uHpAUCBAgxAsQf999/f8yJc8CAAeYhaYEAAUKMAPEH/R9/IkCAECNAch/9H0cQIECIESC5j/6PIwgQIMQIkNxH/8cRBAgQYgRI7qP/4wgCBAgxAiR30f8RiwABQowAyV30f8QiQIAQI0ByF/0fsQgQIKTmzp0rJ5xwwuE3b968eWX79u3mYchB9H/Eql+/fkyADBo0yDzEFwQIkAk9cWlgRL95tc4++2zp1q2b/Pe//zWb4CjR/3HE/PnzpVq1aq7X32uvvWYe6gsCBMhC69atXW/gSJUpU0Z+/PFHswmOAv0fIr/99pu0aNFCjj/+eNdrTmvUqFFmE18QIEAWdu3aFdMHEq8aNGggq1atMpvCQpMmzWL+tunU//HHH3/Ihx9+KGeccYbrNaaVJ08eefzxx81mviFAkNb0k54XvXr1cj4R9u3bVy6++GLXG1vr5JNPlldeeUX27NljNkc2lCnTUE4//XrJl+8yyZu3UNr0f4wePVquuOIK1+tKS/vgnnjiCdm2bZvZzFcECNLO3r17pUuXLs6b9frrr892P8a+ffuce9D58uVzvdG1LrzwQunXr5/ZDB6sXbs949+lnRQv/lRGUD8gVasG59N2sixdulTq1q3reh1FqkaNGrJo0SKzWSAQIEgrGh56go9+g3bv3t08zJM1a9Y4263qKCHzTa9VqVIlmTFjhtkMmRg27Be57rouh+uNN8aZh6SMHTt2OPu9n3jiia7Xjlbx4sVl+PDhZrNAIUCQdl599dWYN+o555zjvJltTZ48WcqVK+c6AWgde+yx0qxZM9m4caPZDHG88sq4mAD59ttl5iGhp1e8+qFFR/KZrxetAgUKSMeOHeXAgQNm08AhQJB2tI8iep6Bln4SPBp6UujZs6ece+65rhOC1mmnnSYdOnQIxUnBT7ff3vdweJQp00W2bk2t/qSJEyc6t03N14fWcccdJw8++KBs2rTJbBZYBAjS0sCBA2PevHobYdmyo/+0u3PnTnnhhRcS3pa47LLLZNiwYWYziPZ/7Ii5+qhfP3VGX61evVoaNmzoej1EqkqVKjJr1iyzWeARIEgJ+ubT5S/Kli3rDIX0onLlyjGf/nr37m0eYm358uVSr14914kiUtWrV5cFCxaYzdKa2f/x5psTzENCR/vc9JbpKaec4noNaOmVsH6YCSsCBKFXq1atmDflxx9/bB4Sl4aOBofedho3bpz5cI4YO3asXHXVVa4Th5YOzWzZsqXnocSpLtX6P3T+ykUXXeT6d9fSQNFg0YAJMwIEoffWW2/FvDl10p/X8fI6nDfZ95z1iuijjz6SM88803Ui0dJJY507d/Z85ZSqUqX/Qz+YRF/dmnXvvfc6t7RSAQGC0Nu/f78ULVo05k3aqlUr8zDf6ZWGziKOXpgxuq688krniiUdpUL/h34QeeCBB5yrWvPfVks7zydNmmQ2CzUCBClh6NChMW9WPUkvXLjQPCwQ9Oe65ZZbXCeYSN1xxx050qEfJmHu/9CRdW+//bYz0s78t9TSYeK6vld2J6yGAQGCQNq9e7ezJlDt2rXl4MGD5sNxmauW1qxZ0zwkUL7++mspVqyY64SjpaO4dDSXjupKB2Ht/8jq31D38TiaOUZBR4AgcHSZkIIFCx5+I3bq1Mk8JK558+a5Vi8N+kzedP70Gi1s/R96FalLjJj/XpFKl6tIAgSBo4ER/WbUMNmyZYt5WFy64GF0W10OIgyT9yL3z3Xmunky0tLhyTrjPRWFqf9j27bfnUUNE/Vj6fpqY8aMMZulLAIEgaO3rEqVKhXzxvS6J8TWrVtjlsK+5557nNthYTFz5kxnDS3zxKSla27df/8jsm5dai2LEob+jz/+OJRxJThULrjgate/i5a+5vSWa7qNpCNAEEgjR46MeYPqyBbdWtaLDz74wFla/dNPPzUfCo3+/fu75hAce+wJki/fpVKkyG3y73//R/bt89Y3FHRB7/+YNm2V1Kr1ppx7bh0pUOBqyZPnyO1VvWWqV73pOpeHAEGumT59ujNxTofdemFOELzpppvMQ+LST4FBXf46O3TNrrZt2zphqL9/3ryFnX0yzj+/vhQr9k+59dbu8t13wTrZ2ghq/4feWnv66W+dn6tUqTYZwd1EChW6yQnxY4453hm0ke6rCRAgSDodqXLDDTccDgKd+OfF4sWLnR3YokNkyJAh5mEpTyedNWrURPLnLyFnn32LXHLJQ3LFFa8fPuk++OB/5JdfvPURBU0Q+z927z4gH374k/z1r58d/rmuvrpTRmg/mRHed2aEXL2M13QwtpT1GwGCpNOlRaJD4NRTT/W8y9xTTz0V0/aSSy5xNnRKR1Onzs24KmstJUo8K9de2znmxHv99Z/I66//INu2hWtpjCD1f+hAt+HDF0uNGr1ifqZIlS/fQT75ZKQcOJAatw5zAgGCpNNbSqVLl44JgqZNm5qHxbV9+3YpXLhwTNs33njDPCxt6HDeL7+cK9Wrxz/JVa3aXfr0mSsHDx4ymwZSUPo/fv55o9x335euv6eWhnPbtt8H5tZakBAgyBW6WGF0COhwVe0T8UI7w6Pb6lay69atMw9LK3qb5f33p2Z8Kv7UdcLTqldvgEycuMpsFjh6+y3yM/vR/7Fp0255+eVxznObf0OtZs2GysKFm81m+B8CBNZ0lrQuEqidvV7Ur18/JggqVKhgHhLXoUOH5Nprr41p+9BDD5mHpaXVq7fLk0+Ocp34ItWixQj59VdvC0v6YdCg+Yd/1hdeyL35E/v3/yFdu+qQ6W6uv5nWbbf1kVGjlprNYCBAkG06w1YnU0VmT+uy1F6sWLFC8ubNGxME/fr1Mw+L64cffji893j58uUzToq/moektalT18hddw10nQi1ypX7VDp2nCQ7dngb/ZbbdACAXi3pXIvcMGbM8piRX9FVoUJX6dJlesoMkU42AgTZpvs5R4eA7m3gdXnq1q1bx7S94IILPE/0u/vuu+Xpp5/2vDZWutET8IAB8+TGG3u4ToxaN9/cUwYPXpBxRZfay6Iksnjx1owr12Guv0uk9Apow4b0WHsspxAgyDbtyDX3ddbtOr3YtWuXnHfeeTFt27RpYx4WF8Hhzfbt+6R9+x+lbNn4/SP33DNIZsxInz4kHZmmI9S0M9z8W2jde+9gmTVrvdkMHhAgsDJx4sTDt5S09L+97nXQq1evmADRiXIrV640D8NRWrbsN2ne/GvXCTNSzz77nTMPI1XpSLS+fX9OeEVWrdrnMnToorS9IssJBAhiTJ061blK8EKvOqKDQK9KvKwaq8doP0Z0W709heQYP/5XqVu3n+sEqqWT5Tp3niZ79qTW1d2kSavlzjsHuH5fLR251qnTlIzXeTD7hMKEAEkROrlOh8V6XSYkmq5Wq53ZuuKrnsy1n8IL7ffQ/o/oIND+ES80qKJXntUrmAkT/JtEluoOHNDFAHWr1e6uE6pWzZq9nUl0Ybdy5e/y+OPfuH6/SLVqNVJWrdpuNoMlAiTkdIjrZ599JoUKFXJOxLq5jdf9wCO++OKLmBDQkVI6YsoLHYEV3Vb3r/C6gU7jxo1j2upQXf19kDw6z0InxSXqD2jS5CuZNy98q/3u3Llf3n13csJ5MTpCbcoUbwM94B0BEmI6tNWcH6HldWhsNJ2TEf09dM6GFzoHxFw19rnnnjMPi2vt2rXOpMBIO13ZdMaMGeZhSIL58zdJ06ZDXSdaLZ1U16bNONm82dvoOD9p/8WXXy50RpiZv4eW9n/07/9zrg0RTjcESAhph/Pf//53V3Bo6bLnc+bMMZtkSW9/mZsZ6exxLwYOHBjTTrfy9Lobmy5Lom0uvPBCz53wyDnffLNEbr21j+vEq6WT7HSynU66y4zZTkvnUnhltvVKR5I1aDDY1V5LR6D9618TnBFpSB4CJER0vsTLL78sJ510kis4tHShwW+++Samja4l5XVfbV2fKvr76fpVXm8pVa5cOaZt3bp1zUPi0r6bRx99NG33UwiCvXsPOif8G27o6joRa9Wu3U/Gjl1hNjvMPF5Lw8frwo5m26ysW7cz4yr3O1e7SOnIs6VLt5rNkAQESEj06dPHmXRnhoZW/vz5nU/y0R3ouhS6bnSjt4h0RVsvdIVcXSk3+nvrSrpezJo1y3UFM3r0aPMwBNj69Tvl+edHu07IkdJhv/EG2ZnHRUpnv3thtsuMjihLFHR16vTLuGpeYTZBEhEgATdt2jRX/0SkdOTSfffd51pYcMqUKTFzNHRPDQ0UL9q3bx/zHGeddZbnTvkHH3wwpu2VV16Zdlt8poKZM9dLw4bxbw3F62A3j4mUDhHWUMqK2S4z8W5Z6dVO9+6znJFmyF0ESECtX79emjRp4vpUH6m//vWvzlDYRHT3vujjb7/9dvOQuPQqpmjRojFtW7VqZR4W16ZNmw6vjxUp3Sca4aOd0199tdCZbBc5UWu/QryJh+YJPbp0xFdWzDaZadnyyBBdHUmmy8Fv2RL8zv5URYAEjJ7A//Wvf7luJUVKlwHRmdxZ0f3DtUM9uu2oUd52URs6dGhMuxNOOEEWLlxoHhZXx44dY9qeccYZ9G+EmE620/6Rxx4bLt9/v8J82GEGQHTpSX758syvYM02mdHl13WEWOvWY5yRZPAXARIgX331levTf6R0bsZLL73keZa4at68ecz3KFWqlOf1pHS/5+i2NWvWNA+JSyclFi9ePKat9sUgdZkBoNvSRv+/7iueGbM9woMACYB58+bJzTff7AqNSN11112eJ/ZF27x5sxQsWDDme3Xq1Mk8LC79mXReRnTb4cOHm4fFpXugR7dj747UZgbA6NHLXF+L13cSYR6L8CBAfLR161ZnCKt5oo7U1VdfLd9/n/U95MxoYER/Tw2ULVu2mIfF9dhjj8W01SsLvcLwokaNGs7osN69e5sPIcWYAaAjtczO7kceGWY2O8xsj/AgQHygt5E++OADOf30012hoaUjnz755BPPczAyo89VsmTJmO+vt7a80IDTPozotu+88455WFxLlizxPPIL4RYvACZMWOn6um56FY95HMKDAMll3333nVx++eWu0NDSzuonn3xSfv/9d7PZURk5cmTM8+gVj3aye6FBF922QIECzmgrICJRAOi6WtFfb9RoSFSrIxK1R/ARILlk6dKlUqdOHVdoROrWW2+VRYsWmc1yTK1atWKeT4f5eqFXMFdccUVMW/o0EC1RAPz001rXY9o/YjKPQXgQIEmmK9M+++yzzmQ+MzS0tF9hxIgRZrMc995777nmlAwZEv8ToUlnlEe30+HBOvMcUJkFwMMPx24hW6/eANcGTpm1R7ARIEmimyZ169ZNzj77bFdoaOmtIO1P8NopbUtXt61UqZLr+bV07Sxdi8oLXdsqum2VKlXMQ5CmMguAOXM2uB7XCYrRzMcRHgRIEkyePEPKlq3oOmFr6ad3vQWkQ2yTaePGjdKsWTPXVYdZuoaWF3oLTlfZjW6r+4gAWQVA9OxxLV39N3qF36zaI7gIkBy0fv3v0qLFB3LmmRXkpJPOd52sq1atKrNnzzab5Si9ounQoYNrSZFImfNCdKituZZWInorLtJOr0DWrIk/qgbpJasAWLRos7PHSPQxvXsf2XIgq/YILgIkB+zbd1A++USvOt6VokUflXPOqZVxAr9KTjjhz5N4kSJFcuXT+rBhw+Syyy5zhYaWXj3oVrW6vLu5CZUuyOiF9ufoUiq6pDyLJCLCSwDobPToY266qefhPcm9tEcwESBHadSopVKr1pENeUqVekkuuqixnHVWVSlU6HJp1+412bvX274IthYsWCDVq1d3hUak6tWrJ8uXLz98vO5kGL1ar97mymxhxmheV+ZF+vASAMuW/ebaRvejj6Y5j3lpj2AiQCzpZfkDD7i3BL366nelWLFW0rLle7JuXeLlG3KCLlLYsmVLZ/6IGRpaV111lYwdO9Zs5jB3NNTVfbXjH8gu8z2QyEsvjY05Tpdh1z3avbZH8BAg2aQv+FdfHe/6NBWpxo2/lNmzk9s3oLePOnfu7JolHqkzzzwz49PdR5neZtJtcc2dDb2s8guYzPdAIqtXb3eWhI8+tkOHiZ7bI3gIEI8OHjwkn38+R6pU6e56wWvVqNFLhg37Je6ObTlpzJgxzkZNZmho6ZXI448/7vk2k/ZlRLc///zzs7XaL6DM90JmXnttfMyx5cvHBkpW7REsBIgHP/ywUu64o7/rha6lu659+OFPsnt3cudzLFu2LONnuMMVGpG65ZZbPO/ZEaF7rJvb5L744ovmYUCmzPdEZjZs2Om8Z8w2XtsjWAiQTKxYsU0efXS46wUeKR1ZsmbNdrNZjtq5U/epft41ByNSxYoVc5ZPt9W3b9+Y76fDf7kKQXaY74usxLttlZ32CA4CJI7t2/fJ229PlHLl3JfXWn//+xcybdpas1mO0g7tHj16yDnnnOMKjciJ/u233z7qmez6PJE91y+99FKZPn26eQiQKfP9kRXtR6xYsaurndf2CA4CJIqu0TNo0HxnjLr5otbSr+vj5lo+OW3SpElStmxZV2ho6Uz2Bx54IEdXxJ02bZo0aNDAmSMCZJf5PvHi/fenutplpz2CgQD5H72i0CsL88WspVciekWiVybJpDO777333pg5GtFVuXJlmTlzptkM8JX5fvFC30uJBqQgPNI+QLQPw5wlG13aB6J9IcmkEw3btWsnp5xyiis0tC666CLp37+/2SzH6WRC7U/xum86oMz3jFe6eoPZNjvt4b+0DRAdNaWjpxKNCNFRVzr6KtkGDhzoLHVihoaWBkrbtm1lz549ZrMcpfuQ6Ba0kefV0V4AkJW0CxCdp6HzNXTehhkaWnpZrfM9dN5HMs2ZM9dZkNAMjUg1bNhQVq9ebTbLUTpfpFWrVq6Z7HoLzesy7wDSV1oFyNy5G52Z4mZoaOnMcp1hriNEkmnr1h3y5JMdJH/+S1yhoVWmTBmZOHGi2SxH6Qz1Ll26ODPWzefX0v1DACAraREgGzfuctbhMZeUjpSuaaVrWyWTXtH06jU94/melXPPrSMFClwjefIcWVpdN57q3r170tejGjdunJQuXdoVGlq6V3qLFi0YjQXAk5QOEN205rPPdEe+bq7Q0NJVdHU13WSbOHGVs5WnPmepUm2kSJEmUqjQTZIv36Vy0kn5nH02dKn0ZFqxYoXUr1/fFRqRqlatmsyfP99sBgAJpWyAjB69TG6/va8rNLQqVOjqjADRfTyS6ddft2V8oh8R89xXX91JihX7p5x/fn1p2PApWbZshdksR+mscl2eJG/evK7Q0CpatKgMHTrUbAYAWUq5APnlly3y0EPDXKERqdatxzjr8STTjh37pWPHSQlnstet2yXjqiR761bZ+Pzzz50NoMzQ0Dr11FOlffv2GVdp+81mAOBJSgXImDHLXctFR6pRoyEye/Z6s0mO0hnqgwcvkL/9Lf5M9htv7CEDBsyTP/5I7givKVOmSPny5V2hoaWbRzVt2jQjRDeYzQAgW1IqQOJdeVSv3kuGDl2U9GXWZ8xYJ/fcM8j1/Foaau3b/5j0mexr166Vxo0bJ5zJXrFiRda6ApBjUipA9LZR5KSt+wzoejvJXmZ97dod8swz37lCI1LNm3/tbOeZTDpn4/XXX5d8+fK5QkNLl2zXVXcBICelVIDoqKteveZIp05TnN3PkmnPnoPSufO0hDPZ69btJ+PH/2o2y3GDBw+WSy6JP6dEdxxs06aNs+8HAOS0lAqQ3DJ8+GKpWbO3KzS0KlfuLj17zpYDB5LbzzF37ly58cYbXaERqbvvvtvZthYAkoUAyYZ58zbK/fcnnsnetu33SZ/JvmXLFnnkkUecZd3N0NC69tprZcKECWYzAMhxBIgHmzfvljZtxiWcyd606VBZsCDZM9kPynvvvScFCx6ZvR5dhQsXlq5du8qhQ8m98gGACAIkE9qn0rXrzIQz2W+9tY98880Ss1mOGzlypJQoUcIVGlp58uSRp59+muVHAOQ6AiQBnVNSu3Y/V2ho3XBDV+nSZbrs3ZvcmeyLFy+W2267zRUakbr99tudYwDADwSIYcmSrfLww+75JJF6/vnRsn59cmeyb9++S1544Q058cT4y4+ULFlSvv32W7MZAOQqAuR/fv99r7z55oSEM9kbNhwsM2cmfyb7wIGTpXTpJlKw4HUZARK73Lr2f7z//vvsGAggENI+QHRZkX79fnaWGTFDQ6tatc/lq68WOif3ZNJwatBgsFx++aty8cXNpHDhmyV//mJy7LEnOsusN2/e3BmBBQBB4XuAmCdsLe1f8Mpsmx2TJ6+W+vX/XGbdLJ3J/t57k2XXruQuNrhu3U7ntljkea+55gMpXvxpueCC/5MzzigvNWrcJT///LPZDAB8F8gA0VFP27btNQ+Ny2zrxcqVv8sTT3zjahspfUyPSSbtgP/442lOh7z5/Fde+YZUrfqijBiR3J0JAeBoBDJAtHRdKy/MdpnRBRU/+miac3VhttPSqxG9Kkk2HfqrQ4DN59fS8OzWbaYcOPCH2QwAAiWwAaJrTHkZ7WS2y8z3369wHa+l/R/aD5LsZdbnz98kTZp85Xp+LZ2kqJMVddIiAIRBYANES5cGyYrZJjO6rHv0sTriSkde6QisZNqyZbfzu+hyJ+bPq6WhouECAGES6ADRE+7y5dvMJjHMNpnRFXT/8Y/hzqd93WpW53wkky6o2KPHLGeBRfPn1NIFGXVhRgAIo8AFiDkq6umnM58wZ7YPCr1dVqdO/JnsentO+2I00AAgrAIXIKNHL3N9TVfBTcQ81m+6eZRuImX+XJF69tnvnE2oACDsAhcgOlJKJ9RFf+2RR4aZzQ4z2/tFt6vVbWsTzWTX7W5121sASBWBCxA1YcJK19enTl1jtPyTeVxu05FbAwbMSziT/eabe8qQIcmfyQ4AuS2QAaLM4a6NGg2JanVEova5QUPtrrsGun4GrXLlPpV33pksO3cmdyY7APglsAHy009rXY9p/4jJPCY36H7rTz45yvXckWrZMvkz2QHAb4ENEGUuq16v3gDXraDM2ue03bsPyPvvT004k11/vokTV5nNACAlBTpA5szZ4HpcV8aNZj6eDNqxr5MQq1fv5Xo+rapVu0ufPnPl4MHkzmQHgCAJdIAovR0U/biuIaVbzUZk1f5ozZ693ul/MZ9HSyc6vv76D54XfgSAVBL4AFm0aLMzczz6mN695xx+PKv2tjZs2CmtW49xff9IPfTQMPnlF/bnAJC+Ah8gSmejRx9z0009D+/T4aV9dujVje5HUqGCe5l1rdtv7xu3Mx8A0k0oAkRnd5sLEepSIMpL++zQSYvm99TSZdY/+2xGzO0zAEhnoQgQ9dJLY10n9K1b93hu70W876e3z/S5N27cZR4OAGktNAGicy/MZUI6dJjoub0XOtpKlxyJfK/77vtS5s5NvA4XAKSz0ASIeu218THHxpuPcbR0TauBA+fL+PG/OoECAIgvVAGiI6N0KXSzjdf2AICcE6oAUfFuW2WnPQAgZ4QuQLSju2LF+ENsvbQHAOSM0AWI0vWozHbZaQ8AOHqhDBDt6K5Spburrdf2AICjF8oAUZ98MsPVNjvtAQBHx/cAAQCEEwECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACs/D8cFcbs63F3SQAAAABJRU5ErkJggg==)
PN: 3H37-1-S1
CAS: 885517-04-4
Molecule Weight: 136.198
Formula: C8H12N2
TSCA: Not listed on TSCA inventory
