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)
| Product Number | 4H15-9-0H |
| Purity | 95 % |
| CAS | 1000340-35-1 |
| MDL Number | MFCD09880126 |
| Molecular Formula | C8H5BrN2O |
| Molecular Weight | 225.045 |
| 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: 4H15-9-0H
CAS: 1000340-35-1
Molecule Weight: 225.045
Formula: C8H5BrN2O
PN: 3H32-9-6Z
CAS: 1363382-02-8
Molecule Weight: 211.062
Formula: C8H7BrN2
![5-Bromo-1H-pyrrolo[2,3-b]pyridine-3-carboxamide](data:image/png;base64,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)
PN: 4H48-9-0R
CAS: 1429309-37-4
Molecule Weight: 240.06
Formula: C8H6BrN3O
![1-Methyl-1H-pyrrolo[2,3-b]pyridine-3-carbaldehyde](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACDxAAAg8QHO/HOYAAACGHpUWHRtb2xTb3VyY2UAAHichZRtb5swEID/ysmfh18BQ5SkilpVmtRu0tpJ+1Y54KRIAVdA3v79ziRNwpJRAfL57p6zfXdmfLcrV7CxdVO4akIE5QRslbm8qJYT8vv1MUjI3XScoRM6Vs2EvLftx4ix7XZLs3dbmp2raOZKcrCPdk3R89kq6uolk5wL9uf56aVjgqJqWlNlFqmmGDWd8sllpu128Z8lWGnqTVGxgzsr680h2pvk/uV01+TkfJZ7tM0QhUWxsrBwdWla2EhO8eXfYGkrW5vW5jDfo1rREM8+HT8/uGxd2qpF0UcoMrN6aet1horSrWy2xmAofH+YkFIgYFpXzura7MFLXm0EGAlGgQnBRGBiMBpMAiYFIzh+aBcS87yyfqHX/YfF3cIPuO+en8ex02CCpC9LHKYaJBUyikFQKXl4nnU2TkWoQlA0SrmEkKZSpRBTGen4czgqDy4E9hg4wEMLpSCQNAoTDYGgissEAkxRFKcYPORa46ClTr02UmjFFCotT1OEuT6MSXieY27YKTnT8dxV+YUIRT4hc0G6rP2yi0YeE0fA1bmt8dA+gHe9BGQf8Gk+AbNbgOoDvijDQNgHfAmHtxT1AV/wEyBvAfHVCnp4S7oP+GYaBpI+4FtvGEj7QNeow4S390rXNfYXzL/lPl6EQea64l8i6ipftxF20ZPs83KjeHXx2cVfgeG/cPoXnqqKiXqGB6IAAEaPSURBVHhe7d0JuFXj4sdxYzKmMoWKuOZELi4lZKhMKUOmulfGjMU1ZJ6JrsolklDkiqRQRHWloqIBpZtEKEWpKCWV939+q//erfXufc5Z+91rr73P2d/P87zPQ+dd6+y9ztrrt9e73mEDAwCAgw3sfwAAIAwCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4KbwAmTLFmHvuMaZJE2N2282YLbc0ZostjKlb15ijjjLmrruMmTzZ3goAELPCCZAvvjDmtNNKXtEG4copp6zbBgCQF4URIG+8YcxWW6WGRHlF22hbAEDs8h8gb71lzEYbBYOhZUtjXnzRmNmzjVm+3JjffjPmm2+MeeklY1q1MmbDDdfX1bbaBwAgVvkNEIVC9errw2DXXY356CO7VqoJE9bVTWynfWhfAIDY5DdALrhgfQjUqmXM3Ll2jdKprrZJbN+2rV0DAJBD+QsQ3TFsssn6ABgxwq5RvvfeW7+99sVdCADEJn8B0r37+ou/uue6atx4/X569LB/CgDIkfwFyOmnr7/wP/mk/dPwnnhi/X70gB0AEIv8Bchee62/8H/2mf3T8D79dP1+tE8AQCzyFyA1aqy/8P/8s/3T8BYtWr+fmjXtnwIAciR/AeJ/gL56tf3T8P74Y/1+tE8AQCzyFyDcgQBAhZa/APnLX9Zf+HkGAgAVTv4CRNOVJC78cfTCuvvudbP7qsvwddcZM3CgMXPm2LUAACHlL0DiHAeiUev++bP8ZYcd1oXZ/fcbM3y4MUuX2lsDANLIX4B8/bUxG2+8/kI+cqRdo3xhR6JrQkY9H7HDo7Sy777rpkZ57DFjPvnEmFWr7D0CQNHLX4DIeeetv2jvvHNu58KaOdOYm2825thjjdl669TQKKtstpkxhx1mzLXXGtO//7p9AUCRy2+AaLr2atXWX6g1w+748XatVFHMxqsH9336GNOhgzEHHxzsVhym6He2aGHMHXesW5NEvcEAoIjkN0Bk8ODg8wn9t6Y50dofCgWtBbJixboH3i+/bEzr1rlZD0S/Y9w4Yx591JizzzZm991TQ6O8Uq/eum27dVu3L+0TACqpDex/yItBg9atfW5fkMsrWpFwyBB7b9HRXYXuLm6/fd3dhn/tkjCl5K5mecndzacldznjn33WfJlNd2UAKDAb2P+QN9OmGXPSSakX4dLKySfnZ010Pf/QcxA9D9FzET0fsV+br8wtKf1KyoUlpW5J2XrrrU3Tpk3NjTfeaF5//XUzb948+zcAQIWwgf0PeTd5sjF33bWua2+dOsZsvvm6ov/Wv91557o6hUI9tNRTSz229CBfPbh8AfJFSXm8pJxRUqqXlA3SlJ133tm0atXKdOnSxYwaNcr8+uuv9m8BgIJTeAFSGWgsicaU3H+/mdmypem+ww7mhJKg2DhNeJRW6tevb9q3b2969uxppkyZYtasWWP/FgDIKwIkJvPnzDEDBw401113XcmN1FFmyy23TAmNssoWW2xhjjzySNOpUyczYMAA87XG0QBAHhEgebJ27VozdepU06tXL3PxxRebBg0amI022iglOMoqNWvWNKeeeqq55557zLBhw8zixYvtXwMAOUOAFJDly5eb999/33Tt2tW0bt3a1K5dOyU0yit77bWXOf/8802PHj3MhAkTzO+//27/GgCIBAFS4BYsWGAGDx5sOnfubI4//nhTrVq1lNAoq2yyySZm2223NRdeeKG9awDISuUOkG+/Neb559eNbl+50v5phTV9+vSSt/W8ueqqq0zDhg3NpptumhIc6cpbUQy4BID/V3kDRItU+RetqlLFmEMOMSVXXWP69tVV2N6iwlpZEo7jS0Kye/fu5txzzzV77rlnSnioXHnllfamAOCs8gbIxImB8Rhpi+bhOuEEY265Zd2UKgsW2HupsPRAfejQoaZu3brJANlnn33sagDgrPIGyNq1xrRpkxoa5RUNWDzjDGO6djVm9Oh1U8FXYHqY7r8LmaYR/wAQgcobIAnq2jps2LoVCU89NbN1QVQ0WWODBsZccokxTz9tzNSp68Kpgvjuu+/MhhtumAyQu3UcACAClT9A0tE08prZt2NHY448ct1UKXZwlFU08WOTJuuXxtXD+gJ2+OGHJwPkwAMPtH8MAE6KM0Bsq1evm1+rZ09j1N21fv3U0Civ7LhjcmncNe++a/4ooKVxH3744WSAqHz55Zd2FQDIGAFSGk1oqGV2H3rImFat1q2YaIdGKWVeSXmxpNy6777m+nbtzGOPPWYmTZpk/vjjD/u3xGJ2yR2XP0AefPBBuwoAZIwAyYSW0dXaJTfeWObSuDNKSs+ScmZJqem7cFetWtVrTrr22mtN//79Y70TOPjgg5Ov49BDD7V/DAAZI0CylVga9/LLk0vjTii5SD9UUk4sKZv6AiRdqV69umnRooW54447zBtvvGF+1viVHLjvvvuSv1MP1edohUcAyAIBErXffjNLxo41Yx991Nx69tlm9913TwmN8kq9evVMmzZtTLdu3cy4cePMigiWxp0xY0bgdzyqpXsBIAsESAwWLlzo3V3cfvvtpnnz5t5dhx0aZRXNZ6UmqA4dOpjnnnvO/PLLL/avCGX//fdP7rNRo0b2jwEgIwRInsycOdO8+OKL5pprrjGHHXaY2WyzzVKCo7Siqd///PNPe5flUoAl9qGp41lOF0A2CJACsWrVKvPxxx97Pbbatm3rTTtiB0ei6BnGkiVL7F2US+uP+Pfz+OOP21UAIDQCpIAtXbrUDB8+3HsAftppp5ntt9/eC4+rr77arhqaf6LFY9WTDAAcESBF5qabbkoGiJ6t/PTTT3YVAAiFACkyEydODDRj9e7d264CAKEQIEVGD9/9U7yrVxgAuCBAilCnTp2SAVKlShWnB/IAQIAUoTFjxgSasfpqhUYAyBABUoTWrl1ratWqlQwQ9fACgEwRIEXqiiuuSAaIJnlctmyZXQUAykSAFKmRI0cGmrFe1gJbAJABAqRIrVmzxmy33XbJADnrrLPsKgBQJgKkiF188cXJANlyyy0jmfUXQPEgQIrY22+/HWjGGqTFsgAgJAKkiGkCx2233TYZIOeff75dBQBKRYAUOc38mwiQatWqeaECAGEQIEVu8ODBgWasoUOH2lUAIC0CpMitXLnSbLXVVskAad++vV0FANIiQOCtv54IkJo1a5rVq1fbVQAgBQEC88orrwSasd577z27CgCkIEBgli9fbjbffPNkgFx++eV2FQBIQYDAc/rppycDZKeddvImXASAshAg8LzwwguBZqzRo0fbVQAggACBZ+nSpd7iUokAueaaa+wqABBAgCDppJNOSgZI7dq1veVvAaA0BAiS+vTpE2jGGj9+vF0FAJIIECQtWrTIbLLJJskAueGGG+wqAJBEgCDg+OOPTwZIvXr17B8DQBIBgoCePXsGmrEmT55sVwEADwGCgPnz55uNNtooGSC33nqrXQUAPAQIUhx11FHJANlnn33sHwOAhwBBiu7duweasaZPn25XAQACBKm+++47s+GGGyYD5J577rGrAAABgvQOP/zwZIA0aNDA/jEAECBIr0uXLoFmrFmzZtlVABQ5AgRpffXVV4EAeeihh+wqAIocAYJSHXTQQckAOfTQQ+0fAyhyBAhKde+99yYDRA/Vv/32W7sKgCJGgKBUX3zxRaAZq1u3bnYVAEWMAEGZ9ttvv2SANG7c2P4xgCJGgKBMt99+ezJANMXJDz/8YFcBUKQIEJRpypQpgWasJ554wq4CoEgRICjXHnvskQyQpk2b2j8GUKQIEJTrxhtvTAaIFpxauHChXQVAESJAUK4JEyYEmrGeeeYZuwqAIkSAoFx//vmnqVOnTjJAWrRoYVcBUIQIEITSsWPHZIBUqVLFLFmyxK4CoMgQIAhlzJgxgWasfv362VUAFBkCBKGsXbvW1KpVKxkgLVu2tKsAKDIECELr0KFDMkA233xzs2zZMrsKgCJCgCC0ESNGBJqxXn75ZbsKEIlff/3Vu8vVebbxxhub++67z7sLRmEhQBDa6tWrzXbbbZcMkLPPPtuuAmRFPf6effZZs9NOOwW+rKg0bNjQfPDBB/YmyCMCBBm56KKLkh/orbbayqxYscKuAjgZN26c+etf/5oSHHY555xzWFqgQBAgyMiwYcMCH+bXX3/drgJk5Pvvvzfnn39+SlCoqONGtWrVUv5dz+DuvPNO89tvv9m7Q4wIEGRk1apVZtttt01+kC+44AK7ChCK7l7vvvtus8UWW6QERI0aNczjjz/uNZtqzNG1115rNt1005R6tWvXNv3797d3jZgQIMhY27Ztkx9ghYlCBciEOmDUrVs3JRA019pVV11lfv75Z3sTM2PGDNOsWbOUbVQaNWpkPv74Y3sT5BgBgoyp2cr/4R06dKhdBUhr8uTJ5qijjkoJAJXjjz/eTJ8+3d4kxVtvvWX22muvlO21Xs2FF15oFixYYG+CHCFAkDE1PegBeuKD2759e7sKEPDjjz+aiy++2LvI2xf+Pffc0wwZMsTepEx//PGH6dq1a9rnI9tss4156KGHuDOOAQECJ+rCm/jAqmuv2qoBmy70jzzySKkX+i5dumR1of/pp5+8YNJYEXv/CqbBgwfbmyBCBAicDBgwIPBh1SBDwC/OpiY1jTVp0iTld6mEbRpD5ggQONE0JupKmfiQapoTQMp72P3JJ5/Ym0TG5eE83BEgcHb66acnP6AaOcxUE8Vt8eLFBdHdNtE9eMstt0x5Hf7uwcgeAQJnmtLd/+FkmonitGbNGvPkk08GprlJlHwO+CtrgOL+++9Ps2sECBA40wAvLS6V+FDq2yeKy6hRo0z9+vVTLtAqhTLlSFlTpGjCxq+++sreBCERIMiKlrdNfBi17K0mw0Pl9/XXX5vWrVunXJBVCnHSQ52Xzz33XNpJGvUl6KabbvJmAEZmCBBk5Zlnngl8GD/66CO7CioRdZ645ZZbzGabbZZyId5hhx2886GQn4UpJBQW6V6/wkUzAfMlKDwCBFlZuHCh2XDDDQPf5i655BLz7rvvemMAUDnootq3b1+z8847p1x49Tf/5z//aX755Rd7s4KlZqvEeiN2UXOXmr1QPgIEWZkyZUogQPylevXq5h//+Id58803ze+//25vigpCd5WHH354yt9X5ZRTTjFffvmlvUmFoQfpeqBuvy8VPYDXg3iUjgCBs+XLl5t99tkn5YOXrmjqE30gBw4cmJceOcjc3LlzvYkz031B2Hfffc3w4cPtTSokdelV11518bXfp2YKVpdg1r1JjwCBM82B5f+wNW7c2Jxxxhlpp+e2P5Sq9+KLL7KuegHS3eK9994bmO8sUXRX2aNHj0o5jkKDDDXYUIMO7fetwYks4ZyKAIETfZj8H7C9997buyMR3WG8+uqr5rzzzkt7EfIXPcxUM4h6yGggGvJLf7fdd9895e+ki6pmG1i0aJG9SaWjaU80/Yl9DFQ0k7CmTcE6BAgy9s033wQmx1MIlPah0rfZN954w/z973/3vr3aH0h/0QhmfXCffvppb/ZWxGfq1KnmmGOOSfmbqDRt2tR89tln9iaVnmYI1oSM9vHQXF6awJFzlABBhtR0ccQRRwQ+UN26dbOrpaVeWeqdpQ+funzaH0z7Q6oL2r///W+vLR65oV50l156adrZbOvVq2cGDRpkb1JUNFOwZgzWzMH28dGXKM00XMy9DQkQZERjAPwfopNOOsmp37zGCvz3v//12px32WWXlA+nXY488kjvw6q7H2RPFz0Fv3954kTZeuutzQMPPEDPOR/NHKwZhNOtZ6IZh9XTsBgRIAhN01b4P0C1atXy1mOIwtixY831119vdtttt5QPqF0OOeQQc99991Xo7qP59Pbbb3vPrOzjqt5Wamr84Ycf7E3w/zSTsGYUto+dimYg1kzExYQAQShq6vDfKShI3nvvPbtaJLS2te50/vKXv6R8SO2iPvyarK8Y2+gzNXPmTO+O0T6GKmqWnDBhgr0JSqGZhTXDsH0c9RxPc8IVS4cQAgShnHrqqYEPiqaDiMPnn39u7rrrLnPAAQekfFjtogeeCh4FENZbunSpue6669JOs64vBS+88IK9CUJQb0N9efGvi5MomplYMxRrpuLKjABBuR577LHAh+Owww7Ly4NDNVmp6aq0mVX9RU1hahJT01ix0nMm9WjbfvvtU45P1apVzW233Zbsel1INF+VnnWp6DlZ4r8LdbJDzTismYftY6yimYrV9FtZESAok7p36mKT+ECoN8rs2bPtarHTBaVr166ltkf7i75lX3nlld7FqLJ/I0x4//33zUEHHZRyLFTOOuusvHZGUPdX/S169uxpOnbs6M3ovMcee6S9Q0pXVE/1tZ2ai5544gkzcuRIM3/+fPtXxUozEGsmYvv1qmjmYs1gXNkQICiVbtE1ZYX/gxDXqnKZUDdfdfdVt9903VH9Rd2H1Y1Y03Dk4y4q1xQMCgj7fas0aNDAC5a4afDhgAEDvO7CuvDbryvKojtPzZCg8zQfgaK7Ps1InK6busZLqYm1Ms2+QICgVLrQ+j8A6qFT6PTttnfv3uaEE04o9xutBjbqPWmg48qVK+1dVShqirr99tsDd4uJoiasXr16xXr3pbvUO+64wxx88MEpryfOok4Wel6nZ2lx0szEmqHYv+BaomhGY81s7NL9vdAQIEjrlVdeCZz06ute0b45qSfM888/702Vku7C6i+ackVTr2gqj4o22aMegu+6664p70kB2qlTJ2/lyDjo/NB6Gk2aNEl5LaWVHXfc0RvpfsUVV3idJfTMRn+z1157zWvmShT9v/5dP1c9NUked9xxaReIKq2o+7fm8Yqq63kYem6n889+LSqa4biir59DgCDFnDlzAgPM9C1K/d8rMl3c1Kxx5plnhprsUW3WmuyxUB/cysSJE1NmBUgUPR/43//+Z2+SE2rbV/NUecdV55Qm0dSzD7129Q6Lgr7tq+ed7rLatGmTdm12f1Gw6nVMmjTJ3lXOqMnUbg5W0dgbzXhcUWdbIEAQoKlKNOrbf5L/61//sqtVaJqaW9PKa3p5jbq2P9T+onbrk08+2ZvsUbO1FgIN9NM6K+mmWdcAwWHDhtmb5MSsWbO80dllNRXqXHrwwQe9wIizyUadP3Te6u4m3XFKFI2L+fDDD+3Nc0KfLd0BpZsTTnfAmgG5oo3+J0AQoK6d/hO7efPmsX7w46YPrKah0AU53XoQ/pKY7FHfdDW1Rdw0L5OmGEkXevp2/+ijj8bSMUB3HO3atUs77bmKmtM6d+7sDVwsBN999525//77046+TxQ1h40ZM8beNCfUqUAzG6c7fpoJWc2oFQUBgiS1Nft7Mal9uZhmHNXFV6PrtSSv2ubtD7e/aCT+0Ucf7Y2RiWPVOk1qqMkN7dehv5eajzRTQK7p+OhuIt3AORV92VBTTSGvia5nDmoySnfxVlGniriekWj2BN0h2a9BRT0KdRdV6AgQePStyP8gVhfIyrLinAtdBNXl9eqrr077gNouaqp5+OGHI+/rr95DpV1kFGBxXWQ0ILO02QDUxFfRpkHRmujqZZiul5SamJ566qnYgrAQvhy4IkDgadmyZeDkveGGG+wqRW3cuHFet8wwkz1qMJnas7NpwimrmUOvIa5mDnUPvuyyy9I+R9CD+oreuUKjyNUDLN1xVi8pLS4Vh/KaJzVzchzNk5kiQOCtB+0/YQ899NCCPFkLhS6at956a0aTPX766af2btLSg1Y1i6V70Lrlllt6wRTXmBXNLKvXb78O3ZFVtnVC1JyUblYDHXON2YiLOkioGS1dYOsZjmZSLiQESJHTB8c/RkLfgNS7BuFMmzbNG5egOY/sD7xdNNmjHi6rR1I6WmyrULp6asli+9uwmlQ0dUghd23OhjqL9OnTx9SsWTPlb6DeZnGOD1KTYGldtNVzLJu72ygRIEVM3Vn322+/wMlZCDOzauBbYgI9PdhP/HdcA+JcKXjV2yfMZI9169b1ZshVzx8NNrNnO04UTVwZ52Az3QHpuY/9OjSQtKI3V4Wl7toaT2IfAz0Dinu9D30e0y24ph6BOn+iGkvjigApYnpA5z8p9S03Lmpb1+24JkRUG/tRRx2Vdv6gdEX1VF/baXvtp9BmldVgTI1DaNy4ccrrD1O0WJdGXsfZhVpfKNKtF6JBdxqsV2w0Hbs9g4GaFuPq7pugc1vd6+3XoqIgufvuu+1NYkOAFCkNpPOfiGpeyWXThC6E6tWkD4LamssafOZStD/tV/vX74nzwlueefPmec+Zjj322HIne8zXhHv6JqtQto+pxpYUsylTpqQ861I3Zs2fFjfdhaebKFM9JvOFAClC6nnif0irroy5WoTpiy++8Nr9063elsui36ffq99fSDTGQJM9nnjiiSlhooDJx1T5GutjT3qo6UCKeS0VP32xsnspqteW5v3KB31BsruWx9Xl2EaAFBnNyGo3qzzyyCN2tazo27966aj93v970hU9IFbvEk04pzZdNRuo6eb1118PTKan/9e/6+eqp/raLl1vFbvodej1FNJdiWgEvP91xj1jrGjKc3uEttrcCy14802fG3t2ap17+Zrmx17kjQBBLDTFtv/E0zfhqC6segCrCQjtB/P+orsdBZheh4Ih27l/tL32o/1pv+kGhiWKXpden15nIdDr9r++uANE36ztOw8116ipBOmp+7b/eClE8nEnYne9J0CQc6NHjw40m2i6jqjmdNLFMF0X1MSHTFMzqItkLp+ziPav36PfV9rdiV6nXm++5TNANM6nWbNmgd+vBaeiOh8qM33713OHxHFTc1bcz0QIEMRKXRP9zyF0cY1iUJIGPmkdDf/JnCgaQasHwnrmkg/6vfr9/qnp/UWvW68/X/IZIBqs5v/d6kQR1xxQlYHdhKQH63H2ziJAEKtWrVoFTrjrr7/erpIxNQdVq1YtsF8VrYCnaRny3Uc9Qa9Dr0evy36tev16H/mQrwDRyHj776W5oZAZuzlLHVPiGidCgCA2WsDHf7JpZTbNveNK4wUuuuiiwD5V1O1Ty4cW2piMBL0uvb50XYj1fvS+4pSPABkxYkSg+UVTdVS0iRALif1gXVO/xDFinQBBLHRR8k+/rekpNPLZlVa5Szcrq545VJSeO3qder32e9D7imsVP4k7QNREpQGKid+nIFFPMLhT7yy7i6+mPck1AgQ5p2/U9mR42UwMpyk17HmCNPBNJ3NFpNet1+9/P3p/cU0dEmeAqKedPcpcTTDInkbp24MNs/mchUGAIOcuv/zywEmmJVxdDR061Gvu8O9PD14nT55sV61Q9Pr1PvzvS+9T7zfX4gwQjSj3/y6tX1Io3ZkrA41Y9081onMol3fkBAhySgPn/CfYHnvs4Tyf0UsvvZSyXoIG8rnur9Dofej9+N+f3q/edy7FFSBa5Mp/cVOvNM3VhWhpkKv/76n1RHJ1YSdAkDNaA9q/vrceGrs+KB02bFjKQ2etH17Zvr3q/eh9+d+n3rfef67EFSCnnXZa4Pe88sordhVE5Jxzzgkca61smAsECHJCD/XsSfG6dOliVwtFzwK22GKLwL5uvPFGu1qlovfnf796/7l6JhJHgGisj/93KEyQO1pJUvOIJY63vsjlYnwNAYKc0OJG/hPrhBNOcJqqRL2R7Afm6gJbDPQ+/e9bxyEXvbNyHSDqqq11PBL7VzNW1Gu2I5VmQvD/XTVoM2oECCKnkbD+qUq0boYmy8uUem/ZXXXVvFNM7OYsHY+ox4nkOkB05+nfv+YLQ+7pC5t/eVzN+hD1zMYECCK1ePFiU6dOncBJ69p+bw8S1APmyvbMozx6v/aDdR2XKOUyQDSYzT/yfrfddos8AFE6LRXtf3Z43HHH2VWyQoAgUq1btw6cUJ06dbKrhKJpPfz7URfXytLbKlN633YX3yinPcllgNhzNUX5uhHOFVdcEfgbfPjhh3YVZwQIIqOeHv6TqWHDhk5TlWhiwW222Sa5Hw2ymzRpkl2tqOj9+wcb6vhENQFjrgJEd09acz2x33r16hXdHWQh0GSe/uUFNJAzKgQIIjF9+vTAVCVbbbWVmTlzpl0tFHtW3Yo6wjxq9odVxykKuQoQjYL271dzoSE//HNlqVn5k08+sas4sc9JAgQZW7lypalfv37gRHruuefsaqGMGjUqsH6GllfFejoe/guBjle2chUg/g4QWvNF5wnyQ7Mc+wfhnnnmmXYVJwQIsma3sZ577rl2lVDUvOFfDEq33bqzwXo6Hv7mCB2vbJuFchEgWtvev88HH3zQroKYtW3bNvn30IP1KMaFECDIyuDBgwMnkNq5XR92v/DCC4F9Fct4j0zZ40N03LKRiwDp2LFjcn/65vvjjz/aVRAzDUT1/5179OhhV8kYAQJn33//fWCQn77VjB8/3q4Wivqs+9cwV9fPQl3PI990XPxdY3XcXAZpJkQdIJqFYKeddkrur0WLFnYV5Mnee++d/LtoPZ5sESBwohPl6KOPDpw82TRTvPbaa4F9aeU+lE7Hx3+8dPxcRR0g77zzTmB//fv3t6sgT+6///5I/9YECJzcc889gRNHA5SyOXk0Y2hiX5qltVCWoS1UOj7+NdZ1/FxFHSDt2rVL7ku98biTLBya4NS/EmS2c8oRIMiYpkPw9+hQc0o2YxK0XoH/JGSBoXDstbBd132IMkDUlKapaxL7uuCCC+wqyDN92Uv8fbTQWzYIEGRkyZIlgcFh6kr61ltv2dUycvPNNyf3p29HrBERjo6T/9ukjqOLKANk2rRpgX0x8rzw+Bf10ufXZZ66BAIEGVH/cf8Jc+2119pVMqITrnbt2sn9aY1whOdfU13H0eUDHGWA2BcUdbRAYZk6dWrgb5TNMyr77+1y/kWBAKkAnn766cDJctBBB5nff//drpaR0aNHB/apKagRnj1lt45npqIMEP8XDK3PjcKjZkZ/L7727dvbVUIjQBCK2tf9izppreUo1qa47bbbkvvUADnXMSTFSsfLP7BQxzNTUQWIfWG65JJL7CooEGeffXby76QZkl0RICiXpqA48MADAydKVHcK/vUKGjdubP8YIei4JY6hjmemogqQWbNmBfaTTdMIcqtXr16Bv5VrJxgCBOW66qqrAidJmzZt7CpOli1bFlirgIWG3Oi4JY6hjqeOayaiCpChQ4cG9qMH6ihMEydODPytXOdUI0BQpjfeeCMwuaFud6MaozF8+PDAyacLGTJnB4COaybs7V0DpFu3bsl9aEXKbJ+PIXfU9On/XLvOlEyAoFRz58412223XfLk0NiPKBej6dq1a2DfzNbqRsfNPy5HxzUTUQVIhw4dkvvYfffd7R+jwOyyyy7Jv9c111xj/zgUAgRp6UTwTx2uomkQoqSHrIl9a8U9uPOvWJjpw+uoAqRp06bJfTRv3tz+MQqM/+/VrFkz+8ehECBI67777gucGAqTqE+OJk2aJPd/8skn2z9GBnT8EsdSxzUTUQWIfzyP6zdaxMe/DINrTywCBCnUTOVvElEz1rx58+xqWdMiQ4nfcd1119k/RgZ0/BLHUsc1E1EFiH9Fyi5dutg/RoHR5KeJv5e65bsgQBCgB+T6NpI4IfSgTQ/So6Ypv/0P8XQiwp3/g6zjquMbVhQBokWt/PtwfSiL+NjnjMvFnwBBgLro+k+Iq6++2q4SCc2p5f89/fr1s6sgAzp+/uOp4xtWFAFi/z2zXeQKuWevWe/Su5IAQZJ/VLhKgwYNctYVU9NK+3/X66+/bldBBnT8/MdTxzesKAKEv2fFM2jQoMDfzGXeMgIEHi056m9Sqlq1qvP04GHYU7iPGDHCroIM6Pj5j2cmf7soAkRrtfP3rFiyOWcSCBB4vvzyy8CJUKNGDbN48WK7WmQ++eSTwO+LcnxJMdLx8x9PHd+woggQ/p4VTzbnTAIBgiT1BfefDK1atbKrRIY7kGhl820yigDhDqTiyeacSSBAkLRq1SpzyCGHBE6IJ5980q4WCdrMo8UzEGSKZyCInJqytI514oRQ3/5cTIpn99qhF1Z26IWFTNELCznx/PPPB06KAw44IPJ5qhgHEi27Tz/jQFAe+5xxufgTIEjrvPPOC5wYmigvaoxEjw4j0ZEp/0h0tTq4IECQlqZ73mOPPQInR9Tt2syFFZ1CmwsrVwNQER3/7MnMhYXITZgwIbDgk7r2ujxoKw2z8UanEGbjPe6445L7cJ3dFfHxz7bt+vciQFCmhx56KHCC6NttVCcJ64FEoxDXA3H9Rov47Lzzzsm/17XXXmv/OBQCBGXSCXH88ccHTpK7777bruaEFQmjYQdAvlYk7N69e3IfG220EV8ICph6XPk7sbh21ydAUK4ffvjB7LDDDsmTRN92x44da1fLGGuiR6NQ1kQfNmxYJPtB7ql52v+3cv3yRoAglKFDhwa+sdSpUyejsQaladSoUXKfjRs3tn+MEHTcEsdQxzNTUQXI7NmzA/thbE/hUjdr/99q/vz5dpVQCBCE1rFjx8DJcsYZZ9hVMuafAbhKlSpe7y+Ep+Ol45Y4hjqemYoqQMTfNfvCCy+0f4wC0bp16+TfSb0tXREgCE1Tux988MGBE6ZXr152tYyMHj06sL8+ffrYVVAGHS//8dPxzFSUAeJfT4YH6YVJF3n1qEz8nS699FK7SmgECDLyv//9z1v+MnHCbLHFFt5Eeq50wvnHDxxzzDF2FZRBxytx7HQcXT7AUQbIU089FdjXN998Y1dBnn388ceBv9GAAQPsKqERIMjYs88+GzhpDjzwwKx63Nx8883Jfan3zpw5c+wqSEPHSccrcex0HF1EGSAzZ84M7EvnCgqLv2u+zp+FCxfaVUIjQODknHPOCZw4V155pV0lNHtq91tvvdWugjR0nPzHzWU6bokyQGSXXXZJ7iuK52SI1pFHHpn8+6hJOhsECJyoH/nuu++ePHHUQ2vIkCF2tdAOP/zw5L623XZbp5lBi4mOj45T4pjp+LmKOkD8MwxsttlmOV2YDJlRE7S/N2W2XecJEDj76KOPAuM4atasaebOnWtXC+W1114LnIgPPPCAXQU+Oj7+46Xj5yrqAPnggw8C+8u2owWi07lz5+TfRUHy1Vdf2VUyQoAgK/aFTA91XU6iP//80+y3337J/Wy//fZm+fLldjWU0HHR8UkcKx03HT9XUQeIXot6YCX2d9RRR9lVkAf6XO66667Jv0umk26mQ4AgKzphmjZtGjiJ7r33XrtaKFqEyL+fm266ya6CEjou/uOU7eJNUQeI+Mf36Jvu119/bVdBzOypg6Lo4ECAIGvz5s0z2223XfIk0lQn48aNs6uVS4sS7bvvvsn9aIBcNl2EKyMdD//AQR0vHbds5CJA1Nbu3+f1119vV0HMmjdvnvx7qCv+r7/+alfJGAGCSLz55puBh3N77nmgWbo08xN01KhRgf1oymms55+CW8dJxytbuQgQUdNVYp9asGjRokV2FcTEnvsq0yn/S0OAIDLXXHNNyUm0oalatZbZdtuDzaWXuj0It1dD1EmK1A+rjlMUchUg9uSK2fb4gTv/gmPq+BJVk6J9ThIgcKapTv72t5NNzZpHml13PaPkLuRKM3DgFLtauTT77zbbbJM8KdUVdNKkSXa1oqL3r+OQOCY6PjpOUchVgIh/6pvq1atH0myCzGjkuf+uPso5yggQRGrWrO/MvvteZPbe+5+mQYN/mcaN+5hvvsl81t4XX3wxcGJqxb1inWhR79u/4qCKjk9Uchkgr776amDfdM+O30knnZQ8/no+OWvWLLuKMwIEkRs4cJJp2LCnOeSQXl4599yBZtWqNXa1cl100UWBk/OUU07J+oFxRaP3q/ftPw46LlHKZYDogrLPPvsk961nIVEui4yyDRo0KPC3bdeunV0lKwQIcuLmm99LBojKww9n3itrxYoV5oADDgicoP/4xz/sapWa3q///et46LhEKZcBIvZdyFlnnWVXQQ6oudA/7kMTn0b17COBAEFOLFu2ypx66kvJAPnrX3uZ0aMznyRR3UE1wt1/khbL+BB7vIeOg45H1HIdIHLiiScGfse7775rV0HEtM65/5g/+OCDdpWsESDImU8/XWAOO6x3MkSOO66v+emn3+xq5dKUKfr25D9Rb7zxRrtapaL353+/ev86DrkQR4Boll5/J4C99trL63SB3Pjkk0/MxhtvnDzeunP9448/7GpZI0CQU336TA40ZV1++ZslJ1nm026oS6h/3i0VNe9Utmciej92s5Xet95/rsQRIGLPHnz11VfbVRABdbpQQCeOs6ZsHzt2rF0tEgQIckphcemlbwZCRKHi4qWXXvJ6kfhPWD1griy9s/Q+7Afmer9637kUV4D89ttvgRmcVbKZBBLpaQp9/zG+7LLL7CqRIUCQcz/+uNw0bdo3GSCHH97bfPbZj3a1UIYOHRpYEVFFXVwnT3YLpUKh12931dX71PvNtbgCRD788MPAnaSmpGfVwug8+uijgb/l/vvvn9NJSQkQxEIP0PUgPREiesCuB+0u9CzAfrCu9vWKOmJdr9v/fEBF7y9XzzxscQaIPPzww4Hfd9hhh5lVq9zOBaynZip/OG+99dZmxowZdrVIESCITZcuYwNNWZ07j7CrhKbeSHYXXxVNJ++6Ml/c9Dr9a5onit5XLnpblSbuANF07/6pNVS0wmW+Lj6Vgc4l/4SmKtmsdR4WAYLYaDDhOee8GgiRIUPcL5QaD2EPNlTRtzB1gc3lrXs29Lr0+uxOASp6P1GP8yhP3AEimljRP0ZBRXOpIXNqArSPZVwdFAgQxOrrr5eYRo36JANEU53MmZP5VCd+mtajWrVqKRdjLbqkqTMKZXlcvQ69Hv9iUImi1x/l9CSZyEeAiOb3UjOL/3cz1UlmFixYkPLsTFOX5KLLbjoECGI3aNCMwF3Ieee95jTViZ8mFrRn8U0UPai95ZZbzLfffmtvFgv9Xv1+/xrm/qLXHdXEiC7yFSAyYsSIwPMfTfr31FNP2dWQxk8//WQaNGgQ+NtpCv0472AJEOTFjTcGpzrp2jXzqU7S0cXQvyiVv+jipGcOffr0yfmssNq/fo9+n38mVH/R69Trzbd8BoiorV5jFfyvgTuRsmlCRPvOQzMfx323TYAgL379dZU55ZT+yQBRD60xY6K5Q9BgPDUH+ddYt4tW9WvcuLG3RoUuoNmOitb22o/2p/36Vw20i16XXl+hDILMd4DIv//975TjpGci+bogFTItDrXDDjsEjtXee+/t3ZHEjQBB3kydOj8w1cnxx/c1CxdmPtVJadTbR7ORqpuofXGyi+4S9CHUQL7rrrvOPPnkk+b55583r7/+uneBTRT9v/5dP1c91dd2pd1l+Iteh16PXlch0PK4d999t9ltt90Cr7NTp06xtaH7KUTsOxH1zqKL73pa+dMeB6U7j/nz59tVc27hwoWmUaNGgddCgCBWvXtPCjRldejwltNUJ+VRN8fOnTub2rVrp1zYc1n0+/R7C6VrsQYs3nbbbV7o2a/VXzQVhi5WcVNzlj0mRsFb7IMNdbeq52h2wGqSymXLltnVc0pfLjRgMd0zvXzJ329GXiksLrnkjUCIPPdc5qsYhqVv/++//753EdW3p3RdabMp2p/2q/3r9xTC3YZGf99www0p04iEKc2aNcv5YDSbHqzbvbN0sSrWaU/mzJljjjzyyJS/zd///vfYm0HffvvtUr98KMzyhQApYprq5Nhjn08GiKY6+fxzt6lOMqUxGfpQdO3a1ZszSL1Y7Pbl0orqqb620/baTyGMPVEzwujRo71nCPb4gHTlb3/7m+nSpYvp1q1b2js0haKmBl+8eLH9q3JGXXzTvXaNbyimJi2tpWJ/09ddyJ133mlXzSnNpuxf2dBfjjjiCO+5TD4RIEXuv//9JnAXctpp/ym5GOf3QrFkyRKv6URFzz8S/61/LzT6Jqpv7pdeeqnZcccdUz7k9gWoSZMmpkePHua7774L7EcTHuritPnmm6dsp5HOevazZk12Xa7D0mDDdBctNa9V9vVEtPBTy5YtU957rVq1vL9zXNSrS8/60t2p77LLLuaFF16wN8kLAgTmoYfGBELklltG2lXgo55fmmzxwgsvNDVq1Ej5gPuLZvU97rjjvDEWYR64auyKHmDb+1GpX7++GTVqlL1JTqgJUHNnpbuAaWXDyrY8rsZwqCdf1apVU96vwjSunla6i3366afTDnrVa1MTbSHcbScQIPAGE559dnCqkzfemGlXK2q6wOhZwAUXXJDynMAuehjdokUL8+yzz3rf5l188MEHpmHDhin7VmndunXkS6SWRhNLpnuGozXW77///pyP68m1RNdzu0ecii7YemgdFz27O+igg1Jeh4pCuxA7NBAg8MyevdgceeT6qU6OOurZkm/D8Q6OKjTqZaM1QfThtbtw2kVNT61atfKaFqJaJ0XfRp955pm0z4YUUuodFEdPIIWnvvmmG2NTvXp175u7a1Dmy8qVK80TTzyRNhxV1IwVV0grGHSO2a9BRYGiYClUBAiSXnvti8BdyPnnv5aTrr2FbOnSX7zxJqeddlra5gx/0bdwNTepC6yeYeSKAumf//xn2gv4zjvvbPr27RtLr7Mvv/zSnHDCCSmvIXEs1GZfiN+S/X788Ufz0EMPlfq8Ss951CkjDmqKuv3229OeZ2rC6tWrV2zPvVwRIAi44YZ3AyHyySfz7CqVzuLFK8wrr3xk2rS51dSokX46lkRRz5x27dqZIUOGeN9i46QLuL1yYqIcfvjhsa1joh5K++yzT8prSBT1kNPFr1A6PSjc1UylZkV7Zc1E0QVbPeLi6mmmO9V0vd30zEkDSgvl2JWHAEHAL7/87i06lWjGUlffyuinn34rCY3p5rLL3jSHHvq02XffW0o+0GeVBMRBJReZYHOVLi6a7v2dd97Jy0hx2/Dhw9POO6ZR+W3btjVz5861N4mcmtcUJBqNbb+ORFEzm5Z51bOguO9M9JBfF2kdj7KaH+vWrWsee+yx2CZCnDhxotf91n4dKgq4ONejiQIBghQ//7zCvPXWzKyney80P/ywrOSb6KclYTAksEqjSv36D5jddrvQbLddY1O16o5e09AVV