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v9sppCxculBtvvDFm8NaVVj169JAderuwmOjVT69eveSwww6L+V2uvPJKmTNnjtkdQDHLvQDR2yAtW8beBtN/b95cb/SbvXOKPrPRLnRlp89wRAZrLT9y9913y+8ZXMmmcywtQ+9Z9PxLqdBV5wMPPCBr1qwxuwMoJrkXIBF6/z5S7j1yVKwo8tprOTd3snv3bunfv79UqVIl5pP+pZdeKt99953ZPWN++uknqVu3bszveOihh8qrr74qO3fuNLsDSLPcDZAIvZ9/0kmxQXL66ToBYPYMpKlTp0rNmjVjBuVjjjlGhgwZYnb1jdGjR8vJJ58c8zufdtppTul4AMWHAFF6X79Hj/B2udFBcuONOiFg9g6E3377TW6//faYp8EPOuggefrpp2Xr1q1md9/RuZjnn39eKlSoEBMk//jHP2RBskUUADxDgETT+/x33y2y7757QmT//cMrvjZuNHtnJQ2HTp06OWERPfA2bNhQli5danb3vdWrV8s999zjzNVE/hYtIf/oo4+G3rJgvGeAXxEg8Xz/vcill8ZejVSpItK/v04YmL2zxvvvvy/VqlWLCY4aNWrIlClTzK5Z53//+59cdtllMX/bEUccIW+99ZYzxwPAewRIMjoPcMwxsUFSs6ZOHJg9fe37UCDGG1z79esXuMF16NChe4XkueeeG4iQBPyGACmIzgd07Chy0EF7QkSLOt5+u04kmL19RW/vNGnSJOb2ji7Rbdu2baBv7wTtNh3gVwRIqnTg0fpb0VcjoQFqeShcdvps0jnRBHO9evVyaoJZFwrccccdMQsFDjzwQGehgG65C6BoCJDC0lshWkIlNBitDx19Qsed1ao58wt+EG+J6+mnn572Ja7btm2TWbNmyQcffCCdO3eW//u//3OOq666Si6//HL30Eq+kTbdXEp3Kpw9e3Za61x99dVXcZcqv1fYDcoAxCBAbOi8Qb9+MuWII+S+0GBU+c9BSecZdL4hE+I9ZKcFEHv27JmWh+z0FtiIESOcCr1mvSybQ68StPZVq1atZMyYMU51Xi9ly8OSQDYhQIpge2gQfb1t271Kf+i8g84/FIfiLPOhodG3b18nKKPnVZIdOqGthxZhjPy72SfeoUtxteLv4MGDPX0uRcu1PPbYY3u9Z5ku1wJkIwLEAzqvoPML0QOgzj8899xzaSs+GCk0qJs5Rf/cdBQa/OKLL5wJaN121hzo9Tj22GOdhxK15Prw4cOdTacK2lxKr4r09/zwww/l2WeflQYNGji7EZrfO/JaNmvWzLnV5RUtGPnPf/4z5udkomAkkM0IEA/pPIPON0QPSjofMUq31/WQljr/29/+FvNz0lHqfOzYsXLJJZfsNaDrpk8333yz9OnTxxmIvTRv3jznttu1114bc1Wlh97m0p+rcy1emTBhwl634IqrZD2Q7QgQj+knbx0AzQ2YdH5C5ymKQjdb0gE0+vumY7OlSZMm7TXprIduM9u7d29Zv369eUpa6E6EehVnDvAaJDfddJMsWrTIPMVKcW+aBQQFAZImugXsgw8+6MxHRAYk/USt8xWF3QI20Xavd911l6fbveocQKNGjWIGUZ0fuOWWWzz91G9DrxR0FVf076ZLcjU8vVokkGzbXm0DEIsASTO9z69LWaMHPp230PmLguYJ1Ntvvy1Vq1aNOV+vBL7VnRU9pFcWhxxySExA6TMURb1q8prevtOVU9GvR/Xq1T19PXQOR5cbm+/Z66+/ntJ7BuQKAqSY6PyEzlNED0o6jzFx4kSzq2P69Oly/vnnx/TXSeZBgwaZXYtkw4YNe90WO+uss2TatGlmV18ZMGBAzAICXVWlA7yXRo4cKSeeeGLMa6NhpVdDAAiQYqXzFHrLRectogclHcB1fkMtX77cuY0U/fS0rn5q37695OXlxX7DIpoxY4Ycf/zx7s8pW7asvPTSS1nzKfuPP/5wHkiMfi31qsnL10lXZHXv3t1ZoRX9c3QFl1dzMEC2IkAyQOctdP5CbxNFBiSd39BP/gcffHDMQHXrrbfKkiVLzG9RZLphVPSzEPoQ3/z5881uWUGvyqJft7PPPtvzZzpWrVoljRs3jnnP9PXTwPL6ZwHZggDJIL1vf/HFF8cERvQgOHnyZPMUT+gWsNEDYdOmTT19WC8TfvjhBznllFPcv0mXT//6669mtyLTqzZzabM+3Q7kIgLEB/QTdOTJbr11pU975+fnm9088dRTT7kDn64Q058VFPqkfK1atdy/T+tdpeuqSutoRa7gtOovkIsIEJ8477zznMFIJ9rTJTo8dF7F6wcP/UCvpG644Qb379SFB1qVNx10NZz+DJ1HAnIRAeITkcFIb8Okgz7cGBlUtTSIlicJKn0u5LbbbnP/Xl3tpqvNvBa5laUrtYBcRID4RDoDRCfMI3MeeuUR5PCI0JVk0dWJ9Vkcr2tcESDIdQSIT6QrQHTSN3KvXuc8gnjbKhF9gv+cc85xQ6RFixZmlyIhQJDrCBCfSEeA6G2b6IcXgzRhnqoVK1Y4k+n69+sCBS8LWxIgyHUEiE+kI0Dq16/vhocu1c1VU6ZMcWuSVa5c2QkVLxAgyHUEiE94HSBa2yoSHjqJnO3PeRRVx44d3dfjmmuuMZutECDIdQSIT3gZIPrUdKQwopYnSdezENlEn6uJLsLoxVwQAYJcR4D4hJcBEl2SXWtbIUwrC+tWufq6HHfccbJt2zazS6EQIMh1BIhPeBUguhlUpBCj1tbKlsKIxaV169ZuuP7nP/8xmwuFAEGuI0B8wqsAiTzRrs99+L0keyZouROtXaWvkVZFLuzmXtEIEOQ6AsQnvAgQ3cM88ulaq8QiPt03JPI6denSxWxOGQGCXEeA+IQXARIZ0LQwo992EvQTXZF2xBFHOK+V/tN2hRoBglxHgPhEUQNE5z4in6p1D3Mkp1cekddLtxe2QYAg1xEgPlHUAGnQoIFzvk6gz5o1y2yGYf369c4SZ33NatasaTanhABBriNAfKIoAaIlSw488EDnfP0+SE1kO1wNXZtnZQgQ5DoCxCeKEiBa4ypyO0afQEdqPv30U/d169Chg9lcIAIEuY4A8YmiBMhll13mnKul2vXWDFKjz8hElvTqFriFRYAg1xEgPmEbIHr7KlIo8OabbzabUYAHHnjAvQpZvHix2ZwUAYJcR4D4hG2AaE0nbl/ZGz58uPv69e/f32xOigBBriNAfMI2QB566CF3AFy4cKHZjAKsWbPG3a1RJ9ULgwBBriNAfMI2QE4//XTnvGOPPdZsQoq03L3Na0iAINcRID5hEyBaTVafOtfz7rzzTrMZKbr33nvdq7jCLEIgQJDrCBCfsAmQ2bNnuwPfM888YzYjRS+++KL7On7zzTdmc0IECHIdAeITNgEydOhQd+DTyWDYGT16tPs6vvvuu2ZzQgQIch0B4hM2AdKpUyd34Js7d67ZjBQtWLDAfR0L80AhAYJcR4D4hE2A3HPPPe7At337drMZKdq5c6e7CVfjxo3N5oQIEOQ6AsQnbALktttuc87ROlgomoMPPth5LQtTyZgAQa4jQHzCJkCuu+4655zDDz/cbEIhRfYHueaaa8ymhAgQ5DoCxCdsAiRSA+uEE04wm1BIGgL6Wl566aVmU0IECHIdAeITNgFSo0YN55zq1aubTSgkfQ31tdTXNFUEiIcWLRJ5/HER3ZulcmWR0qVFDjss/N+PPSZClQVfIkB8wiZAuALxDlcgGZKfL9KuXTgwQq9lwkPb27YN94dvECA+YRMgzIF4hzmQDNi9W+Smm8IBsc8+uipEH8oRWbVKZMcOkd9/FxkzRrfbDLdrP+2v58EXCBCfsAkQVmF5h1VYGdC5czgUypcXGTfObI01frxIuXLh/noefIEA8QmbAOE5EG/wHEgGrF4toh98NBBGjjRb49N+2l/P0/ORcQSIT9gECE+ie4Mn0TOgW7dwGNSta7YkV6dO+Dw9HxlHgPiETYBQC8sb1MLKgKuvDgfBe++ZLckNHhw+T4MEGUeA+IRNgFCN1xtU482AI48MB8Evv5gtyem2w3qeno+MI0B8wiZA2A/EG+wHkgFlyoSDYMsWsyU57a/nHXCA2YIMIEB8wiZAFDsSFh07EmYAARIIBIhP2AYIe6IXDXuiZ0jVqtzCCgACxCdsA+Sjjz5yA6R3795mMwqgiw8ir1///v3N5qQIkCKoXdtuEl3763k6CY+MI0B8wjZANmzYIKVKlXLOvfnmm81mFOCBBx5wA2SxfrotBAKkCLp2DQdBIZ78d+iyXz2PZby+QID4hG2AqEhNrAMOOKBQk8C5bteuXVKlShXntTv55JPN5gIRIEWgZUp0HkNLlGj5klSMGrVn/kPPR8YRID5RlADp27ev+yma21ip+/TTT93XrTAPEEYQIEX09NPhQKhQQWTCBLM11sSJ4X7av1MnsxUZQoD4RFECRG9jaT0sPV+/D1Kjk+b6mmkZk/nz55vNBSJAikgr69arFw6FkiVFGjYU+eST8NWFFlPUciVjx4rccUe4Xftpfyry+gYB4hNFCRDVoEEDdzCcNWuW2QyD3uorW7as85rV1D0nLBAgHti1S6RNm4LLuZcqFe6n/eEbBIhPFDVAJk2a5JyvR2EqyuaqLl26uK9Xr169zOaUECAeWrAgvC+IbuhVqVI4MPSf554b3gdE2+E7BIhPFDVAVGRA06fTf/rpJ7MZf9q6dau7/4f+U//bBgGCXEeA+IQXATJ27Fj3U/Udet8Ycb3++uvu66RXIrYIkBSsXSuyebP5VQQEAeITXgSIOu+885zvo09XT5s2zWzOeRs3bnSX7pYrV07WrVtndkkZAVKAr78OL7nVPc7XrDFbEQAEiE94FSA6FxLZHOmss85ynnXAHq1bt3avPv7zn/+YzYVCgCSh287q4oTQ6+M867FokdkDAUCA+IRXAaIaNWrkDpIvvfSS2ZyzdF5ov/32c16X4447zqlmXBQESBJaFkbDQw/d0xyBRID4hJcBsmrVKjnkkEOc76dLVW2ecQia/Px8ufTSS91g1RpiRUWAJLBpk0iVKuHwOOggkaVLzR4ICALEJ7wMEKVPpEcGSy1XbrvSKCg6duzovh7XFLb+UgIESAK67DZy9RF63RFcBIhPeB0gqn79+u6g2bRpU7M5Z0yZMsUtOFm5cmVZsWKF2cUKARKHbimw//7h8DjmmNT2+8jLE3n++fCkO7IKAeIT6QgQLXFywgknuCGiNbNyjYbFMaGBTP9+XVwwSgvyeYQAiePGG/dcfbz/vtkan3640f7ly4cn35E1CBCfSEeAqBkzZoQ+EO7vfG/9FO7Fvf9ssXnzZjnnnHPcAG3RooXZpUgIEMNnn+0Jj0svNVvj+/57kX33DZ9z5plmK3yOAPGJdAWIGjJkiLvrnpZ8/+KLL8wugaPLl+vWreuGx1VXXSU7tECfhwiQKLpc/IwzwkGghQ81GFKhQRMJnfHjzVb4HAHiE+kMENWzZ093MK1QoUKgQ2Tnzp1y2223uX+vLiLQ23leI0CihP735QZBkyZma3x6iytyjlbZRdYhQHxCK8LqYHT88cebTZ556qmn3EFVr0SCeDtLV5vdcMMN7t951FFHyW+//WZ288T555/v/Ixq1aqZTblFy5VUrLhnHmPVKrPH3nRyXV83PUcn3XXyHVmHAMkwfT7hrbfecm8x6UTvK6+84nyKTofoENE5kSBNrGuZklq1arl/n06ep+MZmN27d0u/fv1i3jN9YDNd75nvNW++50riuefM1vh0eW/kHF32G1C97imR0pGtsvc3D4Avv/xSzj33XHfAiz5OPfVUGTdunHmKJ1599VV38NNDl/hm+3MiP/zwg3P7L/I36Ra1v/76q9mtyHRJcI0aNfZ6v/T461//6hS0zCXb583Zs5fHSSeFN4IqiD5YqA8Y6jn6wGEo+IPKDIpER7bK3t88i+nAFtkAKnIcfPDBcuGFF7pPkEcOvR3z888/m9+iyHRiPbI6S48zzzwzLZ/Wi8OgQYOc1y/yt5x99tnyu8d7Zi8NDXoNGzaMeW8OCg2C+p7pnFL016+77rqsfS0L68Mnasu46iVk2SGhoeTjj83m+HTnwRJ/Xn2EruSCLNsDoiDB/ct8aMuWLc7e25HtZ/XQ2x9aen3ZsmVOn9WrVztXBLqnR6SP1m965JFHPJ8I1iW+OucS+Tla9kRvxWRLAcY//vjD3ZY2cuhrmacPpnlEr8z0KXYNi+j37Pbbb3fnVvT3uPfee92HFSPvWZs2bTx/z/xk5swRck9ocGzRqISMaVvHbI5v6tRwcUUND908KuDPfRAg8MTgwYPl6KOPjhnstPT6V199ZXZ1zJw5Uy6//PKY/ocffri8+eabzryJV3SAu/nmm2N+jlbx9Xsp+AEDBkilSpXc31mvpnSfDy/pVVrkIcTIoYsdpuogGIduJXzFFVfE9Ncn33Weycv3zA927twuTzxxohMg995bWlasmGt22ZuGhYZG6HVxQiTB6xgkBAiKRD/lR5Z7Ro6//OUvzgCok7EF+eCDD+TYY4+NOV8fjtP5Ey9p7azo22c6R6Kf5v22s+Hnn38eUxRRj+rVq8u3335rdrX23Xff7fUzdA+R/v37p/Seffjhh0613+jz9bZakJZOjx3b3QkPPYYMSfEBTb1dVeLPW1d6GysHECCwohVxGzduHDNZrZ+SH3/8cdmk1UoLQcuO694V0ff59dB5FC8ninXeILoUvB56K033WNdP15k0YcKEva7I9FZg165dPVv9pH//3XffHXP7UN+zdu3aWb1nnTt3dm4LRv/Ot956qyxZssTsnlU2bFgpzZuXc8Lj4YcrSV5eCpty6UR5DlboJUBQKPq0c/fu3aV8+fIxA8dNN90ki4q4qY7Ok9x5553uhlGRQVTnVXR+xSu6KVXkuZToQx921CuV9evXm6ekxcqVK+W5556TM844I+b30L/fi9czQt+zHj167PWe3XjjjbKwiM8nLF++3Anl6PdMn8Fp3769p3M1xWnAgMbu1cekSandNvy1e1vZXObPq48cqtBrrraKd2Sz7P7tfWbkyJHOU8nRg5DeXtFPz17S+YnI1rWRQ+dXdJ7FS7ok1bz9pkeZMmWceZM+ffoUeYA1zZs3z3lq/tprr5XSpUvH/FwdhPXnenk19PHHH8tJJ50U83M0sD7Tuk4emj59ulxwwQUxP0cfcnz33XfNrr62ZMkMadq0pBMeHTtWl/z8ghdcrF69UDo13F/ev6CEzDu/WmoVegPCDIt4RzbL7t/eJ3788UepXbt2zOCgE7w6qZuuFU16L17nUXQ+Jfrn6oCv8y5e0nv3uoRVPzlH/6zIoXM0uipJbycNHz7ceT0K+rv1ttOcOXOc+YJnn33WuR2nA6r5vfXQZbLNmjWT2bNnm9/G2ty5c6VOnToxP6dixYry2muvFfi7F8XAgQOlatWqMT9Xr+y8nMNJp27dLnavPubNm2g2x/Xaa/Xcc376MsUKvQERhJBIJrh/WTFYv26dNG/ePOaTsv77Qw89JOvWpXBf2AN6b17nVaKf6dB5F51/0XkYL+mT3rqi6LLLLouZJ0h2aJkPPfRTfuTfzT7xDl0Ge/XVVztXVV4+5Kjvi1blNd8zfR/XakmOYqBVgp944gnnSi7yO+h7dtdddzm37fzqm2/ec4PgjTduMpvjmjt3vHtO9+4pVugNEAIEe9ElmWPfe0+uPO00qRj1TIcOePrJNhN0PkDnBaIHYb2n361bN9m+fbvZvcg0TEaMGOEMvOYchc2ht6f0YcZWrVrJmDFjnEHWS3pV8cYbb8Qs/dVDrxz1iikTFi9eHLPplx7lypVzruTS8Z4VxfbtedK27dFOENx/fxlZvbrg+Se9vfX002c45zRrtq/8+muKFXoDhABBjLlffy1P33KL3HPOOVLnhBPkpIoV5dRTTnHupfvBxIkTnXmX6EFJ52V0fiaddNWRzk3osmNdfaQP+OmhZdR19VTk0AE70talSxcZNmyYc2sqnQNmotdEA9APdGmyVgyO/v10I7BPPvFPscuRIzu4VxLDhz9mNsc1cWJP95yBA1Os0BswBAgcq3/7TV5v3doJDve48EIZ1KuX5/tMFJUfP21nQnFflRWFvme9Qv9bOuyww5zf86CDtLZWidCn/itl2bI5ZvditXbtr/LAAwc6QfDII38JfVgoeElzXt5aadmyonPOQw+VD12xeltaJlsQIDluW16eDH/1Vbnvggvc4GhWo4a83amTbCyme+a2/HC/PxOKc17Ia/qetWzZUqpVKy0XXqjPjejtn1IyePADsnnzGrN7sejT5zb3SuKrr942m+MaPPhB95xx41Ks0BtABEiO0lVOU0eOlDZXXx1z1dG9SRP51WdPZxdE52V0fib6k3hxrDgqbolWpl188cWer0xLt8WLf5L27eu6g7Ae+ol+4sRXJT/fmwcnU7Fs2Wxp2nQf5+c/88x5KT2Jv3z5HCf09Jwnnzw59L8xf12hFycCJActnDlTutx5Z0xwtLvuOvnm00/NrlmluJ55yITiejamuM2ePdoZhKODpEOH05zVTcVBa1xprSs9Fi+ebjbH9eKLtd3fdfbsUWZzTiFAcsi6VavkzSeflKbnnusGx4OhT68je/eWHT67Z24rnU9dZ0JxPZ2fSfoJfty456VFiwoxQdKz5z/k998XmN09t2rVfOdIRaRCrx4vv1zXbM45BEgO0HAY1bevExbRVx1vPvGErPX5PXNbXtZ9yoRE9cF0L3Qv64P5yaZNq2XgwHucJbGRQfq++/aXDz9sK1u3Zn5TJqsKvchqOR8g344bJ+2uvz4mOLrccYcsmDnT7BpIRa08mwnFVaHYr5Yu/V/oKvKymKuR1q2PkClT+mX0PRs7tpv7+6RcoRdZLWcDZOm8edKjSZOY4Ghdu7ZMGTEio/8nzJTC7n2RCcW1R0q2+Pbb90NXjNVigqRLlxqyYMEUs2vaRVfobdXqsNQq9CLr5VyAbN28WQZ27uwsxY0Ehy7R/fCVV2RrllZH9Uoqu+9lQnHu0phtduzYKqNGdZIHHzwoJkjefLOhrF1bfCXTx49/wf3Zkya9YTbnjMXfD5cxL18jq1JccJDtci5ABnXtGnPV8VqrVvJ7juxNkKpE+3936tTJ07pUBdEJ/xdeeKHY9onPZuvW/RYKjdvdJbd6aKiMHPm0EzLppst9df7j9df/mVKF3iDKW7dM3nrwYGfS/NMUa4VlO98ESPSgHn00q1lTHv7736XHPffIhCFDZGcRV0NNfP995/t2qF9f5k7PjU8JtqZMmSI1Qldq0YO3FkN8//30V1TVelinnHJKzM8+9dRTZdy4cWZXRFm48Cvp0qVmzNVIu3bHOIUQC7Js2Q8yZMhDoQ8KZzlPj+uzHK1aVXbKtr/xxs3OlYWWZkd8E966w111NW9KP7M5kHwfIObR8dZbZVMRK92uX73a/BIS0Pmgfv36yRFHHBEzmGtF3u+/9744nu4HonuBRP+sQw89VF555RXPdh4MOuch2Kn9pU2bKjFBotVwEy371SuV6NVdyQ7sbdWiadIrdPWn4TGs8zmh9yA35uR887+GSECY8nftkjUrVsjk4cOlZa1aTp8BTz9tdkOaafXdtm3bxpQH0TmJJk2aOHMURaW7HGolXp3biHz/UqVKyf333y9r1mSmhEe205pVWvhQl/pGBv/XX7/R7CZffTXAadMrjnffvVd+/nmybNiwwlmWq//89dfv5OuvB8vbb98tjz12rHk6QoE9/JnzwlcfoRBZsSA3VgMq3wdItNlTpjh99JYWMmPBggVSr169mCsE3fBJt561KSqpq6d0Z8NIEcHI8ffQe/zDDz+Y3WFBbzvp/h333bdf3C1oO3U60wmQVOtcIdb80OsWuXX1WZ/bzOZAy6oA0RVU2uf+Cy80mxzR3+Onb76R3qFPzI/WrSv3nX++s+oK3hk/frycfvrpMYP+ySefLKNHjza7JqR7r5911lkx3+P44493djVE8YlcoezYEYwn94vTjtBV3sBH/uKEx5sPHCib1gbzIdZEsipAfpg61emj+3HEE/ke/33tNfffI4eWJ4G3tBCj7l+uhRmjQ6BuKLR/SlJw8pdffpF//etfMeeULVtWnnnmGd+VWc8FLVoc4gSI3qpC4Xw9/DH36uPbkR3M5sDzfYDoHIiWE5ny0UfS8oornD6Thg0zuzmiA+OZRo3kx2nTcv7ZjuKgcxQPPPCAM2cRCQQtG69lyaO39s0LvRdPPvlkzN7qWmZdN5dasWJF1HdEcerT51YnQLRIY6oFEyGycfUi6Xt/GSc83m17tOzMwSs43wVIsuPxf/xDvvjwQ/NUV6RfpwYNirzcF4U3Z84cufLKK2OuLHRTK90o6e2335Yjjzwypu3CCy+Ur7/+2vw2KGZr1iyRRx89yp1o16fb9UHEMWOeke++Gxb6ELDMPAUh+qxH5OpjQQrLpIMoqwJE5zL6PPZYwo2cIv2+mzDBbEIx+ih0tahbskaHRfShQfLOO++YpyGDdLOqDz5o7ZQhMZft6tG587kybRrvWcSyeRPd8Pio+yVmc87wXYCYdufny+YNG8KT4u3aOX2e/Oc/ZUucirGR75EoYFB8dC6ja9euMWVRdInuU0895dzKgj/pU+RLlsyQyZP7yNChreSFF650t7PVo1ev+jn7pHnE7tDfP7RjdSc8ejctKauXZNdmZV7yfYCYBv9ZimTEG3vX24l8Dw0d+IPu16Errf761786Dwki++jqrM8/f80NkrFju5tdcsqcSa+7Vx+TBjQ2m3NK1gXI6t9+c/p1+Ne/zKaUvweAwvvyyzedAGnf/lSzKWdsz1snAx6u5IRHv+blZMvGYO4XlKqsC5CdO3Y4/R646CKzKeXvAaDwdJ5EA0SfG8lVU4Y85F59zMzxKzGVdQESuQJpUauW2ZTy9wBQeOvXL3cCpGXLQ82mnLBuxVzpc29pJzzee+JEyd/JSs+sC5BBzz7r9Hvx/vvNppS/B4A9XnjhqpQeIhw8+EEnQF5++RqzySknr3u3B9nol+q4Vx+/zBxhNuck3weITojnGauw9Jjz1Vdm14TfA0BikRVWXbteJBMnvipLl86ULVvWO6utNm5cJbNnj5ZXXrnW6aP7jcyb93nM+RMmvOK0aaHFGTM+iGkLiiWzPnbDY9SLtc3mnOW7ACno0P1BPhs82DzdQYAAhWc+85Ho0FVYWibeNGzYIzH9evS43AmhoMgPXVm99+RJTnjoLay1y+eYXXKW7wNEa1g1v+QSZx+QIT16yPJFi8xTXQQIUHh//PGLU9J9wIDGzmZUugHV/feXcSbLW7c+wgkE3TZXb1PFo8t8hw171Kn2GwkR3VvknXeayqZNRS/1n2kzP+3hXn1Mea+52ZzTfBMgALLbqlU/S8+eN8RcjbRoUcHZLz1b50c2rF0lj99SXp6/s4SzfHdbHg8pRyNAgADTnfHeeaeZM/Gt8xnF4ccfxznPikQHyVNPnSI//DDG7Op7Tz3SRK6qXkIaXV5Cpo3paTbnPAIECLAvvujtDuL6IGBxyc/f6Uyu65Lf6CDRIFu5MjsqEuiWzVot+vDyJaR+nTNyvoRLPAQIEFC6kqpVq8rOwN28eVlne9ripg8fDhp0v7NdbiRE7r23tLz//sPO7+dnl156qVvHbcKEz8xmCAECBJYWQ4wM2p988qzZXKyWLftBnn/+7zFXI1r5V6+Q9Dab3wwZMsQNjxtv3HsfeYQRIEAA6W2iyKqoxx8/Xnbu3GZ2yYj//e+/zu8THSS6J/v8+ZPMrhmzZcsWOeaYY5zw2H///WXhwoVmF/yJAAECKPLgnx7ff5/aHvN5eetk27a9t0nw2s6d250rIr2tFh0kvXv/y1lSnGkdO3Z0rz7atWtnNiMKAQIEjK52igzKetsoFboHiD4o+PDDlWTjxt/N5rTQOZn+/f8tTZuWdH9fff7ko4+eDAXZZrN7sVi6dKm7h02VKlVkU5x9h7AHAQIEiD5v0b79X53BWCeuly2bbXbZy+7du6Vr1wudc7RUyapV880uafXLL9+4Pz9yPProkTJt2kCza9o1aNDAvfro33/vp+4RiwABAmT8+BfdQVhXP6VCt6qNvo2UKfp7RO/Nrsezz14gP//8tdk1LaZMmSL77LOPEx41a9Z0ghXJESBAQGjZkBYtDnEGXn3+YvPmP8wue9FbRfppP3z76ICMz0Fs354nI0Y85fwu+jv9+98l5Mor95G2bf9PVqxYbnb3jIZFjRo1nPDQEJk6darZBXEQIEBA6BPnkU/uEya8bDbHpfMNkXN04PYLDbLevW+RevVKyNlnl5BKlUpI2bJlpUuXLqGQ8X4fjn79+rm3rm6//XazGQkQIEAAaPVbLWCoQdChw2nOk+AF0UE68klfr0L007/fzJz5hVx33Vmy777hwV2P448/XoYPT21lWSo2btzoTJjr99YJ9N9+i180EnsjQIAA0Iq5kSuJH3/81GyOq1ev+u4506e/azb7Rn5+vvTp00cqV67shogeV1xxhcyeXfAigYI8+uij7vfs1KmT2YwkCBAgy3333TA3CLQabir0wb3IOboCKhsmjNev19IsrWS//fZzB/xSpUrJfffdF7qaKni+J54FCxY4Dwvq96pWrZps3brV7IIkCBAgi+3etlU+vulYeepfJZwnz7WkekG0dIg+/a3hoc9g6DLabDJv3jy59tprY65GDj30UHn55Zdl586Cb91Fq1evnvs9hg4dajajAAQIkM06d5ZNZUrItBNKyNdvtDFb44qu0KsP8mWrTz75RE455ZSYIDn11FPl009Tu4U3fvx497zLLrvMbEYKCBAgWy1bJnLwwaH/F4f+b3z44bJ700azx178UKHXS3rF8eKLL8ohhxwSEyTXX3+9/Pxz4quxXbt2yemnn+703XfffZ3S7Sg8AgTIVnfcEQ4PPd5Mba8PLaMeufrIdIVeL+kcSLNmzZwwiISIzpW0adMmFJIbzO7y6quvuv3uuecesxkpIkCAbDRtmkjJkuHwOOccXapk9tjLypU/GRV6vX+eItNmzZoltWrVirkaOTx0dfZmKGB1NZdas2aNVKxY0WmrUKGC/P578dT+CiICBMg2umLqvPPC4bHPPiJffmn2iKv3C3sq9GpZ9SAbNmyYHHvssTFBck4oaCdPniwPPvig+7Xnn3/ePBWFQIAA2ebtt/fcurr1VrM1rm3jx8jY6iXkhWtDxwtXms2BtG3bNuncubMcfPDBMUESqXd18skny44dO8zTUAgECJBNtLx41arh8DjwQJFffzV77E0HyVNOcc6Zf1Qp2bCg6A/fZZNly5bJnXfe6QZH5GjYsKGzeRTsESBANnnssT1XHx06mK3xvfDCnnPuT61CbxB17949JkD0OProo2XQoEFmV6SIAAGyxaJFImXKhIMgNPBJXgq1q1avFqlQIXzOoYfqciWzR07QAownnHCCExq6Uksn1qOD5OKLL5Zvv/3WPA0FIECAbHHTTXuuJAYPNlvja9ZszzmvvGK25oxu3bq5YdGyZUvZvHmzPPHEE6E8LuN+vWTJknLXXXfJypUrzdORAAECZIOJE/cEQejTckpmzpTQx+3wOaedpk/dmT1yggZCuXLlnJA47LDDZN26dW7b4sWL5eabb465GtG+GjjpKBsfNAQIkA3+9rdwEOizHzNmmK3xXX75ntBJsbxHEOlVRSQc3njjDbPZMTEU0H8LvcbRQXLiiSfKiBEjzK6IQoAAfrdx454ricaNzdb4PvhgT3jckFqF3iDSeQ29NaWBoAEReZgwHi1vogFTqVKlmCC56qqr5McffzS7QwgQIDvoSqGHHxaJU5ZjL1qS/Nhjw+Gx//4iSWpCBd1FF13kBoFeZaRCb3G1aNFCSpcu7Z6rZeP1AcS1a9ea3XMaAQIETefOe64+HnnEbM0ZgwcPdgNA5zkK66effpI6derEXI1oCZSePXs6VysgQIBgia7Qe8QR4dtfOSgvL0+OOuooZ9DXlVY6WW5r1KhRctJJJ8UEiVby/eyzz8yuOYcAAYLEokJvELVv394d7B9//HGzudC05Mlzzz3nFF+MDhLdkGrhwoVm95xBgABBMXduuLiihkeKFXqDaMmSJXLggQc6A3zVqlWdZz68opV7mzRpElM2XrfEbdu2behiL/eu9ggQICh0sny//URKlRKZOtVszRm33HKLO7gPHDjQbPaEbkCluxhGX41UqVJF+vfvlxX7y3uFAAGCZMEC3TTc/GrO0HLtkaKJ559/ftoH8/fff1+qVavmhkjVQ0vIgw1qyOK5uRHgBAiAQNBnPM4++2xnINdnP6ZPn252SYutW7dKx44dpdIhB8m5x5eQRpeXkO53lJAJb94um9cuNbsHCgEC+IUWS9QJ35o1RSpXFildWuSww8L/rVV4c3iyNhV9+/Z1rwS0fHtxW7FsqTz35O3Srl4J6XVP+HjzwYNkxscdZdeOrWb3QCBAgEzTye527cKBoRPgiQ5tb9s2ZyfHk9F9zyMVdnUDqeXLl5tdis2KBVPlwy413BDRY1C7arLwmyFm16xHgACZpPfoI1V2dQXVbbeJjB4tsmpVeCMo3a97zBiRBg32rLDS/mm+t59tWrdu7V59dOnSxWwufqH3Z97U/jKwTZWYIBnR/VL549fvzd5ZiwABMiny1Hj58iLjxpmtscaPFylXLtxfz4Nj/vz5st9++znhcdxxxzlb2frFjq0bZfrwdtL3vv3dEOndbF+ZNLCJbN34u9k96xAgQKboZk+6La0GwsiRZmt82k/763l6PuT66693rz6GDRtmNvvChtULZezrN8ZcjfR7qLzMHPec5O/K3n3ZCRAgU7p1C4dB3bpmS3J16oTP0/Nz3NixY93wqFWrltnsO8vmfiZDO5weEyTvPXmSLJk9yuyaFQgQIFOuvjocBO+9Z7Ykp7sR6nkaJDls166dcsMVp0qFg8Lb1M6aNcvs4ku783fJnIk9ZUDLijFBMvqlOrJuxVyzu68RIECmHHlkOAh++cVsSU4LA+p5en4OmzzyJbnt4hJy2akl5KlH7zWbfW9b3lqZMvhB6dOslBsife4tLVOHtJDteXt2TfQzAgTIlDJlwkGwZYvZkpz21/MOOMBsyRlbN/8h/VseKs82KCGP1j9ENqzL3vmgdct/lFEvXBVzNTLg4Ury46Q3nKuVRKL7JzvSKb3fHUBiBIi1yYPucwfI2Z+9ZDZnpV9mjpD3njgxZvAf2rG6LJs30ezqMIMi0ZFO6f3uABKrWpVbWBbW/DbLve0zpP1fJT9/p9kla+Xv3C7/G9tN+jUvFxMCXw1tZXYtloAoSGZ/OpDLate2m0TX/nqeTsLnoJHPX+EOnkt/+MRsDoQtG1fJ5wPukt5NSzp/5zuP7v1hgQABclnXruEguOYasyU5Xfabo8t4F3/3oTtwjnn1OrM5cFYvmSGT32kmS+eMNZsIECCnaZkSncfQEiVaviQVo0btmf/Q83PIrp3bZPBjxzmDZp/79pP1q+abXXIKAQLkuqefDgdChQoiEyaYrbEmTgz30/6dOpmtgff9mGf2zAl80NpszjkECJDrtLJuvXrhUChZUqRhQ5FPPglfXWgxRS1XMnZseK9zbdd+2j/HKvLmrV8ubzUv6wyYb7eqLNu3bjC75JxIgCQ70i39PwFAcrt2ibRpU3A5d92qVvtp/xwzsV8jd1CcO7mP2ZyTzLCId6Rb+n8CgNTodrS6L0iNGiKVKoUDQ/957rnhfUC0PQetWjzdXY00rNNZsnt3bl19JVJcIZFMZn86ACSze7f899kLwoNl031kxfwvzB45iwABgCR+nvaOO1CO732L2ZzTCBAASGDnts3OA3Q6SL55/wGyac0Ss0tOI0AAIIFv/vuEO0h+M+IpsznnESAAEMfGPxY7Vx06QL776FGyc3ue2SXnESAAEMe4XvXdAfLnrweZzRACBAD2snze5+7g+FHXi5yVWNgbAQIAUfQZjw86nekMjPrsx++/fGN2wZ8IEACIMm9KP3dg/Lz/v81m+AwBAsA3pn/Y1gkP3VApb8MKsxk+Q4AA8I0dWzc6O/Jp+RL4HwECALBCgAAArBAgANIqMile0IHsw7sGIK3MoEh0IPvwrgFIKwIiuHhXAaQVARJcvKsA0ooACS7eVQBpRYAEF+8qgLQiQIKLdxVAWpmrreIdyE68cwDSygyLeAeyE+8cgLQiJIKLdxVAWhEgwcW7CiCtCJDg4l0FkFYESHDxrgJIKwIkuHhXAaQVARJcvKsA0ooACS7eVQBpRYAEF+8qgLQiQIKLdxUAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFj5f3jhgV1l23MrAAAAAElFTkSuQmCC)
| Product Number | 8663-B-X2 |
| Synonyms | 3-Bromo-2-hydroxy-5-[(trifluoromethyl)sulfonyl]aniline; 3-Amino-5-bromo-4-hydroxyphenyl trifluoromethyl sulfone |
| Purity | 95 % |
| CAS | 1440535-13-6 |
| MDL Number | MFCD24850035 |
| Molecular Formula | C7H5BrF3NO3S |
| Molecular Weight | 320.08 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory