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ceCrXWkBkECJBha9askeuvvz5uT+3GjRvLd999Zy4SONrq0taXtsLMfXTwwQeHWm0MG+8/AgTIkB07dshjjz0mlSpVslWKderUkbfeestcJPC0FaatMW2VmftMW29fffWVuQjSiAABMmDUqFGhkDArwcqVK4dCRQcihDNtlZ177rm2/aetuDZt2oRadUg/AgTwERWft5yCWFt1GsTaykP6ECCAD3L10otut/YWj0zZeCOfS4GZQ4AAaVTUzd/XXnstYzd/tb+FjpD7+uuvywMPPCBXXnllqJ/FoYceatvWeJOW0/K6nC6v69H16XozQVtv2orjYQT/ECBAmmTb46dbtmyR8ePHS+fOneXkk0+2bZeXk65fP0c/Tz/XT9qa43FofxAggMeK6gC3fPlyc5G0Wbt2rTz99NOh93DEu3zmx6Sfq5+v26Hb4wc6ZPqDAAE8ki1DcOj7xocPHx4KsdKlS9u2xZz0hU7aUrr00ktDrYaXXnopVPnqDepPP/00NOmouJH/1n/X+VpOy+tyuny81+iak26Pbpdunx/vRddWnrb2gjgkjB8IEKCYIoMA7rfffrZKSv/Nr0EA9Y1+999/f9zX2kZPhxxySOheweDBg0PBsGfPHnNVKdH16Pp0vbp+/Rzzs6Mn3U7dXj/eRKjDnmjrz9wGnTTQtNWI5BEgQDG4DUP+z3/+05dhyFetWhUa8jzey5l00pvKTZo0CbUYFi9ebC6eVvp5+rn6+fFubuuk263br98j3bQV6DYsfqYeAMhVBAiQAn2k9aqrrrJVRDrpi5C+//57cxHPRR4NLlu2rG0bdDr22GOlV69evlTMidDt0O3R7TK3VSf9Hn7c5M7HF3NlCgECJCEbXsWqlZue1deoUcO2DXqW36JFC5k2bZq5WFbR7dPtjNcq0e+l3y/dlXg+vBo40wgQIEFDhw6VWrVq2SobvZbfp08fX57q+fbbbx0fUW3durXMnTvXXCSr6fbqdsd7Qky/p37fdNP7NtpqND9fJ33drrY2ER8BAhRBO8c1aNDAVrnoU0ft2rXz5SawXnbRp4niVbTakW/JkiXmIjlFt1+/h/nd9Pvq9/bjIQRtPWor0twGbW127do11PpELAIEcPDTTz/JjTfeGPcyS6NGjWTmzJnmImmhPaz188xtOOqoo2TChAlm8Zym30e/l/ld9fv7MU6YtiK1NRnvSTZtfWorFIUIEMCgI+H27NlTqlSpYqtEateuLSNHjjQXSRvtp2A+HqxnxN27d8/bEXv1e+n3M+8z6X7wq9+GtipvueWWuH1btFOktkpBgAAxXnnlFTn88MNtlUbFihXl0Ucf9aXzW4R+ntn60c5vs2fPNovmJf2e5lAwuj90v/hlxowZcVt/uh3XXHNN4F+rS4AA/y9e/wCd9Cavn4/C6tNH7du3t22HvrXQ7/GzMk2/r35vc1/o/kn3U1rRRowYIYcddphtOzRI3n77bbN4YBAggITHTjIrh/r168uUKVPMommll2/M/iUVKlQItYyCTL+/7ofo/aL7yc/LeNr61Etr2hqN3g59v0tQESCAhM/6oyuFO++80/dh1nXU2vPOOy9mO7RPxNSpU82igaT7wez7ovvL79F+tTUavR1t27Y1iwQGAQKIPUD8fgmRnknrcB/R26BjSc2fP98sGmi6P8wxtnS/+dkSUaeeeqr1+TqeV1ARIIBkNkD0s83LVn/9619l5cqVZlEU0P2i+yd6f+n+8/OeCAESRoAAktkAMW+Y61hR6R4PKtfp/jHH1NL96BcCJIwAASRzAdKjR4+Yz9XLM7Q8EqP7ybycpfvTDwRIGAECSGYCRDvFRXdU0xuz8+bNM4vBhe6v6Bvauj/96GxIgIQRIID4HyA6LEd0D3N9RJWnrVKj+y36EV/dr+ke9oQACSNAAPE3QHRgQLN3c9D7eRSX7r/o/an7N50DMBIgYQQIIP4GiI4uG/1Z2tMaxWf2WNf9nC4ESBgBAoh/AaLvt4gekl3Hegra8CTpovsxeuws3c/pep8IARJGgADiT4DoZ0S/DEpHmw3KwIh+0f0ZPYqv7u909A8hQMIIEED8CRB9TWv0Z+i4SvCe7tfo/az73WsESBgBAkj6A+SXX36JedxUX5rk9/AbQaH7NfqlVLrfdf97iQAJI0AASX+A3HbbbTHrz7c3CWYb3b/R+1v3v5cIkDACBJD0BoiO3lq2bFlr3frub6Rf9DvWdf97+U4XAiSMAAEkvQFy9913W+vVJ4OWLFliFkEa6H6OfuJNj4NXCJAwAgSQ9AXIzz//HNNLWt9uCP/o/o7sez0Oejy8QICEESCApC9AunTpYq1Tx2maO3euWQRppPs7erwxPR5eIEDCCBBA0hMg+grUqlWrWuts0aKFWQQ+0P0eOQZ6PPS4FBcBEkaAAJKeABk+fHjMOr/66iuzCHyg+z36OOhxKS4CJIwAASQ9AdK0aVNrffryI2RO9Mun9LgUFwESRoAA4n2ArF27VkqXLm2tr3fv3mYR+Ej3f+RY6HHR41McBEgYAQKI9wHyzDPPWOvSm7he9kFA8nT/R99M1+NTHARIGAECiPcB0qBBA2tdTZo0MWcjA/Q4RI6JHp/iIEDCCBBAvA2QzZs3x1y+6t+/v1kEGaDHIXJM9PjocUoVARJGgADibYCMHz8+Zl2LFi0yiyAD9DhEHxc9TqkiQMIIEEC8DZBOnTpZ6znkkEPM2cggPR6RY6PHKVUESBgBAoi3AXLyySdb62nTpo05GxmkxyNybPQ4pYoACSNAAPEuQDZt2hTztM/gwYPNIsggPR6RY6PHSY9XKgiQMAIEEO8CZNq0aTHr+f77780iyCA9HtHHR49XKgiQMAIEEO8C5LXXXrPWoU/67N692yyCDNLjEf2EnB6vVBAgYQQIIN4FyEMPPWSt4+ijjzZnIwvocYkcIz1eqSBAwggQQLwLkOi34DVv3tycjSygxyVyjFJ9OyQBEkaAAOJdgJx44onWOjp37mzORhbQ4xI5Rnq8UkGAhBEggHgXIDVr1rTW0a9fP3M2soAel8gx0uOVCgIkjAABxLsAKV++vLWOIUOGmLORBfS4RI6RHq9UECBhBAgg3gSIPuETvY7Ro0ebRZAF9LhEH6dUnpQjQMIIEEC8CZCNGzfGrOPDDz80iyAL6HGJPk563JJFgIQRIIB4EyArV66MWQevsM1O5itu9bgliwAJI0AA8SZAzF7Os2fPNosgC+hxiT5OqYwWQICEESCAeBMgtEByAy0Q7xAggHgTINwDyQ3cA/EOAQKINwHCU1i5gaewvEOAAOJNgCj6gWQ/+oF4hwABxLsAoSd69qMnuncIEEC8CxDGwsp+jIXlHQIEEO8ChNF4sx+j8XqHAAHEuwDhfSDZj/eBeIcAAcS7AOGNhNmNNxJ6iwABxLsA4Z3o2c0cLYB3ohcPAQKIdwGyadMmKVWqlLWewYMHm0WQQXo8IsdGj5Mer1QQIGEECCDeBYg6+eSTrfW0adPGnI0M0uMROTZ6nFJFgIQRIIB4GyCdOnWy1nPIIYeYs5FBejwix0aPU6oIkDACBBBvA2T8+PEx61q0aJFZBBmgxyH6uOhxShUBEkaAAOJtgGzevDnmSZ/+/fubRZABehwix0SPjx6nVBEgYQQIIN4GiGrQoIG1riZNmpizkQF6HCLHRI9PcRAgYQQIIN4HyDPPPGOtS5/2WbVqlVkEPtL9H/10nB6f4iBAwggQQLwPkLVr18Zcxurdu7dZBD7S/R85Fnpc9PgUBwESRoAA4n2AqKZNm1rrO/bYY83Z8JHu/8ix0ONSXARIGAECSHoCZPjw4THr5BW3mWG+wlaPS3ERIGEECCDpCZDt27dL1apVrXW2aNHCLAIf6H6PHAM9HnpciosACSNAAElPgKguXbpY69SbuHPnzjWLII10f0ffPNfj4QUCJIwAASR9AfLzzz9LhQoVrPW2bt3aLII00v0d2fd6HPR4eIEACSNAAElfgKi7777bWu8+++wjS5YsMYsgDXQ/6/6O7Hs9Dl4hQMIIEEDSGyDaB6Fs2bLWulN9Cx6SE/12SN3/XvbFIUDCCBBA0hsg6rbbbotZ/4QJE8wi8JDu3+j9rfvfSwRIGAECSPoD5JdffpEaNWpY6z/qqKNk586dZjF4QPer7t/Ivtb9rvvfSwRIGAECSPoDRL300ksxn9G9e3ezCDyg+zV6P+t+9xoBEpafATJrlkiPHiLnnCNSp45IpUoiFSuK1K4t0qiR/sJEZs40l0KA+REg+hmnn3669Rnly5eX2bNnm8VQDLo/db9G9rHub93vXiNAwvIrQBYsELnssoJvVSKxqXnz8DIIPD8CRH377bcxTwYdc8wx8vvvv5vFkALdj7o/I/tW97Pu73QgQMLyJ0Dee0+kcmV7SBQ16TK6LALNrwBRDz30UMxnXX/99WYRpED3Y/R+1f2cLgRIWH4EiL5ZrFSp2GC4/HKRYcNEli0T2bpVZNs2kRUrdIAikZYtRUqWLCyryxbj7WTIfX4GyN69e6VRo0Yxn/fKK6+YxZAE3X/R+1P3r+7ndCFAwnI/QDQUqlcvDAN9B3Uig9ZNnx4uG1lO16HrQiD5GSBqzZo1st9++1mfp72kp06dahZDAnS/Rff21/2q+zedCJCw3A8Qbf5HQuCgg/Qv0yzhTMvqMpHl27QxSyAg/A4Q9f7778eM06SPm86bN88sBhe6v6Ifj9b9qfs13QiQsNwOEG0xlC5dGACTJpklivbRR4XL67pohQRSJgJE9ejRI+ZzDyloFa9cudIshjh0P+n+it5/uj/9QICE5XaAPPdcYeWvj+em6uyzC9fTt685FwGQqQBR7du3j/lsffnRr7/+ahZDFN0/0S+J0kn3o18IkLDcDhB9v0Kk4u/f35ybuBdeKFyP3mBH4GQyQPSzr7rqqpjP/+tf/0pLxIHuF90/0ftL9186+ns4IUDCcjtAjj66sOKfM8ecmzjtzBVZj64TgZPJAFE6/EaTJk1itkEvz8yfP98sGmi6P8zLVrrf/B4WhgAJy+0AqVGjsOLfsMGcm7j16wvXs+++5lwEgD7yGV0pDRkyxCySdlu2bJHzzjsvZjv0BjFPZ4Xpfoi+Ya6T7i/db347uuBEM7IN99xzjzk7MHI7QKJvoO/ZY85N3O7dhevRdSJQ9J3Z0UOM6FSxYkUZMGBAWvsSxKNn0ublLH1ENej9RPT7Rz+qq5PuJ79bHsuXL7cdHw2xoMrtAKEFgmLQvgJt2rSRkiVLxlQI0dNJJ50kn376qbloWunlNPPGuk7a0zpow57o9zV7mOuk+8fPex5bt26Vhx9+OGacrcjk9VDxuSS3A6Ru3cKKn3sgSNCOHTvksccek0qVKtkqg9IFLVDz33TSs84VPj/i/eijj9rCTcd6CsoAjPo9o8e20kn3h+4XP73++utSq1Yt229Cw+Taa6+VP//801wkMHI7QHS4khL/X/H7+RTWjBkif/+7yM03028kx+jN8Tp16tgqAw0TDRUNl/Hjx8dc446uMB555JHQ2ahftFNcdI/1yHbokOV+X77xi34v/X7m2b7uBz86CUZMmzZNGjRoYPsd6CCN7dq18/wdI7kotwMkU/1AzjyzsHzBj1y6dg2Pt4Ws9d1338m5555rqwz0jFYvY5lDX+zevVueeuopqVq1qm0ZPRvVs1K/6LaZY2fppC9Nyrc3G+r3iX4ZVGTS728eo3T58ccf5YYbbrC1/nQ655xzZCavgrDkdoAsXy4FpwOFlfnHH5slipZKT/QrrihcJjLpuFpDh5olkWHa4UyvUUcPoR6Z9Ma53kB3o2eZerYZb3k9O9WzVD/ozXwdXTbedui7v5csWWIuklN0+6PfYR6Z9Pvq9/bjYQZt+Tz++ONSuXJl23bUrl1b3nzzTXORwMvtAFGtWxdW4gcf7M9YWJs2idxyi30EYJ0aNhT5+mtzCfhMWxDPPPOMVKtWzVYZHFRwzPUx3WSuXetZp559muvSs1Q9W9WzVj/o+y3MJ8YiFW3rgr+FuXPnmotkNd1e3e54wajfM13v8zC9/fbbcvjhh9u2QS9t6vAoemkTdrkfIDpce9WqsS2BRM4KvRiNV++F6KWzyDoikw4Vf+ONIj/9ZC4BH+h1cvPmq07lypULnc0W50mmkSNHhs5GzXXrWWvPnj19uS+hTx/pa1rNPhE6aaC1aNHCt5ZRqnT7dDvjXSbS76Xfz4+nrPRGvdn3JjJdd911snr1anMRRMn9AFFjxsS+30P/W4c50Xd/aCjou0C2bxf54QetAcKXoLx8H8iIESKHHWYPkipVRHr1Etm1y1wCabBw4UJp2rSprSLQ6YqCY75MTzY8sL3gt6RPAsV7iuuII46Q0aNHm4ukReTyXNmyZW3boZOOFdWr4Pe3atUqc9GM0O3Q7THHsIpM+j30+/gxDtj69evljjvuiNvyOe200+i8maD8CBD1zjvhd5+XMCrxoiZ9I+HYsebakqcBpe9a13evm59RUKmEtg9p8dtvv4V6A5cpU0bMyuDEE0+UTz75xFzEE3p2qmep5mfqpGe1c4rzaHkStGLu2LGj7amlyKRn+Trch57VL1682Fw8rfTz9HP18+O1NnTS7dbt9yPo9uzZI88995xUr17dth0HHnigDB48OKlLm0FXwvyHnKbvUmjWzF6BO02XXOL9O9H1jyD6vkz0VPBHJDl2jTqb6Y3VgQMHSs2aNUMVQPS07777yosvvujLzVc9W61fv75tG/TsVs9y9WzXD+vWrQuNyxTvybHoSceS0ifPtLJcUPD710rVC7oeXZ+uV9dvjlllTrqdur263X744IMPbIMw6qSXNh944IGMDImS6/IrQCL0MTttDej9Cb20VKFCeNL/1n/r1i1cJp2mTNER1+whok966bDTPlUq+Wry5MlSr149W2WgrRA9m924caO5SFrpWatWnHoWa26Tnu3qWa9XFXVR9BLb8OHDQ5fznDpGRk/6Eia9Z3TppZdK586dQy0Gfchg1KhRoV74OmkwRP5b/13nazktr8vp8tEvx3KadHt0u3T7dDv9sGjRooJzxUts26KT3odZunSpuQgSlJ8Bki30JuCgQSIHHGAPEr1p//zzxRvDK4C0N3irVq1sFYFOF110UaiiyyQ9i9WzWT2rNbdPz371LNhPa9eulaeffloaNmwY93q/H5N+rn6+boduj182bdoUCrh494hOOOEEmZTKC+gQgwDxw+bNIjrkc8EPueDXGzOt+1tD+XFymltDSXj66S8Lzi5nmf+ccdu2bZeuXbvFvc5ft25dGTdunLlIRulZ7eWXX27bVp2aN2/u+70IpeGmvey1Uj355JNt2+XlpOvXz9HP8/vSkD699fLLLzte2nzhhRd8ubQZBASIn7Sz12WXxQTIpOqnyH1H3C733POBrFy5yVzCd3//+1C5/fbsqozfffdL+dvfrpAKFQ6OqQz0GnqfPn1CfT6ylZ7lHn/88baKTM+K77333tBZcqbowwfTp08P9arXVpN25NOHDg499FDb9sabtJyW1+V0eV2Prk/XmymfffZZ3HDUS2d33323bCjOoKuwIUCc6KO3n3+up23mnOLT3u/HHSeLKxwi/Wq1lOYn9pJTTx0gDRq8LH37TpOtWzP32G82Bci8eevkppvGyDHH3C+1al0h1aqdVFARVApda7/lllt8u/laXHrv47///W/cfhv7779/6GzZjz4PqdBHavWyYWTy4xHbVPzwww9y9dVX2/avThdccAEv5koTAsTJWWeFWwk6ZHw67lUUrG/5y2/LffUfCoVH9HThha/L2LELCyoV/x8nzIYA+fXXbdKt26dSv354f/ztb/+RIwpaafvvf37BvmklM7QDZw7Ss9+77ror7o1tPWv+XE9YkJRt27bJv//9b9u7QnTSMbXGevGIPhwRIPFoqyO6o6FOBS2GUMvBY1s27ZAnn5wip5/+si1IrrtutMya5d9NR5XJANm9+w8ZNGiWNGo0yLYvmjTpI++996W5SE7Ss2E9KzYrPJ30LFrPplG0YcOGxX1U+C9/+UvB39STsosOvGlHgDjp0MF2wzs06T2MNAxct2zZRmnffryt4tTpwQcnydq1qQ+/4eS//50u3bt/GjOdddarcvHFQ23/PnJkevuvfPLJioJdO8L23XV7Bgz4Vnbu9LgFmAX07DjeyLN6Nq1n1Xp2DbtvvvlGzjzzTNt+00ubN998s/z888/mIkgTAsTNhx+KHHusPUT0aSp9qkqfrvLYp5+ukMsvt1ekZ54Zrkh37PCuIr3qqjdtn+M0de480VzcE0uWbJA77hhn+zydHn7444LKwPvgzCZ6lqxny3rWbFaIepP6jTfeMBcJLH0EuG3btnH7m5x99tm+DbyIQgRIUfTeh94DiX59bmTS/h2vvhru7+EhvZQzeHD8SznNmr0hH3zgfQsowq9LWJs27ZDevb+Ie+muTZt35Lvv/L10l2l61nzTTTfFrRzPOuus0Fl3UGnI9u7dW6pUqWLbNxqy2ikRmUGAJEp7jt95Z7gnuRkk2uNce557bP36baHLR6edNtBWyd5yy1hZsMD7J2LSHSB79/4hI0bMlfPOG2L7ThddNDT08ECQhyLSs2gNDLOi1GDRgPGzI142GDNmjBx55JG2/aGX+bp168ZlvgwjQJKlY1npmFZmiOh07bXhsbA8Nn/+L6HHWc0KV4Pl0Ucny4YN3g0Jkc4A+eqr1XEvm+njy88/P72gMsje/hx+00tX8fpj6KWuJ554Iu9vEM+bN0/OP/982/fX6ZprrpGVK1eaiyADCJBUvfuuFJwa2UNER+PVcbjSMM7P++8vkaZNh9kq4HPOGSyvvfZd6NJXcaUjQLSD5L/+NcG23Tp16jRRVq/2/l5SPtCzaz3LjveIqp6V69l5vtFHnTt06BD3UedTTjlFvvjiC3MRZBABUhx6Fqjv+9D3fphBogM36ntCPKY30V96SZ9CedVWGV999VvF7oToZYDotmjHSG1hmNvaqtUomT49ibdHBpiebetZt1mh6qRn6Xq2nuu0s2W/fv3idrY84IAD5JVXXsnazpZBRoB4Qd882Latve+ITmefLXtmfmcuUWw//fR76PFes2LWx2EzTTtAjhnzfahDpLl9eu/jzTfnhe6FIDna0VDPws0KVs/W9aw9V4fp+Oijj+S4446zfS8d7uW+++6TzWl42hHeIEC8pO9C13eiGyHyWfV68k6XIZ7eq4iYMeMnad16dKhyvuCC10K9uDNp5sy1oQ6QZnDo01baYXLz5vS/8jWf6Vm4no3rEChmhatn73oW79ew8cW1ZMkSueyyy2zfQycdIj4TA04iOQRIOgwdar1vfUX5A+Wlgy+Vlsf38PReRTR9aklvtGeyctaOjvFaRDppB0ntKAnv6Fm5DsYYb6hyHbxRz+qzlW67vkgq3rbr624/1P5XyAkESLps3Sp/dv23fHBQI/nnUXfFVKgtW46Uzz77wVwiJ+k9Ge3gGO+ejHaInDx5hbkIPKRn6To8vFkR66TDyWfTy5K09TRo0KDQPQ1zW/WlW3379s2Z1hPCCJA027z6F3n83vdslatOd975P1m+PD1DX5uf9eKLiXdEi17OzYQJS0IdG83P0paWvlPE65YWnE2cODF09m5WzHqW36VLF9/fyWGaMmVKwW/jVNv26f2b9u3b+/baX3iLAPGJ3qu49tq3bZWt3hv4z3+men75yfwcbSEkOixIUQGiw4/cfPNY22dE+qVoB0j4T8/e9Sxez+bNilpftatn//rqXT+tWrVKWrdubdsenZo0aSJztV8VchYB4iN9Oumdd74P3ew2K98mTV6Tt96a79kQ7ub6dXrkkY/NYnG5Bcj27Xvi9iLXjo56HwaZp2fzelYfry9F/fr1Q62BdNP3nXfv3l0qVqxo24Yjjjii4O/gHXMR5CACJAN+/32XPPPMV3LGGfb+Ef/4x1vy9dc/moskzVyvTvp+DX1JU1HcAmTjxh0xQ6voJSy9lIXsM2fOnNBZvlmB66StAm0dpMOIESPksMMOs32mjmXVq1evvO9FHyQESAZpD+2OHeP30L733omyZk3qz79Hr+u++z60/lsvPRXFLUDU6NEL5LbbxsnLL8/wdHRgpIee7etZv1mha+vg0UcfDbUWvKAv+mrUqJHtc0qWLCk33nij/KT9pZBXCJAsMHXqKrnySvsYUQ0bvhJ6Z0cqY0RFr0eHConuDf7hh8vM4jGKChDkHj3r17P/eCPaamth5MiR5iIJ01cL6yuG440k3LBhw9B70pGfCJAssWfPH/LGG3OkcePBtiDRFzyNG7coqVFqzRB49tmvrP+/9NLhBRXKXmOJQuayyB/aCtDWgLYKzMpeWw/JvC5YQ6lPnz5StWpV27r0TYFDtT8U8hoBkmV++22H9Oz5edwh3G+44V1ZtCixxx3NEND7LuefX3jzXh+zdWIui/yjrQJtHZgVv7YitDWhrQo348aNk7p169qWL1++vHTt2lW2bt1qLoI8RIBkqcWLN4TuM5ghok9AubUeIuKFgI5BFfk37avhNLRKvGWRn7SVUKtWLVsQaKtCWxe7d8dePl2wYIFcdNFFtvI6tWrVSlasWBFTHvmNAMlykyYtC11yilTo+uRWIiPuxgsBHcAw+n0c2tKJJ96yyF/aWnjkkUdCrQczFLSVoa2NjRs3SseOHaVMmTK2MvXq1ZPJkyebq0UAECA5QFscOoaWvjt84sTEhqZwCoEpU1Za/66XyZYutY/g6rQs8pu2HrQVYQaETvFukNesWVMGDhzIMOsBRoDkKbcQ6NDhf9Y8/W+T27LIf9qa0FaFGRiRSVshnTp1kk2bNpmLImAIkDzlFgLa6oi+Sa+PEUdzWxbBsHfv3lDrwnwbYrNmzWTRokVmcQQUAZKnigoBvf8Rma9vB4weQqWoZREczz77rBUeGiZANAIkTxUVAvoElj6JFSkzatR8a15RyyI4BgwYYAVItWrVzNkIOAIkTyUSAoMHz7LKaB8R7SuiElkWwUCAwA0BkqcSCQF9uiv6EeHnnvsq9O+JLItgIEDghgDJU4mGgD4WHCmn42XpAI6JLov8R4DADQGSp5IJAX2XR6Rs9Mi9iSyL/EaAwA0BkqeSCQF9R4i+KyR6mUSXRX4jQOCGAMlTyYbAww9/bAuPRJdF/iJA4IYAyVPJhoC+L13fm06AIBoBAjcESJ5KJQReeOFrAgQxCBC4IUAAOCJA4IYAAeCIAIEbAgSAIwIEbggQAI4IELghQAA4IkDghgAB4IgAgRsCBIAjAgRuCBAAjggQuCFAAmrRovXy3XdrzX8GYhAgcEOABNDHHy+3epq/8cYcczZgIUDghgAJoOj3od999/vmbMBCgMANARJAjz32mRUgd975P3M2YCFA4IYACSACBIkiQOCGAAkgAgSJIkDghgAJIAIEiSJA4IYACSACBIkiQOCGAAkgAgSJIkDghgAJIAIEiSJA4IYACSACBIkiQOCGAAkgAgSJGjz4TfnLX44NTYceero5GwFHgAQQAYJEDRv2kRxySKvQdNxxbc3ZCDgCJIAIECRq1Khv5fjju4emBg2eMGcj4AiQACJAkKjRoxdYv5XGjQebsxFwBEgAESBIFAECNwRIABEgSBQBAjcESAARIEgUAQI3BEgAESBIFAECNwRIABEgSBQBAjcESAC988Br8tDh7ULToDbPmLMBCwECNwRIAP3YoYvMr1QnNP1w6fXmbMBCgMANARJE7doVHPkS4enCC825gIUAgRsCJIgIECSIAIEbAiSICBAkiACBGwIkiAgQJIgAgRsCJIgIECSIAIEbAiSICBAkiACBGwIkiAgQJIgAgRsCJIgIECSIAIEbAiSICBAkiACBGwIkiAgQJIgAgRsCJIgIECSIAIEbAiSICBAkiACBGwIkiAgQJIgAgRsCJIgIECSIAIEbAiSICBAkiACBGwIkiAgQJIgAgRsCJIgIECSIAIEbAiSICBAkiACBGwIkiPr1KwyQ++4z5wKWSZOWWQFy+eUjzNkIOAIkiPbuFRk8WOS//xXZudOcC1j27v1Devb8XNq0eUemTVttzkbAESAAgJQQIACAlBAgAICUECAAgJQQIACAlBAgAICUECAAgJQQIEEya5ZIjx4i55wjUqeOSKVKIhUritSuLdKokUj37iIzZ5pLIc9FOgpGphdf/MYs4ih6OQQPARIECxaIXHZZYe/zoqbmzcPLRPvjD5EhQxKfCKKcYQbImWe+Kj///LtZLC4CJNhKmP+APPPeeyKVK9tDoqhJl9FlI3bvtpdxm7p2LVwWWc0MEJ0eeeRjs1hcBEiwlTD/AXlk/HiRUqViK/bLLxcZNkxk2TKRrVtFtm0TWbFCZPhwkZYtRUqWLCyry+o61J9/inz6aeKTrhM5wQwPnerXHyDz5q0zi9oQIMFGgOQrrcCrVy8Mg0MOEfnqK7OU3fTp4bKR5XQdhEFeiw6B++770Prvm28eaxa1IUCCjQDJV9dfXxgCBx0ksmaNWcKZltVlIsu3aWOWQB6JDoHVqzdLgwYvW///4YfLzOIxCJBgI0DykbYYSpcuDIBJk8wSRfvoo8LldV20QvKWGQLPPvuV9f+XXjpcdu3aayxRyFwWwUKA5KPnnius/PXx3FSdfXbhevr2NeciT5gh8Pvvu+T881+z/m3IkFnGEoXMZREsBEg+atGisOLv39+cm7gXXihcj95gR16KFwJvvjnP+rdzzhksGzZsj1qiULxlERwESD46+ujCin/OHHNu4mbPLlyPrhN5KV4I6IukrrrqTevf9aVS8cRbFsFBgOSjGjUKK/4NG8y5iVu/vnA9++5rzkWecAqBKVNWWv9+2mkDZelS+2/JaVkEAwGSj6JvoO/ZY85NXHTnQV0n8pJbCHTo8D9rnv63yW1Z5D8CJB/RAkES3EJAWx3a+ojMnzp1Vcx8t2WR/wiQfFS3bmHFzz0QFKGoEND7H5H5rVqNkj/++NOaV9SyyG8ESD7S4UoiFT9PYaEIRYWAPoGlT2JFyowaNd+aV9SyyG8ESD6iHwiSkEgIDB48yyqjfUS0r4hKZFnkLwIkHy1fLrLPPoWV/8cfmyWKRk/0wEgkBLQ3uvZKj5R77rnwuGqJLIv8RYDkq9atCwPg4IMZCwuOEg2BiROXWuV0vKw1azYnvCzyEwGSr3S49qpVC0NAR9idNs0sZcdovIGTTAjcdNMYq2z0yL2JLIv8Q4DkszFjYt/vof+tw5zouz80FPRdINu3i/zwg8jIkSJXXOH8PhDkrWRCQN8Rou8KiV4m0WWRfwiQfPfOO+F3n0dCIdFJ30g4tuj3QSD3JRsCDz/8sS08El0W+YUACYJ580SaNbOHhNN0ySX2d6Ijp/3ww28ybtwi+fXXbeaspENA35eu701PJECmTVstkyYtkz17/jBnIQ8QIEEyc6ZI9+7hR3sPO0ykQoXwpP+t/9atW7gM8sobb8yxXhJ1+eUjYjoCqqJCIJ4XXvi6yACJvul+/fWjZeXKTWYR5DgCBMhTGzfukI4dJ8RU8qef/rJs316M8dGSMHDgjJjPbtRoUKgVhPxBgAB5aPr0NXLxxUNjKnAd02rYsNlm0bTRHuzXXvu2raWi91C2bt1lFkcOIkCAPKLv8Xj++ekxAyDq1LTpMJkx4yezeNppB8T//GeqLUQuu2xE6Iku5DYCBMgT2rHvhhvetVXWnTtPlM2bd5rFffXZZz/EvCZXpzPOeDn0ulzzngxyBwEC5IEJE5bEDHiokz4pFT3wYaatW7dVbr99nC3g2rcfH/fpMGQ/AgTIYdu27ZZu3T61Vco67PqSJcV4F0yaaGvj1Vdnhm7mR2/vBRe8FnoDInILAQLkqO+//1VathxpC49evb6QnTv9edIqVXPmrIsZnFEn7eH+9NNfyu7d9BnJFQQIkGP+/FNCT1NF+nZEpvPOGyKffLLCLJ61dEj4Bx+cZAvA1q1Hhzo+IvsRIEAO0Udj7777fVul267d2FAP8Vw0duxCOfvs2J7t+v/678huBAiQI776arVcdJG9b8eAAd/m/JNMK1b8FrfPiLZQ6DOSvQgQIMvpOFJ9+06z9e1o1uwNmTlzrVk8Z2mfkaeemmob7VfvlcydS5+RbESAAFls9erN0qbNO7Yzc30XR6b7dqTLF1+sDD2VFf199amtQYPoM5JtCBAgS/3vf4tD40dFV6Tat+Ptt7Onb0e6/PLLtlD/EDM477hjXGgesgMBAmQZ7dvRtesntsrz6qvfkmXLNprF85a2NgYPnhXqsR69H7RH++ef02ckGxAgQBaZP/8XadFihC08nnjii9A9giDS+x9mnxGd+vSZGth9ki0IECALaN+O11+fbTvb1r4dkyevMIsHjj6J9dBD9jch6pNb+gQXMoMAATJs/fptctdd/7NVjrfe+l5o/CgUeu+9Rbb7Qtpn5N13vzeLwgcECJBBkyd/J2ee2aOgInzJqhD1iaOXX57BE0cO9M2G11032ha4nTuPkS1btpvFkUYECJABu3fvli5dHpWaNc+R2rVvkOOO6xaqBJs3f0O++y5/+naki46XpeNmRfqM1KvXV+rW/ZecccatMn36d2ZxpAkBAvhs8eLFBZXeqVKyZGmpXLmuHHDARXLEEbdLp07vFpxB0+s6GVOnrpILL3xd/vrXB+XQQ6+RGjXOkEqVDpbHH3+8oAXHoIzpRoAAPnrttdekSpUqUqJEidBUunQVOfDA02XYsIlmUSTo119/l+uvf6qgNddYKlasbe3bxo0by5o1a8zi8BABAvhgy5Ytct1111mVW2T629/+JgsWLDKLI0l//vmnPPvsK1KuXKWY/bvvvvvK2LFjzeLwCAECpNnXX38tRx55pC087rrrLtmxY4dZHMXAvvYXAQKkiZ4VP/nkk1KmTBnOin3k1tqbPz//h4HxEwECpMHatWvlwgsvtFViXJf3j3m/SaeKFSvKwIEDzaJIEQECeOz999+X/fffP6biKl26NE8GZUDkiTczyK+88kr57Td6sBcXAQJ4ZNeuXXLPPfdIyZIlYyqrOnXqyJdffmkWh0+0z02nTp1sx6V27doyZcoUsziSQIAAHli0aJGccsoptjPdVq1ayaZNm8ziyIAPPvhADjjggJjjoy3DHj16yN69DMqYCgIEKKbBgwdL5cqVYyqmSpUqycsvv2wWRYb9/PPPcvHFF9uC/txzz5XVq1ebxVEEAgRI0ebNm+Xaa6+1VUb16tWT779ncL9spU/H9enTx/Z0XI0aNWTMmDFmcbggQIAUTJs2TQ4//HBbeHTs2FF27szPV83mm2+++UaOOuoo2zG888476TOSIAIESII+RdW7d2/b2et+++0n48aNM4sjy2mfkTZt2thC5MQTT5R58+aZxWEgQIAE/fjjj3L++efbKpsmTZqE5iF3DR061NZnpEKFCtK/f3+zKKIQIEACxo8fLzVr1oypYPQJnl69etG3I08sXbpUTjvtNNsJwhVXXCEbNwbnXfTJIEAAF9q345///KetD4He/9D7IMgv2mfkvvvuk1KlSsUc70MPPVQ+//xzs3jgESCAA32s07ysodM111wTegIL+WvixIly4IEH2o799ddfbxYNNAIEcHD77bfHVB7at+PVV181iyFPrVu3Tv7+97/H/Ab22Wcfs1igESCAA+0gGF15DBo0yCyCPKd9Ro4++mjrN6AjKaMQAQI40Jvj+nhupPK44447zCLIc+vXrw89LBH5DTzxxBNmkUAjQAAX0Zex9Jo4T1wFi7Y6I8dfH6RYvny5WSTQCBDAxYcffhhzGYsncYLlkksusY69DpaJWAQI4GLPnj2h696RSkQf6UUw6CjK5cqVs459z549zSKBR4AARbjpppusSkT7A+iNVeS/YcOGxbQ+Fy5caBYJPAIEKIL2Qo+uSOhAGAwtW7a0jvkJJ5xgzoYQIECRdHTdqlWrWpWJ9lRGftu6dWvo/emRY96tWzezCIQAARLSunVrqzI58sgjzdnIM2+99VZMq3P27NlmEQgBAiRk9OjRMRXKrFmzzCLIIzpcTeRY161b15yN/0eAAAnYtm1baCiTSKXyyCOPmEWQJ/RlUtFjoD3wwANmEfw/AgRI0FVXXWVVKscee6w5G3li7NixMa1NfXMh4iNAgASNGDEipmKZP3++WQR54IYbbrCOcZ06dczZiEKAAAnS15+WL1/eqlx69OhhFkGO0/eBVK9e3TrGnTp1MosgCgECJOGyyy6zKpeTTjrJnI0cN2HChJhW5pQpU8wiiEKAAEkYMmRITAWjr0FF/mjXrp11bA8++GBGHSgCAQIkQd+NXaZMGauSefLJJ80iyFF79+6Nee99hw4dzCIwECBAki6++GKrkjn99NPN2chRn3zySUzrUv8f7ggQIEkDBw60Khl9R8TKlSvNIshB2uKIHFdtiWiLBO4IECBJv/zyS+jd2JHK5tlnnzWLIMfovQ695xE5prfeeqtZBHEQIEAKzjvvPKuyOfvss83ZyDH6tFX05asPPvjALII4CBAgBf369bMqm1KlSslPP/1kFkEOueeee6zjqf1AtD8IikaAACn48ccfQ8ERqXRefPFFswhySO3ata1jqT3RkRgCBEjRmWeeaVU6559/vjkbOULHuoq+fKVjYSExBAiQoqefftqqdEqXLi2//vqrWQQ5QEfbjRxHHYVXR+NFYggQIEUrVqwIPcYbqXxeeeUVswhygL7vI3IM9T0gSBwBAhRD/fr1rcqnadOm5mxkOX3TYPTlK30TIRJHgADF0Lt3b6vyKVu2rPz2229mEWSxf//739bx03eg67vQkTgCBCiGRYsWxZzBvv7662YRZLHjjz/eOnZXXHGFORtFIECAYjrxxBOtSqhFixbmbGSphQsXxoT/sGHDzCIoAgECFFP37t2tSqhChQry+++/m0WQhXr27Gkdt3LlysnmzZvNIigCAQIU09y5c2POZN98802zCLLQKaecYh2zSy65xJyNBBAggAeOOeYYqzL6xz/+Yc5Gllm+fHnMI9iDBg0yiyABBAjggYceesiqjCpXrizbt283iyCL9OnTxzpe2gl0/fr1ZhEkgAABPDBjxoyYy1jvvvuuWQRZpEGDBtaxuvDCC83ZSBABAnjk8MMPtyqlNm3amLORJVavXh1z+ap///5mESSIAAE80rlzZ6tSqlatmuzatcssgizw/PPPW8dJXwz2888/m0WQIAIE8MiXX34Zcxnr/fffN4sgC5x77rnWMTrnnHPM2UgCAQJ4RF+LWqtWLatyuuWWW8wiyDBtbUS/jrhv375mESSBAAE8dPfdd1uV03777Sd79uwxiyCDXnrpJev46H0QvR+C1BEggIcmT54ccxlr0qRJZhFkkD5xFTk2+iQWiocAATy0d+9eOeCAA6xKqn379mYRZMiGDRukTJky1rHRviAoHgIE8Nhtt91mVVIHHXSQ/PHHH2YRZID2No9uHS5btswsgiQRIIDHJk6cGFNRffHFF2YRZEDz5s2tY3LyySebs5ECAgTw2O7du6VGjRpWZfWvf/3LLAKf6Ui7OuJu5Jg8/vjjZhGkgAAB0qBt27ZWZXXYYYeFHvFF5rzxxhsxrcLvv//eLIIUECBAGowbNy6mwpo+fbpZBD7Stw1GjoW+hRDeIECANNi5c6f85S9/sSqt+++/3ywCn+h7zvV955Fjoe9BhzcIECBNWrdubVVaRx55pDkbPnnrrbdiWoOzZ882iyBFBAiQJm+//XZMxTVr1iyzCHxw7bXXWsfgqKOOMmejGAgQIE22bdsmlSpVsiqvrl27mkWQZnopsUqVKtYx6NKli1kExUCAAGl05ZVXWpXXcccdZ85Gmr333nsxrcCvv/7aLIJiIECANBo+fHhMBbZgwQKzCNLoxhtvtPZ97dq1eZzaYwQIkEZbtmyR8uXLW5XYY489ZhZBmmiHzurVq1v7/p577jGLoJgIECDNLr30UqsSq1evnjkbafLBBx/EtP6mTJliFkExESBAmg0ZMiSmIlu6dKlZBGlw6623Wvv84IMPZlDLNCBAgDTbuHFjzDDiTz75pFkEHtNh9ffff39rn995551mEXiAAAF8cNFFF1mV2RlnnGHOhsc+/fTTmFbfxx9/bBaBBwgQwAcDBgywKjN9leqqVavMIvDQXXfdZe3vmjVrhlok8B4BAvhg3bp1ss8++1iV2nPPPWcWgUf0Ud1atWpZ+7pdu3ZmEXiEAAF80rhxY6tSa9SokTkbHpk6dWrM5asJEyaYReARAgTwSb9+/axKrVSpUrJ27VqzCDzQqVMnaz9Xq1ZNdu3aZRaBRwgQwCdr1qwJBUekcnvxxRfNIvBAnTp1rH18ww03mLPhIQIE8FHDhg2tyu2CCy4wZ6OYvvnmm5jLV2PGjDGLwEMECOCjp556yqrcSpcuLevXrzeLoBgefPBBa//qKLw7duwwi8BDBAjgoxUrVoQe441Ucq+++qpZBMVw9NFHW/v26quvNmfDYwQI4LNTTz3VquSaNWtmzkaK5syZE3P5atSoUWYReIwAAXzWq1cvq5IrW7asbNq0ySyCFHTr1s3arxUqVAi9Cx3pRYAAPlu0aFHMmfLQoUPNIkjBCSecYO3Tli1bmrORBgQIkAHRlV2LFi3M2UjSwoULY0J52LBhZhGkAQECZACXW7zVs2dPa3+WK1eOy4I+IUCADOCGr7d4MCEzCBAgQ3jk1BvLly/n0egMIUCADInu9Fa5cmU6vaWIzpmZQ4AAGfLtt9/GXMa65pprpHv37kxJToceeqi1Dxkexl8ECJBB++67b0yIMBVv0hGP4R8CBMigs846y1YJMqU+LV261NzFSCMCBMigH374QY488kjZb7/9Qu9K15dOMSU31a1bV6pXry4dOnQwdy/SjAABAKSEAAEApIQAAQCkhAABAKSEAAEApIQAAQCkhAABAKSEAAEApIQAAQCkhAABAKSEAAEApIQAAQCkhAABAKSEAAEApIQAAQCkhAABAKSEAAEApIQAAQCkhAABAKSEAAEApIQAAQCkhAABAKSEAAEApIQAAQCkhAABAKSEAAEApIQAAQCkhAABAKSEAAEApOT/AFWS4TNwmJ5WAAAAAElFTkSuQmCC)
| Product Number | 4H54-3-Y8 |
| Purity | 97 % |
| CAS | 40832-82-4 |
| MDL Number | MFCD00052886 |
| Molecular Formula | C11H11F3N2O2 |
| Molecular Weight | 260.216 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H54-3-Y8
CAS: 40832-82-4
Molecule Weight: 260.216
Formula: C11H11F3N2O2
![1-[2-Nitro-4-(trifluoromethyl)phenyl]piperidine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABcwAAAXMAGKSTBPAAACcHpUWHRtb2xTb3VyY2UAAHichZXbbqMwEIZfZeTrxdiGQIhCqihVpZV6kLZdae9WDjgJEocKaA5vv2MgKRAWApHt8f8NtmdsLx/OSQxHlRdRlvqEU0ZApUEWRuneJ78/now5eVgtAxShMC18cijLz4Vpnk4nGhxUIs9ZSoMsIXX/4lxEHc3Jolm+NwVj3Pzz8vxeMUaUFqVMA4VUES2KyvicBbKsRvGfT5iJzI9RatZyM8mPtbe/gumX0XMRku+5bLBvjSjsoljBLssTWcJRMIov+wF7lapcliqE7QXNFrVx7qvly2MWfCUqLbGqPUSBjN/L/CtAQ5LFKvhCZ1j5+eiThCMgyyxZ57m8gK5ps+QgBUgLpA1yBtIB6YKcg/RAcoZ/7Oco4KjgKOGo4SjiqOIo4x7GIFZ6EB+XT+WTN3iFN9i0ntdO60k/pJ5ivDnIfI+QwYEDm3owAMInuCD4A04ty3JBUMdx7V6ra2yApjAaq9GIDFxKhjO9lVd7o2vMM2zZLlhUWNiyqetyHM/lezwGQ1vrM4KiEEuLsjmr3DtCl+jIa7ev/X39td1z2zRvbhzKnbp0hZ4VDnfmWBhq8xbr1XKbpWGrClHoky0nVRL8UrtCNHlAIMtDlePW0g60tA2ILqCz5gaIIcC6A+zxL9hdQGfkDVgPAbMuoPN3HHC6gM72ccDtAnpvjAPzLqB30jjg3U16AtCJ1yaqnTq+sLwf7GpnTzC9eNcnwQTTC3l9ckwwvajXJ80E0wt8fTJNMM7AGkwx7l2+cGcC6SVAfVhOMN4AM5/YjWyA8YYYs7X9zeu1gNW7K8Ns3Scm3qKrf4N2HZ2edmalAAA480lEQVR4Xu3dCdxVc+LH8UImIluIsRSyZCdRmCwZkyhM+Vti7CFlyihLlibL2MYQUmlTWoQkEZVq0koKpUVJ0ULSrr3f//meZ87p3l/P8/Tc33Pvc+855/N+vc5rzHN+99x7zu3+vmf5LWUMAAAOyth/AACgOAgQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBDkviFDjGnSxJgjjjCmQgVjdt89/7/1N61D6eM7gSFAkMuWLDGmTp28f6Vlil7OO8+YX37Z9rpRo4ypUqXo5ffft5VH8bl+J4ikMvYfgJywdKkxVavmV0b77mvM448b8/XXxqxZY8zatcZMm2bMk08as99++WWOPNKYZcvyX6v/HTmy6GXLlvyyKL6SfCeIJAIEual+/fxK6MQTjVm40F67zeLFxpx8cn7Zhg3ttUgnvhNYCBDkngkT8iufPfc0Zt48e+32fvghv6xeM2mSvRbpwHeCAhAgyD3NmuVXPPfea68p3D/+kf+a5s3tNUgHvhMUgABB7jnppPyKZ8wYe03h/vvf/Neccoq9BunAd4ICECBF+P33303nzp3NYt3TRenZZ5/8iieVB7Aqq9foAS7Sj+8EBSBACjF06FCz//775/37L2PKly9vXn/9dbOFljulY5dd8iueTZvsNYXbuDH/NXot0o/vBAUgQCyzZs0y9evX94LDXk477bS8q/L/2i9BunG2m3v4TlAAAuR/VqxYYe69916z6667BoFx2GGHmUceecSceuqpSUFy9dVXm/nz59ubQLr499tTCWvut7tTX47u3Y1Zv95esw3fCQoQ+wDRbakuXboEt6u07L777ubRRx/1noH4ZXQL64ADDgjK7Lbbbl6ZtepAhfTyW/y0amWvKZxaB+k1tPgpPnUMvO02Y3beOf/YvfiiXWIbvhMUINYBMnr06JSuLnSV8o9//CPpKuXQQw81b775pl0UJTFuXH7FQ5+DzNCzieefN2bvvfOPmZa99srv61EYvhMUIJYB8kPeP+6rrroqKTj0fGNMMZsozp4921x66aVJrz/77LPN559/bheFq3r18iuf4vR61i0SlaXX845poMNjjtkWHDvtZMyttxrz8892ye3xncASqwDR7SY909DtJ7/iP/DAA03Xrl2dWlippdaxxx4bbGunvB/jTTfdZJZowDmUjCq0ww/Pr4T8cZe++SZ/zCV/3KWnnjKmUqX8Mhp36ddf7a3k062auJs5c1sA+Mu55xrz5Zd2ycKl8ztBJMQmQHr37m0OOeSQoLLXbaj77rvPrFy50i6akk2bNpn//Oc/Zp999gm2XbFiRfOvf/3LbNiwwS6OVCxaZMw55yRXegUtGvm1sDPovJMDr0ytWvG8lbJ8uTEtWxpTrty246UQ6NfPLlk86fhOEBll7D9EzaS8SqN27dom8XbTZZddZr777ju7aIn8mnemdccdd5idd945eJ+jjjrKDBo0yC6KVA0ebMy11+aPBKt5J7Tov6+7zpgPPrBLJ9NZsl+plS1rzI035leCUbd5szGdOm27GtCi49auXXqGsi/Jd4LIiGyAqPf4jXmVhW4r+RX6cccdZz755BO7aFp9/fXX5vzzz08KrLp165rp06fbRVEaVJG+9FL+LRe/ItXDXQ07HtErxF8/m7xtNFx/UcX+4492UaBEIhcgum301FNP5dURewYVuG4vvZRXieh2U2l55513zBFHHBF8hl122cXcfffdZlkqHbGQPjrud921rUe1Ft2jHzjQLpk155zT1UyZ4j5szsKFq0zr1sPMw1VvNvPKV87fxxo1jBk71i4KpEWkAmRgXmVwZF6lkFhp35VXaej2UjasX7/ePPHEE2aPPfYIPtO+eWfCL7/8cqmGGRLooe+FFyafnV9wQf7fs8w1QH7/fZN59dXPTa1ar5vTT+9kLjr5OfPuCY2N6dbNmK1b7eLFo8BV83ROeFCESATItGnT8uqEC4NKWssFeZXCNzlQKciiRYvMDTfcYMqWLRt8vuOPP94MHz7cLorSoisPXYH4IaIrE12hZOlkQ1wCZMiQ2aZevd5ecGg566wueVfbE836NUX0Ki+KTmzyTnCCW3669QUUItQBottBusLQlYZfMeu20bvvvmsXzQkTJ07M+4GflRR0DRs2NHPmzLGLojToGYianfod3rSo4tQzk1K4QpwxY6kZPHhWsOgK4pVXJgX/f/ToH+yXBKZN+9nceOPAIDi0tGr1sfnxxxK0KtQJTd6JTXAs1OhAxwIoRCgDRLd/OnTo4N0O8itiPfN48sknQ9F09o033jB//OMfg8+uJsVt2rQxq1atsouiNKjjm1pnqVOdX3lWr25MhhtcDBw4w9x+++BgOeOMzubaa98J/v/jj4+2X2KWLl1rHn10pKlRY1twNG78Vt7JyU920eLTCYw6/Pn7riXvRKfInumACWGADBs2LO+3XT2ofHVbSK2tdJsoTNasWWPatm3rDRXv70vlypVNt27dzFbX+9YoGfUTqV07qSIdeX1bs3DBcrtkRhR1C2vDhs2ma9cvzbnndguC4/zze5j+/aeZzZtT7wTr0QlL3olL3hnMtn3OO7HJO8OxSwIFCk2AqN9GgwYNgspWS61atbx+HmE2b94806hRo6T9qlGjhhlLy5ns6d3bmEMOMV/sebRpXq2F91zhxRcn5IV+Zq9uCwuQESO+z/u33zcIjpo1u5inn/7MrFzp+JxDJyh6wF75fy21tOSdyOSd0ejMxi4NFCrnA0Q9xVu3bp00gKF6lPfq1csuGmojR440J598clKQXHfddeZH2u5nR15FOvHZPuacWl2Civuii94wgwbNNFu2ZOYK0Q6QH35Ybpo2HZz0nOPOOz8wc+f+lvCqFOnERE17/eDQkncCU6wBEgFLzgaIxqbSGFUaq8qvUHW75+GHH/Zu/0TR5s2bTadOnUylSpWCfdbQ8u3atQuGlkfpWrRotbn//mFJlXiTJu8UeKVQUh9++J1Ztmzb96znIf57Xn55XzNq1LxthVO0dtHS/BZVicGhzoZ5Jy6Aq5wMkM8++yzvR3N60tl448aNvds9cbB8+XLTsmVLU65cuWD/Dz/8cNPPdfwilNjkyYvMNde8nRQkDz44wixevNoumjYvvzzRa6Lbo8cUs3Gj23OO9es3mc6dJ5t7Tmrt3ZLzgkPDm2iYE/XSB0ogpwJkwYIFeT/Sa5KC45RTTsk78xplF42FmTNn5lUg9ZKOx7nnnmu+TGUEVaSNbl2p5VTduj2DEDn77K55dfEXXkWdaz7+eI659NI3g8/6yuGNzIZW9+UPsAikQU4EiG7PPPbYY97tGr+i1AyBnTt3dhpmPWqGDBlijjnmmODYaHyvW2+91fzMaKdZsXr1BvPCC+O9h+t+5Vy//ptm6NCCB+j0y6jp7fTpv9irk/hlS2LmzKXmttveT7paat78Q7Poe4a1R3plPUD69u3rzT3uV466bdOqVStv9j9ss3HjRvP888+bvffeOzhWe+21l3n22We9dSh98+evMC1afJRUUd9yyyDz66/J0xwnrlfFXpSSBMhvv60z7duP9vqT+Nu58sr+5rPPCp5hEyiprAXI5MmTzTnnnJN0e+aSSy4xs2bNsosiwdKlOru8LWnY+KOPPtp8wBDaWTN27ALz17/2DyrtPn2Sh9Dx/+7f+irqYbhLgGzatMX06vWVqVOne/D6887rbnr3/spbB2RKqQeIbrvccsstScOsa1a/jz76yC6KIkyZMiWvwqiTFMAXX3yxmTFjhl0UpUAVdb9+35h27UYVegWiTn/+VUFhnf9SDZAxY+abK67oF7xOVx/qwa6rESDTSi1ANMTIM888483W51d4uh3zwgsvcAumBN566y1TpUqVpFuA99xzT14FUoK+Akgrv3JXaCg8/DApSHEDZN685ebuu4cE5bXo9tisWdkbDBLxUyoB8v7775tq1aoFlZxuvzRt2tS7HYOSW7dunfnnP/9pKlSoEBxj9SXp2LGj17cE2ZUYCrp9pf/W7ayCerbvKEDWrt1onnturDnzzG0P8C+7rI8ZNmyuXRTIuIwGyLfffmsuuuiipNss5513npk6dapdFGnw008/mSZNmiQNG3/SSSeZTz/91C6KUmSHgt9CqkOHiQml8tllbc88MzYoo57rXbpM9sbJArIhIwEyf/58r+NfYke4qlWrmgEDBthFkQHjxo0zNWvWTApuTas7fvx4uyhKgR0KasqrJr0avn3JkuSOiHZZm+b/qF27q3n44U/Nzz9Hc0QGhEdGAkRTyPoVl2bja9++vTc7H0qPRvTt0aOHOeigg4LvQg0XGBKl9BUUCg89NML7m4IgUUFlgVyVkQDxOwSecMIJ3m0VZI/mGLn88suDEKHzYekrKBQ0BIquQHQloomlfAWVBXJVRgLk0EMP9SqrBx54wF6FLOjfv38QINmaHz7OCgsFTT2rv2vEXV9hZYFcRIDEAAGSXYWFglphXXhhfudCf/rawsoCuYgAiQECJLuKCgW/c2GjRvmdC4sqC+QaAiQGCJDsKioUFBp+T/IBA6YXWRbINQRIDBAg2bWjUBg5cp63XjMe7qgskEsIkBggQLKrOKFgD78OhAEBEgMESHYVJxT8zoXFKQvkCgIkBggQAJlAgMQAAQIgEwiQGCBAAGQCARIDBAiATCBAYoAAAZAJBEgMECAAMoEAiQECJPf06vWVNw6WPwYWEEYESAwQILnnb38b6PX3aNdulL0KCA0CJAYIkNxzww0ECMKPAIkBAiT3ECCIAgIkBgiQ3EOAIAoIkBggQHIPAYIoIEBiYODAT8w++5zmLcuWrbBXIwsIEEQBARIDQ4Z8aapVa+Ety5evsVcjCwgQRAEBEgOffDI3GCZ8xYp19mpkAQGCKCBAYoAAyT0ECKKAAIkBAiT3ECCIAgIkBgiQ3EOAIAoIkBggQHIPAYIoIEBigADJPQQIooAAiQECJPcQIIgCAiQGCJDcQ4AgCgiQGCBAcg8BgiggQGKAAMk9BAiigACJAQIk9xAgiAICJAYIkNxDgCAKCJAYIEByDwGCKCBAYoAAyT0ECKKAAIkBAiT3ECCIAgIkBgiQ3HPllf8yRx55h2nTpqe9CggNAiQGCJDcc8EF15i99jrB3HVXW3sVEBoESAwQILmnZs2a3m/kpptuslcBoUGAxAABknsIEEQBARIDBEjuIUAQBQRIDAwfvi1AVq3aYK9GFhAgiAICJAZ++22dufnmQTQZzSEECKKAAAGygABBFBAgQBYQIIgCAgTIAgIEUUCAAFlAgCAKCBAgCwgQRAEBEkF+k90aNTqZ6dN/sVcn8cuidBEgiAICJIL8UNBy223v26uTECDZQYAgCgiQCPJDoW7dnt7/jho1zy4SIECygwBBFBAgEeSHQv/+07z/vfLK/mbz5i12MQ8Bkh0ECKKAAIkgPxQUGgoPP0wKQoBkBwGCKCBAIigxFHT7yr+dtWbNBqskAZItBAiigACJIDsU9CBd/79Dh4kJpfLZZVE6CBBEQUYC5JBDDiFAssgOBTXlVZPeWrVeN0uWrE4ouX1ZlI4aNWoQIAi9jARI+fLlvR9HlSpVzLRpBd97R+YUFAoPPTTC+9vDD3+a9PeCyiKz3nvvPbPzzjt7v5E99tjDTJgwwS4ChEJGAuTAAw/0fhxadtllF9OsWTOzbNkyuxgypKBQWLx4tXcFoiuRGTOWBn8vqCwyY/r06aZu3brBb8NfypYta2644QazcOFC+yVATstIgKxatcrcf//9Zs899wx+JPvuu6/p0KGD2bRpk10caVZYKLz00kTv702bDg7+VlhZpI9Onu6++27vZMr/PVStWtVce+21Zr/99gv+pquRxx9/3Kxfv97eBJCTMhIgvkWLFpm//e1v3hmW/yM5/vjjzbBhw+yiSKPCQkGtsC68ML9z4ejRP3h/K6wsSk4nSy+//LJ38pQYEk888UQQEr/99ptp3rz5duHy9ttvW1sDck9GA8Q3ceJEU6tWraTL9oYNG5rvvvvOLoo0KCoU/M6FjRrldy4sqizcDR8+3DtZ8v+96yRKJ1M6qSqIbm9ddNFFSb+R8847z3z11Vd2USBnlEqA+Hr16mX++Mc/Bj+QXXfd1bRp08a75YX0KSoUFBpXXNHPWz9gwPQiyyJ1c+bM8U6OEoPgrLPO8k6iimPQoEHmqKOOCl6rh+1NmzY1S5due24F5IpSDRBZs2aNadu2bdBSS0vlypVNt27dzNatW+3iKMSECT+ae+/92PTt+429aoehMHLkPG/9RRe9sV1ZBYzmTm/bdoSZP39FwqtQFJ0E6WRIJ0X+v2udLL3xxht20R3asGGDefrpp03FihWDbe2zzz7mhRdeMBs3brSLA1lT6gHimzdvnmncuHHSmZraxn/22Wd2USRYsGCladlyaFDxa6gSmx0KBfE7F9plFRr+3846q4t58cUJBfZgRz6d9OjkRydB/r9jnRzpJEknSyWxZMkSc/PNN5uddtop2Paxxx5rhg4dahcFsiJrAeIbNWqUOfnkk5OCRK1TFixYYBeNNVXiqsxVqfsVfL16vc2YMfPtotuFQkH8zoUFle3a9UtTu3bXYJ2uVN57b4bZsoUrxERjx44NOgT6S6NGjbyTo3T64osvzDnnnJP0PvXr1zezZs2yiwKlKusBIps3bzadOnUy+++/f/AD2X333c1jjz1mfv/9d7t4rKjSHjRoZtLtJlXuHTt+btaty1yT6EWLVpsHHhiedJVy3XXvmClTFttFY+fHH3/MOxbXJVXoOgkaOXKkXTSt+vTpYw477LDgPXW77N577zUrVnCrEdmREwHiW758uWnZsqUpV65c8CPRD6Zv37520VhQZd2kyTtJlfj99w/zKvfSMnnyorwrwuTPoGBRx8S40clMu3btvJMb/99npUqVvJMfnQSVBn2GRx99NOkz6MSrS5cueScbBQ/ZD2RKTgWIb+bMmaZevXpJZ3jnnntuXmU22S4aSaqcH3wwf+gRf1Elrso8G3QVNHDgjGCCKv8qqFOnLzJ6FZRL+vXrZw4//PDg36NOcnSyo5OebJg/f7655pprkn4jp556qhk9erRdFMiYnAwQ34cffmiOOeaY4Aeih4m33HKL+fnnn+2ikbB+/SavUj777G3PH1Rpq/LOhecPq1dvMC+8MD7pOcwll7xphg6Nbn+eL7/80jt5SayodXKjk5xcMGbMmLzv4fSkz3fVVVeZH37I7ygKZFJOB4io2eK///1vs/feewc/kL322ss8++yzkWrSqEq4fv03g4pZlbQqa1XauUYtte6556OkK6Sbbx5kvv02On0VdJJy6623JrWA0snMkCFD7KJZp1tXXbt2TRqDbrfddjOPPPKIWbt2rV0cSJucDxCfOlLdfvvtwSimWqpVq2YGD942rlMYqdK95ZZBSZWxKucw9MEYN+5H89e/5s94qOWMMzp7fUiWLQtvwwedlOjkRCcp/r8znbw8//zzOX/CsnLlSnPfffcl9UXR1Aq9e/e2iwJpEZoA8U2dOtXUqVMn6ZL9z3/+c15F/K1dNKepklVlq0rXr4BVGY8dG67my+p42KfPN+b883sE+/GnP3U3PXtOzatww/VQVycjRx99dPDvSicrt912W+h6gWuIoMsuuyzpN1K7dm0zadIkuyhQIqELEN9bb73lzTfi/0D0ULNFixbe4HS5TJWqKldVsn6Fq8r3zTe/Nps2havCTbRixTrz5JNjkgLx8sv7BoM25rIZM2aYiy++OKnC1UnKlClT7KKh8sknn5jjjjsu2CfdjrvxxhvN4sU0xUZ6hDZAZN26daZ9+/amQoUKwY9Ew2O/+uqrpdasMhWffvqtV6km3vJ54on/muXL19lFQ2v27GXecPH+Pp522qvm+uv/bWbO/N4umnU62bjnnnuSmo3rpEQnJ1GhEYFfeumlpBGBNc3CU0895Q2ZApREqAPE99NPP+VVUtcnDRt/4okn5lXYybPvZYtGWm3Y8FZz2GHXmZNPfs6rWG+/fbBX2UbViBHfm8su65N3BvygqVy5ntljj0O8OTFyYWIxnVx07NjR68Ph/3vRScg///lP76Qkin799Vdz1113JQ0bf+SRR5qBAwfaRYFii0SA+MaPH29q1qwZ/EC0XHnllWbu3Ll20VKRONdDuXIVzf77/8mcf357r3KNgw0bNpsOHQaZgw8+M+kKUXNkZGtiMZ1U6OTC/zw66WjSpIl3EpIJCiQ9t9NVja6WNdGabiNpUXNg/7/1d61XOZXPVJB988035oILLkj6jVx44YXe34FURSpARIPb9ejRwxx00EHBD+QPf/iDefDBB83q1aXTe1pnuK+88sp2s809/fTLeZVqbrfkyYRFixZ7U7baE4tpzozS8v3333snE4kVp042xo0bZxctEXUsHDBggDcEuwY+THy/VBe9XtvR9tLdYfHdd981RxxxRPBeOsnRFUouXCEiPCIXID6FhUJD4eH/SBQqCpdMDhs/YsQIc8IJJwTvyXzX20yYoMEgz0qqJC+//HJvDo1MKY1/Bxp1VyPy/ulPf0rqN2Ivag6sZyzqMa7JovxF/19/T+zrZC/arrav9ynpKL8+PQN58sknt5t6Ws9MsnWFiHCJbID4dPuqoDNP3e5KJ1WCqgwT3+fMM8/0Kk0k0xwZiROLqXLXLZx0TiymcOjZs6c5+OCDk97ngQceSNuV6LRp07zh1hMbcfiL3lcnDrpdp5MKDc1eHCqn8nqdXp/4+f1F76f31fung2ZJ1G20xCvE6tWrM/U0dijyAeIr6N63HryX9N63Kj1VfolnuPrRq/JK1xluFOks+qGHHtpuYrHu3buX+Ljp5EDhnVjpXnHFFWl7FqZGERouxL7a0Ii86oSo9emk7Wm79rQHen99jnS9n/qJ2FNPN2jQgKmnUajYBIjo2YSa+CY+m9DZnB5epvrQUpWcKjv7WYsqxXSd4caBnk1oDo3ESuuMM87w5tpIVWGt8XRGnw5qyaR5zRODQ8+2mjVr5s3ZURr0Pno/vW9ikOhz6fOlg6aeVg92f/vq2d66dWuvpzuQKFYB4lPrKHU6tNv/62FlcejBqyq5xErvr3/9q1cZwo3m0rDPsDXnhube2JH169d7JwGJlWq6+wPpitJu9qspbLPVS13vq/dPvH2mz6fPmQ66Qnz44YeTrhA11pbG3GLYePhiGSA+DX+iYVASKy31QFYzyoIUNJHQSSedlPGJhOJClf1rr722XUWtOTgKu0JU6FetWjUon+4RCVRR/+Uvfwm2r7P9O++8M2vBYdPn0OdJvCrS503X59OovvbU0xr9l6mnIbEOEJ/GQNLAjP4PRGMgaeBG/0eoykudzOyzPVV26TrDxTZqsvr3v/896QpRc3H0779t/neFvFowJVZs6R4TbeLEiebQQw8Ntq+mxy631kqDPpc+n/9Z9bn1+dNFU0+fcsopScdb85Ew9XS8ESD/U9gorGoJkziNqCo1VW7pbpeP7WnOjcSzfy1qQXfJJZdsNyrz+++/b7+8RDTDnz+qrZ6p6BlAro/Gq8+nz+k/A9Ln136ki25dde7cebupp/k9xBcBYtE8EJq0ym5ho0UD7mngPZQuzcGROEquvyjsn3nmmbSP6aRxohLfI2zDfejzJp4IaX/SSXOwt2rVKukKUVfkiB8CpBCaPveoo47yfhwVK1Y0H3zwgV0EpUhn148//nhQYakRQyZmplSTbP899P3Pnj3bLhIK+tz+v18t2q90mzVrVvAeetiO+CFAdkAPyNN9hgs3ejDuV4h9+/a1V5eYbv/429doAmEf9lyfP3FUBO1furVt29bbtvo+IX4IEIRGJgNEPb/9bes5S1TGhNJ+JA4wqv1MJz9ANLIA4ocAQWhkKkAGDRoUPJTXBEzpagKcK7Q//sRS2k/tb7oQIPFGgCA0MhEgaunlN8/WUCrz5s2zi0SC9kv7p/3U/mq/04EAiTcCBKGR7gDRsy2NhKvt7bbbbl7DiSjT/mk/tb/a73Q82yNA4o0AQWikO0BatmwZbE/DnsSB9tPfZ+1/SREg8UaAIDTSGSCjR48OOtw1bNjQXh1p2l/tt/Zfx6EkCJB4I0AQGukKEA0/4w/cqAEC0zWKbVhof7Xf2n8dh5IMx0OAxBsBgtBIV4BoumF/OxqSP4603/4x0PFwRYDEGwGC0EhHgGgYDk3bqm1oet2STl4VVtpvf3phHQ8dFxcESLwRIAiNdASI5gDX63X/P52j1YaR9t9/DqTj4oIAiTcCBKFR0gDRsPz+vX+N8gsTjHas41LYnCtFIUDijQBBaJQ0QDp27Bi8XvNbIH+eD/+Y6PikigCJNwIEoVHSANH86Hqt7v1jG/9ZiI5PqgiQeCNAEBolCZCvv/46eG1cW14VJrFFlo5TKgiQeCNAEBolCZA2bdp4r9NQHitXrrRXx5qOhz/EiY5TKgiQeCNAEBolCRB/WuKrrrrKXoU8Oi46PjpOqSBA4o0AQWi4Bsj06dOD1w0YMMBejTw6Lv4x0vEqLgIk3ggQhIZrgPgDCGqe+7gNW1JcOi46PjpOqQwsSYDEGwGC0HANEP/2zEknnWSvQgIdHx2nVG7zESDxRoAgNFwD5KCDDvJe06JFC3sVEuj46DjpeBUXARJvBAhCwyVAli9fHrymZ8+e9mok0PHxj5WOW3EQIPFGgCA0XAJE4z35rxk/fry9Ggl0fPxjVdxxwgiQeCNAEBouAdKrV6/gNcuWLbNXI4GOj3+sdNyKgwCJNwIEoeESII899phXfr/99rNXoQA6TjpeOm7FQYDEGwGC0HAJEH/e82rVqtmrUAAdJx2v4s6XToDEGwGC0HAJkFtvvdUrf9ppp9mrUAAdJx0vHbfiIEDijQBBaLgEyNVXX+2Vr1Onjr0KBdBx0vHScSsOAiR1nW4vU6wlDMLxKQHjFiANGjTwyjOBVPH4E0zpuBUHAZI6OygKW8IgHJ8SMG4BwhVIargCybwwBcSORGMvEAsuAcIzkNTwDCTzCBAgC1wChFZYqaEVVuYRIEAWuASI3w9k3333tVehADpOOl70A8kcAgTIApcASeyJzlDuRdPx8Y8VPdEzhwABssAlQCZNmhS8ZuzYsfZqJNDx8Y+VjltxECCps1tbFbSERXg+KWLPJUBWrFgRvKZ79+72aiTQ8fGPlY5bcRAgqbPDoqAlLMLzSRF7LgEiqtz0mmbNmtmrkEDHJ9UwIEBSF7aQKEo09gKx4Bog11xzjfea6tWr26uQQMdHx0nHq7gIkNQRIEAWuAZI586dvdeULVvWLFmyxF6NPDouOj46TjpexUWApI4AAbLANUC+++674HW9e/e2VyOPjot/jHS8iosASR0BAmSBa4CI30Gufv369irk0XHR8Um1wyUBkjoCBMiCkgRIu3btvNeVK1fO/PLLL/bqWNPx0HHR8dFxSgUBkjoCBMiCkgTI3Llzg3v8L774or061nQ8dFx0fHScUkGApI4AAbKgJAEiZ599tvfao48+2mzZssVeHUs6DjoeOi46PqkiQFJHgABZUNIAGTBgQPD6fv362atjScfBPyY6PqkiQOKNAEFolDRAdLZ97LHHeq8/+eSTzdatW+0isaL913HQ8dBxcbkqI0DijQBBaJQ0QKRHjx4l3kZUaP/9Y6Hj4oIA2bFVS783q5fNt/8cCQQIQiMdAbJx48bgKuTggw82q1atsovEgvZb++9ffei4uCBAivbbwmnm9WblTdfmFcy61Uvt1aFHgCA00hEgMnz48GA7rVq1slfHgvbbPwY6Hq4IkKJ98EJd74F5t+Z7mA1rl9urQ48AQWikK0Dk//7v/7zt7LLLLmbcuHH26kjT/mq/tf86DiVBgBRu3tT3ghZXUz580l4dCQQIQiOdAbJw4UKzzz77eNs67LDDvG3HgfZT+6v91v7rOJQEAVKwLZs2mL5tj/LCo++DR5jNm9bbRSKBAEFopDNA5L333gs6FzZo0MBeHUnaT+2v9lv7X1IESMGmDn06uPr4/st37NWRQYAgNNIdIPL3v/892OYDDzxgr44U7Z+/r9rvdCBAtrd25WLTvUVFLzwGP3++vTpSCBCERiYCZMOGDaZ27drBdv/zn//YRSJB++Xvo/ZX+50OBMj2RvW4yQuPznfsbJb99LW9OlIIEIRGJgJEli1bZo477jhvuzvttJN544037CKhpv3Rfmn/tJ/a33QhQJL98sPnpnPTnbwAGfPmnfbqyCFAEBqZChBZsGCBOfTQQ4MQicqViPbDDw/tn/YznQiQBFu3mkFPn+2FR4+/7xPJfh82AgSh8euvvwYBovkrVqxYYRcpkRkzZphDDjkkeI/777/fLhIq+vz+vmi/tH/ppDDyW3TpofyQIUPsIrHy3aQ+wYPzb4ZH4wRkRwgQhIbu2/tn01r2339/b/pVlzGcCqNK0b+dpUWtlsLWxFef129tpUX7k84rj99//9089thjZvfddw/ew1/+8pe/mJkzZ9ovibxNG9aaN9sc6oVH/0ePy/s3uckuEkkECEJlypQpwex5/nLKKaeY0aNH20Wd6RlB4oN1nWWHpbOhPqd/VaBF+5HOZx66dZi4fU1Edc455yRduelvauW1fHn0el4X5vP3HwmuPn6cNtReHVkECEJpzJgx5vTTT08KksaNG5sffvjBLupEY0MlNvFVpajhP3J17Cx9Ln0+f2ZBLfr8rmNc2SZPnmzOPffcpONdr1694Gpj3bp13myGFSpUCNZXqlTJvPbaa2bz5s3W1qJFAyV2bbabFx4fvXypvTrSCBCElm5dde3a1Rx44IFBpVW+fHnz8MMPmzVr1tjFnaiznd9jXYsGIOzTp49dLKv0efyBEbXo86ajk6D8/PPP5pZbbkm6dXjMMceYDz/80C7q+fHHH811112XFDQaMn7kyJF20cgY3vn/vPDocteuZsXPs+3VkUaAIPRWrlxpWrdubXbdddeg0tItlV69etlFnfz000/B2FmJlWL//v3T+vwlFXpfvb8/n4e/6HPq85aUrlyeffZZs9deewXb3nvvvc2///3vYl3VjB071pxxxhlJn61Ro0Zm3rx5dtFQWzz7v6ZT07JegIx/+x/26sgjQBAZ3333XdLDYy21atUykyZNsos6GTFihHf2nbh9TQf70ksveWfqpUHvo/fzp6H1F30ufb50GDx4sKlWrVqw7Z133tncfvvtZunS1JqlasKq7t27m8qVKwfb0hXiQw89lLYrxGzaunWLeefx07zweOPeA8yGdSvtIpFHgCByhg0bZqpXrx5UWmpieuONN5pFixbZRVOms29NvuTPKeIvevagh/u9e/c2S5YssV9WItqetqvtJz7j0KLPoc9TnKuCHfn222/Nn//856Tt16lTx0ydOtUumhI9n1GT4j/84Q/BdtVvJOwdNmeM6RI8ONd/xxEBgkjatGmTd6a+7777BpXWnnvuaZ588sm0DOOhW0iaQ/zss89OqnD9RQHWrFkz7wx8/PjxXh+W4lA5ldfr9PrEIExc9L56/3TcQlOz3xYtWiSFU5UqVZzmSC/KnDlzzOWXX560H2eddZaZMGGCXTTnbfh9pXfVofB4p/2p3tVIHBEgiDQ1Yb3rrruC+S+0HHHEEebdd9+1izr7/vvvvX4RRx111HYVfeKy3377eRWzng2cd955waL/r79rvf2axEXb1/vo/dJBraNeffXVpPdVK6r27dt7raoyRRNYHX/88cF76grxhhtuKPHQ8qWpf8d/mEcbl/Gef+g5SFwRIIiFb775xlx44YVJFfIFF1zg/T2d9BxGnRuvueYa7zaNHQKpLHq9tqPtabvp9Omnn5oTTzwxeC9V4tdff31aHsAXh64QX3755aTw2mOPPcwTTzxh1q/P7bkz5s6Zbc6otqu57PQypusTJZuQK+wIEMTKwIEDzZFHHhlUWroy0RVKcW8xpUrDrXz++efmzTff9K4e7r33Xu95jBb12vb/W3/XepVT+XQP0+KbO3euueKKK5KCqmbNmt5ts2zQFeLdd9+ddIVYtWpV8847uTuHxqWXXup9ziMP3s0sWTjfXh0rBAhiR89AnnrqKe+ZiF9p6VmJnpnozDiKVq9ebR588MGkB9kHHXSQ9wBeraWybfr06aZu3bpJwXb++eebr776yi6aVUOHDg0+3yOPPGKvjh0CBLG1ePFi7+w/sZOcxo365JNP7KKhpXBQSCgs/H1UiChMFCq5ZtCgQUnPktSE+I477sjYFWIqdHLhj5OmkY3Xrl1rF4kdAgSxp34iiWNfabnsssvS/tyhtOm2lG5PJe7XlVde6d3GymW6Qnz66adNxYoVg8+t3vUamj6bV4gvvvhi8HlybTSCbCFAgP9RX4vEQQHVs/2+++7zerqHiR6EN2nSJJjvXYsemOvBeZio/8vNN9+cdIWofi+6jVTa1InSH9JGTahz4bZfLiBAgAS6LaGxtHbbbbeg0tJYWxpzKx19LjJJTW/VBDdxQEO1clJT3TAPaPjFF19s199GnSpnzZplF82YO++803tfhZkaOSAfAQIUQKP6XnXVVUmVlkb/1SjAueitt97y+pL4n1WdAtU5MGxzmRRFLdT8WSO16ApRrdcy1WLN9/XXX3vPYvSeN910k7061ggQoAiaZ+TUU09NChL1zZg/Pzeab2qYEQ03kvj5NByJhiWJIl0hPvroo0lXiAcccIDp0qVLxq4Q1RpM76NWe2p4gW0IEGAHVDGpgtIMiH6lpdn4VJFpdr5s0D15DXDonxlr0QCIGggxDhTgV199dVJwKujTObGYaMQCf/t6sI9kBAhQTLpVolsmicPGa3a+0myRo0ETNaS6hlb3P4OGXNfQ6+kYUDFsdEvxtNNOSwoSDWmfjonF1CNew95om+p8mo4x1KKGAAFSpIe39rS6mtZVD3szSZM4JQ4nrwe6muyptIaSz1W6Qnz99de9W1n+sdEtLnX0K0lfDQ286W8vXRN0RQ0BAjj66KOPkoZ1V4WuZqfpHs5d08Zq+tjEwNL0sppmFtuoubWaXdsTi6l5dqo09L/G5tI21EMeBSNAgBLQbaMXXnghadpbdYDT/fKS3vJYvny5admyZdIw67pl1q9fP7soEsyePdvrCJoYuOoomkrzW40OrNdpjK5p06bZq/E/BAiQBnqo3bRp06SH2hqS4/3337eL7pD6bHTq1Gm7h/bt2rXL2kP7MPr444+DoUe06ApRzXB31JJq4sSJQedFDfSIwhEgQBpp8D/N8ZF49nvRRRd5gwUWx6hRo7ab5/zaa681CxYssIuiGDT0iYYgSbxCVHNcDaZZ0BWiephrkiuV0wCbGi0YhSNAgAx4++23vWHJ/UpLt0KaN29eaMe+efPmmcaNGycFR40aNcxnn31mF4UDDcao3uSJw8arZZX9cLxXr17B+g4dOiStw/YIECBD1Az08ccfDx7GatHQIq+88kowtMiaNWtM27ZtTfny5YMylStXNt26dWO8pQxQr3JNJJYY1JpoTM859F34k4CdcMIJWR24MSwIECDDNFWrHsomDm6oCur+++9PmrVQrYfatGljVq1aZW8CaaYOgn4fDy26Mkm8dThs2DD7JSgAAQKUkgkTJpgzzzwz6ezXXxo2bGjmzJljvwQZpGcg6uuROLGYFj145+qjeAgQoBTptlTPnj29VlWqrNT5jbPd7FKfD902TAyR6tWr870UAwECZIFa9+g5h56TILvU8s0PjkqVKiUFSYMGDUI/sVgmESAAYkvDoPjPPnQVoudPaollP5tq3bp16CYWKw0ECIDYeu2114Kg0BWhTy2yNLFYYus4TSymMpkaNj6MCBAAsaShYvze/upzU1AwFNQ/RxOL0T8nHwECIJY0zpgCQc2rx44da69Oouckp5xySlKQMEIAAQIghjTCsT9IpWaYLA5doXTu3Hm7Mcoee+yx2I5RRoAAiB1/ePwKFSqkfBWhicVatWq13SjJffv2tYtGHgECIFaGDBkSVPwa4dgV87QQIABiRPO3+LM6Hn744Wm59RTnmSIJEACxofnk/Yo+nRNzxXWuegIEQCz88ssvQQWvW02ZoInFbr/99qSJxerWrma+GDPYLhoJBAiAWFDF7t9i+vLLL+3VaTV16lRvYrG9K5QxdaqXMS3qlTFD/vNns3zRt3bRUCNAAETelClTgquCW2+91V6dMR8PGWDuaVTFPN2kjOl0exnT5c5yZmy/Fmb92oInFgsbAgRA5NWpUyd4LlHaD7c3bVhnJg9pb7o2r+CFiJaeLfcz00e9arZuyZ9YLKwIEACRNmDAgOB5xHPPPWevLjVrlv9kPu12venUtGwQJAPanWgWzhhhFw0NAgRAZK1bt85UqVLFC4+jjz7am0Qq236eO94MfLJmECJaPu54hVm5dK5dNOcRIAAiq3379sHVx+DBOdQSautWM2tcD9Or9cFBiLx+1x/MxIEPmI3rV9ulcxYBAiCSFi/6yRuqROFx8cUX26tzgsJi0sAHvfDwg6TXfQd54aKQyXUECIBIerZtE3PSYWXMAXuXM99+m9vNZ3X76pOOVybd1tJtriVzx9lFcwoBAiByVPE+0qis+dt5Zcwr/7rHXp2zFs781HuwHgRJ07Lm065NvAfwRUkMnqKWdEv/FgEgm7ZuDR5Sd2leyfy+Olx9LtS0d/rojl5TX7/iVxNgNQXevHGdXdxjB0VhS7qlf4sAkEV6fuBXmOprEVbqbKhOh+p86O9PnweqeFcptkwFxI6U/jsCQIboobQeQqsyHfDPk0LfUU+WL57hDYPih4SurmwECACUkJrB+pVpQWfqYTb/q8Hmw5fqmblfvGWvIkAAoCTUkslvDqsWTXFCgABACag3tyrR15uVN6uWfm+vjjQCBAAcaTwpvxLVbay48fe9qCUTMrNVACglelDu953Q0CBhGgokXeywKGjJhMxsFQBKiZrq+pXkrPE97dWxkMmQKErpvyMApIn6SvRsVcmrPL3mrSEYPyoTCBAASJE62nmVZ9Oy3jDpcUWAAEAKfls0PeilrfGi4owAAYAU+L2zuzXfY4eDDUYdAQIAxfTDV+8HleaXQx63V8cOAQIAxbBl0wbTr201r8LU4IKFjVAbJwQIABTDVx8/G1SYcycPsFfHEgECADuwfs0y071FRa+yHPzcefZqlDICBEBoLFv4jRceXe7Yxfz641R7NUoZAQIgVH6aMdwsmTPW/jOygAABADghQADkBP9B8I4W5A6+DQA5wQ6KwhbkDr4NADmBgAgfvi0AOYEACR++LQA5gQAJH74tADmBAAkfvi0AOYEACR++LQA5wW5tVdCC3MI3AiAn2GFR0ILcwjcCICcQEuHDtwUgJxAg4cO3BSAnECDhw7cFICcQIOHDtwUgJxAg4cO3BSAnECDhw7cFICcQIOHDtwUgJxAg4cO3BQBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADAyf8DZB2aGBeZptEAAAAASUVORK5CYII=)
PN: 4H54-3-Y2
CAS: 1692-79-1
Molecule Weight: 274.243
Formula: C12H13F3N2O2
PN: 4H54-3-96
CAS: 62054-71-1
Molecule Weight: 288.27
Formula: C13H15F3N2O2
![4-Methyl-1-[2-nitro-4-(trifluoromethyl)phenyl]piperidine](data:image/png;base64,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)
PN: 4H54-3-97
CAS: 392237-31-9
Molecule Weight: 288.27
Formula: C13H15F3N2O2
![1-[2-Nitro-4-(trifluoromethyl)phenyl]piperidin-4-ol](data:image/png;base64,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)
PN: 4H54-3-88
CAS: 702650-29-1
Molecule Weight: 290.242
Formula: C12H13F3N2O3
![1-[2-Nitro-4-(trifluoromethyl)phenyl]piperidin-4-one](data:image/png;base64,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)
PN: 4H55-3-0M
CAS: 1096951-87-9
Molecule Weight: 288.226
Formula: C12H11F3N2O3
![1-[5-Chloro-2-nitro-4-(trifluoromethyl)phenyl]azepane](data:image/png;base64,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)
PN: 4H54-7-14
CAS: 646456-34-0
Molecule Weight: 308.69
Formula: C12H12ClF3N2O2
PN: 4855-3-01
CAS: 30377-62-9
Molecule Weight: 234.178
Formula: C9H9F3N2O2
Melting Point: 54-56 ℃
TSCA: Not listed on TSCA inventory