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vs0KFD46KiodFjeg2anR4jQAAPAiQ+VCldWSlKFyCjR48ON9gRI0bERUXjhRdeCK9BryVGgAAeBEh8qFK6slKULkBKqQbyxhtvxEUECOBCgMSHKqUrK0XpAoQ+kOJAgCC3CJC0H+UkXYDMmjUr3GBvueWWuKhoaH8QjcKaN29eXESAAC4ESHyoUrqyUpQuQERLuHfU1sdFqn379rbZZpvFhwMCBHD4PBEgIxNvnGUpAuT1RIBMJEDKRm0BctBBB9m+++4bHy4aO+64o7Vp0yY+HBAggEOvRIBsnnjjzE4RIL9JBMjpBEjZqC1AunTpYo0bNy7IPdBr8+WXX4bmq5tuuikuCggQwOHORIDojZNqs51dEgFyDAFSNmoLkOHDh4drRZ+LzUMPPRR+91RzQIQAARwIkJpDIl1ZKaotQBYtWhR29jv99NPjooJ32GGHWYsWLWxlDRukESCAQ7kHCKrUFiByyimnWPPmzW1xqg3ICtTUqVOtUaNGdu2118ZFlQgQwIEAQVImAZLcVOpvf/tbXFSwzjvvPGvSpIl9+umncVElAgRwIECQlEmAyB577GHbbbddjc1BhWTatGnWtGnTWpehJ0AABwIESZkGyOOPPx6umd69e8dFBUd7gKyxxhr28ccfx0WrKOsA0QuvSboygABBUqYB8v3339v+++9vG220UcpZ3YVCCz/q2r766qvjoh8hQGqQrqy6JUuWhA1XdtppJ1tzzTVt0003taOOOirlypUoHeUeIBppddppQ23lyu/jIkZhpaEFCbU/+mmnnRYXFYSZM2fa5ptvbttuu21GHf4ESA3SlSV99913duCBB4Z2Qi2atnTpUvviiy9s2LBhYR9klC4CpFfipjHKhgx5Py4iQGpx1VVXhWtnwIABcVFeKQxat24d+j7GjRsXF6dEgNQgXVmSZme2bds2PowyQID0slmzFiVe5wCbO3fJj8rKSbYBsmzZsrC0yVprrZXxjToXzjzzzHBN33///XFRjco+QNJ91GbXXXe1sWPHxodRBgiQipAYOPBd69FjTMqycpFtgMj06dNtyy23tE022cSmTJkSF+fcZZddFq7nyy+/PC5Kq+wDpCbpypLU5zFnzpz4cNlRU16nTp3CRaSOwnJQPUA+++yzUPVPLlVRTgGiPpD27YfYO+/M/FFZOdANdJtttrENNtgg1Cyy8fbbb9v6668f+k3ff//HTYG5oN8/WfPQ52zfv7r+9bWaM1LMar/bp5AuJNKVJREgZkOGDLFf/OIXlbW2Vq1a2WuvvRafVnKSAXLllVfa2muvHRac04c6R3fYYYeyCRB5++0Z1qHDkMoO9XIJkH/9619hbkfy2m/ZsqU9++yz8WlpTZw4MYzK0pLvL774YlzcoNRhrgefZM0jm/BQ8KipS7+3p+ZSaGq/26eQLiTSlSWVcxPWO++8E9bJ0d9p++23D0/fffv2tY033jgc69ChQ5iMVKpOPfXUyhuHwuLNN9+0Sy+9NMzc1fIPChHVzEpVHBLdu//LBg16L2VZqdHM7BNOOCH822vE0t///vewZe0vf/nLcExNWql276vJBx98EK4Xjc7S5k3Lly+PT6l32udcv7s6zLPp85BRo0aFe59eq5aqHz9+fHxK0an9bp9CupCoXqaLY/fddw+dXvvss0948pAbb7yx7DrRtcPaueeeGy72dddd1/7yl7+sUnWfP39+eBrRJCQ9mWuIs4Y6l4q33nrLDj300HB9aIE8vRGr+/DDDytvJGraUA2tFMUhMWfOktChPnv24h+VlYqFCxeGZlq1POhD/61jSRqFefPNN9vPfvaz8CBx0UUX2dy5c6t9h5otWLDAjjvuuHDdqD+lptVv60oPdZokqJ+j6zSbm7/WxmrXrl34WvXfPPbYY/EpRavmJEgj0wDR06ZuDBoXrT+a2ixFN0ZNDFL7v4bx6kaqfyAN49VNpjrdeLQqZ7HSU9Ff//pXW2+99UJ4nH322Sk7kJPUMagnc/0dtZrnoEGD4lOKytdff21nnXVWeO36G9xzzz1pnxSff/75UDPT61dNTe3dxezDD2clbjbTK/8/VUg88cQku/ba0auULV++MhGyUxIPFsVdG9Oe5npi17/n//7v/6ZdH+qrr74KK++qJqq+kQceeCA0+WRi4MCBtuGGG4afo5u17hv14ZNPPgn9FKpx6OFOkwQzfbDTPiYaeqyvbdasmXXr1q2o72Wp1JwE9UhNEk888YTttttulccUKtddd12oguoPrFEV8URC/bH1RFKsqa2nbO1Kpov6V7/6VWi3zZTadTXJUl+rUK2vN0Su6KFA/R2qbWlToM6dO4daWCb0taqh6WsVPKq5Zfq1hUI1CjVPtWrVO0wcTEoVIOoDOfXUJ1cp+/LL+eFrDzusf2jiWrGi8NeBqk4T/w444IBw/aoVIpsJwhqiq3li+lrdM/75z3/Gp6SkftWuXbuGGq6+Vv2KPXv2DIM1sqHNoPr161fZ1Kx7kOas1bY8SZL6RPr37x8emPX1qrl8/vnn8WklocEDRH9Afejp89///ndcXCtdeBqdo+9RLO2GH330kf3P//xP+J233npr+8c//hGfkhE9qeuJXSNOdCPVaA890Rc69euoY1Sv/ze/+Y29++678SkZUU1NNbZk7UU1uXS1l0KwbNlKe/jhiYnQ72f77tvHbrvtNXctYvLkbxL/5sNCsJxwwuDETfnL+JSC89///tf++Mc/hoERqkX06tUr41pE7NFHH7UtttgiXEdqplJtIBO6bm677bbKmqw+dD2eeOKJoa9EN3c90Oreos/6/xtuuCHc6JMPbfrYaqut7JprrskqgNS3q7kq+vq99trLXn755fiUktLgASLJJixN8/eoPnJB1duOHTvajBkz4tPyTuv0aFx4sh9DF2um1d109PStJ3g9yWtvhDvuuCProY+5oE7NI444Irx5NMLsySefjE9xUc3t17/+dfi+qrHG/SeFYsyYz6xt24Hhht+58/DEDS+zdvzajBjxsR199GPh+1566QibNm1+fEreqR9DE4ST/RiXXHJJxv0Y6agVQvtqqAlILRVqQspmi1tdO7feemto3UjWCGr6UCuIrl/10aoGlc3oKtVatHeJglOjwx588MGiWD24rho0QPT0qKqbAkRtlGqKqgtVUS+88MJwga6zzjrhwtCFm2+6UHTB6MLRBaS+H11Q9U1P8ocffnjlE1W2Qx8bim4UF198cfh30Q1EN5KG+HdRTU4d7E2aNLczzrgjcW0VxsJ6U6fOCYGhG3y7do+HIKlv33233Hr3fjNRC+9r++/fJ1EzfSNxcy2Mhwg9KCSHpB955JHhQaK+qRagGoR+xmabbZao5T2c1Q0+SYNV1A+jmoFqIGPGjAn/712kUQ+IelDUA6MeHPUAqZ9RLho0QNSBpgtLbZJq06yvobuaPJQch61ajTrf80UXokZ/6HdR1dXTTJet6kMf9cSUzdDH+qSaoTb6UVOFglMdoGrCaEjqT7vzzv6Jm+hd4UZ6113/TjyR1n9YZUJNU2qiUlOVmqzUdKUmrIY0Y8a3iafwUSGs2rR5JHHtf2CO+2i90JB0NVHqOkwOSW9ouuEn32/77bdfTt5vNRk8eHBootbvoiZrNV2XmwYNkIb29NNPh41m9A/429/+NozoyhU9Ef3hD38IP1tVY7Wjep6IvOKhj6oB1EeTQab09KbOUb1+dZY21PDJmsycudCuueafts8+vRIPE5pPMDnlCrcNQT9n8OBJiZvnw6GjW53l6jTPpYkTv6rseNdn/X+uqElVI5PUpKqBDhoskcsmVdX4+/TpE0ZdJWv8WuIkVzSgRYNidO1rkIyWcS9XRR0gohupOszUN6AL+vzzz0+8mWfHp9WbuE1Woz6yaZOtb/HQR9UIvJ2WmVB1X8Mx9eZRB6dqmfmkpUD++Meh4UaqpUEmTGjYG6k6sk888R/h53XqNCxRG655SHZD0/OKaiCqiej3Uc1ENZSGogEMd999d+WQdA3PTjckvaGp2elPf/pTaDpSK4c6whtyEqpea/Uh6fpbFPqgjoZW9AGSpOUFNK9EN1J1tt933331/o+rgQDqx9HNU6NCNEHIQwGnESV6ik9+6HvVJfhUA6g+9FHfsz5p4pc6MJOTwTQ6pfpksHzSjfTZZz+0I46ouJFeddVI++9/6/dGqo7rP/1pRPj+6tDWHI1Cob4Q9YmoSa9VqzsSD1QPZbQnRTb0lF19SHohDSvXXLOjjz46/G7qI/OOeqxJPCRdta9iG1beUEomQJK0NMbBBx8cLqadd97ZRo4cGZ+SNY1L1xBifU8tRZDpuHRRDUlzOlRT0V4nyTVwavpQuX5Wly5dQptytjeC6kMfjz/++IyHPqajJSeSk8G0FEW6yWD5pBtpz57/sQMOeDARpn0TtbFxtmRJ3R4i9D3vvVdzGh4MHdi9eo0PHdqFSCF35pl/SdzkfhYmoWor2LqKh6Sr3b9QaXSeRunpd9WovWzmXdXkueeeqxwOrP4e9fugSskFSJJGfWkct/7hf//732c8Cag6NQ9pAlGyVqOhxJk2DynIzjnnnDCHQ7+DvofGhev73XLLLaHPRJ3hqinos/5fo8pUi9KyL3rS0ddpdIfaeF966aX4R9RINQPVEFRT8Ax9THr99dfDigH6PbT4XXIpmkI3ffoCu/zyF0Nt4cgjH7VRo6pCVMcy3RHw+eenVDYPde3asM1D9UnXih6e9O+mh5YJEybEp9RKI4mqD0kvlqV14pUf9B70NLNpJJlGlOlvWJ9D0ktNyQaIJGe7ay0u3Ui1AqzWzqmNag26yWuosDqoNXQ409WDNdIsORdCN3A9sWtdp2yH9umGr6cf9W/o90jexBWMmfIOfVSHpFbHVQelOip79+5dlGPax42bbn/4wz8SNdK+q6x4m8mOgEuXrgi1jlNOGWJvvdWw/SoNQTfSe++9NzzA6OFFDyZq5q1NPCRdcxsaYkh6Q4vXnrvrrrsy6ujXQBTNYak+JL0h+1WKXUkHSJK2yz355JPDjVSThbRMQU030qeeeioMDda5bdq0yXi/Ac0Q181ebzrVVrp3755x6NRGT35aFyg54ky1Ak10ypSGPiaXz9bQR9UsUtEbRZOo1CGpN5BWyfWOjy8UCo7qO/8pJDLdEVALHaaqqRQT9av93//9X+UkVI3cq+lGquZe1ZJ1nWhIen0Nu88nraWWXJJEzVtaay0VtSxo1nxySLpm0zf0kPRSUBYBkvTqq68mbhJ7h4sp3n/jvffeC0OBVaYb9TPPPFPtK9NTH4eWY0/edDOp5XhUH76oJyst1FbTzSCmr1VNIjn0UTWM6kMfVUtSB6Rev2btqmOyFCVDotx2BNT1nZyEquad6te3Jvsma826PnI9JD0XtGRJTde3mmarD0nP5uGs3JVVgIhupNX339Boqvbt21c+od1+++0Z35RFQwfVRKCOtlyNTFGtILmvhoIwmzHw+trk/huqaWh9reSY9nRPaKUiGRLluiOgnrDVNKN/bz0wadi7hqTretCxQlndoCGohq33a7KGrfdQcuVrDRLJ95D0YlR2AZKkPgmNdNLTuC6gTNuIkxREWp9KX6t+Bk8ndV2pP0QdnBpanO3oED2B6UlMv7/eTJm2ERe76iFRjjsC6lrRA5P6+NQvqH9/LX+um6f+W5selbpkH59erx7+4v1JkLmyDZAkjVLRKItsJcNDHez57GDWEGPNhFdnqWfYogJUnY3lIg6JctoRUBQg6hgXDdFVn5+o/6NcAiRJ7xv1c8Kv7ANEY9w1tyMbqgYnw6MQaBMqvRk0cibbvgsFyBVXXBEfLllxSJTDjoDVVQ+Q6soxQPTgqNYD+BEgWQaIOsxV7dWFl8+aR0yjxTT6S/0Y2QwZLvcAkVQ7ApYqAqQKAVJ3BEgWAaI+EnW+q8M8H30etVG4aXSWBgZkigBJvSNgqSJAqhAgdUeAZBEgmuehDudcjbby0N4EuhEMGDAgLkqp3AKk3BEgVQiQuiNAMgwQTarSzVZDYAuZZiBrvwT1h2QykZEAKS8ESBUCpO4IkAwD5He/+13oY2ioSYL1SSvzKhi0gGNtCJDyQoBUIUDqjgDJIEC0MKJutFqepFhobL8mTNW2kBwBUl4IkCoESN0RIBkEiOZJaGHETJqECoVWYNUNQZttpUOAlBcCpAoBUncESC0BopV5NUlPq+oWGy1zomG96ZRbgKQbaZWurFQQIFUIkLojQGoJEO2toDdWMe4H0LNnz/C7pxs1RoBUSVdWKgiQKgRI3REgtQSIOqI1t0L7BBQb7QdSWzMWAVIlXVmpIECqECB1R4DUEiBaK0tLwBerli1bhqW6a0KAVElXVioIkCoESN2VfYAcd9ypts8+h8WHK2n5a21DW6xOOumksEd6TZo129SuvvqG+HDJUkik+yh1xyQCpFuKAPlPIkD2TQTIuDIKkHaJAOlKgNRJ2QfIuef2t2OPvSs+HGg3Nz2VaRe3YqW9rFXLqGl9rB13vNLuuOO5+HDJShcS6cpKxUeJAPkyRYAsTATIpMS1vrCMAmRKIkCmESB1UvYBcvHFz4d9s1OZNGlSCJBi3mhGu8vpNUyePDkuCvbZp5fdc0/57MCWLiTSlZWMRIBYigCxRIAkLhSzMgoQ0zYOBEidECBpAkR7h+vmO3To0LioaGj0mF6DZqenQoBUSVdWMgiQKgRInREgaQJk9OjR4eY7YsSIuKhovPDCC+E16LWkQoBUSVdWMgiQKkUeIL3OXi3lRy7l9qcVoHQBUko1kDfeSB0SBEiVdGUlgwCpUgIBkm/5/w3yLF2A0AeCkkOAVCFA6iz/v0GepQuQWbNmhZvvLbfcEhcVDe0PolFY8+bNi4sCAqTMECBVCJA6y/9vkGfpAkS0hHvHjh3jw0Wjffv2ttlmm8WHKxEgZYYAqVICAZLqI5dy+9MKUG0BctBBB9m+++4bHy4aO+64o7Vp0yY+XIkAKTMESJUSCJB8y/9vkGe1BUiXLl2scePGBbkHem2+/PLL0Hx10003xUWVCJAyQ4BUIUDqLP+/QZ7VFiDDhw8P/SD6XGweeuih8LvXNAdECJAyQ4BUIUDqLP+/QZ7VFiCLFi0KO/udfvrpcVHBO+yww6xFixa2cuXKuKgSAVJmCJAqBEid5f83yLM//3mUdeo0LD68Cq1e2rx5c1u8eHFcVLCmTp1qjRo1smuvvTYuWsWvf90vUVOpeb8QlJhDDzW75pr4qNn775uts07F53Jx+OFmRbwSNQFSABYtWmZz5y6JD68iuanU3/72t7ioYJ133nnWpEkT+/TTT+OiVXz99SJbvrzmGgoA1KTsAyRTe+yxh2233XZpm4MKxbRp06xp06ZFvQw9gMJHgGTo8ccfD7WQ3r17x0UFR3uArLHGGvbxxx/HRQBQbwiQDH3//fe2//7720YbbVTjrO5CoIUfFXRXX311XASgyM39arL1u3Adm/7h6LgoL8oyQLRo3mmnDbWVK7+Pi9IuqKcFCbU/+mmnnRYXFYSZM2fa5ptvbttuu23aDn/v60eJ0APQJZeYbbWVWZMmFZ8vvdSshk3HSkqRv/bn7j7CHrrwZ7Zo3n/jorwo2wDR6KshQ3484qS2G+hVV10VnvAHDBgQF+XVihUrrHXr1qHvY9y4cXHxKury+lHkFi0y2313M/WPffSR2dKlFZ+1XM+ee5qlefAoekX+2j9/59kw8uqt5wtnh9SyDZBZsxbZMccM+NEIrNpuoMuWLQtLm6y11lq13qhz6cwzzwzBdv/998dFP1KX148i17272dFHx0cr6Pj118dHS0cRv/aVK5bZoGu2t4Fdf2Erln8XF+dN2QaIDBz4rvXoMSZlWTrTp0+3Lbfc0jbZZBObMmVKXJxzl112WQiPyy+/PC5Kqa6vH0Vsl13MXnklPlrh5ZfNdt01Plo6ivi1v/3SnaH28elbhbU3UVkHiPoA2rcfYu+8M/NHZbV5++23bf3117dNN93U3s/T5Cs1WyVrHvqsjv5M1MfrR5Fac02z2bPjoxV0vFmz+GjpKNLXvmTB19bvoub27F8Oj4vyrqwDRN5+e4Z16DCkskM5mxvoxIkTw6gsLfn+4osvxsUNSh3m6vNI1jwyDQ+pr9ePIlSkN9F6UaSvfcwjZ1mfcxvb7C/fiYvyruwDRLp3/5cNGvReyrLafPDBB7bDDjuE0VnavGn58uXxKfVO+5xrtJU6zDPp84jFr7Eurx9FpoibceqsCF/7rC/est7nNLJXBnSOiwoCAZIwZ86S0KE8e/biH5VlYsGCBXbccceF2sCee+6ZdvXbutAMc00S1M/55S9/aePHj49PyUj8Guv6+lFEirgjuc6K8LU/ffuh1v+S9W3JwllxUUEgQH7wxBOT7NprR69S9t13y+3jj2uo8qYwcOBA23DDDcMNvl27dvbWW/WzSOEnn3wS1rZSjUMzzDVJcMmS9Ot3pZPp60cJWrjQbLfdKoauagDIsmUVnzt1KoqhrHVSZK996vjBoeP83X/eExcVDALkB+oDOPXUJ1cp0ygl/f8VV7xk06cvqHZ2zebMmWNdu3YNS8ArSFq1amU9e/a0zz77LD41LW0G1a9fv7Aku