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)
| Product Number | 4H48-9-17 |
| Purity | 95 % |
| CAS | 148038-83-9 |
| MDL Number | MFCD00763285 |
| Molecular Formula | C6H4BrN3O |
| Molecular Weight | 214.022 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-9-17
CAS: 148038-83-9
Molecule Weight: 214.022
Formula: C6H4BrN3O
![6-Bromo-3H-imidazo[4,5-b]pyridine](data:image/png;base64,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)
PN: 3H32-9-21
CAS: 28279-49-4
Molecule Weight: 198.023
Formula: C6H4BrN3
![1,3-Dihydro-2H-imidazo[4,5-b]pyridin-2-one](data:image/png;base64,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)
PN: 4H53-1-1D
CAS: 16328-62-4
Molecule Weight: 135.126
Formula: C6H5N3O
![7-Bromo-3H-imidazo[4,5-b]pyridine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACeOAAAnjgFcx4G+AAACEHpUWHRtb2xTb3VyY2UAAHichZVbb9owFMe/iuXn4VscHBChYlSTJrV7WDtpb1NIDEQiduWE27ffMWm3BNwg5eHIPr9z/cuZPZyqHTpoV5fWpJgThpE2uS1Ks0nxr9dvowQ/zGc5OIGjqVO8bZq3KaXH45HkW11lJ2tIbivc3k9PddnzOUbEug0VjHH6+/np5cKMSlM3mck1UHU5rS+HTzbPmksVn6SgVeYOpaGtO63coY32RzD/MXKqC/y/lyXcLQBF63Kn0dq6KmvQQTACH/uCNtpolzW6QKszHEdEQu/z2fOjzfeVNg2YPkKZZ7uXxu1zOKjsTud7CAbG98cUVxyArLHVwrns3JqoLFKccZjiTvswr+c3neKvDjoVKR4TLpjC6Ax2RJKY+ZTUc11aXNHLW1iQiIfhKAwrImMZtTAnsQzD8j4Mw2NhOL6Cf9yWPWJEqTA9DqeWRCWK3UutblNvz4WzsOSl3ZsGem7DRSQSQv4rRqp4EoqXhIsRRHIlPor5rJNJeA7d1IIwHs7M2f05XO+PdjS4sqbomJegK2jeu/zU61r4HMhLzLpCOz8YCOBdu4DoAwJ5Wb0DixAQ9YEIeSkNAbIPSOTlMwTEfSBGXjFDwLgPjJFXyRCg+oBCXgZDQNIHEuRXPwRM+sAEXdY9RPj7q03cRfhN42GEdrRCP942MG/ePdp5FCn8CuZ/Aeqn4zn84oF6AABHhUlEQVR4Xu3dCZgU1b3+8dzcxERNjJG4xLjcGI27iRu4IKKCiktQgbjivqIoaIz7goa4AIkxogJBxF0UFVFREVEBFVFQEQTFBRVRIIqAIric/7yVf5muX3XPTJ/q6q7u/n6e5zz3Rk7V9FT31Ft91u85AAA8fM/+BwAAmoMAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEQODEbbdtVjl1p53cWe3buyuOOsrd+pe/uFeeftp9tXy5PR3qAAECIGCDophy3n77uclPPmlPiRpHgAAI2FDwKaNvv92eFjWMAAEQsGGQz7fffuu+/PxzN2fWLDfmzjuDbx65x5y8/fbunWnT7GGoUQQIgEBzAsRaumSJu/ywwyLHDb7oIlsNNYoAARDwCRCZPnFi5Lhz9tnHVkGNIkAABHwD5Msvvogc122HHWyVZlMT2cyXXnI39+rleh18sOu5++7BOU9u2dJWRQYQIAACpQqQHm3b2iox+X7WwvnzXZ/jj4/9WxAg229vzoAsIEAABOxNu7leN01YfU84wVaJsT9r8aefugs6doz997CcRIBkEgECIGBv2s2hEVm9u3aNHDd+xAhbLcb+rOvPOiv4v2r+Gtavn3t76lT3+aJFQSf9rJdfdgPPO8+eAhlAgAAI2Jt6PsEw3i++cB++9ZZ78u673fl/+EPkmGtPP919+8039rAY+7NU1N/x3owZtioyjAABELA39GJKj912cw/eeGOzlzSxx6tMHT/eVkPGESAAAvaG3tzy1yOPdDMmTbKna5Q9R59m9JsgewgQAAF7Uy+2/O2UU9wnH31kT5uXPfbpe++1VVAFCBAAAXtTL+SrZcuCoJgydqzr37Nn5Jiz99rLzXv/fXtIjP1Zs19/3VZBFSBAAATsTb25Jjz4oDtpu+2+O673EUe4b5roSLc/a8lnn9kqqAIECICAvakX46aLLoocO+mxx2yVCPuzvvn6a1sFVYAAARCwN/ViqBM991jN62hMkp+F7CBAAASS3NTVBJV77DkdOtgqEUl+FrKDAAEQSHJTVxNU7rHddtzRVolI8rOQHQQIgECSm/qShQsjx57epo2tEpHkZyE7CBAAgSQ3dbsnyEUHHWSrRCT5WcgOAgRAIMlNfdD550eOvbV3b1slIsnPQnYQIAACvjf1cfffHzv2jcmTbbUIWx/ViQABEGjuTV0LJn768cd5Z6KrDDjnHHtIjD0G1YkAARCwN3WfcvVxx7llS5faU8fY41CdCBAAAXtTL6actvPOwXLuX3/1lT1tXvZ4VCcCBEDA3tQLlZNbtgw2f7qkc+eg8/zp4cPdF4sX29M1yp4T1YkAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQACWhdbA+X7TI/mfUMAIEQGLakfCMXXcN1rW6u18/+8+oUQQIgMT+euSRkcURP54921ZBDSJAACR23n77RQLkzSlTbBXUIAIEQGIESH0iQAAkRoDUJwIEQGIESH0iQAAkRoDUJwIEQGIESH0iQAAkRoDUJwIEQGIESH0iQAAkRoDUJwIEQGIESH0iQAAkRoDUJwIEQGIESH0iQAAkRoDUJwIEQGIESH0iQAAkRoDUJwIEQGIESH0iQAAkRoDUJwIEQGIESH0iQAAkRoDUJwIEQGIESH0iQAAkRoDUJwIEQGIESH0iQAAkRoDUJwIEQGIESH0iQAAkRoDUJwIEQGIESH0iQAAkRoDUJwIEQGIESH0iQAAkRoDUJwIEQGIESH0iQAAkRoDUJwIEQGIESH0iQAAkRoDUJwIEQGIESH0iQAAkRoDUJwIEQGIESH0iQAAkdvpee7nDttzyuzJj8mRbBTWIAAGQ2GGtW7s9fv3r78rUSZNsFdQgAgRAYu232cZtvsYa35WXnn/eVkENIkAAJLb1Jpu4X6y00nfl+QkTbBXUIAIEQGLrr7+++973vvddGTdunK2CGkSAAEiMAKlPBAiAxAiQ+kSAAEiMAKlPBAiAxAiQ+kSAAEiMAKlPBAiAxAiQ+kSAAEiMAKlPBAiAxAiQ+kSAAEiMAKlPBAiAxAiQ+kSAAEiMAKlPBAiAxAiQ+kSAAEiMAKlPBAiAxAiQ+kSAAEiMAKlPBAiAxAiQ+kSAAEiMAKlPBAiAxAiQ+kSAAEiMAKlPBAiAxAiQ+kSAAEiMAKlPBAiAxAiQ+kSAAEiMAKlPBAiAxAiQ+kSAAEiMAKlPBAiAxAiQ+kSAAEiMAKlPBAiAxAiQ+kSAAEiMAKlPBAiAxNZbbz0CpA4RIAASueuuu9z3v//9SIAcfPDB7rPPPrNVUWMIEABeJk+e7Nq0aRMJjtyy5pprusGDB7tvvvnGHooaQYAAKMq8efPc8ccf7/73f/83Fhr5yjbbbEOTVo0iQAA0y/Lly13fvn3dz372s1hIhMU2ZeWWQw45xM2ePdueFlWMAAHQpIceesj99re/jYVCWLbcckv35JNPug8//NAdddRR7n/+539idVRWWmkld8kll7jPP//c/ghUIQIEQEGvv/6622uvvWJBEJYWLVq4G264wX399deR4yZOnOh22GGHWP2waNTWHXfcETkG1YcAScm22w6Ile7dH7HVmmTPAZTDJ5984s444wz3wx/+MHbzV9F/P/3004N6jbnlllvcr371q9jxYWndurV78cUX7WGoEgRISuyNPywTJrxnqzbKHg+kSd8k9I3iF7/4RexmH5Y999zTTZ8+3R5a0JIlS9yFF17ofvzjH8fOpaJ+k2OPPdZ99NFH9lBkHAGSEnvjD0uXLsPcN998a6sXZI8H0qI+jK222ip2gw/LRhtt5EaOHGkPa7Z33nnHde7cOXbesKyyyiruqquucsuWLbOHIqMIkJTYG39uueeeabZ6QfZYoNTefvttd9BBB8Vu6GHRqKs+ffoEo7BK4amnnnK/+93vYj8nLBtuuKEbMWKEPQwZRICkxN74c0u7dkPd4sXNe8qyxwKlsnjxYnfBBRe4H/3oR7GbuIqalo477jj38ccf20MTU1PZgAEDGm0qa9++vZs2rfkPWyg/AiQl9sbfuvXgyP++5prn7CF52fMASX377bdu6NChbu21147dtMOyyy67BDPN0/bpp5+6nj17Fuys/8EPfuC6d+/eZGc9KoMASYm98Q8c+FLkf++wwyD3wQdNrxVkzwMk8dxzz7lWrVrFbtRh0aq6Wtuq3GbMmOE6dOgQez1h0XDh/v37x4YLo7IIkJTYG//SpV81/IHcFvlvZ5/9uD0sxp4H8DFnzhzXtWvXRif49erVy33xxRf20LJ65JFH3MYbbxx7fWHZYost3BNPPGEPQ4UQICnJd+MfOXJm7L9PnjzXHBll6wPF+PLLL91f/vIX95Of/CR2Mw7LYYcd5t57r7jh5WlSZ32/fv3cqquuGnutYTnggAPcrFmz7KEoMwIkJflu/N9+69zhhw+P/PeuXe8L/nsh+c4DNMc999zjfv3rX8duvmHZbrvt3Pjx4+1hmTF//nx3wgknFFy0UZ3/5557rlu0aJE9FGVCgKSk0I3/xRfnxP7toYdm5hwZZesCTXn55Zdd27ZtYzfcsKy11lrupptuCjrTq8GUKVPcrrvuGvs9cn+fIUOGVM3vU0sIkJQ0duPv2fPRyL+pb0R9JPk0dh4gl57YTzrppIJP7CussII755xzqvaJfdiwYe7//u//Yr9XWLbffns3YcIEexhSRICkpLEb/+zZC12rVoMi/z5gQP71gBo7DyDqM/j73//eaJ9Bx44da6LPYOnSpe7yyy93K6+8cux3DMvhhx/u3n//fXsoUkCApKSpG3+fPhMi/77zzoPdvHnxJa6bOg/q26hRo9wmm2wSu4mGZfPNN3ejR4+2h1W9Dz74wB1xxBEFR5UpYC677LIgcJAeAiQlTd34P/vsS7fbbjdH6lxyyVhbrcnzoD7NnDnT7bPPPrEbZ1hWW201989//tN99VX+ptFa8eyzz7qWLVvGfv+waF7L3XffbQ9DiRAgKWnOjf+2216J1NluuwFu+vT5kTrNOQ/qx8KFC92ZZ57Z6MztU0891f373/+2h9YsdZ7ffPPN7pe//GXseoRFe7erMx6lRYCkpDk3/uXLv3EdO94ZqXfCCQ9G6jTnPKh933zzjRs4cKBbffXVYzfHsLRr18699tpr9tC6obW9zjvvvIJre2lwgfZy157uKA0CJCXNvfGPGfN2rK7+W8j+G+rP008/7X7/+9/Hbohh0eq1DzzwgD2sbr311lvuwAMPjF2nsGh1Ye3tXqrVhesZAZKSYm78xx03IlJX30r07USae55ly752L788t+GPh0XnasW7777runTpErsBhkX7Z1x55ZXsn1HAmDFjgr3a7XULi/Z4117v8EeApKS5N36ZNm1e0P+RW/+WW14J/q055/n662/ckUfe/10dBdA//znRvfZa6ZfhRvq0g99FF13U6A5+xxxzjJs7t/FlcPCfZeOvv/76YDFGex3Dsvfeewd7v6N4BEhKmnPjz3XBBWMi9XfddYj79NOlzTrPSy99GKsXln33vd316/esmzJlbqNLpiAbbr31VrfOOuvEbnJh2Xnnnd2kSZPsYWiCloPXHu6FBh/ov/fo0SNYXh7NR4CkxN7ImzJ37mK3447/ihxz5ZXjmnWeDz9cHJuYmK/svfetwTknTZpT1La6SN8LL7zQ8P7vGLuxhWXdddd1t99+uz0MRdJe7trT3V7fsGiDqxtvvJFl45uJAEmJvXk3x3XXTYwc07JlPBQKefrpd92hh94bq1+oaFfEyy572j377Pvf9beg/D788EN39NFHF5wQt+KKK7qLL77Yff55fJIp/Glvd+3xbq93WLQ3/NixY+1hMAiQlNgbdnN8/vly1779LbFjiznP++9/5oYMmRLpE2mqtG07pOEmNdY99dQ7QWc80qeO77/+9a/upz/9aezmFZaDDz446EhHOvQeXH311cGoLHvtw9KpU6dgz3jkR4CkxN6km2v48OmxY33OI2oWu/32V93xx4+IddIXKrvscpM777wn3OOPv+W++KK2ZzFXyn333ec22GCD2M0qLFtvvbV75pln7GFIifZ8197vGpxg3wsVzSvR3vGaZ4IoAiQl9sbcXOqb6NJlWOz4Ys9jzZ//uRs2bJo76aSRbvvtB8bOm6/stNNg96c/PeYefvgNt2QJQ0WTmjp1qtt9991jN6iwrLHGGu5f//pXMGkQ5ffSSy8Fe8Hb9yUs2kNee8mzbPx/ESApsTfjYkyY8F7seJ/zFKLRXQ888Lo77bSHg73Z7c/IV9TB3737I27EiBlu4UIWqCvGggULXLdu3YJlRuxNSUXLrP/pT38KlilB5d15551uvfXWi71PYdGe8s8//7w9rC4RICmxN+Bi6eZuz+FznqYsXrws2NDqzDMfi40CK1TUuX/KKQ8FzW0LFtC5W4gWMrz22muDhQ3tTSgs++23n3vjjTfsoZmlZhw9qauD+cEHHwzWoFLREuuXXnrpd0X/O/w3dVir/uTJk6umGUh7w+v30F7x9j1T0aCHI488Mthrvp4RIPiO+jwee2yWO/fc0a5168Gx4MhX1Bym9bvuuGOq++ij6rg5lMPjjz/uNt1009iNJyz6t0cffdQelhm6MerG/7e//a3hYeEUt9tuuzW6WGExRefZY489gm9l2sdEs8GzOilSe8Vrz3j7O4RFe81rz3ntPV+PCBDk9eWXX7knn3zHXXTRk65NmyGx4ChUjj76fjd06Mvugw8+s6esC2+++abbf//9YzeasPz85z9311xzTeaWWf/oo4+CphvtaKglPuzrLkdRqCpUtJe7mv2yRHvHb7vttrHXHBbtPX/vvffaw2oeAYImaZ6I+mV69XrK7b770FhoFCqHHTbcDRr0knvnndqf3fvZZ5+5s88+O+jPsDcXFa0Ee/LJJ2fqxjhu3Dh32mmnNfpNqZJFczHUN/Tii/l36yw3DW7QXvJrrrlm7LWGRXvRv/LKf5YhqgcECIqidbcmTvzA9e79jNtzz1tjoZGvbLNNf7fPPn1dv373uNdee9OesqrppjJ48OBGbypq/nn11VftoRUxY8YMd+GFFza6t3hTRc02On677bYLbphqjtJkSJUTTzzxu/9f/13/rnqq39g2tE2VzTbbLJg3oyalStPDwp///OdGHxb0TU571Nc6AgTeNJpR63D17TuhISBujwVHWLbaqo/bcMPubu2193errvo7t/HGW7tzzjmn6key6Am+sWYNzfUYPny4PazsNLpLzWa6kdvX2FjR8in77rtvsEaUFiR84okngpnzSahvRf1D/fv3d2eccUawq6KGx9qfXaio81qBrM75Sq9CrObKP/zhD7HXGBY1V6qPp5aXjSdAEpg9e2HQTKP9zAcPnmz/ue68+urH7h//eL7hjyq6Sdbmm/dyv/71sQ1P6e0anl43ct///n+f3DRcUjcoTZyrlvH1s2fPdoceemjshhEWPaH37t274h2rmiB37rnnNjrTOrf86le/CvYZ11wU7alRTtqiV2tQafa95sPY15avKHjUyV/pZV6057y+IdnXFxbtWZ/lARNJECCeNGLpoIPujtwo2Yvjv2bMmO9uuGFSwzW6o+EP6JyGp9lDXIsWO7kVVyz8tKnRORrxo30csriYnYZ2XnLJJY0O7TzqqKMSP6Un9c477wR9G4WWg88tWt33uuuuy9xQYu2s2KdPn0Y30gqLFkDUSKhKrqSrQRHag76xIdv6NqegrCUEiCd1KNumGrufOf5j1qyPGr7K3+1at+7iVljh57E/rHxFN4Vjjz3WjRo1quJNFXLHHXc0Orlshx12cBMnTrSHlZX6BzQ3odCS5WHRKKtevXpVzRpPmsGvPgd9Q7K/S27RNy3172g/lUrRXvTak76xSaNnnXVWzUwaJUA8aK6EDY9u3R621ZDHrFlvBbvoaTav/eMqVHRj6Nq1q7v//vvd0qXlnQWvEUCtW7eOvaaw6KZ2yy232MPKSgGrJrPGOqm1npM6uCsdcklowIL6YQ466KCC61apKOgr3fekb1AaRGBfW1i0t/2gQYOqftkaAqRIc+YsCjZ7yg0PLY2utaZQHPUlqJNR6w8VWs7cFt0k1U5+1113pfqkqXkR+gZU6Eal5qFKP+2KvqE1tiy5VvvVUNisTtTzpX099FBR6ElfRTsNqqO7kvTQ85vf/Cb22sKihTO15321IkCKoCGsmiiXGx5a5Xb8+Nm2KoqkfgON9NFig43dFHKL9so44IADgm8ApWoS0NP8VVddFew3bn9eWDp37hz0M1SSfr5+d/vawqImwMsuuyzYia+WqRlO82v0DcteAxX9d/VbVXJAgz5TV1xxRaNL9//xj3+syqX7CZAi9O//QqzpStvForQ0fl5zK/QEWWisvS2qp/o6znf8vdZ22nDDDWPnDsvvfve7TGwypG9fhUZW6YaZhW9G5ab+ny5dusSuR1jUGV/pgQL6Fqj5MYW+1Vbj5mEESDO98MKc2DLoGsLLBkzp0jcLfcPo2LFj8Adm/+jyFX2D0TeZG264oVkjoqZNm+bat28fO09Y9DQ/YMCAio8M041F+1bY1xcWzamodJNNpWmOSaGlWPQNQIMhKk172u+0006x1xeWddZZx9122232sEwiQJpBy59rP/Hc8NBig+++W7lhg/lomOnLL78ctIuHK6GqczV3lVT97/DfVE/1y90x7UtP1Xr6Vh9IYx3GuUV9K+pjUV+L+lxyqXmne/fuBZvMNJqpZ8+eFR0eGtJM9kJzDTRhccSIEfaQuqUmIw3rLTTc+oQTTgj+VipNIaGwsK8vLAqZF154wR6WKQRIM/Ts+Wis6Ur7YlTS+++/H2xuo9m8HTp0SLQ0hYoWg9MTrCb13Xrrrc16cq8khZ46KNWRWqg5J1/R6C8tiaFhrC1atIj9e1h0TbXsRxbo20++b18KxzPPPLNqHgDKTf1EO+64Y+y6qWidrUo3aYm+VarZKt/7q6LmLjV7ZXUQBAHShLvumhoLD235Wm5af0erlGqiXaGv6KUueuLVE7r6BrLcLqsnTn2b0qgpNTfZ36OYsvHGG7uHH87GkGzNzNcCjfY1qmgY6COPPGIPgaEJfrqG+Ub56Rpm5QlfHejqSLevMSx6/RoMkDUESCNmzlwQ22Rp//3vCDZhKgd9+HUz0werObOK0yxqMtKT0FNPPWVfZqaon0Iz2TUyp5j9K1ZddVXXr1+/zKxbpFAstA+F+ney/g0xa/R3lO/hQsvOqN8kKzSkV0N77etUUVNr1hAgBSxd+pXr3Dm6VEmrVoOC9Z7Spo5QNU2stdZasQ9RU0VfhTVaSKugatG5fKuk6r/r3/U13ieY1FymJiCttZRleoLXGltqlis0i1xPdmoT9x25lQZ928w3CU03ELXtV/vks0pRs2++SaEawZeFzvWQ3l9NMsy3LErWZO8VZcTllz8da7q66aYptlpJaTSQnjq1HLT94OQrupGr2UYdxHrC8l2aYtasWcGucFqYTms5Ndaxl1sUVupkzmr7rKXVf+3eF2oSzBKtVqsHAHut1SGspkQko292GoRhr6/6GrRicZZoXxH7GrOGAMlj9Oi3YuFx8skjG54M0lktViOhOnXqVHB8eFg0uU0f/oEDBwY3/TSpA1lLbmuyWqEOvrDoW8zpp59eFftDa62o3NeuJ/qs0De6fLPK1fTy3HPP2erwpCd8LTZpr7NKlkJED4S5r00PlllDgBgffrjYtW0bXapkjz2GunnzSt+JrGGkalpqLDj0odlrr72Cr9iVGnqoJhV9pdbKrfb15Ra1J6sfodLzJRqT1QDRfJd8K89qiG6treCaFXrv7fXW32JWmrMIkCqjpUqOOeaBSHhoqZJnnin9UiVDhgwJRoHYD3BYtCeChptm7aleQx+1mmhj8zDUCZiV0S1WFgNEDwaaq2Kvozar0ppcSI8ejGyTsfpEHnvsMVu17AiQKnP99ZNiTVd9+kyw1RLRDTjfzSIs2iRHfRqV+rbRXPPmzQuW2Na3Dvs7hB92DQHO2hyFrAWIRn1p/o29fuoHycIExnqgELHXX59rzRivJAKkirz4YnypkkMPvbekS5VoFnWhRfrUzq0+h0ou+uZDo5c0zr7QHhRqlkm7v6YYWQoQjRLLN1RX63HxzaO8Lr/88tj7oBaCSk42JECqxMKFS12HDrdFwkNLlbzzTmmeAPUUrnkJ9gOqojbX448/PtiIpppp059CfSSaKf7AAw/YQyoiSwGiVX/ttdL+IpVe6bde5etY11D3Sn2LJkCqRL6lSh544HVbzYs+BPk6R1XUTPHss7Wzmq+eqLXsxs9/Ht91UPMtzjnnnIrPYchKgGh+il2DS0uraCMiVIY+m/mG+GqgSyUQIFXg7rtfi4XHueeOttW8aHhuvtnQuplqkx/NNK9FWlpbW7za31vl8MMPr+jvnYUAUfOU+rpyX4eWYWeobuVpnki+yYaVGJlFgGTcm2/+O7WlSrQkQb5F/jS7dOTIkbZ6zVHnsDrR7e+vsv/++1esWaDSAaIhzloJwF6T6667zlZFhWjGul32REvBl7s/hADJsC+//Mp16TIsEh4tWw5yr7ySvPPyvvvuy7tEiJ7K7ZLitU4DB/KN1NJSKosWLbLVU1fpALngggti1+KQQw6x1VBhWtnBLsCopuhyDnIhQDKsd+9nYk1XgwdPttWKpvCw48pVNKO7Uk/dlaammXzr+mg4c7mvSSUDRHNj7Gdjk002afjGu9hWRQbkWwlZS6+XCwGSUWPGvB0LjxNPTL5UiVaqzffNQ7vIZXl2djloQ6R8/UHaX7ycHeuVChC9/9tss03kZ2syJp3m2aW+OrufiP6+y7XrIwGSQXPnLna77XZzJDx2332o+/jjZHtIq8NcS4LbG+T5559vq9YtzQfRxlX2GmlTrHKpVIBocqj9vW+88UZbDRmjm7jd2XDvvfe21VJBgGSMvmEce+yISHhoqZKnn37XVi2K3uh8T9eER5yuVb5l6rWGVjlUIkDUKatO2Nyfq+1KNewZ2Zdvzazhw4fbaiVHgGTMtdc+7rbaqk8kQK66arytVhS14eeb56FmK+T34osvxjrW9cehkWtpq0SAHHjggZGfqVn7atJDddDQXrsLqPaXWbIkWatFUwiQDHnuuVfdr399hNtoo9PdFltc7rbZ5gZ3yCH3JF6qJN8M844dO9Z9n0dTtAWtnUinfUjSnpFf7gDR72k/H1pDDNVFuxba9/HCCy+01UqKAMmIf//7U7fJJru51Vdv03CT6uQ22OAkt/XWvdxbbyW7WWmIqv1QaahuuUcWVasbbrghdv00Wi1N5Q6Qli1bRn6eNgHL8v7yKKxLly6R91LzvNJc8JIAyQjdlH74w1Xcyitv4FZbrZX75S/3dXfcMdZWK4omFdmFETVUtd7meSSl/d5zr6GKFpVMSzkD5NFHH439bvfff7+thiqhviw7ylKLMKaFAMmA66+//rs34PvfX8GtuOLa7qij/mSrFUWdn3ZJdk06qocZ5qWmjZT0VJ57LTW8VcuhpKGcAaKO8tyfpX1S6DivbrbJWjPW0+oLIUAqTCvE2u1Y119//YavnQtt1aJoM6jcc6pobSv40YKStj9E30zSUK4AGT16dOwzokmmqG66qdvP6t/+9jdbrSQIkArShkybb7555A3QGz9+fLJRV+rktTsJalXdSi4QWAs05NnecJ988klbLbFyBUibNm0iP0fLgvPtozZ07do18t5qCf40ljghQCrIftVU6dWrl61WNC3tnHtO7edRS0uyV4o6ljU0MvfabrHFFiUP5nIEiJZusZ+9YcOG2WqoUtOnTw/+7nPfX7VKlBoBUiFqKrB/wLvuumviJTOmTJkS++BoMyiUhm6y9n3TSK1SKkeA2IeMzTbbLPFnD9nSqVOnyHusFZZLjQCpAHW+2g2NNDpKIyiSsh8adaAtWLDAVkMCu+++e+Qaa+mTUn4LSTtA1HRql/HXQA7UlieeeCLyHuvBstQDPwiQMtPkPTs6SqUUQyenTZsW+/aR5nDTeqVveXYZ7dtvv91W85Z2gGjjodzza6OotCdHovz0jVITX3Pf6yuuuMJWS4QAKbNLL700csFVunXrZqt50U56uedNq+MMznXo0CFyrUvZAZ12gOy5556R82vyGWqTVhTIfa/VVFlKBEgZjRs3LrjAuRdcnbClmBWu5ZvtubW6KtKhNbFyr7WKNvgphTQDRM2k9nNSqteN7NE0Afs51TpvpUKAlMknn3zi1l133cjF1vyPUu21cOaZZ0bOvcYaa7AcRcrsJLz99tvPVvGSZoBcffXVkXNrhWbWRKttmhya+56fddZZtoo3AqRMDjrooMiFVinV6B114Nrlx3v37m2rocTsSDqtYDt//nxbrWhpBki7du0i52Zyae3r27dv5D3XnLBSIUDKQJvy5F5kFQVKqagJwr6Jc+bMsdVQYsuXL3ctWrSIXPtSjGZKK0DUVGpXPUhjIiSyRa0cue+5BtqU4kFHCJCU6c2zf7RqylKTVqnYxf7KtRsZnDvllFMi137nnXe2VYqWVoCMGTMmcl59LhlkUfs0uGPNNdeMvPf33nuvreaFAEmRnvjUSW4v8DPPPGOretNSzXb1TQ3TRHlo2Znca6/hvfqjSiKtALFLsbRv395WQY06+OCDI+99qUZ+EiAp0puUe3FVNIy3lO65557I+TVBTBPFUB56urMr9SZtxkorQFq1ahU575VXXmmroEbZZvRNN93UVvFCgKREEwNzL6yKJhCWesSLbULRkwbK6/TTT4+8B0lX6U0jQLQkvR2+O2nSJFsNNWrmzJmR917flOfOnWurFY0ASYHG2mtpktwLq6VLSr2MgGy88caRnzNw4EBbBSmzo7HU3pxEGgHy1FNPxT6PrH1VXzSxOPcz8Mgjj9gqRSNASkx/lFoUMfeiqgwfPtxWTUxBZX/OrFmzbDWkTGuN2SVktKyMrzQCxDZh6DOK+mJXTyjFRGMCpMQuu+yyyAVV0bLtaRg6dGjk52gjKlSGljLJfS+S9IOkESA9evSInFOr8aK+nHHGGSW/LxEgJaQROXYnMG0YlVantv1AHHPMMbYKyqR79+6R9+KEE06wVZotjQDR0O7cc6a1Qx2yK3frbBWtKp0UAVIiGk6rbwC5F1Pj7LUWTVr22muvyM8rxVdS+BkwYEDkvUjSRJRGgGjJ+dxzlqL9G9XFLu+uPpGkCJAS6dy5c+RCqqS9lLodPjpq1ChbBWUyduzYyHuhNaZ8lTpA9A3Y9tEknauC6mP7TDUSa/HixbZaUQiQEtDIp9yLqHLAAQfYaiXFTSFbtHSM/eNctGiRrdYspQ6QV199NXI+fTNmBFb90ZyllVdeOfJZ0N42SRAgCWnv4ZVWWilyEbWJS9ob9Lz88svcFDLmJz/5SeQ98V02u9QBYofwbrDBBrYK6sRGG20U+SwkXQuNAElAS5XY0Te6gNorIm0jR46M/FwtmYLK0iqnue/JAw88YKs0S6kDxH5WSrkaK6qLXdp9xIgRtkpRCJAETjvttMjFU7n44otttVRoC9Xcn6tZ7qgsO//n1ltvtVWapdQBYrew5bNSv9q0aRP5LNx22222SlEIEE9KbrsvtlZiLfVSJYXYUT/77LOPrYIy23fffSPvie9+L6UOEPtZ0YQy1KdSfUZDBIgHbR9r27u1NMTs2bNt1dT06dMn8vNZA6vyDjnkkMh7ot3/fJQ6QPisIFSqz2iIAPGw9tprRy6ailbFLSc1leX+/OOPP95WQZnpPch9T3ybM0sdIHxWECrVZzREgHjIvWAqm222ma2SOm1FmvsatCIsKsuuyuu7XWypA4TPCkKl+oyGCBAPdv9xFS3fXk48VWZPqZ7uSh0gfFYQKtVnNESAeJgxY0Zs7oeWb9dMz3KhXTt7StW+XOoA4bOCUKk+oyECxFO+DaM0RK5ck/nsyBpGYVVeqUa4lDpA7GeFUVj1q1Sf0RABkoDdDVClV69etloqmAeSPcwDQdYxDyRDNBNdM8DtBRw3bpytWnJ2djEz0SuPmejIOmaiZ8xrr70WrEOVexHXW28998knn9iqJcVaWNlj5waxFhayhrWwMshu1KLSqVMnW62kWI03W1iNF1nHarwZduCBB0YupIo6L9PEfiDZwX4gyDr2A8kwLd++7rrrRi6mhvpOmzbNVi0ZdiTMDjvSiR0JkTXsSJhxWsZdFzD3gm655ZZBZ3sa2BM9O9gTHVlnm9rZEz2DLrnkksgFVTn11FNttZIYOnRo5OdoT3ZUht0XRn+svtIIkB49ekTOeeKJJ9oqqHH2gfPkk0+2VYpGgJSYlnNv3bp15KKq+A7pbIxt01SZNWuWrYaULViwINbHkKTpMo0AufHGGyPnTNLEhuqkCaS5n4FSNHkTICnQsu5a3j33wrZo0cJ98MEHtmpiG2+8ceTnaH92lNd9990XeQ/WXHNNW6UoaQSIHcqrzycjseqL+jxyPwOl6AcjQFJy7733Ri6sStu2bUv+R2tnw7POUfnZFU7/+Mc/2ipFSSNAFi5cGOufmzRpkq2GGjVz5szIe68RWHPnzrXVikaApOikk06KXFyVyy+/3FZLRPuQ5J7/Zz/7WTBsE+WhsfV2OHWS/g9JI0CkVatWkfNeeeWVtgpqlG3C3HTTTW0VLwRIinQj114huRf4Bz/4gZswYYKt6u3TTz91P/7xjyM/Q2sfoTzGjx8fufZ6sks6xyKtADn//PMj523fvr2tghqllonc975bt262ihcCJGWaBWxv8BotpRt/qajJJPf8GrKJ8rBNiDvvvLOtUrS0AmTMmDGR82pG+pdffmmrocboW7L65XLfezWxlwIBUgbXXXdd5CKrdOnSxVbz9vDDD8feRC2tgXQtX748GByRe+2TNl9JWgGi+Uh23bakayEh+7ReX+57rhGD8+fPt9W8ECBl0rFjx8iFVhk0aJCt5uWrr76K7ZLYu3dvWw0lZkdf/fCHPyzJH2ZaASLt2rWLnDvplqbIvr59+0be81KuxkyAlInmCqyzzjqRi62lTqZPn26rejnzzDMj515jjTXc559/bquhhHbaaafINd9vv/1sFS9pBoh2oMs9t9bs0twl1C67hPtZZ51lq3gjQMpIY/HtUEo9DZSiHfrNN9+MnbsUE4WQn5atyb3WKmpKLIU0A0STT+3npFSvG9kzderU2OfUd5uBfAiQMrvooovMBV+x4YngUlvNy+GHHx45tyYOlSKcEGdn9WopE3VWlkKaASJ77rln5Pyl7I9Dtvz5z3+OvNcaFVpKBEiZqblAI3V0sVdYoYVbZZXN3VprtXejR0+2VYum5TPskhr9+/e31ZCQ9lDQcN3c66wthksl7QCxW9z+6Ec/ClaTRm3RpGXbbH7FFVfYaokQIBXw7rvvNoTGZm611bZ3a6+9v9tgg5MaQuUqN2/eElu1aNrIKvcN/cUvfhH0v6B0tIpp7jXWUukayFAqaQeI5idpwmnuzyjF6DFki12+XQ+X7733nq2WCAFSISNGjHXrrnuw22ijHm6rra5y2247wJ100siGp4ZkzSB6OrbfQo4//nhbDZ6GDRsWubYqN9xwg62WSNoBIlqNN/dnqGmj1MvsoLLsw+Ruu+1mqyRGgFTQRRfd57be+togPMIyeHDypix7c1CgPPvss7YaiqRRbdrvPvfabrHFFiX99iHlCJDnnnsu8jNUFI6oDRrdaR8khwwZYqslRoBU0NKlX7nOne+OBEjLloPcK698ZKsWRe3Zq6++euSN1WivUt/o6o1dCkQljYl45QgQadOmTeTnlHIgACqra9eukfc2rQE1BEiFvfHGv92OO/4rEiL773+HW7x4ma1aFD1t2Jsdk8b86Ruc1jHLvZ5JV90tpFwBMnr06NhnRJMjUd10U7ef1bR2oCRAMuCuu6ZGAkTlvPOesNWKoifJXXbZJfLmauTQyJEjbVU0QUuh2xV3V1555ZJ3SIbKFSBiJ0Nq0hnfQqqbdhrMfU81kGbJkuQDdPIhQDKiZ89HYyEyYsQMW60ob7zxhltllVUib/Bqq60WbHiF5rOLVaqkOTy6nAHy6KOPxn63+++/31ZDldBEUbt4a6m3kMhFgGTEp58udR063BYJkNatB7t33022au9dd90Vu0HssMMOwcJ6aJpGWNnrd8ABB9hqJVXOAJGWLVtGfp6+bbEMTnXSpNDc91LDtUu58rdFgGTIpElz3PbbD4yEyKGH3uuWLUu2VpH9SquixR1ZA6lxo0aNirUla2JW2pPuyh0g+j3t50MzmFFdHn/88dj7eOGFF9pqJUWAZEz//i/EmrL69k22AZW+bfz+97+PfbiOO+44WxX/n9YL+slPfhL749AaWGkrd4DIgQceGPmZWllYe9mgOixbtsz99re/jbyHGnKeVt9HiADJmK+//sYdc8wDkQDZbrsBbty4ZP0WeqO18mrum62ioamI0rWyy+Or9OvXz1ZNRSUCRG3nP/3pTyM/Vx3sdKhXB31G7Od1+PDhtlrJESAZNGfOIte27ZBIiLRrN9TNn5+sXfrll192q666auyDRoj816xZs4KlSew1OuOMM2zV1FQiQESrN9vfW3tpI9t0E9fWELnvW7l2JSVAMuqxx2bFmrJOOeWhxEudaEl5O0pDRc1Z9d4noiabfN/SOnfuXNZlPioVIHr/t9lmm8jP1nBl7WiHbNLk4B133DHynunvW9s7lAMBkmGXXfZ0LESGDJliqxVNk8X0RtsbpUYX1evoLC3toSHO9ppoLk25r0mlAkReeOGF2Gdjk002cYsXL7ZVkQFnn3127DN78cUX22qpIUAy7IsvvnKdOkWXOmnVapCbOvVjW7VoCpF830Q0xLfe5oloqLPtMFdp27atW7Roka2eukoGiFxwwQWxa3HIIYfYaqgwbQRmtxXQYJk0liwphADJuJkzF8SWOvnDH+50S5YkW+pENKLILuutoifxepixvnz5cte9e/fY76+y//77l/2bR6jSAaKmLK3caq/JddddZ6uiQjToQTPMc98fDYLQ5OFyIkCqwB13xJc6Of/8MbaaF3Ws52v315ON1s6q1QUYtQyJvm3Z31tFOztW8veudIDIRx995NZee+3I69DGU2rqQ2VpyG7r1q1jn1ttFFZuBEgV0EjKHj1GxULkwQdn2qpe9CHIN09ERav41tJS8BqWOmDAAPfzn/889rsqNM8555yydpjnk4UAkWeeeSY2kbJFixZ0qleQPpsHH3xw7LOrLRwqgQCpEp98stTtvfetkQDZZZeb3OzZC21VL2quyTdjXUX7CmhTqrRnYKdt6tSp320nbIua8h544AF7SEVkJUDkqquuil0rLQ3+zjvv2Koog9NOOy32fmgZ/ko1txIgVWTixA9iS50cfvhwt3x56Z6Y1aFsF2AMi9pctYhgOTvpSmH+/PnBaBXNrra/k4q+fWn+R1ZkKUD0je2www6LXbMNN9wwaOZC+WhRRPs+aN+fcvd75CJAqsx1102MNWX161faJiZ9IO1S8LlFbeOadKa9tbNs3rx5wZpO+UZYhR92daJX6umtkCwFiGiwwT777BO7fmreTHOhPvzXoEGDYtdfn+tJkybZqmVFgFQZLXVy9NH3RwJES51MmFD6vSm0KZXd2TC3rLHGGu6vf/2rmzNnjj20ohSAZ511VjAJzr7msGjfC815yKKsBYjoYSHfQ8W2227LN5GUKTzs3JwVVljBPfbYY7Zq2REgVUhLney6a3Spk/btb3ELFiRb6iSfTz75JOigs/sr2w/NXnvtFYwCqdS3ks