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hydrobromide](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAA2EAAANhAFZpO+2AAACY3pUWHRtb2xTb3VyY2UAAHichZXbbptAEIZfZbTX9cIsZ8s4chNVqpSkUpJKvavWsHaQDESAT2/fWQgxYBds0Ozh//Y0O8Pi7pTu4KCKMsmzkCE3GagsyuMk24bs99uPmc/ulouIRCTMypC9V9XH3DCOxyOP3lUqT3nGozxlTf/8VCY9zdHiebE1hGmi8efp8bVmZklWVjKLFFFlMi/rxsc8klW9iv9MYaSyOCSZ0ciNtDg0o/0Vpn5MfipjdtnLPfWtCIVNslOwyYtUVnAQJqfH/AZblalCViqG9ZmaLW7T3peLp4c82qcqq6ioR0giuXutin1EDWm+U9GeBqPCz4eQpUiArPJ0VRTyDLqkmyWCFCAtkDZIB6QL0gPpgwxAokkv9SMJkBRIEiQNkghJhT6d/07pBbydP1TIvhdwD7/o7f+fO/aZTlGEjHZFP7C5rY3D0SPjcg/JeNz2yQTcFLXxgkvtsw+RW5a2ggvLEYAWd4PAB3S4aVkOoMst1xMX27a3uoZjcL6sZYZcODQWVT3faQ1yGwW25rOxlQ4QWpSwLar5dl1zsR6nrs1Mmhlr1HaxV0fXs8k3xpdzlot1nsWdIiRxyNbIaq+9qE1Jq669xiAvYlVQLOgBtLQLiD6gfTwOWH1A34gvYHULsPuAvj/jgNMH9G0bB9w+oO/mOOD1AX2TxwH/atMTQHC1JDTHz1X3d5EmsMZnwYG7m0CcYAYebwJ3ghk4vQn0CWbg9yYxTDAD1zeJZIIZeL9JPBOMd+MMppjBHWiT2ygT3PDpTcboRLPRpmUqXqVso5PPDfqKLf8B/uoAT2/JujoAACOQSURBVHhe7d0HlFxl+T9wVGygKCAWFKWpCKgHQYqACiiKR1EQOAKiUpUSBAWl61EBCyUoRUgwNKULoeav9M6RCAgioEGKoUsJQbrvf5/Lb+PmZmd29smWmdnP55w5hHnvzNzdvXO/9751ngIACfPUnwCAVggQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABaBNHH310WWSRRcrEiRPrRW1JgACMshtuuKGsvvrqZZ555ilvf/vbq/+uueaaZerUqfVN24oAARglDz74YNlqq63KK1/5yvKBD3yg/OEPf6ienzJlSllmmWWq57feeuvy0EMP1V7ZHgQIwAh77rnnys9+9rOywAILlIUWWqj88pe/LC+88MJs28T/jx8/viy44ILlTW96U/nFL35Rnn/++dm2GW0ChDHrpJNOKpdeeumoPi655JJyxhln1HeNLjZ58uSy9NJLl3nnnbfssMMO5dFHH61vMpso/9a3vlVe9apXlfe+973l3HPPrW8yagQIY9JvfvObqp65XR5XXXVVfRfpMn/961/Lpz71qervvfbaa5dbbrmlvklTf/nLX8paa61VvX7dddctt912W32TESdAGHOeeeaZsvjii5d11lmn/POf/xzVx7Rp08ryyy9fVl555fLf//63vqtj2tVXX11drXe6J598tuy776Ty6le/riy11FLl97//fX2TQTnzzDPLkksu2fN+ry4777xzeeyxx+qbjBgBwpjz4x//uPry/e1vf6sXjYqoyoqryuOOO65eNGZFtc0b3vCG6vfyzne+s+y4447V7+nFF1+sb9q2XnzxpXLqqbf23G0cX1Zb7bBy6KGTqraPofDss8+W/fffv/odLbzwwuXII48cld+NAGFM+de//lXmn3/+sssuu9SLRtVGG21U3vGOd5SnnnqqXjQmrb/++lXj8mmnnVZ22mmnKkQiTN761reWbbbZpuqt1G4Nyn1df/2/ysYbn1ZWWuno8sMfXloeeeTp+iZDYvr06eVrX/taecUrXlE++MEPlosvvri+ybASIIwpX/3qV6uBWo8//ni9aFRFddbrXve6sscee9SLxpzDDz+8Couzzjprtuejnei73/1uVf0Y5dE76etf/3o555xzqivydnDffU/27OP/KyuueHTZcsuzy1//+nB9k2Fx3XXXlVVXXbX6vWywwQZV1ehIECCMGddcc011pfbrX/+6XtQW9t577/La1752xL787SgaiiNIt99++3rRbGLgXfy+oldSnDSjKmezzTYrp59+enn66eG52m/m6aefL7/61fVltdUmlvXWO6mcf/6d9U1GxAknnFDdrcVxtOeeew77Ha0AYUyIBupoqP7whz88JHXFvY3gf/rTn2b9e27NnDmz+vLHFeRY9J///Kcsu+yyVaeC6OjQqujN9MMf/rCqwnm5muuDZeedTykXXPD36sQ+nKLfwznn3FHWXffEKjyOOupPPT/H7OM5WjVUx1QcR/vss08VxFEtGm1rw9VBQ4AwJsSXKE4u0RA7WHfddVd11/KVr3ylOsFFA3y9G2484vkoj+1i+3jdYJ144onVe410XXY72G677crrX//6cuutt9aLWvb3v/+9jB9/Utlii99X1UhxUv/2ty+sTvLRG2oo3Xzzg7M+Z489/ljuv7/1q/2ROKYigKJtLd4nLp7iDnyoCRC6XtzGx5VYfJlaFXXqxxxzzKz5iWIQ10c/+tEybty4atTwhRdeONuAwPj/eD7KY7vYPl4Xr4/3abWOPq4Uoy47rqaH4k6pU8Rgyvh9HXXUUfWitOnTZ/QE8s1lq60mVyf5VVaZULbf/rxy5pm3lX//+z/1zSux3bhxF1R3FnVR1iuqqOL/N930jDJ16v19tmpstI6peK+4847q22gDjI4kQ0WA0PWiLjhu51upEojpI+JLG4ET8xB99rOfre4KZsyYUd+0qdg+Xhevj/eJ9+tvuor+XH/99dVrjjjiiHpRV7rnnnuqBvHhrLp76KGZVZfa7bY7t+dkfEz12Hbbc8opp9xSlfWKUNhrr4urbev6Bsi99z5Z/vCHaeWll/pJmpp2OKbiYiRm+n3LW95S9UKMruyDqSZsRIDQ1aJBOhoUo8F1INdee2115R9fzujdM1TjROJ94v3ifeP943MGEl0z48s+moPERkKc2OKKerHFFhuxnzXuPs46629lhx3Or+5KPvaxY8vMmS+Pz4iQmDHjuZ4wO6XcddfsPfX6Bkir2umYCtH7MLqwR9VY9GaLbtJzQ4DQ1eKqNhqmo2Gxkag2iont4ku10korVY2YwyHeN94/Pic+r1nD5v3331/1LIqRxt1sv/32q6pmrrjiinrRgOLOJaYHif9mRbvIrbf+b6bb3pC44YbpVfvGCy+8NEdZK9rxmOrr9ttvr+5kokrsE5/4RLnpppvqm7REgNC1oiE6viBx299I3P5vscUWVf3wbrvt1lJ1wNyI94/Pic+Lz232eQcccEB1YoiTZDe6/PLLq/D4wQ9+UC+aw913311+9atfVXNJRdVNvbE5HrGORswVFbPWxgkyo29IjB9/bTn88Ov7LWumnY+puvPPP7+8//3vr14bVb2DJUDoSlE1Erf20SDd6Kosvmhf+MIXqpP0b3/723rxsIrPi8+Nz2/0hY9G0pjzKCbO6zb//ve/y7ve9a6yxhprNO0sECPOV1lllSogXvOa11QBEnctsWJfzEobDcTnnXdeOfbYY6uuvOutt17Vkyu2jxPjpEmTGv5++9M3JJ5//qWy+eZnlhtvfGCOskba/ZjqT4zoj+niv/3tb9eLBiRA6ErRAB31w9Eg3Z8Ilbhai5NSXIWNhvjc+PzYj0YhFxPnxckwRlt3ky996UtVw3mj6qcbb7yxmuwyfvbVVlutnHzyyS03Osd4kgiVqL6M18dgw5i6vxX1kJg27bGy0UanVm0k9bK6Tjmm+hN3da3cCdYJELpONMZGA3Q0RDcS9cVx2z7SV4l18fmxH7E/jUS1TJwEh2oivtEWE//FiT3CsT/HH3981WsuVuib25lrI4jiijw+b5NNNhkwhPoLid/97paek+ul/Zb11UnHVJ0Agf8TDc/RAB0TzfUneqzErf7uu+9eLxoVsR+xP4160sT0HtFWEHX7nS5GjUcV0ze/+c16UXnppZequvw42X/jG99oeZxDK2KKk1j9L6q1mq3D0V9IxIX8Tjud329Zr047puoECJSXF+2JL040QPcn6oajbSR6rrTLbK6xH7E/sV+N6q5jbqg4Abbr2titiKql5ZZbrhpZHf+ui/CIoDzkkEPqRUPijjvuqH7HMf35UHWnDZ16TPUlQKBHNDgvscQSDa9eDzvssKptZLi6VWbF/sR+xf7155FHHqnaDLbeeut6UceIZVmjairuqOqi2iruPIYrPHpF9WaE2Hve856Gd6iD1anHVF8ChDEvGpqb1a1HqCy66KLVAKx2FPsV+9co/MaPH1+dEKZOnVovanvRlhF/m/5G10c7RQRLVFuNhHvvvbfqARbTe8xtu1KnH1O9BAhjWpwIoqE5GpwbmTBhQnUCHsrqi6EU+xX7F/vZn6iKiIblNddcs17U1uKEHYtDffGLX6wXVaJrbvxcA53khtKf//znMu+885YDDzywXjQonX5M9RIgjGnRwBz15zfffHO9aJaPfexj1ejbdhb7F/vZyJQpU6or+VNOOaVe1JZijEcEXlzxx9iPuhjnET9PffGokRDjHqKzxX333Vcvqtx00wNl4sTmd3vdcEwFAcKYFQ3L0cDcbBGimAY7uja2Oh5gtMT+xX42m7b785//fHn3u9/db0N0u4nBfRHsl112Wb2oEoMEY5zHaHjiiSeqJXIbdfeOtT1icahGuumYEiCMWdGwHA3M0dDcSKylEFUWTz75ZL2orcT+xX42WzXxzjvvrAaLxcm5nV155ZVVeOy77771okrMjhwnttG8m/rJT35STbb58MNzLj07UIB00zElQBiTokE56nijgbmZWJAn1lToBLGfsb/NxNrg8803X9W+0I6it1PcJcVMu42mKompyCMIR/MEHAtQNWrcHyhAuumYEiAMrxh8td56pbzhDS8/4t/9dMccaVG/Hg2wA/V1X2aZZcpOO+1Uf7otxX7G/jYTJ92oftl0003rRW1hww03LG9+85urSRAb+fSnP109RtuKK65YjVavGyhAuumYEiAMn56rtLLIIqUcfHApDzzw8iP668dzUTZKouojrh6jYbmZuAKOK9244u0EvVfmja7ce0XPmqgCuuqqq+pFoyqqSuLvMtBaE29729vaohrue9/7XjWTb12zAOm2Y2pEA2S7nsRupG9Z/Lv38c2VViq79VxtTNhzz/JYB4+mHZM237yU/g6u/fYr5atfrT87IqIBOapIokF5IDFgLE5okydPrhe1pdjP2N+BBrrF1B8rrLBCdQUd/24HMRNATFWy7bbb1otmE3eMUfUYS7OOtpgmPn7f9QWtmgVItx1TbRsgvf7bc4A//vDD5fRDDy0/7+DRtGNSz5Vi+cc/6s++/Fw/V24jIa5c44oqpqcYSKwNEV+emPq7E8R+xv62sqZFLMQUdyExnfloiyVSY+qMqFJ8+umn68WziXW542eMKdlHW3Qhjn2Jzgl9NQuQbjum2j5Aev3nqafKjn36JMc2V/b8Ab+/3nrVXQpt6FWvirND/dm4DShl3nn/9/+XX17Ka1/bc1TNM+jHvvPMuUDQQI/PfOYz//vsJmLQWGx/3XXX1YvaUuxn7G/sdyvihF3/3YzWI8LshhtuqO/iHGI6k9j+6quvrheNuKgCjH2JEfF9NQuQbjum2j5A4g7kyUcfLWf+8pfloD63t7HNEd/5TnV3Qpt661tbuwN54olSjjsu9bix53HcIB6xTG2MPG9l8rpuu1rsK8YyxNT1ESL139FIP2JgXnQXjR5iA3EHMrIGOqZGPECaPZptt8taa5Xp06bNts2j998/6/9pQ9HTp7+DK9pAon1kFMTVYtShH3roofWiOfSerDplUabeOb1ivwfynZ6Lr/nnn7/haOqRFmtQxN/lwgsvrBfNptPbQLrtmBrxAGmkHiB9zej5A519xBHlkG99a9Zzsc1gVs5iFMRVS89VbtXzqm8vrHiuhTaI4RINtdFVtL9BYH3FySraS+JE0QliP2N/B+qaHFeTsd2PfvSjetGoie9ydM2NHlYPPvhgvXg2ndwLq9uOqY4IkPDM00/P0QZCB4g5pmLOn56r3eoR7Q833VTfakTFFCaxlnN/ixPVxUJC48aNqz/dlmI/Y38H8rnPfa6alrzdpjR5oOcCI8aoRBtVs4vDTh8H0k3HVEcEyMwnniiTjzqq/LTPtM31bWAwDjrooGq6jJsGCLONN9541OZcGqzYz9jfZi644IKqSuLUU0+tF7WF2L9oUG+2imKnj0TvpmOqbQOk72PXtdYqR+y6a3m4T31ts/eCgUQj+vve977yyU9+sl40m8MPP7xaqXDmzJn1orYS+xf7GfvbSPzMMar44x//eL2orUT7TAREo4WW2n0urAMPPKYsv/z69adn6aZjakQDBNrJeeedV11FnnHGGfWiWWJdhNgmFjZqZ70LLzVbXyI6DkQDdKMume0i1mj5yEc+UpZeeukyY8aMenGlHWbj3bxBR5CYBDJ6+zXSTceUAGHonXhi1EXUn21LsebB4osvXg1mayRWoGt2G98OYv9iPxuJGYej48BAI73bRQz0jDU3tthii3pRZbTXA4lux/Xuu70GCpDQDcdUECAMrehqHYMCDzigXtKW4uoqbtOjSqKRn//859XSqdHI245iv2L/Yj8biQ4D0XEgOhB0ikmTJlUhcWJckPRjNFck3H333etFs7QSIN1wTAUBwtD60pdKede7ogK1XtK2dtlll+pqt1Ff9+jn/8Y3vrHstdde9aK2EPsV+1cfj9ArOgpEh4HoONBpNttss+pni0brutFaE3355ZdvesfaSoB0+jHVS4AwdC666OUpRtp8pbW6xx9/vBqV3ai6JETDbnyh2u2KMfYn9iv2r5HoKBAdBloZfd9uoqfVe9+7fPnsZ8eVF16Yc+LH448/vrpLOSTGFw2jOJEut9xyZeGFFy7/6G92hT5aCZDQycdULwHC0IjpnnuuzEo0bDbpw9+ujjrqqKpnz7XXXlsvqsS63AsttFDZcsst60WjKvYn9qu/dcNDdBCIE2x0GOhUN974j7LKKhPKYYf1P3/UbrvtVt1hDVeIRHtMTPYYbUitzNfVaoB06jHVlwBhaER/+Fe+spTrr6+XdIRY7+BDH/pQ1bun0SC26PMfITPQdBsjJfYj9qe/sQghqlmWWGKJqqNAp5s06cby0Y8e0xPwc069ElPSR4hEUEZ11lC2iZx++ullgQUWKIsttli5OQbFtqDVAAmddkzVCRDmXlyp9Nzal69/vV7SUXonjotqkf5EsKy77rrV9BWjXe0Qnx/7EfvTKPCiY0B0EGjWDbNTvPTSf8v225/X8/Oe2HO49T+CPv5u0SYSDetz20U22ldilHkcD+utt96A06v0NZgA6bRjqk6AMNe+N25cOeGNbyylCya3/PKXv1wWXXTR8tRTT9WLKvf3/IxRvtJKKw24dsVwic+Nz4/9iP3pT3QIiI4B0eW0WzzyyNPlU586vowbd0HDWtI48a+zzjrViT/GiZx88skNx5LUxdQuUdW3wQYbVK+P32/0BBuswQRI6JRjqj8ChLkSK8lFt8YDDzywXtSR7rrrruoqds8996wXzTJ16tRqJtuYs2mk55OKz4vPjc+P/WgkOgREx4DoINBNrrzynp4T3dHlpJOaVyfFOJGojowgiFHt0eV3v/32KxMnTqymgo+7zQiLWFArJmaMu4xYETG2jwGMMV1K9mQ+2AAJnXBM9UeAMFdiUrsll1xySOudR1t0YYwQiTBpJE5Q8803X9XDKUYmj4T4nPi8+Nz4/EaiI0DUY0fHgG508MHXlFVXnVBuu+2RetEc7r777mpG2QiQONlFQNQfMT5mjTXWKHvvvfdcLfR0zTXXVOND4u/T+/tvtJZ4f9r5mKqLnyvaSWJmg7hrHywBwqy1Aua2vrndRPVV3MpvuOGG9aLZXH755VXPnFig6tZbb60XD6l4//ic+Lz43Eai7jquvKNDwGBOXp3kuedeLJttdmbZYINTeu4SBt81+Z577qnGxsScWnMzsDIa7y+77LKy8847V+ND4ruwyCKLlE022aQKpAiR+Dtccskl9Zc21I7HVN3FF19cjYWJny/aieL3OFgCZIyL+YriVn/ttdeuF3WFE044oTohDPTlj+ksYnxA3LH89Kc/bbhuQla8X7xvvH98TqPpM3r1jovolBXvsu6++/Gek/Sx5Qc/uLReNKzi73HRRReV7bbbrlqXpLetZIcddqiOlb6hHXeCvdVocZXe7I62r3Y7pnpNmzZtVvvQqquuWq6fix6XAmSMiykOou0j1qjuRoO5ko9ZS2M0e4xFiB5AMVV6q71YGonXx/vE+8X7xvsPNHtrq3dO3WLy5NvLiiseXa644p560ZB69tnnyvnnnz9rfEScQGM9lV133bVceeWVTf/WURahHn+XmL03qskaddDoq12OqRCdEKJNMPY/2nbi4mpuCZAx7NFHH636xsdVVzeL+vC4TT/yyCPrRf2K6cejrj1OMEsttVTVsWCwt/exfbwuXh/vE+/XaFrzulbabrrN8cffVO6449H603Pt2WdfKBdffFfZZ5+Ly+KLf3rW33SPPfZIXXlHaER4xEk4wiRCpZVAGM1jKvYv1qyPtqM4rvbZZ5+WAqcVAmQMiy6i66+/fhUk3a63N9NAcwL1ddVVV1VzOMWXLr6wUc+81VZblYMPPricffbZVfVS7yP+P56P8tguto/XxevjfVrV23usXedW6gTRnjJlyt/L97//x7L66sdWdzcbb3xaz9/n9JYHEQ4k/k5RnRV/57jDbTTzQd1IH1PRIWDllVeuXrvRRhsNOrQGIkAYE6ZPn54eTxHzOJ122mllm222KSussMKsbqL1Rzwf5bFdbJ9ZaS+qrZqNX6F/M2Y8V849946y665TymqrTaxCIxroJ06cWrWzDJdoL4nq0bjD3XrrnctDD7XW62q4j6kHH3yibLnlTtV+xVTu0UlgOAgQxoz999+/GtF922231YsGLXoAxdVc9LeP/8b/z604GcVJYyjqpjtVnPgbDTCMsr4ee+yZctZZfys77nh+NcdWlG+55dlVddj06a0NOhwK0bYWXX2XW27TsuaavynHHvvnqofZYA3FMRWfO2HC1KpjwnLLfaUcffTRA7b9zQ0B0gHipNJIszJm1zunVAy2ajetzOE1FkQI7LXXxeXUU+fs+to3QE444eZqTq14bLvtOeXkk2/pufofmnr9rBkznikHHXR1FWZf+MLvykUXTatvMqz++Mdp1efG58cYm9if4ebs0wGahUSzsl4xh1JUjUTPk5jeefXVV696o4xFvbPaxijmdtI7i/DcDIDrBhESUR0VY0Puumv2qqe+AXLjjQ+UM8+8reF8WqPpn/98vOy00/nV/m633bnlzjsHng13bkTngwjR3ru34ayyqxv47MOoaxYSzcpC9A2Pfu6xCFHcEkcdagw2aser8JHSu65GjIFpB9GwP9A6JmNFb0jccMP0nt/H72dbO6RehdXuYrqWCMK4S9p//yvK448P7R1BVOH95CeXV++/4Yanlquvvre+ybBrfvahLTQLiWZlIXpsNFvmdSyKnjjttLJfNOxHA3809I91fUNi/Phry+GH/6+rbacFSIgAPPHEm8snPjGp58JlUvntb//S74JagxGvjznE4v2G6j2zmp99aAv1nhn1RzNx9xEjT5ndtttuW03OFwEba0+M1iO6gsY8REL+ZX1D4vnnXyqbb35mVV1VL+s0cbfw4x+/fLfw5S/n7xauuuqe6m5juO5qBqv52Ye20CwkmpWFGGXebN3nsSrWxX73u99dzXUUVVqj9YipJKKP/0jP3Nqu6iExbdpjZaONTi0zZz43R1knuv32R2a1V0QPsl697Rf99Z/o/bnvu+/J6t/x+uEYdJnR/OxDW2gWEn3LJkyYUI02jRNjrMAW3IHQSfoLid/97pZqrqz+yjpV3IE8+OD/xvrEz9ZK77N77mltnMlIaXxmom20GiAxm2jMShqjWKNRNkQVzQEHHDBrG2hn/YVEXJX39mrqVvGztdL7rN00PjPRNloNkF4xMdyyyy5b/Tt6YcXyloccckjPLfB9VS+sK664oivW14Zu0RsSndb7bM6zDx0tAiXmy+m7qEyMvI7pm2O9gBgHEvX+F1xwQZ9XAaOpb0h0Uu8zAdJlYhRzTImx+OKL14uANtU3JDqp95kA6SKxJnTM+T9lypSq8RzoDPWQ6JTeZwKki0Q7x4ILLlitFzB58uR6MdCm+guJTuh9JkAARll/IdEJvc8ECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAAp/x/qKTslCZ+fwwAAAABJRU5ErkJggg==)
| Product Number | 4H07-9-21 |
| CAS | 31555-36-9 |
| MDL Number | MFCD06245388 |
| Molecular Formula | C13H12BrN3O |
| Molecular Weight | 306.163 |
| Units | Price (USD) | Availability |
|---|
PN: 4H07-9-21
CAS: 31555-36-9
Molecule Weight: 306.163
Formula: C13H12BrN3O
![2-(1,3-Benzodioxol-5-yl)imidazo[1,2-a]pyrimidine](data:image/png;base64,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)
PN: 4H32-1-09
CAS: 866138-02-5
Molecule Weight: 239.234
Formula: C13H9N3O2
![3-Bromo-2-(4-methoxyphenyl)imidazo[1,2-a]pyrimidine](data:image/png;base64,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)
PN: 4H07-9-20
CAS: 478043-89-9
Molecule Weight: 304.147
Formula: C13H10BrN3O
![4-{Imidazo[1,2-a]pyrimidin-2-yl}aniline](data:image/png;base64,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)
PN: 3H30-1-LT
CAS: 58609-93-1
Molecule Weight: 210.24
Formula: C12H10N4
![4-Imidazo[1,2-a]pyrimidin-2-yl-benzonitrile](data:image/png;base64,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)
PN: 3H37-1-13
CAS: 104691-51-2
Molecule Weight: 220.235
Formula: C13H8N4
![2-(4-Methoxyphenyl)imidazo[1,2-a]pyridine hydrobromide](data:image/png;base64,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)
PN: 4H07-9-19
CAS: 31563-00-5
Molecule Weight: 305.175
Formula: C14H13BrN2O
![2-Hydroxy-5-imidazo[1,2-a]pyrimidin-2-yl-benzamide](data:image/png;base64,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)
PN: 4H48-1-55
CAS: 864685-39-2
Molecule Weight: 254.249
Formula: C13H10N4O2
![3-{Imidazo[1,2-a]pyrimidin-2-yl}aniline](data:image/png;base64,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)
PN: 3H30-1-LZ
CAS: 439108-84-6
Molecule Weight: 210.24
Formula: C12H10N4
TSCA: Not listed on TSCA inventory