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)
| Product Number | 3H32-1-G8 |
| CAS | 322-46-3 |
| MDL Number | MFCD00006717 |
| Molecular Formula | C7H5N3 |
| Molecular Weight | 131.138 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
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+oqTD+262xxta5/WzWrJl7/PHH/dkz5dlnn3Xbb799pIy32aal+9//fdafPXFffPGFmzBhghs4UPfdzqz5THZ02267be793mijjSL7qUl/1+uaT/NrOS2v9Wh9adLow716PVWzL33cppseUfM929mtsMLqNZ+JNdzll1/uFi3K1omZBQHSRD3xxBO5Ss3/Am611VY1P8Mf9WdPxPfff5+rVHv16lVzxr5dZF/imLRerV/b0fbSsGTJMjdgwGj3hz/s6VZcsTCcO3ToUHMW/46/SEW999577pBDDomU3eqrr+4uueQS98MP6Vyu+uSTT3Lh37Vr11wI+PsTx6T1av3ajraXhgkT3nJt2hznVl218CRoiy22cCNHjvRnryoESBOjykuVmP/FWmuttdxVV13lFi9Otg2/rq3fcsstbvfdd3crrbRSZD+SnLQ9bVfb134kbe7cL3OV1a9//euC/VhxxRVzoVbpSy/ffacWRBe4lVdeOVJWf/vb39ycOXP8RWKnz+OFF15Y9GQmjUnb1faTDvWlS5e5m2++1f32t7+N7MNee+3lXn+9+NMYs44AaSJUWanSUuUV/vCqclMl9/nnyfWq/vHHH92TTz7pjjzySLfKKqtEvkDhSa/vsMMO7vDDD3cXX3yxu/vuu93YsWNz0/Tp093s2bPzk/4dvKb5NL+W0/L12Y72R/ul/UvSlClTXNu2bSP7sN566+Uur+i+Q5p++umnXHkVuwy0yy67uIkTJ/qLxEr33BTirVu3jmzfn9Zee+3cPinQ+vXr5+6///78e/72228XfB707+A1zaf5tZyW13r8dfuT9kf7pf1LyldffeW6d+/uVlhhhYJt6/7jySefnHu9mhAgjZwqJ1VSv/vd7yJfmDZt2uQqt6To18ytt97qNttss8i2g2nNNdd0BxxwgOvfv7974403/FWURevTerV+bcffdjBp/7SfSf/6UqVWrCx23HHHXKWXhhdffNG1atUqsg8bbrihGzJkSC5ckvLBBx+4U089tc5w33TTTV2XLl1yAffhh/Heg9P6tF6tX9vxtx1M2j/tp/Y3Kfpstm/fPrLtddZZx9144401v1iqo/8IAdKIjRs3Llc5+R9SfXnuu+8+f/bY6OagKuTabnzrzFtNRHVjM60viraj7Wm72r6/T5q0v9rvJG9uLly4MPdLabXVVots/7DDDsudSSfh448/dp07d3bLLbdcwTZ1+eq8885LtMHBjBkz3PHHHx/59RtMzZs3d1deeaWbOTPd/hLanrar7fv7pEn7q/3W/ifl4Ycfzt0L8betRgBjxozxZ88cAqQRUiWkSzn+h3LVVVfNVV4LFiT3CNGhQ4cWDQ79RN9///3diBEjEj/TL0Xb135of4Kmy+FJ+6/jSJLOho8++ujItnX226dPn9hu+OsG+KWXXpq7Ie5v66CDDnLvvptc3wRdjjnhhBOKlrF+Effs2dNNnTrVX6witB/an2K/1LX/Oo6kLi/p86jLbcV+JevXc9rB2hAESCOiSkeVT7FLBEcddVTslwTC9CEv9pNcZ3EnnnhiYmfW5dJ+af+KnR3reJL+8upXUYsWLSLb3mSTTdw999zjz94gCslirZl0xv2vf/3Lnz02ugx255135vuShCf9+r3ppptSa9nVUNov7V+xS1w6Hh1XUpf51D/kuOOOi/xKVOOPs846K5P9nwiQRkLNElXp+B/6P/3pT7lKKinqS6IzXD+09KHPcnD4giDxW4bpuHR8SXYE1E38wYMHuw022CDy/u26665u0qRJ/iJ10ogCe+yxR2RdqgB1kzjJy4avvfZabp/9bat5+KBBgxItxzhpP7W/2m//WHR8Os6kvPyynrWzW2S766+/fm6fkm700RAESJVT5VKpD5v6D+y8886Rbe+3336516qR9lv77x+TjjPpY5o/X094PDsSYjojPfbYY0v2YPZHFAgmtfjp0aOH+/rrr/1FYjVgwIDIiYQunek+Q7UEh0/7rf33LwHqOHW8SdJJYbHLwfosPvfcc/7sFUGAVClVJqpUiv3cVSWkyihJo0ePjvRg1xm0Who1BjoO/xeBjlfHnbRZs2blelH7FUdtPZjrGlFg7733dm+++WbB/HHTZ+2II46IbFudE5O8bJomHUexzpY67iS/a7os3bdv30gwa1Iz9EqXLwFSZVR5VPKGm5oFn3/++ZHgUl+SNDrnpUnHo+MKH6eOW8efRt+Np59+Otcax3+fwz2YKz2igC6X+Zd5dCM6jaCtBB2Xf6Ndx69ySJKaFNfWMOaiiy5KtGFMXQiQKqLgKNYENa0mf2qCqpZL4W3rp325N3uzTsfnX8JQOag8kqb7FbqpW6wHs79PmtIaUUA0dpa2F96+evqryXBjpuPTcfrlrvJImprma9w3/31X/xH1qE8bAVIl7r333qIfGnWUS/KmaEA/0/0vzTbbbFO1QzA0lI5Txxs+fpVHkpcvwmrrwRxMaYwoEKYWXuEhULR9VWBp/DLLAh2njjc8TI3KQ+WSNN3XvOOOOyK/hDTdcMMN/uyJIkCqhEaZDT4kuoxyyimnJNYu3adRTP2mprpcllblmRU6Xh13uBxULmmO8qoezH6Qax+SHFHAp+HewzfqdRnlkUce8WdrEnTcOv6gLFQuKp80qFlv7969Cy4nqyVhmgiQKqHLKMGHRGM9pUVntH/84x8LKqxOnTql8qsni3TcOv5weah80jrzFw2CGN5+WqPKiirH8LZ14z4rLYIqRcfvN2BIK0QkPM7azTff7L+cKAKkSoQDRO3Q06AWIC1btiz4YmiMoKQ6UlULHb/KIVwuKqe4eo+XUqkA0eWZ8C+PjTfeuMlcwixF5aDyCMpG5ZTG5SzZd99989tVP580ESBVIu0A0Zm2P+y7hv7GL1Qe4fJReaXxy6wSAaIbxOF7Hqos33//fX+2Jk3lEQ4RlVcaN9YJEJSUdoD4zVd1zwVRKpdwOanckpZ2gKiJari1lS7X8MujOJVL+HKWyi3pJr4ECEpKM0DUDDRcQR144IFNpnVNQ6lcVD7h8lL5JSnNAFHDgXA/D90wbur3PEpR+YRvrKv8kmxwQoCgpLQC5KWXXioYWFDbSqO/QzVT+YTHf1L5qRyTkmaAhHuYq8lqU21t1VAqp3ATX5VjUggQlJRGgKhZ4Oabb57fjsbhSfLpbI2Jyik8bpHKManRU9MKEI31FN5OJTqqVTOVV7j8kho7iwBBSWkEiMbWCbahViTq9Yr6U3mFWympPJOQRoBotNnw+Evqe8JlzIZReYX77Kg