1zh9XoqxGYEPfxVd2A9g7AvRGpOuvfee7OeZyws9UjTXYf9OuyiB9XqudavXz/z2WefRXYHp7sGzSPWv39/c8kll5i//OUvKb/bLlo8TK8jrgGBmvVZAxDTTb2jAYLDhg2zN6kQCBBUat9990vJN+ApJd9EBwUCwy4HH/yYOfroO80dd/QyH374sb2bgqWH1x06dEjbNKMLtu4S4qJvz3rYnq5HU2lFdZs3b+4NVLzrrru8509lzYWmonoarKlv7PXq1UvZZ2llp512Mh07djQffxzf31fhphmO0/XcU3OoenkVwl2tKwIElY56lPXq9Ylp0ybYNTldadnyP+bxxyeY6dPj6eefK/pG37Rp05SLlIqmtp86daq9SU5pRL7uBjTozX49cRb1YNMzKzX7xX0nqQk80wXcxhtv7A081aSIFR0BgkphxoyF5oknJppWrV5OCQm7nHXWK+appz42X375s72bCq/8i1b83W01HYcGUqrHWmm9n6IqGrV/5plnetOdT5s2zX4psVBzWmlhfvTRR8ce5rlEgCAU+yLcs2f4ZgD/dlH69NMFpnv3j5IP/csq6pL8zDOTKt1znXRKazbZcMNNzK67HlpydzbIrF4d77dxv9mzZ3vPTbp37+49Z1LX4Dp16qRcbMsqqn/88cd722susbfeestb7Cmffv55qbnyyk4F0ZwYFwIEodgXZA06XLAg3CC2qAJEY1ImTfrBPPzwONOixYspr8kuF1442PTtO9XMm1exR0u7sh/cVq26U8k39Eambt225uST/23GjQvOx1UoNHmkem2p+OdCi3NSyUysWbO25DwbZfba63Sz5ZbBuz/1AFOHhqg6DBQaAgSh2BdnldtuCzdnVjYBog/nhAlzzX33jS75ptov5TX4i7rjaor6//zn80rb/diFZmxt1OhYU63aAWbnnVuWXOg6mYMPftw7Ztdc83bRzziQjfHjvzdnnjnA7LvvbSV3ReeaGjUOM1Wq1Iy1S3U+ESAIxb5Yq6gr7LRp5U//nmmAaG4uLbN7113/DUw3n65oZUUthqVR9Op+jNK9+uq75ogjrjcHHHB/4BhqGv9HH/3ILFsWzyC6ykCh26nTO8ljeNBB3cyee15tatU6yRxzzFnmo4/G25tUSgQIQvFfcPyj1du3H2JXTeHftjS//77ajBz5tXdXowGM/m3scsQRz3jfnIcM+Z838BHhrVixynt+pWNoH1ctbTxo0Iyim74mE1rqoEeP8eZvf1u/JHSiHHPMv8zAgWNimVamUBAgCMX/Qfn++18CH6B3351tVw/wb5uOvs2deOILKR9If9EzFwXX0KFfmt9+q7j95guFngvddNN7KcdZ5dxzB3rPmrCeQlVfWNI1oyqM1QOwGM9LAgSh+D8w0q3bR8n/Vy8oNTuVxt7WpoF+9odSRXciWpvkvfdmm5Ur4xkxXGwUFAoM+9irKGCKtQOC35Qp871efPbxUdGXmrlzo5l9uSIiQBCK/0Mjai8/7ri+yX97/vnS11O3t7VpGd1Ek8oxxzxn7rzzv2b06DllhhKio2/XarpSE5Z9gdTf5cknPzYrVhRfgM+fv8x07jwi5ZioaJDqxx9X/olGy0OAIJR0ITBgwLTkvzVp8lypD7HTbWvTh1XjOlavXmv/CDH59ddV5l//+tB7qG5fMNVtWs2HxUB3u5rJwL8+TqI0bdrXvPrqdJ4T/T8CBKGkCwF1sVUXxsS/33//B74t1ku3LQqXBlteffWwlIunisbWhOl5V1G9884sc9JJ/VPet0L1kUfG0WnDQoAglNJCYOzYb5P/rnEYX32VOj1IaduisGmgYevW678gJIq6b6uZceHC3C2iFbcvvljozdJsv1eVK68car7+uvLPYOCCAEEoZYWAPmD+D5utrG1R2NSk2L//Z96zKfvCqk4O6gDxxx8Vt9lRza533/2+9+XHfn+aV+2DD761N4EPAYJQygoB3XX4P4D2FBllbYuKYcmSlV4TZboL7Wmn/ceMGvWNvUlBU+hpmhs9u7Pfz9FHP2f69fuU53EhECAIpbwQ0MUl8XPNdut/yFjetqg4Zs5c5E0XY190VS6//M20TZiFRj38Tj/9PymvX+F4zz2jS+0MglQECEIpLwT0ofN/m9NysQnlbYuKZ8SI2WlnQdbUMg8+OMYsXVp4kwdqnZgrrljf3OovF188xFsSAJkhQBBKmBB47rn1AwI1RiQxt1KYbVHxaJyOpshv3Di1u6vmMNOkluqpl2/qOaUZnBVu9us8+eT+Zvjwr+xNEBIBglDChIAuKP5vpVqrQ8Jsi4pLMx/ffvuolHXmVdTNWzPWlsauH/U6M2+/Pcsbu2H/nkaN+pinn57kzcEGdwQIQgnzYRV9m0vU03xZmuYh7Lao2D777EfTrt3rKRdrldIGIdr1olxnRs2q6e46br11ZOjfgbIRIAilvA+rnwabJer6Z+4Nsy0qNk1E++abM02zZsHJMXWHko59cVeJap0Z9RzzT/rZtu0gM3XqfLsaskCAIJTyPqx+GqmcrjkjzLaoHDQzrWao1R2FOleUNruvfX6oRLnOjLqUa10Z3QEV0SzrsSFAEEqYD6ufmgnsC0PYbVF5aBLGsp4z+M+NXKwzg9wiQBBKph9WtTGnm4wO8POfG1GvM4PcI0AQisuHVU0YBAjKYp8bUa4zg9wjQADkjR0CUa4zg9wjQADkTboQiHKdGeQWAQIgb9KFAOvMVBwECIC8KS0EWGemYiBAAORNWSHAOjOFjwABkDdlhQDrzBQ+AgRA3pQXAqwzU9gIEISmgV6aEiIxTTuQrfJCgHVmChsBglB++GFZct2Hc88daP8YcBImBFhnpnARIAhFCwclPqya7G7lytLnNwLCChMCrDNTuAgQhKK7jsSHVWs+AFEIGwKsM1OYCBCUS88+/B/Wvn2n2lUAJ5mEAOvMFB4CBOVSYPg/rAoUIAqZhADrzBQeAgTl8i9TygN0RCnTEGCdmcJCgKBM8+cvC3zr6917kl0FcJZpCLDOTGEhQFCm/v0/C3xQZ89ebFcBnLmEAOvMFA4CBGW6+OIhyQ+pZkgFgAQCBKVatOi3wFxEPXt+bFcBUMQIEJTq1VenB5oJZs5cZFcBUMQIEJSqQ4e3kuHRsuV/7B8DKHIECNJaunSlOeyw3skA6dFjvF0FQJEjQJDW4MEzAs1Xn3/+o10FQJEjQJDWNde8nQyPk07qb/5cvwwDAHgIEKTQdNmasC4RIF27jrOrAAABglRaNMrffDV58ny7CgAQIEh1/fXDk+Fx4okvBJYRBYAEAgQBy5evNAceeKM54ID7vQB54IExdhUA8BAgCBg48E1TvXpDs9NOzUydOuebceNm2lUAwEOAIKBNmzZmgw02MBtvXNXsuuuBZvXqNXYVAPAQIEhauXKl2WqrrbwAUWnfvr1dBQCSCBAkDR48OBkeKkOHDrWrAEASAYKktm3bJsOjWrVqZtWqVXYVAEgiQOBRWGy77bbJALngggvsKgAQQIDAM2zYsEDz1aBBg+wqABBAgMBz0UUXJcNDD9JXrFhhVwGAAAIEZs2aNWa77bZLBshZZ51lVwGAFAQIzMiRIwPNVy+//LJdBQBSECAwV1xxRTI8qlatapYtW2ZXAYAUBEiRW7t2ralVq1YyQFq2bGlXAYC0CJAiN2bMmEDzVb9+/ewqAJAWAVLkOnbsmAyPKlWqmCVLlthVACAtAqSI/fnnn6ZOnTrJAGnevLldBQBKRYAUsQkTJgSar3r37m1XAYBSESBF7KabbkqGxyabbGJ++uknuwoAlIoAKWJ77rlnMkCaNm1q/xgAykSAFKmpU6cGmq+eeOIJuwoAlIkAKVIDBw5MhsdGG21kfvjhB7sKAJSJAClSv/zyi2nYsKHZcMMNTefOne0fA0C5CJAi9/vvv9v/BAChECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkB4sg/ijtT2Wwb1jfffGMee+wxc/rpp5u9997b1KxZ05vvqlq1aqZevXrewlEPPPCAmTlzpr0pAISSuytYJZdNCGSzbXnmzJlj2rVrZzbeeOPA7ymrNG7c2IwaNcreFQCUKforWJHIJgSy2bYs7777rqlRo0ZKQIQtAJAJrhqOsrnwZrNtaRQe9l3HiSeeaHr16mU+//xzs2jRIrN69WpvxcHZs2ebwYMHe1OY7LXXXpG/FgDFgauGo2xCIJtt01Gzlf/OY7fddjPjx4+3q5VK66Ife+yx9j8DQJmiuYIVoWxCIJtt02nbtm1yf7vvvrtZuHChXQUAIhfNFawIZRMC2WxrU28rf9OVlqkFgDhkfwUrUtmEQDbb2rp3757cV/Pmze0fA0DOZH8FK1LZhEA229o0niOxr969e9s/BoCcyf4KVqT8IZBNyZa/F9X06dPtHwNAzmR/BStSdhC4lmz5e1/9/PPP9o8BIGeyv4IVKTsIXEu2ND1JYl8a5wEAccn+ClaksgmBbLa1cQcCIF+yv4IVqWxCIJttbTwDAZAv2V/BilQ2IZDNtjZ6YQHIl+yvYEUqmxAobdsZM2aYBx980BxzzDGmTp06ZtNNN/WmYdecVgMGDAjUTWAcCIB8yfzqB09pIRBGadv6/z1dOffcc83atWsD2zASHUC+ZH71g6e0EAijtG0PPfRQ8/jjj5upU6eaZcuWmblz55qePXuarbfeOlm/R48egW2EubAA5EPmVz94SguBMDLdVs82EvUPPPBA+8feXUj16tUDIZLpbLxNmza1/xkAyhTuCoYUmYaAX6bbLliwIFm/atWq9o89w4cPT7seyNNPP22mTZvmdfHVOJGlS5d664EMGTLE3HLLLawHAsAZVw1HmYaAX6bbajGoRP3atWvbP05SiPjvRDItAJAJrhqOsrnwZrrtSy+9lKx/2WWX2T8OUHOWnonYdyNllSZNmrAmOoCMhbuCIUWmIeAXdtsff/zR9OvXz+vKq7r169f37kbCUJCoi6/GiaiZSiPWFSrbbLONqVevnvfv6jI8a9Yse1MACKXsKxjywr5D2HPPPc0DDzxgVqxYYVcFgLwhQAqQHSB6cK5BggMHDrSrAkDeECAFbP78+WbkyJGmWbNmyTA5++yzzR9//GFXBYDYESAVxMUXX5wMkTvuuMP+MQDEjgCpIDR2IxEgdevWtX8MALEjQCqIVatWJQOkSpUq9o8BIHYESAWhmXoTAVLWYEIAiAsBUkFccMEFyQBp3769/WMAiB0BUiA0SLBLly5m4sSJZt68ed68VUuWLDEjRowwp5xySjI8ttpqK/P111/bmwNA7AiQApEIiLLKLrvsYsaOHWtvCgB5QYAUiJkzZ5quXbuaE044wRt5vsUWW3gDCBUaLVq08NYF0RohAFAoCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOPk/j8e7rx2fjr8AAAAASUVORK5CYII=)
PN: 4H15-1-3N
CAS: 171919-36-1
Molecule Weight: 160.176
Formula: C9H8N2O
![1-{5-Bromo-1H-pyrrolo[2,3-b]pyridin-3-yl}ethan-1-one](data:image/png;base64,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)
PN: 4H56-9-3B
CAS: 866545-96-2
Molecule Weight: 239.072
Formula: C9H7BrN2O
![5-Bromo-1H-pyrrolo[2,3-b]pyridine-3-carboxylic acid](data:image/png;base64,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)
PN: 3H21-9-01
CAS: 849068-61-7
Molecule Weight: 241.044
Formula: C8H5BrN2O2
![3-Bromo-5-methyl-7H-pyrrolo[2,3-b]pyridine](data:image/png;base64,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)
PN: 3H32-9-88
CAS: 1111637-94-5
Molecule Weight: 211.062
Formula: C8H7BrN2
TSCA: Not listed on TSCA inventory