76PFkbU2lbZLE8yefI3YaXhI498dJXjmb5+lKi5c7WPgdkWW5g1blyxxLsm1xXJZLo6yea133xzRVlN/SYNaPmyxfbYVS1scLedEu/Nhm8W9yrLAMmUaiD33z/ODjjgwfDxwAPjEg8pmf1jfvPNN3bbbbfZ9ttvHwJAHy1btrQTTzwx9JX0798/8dT/hI0ePTp81v/fcMMNoYlqp512qvyarbbayq655pqsAkhNURqe26pVb/vNbx62p5/+MD4FQG3UpNWokdnPf252332Ju3pm7/368PKQHqH2MW3SiLiooBAgGVDto0uXl8LTuZ7mhw//KD4lLY3WuvXWW+2oo44Kw36T4ZDqQ3NLjjjiCLvxxhvD0inZjK5atmylPfzwRDv00H627759Ej/z1cSDVeFMOgKKzptvmh18cOJOmbhV7rxzxcZbDezLadPsoF3Wtru7HhMXFRwCJAvjx0+3k09+IgTJGWc8Ze+9VzV/IhvzE9Vl7dPx8ssvhxrImDFjwv/XZZHGMWM+s3btHg+/23nnPWtTp86JTwHgNXBgxbpZCpK2bc2yaErOVocOHUJf59Sp+Z+kXBsCJEvqK9AaUocf/nDYDrZbt9H2zTeL4tNy5pNP5lrnzsNDcLRtOzAECYAGoE72664zW2sts6ZNza68UkMw47Pq5LXXXrPVV18941Ul8o0AcVqwYKndeedY22+/PnbIIQ+FbWHVhJQrapq67bbXQlOVmqzUdJXLnw+UrS++MDv55IrayCabmPXrp/0e4rOypuZqDbrZeOONQytFMSBA6uizz+baBRc8F2oAxx470EaNathq54oVK23w4Emhc1yd5JoEqE5zADn26qsa0lgRJIkbf6L6EJ+RFY26VD/ogw8+GBcVLAKknrz66ud23HGDbOutz7A2bdrau+++G59SZ6NGjbLDDjsvhFXHjsPs/fe/iU8BkEva4rpvX0tUGyqCpEMHmz9tWnxWrTQZWQNs9k4EUjFsm51EgNSj5ctXWs+ej9q6665rjRs3DpP/Zs2q+wzSqVOnhomJFUOB97NnnimcZeQBWMU8ki5d7IU11rAD1l7bunfvntVk3yuvvDL0fbxS01IrBYoAaQBff/21nXXWWWF9rPXWW8/uvvtu1xpZeirRBlaagd6sWTPr1q2bLdKmOAAK0tdTptixxx4bHvZatGhhgwYNik/5ET0g6j2uOWDFhgBpQFrK5Fe/+lW4mHbccceMV+xVZ5omFibnjOjC+vzzz+PTABSol156qXJC8KGHHmoTJkyIT6nUtm3bsEFdMb7HCZAcGDx4sG299dbhYjrmmGPsI22jWYOxY8eGHQ917l577VV0VVoAFdTqcM8994R9g9QaoT171DpR3ciRI8N7Xa0LxYgAyRG1h/bo0cPWXnvtMElI47yrD9XT2lennHJKaAfVHiMaiVFMnWkAUps9e7Z17tw59Is2b97c7rjjjrA1tjaE22WXXcJyRcXaNE2A5JiWZFdQ6KlDQfHAAw+EDreaggVAadDIzMMPP/yHwTAtwyAb/bdW8S5WBEieqKlKk4aSa2DV1rQFoDQMHTrUttlmm/C+V+f55MmT41OKBgGSR+os13a46usAUD7UpKXmao2u1FYNF110kc3VUvNFhgDJM1VltZshgPIwadKk0B/SsWNH++qrr+z000+3Ro0a2QYbbBCatNU3UiwIkDwjQIDy0rp1a1tnnXVsxowZlce0DfaBBx4YmrV22223sEp3MSBA8owAAcrH008/HUJCm82l8uijj9oWW2wRzjn++OPDdtaFjADJMwIEKA9Lly61bbfdNnzov2uiIb3XXntt6B9RJ/vVV19t3377bXxaQSBA8owAAcqDah2qWagWkgltY60tsPU1m222mT388MNZ7VCaCwRInhEgQOlTf4f6PdT/kS3tWLrnnnuGINlvv/3sjTdej0/JGwIkzwgQoPRpxJVGXmkElodWpejTp49tuOGGttcvVrcn7j7VFs2dHp+WcwRInhEgQGkbP358GKZ7wQUXxEVZmz9/ng2470/Wp/Ma9tAFP7UJw2+wFcu/i0/LGQIkzwgQoLQdfPDBYcKw1sSqL/NmfGjP33u09Tp7NRvQdRv75M0n4lNyggDJMwIEKF1a50p9Fz179oyL6sW0916wQdfuEILkmTt+bbOnvR2f0qAIkDwjQIDStGTxIttm663CirsNObt85Ypl9s7Iu6z/xetZ73N/Yi8/eo4t+TY3210TIHlGgAClafTgbnb8fqvZ2JdHxkUNQqGh8FCI9Lt43RAqCpeGRIDkWcsDEwHSkQABSsm3sz+3vuevZSPubxsXNTg1Y6k5S81aat5SM1eSjqX68PJ/JepFy9sTAfIIAQKUkpF9TrIHOze1+d9MjYtyRh3r6mDvfU4jWzj3y3CsLmGRSv1+N2St5eOJAHmRAAFKxVdTXrFe56xubzx5ZVyUcxriO/OTqomHBEiJIUCA0vH99yttyI172yOXb2rLliyIi/OOACkxBAhQOia/+mC4SX/4Wr+4qCDEfR/0gRQ5AgQoDUuXzLe/X7axPXlTK1VF4uKCUJewSKV+vxuyRoAApeH1Jy4PfR8zPn4tLioYBEiJIUCA4jd/5pSwPtWovh3iooJCgJQYAgQofi/cd4z1vWBtWzhnWlxUUAiQEkOAAMVt2qQR4cb85rM94qKCQ4CUGAIEKG7DbjvYHruqhS1ftjguKnkESJ4RIEBx+3TiU/bNFxPiw2WBAMkzAgRAsSJA8qz18NZ28diL48MACkg88a6uE/BKBX+BPFv5/cr4EIACQ1ikxl8FAGpBgKTGXwUAakGApMZfpQCt1ot/FqCQxH0f9IFU4C+QY0tWLLEeb/awnQbvZGs+uKZt+simdtTzR9no6aMrzyFAgMJCWKTGXyWHvlvxnR341IF2xr/OsElzJtnSlUvti2+/sGGfDbNDhh1SeR4BAhQWAiQ1/io5dNNbN1nbEbXvkUyAAIWFAEmNv0oO7fqPXW3sjLHx4R8hQIDCQoCkxl8lh9TnMee7OfHhHyFAgMJCgKTGXyWHCBAApYQ7VQ7RhAWglHCnyqEbJ9xIJzqAksGdKoc0B2T/oftbpzGdwjDeZSuX2bSF08Iw3kOfPrTyPAIEQDHgTpVji5cvtuvGX2c7DNrBmj7Y1DZ5ZBMmEgIoStypAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcPl/aeM1Ks3YjvsAAAAASUVORK5CYII=)
| Product Number | 4H39-7-35 |
| CAS | 266337-54-6 |
| MDL Number | MFCD00221265 |
| Molecular Formula | C14H10ClF3N4O3 |
| Molecular Weight | 374.7 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory