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hw4Ybv0DBjldB7lEb2QUXXOD7fOy4444brwL+7bWxBWns2E/N2WffYY4++r4Cn/8wFlbTY7377qy07ZGahijI50KwciZARD0/evacZqpX95/Yr7tucOA9P7RWwaOPjkt2UaxY8Ulv3qB99qlpmja92fzwww92kazMnDnT1KpVy3eSKFGihHnggQfM2rV0icw3K1euNLfffnvazhcXX3yx16YWpHnz5plLLrnElCx5kClTppY59NDrTaVKT4e2tLOuYho18s+TpaueN98MtkckgpdTAZKgvudagczue67/178HPd/VnDm/mObN3zNHHNHOmzdo112P8eYRUl/7hx9+2Ot7H6RBgwZt/OIe6jthHHDAAaZv37727iiG1AamtjC1idmfA7Wdffjhh3aRrPz222/mrrvu8q5o9BzbblvSlC5d0ZQrd5lp0eK1wG8jqd1E7Sd2cGierCefDH5MFsKRkwGSoCsOXXnYH0JdoehKJejRr8OGfWoqV6638UtW8Et98MEHm7feesvePSuahPHxxx/fGFa7+k4gp512mpk6dapdBMXEuHHjNn7OKvuO+5577mleeOGFQAegqs2kZ8+eZr/99vM9X6VKZ5iPPppsF8mK2ixffnmK14Zpf2/VYD5v3q92EcRYTgdIgtpA1BZifyAvvrifGTNmgb17Vtav3+BddaiPvf2FO/PMM80XX3xhF8nKkiVLTJMmTTZe8WxT4Ln0//3797d3R4576aWXfJ8rtY21adPGaysL0scff7zxF//JvufbbbfdzDPPPBP4PFkaI5JuXjp9TzW2BLmnWASI6JeNemWl+2XTqtXQwH/ZqP3jqquuSjvXUIsWLczPPwe7/siUKfrVdmqB52rQoIG9G3Kc3QZWu3btjVfaX9m7ZUWf3caNG6f97LZs2TLwz67uFKSbGVt3CjSaPeg7BYhOsQmQBI0P0TgR+8Oqe6tPPDEh8Hurn3zyySZ/xXXq1CnwX3F9+vQxhxxyiDcGIOj74Ch6mo5EbWua5mbw4MH2n7OiEekPPfTQJq+ep0+fbhfJyi+/rPXmw4qqrRLRK3YBkvD550vMlVf6e3doFbQBA2YGugra5u4jH3HEEWb48OF2ESBSb775ptdWZ38+9WPk7bfftnfPiq4oXnttWtrVQTVj79dfB3uFg6JTbANE1AVw0KBZaddh1hrqkycH2w1XPVnuvvvuZE+W1O28884zc+bMsYsAoZo2bZqpUaOG7/Ooq5xHHnkk8B6EWvNDa3/Y3zetETJiRLDjtVD0inWAJKxZ87t59ln/CFdtt932gfn++2Dnn1Jf+ksvvdT3pd1+++03Pt9tXt9+IExqx2jevLlvniy1e6jt7scfg50sVG2Mamu0v19alVBtkxoIjOInLwIkQX3Zb7lluO9DrmB57rnJgc939Z///Mccd9xxviDZe++9Tbdu3ZjvCoFTm9vTTz/ttcHZn7uqVat6bXZBUpui2hbVxmh/r7QeetBz1iFe8ipAEj755HtTr55/vquzz+5tBg+eHeh8V3/99ZfXNVN9+O0v9PHHH2/GjBljFwGcDBs2zGtzsz9nZcuWNa+//nrg82T1769p5Hv6vkeNG79jpk1bYhdBMZSXASL6AvTrNyPtF6B+/ZfN1KnBtlf8+uuv5qabbvJuY9lf8Pr165sFCxbYRYCMzJ4925x77rm+z5Xa4u655x6vbS5IY8Z8amrVusMcc8yDBb43amvUDzCmH8kfeRsgCStXrjePPTY+eQmueX80/4/mAWrS5ObA11T4+uuvN17pnO37su+0007mvvvuM2vWrLGLAGmtWLHC3HrrrWl/lFx22WVm/vz5dpGszJ0711x44YVm550PMfvsc7apUKH1xqvoZ71bwJ07T/LaGpFf8j5AEubOXW5athxijjzyTm/+H80DtO22JUzJkiW9Vd3WrQu2z/qQIUPMYYcd5vvilytXzvTu3dveHUjSbdGuXbuavfbay/f5qVixotf2FiQtcnbHHXckJ3TcbrtSZrfdKpsDDrjc3HBDL7NoUbCdUJA7CBDLiBGfmSpVGm68Iig4pkPrSgc9dYgaPJ966qmNYVXadyJQg6cWnQJSvfvuu15I2J8XhUmXLl28cAmKOnm8+uqrG6829vE9X+XKZ5oxY6bYRZBnCJA0Nmz43Tz66GNml1128X1xzjjjDPP555/bRbKybNky07RpU998V9o0ceLixcEu3IPcozaydMGh21c333yzdzsrSBMmTDAnnnii7/m0+Nlzzz0X6ISOyF0EyGboxH3NNdf45gzSib5Zs2beiT9In332mRdQ9pdWQdahQwdvhl7kF7WJ3XvvvV4bmf25qFOnjpk1a5ZdJCuLFi0yjRo18j2XJnS84YYbvHXYgQQCJAOTJ082p5xyiu9LpVtPugUV9HxXuhWRrmG0fPnyZuDAgfbuKKZ69epl9t9/f9/nQL2rNDVJkNTG9+CDD3ptfvbz1axZ08yYMcMuAhAghaHG7XRf6MMPP9wMHTrU3j0rfKHzl36wVKtWzXfc9YOlY8eOgf9g6devnznwwAN9z6dFzfjBgs0hQAopTrcUWrVqxS2FYmRTt0w1HYlumf70U7BLNnPLFNkiQBypUbNevXq+L1+iUVMDB4OkRs0qVar4nk/Tunfu3JlGzRymCQ0fffRRb4JD+/hWr149sk4bCq5rr72WThvIGAGSJU1FUqlSJd8XP4xulZqKokePHmbffff1PZ/Wjxg5cqRdBDGn9T/UtmUfzzC6jeuK4sknn0zbbVxtfJ9++qldBNgsAiQAiYFdmiTR/mJqMsWgB3atXr3a3HnnncmBXalb3bp1zTfffGMXQcx8+aXmkfqX7/hpsScNXNXiT0Fi4CrCQIAEaHNTS2h697CmlrCfS8HSrl07bwQx4kVtVtdff71vmnVtV155JVPnIKcQICHY3OR2WnAq6MntNGL96KOP9j2fRhC/8sorTBsfA2qjevbZZ702K/s4nXTSSWbixIl2kaxsbvLOyy+/3CxcuNAuAhQaARKi999/P7LptXWCev75572RwvbznXDCCWb8+PF2EURkxIgRXhuVfVzUlvXaa68F+jnY0vIBY8eOtYsAzgiQkKnPfqdOnSJb4Gf58uWmdevWXjdf+/kaNmxovvvuO7sIQqK2qAsuuMB3HHQl+u9//9trywrSRx99xAJmiBQBEhEtMdqiRQvfvW91nXzxxRft3bM2c+ZMU6tWLd/JpESJEuaBBx4wa9eutYsgIFqy+Pbbb0/byeGiiy4y3377rV0kaw899JDvuVhCGWEjQCL2xRdfmBo1ahT4omvUcVgGDRrkjSi2Ty4HHHCA6du3r707sqBf+GpzKlOmjK++jznmGPPhhx/aRQJToUKFAs933nnnmTlzgl0UDbARIEVEcxnpxK5fqRrbESb1/3/88cfTzi58+umnm6lTp9pFUEjjxo0zlStX9tWv2iJeeOGF0Ad6aooT3bZUZ4rhw4fbfwZCQYAUsSjvSy9ZssQ0adLENwJZ/3/dddeZpUuX2kWwBerN1KBBA19w6GTepk0br00qKlF+lgAhQPLQlClTzKmnnuo76e26667miSeeYA6kDKgN6f777/falOx6rF27tvnqq6/sIkCxQ4DksTfeeMNrC7FPgLqfPnjwYHt3/L8+ffpQb4AhQPIev6Qzpys3rRBp1xNXbshXBAg8cbqXHze0HQHpESAoYHO9iTReJcjZheMu0XtNVxh2fehKhN5ryHcECHzUm6d79+5pxzMce+yxoY5niAuNn7HHVmhT24faQAAQINgMjWBu27Zt2hHVF198cSgjqouaRvCr7cd+v4zgB/wIEGyR5nQ6//zzfSfVsOZ0KgrMIQYUHgGCjGlW2SOPPNJ3gg1jVtmoaIS4RoozizFQeAQICiXqdS3CpHVUNEeV/T7U9sM6KsCWESBwEvXKekFS241mxbVfNys5AoVDgCArm1vbW1OMB722dzY2t5a81u1gLXmgcAgQBOKdd94x5cuX952YDzroIDNgwAB790ipbUYzHqutxn59Winwgw8+sIsgZrq22KrQG8JHLSMwGzZsMI8++qgpVaqU70RdvXp18/nnn9tFQjdhwgRTpUoV3+tRG07nzp1Dn2YdwbDDIZMN4aOWEbgff/zRXH311d5qi6knbbWXNGvWzPz00092kcAtWrTINGrUyBcc6qbbqlUrrw0HucMOh0w2hI9aRmgmTZrkrbZon8RLly7tLYCk9eKDtm7dOtO+fXtTsmRJ3/PWrFnTa7NB7iEY4omjgdD16tXL7L///r4T+uGHH26GDh1q7+6sf//+XpuL/Txqmxk4cKC9O3IIARJPHA1EYs2aNebee+81O+20k+8EX6dOHTNr1iy7SMbUtnLGGWf4HldL+Hbo0IFp1osBAiSeOBqI1IIFC0y9evV8J/vtt9/e3HLLLWbFihV2kU1atmyZadq0qW+adbW9XHPNNWbx4sV2EeQoAiSeOBooEqNHjzaVKlXyBclee+1lXn755c1OG6+2k6eeesprS7HLn3LKKWby5Ml2EeQ4AiSeOBooMgqJrl27eqFhB0HFihW9kLENGTLEHHbYYb791cbSu3dve3cUEwRIPHE0UOR020q3r3Qbyw6Gyy67zMyfP99rIzn77LN9f1ebitpW1MaC4is1QDLZEA1qGrExe/Zsc8455/hCQm0c9pgSbfXr1/faVFD82QGxpQ3RoKYRO8OGDTNHHHGELzAS2/HHH2/GjBljF0MxZgfEljZEg5pGLKmh/Omnny4w269ucXXr1o1p1vMQ4RBPHA3E2iWXXJIMkJYtW9p/Rp4gQOKJo4FYa9y4cTJA1NCO/ESAxBNHA7FGgEAIkHjiaCDWCBAIARJPHA3EGgECIUDiiaOBWCNAIARIPHE0EGsECIQAiSeOBmLNNUA0j1a5cuW8ad6XL19u/xk5hgCJJ44GYs01QFKnRNHsvshtBEg8cTQQa64BUr169WS5Tp062X8GEAACBLFGgADxRYAg1ggQIL4IEMQaAQLEFwGCWCNAgPgiQBBrBAgQXwQIYo0AAeKLAEGsESBAfBEgiDUCBIgvAgSxRoAgnYkDbvZGpY/qdrkx//xj/xkRIUAQawQIbH/9ucF0a7lNcmqT335ZaO+CiBAgiDUCBLY/1q8uMDfWiqWz7V0QEQIEsUaAwEaAxAcBglgjQGAjQOKDAEGsESCwESDxQYAg1ggQ2AiQ+CBAEGsECGwESHwQIIg1AgQ2AiQ+CBDEGgECGwESHwQIYo0AgY0AiQ8CBLFGgMBGgMQHAYJYI0BgI0DigwBBrBEgsBEg8UGAINYIENgIkPggQBBrBAhsBEh8ECCINQIENgIkPggQxBoBAhsBEh8ECGKNAIGNAIkPAgSxRoDARoDEBwGCWCNAYCNA4oMAQawRILARIPFBgCDWCBDYCJD4IEAQawQIbARIfBAgiDUCBDYCJD4IEMQaAQIbARIfBAhijQCBjQCJDwIEsUaAwEaAxAcBglgjQGAjQOKDAEGsESCwESDxQYAg1ggQ2DasW23uumSr5PbzDwRIUSFAEGsECGzr1q42F5ywVXL7YSEBUlQIEMQaAQLbmt9Wm4P22iq5zZtLgBQVAgSxRoDAtnr16uSx1TZ7NgFSVAgQxBoBAhsBEh8ECGKNAIGNAIkPAgSxRoDARoDEBwGCWCNAYCNA4oMAQawRILARIPFBgCDWCBDYCJD4IEAQawQIbARIfBAgiDUCBDYCJD4IEMQaAQIbARIfBAhijQCBjQCJDwIEsUaAwEaAxAcBglgjQGAjQOKDAEGsESCwESDxQYAg1ggQ2AiQ+CBAEGuuAVK7du1kueeff97+M3IYARIfBAhizTVAevfubbbbbjuz7777mgULFth/Rg4jQOKDAEGsuQaIrFy50vzxxx/2PyPHESDxQYAg1rIJEBRPBEh8ECCINQIENgIkPggQxBoBAhsBEh8ECGKNAIGNAIkPAgSxRoDARoDEBwGCWLvyyiuTJ4qbb77Z/jPyEAESHwQIYu3EE09MnijKlCljxo0bZ++CPPLbb7+Z22+/vUCANGzY0CxfvtzeFREgQBBrqQGS2Bo0aGAWLlxo74pi7J9//jGvv/66KVu2rO/zoG2PPfbwZhz4888/7aIIEQGCWJs1a1bak0aJEiXM/fffb9auXWsXQTEzadIkU7VqVd9nIN129NFHm1GjRtkPgZAQIMgJgwcPNhUqVPCdMA444ADTp08fe3cUAz/++KO5+uqrzdZbb13gmG+77bamefPmZt68eaZdu3Zmhx128H0uLrzwQjN37lz7IREwAgQ54/fffzdPPPGE2XXXXX0njNNOO81MmTLFLoIctGHDBvPII4+YUqVK+Y5zjRo1zLRp0wrs/80335i6dev69lWw3HnnnWbVqlUF9kdwCBDknKVLl5rrrrvObLPNNgVOGPr/Jk2amCVLlthFkCPefvttc8ghh/jC4OCDDzYDBgywdy9g5MiR5qijjvKV1YSaPXr08NpRECwCBDlr6tSp3pWHfcLQFcrjjz/uXbEgN0yfPt2ceeaZvmO58847m4ceesisX7/eLpKWGtGfe+45s/vuu/seq0qVKmbChAl2EWSBAEHO69u3r9cWYp8wDj30UDNo0CB7d8TIzz//bFq2bOm1a9jHT4NIv//+e7tIRn755RfTqlUrb0p/+3EbNWpkFi1aZBeBAwIExYJ6Yz3wwANe7yz7hKHFpWbOnGkXQRHSNPvPPPNM2iuFk046yXz88cd2ESczZswwNWvW9D1HyZIlzYMPPmjWrVtnF0EhECAoVr777jtvYJl9wtAv0datWzPgLAZGjBhhjjzySN8x2m+//cxrr70WSlvFwIEDTfny5X3PeeCBB5p+/frZuyNDBAiKpfHjx5sTTjjBd8JgwFnRmTNnjjn//PN9x2THHXc0d911lzdFSZjUJtahQwezyy67+F7DGWecYT777DO7CLaAAEGx9ffff5tXXnnFmwLFPmEcc8wxDDiLiFaGbNu2bdrxGpdccok3niNKixcvNtdcc41vfIl68TVt2tQsW7bMLoJNIEBQ7GkcwKYGnF100UXm22+/tYsgAArw7t27m7333ttX78cee6z56KOP7CKR+vTTT80pp5zie22lS5c2Tz31FMshZ4AAQd7Y0oCzsG+h5JOxY8eaypUr++p6zz33NC+++KL566+/7CJFpnfv3qZcuXK+13rYYYeZIUOG2LsjBQGCvPPBBx8w4CwkmuTy8ssv99WtOjHceOON5tdff7WLxMKaNWvMfffdZ3baaSffaz/77LPN119/bReBIUCQp9SI3rlz57TdSBlwVnjqRq3JLdN1oz7rrLNy5gS8YMECU79+fd972H777c1NN90U2wAsKgQI8hoDzrL3xhtvbPIW0HvvvWfvnhPGjBljjj/+eN970i24l156KVa34IoSAQKYzQ84a9++PQPO0lAj9KmnnuqrM00l8+STT+b8VDLqBNCtW7e0nQCOO+4485///McukncIECDF5gac9e/f3949L2myymuvvTbtZJaa5LK4dYNVN+TbbrvNu41lfy6KohtynBAggIUBZ+mpXh577LG09XL66acX+3rRQMjzzjvP9941EPLuu+/2ltvNNwQIsAkMOPufd99915uc0j556spMk1nmk+HDh5sjjjjCVxeaiqVnz5551YuPAAG2YPLkyXk74ExtQ7Vq1fK993yfjFDHvFOnTma33Xbz1c3JJ59sPvnkE7tIsUSAABnSgLP999/fd8IojgPONOnkDTfckLZ32hVXXEHvtP+n6ehbtGjhm45eV62ajv6HH36wixQrBAhQCMV9wFliQSZNOmm/vxNPPNGbpBJ+X3zxxSYXxHr44YczXhAr1xAggIPiOOBMk0seffTRvve0zz77mFdffdXr1orNe+uttza5JO+bb75p757zCBAgC8VhwNncuXPNhRde6HsPmiPsjjvu8CajjBu1vSjE49gGs2HDBu+qo1SpUr46rVGjhne1UlwQIECWcnXAmYJBAZFulmJNOqlgKQpaFEw9nXQrrU2bNt6tQf2C15bu1qE2/XtiH+2vciqvx9HjFQW1f1x11VW+XnxqL1G7idpPch0BAgRkcwPOLr300tgMOFPg6ZaUbk3Zr1O3sEaOHGkXCZXGV3Tp0sW7JbjXXnv5XlMQmx5Xj6/n0fNFST2yqlat6ntN6sGlnly53IuPAAECNnv27NgOONMkkWoMt1+bGs31iz2qlRonTpxoWrZsmbZXWxSbnlfPr9cRBY0Nef31103ZsmV9r0VjSt5//327SE4gQICQ6KQQlwFn6nar7rf2a1E3XXXXjWKteLVZaF6xdAMS7U29l9S2pKnhNcuv6mvo0KFm9OjR3klfj5XY9P/6d/1d+2l/lVN5PY792Pam16PXpccKm3486EeEfkzYr+Pcc8/1fnzkEgIECFFRDzhTI7MG/Gngn/38GiCogYJh00DMdI30qZuuCDRuQuuxBL1CpB5Pj6vH39IVj16nXm/Y5s+f793WtJ9ftz9vvfVWs2LFCrtILBEgQAQ2N+BMDa1hDDjr16+fN9WIfZLSL25NTRI29VDTWiD28ye2SpUqmY4dO0b+q1vPp+fV89uvKbHpdev1h00dLNTRwn5+dcjo2rVr7HvxESBAhKIYcKZJDTW5of0cmgRRkyGGPc369OnTve6q9vNr0+27tm3bevvEgV6HXo9el/1atel9hP1aFRJq3E/XgUAhF0WQuSJAgCKgAWfqcmqfMPRv+psLTe6oSR7TTbOu6dc1DXuYtKa8br+km/5EbUFqn4iqkb6w9Lr0+tK1Wen96H3p/YVJg09vvvnmtL341IMsijaawiJAgCKiq40gBpzpikILOGkhJ/txtOCTFn4K24ABA9K2L1SsWNH7W66MYtfr1OvV67bfi96f/ha2WbNmmTp16vieX2Nd7r33Xm86nbggQIAils2AMy0Zq8kc7ZONlpjVUrNhU68iLf1rP7/GmPTq1cvePafo9acbK6P3G0VXbE3Qefjhh/ueX0GmiT3jgAABYkI9stQzyz5hpBtwpkkb0zVQlyhRwpvsMYpfqWobsG/5KPRat26dM72ItkTvQ+/H7vyg9x1224jomGvJAC0dYB9rLTEQRY+xzSFAgBjZ0oAzTch34403pm1n0NiHhQsX2g8ZCvUQUlilPr9u+0ydOtXetVjQ+7Jva+n9qx6ioPatZs2a+dq3dNWqRc+0+FlRIECAGNrcgDN704C5sWPH2g8RCgXcLbfc4nsNzZs3j+XEhkHS+9P7tN+76iOqQaGff/65t6yy/RoULJoFOmoECBBjmj8r3YAzbRor0L1798gaqHU7xW7vUNfgPn362LsWa3q/9rrwqpco57Tq37+/Oeiggwq8Bt1mixoBAuQADThLvQ+vsSSavDEqalOxewap8T7qiQnjQu/b7ryg+omi7SlBV0Tqnp14ft3WjBoBAuSI1AbrKHpYJeikWK1atQInS03IqPvy+Uzv356YUvUUZYjoh0XiuXVVFDUCBMgRRREgui1jX3loDq2wB9XlCtWD6iO1flRfUd3OIkAAZCTqAFHDsN3mofaYsKdCyTWqD7udSvUWRcM6AQIgI1EHiN3bSr+0CY/0VC/2lYjqL2wECICMRBkgGt+QejLUvX5uW22e6sduEwl7nAgBAiAjUQWIRlinrj1eoUKFvG8wz5TqSfWVqDvVY5gj1gkQABmJIkA0gDH1eXRSyteuuq5UX6njRFSfYc2dRYAAyEgUAWI3mvft29feBRlQvaXWo+o1DAQIgIyEHSCaqjz1pKdpO+DOnvYkjKngCRAAGQkzQNQAnLqehyYODGJ1xHym+kudgFH1G3RHBAIEQEbCDBCtuJd4bE2ZUlxn1Y2a6jF1ChrVc5AIEAAZCStA1EsodXp4rX+B4Kg+E3Wreg6yVxYBAiAjYQWIls9NPK5W4Csui0HFheozdWVD1XdQCBAAGQkjQEaPHp18TG25vgxtXKleU+tZ9R4EAgRARsIIkNq1aycfUw2+UczflI9Ur6kN6qr3IBAgADISdIBMmjSpwK9iLVKE8Kh+U+tb9Z8tAgRARoIOkLp16yYfT48d1cqG+Ur1m3oMVf/ZIkAAZCTIAJk/f77Zeuutk4/Xs2dPexeEQPWcqHPVv45DNggQABkJMkDat2+ffKz99tvP/Pnnn/YuCIHqWfWdqHsdh2wQIAAyEmSApM4Y27ZtW/vPCJHqO1H3Og7ZIEAAZCSoAJk4cWLycbQFObANW6b6Tq1/HQ9XBAiAjAQVINdff33ycSpVqmT/GRFQvSeOgY6HKwIEQEaCCpBy5colH6djx472nxEB1XviGOh4uCJAAGQkiADRYkeJx9A2e/ZsexdEQPWeehxcF+0iQABkJIgA6dKlS/IxNL04ik7q9Pk6Li4IEAAZCSJA6tevn3yMxo0b239GhFT/iWOh4+KCAAGQkWwDRPMx7b333snH6NGjh70LIqT6TxwLHReXecgIEAAZyTZAFi5cmCyvbd68efYuiJDqP/V46PgUFgECICPZBsgHH3yQLL/zzjs7/eJFcFT/Og6JY6LjU1gECICMZBsgzz33XLL88ccfb/8ZRUDHIXFMdHwKiwABkJFsAyR1adUGDRrYf0YR0HFIHBOXpYQJEAAZyTZAUhePuv/+++0/owjoOCSOicsiUwQIgIxkGyCp5Vm6Nh5Sl7rV8SksAgRARrINkLJlyybLDx482P4zioCOQ+KY6PgUFgECICPZBohOMInyOvGg6GUbANmWzxYBAuSIbAJEXUa32WabZPkpU6bYu6AI6DgkjomOT2G7VhMgADKSTYCsXr06WVYbkyjGgz2poo5TYRAgADKSTYAsXbq0wIlq0aJF9i4oAjoOqcdFx6kwCBAAGckmQLgCiSeuQABEIpsAoQ0knmgDARCJbAJE6IUVP9kGQLbls0WAADki2wBhHEj8MA4EQCSyDRBGoscPI9EBRCLbAGEurPhhLiwAkcg2QJiNN36YjRdAJLINENYDiR/WAwEQiWwDhBUJ44UVCQFEJtsAYU30eGFNdACRyTZA9It37733Tj5Gjx497F0QIdV/4ljouLhcERIgADKSbYBI/fr1k4/RuHFj+8+IkOo/cSx0XFwQIAAyEkSAdOnSJfkY+++/v/1nREj1nzgWOi4uCBAAGQkiQObMmZN8DG1Mqlg07EkUdVxcECAAMhJEgEi5cuWSj9OxY0f7z4iA6j1xDHQ8XBEgADISVIBcf/31ycepVKmS/WdEQPWeOAY6Hq4IEAAZCSpAJk6cmHwcbdOnT7d3QYhU36n1r+PhigABkJGgAkQqVKiQfKy2bdvaf0aIVN+JutdxyAYBAiAjQQZI+/btk4+13377mT///NPeBSFQPau+E3Wv45ANAgRARoIMkPnz55utt946+Xg9e/a0d0EIVM+JOlf96zhkgwABkJEgA0Tq1q2bfDw99t9//23vggCpflOPoeo/WwQIgIwEHSCTJk1KPp62/v3727sgQKrf1PpW/WeLAAGQkaADRFIXmapYsaLTfEzYMtWr6jdR1y6LR6VDgADISBgBMnr06AK/ilnqNhypS9dqU70HgQABkJEwAkRq1KiRfNx99tnHrFixwt4FWVB9ql4Tdaz6DgoBAiAjYQWIBrZtt912ycd2WVoVm5a6lLDqOciBmwQIgIyEFSBy6623Jh972223NVOnTrV3gQPVo+ozUbeq5yARIAAyEmaArF69usD04mrwXb9+vb0bCkH1l9pwrvpVPQeJAAGQkTADRAYMGJB8fG3Nmze3d0EhqP5S61P1GzQCBEBGwg4QadSoUYGTXt++fe1dkAHVW2o9ql7DQIAAyEgUAfLbb78VeB6dlFwXO8pXqi/VW6IOVZ+q1zAQIAAyEkWAiHoJ7bTTTsnn0oyxy5Yts3dDGqqn1JmOVY9B9rqyESAAMhJVgEjXrl2Tz6XtxBNPDLwBuLhR/aieUutN9RgmAgRARqIMELnlllsKnAxr1aplfv/9d3s3bKR6Uf2k1pfqL2wECICMRB0gmr/JblS/9NJLCRGL6kP1klpPqrco5hUjQABkJOoAkT/++MPUqVOnwMlRv7S5nfVfqgf7ykP1pXqLAgECICMHH3xw8mTx8ssv238OzZo1a0y1atUKnCR1rz/fG9b1/u02D9WT6isqw4YNSz53yZIl7T+HjgABcoROEImTRalSpcxzzz0X2VK0OinaVyKHHXZY3nbx1fvW+0+tD9VPVOGh22Ovv/662XPPPZPPv80229i7hY4AAXJE6hVIYjv66KPNyJEj7V1DodsydpuIbpv06dPH3rVY0/tNHeehTfUS1W2rTz75xFStWtX3Wdh9993tXUNHgAA54pdffjHnn3++2X777X0nDy2POnfuXLtI4PTL1+6dpU3Tdqxbt87evVjR+7OnJ9Gm+oiiwfyHH34wV111VYG17LXpyuPMM880CxcutIuEjgABcoyC4sILL/SdyHbYYQdzxx13mFWrVtlFAqfxDSVKlCjw/Jo4sLjO4qv3lToxoja9/7DHeciGDRvMww8/7N22tI+51hb54osv7CKRIUCAHDVq1CjvFpZ9UtHiRa+++qr5+++/7SKB0gjr1J5h2jR1uda/KC6LUul96P2kTsmuTe87zBHmCW+99VbaW5f6tzfffNPePXIECJDD1Ij+/PPPmz322MN3klEPofHjx9tFAqU5nux2EW0KsVxfHlevP3UlwcSm9xvW3FYJuqrQbSn7uXfeeWfvaiQuU+0TIEAxsHz5cnPDDTcUWFkwsV1xxRVm0aJFdpFAaary1PVEEptu++hvYV8NBUWvU6/Xvl2lTe8vjCnZU/3888+mRYsWvisetXuo/UPtIHFCgADFyMyZM30D27SpC/CDDz4YakO3BtVpxb10IaZbPj179oys23Fh6XXp9dm35LTp/eh9hTl4Uj24OnXqZHbbbTff85988slez6s4IkCAYujdd981hx56qO9kdOCBB4a+xofaBtS4az+3tv3228+0bds2kvaDTOh16PXoddmvVZveR9iv9f33308bXHpNCrUoeni5IkCAYkpzND322GO+MQvaTj/99NB7TI0ZM8acddZZvudObJUqVTIdO3Y0s2fPtouGSs+n59Xz268psel16/WHSYMRzzvvPN9z77jjjubuu+8OvZ0lCAQIUMwtWbLEXHvttd54gdQTlf7/uuuuM0uXLrWLBGry5Mlpux2nbmpfaNy4senRo4f59ttv7YfIih5Pj6vHT9dOk7rpder1hmnlypXmtttuSzueR5Myzps3zy4SWwQIkCc+/fRTc+qpp/pOWrvuuqt58sknQ59ld8GCBaZ9+/Zpb63Zm3obHX/88ebyyy83999/v3crZ+jQoWb06NFm4sSJ3mMlNv2//l1/137aX+VUXo9jP7a96fXodemxwqQG+m7dupm9997b9xqOO+44b2LEXEOAAHlGM/mWK1fOdxLT3E7vvfeevXsodNJv2bLlFq8Iwtr0vHp+vY4o6HaYAs1+HZrL6qWXXjJ//fWXXSQnECBAHlq7dq33S90eTa5N9/+//vpru0ho1BbQpUsXU79+fbPXXnv5Xk8Qmx5Xj6/niXICSF3V6Hnt16PbVzfddJP59ddf7SI5hQAB8pjmT9LtHvsEp66rN954Y5Gc4L777jszfPhwb7bhNm3amLPPPtsbea0tda321E3/nthH+6ucyutx9HhR06y89913X9rXq9cXZUCHiQABYMaOHWsqV67sO9npFsuLL74Yu1ssGs+iX/dhjmtx1bt377S35nSLcMiQIfbuOY0AAeBRI2/37t3TNvIee+yx5qOPPrKLIIV6b51yyim+uitdurR56qmnIpvuPUoECIAC1M1Ug+s0u699Mrz44otzqptpFBYvXmyuueaatNOsN23atFiv3EiAAEhLjc1af8QOEQ10u+uuu0Kd2iMXqNtzhw4d0g7UPOOMM8xnn31mFyl2CBAAmzVixAhz5JFH+k6Smmrjtddei/VUG2EZOHCgKV++vK9ONFVMv3797N2LLQIEwBbp/v2zzz7rLZtqnzRPOukk8/HHH9tFiqUZM2aYmjVr+uogiskq44gAAZAxTTeuAXj2dOPaNFXI999/bxcpFrSccKtWrdLONKz1QcKeLj+uCBAAhaYZaje14NFDDz0UmwWPsqVp3jt37pz2yqtKlSpmwoQJdpG8QoAAcPb222+bQw45xHdy1YC+sBdfCtvIkSPNUUcd5Xtv++67rzc5Yz62/dgIEABZ2bBhg3nkkUdMqVKlfCfb6tWrm2nTptlFYu2bb74xdevW9b0XdWu+88478773WSoCBEAgfvzxR3P11Vf7xkOovaR58+bmp59+sovEyqpVq0y7du3Sjn+56KKLzNy5c+0ieY8AARCoSZMmmapVq/pOwlqu9emnn47diGyNwH/llVdMmTJlfK/5mGOOMaNGjbKL4P8RIAACp/aBXr16mbJly/pOyocffrgZNmyYXaRIjB8/3pxwwgm+17jHHnuY559/PrZruMcFAQIgNFqW9Z577vFGr9sn6XPOOSfy5WwTNENvw4YNfa9J3XRbt25tli9fbhdBGgQIgNDNnz/fXHbZZb4TttbFuOWWW8yKFSvsIqHQOigPPPBA2nVQatWqZWbOnGkXwWYQIAAio6VnK1as6Dt5a8Gnl19+OdRp4/v27WsOOOAA33NrSdtBgwbZuyMDBAiASCkkFBbpVh+sVKmSFzJBmjp1qjnttNN8z6W14B9//PHQ14IvzggQAEVCt610+0q3seyTe7169bzbXtlYunSpue6667xp1VMfW//fpEkTs2TJErsICokAAVCkZs2a5TWo2yGi5WDVAK/lYQtDVxRPPPGEd4VhP+app55qpkyZYheBIwIEQCwMHTrU6+Jrn/S1PKy6BGdi8ODBpkKFCr7HUNvHG2+8Ye+OLBEgAGJDgww7duzoLQNrh0C1atW8QYrpfPXVV6Z27dq+Muptdf/993u9rxA8AgRA7Gjak2bNmvmmjdc0KZouRdOmiMZrtGnTJu006w0aNDALFy60HhlBIkAAxJYmYtSEjHY4aOJGTXioEeP23ypXrmzGjRtnPxRCQIAAiD1NDX/QQQf5wiJ101xW3bt39+a2QjQIEAA5QYtUabEqLVqVGhzqBnz77beblStX2kUQMgIEQE7RsrnHHnusFx66KtH6HSgaBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcPJ/kqDOEWwwAJ0AAAAASUVORK5CYII=)
| Product Number | 3637-3-0K |
| CAS | 2698-43-3 |
| MDL Number | MFCD00224065 |
| Molecular Formula | C10H5FN2 |
| Molecular Weight | 172.162 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3637-3-0K
CAS: 2698-43-3
Molecule Weight: 172.162
Formula: C10H5FN2
PN: 3937-B-X0
CAS: 502496-31-3
Molecule Weight: 251.058
Formula: C10H4BrFN2
PN: 3937-7-X4
CAS: 36937-88-9
Molecule Weight: 206.6
Formula: C10H4ClFN2
TSCA: Not listed on TSCA inventory
