![Methyl 3-bromo-1H-pyrazolo[3,4-b]pyridine-5-carboxylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABjfAAAY3wFJqUHvAAACYXpUWHRtb2xTb3VyY2UAAHichZXbitswEIZfRfi6q6OPIc6S7lIo7LbQ3ULvimMriSG2Ftk5vX1H9ob6oNigi0Gab/6RZgYtHy/FAZ2krnJVxg7D1EGyTFWWl7vY+f3+7SF0HlfLFJzAsaxiZ1/XHwtCzuczTveySC6qxKkqnPZ8canyns9ZYKV3hFPKyJ/Xl7eGecjLqk7KVAJV5Yuq2XxRaVI3WdyRIEWiT3lJWndS6FMb7S+nZlF8qTLn/12e4GwNKNrmB4m2ShdJjU6cYlj0C9rJUuqklhnaXGFbYBfuvlq+Pqv0WMiyBtNEyNPk8FbrYwobhTrI9AjBwPj+HDsFAyCpVbHWOrm2Jsqz2EkYvOJBmjDv1w8JucBFeeyEOOIevPAVbB/7EQ8hADFYF+YD+GcLB9iLmGhhDwLZYWFX7sIuFqEddu3K3bQF9pkd9uzKPuZe4M/B/jzMMQ3scDCAf7SwC2mLqIUZFtQOh3ZlAQ9G+ZxyNFbeXzOtoLme1LGsQbgNxzHjnn/LxYv8yBaOUftNGOacurdkQteeDLvTdV1taPIwDKz0sO2+6pu470bBre88Twgrfqfxuu94v/xs2HlP4xIO25Z0Jm+jyqxjNkE38BzG5ZfcVtxoIDNZSmdSm7JAAOPaBXgf4MhM0xQg+oBAZoI+AW4D3BHgTSt4fcBDZlI+gbUN8PuAj8x0TAFBHwiQmYgpIOwDITJTMAVEfSBCTZ9PEea8VzqKmu6eZIblhnqzmYIzbmHEjI4Y3X8WGZSdQd2ZO8OMK29HSKf3ye2HAnP0e5HO10bgQ1/9Aw3AZWIiqu5qAAA8G0lEQVR4Xu3dB7gU1cH/cXvvoq+KNRpL7CiiopEWC3aNQt5gwYiA8ipiiViixhL9awRNbCAodlBsqIAFRAOiCBEBFRUVKYKA0qt4/vub61lmD7fsnm0zs9/P88wj3nNmd2bu3fntzJyyhgEAwMMa7g8AAMgGAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIAeRg/fry58sorTYMGDUy9evXMuuuua7bZZhvTrFkz061bNzN//nx3lcAaa6wRLNnIpW4pRW+LACAGli1bZjp06GDWWmut9Am+umXLLbc0Tz/9tLt6TqGQS91Sit4WAUDErVixwjRv3jw4qW+88cbBFcjw4cPNnDlzzPLly82MGTPMoEGDzCWXXBKUV3fyzyUUcqlbStHbIgCIuKuvvjo4oe+xxx7myy+/dIszzJo1y7Rq1cr9cU6hkEvdUoreFgFAhE2bNs2st956Zv311w+ef/jKJRRyqVtK0dsiAIiwW2+9NTiZt23b1i3KSS6hkEvdUoreFgFAhNlnHwMGDHCLcpJLKORSt5Sit0UAEGH169cPTuZTp051i3KSSyjkUreUordFABBhG2ywQXAyX7JkiVuUExsKuSxRE70tAoAII0BWid4WAUCEcQtrlehtEQBEWFQeoo8bN8507drVHHrooWarrbYKmhWrX0rHjh3N5MmTM+oWS3ZbDwAIRKUZr/1Zdcvmm29uRo8enVG/GLLbegBAQLeuNGBiuTsSNmzY0Pz73/82H3/8sVm4cGEwjMrgwYPNgQceGNQ9+uijM+oXQ3ZbDwBIu+KKK4KTtG4ZffXVV25xhtmzZ5vWrVu7P642FGqSS11tj+puuOGGblHBZbdFAFBBdNLXQIi777676devn1scDJjYpEmT4ES9ySabmKuuusqMGDHC/PTTT0HZzJkzg6uBTp06lXwwRT3/UN1dd93VLSq47LYIACqARtm99957gyHY7Un7zDPPdKsFli5datq1a1fncO5bb721eeaZZ9zVcwqFbOrOnTvXDBs2zBx++OFB3fvuu8+tUnC1bxEAVAhdMeyzzz4ZJ/+DDjqozuccag3VpUsXc/DBBwdhEZ5Qqnv37mbBggXuKoFsQsGqra4bWHvuuafp3bu3W60oqt8iAKgQX3zxhTnppJMyTsIKgB49epiVK1e61SPHDRDdUuvcuXMw4VWxESAAKtK8efOCiaA0NLs9+erqQVcTuh0UN7YVlq6EtC/aj2IjQABUFF1VPPLII2bbbbfN+ObesmVLM3HiRLd67HzzzTfB/my33XZuUcERIAAqxrvvvmsaNGiQERx77723GThwoFs1thSC2i+1/io2AgRA4qlpq/pihINjiy22MN26dQua3cbRkUceGTQxnjRpUvC844cffgiGV9lvv/2C/TvuuOPcVQqOAAGQWCsXLTIDbrwx6FRng2Pttdc27du3D+Yqj7NwGLqLWoNNmDDBXaXgCBAAyfTUU8bstJPpmzqhNvr1xKrOfxr6Iwk++ugjc9FFFwW34DTEvG5Z7b///kHDgOnTp7vVi4IAAZAso0YZ07ixvqIHyw+p5f/ttpvp/9xzbk3kiQABkAwzZhijEXLXWisdHmaTTTR8rlm5dKlbGwVAgACIN3WYu+MOYzbbbFVwrLmmMeeco6Fz3dooIAIEQHy99JIxe+yxKji0NGpkzPvvuzVRBAQIgPhRC6MWLTKDY4cdjOnTx5hffnFro0gIEADxMWeOMZ06GbPOOquCY/31jbn2WmNqGLQQxUOAACiNoUONueACY37726qH2+oprdtP+pnK6tK3rzFbbZV51XHGGcZ8/bVbEyVCgAAoLl0ZaE6N8Im/uuWPfzRm4UJ37VV0i8rWPeAAY4YMcWugxAgQAMWzZIkxhx1WddLfaCNjunY1ZsyYqlBRWKhT3/XXV12NqM4RR2imJvdVqvzjH8bsu68xDz5ozM8/u6UoAwIEQPHoeYWCYccdjfnsM7d0FY2Cu/POVXU7d3ZLEVEECIDimDy56mH32msbM3KkW7q6Dz+sqr/uusZMmeKWIoIIEADFcfPNVVcUZ5/tltRMdbXOLbe4JYggAgRAcTRrVhUGL7zgltRMdbWO+ngg8ggQAMVhW019951bUjPV1Tr167sliCACBEBxbLBBVRioJVa2VFfraF1EHgECoDjyCZANN3RLEEEECIDi2H57/1tYuv2FyCNAABRH06Y8RE84AgRAcdx0U1UY5NKMt1WrqnVoxhsLBAiA4vj226pOhOocqE6Cdfnoo6q6WnK57YWyIUAAFM/FF1ddUWiYEg1XUpOvvjJm112r6l56qVuKiIpcgFx0yCHVLpcefbS5/dxzzRtPPGFWLF/urgYgihYvNib1+Q2CQQMmXndd1QCKGkhx0SJjxo415m9/qxreXXU08GIurbZQVrEJkPDyj/POM0v1hwkg+ubPN+bUU6sCorbl9NOZFCpmIhsgYStXrjSzp083Q/v2NZcdc0xQ/tL992fUARBxmr/j/PON2X33qqHdtejf+hlze8RSLAIk7P1XXw3Kb9C3FQBA2cQuQOb/+GNQfvHhh7tFAIASil2ALPjpp6D8co30WY3w+p+PGmV6XHON+esJJwSB06FhQ6c2AMBX7ALk/ddeC8rvatfOLQrY9V964IH0v+3S/tBD3eoAAE+xCBA9RP9xxgwz7PnnTeemTYPy0W+/nVHHCgfGPR07momjR5ulai4IACioyAZITcs1J54YPEivSTo8OnQwv6SCBwBQHLELkPYNG5rul1xiZmiYhGrYehM1LAIAoGgiGyCu5UuXmumTJpkBPXqYi484IriVNbOa8XLs+ty2AiJKnYBbtzamTRtjUp9rxFdsAiTsPy+/HNR5RMMiOLJZH0AZDRy4qvc5HQhjLZYBsmThwqDOX1u2dIuyWh9AGaW+AKYDZNAgtxQxEusAueSII9yirNYHUEYESGLEMkD+89JLQZ0bzzrLLcpqfQBlRIAkRmwCZMWyZWb611+bV3v2DB6iq87gxx93q9W4PoCIIEASI7IBUtfSs2tXs/Lnn93VCRAg6giQxIhNgGgsKz00f/Cqq8zYYcPc1dIIECDiCJDEiFyAAEg4AiQxCBAApUWAJAYBAqC0CJDEIEAAlBYBkhgECIDSIkASgwABUFoESGIkKkBmT5tmPv3gA/fHAKKEAEmMxASIhnvv3KRJ0Adk5Ouvu8UAooIASYzEBIiGOvm/o44KAuTeTp3cYgBRQYAkRmICRB666qogQDo2amQWzZvnFgOIAgIkMRIVIB+m/hjtUCa1zZsOoIwIkMRIVIAsWbQomCNEAXL/5Ze7xQCigABJjEQFiPw7FRwKEAWJAgVAxBAgiZG4ABkxYED6NtaHgwe7xQDKjQBJjMQFiB6e6yG6AuShq692iwGUGwGSGIkLEOl+ySVBgKhZ77IlS9xiAOVEgCRGIgPk3f7907exxrz9tlsMoIwWpALks1R4aFlIgMRaIgNk/pw5pkPDhkGA9Lr+ercYQBl9mgqQrqnw0PIFARJriQwQufuii4IAueyYY4Je6gCiYXAqQHZIhYeWoQRIrCU2QIb07Zu+jfXJe++5xQDK5OVUgKyRCg8tgwiQWEtsgPw0c6Zp/+ttrMduvtktBlAmBEhyJDZA5M62bYMAubxZM7Py55/dYgBlQIAkR6ID5I0nnkjfxvp05Ei3GEAZECDJkegA0QRT7Q89NAiQJ2+7zS0GUAYESHIkOkDktjZtggC58g9/ML+sXOkWAygxAiQ5Eh8gr/funb6N9cXo0W4xgBIjQJIj8QEyY/LkdIA8e9ddbjGAEiNAkiPxASI3t2oVBEiX4483v/zyi1sMoIQIkOSoiADpd//95oQ99jBH77KL+eSjj9xiACVEgCRHRQTIF59+an671VZm+003Ndddc41bDKCECJDkqIgAkb323DP4g/3Nb37jFgEoIQIkOSomQLp27Zr+ox0zZoxbDKBEHn744fRnsVWrVmbBggVuFcRExQTIRx99lP6jve6669xiACXSvXv39GdRy/bbb28ee+wxGrjEUMUEiOy6667BH+zee+/tFgEokfAtrPBy2GGHmREjRrjVEWEVFSBXXHFF+o91/PjxbjGAEggHyF/+8hez2Wabpf9/zTXXNG3atDFTp051V0MEVVSADB8+PP2HejNDvANl4T5EnzFjhrngggvMWmutlf75xhtvbG655RazZMkSd3VESEUFiO6x1q9fP/gDPeCAA9xiACXgBoil55RHHXVUukyLbjv369cvtDaipKICRDp16pT+4/ziiy/cYsTQTz/9FJx4dtttN/Phhx+6xYiYXr16pT+Dr732mltsnn76abPzzjtnBMkxxxxjPv74Y7cqyqziAmTo0KHpP8o77rjDLUaM/Pzzz+ahhx4yW221Vfp3uvbaa5vLLrvM/Pjjj251lNnixYuDW8frr79++vd13333udUCqnvjjTeajTbaKON3265dOzNr1iy3Osqk4gJEJ51tt902+INs2LChW4yY0BcB3YYMf0sNL/Xq1TMPPvhg8PtG+T377LNml112yfgdbbPNNmbOnDlu1QyTJ082f/rTnzLW22KLLcw999xjli9f7lZHiVVcgMhFF10U/CGqxce3337rFiPCvv76a3PmmWdmnFB0BfKvf/3LDB482Oy7774ZZfvvv78ZMmSI+zIokRdeeCG4tRj+nShI+vbt61at1XvvvWcOOeSQjNfZa6+9zOuvv+5WRQlVZIDoRGP/CPVNBtGn3srqABq+/bHOOuuYSy65JONb7IoVK8y///3vjNtaWs4444wgfFAaM2fODJrohn8H6623nvnb3/7m3bJq5cqVwfOT//mf/8l43RNOOMF8/vnnbnWUQEUGiC597QmmcePGbjEiRC3n+vTpY3bYYYeMk0bz5s1r7cujUFGDCYWMXUfhc+211zJ0RhHps3XXXXeZzTffPOP3ZReNRaerknzMmzfPXHXVVUEg2dddd911zeWXXx40qEDpVGSAyHnnnRf84ant+fTp091iRMDIkSNNo0aNMk5Au+++u3nppZfcqjWaMGGCadGiRcZrKIwUSgydUVgDBgwwv/3tbzOOtZ4z6qrDNp+3S7Nmzcy4cePcl8jJl19+aU4++eSM19WzL421xbOv0qjYAHnllVfSf3S65YHomDZtmjn33HODZ1T2d7TpppsGreaWLVvmVs+K+h7sscceGScbhdP777/vVkWOPvvsM3PsscdmHNvtttvOPProo+mQXrhwobn++uvNBhtskK6jq8OOHTua2bNnO6+YmzfeeMPss88+Ge9/4IEHmrHvvONWRYFVbIAsXbo0PYSCvg2h/PQ7ufXWW80mm2ySPhHoCrFt27bm+++/d6vnTOFz5513rjZ0xjnnnMPQGR7UVFpNpnX7yB5P3Sa85pprzPz5893qgW+++cacddZZGSf7Lbfc0tx7773B8ytfWldNgu2t6d1TS5fU8ukf/6g3daujQCo2QMQ2D9Q3oR9++MEtRgk9//zzq7XWOfLII82oUaPcqnnT0BkKpfDQGQotDZ2hEEPtdHtITaS33nrrjN/XaaedZr766iu3erXeSV0dHHTQQRnr6ypCDVzyoauZSy6+2Pwx9Zl+LPWaP6WW1GWPSV3+6DLIrY48VXSA6KRl/3h79uzpFqMExo4da5o0aZJxItlpp53Mk08+6VYtOA2doUYU4ffW0BnPPfecWxW/UpNoNY0OHzM1nX7rrbfcqnVSEPXo0SPoDxJ+PT3XyHeUiJnjxpkvdWdBAWKX+vWNefxxtyryUNEBsmjRonRP1+OPP94tRhGpN3H79u2D3sX2xLHhhhsGD1z1eymlp556Kgit8ElMocbQGatMmjQpaAodPka6AtHzw3xuPYlaTqkFVfhWmFpYqaWVWlzlRS2+NAtpOEgOP9yYDz5wa8JDRQeInHTSScEfrO6F6yEtLbKKS808u3XrFtz3Dp+MNDNdOTt1KrQ0dIZCzG6Twk2dTit56Aw1eVbTZ7f/jZpI19WLPFfqy6E+HeG/C40a8cgjjwR9QLyp4cXttxuz6aarQiT1eTfnnWcMn/e8VHyAuJfjCpKjjz46OMlpGAUUjkZe1WRe4eN98MEHm3fffdetWjb6nbdu3TpjGytx6Iya+t+oSbSaRheTeperl3n4fRs0aBD0Rs+LwuL886vCQyGiZZNNjLntNrXgcGsjCxUdII8//nhGcIT/YO2iWdL+8Y9/ZP1wEKubOHGiOfHEEzOOq75Z6rlTXt8si0ihppNWeJsrZegMNW3W331439UEWk2hS0VhrdBWeIe3Q+Ge9xc7jdh8xBGZt7V0m6t/f7cm6lCxAaJOSOpboD9KtcD55JNPgr4h6mDo/tHaRW3LNZrop59+6r4cqjF37txgFshwj2H9Wz9TWdQp3HT7xA6+aZeWLVsGoZg0asqsJs3hL1Nq8qymz779b/Kl24e6jeg+K9PtxryflT3xhDE77pgZJE2bmtTJwK2JGlRkgOjDcOihh6b/IHv37p1Rrm8/ak544YUXrtZCxC66FXPDDTeYMWPGZKyLqhOvri7cY6erkHxb15SDHuReeeWVqw2d0aVLl1gEYV00NpWaMLv9bzRLoJo8R4EaNGhOkPDfkxo+aO6QvKhpb+pzHDT1XePXEFlnHWM6dlSbYLc2HBUZIDoZ2D9C9QWpjZoaauhwDdrn3g+2i8b3ufrqq+nVnDJs2LDguUb4+ChswzPPxZXCzza6sItCUk1Ro3orri5qsqymy+F9UtNmNXGOouq294LU9k7Pd3vVgOOsszKvRrbc0ph771UvRbc2flVxAaIrC9uBTCf+XJsJ6kGevnm6cxvYRd+KLr300uBEWkljLakF1dlnn51xLNTSqnv37nk384wa/Q25Q2eoU5w6x8WFvtFX1/9GTZqjzl4xad70LVPbfX5qeTn1mU5dMqmXqFs9N6nPbeqXmRkkqd+1efNNtyZMhQWILsc1Ro8+LLoFocH68qHpU9XE0R1jyS56L/V1UCerpJ1ELd2HVt8Nt/lrhw4d8h7jKMr0+9TwG25zZA3ToeE6oqqozxRKTM9sbjvnHHPPmmuaSfZkv9lmxtx5Z1XTXV+6mkxdVaYuL1eFiAJq7Fi3ZsWrmADR1YA6C9oPze1qF15AegivD6E7oZFd1OlKw2doDuhyPZAsNPUW33HHHTP2s2nTpsGxqBQKSQ0IGB42XgMG6vmYBhCMiqK2aiqzubp1fNhhmVcNqS91Jt9WY3q+1aWLSX3brHpG8uWXbo2KVzEBcvfdd6c/NJpLopj3rNVCR4MCujOo2UUtW9q0aRPMi6C5n+NGV14apyq8T7od2L/IzSAVvBoCXO+jTp96yHv++ecHzyV0O8Yu+n/9XOWqp/par5jBrdDUoJzhY6JwfUItfcqsaP0qokS3ix97zJjtt88MkhYtNKa/Wzs3GmhzyhT3pzAVEiB6IGhb0Oihp4YLLxXdztAEO+4J1y66j6tnB2pNEqVvrNXRiLg6MbuDEN52221FGYRQz6fUtLpz5861zn+ey6LX0evpdXN9/pUNfSlQmIbf84gjjjAflGHoDPXsVpPj8LYUpGd3lGmysGuvNWb99VeFiFpVdeqkWcbc2shT4gNEQzHYSW7Uvv3VV191q5SM7tlqyGk1RwyfhO2iWx+nnHJK0AM4SjOr6Zu7OlPafjP2WGrOjkKHsYYBV7NqXUlUd4zcRQGmVjlaDj/88PS/w01Sa1r0+nofvV9Nw4/70PHSLVL3eKmPUSmGylHTYjX0KMrYUnExaZIxZ5yReTWy9dbG3H9/YVtVDR1a9fA+dY4JerWnvhAGt8/0M5UlXOIDRCc5+yHS3AVRoTmj1fxTQ0OEP+jhD/xxxx0XfFss51DzL774YjALYHjbdKLOtwGCa/jw4UGT6vDD+PCy5557mnbt2gX38fUlINuOfKqn+lpP6+t13NfWovfV+2s7CkVhodBwJ8ZSuBTjdpquKqob3Va39OLY/6YghgzReEWZQbLffsZ4jB6cQVc6Z56Z+brVLZqPJOJ3FvKR6ADRQ177IVIzy2LcZikETcyj2dv0QQ8PWmcXtZjRw+n7U9+eCv2NvyZ6ZqBnReHt0LSkGv6lkN58883VmpNq0SjJ6hWtZwiFnuxJr6fX1evb0ZjDi7ZH21Uoun2l21jh9yjE3OBhxZpfIxE0ve0DD1RdgawROrmfdpoxPkMULVmy6qF96u/HdO1qjDoUK1QUFhrFWfOP6GpEdTRsSkTPPflKbIBo7Co785yeM2jazTjQLTcF35mpbzfVndz0bfaoo44KvlEXY/RajbB68cUXr9aqSNORFvIZjU6qupIJ75tuKemKTLfwStWkVO+j99P7urfMtH2FfHah0Cr03ODFmuEvkVJf1Myll1a1qlrj1xDRs5JrrtG9U7d2zfQ8RetqGJTaziu6St5556q6nTu7pYmQyABRk8XwYHC6DRRHOrmp5+3//u//1nhPv2HDhsEtkXwHe3SnBLXLH1OX4IXs16CAUt+Y8MlaYaVWacUe5bUuen9tRzg8tZ3a3kINXV6oucH1OmoqnO/rVCSNZXfssZlXI9ttZ8yjj1a15qqNmjzrofzaaxuTzW1cDdyo+gqtBLbkSmSAaFgR+6FSC6ck0O23AQMGBK2g3M5rdlELIw32mOuJWLdrfve732W8lgaO1BAuhdSvXz9Tr1699HvY8ZY0WVGUaHu0XeGQ03Zr+wslnyuHmq5kKqn/TUGkPk/Bw+81QkGS+kJmPv/crblK6vMV1MvlvKK6WueWW9yS2EtcgLzxxhvpD75a4yRhsDuXrrC0nxrs0R0p1i5q969vuqNHj3ZXT9OIxGr1FV5PJ8qHHnooGAOsUDT0hHqmh99H42VFfewwbZ87rpf2Q/tTKDU9u9Dv11WKZykVR3O83HWXMZtvvipEUlf8NbLT5OZyzFVX66hPSsIkKkBmzZqbOnE2TV0xbhxczo8YMcKtkjhqeaMrBc0Q534rtctuu+0WNOG0x0NNOXWV5o4uq/4RhW4+rNY/4ROkWjvpVlkhA6qYtJ3a3nDrMO1PIVs11TU3eKlbc1WkmTONadfOmN13V9NDt3SVHXaoCoPvvnNLaqa6WkdzsidMYgJEty4vuugxs9NOrc3WWx9u7rijm1slb2otNWTIEPPwww8HI/rqdpKm4Az3gtb/6+cqVz3V13ql8p///CeYb8MdsTR84nGbDWuIF3U6KzR9g9cQLvZ9NCpvXG+zaLvDsylqvwp9BVXd3OC6mg6PW1XK/iSohh32PZerUNXVOlo3YRITIE899Yk55JCHzX773Za6Ar079c28jodhWdCtCt0eUKuk/fbbL+Okm+ui9fU6er1C3gKpzahRo8x1112X7kjpLrrNpbG5ikHDZ6j1m30vNZktZCuuctD2az/sPmn/ijFDYXVzg2spV492hOQTIKmr2KRJRIB89tms1IfrkSBAmjfvk7oaXeBWyYlGz9W3vHBP4uoWPfS0PZ/14bb/rukht130unp9vU+pqKmobmPZbVAT1WLN8f3MM89kfIu+6aab3Cqxpv2x+6b91P4Wg25R2ffR3wsiwI615XMLS7e/Eib2AbJo0XJz+unPBuFx6KEPm2HDvnWrZEUtXzQXgvtA0y66gtCkUupIp8EE67otpXLVU32tV9MVjN5P71tXy5tCUI92+74agr0Y9I3choduvTz44INulUTQftlbS9rfYlyJ6Hak/X3FYZ6OiqApb1O/Dx6iV4l9gNx009AgPLTceed/3OKsaKgLd4gL3WvWmFVqkVSooUT0Ono9vW74gagWvX+xx+kqdoBoeBN720on12effdatkijaPxsi2u9CD+9CgESQrqYVBrk0423VqmodmvFGy6BBX6bDo3Xr58yyZbm17Pn6668z5gixJwKNmVXIznPV0evrfcLPCbRoe7RdxVDMAFFrofAD86Reebi0n3aftf+FbJ1FgESQRn9QJ0J1DlQnwbpoql3V1ZLLba+YiG2ATJ06L/VN/tEgPBo37pU66ebW/FSdsexQJ1o0BlXXrl0L1uM4W3o/vW94DCxtVzHmkShWgKhRQPjWX9KeedQl/ExEx6FQjSQIkIi6+OKqKwoNU1LboJ4aHWLXXavqagiVBIplgKxYsdKcd96L6auPF16oZTwahz7cGq7CfjC1qDNdvkOB5Evv73bq03YW6mQkxQoQDZ8R3uZKFP6b0vEoBAIkojQJ3CGHVAWDBky87rqqARTVylBjuGnqW32+NLy76mjgxQJ+jqMklgHyr399kA6Pq6/OftRUjRHUuHHj9IdS40tpLogo0faEx73S9hZqbKNiBEjfvn3Tr6l+EnFvqutL+x3uJ6Ljki8CJMI0+OKpp1YFRG3L6adXjdKbULELkA8+mGoaNuwRhMdJJz2V+j1m1xP3u+++y+gPoVZRGsojirRd4VZb2m5tf74KHSC6/WZ7T6undlw7CRaK9t/2WNdxyfd2KAESA5pv5Pzzq3qwa2h3Lfq3fqayhItVgPz44xJz/PFPBOFx2GE9U1eN37tVqjVjxoyMVlaa5yLqM7Np+8LzcWj7tR/5KHSAaJRa+3oaBBAmOA72mOj45IMAQdTFJkA0VMlllw1M37rq2bPmQQLDNDxEeD5tjYBarA50habtDI/Yqv3IZ6yqQgaIekTbQSs14GBcxrYqNh0HOwCjjk8+PccJEERdbALk6afHpcOjXbtXshqq5JdU6px44onpD6Fm/ItLeFjaXm233Qftj/bLRyEDxE4GpZNkoceEijsdDxuuOk6+CBBEXSwCZOLE2emhSpo101Al2T2o/fvf/57+AOphdCFbNJWStjv88F/75aNQAaL5Q+zrtG3b1i1Gio6LPUa+0+MSIIi6yAfI4sUrzJln9k1ffbzzzjdulWq999576W+B2223XcnmEi8Wbb/2Q/uj/dL+5apQAWLnMNeQ+VGbDCoqdFzszIY6Xj4IEERd5APk738flg6PO+7I7qSpORLsDHsaamLYsGFulVjSftihM7R/uc4FUYgAGT58ePo1NDItahYeuVfHLVcECKIu0gEyePBX6fBo1Sr7oUrCt640XEiSaH/svuV6K6sQAdK6detgfV0F5Tp1bqXR8bFXwTpuuSJAEHWRDZBp0+anLv2rhio58sheZtKk2ke/tWbOnJkeX2qnnXYy89XhJ0G0P9ov7Z/2U/ubrXwDRE2LbT+HFgkcWbQYdJx0vHTccm06ToAg6iIZID//vNK0bftS+uqjf/9P3So1Cs95kdQPnfbL7qP2N1v5BkivXr3S6/fp08ctRjV0nOwx0/HLBQGCqItkgLz88ufp8Ljqqjfc4hrNmjUrffWxzz77BPOFJ5H2S/un/dT+ar+zkW+A2IfnGmplQYKHZygkHSc7NE2uD9MJEERdJANkxIgpwXAlp576TOqyf6lbXKN77rkn/YF78skn3eJE0f7ZfdV+ZyOfAJk7d276Af6f//xntxi10PHScdPx03HMFgGCqItkgMicOYvN0qW5zdK3//77Bx+2evXq5dxCKW60f9pP7a/2Oxv5BMjLL7+cXrcYQ80nmY6XPXY6jtkiQBB1kQ2QXI0ePTr9YUtay6uahFtkaf/rkk+AdO7cOb3u1KlT3WLUQsfLHjsdx2wRIIi6ogWIfYahecrVk7w2tm4+brnllvSHbdSoUW5xImk/7T5r/+uST4AceOCBwXoa1BG5s4N56jhmiwBB1BU9QLR07jzQLc5QiADRPOP6oGkYbd+xouJG+2mHU9f+18U3QJYuXZp+/nHhhRe6xciCjpuOn46jjmc2CBBEXdED5Oijewf/HTu25qHI8w2QRYsWmfXWWy/4oLXSBPYVRPur/db+6zjUxjdAxo8fn14v2wf2yBRu4KHjmQ0CBFFX9AB54IFRwX/btx/gVknLN0A0ZLb9oD3wwANucaJpf+2+1zV0uG+A9O/fP73ea6+95hYjCzpu9hjqeGaDAEHUFT1AFixYZpo2fSz4t2YTrE6+ARLurPXOO++4xYmm/bX7XlfnPt8Auf3229PrlXvu+LjScbPHUMczGwQIoq7oASKPPfbf4N/nnvuiU6tKvgHStWvX9Act31n74kb7a/ddx6E2vgHSoUOHYB3dv2fiKD86bvY5ko5nNggQRF1JAmTJkhXmuOOqpqIdNuxbp2b+AdKmTZvgQ6Ze2ZXI9r7XcaiNb4DYjnCbbbaZW4Qc6PjpOGbbEZMAQdSVJECkb9/xwf9rVF23kZRbN1ennnpq8CGrX7++W1QRtN/afx2H2vgGyCmnnFLRx7dQ7O9JxzMbBAiirmQBsmLFSnPyyU8HPxs06MtQzdXr5qpZs2bBh2zvvfd2iyqC9lv7r+NQG98AqfTjWyjZ/p4sAgRRV7IAkQEDJgY/O/30Z4MRd63q6ubCzs/doEEDt6giaL+1/3XNv+0bIJV+fAsl29+TRYAg6koaICtX/mLOOqtf8PMXX/ws/fPq6uai0r8hZ/vN1jdAKv34Fkq2vyeLAEHUlTRA5O23vw5+3rLlU+kZBmuqmy2egfAMJA54BoKkKXmASJs2/YOyp58eF/x/bXWzYVthad6FSmTnm6AVVrTRCgtJU5YA0XwfKvvDHx43ixevqLVuNugHUrXv9AOJLvqBIInKEiDSrt0rQXmvXmPqrFuXcE/0YcOGucWJpv21+05P9OiiJzqSqGwB8vHH3wflTZo8WmfduowcOTL9QXvooYfc4kTT/tp913GojW+AMBZW/hgLC0lUtgCRSy8dmK5XV93aaN7pddddN/igZXt/OSns8wntf13zlPsGCKPx5o/ReJFEZQ0QTTSlCaeyqVuXxo0bBx+0HXbYwS1KNO2v9lv7XxffAGE+kPwxHwiSqGgBUmo6IdoP27hxVa27kk77mUsg+AaIMCNhfpiREEmUmAAZPnx4+sN27bXXusWJpP20+6z9r0s+AcKc6P6YEx1JlZgA0fSue+yxR/Bh23nnnc3KlauGSkki7Z/2U/ur/c5mGt98AuTll19Or/vEE0+4xaiFjpc9djqO2SJAEHWRDJDly1cGnQxHjZrmFtXq5ptvTn/gBg0a5BYnivbP7qv2Oxv5BMjcuXPTz0EqraFCvmxDBx0/HcdsESCIukgGSL9+E4KH6o0a9TTjxs10i2v07bffmnXWWSf4wP3+9793ixNF+6f91P5qv7ORT4BIkyZNgnXV872uFl+oouNkRwrQ8csFAYKoi2SAjBnzvWnYsEcQIqec8oxZuHCZW6VG5557bvpDl9ROheHOg9rfbOUbIL169UqvX1enRVQJd3LV8csFAYKoi2SASPfu76eb91577dtucY0+//xzs9ZaawUfuiOPPDKrZwNxov3Rfmn/tJ/a32zlGyDz5s0zG264YbB+ixYt3GJUQ8dJx0vHTccvFwQIoi6yAaLnIOec80I6RF55ZaJbpUbhq5BHHnnELY417Y/dt1yuPiTfAJHWrVunw2vChAluMUJ0fOyXGR23XBEgiLrIBoh89908c/TRvYMA0X8nT87uAaQGGNxiiy2CD169evXMzJnZP0eJMu2H9kf7pf3LdeDIQgRIuLn0Oeec4xYjRMfHHqtsmlm7CBBEXaQDRF577Yv0Vcif/9w/uDLJxv3335/+8B177LGxb9ar7dd+2H3S/uWqEAEi9mG6HuBPmjTJLUaKjott0JHrw3OLAEHURT5A5IYbhqRD5J//HOEWV0sn3ObNm6c/gLfeeqtbJVa0/XZftF8+gVioAHnzzTfTr9O2bVu3GCk6LvYY6Xj5IEAQdbEIkEWLlptTT30mCBCNnTV8+HdulWrpFs/2228ffADVBv/55593q8SCttv2wdD+5HrryipUgIidJ133+N9//323uKLpeNhnH9nOf14dAgRRF4sAkQkTfkh9GHsGIaKJqGbPXuRWqdbQoUPTI/VusMEGZsiQIW6VSNP2aru1/doP7Y+vQgbIBx98kD5JHnzwwUw09SsdBx0PG646Tr4IEERdbAJE+vT5OH0r6+KLXzPZttDVUBJrrrlm8EHcdNNN8zoJl5K2U9ur7db25zuESCEDRNq3b59+vXvvvdctrkg6DvaY6PjkgwBB1MUqQBQYCg4bIgqUbP3zn/9Mfxj1jT7qt7O0ffbKQ4u2P1+FDpA5c+aYbbbZJng99XP45JNP3CoVRftv+8nouOj45IMAQdTFKkBEt650C0sBoqFOxo/PvomuTsL2SkTPFPRg2udhdDFpe7Rd9pmHtrcQ4SGFDhDp27dv+jX33ntvs3DhQrdKRdB+a//tsdBxyRcBgqiLXYCIHqLbiaj0cD2XoU50G8g+E9GiprFR6Sei7Qg31dV25nvbKqwYASIdO3ZMv26bNm3c4oqg/bbHQMejEAgQRF0sA0TuuWfVUCfXX5/9UCeiB9O2dZaWrbfeOujhXa5hT/S+en9th90mbV+hH/gXK0CWLFliDjrooPRr33TTTW6VRNP+2n3XcdDxKAQCBFEX2wBRh0J1LLQh8uqr2Q91ImoKG+4nokVjTJV6AEa9nx3byi7aLt+murUpVoDIF198kRGADz74oFslkbSfdp+1/zoOhUKAIOpiGyCioU18hjqx9LxBPbrtsCd20VDpAwcOLNoViV5Xr2+HZLeLtkPbU6znMsUMEBk5cqTZeOONg9fXM5xnn33WrZIo2j/7rEr7rf0vJAIEURfrABENsmivQtq0yX6okzB929fAhLZfg1122mmnYNrY8ePHu6t40evo9fS64ffR++r9i3HVEVbsAJHXX389/YxJJ9ekXolov2x4aH+134VGgCDqYh8gct11b6dDRMPA+9LQ6DqR2zGMwoueSehB6QMPPGDefffd4GRcG5WrnuprvfAzF7voffR+uQzJno9SBIg888wzGQ0VkvZMJPzMQ/up/S0GAgRRl4gAUSssTTylADnssJ5m2bL8ekVPnjw5mCZ29913X+2kH1422mgjs+uuuwZLo0aN0v/Wz9264UWvq9fX+5TCmDFjzA033JCeM17LVlttVfBbLmH6Rm5vZ2nRyLRxb+Kr7Q+PsKv9K8aVh0yfPt2ccMIJ6ffKdtpioJQSESDy6aezzFln9TM33jjULcqLvgXq23rjxo0zvlXnsmg9ra/X0euVgsZjuvrqq81vfvOb1bbHLupjoiugadOmuasXhLYh/GBd/STi2tlQ2x3u56H9KsYYYEuXLjW33357egQCuyT9eRLiKTEBUgr6BqqxjTRN6V//+ldz/vnnm5NPPjkYrtsu+n/9XOWqp/ql+OatB/Nq0XXZZZet9ozFLrvsskuwbcccc0zG8x7N2X3bbbcFJ69CU6ukcBNf9dS+7777YjN2lrZT22t7mGvR/hSytZX1wgsvrBb4hxxySPBzIIoIkBhbsWKFeeutt4Ixl7bbbrvVAkOLblt17drVfPjhhxnr6v/d5sO77bab6d+/f0a9QlC/iA4dOmS8lwYcLMY3+ELS9tmBEe2i/ShUPw9LVzfNmjXLeJ8dd9yxoJ1IgWIgQGJm2bJlwX13zTcRvj0UXvbdd19z4403ZnW76MknnwxOVuH1mzZtasaOHetWzVu/fv3SMypq0VXQBRdcELlJqbQ92q7wVZq2W9tfSLNnzw56rYcbbWj8Mz2vKsVVK5AvAiQGFi9eHNzG0APczTbbbLXA0NKgQYNgDK2JE3PrUCmLFi0Kns+Eb9Ooiaq+beskV0gaYFBXTOGTs06gaqlW7jnW9f7ajvAJXdup7c13YMQwXTlq1N4tt9wy43d41llnmW+++catDkQWARJRixcvS4XG26Z16z9ntGYKL7oFdddddxXspPPtt9+as88+O+M9dJLr3r17cNIrJD0bspNShU/WLVq0CJ4dKdRKQe+j99P7uv2AtH35zOdRncGDB5t99tkn4330TOWdd95xqwKRR4BEyIIFy4IhWbp0GWwOPfRuU7/+6amrgh0yTrB6AK6HulOmTHFXLxg9jHfv/asF0qBBg9yqedN0r3aO9fCiptC64tJzgKlTp7qr5UWvp9fV61fX5Frb4zsNbU300P2kk07KeB8N+d6jR4+ijTwAFBsBUmY//bTEvPTSZ6ZTp9fSMy7aZbfd/mLq1Tso+HasE02xe6qH6aTWs2fP9HwfdjnxxBO9bpPVZfjw4eZPf/pTxm208LLnnnuadu3amXvuuScVsq9mvQ2qp/paT+vrddzX1qL31ftrOwpp3rx55sorrzTrrbde+r3UrLtLly5m7tzcht4BooYAKYNZsxaZfv0mmPbtB5iGDXtkhIaWI454xFx22UDzwgujzI8/znNXLymd5K644oqME6D+rZ8V4wQ4f/5807t37+AqwL2lVN2iJsi2A6duOdl/6+duXXfR6+t99H5630JSAGuE5W233TbjPVu2bJl1+AFRR4CUyPffLzBPPfWJ+ctfXk7PZRJeGjfuZa666g3z+utfmkWLlrurl51Oerr6CJ8MdXLUVUqxbsHo2/srr7xiOnfubA444IDVAsBn0evo9fS6ev1i0BA2atQQft+99torGEATSJLYBog98Wajtrq2TCf1iRNrb3FU2+tUZ8qUeebRR/9rzj33xdUCQ4tGENY4Xm+9NcksWVLYh9TFoucg4R7ZWho1amref7/uJsP5UhPmcePGBX1V7rjjjqCprTpG6tlCuDOn/l8/V7nqqb7W0/rFNGXKdNO6deuMY6MRlnX7bPny6H0pAPJFgIRO6J071/4NsbbXsSZN+tH06DE6dSJ5brXA0NK06WPBcCvDhn2b95hd5aKTYbdu3X5thrpm6iR5oNlllzapK6hXzPTpC9zqiafwv+++gWbnnU8w669f1c9FzaAvuugiM2vWLLc6kBgEyK9ldl6RsWNrflBd2+sMGvSlOeOMvqsFhhbN4X7LLcPMyJFTzIoVxbndUw46OXbqdI2pX//E1FXJX4N9PfLIXuahh0bF5ooqXwMHfmlatnzKHHDAXUGIbr75AcFV0Mcff+xWBRKHAPm17IEHRgX/1YPtmtT2Oi1a9MkIjRNOeNLceed/zEcfTTMrVxZnYqqo+OyzKebCC1fNDqlFJ1U9z0kqDd55wQUvZ+xz8+Z3mAED3nOrAolFgPxapj4Yur2kf3/wQfX9Dmp7nd69/2vOPvs5063b+6lvn9+7xRXh7be/Nief/HTGSbVt25fMhAm1z50SJ3PmLDY33/xORus5Xb0+8sjo2N6SBHwRIKGyxx77b/BvPfSuTm2vgyo6ifbqNSZ9S1CLTrY66c6eXZre5cWgmS779PnY/P73j6b3Sw0vbrhhiJk5k3GrUJkIkFCZ7tsfd9wTwf/rIberttdBph9+0PhaQzOaLCtUFNI+0w6Xk/4WTjutasIyu5x33ovmk09mulWBikKAOGV9+44P/r9Vq+fML86jC7cu6jZu3MzgZBs++Z566jPmnXe+catGjlrUdez4asa2H3/8E8FwM+7fBlCJYh8guSzVccvUSsrex1fLqjC3LrKjk61Oujr5hn8fOjnrJB018+YtDRpAaHpku60aHeD++z+MZCdPoFwIkGrKBgyYGPzs9NOfNT//vOp2S3V1kT2dfHUS1snYHkudpHWy1km73PS71hWobUxhF40QMG1aYYc6AZIg9gGSjdrqVlemZreaX10/f/HFz9I/r64ucqeTsU7K4ZO0Tto6eYcDu5TU8s7+zu2i25ijRhVnvnggCQiQGsrUJFU/V38G2zyzprrwoz4ybo99ncRrakZdDBpuRsPnh7ehefM+5vnnJyS+/w6QLwKklrI2bao6xz399Ljg/2urCz86Sffv/2lw0g6fxC+/fJD57rvVBzu05fmOXaYvBffd90HG7bRGjXqau+8eHonbaUAcECC1lI0YMSUo01AkixevqLUu8jN//jLzz3+OCE7i9jhrWBQ3JGyZlnzGLtMgl+HX0nws33zzk1sNQC0IkFrKpF27V4JydY6rqy7yp5P4//3f6+lj7fbHsT/Pd+wyNSPWA3w1lHj33cluMYAsECC1lImGJVF5kyaP1lkXhaPnI0OHfuP+OP07yHfsMtFskPTnAPwRILWUWZdeOjBdr666KC77O8h37DIA+SNAaimzdB8+PCQHyif8O2DsMqC8YhsgqEzhUGDsMqC8CBDEihsKjF0GlA8BglhxQ4Gxy4DyIUAQK9WFAmOXAeVBgCBWqgsFxi4DyoMAQazUFAqMXQaUHgGCWKktFBi7DCgtAgSxUlsoMHYZUFoECGKlrlBg7DKgdAgQxEpdocDYZUDpECCIlWxCgbHLgNIgQBAr2YQCY5cBpUGAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC//H993sop/yqrZAAAAAElFTkSuQmCC)
| Product Number | 4H23-9-18 |
| CAS | 1221288-27-2 |
| MDL Number | MFCD17016018 |
| Molecular Formula | C8H6BrN3O2 |
| Molecular Weight | 256.059 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory