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)
| Product Number | 3H32-5-NL |
| Purity | 95 % |
| CAS | 155535-23-2 |
| MDL Number | MFCD20925262 |
| Molecular Formula | C7H4ClN3 |
| Molecular Weight | 165.58 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 3H32-5-NL
CAS: 155535-23-2
Molecule Weight: 165.58
Formula: C7H4ClN3
![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
![6-Chloropyrido[3,2-b]pyrazine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAB52AAAedgFvIk/hAAAB63pUWHRtb2xTb3VyY2UAAHichZRbT+swDID/ipVnlqSXtWVahyYQ0pGAB+BIvKEszUalJkFpd/v3x1m7nXVA6S2O489JbKfTm52uYKNcXVqTk4ByAspIW5RmlZO/r/ejjNzMphKN0NDUOfloms8JY9vtlsoPpcXOGiqtJu34ZFeXPZttRK1bsZDzgL09PrwcmFFp6kYYqZCqy0l9UD5YKZrDKn6YgmnhNqVhrTnTbtN6ew+5fzjd1QX5v5dbHJsjCsuyUrC0TosGNiGn+PArWCmjnGhUAYs9qiMa495n08c7K9damQZF76GUonpp3FqiQttKyTU6Q+HPXU50gIBorJ47J/bgJa8WAYgQRAQiBjEGkYBIQWQgrkEEHN8AY1wpP8nr/lPhSiu47e6n0/cJYxPmBNeKFwQ0iqL02IQ0SdIYcMUcHY5RGaeQoDKLj02n7ExagMAePY4iyjN0OQppFPiW0zTFtpvph+7J+pJu+xgIdorEbLqwpjgToSxyssBte5NntazDLkoErCuUw8LzDrzpORD2AR/TEzD/Doj6gM/AMBD3AZ+vYWDcB3x2h4GkD/haGAbSPuArZxjI+oCvs2Hgug8cqnKY8OMX2/4Vucx2V/iDzNeEf4+ws/pix1OJ4pcTy86OM8Of2Owflvp3O9xCYC4AADPLSURBVHhe7d0HuBTV+cdxFYk9gh0lKhoFKypFUcGOfwygRiwgRMVuDIgtEHtAokYFo0Lg0kEREAtFQAREkSZFUJpSRBSkq0iR4vnfd8muu2d2Lve+e2Z2du/34zPPI3dnZmfPnJ3f7Mw5Z3YzAAAo7Gb/AQCA4iBAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECIBIq1atS8o0ePBce5a0kpdBMAgQAJFmB8hll/UxGzdutWfzIECCR4AAiDQ7QGTq1OlTezYPAiR4BAiASLPDQ6Zzz+1uVq782Z41BQESPAIEQKQlB0HTpoMT///EE+PsWVMQIMEjQABEWnIQTJv2XeL/a9ToaubPX23PnkCABI8AARBpdhC0ajUy8e+77hpqzf0bezm4R4AAiDQ7CJYsWW9q1ixI/O3jj5daS+xkLwf3CBAAkZYuCNq3/zjxt0aNBpgdO35NWmKndMvBLQIEQKSlC4K1azeZ2rV7JP7+5ptzkpbYKd1ycIsAQc5YuHCh+etf/2qmT59uv4Q85hcE3bpNT/w9XedCv+XgDgGCyNu2bZvp2LGj2XPPPc1uu+1mdt99d/OPf/zD/Pxz0f0AkB/8gmDz5m2mXr1+iddefXVqyut+y8EdAgSRNnLkSFOlSpVYcNjTUUcdZfr27WsvgjxTVBC8++78xGvSufD77zckXitqObhBgCCSFixYYP70pz95QkN+fdh/q1WrlpkyZYq9CuSJooJAbp7fcMOgxOuPPTY28VpRy8ENAgSR8sMPP5gHHnjA/O53v/MERdOmTc0XX3xhWrRoYcqWLesJlptuusksX77cXiVy3K6CYPLkZYnXq1fvYubN29m5cFfLIXMECCJhx44dpqCgwBx66KGe4KhRo4aZOHFiyvzz5s0zdevW9cx7wAEHmPbt25tffvklZX7kruIEwb33Dk/Mc8cdOzsXFmc5ZIYAQdaNHz/enHnmmZ4wqFChgunZs6f59VdvG/+4oUOHmhNOOMGz7HHHHWfeeuste3bkoOIEwVdfrY0NbRKfb/z4r4u1HDJDgCBrvv76a3Pdddd5Dv577bWXad26tfnpp5/sRdLaunWr+fe//20OPPBAz7ouvvhiM3v2bHsR5JDiBsFTT32YmO+aawYUeznoESAI3caNG83jjz9u9tlnH88B/6qrrjKLFi2yFymWlStXmltvvdXsscceKeuU5r933323WbNmjb0IckBxg2DVqo3mvPO6p8xfnOWgR4AgVP369TMVK1b0BMepp55qxowZY8+uMmPGDFO7dm3Pe5QvX9689NJLsX4liIbp05ebsWOXpB2KJK4kQdC586ee8Ei3nPRcl3slPXvONL/8st1+GcVEgCAUn376qTn33HM9B/WDDz7YvPrqq2b7dvdf4jfeeMMcc8wxnvc86aSTzKhRo+zZEaJFi9YV/iocljjAd+3qP7pAUUFgk97o0iu9qACReZIHY2zQ4PXCk5fFKfOgeAgQBGrFihXm5ptvTntZ6W9/+5tZt26dvYhTmzZtMk899ZTZd999PUHSoEED8+WXX9qLIEA//rjFPPvshJQDuExy/8KPXxD4GTx4bpEBIr92/vzn1HskMt1559DC+rA2ZV4UjQBBIKQZ7b/+9a9Ys1r7wH3ZZZeZuXPn2osE6ptvvjFNmjTxbIv0N3nooYcKD2w/2ovAoe3bd5gBA74wF1/c23Pgbt783ZQe5GH44YfNpl278Sktt2SSf8tIv/I6do0AgXNvv/22Of744z0Ha2luO2TIEHv2UE2YMMFUr17ds22HHXaY6datW6w/CtyaMuVbc+21Az3BccUVr5kRI76yZw/VggVrzO23D/Fs20UX9TKvv/55LPjgjwCBM9JL/JJLLvEcnH//+9+b5557LjKd+6RfSY8ePcwRRxzh2dazzjrLfPzxx/YiUFi27EfzwAOjPAdnGbPqv//9NDYYYlS8//6i2L0Qe1ulOfDEicvs2fE/BAgytnbt2tgw6/HRcuOT3Pdo3ry5+f777+1FIkH6mfz9739PO2zKDTfcYJYuTf+kOxRNblK//PIUU6tWN88BuU2bD8yKFeFeriouaY1VUDDdnH++tylwy5YjCuvDD/YipR4BAjVpDvvyyy+bgw46yHMAPv/88820adPsRSJJnjNy5ZVXej6D9FN54oknYv1WsGsyYMCQIQtM3bp9PQfgG28cbGbMWGEvEkkrV/4cG5TR/gznnFNgOnSYZDZsiMYv6SggQKAyevRoc/LJJ3sOukcffbR5/fXX7dlzgnymU045xfOZ/vCHP5jXXnvNnh1JZs363jRr9pbnoCtNat95Z16R/Tyiyu8zXXppb/P227n5mVwjQFAiX331lWnYsKHnICvNZJ988slYs9lcJr+qXnnllbS/qs4777yc+VUVFjlbf/TRMZ6DrJytd+yY+2fr8V9Vl1/u/VXVpMngWEfI0owAQbFIM9eHH3447f2Cxo0b5939gly9rxMWuV8gnf/S3S+47778u19Q1H2d1q1Hm+XLo3lfJ2gECIokzVq7d+9uDj/8cE9wVKtWLe9bLEnLsksvvdTz2aVl2bPPPhuZlmVhkhZL9eu/5jmQNmo0wEyalN8tlnKpZVkYCBD4kj4TEhL2wVPCREKlNPWZeOedd8wf//hHT1nI395991179rw0f/5q+kz8z9Sp35nrrvvtSYjxSZ7R/t572e3bEiYCBB702k5Pfm0888wzsV8fdtnIr5Q5c+bYi+SFdes2mbZt6bVtk5voAwfOSdu7/pZb3imsD6vsRfIOAYIEuQEuN8L9xo2SG+jYOb7XLbfcknZ8r3vvvTd2/yQfbN26zXTtOtycffa/PAdIGTdKHuKEneN7PffcJ57xvSRgn3xynFmzJn+bgRMgiOnfv3+sCa4dHNJU9/3337dnh9k5wrC0zLLLTEYYlpZcuTxs/LBhw0zVqheaww+/1Bx//D3mjDM6xg6KDRv2Z+RaH4sXrzf33PPbo3XjU+3aPUxBwcexQM43BEgpN3369LTPzpBmrP/5z39y+iAYFukjIn1F7DKUPiUffPCBPXukybPmL7/88tj2lymzjylXrqqpWPHawgPhk6Z79xk8O6MY5HG6V13VPxEgZ5zRoTCE7y78JfcXM2RIfj1GgAAppYp6et8999wT2af3LVsWzVY+u3rKovR2j7L169ebli1bmrJly6Zs+z77HGnuvbd9YX2JZrPcqNaHrVt3mN69PzN16vQ0Vaq0KQzhRubAA0+PhbKMFyet+/IBAVLKyI1gGdjQ7/nhn3/+ub1IKL777rvYpTJ5uJQcyK644orY6L3HHnts2k59Msnf5XWZT+aX5WR5WY+sLxvkOe/XX3+9Z1tL+pz3sMiDvDp37mwOOeQQzzafc845ZsqUqfYiociX+rBmzc/m4Yd7mcMPv9DsvXeFxLbKiZr0M8r1+2UESCkydOjQ2JfL/uLJ0OsyBHuY5Iy8oKAg1tqrQoXfvlguJ1mvrF/eJ+xfAB999JE588wzPdskIwD37NkzNiJwto0dO9acfvrpnm086qijTJ8+fezZA5Xv9WHmzC9M7dp1PNskoSfjyeXqpWICpBSQhzfVrVvXU3nlYU/t27cPrTOc3HSWs8J0N+vDmOR95f1lO8Ig/WTkGSPyrBF7W2rUqGE++eQTe5FQLF682FxzzTWebdp7773No48+an7++Wd7kUCUtvogZJy4dJ9XGqvIWGy5hgDJY/K42BYtWniua+++++6xx8wuXx78OD4yxImElDyH3P7S2FO5cuViB9Ybb7zRPP3007Gz4HHjxsWm2bNnmyVLliQm+Xf8NZlP5pflZHlZj71ue5Ltke0KYwiWH374wTz44INph4GRbQ7rOv6GDRvMI488ErucZm9Ho0aNYuUaNOpD0c3lZZy5XGouT4DkIbmu3alTp1hzUruC1qpVy0ydGvx1bflCyxhZZcqU8WxDfKpUqVJsXCn5wrs+iMr6ZL2yfnkf+73jk2yfbKdsb9Dk+ev169f3bMN+++0Xe2775s3BdMiTy2W9e/c2Rx55pOe9q1atGjvoBo364CVhJe9lb4OcaMi4c7nQYZcAyTNjxowxp512mqdSVqxY0fTr18+e3bkpU6akHa03PsnQKB06dAjlbDeZvJ+8b7qhWeKTbLdsf9BGjRqV9gz8mGOOMQMGDLBnz8ikSZPM2Wef7XkvuWnepUuX2MlGkKgPuybjyaXbDhkySJ6cGeUhgwiQPLFo0SJz9dVXeyqhXNd+7LHHAr+uLV/IdA9lkknCq02bNpEZ6kO2Q7ZHtsveVpnkcwR9QJObph07djTly5f3vH+dOnXMjBkz7EVKRFodNWvWLHa5MnndcjmzVatWsWa7QaI+lMyuBi2VcemiiADJcXJdWyp/uuva1113XaxZaZDkBnzbtm3T9n+oXLly7Axq69at9mKRINsl2yfbaW+7fB75XEE3MJD+NnfddZfn0o78+7bbbjOrVpVsPKUtW7aYdu3amf3339/zmerVq2fmz59vL+IU9SEzctlKxptLd79MWpDJOHVRQoDkKLmu3atXr7RNHs844wwzfvx4exHnpBloumbBcl194MCBkf7pnUy2U7ZXttv+LPL55HMGTa65X3TRRZ73l/46zz//fLEOum+++Wba6/tyQBw+fLg9u3PUB3fkRrqMP2e/f9Qe3EaA5KCJEyeamjVreirXoYcearp27Rr4F1Wum0trHrsXu7RpD+P9gyLbLdtvd1STzymfN+j7BWLw4MHmuOOO8+zbE088MTY+VTqzZs0yF154oWcZaX30wgsvFCt8MkF9CI50gvR7dLSMX5dtBEgO+fbbb03Tpk3TXte+//77Y81FgybbINfo7S+UDIsS1eFPSko+R7phXuRzy+cPmlyGkmao6S5DyThVMl6VWL16tbnzzjvTXv66/fbbY68HjfoQfH2Q+2UyLp0dZDLJOHYynl22ECA5QK6LyoFCmnvaFUiGbFiwYIG9SCCko5P8ykl+fxk6Ilsd4oImn0s+X/Lnlc8fVocv6adz0003pT1hkF7u6Z5LcsEFF5iZM2faqwoE9SHc+iBBJuPUpXvMsrQYC7t3vSBAckC6jlBVqlQxI0aMsGcNjDQBtjskSquvoFvzZJt8Prt1m5RDGE2i46QpqYxLZdeB5EkObHLdPizUh+zVBxmvTsats+uABImMMhAmAiTipMImVxI565T260Ff10724osvppwFSwuRl156yZ4tr8nnTW4ZI+Uh5RIm6Qgn41Ql1wdppi2tg4LqhJgO9SEa9UHGr5Nx7JLrgzyHJkwESMTJfY3kCiI3TMMkPWKT31/6LUS1TXrQ5HPb/TakfMIk/XmSr8WPHDnSniVQ1IffRKE+SLPi5EuZ0kk1TARIxNkB4nqIh6LYBws5+82X5xhoyee3fwWEfdBIPvPNtMNhSVAfvKJQH5LfP+ynhxIgEZetAJHmn8nvK/dcwhhoLhdIOUh5JJePlFdYshEg1Ad/2a4PBAh8ZSNA5IZg8mUS+XKE0SQ0l0h5JB80pLzCupEadoBQH3Ytm/WBAIGvsANEKmBy6xqpnJxppiflkvzllXIL4wscZoBQH4ovW/WBAIGvMANEOkUlt+uXG4TZesRtrpDySb6RKuUXdOeysAKE+lBy2agPBAh8hRUgMixDco9iGZyxtLauKSkpp+TBLKUcgxzmIowAoT7ohV0fCBD4CitAZGyf5Pcpbe36MyXllVx+Up5BCSNAqA+ZCbM+ECDwFUaAyEOokm+SSk9blFxyD2UpTynXIAQdINQHN8KqDwQIfAUdIDJwn4z0Gl+/DImR78NRBEXKLXmsJClXKV/XggwQ6oM7YdUHAgS+gg4QGQYjvm45S8rXgfDCIuWXfPYu5etakAFCfXArjPpAgMBXkAEij+mUB9TE1y1PwEPmpBzjZSrl6/pxqEEFCPUhGEHXBwIEvoIMEBkCOr7egw8+mM5hjkg5SnnGy1bK2aWgAoT6EIyg6wMBAl9BBcjkyZNT1tulSxd7FmRAyjO5fKW8XQkiQKgPwQqyPhAg8BVUgCSfbcqzn3P1saNRJeWZ/Extl2edQQQI9SFYQdYHAgS+ggiQ2bNnpzzPYcCAAfYscEDKNV7GUt5S7i64DhDqQziCqg8ECHwFESCNGzdOrK9y5cqcbQZEylXKN17WUu4uuA4Q6kM4gqoPBAh8uQ4QGfCtTJkyifX16NHDngUOSfnGy1rK3cVAhC4DhPoQriDqAwECX64DpH379ol1VaxYMdRH45ZGUr5SzvEyl/LPlMsAoT6EK4j6QIDAl+sAOemkkxLrat26tf0yAiDlHC9zKf9MuQwQ6kP4XNcHAgS+XAbItGnTUtY1Z84cexYEQMo5udxlP2TCVYBQH7LDdX0gQODLZYC0bNkysZ5q1arZLyNAUt7xspf9kAlXAUJ9yB6X9YEAgS+XAXL00Ucn1tOhQwf7ZQRIyjte9rIfMuEqQKgP2eOyPhAg8OUqQBYuXJiyHtfj8aBoUt7J5S/7Q8tFgFAfsstlfSBA4MtVgBQUFCTWUalSJftlhEDKPb4PZH9ouQgQ6kP2uaoPBAh8uQqQJk2aJNbRvHlz+2WEQMo9vg9kf2i5CBDqQ/a5qg8ECHy5CpAKFSok1tGnTx/7ZYRAyj2+D2R/aLkIEOpD9rmqDwQIfLkIEFkmeR3ffPONPQtCIOWe6b4UmQYI9SEaXNUHAgS+XATIBx98kFi+XLly9ssIkZR/fF/IftHINECoD9Hhoj4QIPDlIkA6deqUWL5mzZr2ywiRlH98X8h+0cg0QKgP0eGiPhAg8OUiQJI7jDVr1sx+GSGS8o/vC20HskwDhPoQHS7qAwECXy4CpF69eonl27Zta7+MEEn5x/eF7BeNTAOE+hAdLuoDAQJfLgLklFNOSSzfv39/+2WESMo/vi9kv2hkGiDUh+hwUR8IEPhyESDJQ1aMGDHCfhkhkvKP7wvtEBaZBgj1ITpc1AcCBL5cBEj58uUTy0+YMMF+GSGS8o/vC9kvGpkGCPUhOlzUBwIEvlwEyJ577plY/rPPPrNfRoik/OP7QvaLRqYBQn2IDhf1gQCBr0wDZPPmzSnLL1q0yJ4FIZLyT94fsn9KKpMAoT5Ei4v6QIDAV6YBsnbt2pTlV6xYYc+CEEn5J+8P2T8llUmAUB+ixUV9IEDgK9MA4YwzWlyccWYSINSHaHFRHwgQ+Mo0QATXvKPDxTXvTAJEUB+iw0V9IEDgy0WA0OomOly0usk0QKgP0eGiPhAg8OUiQGj3Hx0u2v1nGiDUh+hwUR8IEPhyESD0PI4OFz2PMw0Q6kN0uKgPBAh8uQgQxj6KDhdjH2UaINSH6HBRHwgQ+HIRIIy+Gh0uRl/NNECoD9Hhoj4QIPDlIkB4/kN0uHj+Q6YBQn2IDhf1gQCBLxcBwhPoosPFE+gyDRDqQ3S4qA8ECHy5CBBZJnkdPAM7O1w9AzvTAKE+RIOr+kCAwJeLABEVKlRIrKNPnz72ywiBlHt8H8j+0Mo0QAT1Iftc1QcCBL5cBUiTJk0S62jevLn9MkIg5R7fB7I/tFwECPUh+1zVBwIEvlwFSEFBQWIdlSpVsl9GCKTc4/tA9oeWiwChPmSfq/pAgMCXqwBZuHBhynqWLFliz4IASXknl7/sDy0XAUJ9yC6X9YEAgS9XASKSh7Do0KGD/TICJOUdL3vtkBVxLgJEUB+yx2V9IEDgy2WAJHcgq1atmv0yAiTlHS97bYexOFcBQn3IHpf1gQCBL5cBMm3atJR1zZkzx54FAZByTi532Q+ZcBUg1IfscF0fCBD4chkg4qSTTkqsq3Xr1vbLCICUc7zMpfwz5SpABPUhfK7rAwECX64DpH379ol1VaxY0WzdutWeBQ5J+Uo5x8tcyj9TLgOE+hCuIOoDAQJfrgNk6dKlpkyZMon19ejRw54FDkn5xstayl3KP1MuA4T6EK4g6gMBAl+uA0Q0btw4sb7KlSubHTt22LPAASlXKd94WUu5u+AyQAT1IRxB1QcCBL6CCJDZs2eb3XffPbHOAQMG2LPAASnXeBlLeUu5u+A6QKgP4QiqPhAg8BVEgIiGDRsm1lm1alXOOh2T8pRyjZexlLcrrgNEUB+CFWR9IEDgK6gAmTx5csp6u3TpYs+CDEh5JpevlLcrQQQI9SFYQdYHAgS+ggoQkXzWefDBB5vVq1fbs0BBylHKM162Ls82RRABIqgPwQi6PhAg8BVkgMh4PPvuu29i3bfddps9CxSkHONlKuXrepypoAKE+hCMoOsDAQJfQQaIaNu2bWLde+yxh/nkk0/sWVACUn5SjvEylfJ1LagAEdQHt8KoDwQIfAUdIFu2bDEnnnhiYv3HHnusWb9+vT0bikHKTcovXpZSrlK+rgUZINQHd8KqDwQIfAUdIGLMmDEpZ0lXX321PQuKQcotXoZSnlKuQQgyQAT1wY2w6gMBAl9hBIh45JFHUt7npZdesmdBEaS8kstPyjMoQQeIoD5kJsz6QIDAV1gBsn37dlOnTp3E++y1115mwoQJ9mxIQ8pJyitedlKOUp5BCSNAqA96YdcHAgS+wgoQ8e2335pDDz008V7ly5c3n3/+uT0bkkj5SDnFy0zKT8oxSGEEiKA+lFw26gMBAl9hBoiQCli2bNnE+0nldDHgWz6Sckn+8kq5hfEFDitABPWh+LJVHwgQ+Ao7QES/fv1SbqJWqVKFTmUWKQ8pl3gZSXlJuYUhzAAR1Iddy2Z9IEDgKxsBIl544YWU95UvB2eeO0k5JB8sZJLyCkvYASKoD/6yXR8IEPjKVoCIhx9+OOW9paJ+8cUX9mylinz+5C+sTFJOYcpGgAjqg1cU6gMBAl/285PD7hlsHzTkBmFpbY0jnzv5Bmk2DharVq1KGXp90KBB9iyBoj78Jgr1QTor7r///on3f++99+xZAkWARNSmTZvMk08+mTI2kUxy9tmmTRuzYcMGe5HAvPjiiykHLdmG0tYvQD5v8pm/lIeUS1jkUajPP/+8OfDAA1PqgzzV7t577zVr1661FwkM9SH79UGaBcsIv4ccckhKfXjllVfsWQNFgERQ//79zdFHH51SMeypQoUKplevXubXX3+1Fw+E3BBMbo0jk/S0zfdhLuTzJfcolknKIawbpGLYsGEpw4ukm2S0Vzl4bNu2zV48ENSH7NWHDz/8MOXZIsnbsWLFCnv2QBEgETJ9+nRTu3ZtT8U46KCDTIMGDVLa5MenmjVrmokTJ9qrCsTo0aM92yBj/YR9WS0s8rmSxzKSST6/lEMY5s2bZy6//HLPPpdLFvXr1zcVK1b0vHbKKaeYDz74wF5VIKgP4dYHGcW3UaNGnn0unRZbtGhh1qxZYy8SOAIkAlauXGluvfXWlKaSMu25557mnnvuSVQMuaF+//33e8785Odz06ZNA++wJOQ9knsoyyTbLdufjQocBPkc6faHfO4wyljOclu2bJl2P990001m+fLlsfk2btxoHn/8cbPPPvukzCfTVVddZRYuXGit2T3qQ/D14eeffzaPPvqo2XvvvT37+ZprrjGLFy+2FwkNAZJFv/zyi3nuuec817Vluvjii317/S5YsMBcccUVnmX222+/2HDRmzdvthdxSq6/ytg+9hdKfil17do1Zx+HKtst2y+fI/lzyeeUzxvkcBRC1t+5c2fPdW2ZzjnnHDNlyhR7kZivv/7aXH/99Z5l5My0devW5qeffrIXcYr6EJw+ffp4WnnJdPrpp5uxY8fas4eOAMmSoUOHmhNOOMFTMY4//njz1ltv2bOnNWLECE/7c5nkZ/bAgQPt2Z2TCpzuM8j1WXn/XDlwyHbK9qa7riyfL4wv6rhx42IHBfv95eAhB5Hi+Oijj8yZZ57pWccRRxxhevbsGfj9MuqDO3KyICcN9vvLyYWcZIQRXsVBgIRs7ty5pm7dup6KccABB5j27dvHfpWUhLTO6dChgylXrpxnnRdccIH57LPP7EWcku2VXz3pLqNUrlzZ9OjRI7aNUSTbJdsn22lvu3we+Vwl3R8lJZcf5DKE/f5yuUIuW8jli5KQg1+3bt3MYYcd5llnjRo1Ar8/QX3IjFyelMuUya3cZJLLmXJZM2qNFAiQkKxbty52oyvdde2bb745cV1bS4ZSuPPOO2PNOpPXL/++/fbbAx96Qm7wXXnllZ4vnkxys1eaHkufliiQ7ZDtSXcTWib5HK4fO2qTZthyGSR51Nb4JDdKM31/uV/24IMPpjQ1jU833nhj4B1SqQ8lIw+aevrpp1P6dMQnaUghDSqiiAAJmPzU7NSpU6yZpV0xatWqZaZOnWovkpFZs2aZCy+80PNe8gtF2qkHffYnP70bNmzoef/4VK1atdgvpqC/kDZ5P3lfeX97m+KTbLfffQZX5DJS7969zZFHHul5f7lkIpeyXPryyy9jLbbs95L7ZU899VTg98uoD7s2ePBgc9xxx3neX5puSxPuKCNAAiRPIDvttNM8FUPOdPr27WvP7pT0UK5UqZLnveXneRi9VWfPnm0aN27s+UWUPMn2NW/ePHaN3/UZsaxP1ivrT1cO8Um2T7ZTtjdokydPNmeffbZnG+S6tnQKC/K69siRI81JJ53kee9jjjnGDBgwwJ7dOeqDl7zHRRdd5NkGaVQjnUaDPtlzgQAJwKJFizydjWSS69qPPfZYia9ra8nP4nbt2qX9WVyvXj0zf/58exHnZKA5ubeT7uBlT/IrSa7TyyUW+TkvX3g5I5dJvmxy1hif5N/x12Q+mV+Wk+XT3Q+yJ9ke2a4wBgT87rvvTLNmzdJe127VqlVo17Wlk2HHjh09w2/IJE1SwxhXi/qws1nwXXfdFWumn7wNEl633XZbbLiaXEGAOLRh4wbT5pE2aa9rX3fddbHmltkQlQPYp59+GrsRuKte9kFN8r7y/rIdYYhCgKcTP4DZvwbCPoCVtvogAS5DoGQzwF0jQBz4tfC/XpN7mQrXVjC7HZlaMc444wwzfvx4e5GsmDRpUtYuodikk1tBQYFp0qRJbFgWe5tcTLJeWb+8Txid6pK9+eabaS+VyCXE4cOH27NnRZQuoeR7fRg1alTaX11yCfGNN96wZ88ZBEiGJn4/0dR8u6bZ7Z+FFaJx4XRm4bTPziEOotiJalc3cWWcnWyQX0kyFPWrr74aOyuUjpLS5l76tNgdueKT/F1el/lkfllOlpf1yPqy4fPP5/o2YpBnRIR5UC4uv5u4VateaEaPnmzPHop8qQ8LFy7JaiOGoBEgSt/+/K1pOrap2b3L7ma3LrvtnFrtZso2KGvub3d/rBlllPk1Iy1TZm/zl788YJYtW2kvEgmub666sm7dRtOmTbfCX3M1zJ57HpBUnuE0o86U3Yy0bNlyhQfkGuboo280d9zR1yxZEs5lzpKKan3YsEHK83VzxBHnxcoy+TsWRjPqsBAgJbR5+2bTdnpbs1/3/X4Ljv9NVwy6wixYscBeJNLsjmz77nu0OfzwS83JJ8vZ2ydm06ZwRnfNVdu27TCvvTbb1KlTUHjm26LwgFGv8CB8fKwspSPnzJkz7UUiLd6R7YADTjQVKshZ/33mrLNeNWefXWCef/4T89NPwXaky3U7dvxq3nlnnrnsst7mxBNbFZZh/VhZSn2oXr164B05w0aAlMDARQPNsa8f6wmOKgOqmBHfjLBnzykyPMNZZ9Uy5ctXLzzrbFwYIE+YatW6mHr1+pnhw7+0Z4eR0Vm/KQzfAbFykunUU582xx57kznzzD+bN998x549p0yfPsdcfXXb2GeKfz6ZLrmkd+FnmxM7UCLVjBkrCn9dDE6U1WmnPWMqVWpe+F1qaPr06R/4UDLZQIAUw2drPjMXDLnAExzlepYzHWZ3MFt3RO+6tobcRO/de7ipWfOR2Fln8oHj5pvfNl98Ec3LWmFbuvQH06LFiJTyken887sX/mobbbZsyZ+zdDl5kJMI+7PecMMgM21adu4rRM2KFRtMmzYfeMqoVq1u5oUXRpgNGzbZi+QNAqQIqzevNrePv92U6VomJTjk33d+dGfs9Xz000+bY5cr5LJF8heievUu5oknxpnVqzfai5QKGzb8Yl58UVqyecvlscfGmpUrw+nfEza5jNmp06exA6J9kHzoIblBHexov1G1efM289//fmrOPbe7p1zuv3+UWbbsR3uRvEOApCG/KF6c/WLsF4b9q+PCoReaWWtn2YvkJblxeu+9wz1fjtq1e5ju3WeYX34Jr9lvNsnlmrffnmcuvbS3pyz+8pe3zaxZ39uL5CUJiocfHu0pAwmWV1+dajZuzI9f4sUxYsRX5oorXvOUxbXXDjRTpgT/jJCoIEAs733znqk8oLInOCq9XskMWjTInr1U+Pjjpebqq9/wfFkaNuxvxoxZbM+eV6ZPX24aN37T89kvv7yvGTp0gcnDy9q7JJeu0pXJ//1fXzNsWH6XyZw5q0zz5u96PvtFF/UyAwZ8YbZvj1az/aARIP8zf/18U++9ep7g2L/H/qbdjHZmy/Yt9iKlirQ26tt3lrnggp6eL8+ddw41X3211l4kpy1fvsG0bp3+bPuVV6aUqrPtdORX2eDBc2M31e0yuummt83nn+fX/bK1azeZp5760NSo0TXls9asWWCefXaC+fHH0nl8KPUBsv6X9abVxFambEHZlOCQ/h3NxjYz323kRmGydes2m7Ztx6f9IrVv/7H54Yfc7hgl1/s7d05/vf/BB0eZb7/N/+vaJSHNel94YaLvfaFVq3L7ftnWrTtMr14zTZ063hOnu+8eZhYtWmcvUqqU2gDZ/ut202VuF3NI70M8vzrOfvtsM2nlJHsRJJk/f7W5/fYhni+V/JTv3//znPwp/957X6VtcXT99YPM1KmcSBTl66/Xm7/97T1P2eXy/bIPP1xirrqqv+czyd/Gj8/OuHZRUyoD5MPlH5qqb1b1BMeRfY80vRf0jo1theIZNWqhqV/fezOxUaMBZtKk3OhtK9e1b7nlHc9nuPji3mbQIPo8lMSECUvNn//8W9+Y+NSgwes5c79MflXIrwv7M8ivkN69P4v9KsFOpSpAlvy0xDQa3cgTHHt128s8MvURs2HrBnsRFMOWLdtM167TY/0g7C/dffeNiPWbiKI1azaaJ58c57kcJ5dj/v3vT0rtde1Myf2yfv3kwWbeyz533DHUfPllNO+Xyf6W+xlyOTZ5m6V+yP0PuQ+CVHkTIMmBYJPLVU9Me8Ls3W1vT3hc8/41ZvFPuXFmFHXSD+LRR8d4DhrnnFNgOnacFOtHEQVyBtmz58zY5RV7W++5Z7hZvDia4z7lmvXrN5t27bz3y+TfTz/9Uez1KJDLrdKCSi6/2vVBWlzNnZuf/b1c8B5ts0AuGY1cNtLcP+n+2Mi2FftVjB3s9+2+rzmq31Hm4qEXmzZT2pjpq6fbiyYUFSDd5nXzBMfpg043Y78ba88KB6RfRLNmb3m+jJdd1ic2TtCuLgnZy0lrn+JIXsbPuHHyrG7vdW1ppsx17WAsWLAm7f0y+YUi44jJL5ai2Mu5rA/SZ0P6btjvIX08pK8HiuY92oZs6NKh5tRBp3oO8H5TtcHVzPvL3rdXkzKPrcf8HonX5KZ55zmdY79KEBzpCzBkyAJTt25fz5ezadPB5vvv/S8X2vNL8BSn2WxRBwz59ZOuU6Q0S+a6djhGj14Uuxdi7wMZT6yoznf2/C7qg9zU//vfvc20pVd5ly7TYr3MsWveo21Idvy6I/arwg6I4k62ol6TXzjS4kp6l0uzXYRHvugvvzzF0yxWmn76sb/UMslQGrtS1AFDLlEkvy6XUf75z/Fc1w6ZHLgLCrz3y2R/+PUdseuCi/ogjT/sdcp4VjKuFYrPe7QNSesprVMO+gf0OMC0+KSFGb50eOxZGzJs+qZtm8zyjcvNuO/GmWdmPmOqv1XdNySKChBkn4wLJOMDxb+sRY3wa3+xZZIzw12NNVXUAUNGSo1fi7/11nfNvHlc184m2ZfST0T6i8T32dixS+zZYuy64KI+SMfX+EmNjKAr9QMll5Wj7bClw1IO+PVH1DdrtxSvZcaM1TPMZcMvs/9MgOQI6T8i18SLkvzFl8td8f+XgRyLUtQBQ8jYXqVl3KpcIftDLiVJ736/e2NB1Qc5qZk5c4Xv+2LXQj/ayuUkuYEdP9g3GNnASb8LAiR/JH/xZdyl+P/LLwgJID+7OmAgN1Efoiv0o+3ob0cnDvRy2WrdFjdDARAg+cP+4rdqNTLx77vuGmrN/Rt7OeQHe79SH6Ij9KPtA5MeSBzoW37S0n5ZjQDJH/YXXy49JXfuktGB07GXQ36w9yv1ITpCP9rKOFPxA70Mne4KAZI/0n3xZaDG+N9kmJR0163TLYfcl26/Uh+iIfSjrXQSjB/oXY50S4Dkj3RffGlum9xzXJ7LbUu3HHJfuv1KfYiG0I+2+3TfJ3Ggl6a6rhAg+cPvi9+t2/TE39N1JvNbDrnNb79SH7Iv9KNt8nhUBAjS8fviS+/g5OHW5TGqyfyWQ27z26/Uh+wL/WgrY1txCQtFKeqL/+678xOvSWey5CFRiloOuauo/Up9yK7Qj7YyWGL8QM9NdKRT1BdfbpbecMOgxOvSmzmuqOWQu4rar9SH7Ar9aEszXuzKrr74kycvS7wuQ2HEhyXZ1XLITbvar9SH7An9aCsj6cYP9L/v+XtngxsSIPmjOF/85JF15SFFojjLIfcUZ79SH7Ij9KOtDFty2qDTEgf7q0ZdxVAmSFGcL74Mhpf8oCJ5lkdxlkPuKc5+pT5kR1aOtkO+HpJywJcQKe4vERlMse7wuvafCZA8UtwvvjxmND6fPFOiuMshtxR3v1Ifwpe1o+1Dkx9KOejL5az7Jt5nRnwzItY6S5r4yiTDuX+4/EPz7GfPmhpv1fANCQIkfxT3i79q1UZz3nne57DvajnkluLuV+pD+LJ2tJUHSj046cGUA39JJltRryG3lOSL37nzp56DRXGWQ+4oyX6lPoQr60fbd5a8Y04eeLInIPwmeaiUjOhrI0DyR0m++NL7WHohc8DIXyXZr9SHcEXiaCs30eXSlVzCkoA4su+RZq9ue8WGPZGOh5cMu8Q8MvWR2P0PPwRI/ijpF3/w4LkcMPJYSfcr9SE8HG0BACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABU/h/7VJqULob5TAAAAABJRU5ErkJggg==)
PN: 3H32-5-MB
CAS: 68236-03-3
Molecule Weight: 165.58
Formula: C7H4ClN3
![3-Chloro-5H-pyrrolo[2,3-b]pyrazine](data:image/png;base64,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)
PN: 3H32-5-NA
CAS: 1111638-10-8
Molecule Weight: 153.57
Formula: C6H4ClN3
TSCA: Not listed on TSCA inventory