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49Lx2ceselB9xH2H22OPPWb23HPPwP6oHHjggZkn7xENAgTemzZtWqYjsDsHlWbNmmWegYjbkiVLTKdOnQL7o050wIABsd/tFTcdn46zUHiqXlQ/cdIDo9ddd13RnxBPOukk8/nnn9uroUQECLylD7w++HZnoKKOQme7SQxxoTPaQs9Q6Oedd955x168rOl4C/2spfpJ4sx/4cKFpm/fvgWf7N9qq60yD1h+//339moIiQCBl4499tiCAweqY1AHoY4iCfoZzT7r1j7pobdKfR5Bx63jtztt1ZPqKwmvv/66OfTQQwPvn2yQaHgblI4AgXc0FIf9oVdRh6COISlDhgwJ7JOmvn3qqafsRSuS6qHQVMCqt6SMHTvWNG7cOLBPKr7fSp0GBAi885e//CXvg65xkdQRJEUXhc8999xAB6R5Q+bPn28vXtFUH4UmjFL9xX1xPUs/WemnK/vOvddee81eFBuJAIF39FR57gf91VdftReJjaayLXQdRg/RMc1tYaqXQg9Tqh6TrDNNm5u7Px988IG9CDYSAQLv6CHA3A/6W2+9ZS8SC906XCg8NIdGUmfTaaH6UT3Zdaf6TOrZjBtuuIEAcYwAgXd8CRD7ZysNKMjF142j+rIHklS9JoEAcY8AgXd8CBD7grk6QY1ai42nerNDJIkL6wSIewQIvJN0gOjWU7vD45tHaVR/diDHfYsvAeIeAQLvJBkgevjNfs5Dv+WjdPY1EdVznA8bEiDuESDwTlIBouE37CfMdTcRF8zdUD3ad2epvuMa9oQAcY8AgXeSCBB1bvbYVnqeIcnbTsuR6tN+TkT1HkdIEyDuESDwThIBonG1cl9TT1TzkGA0VK/2E+uq/6gRIO4RIPBO3AGieSxq1apV9Xoa04nhSaKl+s0dO0v1H/V8IgSIewQIvBNngGgmPXsyKA0MiOipnnPrXe0Q5cyGBIh7BAi8E2eAaDrW3NfS0OSVOqpu3FTP9lDwao+oECDuESDwTlwBsmDBgrwJiHRbaaXN55E01XfubdNqD7VLFAgQ9wgQeCeuALHHudIMe4if6j23HdQuUSBA3CNA4J04AmTKlCl5r6E5vst9Glpfqd7tOdbVPq4RIO4RIPBOHAHSsWPHvNcYN26cvQhipPrPbQ+1j2sEiHsECLwTdYDMmDEjb/tt27a1F0EC1A657aJ2cokAcY8AgXeiDpCuXbvmbX/ixIn2IkiA2iG3XdROLhEg7hEg8E6UAaK7fnJH2m3VqlUsw2hgw9QOao9s26idXN4VR4C4R4DAO1EGSK9evfK2PX78eHsRJEjtkds+ai9XCBD3CBB4J6oAWb58ualdu3bVdps3b57Y9KooTO2hdsm2kdpL7eYCAeIeAQLvRBUgo0ePzttulE89Izx7dAC1mwsEiHsECLwTVYB06NChapt6+nnRokX2IvCA2iX36XS1mwsEiHsECLwTRYDMmzcv7+J5586d7UXgEbVPtq3Ubmq/UhEg7hEg8E4UATJ48OC8bfLgoN/sBwvVfqUiQNwjQOCdKAKkdevWVdurU6eOWbVqlb0IPKL2UTtl20ztVyoCxD0CBN5xHSDLli0zNWvWrNpe9+7d7UXgIbVTts3UfmrHUhAg7hEg8I7rAJkwYULe9kaMGGEvAg+pnXLbTe1YCgLEPQIE3nEdIP3798/b3ty5c+1F4CG1U267qR1LQYC4R4DAO64DpEWLFlXbatSokf1neEztlW07tWMpCBD3CBB4x2WALF26NO/23d69e9uLwGNqr2zbqR3VnmERIO4RIPCOywCxJ44aOXKkvQg8pvbKbb9SJpoiQNwjQOAdlwEyatSovG1NnjzZXgQeU3vltp/aMywCxD0CBN5xGSADBw7M29bChQvtReAxtVdu+6k9wyJA3CNA4B2XAdKlS5eq7dStW9f+M1JA7ZZtQ7VnWASIewQIvOMyQHKHBj/44IPtPyMF1G7ZNlR7hkWAuEeAwDuuAkQz3NWqVatqO9yBlU65d2KpPcPOIEmAuEeAwDuuAmTlypV52zn//PPtRZACarfcdlS7hkGAuEeAwDuuAmTBggV52xk0aJC9CFJA7ZbbjmrXMAgQ9wgQeMdVgMyZMydvO0OHDrUXQQqo3XLbUe0aBgHiHgEC77gKkJkzZ+Zth4cI08l+mFDtGgYB4h4BAu+4CpAXX3wxbztjx461F0EKqN1y21HtGgYB4h4BAu+4CpAnn3wybzuPPvqovQhSQO2W245q1zAIEPcIEHjHVYDwDaQ88A3EXwQIvOMqQLgGUh64BuIvAgTecRUg3IVVHrgLy18ECLzjKkB4DqQ88ByIvwgQeMdVgPAkenngSXR/ESDwjqsAYSys8sBYWP4iQOAdVwEijMabfozG6y8CBN5xGSDMB5J+zAfiLwIE3nEZIMxImG7MSOg3AgTecRkgzImebsyJ7jcCBN5xGSBTpkzJ2xYPE6aL/RCh2jMsAsQ9AgTecRkgS5cuNTVq1KjaFndipUvuHVhqR7VnWASIewQIvOMyQKRFixZV22rUqJH9Z3hM7ZVtO7VjKQgQ9wgQeMd1gPTv3z9ve3PnzrUXgYfUTrntpnYsBQHiHgEC77gOkAkTJuRtb8SIEfYi8JDaKbfd1I6lIEDcI0DgHdcBsmzZMlOzZs2q7XXv3t1eBB5SO2XbTO2ndiwFAeIeAQLvuA4Qad26ddX26tSpY1atWmUvAo+ofdRO2TZT+5WKAHGPAIF3ogiQwYMH521z3Lhx9iLwiNont73UfqUiQNwjQOCdKAJk3rx5ebfzdu7c2V4EHlH7ZNtK7ab2KxUB4h4BAu9EESDSoUOHqm1uttlmZtGiRfYi8IDaRe2TbSu1mwsEiHsECLwTVYCMHj06b7s33nijvQg8oHbJbSe1mwsEiHsECLwTVYAsX77c1K5du2q7Ghr8559/thdDgtQeuUPwq73Ubi4QIO4RIPBOVAEivXr1ytv2+PHj7UWQILVHbvuovVwhQNwjQOCdKAPknXfeybuY3qpVq9Az3MEttYPaI9s2aie1lysEiHsECLwTZYBI165d87Y/ceJEexEkQO2Q2y5qJ5cIEPcIEHgn6gCZMWNG3vbbtm1rL4IEqB1y20Xt5BIB4h4BAu9EHSDSsWPHvNfgwcJk2Q8Oqn1cI0DcI0DgnTgCxJ5oqmHDhuabb76xF0MMVO+q/9z2KGXiqGIIEPcIEHgnjgCRk046Ke91BgwYYC+CGKjec9tB7RIFAsQ9AgTeiStAFixYYLbbbruq19HTzy7v+sGGqb5znzpXe6hdokCAuEeAwDtxBYjYTz23a9fO/Pjjj/ZiiIDqWfWdW/9Rjg5AgLhHgMA7cQbITz/9ZFq2bJn3ehdffLG9GCKges6td7WD2iMqBIh7BAi8E2eAyPTp002tWrWqXm/TTTc1Tz31lL0YHFL9qp6zda76VztEiQBxjwCBd+IOELn22mvzXrN+/fpm/vz59mJwQPWq+s2tb9V/1AgQ9wgQeCeJANEwGp06dcp73fbt25s1a9bYi6IEqk/Va249q97jGE6GAHGPAIF3kggQWbJkiWnUqFHea/fo0SOWzq0SqB5Vn7n1q/pWvceBAHGPAIF3kgoQmTp1at5tpSr9+/e3F0MIqsfcelU9q77jQoC4R4DAO0kGiNxxxx15I/aqXH311fZi2Aiqv9z6VP2qnuNEgLhHgMA7SQeIDBkyJNDhjRw50l4M1aB6swNZ9Rs3AsQ9AgTe8SFA5Nxzzw2ECN9ENo7qyw4P1WsSCBD3CBB4x5cA0fSq9nhZKvotnwvr66f6sa95qKg+k5pGmABxjwCBd6677rq8D/r9999vLxIb3XZaKER0NxG3+BamerHvtsqGR5J11rNnTwLEMQIE3jnllFPyPuh6Yvnkk082X375pb1oLHQ2bf+cpaLnGXjYMJ/qw37OQ0X1l9S3Nk1MdcghhwT26ZVXXrEXxUYiQOCdCRMmBD7sKttuu23mN/UffvjBXiUW9oV1FT1RzbAnv1I92E+YqyRxwVx0wqETj9whU7JFQ6esWrXKXgUbiQCBl+677z6z++67Bz74Kk2bNjWPPPKIvUosdOup/ZyIOigNDFipo/jquHX8dketeor7Vl3RCYZONHTCYb93VNq0acOw/Y4QIPCWfvK46667zC677BLoBFSOPPJI8+6779qrRU4Pv9lPrKtoaPJK65h0vPaQ7CqqnzgfEszSiYVOMOz9UWndurV56aWX7FVQAgIE3tOUpxdddJHZYostAp2CznLPPPNMs3TpUnu1SGn4DXvsrOz+aIa9cp8eV8en47S/jamoXuIaniRr1qxZmRMKe19Udt5558yJSFLXYMoZAYLU+Pjjj81xxx0X6CBUtt9+e3PzzTfH+jOSOiSNIluoE9Uc3+PGjbNXKQs6LnsOcxXVg+ojzo5aJw5nnXVWwTbQCYdOPMo9zJNEgCB1nnvuObP//vsHOgyVfffd1zzzzDP2KpHSPBb2pFTZop93Jk6caK+SSjqOQj9Xqej4o57PI5dOFG655ZbMiYO9Lyo60fjoo4/s1eAYAYJU0sx1euBwhx12CHQeKl26dDEffvihvVpktD+ajjV3jnW7g33wwQcTe4guLO2v9rtYQOp4ddxRziRo0wmCThTsfVHRicWzzz5rr4KIECBIta+//tqcc845BX/C2Hzzzc2FF15oVqxYYa8WmQULFhR8iC5bmjdvnulwFy1aZK/qFe2f9lP7ax9Dtug4dbxx0QmBTgzs/VDRiYROKOIMMhAgKBOzZ882HTt2DHQsKg0aNMjcThrn2f+UKVOK7o+KAq9z586Z6wm+PI+g/dD+aL8KBXK26Lh0fHHRCYBOBHRCYO+L9lMnEDqRQPwIEJSVxx57zOy5556BjkblwAMPjP3WUj0F3bVr18CAgrlFPwN17949M2rt3Llz7U1ESq+n19XrF/v5TUX7r+PQ8cRFga/g1wmAvT8qCrL33nvPXg0xIkBQdvQgmcbTKtYhakymzz//3F4tUnpeRWMxbbnlloH9sYueoejdu7cZPnx45kzf1c9d2o62p+1q+4WeZbGL9lf7HffzNtOmTcsEvr0/Ks2aNcuMVoDkESAoWwsXLjR9+/YNPCGtstVWW5lBgwaZ77//3l4tUvo5ZvTo0aZDhw6BfVpfqVu3buZBOHXmujVV+37NNdeYu+++O1PUoWb/W/+uv2s5La/1tL69zfUV7Z/2M87rR6JgLzR4pYpOCHSbcFJD2SCIAEHZe/31182hhx4a6JBUGjdubB544AF7lVh8+umn5qqrrsp08IVCLs6i19d+aH+0X3FTkCv0FOyF9k0nAjohgF8IEFSMsWPHZgLD7qBUFDAzZ860V4mNzvT1LUJzaLRo0SKwf1EUvY5eT68b9zeNXArw9bWLTgDgJwIEFWVDZ7qnnnqqs2sOpdBdRbrgrwvcAwcOzNy+us8++5iaNWsG9nt9RctrPa2v7Wh72q4Pdy0psA877LDAPqsoUBT48BsBgor02Wefrfe3dl2E9/W3du3XvHnzMkVPf7/wwgtVRf+f/Zuv+6+AVlAX+tlOwX7FFVfEfm0K4RAgqGg6Gy92t49uB9ZtwXAje3dcnTp1AnWtcuKJJ2aCHelBgKDiVed5Az2oiPDW93zO7373u9ifz4EbBAjwH7qQfMEFF/DEs0MK3j/+8Y+B+lRJYoQAuEWAABaNuXTssccGOjwVxlyqHgWt5kHX1LF2HSqgFdRJ3vkFNwgQoIinn356vaO+alh55FOw3nbbbUVHSVYwxzlKMqJFgADroXknNFFVsXkn/vznP2cmusKv87T89re/DdSRim4lViCjvBAgQDV89dVXmalzC41Sq5nvLr744oqd+U4BqiC160WlXr16sc8UifgQIMBG0KCCf/jDHwIdpcouu+ySGYsqzildk7Ry5cpMcK5vrnoFL8oXAQKE8Mgjj5imTZsGOk6Vgw8+2Lz88sv2KmVDAamgVGDax66igI179F4kgwABQtKDcVdffbXZdtttA52o5s/o1auX+fe//22vlmoKRgWkfbwqe+yxh/m///s/exWUMQIEKJGmdT355JMLThq19dZbmyuvvNKbWQfDUhAqEAsdowJ0yJAh3g6dgugQIIAjmq2vXbt2gQ5WZffddzcPPvigvYr3FHwa4l1BaB+TwkTBGee86PALAQI4NmbMmKKz/WmipjfffNNexUsKPAWffQwqCso4p7eFnwgQIALffvutueyyywpOYash1vv162cWL15sr+YFBVyxGRMVjPfdd5+9CioUARIlDdWg2e769DFm//2N2WknY2rVMqZ+/V//v2dPY+6/35jly+01USY0u98JJ5wQ6IhVNM3sDTfcYNasWWOvloglS5Zkgq3QnCMKQgWighHIIkCioIuJw4YZs8MOa2t4kw2X7bc3ZujQX9dDWZo8ebJp1apVoGNWad68uXniiSfsVWKjAFOQFZs3/X/+538y84sANgLENY3W2r59MCSqU37/e2OWLrW3iDKhUWdvv/32tV9A6+d10NlyzDHHmA8++MBeLVJPPvlkJsDsfVFR4L344ov2KkAVAsQl/RS17775ofCb3xgzaJAxr7xizMKFOt3TlGzGvPqqMVdeaczuu+cvv/bDbJYts7eMMrJ87ftkwIABBUeq1b9pnvJlEb8HFFR/+tOfAq+vooBT0DHMOjaEAHHp+OPzw+D//T/dB2kvlW/1amMuvzx/vT//2V4KZWjOnDmmU6dOgQ5cZccdd8zMX+562HgF03nnnVc0vBRsCjigOggQV8aNyw+BESPsJdZv9Oj89ceOtZdAmZo0aZLZe++9Ax26SsuWLTNznZdKQaRAUjDZr6GiIFOgARuDAHGlVat1nX/fvvZfq+fUU9dtY23HgcqhC9nDhg0reiG7W7duoS9kK4AURPY2VRRcCjAgDALEhZdeWtfxb7ml7oe0l6geraf1s9uaNs1eAmVOt9KefvrpRW+lvfTSS6t9K60CR8Fjb0dFQaXA8uUWYqQTAeKCLoZnO/2TT7b/unG0fnZb2i4q0ttvv20OP/zwQMev0rBhQ3Pvvffaq1RRwChoij3EqIBSUAGlIkBc6NhxXac/Zoz9142j9bPb0nZR0R566CHTpEmTQBCotG3b1kyfPj1veQWLAsZeVkWB9NZbb+UtD5SCAHGhWbN1nX6pFyL1HEB2W3vuaf8VFWj16tVm8ODBZptttgmEggY07NOnT+ZBRAWK/XcVBdC//vUve7NAyQgQF+rVW9fpl3r/vh4kzG5LT6gD/zF//nzTu3fvgkOqFyoKHI2kqwACokCAuLDZZus6/VLnftb62W1pu4DllVdeMW3atAkERrYoYBQ05TaZFfxDgLjANxDETNPK3nPPPWarrbbKC4/99tsvEzBAHAgQF5o2Xdfpu7wGomsrwHpcd911eQHCXOSIEwHiwlFHrev0Xd6Fpe0C63HTTTflBcisWbPsRYDIECAuaLDEbKdf6nMgp5yyblt//7v9VyAPAYIkESAuTJ26rtOvXTv8k+hfffXr+tltabvAehAgSBIB4kqLFus6/tNOs/9aPf36rduGtgdsAAGCJBEgrmj03GznrzJqlL3E+t11V/76muoW2AACBEkiQFzq2jU/BC677Nf5PtZH09jqWkeNGuvW69LFXgooiABBkggQlzSdrWYUzA2Rxo1/DQjNQLh48a8zEuoayWuvGTN4sDFNmuQvr+FLmNYW1USAIEkEiGu6EK65zXNDobqlbdvwF+BRkQgQJIkAiYJ+lrr++l+fJLdDolCpW9eYa6/d8M9dgIUAQZIIkCitWPHrxfBevYzZbz9j6tc3plYtY3bc0Zh99zWmRw9j7ruv9OFPULEIECSJAAFSjABBkggQIMUIECSJAAFSjABBkggQIMUIECSJAAFSjABBkggQIMUIECSJAAFSjABBkggQIMUIECSJAAFSjABBkggQIMUIECSJAInLL78YM2CAMQceaMzw4fZfN+z994058khj/vhHYz780P4rKhQBgiQRIHF5/PF1gyduuqkx8+fbS6xfp07r1v/v/7b/igpFgCBJBEhcRo5cFwAqr79uL7F+LVuuW1fDvgOGAEGyCJC4ECCIAAGCJBEgcSFAEAECBEkiQOJCgCACBAiSRIDEhQBBBAgQJIkAiQsBgggQIEgSARIXAgQRIECQJAIkLgQIIkCAIEkESFwIEESAAEGSCJC4ECCIAAGCJBEgcSFAEAECBEkiQOJCgCACBAiSRIDEhQBBBAgQJIkAiQsBgggQIEgSARIXAgQRIECQJAIkLgQIIkCAIEkESFwIEESAAEGSCJC4ECCIAAGCJBEgcSFAEAECBEkiQOJCgCACBAiSRIDEhQBBBAgQJIkAiQsBgggQIEgSARIXAgQRIECQJAIkLgQIIkCAIEkESFwIEESAAEGSCJC4ECCIAAGCJBEgcSFAEAECBEkiQOJCgCACBAiSRIDEhQBBBAgQJIkAicmXawNkytoPeLas3MgAmbk2QLLrvkmA4D8IECSJAInJa2sD5PK1H/Bsmb+RAXLb2gDJrns7AYL/IECQJAIkJo+uDZBD1n7As+WDjQyQPmsDJLtuPwIE/0GAIEkESExGrg2Q3A/66xsZIC3XBkh23bYECP6DAEGSCJCYECCIAgGCJBEgMSFAEAUCBEkiQGJCgCAKBAiSRIDEhABBFAgQJIkAiQkBgigQIEgSARITAgRRIECQJAIkJgQIokCAIEkESEwIEESBAEGSCJCYECCIAgGCJBEgMSFAEAUCBEkiQGJCgCAKBAiSRIDEhABBFAgQJIkAiQkBgigQIEgSARITAgRRIECQJAIkJgQIokCAIEkESEwIEESBAEGSCJCYECCIAgGCJBEgMSFAEAUCBEkiQGJSaoAccMABVesecsgh9p9RoQgQJIkAiUmpAXLmmWdWrTtgwAD7z6hQBAiSRIDEpNQAWb16tbn11lvNiBEjzJo1a+w/o0IRIEgSARKTUgMEKIQAQZIIkJgQIIgCAYIkESAxIUAQBQIESSJAYkKAIAoECJJEgMSEAEEUCBAkiQCJCQGCKBAgSBIBEhMCBFEgQJAkAiQm119/fd4H/ZprrrEXATbKDz/8YI466qi899WNN95oLwZEhgCJyV/+8pe8D7pKhw4dzJtvvmkvCmzQI488Ypo2bRp4T6kceeSR5t1337VXAZwjQGIyffp0U6NGjcCHvWbNmqZfv35myZIl9ipAgIJBAWG/j+yy2WabZYa/+eqrr+xNAM4QIDGaMWNG5luH/WFXqVu3rrnhhhsYpgQFLV26NBMICgb7vVOrVi3TqFGjwL+rbL/99ubmm282P/74o71JoGQESAImT55sWrVqFfiwqzRv3tw88cQT9iqoUOr4FQAKAvu9onLccceZjz76KLPsc889Z/bff//AMir77ruvefrpp62tA6UhQBLy888/m9tvv93Ur18/8GFXOeaYY8wHH3xgr4YK8swzz2Q6fvu9oaKgUGDYfvrpp8ygmzvssENgHZVjjz3WfPjhh/ZqQCgESMKWL1+eGZ5dP0PYH3b923nnnWeWLVtmr4Yypg6+S5cugfeDioJBAaGgWJ+vv/7anHPOOQV/8tp8883NhRdeaFasWGGvBmwUAsQTc+bMMZ06dQp82FV23HHHzHMkG+o0kG7q0NWxq4O33wMKAgWCgmFjzJ4923Ts2DGwPZUGDRqYO+64I/NtGAiDAPHMpEmTzN577x34sKtoWtsXXnjBXgUppw5cHbk6dLvNVRQACoJSPPbYY2bPPfcMbFvlwAMPNFOnTrVXATaIAPGQ7sQaNmxY5s4s+8Ou0q1bNzNv3jx7NaTQtGnTMh243cYqzZo1y3T8rujBw+uuu85st912gddSOemkk8znn39urwYURYB4TM+GnH766ZlnRewP+5ZbbmkuvfRS8+2339qrIQXUUavDtttVRR28Onp1+FFYtGiR6du3r9l0000Dr73VVluZQYMGme+//95eDQggQFLg7bffNocffnjgw67SsGFDc++999qrwFPqmNVBq6O221Idujr2hQsX2qtFYubMmebQQw8N7IdK48aNzdixY+1VgDwESIo89NBDpkmTJoEPu0rbtm0zT7vDXw888ECmY7bbTkUdeVIDbPq6X/AfAZIyq1evNoMHDzbbbLNN4MOuoVL69Olj5s+fb6+GBKXhTN+nb0ZIDwIkpRQSvXv3Lji+lsLlH//4RyZskBxdazj11FNTda0hyWszSB8CJOVeeeUV06ZNm8CHXWWPPfYwDz/8sL0KIladu50+++wzezWv6LbeYneH6XZgl3eHIb0IkDLwyy+/mHvuucfsuuuugQ+7yhFHHGHeeecdezVEoJyet4jj+RSkGwFSRlauXGkuueQSs8UWWwQ+7LoV+IwzzmB474iU8xPfUTwhj/JAgJShTz75xBx//PGBD7tKvXr1MrPWMby3G9kxpwqNZaYO94ILLiibMadcjNGF8kKAlLHnn3/etGjRIvBhV9FwKU899ZS9CqpJHeVtt91WkaPealj4jR0lGOWJAClz6uiGDx+eGZDR/rCrdO7c2cydO9deDevBvBvVm6fk448/tldDmSFAKoSGhP/rX/9a9KeWgQMHZoaWR3HqEP/85z8H6k+lUmf+W99MiboWd/HFF5tvvvnGXg1lggCpMO+//745+uijAx92lZ122smMGjUqtRd7o6IOUB1hoZsTmHv8V+ubq32XXXYxd911V+ZuQZQXAqRCPf7442avvfYKfNhVDjjgADNlyhR7lYqjDu/uu+/OdIB2Han84Q9/yHScWOeRRx4xTZs2DdSVSuvWrc3LL79sr4IUI0AqmIaNHzp0qKlTp07gw67SvXt38+mnn9qrVQR1dAcffHCgTlTUQaqjRGF6kPLqq6822267baDuVHr16mW++OILezWkEAECs3jxYnPaaacVHDa+du3a5vLLLzffffedvVpZ+ve//53p4AoNEaMOcciQIQzlUU1ffvmlOfnkkwsO5bL11lubK6+80qxatcpeDSlCgKDKG2+8Ydq3bx/4sKv85je/Mffff7+9StlQR6YOTR2bfewKE3WECxYssFdDNcyYMcMccsghgXpV2X333c348ePtVZASBAgCxo0bZ3bbbbfAh13l97//vXnttdfsVVLtwQcfzHRk9rGqtGvXLtMBonRjxowxjRo1CtSxik5c3nzzTXsVeI4AQUE6I//73/9e8IxcP0mccsopmZ8o0kwdVocOHQLHp6KO7r777rNX8YIu7mtKYxWF+QsvvFBV9P/Zv/l415N+Cr3ssssyP43ada6fUPv165f5SRXpQIBgvXSxs2fPnoEPu4pGm73mmmtSd01AHZQ6qkLXfDRVsDq4pKcK1rhmmshJc4XoFuL//u//zjy8WGg8qvUVLa/1tL62o+1pu9p+knRzxgknnBDYX5W6deuaG264IXOTB/xGgKBaXnrppcxtmPaHXUV3JT366KP2Kt5Rh6SOSR2UfQwq6tCSuutM+6Zbp6+44orM5FOFHvh0WbR9vY5eT6+bVGc9efLkzG3j9v6p6DbzJ554wl4FHiFAUG36SUQPhO28886BD7uKHiSbNWuWvZoX1BE1b948sM8qrVq1ynRkcdMDiqNHjzadOnUqOMNknEWvr/3Q/sT95LgeXNUDrPXr1w/sl8oxxxxjPvjgA3s1eIAAwUZTB3PRRRcVfTL7rLPOygxx4QN1POqA7P1UUYd1++23x/7kvcbS0myShaaPLVZ0LUpn6ieeeKI577zzMrMZatZJPeioom+A2f/Wv+vvWk7La71C17KKFe2X9i/uQRE1lM75559f8Gc6fWPq379/Zkge+IMAQWgfffSR6dq1a+DDrqKxoW655ZbExoZSR6MOtNBPQfq3AQMGxDr2l/ZHc9kXu7stt+jakgYj1LD7Tz75pLPZC7UdbU/b1faLzZiYW7S/2u84O+45c+Zkvg3Z+6KiQUFHjBjBsPGeIEBQsmeffdbst99+gQ+7iv79mWeesVeJjDqWkSNHFh19WB2TOqi4aL4QPYhZ7LqLir61HX744ZmOWlMUx/WNSK+j19Pr6vULDYiYLdp/HUecE0dNmjQpM+2AvS8qLVu2zNx1hmQRIHBC3zT++c9/Fp0fQ99U9I0lSupQ1LHYr62ijkgdUlz0E96ll15adJgYFYXr9ddf783t0NoP7U+xkwEVHY+OK66fKHVxf9iwYZmJ0Ox9UenWrVvmlmUkgwCBU+pYzj777IJns/pt+29/+5vzi7TqQNSR2K+nojNndUBx3WWkGw30E0uxbxwaDkWj9/r+cKL2T/tZbDwrHZ+OM65nTZYsWWJOP/30ordeayrnpG+9rkQECCLx3nvvmaOOOirwYVfRXVx33nlnyZ2POgydDasDsV9DHY06HHU8cdHIvMWG7ND1BnVycZ25u6L91X4Xu16i441zROK3334783ObvR8qDRs2NPfee6+9CiJEgCBSEyZMMM2aNQt82FUOOuggM23aNHuValFHoQ7D3qaKOhh1NHH5/vvvM3elFbpgr5989GBinNcOoqD913EU+klOx63jVz3E5aGHHjJNmjQJ7ItK27ZtzfTp0+1VEAECBJHTk+rXXntt0bPYHj16mM8//9xerSB1DOog7G2oqENRxxInPfdS6EKvhnv53//939QHh03Ho+MqNMKu6iHO54BWr16duQGg0DM0GgCzT58+Zv78+fZqcIgAQWwWLlxo+vbtW7Dz0bMHGnur2FmsOgJ1CIWGWVcHoo5EHUqcNFZWoecrWrRokbm7qZzp+HSc9rGrPuIeQ2xD7w09FxP3e6NSECCIncZi0qi+9oddpXHjxpnRgLP0wVcHUOwsUw+8xX2WqX0644wzAvujzvO6665L7NmXuOk4dbyFQlT1E3enrW+nbdq0CeyLir6dPvzww/YqKBEBgsRofhHNM2J/2FUOO+ywzC2le+yxR+BvKuookjjL15wgunZj748GLKzU4TZ03Dp+u05UT3HPoaIbM+655x6z6667BvZH5Ygjjoj1+li5I0CQKA3vrQH9Cg3vXaioY1AHUeodXGF8/PHHBQNN34IqZcbGYnT8qge7blRfqre4abRh3T1WaLgdFd0hiNIRIPCChtnQuE32Bz1b1BGoQ0hqGHLdqrrLLrsE9knPQmAd1Yfdaave4rzVN9cnn3xijj/++MD7SaVSvzG6RIDAKxpavEGDBnkfdP3soI4gKfptXWN75e6Thkp59dVX7UWxlurFHkpG9ZfkrbUapcA+AeCnrNIRIPCOhkTJ/aC/9dZb9iKxmTp1auACvmYrnD17tr0ocqh+7OlrVY+qz6Tomlru/vANpHQECLxz6623ehEg6gTtbx577rlnYpNOpY3qSfWVW3+qz6TCV5OJESBuESDwjg8BoluD7aHXNVCjnmVB9am+7AEuVa9x33otBIh7BAi8k3SArFixIjNLYe4+6Ew6znG1yonqzf4movpVPceJAHGPAIF3kgwQzSdiDwK50047JXIrajlR/akec+tV9RznxFAEiHsECLyTZIBodN/c19ZT1q+99pq9GEJQPdpPrau+40KAuEeAwDtJBcjzzz+fN9+E5jTRFLBwR/WZO1eM6lv1HgcCxD0CBN5JIkD0O709/MWQIUPsxeCA6jW3nlXvcVxfIkDcI0DgnbgDRMOidO7cOe819ft8XHOTVxrVq32dSfUf9fA0BIh7BAi8E3eADB8+PO/1dLHXl3nKy5Xq176ornaIEgHiHgEC78QZIPrpJPdhQc1VMmnSJHsxRED1nDs3jNohyp+yCBD3CBB4J84A6devX95rnXXWWfYiiJDqO7f+1R5RIUDcI0DgnbgCZMaMGXlnwPpJZdmyZfZiiJDqO/enLLWH2iUKBIh7BAi8E0eA6ILtwQcfnPc6d9xxh70YYqB6z20HtUsUF9QJEPcIEHgnjgDRbIi5r9G2bdtIOi1smOpd9Z/bHmof1wgQ9wgQeCfqAFGH9dvf/rZq+/rZRPO0Izmq/9yfE9U+rgOdAHGPAIF3og6Qxx57LG/73bp1sxdBAtQOue2idnKJAHGPAIF3og6Qdu3aVW27Ro0aZubMmfYiSIDaQe2RbRu1k0sEiHsECLwTZYBoatPcbR999NH2IkiQ2iO3fdRerhAg7hEg8E6UAWIPWeKyg0Lp7IBXe7lCgLhHgMA7UQWIZsfLHQnW9U8kcCP3J0a1l6tZIAkQ9wgQeCeqALnxxhvztnvnnXfai8ADapfcdlK7uUCAuEeAwDtRBchBBx1Utc3atWvHPqUqqkftovbJtpXazQUCxD0CBN6JIkDef//9vG12797dXgQeUfvktpfar1QEiHsECLwTRYBccskleducOHGivQg8ovbJbS+1X6kIEPcIEHgnigBp2bJl1fbq169v1qxZYy8Cj6h91E7ZNlP7lYoAcY8AgXdcB8hXX32VN0xG79697UXgIbVTts3UfmrHUhAg7hEg8I7rAHn44YfztsfdV+lg342ldiwFAeIeAQLvuA6Qs88+O297n3zyib0IPKR2ym03tWMpCBD3CBB4x3WA7LffflXb2n333e0/w2Nqr2zbqR1LQYC4R4DAOy4DRHNs5w7Qd8opp9iLwGNqr2zbqR1LmTOdAHGPAIF3XAbIiy++mLetUaNG2YvAY2qv3PZTe4ZFgLhHgMA7LgPk9ttvz9vW1KlT7UXgMbVXbvupPcMiQNwjQOAdlwEycODAvG0tWrTIXgQeU3vltp/aMywCxD0CBN5xGSDHHnts1Xbq1atn/xkpoHbLtqHaMywCxD0CBN5xGSB77bVX1XbatGlj/xkpoHbLtqHaMywCxD0CBN5xFSC//PKLqVWrVtV2+vTpYy+CFFC7ZdtQ7al2DYMAcY8AgXdcBcjKlSvztnP++efbiyAF1G657ah2DYMAcY8AgXdcBciCBQvytjNo0CB7EaSA2i23HdWuYRAg7hEg8I6rAJkzZ07edtSBIH3sjl/tGoa9HQKkdAQIvOMqQF5//fW87YwcOdJeBCmgdsttR7VrGASIewQIvOMqQOyn0MeOHWsvghRQu+W2Y9in0QkQ9wgQeMdVgDz55JN523n00UftRZACarfcdlS7hkGAuEeAwDuuAoRvIOWBbyD+IkDgHVcBMnPmzLztcA0knexrIGrXMAgQ9wgQeMdVgNh3YQ0dOtReBCmgdsttR+7C8gcBAu+4ChCeAykPPAfiLwIE3nEVIDyJXh54Et1fBAi84ypA7LGwevfubS+CFFC7ZduQsbD8QoDAO64CRJo3b161nYMPPtj+M1JA7ZZtQ7VnWASIewQIvOMyQLp06VK1nbp169p/Rgqo3bJtqPYMiwBxjwCBd1wGiD0j4cKFC+1F4DG1V277MSOhXwgQeMdlgIwaNSpvW5MnT7YXgcfUXrntp/YMiwBxjwCBd1wGyJQpU/K2xcOE6WI/RKj2DIsAcY8AgXdcBsjSpUtNjRo1qrbFnVjpknsHltpR7RkWAeIeAQLvuAwQadGiRdW2GjVqZP8ZHlN7ZdtO7VgKAsQ9AgTecR0g/fv3z9ve3Llz7UXgIbVTbrupHUtBgLhHgMA7rgNkwoQJedsbMWKEvQg8pHbKbTe1YykIEPcIEHjHdYAsW7bM1KxZs2p73bt3txeBh9RO2TZT+6kdS0GAuEeAwDuuA0Rat25dtb06deqYVatW2YvAI2oftVO2zdR+pSJA3CNA4J0oAmTw4MF52xw3bpy9CDyi9sltL7VfqQgQ9wgQeCeKAJk3b17e7bydO3e2F4FH1D7ZtlK7qf1KRYC4R4DAO1EEiHTo0KFqm5tttplZtGiRvQg8oHZR+2TbSu3mAgHiHgEC70QVIKNHj87b7o033mgvAg+oXXLbSe3mAgHiHgEC70QVIMuXLze1a9eu2q6GBv/555/txZAgtUfuEPxqL7WbCwSIewQIvBNVgEivXr3ytj1+/Hh7ESRI7ZHbPmovVwgQ9wgQeCfKAHnnnXfyLqa3atUq9Ax3cEvtoPbIto3aSe3lCgHiHgEC70QZINK1a9e87U+cONFeBAlQO+S2i9rJJQLEPQIE3ok6QGbMmJG3/bZt29qLIAFqh9x2UTu5RIC4R4DAO1EHiHTs2DHvNXiwMFn2g4NqH9cIEPcIEHgnjgCxJ5pq2LCh+eabb+zFEAPVu+o/tz1KmTiqGALEPQIE3okjQOSkk07Ke50BAwbYiyAGqvfcdlC7RIEAcY8AgXfiCpAFCxaY7bbbrup19PSzy7t+sGGq79ynztUeapcoECDuESDwTlwBIvZTz+3atTM//vijvRgioHpWfefWf5SjAxAg7hEg8E6cAfLTTz+Zli1b5r3exRdfbC+GCKiec+td7aD2iAoB4h4BAu/EGSAyffp0U6tWrarX23TTTc1TTz1lLwaHVL+q52ydq/7VDlEiQNwjQOCduANErr322rzXrF+/vpk/f769GBxQvap+c+tb9R81AsQ9AgTeSSJANIxGp06d8l63ffv2Zs2aNfaiKIHqU/WaW8+q9ziGkyFA3CNA4J0kAkSWLFliGjVqlPfaPXr0iKVzqwSqR9Vnbv2qvlXvcSBA3CNA4J2kAkSmTp2ad1upSv/+/e3FEILqMbdeVc+q77gQIO4RIPBOkgEid9xxR96IvSpXX321vRg2guovtz5Vv6rnOBEg7hEg8E7SASJDhgwJdHgjR460F0M1qN7sQFb9xo0AcY8AgXd8CBA599xzAyHCN5GNo/qyw0P1mgQCxD0CBN7xJUA0vao9XpaKfsvnwvr6qX7sax4qqs+kphEmQNwjQOCdQYMG5X3Qzz///MRup9XrFgoR3U2U1D75TvVi322VDY+k6kx3etnzjcyePdteDBuJAIF3Tj311EDns9dee5knnnjCXjQWOpu2f85S0fMMPGyYT/VhP+ehovpL4lubAkvfPOrWrRvYJ9cTVlUiAgTeee+99wK30mbLMccck9hPD/aFdRU9Uc2wJ79SPdhPmKskccFcdMLRvHnzwP6oNGjQwF4cIRAg8NKXX35p+vbtazbffPPAh1/jJun39WXLltmrRU63ntrhpjGdNDBgpY7iq+PW8eeObaWieor7Vl3RCcaf/vSnwPtGZccddzRXXXVVpIM2VhICBF6bM2dOYIiR3M5gxIgRsXcGevjNfmJdRUOTV9p8Ijpee0h2FdVPnA8Jik4ozjvvvLyBMbNF/6aJq5YvX26vhhIQIEiFSZMmmb333jvQMahoGPAXXnjBXiVSuihbKNh01q2Oqtynx9Xx6Tjtb2Mqqpe4hicRnUDoWROdUNj7kt0fnYjAPQIEqaELosOGDSt4QVSlW7duZt68efZqkdFFYY0iW6gT1Rzf48aNs1cpCzouew5zFdWD6iPOi+U6cbDnc8kWnXDoxAPRIUCQOjq7Pf30003NmjUDncaWW25pLr30UvPtt9/aq0VG81gU68T0887EiRPtVVJJx1Ho5yoVHX/U83nk0omCThjs/VDRCYZONJK6ZbiSECBIrbffftscfvjhgQ5ERWfI9957r71KZPQziqZjzZ1j3e5gH3zwwcQeogtL+6v9LhaQOl4dd1zXoXRioBMEnSjY+6ITCp1YxPnzWaUjQJB6Dz30kGnSpEmgQ1HRw2NxnhkvWLCg4EN02aLbStXhLlq0yF7VK9o/7Wex22BVdJw63rjohKDQT2cqOpHQCQXiRYCgLKxevdoMHjzYbLPNNoHORWMx9enTJ9aH/qZMmWI6duwY2Jds0fWCzp07Z64nrFq1yl49EdoP7Y/2q9B1nWzRcen44vLqq68GniLPFp04/Otf/7JXQUwIEJQVhYTCwh7AT0Xh8o9//CMTNnHR085du3YtuD/Zop+BunfvnrmTaO7cufYmIqXX0+vq9Yv9/Kai/ddxxPn0tr7drK8tdcIQZ1siiABBWdLPVm3atAl0PCo6a3344YftVSL17rvvmp49exb87d4ueoaid+/eZvjw4ZkzfVc/d2k72p62q+0XepbFLtpf7bf2Py4KBQV9sW+T2vc4v02iOAIEZUu3k95zzz1m1113DXREKkcccUTsv5uvWLHCjB492nTo0CGwP+srurOodevWmc78oosuygw4ec0115i77747UyZMmFD13/p3/V3LaXmtV+zW52JF+6f91P7GScG+xx57BPZHRScEr7zyir0KEkSAoOytXLnSXHLJJWaLLbYIdEq6c+eMM84wX331lb1a5D799NPMsBrq4O1hQOIuen3th/ZH+xU3PdGuQLf3S0UnADoRiPP5ElQPAYKK8cknn5jjjz8+0EGp1KtXL3PXUVLjWelMX98iNMZXixYtAvsXRdHr6PX0unF/08hScCvACz3To8BX8OsEAH4iQFBx9PRysU5aTy/7MLru119/nRlLShe4Bw4caLp06WL22Wefgh3t+oqW13paX9vR9rRdbT9JCmoFtoLb3mcVBb0CH34jQFCR9OCbBmIsNn6SbmX1dfykH374IfMktopuFlAgZov+P/s3LecjBXSxcc0U7M8//7y9CjxFgKCiaQTXv/71rwVHcNVQ8poNkRFc3dAtw//1X/8VqGcVBbnuDovriXa4QYAAa73//vvm6KOPDnRsKjvttJMZNWpU6oYh8YUCWD+fFZvbRQGexNwuKB0BAuR4/PHHM9Pn2h2dygEHHBDrE9hpp8DVrcAKYLsuVRTYCm6kFwECWDSK69ChQ02dOnUCnZ6KntpO4lbXNFHQKnDtulNRQCuokX4ECFDE4sWLzWmnnVbwzqfatWubyy+/3Hz33Xf2ahVNwaqAtetLRYGsYGaY9fJBgAAb8MYbb5j27dsHOkQVDQcyZswYe5WKoyBVoCpY7TpSACuIFcgoLwQIUE3jx483u+22W6CDVDnkkEPMa6+9Zq9SEe6//37zm9/8JlAnKgpeBTDKEwECbAQNef73v//dbL311oHOUsOBnHLKKebLL7+0VytLCszf//73gXpQUdCW65S+WIcAAUL44osvMgMV2h2nyrbbbpsZ0NDXB/lKpYBUUBYav0vBqoD9/vvv7dVQhggQoAQvvfRSZhBCuyNVadq0qXn00UftVVJLgahgLDZviAJVwYrKQYAAJdIosXfddZfZeeedA52qypFHHmlmzZplr5YqCkIFon1sKgcddFAmSFF5CBDAkW+++SYzB0ehYeM1RexZZ51lli5daq/mNQXfUUcdFTgeFQWmgpNh1isXAQI49tFHH5njjjsu0OGqbL/99uaWW25JbNj46lLQKfAKzY2ugFRQKjBR2QgQICLPPvus2X///QMdsMq+++5rnnnmGXuVxCnYFHAKOnufVTQvugISEAIEiJA65FtvvdXssMMOgc5YRfN0fPjhh/ZqiVCg7bfffoF9VNG/KxCBXAQIEAP9JHT22WcX/ElIo9ReeOGFic0KqG8U+mZh75eKvon885//9P4nNySDAAFi9N577xW9KN2gQQNz5513xjZsvK5h/O1vfys4zLqCToGXtov+iBcBAiRA85A3a9Ys0HGr6LbYadOm2as4o7umFFTFbjtWwCnogA0hQICE6MG8a6+9tuiDeT169DCff/65vVpJFEwKKPu1VBRoCjaguggQIGELFy40ffv2LTg0yFZbbWUGDRpU8tAgCiIFkr19FQWYgqxch15BdAgQwBOvv/560cEJGzdubB544AF7lQ1S8GhsKgWRvc3s4I8KMCAMAgTwzNixY4sOj37YYYeZmTNn2qsUpNFwiw0/r6BSYAGlIEAAD2mCpiuuuKLgBE365nDqqaeaRYsW2atlKGAUNPZ6Kgomzd8BuECAAB777LPPzIknnhgIAhVNEXv99ddXTRGrQFGwFLqWoiBSIDEFL1wiQIAUmDp1qvnd734XCAYV3T2li/AKFPtvKgogBRHgGgECpIQeMBw9erTZaaedAiFRqChwpkyZYm8GcIYAAVJGQ55ccMEFBZ8gV1HAKGjieqIdlYsAAVJq7ty5pn379lXBUaNGDXPeeeclNqYWKg8BAqTcbbfdZo4++mh+rkLsCBAAQCgECAAgFAIEABAKAQIACIUAAQCEQoAAAEIhQAAAoRAgAIBQCBAAQCgECAAgFAIEABAKAQIACIUAAQCEQoAAAEIhQAAAoRAgAIBQCBAAQCgECAAgFAIEABAKAQIACIUAAQCEQoAAAEIhQAAAoRAgAIBQCBAAQCgECAAgFAIEABAKAQIACIUAAQCEQoAAAEIhQAAAofx/okFwjS6DaPAAAAAASUVORK5CYII=)
| Product Number | 2615-3-X3 |
| CAS | 192863-46-0 |
| MDL Number | MFCD01631854 |
| Molecular Formula | C13H9FO |
| Molecular Weight | 200.212 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2615-3-X3
CAS: 192863-46-0
Molecule Weight: 200.212
Formula: C13H9FO
![2'-Fluoro-[1,1'-biphenyl]-2-carbaldehyde](data:image/png;base64,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)
PN: 2615-3-X1
CAS: 223575-95-9
Molecule Weight: 200.212
Formula: C13H9FO
![4'-Fluoro-[1,1'-biphenyl]-2-carboxylic acid](data:image/png;base64,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)
PN: 2621-3-3A
CAS: 1841-57-2
Molecule Weight: 216.211
Formula: C13H9FO2
![2'-Methyl [1,1'-biphenyl]-2-carboxaldehyde](data:image/png;base64,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)
PN: 2715-1-11
CAS: 7111-68-4
Molecule Weight: 196.249
Formula: C14H12O
PN: 2615-1-25
CAS: 1210-05-5
Molecule Weight: 210.232
Formula: C14H10O2
![3'-Fluoro-[1,1'-biphenyl]-2-carboxaldehyde](data:image/png;base64,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)
PN: 2615-3-84
CAS: 676348-32-6
Molecule Weight: 200.212
Formula: C13H9FO
TSCA: Not listed on TSCA inventory
HTN: 2913.00.4000
