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Mnq3LmzzJ8/3+zm2caNG+Xee++VXXbZxfW7tPbbbz957rnnzG5AaBAgiLw1a9bI9ddfL9ttt51rEtc6/PDDZcKECWa3vCkrK5PevXvLNtts4/rdWscff7x8/PHHZjeg6BEgiLTHHntMGjVq5Jq0tXbbbTd54IEHEmdSFcKnn34qJ510kms7tPRixQsvvDBx8SIQFgQIImnKlCly9NFHuyZqLT1T6oorrkicORWEsWPHyv777+/aLi29eHHYsGGJixmBYkeAIFK+/fZbOf/88xNnPJmTs5aupvvFF1+Y3QpOL0a87bbbZIcddnBto9aBBx4or776qtkNKCoECCJBz2i69dZbM07Iv/3tb+W1114zuwVOl4P/61//mrhY0dxmrdNPP11mz55tdgOKAgGC0Hv++efl17/+tWvy1dp5553l7rvvTpwRVcw++OADadmypWv7tfQix/79+8sPP/xgdgMCRYAgtEpLS+WEE05wTbhaesbTRRddJMuXLze7FbXHH39cGjdu7Ho+WnrR46hRowp20B+oCgGC0Pn++5Vy2WU3lP9lXts1yWqdeOKJiXAJK72I8R//+EfiokbzuWkddthh8s4775jdgIIjQBAaP/+8SR55ZKIcfPB5svPOR0jt2unLkOjXWC+88ILZLbTmzZsnnTp1cgVIsvTftA0QFAIEofD++wukY8en5ZBDbi0Pih6y++5tZIcdmsrWW2+XOHCuB9CjujSIftr4/e9/7woQLb048oYbbkhcLAkUGgGCojZ//g/St++r0rz5yEQdfvhwOfDAq2WvvTpLw4YtpUePyxKn7kadHvfQ4x+ZFn/U4yZ6/AQoJAIERWnNmp/krrvel6OOGlURHslq1mxw+aeR22X69Pid3qpnYl1++eUZl43XM7n0jC6gEAgQFJVNmzbLiy9+Lqec8qgrOLTatn1cxo8P/kLAoOm1IWeccYYrQLT0mhK9tkSvMQH8RICgaEyf/p106fK8KzS0jj76Abn//g9l3brivp6j0P773/8mrlo3Q0RLjw3p1e7JW/AC+UaAIHDffbdarr32TVdoJOvqq9+QRYtWmd3wC71I8q677kpcNGmGiJauu6XrbwH5RoAgMOvXb5SRI6dKy5ajXaGhdc45z8m0adE/QJ4vupJvr169Eiv7miGipSsBf/LJJ2Y3wDMCBIF49dU5cvrpY1yhoXXyyY/I889/ljgeAnt6b5FsV+hffPHFobtCH8WJAEFBzZy5VLp3H+cKDa0WLUbJnXe+J6tW8Z19PujdDvWuh2aIaOldEu+5556iXyMMxY0AQUGUla2TQYPelj/84d+u4NC65JJXZN68FWY3VJNeXKn3X9f7sJshoqX3bX/99dfNbkBOCBD4asOGTfLwwx/Jccc95AoNrfbtn5Z33/3G7IY8W7RokZx33nkZ75Ny5plnypw5c8xuQFYECHzzzjvz5KyznnSFhtbxxz8kY8aUysaNxb2y7DfffCNff/21TJs2TUpKSuTNN98sD8SHK0r/W3+u/67ttH0xmzx5shx11FGuANHSixOvuuqqwO7UiPAhQJB3c+d+Lxdd9B9XaGjpV1i33jpBVqxYb3YLzLp16xJXb+v906+99lrp2LGjNGvWLLHOlDnJ5lLaT/vr4+jj6ePq4+vvKQabN2+WRx99VPbcc0/XtmvtvvvuMnr0aJaNR5UIEOTNypU/yuDBk+TII93Lj2j16PGSzJ4d/Nk/emHdhAkTZNCgQdK6dWupXbvyZeHzXfp79Pfp79XfH/QFfqtXr5YBAwZkfP7NmzeXiRMnmt2ACgRIBJkTt9bw4R+azTIy+1ZFl1l/+ulP5YQTHnb11TrzzCfkjTfmmt0KqqysrHwfDJc2bdpI3bp1XZNlEKXboduj26XbF5SvvvpKOnTo4Nq+ZJ1zzjlF/9UcgkGARJA5gWu1ajVali5dazatlNk3mylTFspf/vKMq4/WMceMlgcemFb+l/bPZreC0L/w9Qrs9u3bZ/wrO1PpelK6RIiuN6XrSmldf/31MnDgQLnjjjsSxz/0f/W/9efJNtpe+2W6x3mm0u3T7dTtDeqTiR7L0a/ezG3T0rDT51osX8OhOBAgEWRO5MnS02hzYfbL5Pbb33W11TriiJFyww3/kyVLgrlHxdy5c6VPnz7SoEED10RYWTVq1Ei6du1a/nxul3Hjxslnn31W/qmqeqGn/fVx9PH0cfXx9feYv7uy0u3W7dfnUWi63SNGjJCGDRu6tktr7733lieeeMLshpgiQCLInNCTpQewv/ii6q9KzH6V0es6NCjMtuedN1ZKS5eYzQtCJ+xu3bolrrY2J77U0ntq6N389KsjXdW2kPT36e/V35/p3h7J0uehz0efV6GtWLFC+vbtK7Vq1XJtl9YxxxwjU6dONbshZgiQCDIn9dTq3Xu82dzF7FMZ/Voq9ZjHqac+Ji+/PFs2B7D6yPTp0xPf4Wf72khXpr3gggsSX9MUE90e3S7dPnObk6XPS5+fPs9C+/zzz+W0005zbVNyu7p37y6LFy82uyEmCJAIMgPArPfeW2B2SWO2z+Tzz5fJzTe/Iw899JGsXbvB/Gff6cVxeoDXnNiSpX/Bt23bNvGVS7F/d6/bp9up25vtE5Q+X33ehTZ+/Hhp0qSJa3u06tevL0OGDAns2A2CQ4BEkBkAPXu+nPbfZ5/9bNaFCs3+xUbXbxo2bFhi4jInMy09IH3hhRcGcgwhH3S7dfszHfjX563Pv9DrWG3YsEHuvPNO2XHHHV3bpHXAAQfISy+9ZHZDhBEgEWQGwKefLnH9bNy4WWa3CmbbYjJp0qSsZwrp9/ZB/IXuB30e+nwynXas+0H3R6EtXbpUevTokXHZ+FNOOSWQ4zYoPAIkgioLgCuvfD3tZ6ed9ljifhyVqax/0PTrkUsvvbTStZz0Kx+daHViiyJ9Xvr8KvtqS/eH7pcgvj766CNd4+w41zYlx+SSSy6R77//3uyGCCFAIqiyAJg//wfXFeKjRk0zem5RWf8g6Vc6RxxxhGuS0tKzgUpLS80ukaTPU5+vuQ+0dP8E9ZXd008/Lfvss49rm7T0lOT77ruv2qdFozgRIBGUKQB0DarUnx977IOJ03FNmfoH4dlnn630O3c9Bfahhx4ym8eCPu/KTgHW/aT7Kwjr16+Xm266SerVq+faLq1DDjlE3nrrLbMbQo4AiaBMAbB8+drE1eGp/6ahYsrUv5D0AHHv3r1dE5FW586dY//ViD5/3Q/mvtHS/VboA+xJCxYskC5duri2KVlnnXVWYJ+UkH8ESARlC4D77vsg7d/04kJdPTdVtv6FsGbNmkqvPahTp07iKmk4dH/ofjH3le4/3Y9Bee+998pfW39wbVey9N7tCD8CJIKyBcCaNT/JSSc9kvbvl132alqbbP39tmzZMmnRooVrwmnatKnMmDHDbI5yul90/5j7TPej7s+g6LLx+nXbHnvs4do2vQgR4UeARFBVAaA3cjLbfPCBc+qr+W+FMn/+/MRChOZkc/bZZyeWHkdmun90P5n7Tven7tcgrVq1Sq655hrXGXQIP0YxgqoKAL3NrC6xntrm3HOfr1iGpKr+ftDrBipbbLB///6Jv2RRNd1Pur/Mfaj7tRiuyzj00EMrtknDBOFHgERQLgEwfvwXrnb6M2X+3G/6F3Ljxo3TJj2dYAYPHmw2RQ50v5l/7ev+DfqTyJFHHkmARAwBEkG5BID+UX/OOc+ltTv99DGJRRJz6Z8vy5cvd31tpReh6f024J3uP/PCQ93Pur+DQoBEDwESQbkGwLvvfuNqqwsjmj/zi54lZB4w10nvxRdfNJvCA92PZojo/g7q7CwCJHoIkAiyCYBevdIXWjzuuIes+nulC/OZp+rqpBLXiwP9ovvT/DpL97vu/0IjQKKHAIkgmwCYOXNppTeGyrW/V5VdJMgxD3/ofjX3te7/QiNAoocAiSDbALj66jdcfWz629LlNswJTc8egn8qOzur0MueECDRQ4BEkG0AfPPNSmnRIn2hRZv+NnQZC3NtK71+gVN1/aX717xORMehkMuKECDRQ4BEkJcAuO22ia5+Nv1zoUuOm6vq6hXUXCRYGLqfzSvWdTwKtRQ8ARI9BEgEeQkAXZXXXGjRpn8u9L4VqZPXdtttJx9//LHZDD7S/a37PXUcdFwKgQCJHgIkgrwGwIgRH7r62vTPRu+cZ54NxMKIwdD9njoOOi6FuLMhARI9BAh8p0uLm7eh1aXIERxzKXgdH7+XgCdAoocAge+GDRuWNlnttttusb+fR9B0/+s4pI6LjpOfCJDoIUDgq0WLFkn9+vXTJiouFiwOOg6p46LjpOPlFwIkeggQ+Mr8qkTv6c0pu8VBx8G8x7qfXy0SINFDgMA306ZNSztwrusylZaWms0QIB2P1PWydLx03PxAgEQPAQLfdOjQIe2v2379+plNUAR0XFLHScfNDwRI9BAg8IXewEhvW5qcMOrVqydLly41m6EI6Ljo+CTHSsfNjxtQESDRQ4DAF926dUv7q7Zv375mExQRHZ/U8dLxyzcCJHoIEOSdrq+U+r167dq1ZeHChWYzFBEdHx2n5Jjp+OV7nSwCJHoIkJjatGmzfP/9evPHedGnT5+0v2Z79uxpNkER0nFKHTcdx3wiQKKHAImhBQtWyhlnjEksUzJwYIn5z9WiC/M1aNDA179k4Q/zk6OOYz4XWiRAoocAiaF77pmSttbVwoUrzSaejR07Nu2v2LZt25pNUMR0vFLHT8czXwiQ6CFAYuif/0xfuv3zz5eZTTxr37592gT05JNPmk1QxHS8UsdPxzNfCJDoIUBiyK8AKSsrSzsQq0tjrFu3zmyGIqbjlbr0jI6njms+ECDRQ4DEkF8BMnz48LS/Xrt37242QQjouKWOo45rPhAg0UOAxJBfAdKmTZu0iaekpMRsghDQcUsdRx3XfCBAoocAiSE/AkTP1qlbt27FBKFLhbNoYjjpuKUu9a7jmo+zsQiQ6CFAYsiPAJkwYULaX62dOnUymyBEdPxSx1PHt7oIkOghQGLIjwAZNGhQ2oSTr+/NEQzzeJaOb3URINFDgMSQHwHSunXrtAln9uzZZhOEiI5f6njq+FYXARI9BEgM5TtA9NTP1NN3GzVqZDZBCOk4JsdUx7e6p2QTINFDgMRQvgNkypQpaX+tdu3a1WyCENJxTB1XHefqIECihwCJoXwHyKOPPpo20QwZMsRsghDScUwdVx3n6iBAoocAiaF8B8iAAQPSJppx48aZTRBCOo6p46rjXB0ESPQQIDGU7wDp2LFj2kQza9YsswlCSMcxdVx1nKuDAIkeAiSG8h0gzZo1q5gYatWqJRs2bDCbIIR0HHU8k2Or41wdBEj0ECAxlM8A2bRpk9SpU6diYmjSpInZBCGm45kcWx1nHW+vCJDoIUBiKJ8Bsnjx4opJQev00083myDEdDxTx1fH2ysCJHoIkBjKZ4DMmTMnbYLp0qWL2QQhpuOZOr463l4RINFDgMRQPgNk+vTpaRNMr169zCYIMR3P1PHV8faKAIkeAiSG8hkg77zzTtoEc+WVV5pNEGI6nqnjq+PtFQESPQRIDOUzQMaPH582weRj0T0UD3ORTB1vrwiQ6CFAYiifAfLUU0+lTTBDhw41myDEdDxTx1fH2ysCJHoIkBjKZ4A8+OCDaRPMiBEjzCYIMR3P1PHV8faKAIkeAiSG8hkgfAKJNj6BIBsCJIbyGSAcA4k2joEgGwIkhvIZIJyFFW2chYVsCJAYymeAcB1ItHEdCLIhQGIonwHClejRxpXoyIYAiaF8BghrYUUba2EhGwIkhvIZIKzGG22sxotsCJAYymeAKO4HEk3cDwRVIUBi6J//nFAeHCMqqroBwh0Jo4k7EqIqBEgM3Xjjc9KkyeUV9emnC80mVrgnejRxT3RUhQCJoauvvl/23PPMiiot/dJsYuXRRx9Nm2iGDBliNkEI6TimjquOc3UQINFDgMRQ3743yg47NK2oGTNmmk2sTJkyJW2i6dq1q9kEIaTjmDquOs7VQYBEDwESQ716XVT+Jt6qoqZNm2Y2sbJu3TqpXbt2xeTQqFEjswlCSMcxOaY6vjrO1UGARA8BEkPm1cXVDRDVunXrtMecPXu22QQhouOXOp46vtVFgEQPARJDfgSIueje8OHDzSYIER2/1PHMxyKZBEj0ECAx5EeATJgwIe0xO3XqZDZBiOj4pY6njm91ESDRQ4DEkB8B8tNPP0ndunUrHnO33XaTzZs3m80QAjpuOn7JsdRx1fGtLgIkegiQGPIjQFSbNm3SHrekpMRsghDQcUsdRx3XfCBAoocAiSG/AsT83rx79+5mE4SAjlvqOObreBYBEj0ESAz5FSBlZWVpp/PWr1+/2qd+orB0vHTckmOo46njmg8ESPQQIDHkV4Co9u3bpz32k08+aTZBEdPxSh0/Hc98IUCihwCJIT8DZOzYsWmP3bZtW7MJipiOV+r46XjmCwESPQRIDPkZIHq2ToMGDSoee5tttpG5c+eazVCEdJx0vJJjp+OYj7OvkgiQ6CFAYsjPAFF9+vRJe/yePXuaTVCEdJxSx03HMZ8IkOghQGLI7wAx/5LVA7ELF1ZvyXj4S8cn9QQIPz45EiDRQ4DEkN8Borp165b2O/r27Ws2QRHR8UkdLx2/fCNAoocAiaFCBMhnn30mNWvWrPgd9erVk6VLl5rNUAR0XHR8kmOl46bjl28ESPQQIDFUiABRHTp0SPs9/fr1M5ugCOi4pI6TjpsfCJDoIUBiqFABoo+rE0Xy9+j36qWlpWYzBEjHI/V4lY6XX68HAiR6CJAYKlSAqM6dO6f9rmOOOYZFFouEjoOOR+r46Hj5hQCJHgIkhgoZIIsWLUpbGkProYceMpshADoOqeOi46Tj5RcCJHoIkBgqZICoYcOGpf0+XSr8+++/N5uhgHT/py7ZrqXj5CcCJHoIkBgqdIBs3LhRmjVrlvY7/fyqBFUzv1rU8dFx8hMBEj0ESAwVOkDUpEmT0g6oa40YMcJshgLQ/Z46DjouOj5+I0CihwCJoSACRF166aVpv3e77baTjz/+2GwGH+n+1v2eOg46LoVAgEQPARJDQQWILsx3xBFHpP3upk2byurVq82m8IHuZ93fqftfxyOfCyZmQ4BEDwESQ0EFiNL1lXbccce033/22Wdzaq/PdP/qfk7d7zoO+V7vKhsCJHoIkBgKMkDUs88+m/b7tfr37282Qx7p/jX3uY5DIREg0UOAxFDQAaJ69+7tmtAGDx5sNkMe6H4197Xu/0IjQKKHAImhYgiQDRs2yGmnnZa2HTqpcJFhfun+NM9+0/2u+7/QCJDoIUBiqBgCRK1Zs0ZatGiRti26LtOLL75oNoUHuh9T17nS0v2t+z0IBEj0ECAxVCwBopYvXy4HHnigK0Qefvhhsyks6P4zw0P3s+7voBAg0UOAxFAxBYiaP3++NG7cOG2bdILhmIg3ut/Mr610/+p+DhIBEj0ESAxdcMEFaZPLxIkTzSYFpzcwatSoUdp2aenZQ5zimxvdT5WdbaX71Y8bRNlq0qQJARIxBEgM/eEPf0ibYBo0aCAPPvhg4BO1/oVsfp2lpdcvcLFhdrp/zOs8tHR/Bv3JY+bMmXLKKae4tg3hxyjG0BlnnOF6M2vpVcmFWBMpm2XLlrkOrGvpFdQzZswwm6Oc7hfzCnMt3Y+6P4OiK/5ecsklrmMxWrVq1TKbI4QIkBjSSWW//fZzvamTde6558o333xjdisYPUvIPMVXq06dOizAaND9ofvF3Fe6/4I62+rnn3+W++67L/HJ1twuLV2La+TIkWY3hBABEmP/+9//XMusJ6tu3boycOBAWbdundmtIHRp8couNtTSpcjjfj8Rff7mkuzJ0v3m99Lsmbz11ltyyCGHuLZJq169enLTTTfJ+vXrzW4IKQIk5vSvxeHDh0vDhg1db3itvffeW5588kmzW8Hochvm2llau+66a2wvOtTnrc/f3Ce6nwq9PEnSl19+KWeddZZrm5LVtWtXWbBggdkNIUeAIEH/or3ssssS302bb36tY489NrDTfXXBP3MV32TpPb1LS0vNLpGkz9O8h3mydP8UcmHEpFWrVsk111wjtWvXdm2Tlp6w8d5775ndEBEECNJ8/vnncuqpp7omAq2aNWvK3/72N1myZInZzXe65Ljet8K8vkFLD9L27dtXli5danaLBH1e+vwqOxit+0P3S6GWZE/SM/b0k9Aee+zh2iYt/bn+e9Bn9sFfBAgq9Z///CftvP3U0q9Kbr/99kDWU9KzxLIdt9GJdtGiRWa3UNLnoc9Hn5f5XLV0PwRx1px+ojBPBU+WfhK59tprE59MEH0ECDLSgNCgqOwYhNYBBxwgL7/8stnNd3qAeNiwYVK/fn3XNiUnsQsvvDCQr3TyQbdbtz/T10L6vPX5F/pAuR7D6NKli2t7kqXHQMK6z+ENAYIq6VdWf//73xNfYZmThlabNm0CudJZ/0I/55xzXNuTLP3Kp23btvLEE08EdjZZrnT7dDt1eyv7qipZ+nwL/QlLz5rSs6f0LCpze7T0rCs9+wrxQ4AgZ9OnT08cTDcnEC09+K7fxQdxeq1uV4cOHTIGnNYOO+yQWMKlpKTE7B4o3R7dLt0+c5uTpc9Ln58+z0J7+umnZZ999nFtk5Ze56HXe+iZfIgnAgTWnnrqqayTyv333x/IpKKfgrp165b1L3gtPQW2U6dOidOXZ8+ebT6Mr/T36e/V31/Zqbippc9Dn08Qn+4++ugjOe6441zblNwuvcI8iD8WUFwIEHiiX7kMGjQo4wHe3/3ud4kLFYOg38P36dMn45XQZulig3qdgh7vGTduXGLCrm4Aan99HH08fVx9/MoWi6ysdLt1+4M4nqBnfPXo0UO23npr13Zp6ZpWQQQaihMBgmqp6sBq+/btA5kIlZ7aOnbs2MQ2ZDognan0ayNdiFDXDfvrX/+aqOuvvz5xdf4dd9yRuN+G/q/+t/482Ubba79sX6dVVrp9up26vYU+JVfpCRN33nln1hMmXnrpJbMbYo4AQV68++67GS/208nxuuuuC3RF3bKyssRXR3rAP9OnpkKXboduj26Xbl9Qxo8fn/GUbT3ja8iQIYGEGoofAYK80YvGdFn4X/3qV66JSEsvLtO/3IO+uEwnwwkTJiS+gmvdurX1pxOvpb9Hf5/+Xv39QU/KetFoZYtWauknqO7du8vixYvNbkAFAgR5pxeRXX311bLtttu6JiYtvTPd+++/b3YLjB7P+eCDD+Sxxx5LXATXsWPHxEV6umqsue25lPbT/vo4+nj6uPr4xXIq8YoVKxIXKGZatkaXS5k6darZDXAhQOAbXWCvXbt2rglKS5fg0DOMFi5caHYrKrqs/ddff51YB0xPuX3zzTcTn6KSpf+tP9d/13ZBLoNfFT2wr8u/Z1s4U69FAXJFgMB3OskefPDBrglLSy9Ou/nmm1ni22cactmWgAly6X6EFwGCgtBlN/71r3/JLrvs4prAtPbdd1955plnzG6opq+++ipxEaK5v5OlV7YX86cmFDcCBAWlZxvpNQ6ZLvbTg8zcurb69Iy3AQMGZDxBoHnz5jJx4kSzG2CFAEEgZs6cKSeffLJrYtPSi9h69uwZ6P28w0rPcHv00Udlzz33dO1Xrd13311Gjx4tmzZtMrsC1ggQBEqv1P7Nb37jmui0dtppJxk6dGggy8aH0eTJk+Woo45y7UctPSPuqquukpUrV5rdAM8IEAROr4f4v//7v4zLszdt2lReeeUVsxt+oavznnfeeZXebEvrzDPPlDlz5pjdgGojQFA09KI1XZk20zIgutT5rFmzzG6x9eOPP8ott9wi22+/vWtfaR100EHy+uuvm92AvCFAUHQ+/PBDadWqlWtC1NKL3/r165e4GC7OnnvuOdlvv/1c+0dLz3S75557Cn7DKcQPAYKiNWbMGNlrr71cE6SWLoU+cuTIaq+aGzYff/yxnHDCCa79oaVntl188cWyfPlysxvgCwIERW3t2rVy4403Sp06dVwTptahhx4qb7/9ttktcvSMtF69emVcZv2kk06STz75xOwG+IoAQSjMnz9fOnfu7Jo4k/WXv/wlsZRI1OjXUHfddZfsvPPOruestf/++yeWgAeCQIAgVHQV28MPP9w1kWrpIoZ6b441a9aY3ULpv//9b+LeIubz1NJb4N52222Br+iLeCNAEDp6EdwDDzwgu+22m2ti1dI7/+kKuGGlt73VG1OZz0tLz1DTG1d99913Zjeg4AgQhJZeFHfFFVdkXDb+6KOPlilTppjditYPP/wgl19+ecbn07Jly8Sy8ECxIEAQel988YX88Y9/dE24Wnpx3fnnny/ffvut2a1o6CeqUaNGJc4sM7dfq3HjxvL444+b3YDAESCIjNdee01++9vfuiZgLT1mcOuttyYuvism77zzjvz+9793ba+WHtO54YYbInNMB9FDgCBS9Kylu+++O+NZS7/+9a/lhRdeMLsV3Lx586RTp06u7UuW/pu2AYoZAYJI0ovpLrrooozLxp944olSWlpqdvOdXtfyj3/8I+N1LYcddljiUwkQBgQIIk1DItuV2xoyhbpyW49j6PEMczu09PjHv//9b5ZZR6gQIIiF559/PvH1lTlxa+nXXfq1l19rR+mZU3oGlfl7tXRtr/79+yfOwALChgBBbOgBdD2QrgfUzYlcSw/A64H4fNFrNfSajUyrC59++umJaz6AsCJAEDt6Sq+e2pvp/hl6SrCeGuyVXh2uV4lnCiq9uvzVV181uwGhQ4AgtvQiw2x38NOLFG3v4KfrUun6VObjaekdFocNG8YdFhEZBAhiT5c90eVPzAlfS5dL0WVTqjq4/emnnyZWxDX7a+kKuhdeeCH3eEfkECBAOb1YTxdi1Iv3zADQ0gUcdSFHU1lZmfTu3Tvj6cLHH3984h4eQBQRIEAKXRK+Y8eOriBIli4pr0vL6xlb9957b+Luf2YbLb1boN41EIgyAgSohN6kSm9WZQaDlh4fqV+/vuvnWnp/cr1PebEtmQL4gQABMtDb5eptczMtcphaekZXt27dZNGiRebDAJFFgABVWLFihfTr1y9x0Z8ZHFotWrSQyZMnm92AyCNAgBzNmjVLdtxxx7TwuOeee2Tz5s1mUyAWCBDAQrt27dIChDsDIs4IEMACAQI4CBDAAgECOAgQwAIBAjgIEMACAQI4CBDAAgECOAgQwAIBAjgIEMACAQI4CBDAAgECOAgQwAIBAjgIEMACAQI4CBDAAgECOAgQwAIBAjgIEMACAQI4CBDAAgECOAgQwAIBAjgIEMACAQI4CBDAAgECOAgQwAIBAjgIEMACAQI4CBDAAgECOAgQwAIBAjgIEMACAQI4CBDAAgECOAgQwAIBAjgIEMACAQI4CBDAAgECOAgQwAIBAjgIEMACAQI4CBDAAgECOAgQwAIBAjgIEMACAQI4CBDAAgECOAgQwAIBAjgIEMACAQI4CBDAAgECOAgQwAIBAjgIEMACAQI4CBDAAgECOAgQwAIBAjgIEMACAQI4CBDAAgECOAgQwAIBAjgIEMACAQI4CBDAAgECOAgQwAIBAjgIEMACAQI4CBDAAgECOAgQwAIBAjgIEMACAQI4CBDAAgECOAgQwAIBAjgIEMACAQI4CBDAAgECOAgQwAIBAjgIEMACAQI4CBDAAgECOAgQwAIBAjgIEMACAQI4CBDAAgECOAgQwAIBAjgIEMACAQI4CBDAAgECOAgQwAIBAjgIEMACAQI4CBDAAgECOAgQwAIBAjgIEMACAQI4CBDAAgECOAgQwAIBAjgIEMACAQI4CBDAAgECOAgQwAIBAjgIEMACAQI4CBDAAgECOAgQwAIBAjgIkJAZ2bOG50L1ESD+MF+rNoXgsPdDxnzz2BSqjwDxh/latSkEh70fMuabx6ZQfQSIP8zXqk0hOOz9kOHNEywCxB+8rsOJkQoZ3mjBIkD8wes6nBipkOGNFiwCxB+8rsOJkQoZ3mjBIkD8wes6nBipkOGNFiwCxB+8rsOJkQoZ3mjBIkD8wes6nBipkOGNFiwCxB+8rsOJkQoZ842WayE/CBB/mK/XXAvBYgRCxnwD5VrZrFmxUBbNLimamjezRGbNKJGPPiiR9yeVSElJ8VSrVq3SAuT55593tQmyJk0okamTS2TmtBKZ+4l73wZVS+d9KLJ5s/nSq2C+XnMtBIsRCBnzDZRrZbLgs9dl1MXbutoHWbd2riF/O7GGnHBIDdl3V2eypqquBtvXkCP2ryGdjq4hV59VQ0ZUsn+DqrdGnWO+/CqYbXMtBIsRCJl8v4FKHjzP9ZhBFwHivYo5QEZeuJVs/Gmt+RJMMNsiHBipkMn3G23mO8Ndjxl0ESDeq5gD5LmbDzNffhXMtggHRipk/Hijff3RWJn68sCiqQnPDZRxjwyUh+8fKHcNGSgDBxZPHXjggWkT9hVXXOFqE2QN/udA+ffdA+XZBwbKG0+5921QVfrGUPlxTZn50qvgx+sa/mOkQoY3WrA4C8sfvK7DiZEKGd5owSJA/MHrOpwYqZDhjRYsAsQfvK7DiZEKGd5owSJA/MHrOpwYqZDhjRYsAsQfvK7DiZEKGd5owSJA/MHrOpwYqZDhjRYsAsQfvK7DiZEKGd5owSJA/MHrOpwYqZDhjRYsAsQfvK7DiZEKGd5owSJA/MHrOpwYKcACAQI4CBDAAgECOAgQwAIBAjgIEMACAQI4CBDAAgECOAgQwAIBAjgIEMACAQI4CBDAAgECOAgQwAIBAjgIEMACAQI4CBDAAgECOAgQwAIBAjgIEMACAQI4CBDAAgECOAgQwAIBAjgIEMACAQI4CBDAAgECOAgQwAIBAjgIEMACAQI4CBDAAgECOAgQwAIBAjgIEMBC17PbSYPta1TUksUECOKLAAEsXHVROzmqSY2KWr6MAEF8ESCAhbuuayfnta5RUT+UESCILwIEsPDMHe3kls41Kmr1CgIE8UWAABZeu6+djOxZo6LWriRAEF8ECGCBAAEcBAhggQABHAQIYIEAARwECGCBAAEcBAhggQABHAQIYIEAARwECGCBAAEcBAhggQABHAQIYIEAARwECGCBAAEcBAhggQABHAQIYIEAARwECGCBAAEcBAhggQABHAQIYIEAARwECGCBAAEcBAhggQABHAQIYIEAARwECGCBAAEcBAhggQABHAQIYIEAARwECGCBAAEcBAhggQABHAQIYIEAARwECGCBAAEcBAhggQABHAQIYIEAARwECGCBAAEcBAhg4bXhf04LkHWrlphNgNggQAALH73yz4rweOLafUU2bzabALFBgAAWNv28QUrfGCrvPnmJ/LDkC/OfgVghQAAAnhAgAABPCBAAgCcECADAEwIEAOAJAQIA8IQAAQB4QoAAADwhQIAMUpcssS0gDnilAxmYoWBTQBzwSgcyMEPBpoA44JUOZEAoANnxrgAyIECA7HhXABkQIEB2vCuADAgQIDveFUAGBAiQHe8KIAMCBMiOdwWQAQECZMe7AsjADJBcC4gLXu1ABmYw5FpAXPBqBzIwgyHXAuKCVzuQAcEAZMe7AsiAAAGy410BZECAANnxrgAyIECA7HhXABkQIEB2vCuADAgQIDveFUAGBAiQHe8KIAMCBMiOdwWQAQECZMe7AsiAAAGy410BZECAANnxrgAyIECA7HhXABkQIEB2vCsAAJ4QIAAATwgQAIAnBAgAwBMCBADgCQECAPCEAAEAeEKAAAA8IUAAAJ4QIAAATwgQAIAnBAgAwBMCBADgCQECAPCEAAEAeEKAAAA8IUAAAJ4QIAAATwgQAIAnBAgAwBMCBADgCQECAPCEAAEAeEKAAAA8IUAAAJ4QIAAATwgQAIAnBAgAwBMCBADgCQECAPCEAAEAeEKAAAA8IUAAAJ4QIAAATwgQAIAnBAgAwBMCBADgyf8DgYTXUGhCMOkAAAAASUVORK5CYII=)
| Product Number | 4H01-3-44 |
| Synonyms | (5-[Trifluoromethyl)pyridin-2-yl]methanol |
| Purity | 96 % |
| CAS | 31181-84-7 |
| MDL Number | MFCD04117762 |
| Molecular Formula | C7H6F3NO |
| Molecular Weight | 177.126 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H01-3-44
CAS: 31181-84-7
Molecule Weight: 177.126
Formula: C7H6F3NO
PN: 3H32-3-9Q
CAS: 31181-54-1
Molecule Weight: 161.127
Formula: C7H6F3N
![[4-Methyl-5-(trifluoromethyl)pyridin-2-yl]methanol](data:image/png;base64,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)
PN: 4H01-3-22
CAS: 1246466-58-9
Molecule Weight: 191.153
Formula: C8H8F3NO
PN: 4H21-3-Z4
CAS: 80194-69-0
Molecule Weight: 191.109
Formula: C7H4F3NO2
PN: 4H58-3-5Q
CAS: 859538-41-3
Molecule Weight: 173.119
Formula: C7H5F2NO2
PN: 4H01-7-X7
CAS: 1033463-31-8
Molecule Weight: 211.57
Formula: C7H5ClF3NO
PN: 4H15-3-15
CAS: 31224-82-5
Molecule Weight: 175.11
Formula: C7H4F3NO
PN: 3H32-3-9M
CAS: 20857-44-7
Molecule Weight: 215.098
Formula: C7H3F6N
Boiling Point: 76-78 ℃
TSCA: Not listed on TSCA inventory