![3-(Bromodifluoromethyl)-6-(trifluoromethyl)-[1,2,4]triazolo[4,3-a]pyridine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABfuAAAX7gG9xqWBAAACZnpUWHRtb2xTb3VyY2UAAHichZVtb5swEMe/ysmvV+MzGJsqpOpaVZrU7sXaSXs3ucRJkQJUQPPw7XeGpg1NBgJy9vn/M5zv7MyudsUaNq5u8qpMGXLBwJVZtcjLVcp+P91dGHY1n2UkImHZpOylbV8vg2C73fLsxRV2V5U8qwrWj1/umnyg2Ya8qleBFAKDPw/3jx1zkZdNa8vMEdXkl03nvK8y23Zf8Z9XBIWtN3kZ9PKgqDf9bH+l8Lfgu2bBPmO5obFrQmGZrx0sq7qwLWyk4HSLb7Bypatt6xbwvCd3yCOKfT57uK2yt8KVLTX9DHlm149t/ZaRo6jWLnujyajx4zZlBRJg26q4rmu7B9/ybotgJdgQbARWgY3BarAGbAIWBT00jiRAUiBJkDRIItS09mvnX/60f3Upu4MbuAP/218/6brpnt7/vab1kykzPJFKgOYqoTljbiQZw8O460ml44OJSBkmEJJSSJAcpYoBuZQiOvTex96VyOMo0WRQh4bGEKMIBEejkMGe3q04KmlIHhoyimuMFelElCCZGMkpudBkkIfiuKeSOKGeiTpcGKMPwMdkSoUhhSXQCIpAyESSU2itaN2Dj4Wfz56rcnHUhHyRsmf6QC/55ZaNfE8Kg6peuJrq3E/gpceAHAI+heNAeAJE40B0AqhxQA0BX0wfwPU5IB4CvvTGAT0EfKGOA2YI+LIeB5Ih0G2CccKPD1LXbZoJ5mu6u002wciTWCaRLznv9/EEE51kcRJRZ6KZKC78kvv+aJlg9BkmnmDMGUafY4KjfRkcDk9qnhyswdGpG9B/zfwfqFjpxqznbm0AAEC+SURBVHhe7d0HmFTVwcZx7DWWqInGHkvsUSMWPrGB2A1gT1TsgGLDqCgWUDQgKoiK0qSJgICCCoIiVaSpgIiI9A7Se/d8+x5yr3fOzu7Onp3ZnfL/Pc990D13dqeed+6p5QwAAB7KuT8AACARBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIBGt7iuX0AEAIEBiuEFR0AEAIEBiEBAAkDhqywgCBAASR20ZQYAAQOKoLSMIEABIHLVlBAECAImjtoxwR1vFOwAA21EjRrhhEe8AAGxHjRhBSABA4qgtIwgQAEgctWUEAQIAiaO2jCBAACBx1JYRBAgAJI7aMoIAAYDEUVtGECAAkDhqywgCBAASR20JAPBCgAAAvBAgAAAvBAgAwAsBUgy//bbNLJn9ndm2bYtbBAA5hwAphpEf1rWjtIZ2usctAoCcQ4AUg4JDAfLeg3ubLZvXu8UAkFMIkGKYNeGTcK7IzHEfu8UAkFMIkGLYumWjaf/QPjZABrW71S0GgJxCgBTTV21usQHS/uF9zbYtm9xiAMgZBEgxzfiuZ9iMNXtiX7cYAHIGAVJMWzatM+3q7GkDZEjHu9xiAMgZBIiHL969zgZIx0cPYE4IgJxFgHiYOrpL2Iw1b/JAtxgAcgIB4mHThlWm7f272QAZ3qW2WwwAOYEA8fT5W1fbAOn8n4PtEicAkGsIEE9TRrQPm7EW/jLMLQaArEeAeNq4dplpU3sXGyAjuj/sFgNA1iNASqBv8yo2QLo8ebiW6nWLASCrESAl8NOwVmEz1uIZo9xiAMhqBEgJrF+92LSutZMNkFG9nnCLASCrESAl9MmrF9oA6Vr/GLco6wVXX0UdALITn+4SmjioRVhRLp0zzi3Oam5QFHQAyE58ukto7Yp5plXNHWxFObb3M25xViMggNzGpz8Jejc+z1ak3Z8/0S3KagQIkNv49CfBhC9eDSvTpfMmucVZiwABchuf/iRY+esM83S1HUzNyuVMz/decIuzFgEC5DY+/UlS84YzzRlHlTOXX/R3tyhrESBAbuPTnyRNm7xkypUrZ49p06a5xVkpCJDCDgDZi094kvz8889hgDRp0sQtzkpuWMQ7AGQvPuFJdMopp9gAOfvss92irERIALmNT38SPf/88zZAdthhBzN79my3OOsQIEBu49OfRD/88EPYjNWsWTO3OKOsX7XILhb5WbPK5qOXy5s1S2e5pxAgQI7j059kxx13nA2Q888/3y1Ke2uXz7VLs2h9r9Y1d4zpy5gysqN7OgGCEnH7ywo6kL54dZKsXr16NkB23HFHs2DBArc47axeMsNMGNDU9G5SId8HV0eXekeYUT0fN1s3b3BvygccJeK+1wo6kL54dZJs7NixYTNWy5Yt3eK0sHLRFPN930amV6Mz831YdXR9+q9mdK8ni9zjhA84SoL3T+bj1UuBo446ygZIpUqV3KIys2zuBPPtJ8+bDxucnC8wdGgdr7F9ni3WisJUACgJ3j+Zj1cvBerWrWsDZOeddzZLlixxi0vNrzPHmNEfP2W6PnNsvsDQ0fPF0813n71gViyc7N40IVQAKAneP5mPVy8FRowYETZjtW3b1i1OqYVTh5uRH9Y1XZ46Ml9g6Pi48blmXP/GZtWS6e5NgVJFgGQ+Xr0U+O2338xf/vIXGyBXXHGFW5xUW7duNcOHDjItGt1vGt3xl3yBob1KPml6gZk4sLlZs3yOe3OgzBAgmY9XL0Xq1KljA2TXXXc1K1ascItLZPPmzWbAgAHm7rvvNgcddJDZacdy5qxjypl7K5cz79xTzrSptbP57PVKZtLQd8y6VQvdmwNpId+XnTgH0huvUIoMHjw4bMbq3LmzW1xsGzZsMH369DE1atQw++23X/i7g+PEw3c1L9e9wowf0s5sWLvUvTmQdtywiHcgvfEKpYialnR1oMq9atWqbnFC1q1bZz788ENzyy23mL333jtfaOyxxx72d3fq1MmsXr3KvTmQ1giJzMerl0L33ntvWNGvWbPGLY5r9erV9oqlevXq9nZuaOy1117m5ptvNt27dzdr1651bw5kDAIk8/HqpVD//v3Dil8VfkGWLVtm3nvvPXPllVea3XbbLV9o7Lvvvub22283vXv3tk1ZQDYgQDIfr14KqbN7//33tyFw4403xpQtWrTIvPvuu3ayoeaLuKFx4IEH2k5yhdCmTZtibgtkAwIk8/HqpZg6vRUI6sOYOnWqeeONN8wFF1xg18pyQ+OQQw4xtWvXNoMGDbJ9KEA2I0AyH69eirVp0yZfUESPI444wjz66KNm2LBhdv4IkCsIkMzHq5cC2t72xRdfNGeccUa+wNBxzDHH2FV7R48e7d4UyBkESObj1UuS8ePHm+eee86cdNJJ+QIjOHbZZRe7Wi8AAiQb8OqVgK4gdCWhKwo3LHToCkRXIur3CH7Wr18/99cAQEYiQIpBfRTqq1Cfhfou3MDQcd5555kmTZqYGTNmhLfTfI0999zTlmtkFQBkAwKkCBoNpVFRGh2lUVJuYGg0lUZV6Spj7ty57s1Dmhio8zU8lxFWALIBARLH5k2bzID+/e3Vgip8NzQ0b0PzNzSPY+HCxBYr7NKlS3j7gQMHusUACpJ35T930gCzfP6PbgnKGAHyPwqN8UOGmHfr1zcXn3CC2deZEa4Z4poprhnjS5cWf7HCVatWhbPMdTUDIDEzv//Idra3f3hfs27lArcYZSinA2Tj+vVm7BdfmDZPPWUePP98c98//mGPS44+2hy2zz52Lapq1arZtakUACV11VVX2QBRU9i2bdvcYgBx/DprbDhia3CHO9zinBc8N0UdqZCa35rGNqxda0b27WtaPvaYeaBChTA0guPBihXNq3Xrms/79LGr4SaTrl6CK5rhw4e7xQAK8MW719lKsHXNHe1WzfidGxQFHamQmt+aZtauXGlG5AVCiwcfNPefd16+0HjkoovMe889Z8YPHWqbslJFiyZqLogC5JFHHnGLARRg9dKZpu0Du9uKsHeTCrZfBNulMiCKktK/6lbU0W/5L95yi+ndsqVZt3q1e7OkWLV0qRnas6d5vXZtU+vss/Pdh8cqVzYdX3jB/PjNN2brli3uzVPm0ksvtQGiYcAsXQIkbkzv+mFlOXV0F7c4Z+VcgESPp66+2ixftMi9qRf9noEffGCa3nuvqVm+fL6/9cTll5sPGjc2P48dW2Z9EBq5FTRjsZQJkLgtG9ea95841FaW7z95mP1/5ECARKniXvHrr2ZM//7mySuvtOVt69ePOae4vv/qK9P4jjvyBUYQUB++/rqZOm6ce7MyoWXcd9ppJxsgTzzxhFsMoBC/jOwUVphj+zzrFueknAqQqCnffWfLH73kEreoWB65+OKY0HimalXz8VtvmZmTJrmnpoULL7zQBsixxx7rFgEozG+/mY8bn2srzHYP7GHWLJ3lnpFzcjZANq5bZ8s1Giqe4PbqKxjaq5d56bbbbP9JrfLlY877rE0b898aNcwnrVqZub/8ElOWjqJrY2kRRgCJWzxztB2NpUrzy9axG7XloiBACjtSJXW/2RQdIL/87wqkgbNbXyC4/fsvvRRzhVHzrLPcUzOKljzZYYcdbIA8+yyX4UBxDX7v9u2VY80dzIJfhrrFOcUNi3hHqqTuN5v4AfLbtm12hJQm8Kl/QuWDP/ww5pxANDS6v/aaWbpggb19Njj33HNtgGj5dwDFs27FfPPeg3vbyrHni6eb337LjnrBR6pDojAp/avRAIh3PHnFFWZw9+7uzULBea3r1XOLMl7Tpk3DZqyffvrJLQZQhO/7vRRWnpOHtXaLc0bOBoiG2jZ/4AGzaFb8jrDgvGkTJrhFGW/69OlhM5b2DAFQPFu3bDQfPH20rTw7PfYns2n9SveUnJD1AeLavHGjWZBXgX7aurWdGa5RVIvnzHFPC2+/ZsUKtygrnHnmmTZATj/9dLcIQAJmfN8rrEBHfljXLc4JORcgUV/36WPPiTcXJJHbZ7JGjRqFzVjTpk1ziwEk4NPXLrYVaJv7dzUrF01xi7PCxrXL7GCBbVs3u0W5HSBa3FDnaFKhK5HbZ7LJkyeHAfLKK6+4xQASsGzuBNO61k62Ev38zavc4oymwPhhYDPT/pH97OMb1+9l9xQCROc8cN55blFCt890J598sg2Qc845xy0CkKDhXWqHFemcHz93izOSHkf3504IH5eOSUPfcU/L7QD5undve87zN9zgFiV0+0z33HPP2QBRh/qcOP1AAIq2Yc0S0+GR/W1F2v35E+M29WQKNcN93uLKmODQY9KujPHkXIBs2bTJLJgxw84gD5ZXH9Cpk3tagbfPJhMmTAibsZo3b+4WA0jQxIHNw8p0/JfN3OK0p1FkGgjQpvYu4eNQKOpxbdtWeiuGF0epBEhRh3YE3LZ1q3vznAgQOe6442yAVKxY0S0CkCBVsvqm3vDGcubhqvubVSuWuKekJU2C1DyWjo8dFAaH+nSGv1/LbFhb/O2zS1OZBMj9555rO83fefxxM2FowcsQ5EqA1KtXzwbIjjvuaBYuXOgWA0jQT9/2N1XLlzNnHVPOPPFoLbc47WhklWbSR5urNKps2bwf3FPTUkoDBIkZM2ZM2IzVsmVLtxhAMdz176vNTjuWs9smqIk4HWkVYS0EGQ2Ork//1c5rySQESJo48sgjbYBUrlzZLQJQDFOmTDG77rqr/TxddNFFbnGZ0iZY2sck2J5Xh9b00rIsmlmfaQiQNPHoo4/aN/zOO+9sli5N73ZPIN099thj4VV9z5493eIyMXXU+3YnxfCqo+YOZnD7GmbdygXuqRmDAEkTX3/9dfiGb9eunVsMoBhWrlxp/vSnP9nP09FHH202bNjgnlJqfp05xvRufF5Mc5U2xdK+JpmOAEkT2ur3L3/5i33DXxlnVj6A4mnTpk34peyll15yi1Nu3aqFZnCHO+yVRhAc2tNd2/JmCwIkjTzwwAP2zb7bbrvZb1AA/OlL2RlnnGE/U3vvvbeZP3++e0pKbN2yyYz7/L/mvYf+EAaH+jzG9n7G9oFkEwIkjQwaNCj8xtS5c2e3GEAxDRs2LNw24bbbbnOLk25g/4/NIzceY17+1+/NVV++e71ZvXSme2pWIEDSyNatW81BBx1k3+zVqlVziwF4uPHGG+1nSkEyatQotzgpJk6caC655BKz/17lzAUnlTN1Li9ner7wdzN/ymD31KxCgKSZe+65x77Z99hjD7N2bXZd7gJlYdasWfbzpM+VFi397bff3FO8acTk/fffb0dPBq0H5U860HzxcSuzbVv+1TWyDQGSZj7//PPwjfhhAXvFAyieYNFSHZ3irLtXXFu2bDEtWrQwf/zjH8Pfu8suu9jh+CuzdAO8eAiQNLN582az//772zfkTTfd5BYD8LBu3Tpz+OGH28+VRjuuWbPGPSVhX3zxhTnppJPC4NBxxRVXmJ9//tk9NesRIGno9ttvt29KjRwpy/HrQDbp0qVLWOE//fTTbnGRpk6daq655pqY4Pjb3/5m+vXr556aMwiQNNSnT5/wDdq7d2+3GIAH9X1UqFDBfq523313M2PGDPeUuFatWmUef/zxcHkUHfvtt5957bXXbItBLiNA0pCuOv7whz/YN6quRgAkx9ixY+2q1/psXXfddW5xDM0j0aoQf/7zn8Pg0AKN9957r1myJDOWik81AiRN3XzzzeE3nU2bNrnFADzdeeedYSAMHjzYLbaGDx9u/vGPf8Q0V1144YVm3Lhx7qk5jQBJUxqBFbxxNTILQHJoz53gCv+0006z868Cs2fPNrfccktMcBx11FGMiCwAAZKmNAckGLuuuSEAkqdx48ZhQLzzzjtm/fr1pkGDBmbPPfcMf77XXnuZF198kYEshSBA0phmo+uNrNnp0W9JyCzz5s3L+c7WdKNm4WOOOcZ+vjTa8bDDDguDQzPWb731Vvu6oXAESBp7//33wzf1V1995RYjzS1YsMAubxF8m/3kk0/cU1CGNIoq2lSl4+yzzzbffPONeyoKQICkMa3Iq5V59cbWcgnIDBs3brTLhwft7NGjSpUq5qeffnJvglK0aNEic9ddd4WjsYLjv//9b1KXOckFBEiau+qqq+yb+5BDDrHDCpHePvroI/PXv/41pmI688wzw9UFdGjJi4ceesgsX77cvTlSSM1Wr7zyitlnn31iXotgtd7LL7/cvQmKQICkOY1DD97sGlqI9PTDDz+EzVXBcfrpp5shQ4bYcoXFgw8+GLPo3gEHHGBatmxJ/1YpUPPhcccdF/P6qI9x+vTp4T48Oj777DP3pigEAZLmtNpnUOlooTakF70+tWvXjgkGDXpo3bp13CtGNV9deumlMRXZqaeeSh9XiiTyfC9btixcFPH4449nwEMxECAZoHLlyvbNfeSRR9JGmya0Gusbb7yRr2mqbt26Ce0mWdg3YpRcca/43nzzzfA8da4jMQRIBtA49eDNPWbMGLcYpWzAgAHmxBNPjKn8tY/9lClT3FMLFa9NXoMmnnrqqRKtFpvLFA5vv/22DYtosBfV56QvBCeffLI9f9999zWLFy92T0EcBEgG0MxZrcGjN/eTTz7pFqOU/PLLL+bqq6+OCY4TTjihxCsFxBsVpEETHTp04IqzGNQsdcopp8S8PsUZ9fbll1+Gt9N6VygaAZIhLrjgAvvGPvbYY90ipJhWY/3Pf/6TbzXWZs2aJbW9/NtvvzXnn39+TAXIvISiqdmvatWqMc+bmgd95t1ce+219vYKc9a9KhoBkiGaN28efjjGjx/vFiMF1Anetm1b86c//Sl87nUleN9996V0NdYPPvjAHHHEEeHfZGZ0fKtXrzb16tUL50rpUPOTmgV9FyDVnh/B79OXNhSOAMkQc+bMCcera3tOpNY333xn529Ev9VedNFFpRbeBa3N9MILL+T82kxq1mvfvr1t5gueG10x3H333Unpu3jiiSfC39u9e3e3GBEESAYJKjRVJMwJSY2FC9eYxx7rnlc5XWX22ONQ+3wfffTRpkePHu6ppUJfHFgd9ndqzitfvnzM81GxYkXz3Xffuad605XNwQcfbH+3Rj4qzBEfAZJB3BnO2ttZS5wMGjQo7tBEJG7Dhi2mVatvTYUK7fKC+p2857qmOfzwi0yjRi/bpUnKWq7vTzF37lzbjBd9/Grm69q1q3tqUrz33nvh39FVH+IjQDJEp06dYj487qHJa7qE1xDTZHbs5oLPP59qrryyS14F3coeZ53Vyjz1VO+8q5Fl7qllKhd3yFNznSpwXXUHj1nNemreS+WVgZ7rILD1txVgyI8AyQDq2AsW5tNVh+YbqCK54oorYkYGBYdGCNWoUcPurZ7r7eWFmTTpV3PXXX3C4NBRo8bH5ocfSt6OnkoaFaZ2endUWLbt0a3+BzXXRd/bas5Ts15p+Prrr8N+x3/9619uMQwBkvY0muSss86yb2J1FA4cODCmXJWJrk40jDHYgCp6aK8DfejUZr5u3bqY2+aqZcvWm4YNh5jy5VuHwXH55Z3NZ59NMZk07UJfLK655pqY1/tvf/ub6du3r3tqRlGzXDBsPTh0NaAKvbQF/U8KkhEjRrjFOY8ASXOafxB8iDRksTDaxVDf2rSfevSSPzgUMNWrVzedO3e2HYW5ZvPmbaZDB1VO7cPgOO+8tubtt8fkhWvmfnP/4osvzEknnRTzWuvq9Oeff3ZPTWu//vqrbY4LJs3qUHOdrrbjrStWGnS1E4yEU+c9EztjESBprH///uHs5HPOOadYzRNquurdu7e5/fbb7dh4N0w01l3Lb6izUIvJZbuhQ2flXaV1jWmuevzxL8z8+dkRpFqKo0WLFuGigDq0hIcW4FyxYoV7elrR+1rNb2qGC+67mufUTKcr7LLWsGHD8H5p+DB+R4CkKS1vEXSWKgBKssiemsEURupkP/DAA/OFiRacq1Spknn33XfN4sW/ujfPaNOnLze1a38WExw339zDjB073z01K2h1YI3Miy4iqNe8VatWaTlST81tWgE3+n7UbHA1z6ULddYHEzs19yQXr94LQoCkIV0mX3bZZeEHSjOTk0WViIb9agny6ESs4Nhnn7+Z669vaLp0+S4vTNa6N88Yq1ZtNE2afG3OPrtNGByVKnU0PXtOMtu2ZX8zxMSJE+2Xguhr+/e//90MHjzYPbVMqHlNGzhF75+a4bQeVTrq1q1beD9Zj+53BEgaevXVV8M36x133OEWJ42CatiwYeaRRx6x37B22GFH88c/ljfHHFMrrHTvvLO36dhxfMY09Wzdus107/6jufjiDuFjOOecNnnP6QgbKqmiYbSaq6GruOeff96+bjrUya0Z7FqEMfiZyrXCsp57tfun0scff5z3eh4TU1Fff/31ZubMme6ppULNaXq/qXktuD9qdtNy6mqGS2easKj7q+bfWTP9WwSyCQGSZrSgXjA8U5f2pbms95gx35lGjdqZKlWaxjT5BMe//tXLtG37nZk1Kz3b1EePnmduuOHDmPtcp07fvMoy+fdX36C1bLj28Ij2O/gc2lNEQaP1znTlkGxqwtR+39E92nfffXfzzDPP2IEXpUFXvgrXaBOqmtm0G2Cm9MFptvv+e+9oTj68nGn4aFW3OCcRIGlEYRFsMqRvOclcnqG4pkxZmveBH5uvQg4O/VzlOs9X8Ls0cU9zMgoTnBvP3LmrTN26A2LuX7Vq3fKuCGa7p5aIlnN/+umn7fIWbghED712mr+go0KFCvYKRP8GP4su/hfvUNOivqUne5a5tgXQFVB02fhDDz3UDgNPJTWbnXbaaTGPUc1rP/74o3tq2mv63D3m1orlTL2q5czcn2KH1OciAiSNaMRU8AF7/fXX3eIyoysOXXnoCsQNEh3//GdX8+abo/MqhOJNwIv+jnvvLXzp7YICZN68Veb889uF5Rde2D6vQpxgtmxJzrBPfXN+//338y2zHhyHH364rZR19aB9QRKd5KaZzRrYoJFTGtyg9bbc361DFa92PkzmrGttSqZAi/6dc889N+8KbrR7aonMmDHDNpdF/46a09SslqnWrFhsWtTcx7S6r5zp0eAU89u29BuYUJoIkDShSir4kGkMf7qON1dfiPpE7rjj43xBouOqq7qY1177Ju/b88IiJ+UFt6lcuaP9d8iQme4poYICZPbslXZCoI4XXxxqJwkmg4KjY8eO+bad1aG28Lfeeivp8yw00k57qWsARXQuhA4tKd+4ceOkjgDSe+6www4L/4Ymy2kFgwULFrinFouaxerXr2+byYLfreYzNaP5LrOeTiYMaGoDRMePg99yi3MKAZIGpk2bFm5rqlVAk7EkdWlYtGiN6dp1or16iM7qDo7LLuucV2kMt0Nm4418Cs5Tp7f+rV69u+0Ej6egAJFp05YltZO/X79++YJDS8ioUtRrVRrmz59vmjRpYnc8jN4P9bfoaidZQ3JV2T/77LMxlb1WL3jppZe8FpFUc5iaxYLfpeYyXaGp+SxbbNuyyXR75jgbIB0fPcBsXJsZfTipQICUMU2iCpan1odNs4oz0dKl60yvXj/ZORfRobPBccUV7+cbFhyUKTQUHkGYxFNYgCSLKrmbbroppsJWE5U6y8vqm7OuRHv16mVOP/30mPul/x85cqR7urdZs2aZG2+8MeZvaPVn/e1EjBo1yjaDRW+vZjI1l2Wj2RM+Da9CRnR90C3OGQRIGYtuXqP/zgYrV24wffr8bB566HO7VEhQ+WuUVFQ0FNR8pf9Wc9batfkr61QHiObaRGdCa2SUmqnKKjji+fTTT2OuSPSFQ6OYkrlg5tChQ/OF1cUXX2x++OEH91RLV0rquwsWHdShZjE1j2W7vm9cZgOkTa2dzfL58b/4ZDsCpAx99dVws9NO22cM6yqkOEuVZAqFgZZLj7dQoRsKagrT/6tD3uWemyx6zuvUqRNTYWoBPa0EkI50f9W8FN2pUBW+Rogli9adUl+MtggI/ob6ZGrVqmVnuouatxo1amSbu4JztNaadsvMlUU7ly+YZNrU3sWGSN9ml7rFOYEAKSNLl64xZ5xxd9633tPNAQccmvS2dVUon3zyiZ2UqAXqopPa9K/+Xz9v2rSpXfY92R3CiXBDQUN5NaRXVy3qX4lyz00GfXuONruoo1r9H5lAEwH1Wgb3XX1oyd6lcOXKlaZu3boxk/50ZaamLncos36mZrBcM6LbQ2FT1qzxfdzirEeAlAF9E3/wwX7m5JMb5H0Qbzc9epS830MzobVqqb49qyKMfrgTPdRBe8MNN9gJX6pcUy1eKNSv/5X92bPPDor5ebxzS0JrLUX3mlB7/bx5sU1s6U4d6ZoMGMzrUDOSvjAkm/af0cKb7vtFxxlnnGGbvXLVxnXLTce6B9oA6frMsbaDPZcQIGWgS5cfwgrxmWf8v/Gqg1WL0WmsfbyNpYJDizLGm9QW7Psc71CThdYq0pahqeoHiBcK2pNcVyC6Epk8+fdd9uKd60uzvaPrgKkfIZObD7UL5QEHHBA+nscffzwlw8A1zyUYraWwatOmTZkts55OJg1pGV6FjB/wiluc1QiQUqZKMehY1mxp330oevbsaU499dR8Fb+WitB+ILqK0MQwNUMURuUaKaPKQHtOx1tgUSORtFaRz7DOwhQUCi1ajLY/r1nz0/BnBZ1bXOPHj4+pbF988UX3lIz0008/2dcpeFz33HNPSkIkGKWmYc7YTpMJezQ81QZI+4f2MetXpWf/WSoQIKVIYaHQUEV47rlt8j70xd/HWpX9mWeeGVPBqyNTs5m1mF8yaAmVhx9+OF9TmOZCJHN0TUGhoI53rZyrMu3jIQWdWxyaJR7MUdA3aM3wziZ6fCeeeGL4eulKJNm0tat+t/4Ofjd/8lfhVciQjne5xVmLAClFDRoMDivCzp0nuMWF0oQvrY8UnaGsUTLqBE/Vgnhq1tFsbG2TGg0SDetMxqifwkIhmFx4/fXbJxcWdm4idKUVvWLTFVU20iip6O6Eye4TIUAKNuCdajZAWtfc0SyZ9a1bnJUIkFLSv//UsBLUCrHFaV1QJ+Ypp5wSVgpqh37hhRdKbbik2rl15RGdYawtcxUuJVFYKCg0gqu1Hj0mFXpuUXT/q1SpEt53bROczXQlEjRn6UormaOzCJCCrV4yw7S9fzcbIn1eOd8tzkoESCnQgn9a5E8V4KWXdirWek0aihssc6LjwgsvTMq3fx9ah8m9Crrrrru8+0aKCoXBg2eGz1lR5xZGa0gF91dt+KnoG0g36hMJ+nr0/knWe4YAKdzoj58Km7KmjenqFmcdAiTFtCpsjRrbFx7UelHffDPXPaVA+oYfVNYaqqmNiNJh1IuW5452tqtJy2eRv0RCIZhcmMi58ajPKBihpkovmavapjuNzgqG+GqyYTJmrBMghdu8cY3p/MRfbIB0efJws2VT6bQSlBUCJMU0qzqo/Jo3T3ztopYtW4YffnWSa7huOtFM7ehENs0HKO4ikImEQjC5MJFzXWriO/bYY+39U7OfRmDlGs0TCV4jDVcuKQKkaFO+6RBehXz7yfNucVYhQFJIaz8Fq9TedttHZvPmxK4eunfvHoaHZv5qobp0pKar6H4PGh22atUq97Qyo2U1gvuWbSOuEqXJhmr21HOg91RJF2AkQBLw22/m45fPtgHSrs6eZt2K1E/KLSsESIosX77BXH55ZxseFSu+Z+bMSaxi/frrr8PJWgqPdP/WrCY1zTkIKupLLrnEu08kmbTUh9Zm0n3SciW50O9RED0XwdpZasoqyVLwBEhiFk8faVrV3MGGiFbuzVYESAqornr44c/DZpe+fRPrwNRy4sHcC217OmTIEPeUtKQQiV6JqGO9rFWvXj381p2tS4oXhxZgDF4f7SfiiwBJ3C8jO5lx/RubrZtL3veUrgiQFPjgg4lheLhrOhVE35C1dEjwIU/1PtXJpquOaJ9IWd7/b7/9Nq3CLB1oOZpgkqHWPPMZ9CAECKIIkCSbMmVpuFRJ1apdE16qRBPbMr3SU8d6MDpL80Q0f6UsaEFI3QddxZXGopCZQvuJBO8xDW32QYAgigBJovXrt5jrrtu+s56WKtEIokRo9NK+++5rP5haY2jNmtilzDOJhvgGQ4/VH1LatMpu8PfVN4NYGi2n50ZNpT4TUQkQf8HIrKKOTJJZ9zbNNWw4JGy66tgx8c7vaCf0wIED3eKMo8mGwePp0qWLW1ykn39ekm8/kETdf//99u+q76OsroDSmbaoDV6bFi1auMVFIkD8uUFR0JFJMuveprEBA6aF4fHAA4kvVaIZw8GQ3WrVqrnFGUnt68GyJ1qAsTgT2EaNmmufw0su6WgnYRaH2vk1ck1/95///KdbDLO9ry3YFve0005zi4tEgPjLxIAoSnY9mjIyf/7qmKVKli5NvGngzjvvtB/InXfeOem7EpYlXXkE33SLs3Bhr14/hUGsodDF0bt37/Bv6ps24mvSpEn4PI0bN84tLhQB4o8AQVzvvjvWVniaMT1ixBy3uEDq4A2W2dAeHtlEQ3uDVXy1sF+im1KVJEC0rar+3n777ZcWc1HSld53QT+RmhuLgwDxR4AgrmnTltlmK+00WBxaUTf4Jqg9OLKN1vIKHp92NkyEb4ComSyYOJipo9hK02WXXWafK42aK84kSwLEHwGCpArG5Z999tluUVbQfiLas0SPUXNcEuEbIBr9FYRVnz593GI4WrduHT5f2uI3UQSIPwIESaO25+AD3KxZM7c4awQjstRkksicDN8AadCggf07GpCwfPlytxiO6dOnh++/4sxMJ0D8uaOt4h2ZJvPucQoFFZf6MoqawxGc6ytovlKFl0jFmqnUNBdUVNqnvSi+ARLMgtdaT0jM0UcfbZ+za665xi0qEAHizw2LeEemybx7nEJBxaVD+1AUpqQBUrlyZftB1Dar2U5DefVYNUO8KD4Bog77YLFA7eWOxNx99932OdPSJokiQPxlakgUJrseTQkFFVflyh3tv0OGzHRPCZUkQNQ3oKU+9EGsU6eOW5x1br31VvtYDzzwwCI3xPIJkFmzZoVXOW3btnWLUQBNJAyet0T3ciFA/BEgWS6ouLp3/9H+W716d7s3dzwlCRAt0R58cLt16+YWZ5127dqFj7eorVV9AuSLL74If//QoUPdYhTA53kjQPwRIFkuqLgUGgqPIEziKUmA9OjRI/zgTpgwwS3OOqNHjw4fr/Z4L4xPgLz99tvh79eS+EjMnDlzwuetVavE3ssEiD8CJMtFQ0HNV/pvNWetXZt/ElxJAiTYm0Ed6D4L2mWalStXmh122ME+5ldeecUtjuETII8//rj93dr6F4nT/I9g7syTTz7pFsdFgPgjQLKcGwrqSNf/a19zl3tucdSsWdN+CNW5nCuCjbK02GFhfAIkeD4PO+wwtwhFCAY41K5d2y2KiwDxR4BkOTcUNJRXQ3q1v4e7Oqx7bnHk4ocwWNZEHeqF8QmQ4PnUIoEonkRfl0AuvneThQDJcvFCoX79r+zP3J0F452bqGuvvdZ+CMuXL+8WZa2zzjrLPmY99sL4BEguPp/JkujrEiBA/BEgWS5eKCxcuMZegehKZPLkJeHP452bqGAOyAUXXOAWZS09Vj3mSy+91C2K4RMgufh8Jkvwuug5TAQBgigCJKKgUGjRYrT9ec2an4Y/K+jcROTiN+bgm25R+3T4BEguPp/JwhUISoIAiSgoFDQKq1Kl7ZMLhw6dZX9W0LmJyMUPYaJt7T4BQh+Iv0Rfl0AuvndRMAIkorBQCCYXXn/99smFhZ1blGDUkJbSzhWMwkpPjMJCSRAgEYWFgkKjWrVutrxHj0mFnluUl19+2X4INTdi7dq1bnHW0TwQPV4dqZwHouVhkLjoPJB69eq5xXERIIgiQCKKCoXBg2facm1bW9S5henZs2dYoWpZk2w3cuTI8PF++unv/Ujx+ARIdCb6ggUL3GIUYPbs2eHzpv1BEkGAIIoAiUgkFILJhYmcWxAtXxJ8cD/44AO3OOtENy+aOnWqWxyjR4/x5rTTXrHH8uWJzdL/8ssvw98/ZMgQtxgFGDBgQPi8DRs2zC2OiwBBFAESkUgoBJMLEzm3IFu2bDF/+MMf7AexVq1abnHWuemmm+xjVT9IUdundu7c3xx6aFV7LF26yi2Oy+ebNIx54403wuft118L3/8mQIAgigApI9riVR/EbB85pMAItrW95ZZb3OJ82rTpaHbb7U/2WLJkqVscl/5GsDz+Aw884BajADVq1LDPmZbZTxQBgigCpIw0btzYfhDVkT5jxgy3OGt8/fXX4bdcLeteFO1aWNxvxVKpUiV7m1NOOcUtQgE0ak3PWbVq1dyiAhEgiCJAysjkyZPDivLFF190i7NGsOvdbrvtlndF8ftM/oL4BkijRo3CQC7O7XLVzz//HD7Pb731lltcIAIEUQRIEsyYscLUqdO3wL1DChLMAs7WZiwNUQ76eq6//nq3OC7fAIle6Xz44YduMRwKjeD5UpgkigBBFAGSBO++O9Z2qJcv39qMGjXXLS5Q8+bNww9x//793eKM17Rp0/Dx9evXzy2OyzdAtE1wEFY333yzWwxHxYoV7XN15JFHukWFIkAQRYAkwbx5q8wFF7S3IVKlSmezbNl695S4NMFu3333tR/Iiy66yC3OaLr6CGafn3baaUWOvgr4BogEncJ77rmnWb16tVuM/9FQ6mCDr6efftotLhQBgigCJEn69ZsaDu198MF+JsH60jz11FNhhTl48GC3OGO98MIL4ePSxMlElSRAovNBOnTo4Bbjf5555hn7HClEitqj3kWAIIoASaLnnhschkiXLj+4xXEtXrw4bHo59dRT7RyRTKdKaffdd7eP6cwzz0z46kNKEiDbtm0L13ZSEw3y27hxozn00EPtc3T++ee7xUUiQBBFgCTRunWbw/WytIdIdP+QwkT7Cl577TW3OKOoEldznB7LTjvtZMaMGeOeUqiSBIjUr18/vL061hEruuxL586d3eIiESCIIkCS7Keflphzz21jQ0RholApijqATzrpJPvB1Df3TF4f6/nnnw8rqEceecQtLlJJA0RXdOoD0e2vuuoqtzinbdq0yRx++OH2uTn++OPN1q1b3VOKRIAgigBJgc6dJ4RNWQ0aDHaL49KCg7vssov9cGqPhjVrYvdgzwR9+/Y1O+64o30MmtDns9JwSQNEHnzwQXt7tfF///33bnHOig7d7dixo1ucEAIEUQRICqjJXx3pQYj071/4AoIBLXUefMCvuOKKjOoPGTVqVNiXo5FlU6ZMcU9JSDICRGtj7brrrvZ3qC+kOH0w2WrRokVm//33t8/Jcccd53X1IQQIogiQFNFQXg3pVYBoiK+G+hZFFZ22fA0q0Ntvvz0jKj81uQWVk/o9PvnkE/eUhCUjQOTJJ58s8bftbKJ1yILnI9E5OfEQIIgiQFLom2/m2smFCpEaNT7Ou6LY5p6Sz/r1602FChXCD/ttt92W1lciWj49CA81X5W0sk5WgKj5LGjv//Of/2xWrFjhnpIzFBjBc6qVkUuCAEEUAZJizZuPDJuy3nxztFsc17Jly+yQ3uBDr+asdOwT0SgerXEVhEfLli3dU4otWQEiPXr0CH9X9erV3eKcMG/evHBC53777WcWLlzonlIsBAiiCJAU27x5W95VxEfhUiejR89zT4lLIRK9ElHHerqMzlKY3XXXXeF908ix7t27u6d5SWaAyHXXXRf+vjfffNMtzmoa3Rd9DyVj8zICBFEESCmYM2eVqVjxPRsil13WOeGtWtetWxfTJ6KKWvNEyrJJ66uvvrKdsMF90rfbZM63SHaAaLmYo48+2v4+XS2NHTvWPSVraW+U4LmsU6eOW+yFAEEUAVJK+vb9JWzKevjhzxNe6kSd6BqdFQzx1aEhsqW9deu0adPsvhHBfdChTbFK2iTiSnaAiCYzBqOyFHh6LNkuupTMueeea+eAJAMBgigCpBQ9++ygMEQ++GCiW1woDZPVhzZagWvGd6pX8dU8Cq1uu/POO4d/V8N0U9UclIoAkei+7H/961/tsNZs1aJFi/CxHnXUUbYfJFkIEEQRIKVIs9KrVu0aLnUyZUpiW7YG1Katq5FgvkVwaD8RbUo1c+ZM9yZe5s+fb5o1a2bOPvvsmL+jjnJtEJXMit2VqgCR6LdyrRCcjSGiYA9W2j3kkEOSfrVFgCCKACllkyb9Gi51Ur16d7N+ffH7M7Rch1bxDZaCd8OkVq1apmvXrrbTXf0ohVH5hAkT7CZMaidXxer+TjX/3HnnnXn3fZJ786R75513UhYgcv/994e//5hjjrFLm2cDNXX+5z//CR/bAQccYCZOLN5VbiKC+STZugkaiocAKQMdO44Pm7IaNvTvy1AHsTalCnY2LOjQCrVqytCsbDV76V/9f7Aqa0GHKomGDRuaBQsWuH86qTQrWp3ztWvXNnvttVf49x999FGv5VAKo8UeoyGiOSKZ3rGuLwGa3xE8Jr2u+lKQbAMHDrRDgfU39tlnH7cYOYgAKQPqQH/ggb5hiAwYUPJmBm1L+t///td2bO+99975wiCRQ4sQVq5c2Tb1jBs3zv0TSaVO3c8//9wOBz7wwAPz3ZfgUGXos2psUaLNWRqdlao+nVTTVWawEKcODbCYOzfxXTEToWawqlWrxrwu+gICECBlZOnSdebSSzvZALnwwvZm/vzk7aCnYb76BqqNnBQq6re44447zJVXXmmvQPSv/l+Vt8o14U4VkfpYUmnDhg2md+/edomWeM1vqsh13x5++OG85+UfMWXnnXeeGT06sYmYiWrTpk3M6DZNNsyUGetqsnrjjTfCiZw6qlSpYq9Kk0W7OtarVy/mb+h10zIxRTWNIjcQIGVoxIg55qyztl+F3HHHx2br1qKXOsk0aoLq1q2bHckVbZ4Kjj322MNW3LrKcLeh1c+izWzqHNa2tclsUtMQ32CeiA41aZV0OZZU033W0NzgPisEmzRpYpvnkkHh1L59e3PwwQeHfyMYQKH+NyBAgJSx11//famTt98u3uZL6WrVqlWmU6dOttlDAeGGhprY1BmrjvuivskqgJ599tlwh0MdGoX28ssvJ21ug761R2es69Bufem2FLyCU1eNwZL5Oo499thib9pVmBEjRpjy5cvHPBfqM/vuu+/cUwECpKxpqZNbb+1lA0RLnYwZM989JSMsXbrUtGvXzq7bFUzaix7qfNXVg1bqVVNWcWmI8g033BDzOzWf46OPPnJP9aamvGABxuC4+uqrbaValtS/dc8998Q0JSlQtXmXFt9MBvWb/Pvf/4557EcccYQdzQcUhABJA7NnrwyXOrnyyi5m27YEp6mXsYULF9lht5dccknMRMPgOOigg2zFN2DAgKT1r2gG/umnnx7zd/T3kzVkVVc8auN3Q1BXJB06dCi1RS21d7n6sLSUTfSKQ4ea/JI150dhrgEF0eZFDaZo0KBB0sIJ2YsASRPBUifqWE/nvpBFi9aYzp1H51ViT+VVNPmHAWvIsNZgGjx4sPemRUVRW79mliuggr+rANMwYF0JJcOcOXPMQw89lK8JTv8fNL8tWZLYnveJUlOaBhlozo07yED7rOgKLJlNSVoA88gjj4z5O5ooqMcOJIIASSO//LIsr1IqvE+gLGgzrA4dxtk9TRRyZ5zRwhx1VA2zzz4n20pHlVDdunXN8OHD3ZumlEZM6e9GR1JpbxKNTkrWgpOazFi/fn0bjNGKNjg0bFYTMFu1amWGDh2a8Ox2nTds2DAbhNo73r2qij4ezVtJ5oRHDdG+4IILYv6O5hIlc1FM5AYCBHHNmLHCtGnzXd637Z5hJ3/0qFy5kWnUqJUZO/Zb96alTn0E6nuJVohaakNNZ8miq54vv/zS9uMUNc9Gk+w0T0KHmr40dFr/Bj9TuXub6KGrnBtvvNFejSRroIAoDNWkqKuZ4G9p1Nl7772XtBFcyC0ESJoKKmoN89XyJ4UJzi0prc31zjtjzXXXdc8XGDpuuOHDvG/a3+Z9G17m3jQtaOc97ZsSrYyvueaavCu7X9xTS0T9Ofq23qhRI1OpUiXbZ+CGQHEOdYgrZNTvoKY/n0EGhdH9ffXVV2OaxdTH88QTT9gRc4AvAiRNRSvue+8tfI/xkgTIxImLTYsWo821125f5NE9NEKsXbvvbUd/JlBl+frrr4dLbgSV5eOPP57SylL9Brrieeutt+w6ZZqoqeOqq66y4aB/g5+pXOfp/FmzZrm/Kqn69u1rjj/++JjAuvbaa5PaJIbcRYCkqaACr1y5o/13yJCZ7imh4gSIllH5/vuFed9IR9gRX25g6Ljzzt6mU6cJSZ0dX9rUwX3ffffFNNdoL5C2bdvmRHPN5MmT7bI20eDQkidqhgOShQBJU0Fl3r37j/Zfrdxb0OisogJEt9P8kpdfHm6qVOmcLzA0/0RXOd26TTSLFyd38cKypiVadAUQrUjPPPPMUu/wLy0aWKBO+ejAgj/+8Y92ra9kDSwAAgRImgoqd1X+Co8gTOIpKEA0n6RZs5Hmkku2X8VEj3POaWNq1/7MfPTRZLNsWfaP99ckQXVgR4NEy6vMnj3bPTUjaci09lKJLkypoc0aUr1sWXr2WSHzESBpKhoKar7Sf6s5a+3a/KNyCgqQ6dOXx4SGNrHSdrqffDLFrFq10T0966lzWhtvRSfNacSTZnQXtaRKOlPHu7uPizr3f/wx/hcOIFkIkDTlhoKamPT/b76Zf0Va99yArkAaNx5unnzyS9Ov31S7IyI0r2Weue2228Kd+3RoCZMPPvjAPTWtzZgxI98aXtokS8N/gdJAgKQpNxQ0lFdDenUVodngUe65SMzIkSPzbdv7f//3f+bbb8t+bkthtJyKJjdG18bSApONGzdO6rwRoCgESJqKFwr1639lf/bss4Nifh7vXCRGS5drjavoTHOtPaVVbxOdVV5adF+1yrF7X7X0ycKFC93TgZQjQNJUvFBYuHCNvQLRlcjkyb+vwxTvXBSPvtU//fTTMd/qNWNc+2ykw7f6UaNGmXPOOSfmaqlChQoZvx0vMhsBkqYKCgVN+tPPa9b8NPxZQeei+KZPn25Xu41W1Npzo0+fPu6ppWL+/Pl2B8dof81hhx1m3n//ffdUoNQRIGmqoFDQKKxKlbYPyx06dPss5oLOhb9BgwaZU089NSZItF/8pEmT3FNTQsu5a6mU6LpbGjH23HPPZfSIMWQXAiRNFRYKweTC66/fPrmwsHPhT3MrtN/JAQccEFbimluh1XdTObdC+4BEt9nVcdNNN6V82ROguAiQNFVYKCg0qlXrZst79JhU6LkoueXLl9u9QaKzuxUqWs8qmbO7J0yYkG/W/BlnnGGXfQfSEQGSpooKhcGDZ9pybUBV1LlIDq0vVaVKlZgK/uSTTzYDBw50Ty0WrdtVs2bNfOt2tWnTJifW7ULmIkDSVCKhEEwuTORcJM+nn35qjjvuuJggqVq1qpk2bZp7aqG0cnDz5s3tplHB79HKwY899pjdnRBIdwRImkokFILJhYmci+RS5d+0adOYPTY0BLhevXpm9eqiVzHu37+/OeGEE2JCSEu+T5kyxT0VSFsECFACixcvNnfffbed0BcEwcEHH2zat29vJ/65FBAKimhwKEgUKECmIUCAJPj+++9NxYoVY4KhfPnyZsSIEbZcTVJqmlITVVCupis1YSWzIx4oTQQIkETdunUzRx55ZEyQaAZ5dCiwOstr1aplli5d6t4cyCgECJBk69evNw0bNoy7V/rFF19sh+sC2YAAAVJE+6QrMBQcu+++u+nVq5d7CpDRCBAgxdRxrlFbQLYhQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAICX/wc2hAYwaI/xvAAAAABJRU5ErkJggg==)
| Product Number | 3H32-B-5H |
| CAS | |
| MDL Number | MFCD31922770 |
| Molecular Formula | C8H3BrF5N3 |
| Molecular Weight | 316.029 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory