| Product Number | 3H32-D-U0 |
| Purity | 90 % |
| CAS | 909649-06-5 |
| MDL Number | MFCD08567946 |
| Molecular Formula | C8H4BrClN2 |
| Molecular Weight | 243.49 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-D-U0
CAS: 909649-06-5
Molecule Weight: 243.49
Formula: C8H4BrClN2
![4-Bromo-7-chloro-1H-pyrrolo[2,3-c]pyridine](data:image/png;base64,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)
PN: 3H31-D-27
CAS: 425380-38-7
Molecule Weight: 231.48
Formula: C7H4BrClN2
![3-Bromo-7-chloro-1H-pyrrolo[2,3-c]pyridine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACa4AAAmuAGgTZX4AAACJnpUWHRtb2xTb3VyY2UAAHichZVbb5swFMe/isXz4hsmQBRSpa0mTWr3sHbS3ioCToIEdmXI7dvvGNoNgkskHo7s8zvXv8zy7lyV6ChNXWiVeAxTD0mV6bxQu8T7/fp9Fnl3q2UGTuCo6sTbN837gpDT6YSzvazSs1Y405XX3S/OdTHwOflYmx3hlDLy5/nppWVmhaqbVGUSqLpY1O3hk87Spq3iixSkSs2xUKRzJ5U5dtHeOLUfxec69/738gB3a0DRtigl2mpTpQ06corho9/QTipp0kbmaHOBYx8L6H21fH7U2aGSqgHTRiiytHxpzCGDg0qXMjtAMDB+PCZexQBIG12tjUkvnYmKPPFSBlMspQ3zenmXUEsJnfLEm2PGaeihC9g+jgJqUxLL9Wl+TY9hjn3mhv0r+GcHh1gEwu9ghgPhhoU7cx+G4VE3HNwue0ZxGLrpuZsWOIxCeit16IZ97HMu/qUWYRC76OiKvjcdznEk5sEHznAsaODCY3dyjgUL+WflX7XN6Hhf+0tuNOjzQR9UA+saN8MxZe5e2Eh64zle75/0NLzRKu+ZbdANxLQuv+S25jYHshLVJpfGVgcBrGsf4EOAIyvLD2DtAvwh4CMrxSlADAGBrPymgGAIBMgqbgqYD4E5siqbAsIhECIrrKkpRSMgns4QD4EYtfKZIuz9YHUUtRKZZNhoezcRPhqWGyE9fZHP9xTM0VtLeg8xgd/P6i/CPgQ/UgSgcwAAS1lJREFUeF7t3Qn8VXP+x3GDmbGGGksju7EMY40s2WnsWcu+TShLNLKTNevYi1BUlCUkyZJQUZLJmkiFVJSU9oR8/72v/23O+Zx77+/cc89dz+v5f3wf8/fre869v/O9v/O+55zvsowDACCCZewPAAAIgwABAERCgAAAIiFAAACRECAAgEgIEABAJAQIACASAgQAEAkBAgCIhAABAERCgAAAIiFAAACRECAAgEgIEABAJAQIACASAgQAEAkBAgCIhAABAERCgAAAIiFAAACRECAAgEgIEABAJAQIACASAgQAEAkBAgCIhAABAERCgAAAIiFAAACRECAAgEgIEABAJAQIACASAgQAEAkBAgCIhAABAERCgAAAIiFAAACRECAAgEgIEABAJAQIACASAgQAEAkBAgCIhAABAERCgAAAIiFAAACRECAAgEgIEABAJAQIACASAgQAEAkBAgCIhAABAERCgAAAIiFAAACRECAAgEgIEABAJAQIACASAgQAEAkBAgCIhAABAERCgAAAIiFAAACRECAAgEgIEABAJAQIACASAgQAEAkBAgCIhAABAERCgAAAIiFAAACRECAAgEgIEABAJAQIACASAgQAEAkBAgCIhAABAERCgAAAIiFAAACRECAAgEgIEABAJAQIACASAgQAEAkBAgCIhAABAERCgAAAIiFAAACRECAAgEgIEABAJAQIACASAgQAEAkBAgCIhAABAERCgAAAIiFAAACRECAAgEgIEABAJAQIACASAgQAEAkBAgCIhAABAERCgAAAIiFAAACRECAAgEgIEABAJAQIgKV+/e1XN3zqcNfhvQ5u7/57u82f2tzV717f/enhP7m1e67ttumzjWs1pJXrNa6Xm/PzHLt5Rss8uIyvoHbQmgDcb0v+76kJT7lNn9g0cMLPVlZ7dDV30TsXuekLp9vd+djtUDtoTSDhflj4g9vzhT0DJ/qwZc0ea7qnJzxtd7uUrY/aQWsCCTZh9gS32ZObBU7yuz2/m/vPR/9xo6aPct/N/84tWrzITZk/xY38fqS75YNb3HbPbBfYJpuw9VB9aE0goeb9Ms9t8dQWvpP7er3Wcy98/YKtmtHgbwe7f/T5R53BQIDULloTSKhT3zzVd2LXlcg3c7+x1XLSlUnrt1rnDAYCpHbRmkACjZg2wndSX6HrCm7srLG2WmjX/Pca+6OlCJDaRWsCCXTMa8f4Tuo3vn+jrRIbAqR20ZpAwuhh+HIPLbf0hP7nrn92M36aYavFhgCpXbQmkDAaBOg9oR/72rG2SqwIkNpFawIJ0+atNr4T+j2f3GOrxIoAqV20JpAwTfo28Z3Qh00dZqvEigCpXbQmkDCbPLGJ74Seb9fdfBEgtYvWBBJmje5r+E7osxfNtlViRYDULloTSJjlH17ed0LXDLzFRIDULloTSJjVH12dKxDEgtYEEmbjJzb2ndB5BoKoaE0gYWwvLC0gVUwESO2iNYGESU9+mC73fnKvrRIrAqR20ZpAwtiR6C1ea2GrxIoAqV20JpAwmgtr2YeWXXpC10y8Py760VaLDQFSu2hNIIGOHni076R+8wc32yqxIUBqF60JJJAenHtP6it2W9F9MesLWy20a/97rf3RUgRI7aI1gYQ65c1TfCd2LW87ed5kWy0nViRMNloTSKi5P89NLWPrPblv0GsDN2DiAFs1o7e/e9tt+8y2dQYDAVK7aE0gwcbNHheYXFGlab+m7s6P73Qf/PCBm7pgqvt58c/uu/nfufe+f8/d/tHtrvFzjQPbZBO2HqoPrQkk3PcLv3e799s9cKIPW9bquZbrM6GP3e1Stj5qB60JwP225P96j+ud8WokW9GcWhePuNj9sPAHuzsfux1qB60JYCnNzKtnG1e9d5Xb64W9Us9IFBR/fPiPbu2ea7tt+mzjzhxyZips5v0yz26eEQFSu2hNAEAkBAgAIBICBAAQCQECAIiEAAEAREKAAAAiIUAAAJEQIACASAgQAEAkBAgAIBICBAAQCQECILTFvy12D332UGoRqbe+e8v+MxKGAAEQWqfRnZZOirhC1xXcV3O+slWQIAQIgNBaDmrpm1n3qQlP2SpIEAIEQGhHDzzaFyCa1h3JRYAACI0AgRcBAiA0AgReBAiA0AgQeBEgAEIjQOBFgAAIjQCBFwECIDQCBF4ECIDQCBB4ESAAQiNA4EWAAAiNAIEXAQIgNAIEXgQIgNAIEHgRIABCI0DgRYAACI0AgRcBAiA0AgReBAiA0AgQeBEgAEIjQOBFgAAIjQCBFwECIDQCBF4ECIDQCBB4ESAAQiNA4EWAAAiNAIEXAQIgNAIEXgQIgNAIEHgRIABCI0DgRYAACI0AgRcBAiA0AgReBAiA0AgQeBEgAEIjQOBFgAAIjQCBFwECIDQCBF4ECIDQCBB4ESAAQiNA4EWAAAiNAIEXAQIgtKP7LgmQW5dZWnqPIUCSjAABENrR9y8JkFbLLC293yVAkowAARDa0R2WBMjeyywtvQcRIElGgAAI7egzlwTIusssLb37EiBJRoAACO3oo5cEyDLLLC29exMgSUaAAAiNAIEXAQIgNAIEXgQIgNAIEHgRIABCI0DgRYAACI0AgRcBAiA0AgReBAiA0AgQeBEgAEIjQOBFgAAIjQCBFwECIDQCBF4ECIDQCBB4ESAAQiNA4EWAAAiNAIEXAQIgNAIEXgQIgNAIEHgRIABCI0DgRYAACI0AgRcBAiA0AgReBAiA0AgQeBEgAEIjQOBFgAAIjQCBFwECIDQCBF4ECIDQCBB4ESAAQiNA4EWAAAiNAIEXAQIgNAIEXgQIgNAIEHgRIABCI0DgRYAACG2fffbxBUjXrl1tFSQIAQKgTjNmzHDnnnuu+8Mf/uALkJVXXjkVIosXL7abIAEIEABZ/fLLL+6+++5z9evX9wWHLTvssIMbOnSo3Rw1jgABkNFrr73mttpqq0BY5CotW7Z0EydOtLtCjSJAAPiMHz/eNW/ePBAO6bL++uu7gw8+2P35z38O/JvKiiuu6K655ho3f/58u2vUGAIEQMqcOXPcpZde6v70pz8FQkFlpZVWctddd51bsGBBqv6ECRPcUUcdFaiXLuutt57r1auXeRXUkkQHyI47PugrUeS7D1tf5frrh9hqOdntgUL89ttv7pFHHnHrrLNOIATS5YQTTnDffPON3TTljTfecP/4xz8C26TL7rvv7t577z27GWoAAVLgiTjffdj6Kjvt9JD76qsfbdWs7PZAVG+//bZr3Lhx4KSfLvo31anLr7/+6u6//37XoEGDwD5Ull12WXf66ae7qVOn2k1RxQiQAk/E+e7D1k+X9u1ftVWzstsC+dLVhK4q7Ik+XXQ1oqsSXZ3kY+bMma5t27buj3/8Y2CfKvXq1XO33HKLW7Rokd0UVYgAKfBEnO8+bH1v+fjjabZ6RnY7ICw9v9BzDD3PsCd3FT3/0HMQPQ8pxJgxY1yzZs0C+0+XTTfd1D3//PN2M1QZAqTAE3G++7D1veXMM1+w1TOy2wFhPPnkk26DDTYInMzTRT2v1AMrTv3793d/+9vfAq+VLvvvv78bPXq03QxVggAp8ESc7z5sfVvefrvuPvR2GyCXUaNGuT322CNw8k4XjfUYNGiQ3Sw2P//8s7v99tvdaqutFnhtleWXX96dd955qdHuqC4ESIEn4nz3Yeufd94A338fd1wft3hx7vvOdh9AJtOmTXP/+te/Ug+w7UlbRaPLO3XqlBptXgqV9n5QOAKkwBNxvvuw9T/7bLpr3Nj/swEDvrCb+dh9AF6V/o2/3FdEiA8BUuCJON99ZKp/2WWv+X522GG9l5wEsk9Ol2kfgFTTMwc9k9Godvse06UYz2QQLwKkwBNxvvvIVH/ixFlu550f9v28d+9PzJb/k2kfSLZq7fVUql5hKA4CpMATcb77yFb/xhuH+H6+33493Lx5izxb/k+2fSB5amXcRbHGpaC4CJACT8T57iNb/WnT5rldd+3q+7cHHsg8/UO2fSA5anXkd5iR8cOGDbOboUwIkJhLXXLVv+uud3z/1rRpNzdjxu8T13nl2gdqX63PPRV2bq5JkybZTVFiBEjMpS656s+atdDtueejvn+/5Za3fHUk1z5Qu5I2+22Y2YE7dvyPW7jwJ7spSoQAibnUpa76Dz88yvfvTZo8vOSb1mxfnbr2gdoyd+5cd8UVV+Rcf6NDhw41u/5GtvVJll9+ZVev3pZL/gZOcv37j7SboQQIkAJPxPnuo6768+f/7A44oKevzuWX+/vE17UP1Abdyunevbtr2LBh4OSZLklaAdCukLjiio1cgwa7Lbnyauk237y9O+OMZ9znn0+3m6GICJACT8T57iNM/See+MRXRwMNNeAwLcw+UN3eeecdt/POOwcCI12SugZ5eo32tdfeyK222j+WhOvBbpNNWrutt+6Y+lvQ0gg33DAk47NDxI8AKfBEnO8+wtTXIMJDD+3lq3fOOQOW/nuYfaA6TZ482Z188snuD3/4QyA0VNZaay3XtWtXt3hx9oGmSTBz5o/u0kvvchtvfIrbYovLlwTq/b6/ib32etT17PnRksBJ9nEqNgKkwBNxvvsIW79//7GBuu++Ozn1b/bnqH4LFy5c8s35BrfyyisHQkNFD5Lbt2/vZs2aZTdNtC+++NadddaTgb+JdDnyyCeXXKkl4xZfORAgBZ6I891H2PqaUPHYY5/21T355OecxlGF3QeqQ58+fdyGG24YCI10OfTQQ5ecKHPPj5Z0gwd/5Zo3fyLwt5EumrQ0n1U/EQ4BUuCJON995FP/zTe/CtQfOHBC4GeoTh9++KHba6+9AoGRLltuuaV79dVX7WbIQrd+u3f/INAVPl3Uo/E//xnmZs+m229cCJACT8T57iPf+qee2tdXX5fkYffRq9fHrlWrfq5DhzdT39AWLfrVVkEZTJ8+3Z111lluueWWC4SGyhprrOHuuecepjWP6Icf5rvrrhuceqBu/1ZUNE3QM898WueyCagbARLiRJxLvvvIt/57700JbGNLJqNGfRuot8cej6S6BOsqZsECTk6lpmnW77zzTrf66qsHQkNF06y3bt16yQnwB7spIvj00+/dGWf0C/wdpEvLln1Sf1+IjgCp40Rcl3z3kW99UQ8su11d+3j55XGBet6y227dXPv2r6bWHsk2aSPi89JLL7nNN988EBrpss8++7iPP/7YboYY6G/h4IP9vRq95eKLB7opU5jtNwoCxFOiyHcf+daXMWOCi07VtQ8NSDzppGcDdTMVTeJ4/vkvuX79Pk9Np4L4fP755+6ggw4KBEa6bLzxxu7ZZ5+1myFmCxf+4rp0eS/1xcl+/tN/A507j0z93SA8AsRTosh3H/nWT7vkEv+iU2H2oXu8I0ZMSk0Vb0e3Zytal6RNmxeXnNTGpO4lI5off/zRtWvXLus066ussorr2LGj++knHuiW0rffzk3dxrWf+3Q58MDH3Isvjk31dkTdCBBPiSLffeRbP+3rr3/M+lAwDIXJf/87xd1669tLvhE/HthHpqLXO/PMF1KLW02dOtfuEhlomvWHHnrIrbnmmoHQUNEAwVNPPXXJiexbuylK6P33v3MnnJD9Cl2dVz7+eJrdDAYB4ilR5LuPfOt7XX+9f9GpKPtI+/DD71LTx2v5XLu/bOW00/q6Hj0+dJMn+yd3xO8GDx7stttuu0BopMsuu+zi3n33XbtZxfr666/dkCFD3JtvvplazVDzcj366KPu2muvXVr03/q5/l31VF/bVQN9qerb97OsV+e6bXz11W+k1upBZokOEPxOz1h0/zdTF+FsRd/eNHMwg7PckmPwlTv22GMDgZEu6667ruvZs6fdrCLoFppCrUePHu6yyy5LTRevtUayzfwbtmh77Uf70361f71OJd6ymzt3kbv77neWBLx/Wel0Ue/Frl1H0Q0+AwIEPuPHz3APPvhf16JFn8AfUrZyzDFPpR5Qjh2brO6n8+bNc1dddZVbYYUVAidQFf1c/656lUK32DRRo56/7L///qmp4O37LmbR6+l19fp6H3o/lWLixFnuwgtfDny+00VX64MGTbCbJRoBgqy++Wa269bt/dQUKvaPKVvRdBL33vuu++ST2r5//Nhjj6WuLOwJMl2OOeaY1JVJJdC66V26dHGHHHKIW3XVVQPvtZxF70fvS+9P77MSDB8+yR199FOBz3a6nHVW/7y+LNntVXQ7Oh92+0pBgCAU9ZN/7LGPcg7MsuWQQ3q5O+4YnnpgWSu9WnQbZtdddw2cCNNl2223TT0LKTcNWuzXr9+SE+HRkW9HaUS8bkPtvffeqXLKKae40047zV1wwQWp5x/6X/23fp6uo/razu4rTNH71PvV+9b7L6dff12c6jyyzz7dA59rFXUw6dhxqPvxx7q7vdtt09vnc/vXbl8pCBDkTQ8Vn3pqdOqbWLaeYbbss89d7qqrerqhQ0dV1G2LsNRrSr2nsk2z/pe//MU9+OCDZf/dNBjxvPPOS70f+x6zFa09fthhh7mLLroo9Tu89dZb7vvvv7e7zou21360P+1X+8+1xrktev/6Pco9uFLjom666a2sn/NmzR6rcxCi3SZdNJA3LLttpSBAUBAt3KOeLBotr8nq7Ac9XbbY4jLXqNGxS76d7uAaNtx4yZXMGe7ll192ixYtsrusKHp/N910U9ZbPxrnofEeGvdRTiNHjsy47GumoisEfdPv1KmTGzNmjN1VUen19Lp6/bBXKvq99PuV07hxM9zZZ/cPfK5V1JkkF1vfW8J2FbbbVQoCBLHRLKdax6Rdu1dSI3vTH/bttrvbbbrp+anV41ZddbMl3+KXX3pyWG211VILKPXt2ze1JkYlee6551Ijxe0JLV00wlwjzctJt8uaNWsWeG+2aLr4q6++2o0alftkV2p6P3pfuaazTxf9nuW+Pfj661+6ww/3Txv/yivjbDUfe/L3Fo2zCsNuVykIEBSFpoTQHEQaQd+48W1LThCnuzXX3NOtuGL2B89aTElrfD/55JNl7bmk2yb77rtv4P2li+a00txW5aQeTE2bNg28N2+pV6+e+9e//lX2k25Yep96v3rf9nfxFv3e+v3LRd159TxQMzZoXFRd7MnflrffrnvBK7tNpSBAUHQLF/7sBgwY4c466ypXv36jwAkhU1F3zyOOOCI1fqJUq/BpFtw2bdqkZsW170dFs+hqNt1yPuCdMWOGa9WqlVt22WUD7y9dNJixd+/eFXdFF5bet95/rkGZ+v11HHQ8Kp09+WtxK+9/H3dcnzqnlrf7qBQECEpKA8lefPHFVO+d+vXrB04MmYqWcz3wwANdt27dUmtpxE3rbmj9jWz35LVux5lnnlmU1w7rt99+S62F3qBBg8D7Sxf1DtOxrSX6fXL1etPx0HHR8alU9uT/2WfByVE1K3Yudh+VggAJSYszaaR227Yvh+q6h7rpxP3aa6+lTs5rr7124OSQqejqQLeXHnjggVjmk9KKf1r5z75OumjFwA8++MBuVlIfffRRzpPofvvt59544w27WU3R76ff0/7u6aLjo+NUiTKd/C+7zD85qgYpakXFbDLtoxIQICHoIZm38W6++S1bBQVavHhx6h74+eef7xo1CnebS11q99hjD3fXXXe5iRPrvo/spTXGtda43We66KHu008/bTcrufvvvz/rSPdNN910yWfzFbtJTdPvq9/bHgsVHScdr0qT6eSvUe+a+dr7c407ySbTPioBAVIH9fHea69HfY2nJWJRXMOGDXPt27d3G220UeBEka00adLE3XLLLW7ChOzTTcyePdtdfPHFqdtidnsVPci/4YYbyv78QO8z2/xaOlFed911FTmvVCno99bvny1Yddx0/CpFtpO/llnw/lxL7WZb3C3bPsqNAMlBo1E1A6234TThWj7TGJSCpszQTKj9+/dPzYyq4p0xNf0z/bvqffnll3YXFU1dPa+88kq32WabBU4W2YoewF5//fVLxznoCkf3ytdaa61AXRVdzZx00klu8uTJ5tVLT7/vJptsEniPKgcffHDOgEwSHQcdD3uMVHT8KqXLcraTvwbkeru7qzzwwHueLf8n2z7KjQDJoVOndwMNp+575TJ//vzUPXuFQosWLVInyaiT4Wk7Tbuhb2vqh69uqeXsOhvW6NGjU7+/psywv1O20rBhw9R4E/vzdNl5553d8OHD7UuVhUZuZ5p6RAtQaUZbBOm46PjYY6bjqONZbvYc4qUlFbz/1rRpt9TgXCvXPsqJAMni3XcnB6Yv0LKvpe7soRObbqlonqFMJ5Y4i0ZVq4/9Nddck1rXodzTctRl3LhxqVHiO+20U+B3CVMULLoyq5QePApy+x5VFJafffaZrQ4PHZ9sXyp0XMsp18lfU6Xsuaf/FvkttwSfsebaRzkRIBnMnLkwtbSlt8E0502mbwbFoFtSOomHGZ1bzPLXv/419bzgk0+yP9yrFFrE6I477kgFYLb5qtJFQXz55Ze7uXMrY5VFBfVZZ50VeJ8qGuuwYEFpPnfVTsdJx8seQxUd33J9Iarr5K+pULz/rimBJk3yP8Opax/lQoAY+jJq1wTQlcg770yyVWOlLq29evVKXWnYD39dRSN39S1c25544ompMRZt27ZN3erR/+q/9XP9u+rlup2Trey4447uvvvuS91Gq3RTpkxxnTt3dvvss08gTNRlt5KeIehhvRZdssdbtxgff/xxWx0h6LhlurWr41yOzhF1nfw1a4NdFVHrtnvVtY9yIUAMdaWzjaXVyopFwfHII49k7Zpoy3rrrZcKBE1IN2jQIPfdd9/ZXYYyderUVN96nWj1rS1sbyet9X3zzTe7OXNyz0BaKRSc3vdfSd081VNI40zsMdaARs1ki+h0/DINDNXxLnUPLXs+yeSJJ/znHQ001IDDtDD7KAcCxEO9q2yvCC2mlGuAT1QKjocffjjnZH0qut2i2Uh14hs7dqzdTazUO0vv6bjjjnMrrbRS4L14i0aR6wqnVNOMRKW5lbzvu1ICRN+EM4WHFqmqhluG1UDHMdOiXzrupbwSCXPy1znm0EN7+epphuu0MPsoBwLk/y1Y8EtgFTKthaxV+eKmRYm23377wAfbW9K3jDQ/UzmoR9ajjz5a5y01jSDX6nyVqhIDRPfijzzyyMCx1CSNepaD+Oh46rjaY63jX6pnImFP/prJ2tZVZx6xP68UBMj/0xKTtpHqmp8mX7p01iI5mlvJfqBVNE2HFi0q9yI6lv4INagvU1fJdFHQVGJPoUoMkEwPzBs3blzWubZqmY6rjq895mqHUrDnlWw0oeKxxz7tq6s7IHouG3YfpUaAOM2HND7QQFdfHe/cQlo8KdPltIq6z2qBpfHjx9vNKoquhq666qqsD+E1ulu9x0r1zS6MSguQTF119Q2Z8CguHd9MVyKl6OJrzy25vPnmV4H6AwdOCPysUiQ+QDRVyd57+/thH3HEE6meEXHQCOgOHTpknX5bK7NV28hwrb53xRVXZJ0ORPeY1ROqElRSgGhQmz1W+lLBbavS0HHO9CWu2IMN8z35n3qqf/YLTeKa7z5KJdEBoqlKTj/9eV/DaKqSTz8tbD3oNK0LfcABBwQ+sCobbLBBamqRaqbV+NRV1v5uKpoyZODAgXaTkquUANG0GnYgqHoJ8cC8tHS8be8stUsxpz3J9+T/3ntTAtvYUikSHSCdO48MNEyYFcbC0BTg6nJrT6x6/nHRRRdVxbQhYanffaY5pnTVpUnvyqkSAkTPvmw3bY1ToKtueei423Eiap9ide+155gw1APLbpfvPkohsQGilLdTlZx77oBYpirRBzTTcwKNoaiEb+XFoLU5svXYOvvss8v2XKQSAiTTrLoMEiwvHX/bJmqnYohy8h8zJrjoVL77KIVEBogWhDrooMd9DaKRoD/8UPgoaz0szzSGYpdddnGTJhV3NHu5KST0kD3T8x6NAi7H9OPlDhC9nj0WGriJ8ss07UkxPh9RT/6XXOJfdCrKPootkQHSrt0rvsZQ0g8b9o2tljctQJTpwXLr1q3Luo52qekqy95nVtEVSqlHsJczQLRCnl2zYuutt2ZuqwqhdlB7eNtH7RX3yoZRT/5ff/1j4C5JvvsotsQFyJNPBqcqufPOwqcq0Upp6o5rT5rqgZVEelipyRjt8VCIlPJKpFwBohl+7TK0GkdTiWNlkkztYcc3qd3inKHZnm/ykWl8Wr77KKZEBcgXX8wITFVy0knPFjxViXpwrLrqqr4PoSbxu/POO23VRMk2Cli3s9S9uRTKFSBavMr+3qznUZnULrat1H6oW2ICZOHCX9wxxwSnKtHaxIXQ1OtaV8L74dMzgG7dutmqiaSuzJqWxf6BlmoUcDkCRAMu//KXv/heVyvnoXLZlQ3VfuWaRqiaJCZA7PrDKpp7phDq9rfFFlsETo633367rZpoGgWcaTlaLTlbbOUIkDPPPNP3muoyWklTyCNI7WO79qodkVsiAmTQoOBUAFde+bqtlrfjjz8+cFLU+hsIyjQKWFdqxe7WXOoAeeeddwK90Mo9FgbhqJ3s51PtiexqPkC+/XZuYKqS5s2fcPPmLbJV86KZam14aFqSUt3br0aaJNL2ztIAxGJOe1LqANGKiN7X0wC1UnYaQHRqJzvgU+2J7Go6QDRVyYkndnM77NB5aXhoucjRo6fZqnnRuhy258ZWW21F98wQXn311cA3dM2dVayBhqUMkMGDB/teS0W981A91F62DdWuyKymA+TWW3u6DTc81W2++SVu223vSAVI9+4f2Gp50UJQO+ywg+8DpnunzGkUXqYZaTWLbzGUMkCaNWvme6399tvPVkEVULt521HtisxqNkCGDHnbrbHG1m7NNfd2663XYsml6fmuVateqTn3C3HPPfcETn7FPCnVIl1t2GlPNACzGGMkShUgI0eODHwutGQwqo/azbal2hdBNRkgM2bMcI0aNXLLLbeiW3nlDV39+k3cNtuc7KZNK6zL7rRp09zqq6/u+2AdccQRthpC0NxZdgJGzewbt1IFiJYd9r7ObrvtZqugiqj9vO2p9kVQTQaI/4/5D27FFddxr7461FbLmxZ98n6oNHhw8uTfl5xE/jJNaBf38rilCBB1DtDAUe/rDBjwv/WsUX3Uft72VPtW2kqhlaDmAqRz586Bk9KFF15oq+VN65jbh7+33nqrrYY82fVEtMb6rFmFXSl6lSJAtEyx9zW03j2qn9rR265q57j98svi1BISGqf20UdT7T9XvJoKEH1DsJPX6UMQRzfKf/7zn779aoqORYsK6wqM3+cishNQXnvttbZaZMUOEE2SaUed9+7d21ZDFVI7ettV7Rz3pKgPPTRqaQ/Rpk27xTIjeCnVTICoC+3f//53X4Orq61WzSvU+++/H7hFoWnbEY/LL7/cd2w1ViSuWXuLHSD9+vXz7V/rwCxcuNBWQxVSO9p1fdTecTrvPP/CUcOHV9eSDzUTIFq0yNvQKo888oitFknLli19+9XaHoiP1li3f6g333yzrRZJsQNEg0e9+9froXbYz4/aO05t2rzoC5C3355oq1S0mgiQZ5991tfIKscdd5ytFsn48eNTy9B69923b19bDQXSQlTeY6zVG+fPL/xy3p4A4gyQmTNnBtY5HzJkiK2GKqb29Lav2lvtHhcCpMwmTpwYmB5jo402iu1BrH1AuuWWW8a6VgB+p5lP7ej+Tp062Wp5K2aAdOnSxbfvDTfckM9GjVF7ql297ax2jwsBUkYakGbnHtKiTnFNgJbpAanmwEJxXHzxxb5jrWngC1XMADnkkEN8+9YIe9QeO3OC2j0uBEgZafoLb8Oq3HTTTbZaZP379/ftmwekxaW1VWxX6dGjR9tqeSlWgGhKm3r16vn2rc4WqD1qV287q93V/nEgQMpk6NChgWcTmsMmztlw9RzFu38ekBafneJEVyWFKFaA6CrXu98GDRrE+tlD5VC7qn297R3XXQ4CpAz0EGu99dbzNageusY5Lbi6ka600kq+12Buo+Kz0+RrXfVCZuotVoB07NjRt18t04vapfb1trfaPw4ESBkceeSRvsbUGA3dbopTnz59fK+hubX4hll8Cu6VV17Zd+wL6dlUrADZf//9ffuN44E/Kpfa19veav84ECAl9sADD/gaUqUYqwCee+65RX8NZGbH3RQy1XsxAkQzG9jlT8eMGWOroYaofb3trfaPY4YLAqSE9EDV/uFut912sTSkpQWivK/z/PPP2yookocffth37AtZFa4YATJixAjfPhs2bGiroAapnb3trs9BoQiQElHvp6233trXgLrVUYw1JDRtu3fqEvUM0hTxKI0vv/zS187qmj137lxbLZRiBEiPHj18+zzssMNsFdQgtbO33fU5KBQBUiJt2rTxNZ5K165dbbVYPP30077X0VUOSkuDQb1t8NJLL9kqoRQjQK644grfPtu3b2+roAapnb3trs9BoQiQEtDUId6GU2nRooWtFhv7QWnXrp2tgiJr1aqVrw06dOhgq4RSjACx81/plhtqn721Gse8WARIkU2aNMnVr1/f13CaWiCuqUoyOfzww32vF8elKvJjO0tE/cJQjACxt1I1Jgm1T+3sbXd9DgpFgBSRus3uueeevkZbfvnl3fDhw23VWG2xxRa+14xr0BDCs+tSb7vttrZKKHEHiMak2DVn9MwMtU/t7G13fQ4KGaMkBEgRXXfddb4GU7nxxhtttVhpigK7wBEP0EtPa6Z720C976KMw4k7QOwDfk3kieSwE7fq81AIAqRI3nrrrcBUJVr+NMpJJB/jxo3zvaYmU0R52DVCNFdWvuIOEC1t7N3fNttsY6ughqm9ve2vz0MhCJAi0FQl66+/fuBEPnnyZFs1doMGDfK9LotHlc9OO+3ka4s333zTVqlT3AHy+uuv+/ZXyBgVVB87+7c+D4UgQIrA9nLRmIy4l5LMxvb4Ovjgg20VlIhdhz7KZyDuANGAUu/+DjroIFsFNUzt7W3/QgcYEyAxe/DBB30NpKJFnUqlZ8+evteO2vsHhTv22GN9bfH444/bKnWKO0Aee+wxPh8Jpvb2tr8+D4UgQGL02muvBdaD0D3HUq7B0blzZ9/rM4V7+Zxxxhm+tlDX3nzFHSDa3rs/vUckh/1MFvp5IkBiZJeO1PrDpZ6k7tZbb/W9hwsvvNBWQYlccMEFvrZQ2+Qr7gCxnw+9RyRHHJ9JLwIkRnaND3XdnDBhgq1WVHaVw8svv9xWQYno2Hvb4tprr7VV6hR3gPD5SDb7mSxkpmghQGL07LPP+iYxVGnSpElqbfJSsd8wuQIpnzi+7cUdIPbzwRVIssTxmfQiQGJ2xx13+BpI5bLLLrPVioZnIJXD3m/mGQjKzX4mC/08ESAx++2339yBBx7oayQ9WNf4jFKgF1bloBcWKg29sPwqLkBk6tSpbp111vE1lNbG/v77723V2DEOpHIwDgSVhnEgfhUZIPLqq68GuvQecsghqSuUYmIkeuVo3Lixry0YiY5yYyS6X8UGiFx88cW+xlK5++67bbVY2bmwGjRoYKugROrVq+drC+bCQrkxF5ZfRQeIel/Z+ZA0NuSDDz6wVWOj6ZntbLw//PCDrYYimzJliq8NVlpppUgTacYdIMzGm2zMxutX0QEiuiJYddVVfY2m9TrmzZtnq8bGrgcybNgwWwVFZm8VRV1WOO4AYT2Q5GI9kKCKDxCxPaNUitl9snnz5r7XevTRR20VFJntTt2yZUtbJZS4A0RYkTCZWJEwqCoCRE4++WRf46k8+eSTtlos7LOX888/31ZBkZ122mm+NogyCl2KESB2tmjWRE8G1kQPqpoAmTNnjtt00019DagFh6I8WK3LM88843udOL5pID92Whv1youiGAFyxRVX+PbZvn17WwU1SO3sbXd9DgpFgJTQe++9F3jAveuuu6aWoY2THpp7uxBrepVSjEHB78aOHetrY3WcmD9/vq0WSjECpEePHr59HnbYYbYKapDa2dvu+hwUigApsdtuu83XiCpxfBOwtt12W99rPP3007YKisQ+/9h7771tldCKESAjRozw7bNhw4a2CmqQ2tnb7vocFOpf/+ru/v73q5eWIUPG2ioVreoCRAMJmzVr5mtIXS288cYbtmpB7KRpZ599tq2CIrGdGG644QZbJbRiBMhPP/2Uminau99SLzuA0lL7ettb7a/PQaFOOKGjW3/945eWN94o3hCFYqi6AJHvvvvOrb322r4GXXfddd306dNt1cg0bYZ3/1qTvZSzAieVbh/qlpX32L/zzju2WmjFCBDZf//9ffvt1KmTrYIaovb1trfaPw5HHnmuq19/p6Vl4MC3bZWKVpUBIi+//HJg6vc470VrFUQ9pPfu/4UXXrDVELP77rvPd8y1yFgh09cUK0A6duzo2+9RRx1lq6CGqH297a32j8OBBx7h/vSnNZaWl18eaKtUtKoNELnooot8japy77332mqR2ambmXm1+HbccUffMY/afTetWAGiqyLvfjXlTZSR8qh8ale1r7e9C7kq9rJXsgMGDLBVKlpVB8iiRYsCJxyNDv3www9t1Ug0eZ9337rvOWvWLFsNMfn44499x1tXmIVOFVGsAFHPPztX1/vvv2+roQaoXb3trHaPq+cnAVJmX3zxRWCqky233DJyt08v3TpZf/31ffu+/fbbbTXE5NRTT/Ud60J6X6UVK0BEs0N793311VfbKqgBaldvO6vd40KAVIDu3bv7GkGlVatWtlok9sOjrnx6PoJ4jR8/3i2//PK+Yx1lASmrmAHSpUsX374LfV6DyqP2VLt621ntHhcCpEKceOKJvoZQiWPshiZQ00ywxToJ4Xf2eZNmHYjjNkExA2TmzJmBHmNDhgyx1VDF1J7e9lV7q93jQoBUiNmzZ7tNNtnE1xirr766+/rrr23VvLVt29a334022iiWkxt+p+ccf/zjH33H+JFHHrHVIilmgIidF0uvh9phPz9xzH/lRYBUEC3uYk9Eu+22W8FTLn/zzTeBKVTi7O2VdMccc4zv2G688caxBbQ9AcQdIHa8kLp+c4uzNmTqyh9lWeVcCJAKc8stt/gaRCWOh5v2FouubrR2Owrz4osvBtorztltix0gGlyqQabe1+jdu7ethiqkdvS2azEGExMgFUZ9tg844ABfoyy33HJu8ODBtmpeJk2a5FZZZRXffjXFPKLTomAbbLCB75huv/32BV8xehU7QOS8884L/A6ofmpHb7uqneNGgFSgb7/91q211lq+hmnUqFHBS9Peeuutvn1qnAIPTaOzA0EV9CNHjrTVClKKANH4FTsrQrWdCOCn9rN/62rnuBEgFUoNYf+oNUlfIXT5+ve//923T92vZ3Bh/gYOHJgKDO+xLMY3vFIEiNgJIPXsDdVL7RfnuSMbAqSCtWvXztc4KoVOeqdZf20wxd0zo9bpduCaa67pO4Z//etfUz3p4laqANGVk/2sxT1DNEpD7WbbMu4r4zQCpIJpqpMddtjB10Ca6qTQS1FN7W4/YIUGU1LoKk6LgHmPnabj1+SYxVCqABG7zMB+++1nq6AKqN287ah2LRYCpMJpdTv78Fu3oRYsWGCrhqbufdtss41vnwomdSNGbq1bt/YdN5UOHTrYarEpZYCoo4b93V555RVbDRVM7WXbsNAOOLkQIFVAg9Lsh6LQBaI+//zzQDCpm58CC5kpKGw7qMdcMWexLWWASNOmTX2vpxH1cSw8hOJTO6m9vO2n9iwmAqRKHH/88YGT1zPPPGOr5aVnz56BfWrenClTptiqiXfnnXcGjtV6661X9LXmSx0gmuZbt+S8r3ndddfZaqhAaidvu6kd45q2PRsCpEroAa16THkba4011nATJxa2iH379u19+1T5xz/+Eet8OdWuW7dugY4HGohZiunPSx0gcuaZZ/peU8sATJgwwVZDBVH72GWK1Y7FRoBUkREjRgSmOtElaiED1zRb5ymnnOLbp4pChCsRl5r+3n4j1+SUb731lq1aFOUIEI03sqPTDz74YFsNFUTt420vtV+h48bCIECqzE033eRrMJVrrrnGVsuL5m066KCDAvvV7aykPhPRcw07CaWK5hQrVo+rTMoRINK1a9fA796jRw9bDRVA7WLbSu1XCgRIldGJzXbT04C2QkeUawGr3XffPfBB1HiHpPXOUg83O0utitb7iGOK/XyUK0B0ZWq7K6vTxWeffWaroozUHrYzjNqtVOu6ECBVSLeW7EA2PdCdMWOGrZoXhUimKxGtIdC5c2dbvSZ98sknbquttgocA/2RlqNLa7kCRD766KNU927v62+99dYFdSFHfNQOag9v+6i91G6lQoBUKc0Cax/sHnnkkbZa3nQ7S5MsevebLpq2vJanPdHJ2T6IVNEqjqNGjbLVS6KcASJ6PXs84lotE4VRO9i2KfXngwCpYhdccEFRPkC6/M3UO0tFi1ENHTrUblLVdEV3xBFHBH5XlS222MJ99dVXdpOSKXeAyLHHHhs4LnEs14vodPxtm6idSo0AqWIaOLTddtv5GlDfoEePHm2rRqJxIvb+arqo51a1ryeiaUm0/sqqq64a+P1UNPamGPNb5aMSAkTHwA5Q0+esVD3R4Kfjbq+U1T7l+KwSIFVOD9FWXnllXyPqvmhcq8ppxLqd9iRdNBZCKxvGtfpeKakn1WabbRb4nVQUmo8++qjdpCwqIUBEt/Ds+ukah6RnRigdHW8dd287qF3KdYuVAKkBmbpctmnTxlaLTGGUaQLGdNFtLZ3YKn3KC92a69u3r2vSpEngd0gXTV5ZSV2XKyVA5MEHHwwcr3XXXdd9/fXXtiqKQMdZx9u2gdqlXAiQGtGyZcvAB+u5556z1Qry5ptvui233DLwOumyzjrrpAbeVdqDdgVg9+7dc753XU3dc889FXc1VUkBIlpe2R67zTff3E2fPt1WRYx0fHWc7bGPY7nrQhAgNUInbQ388zZm/fr13TfffGOrFkTPDbSyYbZnIyrqStiiRQv3wgsvxL4Gc1i62tC6CFoLfrXVVgu8x3TRKHPVKfacVlFVWoDIWWedFTiOjRs3JkSKRMdVx9cec7VDuREgNWT48OGpwW7eBt1zzz0LmuokGy2qpJObRmbbD7a3aEoFfdA1AK/YJ5gff/zRPf/88+7888/PeKlvy4EHHljxgyQrMUD0eVKXcXs89Q2Z21nx0vHMdOWh41+Mv+t8ESA15sYbbwx82K699lpbLTa6wtGUH7ZXSLaiB/w6weshtWYKjTpfjwZNam4w9RS78MIL3fbbbx94rUxFo/Z1u++DDz6wu6xIp556qu/9V0KAiG4L7rXXXoHjq+DmwXo8dBwzfRHScY+rk0yhCJAao6lO9tlnH1+j6qRZ7C6XugWk+7EaEW8/8HWVBg0auF122cXtvffe7rTTTksVjXFR8Ol/0z/Tv6ue6tt91FV0JaQ1y8ePH2/fesWZM2eOe+yxx9xRRx0VWHddD/krpfu0uo1mChH1Eir2563W6fjZ3lYqOt7l6K6bybBhw1y9evV8769Pnz62WkUjQDKYPHlyYDbV9ddfvyRTtOvZgx6267mC/XCVumjWXI3l6N+/f9mexYSlKypdlR1yyCGB7rK26LjqOZSWPC43fRNW0Nn3qCtSBhtGo+OW6Ypex7kSrjx0+/rEE08MvD+VO+64w1avaARIFnqAbac60QSBpaQPu96HriK23XbbwIetGEXzWJ177rmpZy7z5s2zb6mi6EpCXTB1G8BO0x+maPBYv3797G5LTvfiMz1YV9F0G8ydFY6OU6bpSVR0fMv9zEPvT4tW6YuZfX8q6pCicKkmBEgOetZgG7lLly62WsnoW7ZWUdQ0Kc2bN0+t7R7lxKmizgLqlnv44Ye7iy66KBUYldqTykt/YOourFsRdp2RbEW9yDJ9I00XBdCnn35qX6rkMnXxVdHaMszim5uOj46TPXYq5e6qK08++aTbYIMNAu8tXfTFrdirHxYDAZKDBvbZUeT69lAJJ5s03fLSwD3d9nr22WdT4zW0Bryef6SL/ls/17+rnuqXarrqOHz55ZfutttuC0yPnqvoj/Xf//730mcJul2lMTbZuiQrUPWMp9AZmQulK6pMt+DU7Zv1RDLTccnULV7HsZyDBEWrbu6xxx6B95YuCo7XXnvNblY1CJA6jBkzJnDJqW86lXAvtZYp5G644YbUQ2/7R5et6JbU5Zdf7kaOHGl3t9S0adNSXXuzXb1o7E+nTp3KOiBS02pssskmgfemopXzWB73dzoOdiXBdNHxK9f0JKLPmW6n5fqc3XfffWX9nMWBAAnhoYceCnwA9JwA8dI6DB06dEjdmrPHO1vRNzitKPnxxx/b3eWkk0td3wwHDRpkNysZ9RTKNIuvigaa6l56pU99Uyz6vfX727VW0kXHrVw9rdTZpK4rXZ07yn2lGxcCJCSt5WE/DBp0h8LoakFXDXa22lxlxx13TI3XiWPOrSeeeCLVw86+RrroWVM5uy5r3Eq2E6WOWTkW6Son/b7ZPis6TuUc56PeitkmGFXRSqhxzfRdKQiQkDRK2z4E03iKaus1UQn0XKJdu3aB45mr7LbbbqlvdsVYW0S9Y/SsyN6qTBfdS7/00ktT40vKQVdmuZ7/6MSkaWdqmX4/uxS1t+j4lHIlQS89wP/nP/8ZeE/pottptfplkwDJw9tvvx2Y6kS9gTT4ENmp+6ROAOecc47761//GvgDy1R071jHVtPdlyqkNSvACSecEHgv6aLJLjXWpBwdEPSamjU61yBQnUS10mYt0e+TKzx1PHRcytEmGhemLvbZekJqvJHWy6mE8UbFQoDk6frrrw98UPQz+OlesG436IG1XX8+W9EforrU6plTOUeL64uCbpPZ95cumphPo4jLQffOcz2cVdEiab17967ajh5633r/drE3b9Hvr+NQjmcJ+kL0wAMPBAYbe9/b6aef7r777ju7ac0hQPKkqw07/YSuSsp1Qqkk+sPXwDyttqjp3e0fVqai20MaPa5v9uU4GWSjdlb357XXXjvwntNFo4lLdXVkacxA06ZNA+/JW/QNWAE+ePBgu3lF0vvU+61rBgb93uUaM6Er6WzjTVR0q/W9996zm9UsAiQCnTTsrQTdz9dzkqSZP3++e+qpp9xxxx2XsS9+pqJnDRrVryknyvVcISz15rnkkkuyzpqs1SzVI6hco8V10m3WrFngfdmipQo0oK6cXVsz0fvR+7JLKWQq+j3LFYYai5Rpypl00Rx2SZx6hgCJSA/F7IdI3QeTQCdVTVaoKbFzjfD2FoWLni9osjiFTrUZN25catS+/b3SRV8gNNq4XNSbTT3G7PvKVDTJoAJc4100zqmU9Hp6Xb1+pskOMxX9XrnG9hTT3Llz3RVXXJFxcKeKPv/qel6Nn+k4ECAF0ENh+4HS/ftapGnjdUtHA7ey/THZohOEplPXfF61MmZBo4ZzjVPR+jEafVwuGg+jEfXZ7s9nKuoccNhhh6WmtNHIbfWSK3RaG22v/Wh/2q/2r9exr52tpGd/znd8T1z0UF4j3HN1+tCyBklfv4UAKYDu+dv7obo9U+pvdcWih4Ca+0vdJ23vs2xlrbXWSj3cHDhwYMXP4BuVRg9rFLFGE9vfX0VTyOsYFHoSLoSOvZ5H6Zt+2MC3RV8A9PnWMgAqeraVaakA/TxdR/XDXlnYovep96v3Xc7Pjp6vNGnSJPD+0kVr5wwdOtRulkgESIE0L5a9jaOZc6v1G7e6smqyQn2TztXTx1u0aI++LWqerSR1adZDf40qzhauGo38n//8p6wnQ1F3U30RUGeFVVddNfA+y1n0fvS+9P5KsVxCLlrG4eSTTw7Mwp0u+nL08MMPJ+ozXhcCJAb68NsPm2byrRZ6QKj1MbTYlP09shU99NStCXV5TTqNLs41yE2jkytlfIa6oOobdseOHVNdpu2Xn2IXvZ5eV6+v91HuKdZFX/Y071q2TiDqQKEZsGfNmmU3TTwCJCa2h4a+xejef6X6/PPPU380YZeyVfnb3/6WeqCYpG6K+VDHimyTIKpotHKlTcuuk6fWtdf9/ssuuyz1OdZtqKi3vdJF22s/2p/2q/3rdSrtylydOjbaaKPA+08XXR198cUXdjP8PwIkJrr8tnMq6UGgLosrxYcffpjqMaJ1QOwfSraiNdh1v5t1usPRqOObb745660iDZbUs4Nq6PKtB8RDhgxJ3ZpUOGpJAI3X8S4VoP/Wz/Xvqqf61fBgWX8LemZj2yddtthii8TNMxYFARIj9Tqxa3BrffVy3jPVtz59A8z1zdgWjbTWZIV884pOHRD0gDnbcyR9udBo5kq4hZMk06dPT61OaP9O00UdAO6+++6qn2a9VAiQmOlbmf1Q6mRcKup+qB4iF154YeCKKFfZfffdUw98izFZYZLpdp9GJ9vjnS5asKzWJ0KsBOrIcNddd2WdIUGB0rp161R3dYRHgMRM3yjtOhPqpTN8+HBbNTZ6zddff921adPGNWzYMPDHkanoD0aX8OqOWkm32WqVRik3atQo0A7pou6r6syA+L388stu8803DxzzdNFdgnKNN6l2BEgRqCusHSOgXktx9uLQvXb9YWjuoLCDxnT//YADDkh1RdSKaSgtjVbWM6hsPZ/04PnKK69MjX5G4bReTLYVC1U23njj1DLPiI4AKZLnnnsu8IHVyNVCaOCiHlZq4Fa2Fc9s0SI7hx56aOpBZ7n72eN3esisz4Jtq3TR6Gf1WirHFOW1QF/U/v3vf2edZl3dddWNuNJ6hFUjAqSIdE/Vfni7detmq+U0b9681BxLmqxQE/fZ/WUqGg2vFRR79erFt9kKph5LubpRazR0uWadrUbqrKKphLItH6Cu9fryNWXKFLspIiJAikgztGptbe+HWCGgMRi5aLLCnj17uiOOOCLr7Q5b1G1U04s/88wzZZsZFvnTSU+3FHOd9DQ6mpNebpqlN9f6IRokO2LECLsZCkSAFJnGT9gQ0AfdXj6r94euTg466KCsU4fboucs6iqqtZjt/lBddNtFI/uztb1uu6g3H+3sp16DmgXbHq900TQ7+jKG4iBASuD+++8PfLA1mExjBTQWYN999806n5ItWuDozDPPTM0KW+45lhA/PfjV6Gfb7umiUdMaPZ10urWrdUT0jM8eIxX9/KqrrkrVQ/EQICWitTPshzzbpG22qPun5tbSZXo5ByWidDQKWqOh7WchXdQF+6OPPrKbJYLWosnVJVrP/xjPVBoESIlo5latWmY/7NmKuv1qAjeWyk0ujYbWqOhs06NrLM/ZZ5+dGl2dBFpUatdddw0ch3TRLNiaTgWlQ4CUkD7c9kPvLZqsUOMA/vvf/9pNkWB6PqYefdmm39Doao2yrtVbmt9++21qYbJsV+waB6WFq5gWpvQIkBLSFCP2w6/V7TT9iaYEB3LRLSuNmrafoXTRLS8NLq0VGix700035ZyYUlP2VMPElLWKACkhPTj3/gFoXQQgX+qqnWsKco2+1sP4aqaBuBopbn+3dDnwwAPr7A6P4iNASkSjiu0zEA0QBKJQd1516822CJK+nWs0dpzT55SCur2rV6L9fdJFc1oNGDDAboYyIUBKRIOYvH8I6mbIKHEUSgMMNbo62/MBDVDU6OxK772n5zyaDDRbd3Y957njjjtq9jlPtSJASuTiiy/2/UEcfvjhtgoQmb6g5FqSWINXNXVKpVFPs3vvvTdnTzONe/r+++/tpqgABEiJ2AWdNFkeEDeNutboa3siTpcWLVpUzIqBAwcOzLk65l577eU++OADuxkqCAFSAu+//77vD0PTVdBzBMWi0dfqDp5rlLZGcZdrlLZWujzssMMC7ytdNAbq6aeftpuhAhEgJaApFbx/IOpBAhSbFqjSqGx7gk4XjebWqO5S0SShupWbbb4vTTR6/fXXp5YtQHUgQErAXqZr9lWgVDSAVaO07Qk7XTS6W6O8i0UP8DVRqOZxs6+tog4AJ510EitjViECpMg+/fRT3x+LepnwQBClplHaXbp0ybp6pU7imtlZo77j9NZbb7kddtgh8HrpsvPOOxd1uWcUFwFSZLok9/7BaCQxUC569qbR29lW69Oob43+1ijwQkycODG1CJrdf7o0bNgwtUomqy5WNwKkyOytg06dOtkqQMlpFLeexdkTe7qo16BGg+dL675fc801gTVw0kXrvl9++eVuzpw5dlNUIQKkiMaNG+f741l22WVZWQ4VRaO6N9tss8CJPl00Klyjw8Po3bt3YLYFb9GSBhMmTLCboYoRIEV0yy23+P6Adt99d1sFKDuN7tYob432tid9FT23O+ecc1KjxTPR7NFNmzYNbJcuW2+9tXv99dftZqgBBEgR6QGh9w/pzjvvtFWAiqHOHRr1nW3aeC2hrFHjGj0uU6dOdWeccUbqytrWVWnQoIHr3Lkz06zXMAKkSPQQ0Ts/kf7/ShkBDOSi0d977rlnIBDSRdPGt2rVytWrVy/wbyq6YtEKmjNnzrS7Ro0hQIpEC/x4/6h22mknWwWoaE899VRqVLgNiFzlgAMOcGPGjLG7Qo0iQIrE3hO++eabbRWg4mlUuLqia5S4DQtv0WqaL7zwgt0cNY4AKQINxrL3hTX/D1CtJk2alBotboNDwXLbbbcVPG4E1YkAKQI9OPT+kW2zzTa2ClCVXnrppdTDdH1B2n777d20adNsFSQIAVIE++23ny9ArrvuOlsFAKoeARKz6dOnB1ZVGz16tK0GAFWPAIlZ165dfeGhLo8AUIsIkJgddNBBvgDRwj4AUIsIkBhpplO7WM6oUaNsNQCoCQRIjLQetTc8Nt54Y1sFAGoGARKj5s2b+wKkffv2tgoA1AwCJCZz584NrIHwzjvv2GoAUDMIkJho3iBveDRq1IjV1gDUNAIkJi1atPAFSNu2bW0VAKgpBEgMFixY4FZZZRVfgAwePNhWA4CaQoDEoG/fvr7wWHvttd3ixYttNQCoKQRIDM5t1cqtvsIKboXll08tHHX22WfbKgBQcwiQAmk96aabbeY2/8tf3Iarr+7WWWUV9+agQbYaANQcAqRA/x0yxDXbZBO31wYbuCaNGrm9ttzS/fr/a0YDQC0jQArU4/rr3SnbbutabLWVO3zzzd0dl15qqwBATSJACrD411/dv/fbz521445Ly4dDh9pqAFCTCJACfPbuu77waLvnnu4XlvYEkBAESAF63XyzL0C6MnU7gAQhQCL6bfFid/E//+kLkPdff91WA4CaRYBE9MX77/vC4/ymTd2ihQttNQCoWQRIRE/dcYcvQLpccomtAgA1jQCJQLPsXnbIIb4AGfnqq7YaANQ0AiSCr0aP9oXHubvu6hbOn2+rAUBNI0AiePaee3wB0rldO1sFAGoeARLBlc2b+wJkeP/+tgoA1DwCJE/fjB3rC482TZq4+bNn22oAUPMIkDw9f//9vgC557zzbBUASAQCJE/XHHusL0CGPvecrQIAiUCA5OHbL7/0hUfrnXZyc2bOtNUAIBEIkDwM6NrVFyB3sPIggAQjQPJww/HH+wLkjaeeslUAIDEIkJC+nzTJFx5n77ST+/H77201AEgMAiSkV3r08AXIraefbqsAQKIQICHddMopvgB57fHHbRUASBQCJISZU6e6sxs3/t/tqyX//w9TpthqAJAoBEgIg3r39l19dDz5ZFsFABKHAAnh9latfAHy0iOP2CoAkDgESB1m//BDqseVN0CmTpxoqwFA4hAgdRjcp48vPK5r2dJWAYBEIkDqcGebNr4A6f/gg7YKACQSAZLDvFmzXOudd/YFyJTx4201AEgkAiSHt/v184XH1UcdZasAQGIRIDnc27atL0D6du5sqwBAYhEgWSyYO9eds8suvgCZ+NlnthoAJBYBksX4Dz/0hccVhx1mqwBAohEgWcyfM8e123ffpQHySvfutgoAJBoBksPUr792z3fu7Ib37+9+++03+88AkGgECAAgEgIEABAJAQIAiIQAAQBEQoAAACIhQAAAkRAgAIBICBAAQCQECAAgkqoOEO9cVbnKubvt5to3a+ZuPeMM98Rtt7kvRo1iZDkAFCgRAZKp3HD88e6rTz+1uwQAhJTYAFE5Z9dd3SfDhtndAgBCqKkAyUS3qhbOn++++fxzN6BrV3fhPvv4trlw773d7Bkz7GYAgDrUfIBYM777zl1y0EG+7VhpEADyl7gAkWFmrfPrjz/eVgEA1CGRATJr+nTfdhfstZetUqef5s93g/v0cbe3apW6ojl7p51c6513ttUAoGYlMkB+/eUX33Za+zybTK/x9aefBm6DqbReEiIAkBSJDBB7BXLpkjDIxr7GD1OmBB7Ep4uuQgAgKRIZIMNeeMG3XZdLLrFVlrKvcc9556X+99KDD3Zv9+vnfpw2zf3800+pXl7dr73Wbg4ANStxATJzyQlfJ3/vdmNGjLDVlrKvoXJdy5Zu/uzZtioAJErNB4jGgeiB9zdjx7qXHnnEtdt3X982j990k93Ex76GnnN8O2GCrQYAiVNTAZJPaX/AAW5Q7951zollt+ty8cW2CgAkUiID5KZTTnGjQ05hYrcdMWCArQIAiZTIAEmXjied5CaPG2d362O3mTJ+vK0CAIlUUwGSzS8//+x+/P771FXHo9dck+pum97m/D32cBM++shuspR9jQVz59oqAJBIiQgQ67ORI925u+66dDsNCswWDPY1Fi9ebKsAQCIlMkBEEyh6t321Rw9bJaWQ1wCAWpbYANGzD++2t55+uq2SUshrAEAtS2yAaPS4d1utC5JJIa8BALUssQHy04IFvm2zTahYyGsAQC1LbIBMGjvWt+0lBx5oq6QU8hoAUMsSGyDP3nuvb9t727a1VVIKeQ0AqGWJDBBNnniOpxuvyvD+/W21lKivAQC1LhEBooGEWgPkk2HD3CMdOvgGEqrccMIJWcd3hH0NAEiamgqQKOXK5s3dzKlT7a6XsvUBAL9LbIBoWvbHbrzRzatjXQ+7HQDgd4kIkNY775xahvaqI49MTcf+Wq9eqVtaYdh9AQB+V9UBAgAoHwIEABAJAQIAiIQAAQBEQoAAACIhQAAAkRAgAIBICBAAQCQECAAgEgIEABAJAQIAiIQAAQBEQoAAACIhQAAAkRAgAIBICBAAQCQECAAgEgIEABAJAQIAiIQAAQBEQoAAACIhQAAAkRAgAIBICBAAQCQECAAgEgIEABAJAQIAiIQAAQBEQoAAACIhQAAAkRAgAIBICBAAQCQECAAgEgIEABAJAQIAiIQAAQBEQoAAACIhQAAAkRAgAIBICBAAQCQECAAgEgIEABAJAQIAiIQAAQBEQoAAACIhQAAAkRAgAIBICBAAQCQECAAgEgIEABAJAQIAiIQAAQBEQoAAACIhQAAAkRAgAIBICBAAQCQECAAgEgIEABAJAQIAiIQAAQBEQoAAACIhQAAAkRAgAIBICBAAQCQECAAgEgIEABAJAQIAiIQAAQBEQoAAACIhQAAAkRAgAIBICBAAQCQECAAgEgIEABAJAQIAiIQAAQBEQoAAACIhQAAAkRAgAIBICBAAQCQECAAgEgIEABAJAQIAiIQAAQBEQoAAACIhQAAAkRAgAIBICBAAQCQECAAgEgIEABAJAQIAiIQAAQBEQoAAACIhQAAAkRAgAIBICBAAQCQECAAgEgIEABAJAQIAiIQAAQBEQoAAACIhQAAAkRAgAIBICBAAQCT/B1Om8n4cXvn5AAAAAElFTkSuQmCC)
PN: 3H31-D-00
CAS: 1190318-02-5
Molecule Weight: 231.48
Formula: C7H4BrClN2
PN: 3H32-D-4V
CAS: 2231674-71-6
Molecule Weight: 243.49
Formula: C8H4BrClN2
TSCA: Not listed on TSCA inventory
