![7-Bromo-1H-pyrido[2,3-b][1,4]oxazin-2(3H)-one](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABmHAAAZhwF8o32qAAACB3pUWHRtb2xTb3VyY2UAAHichZRtb5swEID/ysmfF79BAo1CqizVpEntKq2dtG+TA06KFOzKkLd/vzOEDJqU8SIfd/ec7bszs/tjsYW9dmVuTUIE5QS0SW2Wm01Cfr1+G8Xkfj5L0QkdTZmQt6p6nzJ2OBxo+qYLdbSGprYgjX16LPOezyGg1m2Y5Fyw30+PLzUzyk1ZKZNqpMp8WtbKR5uqql7FJ1OwQrl9bljjzgq3b6L9kdw/nB7LjPzbyxJtC0RhnW81rK0rVAV7ySk+/AtstNFOVTqD1QnVAQ1x7/PZ04NNd4U2FYo+Qp6q7UvldikqCrvV6Q6DofD9ISGFQEBVtlg4p07gJa9WApQEFYAKQY1BTUBFoGJQd6AExxftQmKet9pP9Hp61wn56mCJ9w98n2vpuZaXmCGZEFwxXiBoEARRO0g6mUQh4Lo5hh2jMoxggso4bIcYbVK0trNnwxE4YeBRQHmMkUeSBsKPnEYRjucJP/m8eLf0xyjNN2aHXdIzn62syToi5FlCVoLUefup16U8p46AdZl22I0+gHftArIP+ERfgMUtIOgDvizDQNgHfBGHgXEf8CUf3sOkD/gGGQaiPuDbaRiI+4BvvgsgbwF3V4Dgw1N4e690dWv/hxFXqeogN5MrPhS8PT2DTHDVJLcR1ulJ1h5vFK+OPuv8Fxj+Ded/AdOmiktQHRq0AAAyEElEQVR4Xu3dB7gU1f3G8dhiF1GxtyQKttgLqKhYUNQIBgvIXxE0alRsiIJoIraI0cSuRIWAWFGwYVdUVLBhFwsKhCgqghSliPj777ubXWbmFnZ/uzN39+738zzzcLlzdnbm7N15p5xz5lcGAIDDr6K/AAAgHwQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAgbzvtNCA3jRo1MTq7hmxZlJkvvjDr29ds113N1l7bbLnlzJo1y/z/ggvMPv88+gqgVgQI8hYMkA4d7rGffloULRJCgJSZRanPq0+fTGD86ld1T5rfu3emPFAPAgR5ywbCkUfen/536NB3o0VCCJAy8ssvZh07ZgJiqaXMOnc2e/xxs2++sdSRgNm335o98YTZMcdk5qucyut1QB0IEOQtGwivvPKf9L/77DPIZs6cFy2WQ4CUkcsvz4RCkyZmzzwTnRv27LNmq62WKa/XAXUgQJC3YCD06PF4+uf+/V+OlFqMACkT06aZrbRSJhAefTQ6t3Yqp/J6nV4P1IIAQd6CgfDFF9/brrvelp70c20IkDJx1VWZMGjXLjqnfgcdlHmdXg/UggBB3qKBoLMP/V9nI7WJlkcDOfDATBDce290Tv3uuSfzOgUJUAsCBHmLBsKsWfOtTZt/p3/36qtTAiUzouXRQDbcMBMEkyZF59Rv4sTM6/R6oBYECPJWWyDcddd76d+pZdaiReEWO7WVRwNYYYVMEMydG51TP5XX61ZcMToHSCNAkLfaAmHhwkV2+OH3pn8/bNiHoXm1lUcDIEAQEwIEeasrEF58cVL69/vtN9jmzFmQ+31d5ZGwDTbgEhZiQYAgb/UFwqmnjkzPu/baMbnf1VceCWrb1ncTXeX1Ot2EB2pBgCBv9QXChAnTbZdd/mUtW95mU6bMSv+uvvJIUP/+mSA4+ODonPqp2S/NeFEPAgR5W1IgXH75S+n5vXo9nf7/ksojIRqmRPcxNESJhi/Jx8iRi+9/6PVALQgQ5G1JgTBjxjzbe+9B6TJvvfXVEssjQf36ZQJh9dXNnn8+Ojds1KhMOZW/9NLoXCCHAEGImuKOHj3Z/vOfzGWooHwCYciQd9NlunR5sN7yw4