8kxjFlwBBSUkHiEb+DFdKGl8HDadyC5ejyjVuSQeImimHL8mpx3NjH54kKSq3cI9xlWvczeAJEJSUZIDoBp+eiR2sv127dpxtGqncVH5BWapc476BmnSA6KFJ4fWPGjXKnwUNoPILl6fKN04ECEpKMkDOOOOM/Lr1Mzvp5140diq/8OUflW+ckgwQDY8TfpKghjBH+cJDwat84xyGiABBSUkFyPTp0wtaXXHpKh7hS1kqX5VzXJIMED37O1ivRvut9PMmGguVY3j0ZJVzXAgQlJRUgISfY67nZ9NkNx4qx/DzyFXOcUkqQGbMmFHQCEBP4kN8VJ5B2aqcVd5xIEBQUhIBMn78+IKKiDb+8VJ5hstX5R2HpALk+OOPz69Tnd+q9TG0WaXyDHfKVHnHgQBBSUkESPjZ37rxi/iFb6irvOOQRIDoiXfhS5mDBg3yZ0EMVK5BGau8Ve7lIkBQUtwB8sorrxQ8R0CPRkX8VK5BGau8Ve7lSiJA9LCqYH2bbropvz4SonJV+QZlrXIvFwGCkuIOkPAQFXpEJpITfgRpHENaxB0g6kUfbjWmR+giOSrfoKxV7uWO9kCAoKQ4A0QtQsI3Sx944AF/FsRI5RuUtcq93JZNcQeIKp1gXer0RkOKZKl8w50Ly630CRCUFGeAXHHFFfl1acwmOg0mS+UbHmNM5V+OuAOkVatW+XX17NnTfxkJUDkHZa7yLwcBgpLiDJDmzZvn19W3b1//ZSRA5RyUucq/HHEGyDvvvFOwrqlTp/qzIAEq53C5632wIkBQUlwBopu44Q9uXG3RUTeVc7jcy7mZHmeAhEeMLTfY0DDhE7lyRjomQFBSXAHSu3fv/HrK/emMhglfKtL7YBVngDRr1iy/HjoOpivcsVDvgxUBgpLiCpAtttgivx5a26Qr3PpG74NVXAGikWLD65k5c6Y/CxKk8g6Xv3XEYwIEJcURIOq0FP7AxtGJCfUXV/nHFSDhIfzVNwHpC/cJsQ79T4CgpDgCZMiQIfl1lHMGDLvwL0C9HxZxBUjXrl3z6+jSpYv/MlKgcg/eA70fFgQISoojQMIf1m7duvkvIwUq93Ir7bgCJDzY49133+2/jBSo3IP3QO+HBQGCkuIIkDh+LqM8cVw2iiNA5s6dW7AO6+U0lMe/rKn3paEIEJRUboB89tlnBR/UOXPm+LMgBSr38Pug96Wh4giQ8EjMa6+9tv8yUqTyD94Ly4jNBAhKKjdAxo0bl19+nXXW8V9GilT+wXuh96Wh4giQ8GNrac5dWeHm3ZbH3RIgKKncALnjjjvyy7du3dp/GSlS+Qfvhd6XhoojQM4666z88p07d/ZfRopU/sF7ofeloQgQlFRugJx55pn55a03bxGPcGMGvS8NFUeAdOzYMb/8ZZdd5r+MFKn8g/dC70tDESAoqdwAOeCAA/LLX3755f7LSJHKP3gv9L40VBwBssMOO+SXZzTmygqP1qz3paEIEJRUboBQYWRHuRVGHAESbsI7ZswY/2WkSOUfvBeWprwECEoqN0CoMLKj3AojjgBZb7318stPnDjRfxkpUvkH74Xel4YiQFBSuQFChZEd5VYYcQTIyiuvnF/+9ddf919GilT+wXuh96WhCBCUVG6AUGFkR7kVRrkBsnjx4oLlZ8+e7c+CFKn8w++H3p+GIEBQUjkBQoWRLeVWGOUGyLx58wqWt/R+Rnz8UQH0/jQEAYKSygkQKoxsKbfCKDdAOKHIlnJPKAgQlFROgFBhZEu5FUa5ASJc0syOci9pEiAoqZwAESqM7Ci3wogjQGhUkR3lNqogQFBSuQFChZEd5VYYcQQIzbqzo9xm3QQISio3QKgwsqPcCiOOAKFjaXaU27GUAEFJ5QYIFUZ2lFthxBEgDG2THeUObUOAoKRyA4TB87Kj3MHz4ggQBtfMjnIH1yRAUFK5AcLw3dlR7vDdcQQIw/tnR7nD+xMgKKncAOEBQtlR7gOE4ggQHjCWHeU+YIwAQUnlBgiPMM2Och9hGkeA8IjjbIjjEccECEoqN0D83s8ffPCBPwtSoHIPvw+WUQHiCBDZdNNN8+sYNmyY/zJSoHIP3gO9HxYECEoqN0Ak3JT37rvv9l9GClTuwXtgacIrcQVI+OZtt27d/JeRApV78B5YGzMQICgpjgDp2rVr2R9WlCdcaev9sIgrQIYMGZJfxxZbbOG/jBSo3IP3QO+HBQGCkuIIkDh+LqM8cVw2iitA/MtpXNZMV1zlT4CgpDgC5OOPPy74wM6cOdOfBQlSeYfLX++HRVwBIuEz4Jtuusl/GQlSeQdlX84vQAIEJcURINKsWbP8eq688kr/ZSRI5R2Uvd4HqzgDpHfv3vn10Lw7XeHm3HofrAgQlBRXgFx44YX59TRv3tx/GQlSeQdlr/fBKs4AeeWVVwrWNWPGDH8WJEDlHC53vQ9WBAhKiitA3nnnnYIP7tSpU/1ZkACVc7jc9T5YxRkgEg62vn37+i8jASrnoMzLPZEjQFBSXAEi4Z/OPXv29F9GAlTOQZmXe6ko7gC54oor8uvafPPN3bJly/xZECOVr8o5KHOVfzkIEJQUZ4DoQxas63e/+51buHChPwtipPJVOcf1JY87QD788EO3/PLL59fHaM3JCo/GrHJX+ZeDAEFJcQbIl19+6VZZZZX8+mh9k6xwaxuVu8q/HHEHiBxxxBH59e20007+y4iRyjcoa5V7uQgQlBRngEj37t3z61PfhCVLlvizIAYq13DfD5V7uZIIEN3EXW655fLrfOKJJ/xZEAOVa1DGKu9ybp4HCBCUFHeAqNPSiiuumF/noEGD/FkQA5VrUMYqb2tnsbAkAkT222+//DrbtWvnv4wYqFyDMlZ5x4EAQUlxB4gcf/zx+XVutdVW/AqJmcpT5RqUsco7DkkFSHjEZk2PPPKIPwvKoPIMl69lJOZiCBCUlESAqC16+OYpHQvjFe44qHKOq49FUgEi7du3z69Xgz3SwCIeKsfwYKYq57gQICgpiQCRE044Ib/e1VdfvewWIfiZylHlGZStyjkuSQbI9OnTCy5tXnTRRf4sMFA5BmWq8lU5x4UAQUlJBchXX33l1l133fy6DznkEH8WGKgcgzJV+aqc45JkgMgZZ5yRX7dajb333nv+LGgAlV+41aPKN04ECEpKKkAk/LhbTaNGjfJnQQOo/MLlaXlsbV2SDpD58+e7DTfcML9+3filc6GNyi1841zlqvKNEwGCkpIMkJ9++im3zmD96vRmHSm2qVO5hTsNqlxVvnFKOkAkPPS/Ji5l2YQvXWmyDuFfFwIEJSUZIPLaa68V/MzefffdOetsIJWXyi0oQ5WnyjVuaQSIHHnkkfltqBHAuHHj/FlQB5VXuJGKyjMJBAhKSjpAZMCAAQUVUzkjxjZF4ZGONak8k5BWgPznP/8pGLPp97//fdm96JsKlZPKKyg7laPKMwkECEpKI0AkPKTFr3/9a/oC1JPKSeUVlF0cQ1TUJq0AkZdeeqmgVZY+ezTtrZvKJ3xJWOWnckwKAYKS0goQ3eALd35bddVV3XPPPefPhhCVj8opKDOVX9w3SsPSDBC56qqrCrZ34IEHcnmzFioXlU+4vFR+SSJAUFJaASLTpk1za621Vn57v/nNb9zrr7/uz4YaKheVT1BWKjeVX5LSDhDp2rVrwTZPOeUUfxbUULmEy0nlljQCBCWlGSDy7LPPupVXXjm/zY033ti9//77/mxNmspD5RKUkcpL5Za0SgTI0qVLXYcOHQq2e8EFF/izNWkqj3D5qLxUbkkjQFBS2gEiI0aMKGhFosqSXyI/UzmEw0PlpPJKQyUCRL7//nvXsmXLgm2feuqpsTdTrjY6fpVDuFxUTiqvNBAgKCk8quu2227rv5yY2267reCLocs1Tf2eiI4/fNlKk8opLZUKEPn888/dH//4x4Ltd+rUKZUz7SzScev4w+Wh8lE5paVt27b5bd98883+y4kiQKrA/fffX3BPQpOutcY5PEZdVDmGf4nohnFTbZ2l4w7fMFe5pBkeb7zxRkFfE00tWrRwU6ZM8WdNzBdffJHbZngfDjjggEQbDmSRjlfH7b8XKp80qFlw7969C57jcuKJJ/qzJYoAyTBVCuGzC39aZ511XP/+/VM5+9PlmfA9ETVZVb+HptIaR8ep4w031VV5pHXZSicLehjVCiusEPkcBO+HbtimdearytMPsm222abJXOLUcep4w8ev8kgjRH/88Ud3xx13FIx4EEw33HCDP3uiCJAMUiWgyiBcWWnS2W747DeYdElrzJgx/mpipxvE/i8hfWka+7AnOj6/slQ5pHHDXCcHeiTub3/728j7Hh7tN7xfaja6ePFif1WxU3+H/fffP7JPul/XmOn4/LJXOaTRP0a928OPxA0mnUxWouMvAZIh+tLry+9X0prUouOdd95xixYtcv369XNrrrlmZB79nJ45c6a/2lipiWq4n4gmnQmNHj3an7VR0HH5Z3o6/qSb6srTTz+dOznw3+ctttjCjRw5MjePHpHarFmzyDzax0cffdRbY/z0y+z8888vuIyiSSdA33zzjT97VdPx+M2Zddw6/qR/ietJlocffnjkfdYJpcbbWrBggb9IKgiQjNAIrn7FrEmVw+OPP+7P7j799FN37LHHRr64K620kjv77LMT/SmtdYd7rAeThjBvLM8T0XGEh2QPJh13kmUrs2bNch07doxse4011nCXX3557iQiTE8+vP766yM39jXtvffe7s033yyYPwkKWn/7G2ywQe7+XWOg49DxhI9Px5v0iZNacvXt27dgnLpg0thalf6+ESAVpi/3PvvsE/lw6MN53XXXlXzM7KRJk9xuu+0WWX799dfPtdzS9dKkaKwn/4Otn/Z6El+p/c4q7bf2379EoeNMamyrgIJJ4a+TgPC2dZKgkwWdNNRF4y+ddNJJBQ0eNOm+SY8ePdzXX3/tLxIrPfdi5513jnwW9ezvan2miPY7/Kz4YNJxJn1MGrk3PJ5WeNtZaQlJgFSIfg6fdtppkZui+vKrJUVDB63Th22TTTaJfNj+9Kc/uQkTJvizx0ajzYbH/Qkm/ZpSgFVLkGg/tb/FfgXq+JIYVTegkB88eHDkDDfYtk4SGkKX1/bYY4/IuvRgK/UTSLLRhcrx0ksvjZxYKBT1uZ49e7a/SCZpP7W/fpjruHR8SX6uX3755YqdFDYUAZIyXSu99dZbC54CGEz60r/66qv+IvWmn7t9+vSJfHk1HXXUUYn93FVHKj00qdgxbbrpprmbwD/88IO/WCZov7R/2k9/33U8Oq4kO8op3P0msZp0MlDuzWi1EAs/hzuYmjdv7v71r3/5s8dK9+LCz1cPJg0smOUgCYIjPIBkMOl4krzHqF+Yxx13XNHL0meddVZio/mWgwBJkb602223XeSDqS/5gw8+6M9upi9BbTfcLr744sRuuKmpqZ797V9C0aQb0T179nRTp071F6sI7Yf2x79Brkn7r+NIsp+Nwvzoo4+ObFvhr5OAuHoxKyB1xuxfktN00EEHuXfffddfJFZDhw4tehlGZayWSwq5NFqM1UXb135of4p9drX/Oo6kaPuVbBhTDgIkBfqS6svqfzj0pf7HP/6R2Nm5mvztuOOOke3qbPu+++7zZ4/NjBkz3PHHH1/0LE6TzoB1nyHtL4a2p+1q+/4+adL+ar+1/0lRU0+F+GqrrRbZ/mGHHZbYmbmaInfu3Dlydqu+LOedd5779ttv/UVio5v++tVdLEg0rbfeeu7000/P/RpL8vJamLaj7Wm72r6/T5q0v9pvv9FCnB5++OFcqzp/22k1zS8XAZIgfSn15Qx3wNOkL7GGP0ij/4QumQ0cOLDomXabNm0S7cGspocaI6jYJbVgUph16dLF3X333bFfYtP6tF6tv9glqmDS/mk/tb9JUkuezTbbLLJ9hfzYsWP92RPx4osvulatWkX2Qc/qHjJkSKKX63SmrQq5WBkEk87CddatDrLqdR8nrU/r1fqLne0Hk/ZP+5nkLyPtS7FLfOrPceONN6YWpOUiQBKgL+E/hw1zG220UeQDoi/vCy+84C+SuHnz5rlevXpFfhWk0YNZDQJ087Z169aR8vCntdde2+2yyy7ub3/7W+5nvSpdVa6a3n777dwZejDp38Frmk/zazktr/X46/Yn7Y/2q6ENFhqqthEFdOarcE+6D4FPn08Fa7HPp8pu4sSJ/iKx0k3gJ598MtcMta6TC016fYcddshdktUvN+138J5Pnz694POgfwevaT7Nr+W0fH22o/3RfiV5k7q2EQV06ezkk09O9LJpEgiQmM2cNs2dcuCBbut113WrhiprfVn1oU7yDK8+1BnRH5ZbU1o9mLV99Zgt1vktjUnb1fa1H0mrbUQBhbjCXKFeSRqUUUOQ+7+QNSmI58yZ4y8SO7VGVIirp7/f4inpSdvTdrX9pDs91jWiwF577VW1Q8AQIDH5Zu5cN7hPH3dSixbukG23da022cRtXPMzWV9O9VTVlzVLKt2DWTSKrJofq5It1loojknr1fq1nbRGra3PiAJZov4MxTpN6h5dv343uEWLkj2pCKjhgDrNKlyLNTaJY9J6tX5tJ66GCqXUZ0SBakWAlGlJTWXx2J13utPats2Fh6auO+/s9t1yS3f6sce62Rl+CFMWejCHaRRT3djUZZ0zzzwz1xtbXzyFQLHLLZr0d72u+TS/ltPyWk9ao6KGKXyL9SWpbUSBLNHYXttvv31+n1dYYU23zjot3K679nBPPhnv/Yj60D3EyZMn58L/3HPPdQcffHBuHCi937XdkNff9brm0/xaTstrPUk2FChm9uzP3THHnFnzi7Pw+1XbiALViAApw+SaM4vzDzggHxzBdMmRR7o3XnrJnz2zKt2DuaEqfemnmHJHFMgK3Y/R8PTqA7PGGlu6DTfs4Lbe+nS38843uxNPHFXz6ynZ+0UWWesf8f33i13//i+65s3PrjnB0Q17jdq7XL1HFKgmBIjBRzNmuGtOPDESHL3at3fjRoxI9CZckirZg7laxT2iQFZ88808d/7517sttzzebbfdpa5Fi4G5aZdd7nCXXjq+5vVkmp5Xsx9//KnmF+g7NScS9+TKavvtr3Sbb97VrbdeW9euXYcGjyhQDQiQBvi2prIYdtll7uRddikIjlNat3YPXHONW5DwIHtpqWQP5mqR5IgCWfLuu3Pdqac+ng+QYNpjjyFu2LDXak4qqvNkKW6vvvqZ69RpZJFy6uceemicP3ujQYDUw7KaM++nhw1zPWsqBv9Xxw3du7tPM3yfw6rSPZizLK0RBbLkuec+dAcf/ECkgtTfJkyIt/9ONfnsM7Vk+3ekXHbbbZC77bbJbuHC6rh0aUWAlPDG88+7vgcfHAmOPjV/e238eH/2RqeSPZizplIjCmSFfm3cc89ruV8ffoXZo8fjbvbs7N2bSsqiRUvdwIFTXJs2gyNlcc45z7hPPmka3wsCpBafzZ7t+p92WiQ49CtkzNChbmmV3BSNSyV7MFdaFkYUyJKvv15YE5jjc/dDwhVn69Z3umuvnVhTXuk0+62Up56a5fbf/75IcBx99ENuypR0mopnBQHiWVBTWQy/7rrcfY1wcPzPLru4oTVnmd9mrEVSmirdgzltOl6Fo0LSP95KjSiQJW+//aU74YRHIxXpX/4y1D300Ju5m8qNyVtvfem6dSt+vCNHvtXojrc+CJD/Ty2nxo8c6Xr/5S+RXx1Xd+vmPnz7bX+RJisLPZiTpjBUKPrHl5URBbJkzJh3i56RH3XUCDd5cvWfkesX1yWXjCv6i+u6615o9L+46kKA1JgxZYr7x1FHRYLjvP33dy9XwYiYlVJXD+ZLLrmkKu8JKPwUgv4xZXVEgayo657A2Wc/XZX3BJYs+dENHTrN7b579J7Paac94T74oOnc86lNkw6QLz/5xN1+9tmR4OjRpo0bPXCgW9IIeoqmwe/BHEx/+MMf3PDhw/3ZM0lhpxvhxVqdqUdz0o8vbSw+//w7d+GFxVsl3Xrry27Bguq4dzh+/AfuoIP+GTmOQw4Z7p5/vum2OvM1yQBRMPzvrbe67rvtFgmPOy+4wH2T4Mi0jVW4B7NfAWvAuldeecVfJDMUcgo7f78Viv/+97/92VEP06Z95jp3fjhSAe+33zD32GMzXFavAL733jeue/dov5c99xzi7r2Xfi++Jhkgd/XtGwmOyzt1cu9Om+bPigZSz2w9pMcfNj54yl8lxqeqjTr7Kdz84FAIKgzTHma9sVFIqGf2vvsOi1TIxx77iHv99bn+IhUzf/4id/XVE12rVncW7Kfue1x22Xg3b171XY5NQ0UCxK+8/UmXkHT/4ZYzzsjd2F4U8yNYw8OQnLXPPu75Rx91P1Xp8CNZ9dZbb9VUHPtGKmc9p+Paa6+t6NhQCrFij95V6Cn8kh7au6nRZaubbprkdt21sHJu2XKg69v32Zr3o+7vtx8+avFUH+FlaqOWUw8++KZr335oZDsa+2vGjOp6PkfaMhkg/nROhw5uVoxDQ8yZOdPd0quXGzVwoPshpSGdm6rRo0e7rbfeOhIk22yzjXvsscf82ROl0FJ4FXvYlMJOoYfkfPTRfNe795hIRd2u3V1u8OBX3OLFxX/x+fNrrKn63EspFSC6zHbEESMi6+/Y8X73zDPc86qPqggQTRoufe5HH/mrQhVQxX3NNdcUrbj/+te/5p4smDQNpa7Q8revcBs1apQ/OxI0adLH7vDDH4xU3EceOaJoiPjzadIwIaXUFSC6ZPXnPxe2GGvbdrAbNGhq0X1AcRUPEJ/a1/+wYIH74M033YPXX18wcOGQiy/2Z0cVmTt3ruvWrVvRJ/T17NkzkWHaFU777bdfJDgUZldffXXiT2BEccuW/eiGD5/u9trr7oJKvNglIz88NKnynzu37qsHdQWIRhNWPw69FlxKK7U+RGUuQHzPPvBAfl5dykL1mzp1qmvXrl2kUtczwgcMGBDLzWuF0RlnnBG5ma/wUogpzFB5+iVw1VXP5/qP9Or1VNHe3OEgCI94e/HFY/1ZC9QVIPLCC3PcFVdMyNTN/GqT+QBZ+N13+XnV7BaNxz//+U+32WabRYJkhx12yPUtsVD43H777bkw8tfbtm3bXHihuoSDQGNNBf+vFlJ1PeCqVICgfFUVIOd37Oi/nFdsnVOeecbd3LOnO/e//9ud3KpV7nIYsmXhwoXu73//u1tttdUiFf6hhx7q3m/AUPljx47NhY+/HoWUwgrVyQ8C/VIJ/n3yyaO9uX/hL4f4ZT5Axg4fnp/39nPO8V/OC69z8Q8/5FpZhf+mSQMiIps++ugjd8wxx0Qqfw0hcuGFF9Y5hIhCRmHjL6tQUjgppFC9/CDQsPHh/hq1PY/EXw7xy2SALKr5wmvwwof698/9ctB8+m9dAxqG16mb7X541LU9ZMfzzz/vWrZsGQmDjTfe2A0dOrRgEEOFisKl2KCORx99dC6UUP2KBUG/fhPyfzvssOEl750gGRUPkPpMunn+5osv+qsp4C/Ta6+93DP33ptr+tvUnt1R7RQSd911V9Fh1Fu3bp0bRv2ee+7JhYr/eoua914hhMajWBBohFz1Hwn+ruHjfcWWQ7wyHyCXHnOMm/nKKyWHz/bDgz4j1U8Pcjr33HPdSiutFAkKf9pggw3c4MGDc8Pyo3GpLQjUZyP4e7HOhbUth/hkPkCC6br/+R/3XR39BMLz6vnlaDxmzZrlDjzwwEhoaFK4nHPOOW7+/Pn+YmgkaguCH35Y6jp0uDf/mkb7DattOcSn4gFSzNLFi3Mj4r7y7LPuhlNOyc+r55Crk2Ex4XXy66NxeuaZZ9z666+fDw81y1W4oHGrKwg0WGPwmjoXajj5QF3LIR6ZDBBf+Kb4qNtv91/OCa+Tex6N16JFi1yfPn3coEGD/JfQSNUVBLp5ricfBq+rR3mgruUQj6oIkLkffpif/++HH+6/nNPQdQKoDqWC4KWX5uRf17Akela7lFoO5auKANEvimD+U2vpjd7QdQKoDvUJgh49fnkI1Ekn/dy5sD7LoTxVESCfh36BnN6unf9yTkPXCaA61CcIZs36Oje0STCfHklbn+VQnswHSK5PwEUX5ee/vHNnf5achqwTQPWobxBccsm4/HyHHjq83svBLpMBsmzpUjdv7lz36tixBa2wNKlzYDGl1gmgOtU3CPRkQ43qG56/PsvBruIB0pBJzy2vrYVVeD4AjUdDgmDAgMmR8KjPcrCpmgC57cwz3YI6OosRIEDj1JAgUG909UonQNKRyQA5pXVr16t9e9evSxf3wDXXuPffeMNfRQQBAjRODQ2CkSPfIkBSUpEAAQBUPwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACb/B2x6pW51NqgiAAAAAElFTkSuQmCC)
PN: 3H32-9-L0
CAS: 52333-42-3
Molecule Weight: 210.034
Formula: C7H4BrN3
![2-Chloropyrido[2,3-b]pyrazine](data:image/png;base64,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)
PN: 3H32-5-NT
CAS: 70838-55-0
Molecule Weight: 165.58
Formula: C7H4ClN3
Melting Point: 142-144 ℃
TSCA: Not listed on TSCA inventory
EINECS: 206-294-9