![(3-{[3-(Trifluoromethyl)pyridin-2-yl]oxy}phenyl)methanol](data:image/png;base64,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)
| Product Number | 4H07-3-0E |
| CAS | 1427460-22-7 |
| MDL Number | MFCD21602385 |
| Molecular Formula | C13H10F3NO2 |
| Molecular Weight | 269.223 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4H07-3-0E
CAS: 1427460-22-7
Molecule Weight: 269.223
Formula: C13H10F3NO2
![(4-{[3-(Trifluoromethyl)pyridin-2-yl]oxy}phenyl)methanol](data:image/png;base64,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)
PN: 4H07-3-0F
CAS: 1086376-57-9
Molecule Weight: 269.223
Formula: C13H10F3NO2
![1-(3-{[3-(Trifluoromethyl)pyridin-2-yl]oxy}phenyl)ethanone](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABl3AAAZdwF9jYUOAAACZnpUWHRtb2xTb3VyY2UAAHichZVtb5swEMe/ysmvFz9BgEQhVZSq0qR2k9ZO2rvJASdFCrgCmodvvzOQFEgGgehs3/9nbN/ZXjyc0j0cdF4kJguJoJyAziITJ9kuJL/fniYBeVguIhShMCtC8l6WH3PGjscjjd51qk4mo5FJSe2fn4qkozk61OQ7JjkX7M/L82vFTJKsKFUWaaSKZF5Ujc8mUmU1iv98gqUqPyQZq+UszQ91b38lty+npyImX3NZo2+FKGyTvYatyVNVwkFyii//Bjud6VyVOobNGZsd6uLcl4uXRxN9pjorsWh7SCK1fy3zzwgbUrPX0Sd2hoXvjyFJBQKqNOkqz9UZbMk2KwFKgnJAuaCmoDxQPqgA1AyU4PhHv0CBQIVAiUCNQJFAlUCZQJ20cdhrO5C384fG2cAafsL6+tjyj1b9qXrWuKAyJDhB/MFEUMdxfJhI6nm+e1vvtTdYU2ucjcHV4Tj4Kfpc/2Kaxq6R1PUq5dRFU/dJ4NwaFqe+zy8uOwpHWOtQHljrUk9aix+ZDdUv+jHeozPH2oC6frt+sTWHoWTXWC4XG5PFrSIkcUg2glRB/qW3hWziTMDksc5x69gOrLQNyC5gs+IKyHuAcwO4w19wu4DNuCuwugdMu4DNz2HA6wI2m4cBvwvY3B8Ggi5gd8rwpGddoNpXw4T1d0JX7cPhYYl+uKt9O8L0Il7v8xGmF/T6XBhhenGvz5ERZnpnDcaYXvTrs2pkrXsJUJ9tI0xwhwlGmNkdZiRzJL/JNcmHl0CKmy12H2GtM4Nd7gos3twjrHXJMLxal/8AhxcmQ3WsNDwAADzCSURBVHhe7d0J3BXz4sfxkCREUZIlu+xxK2tkJ1t0I7opZL3+djehK0sU187NdlPdEHKtITdF9n2/9kJkjaSs5fd/vvOYY+b3nOd5zvmdmTNnznzer9e8rtv5ne33nJnvzPy2JgYAAAdN7H8AAKAQBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcFLeAJk+3ZgzzzSma1dj2rY1ZvHFjWnTpvb/n3GGMR98YD8DFWTOnDnmiiuuMHvvvbfp0KGDWWqppUzz5s3NaqutZnr16mVGjx5tfvrpJ/tppkmTJt5WqGLLA0hGefbShQuNGTy4NjB0YKhv0+Onn15bHhXlyiuvNMsuu2zu4F7fttJKK5kJEyaEnltsIBRbHkAy4t9Lf/vN1Jye1gbEIosYc9BBxjzwgDFffGHML78Y8+WXxjz4oDEHH1z7uMqpvJ6HinDkkUd6B/RFF13U9O7d29x5551m5syZ3tXGN998Y1544YWaC8gzai4q2+Y9+Of7t4YUWx5AMuLfS4cNqw2FmrNX89//2o+GTZ5sTMuWteX1PCTusssu8w7mK6ywgnnsscfsh0MUJoccckidg3+xgVBseQDJiHcv/eorY1q0qA2E++6zH81P5VRez9PzkZjZs2ebZZZZxrvyePTRR+2H6zVYtysDig2EYssDSEa8e+lFF9WGwR572I80bPfda5+n5yMxl1xyiXcgVwN5KYoNhGLLA0hGvHvpbrvVBsH48fYjDbv11trnKUiQmN1r6l8HcrV5lKLYQCi2PIBkxLuXrrJKbRB8+KH9SMNmzKh9np6PxKxSU/86kH/88cf2Q0XxA6HYDUBli3cvbd68Ngh++MF+pGEqr+ctuaT9CMpoyZr614H8xx9/tB8qih0MhW4AKlu8eykBkmpRB0ihii0PIBnx7qUrrxz/LSy99uef2/+KCER9C6tQxZYHkIx499Jdd60NgmIb0VVez1MjfEOee86Ypk2NWWKJ2ilSvv/eLoESVEoj+uuvv+51De7cubNp3bp1zZ97CbP22mubY445xnz00UeBZwIop8L3ahcjRtQGQY8e9iMNU7dfPa+xbrwawa5y/ta+vTFjxzKKPSKV0o3X///5Nk2v8uKLLwaeDaBcCt+rXWiaErVjaIoSTV9SiIkTa8NAz9PzGzNmjDHt2oWDZIstjHnmGbskiuQ6kFDTmgTZgdAYu3yXLl3M1VdfbV555RUzb94873NNmjTJbLrppl65bt26BZ4NoFwK36tdnXNO7UF9ueWMmTLFfjRs6tTacip/3nn2o/WbO9eYQYOMadbsjxBRaB1yiDGffmqXRhH8qxBNZTJt2jT74ZBvv/3W9O/fv05Y2IHQmELLv//++145NfYDKL/G99JSaWbdnj1rD+o1Z7Kmb19jHnqo9upCkylqupKas0nTr1/t4yqn8i4z8r73njH77BO+Gll6aWPOP9+YPNOMZ93jjz/utSuoTeHee++1H8457LDDvAO1rkQOOOAAc9ddd5lPPvnEm0xRoaFbSEOGDKm5EGyX9+Cf798aUmh5tX+o3Oqrr24/BKAMGt9Lo7BggTGnndb4dO5qEFc5lS+FJm3cYIPwa6+xhjHWNONZpQNvnz59cgdqbX/729/sYiGaVLFly5ah5+Tb2rdvX6fRvdBA8DVWXuuSaGLHLbfc0iunqeYBlF/9e2kc3n+/dl2QLl2MWWGF2sDQ/9acBXvrgOjxqPz6qzFXXWVM69bhIOne3ZhXX7VLZ8L8+fPN2WefnRvf4W+aov3rr7+2i9eh2XYVJHvuuadZddVVTYsWLXILSu2///5mzJgx5ueff7af1mgg2Oorb4fVuuuua0aNGmUXA1AmdffSajN7tjF//WttWPkhsthixhx1VKZm+73lllu8g37wANypU6eiGseTZgfI0ksvbU488cS8oQUgftUfIL433jBmp53CVyOtWhlz+eW1bTFVSos9bbvttqEDb5s2bcz1119vFrq0M1UAvxfWZptt5n2fk08+2S4CoAzSEyCzZhnz0kv2vxbv7ruNWWutcJB07FjbsF9FPv/8c6/xWw3ffnAsvvji3sFWDd/VYMaMGd73UuM9gPJLR4DMn1/bVqKDva4idDVRCt3yGD7cmGWWCQfJnnsa8847dulU0e2cESNG1Gnw3mOPPczbb79tF0+1d2r+VvpuSy21lP0QgDJIR4BoihJ/qVttas9Qu4baN0rx2WfGHHroH92Ha7avmzUzz51yipk/Z45duuLdc8893hQfweBYb731zAOFDuKsUFtvvbW5/fbbzQcffOAF5Jdffmnuu+8+s9FGG3nfcbfGprwBEIt0BIjoqmOHHcJXDOphpZ5W6nFViuef11HKe82pNdtJNVuXNm3MDTfckIp2gjfffNPsvPPOoeBYbrnlzKWXXmp+qYL2neD3srfll1/e+/4Ayi89AeLTWA6N6QgGicZ8aOxHieaNG2dGrbqq2TlwgFJDrcYcVCI1Jh933HE1F2RNc593scUWM0ceeaT5qop6mKkjgL5Tx44dvW7DumW18cYbm1NPPdXMUtsYgESkL0BEo8o1ulyjzINBolHoGo1egp/nzzcX/f3vdcZKaAT2h8VOSx+TBQsWmGuuucY7+w5+xu7du3vzRQFAOaQzQHya50rzXWneKz9ENB+WRlV/951duigKiwMPPDB0gFao/L0mXDQgLymTJ0/O3fv3N03lcccdd9hFASBW6Q4Qn2be3XLL8NXIiisao1HKJbZhaAJBf7yBv2mhpXHjxtlFY6WJA3v27Bn6HLqVc95555W8YiAAuKiOAPFpLRB/FUR/0zQpTzxhlyyKGtLVoN62bdvQAVy9g57TolYxmjt3rjn99NO9CQ/9912k5oqrX79+3oSGAJCU6goQUZdfrU6oVQqDQXLwwcaUuDSrJvE75ZRTTLNmzXIHcw3UGzBggPlMXYIj9Ntvv5mbbropNMOttq5du5qnn37aLg4AZVd9AeKbPt0YraQXDJEWLYwZOtSYH36wSxfl3Xff9SYUDB7YtfDShRdeGMm8TE8++aS3iFLw9TXL7ejRo71gAYBKUL0B4tMiVZtsEg6S1VYz5tZb7ZJFe+ihh7yupcED/VprreWtl+Fi5syZpm/fvqHX060rrfD3Peu9A6gw1R8govVFrr32j+lQaraFNdu0bt3MhyWup/3rr7+ayy+/3LRq1Sp04N9pp53MGwVOuaJG8HPPPddrFA++hqZI1+hrAKhE2QgQnyYRPPFEb2GrV2oO0OfWbFssuqg5/PDDzRdffGGXLorW0zj66KO9gXx+AGiA37HHHusN+KvPbbfdZjp06BAKDg2Sm9LY8r8AkLBsBcjvFr71lnlk991N75qDdfPfD9rLLrusufjii0ue+uO1114zO+ywQygQWrduba666irvasX30ksvme222y5UTgMDR44c6Q0UBIBKl8kA8T02caK3ql3wIL7OOut4E/WVSsu6rrnmmqHX3mCDDcyECRPMwIEDQ1cqmmb9+OOP91b8A4C0yHSAiK44LrnkEu8KJHiw33XXXc3//vc/u3hRfvrpJzNs2DBv5bzga0f9PgCQhMwHiE9ThB9xxBGxXBmMHTu2zvocUV3pAEBSCBDLyy+/nLdt4p///GfRbRNvvfWWt1ZF8LU0CLFPnz4lt7UAQNIIkHqod5QmKQwe/NU76pFHHrGL1qFw2GabbUJXMxqxHkVvLwCoFARIA+obn7Hffvs1OD5j6NChofLdunXzel0BQDUhQApQ3wjxwYMH5x0hrttdfrm/aWp5AKhCBEgRnnrqqTpzVK200kp15qi65ZZbco/TUA6gWhEgRfJnyVVwBINEs+QqYIQAAZAFBIij+tbp+Mtf/mKuvvpqAgRA1SNASpRvpcBgqBAgAKoVARIRde+11yrXpttZAFCNCJAIaaDhNddcE5q6ZMSIEXYxAKgKBEgMtH66HyD33nuv/TAAVAUCJAb0wgKQBQRIDAgQAFlAgMSAAAGQBQRIDAgQAFlAgMSAAAGQBQRIDAgQAFlAgMSAAAGQBQRIDAgQAFlAgMSAAAGQBQRIDAgQAFlAgMSAAAGQBQRIDAgQAFlAgMSAAAGQBQRIDAgQAFlAgMSAAAGQBQRIDAgQAFlAgMSAAAGQBQRIDAgQAFlAgMSAAAGQBQRIDAgQAFlAgMSAAAGQBQRIDAgQAFlAgMSAAAGQBQRIDAgQAFlAgMSAAAGQBQRIDAgQAFlAgMSAAAGQBQRIDAgQAFlAgMSAAAGQBQRIDAgQAFlAgMSAAAGQBQRIDAgQAFlAgMSAAAGQBQRIDAgQAFlAgMSAAAGQBQRIDAgQAFlAgMSAAAGQBQRIDAgQAFlAgMSAAAGQBQRIDAgQAFlAgMSAAAGQBQRIDAgQAFlAgMSAAAGQBQRIDAgQAFlAgMSAAAGQBQRIDAgQAFlAgMSAAAGQBQRIDAgQAFlAgMSAAAGQBQRIDAgQAFlAgMSAAAGQBQRIDAgQAFlAgMSAAAGQBQRIDAgQAFlAgMRg0KBBuQC58MIL7YcBROzKK680LVq0MGussYZ5//337YcREwIkQh999JHp06dPLjy0LbLIIqZ///5m1qxZdnEAJXrllVdM9+7dQ/vc4osv7p3EzZ071y6OiBEgEZg/f745++yzzZJLLhn6IQe3ZZZZxlxwwQXm559/tp8OoEhfffWVOfLII81iiy0WOlkL7nPt2rUzo0aNMr/99pv9dESEACnRzTffbFZdddXQD7dTp07m0UcfNQ8//LBZf/31Q4+tueaa5j//+Y/9MgAK8Msvv5hLL73ULLfccqH9aueddzZvvPGGGTNmjGnfvn3osc6dO5snn3zSfilEgABx9MILL5htttkm9ENt06aNuf76683ChQtz5X799Vfv/myrVq1CZXfccUfz2muvBV4RQEMeeOABs95664X2o7XXXtvcc889oXLff/+9OfPMM80SSywRKtu3b18zc+bMUFmUhgAp0ueff24OO+wws+iii+Z+mLrnevLJJ5s5c+bYxXO+/vprc+yxx5qmTZvmnqf/PuaYY7zHAOT3zjvvmB49eoTCoGXLlmbEiBEN3hKePn262X///UPPU0P7OeecY3744Qe7OBwQIAXSD1U/WP1wgz9I/bD1Ay/U66+/7l19BF9DVydXXHGFd7UCoJZOyHRiphM0f1/RiZtO4HQiV6gpU6aYTTbZJLTPdejQwYwfP94uiiIRIAXQJbIulYM/QF1K65LaldpB1B4SfE21l0yaNMkuCmSKbgHrVrBuCQf3D90y1q1jFwsWLDAjR440K6ywQug1u3XrZl566SW7OApEgDTgzTff9Brngj84Nd6pEU+NeaXSVY16ZqmHVvA99tprL/Puu+/axYGqp84n6oQS3B/USUWdVaLwzTffmBNOOKHOVc3AgQPNF198YRdHIwiQPGbPnm2OO+64UHuFuguq26C6D0ZNY0QGDBgQ6obYrFkzc+qpp5rvvvvOLg5UnRkzZpjevXuHgkPd4tU9Xt3ko/bWW2+Z3XbbLfR+yy67rLn44osjOTnMCgIkQG0QV199tVl++eVDPywNVNKApbg999xzZquttgq9d9u2bc2NN94Y6tkFVIt58+aZIUOGmObNm4d+9xqQq4G5cbv//vvNuuuuG3pv/X/9OxpHgPxu8uTJZsMNNwz9kFZffXVzxx132EVj9+9//9usssoqoc+y+eabm2nTptlFgdQaP/7+mt95eAyVfuePP/64XTRWuuL4xz/+4V2BBD+LrlB0pYL6ZT5ANG9Oz549Qz+cpZde2px33nnmp59+souXTdJnZkBc3njjC3PggdeYdu32MEsuubL3u66EK+0vv/zSawsJjm5XW4naTNR2groyGyCaJ+f0008PDTZSG0S/fv3MJ598YhdPTLnvDQNx+eorTfkz1XTufJ3p1Olys8Yah9WEyNZm0KDBFdXWp15Z2223XWifU+8t9eJSby78IXMBonlxbrrpJm+enOAPZIsttjBPP/20XbxixN07BYjLL78sNKNGvWy6dRtl/vSn63LbsceOM9Onf2oXrxgaJ6LxIsF9TuNJNK4EtTIVIJoPp0uXLqEfhObN0fw5aZhwLY7+8UCcpkyZYfbZ59ZQcPz5z7fVnKylY0oRjVjXyHWNYA/ucxrhrpHuWZeJANH8N5oHJ/gD0K2rM844w5s3J23qG6F76KGHFjVCF4jL++/PNkcffV8oOHbYYbS59dbXzYIFybVzuKq2Y0hUqjpAfvzxR+/sYamllqrKswfXOYKAuMyZ86O58MLHTdeuN+SCQ/+tf9Njaae7GJrdN7jPpekuRtSqNkBuu+22OvcvN95446q8f/nggw8WNEspEBddVejqQlcZwasOXYW8995su3iqpbUdNQ5VFyBZ7UGhvuyXXXZZ3nUSNCULEJdnnpnptWsEg0PtHmr/qGbqyamVDyu9J2ecqiZA6MNdK99KbZqSRVOzaIoWICoffTTHnHTSQ6HgUE8r9bhSz6us0FiyfffdN3TiVgljycoh9QHCKNL88q0V3bp1a2+qFqaNRynmzfvZXHHFM2bLLf9o59DYDo3x0FiPrMo3m8Uaa6yRyGwW5ZLqAMk3j80666xj7rvvPrto5NQTSnNXjRs3zuuJockQDzroIO+grW2zzTbL/bdGj+vxwYMHe9OUPPvss+bbb7+1XzIW+vHqRxysI/3I9WMHirFw4W/m7rvfMrvsMjZ01XHooXd7o8vjVsw+p3/X4yqn8npeQwu+RcWfT08na8F9rlzz6ZVbKgMkiZk01Y1PPS30o7Qb5103zXel+6X/+te/Yu0VpstoXU7rsjr4/rrs1uU30JiXX/7M9O17Zyg49thjnJk4Mb5lB+LY5/Q6ej29bpzL29Y3o/dRRx0Vy4zeSUlVgOisvZxz+WvOqWHDhpkNNtigzg+xvk09MzQJo7/ZPTUa2rTA1FlnnWXefvtt+6NEQg17CqzgtPFqAFRDoBoEUR2CB/mpU2fYD9fhl83nm29+rLlynhx6za22utGMHPm8+eGH6G+Flnuf0/vo/eKaX66+NYXU4SWuk91ySkWAlHM1MV2C6pJXl5zBA21w020zncVcdNFF5q677vJ+JI21K+jx//3vf+buu+/2rpQOP/zwBncS9TW/8sorvUkVo6auhupyGHw/7XTqmpjFvuzVJniw79nz1kYbtBsKkKFDp4Zeb9Cg/5pPP432ZCPOfU7lVF7P0/PtW97+pvfV++tzNPa6LvKtatqxY0evC36aVXyATJ06tSzrGes2j0LKbi/Qpttj/fv3N2PHjo38slcjx2+99VZzxBFHeDOS2u+ttUmGDh0aeQ8qBYUu4zUIKvh+Ci4NlkJ6+Qf73r1v9/533LhX7SIhDQXILbe87j120EETzIsvzrIfLklS+5xeT6+r17c732jT59HniroHlQb3apCvBvsG30+DgTUoOI0qNkDUJtCrV69QRWs+Go0s1/w0UfHnl7IPpLpNtueee3pBpRHt5aAzn4kTJ3oNgPbcOxpNH8etJk3DoIbGYF92bZq2IeodF+XhB8KTT37s/W/37jc1OAq8oQCR2bOj29+kkvY5vY/eT+8bvDWuTZ9PnzPqKeZ10qhph3T7PfjdNT1RORr6o1RxAaID2plnnlnngHbwwQdHfkDTBIRdu3YNvY+mSlc7S9TvVSy19+jerH1Voh+1enJFTYGtKV6C76XQijqwEb9gIPzf/z3g/feIEU9Ypf7QWIBEqZL3Ob2/Poc+T/Dz6fPGMVmpXlMToQbfSxOlxhFacamYAGnolsoTT9T/43ehdTTUQyI42E5n/FofJI7G+FLoDEltISuvXLvwjr+p/SeOcS6a6qUctwwRn2AgTJ/+rTcXlTb9dz7lCJA07XP6PPpcwbsA+tz6/HGswaMlGbQ0Q3Cf09INWsKh0lVEgDzzzDN5G3VHjRoVeaOuGtU22mij0HupO6sWbqpkakzXOJJmzZrlPreuENQFOGr1dVrQFDFRd1pA9OxA0NWH/r+uRvKxy0ctrfucPp89wlzfI46pgRRMWiTOvvrRYnKVXE+JBsinn35ap1upDpBx3OuX0aNHh2bm1Zl1OQYdRundd981u+66a+hHduCBB8Zy71RTwNjdpnUmpm7TmjoGlckOhO+++yk3yeFTT9W9TWSXj1I17HP6vMFxKPo++l5xUHdiDTwO7t9a1lrLW8fRI7NUiQXINddcU6fLXlwD23QVc9JJJ4XeS+ugl2s0eBx0WyvYTqTuiR988IFdLBL5Bm7qb8dqiJUpXyDcfPNr3r+pZ5ZGlAflK1+qatvn9Ln1+YPfR98v6jskvmnTppnNN9889H4alPjqqw33qCu3xAJk6623zlWM+kPHNbWGBusEF4LRFc4VV1xhF0slTY2w/vrr577biiuu6E3ZEBdNHRPscqlQQeXJFwi//rrQ7LffeO/f77gjfAsmX/lSVPM+p+8RvI2s7xnXgEA1pN94442hGbZ1G7uSJBYgxxxzTK5S4pr6WJd8wTPnVq1amccff9wulmr6jnvttVfuO+ryWgf6uOhqxH8v3WpE5akvEB577EPv33faaYz5/vufc/9eX3kXWdjn9H30vfzvqO8b5+0lrW3kv1elXfUnFiDBy9s4lmHVWUHwh6xeTG+88YZdrCqo0Vtz7PjfVWdIcY1wfe+993Lv8/e//91+GBWgoUA49tiJ3mOXX/7HwkcNlS9GlvY5fa9gz0h977iuRNQG47+PBh1XkqoMEN2XDF5Cq33gww8/tItVnfPPPz/3ndUFUfdRo0aAVL6GAkFrlXfpcr03FfvMmd95/9ZQ+UJlcZ/T9wtOjaLvH0ebCAGSR5wBEnxtnSVU+w856Nxzz819d03T8OKLL9pFSkKAVL7GAmHYsGne46ed9rD3/xsrX4is7nP6nsErEdVD1AiQPOIKEHWv819X9ylff/11u0jVO+WUU0I7c5QDtQiQytdYIGiG3e23v8kro/mtGivfmKzvc/q+wTaRqLv4EiB5xBEgmu3W73OudoBqa7wrhuba8et3hx12iGw9eAKk8hUSCGPHvuqVCa7x4YJ9rpa+t987S/WheokKAZJH1AGikZzB5SSrpdugK80kGpxzKKoeUwRI5SskEDTF+7773por21j5fNjnwvT9/bpQvUQ17QkBkkfUAaJ5avzX04Af1I5q9acj0cC/hx+uveddCgKk8hUaCFOmzCgpQNjn6goONlT9RIEAySPKANGslv4kbZpyIK2jXeMwadKk3LTRWvGw1Jl1CRAI+1x+qgd/2hPVTxSz+BIgeUQVIBqtGbxVk7Z5dsohOEak1FtZBAjY5xoWPOCrnkqdmp0AySOqALnuuutyr6O5tFCXzopWWmklr440MWIp8+kQIGCfa1xwFl/VVykIkDyiCBA1FPvrh2jgXCVPe5y022+/PVffWn3NFQGSbexzhVG9+OuJqL5KWR6XAMkjigC59tprc6+hBWDQsO233z5XX88++6z9cEEIkGxjnyuc6sevK9WbKwIkj1IDROuH+zPDKumjHCxXraZOnZqr8x49etgPF4QAyS72ueKofvyrENWb6s8FAZJHqQGidcH95x9//PH2w6hH9+7dc/X2/PPP2w83igDJLva54qme/DpT/bkgQPIoNUD8A6EWWZk5s+4qa8hPa5779a6VBYtFgKTXE098ZPbf/zYzbpxbJwr2ueKpnlRfqjfVnwsCJI9SAkQD5PyxDaU0CGeVFvBS3bVs2bLo0bIESHqdeOKD3oDBXXYZaz/UKPY5d6ov1ZvqT/VYLAIkj1ICZNiwYbnnarEVFGf48OG5+hszZoz9cIMIkPQ67rjatUC0Pnqx2OfcBReEUj0WiwDJo5QA2WCDDbznabryH3/80X4YjZg1a1busnrHHXe0H24QAZJepQQI+5w71ZfqTfWneiwWAZKHa4DonqL/vP79+9sPo0D+ynEaWDh37lz74XoRIOnlGiDsc6VTvfl1WGz7EQGSh2uA6JaL/7yxY4u/l4tal156aa4ei5mKggBJL9cAYZ8rnerNr8NibxsTIHm4BsiAAQNyz/vkk0/sh1EgLYLj1+MJJ5xgP1wvAiS9XAOEfa50qje/DlWfxSBA8nANkNVXX917jtYiRmn8+bG0dkGhCJD0cg0Q9rlo+Ounqz6LQYDk4RIgc+bMyT1HK+6hNAcccIBXl5p2utCGUQIkvVwChH0uOsFVQlWvhSJA8nAJEM3f5D9nxIgR9sMo0tChQ3P1WegMvQRIerkECPtcdFR/fl0WMxcdAZKHS4AEG6Luuusu+2EUKdg/ffz48fbDeREg6eUSIOxz0VH9+XVZTGcEAiQPlwA566yzcs+JctH6rHrttddy9amrkUIQIOnlEiDsc9FR/fl1qXotFAGSh0uABHuDFHrPHvWbN29erj4PP/xw++G8CJD0cgkQ9rnoqP78uiymJxYBkodLgPTq1csr36xZM/shONJAQtVp79697YfyIkDSyyVA2OeipXpUfapeC0WA5OESIP7o6eWXX95+CI5at27t1enuu+9uP5QXAZJeLgHCPhct1aPqU/VaKAIkD5cA2Xrrrb3yxfajRv06dOjg1anqthAESHq5BAj7XLT8MTWF7m9CgOThEiCdOnXyyrtMSIb8/EnyVLeFIEDSyyVA2OeiVez+JgRIHi4BwtlQ9LgCyQ6XAGGfixZXIBFxCRDux0aPNpDscAkQ9rlo0QYSEZcAoUdI9OiFlR0uAcI+Fy16YUXEJUDokx4txoFki0uAsM9Fh3EgEXIJEEbFRouR6NniEiDsc9FhJHqEXAKEeXmixVxY2eISIOxz0WEurAi5BAgzg0aL2XizZeDAUaZjx8Fmiy3OtR+qF/tcdJiNN0IuAcLaBNFiPZBsOfDAQaZt2x3Nuuvuaz9UL/a56LAeSIRcAkRYHS06rEiYLT167GuaNl2qJkRWsR9qEPtcNFiRMEKuAcL6zNFgTfTs8cd0aOxPMdjnSsea6BFzDZAxY8bknldMQxTCLr300lw96gdaKAIkvVwDhH2udMHOCKrPYhAgebgGyMyZM3PP69+/v/0wCuQfTDSQcO7cufbD9SJA0ss1QNjnSqd68+tQ9VkMAiQP1wARf0KyZZddtuDGX/xh1qxZpmnTpl4d7rjjjvbDDSJA0ss1QIR9zp3qS/Wm+nOZlJIAyaOUABk2bFjuuRrLgOIMHz48V3/FXk4TIOlVSoCwz7kLjrdSPRaLAMmjlAD56KOPzKKLLuo9d88997QfRiM6duzo1V3Lli3N/Pnz7YcbRICkVykBwj7nTvWlelP9qR6LRYDkUUqASPfu3b3n6lZMsfcUs2zKlCm5eh84cKD9cKMIkPQqJUCEfa54qif/drHqzwUBkkepAfLvf/879/zjjz/efhj18A8C2p5//nn74UYRIOlVaoCwzxVP9eTXmerPBQGSR6kB8uuvv5o11ljDe36LFi3MF198YReBZerUqbk679Gjh/1wQQiQ9Co1QNjniqP6UT2pvlRvqj8XBEgepQaIXHvttbnXOP300+2HYdl+++1z9VXMXDxBBEh6lRogwj5XONWPX1eqN1cESB5RBMhPP/1k2rdv772Gkn7GjBl2Efzu9ttvz9V3KY2gBEh6RREg7HOFUb34Vx+qL9WbKwIkjygCRK677rrc6+y7b+GTxGXJt99+m5v3SgMHC515Nx8CJL2iCBBhn2uc6sWvI9VXKQiQPKIKkIULF5quXbvmXquYaTmy4qijjsrVz6BBg+yHi0KApFdUAcI+17DgAV/1pPoqBQGSR1QBIi+88II3Jbleq0OHDt4ZN2pNmjQp139/zTXXND/88INdpCgESHpFFSDCPpef6kH1oXpR/aieSkWA5BFlgMhxxx2Xe72ePXvaD2eSBi2tsMIKXp0sssgi5uGHH7aLFI0ASa8oA0TY5+pSPfh1ovqJAgGSR9QBohHVWtfCf80rrrjCLpIparQL3mYo9daVjwBJr6gDhH0uTN/frwvVS7GzPNSHAMkj6gARLVq/1FJLea/ZrFkz8/jjj9tFMiO4+tkOO+xgFixYYBdxQoCkV9QBIuxztfS99f1VD6oP1UtUCJA84ggQGT16dO51W7Vq5S2clDWnnHJKrg5WXnnlSAd8ESDpFUeASNb3OX1ffW+/DlQfUSJA8ogrQCT42jqAfvjhh3aRqnXuuefmvrumkH7xxRftIiUhQNIrrgCRrO5z+p76vv53Vz1EjQDJI84A+e2330zfvn1zr6+1iLPwgz7//PNz31mDmKZNm2YXKRkBkl5xBkgW9zl9P3+dc236/qqHqBEgecQZIPLLL7/kdhhtOkt444037GJVQe0bwbEeuhf74IMP2sUiQYCk16677ur93ZZbbjn7oUhkaZ/T9wpeeeh76/vHgQDJI/hD04Ho559/touUbN68eaH30X3Kamvk03fca6+9ct9RDXj333+/XSwSWlntr3/9a+69NEXDu+++axdDBXr00Udzjbzq0q01uuM4W87CPqfvE2zz0PfV947D7NmzvYlP/fe66KKL7CKJSixA9t9//1ylaFtnnXXMvffeaxcrmc4KgpfW2omqpbvhK6+8YtZff/3cd1txxRXNc889ZxeLhObSWn311UN/M78+Tz31VPPdd9/ZT0EF0JxMvXv3rvN307bllluaZ555xn5Kyap5n9P38INYm75nHFcemrn3yiuv9G43Bv9mN954o100UYkFiCpIXU21Kl6wgnbZZZdIu8CJzrSCt8y0acBPmkfP6se1xBJL5L6P7sV+8MEHdrGSvfzyy6FZfLUtvfTSpl27dqF/a9u2rffjLnXaBkRDZ8RDhgwxzZs3D/2ddNWo+dD8/6+rkUMOOcR8+umn9kuUpNr2OX3u4CBBbfp+cVzF/fe//82tQR/8u7kshxu3xALE99VXX5kjjjgiNy2CNq3g9X//93/mm2++sYuXRN3r/D7r2jTlQNrm8dEtI/9etr8deOCBZs6cOXbRknz55Zd1/i468GiBHP/vogVyVlllldBn2XzzzWNpvEfh9HcJ3p/3/y7+rSS1Y+2zzz6hx3VSoE4Ypcwam0817HP6vP70JNr0faLuqiv1/V0UHFH/XaKSeID4dDvGPtNdfvnlzTXXXBPZIDh58803zUYbbRR6H82cWenTUuuMcvDgwaHLZ/2Q//Wvf9lFS6LL8UsuucRraA3WUX1XhvWd6fbp08dp/We40xovW221Vejv0NCVYb4zXS18NGHCBLtoSdK6z+nzBWfV1abvoe8TJd3+/dvf/hbat+O6MoxaxQSIL9+9dv3RHnnkEbuoM00xoHlqgmfX6vaqBWCiHHQXBTVc63aVfUbZrVs389Zbb9nFSzJx4sRQt0RthbZNqUvjAQccEHrukksuac4+++zIpnRAfrNmzTL9+/f3Djp+3etgdNpppzXaNqVbyVdddVWde+2avaCUaf9tadrn9Hn0ufz1PLTpc+vzR/lbVqjrBFBtl8G6j6ttKg4VFyCig+Z5550XuvTVpnuQUd7n10yZwfmitOmgd8IJJ5iZM2faxctK91x16aozyODn071Q17WV6/P222+b3XffPfQ+GoSoHh/F9o577LHHTKdOnUKvteqqq5qbb77ZLooS6W9zwQUXmGWWWSZU33vvvXfRvePU20c97HT72H8dHTSPPvpo7zZzVCp5n9P763Po8wQ/nz5vFLPqBj3xxBPmT3/6U+h9dJKo3nFpUpEB4vvkk0/MX/7yl9CZlRqOdXYwd+5cu7gTnQVcf/31uVXW/E33+7Vy3/jx471AKwedDeoq4KCDDgqd/WhTmGpCxKi+tyikTjzxxFCjqqZ+P/zww0s6K/TrtE2bNqHvsM0225jnn3/eLg4H//nPf7zp+YP1qx55pc64rPENO+20U+h11WX18ssvd17T21ZJ+5zeR++n9w3uB9r0+fQ5893+c/Xxxx97+3fwfXT796yzzoqtK3CcKjpAfE899VSdsxatsHfTTTdF1gtCjVQjR4707gEH30ebzsZ1i0BnB1GfJWkQpQYHqcHavtrQpnagoUOHemeIUVGbktZo9qd697dtt9020qlP1LB/8skn1wko9b6LY/BoFrz22mtmxx13DP3ddIBX99KoDvBy9913m7XWWiv0Ph07djQPPfSQXdRZUvucXk+vq9fX+9jvrc+jzxVlw7XW4dF+bJ8Y/vnPf674tqCGpCJAREGhng/+0qz+1qVLFy9goqKdcNy4caZ79+6hK5/gpnaCAQMGeLd47rrrLq9RrbGdV4+rEVo75sUXX+yd5dsNmMGtc+fOXttH1GclU6dONZtuumnovVZbbbVYR7i+8847ocFQ2tR9e/jw4UXfIsuqr7/+2hxzzDGhW0z6b/2bHouD/jb6G9m3yHS2rr9pVOLc51RO5fU8Pd9u4/M3va/eX5+jsdctlvYt7WPB99M+qH0x7VITIL7vv//e640UHAOhTbe6oj5TUS8itUM0dKC3N42PUCcAf7PHSzS06ZaELmXVJhE1neXobCf4fjob0llRqasUFkrTq+gsNvgZ1l57bXPPPffYRfG7BTUHM11dBEc+a9NVSLlmvf3ss8+8q0Z/ZUttaqTXrM9Rdx8v9z6n99H7xdFjUFfzuqoPvp+u+rVGepQ9S5OUugDxqTF9v/32C/1x1E6g2WjjuH+qcBozZox3FhPsE17KpjEU/fr183piTJ8+3X7LSOgKRqFkd7PVfVjdjy03dRO+7LLL6nQT3nnnnSPvHpl230yaZC5af32zXqCedJKh9o8kqP1q6623Dv3d1M51ww03RNpO4Itjn9Pr6PX0ulGfcPrUfqg7DMHA1W1cDTxM60DK+qQ2QHzq3rvxxhuHfiQ6C7ntttvsopHSmZemDdEl7xlnnOH9KHVQ1mWwts022yz33xoTocd15aQeVOqvX44fku7z2t1/1fNDPUCSpp49mgAy1K2zaVNz43HHmZ8ibO9JJfWg2ntvM7umTkbXbL1qtuWXWcbrcVUJt/z0m1fPuuDvSr939cCLUzH7nP5dj6ucyut5UV8t2fS30a0ye3YN9XCM465CJUh9gIguB//5z396Dc7BP9x2223nTcWRNepDrr7kwbpQX3Nd6cRxplgKDSDVDq/PuHnNdnbN9oqmG7/6at3EtotXN43ZOO00Y5o1q9kzm3jbi4ssYu7q3998NWuWXTpRGg+hSVDtLq8aC1Tt07jno7FSGjMVrIv11lvP61VZzaoiQHyaYkNTbQR7/egMVz2cNDVHtdOoVY1etQeUaZRrYwPKknbPHXeYUzUKuuYz//z7wdNsuKExkyfbRauPQl2T5LVtmwsOb9tqK/NbzdVqJVNYaCqd4IFToaJwiXLQXaVSxxjN0hD8/ro9q9kc4phksdJUVYD49Ee154uq5j+quhuqIVDz5gS/s+bV0fw6abGg5nt8ff75puaLhA+k++5rzPvv28Wrg+an2nzz8PddeWVNaGWXrGia/0y3kIK/P7Xx6fZRNdLJqubrswdeZuVk1VeVAeLTJGj2ZaW68VXTZeWdd95Zpx+9epZonqPU0vw//fqZmkupPw6quq0zaJAxEQ6kTJR6/fTpEw6O5s2NGTJEPR/s0qmg26NqULfHM6nhPa5lBspNt8s1P599u1zz+GXxdnlVB4ioYUvjLuwBQ2lv2NI8RZqvKPidNJ+R5jWKuh97Yp5+2pgttggfZNu1M2bUKA0Mskung27rnH22MUsuGf5evXurr7VdOpXUWK0uvsHJAdUjSY3a6hKcVuqwY08KqQ47mr8vq6o+QHz1da3TVB7l6BEVFQ0a0/xE9vT3mscoytHqFUNBMWaMMe3bhw+4nTsb8+STdunKpvnAVl01/D06ddJygXbJqqDBhhp0GDzgalDihRdeWBG9yQpV7iEDaZKZAPFpcI9msg3+GDS4R1N7VPLgHl1VaD4ie0CZ5i2q1nWnQ77/3pgzzzRmiSXCB+C+fTVgwC5dWTQR3zbbhD93mzbGXH99bQN6ldP0J/YAUk2TohHilUzzztmDltVBRYOWNU8fMhggvnzTC2yyySYVOb1AWnfAWGjA5f77hw/GLVoYc845mnDILp0szfd12GGm5rL3j89ac9VrTj5Z93ns0lUtTSdA9U2bpPn4opw2qRpkNkCkoQnO4hoZXoxquQUQiylTTE3ih4OkQwdjxo+3S5af/jYjRhjTsmX48/XooT+qXTpTKv0WbH0TtypQopq4tZpkOkB8mtLj4IMPDv1oNPXHmWeeGflkhoWo1kbIyOmW48iRxqywQvhA3a2bMS+9ZJcuD83rtfba4c+z3nrGPPCAXTLTKq0TSH1LR+gWVpRLKFQbAiQg6UVestANMhbqBHHCCbW3h/yDtm4bDRyoU167dDy0OuTOO4eDY7nljLn0Uk0AZpfG75Luhq5GcDWG24vXqdE8ysXrqhUBYtFBfNSoUWVfZjJrA7FioYP4brvVvRppjG5XqoG+a9fa0eAKIjVy6/+fcYa64djPCFPbi8LCf8/FFjPmyCM14ZddEnkkNRC2HMtnVzsCpB7lWug+61NBxOL++41Zd93ag/kuu9iP/kE9oAYPDl+55Nv0+Omn199jSl05/WlIunfXBF92CRSgXFPxaMCfBv4F9zkNDNR8epXcE7MSESCN0BmQzoSCPzadKZ1//vklrVjGZHQx020jzTpcXxuWGkR79ao96GvE+0EH1bZTaClfPVfTUTz4oDEHH/zHiHiVr68hVZMdRrxudlbFNRmophjRVCN2A76mJNHUJCgeAVIg3ZO1F7nRvdsJEybYRRuV1HTYCBg2rDYUll1Wf1z70TBN6Oj3qNLzUBZRLUeg+e80D569Bo0mQdS8eXBHgBRBvUPUS0S9RYI/RPUmUa+SxpR7QR7UQ20TGjuiQLjvPvvR/FRO5fU82jbKptQF0TTvnaZVDz5X8+Np+nWUjgBxoP7q6rduz8Sp/u351qcu55KgKMBFF9WGwR572I80bPfda5+n56Osil2SWfPcab67YHkt9KQFnzI/hipCBEgJNIJWI2mDP1KNtNWIW12t6Ic6fPhwb/BfsIwGB2qQIBLi99QqdtDhrbfWPk9BgkRopohNN900tD9pRgnNLCGa105LxwbXBNKJm+bB03x4iBYBEgFNKaKpRYI/anXBbd++fejfNB2JpiVBwmr+Nl4QFNtZQbPl6nl6PhKjnlKau05z2AX3L40Yt0/Wtt12W2/+O8SDAImIrjY0xYj9A9YWvCpBBdC6GwqCPLc+GqTyep6mYkfidLWh2bSDVxv+FrwqQXwIkIipvWPffffN/ZDV2PcVja6VhQCpKmrvaNeuXW6fO/bYY/O2iyB6BEhMJk+eTLfcSqUlYxUE3MKqGkOGDMkFyPvVuvxxBSJAkD277urWiK7yep4a4VFRCJBkECDIHk21riDQ9OrFULdfPY9uvBWHAEkGAYLs0TQlasfQFCWFTrM+ceIf7R96PioKAZIMAgTZpBUMFQiaRVeLUzVEq1T6s+2ed579KCoAAZIMAgTZpKljevasDQWtHaK11TVGR1cXmkxRPecmTTKmX78/lqRVeaacqUgESDIIEGSXpu4+7bTGp3Nv2rS2HFN9VywCJBkECKADjtYF6dKldnlcBYb+t3Pn2nVAOCBVPAIkGQQIgNQjQJJBgABIPQIkGQQIgNQjQJJBgABIPQIkGQQIgNQjQJJBgABIPQIkGQQIgNQjQJJBgABIPQIkGQQIgNQjQJJBgABIPQIkGQQIgNQjQJJBgABIPQIkGQQIgNQjQJJBgABIPQIkGQQIgNQjQJJBgABIPQIkGQQIgNQjQJJBgABIPQIkGQQIgNQjQJJBgABIPQIkGQQIgNQjQJJBgABIPQIkGQQIgNQjQJJBgABIPQIkGQQIgNQjQJJBgABIPQIkGQQIgNQjQJJBgABIPQIkGQQIgNQjQJJBgABIPQIkGQQIgNQjQJJBgABIPQIkGQQIgNQjQJJBgABIPQIkGQQIgNQjQJJBgABIPQIkGQQIgNQjQJJBgABIPQIkGQQIgNQjQJJBgABIPQIkGQQIgNQjQJJBgABIPQIkGQQIgNQjQJJBgABIPQIkGQQIgNQjQJJBgABIPQIkGQQIkFLXHdmkoC0Lshgg9t+5vi1O8b46gNjYB4r6tiwgQOrf4hTvqwOITTkOEGmR5QBJUrLvDsBZJRxAKgUBkoxk3x2As0o4gFQKAiQZyb47AGeVcACpFARIMpJ9dwDOKuEAUikIkGQk++4AnPkHkIa2fH7+8Tvz9IRTzdTRA2LdJl43wIwcNsAMPmmAGTAg3m3DDTfMBUivXr3qPB71duTAAeb80weYsf+o+72j3t55eoz9J/TYf+t8W9zifwcAsbAPFvm2fF6ddHGdcnFsw/s2MX22aWI6rlx7YK+mrcUSTczW6zUxx+5W93tHvh21iPlx7pf2n7FuuTxb3OJ/BwCxcD1IfDHjWTP6pNZ1DjZRbwRINNu9/9je/LZwgf1nzD2epGTfHYCzSjiAVAraQJKR7LsDcFYJB5BKQYAkI9l3B+CsEg4glYIASUay7w7AWSUcQCoFAZKMZN8dgLNKOIBUCgIkGcm+OwBnlXAAqRQESDKSfXcAzirhAFIpCJBkJPvuAJxVwgGkUhAgyUj23QEgAlkMkEpAgABIPQIkGQQIgNQjQJJBgABIPQIkGQQIgNQjQJJBgABIPQIkGQQIgNQjQJJBgABIPQIkGQQIgNQjQJJBgABIPQIkGQQIgNQjQJJBgABIPQIkGQQIgNQjQJJBgABIPQIkGQQIgNS76IIhZqVWTbxtxnQCpFwIEACpd8u1Q0zPLk287bOZBEi5ECAAUm/aHUPMhQc38bZvPydAyoUAAZB6z98zJLdC33dfEiDlQoAASD0CJBkECIDUI0CSQYAASD0CJBkECIDUI0CSQYAASD0CJBkECIDUI0CSQYAASD0CJBkECIDUI0CSQYAASD0CJBkECIDUI0CSQYAASD0CJBkECIDUI0CSQYAASD0CJBkECIDUI0CSQYAASD0CJBkECIDUI0CSQYAASD0CJBkECIDUI0CSQYAASD0CJBkECIDUe3XSxV54XH/UouaHuV/YDyMmBAiA1Pvlx7nmmQmnmfeeGWc/hBgRIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECIJX8gYONbYgPtQsgleygqG9DfKhdAKlEQCSP2geQSgRI8qh9AKlEgCSP2geQSgRI8qh9AKlEgCSP2geQSnZvq3wb4kUNA0glOyzybYgXNQwglQiJ5FH7AFKJAEketQ8glQiQ5FH7AFKJAEketQ8glQiQ5FH7AFKJAEketQ8glQiQ5FH7AFKJAEketQ8glQiQ5FH7AAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACc/D8J1KHcKFfINwAAAABJRU5ErkJggg==)
PN: 4H17-3-0R
CAS: 1427460-55-6
Molecule Weight: 281.234
Formula: C14H10F3NO2
![4-{[3-(Trifluoromethyl)pyridin-2-yl]oxy}benzaldehyde](data:image/png;base64,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)
PN: 4H15-3-62
CAS: 1086379-05-6
Molecule Weight: 267.207
Formula: C13H8F3NO2
![4-{[3-(Trifluoromethyl)pyridin-2-yl]oxy}benzoic acid](data:image/png;base64,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)
PN: 4H21-3-0F
CAS: 869109-12-6
Molecule Weight: 283.206
Formula: C13H8F3NO3
![4-{[3-(Trifluoromethyl)pyridin-2-yl]oxy}aniline](data:image/png;base64,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)
PN: 4H56-3-N4
CAS: 1086378-47-3
Molecule Weight: 254.212
Formula: C12H9F3N2O
PN: 4H58-5-35
CAS: 1007374-53-9
Molecule Weight: 348.71
Formula: C14H12ClF3N2O3
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)
PN: 4H07-1-0E
CAS: 869901-22-4
Molecule Weight: 201.225
Formula: C12H11NO2
TSCA: Not listed on TSCA inventory