ePT+2bXrRPPvkuOgtx0Mi6HTpkQmHppS31AZk9+WTm7EKDKWq4kqeeMjv22Mx8lVN5RuRFPQgQ5Lz55pfWufMD6Z2+OgguWPBzaH59gZClId7bt78nV7a28vPmLUzfL9E8/XvZZS+mz17gtHCh2Q03mLVurY450bmL/Zz6PHv1WvJw7ssumymn8nUZMiTzfjfdlHl/VCUCBPbll7PtvPOeCe3027a90xUg8vzzE+sNEOndO/x+uvSl4eHVrwQF0FnDllsu3vlvu220RE0TJmSeC7LLLmZrrZUJDP27886Z54Bo/pIE33PrrTMj+KLqECBVbO7chXbzzW9Yq1a3h3bmffo8a1OnzokWLzn1H9GDqYLvrU6JL788OVoUUZ9+anbooeEzh1VWsVQKR0vGY/Bgs5VXDr9/+/b5hQ8aDQKkSo0c+am1azc0tPM+5pgHbdy4qdGisdIlr8GD37G99srcfM9OGqBx4sTaR/mtarNmZS4v/frXi3fcal113HE6lYyWjteUKZl7KcEQ0Xqdf77Z7NnR0miECJAq88EH39jxx48I7awPOGCIPfTQ+BpjWSVp+vS51q/fC7l7I5p22+02u+aaV1P7ogXR4tVHN7Nvvz3zDPPgDnu33czGjo2WTtarr2YuhwXXa911zQYN4omGjRwBUiWmTfvR/vKXUbbzzouDQ53+1HM8OPxIQ/voo2nWvfvDoYDTECkPPvhRgwZcg3rpJbMddwzvoNdfP3Mju1x20FoPBcZ664XXU/dVXnklWhqNBAHSyOlG+B13jLPWrQeGdspnnfWETZ48M1q8bDzxxGd28MF3hda5U6dh6ZZiVWPyZEttdHiHvPzyZn37Wir1o6XLgy5d6Ua81jO43rrUpUteaFQIkEbsuee+sMMOC9+kPuKI+2p9dkc5UnPfAQPetN13vyO0DerprpZjjdaPP5r99a+ZXuDBnXDHjnoUZLR0edLN9Gy/k+ykx+OqQ2OhowKjbBEgjdBnn023k09+NLTTVb+Ou+9+337+ufKayapFmFqGBbdHLcduuun11L72p2jxyqZ+HBttFN7xqmmueodXoueeM9tmm/D2bLJJ4QM7oiwRII3IzJnz7IorRoduROtn/U7zKp1aiAV7uGs66KA70y3KyuVWgNubb5rtsUd4R6u+GbfeWn+Hvkqg9VeHwzXXDG/fXnvpQ42WRgUhQBoBnVXo7CL7eNnspLMQnY00JrqRrhZjajkW3Fa1LHv//W+ixcvf11+bde++ePgQTeopftZZZt83smbMM2aY9eiR6biY3dZlljE78UQGbKxQBEiFe+65Mbb//n1t++2vy+1Mdd9D9z8asx9+WJBuQaaWZNntVgsztTT79tsfo8XLzsIFC+yD/v1t1mqrhY/KDzrIbPz4aPHG5cMPLXUEEN7uJk3Mrr46My4XKgYBUqE+/fRTO/TQQ23FFTe0dddtZy1anJduaaUWV9EhSBoztSRTi7Lg2UirVtfZDTc8YvPnl0/z5KCHH37YDtxsMzsvteMcnd2BNm9u9thj0aKN2yOPmKXqIRQkqXqYXW31UMEIkAozc+ZMO/fcc+3Xv/516vv2K1tqqaWtadPt7ZxzBti0aWXatDMBY8ZMSbcwU4A0b97T1lmnrW2xxW72wAMPRIs2mA9TR977779/+nPTdHBquiN15D2nmo+8U2di6QdW/e9MbE5qujs1/e3AA+2Txn4m1ggQIBVi0aJFdtttt9naa6+d2wFpatmypb3++lvR4iU3Y8YMe+2112zIkCHWp08fO/744+2oo46yffbZJz1ts802uZ/1e81XOZXX6/T6uOle0NChr9vvf3+iNWmyTa6O2rRpY++++260eGKmT59up59+ui277LK5dVpmmWXsvBNPtDlc+8/4372gMUsvbRek6uf3qWm55ZazM888M5G/HfgQIBXgpZdesh122CEUHBtssEF65xyXSZMm2aBBg+y4446zDTfcMPTe3knL0fK0XC0/LjNmzLIePc6tscM+5ZRTUmdp06LFY7Nw4UK78cYbbc011wzVw1577WVvv/12tDhSpr35pvXec09bKlBfa621lt1yyy2pA4TquTRbKQiQMqad7NFHHx3a+aywwgp24YUX2g8//BAtXrQvvvjCLr74YmvevHmNnX9dk86INt1009wUPUOqb9L76P30vnF47733bN999w29Z9OmTe3aa69N79zj9Oyzz9rWW28deu9NNtnE7rvvvmhR1OLuu++2jTfeOFR/2267rT2/pKcpIlEESBn68UeNW/UXW3HFFUNfoCOOOMImTpwYLV6UBQsW2MCBA23P1FFfdAefnVq0aJG+JHXVVVfZiBEj0tfyf1rCNXvNVzmV1+v0ei0nuuzspPfXemh9Sm348OH229/+NvR+W2yxhT2pJ/KV2IQJE6x9+/ah91p55ZXtkksusXnzKr8vTpLmzp2bPsBYaaWVQvX5xz/+MbaDDhSGACkzd911l2200UahL8x2221no0rcE1lfzuuuu67Wy1Orr766devWzYYOHWpflniIcC1Py9Xy9T7R99b6aL20fqWkYLriiits1VVXDb3fIYccYp988km0eMFmz55tvXv3tuWXXz60/C5dutgUxoAqyuTJk61z586helU99+3b1+aU65hgVYIAKRNvvPGG7bHHHqEvia79DhgwoKTXfrWs66+/vsalJrXqOuyww2zYsGE2f/786MtioffR++l9s63KspPWT+tZym2Xr776yrp27WpLLbVUaNt79uyZbuFWqF9++SV9T2fdddcNrf8uu+xirzAKbUmNHj3adtppp1A9r7/++jZ48OD054DkESANbOrUqemj8aWXXjr3pVDrk7PPPtu+L3FPZO3Qtt9++9AXUJdXzjnnnPSOtSHp/bUeWp/g+ml949gRq2VYq1atQu/VrFmzdEs3tXjLh9ZLQRFchoJEgcIOLR76bO644w5bZ511QvW+22672ZgxY6LFETMCpIHoksqVV15pq622WuiL0K5dO/v444+jxYuiyysnnHBC6Kh7lVVWsYsuusi+++67aPEGpfXRemn9suuq9db6aztK7c4770y3aAt+Bmrx9uKLL0aL5uiSlC5NBV+jSyq6hBXHOqKmWbNmWa9evUJnrvo7OfbYY0t+2RV1I0AawEMPPWS/+93vQjsg3WAeOXJktGjR1Fx08803D73XkUceWfbX5bV+Ws/gems74mj+qhZtatmmFm7B91N/lmBzY90E79evX42zpA4dOqRvniN5n332mf3hD38IfR46+LjssssSuxRbzQiQBH3wwQehnsiadCP5mmuuWWKrJo+bb745tFNUaD399NPRYmVN6xsMW22PtisOauEWDS21hFOLOF1nVzPc4Dx1nlRzXTQ8/Z1sueWWoc/nN7/5TfoeG+JDgCRETXCDl5DUse1Pf/pTLB3bdOP5pJNOCn2ZOnXqVLGXV7TeWv/g9mj7Sn2DPeuFF15It3wLvl9wUsfAm266Kbb3h4/69qjhxRprrBH6vHRfKu5+P9WKAElIsHnn3nvvHculGNFllsMPPzz3XjqCvlXPlGgEtB3BvjHazrj6Vigc1AKuSZMmuffTAUCPHj0YWqPM6T7aqaeeGmqYotEcUHoESELWW2+99B+yLsfERTcWFU7ZL41aFam1UWOi7dF2BcNY2x2Xl19+OfdeGgoFleO0007LfXYfffRRdDZKgABJSPY6vpp9xkFH4sHw0LAipW7NVS60Xdq+YIjEdSaiQRiz76OOiKgcavBAgMSLAElInAGiyy3By1ZbbbVVo2/KqO3Tdma3Wdsfxz0JAqRyESDxI0ASEmeA6GZ89ouiI/PGHh5Z2s7gmYjqodQIkMpFgMSPAElIXAGiJq3ZL4mGPinFuE6VRNur7c7WQamb+BIglYsAiR8BkpA4AkQtubL9PPRvY7thni9td7AeStnCjQCpXARI/AiQhJQ6QNQ3ItjDvLE01fXS9mfrQvVSqj4vBEjlIkDiR4AkpNQBorGhsl8OdbKDhTobqn5KgQCpXARI/AiQhJQyQDQKbLaTlJYbZz+ISqJ6yNaz6qcUo/gSIJWLAIkfAZKQUgWImqoGh2R/6qmnokWqmuojWzeqp2Kb9hIglYsAiR8BkpBSBYie1pf9UmjgP9QUHBBR9VUMAqRyESDxI0ASUooA0WNes08S1JDV5T4ke0NRvWSfJ6L6KubxuARI5SJA4keAJKQUARI8+9BDl1A31U8pzkIIkMpFgMSPAElIsQGiJxhutNFGubOPcnuSYLlR/WTPQlRvqj8PAqRyESDxI0ASUmyADBw4MPdl6NmzZ3Q2aqF6ytaZ6s+DAKlcBEj8CJCEFBsge+65Z/r1egZ0tYx1VSzVU/aZ2ao/DwKkchEg8SNAElJMgHz++ee5pxm2b98+Ohv1UH2p3lR/qsdCESCViwCJHwGSkGICJPhF4BnPhVF9ZetO9VgoAqRyESDxI0ASUkyANG/ePP3apk2b2vz586OzUQ/Vl+pN9ad6LBQBUrkIkPgRIAnxBsikSZNyX4Ju3bpFZyMPqrdsHao+C0GAVC4CJH4ESEK8ATJo0KDcl2Do0KHR2ciD6i1bh6rPQhAglYsAiR8BkhBvgBx77LG5LwGtr3xUb9k6VH0WggCpXARI/AiQhHgDJNt5sEWLFtFZKIDqT/Wo+iwEAVK5CJD4ESAJ8QTIjBkzcl8A7n8UJ3gfRPWaLwKkchEg8SNAEuIJkLFjx+a+AP3794/ORgFUf9m6VL3miwCpXARI/AiQhHgCZPDgwbkvwIgRI6KzUQDVX7YuVa/5IkAqFwESPwIkIZ4AueCCC/gClIjqL1uXqtd8ESCViwCJHwGSEE+AdO3aNfcFmDdvXnQ2CqD6y9al6jVfBEjlIkDiR4AkxBMgHTt2TL9GAwKieNmBFVWv+SJAKhcBEj8CJCGeAGnbtm36NWuuuWZ0FhxUj6pP1Wu+CJDKRYDEjwBJiCdAWrVqlX7NJptsEp0FB9Wj6lP1mi8CpHIRIPEjQBLiCZDtttsu/Zott9wyOgsOqkfVp+o1XwRI5SJA4keAJMQTIJyBlBZnINWFAIkfAZIQT4BwD6S0uAdSXQiQ+BEgCfEECK2wSotWWNWFAIkfAZIQT4DQD6R06AdSfQiQ+BEgCfEECD3RS4ee6NWHAIkfAZIQT4AwFlbpMBZW9SFA4keAJMQTIIzGWzqMxlt9CJD4ESAJ8QQIzwMpHZ4HUn0IkPgRIAnxBIjwRMLS4ImE1YcAiR8BkhBvgPBM9OLxTPTqRIDEjwBJiDdABg0alPsSDB06NDobeVC9ZetQ9VkIAqRyESDxI0AS4g2QSZMm5b4E3AfxCd7/UH0WggCpXARI/AiQhHgDRJo3b55+bdOmTW3+/PnR2aiH6kv1pvpTPRaKAKlcBEj8CJCEFBMgwS/CsGHDorNRD9VXtu5Uj4UiQCoXARI/AiQhxQTI559/bksttVT69e3bt4/ORj1UX6o31Z/qsVAESOUiQOJHgCSkmACRPffcM/16DQhIa6z8qJ6yAyiq/jwIkMpFgMSPAElIsQEycODA3JehZ8+e0dmoheopW2eqPw8CpHIRIPEjQBJSbIAsWLAg16lwlVVWse+++y5aBAGqH9WT6kv1pvrzIEAqFwESPwIkIcUGiFx33XW5L8RFF10UnY0A1U+2rlRvXgRI5SJA4keAJKQUATJ37lxbe+21c2chU6ZMiRZBiuole/ah+lK9eREglYsAiR8BkpBSBIgEz0KOPPLI6GykqF5KcfYhBEjlIkDiR4AkpFQB8vPPP9v222+f+2I89dRT0SJVTfWRrRvVk+qrGARI5SJA4keAJKRUASKvvPKKLb300unlabmzZs2KFqlKqodsPat+VE/FIkAqFwESPwIkIaUMEDnhhBNyX45OnTpFZ1cl1UO2TlQ/pUCAVK7gI6Hffvvt6GyUAAGSkFIHyOzZs23zzTfPfUFuvfXWaJGqou3P1oXqRfVTCgRI5WrXrl3us9tggw3s/vvvjxZBkQiQhJQ6QERHVSussEJ6ufr3tddeixapCtruYD2U8miTAKlcp556au6zy0577713Sf8+qh0BkpA4AkRuvvnm3JdjrbXWsk8++SRapFHT9mq7s3Wg+iglAqRyBe+BLLPMMqGf//SnP9m0adOiL0GBCJCExBUgoi9D9sux6aabVs1YWdpObW9221UPpUaAVK5ggDzyyCO233775f6vafXVV7drrrnGfvrpp+hLkScCJCFxBoiaqh5++OG5L8ZWW23V6ENE26ftzG6ztr/YJru1IUAqV22tsB566KHcdzE7tWjRwkaOHBl5NfJBgCQkzgCRefPmpa/vZr8UOjL/+OOPo8UaBW1X8MxD263tjwMBUrlqCxDRuGhXXnmlrbbaaqEg0U33xvqdiQsBkoAvvvgiN6z4yiuvHNvZgfpBBEOkWbNmje7GurZH2xUMjzj7wdx0002592rdujWXOyqEQuKAAw7IfXbvv/9+tIhNnTo1/bjjbJ8qTcstt5ydffbZ9v3330eLoxYESIzmzJljffv2zbUQyk4ap+nyyy+P5fG0OhIPXs5accUVG00TX22Htie7bdrOuM48Pv30Uzv00ENDn5smPRb3scceixZHGXn44Ydts802C31u48aNixbLeeONN2yPPfYIlVfDjAEDBsRyWbQxIUBiMmTIkHTb8+AfZbAliKbf/OY39uCDD0ZfWjT90Z900kmh91Inu1L1jUia1jvYSVCTti+OL/fMmTPt3HPPzZ0x1vXZHXjggTZ+/Pjoy9GAPvzwQ9t///1Dn9Pyyy9vxx13XLRore66667cIxOy03bbbWejRo2KFsX/ECAlNnbsWGvZsmXoj1Ajwt5+++3p02oN7te0adPQ/DZt2qSvtZeamrQGz350H+bpp5+OFitrWt/gTU9tT6mb6sqiRYvSn1F2tOPspM9Sn+nXX39t3bt3r3G548wzz+RyRwPTs19222230GejwD/xxBPt22+/jRav148//mh/+ctfQme6mo444gibOHFitHjVI0BKRPc1dKSTfXa5Jh3F6mg2eo1ef/B//vOfbdlllw39wZ9yyiklf1CUOk0Fe6xr0mi15T4UvNYvOKquJm1HHJ3AXnrpJdtxxx1D76WzR51FRr355pu5xwtnJ13uuOWWW2I5I0LdVN+6R9WkSZPQ57HxxhsXPQ7apEmT7Oijjw4tVwcvF154of3www/R4lWLACmS7mNcdtlluedPZCddP9d19Pq899576bOP4Ot0dnLttdfawoULo8XddAlIY0MFw03rq4culTqwiqX10XoF61PrrfUv9SW4yZMnu3cSd999d3pHFXzttttuy+WOhDz77LO2zTbbhOo/OOkA4M4774y+rGA6uNhhhx1qLLu2g4tqRIAU4YEHHkjfxwj+cW255ZYFD7Gu+yC//e1vQ8vZYost7Mknn4wWLYqOyoJDwWtSq7BzzjnHvvrqq2jxROn9tR5an+D6aX2LPZqMKtVlCi3nr3/9a43ldOzYMd3yDqU3YcIE69ChQ42/4Ysvvjh9aTPYQk9Tq1atim6JqMubt912W62XN4tddqUjQBx0v6K2Mwfd3/CeOehMRi2zVl111dByDznkkJIOT6LT/uuvv77Gl0GX2w477DAbNmxYLK3DaqP30fvpfaM3rbV+Ws9SXxaK40apzmSiN/l181Yt8NQSD8XT2Wfv3r3T9Rqs5y5duoQux6oRRM+ePUN/TzqD7dq1a9EHSbU1sNCyL0gte3aRy65UBEgBdHlF9ymCLXJ0H0P3M0p1KUh/5Ppjj95L0ZdCf8Close8KvA23HDD0BdSk4Z4UPv4oUOHlrzPipan5Wr5ep/oe2t9tF7FPIa2NnU11VTT4FKF1OjRo2vcS1l//fVt8ODB9ssvv0SLIw+qt0GDBtm6664bqld1yK3vzFQHXTr4Cr5GB2fqDKrGLMXQpenssldKTZ1S032rrGILUgeAltDBV7kgQPKgswrdl4i2ntp3333T9zHioFPj2lpz6VRap9Sloi/TwIEDa9wYDk4a6uH444+3q666ykaMGJFuLrmkDnWar3Iqr9fp9VpOdNnZSe+v9Sj2yx2l1lO1dRY766yzYmk9pc/mjjvusHXWWSe0fWolpNZcyJ8CQkERrEcFiQIl30DWZWBdDg4uQ5eLhw8fHi1aMC37qNSyL0st873UZJpSy7YYmuaXKwJkCca88ILtEbmJVqo/wHzU1p9EN/V0c6/UdN1e15LVWS74fvVNCjUNK5KdopfG6pv0Pnq/OO4X1DVcxUEHHZTIcBVqederV68alzuOPfbYkp/VNTa6JKVLU8HPTZeudAnL05BCBzP//Oc/YzkAXJQ6uPw8dXD5S2rZqYUuntq0USuZaPFGhwCpw9eTJ9sNZ55ph2y+uW3ZrJmtsOyy6VPguHqQ10ctgtQyKNqjXS2I1NwwDlqujvTUNLm2y1yeScvR8rTcuNZbNGBetCdyQw2Yp8sdf/jDH0LrohZmark3f35pz7YqnUYVuOSSS2o0pNBNc908L5aGbz/55JPjuQSt159yiqUWvjhE9LN+V+yyyxgBEjF3zhwbljpaObVlSztpp53suO22s9abbGJnpf4Qir0JVyy1EFJLoeCXSy2A1KJILYLiNGPGjPRlNZ0R9enTJ31J6qijjrJ99tknPalJZfZn/V7zVU7l9Tq9Pm4ffPBBjZ7I5TJktzpEqoXe4h3Xqrbjjh3tiSfeihatSsOHP2mbpL5nwc9Of1NqrltqagSjv9PgexXbCCZHZx06+8iGiCadnaTOUqzYZZchAuR/flm0yEaPGGE9UzsgBUd2urJbN/s0hl7ixXjhhRfSLYeCXwAd3evmdDWaPn26nX766TU6Zur5IIX2RI6Tdk5qWaad1aqrtkh9Zh1t660vtpNOejR1pjI9WrwqfPzxNOvS5UZbZ50DUmfY66U/uzXXXDPdQbDonfkSlKoZfq10H0T3Q4JBklq2lbhpfkMjQFI+festu/SYY0LBcV67dja2AS555EsthzTYW/BpfJp23333dIujaqAdzI033mhrrLFGqA40Qm8cPdZLRYHXq9c/rUWLM22nnQakp112+ZddfvlL9v338QwOWW5mzJhnl176Ynq7t93277bppl2tWbNdrEePM9P1k5S6OgLrsuOSOgIvkS51q2VWatmhIDn0UF3bjJauSFUdIN999ZX9q3fvUHCc1qqVPXTzzTa/xM1I46KWRBp+Wi2Lsn/8anGklkcarrqx0qWNrbfeOvSl1038+++/P1q0bH322bd2yimP5kJE0z77DLK77novFY6la2lXTrRdd975birkB4W2u1u3O+yTT/4TLZ6YuoYiUkOI6FBEBVOjCQ3omFp2LkRSy7Zzz1XnkmjpilKVAbJg3jx75NZb7bTU0XowPAacf759V6EtZNSySA/ECe5QddP/b3/7W8mbxjYk3Uxt3759aDt101U3X+Ma2j1uzz8/0Q477J7QDrVjx/vslVcabocah9GjJ9vhh98b2s4OHe6xF1+cFC3aYNTUWk2ug39f2cFQi24+r2bcLVuGz0ZSy04tXO2/o6UrQtUFyNjHH7fzUzvaYHBc0rmzffJW47iZ+Xhq+6L9LTSarVomVTI13zw/FfDRHuv/93//V/YDQ+bjp58W2cCBb1vr1gNDO9gzznjCJk+u7KPUiRO/t9NPHxnarr32GmSDB7+T3u5yoz4m6vypTqDBv7W2O+5on40eHS1eOI2jtcEG4SDZYQcNvBUtWfaqJkAmffih9e/WLRQcumH+0oMPFn9kUWbU4ugf//hHjZ7e++23X7qlUiXRl1kdDGvrifzqq69Gi1e8adM0vtYo23nnxTvb3Xa7LfV5jrE5cyrrTHL27AV2zTWvptc/uy2659Gv3ws2fXr5XyLOPhAuO3xK29R0Y2qa1qmTxq+JFi+MBuu88EKzFVYIB8nRR6sNfbR02Wr0ATLru+/s3xdfbCendjjZ4Phz6hT1/muusR8dnZIqidq968FL0Xbvp512WqI3Kr3UE3nnnXcOBcd6661n//73v/PuiVypPvzwW+vW7aHQUfv++w+2ESPGpw54ynvbtX4PPvhR6oBlcGj9u3d/2D76aFq0eNlTR9fTO3a0nqm/vxeyO/oVV7RU0mtEzWjxwmjwziOOCIfIGmuolUG0ZFlqtAGyMHUU/sSgQXZG69ahs47re/Swryso4UvhnXfeCT0rXZNaLt1www2xN5X00CWpY445JrS+OgpUvxJPT+RKNnLkp9au3dDQjrhz5wfsrbcatk9SXd5880vr1GlYaH0PPvgue/LJz6JFK87UUaNs5rbbhnf2G22kETqjRQunwTy32y6zzOWW06B40RJlqVEGyNupD6Nv+/ah4Ljoj3+09+sZfK0aqIWSWioFd8xbbbWVPfPMM9GiDUIDKPbr189WWmml0Drq2eeff/55tHjVmDt3od1yyxvWqtXtoR1z797PpPYz5THa75dfzrZevZ4Ord/uu99hAwa8afPmld9BipsG3rz1VrO11goHyR57KD2jpQujZT/8sNnrr0fnlK1GFyBDr7giFBxn7bOPPZM6Qvi5DI+0G4JaKl166aU1hovQkOqffdZwR4n33ntvrT2Rn3vuuWjRqqWd9PnnPxPaSStUFC4KmYbw448/2U03vV4j3Pr0edamTi2PcIuFBuI866zM2UI2RJZe2qx7d43gGS3daDW6ALmwQ4d0cJyyyy525+WX25wYRlxtDP773/+mWzBF272fd955xbd7L8C4ceOsdevWoeDI9kQu1TDrjY0uX+kyVnCHrctcjz+e3AGAbkE99tgndtBBd4bWo0uXB+3ttxtv/6Maxo+3VCWEz0ZWW82sf3+N6Bkt3egkEiDBM4LgdMquu9o5++1nV590kj1/3322sAQV/vm779o9V11lU0r4EKbGTC2Zdk19DsEduIYiV8unOFunffPNN3biiSeGhlnXDf4ePXokMm5WpdON6uHDx6dvrAd34LrxrhvwUcEyo0ZNjM6uIVu2Nu+//4117ToitMwDDhhiDz1U/jf4Y/PYY2bNm4eDZLPNMpekSkWjVvfta6kvbKb/iM5+mjXL/P+CC1I7v+Qv8zZogESnSzp14oyhAahFk1o2qYVTMEjUAurll1+OFi+Kmhj//e9/tyZNmoTe64ADDrCPPvooWhxLoKa9auIbbCq766631WjtFNzZq/Pekvpf1BUgCg8tPzu/Zcvb7LrrxtoPPxR/8FfxNGDn1Vdb6o87HCT7769mddHS+dOBXJ8+4ctltU2a37t3op0SEw2QqEU//2zTp05ND2J4dps26TKD+/WLFkNC1O5dLZ2ijw1Vi6j//Kf4XtGPPvqobb755qFl6/+PPPJItCgKpM6G6nSY3bG/8UZ4RIXs74888v70v0OH1j9AaF0BMnbslNy8s89+suI7OcZCA3imzq5DQ7unzq7t9NM1EFq0dP10rbBjx8wyNBRK587qLaxT+Exg6b2eeMJSX9LFQ6WofELN3Bs0QILUQkpldEkLDUstntTyKbijV8soPfzJ86jZ8ePH24EHHhhanh70pCcVNqZhVsrBuHFT7bXX/hv9dW6nr+FR9K/G3Jo5s+6hX+oKEBkzZoq9804V3efw0oCee+0VPktYc02zG2/Mf2h3Dcao1+msZkmtJTX0ve6/qLxel4CyCZB5P/yQLqPxqWoTXMbHb7yRHgRRQ5LouR26YY7SUwuo3//+96Ed/8Ybb2z33HNPtGitdC/jzDPPrDHQY/fu3dP3QJCcYCD06PF4+uf+/eu+PFlfgKBA991ntskm4SDZemt9waIlw6ZNs9SRW6Z86uw9Lyqn8nqdXh+zsgmQD159NV2mn7ry1yK7DI2Um/05O528887R4igRtYS6OVXnahkVDBK1nHqrjvHD9JpbbrmlxlDzeu55Xa9BvIKB8MUX36fvY2jSz7UhQEpMA31econZyisvDhFdcnr66WjJxVJn6OlyqQPlgmRbhen1MWvQANE9kBmpI9FXHn7Yzt5333SZF+t4IH0wMP7Wtat9NHaszSt2GAHkTWcTZ5xxRo2ziRNOOCF0NvH8888XddaCeEQDQWcf+r/ORmoTLY8S0cCfXbosDpERI6IlFjvwwEyZe++Nzqmfvmt6nYIkZokGSH2Teo6/NHx49KU52XJ68FMpmvvCRy2l2rZtGwoItajSzXc9uzr4+2Lum6C0ooEwa9Z8a9Pm3+nfvfpqzdGMo+VRYuPGLfnphBtumAmCQode0vhaep1eH7OyCRDdy7jtggtsdh19ALLlxqWOcNHwamtRFZw6d+5ckpZbKI3aAkEPrtLv1DIr2n+jtvJIWHak3kIPwFRer9OAjzFLNECi9BzyH2bNytwUTx3BqozGrJo7p+YQCNll1BUwSF62T8cKqT/0bHBsv/32NroUz0xASdUWCHo6YPYBT8OGhfsp1FYeCSNAMuoKkKh7+vdPl9PTAqOyy1DooLxMSp1i61kjerRunL3X4VdXIOhpgPq9hl4PPm+krvJIUPahU1zCyi9Apv33v+lyFx91VHRW3ssAUFN9gXDqqZmnBV577Zjc7+orj4S0beu7ia7yep1uwsesrAJEz/BQudM1NHJEvssAUFN9gTBhwvT0kwI1LMmUKZmBNOsrj4RoQEYFwcEHR+fUT81+9brG3ow3KnsGclabNtFZeS8DQE1LCoTLL38pPV/P9JAllUcCNEyJ7mOov4iGL8nHyJGL73/o9TErqwC5+8or0+WuPe206Ky8lwGgpiUFwowZ82zvvQely2i4+CWVR0I0NqACYfXV1ckqOjdMTzVUOZW/9NLo3Fg0aIDohviPkVZYmj4cs/habFZdywCwZPkEwpAh76bL6Jke+ZRHAtQopUOHTCjogVXqhKj+Izq70GCKGq7kqafMjj02M1/lVD6hxiyJBsiSJj0f5Lk6eiwTIIBfPoGgId7bt78nV3ZJ5ZEQPVitV68lD+euEX9VLsEHsTVogGgMqzNat04/B+S+q6+2r/TAlDoQIIBfvoHw/PMTCZByNWFC5rkgGjxWz2RXYOhfjQWo54BofsISCRAAQONDgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBKgChXYMLLQ8qhMBAlSBQgOh0PKoTgQIUAUKDYRCy6M6ESBAFSg0EAotj+pEgABVoNBAKLQ8qhMBAlSBQgOh0PKoTgQIUAUKDYRCy6M6ESBAFcgGQqETUB8CBKgC0WDIdwLqQ4AAVaDQQCi0PKoTAQJUgUIDodDyqE4ECFAFCg2EQsujOhEgQBUoNBAKLY/qRIAAVaDQQCi0PKoTAQJUgUIDodDyqE4ECFAFCg2EQsujOhEgQBUoNBAKLY/qRIAAVaDQQCi0PKoTAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAODy/2DyYR2U8hTFAAAAAElFTkSuQmCC)
| Product Number | 4H48-9-20 |
| Purity | 90 % |
| CAS | 105544-36-3 |
| MDL Number | MFCD01648627 |
| Molecular Formula | C7H5BrN2O2 |
| Molecular Weight | 229.033 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory