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VtttnGXX755e4jfulEZtCgT+ptmTRwYG22TFKLs/btq7vFWVQmjhmT6AEeBofm4Xj6zjvdwvnzw1VQDwKkHqeeemraif6WW24JF8mJrlgefvhh16ZNG7fSSitlBIhfNt98c9exY0f37rvvhptBDjTIYX19I26/nb4RUl+flz32uM/16VOZfV6iotFve3fqlHiuEYZHz4sucrN4Vpk3AiSLxx57LO3Erj4fuuQt1Py6Xzb9+/d3xx13nGvSpElGgPiladOm7vzzz6/7g88+cB9+NWPGTHfeeT3cVlt1yTgxnn/+YDdtGr2zfcle9xpZOKyvgw++1w0f3vi4TNVk8aJFbtA997h2LVpkBMdVRx/tJvCDzYwACegh92qrrZY6ka+33npFaZK7qO5L/dxzz7mTTz7ZrbHGGhkB4pcNNtjAtWvXzo0YMaLewdtqkepQz5LWWWerurK323TTtm677bonToQaH6q+QQ/xi2zjfm2xxcV137d/1l2lnOnGj58QrlJ13hkyxF3SunVGcJy3997ulaee4u+pQASI56effnK77rpr6sS97LLLuqFDh4aLRW7JkiXupZdecm3btnXrrrtuRoD4ZZ111kncXhtS94eh9WrVU3V//JtsskmiTn73u5XqQn+7xImvefMr3eOPM0JtPj75ZHZi5OFttrmu7sr3P26ttXZ3K6ywnvv973/v/vvf/1ZlB9lJ48a5G+r+TsLgUK/yx7p3T4ymi8IRIJ5OnTqlnawvueSScJGi062yl19+2bVv395tuOGGGQHilz/+8Y/uxBNPdM8++6xbuLA25ob48MMPE82mw7pYZZWN6j6vW9x3380LV6kIn3/+uZs8eXLifyvVCy+MrgvgU12TJn+t+/H0+1Tdrrnmmu6uu+5K/MCqdGoNeUld6O3WtKlrs9VWaeFxa91V/Aya0UeKAPn/6faQ35ejefPmFfEL/80333QXXnhh6td2fWWVVVZxxxxzjHviiScSz1riZtasWe7MM8+su9r4Xcax77PPPm7s2HHhKiWxePHiRAs6XRFdf/31iUDXd2fjjTdOnHjDffWLXtdyWl7raX1tR9vTdsth0aLF7tprb3Irr7xyxv5uu+22bvjw4eEqFUH1ddNNNyVuP6++/PJu67XXdvtuuqk7afvtXafDD3cf8iyxKAgQ98vJSc8Zkn8oq666qps0aVK4WNmpGbGuktQfJfzj9suKK67ojjjiCNevX7+qH+xRIa7OnLraCo/zz3/+sxswYEC4SlHpV/hbb72VePay9957J+o63K8oirar7et99H6l/vWv0RM04kK20Rb++c9/VtTfh54l/uUvf0ntn/Z5gyZN3N5//asbcP/9iTk8UBwESB311/D/QDTKbqUbO3asu/LKK93f/va3jD9wv6gfioZi0WCP335bXXNpv/jii2l9cZJFLdi6deuWeIheCro9qCu7w+t+yepKL9yfUhS9r95f+1HK25UKr5122iljf9QvSk3Oy/kDZfz48e6AAw7I2DfdSTin7mr129mzw1UQsZoPEI1V5X/5TjrppHCRijdx4kR33XXXZf1D94seiup2T69evdzXX38dbqZiqId+OP6Yiho1aCiZUu27mlCrYcPqq6+esS9h0egDW2+9deIkf9FFF7nevXsnQlu3fFQ0qoGegeh/k/+m17Wcltd6Wr+xUQxUtD/ar1I18dZzOXWMVYvEcF/0bw8++GAkzdxzpYf6HTp0SHyfw/3ZY4893AcffBCugiKp6QAZM2ZMWk9xXQbXN1RJtZg6daq7+eabcxrssWXLlokAnTatMqZD/f77790FF1yQ9SSqscRK0cFSt8z69Onjttxyy4x98ItGZz722GPdvffe68aNi/b5i7an7Wr7jY0Crf3U/pbieZ2uNnTVoauPcD/040VXK8Wk23g9e/Z0a621Vsb761nS448/Hq6CIqvZANGDZv8koT+K9957L1ysqmmwxx49eiRaLWV7+OwXNV++8cYbE7+SS01t8fVLXE2Uw/3aaKONEj35i023w+6++2636aabZuxDsugkqecxunVSSno/vW9DV5jab+1/KW7r6fmHnoOE+6AfLHpuUozRp9XIZbvttst4T43ucNVVV7kFC2pnKJZKUrMBcvrpp6d9EdWCI87UvFEn6f333z/rL3y/NGvWzHXt2rUkgz2++uqr7h//+EfGPughssYIK0WLMt1K8htR+OVPf/pT4le3pjKuBNoP7Y/2K9xXFR2HjqcUdBtOLbPCfVALrquvvjqSZzX6QXPkkUdmvIfCSiM6VMrVc62qyQDRg0j/y3jggQeW9B5uuWmwR923PvTQQ90KK6yQ8cfpF92X14lc/S+ipFttRx99dMb7qejfS9FfQsekW33h+6uoaW2pW3jlS/un/Qz3XUXHFfVnlo1uK6mPSLYmyxqOR39rFrqVfNlll2UdjHTHHXdMNG9H+dVcgOjE5T8U/b//+7+SPZStRPpDfeSRR9xRRx3V6GCPajarX7/vvPNOuJmc6YqiS5cuWZu/6krktddeC1eJnO7ln3feeVkfwmoSsFKMPhAl7a/2OzwWHZ+OsxQtpfRgW73Ws9WpnrWp8UCu9Ewn27Mf/a3q6qqWfuxVupoKEP1a0sPY5BdSrXo0JAh+ofvIycEe1Rcm/AP2ix5a6uSUzwlfzaP1TCPclp596PZaKcYlGjlyZGLfw33QsPoaAaCaaf91HOGx6Xh13KWgBgC6TRrugxpt6LaxbqXW5+2333Y777xzxrp6PnnppZeWJAiRn5oKEP3y9b+Yaj5ZbrqHq/u8lXYvVw9jn3/++cRgj9luT/hFvxbPPvvsxD3xbCGgKxY/uJNFz2LUy16tr0pBrdPCX8jqX6GZIkvRiqkUdBw6nrC/io5bx18qGl5H0xOEn7mu/jU1gt/TXo09TjjhhKytBtW8Wc3UUZlqJkD068wfqkT3UUsxXMRXX32V+FWvfhpqlqkH1LoUD/9Q/KLXtZyW13paX9spF125abDHM844o9F9X3vttRODPaoT4BdffJEIIF3phcsdfPDBJXlIL+pAGXYWVVFv/UoL7qjouHR84TGrHkrVoVR/X2rZl+1qVqMpDBw4MNFYIww7FV1JDRs2LNwkKkxNBMjs2bPTBiZUT+bPPvssXCwSanmioRXOPffcxAPo8A+jkKLtabvafhQtXCx0//mVV15J3O/OdjuqsaKm06W8baiQCpvmquGAOlPWAh1n2FBC9VGq8BZNh3DKKaek/YCrr2hqgzvvvLPkQ7fApiYC5LDDDkv7kvbt2zdcpGDqQ6I5Oxqb2yOqovfR+5W774o6j+lWYHiSDovGslJfhlLeKlLHw7BviX75qgNpLdHxhuOnqV5K0THTp+/q7rvvnvHdUNEttnPOOadkV0eIRuwDRL9m/C+q7rVGRb/G1YJp++23z/iDCP84dPWgzld6GKiWJPoVrmcGGiBRz0D0v/r/+ne9ruW0vNYL79uHRe+v/Sh36xQNIdG5c+e0ge1UNKOjrgJLSbc/wlsjah5cqw9iddxhs2nVTzluEz366KNpVyPqu6Kx3VB9Yh0gGhbbv3xXM9QoTiA6UeuPYKuttkr7g/SLXtN4PbrdVOjwKFpf29H2GntP7Ve5g0T76+9XqcZsStKQ6OFwGxoipdz1Um46ftWDXy+qJ9VXqfmDgOo5H6pTbANETVL9ZxBq8VNI/4WkUaNGub///e9pf4TJotkE9Qda7F9T2r7ep77ZC7V/2s9yKWeA6GG/Hx5q2aMHufiV6sNv8aT6Ur2Vkj/6AAFSvWIbIGox5J/ECj2J6MpFVwDZHgRqjJ4nn3yypPf3Re+n9802RpD2U/sbxRVXvsoVILqnrwYSyffV+F/qcY9Mqhd/fDTVWymfiRAg8RDLANEluX8CU8emQm5faNiEbGMP6cRdjsv/bLQf2YJE+13qYR/KESBqVec/MNcvbMKjYaof/0pE9Ves1okhAiQeYhcgGkPJn71Ot3lmzJgRLpYzDXcePsRWu3Y9nC8klIpB+6P9Ctvda/91HKVS6gBRy52wFVihV5y1QvXk15vqsRQtoQiQeIhVgKjtuN9MUB3YBg8eHC6WE43Z9O9//zvtj0tFLaOKMVx1lLR/2Ybb1vGUYnTbUgdI2ElQz4eQu/DBuuqz2AiQeIhVgGjU2ChOJBpaI2yvrtZcGq+pmmh/w05kOq5iDx1SygDR8Bz+e6mpaqVdGVY61VfYxLfYw54QIPEQmwDRvBL+A+4ddtjBNFSJBnvTMCL+H5OGpS53hz0r7bf23z8eHV9Dg9oVqlQBosH3/LlN1Fmu0CbTtUr15nc2VL2qfouFAImHWASI7tn6w2qog5RlqAYNuRBOZaqZ+kpxT7iYtP86Dv+4dJw63mIoRYCodZkfjLrSqrUe5lFT/flXrKrfYrXiI0DiIRYBEt7vt7S+mTdvXsaUofvuu2/i3+NAx6Hj8Y9Px1uM4ytFgGgoef89amVsq2JTPfr1qnouBgIkHqo+QHr27Jn2hddcFvnSw3eNDutvR8NIl2J+6VLS8ei4/OPUcUc9cF2xA0S/lP2WcRp1FtHxR/FVPRfjyo4AiYeqDpCPP/44bWa7zTbbzM2dOzdcrFEaxM0/4e21116xC48kHZeOzz9eHX+UihkgeuDrT0Or25VxHZK9XFSf/jhiqu+oGyYQIPFQtQGioUr82df00M8yfId6cvsnO21Tc4bHmY4vnLlO9RCVYgaIBpr0t63JkxA91atfz6r3KBEg8VC1AXLWWWelfcG7desWLtIodToM50fXJEi1QMfpTw6lelB9RKFYAaKrJ43cmtyuQrDUw8fUCtWr/yND9R7lVTkBEg9VGSBPP/102glKD4fzvcTW1Kv+rRB1Ohw6dGi4WKzpeP3ZAlUf2aakzVexAuTuu+9O2+6IESPCRRAh1a9f36r/qBAg8VB1AaL7s/6kTRq/xzLd6x133JH2x3HxxReHi9QEHbdfD6qXQhUjQPSL2B+upFWrVuEiKALVc7LOVf9RXfERIPFQVQGiX8ctW7ZMffE0ENzzzz8fLtYodaLzx8uydjqMAx23jj9ZF6qXQjsZFiNA+vTpk7bNWrtaLBfVs1/v+hyiQIDEQ1UFyFVXXZX2Zba2UT/ttNNS29AtnFIOY12JdPz+rSzVTyGKESB+B8/mzZuHL6OIVN/JutfnEAUCJB6qJkB0EvLnL9AX0PJQT23aozxZxkUYqoW0/Y86QLS+v72BAweGi6CIVN9Rfp5CgMRDVQTInDlz0ubjUBv1Tz75JFwsJ/4Iu1HcromL8Lae6skq6gBp27Ztalv6HuTbYAKFUX37f3/6PApFgMRDVQTIkUcemXZCsrZJnzhxYtpVjG6J4Vf+LULVk+rLIsoAWbhwYVpT644dO4aLoARU78nPQJ+HPpdCECDxUPEBEo7Nc8wxx4SL5Myf5lZXMdU+SGLUVB9+D2TVl0WUAfLEE0+kbWv8+PHhIigB1bv/OehzKQQBEg8VHSBjx45NG6pEzQitc1loiBN/W+eff364COqoXpJ1pPqyDA0TZYAcdthhqe1o8EeUjz/YqD6XQhAg8VCxAaJLZH+Obw3qVsj8BP4QGJo3pFZ6nOdL9eLPq2K5XRhVgGiQxyZNmqS2c+utt4aLoIRU/8nPQp9LIYNwEiDxULEB0q5du7STUKFfsn322Se1rb333jt8GR7VT7KuVG/5iipA3nrrrbTtcPuqvMLbWPp8rAiQeKjIABkwYECik6B/wi9kiA3NEe7/qr7vvvvCReBR/STrSvWW7xzwCpBllvldqrz++hvhIjm55pprUvux/vrrhy+jDPQ5JD8TfT5WBEg8VFyA6GS15pprpr5ca6+9tvvyyy/DxfLij6GkGdcs9/VrierHn5ku3zGQ5s2b71ZbbbtUefvtD8JFcuJfCR177LHhyygDfQ7Jz6SQK3kCJB4qKkB0leGPvaOrkEGDBoWL5c3v+7H//vuHLyML1VOyzvLtEzJv3kK30UbHpMo77+TfZ0edRP1GD/fee2+4CMpAn0PyM9HnY+nMKwRIPFRUgHTt2jX1pVL573//Gy5ist5666W2ef3114cvIwvVU7LOVH/5mD9/sdtmm+tS5f3385/wSZOF+d8Fa8dRREufg/+56HOyIEDioWIC5I033kjr5Lf99tsX3FlJwgd/hbTkqiWqJ7/e8nmAPX/+kroTRM9UGT16RrhIo5566qnUey+33HIFtfhBdPQ56PNIfjb6nCwIkHioiADRDHkbb7xx6gu18sor53XCaog/iqs6yXEiyo3qye9UmM8orFEEyLXXXpt676222ip8GWWkzyP52ehzsiBA4qEiAuSoo45KfZlUorzf3alTp9R2d9xxx/BlNED1law71WOuogiQE088MfXehx9+ePgyykifR/Kz0edkQYDEQ9kDpHfv3mnh8a9//StcpCB+ONGSJz9+ixvVY66iCJCdd9459d6XXHJJ+DLKSJ9H8rPR52RBgMRDWQNEt6lWWmml1BepadOmidtZUfrb3/6W2j6DJ+bHH1xR9ZirKALEH/1V46Ghcvjj0+lzsiBA4qFsAaIH5P7JXUOVvPnmm+FiBfOHKH/ooYfCl9EA1Vey7lSPuYoiQPzP7dFHHw1fRhnp87B8L3wESDyULUDat2+f+gKpFNKrtSF+yy7L9Le1TPWVrDvVY66iCBD9oEi+93PPPRe+jDLS55H8bPQ5WRAg8VCWANElsD9UyV577VXQUCX1WbBgQVpIvfrqq+EiaIDqy68/1WcuCg0QPrfKZv1e+AiQeCh5gOjWlT8ulS6B8x1rKVfffPNN2hf9gw9sQ2rUKtWXX3+qz1wUGiB8bpXN+r3wESDxUPIA0Xwe/pdvk002iaTDYDZTpkxJey96M+cn7HWs+sxFoQHC51bZrN8LHwESDyUPENGsgv4XMKohS0L8ki2M9ZdmoQHC51bZrN8LHwESD2UJED3v2HPPPVNfID0PefbZZ8PFCsa99MJY73UXGiB8bpXN+r3wESDxUJYAkXDY9rXWWqvgYduzoRWWHa2wkA2tsJBUtgCRgQMHRjpxVDb0A7GjHwiyoR8IksoaIHLOOeekvkgq1sHZ6qNRfZPbvvLKK8OX0QDVV7LuVI+5iiJA6IleueiJjqSyB4haYG233XapL5MuiQuZazmksbWS29bDe+TOb+yQzxhlUQQIY2FVLsbCQlLZA0TGjRuXNiaWmvaquW8UOnfunNpus2bNwpfRANVXsu5Uj7mKIkAYjbdyMRovkioiQMS/LFbJdxrV+vTr1y+1TYXU4sWLw0WQherJD3XVY66iCBDmA6lczAeCpIoJEGnTpk1aiNx///3hInn79NNP07b5+uuvh4sgC9WTX2+qx1xFESDMSFiZmJEQvooKkDlz5mTMTDhhwoRwsbxtuOGGqW1effXV4cvIQvWUrDPVXz6iCBDmRK9MYS905kSvbRUVIKJfvn7fjb///e9u0aJF4WJ5Of7441PbUwdGNM7v6Kn6y0cUAaLPfMUVV0ztQ5SzVMJOn0PyM9HnY/3bJEDioeICRPyJjFTOPffccJG86FZYclt/+MMf3MyZM8NF4FH9qJ6SdZbvrcQoAkTULyi5D8wmWRn8WSr1+VgRIPFQkQGizoQtW7ZMfcHU2bCQ3sizZs1KOyHefvvt4SLwqH78wFX95SOqANEcMcn9WH/99cOXUQb6HJKfSSFz+BAg8VCRASLTpk1za6yxRupLtvbaa7uvvvoqXCxnhxxySGpbO+20U/gyPKqfZF2p3vIVVYCoP1ByP1Q0BTLKR/Xvfx6F9NciQOKhYgNEnnnmmbShTvbdd1/3888/h4vl5Iknnkj78lsf/sVd+PBa9ZavqAJELX6aNGmS2pdbb701XAQlpPpPfhb6XAppGUeAxENFB4icffbZaSe0bt26hYvkRD3e/fGV8n0wXCv8BgeqL8tcLVEFiBx22GGp/eHKsbz8K1N9LoUgQOKh4gNEQ0Vvu+22qS+b7smPHDkyXCwnnTp1Sm1HLb0mTZoULlLTVB9+CzjVl0WUARJeOXIbqzzC21eWK1MfARIPFR8gotsqfpPOzTbbzM2dOzdcrFF6GKy+JcntnH766eEiNU31kawb1VO+D8+TFiyILkB0BbT66qun9qtjx47hIigB1XvyM9DnYbky9REg8VAVASI9e/ZMfeFUrM06zzvvvNQ2NHDjmDFjwkVqkurBn4ND9VSIww57JBEeLVr0dnPm5D/hkK9t27ap/dLor9bnYLBRffujI+vzKBQBEg9VEyByxBFHpIXIgw8+GC7SKLXkWmWVVVLb2G233Wr+hKTjVz0k60T1U0iLN5kx4wfXr98YN2GC7SrGFw6ronlkUDqqb7/+oxgOiACJh6oKEA114v8SWnXVNd3EiVPCxRrVvXv3tD+IBx54IFykpuj4/fpQ/VSaLbfcMrV/zZs3D19GEam+k3WvzyEKBEg8VFWAyGuvvZZ40Pv736/mmjTZ0u277xlu8eIl4WINWrJkidtmm21SX2C1Npo6dWq4WE3Qcfut01Qvqp9K06dPn7SQGzp0aLgIikD17Ne7PocoECDxUHUBIl273uRWX72ZW2+91m6TTU53N9zwYrhIo1555RW37LLLpr7EmhinEk+cxaTj9SduUn2oXiqR9nXTTTdN7WurVq3CRVAEqudknav+o/obIUDioSoDREOdHHFEF/fnP//Xbbvt9W6HHe52b7zxRbhYoy666KK0X1cXXHBBuEis6Xj941d9VLK77747bX9HjBgRLoIIqX79+lb9R4UAiYeqDBCZMeM717LlPammovvs86CbPXt+uFiD9Gtq1113TX2R1eu9VkZ91XH6vfxVD1H9uiwWjfy6wQYbpPa5Um+3xUF4m1f1bh15NxsCJB6qNkBk+PDJaf0Nzj57kMu3QdXnn3+eNuaWnq/EvZWPjs/vMKjjVz1UA39kZZVKfOAfB2FDk3xHZG4MARIPVR0gcu21r6aFSJ8+o8NFGqVL9eWXXz71hV5hhRXcyy+/HC4WCzouHV/yWHXc1ltBfr2rPP30uHCRrPx18pWtybEG3kR0VJ/FbupOgMRD1QfIokU/uTZtHk+dkJo37+XGjs1/vg9Nzfnb3/429aVWz/cBAwaEi1U1HY/fo1/Ha52SVMIAOfDAfonPozGFBIiEnR7VPwjR8ftbFauzLQESD1UfIDJx4rdul116p05K6gU9b97icLFGhQ9pdZsnLs9EdBz+bSuVQh+KhgGikssVYKEBIv6IAiq9evUKF4GB6tGv10JHJKgPARIPsQgQeeKJj9NOTJ07Dw8XyYmGTPGvRPSgWa2VqvVhrfZb++8/MNfx6TgLFYaHyp57PuB+/LHhh61RBMgPP/zgmjZtmjom3ZYrxi/lWqL6829vqn5Vz8VAgMRDbAJEzj9/cNrJ6bnnPg0XyYlu6/jPRFTUX6LaOhtqf/1+Hio6rkJuW/n8um7d+qHUf/foMSpcNE0UASJvv/122kyTW2yxRV14/Rguhhyo3lR/ybpUvap+i4UAiYdYBcj33y9M3IdPnpx23/0+98UX34eL5UQPm/3WWSrqsR11a5Ri0X76PcxVdDxRNg7wg2DQoE9S/73bbvc22KQ6qgCRm2++Oe0Yjz766Mgf+Mad6kv15tej6rWYCJB4iFWAyHvvfZXoWJg8QR133FNuyZKl4WI5UdNWv59IsqhVyocffhguXhG0X34rpWTRcUTdVNcPgqVLf05rzNCtW/0D7kUZIOJPV6xSax1CCxV2KLVMY5wvAiQeYhcg0rPnO2knqf/9761wkZzpGYJ6aPvDnqiodYrmz6iUSam0H9ofv3WSivZb+1+MZzhhEIwYMTn1/9Uabvr07HO2hOsV6ttvv00b5kTlxhtvDBdDFqonv95Uj6rPYiNA4iGWAaJfw6ec8kzqJKUrkrfeyn+oE5/GiPJ75iaLWjZpGthyzbGu99X7hy2sVLS/xRzbKlsQnHhi/9S/1deQIdt6hfrss8/cOuuskzp2NRqwDPdfS1Q/fuMK1Z/qsRQIkHiIZYCI5qNo1er+1Ilq3337NHhfPhf6Fa8eun4nK79ozujbb7/dzZyZfz+UfGj7eh9/jmq/aP+0n8W46vBlC4JRo6anBbeaWIeyrReFd9991zVp0iRVDwpVQiQ71Yv/o0P1pvorFQIkHmIbIPLSS5PSTlbt2j2X91An2cyYMSPRPt6fHtcvasGy5557uquvvjox+c7ixfn3SfFpfW1H29N2/ZZHftH+aL+0f6VQXxCceeag1L936PBC2mtS33pReOmll9xyyy2XqhP9wuZ2VjrVh3/lofpSvZUSARIPsQ4Q6dr1lbQTlmbJi4rmDO/UqVNGa6ew6MTerFmzREuXq666KjGB0/DhwxNl9OjRbvLkyYn/Tf6bXtdyWl7r1RdUyaL3135Y5zC3qi8INBJAs2a/vjZmzNdpr9e3XlTUTNkPERU9KK711lk6/vCBueopqmbduQrnoDn//PPDRVAlYh8gCxcucUce+VjqhLXzzve4ceOivcW0cOFC98QTTyRar9R3dRB10fvo/fS+ev9yaCgILrxwSOq1U09NHxKmofWiMmzYsIxbjQrkYnWMq3Q67rCprupH9VQq8+bNc126dEnrrKhy+OGHh4uiSsQ+QOSzz2ZHMtRJLnQVoD4YJ5xwgttwww0zTvyFFG1P29X2S321kU1DQTB58py05tSvv/5rE+KG1ouS7un7D9ZV1Fmu1nqs63j9ToIqqpdSPvPo169f1r8HjYrw5ptvhoujStREgMhjj6UPdXL55cPDRYri008/dQ8//HDiFlObNm3c9ttv3+gtL72u5bS81tP62k6laSwIrrhiROr1f//7ydTzp8bWi5LqLWziq1/AtTJ2lo4z/MWv+ijV92nUqFFZ+1LpClrP6+bOzd7UG9WhZgJEzjtvcNrJ64UXSvNH1BDdD9YzkGobJkUaCwK1hNMtw+Qygwf/0kS0sfWipn4NYWdDFY06G9eh4HVc/qi6yaJ6KEU/DzXkOOmkkzL6TyX3oVTNhVFcNRUgGurkgAP6pk5eGupk2jTbUCdx9d13C9wzz4x355zzfOLk/69/Pe7mzFkQLpaQSxB07/5GahndOvzpp6U5rVcMGp4j7GhZqibPpVJfU3Mdd7GHJxHNWqhWVX5z6mTZaqut3JAhQ8JVUMVqKkDk3Xe/TLs3f8IJ/c1DncTFrFnz3JNPjnVnnPGs23HHXmkneJUBAyaEqyTkEgQKH42NlVxO75PLesUycuRIt/HGG2ec3NTpMspxwspB+5+ts6uOV8ddbM8884zbbLPNMt5ft2Rvu+222IQ0flVzASIaLdY/id12W/FGHa1Uur308MMfJlpI+YEalpYt6x+QMtcg8IeW2X//PjmvVyxqkaT77+HViEqrVq3c0KFDw1UqmvZX+x0ei45Px1nslmcaDWHvvffOeH91VDzrrLPc7Nmzw1UQEzUZIBrq5OST04c60ZVJ3Glsqgce+CBtuJFsZaedeiWuRp56alzillZ9cg0CtXjba68HMt6nvvW+/vpHd++972f0H4lafQNPqjRv3rziZ6TU/mk/w31XKcWAnwqGs88+O+swOnvttZf76KOPwlUQMzUZIPLll+lDnXTpMjxcJBamTJnj7rnn3UQrqPDk7Rc972jf/vnE7So9K8pFY0Hg69t3dMZ71ree32/noouGJD6rYlKz6A022CDjJKjypz/9yXXs2NFNmJD9Nl6paT+0P9qvcF9VdBzFnnJAt6I0lE621oRq4fX000+HqyCmajZARKPH6p6/ek0nWwjFwYQJs9xdd41KOxFnK7vu2ttdcMGLiYm3LP1iGgsCn+ZK9xswNLSeZjX0l1G46bbj/PnFu4euh7+a4jds8usXjT126623uvHjx4erF5XeT+9b39hnyRO39l/HUUy6XaaH4eH766G5Hp4X+/1RWWo6QES/bqdO/S7856rz0UdfJ57lHHLIwxknab/ogXbHji/VnQgmugULCjshNxYEof79x2XsTzbqdLjffunPSlQUQJq4qpj067pPnz5uyy23zDhJ+mX99dd3xx57bGKu+XHjxoWbKYi2p+1q+3qf8L39ov3U/hb7AbWa3WZrCq1mumqu+9VXX4WroAbUfIBUK3XK0+RZaib7//7fr7MwZiu6VadbdC+/PCVxJVANdEV0++1vp/UjSZaTTnraffzxN+EqkdMAlm3btnWrr756xokzLOoYt/XWWyeG5dD8K717907cSmpozDO9ruW0vNbT+rkMhaP90X5p/4pNHf20f9n2Sx0E1VEQtYsACYQnq6efzu3Xpb9Osejhv4ZLv/baV7P+QvfLPvs86K666uXEPCjV3ExZ/XTCue5VdNtRownMnDkvXCVyybHOdJIP+1eUquh99f6lGvtMAy/qKmjdddfN2BcNSaKhSQACJBCeqDTHei6/2v11orR48VL3xhtfuCuvfLnelkzJols811//mnvnnemJsImTkSOnp02Zmyy6JacWW6qnUvjpp5/qQvktd8011ySarq644ooZJ9goirar7et99H5631LRlY1GgQ73SUOidO7cOTEoIiAESCA8Qan06TM6XCyDv3yhFFh6wK8Z/fbY476M/fFL69YPuZtvftN98EH870ErFDWmWfiQXeXggx92w4ZNDlcpOs3VouaqGhL9+uuvdyeeeGKiaa0676255poZJ2G/6HUtp+W1ntbXdrS9QueQsfjiiy/cMccck7GfKkcddZSbMmVKuApqHAESCE9MKjph/fhjw61L/OUt1MLoxRcnuksuGepatPh15OBsRUOC3HHHyJI8B6hEambcrdvrWXvNt207MDH6cqX5/PPPE89A9L+VZv78+e6KK67IejWlQT2LOS0yqhsBEvBPRvp1n/xvNSNtiL9erhRKalWkQR794eazFd2+UY/uSjw5lsukSXPSZj9MFgXLdde92mAnSPzikUceydqnZO21106M5Lt0aWluDaI6ESAB/0Skk3vyv3WvvaE51f31GpIcrFDT6zZvnvkL2i/HHvuk6937vVg0My4mtS7TVVlYf2p99sgjHyYGcES69957L2svfLW20gyB333Hdw6NI0AC/glI99z9B7e6bVIff7366Aoi220Xv2iIFT1z0bAjyJ0eomuYFo2wHNbpEUc8mmiNBg0T87U75ZRTsg6zftBBB7lPPiluPxvECwESCINAD7OT/19XDPWd2MP1QgqjbOGhcbhOO22ge/TRjxJjQKEwukpUi7VsA0R26PCC+/zz7ANDxp0eyt9www1u1VVXzQgOzVb4wgsvhKsAjSJAAtmCwB98UC2jssm2XkgDFOp1DVaoe/carLCh22Kw07z3//nPrwNmJot+BPzvf2812igiTp599lm3+eabZwSHOiTecsstRe/FjvgiQALZgkCd95L/pl+2EydmzuiWbb2QbrOMHj0j58EKUTiNcZatp746WupZVNz6y/g0JMp+++2XERyah1w92WfNmhWuAuSFAAnUFwR+ax/dCgnVtx7Kb+HCJYnnTxo8MgySww//n3v77bHhKlVNU9a2b9++3vlOxowZE64CmBAggfqCYOzYmYnhM5KvhXNV1LceKocm0br00pdSn9M221zjmjY92a255m7u+OPPqMp56X3qrd6jR4+sHRg32WQT9+STT4arAAUhQAINBcGFFw5JvaaZ/HwNrYfKol77xxzzmNt88w5uvfVauyZN/uqWXfb3iY50Xbp0SXSsqzbDhg1z2267bUZwrLzyyq5r164lGT8LtYcACTQUBJMnz0lr3aNhx5MaWg+VR88+Hn10hNtiiwPdcsul/2LfaKON3EMPPRSuUpEmTZqUGGQxDI5lllmm7qrqePfll/GfaRPlQ4AEGguCK64YkXpds/xpWHVpbD1Uprlzf6i7srww63DlLVq0cO+88064SkXQPOeXXnppXfgtl7HfGltLAzACxUaABBoLAt1H9+eoSM5k2Nh6qGyffvqpO/jggzNOxupwd/LJJ9d97jPCVcpCw6w/8MADbr311svYV00+9eCDD4arAEVDgARyCQJN4pRcRkNoaKiMXNZD5RsyZEjW2Qg1ZatGyy3nlK1vvvlm1mltl19+eXfZZZe5H3+kIypKiwAJ5BIEc+YsSIyNlVzuySfH5rQeqoM61mkO8j/+8Y8ZJ+vNNtvMPfPMM+EqRTVt2jR33HHHJZ5rhPtzxBFHJEb5BcqBAAnkGgTqV5Bcbv/902cHRDzMnj3bnXnmme53v/tdxol7n332cR9//HG4SqTUcuqqq65KtKQK33+77bZLTIsLlBMBEsg1CDRnd30zBCJePvzww7rPeq+Mk7iCpV27domOe1F7/PHHXdOmTTPeU308evbsWdIZCoH6ECCBfIKgb9/RGeGRy3qoTv3793ebbrppxkl9jTXWcHfccUckJ/UPPvjAtWzZMuM91Ku8Q4cObs6cOeEqQNkQIIF8gkBTz2oecgKkdugh+rXXXutWWWWVjJP81ltv7YYOHRqukpOZM2e6008/PTFOVbjd/fff340fPz5cBSg7AiSQbxD07z+OAKlBX331VWIe82zzahx66KHus89+ad7dGA2zfvPNN7vVVlstYzt/+ctf3KBBg8JVgIpBgAAFGDlypNtll10yTv7q4HfxxRe7uXOzzx8jzz//fGIujnBdhUn37t0T4QJUMgIEiEDfvn3dBhtskBEG6667rrvvvvsSHQCTJkyY4A488MCMZXX76tRTT03czgKqAQECRGTevHmuc+fOboUVVsgIhx122MENHjzYnXvuuVmHWd9jjz3c+++/H24SqGgECBCxKVOmuDZt2mSERLay8cYbu8ceeyzcBFAVCBCgSF5++WW3/fbbZ4SGykorreSuvPJKt2DBgnA1oGoQIEARLV261PXq1StttN9DDjkkMTwJUO0IEKAEpk+f7s4++2z3yCOPhC8BVYsAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIDJ/wd2QUUcGH3MxgAAAABJRU5ErkJggg==)
| Product Number | 3H32-9-8T |
| CAS | 1159981-95-9 |
| MDL Number | MFCD11042744 |
| Molecular Formula | C6H4BrN3 |
| Molecular Weight | 198.023 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory