| Product Number | 4H56-1-MT |
| CAS | 1005205-25-3 |
| MDL Number | MFCD11506092 |
| Molecular Formula | C8H8N4O |
| Molecular Weight | 176.179 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-MT
CAS: 1005205-25-3
Molecule Weight: 176.179
Formula: C8H8N4O
PN: 4H39-1-42
CAS: 1086392-20-2
Molecule Weight: 176.179
Formula: C8H8N4O
PN: 4H15-1-0D
CAS: 253801-04-6
Molecule Weight: 146.149
Formula: C8H6N2O
![5-[(Dimethylamino)methyl]-1H-indazole](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABjfAAAY3wFJqUHvAAACQ3pUWHRtb2xTb3VyY2UAAHichZXbauMwEIZfRfh6q6OPIU4JLYWFdi+2Xdi74thKYoilIjunt9+RvaF2otigi0Gabw6aX2j+eKp26CBNXWqVegxTD0mV66JUm9T78/HyEHuPi3kOTuCo6tTbNs3XjJDj8Yjzrayyk1Y415XXnc9OdTnwOQqszYZwShn5+/b63jIPpaqbTOUSqLqc1e3mq86zpq3iTgpSZeZQKtK5k8ocumifnNpF8akuvO9enuBsCShalzuJ1tpUWYMOnGJY9AfaSCVN1sgCrc6wLbAPvS/mb88631dSNWDaCGWe7d4bs89ho9I7me8hGBg/n1OvYgBkja6WxmTnzkRlkXoZg1vcSRvm4/wloRZolKdejBMewA2fwQ5xmPAYAhCL9WF+Bf/q4AgHCRMdHEAgNyzcmUPMgyicyuy74X5mH4vYDQfTmQUOmRsOp2GOaeSGIzfswyWJpIMZFtQNx25YQM+UT2VObke1PRdGg7ie9F41kLgLxzHjQXipJUjCxBWOUffoGeac+pdiYt9dDLujun5uEHkcR076WnaOi7g/P3ZHd/0ZXEuH9J7OSquiZ7ZBV9CPdfkt1zW3OZB9GtoU0th7hQDWtQ/wIcCRfQ5jgLgB/HHAHwI+srIfA4IhECAr9f/A0gWEQyBEVt5jQDQEImQlPQbEQyBGVsZjQDIEEtQKdYyw54PRUdTKc5S5HjfMm/EJht/0MolczZzB0JmYYPybKboR0tMxuXwXYN58JaT3zxD4XRf/AEfARGwvRwQOAAA2EUlEQVR4Xu3dCbjU1MHGcWvFpSpuWC1YP61+1I26QbVSKyiLyiYuoC2KWNfaWmxRi6JV0Va/FheqiAsIIiAqIoICyiJWUKQqq4CAgAKCiOw7eD7e0IyZw9y5M2cyuZnc/+958iiTM5mc3EneSXLOyS4GAAAHu9gvAACQCwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBMhil1128aZc5FMWSAK+7UAW+YRCPmXLM23aNNOhQwdzyimnmGrVqpkqVaqYgw8+2Jx99tnm4YcfNqtXr7bfggri+rfK5/uST9koxW+NgBjJZ8fNp2xZNm3aZK6//nqz6667ppaXaTrggANMv3797LcjQoX+rfL5vuRTNkrxWyMgRvLZcfMpm8mWLVvMOeec4y1j77339n7Vjhs3zixfvtxs3rzZLFmyxAwfPtzceOON3vxCPguFCeNvlc/3JZ+yUYrfGgExks+Om0/ZTG699Vbv/UcffbSZPXu2PTvNsmXLTOvWre2XEZEw/lb5fF/yKRul+K0RECP57Lj5lLUtWrTI7L777maPPfbwrqkjvsL6W+XzfcmnbJTit0ZAjOSz4+ZT1nbfffd5723Xrp09CzET1t8qn+9LPmWjFL81AmIknx03n7I2/3r6kCFD7FmImbD+Vvl8X/IpG6X4rREQI/6Om8/kokaNGt57Fy5caM9CzIT1t8rn+5JP2SjFb42AGLHDIZfJxZ577um9d8OGDfYsxExYfyv7e5PLFDfxWyMgRvLZcfMpawvroITiC+tvZYdDLlPcxG+NgBjJZ8fNp6wtrMsiKL6w/lb5fF/yKRul+K0RECP57Lh22alTp5qOHTua2rVrmwMPPNBr9ql+AzfccINZsGBB4J3h3ZhF8YX1t7K/L9lkKpvP96tYclt7oJLKtOOWxS7r/zvTtN9++5kPP/wwVTaspqEovrD+Vvb3JZtMZe3vVLbvV7HktvZAJZVpxy2LXbZOnTrmscceM5MmTTJr1671hrkYMWKEOfHEE71yZ555ZqqsLodoEL5CO6eh+ML6W9nfl2wylc3n+1Usua09UEll2nHLkmvZOXPmeOX22muvtNf//Oc/e6/rMoTKZPP111+bSy+91H4ZEQnjb5Xr90XyKVvW96sYclsjoJLKZ8fNtayuT6vcEUcckfa6BuGrV6+eN2+fffYxt9xyixk/frxZsWKFN2/p0qXeL8zf//73ZQ7Q16NHD2/016uuusob0A9uNFxJ27ZtvW3Zp08fe3Yof6tcvy+ST9myvl/FkNsaAZVUPjtueWVXrlxpxo4da04//XSvXNeuXe0iZuPGjeaaa64pd4jwgw46yPTv399+u2nevHmqTNWqVc2DDz7oDTuO3Gj733///V4o+NvxkksusYt5Cv1b+fNzkUvZXL5fYcu+RgAKZh9QatasaXr27GkXS6MWNn/605/MySef7B2Agg8peuSRR8yaNWvst3g++eQT8/Of/zzt83SZZfDgwXZRWAYOHGiOPPLItG13xhlnmE8//dQumsb1b5VLKPiylXX5foUl8xoBCI29g+vXbfv27Yt2ZvDtt9+aXr16merVq6d9boMGDcz06dPt4pXe5MmTTf369dO21WGHHWaef/55u2gsRf39CiJAgIj4rWT0S1U7un61FpN++d5+++1eayH/4LLbbrt51+W1LpWdbm7riYLf//73U9tHN57vuusus27dOrt47EX9/RICBIjYvHnzvB380EMPtWcVxdy5c82FF16Y9itVl1rUBFRP1qtsVGddWtIN8uA2adWqlZk/f75dvORE+f0iQICIzZo1y9vB1TonSqNHjza1atVKO2gef/zxZuTIkXbRxNJjZo855pi0baBf7Lr5nBRRfr8IEKBIdAP2xRdf9M4AdD36q6++8oa/OOGEE7wdvHHjxvZbim7r1q3miSee8M5AggfRCy64oNz+DKVMB9UmTZqk1Vk3up9++mmzbds2u3hJiMP3iwABiiR4sLInHcAr8ob2N998Y2666SavxZC/TrpXcvfdD5u1azfaxUvWqlVrTYcOt3iPoPXrqf9XR0A1ey1l9neqIr5fBAhQJP/5z3/Mtdde610y0RDguqSgS0gdOnQwixcvtotXiBkzZphGjRp5B50qVfY3NWq0NA0aPGNee22W+fZbu3Tp2LbtWzNo0Axz2ml/MVWrHpc6sOosRGcjSRCH7xcBAsC79FG79kXbD0a3mVNPfdKbLr/8FTN5cun1Zv/ooy/Nr3890KvDSSc9aqpXb2FOOKG2d/8D4SJAAHi2bNlqnntusjnrrGdTIaKpU6dRZunStXbx2Fm8eI3p2HFk2rrXr9/L9O79b7N5c+VrbRYFAgRAmuXL15t77x1r6tR5KnUg/uUve5innvrQbNq01S5e4TZs2GK6d59ozjijR2p9te733/+OWbGisKcGIjsCBEBGM2cuM1dfPTjtF33Tpn3Nm2/OtYtWmDfemG3OO+/5tHW89toh5tNP6SgZBQIEQFYjRszxgiN4kL7mmte8gKko06d/Zdq1ezVtnZo162dGjfrMLooiIkAAlGvjxi3eJay6ddMvE3XuPNZ88010l4m+/nqdueeet9Mur515Zk/To8dHsby8lnQECICcLVmyxtxxx6i0X/666d6nz2SzZcvOHfL8MrVrP2lmzfranp3GL5vJ5s3bTK9eH3thEVzmXXeNMV99VXrjViUFAQIgb5Mmfek18w0GSatWL5l16zanlQvOb99+WNo8W1kBsnr1JnPRRQPSltW27SAzdepSuygiRoAAcKKOhoMHzzSNGvVJHdjtswz/df/MIVu/krICREHhzzv33D5m6NDS7uSYJAQIgILorEP3IAYMmGbPSh34u3Wb6P33uuuG2EVSygoQ6dt3inn22Y93OsNBxSJAABSNHwpr1mzyOvXp/ydMWGgX82QLEMQTAQKgaIKhoJvg+v8rrhhkldqBACk9BAiAogmGgnqMN268437J2LHzrZIESCkiQAAUjR0Kuk+if7du/dJON8Ltsog/AgRA0dihoL4i6jGu14YPnx0ouXNZxB8BAqBoMoXCkCGzvNdatnzBbN36XefDTGURbwQIgKLJFAp62NMll7zova6HPvkylUW8ESAAiqasUNCgh3r9/PP7psawKqss4osAAVA02UKhTZsdTw3s12+q9+9sZRFPBAiAoskWCuPHf+HNa9jwObN+/ZasZRFPBAiAoikvFPRcEc3XUCjllUX8ECAAiqa8UNCovppfr96z5ZZF/BAgAIoml1C46aZhqXLllUW8ECAAiiaXUNAQ8Ho4VC5lES8ECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAiJwGU3z77Xn2yygxBAiASE2ZsjTV52PmzGX2bJQQAgRApPQ8dD9ANKAiShcBAiBSBEhyECAAIkWAJAcBAiBSBEhyECAAIkWAJAcBAiBSBEhyECAAIkWAJAcBAiBSBEhyECAAIkWAJAcBAiBSBEhyECAAIkWAJAcBAiBSBEhyECAAIkWAJAcBAiBSBEhyECAAIkWAJAcBAiBSBEhyECAAIkWAJAcBAiBSBEhyECAAIkWAJAcBAiBSBEhyECAAIkWAJAcBAiBSBEhyECAAIkWAJAcBAiBSI0dOMUcf/QdveuedT+zZKCEECIBIDRs21hx4YB1vGjXqPXs2SggBAiBSgwcPNrvssos3DR8+3J6NEkKAAIgUAZIcBAiASBEgyUGAAIgUAZIcBAiASBEgyUGAAIgUAZIcBAiASBEgyUGAAIgUAZIcBAiASBEgyUGAAIgUAZIcBAiASBEgyUGAAIgUAZIcBAiASBEgyUGAAIgUAZIcBAiASBEgyUGAAIgUAZIcBAiASBEgyUGAAIgUAZIcBAiASBEgyUGAoOQtXbrUnHLKKeawww4zY8aMsWcjZrp3754KkKFDh9qzUUIIEJSszZs3m3/84x9m3333TR2Qvve975nf/va3XqggXlatWmVuvfVWs9tuu6X+Xl27drWLoYQQIChJ+uVas2bN1IHInvbbbz/zf//3f2bTpk32WxGxbdu2mR49ephDDjkk7W+kM8bVq1fbxVFCCBCUlBkzZpjGjRunHYgOPfRQ07NnTzNu3DhTp06dtHn/+7//a4YMGWIvBhF59913zamnnpr2N1Hwv/7663ZRlCACBCXhm2++MX/84x9NlSpVUgei3Xff3dx2221pv2K//fZb8+yzz5of/ehHaQetRo0amU8++SSwRBTT559/bi677LK0v8H+++9vunTp4l16RDIQIIi1rVu3mieeeMJUq1Yt7WDUokULM2fOHLt4ikLlL3/5i9ljjz1S71H43HTTTV4YoTjWr19v7r77bvODH/wgtd2///3vm2uuucZ89dVXdnGUOAIEsTV69GhTq1attOA4/vjjzciRI+2iZVLIXHDBBWnLOOigg0y3bt28cEJ4+vfvbw4//PC0bf2rX/3KfPzxx3ZRJAQBgtj57LPPzIUXXph2IDrwwAPNY489ZrZs2WIXz8moUaPMCSeckLZMhZNeR2E+/PBD88tf/jJt2x5xxBFmwIABdlEkDAGC2FizZo25/fbb0y47qcnn73//e7N8+XK7eN50xvH44497ZyDBg13Lli3N3Llz7eIoh5pKq8n0rrvumtqWe++9t7n33nvNhg0b7OJIIAIEFU43vnv37m2qV6+edmBv0KCBmT59ul28YLoH8oc//CGtP4JCq2PHjl6IITs1jVYTaTWVDv692rRpY7744gu7OBKMAEGFeu+998xpp52WdiA6+uijveEuik3h1LBhw7TPVuutXr16eaGGnb322mte0+jgNlPT6fHjx9tFUQkQIKgQCxcuNJdffrnXc9w/EFWtWtU88MADkXf+00FRoRU8KP785z/noBigJtBqCm2HrZpME7aVV6UPEB3IdE1cbdQ7d+7MtfAi27hxo7ed99lnn9SBSNfQ27VrZ5YsWWIXj4x/WUYh5q+Xwk2XZfQdqax0uU9Nn4P9b3S5T02k6UWOSh8gZ511VtqvKk0nn3yyd5BTr2eE56WXXjJHHnlk2rauW7eumThxol20wijErrrqqp1uDOv7UJluDKvBgZo62w0O1CSaH1nwVeoAeeqpp1I7RvCGanA69thjzV133WUmTZpkvx050rarV69e2nb98Y9/bPr27WsXjY3//Oc/GZumvvjii3bRxFHTZrv/jZpA0+QZtkobILqm6/eWVWuS2bNnezvIDTfcsNMwGP501FFHeafu77//vr04ZLBs2TJz7bXXej2R/W241157mb/+9a9m3bp1dvFY6tev306d43TWmsQfFDqzUJPmYF11BqKmz3S6RCaVMkB0KeJnP/tZaidRD9og3RR85513TPv27Xc6ePiTXtd8leMmYjqNdfTwww9795WC2+zSSy81CxYssIvHXrbhORSSpU5Nl9WE2e5/o6bODPuCbCplgKhjmr+j6OZteSZMmOCdeegMxA4STTpj0ZmLzmAq+y+1YcOGmZ/+9Kdp20cPe1LQljqFX6YBAh966KGSHCBQP3zUZNk+41bTZgaeRC4qXYCof4HfdFQHurVr19pFstKlC90T0b0RO0g0adA/3YTVgTTq5qgVadasWeb8889P2xY//OEPzTPPPOM9DyJJ/v3vf+80RLm+S2+88YZdNLbURFlNlYN1UP8ONWkGclWpAkTNMf1RXXW6/tFHH9lF8jJz5kyvdY5abdlBokn3Vq644grz6quvJrYFz8qVK82f/vSnnYZZ79Chg/cEuqQq6yFJ5513nve9iCvtA2qabPe/4eFbcFFpAkQ7fP369VM7ja7Rh0kDAD744IPm9NNP3ylINKkpaOvWrc0LL7yQ91lPHGl7qhXbwQcfnFbPpk2bmk8//dQunlgKyVtuucULTX8bKExvvvlms2LFCrt4hdEPGP3Y0ffQX081VdbZckX2v0FpqzQBct9996V2HF1qKeaNbz1M59FHH/WGsg72J/AntURSe/rnnnuuJH+lv/322+akk05Kq5Mu6Y0YMcIuGir9Qp46daoZOHCg12NdB78rr7zSCy01E/Yn/Vuva77KqbzeV8xf2GrF16xZs7RtorPdJ598ssLvi6npsZogB9dNTZTVVBkoRKUIEF3v9ft56IZhlA+2+fLLL0337t3NOeeck7GviX656rKHLod8/fXX9ttjZd68eeaSSy5JW/8DDjjAC0vXYdazUbjqmrxauwVbzRUyaTlanpZbjPB+8803d7o/duKJJ3qhGzU9h8PuKKvWg2qaDIQh8QGia/T+ry+dDbz11lt2kcgoIPTsbp0BBZtM+pMC5uyzz/aewKfgiQtdcrvzzjvNnnvumbauankWduhpeAxtI51JZDp7sycNiaK/ryZdPvT/PzhUSlmTlq/P0eeFOSyHwrRr167eM0yCn3fxxRd7IVxsalqsJsbB/jdqgqymyGqSDIQl8QHSqlWr1E6k52fHhX799unTx+u4pUta9sFNNznPPPNM716NLolVFK3jYYcdlrZuCrkpU6bYRQsybtw4r4lspm2hqWbNmt5BUU1mhw4d6rX6yoXKqbzep/drOfayNelz9flaj7AoXH/3u9+lnXkqhDt16lSU+2BqSqxnjtv9b1SvUux/g/hLdICoCam/E6nJYlzb6qtXtp7eph29rF/OGvJc1/OjGofogw8+ML/4xS/S1uEnP/mJeeWVV+yiBdEZoT3MiSb9YtZovQqwsAcz1PK0XC0/2DnQn7Q+YZ6p6v6LQjf4GTVq1PDugYVFTYjt/jdqaqwmx0CxJDZANBCi3+JEzRSjOvAWSq1l1FdFzX/tX5L+pBvYeupbMTp7LV682LsBHWzmue+++5r777/fG0k3LOqcabdY0yUlPURKD5eKaqgTfY4+T59rXzLT+mk9w6LwtTujFvoZajKse2jBZappse6pJa3/DeInkQGiA12wlVCcB+3LRmdMw4cP9x4bajeX9adjjjnGuz+hG6aFUAulv/3tb15Y+MtWiLRt29YLlbDo0bTXXXdd2sFal3jUN6EYTx/Mhz5f6xG85KT11PqG8UhdCWs7q4mwmgrb/W/UpLgYjQOATBIZIHp+gb9TacdMAjUFHT16tHdN3X70qz/pEpPu8+gpf/nQL2O9N7gsXb4q5JdxJmpO6nfk9A/Oamobt7NDrY89pLvWO8yReDOd6enyZXlnevoeqGlwcDtqUhNiNSUGopS4ABkyZEhqp9TQDEl9xrWubesX6P/8z/+kHUj8ScOl//GPf8w62GNZ1+Z1fyBMuix3/fXXp32Oeu/nG3RR0/rZowyoHmGOKlDWvSb1XbGNGTPGaxIcLHvcccd5TYeBipCoAFmyZLk56qizzG677eudzleWjlI6CGk0VfuxrP506KGHegc+DfaoJqZqHaQmuFG0DlKv9ODlRLV2UhPXiu5clyutp9Y32DpM9Qm7t32m1m4aOUGt3dT0V02Ag/PURFjrVYz+N0CuEhMg27Z9a668soc5/PDfmIMOOsM88kh3u0jBNLS1LiPpEoLGetIlCN3ADPaC1r/1uuarnMpHOST25MmTvedt6JepHSSa1P8k2D9AkzoHFqN/gn7BB59op/s1YTf/jYrWW+vv10X1CvsMKlN/G51N2/eLdBkz7P43gIvEBEjPnh+bU0990tSq9fftB/CuZV62yYcuVej+gHZYPZHNPhjnM+n9Wo6WF+YlkGzUB0LjH2k4dXt9NBWzh7SalQbHXVKT2bDPbqKm9Vc9/DqpfsUYgXf+/Plp/Zf8SZcbddkRiItEBMiUKUvNaac97QVIo0Z9tv86K6wJ6MiRI72b78GWMpkmDePh93zWdWz///W6XTY4ablavj4nKhrsUWcm/jponK5iXUbSA7qCrYPUAzpJVB+/bqqn/UCysKgTqf85agkGxE3JB8iaNZtMs2b9vPCoU+cp8957X9hFcqJryWruaw8S6E86g7jxxhu9zl+651DeZSnNVzmV1/vKOoPR5+lzo7iWrTHA/M/VM02KQb/I/fDQpTINy5JEqpd/KVD1LcaZyLvvvpv6e5VqU3QkW8kHSMeOI73w0PToo27PKtdQF/YQF7r2rIHoNBBiWIMvajlanpYbbL6pSZ+v9SimYgeInhXvX7bSwVVD1yeZ6ueHiOqt+oeJAEHclXSADB48MxUel1/+yvZf8fn1vNVlnXPPPTftQK4DgZq/FuOmcpCWr88J3ifQpPXRehVDMQNErZKCN8yTeuZhUz39Oqv+YbbOIkAQdyUbIPPnrzBnntnTCw/99/PP8+t9q2aTGuLE30HVOklNYcPqcZwrfZ4+Nzg6r9Yr7L4YUqwAUaOA4KW/pN3zKE/wnoi2Q1iNJAgQxF1JBsimTVvNr389MHX28frruf/q086t4Sr8HVNT8+bNzZw5c+yikdLnaz2C66X1DOtgJMUKEPUpCa5zZRT8Tml7hIEAQdyVZIB06TI+FR533jnanl0mtZ2vW7duaqfU0BF6FkScaH2CI/JqfcNq81+MANEowv4y1U+i1JvqulK9g/1EtF0KRYAg7kouQN59d4GpXXtHeFxwQX+zbl1uQ7TrmRoa2sTfIdUqKq5jB2m9gq22tN5hPBMk7ADR5Td/kEf11C7VToJhUf39HuvaLoVeDiVAEHclFSDLlq0zDRs+54XH6ac/baZPz6111JIlS9JaWenxsnEfsVTrp/X011nrr3oUIuwAUd8Ef3l6rC2Mtx38bVJo3w0CBHFXMgGioUpuuGFo6tJV796T7CIZadjr4PO0NWxHXB8sZdN6Bp9BrnqoPq7CDBCN1OsPsaEBB4vVKbHUaDv4AzBq+xQyojEBgrgrmQDp1WvHUCWabrzxdZPLSCUazqRJkyapnbBp06YlEx4+ra/W26+D6uM6TEuYAeI/DEoHybDHhCp12h5+uGo7uSJAEHclESDTpn03VIkuYeU6VIme2ufvgLoZHWaLpihpvYM3/1UvF2EFiB736i+nXbt29mxsp+3ibyPXx+MSIIi72AfI2rWbTIsW/b3w0M3zceNyu5ms52X4vwI1nPmiRYvsIiVF6696qD6ql8uzrsMKEP8Z5hoZNm4Pg4oLbRd/uHxtLxcECOIu9gFyxx2jUpeuHn44t0slemyoP5y5hpoYO3asXaQkqR7+0Bmqn+qZjzACZNy4callaGRalC04cq+2W74IEMRdrANkyJBZqfBo02ag2bw5t6FKgpeuNFxIkqg+ft3yvZQVRoBceuml3vt1FlTRzzCPO20f/yxY2y1fBAjiLrYBsmDByrShSvTvXCxdujQ1vpQe67p69Wq7SElTfVQv1U/1VH1zVWiAqGmx38+hQYMG9mxkoO2k7aXtlm/TcQIEcRfLANGZhs44/LMPnYnk6pZbbkn8Tqd6+XVUfXNVaID06NEj9f7evXvbs5GBtpO/zbT98kGAIO5iGSCvvDIjFR6dOo2yZ5dp2bJlqbOPY4891mzbltslr1Kjeql+qqfqq3rnotAA8W+ea6iVNWvW2LORgbaTPzRNvjfTCRDEXSwD5IMPFnnNdi+55EWvFVauHnroodQO9/zzz9uzE0X18+uqeueikABZuXJl6gb+b37zG3s2stD20nbT9tN2zBUBgriLZYDIqlUb836+R61atbydrVq1anm3UCo1qp/qqfqq3rkoJEAGDx6cem8xhppPMm0vf9tpO+aKAEHcxTZA8vXhhx+mdraktbwqS7BFlupfnkICpH379qn3Lly40J6NLLS9/G2n7ZgrAgRxV7QA8e9hqPPfrFnZhyP3yxaic+fOqZ1t4sSJ9uxEUj39Oqv+5SkkQE488UTvfRrUEfnzB/PUdswVAYK4K3qAaGrffpg9O00YAaLnjGtH0zDarmNFlRrV0x9OXfUvj2uAbNy4MXX/4+qrr7ZnIwfabtp+2o7anrkgQBB3RQ8Qvy/H5MllD0VeaICsW7fO7L777t6O1rp1a3t2oqm+qrfqr+2QjWuATJs2LfW+XG/YI12wgYe2Zy4IEMRd0QOkW7eJ3n+vu26IXSSl0ADRkNn+jtatWzd7dqKpvn7dyxs63DVABg4cmHrf66+/bs9GDrTd/G2o7ZkLAgRxV/QAWbNmk6lfv5f3/xMmZL75WmiABDtrvf322/bsRFN9/bqX17nPNUD+9re/pd5X0c+OL1Xabv421PbMBQGCuCt6gIj/LI8rrhhkldqh0ADp2LFjakcr9Kl9pUb19euu7ZCNa4Bcf/313nt0/Z4HR7nRdvPvI2l75oIAQdxFEiAbNmwxjRv38f49dux8q2ThAdKmTRtvJ1Ov7MrI732v7ZCNa4D4HeGqVq1qz0IetP20HXPtiEmAIO4iCRAZMGCa9+/WrV/a6WmCdtl8tWjRwtvJatSoYc+qFFRv1V/bIRvXAGnevHml3r5h8f9O2p65IEAQd5EFiHqVN2vWz3tt+PDZgZI7l83X2Wef7e1kxxxzjD2rUlC9VX9th2xcA6Syb9+w5Pp38hEgiLvIAkT853u0bPmC2br1u2FKMpXNh/987lNOOcWeVSmo3qp/ec/fdg2Qyr59w5Lr38lHgCDuIg2Qbdu+9QZI1OuDBs1IvZ6pbD4q+y/kXH/ZugZIZd++Ycn17+QjQBB3kQaIjBr1mff6+ef3NZs27WjRU1bZXHEPhHsgpYB7IEiayANE/IdF9es31ft3trK58Fth6bkLlZH/vAlaYcUbrbCQNBUSIOPHf+HNa9jwObN+/ZasZXNBP5AddacfSHzRDwRJVCEBItdc85o3v0ePj8otW55gT/SxY8fasxNN9fXrTk/0+KInOpKowgJk0qQvvfn16j1bbtnyvP/++6kdrXv37vbsRFN9/bprO2TjGiCMhVU4xsJCElVYgMhNNw1LlSuvbDZ67nSVKlW8HS3X68tJ4d+fUP3Le065a4AwGm/hGI0XSVShAaIHTemBU7mULU/dunW9Ha169er2rERTfVVv1b88rgHC80AKx/NAkERFC5Co6YDo72xTp+5o3ZV0qmc+geAaIMITCQvDEwmRRIkJkHHjxqV2tttvv92enUiqp19n1b88hQQIz0R3xzPRkVSJCRA93vXoo4/2drbDDz/cbNv23VApSaT6qZ6qr+qdy2N8CwmQwYMHp97bp08fezay0Pbyt522Y64IEMRdLANk48YtpnfvSdt3oAX2rKzuueee1A43fPhwe3aiqH5+XVXvXBQSICtXrkzdB6lsDRUK5Td00PbTdswVAYK4i2WA+EO/16nzlPnooy/t2WWaP3++2W233bwd7le/+pU9O1FUP9VT9VW9c1FIgEi9evW896rne3ktvrCDtpM/UoC2Xz4IEMRdLANkypSlXngoRDRm1qpVubVakSuuuCK10yW1U2Gw86Dqm6tCA6RHjx6p95fXaRE7BDu5avvlgwBB3MUyQKRbt4mp5r0dOoywZ5dp5syZZtddd/V2ujPOOCOnewOlRPVRvVQ/1VP1zVWhAbJq1Sqz1157ee9v0KCBPRsZaDtpe2m7afvlgwBB3MU2QPS8kHbtXk2FyMsvT7eLlCl4FvLMM8/Ys0ua6uPXLZ+zDyk0QOTSSy9Nhdf06bn/TSojbR//x4y2W74IEMRdbANEFi9ekxrq5Iwzepi5c7+xi2SkAQb3339/b8erVq2aWbp0qV2kJKkeqo/qpfrlO3BkGAESbC59+eWX27MRoO3jb6tcmlnbCBDEXawDRN56a27qLKRVq5dSzxApz+OPP57a+Ro1alTyzXq1/qqHXyfVL19hBIj4N9N1A3/u3Ln2bGyn7eI36Mj35rmPAEHcxT5ApHPnsakQ+fvf/23PzkgH3HPOOSe1A9533312kZKi9ffronq5BGJYAfLWW2+lltOuXTt7NrbTdvG3kbaXCwIEcVcSAbJhwxZz8cUDUiEyZsw8u0hGusTzox/9yNsB1Qb/5ZdftouUBK233wdD9cn30pUvrAAR/znpusb/3nvv2bMrNW0P/95Hrs8/z4QAQdyVRICIBl78xS+e8QKkfv1eZunStXaRjMaMGZMaqXfPPfc0o0ePtovEmtZX6631Vz1UH1dhBsiECRNSB8mTTz6ZB039l7aDtocfrtpOrggQxF3JBIi88MLU1FmIHki1bVtuTXQ1lMT3vvc9b0fcd999CzoIR0nrqfXVemv9Cx1CJMwAkeuuuy61vEcffdSeXSlpO/jbRNunEAQI4q6kAkRuvnl4KkSeeupDe3aZunTpktoZ9Ys+7peztH7+mYcmrX+hwg6Q5cuXm4MPPthbnvo5TJkyxS5Sqaj+fj8ZbRdtn0IQIIi7kguQFSs2mHPP7eMFiHqrf/xx7kOd6CDsn4nonoJuTLvcjC4mrY/Wy7/nofUNIzwk7ACRAQMGpJZ5zDHHmLVrc7u0mDSqt+rvbwttl0IRIIi7kgsQ+eCDRamhTpo0yW+oE10G8u+JaFLT2Lj0E9F6BJvqaj0LvWwVVIwAkRtuuCG13DZt2tizKwXV298G2h5hIEAQdyUZIPL44x+kLmXdcsub9uysdGPab52l6aCDDvJ6eFfUsCf6XH2+1sNfJ61f2Df8ixUgGzZsMCeddFJq2XfffbddJNFUX7/u2g7aHmEgQBB3JRsgGurkyisHpUJk4MBP7CJZqSlssJ+IJo0xFfUAjPo8f2wrf9J6uTbVzaZYASKffvppWgA+8cQTdpFEUj39Oqv+2g5hIUAQdyUbILJo0Wpz1lk7hjqpWzf3oU58ut+gHt3+sCf+pKHShw0bVrQzEi1Xy/eHZPcnrYfWp1j3ZYoZIPL++++bvffe21u+7uG88MILdpFEUf38e1Wqt+ofJgIEcVfSASIjRsxJnYW0bp37UCdB+rWvgQn9fg3+9OMf/9h7bOy0adPstzjRcrQ8LTf4OfpcfX4xzjqCih0g8sYbb6TuMengmtQzEdXLDw/VV/UOGwGCuCv5AJF77nk7FSIPPviuPTtnGhpdB3J/DKPgpHsSulHarVs3884773gH42w0X+VUXu8L3nPxJ32OPi+fIdkLEQyQO++8054dmv79+6c1VEjaPZHgPQ/VU/UtBgIEcZeIAFm/fou58MIdQ52odZbLWUjQggULvMfEHnXUUTsd9IPTD37wA3PEEUd402mnnZb6f71ulw1OWq6Wr88pNl0uU5C1b9/e1KhRI7UOVatWLWqHSv0i9y9nadLItKXexFfrHxxhV/UrxpmHzJs3z9SvXz/1WX/961/tIkCFS0SAyJw5y81ll71sHnggt8EWc6VfgbrcU7du3bRf1flMep/er+VoecWm4TRGjRrlNSfNdOYTnC666CLz2Wef2YsIhcaECt5YVz+JUu1sqPUO9vNQvYoxBphCqlOnTmmdSDW98sordlGgwiUmQKKgnVtjG+kxpbfddpu58sorTbNmzbzhuv1J/9brmq9yKh/FL+9NmzaZ4cOHm9/+9repZ4bY07HHHuudiWgdg5fp9thjD3PHHXcU5TnnapUUbOKrntpdu3YtmbGztJ5aX7+HuSbVJ8zWVr7nnnsu7SxRkxpa6McAEEcESAlTf4NXX33Vu4+y33777RQYmjSwX+fOnc2MGTPS3qsb+v7jVv2pevXqXuiF3fpM63n99dfvtF7F+AUfJq2fPzCiP6keYfXz8Kn1lj+6sT/pMuegQYPsokCsECAlRmczGiZDj0gN3mMITjoYPfjggzk97EkBZN/r0f2csJukyosvvph2dqTWZ1dddVVO6xklrY/WK9gqT+ut9Q/TokWLvPD3h9fRpMEz//73v3tnlEDcESAlYNWqVd7ljQsuuCDtUkrwQKxLHY888oj5/PPP7beXSwerBx54wLux7i9TBzUd3HSQC5MGGNQotcGDsy6nqaVaRT9jXZ+v9Qhe3tN6an0LHRgxaOPGjeb+++83++yzT9rn6NLnl1/mPrYbUNEIkJhasWKd6dv3DdOkSQuz++677xQaOsipx3r37t1DO+hoOXqSXvDgroOcBnfUQS9MujdkX7bR5+qymi6jrVu3zn5LUehz9Hn6XLsfkNavkOd5ZDJw4EDzk5/8JO1zNBLBBx98YBcFYo8AiZGvv15nXn55urnhhqHm5JP/YWrUuHD7Gcd3N1V1s/u8884zPXv23F72a/vtoZk4caLXaix4kDvyyCOLMgS+HvfqP2M9OKkptJrMajDJhQsX2m8riJan5Wr5mZpca31cH0NbFrXiCjbL1XTYYYeZ559/3i4KlAwCpIItWbLG9Os31XtAVu3aOzpD+tORR15tDjmktmnZsqV3wNOlrCip85rda14H18mTJ9tFCzZu3Dhz2WWXZbxEp6lmzZrbt9E15qGHHjJDhw41s2bNsheRkcqpvN6n92s59rI16XP1+VqPMCnodePd77Xuf5Y6ckZ1lgUUCwFSARYuXGV69frYtG373WCQwenMM3uajh1HmjfemGzWrw+3xU++dJBT/5XggV0HQ90XWLZsmV28YKtXr/bOsBRU9iWlTJMusfkdOHXJyf//4P2FsiYtX5+jz9PnhmnLli3ePakDDjgg7TNbtWpl5s+fbxcHShIBEpF581aYp5/+0OvsaAeGpnr1nt1+oB5jxo6dX3BP+mLQQa9169ZpB0MN/vjwww+bzZs328VDoTOu1157zeu78rOf/WynAHCZtBwtT8st1hmd+uMEOx1qUnPgqEd6BoqtZAPEP/DmIltZf54uH82alf2+QrblZKLlPfHERHPxxTuGWbGnBg16m3vvHWvGj/9i+y/W4ozAGzYNi2L3jdDBUqMLF5tai02dOtW7Ea1WY2pqq5ZLTZs2TevMqX/rdc1XOZXX+4rdNFadC5s0aZK2bfRo26effrpoIywDFYkACRzQ27fPfhDMthzf1KlLTdeuE0zz5v13CgxNehyvhluZOHHR9oNKuB32oqKDoQ6KP/zhD9MOlueff37O9yaSZOXKlaZDhw5preX0/3/+85+9eUBSESD/naf7Dvrv5MllD6mebTmDBs3wHq9rB4ampk37mi5dxnvPbw+5k3eFquwHzrKCVGchlTFIUfkQIP+d163bRO+/1103xC6Skm0555zTOy00WrTobx57bIKZNi0ez1svJl260WWjynTppiIv5QFxQYD8d96aNZtM/fq9vP+fMCFzv4Nsy+nbd4rXFLd794nbD6jh9VouJZluHmvgwSTdPM7UmEAtrYrZmACIKwIkME9Na/X/V1yReRC7bMvBDkltvhp1c2agFBAggXkbNmwxjRv38f6t5rS2bMtBumwd6KIY3j5MUXaoBEoJAWLNGzBgmvdvPV/dvuFtl0X5SnkIDw3ponGqguterCFdgFJU8gGSz5SJPU/9MZo16+e9Nnz47EDJncsid6U0iGCUg0oCpYwAyTBvyJBZ3mstW75gtm79rhVRprLIXdyHMY9yWHsgCUo+QHKRrWymeergd8klL3qvq3+HL1NZ5G/x4sWxe5BSlA/WApKCAClj3qhRn3mvn39+39TYVGWVhZtMzwSJ+lGuerSvnqsSXIdiPdoXSBoCJMu8Nm0GevM03LpkKwt3etpijRrfPfdEkw7qGr+qWPSEwRtvvDHt6YN63sodd9xh1qxZYxcHkAEBkmWeBjnUvIYNnzPr12/JWhaFUdPeTp06mT333DN1QNfB/Xe/+12oj5NVP5V//etf5sADD0wLrIsuush89tlndnEAWRAgWeaJepdrfo8eH5VbFoWbN2+eufjii9MO7jrYd+3a1Tv4F0JPGTz++OPTlq3h3ceMGWMXBZADAiTLPJk06Utvvp7XUV5ZhEcH9RNPPDHtYH/ccceZN9980y5artmzZ5sWLVqkLatatWre8+S3bo3fs1eAUkGAZJnnu+mmYaly5ZVFeHRwf/LJJ72DffDg37x5cy8UyqOnDN52221powVXqVLFe6DUihUr7OIA8kSAZJnn04Ohgs8rR7R0sL/55pu9g78fBAqFW2+9NeNTBdV6So+pPfTQQ9OCp3HjxmbGjO+aZQMoTMkGCCqfmTNnmnPPPTctFA455BDTo0eP1LDx77777vawr51WpmbNmmbo0KHW0gAUigBByXn99dfNT3/607SQqFWrlmnYsGHaa/vtt5/55z//yTDrQJEQIChJCoUuXbqY/fffPy00NGkE4Kuvvtp89dVX9tsAhIgAQUnTszjatm2bCo8TTjjBfPTRR3YxAEVAgCARRowYYR566CH7ZQBFRIAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcPL/5qBOWLoWKREAAAAASUVORK5CYII=)
PN: 3H32-1-9N
CAS: 1158766-95-0
Molecule Weight: 175.235
Formula: C10H13N3
PN: 4H48-1-YN
CAS: 1086392-16-6
Molecule Weight: 176.179
Formula: C8H8N4O
PN: 4H56-1-403
CAS: 1086392-18-8
Molecule Weight: 176.179
Formula: C8H8N4O
TSCA: Not listed on TSCA inventory
