| Product Number | 3H32-9-U6 |
| Synonyms | 3-Bromo-1H-pyrrolo[3,2-c]pyridine |
| CAS | 23612-36-4 |
| MDL Number | MFCD08690126 |
| Molecular Formula | C7H5BrN2 |
| Molecular Weight | 197.035 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
![7-Bromo-1H-pyrrolo[3,2-c]pyridine](data:image/png;base64,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)
PN: 3H32-9-49
CAS: 902837-42-7
Molecule Weight: 197.035
Formula: C7H5BrN2
![7-Bromo-5H-pyrido[4,3-b]indole](data:image/png;base64,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)
PN: 3H31-9-58
CAS: 1015460-59-9
Molecule Weight: 247.095
Formula: C11H7BrN2
![3-Bromo-1H-pyrrolo[3,2-c]pyridin-4-amine](data:image/png;base64,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)
PN: 3H30-9-0F
CAS: 1256813-45-2
Molecule Weight: 212.05
Formula: C7H6BrN3
![3-Bromo-4-chloro-1H-pyrrolo[3,2-c]pyridine](data:image/png;base64,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)
PN: 3H31-D-0V
CAS: 947238-42-8
Molecule Weight: 231.48
Formula: C7H4BrClN2
![7-Bromo-1H-pyrrolo[3,2-b]pyridine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACeOAAAnjgFcx4G+AAACDXpUWHRtb2xTb3VyY2UAAHichZVbb9owFMe/iuXn4VscHBChYlSTJrV7WDtpb1NIDEQiduWE27ffMbRbQtwg+eHIPr9z81/27OFU7dBBu7q0JsWcMIy0yW1Rmk2Kf71+GyX4YT7LwQkcTZ3ibdO8TSk9Ho8k3+oqO1lDclvh6/n0VJcdn2NErNtQwRinv5+fXi7MqDR1k5lcA1WX0/qy+WTzrLlU8UkKWmXuUBp6daeVO1yj/RHML0ZOdYH/97KEswWgaF3uNFpbV2UNOghGYLEvaKONdlmjC7Q6w3ZEJPQ+nz0/2nxfadOA6SOUebZ7adw+h43K7nS+h2BgfH9MccUByBpbLZzLzlcTlUWKMw5T3Gkf5vX8plP81UGnIsVjwgVTGJ3BjkgSM5+Seq5Nixt62YcFiXgYjsKwIjKW0RXmJJZhWN6HYXgsDMc38I9+2SNGlArT43BqSVSi2L3UKgxHJBJC/kstVTwJ0UmYFkRyJT5Sf1b3pN/19lw4C/pa2r1pYNz9YgRhPFwLZ/fncHt/tKXBlTVFy7wEXUEF3uWnXtfC50BeYtYV2vnqIIB3bQOiCwjkZfUOLEJA1AUi5KU0BMguIJGXzxAQd4EYecUMAeMuMEZeJUOA6gIKeWEMAUkXSJAXwxAw6QITdLnuIcKf39zEXYT3Gg8jtKUV+vG2gdl792jrUaTwFcz/Ai0x4y7VQ0+1AABHAElEQVR4Xu3dB9wU1b3/8dybaonRYNQYy40lWK9eCxYQKyKKQQViJVbs3dgLoiEWNDEGlSIiig1FReyIqIgNwYIgKHYRxUqxgOL58538x+z8Zvd5nj0zuzO7+3m/Xud1b+TsPPvs7jPfnTnn/M6PHAAAHn5k/wMAAC1BgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAiBw+Kabtqgds/XW7pQOHdxFBx7obvzrX91Ljz/uvl240B4ODYAAARCwQVFOO7NzZzfp0UftIVHnCBAAARsKPm30TTfZw6KOESAAAjYMivn+++/dN19+6WbOmOHG3HJLcOVR+JgjN9/cvTVlin0Y6hQBAiDQkgCxvp4/3124336Rxw0+91zbDXWKAAEQ8AkQmfrss5HHnb7rrrYL6hQBAiDgGyDffPVV5HFHb7ml7dJiukU2feJEd33v3q733nu7k3bYITjmkW3a2K7IAQIEQCCtADlxu+1sl5hiP+uLjz92fQ87LPZvQYBsvrk5AvKAAAEQsCftlnrV3MK6rGdP2yXG/qx5n3/uzu7SJfbfw3YEAZJLBAiAgD1pt4RmZPXp0SPyuCdHjrTdYuzPuvqUU4L/q9tfwy+/3L05ebL7cu7cYJB+xosvuoFnnmkPgRwgQAAE7Em9mGAa71dfuQ/eeMM9ettt7qw//jHymCuPP959v2iRfViM/VlqGu94d9o02xU5RoAACNgTejntxO23d/f079/ikib28WqTn3zSdkPOESAAAvaE3tL2tz//2U2bMMEerkn2GH1bMG6C/CFAAATsSb3c9vejjnKfffihPWxR9rGP33GH7YIaQIAACNiTeinfLlgQBMULY8e6q046KfKYUzt2dLPfe88+JMb+rHdefdV2QQ0gQAAE7Em9pcbfc487YrPNfnhcnwMOcIuaGUi3P2v+nDm2C2oAAQIgYE/q5bju3HMjj53w0EO2S4T9WYu++852QQ0gQAAE7Em9HBpEL3ys1nU0JcnPQn4QIAACSU7qugVV+NjTO3WyXSKS/CzkBwECIJDkpK5bUIWPPXqrrWyXiCQ/C/lBgAAIJDmpz//ii8hjj2/f3naJSPKzkB8ECIBAkpO63RPk3L32sl0ikvws5AcBAiCQ5KQ+6KyzIo+9sU8f2yUiyc9CfhAgAAK+J/Vxd90Ve+xrkybZbhG2P2oTAQIg0NKTugomfv7RR0VXoqsNOP10+5AY+xjUJgIEQMCe1H3apYce6hZ8/bU9dIx9HGoTAQIgYE/q5bRj27YNyrl/9+239rBF2cejNhEgAAL2pF6qHdmmTbD5U69u3YLB88dHjHBfzZtnD9cke0zUJgIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAApEJ1sL6cO9f+Z9QxAgRAYtqR8IRttw3qWt12+eX2n1GnCBAAif3tz3+OFEf86J13bBfUIQIEQGJndu4cCZDXX3jBdkEdIkAAJEaANCYCBEBiBEhjIkAAJEaANCYCBEBiBEhjIkAAJEaANCYCBEBiBEhjIkAAJEaANCYCBEBiBEhjIkAAJEaANCYCBEBiBEhjIkAAJEaANCYCBEBiBEhjIkAAJEaANCYCBEBiBEhjIkAAJEaANCYCBEBiBEhjIkAAJEaANCYCBEBiBEhjIkAAJEaANCYCBEBiBEhjIkAAJEaANCYCBEBiBEhjIkAAJEaANCYCBEBiBEhjIkAAJEaANCYCBEBiBEhjIkAAJEaANCYCBEBiBEhjIkAAJEaANCYCBEBiBEhjIkAAJEaANCYCBEBiBEhjIkAAJEaANCYCBEBiBEhjIkAAJEaANCYCBEBix3fs6PbbcMMf2rRJk2wX1CECBEBi+7Vr53b8/e9/aJMnTLBdUIcIEACJddhkE7f+Civ80CY+84ztgjpEgABI7P/WWcctv+SSP7Rnxo+3XVCHCBAAia2++uruRz/60Q9t3LhxtgvqEAECIDECpDERIAASI0AaEwECIDECpDERIAASI0AaEwECIDECpDERIAASI0AaEwECIDECpDERIAASI0AaEwECIDECpDERIAASI0AaEwECIDECpDERIAASI0AaEwECIDECpDERIAASI0AaEwECIDECpDERIAASI0AaEwECIDECpDERIAASI0AaEwECIDECpDERIAASI0AaEwECIDECpDERIAASI0AaEwECIDECpDERIAASI0AaEwECIDECpDERIAASI0AaEwECIDECpDERIAASI0AaEwECIDECpDERIAASW2211QiQBkSAAEjk1ltvdf/93/8dCZC9997bzZkzx3ZFnSFAAHiZNGmSa9++fSQ4CtuKK67oBg8e7BYtWmQfijpBgAAoy+zZs91hhx3mfvzjH8dCo1jbZJNNuKVVpwgQAC2ycOFCd9lll7lf/epXsZAIm72VVdj22Wcf984779jDooYRIACade+997o//OEPsVAI24YbbugeffRR98EHH7gDDzzQ/dd//Vesj9qSSy7pevXq5b788kv7I1CDCBAAJb366quuY8eOsSAIW6tWrdw111zjvvvuu8jjnn32WbflllvG+odNs7ZuvvnmyGNQexo+QDbddECk+SrnOLav2nHH3W+7NcseA0jLZ5995k444QT305/+NHbyV9N/P/7444N+Tbnhhhvc7373u9jjw9auXTv3/PPP24ehRhAgKZ2EyzmO7Ru28ePftV2bZB8PJKUrCV1RLL/88rGTfdh23nlnN3XqVPvQkubPn+/OOecc94tf/CJ2LDWNmxxyyCHuww8/tA9FzhEgKZ2EyzmO7Ru27t2Hu0WLvrfdS7KPB5LQGMb//u//xk7wYVt77bXdqFGj7MNa7K233nLdunWLHTdsyyyzjLvkkkvcggUL7EORUwRISifhco5j+xa222+fYruXZB8L+HjzzTfdXnvtFTuhh02zrvr27RvMwkrDY4895jbaaKPYzwnbWmut5UaOHGkfhhwiQFI6CZdzHNu3sO2001A3b17LvoHZxwLlmDdvnjv77LPdz3/+89hJXE23lg499FD30Ucf2YcmpltlAwYMaPJWWYcOHdyUKS3/QoXqI0BSOgmXcxzbt127wZH/fcUVT9uHFGWPA7TE999/74YOHepWXnnl2Ek7bNtss02w0rzSPv/8c3fSSSeVHKz/yU9+4o477rhmB+uRDQIkpZNwOcexfQcOnBj531tuOci9/37zdYTscYDmPP30026LLbaInajDpqq6qm1VbdOmTXOdOnWKPZ+wabrwVVddFZsujGwRICmdhMs5ju379dffLv7jGRb5b6ee+rB9WIw9DlDKzJkzXY8ePZpc4Ne7d2/31Vdf2YdW1f333+9at24de35h22CDDdwjjzxiH4aMECApnYTLOU6xvqNGTY/990mTZplHRtn+gPXNN9+4v/71r27ppZeOnYzDtt9++7l33y1vCnklabD+8ssvd8suu2zsuYZtjz32cDNmzLAPRZURICmdhMs5TrG+33/v3P77j4j89x497gz+eynFjgOEbr/9dvf73/8+dvIN22abbeaefPJJ+7Dc+Pjjj13Pnj1LFm3U4P8ZZ5zh5s6dax+KKiFAUjoJl3OcUn2ff35m7N/uvXd6wSOjbF9AXnzxRbfddtvFTrhhW2mlldx1110XDKbXghdeeMFtu+22sd+j8PcZMmRIzfw+9YQAMSfhtFpTmup70kkPRv5NYyMaIymmqeOg8egb+xFHHFHyG/vPfvYzd/rpp9fsN/bhw4e7//mf/4n9XmHbfPPN3fjx4+3DUEEESJGTfxqtKU31feedL9wWWwyK/PuAAcVrBTV1HDQOjRn84x//aHLMoEuXLnUxZvD111+7Cy+80C211FKx3zFs+++/v3vvvffsQ1EBBEiRk38arSnN9e3bd3zk39u2Hexmz46Xv27uOKh/DzzwgFtnnXViJ9Gwrb/++m706NH2YTXv/fffdwcccEDJWWUKmAsuuCAIHFQOAZLSSbic4zTXd86cb9z2218f6dOr11jbrdnjoH5Nnz7d7brrrrETZ9h+/etfu3/961/u22+L3/6sF0899ZRr06ZN7PcPm9a13HbbbfZhSAkBktJJuJzjtKTvsGEvRfpsttkAN3Xqx5E+LTkO6ssXX3zhTj755CZXbh9zzDHu008/tQ+tWxo8v/76691vf/vb2OsRNu3drsF4pIsASekkXM5xWtJ34cJFrkuXWyL9eva8J9KnJcdBfVi0aJEbOHCg+81vfhM7OYZtp512cq+88op9aMNQba8zzzyzZG0vTS7QXu7a0x3pIEBSOgmXc5yW9h0z5s1YX/23kP031KfHH3/cbbzxxrETYthUvfbuu++2D2tYb7zxhttzzz1jr1PYVF1Ye7unVV24kREgKZ2EyzlOOX0PPXRkpK+uSnR1IuUcB7Xn7bffdt27d4+dAMOm/TMuvvhi9s8oYcyYMcFe7fZ1C5v2eNde7/BHgKR0Ei7nOOX0nTJldjD+Udj/hhteCv6tnOOgdmgHv3PPPbfJHfwOPvhgN2tW06Vu8O+y8VdffXVQjNG+jmHbZZddgr3fUT4CJKWTcDnHKaevnH32mEj/bbcd4j7//Ouyj4P8u/HGG90qq6wSO8mFrW3btm7ChAn2YWiGysFrD/dSkw/030888cSgvDxajgBJ6SRcznHK6SuzZs1zW211beQxF188rsXHUYUHXbUcfvio4HETJswsa+tcVN5zzz23+D3eKnZiC9uqq67qbrrpJvswlEl7uWtPd/v6hk0bXPXv35+y8S1EgLTwJNycco5TTt9Qv37PRh7Tpk10tXpTxxk9+o1YX+18eMEFj7unnnrvhzEVVN8HH3zgDjrooJIL4pZYYgl33nnnuS+/jC8khT/t7a493u3rHTbtDT927Fj7MBgESAtPws0p5zjl9A19+eVC16HDDbHHtuQ4Q4a8EOtb2Lbbbsjik9RY99hjb7kFC/jmVQ0a+P7b3/7mfvnLX8ZOXmHbe++9g4F0VIbeg0svvTSYlWVf+7B17do12DMexREgLTwJN6ec45TTt9CIEVNjj23JcWbOnOt23HForH+xts0217kzz3zEPfzwG+6rr+p7FXNW7rzzTrfGGmvETlZh+7//+z/3xBNP2IehQrTnu/Z+1+QE+16oaV2J9o7XOhNEESAtPAk3p5zjlNO3kMYtuncfHnt8S46j8ijDh09xRxwxym2++cDYY4u1rbce7P7yl4fcffe95ubPX2APiTJNnjzZ7bDDDrETVNhWWGEFd+211waLBlF9EydODPaCt+9L2LSHvPaSp2z8fxAgZZyEm1LOccrpa40f/27s8eUeRzO47r77VXfssfcF+6/b4xRrGsQ/7rj73ciR09wXX1CgrhyffPKJO/roo4MyI/akpKYy63/5y1+CMiXI3i233OJWW2212PsUNu0p/8wzz9iHNSQCxPMkbJVznHL6FqMTvz2Gz3Fk3rwFwaZVJ5/8UGymV6mmAfyjjro3uKX2yScM7paiQoZXXnllUNjQnoTC1rlzZ/faa6/Zh+aWbuPom7oGmO+5556gBpWaSqyff/75PzT97/DfNGCt/pMmTaqZ20DaG16/h/aKt++ZmiY9/PnPfw72mm9kDR8g+A+NeTz00Ax3xhmjXbt2g2PBUazpdphqdN1882T34Ye1cXKohocfftitu+66sRNP2PRvDz74oH1YbujEqBP/3//+98VfFo5y22+/fZPFCstpOs6OO+4YXJVpHxOtBs/rokjtFa894+3vEDbtNa8957X3fCMiQFDUN9986x599C137rmPuvbth8SCo1Q76KC73NChL7r3359jD9kQXn/9dbf77rvHTjRhW2655dwVV1yRuzLrH374YXDrRjsaqsSHfd7VaApVhYr2ctdtvzzR3vGbbrpp7DmHTXvP33HHHfZhdY8AQbO0TkRjL717P+Z22KFls7nU9ttvhBs0aKJ76636X907Z84cd+qppwbjGfbkoqZKsEceeWSuTozjxo1zxx57bJNXSlk2rcXQ2NDzzxffkbPaNLlBe8mvuOKKsecaNu1F/9JL/y411AgIEJTlu+8WuWeffd/16fOE23nnG2OhUap163ab699/gps+PT8n0DTopDJ48OAmTyq6/fPyyy/bh2Zi2rRp7pxzzmlyb/Hmmm7b6PGbbbZZcMLU7SgthlQ7/PDDf/j/9d/17+qn/k1tQ9tcW2+99YJ1M7qllDV9WTjttNOa/LKgKzntUV/vCBB402zGiRM/cJddNt7tuutNsdAo1f74x5sWP+Y+N2lS7QweF6Nv8E3d1tBajxEjRtiHVZ1md+m2mU7k9jk21VQ+ZbfddgtqRKkg4SOPPBKsnE9CYysaH7rqqqvcCSecEOyqqOmx9meXahq8ViBrcD7rKsS6XfnHP/4x9hzDptuVGuOp57LxBAhS8/LLH7l//vOZxX9U0Y2wbNtoo8vcmmse5VZaqaNbd9327qSTTgoWztXK/Pp33nnH7bvvvrETRtj0Db1Pnz6ZD6xqgdwZZ5zR5Errwva73/0u2Gdca1G0p0Y1aYte1aDS6nuth7HPrVhT8GiQP+syL9pzXldI9vmFTXvW53nCRBIECCpi2rSP3TXXTHBdu94WC5D11z/frb76n93yy7d1v/jFf2b2aHaOZvxoH4c8FrPT1M5evXo1ObXzwAMPTPwtPam33norGNsoVQ6+sKm6b79+/XI3lVg7K/bt27fJjbTCpgKImgmVZSVdTYrQHvRNTdnW1ZyCsp4QIKi4N9/8PBhM33ffOxYHSH/XuvWpbpVVurpll93Y/fSny8T+0MKTwiGHHOIeeOCBzG9VyM0339zk4rItt9zSPfvss/ZhVaXxAa1NKFWyPGyaZdW7d++aqfGkFfwac9AVkv1dCpuutDS+o/1UsqK96LUnfVOLRk855ZS6WTRKgKCq3n33c9e//0Nu111PcEsvvfbib+3F6w/ZE0OPHj3cXXfd5b7+urqr4DUDqF27drHnFDad1G644Qb7sKpSwOqWWVOD1KrnpAHurEMuCU1Y0DjMXnvtVbJulZqCPuuxJ11BaRKBfW5h0972gwYNqvmyNQQIMvPuu+8Hg4yqP1SqnLltOknqPvmtt95a0W+aWhehK6BSJyrdHsr6267oCq2psuSq9qupsHldqOdL+3roS0Wpb/pq2mlQA91Z0peeNddcM/bcwqbCmdrzvlYRIGV68MHXg9sxui2D9GjcQDN9VGywqZNCYdNeGXvssUdwBZDWLQF9m7/kkkuC/cbtzwtbt27dgnGGLOnn63e3zy1sugV4wQUXBDvx1TPdhtP6Gl1h2ddATf9d41ZZTmjQZ+qiiy5qsnT/n/70p5os3U+AlEHrGMKBYO2hQR2oytD8ea2t0DfIUnPtbVM/9dfjfOffq7bTWmutFTt22DbaaKNcbDKkq69SM6t0wszDlVG1afyne/fusdcjbBqMz3qigK4CtT6m1FVtLW4eRoC00HPPzYyVQR879i3bDSnTlYWuMLp06RL8gdk/umJNVzC6krnmmmtaNCNqypQprkOHDrHjhE3f5gcMGJD5zDCdWLRvhX1+YdOaiqxv2WRNa0xKlWLRFYAmQ2RNe9pvvfXWsecXtlVWWcUNGzbMPiyXCJAWUPnzXXaJrrrWxkuffvqV7ZopTTN98cUXg/viYSVUDa4WVknV/w7/Tf3Uv9oD0770rVrfvjUG0tSAcWHT2IrGWDTWovUbhXR757jjjit5y0yzmbRGJcvpoSGtZC+11kALFkeOHGkf0rB0y0jTektNt+7Zs2fwt5I1hYTCwj6/sClknnvuOfuwXCFAWuCkkx6MrWXQvhhZeu+994LNbbSat1OnTolKU6ipGJy+wWrV8Y033tiib+5ZUuhpgFIDqaVu5xRr2stBJTE0jbVVq1axfw+bXlOV/cgDXf0Uu/pSOJ588sk18wWg2jROtNVWW8VeNzXV2cr6lpboqlK3rYq9v2q63aXbXnmdBEGANOPWWyfHwkNbvlab6u+oSqkW2pW6RE+76RuvvqFrbCDP92X1jVNXU5o1pdtN9vcop7Vu3drdd9999kdkQivzVaDRPkc1TQO9//777UNgaIGfXsNis/z0GublG74G0DWQbp9j2PT8NRkgbwiQJqjwn91kaffdbw42YaoGffh1MtMHqyWriivZdMtI34Qee+wx+zRzReMUWsmumTnl7F+x7LLLussvvzw3dYsUiqX2odD4Tt6vEPNGf0fFvlyo7IzGTfJCU3o1tdc+TzXdas0bAqSEr7/+NqggWxgeW2wxKKj3VGkaCNWtiZVWWin2IWqu6VJYs4VUBVVF54pVSdV/17/rMt4nmHS7TLeAVGspz/QNXjW2dFuu1CpyfbPTPXHfmVuVoKvNYovQdALRvf1aX3yWFd32LbYoVDP48jC4HtL7q0WGxcqi5E3+nlFOXHjh47FbV9dd94LtlirNBtK3TpWDth+cYk0nct220QCxvmH5lqaYMWNGsCucCtOpllNTA3uFTWGlQea83p+1tI+13ftCtwTzRNVq9QXAvtYaENatRCSjKztNwrCvr8YaVLE4T7SviH2OeUOAFDF69Bux8DjyyFGLvxlUplqsZkJ17dq15PzwsGlxmz78AwcODE76laQBZJXc1mK1UgN8YdNVzPHHH18T+0OrVlThc9c3+rzQFV2xVeW69fL000/b7vCkb/gqNmlfZ7U8hYi+EBY+N32xzBsCxPjgg3nBIsHC8Nhxx6Fu9uz0B5E1jVS3lpoKDn1oOnbsGFxiZzX1ULdUdEmtyq32+RU23U/WOELW6yWaktcA0XqXYpVnNUW33iq45oXee/t6628xL7ezCJAao932Dj747kh4bLbZAPfEE9H1A2kYMmRIMAvEfoDDpj0RNN00b9/qNfVR1USbWoehQcC8zG6x8hgg+mKgtSr2ddRmVarJhcrRFyN7y1hjIg899JDtWnUESI25+ur/lCoJW9++4223RHQCLnayCJs2ydGYRlZXGy01e/bsoMS2rjrs7xB+2DUFOG9rFPIWIJr1pfU39vXTOEgeFjA2AoWIff31udaK8SwRIDXk+efjpUq0f8WCBendjtEq6lJF+nSfW2MOWRZ986HZS5pnX2oPCt2WqfR4TTnyFCCaJVZsqq7qcXHlUV0XXnhh7H3QHYIsFxsSIDXiiy++dp06DYuER7t2g91bb6XzDVDfwrUuwX5A1XTP9bDDDgs2oqll2vSn1BiJVorffffd9iGZyFOAqOqvfa20v0jWlX4bVbGBdU11z+oqmgCpEcVKldx996u2mxd9CIoNjqrpNsVTTz1lH1Kz9I1aZTeWW2652O+q9Rann3565msY8hIgWp9ia3CptIo2IkI29NksNsVXE12yQIDUgNtueyUWHmecMdp286LpucVWQ+tkqk1+tNK8Hqm0trZ4tb+32v7775/p752HANHtKY11FT4PlWFnqm72tE6k2GLDLGZmESA59/rrn1asVIlKEhQr8qfVpaNGjbLd644GhzWIbn9/td133z2z2wJZB4imOKsSgH1N+vXrZ7siI1qxbsueqBR8tcdDCJAc++abb1337sMj4dGmzSD30kvJBy/vvPPOoiVC9K3clhSvd5o4UGymlkqpzJ0713avuKwD5Oyzz469Fvvss4/thoypsoMtwKhb0dWc5EKA5FifPk/Ebl0NHjzJdiubwsPOK1fTiu6svnVnTbdmitX10XTmar8mWQaI1sbYz8Y666yz+Ip3nu2KHChWCVml16uFAMmpMWPejIXH4YcnL1WiSrXFrjy0i1yeV2dXgzZEKjYepP3FqzmwnlWA6P3fZJNNIj9bizEZNM8vjdXZ/UT0912tXR8JkByaNWue23776yPhscMOQ91HHyXbQ1oD5ioJbk+QZ511lu3asLQeRBtX2ddIm2JVS1YBosWh9vfu37+/7Yac0Unc7my4yy672G4VQYDkjK4wDjlkZCQ8VKrk8cfftl3Loje62LdrwiNOr1WxMvWqoVUNWQSIBmU1CFv4c7VdqaY9I/+K1cwaMWKE7ZY6AiRn+vePlyq55JInbbey6B5+sXUeum2F4p5//vnYwLr+ODRzrdKyCJA999wz8jO1al+39FAbNLXX7gKq/WXmz09216I5BEiOTJz4QaxUyT773J64VEmxFeZdunRp+DGP5mgLWruQTvuQVHpFfrUDRL+n/Xyohhhqi3YttO/jOeecY7uligDJiTlzvomVKmnbdrB7443PbNeyaIqq/VBpqm61ZxbVqmuuuSb2+mm2WiVVO0DatGkT+XnaBCzP+8ujtO7du0feS63zqmTBSwIkJ445ZqjbaKPLIgEyYsRU260sWlRkCyNqqmqjrfNISvu9F76GaioqWSnVDJAHH3ww9rvdddddthtqhMay7CxLFWGsFAIkB4YMGelWXXVvt/bax7sNNvhrEB6nnZasVIkGP21Jdi06aoQV5mnTRkr6Vl74Wmp6q8qhVEI1A0QD5YU/S/ukMHBe2+wta61Yr9RYCAGSsVdembL4DV7PtWq1pVt55S5ujTV6uh13vMzNnZtsNak2gyp8Y9VU2wp+VFDSjofoyqQSqhUgo0ePjn1GtMgUtU0ndftZ/fvf/267pYIAyZA2ZFp//fUXXxn8ePFl52/dsstu7H73u05uwoRk9Ww0yGt3ElRV3SwLBNYDTXm2J9xHH33UdkusWgHSvn37yM9RWXCuPupDjx49Iu+tSvBXosQJAZIhe6n5s58t5y66KPm9dZV2Ljyu9vOop5LsWdHAsqZGFr62G2ywQerBXI0AUemWwp+hNnz4cNsNNWrq1KnB333h+6u7EmkjQDKiWwX2D3jbbbdNXDLjhRdeiH1wtBkU0qGTrH3fNFMrTdUIEPslY7311kv82UO+dO3aNfIeq8Jy2giQDGjw1W5opNlRmkGRlP3QaADtk08+sd2QwA477BB5jVX6JM2rkEoHiG6d2jL+V199te2GGvfII49E3mN9sUx74gcBUmVavGdnR6mlMXVyypQpsauPSk43bVS6yrNltG+66SbbzVulA0QbDxUeXxtFVXpxJKpPV5Ra+Fr4Xl900UW2WyIESJWdf/75kRdc7eijj7bdvGgnvcLjVmrgDM516tQp8lqnOQBd6QDZeeedI8fX4jPUJ1UUKHyvdasyTQRIFY0bNy54gQtfcA3CprEqXOWb7bFVXRWVoZpYha+1mjb4SUMlA0S3Se3nJK3njfyZPHly7HOqOm9pIUCq5LPPPnOrrrpq5MVeYoklUttr4eSTT44ce4UVVqAcRYXZRXidO3e2XbxUMkAuvfTSyLFVoZmaaPVNi0ML3/NTTjnFdvFGgFTJXnvtFXmh1dKavaMBXFt+vE+fPrYbUmZn0qmC7ccff2y7la2SAbLTTjtFjs3i0vp32WWXRd5zrQlLCwFSBdqUp/BFVlOgpEW3IOybOHPmTNsNKVu4cKFr1apV5LVPYzZTpQJEt0p11Vt47EoshES+6C5H4XuuiTZpfNERAqTC9ObZP1rdytItrbTYYn/V2o0Mzh111FGR175t27a2S9kqFSBjxoyJHFefSyZZ1D9N7lhxxRUj7/0dd9xhu3khQCpI3/g0SG5f4CeeeMJ29aZSzbb6pqZpojqefPLJyGuv6b36o0qiUgFiS7F06NDBdkGd2nvvvSPvfVozPwmQCtKbVPjiqmkab5puv/32yPG1QEwLxVAd+nZnK/UmvY1VqQDZYostIse9+OKLbRfUKXsbfd1117VdvBAgFaKFgYUvrJoWEKY948XeQtE3DVTX8ccfH3kPklbprUSAqCS9nb47YcIE2w11avr06ZH3XlfKs2bNst3KRoBUgObaqzRJ4Qur0iVplxGQ1q1bR37OwIEDbRdUmJ2NpfvNSVQiQB577LHY55HaV41FC4sLPwP333+/7VI2AiRl+qNUUcTCF1VtxIgRtmtiCir7c2bMmGG7ocJUa8yWkFFZGV+VCBB7C0OfUTQWWz0hjYXGBEjKLrjggsgLqqay7ZUwdOjQyM9ZffXVbRdUiUqZFL4XScZBKhEgJ554YuSYqsaLxnLCCSekfl4iQFKkGTl2JzBtGFWpQW37gTj44INtF1TJcccdF3kvevbsabu0WCUCRFO7C49ZqR3qkF/6UlP4GVBV6aQIkJRoOq2uAApfTM2zVy2aSunYsWPk56VxSQo/AwYMiLwXSW4RVSJAVHK+8Jhp3P9GbbHl3TUmkhQBkpJu3bpFXki1SpdSt9NHH3jgAdsFVTJ27NjIe6EaU77SDhBdAdsxmqRrVVB77JipZmLNmzfPdisLAZICzXwqfBHV9thjD9stVZwU8kWlY+wf59y5c223Fkk7QF5++eXI8XRlzAysxqM1S0sttVTks6C9bZIgQBLS3sNLLrlk5EXUJi6V3qDnxRdf5KSQM0svvXTkPfEtm512gNgpvGussYbtggax9tprRz4LSWuhESAJqFSJnX2jF1B7RVTaqFGjIj9XJVOQLVU5LXxP7r77btulRdIOEPtZSbMaK2qLLe0+cuRI26UsBEgCxx57bOTFUzvvvPNst4rQFqqFP1er3JEtu/7nxhtvtF1aJO0AsVvY8llpXO3bt498FoYNG2a7lIUA8aTktvtiqxJr2qVKSrGzfnbddVfbBVW22267Rd4T3/1e0g4Q+1nRgjI0prQ+oyECxIO2j7X3u1Ua4p133rFdK6Zv376Rn08NrOzts88+kfdEu//5SDtA+KwglNZnNESAeFh55ZUjL5qaquJWk26VFf78ww47zHZBlek9KHxPfG9nph0gfFYQSuszGiJAPBS+YGrrrbee7VJx2oq08DmoIiyyZavy+m4Xm3aA8FlBKK3PaIgA8WD3H1dT+fZq4ltl/qT17S7tAOGzglBan9EQAeJh2rRpsbUfKt+ulZ7Vwn3t/Enr/nLaAcJnBaG0PqMhAsRTsQ2jNEWuWov57MwaZmFlL60ZLmkHiP2sMAurcaX1GQ0RIAnY3QDVevfubbtVBOtA8od1IMg71oHkiFaiawW4fQHHjRtnu6bOri5mJXr2WImOvGMles688sorQR2qwhdxtdVWc5999pntmipqYeWPXRtELSzkDbWwcshu1KLWtWtX2y1VVOPNF6rxIu+oxptje+65Z+SFVNPgZSWxH0h+sB8I8o79QHJM5dtXXXXVyIupqb5TpkyxXVPDjoT5YWc6sSMh8oYdCXNOZdz1Aha+oBtuuGEw2F4J7ImeH+yJjryzt9rZEz2HevXqFXlB1Y455hjbLRVDhw6N/BztyY5s2H1h9MfqqxIBcuKJJ0aOefjhh9suqHP2C+eRRx5pu5SNAEmZyrm3a9cu8qKq+U7pbIq9p6k2Y8YM2w0V9sknn8TGGJLcuqxEgPTv3z9yzCS32FCbtIC08DOQxi1vAqQCVNZd5d0LX9hWrVq5999/33ZNrHXr1pGfo/3ZUV133nln5D1YccUVbZeyVCJA7FRefT6ZidVYNOZR+BlIYxyMAKmQO+64I/LCqm233Xap/9Ha1fDUOao+W+H0T3/6k+1SlkoEyBdffBEbn5swYYLthjo1ffr0yHuvGVizZs2y3cpGgFTQEUccEXlx1S688ELbLRHtQ1J4/F/96lfBtE1Uh+bW2+nUScY/pBIBIltssUXkuBdffLHtgjplb2Guu+66tosXAqSCdCLXXiGFL/BPfvITN378eNvV2+eff+5+8YtfRH6Gah+hOp588snIa69vdknXWFQqQM4666zIcTt06GC7oE7pzkThe3/00UfbLl4IkArTKmB7gtdsKZ3406JbJoXH15RNVIe9hdi2bVvbpWyVCpAxY8ZEjqsV6d98843thjqjq2SNyxW+97rFngYCpAr69esXeZHVunfvbrt5u++++2JvokproLIWLlwYTI4ofO2T3r6SSgWI1iPZum1JayEh/1Svr/A914zBjz/+2HbzQoBUSZcuXSIvtNqgQYNsNy/ffvttbJfEPn362G5ImZ199dOf/jSVP8xKBYjstNNOkWMn3dIU+XfZZZdF3vM0qzETIFWitQKrrLJK5MVWqZOpU6farl5OPvnkyLFXWGEF9+WXX9puSNHWW28dec07d+5su3ipZIBoB7rCY6tml9YuoX7ZEu6nnHKK7eKNAKkizcW3Uyn1bSCN+9Cvv/567NhpLBRCcSpbU/haq+lWYhoqGSBafGo/J2k9b+TP5MmTY59T320GiiFAquzcc8+NvaGqo5SG/fffP3JcLRxKI5wQZ1f1qpSJBivTUMkAkZ133jly/DTH45Avp512WuS91qzQNBEgVabbBZqpU/iia+rnPffcY7uWTeUzbEmNq666ynZDQtpDQe9Z4eusLYbTUukAsVvc/vznPw+qSaO+aNGyvW1+0UUX2W6JECAZePvtt92yyy4beeGXX375VGZOaSMre1yNvyA9qmJa+BqrVLomMqSl0gGi9UlacFr4M9KYPYZ8seXb9eXy3Xfftd0SIUAyMnz48MgLr7b99tsnLnWib8f2KuSwww6z3eCp2Pt2zTXX2G6JVDpARNV4C3+Gbm0k/ewhX+yXSZ1f0kaAZEh7RtiTURrTb+3JQYHy1FNP2W4ok2a1ab/7wtd2gw02SPXqQ6oRIE8//XTss6dwRH3Q7E77RXLIkCG2W2IESIZ0QlJNmsI3QKVOkp7sdT/7N7/5TeS4mu2V9omu0dhSIGqVWIhXjQCR9u3bR35OmhMBkK0ePXpE3ttKTaghQDL20ksvxUqdqDifqqcmoW8bhcdUY9GYP4W6wr3w9UxadbeUagXI6NGjY58RLY5EbdNJ3X5WK7UDJQGSA1deeWXsDzlpWXZ9k9xmm20ix9TMoVGjRtmuaIbC3FbcXWqppVIfkAxVK0DELobUojOuQmqbdhosfE81kWb+/Pm2WyoIkJzYfffdI2+E2uDBg223srz22mtumWWWiRzz17/+dbDhFVrOFqtUq+T06GoGyIMPPhj73e666y7bDTVCC0XtHY20t5AoRIDkhGoo2R3D9C132rRptmtZbr311tgJYssttwwK66F5mmFlX7899tjDdktVNQNE2rRpE/l5utqiDE5t0qLQwvdS07XTrPxtESA5ogFZO3Ni4403Tjz4ZS9p1VTckRpITXvggQdi95K1MKvSi+6qHSD6Pe3nQyuYUVsefvjh2Pt4zjnn2G6pIkBy5uyzz459CE444QTbrSy62lAQ2eMeeuihtiv+P9ULWnrppWN/HKqBVWnVDhDZc889Iz9TlYW1lw1qw4IFC9wf/vCHyHuoKeeVGvsIESA5o6m2W221VeRN0eD3vffea7uWRW+0Kq8WHldNU1MRpdfKlsdXu/zyy23XisgiQHTv/Je//GXk52qAnQH12qDPiP28jhgxwnZLHQGSQ2+99Vas1InWdXzwwQe2a1lefPHF2HHVCJH/mDFjRlCaxL5GSa8Cy5FFgIiqN9vfW3tpI990EtfWEIXvW7V2JSVAcqrY4PeOO+6YuNyESsrbWRpqup3V6GMiumVT7CqtW7duiV/3cmQVIHr/N9lkk8jP1kQO7WiHfCp2x0J/39reoRoIkBzTSd2ezNKopqnFYnqj7bE1u6hRZ2eptIemONvXRGtpqv2aZBUg8txzz8U+G+uss46bN2+e7YocOPXUU2Of2fPOO892qxgCJMc0AKY/3sI3SIObzzzzjO1aNoVIsSsRTfFttHUiutqzA+Zq2223nZs7d67tXnFZBogUm8ixzz772G7ImDYCs9sKpDFrsxwESM6puq72ayh8k9ZYYw03Z84c27VsmlFky3qr6Zt4I6xYX7hwYbCZl/391bSws9pXHqGsA0S3slS51b4m/fr1s12REU160ArzwvdHkyC0eLiaCJAacMUVV8T+mPfdd1/bzYsG1ovd99c3G9XOqtcCjCpDoqst+3uraWfHLH/vrANEPvzwQ7fyyitHnoe+yOhWH7KlKbvt2rWLfW61UVi1ESA1QFMpO3fuHPvApFWeWR+CYutE1FTFN2l14DzRazlgwAC33HLLxX5Xhebpp59e1QHzYvIQIPLEE0/EFlK2atWKQfUM6bOpOnn2s6stHLJAgNSI2bNnx74R6r799OnTbVcvul1TbMW6mlbHa1OqSq/ArrTJkyfHthMOm27l3X333fYhmchLgMgll1wSe61UckdTzVF9xx57bOz9UBn+rG63EiA1RFtU2lInmnapS9q0aEDZFmAMm+65qohgNQfp0qA6Y5qtogkI9ndS09WX1n/kRZ4CRFds++23X+w1W2uttYLbXKgeFUW074PWh1V73KMQAVJjzjzzzNiH6KSTTrLdEtEH0paCL2y6EtKiM+2tnWe6alNNp2IzrMIPuwbRs/r2VkqeAkQ02WDXXXeNvX66vVnJQn34j0GDBsVef32uJ0yYYLtWFQFSYzS4awd/de/+/vvvt10T0xiL3dmwsK2wwgrub3/7m5s5c6Z9aKYUgKecckqwCM4+57Bp3wutecijvAWI6MtCsS8Vm266KVciFabwsGtzfvazn7mHHnrIdq06AqQG6U2z0291Mp81a5btmthnn30WDNDZW2f2Q9OxY8dgFkhWVyWa1qw/tFJjHGHTtzbVtMrzqvs8BohoY61iky00rTytsThEFatxpb/FLGZcFUOA1Ch9gOwHq0OHDsE960rQdN+uXbs2GSRqGj/RLJGBAwdWfFxBe6VoTEYr6JdYYonYcylsWjR5/PHH5+5qqZi8Boh89NFHbu211469vhofY4pvejTbqtiAuZqm9ecFAVLDDj744