8++yz4QyvUxxEWPbVpTassz7rPYoCINtbKN9higw02cDNnlmZAB6LyrXGlv8VKjLjKhwCpUo8++masKatbt4eDEVtp0HDfTp06NRokKuo/0SiRgQMHpt6vMGPGjKBPRjPoV1xxxdhryS2aNHn66adn7ttSPlkNEPn444/dRhttFLu+6h9jiG/paLRVvg5zlWuuucZWrxgCpIr16vVULES0hlaapk2bFnSq2q/UhYo2Jzr22GODPhPNnNUHzofC6KGHHgr2dj7qqKOCfTnsz8pXFCw9e/Z0c+fOtafMpJdeesltttlmkd/h1FNPtdUqSiGs/g97rbWg34MPPmiro0ia55FvqK4e3rIUHqKRjfY1Zg0BUoCWOjnooOhSJwMGvGirpUKLtZ155pl5lz1vquimrhuQlgrRjOejjz46KGoqC/9//Xf9u4Yo5ltypami4OrVq1fwxJx1mmejUWL5VgFW0R9lt27dMjWMWk2Ge+yxR+y1at6IvjFVei5NtdIM83yTBNXnkZVmK9HovEJ9pFmTvVeUIVrqJFz6Xf0iSbfALZZmbOubhfYN97nRl7Ko01zhoxWHs0w3V71GjQBr7jcpFS0xc+2111Z0lnwuPSnnG+Krsvvuu7sPP/zQHoJG6O/ILk+ion477TaYFRMmTHDbb7997HWq6AEiawiQJqjzfOzYdxqeUCvTgR3SU+k999zjTjnllNjuaGkVNffoRqymkyzv462b/ujRo4NvWWuuuWbs9yim6HfOyg1FT6L5VoRV0dPpI488Yg+Boc+GrqFdGDG8hlkZLahvR1rmx77GsOj1ayHOrCFAqpQ+cEOHDg02Y+rQoUPQrGQ/dMUUNfFoPkKPHj3crbfemvknXE24VL/NMccck3ep+EJFe3Ko+e28887Lu+RKWLTgY7n2fWiKlofJN5BBNxU1dWZtrk1WaEa/3c8jLGq+reQkwZDeu8suu6zgsHi9xwqWDz74wB6aCQRIDdEwX43oGjVqlLv55puD0rt3b3fppZd+V/S/w39TPdWvlhuQfj9tJXrEEUfEtohtrOgmcvXVV8cGGSxYsCBYYqbQoAW1jWuypL79VZo25LIDAMKiob4jRoywh9QtNf+pr8juJBiWE044oWJD4nPdfffdbv3114+9vrC0bNky82vlESDING22pA7OLl26FLwh2KKO8V133dX94x//CL6pNeWVV17Ju8R6WNQsNnjw4Ip3XqsZUbtb2tcXFn2DzMq3pkpR82OhJl49dGShs3zy5MmuTZs2sdcXFq3grQc8NWFmHQGCzNESHvoDUjNScwcPaC2udu3aBc09vrO39e2m0GgtFc0MHzdunD2s7LSmWr69ZlS0LPyFF17olixZYg+radpCQA8Z9nqERZM0K91kpeV/tHBqoW+8eu/UtFpNO1QSIMgE/XFptvuee+5ZcGFGW/QHt++++wZDHks1DFd9K2rmK7TGl8qhhx4a3LAqSe37muRpX1tYNOJIbeta7aCWqVlSzZD6LNhroKL/fskll1R0kVKtd9a3b9+Coa9y4IEHurfeessemnkECCpGk+a0E5/mpBR6KrNFnckHHXRQ0NGf5pa4em2atZ5v9I6KmtPUp1TptnT1Y+WbvR4WNdto87JqmezZXNOnT3ddu3aN7amSW/bee++KN+lpoEehJjWVLbfc0o0ZU5oN7CqBAEFZzZ79frBeVr4JXYWKvg3oqX/YsGFlH078/PPPF9xdUWW99dareLu6Oo31ranQSB4VPYlrmPPEiRPt4VVDfVBPPPFE8ADR2LI/ek/UHFlJr7/+erCGnX1tYdHmYddff32m141rDgIEqXvvvU8b/lgebfiD6t7wRPzbhqf6pr9trLrqqsGyKpqDkoVRYrfcckuw2ZN9nWFRIGqplEpSs5q+NTXVBKgnYg1ltqPSskpLemg0XGPXX0VNRJXu/1H/nYbCF3oP9N+1blytNC0SIEjFW299Eiz9cvDB97htt73Rbbzxn90663RqCIatG/6I8m+qpYld6mTUUtpqN84a3Zh0gyrUsa+nYq1NVuklXtQ/osUCC73O3KIVltWMWOkOZktb+/bp0yfvCsW2qL9Hw3YruX+KvknceOONeWe7h0X9e2p6qyUECEpm+vT5rn//F9yBB94VW4hy8817ufXXP7LhD6y1W3HFtb/7o9IGWlrQcOzYsVXzdV436M6dO8duEGHRqsmad6KmpUpSkJ177rmNdt7mFj3ha47Nv/71r7J36GrJet2AtdCh9sKxry1f0WdHC4CWu1nT0mdXExPt6wuL+qhGjhxpD6sJBAgSeeWVj9w11zzn9t//jlho5Jbf/a6v+81vurm11trLbbZZ22BTqiwMiU1CN458K+fm3jiysIKu9hrRSrPbbbdd7DU2VtZdd91glJuaZNRer/6HpCsUaHCC5mpoqwCtoqC5KwoC+7MLFQ1q0JwdDfOudECrCVDbMNjXGBYFt75FVfp1pokAQVG++eZb99JLHzY8YU9wHTrcFguKQqVjxzsanhY1872yo2JKrTlNF+3bt89M04X2eVEzXJKlbzSoQccrkDSCTisH51v1Wf9d/656qt9YJ39TRbPwtUNnpYdPi+ZpaF2qQkOH1ZSpCZ+VbsosBwIETfrqq2/cxIkfuL/85elgd0YbDoVKly7Dgn6QN98szRyNLGuq81TDTbUwZZY6T/UNUH0lm266aez1ZqGoWUhDkF98sTzbKDRFM8O1/lxj35i0NXGlB1OUEwGCvJYt+9o988xsd+mlY91uu90cC4dC5YgjhrvBgye72bMX2lPWBT3ha/6BvbGERcM31XyTtf4ezd6/88473UknndTovIU0i4JMe7No1WmtU5YlGs7dqlWr2GsOi4YO6/rVm7oPEHsD9FXMeWxdle7di1+a254jqS+//MqNGfO2u/DCMQ1PUjfFzl+oHHPMA+6WW14J9pPHf2j/icZuxNtuu1tDQE+yh2WG+irU8atOam0hoH4HrdFkfw+fovOoeUthod00NdkuqxMd58z5sComlFYKAVKim3Ax57F1wzJhQnHtu/Z4H59/vtyNGvWm+/OfR7uddx4cO2e+sv32A90JJzzo7rprqvv448qNuc86DUXWpEnNacm96fzgBz91q6yyWTCg4OST+7v3389Os1ZT1P6vJhoNINAAgXBl58svvzyy6rP+d/hvCiLV1yKC1bLO07Jleu9ucr/4xW9ioREWbfiVhT6ZSiJASnATlmLOY+uGRX0G6qRuLnt8c3322ZcNf9QzXY8eo9yOO/4rdp58pVWrQQ1Pog+5++57veKba1UbrfOlJcT/s1zL/zQ8ta7nWrTYya277sFu443/5Fq2vM5dd93EIMxReY8/Pt21aXOOW3PNPRuCftOGwI+ui6ZFNcePH28Pq0sEiOdN2CrmPLZubrnnnmm2ekH22MYsWrTM3X//665bt4eDMLDH5isKF4XMgw/ODEIHyUyZMsW1a7ef+9nPtnK//OW+7je/OdltsUXv7673XnvdGlzrKljFuya98ca/3YknjnS///0/gmBXwCvoV1pp3SA4tKz/TTfdVPFl/bOEACniJtyYYs5j6+aWdu2GNnzNb964cXtsIR9+uLjZo6fUjHX22Y+7Rx55kyfilIwYMbbhOvdwm2xynttmm/6x96Br1/uC+TUoj08/Xep6934maJoN3wMFuwL+l7/cx62++rbuvPMuycTGYllDgJg/Xl/FnMfWbd062vegiXnNYc9TyJAhU2J1c4s6zC+4YIx74om33NKlX9nDkYIvv1zuBgyYEHvvc8tFFz1JH1OKNDz99ttfzTvKUMGugD/uuH7u7bezuZ1sFhAg5oPjq5jz2LoDB74U+d877DDIffBB00879jyFPPbYrFhd/dFoiK6G6mrILipDAaGgsO9PWBQwgwa9xHtUYhqw0qnT3bHrHRb1Rz733Lv2MBgEiPng+CrmPLaunvrtrG41IzXFnqcQdczfdNOUoH338sufds8//37w9IXsUJOVmq7sexoWLRXz+OPlXZ+qFml+0hlnjIpd37Doweruu19zX3/N30dzECDNvAk3pZjz5KurUVH2v0+e3PjYeFsf1U2d5/ocqDPdvrdh0fDpmTOzNcmuGqhf8e9/fy74dm+vqUrLloPcVVeNZ7BIkQiQEt2EizlPvrq6eRx++PDIf9cTaWMjcvKdB9VPgxc0rLfQEGt19mpZmU8+qfw+KVmnb98afajBKfY6hkXD07X9AIpHgJToJlzMeQrVffHFObF/e+ihmTlHRtm6qC3qB/vTnx6Lvc9hadt2iLvttldojixAi34edlj0oSy3dOx4pxs79h17GIpAgOT5YJWiNKaxuj17Phr5N/WNFBoZ1dh5UDteeGGO++MftTFX/HOmov1Xxo+fbQ+rWxq2fu65o2PXKSwadaiRicuXE7xJESB5PmClKI1prK46+exEP61om09j50FtUVPMsGHT3O67F26K0Xpq775buV35Kk0PWjfcMMnttFP+odFq+tPIwwULKrsBVS0hQPJ80EpRGtNU3T59JkT+XZP75s2Lf+ibOg9qjzp5tReLOn3t+6+ih49+/Z4NVh6oJ5r4akcy5hYt+Dlt2jx7GBIiQEp0Ey7mPE3V1U3CTm665JKxtlqT50HtevvtT4NlaexnICx77DHUDR8+vai11aqRQkHhYH//sChUFC5IBwFSoptwMedpTl11jubW2W67AcGe47macx7UtqeffjfvHvRhOfTQe4PBGbVGzVBqjspdfiS3qBnrxhsnFew/RGkQICW6CRdznubUVQefRonk1tMcgFzNOQ9qnz4rQ4e+7Nq0GRL7TIRFy/XXwn4t+l3VAd7YfjXnnae926tj2fhqR4CU6CZczHmaW1ebO9m6+m8h+2+ob1pmv1evpwo+lWteSf/+L7gvvqjOp3INubUPVblFQ3Y1dBflQ4CU6CZczHmKqXvccSMidfUHFA4/LOY8qB+vvz4/9rnJLeoXePjhN+xhmTVr1r+DyX729wiLJglqsmCt9/dkEQFSoptwMecppq46CdX/kVtf28dKMedB/Xn00TfdvvveHvuchOXoo+93U6d+bA/Lyx6rkvY2zBpMcuWV4wqOONOyJFqepLnbH6D0CJAiPtCNKeY8xdQVLbWeW3/XXYcEexgUex7UH+1zr3lEhbYr1sPJxRePbXINKHtcWNLahlkDRjSSzNYPixZE1JwpVBYB0swPdFOKOU8xdWXu3MWxdZH0ZFbseVC/PvposTv//OiDSG6xAzQsWz8saW3DfNZZj8XqqmgJ9meffd9WR4UQIM38QDelmPMUUzekxfVyj8n3tR5oypQpc90RR8TXh9LnqZiFO3NLGtsw27DTvKg77pjKMusZQ4A08wPdlGLOU0zdkFZobWpbWqA59I1hxIgZkc9TU/vP2M9abklrG2YNBFBwaJn1hQtZeTiLCJBmfqCbUsx5iqmbSzOL7bE+5wFkyZJlwWfqvvteb3LHQ/tZs1vxlnobZlQHAqREH+hizlNM3Vx6clSbsz2+2PMAxbKftbS3YUZ1IEBK9IEu5jzF1LU06sUe73MeoBj2s5b2NsyoDgRIiT7QxZynmLr5nHZa/kX0gLTk+6yxDTPqPkAANC3fjZ9tmEGAAGhSoRs/2zDXNwIEQJMau/GzDXP9IkAANKmxGz/bMNcvAgRAk5q68bMNc30iQAA0qakbP9sw1ycCBECTmnPjZxvm+kOAAGhSc278bMNcfwgQAE1q7o2fbZjrCwECoEnF3Pjtdrpsw1y7CBAATSrmxs82zPWDAAHQpGJv/GzDXB8IEABNKvbGzzbM9YEAAdAknxs/2zDXPgIEQJN8bvxsw1z7CBAATfK98bMNc20jQAA0yffGzzbMtY0AAdCkJDd+tmGuXQQIgCYlvfGzDXNtIkAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgJf/B41FPDnaaq7rAAAAAElFTkSuQmCC)
PN: 3H32-9-D6
CAS: 1207174-85-3
Molecule Weight: 198.023
Formula: C6H4BrN3
Melting Point: >350 ℃
TSCA: Not listed on TSCA inventory