NiHS7NmKmnKlCnBoKq9pC7VtDnRIYccEoyZaOWsPnA+FEaqSKy9nQ888MBgXw77s4o1BYvGiCpxdVYJEydOdOutt17kdzjmmGNst0wphDX+YV9rFfS75557bHeUSZNiik3V1Ze3PIWHaGajfY55Q4CUoFInrVu3jryBmmn07LPP2q6pU7G2k08+uWjZ8+aaTuo6AalUiFY8H3TQQUHTrbLw/9d/179rimKxkivNNQVX7969g2/Mead1NpolVqwKsJr+KI8++uhcTaPWLUMV97TPVetGdMWU9VqaWqUV5sUWCWrMIy+3rUR3OkqNkeZN/p5RjkyaNClW6mTNNddMpdRJS2hQX1cW2jfc50SfZtOgucJHFYfzTCdXPUfNAGvplZSaSsxceeWVma6SL6RvysWm+KrtsMMOibcfaDT6O7LlSdQ0bqfdBvNi/PjxbvPNN489TzV9gcgbAqQZuq1j30iV46g2hdbtt9/ujjrqqNjuaJVqut2jE7FuneR5H2+d9EePHh1cZa244oqx36Ocpt85LycUfRMtVhFWTd9OKzE7sN7os6HX0BZGDF/DvMwW1NWRziv2OYZNz1+FOPOGAGmG/oiLzdMfOnSo7VpV+sDpOWgzpk6dOgW3lexzLKfpFo9+zxNPPNHdeOONuf+GqwWXGrfRWFWxUvGlmhaH6vab1vwUK7kSNhV8rNa+D81ReZhiExl0UtGtzryttckLrei3+3mETbdvs1wkGNJ7d8EFF5ScFq/3WMHy/vvv24fmAgHSArrXb4siZlGdszma5qsZXQ888IC7/vrrg9anTx93/vnn/9D0v8N/Uz/1r5UTkH4/bSV6wAEHxLaIbarpJHLppZfGJhl88sknQYmZUpMWdG9ciyWrdcuyKdqQy04ACJum+o4cOdI+pGHp9p/GiuxOgmHr2bNnZlPiC912221u9dVXjz2/sLVp0yb3tfIIkBbSbQ07zVYLvdIsdYI4bbakAc7u3buXPCHYpvdp2223df/85z+DK7XmvPTSS0VLrIdNt8UGDx6c+eC1biMW2wgtbLqCzMtVU1b0d1rqFq++dORhsFxjq+3bt489v7Dpy6q+4FVq2UCaCJAy6NuofbO1KhvpUgkP/QHpNlJLJw9ohtxOO+0U3O7xXb2tq5tSs7XU9IVh3Lhx9mFVp5pqdrFr2DTp45xzzglmETYSbSGgLxn29QibFmlmfcdA5X9UOLXUFa/eO91araUdKgmQMqhukS4rC990fdvVrSAkoz8urXbfeeedSxZmtE1/cLvttlsw5TGtabgaW9FtvlI1vtS0X4xOWFnS/X0t8rTPLWyacaR766p2UM90W1K3Ie1sybDpv/fq1SvTIqU6b1x22WUlQ19tzz33dG+88YZ9aO4RIGXSojtbUVe3OHy/9TYyLZrTTnxak1LqW5ltGkzea6+9goH+Sm6Jq+emVevFZu+o6XaaxpSyvpeuLy/FVq+HTbdttHlZrSz2bKmpU6e6Hj16xPZUKWy77LJL5rf0NNGj1C01tQ033NCNGTPGPqxmECAehg0bFvsgqF5VLdyzzNrbb78d1MsqtqCrVNPVgL71Dx8+vOrTiZ955plYgc3Cttpqq2V+X13jcLpqKjWTR03fxDXNuRoLYStFY1DadkFfIOx4pH1PdDsyS6+++mpwTrDPLWzaPOzqq6/Odd24liBAPNmaSmp9+/a13eD+vbJeJ7jNNtss9pqVassuu2xQVkVrUPIwS+yGG24INnuyzzNsCkSVSsmSbqvpc9ncLUB9I9ZUZjsrLa9U0kPjj029/mq6RZT1+I/G7zQVvtR7oP+uunH1cmuRAPGkgS5760DTPrPeQyAvtDWrbvHoEt3+EZVqWtilQUaV0tZ947zRiUknqFID+/pWrNpkWZd40fiIigWWep6FTRWWdRsx6wFmS58ffSErVqHYNo33aNpulvun6Eqif//+RVe7h03je7r1Vk8IkASef/75IDQKPyTaTa6S9+bzTK+HVsvaYG2qaQMtFTQcO3ZszVzO6wTdrVu32O8SNo2Rad1J1lO8FWRnnHFGk4O3hU3f8LXG5tprr636gK5K1usErEKH2j7BPrdiTZ8dVYqo9m1NS59dLUy0zy9s+nsYNWqUfVhdIEAS0uwK+4HR4F6jUO0eDdKWsxJei6e0gjoPU2KT0ImjWOXcsOnEkYcKutprRJVmy7mFqLbqqqsGs9x0S0b36zX+kLRCgSYnaK2GtgpQFQWtXVEQ2J9dqmlSg9bsaJp31gGtW4DahsE+x7ApuHUVlfXzrCQCJCENnGu2h/3waJZQPfItVqgrs7POOis3tYfS0pJbF9pLJi+3LrTPi27DlRP4tmlSgx6vQNIMOlUOLlb1Wf9d/65+6t/UIH9zTavwtUNn1tOnRbevdaVdauqwbmVqwWfWtzKrgQBJgabw2tLrmj6Z9RTCtGg8QsUKVQKinGKF66+/fjAHX2U46l1zg6eabqrQzdPgqa4ANVay7rrrxp5vHppuC+nqVrdG80BfFlV/rqkrJm1NnPVkimoiQFKigV87tVBlmfM4GNwSWnil+7b6JllOsUKt1taAZqNuw6pv+MWuSMOm6Zu6fZO38R59CbrlllvcEUcc0eS6hUo2BZn2ZlHVadUpyxNN595iiy1izzlsmjqs16/RECAp0rcl+8FSKelaoUVxd9xxR1D9s5xihVtvvXVwr1eDy/g37T/R1Il40023d088kd8Zexqr0BcIDVJrCwGNO9iCor5Nx9HtLYWFdtPUYru8LnScOfODmlhQmhUCJEUaLLMDlboq0dVJXul+7k033RTMKiq3WKE2YMprmek80NWnFk1qTUvh6/eTn/zSLbPMem6llTq6I4+8yr33Xn5uazVHnxfdotEEAk0QCCs7X3jhhZGqz/rf4b8piNRfRQRrpc7TggV6765zyy+/ZuzzHzZt+JWHMZksESAp07iH/fau8ZE8DajpPrz+sDt37tyitQJqYbHCgQMH5up3qQWq86Xxo3+Xa/mvxUG9mmvVamu36qp7u9at/+LatOnn+vV71n35ZW3e7qw3Dz881bVvf7pbccWdFwf9uosDP1oXTbdpn3zySfuwhkSAVIBWLdsTsO6LZ1nqRCd9FSvUjKBSA722aZaJQkbFCvM0+FurXnjhhcUh3Nn96lf/6377293cmmse6TbYoM/iE9KAoHXseOPib/XTXYYfk4b22mufusMPH+U23vifQbAr4BX0Sy65avD3oAkk1113XeZl/fOEAKkQLciyJ2Tdzqgm3V7617/+VVaxQt3G0tx21fuqldsNtWbkyLGubdsT3TrrnOk22eSqHwIkbD163OleeoninNXy+edfuz59nnCbbz7wh/dAwa6A/+1vd3W/+c2m7swze+ViY7G8IUAqRKvRtfah8OSsVeuVnpKogWwtblSJChsOpZrm9et+rma/ZL2qt1F8881CN2DAeNeu3eBYgITt3HMfXXzlmF1dp3r37beL3E03vey23/762GuvYFfAH3ro5e7NNxnnK4UAqSAtmrOlTjQzJ+1v9qpjpKmzdgC/qab9wDVFVwOcWe6V0OgUEAoKewILmwJm0KCJbsGCfE37rXXjx7+7+Er7ttjrHbbu3Ye7p59+2z4MBgFSYaqJZE/eqjKblCqUarbLBhtsEDt+qaYaQypWqFIStbo+pV7plpVuXdkTWdh23/3mxe9bdetT1aN33vnCnXDCA7HXN2y6Grnttlfcd98xztESBEiFaeBcVTjtyVxTZ8ulSr8qB1JOsUIVyNNqY02jZPAv3zR4PmrU9GAw3Z7Ywtaz5z1u+vR8LbKrBfPmLXD/+MfTbsstB8VeU7U2bQa5Sy550s2Zw9V4OQiQKtAiKVsCRBVbW1LxVNMFte96ObWL1FePYaphbdJ0Xk3r3Wqra2MnOjUN9v71r4+7zz7Lfp+UvFu06Ht3112vup12Ghp7HcN21FH3Lv5bZJahDwKkSrT1qF3Nqv3V7a0kXSXoakFXDc1toFPYdFWiAm/sR1I/3n9/jvvLXx6KnfDCtt12Q9ywYS8Fg8GImzjxA7fffiNir1vYunS5ZfHf2lv2YSgDAVJFKmFuT/ynn356ECIal9D4REv3QlDT+IfGQTQegvr13HMz3Z/+dHvsBBi2Pfe8dfHV5jv2YQ3rgw/muTPOGB17ncK2zTbXuSFDXlj8d0fwJkWAVJFKnWgVa2EI6KpE02htOJRqmmml7WHztoMcKku3YoYPn+J22KH0rZjjjrvfvf12drvyZe3rr79111wzwW29dfGp0br1d/75Y90nnzBVPS0ESJXpxF9OYKhpTYfWdlCsEBrkvfTS8cGgrz1Bqm2xxSB3+eVPublz63cTo2Luv/9116nTsNjrEbaDD77bTZky2z4MCREgGVAdKhsShU2rxrV6XKvIKVaIYt5883N39NH3xU6UYdtxx6FuxIipwZVLPVMoKBzs7x82hYrCBZVBgGTEbuKj+lSqU6V6VRQrREs9/vjbwRiIPXGGbd9973DPPz/TPqzm6TaUbkcVlh8pbLqN1b//hOC2FiqHAMnI/Pnzg8Bo3bq1O/fccylWCG8aDB469EXXvv2Q2Ik0bKedNtrNnDnXPrTm6HfVALgGwu3vGLYzz9Te7elWe0BxBAhQJz799CvXu/djJb+Va13JVVc95776qja/lWvKrabe2t8rbJqyq6m7qB4CBKgzr776sTv00JGxE2zYNC5w3321M4tvxoxPg8V+9vcImxYJarFgvY/35BEBAtSpBx983e22202xE27YDjroLjd5csvG2+xj1TRtuFz2GE3RjLOLLx5XcsaZypKoPInKlCAbBAhQx7755ls3YMDzrm3b4msjNttsgDvvvLHN1oCyjwubqtqWwz6+lKlTPw5mktn+YVNBRBVGRLYIEKABfPjhPHfWWWNiJ+KwqUhjU2z/sKnseTm3juzjSznllIdifdVUgv2pp96z3ZERAgRoIC+8MMsdcEC8PpRuEzW1la7tX9huv32K7V6SfWwpNuxUZv3mmydTZj1nCBCgweiKYeTIaa5Dhxt+OEGfeurDtluEPfEXNg1it3Qcwj62FE3D1UQABYfKrH/xBZWH84gAARrU/PkLgtXqd975arM7HtoTv92K94ornrYPKcoeB7WNAAHQLHviHzhwYuR/a0aUys83xx4HtY0AAdAse+JXiRBbvLC522Bij4PaRoAAaFaxE7+237X/fdKkWeaRUbY/ahsBAqBZxU78mrW1//7RGV09etxZ1mwu1DYCBECzSp34VenX/tu9904veGSU7YvaRoAAaFZTJ/6TTnow8m8aGylVRr2p46D2ECAAmtXUiV8lRbQTYuG/q3xKMU0dB7WHAAHQrOZO/H37jo/8u2pvzZ4d33u8ueOgthAgAJrV3IlfxRi1arywT69eY223Zo+D2kKAAGhWS078w4a9FOmjSr+qqluoJcdB7SBAADSrJSd+bTdrdwy0VX5bchzUDgIEQLNaeuIfM+bNWF/9t5D9N9Q2AgRAs8o58dvtdHVVoqsTKec4yD8CBECzyjnxT5kyOxj/KOx/ww0vBf9WznGQfwQIgGaVe+I/++zohlDbbjvEff7512UfB/lGgABoVrkn/lmz5rmttro28piLLx5X9nGQbwQIgGb5nPj79Xs28hhtm+tzHOQXAQKgWT4n/i+/XBjZNrdYQ20jQAA0y/fEry1z7WN9joN8IkAANMv3xL9o0feue/fhsceXexzkEwECoFlJTvzjx78be7zPcZA/BAiAZiU98R977H2xY/gcB/lCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAAL/8P0QxEO5qxu0EAAAAASUVORK5CYII=)
PN: 3H31-9-50
CAS: 1190318-63-8
Molecule Weight: 197.035
Formula: C7H5BrN2
![3-Bromo-6-chloro-1H-pyrrolo[3,2-c]pyridine](data:image/png;base64,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)
PN: 3H31-D-0Q
CAS: 1000341-61-6
Molecule Weight: 231.48
Formula: C7H4BrClN2
Melting Point: 184-190 ℃
TSCA: Not listed on TSCA inventory
