![1-[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]pyrrolidine-2-carboxylic acid](data:image/png;base64,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)
| Product Number | 4H21-7-28 |
| CAS | 1188435-80-4 |
| MDL Number | MFCD07657733 |
| Molecular Formula | C11H10ClF3N2O2 |
| Molecular Weight | 294.66 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H21-7-28
CAS: 1188435-80-4
Molecule Weight: 294.66
Formula: C11H10ClF3N2O2
![[1-(3-Chloro-5-trifluoromethyl-pyridin-2-yl)-pyrrolidin-2-yl]-methanol](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABTXAAAU1wGjmdqaAAACjHpUWHRtb2xTb3VyY2UAAHichZVtb5swEMe/iuXXw/hsbEMVUkWtKk1qN2ntpL2bXOKmSAEqoHn49jtD0oY0gwDxA/+fffbdmdn1rliTjaubvCpTCoxT4sqsWublKqW/n+6CmF7PZxmKUFg2KX1t27erMNxutyx7dYXdVSXLqoL27692TT7QbCWr6lUoOIfwz8P9Y8cEedm0tswcUk1+1XSd91Vm286K/0wRFrbe5GXYy8Oi3vSj/RXc35ztmiX9XMsNvlsgSl7ytSMvVV3YlmwEZ3jzb2TlSlfb1i3J8x67JYtw7fPZw22VvReubLHqR8gzu35s6/cMO4pq7bJ3HAwr329TWgACtq2KRV3bPfE1322BWEGsJDYiVhGriTXExsQmxALHB98DCgAVgBJADaAIUAUx7v/aeQOe9m8upT/Jzcf14/AcrjX+3fkLd1GkVDCtTUSASSnNsRBMmURjARxbnCndFTw2MQlQYzSWKBJoTCBZEquEBBGTXINvg0bDUKcTw0mAuBLYVswYbkhgmJBK+rZIIhxHMxFpTckerUExx5+HUMz9JBJ8KZkAJfwk2iTxZ3nsF8zIpDPG6EN/IhNvhImN6sZTBnxbSNmNL7hQ3WLAG8tZLFWMawQlu2mN0RL9FH44aj57rsrlSZXky5Q+A+08+Mu9NOLgREqqeulqzAs/gJeeAmIIeJePA3II+AAZB6Ih4MNpHFBDwAffOKCHgA/VccB8WcMEEA8BnwnjQDIEfN58AItLAPAh0aXZBHLu7C4tJ5gzf/dpPMGcubxP+wkm+rIBk8iZ3/uTZXybQV9YzkR4wZn3+5NrgokvMBMxA8kF5mLYhCepHB7PZ6x+ObvDk4M9xM/Z/B9f+AFxW+aGNgAANHZJREFUeF7t3Qm8VeP+x/EyXlOGcLnGa77mv5Dhmm+u2VUy+xtCJC5dM10zmemfDFEqmVKkRJokFYqQIqRJ0a1UEiV5/n2fc9funOdMe//OXufsvdbn/Xqt173Os/aus9t7ffd6ht9TzwEAYFAv/AEAANkgQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCJAZPXFSvygMAkoCrWQzCwAgPAEgCrmYxICgApAFXuRgQIADSgKtcDAgQAGnAVS4GBAiAnE2Y4Nwllzi3447OrbWWc2uu6dwOOzh38cUlbZWpV6/kqEo25xjk/xlRbtCcAXQAVWrXzrmVV15xoQ8Ptd1zT/ioEtmEQzbnGOT/GVEuNAgQAJV6+OGSi3v9+s61aOHc++87t3Chc4sWOffBB85dcEFJm8555JHw0dmFQzbnGOT/GUFYAMjOtGnOrbZaycW9c+ewdQW16RydO3162bZswiGbcwzy/4wgQABk54YbSi7sJ58ctpTXrFnJuTfeWPbn2YRDNucY5P8ZQYAAyM4++5Rc2AcMCFvKe/PNknMbNy7782zCIZtzDPL/jCBAAGRn/fVLLuxz54Yt5c2eXXJuw4Zlfx6FQzZHnuX/GUGAoM5MWjDJXTnySrd7z93del3Wc6s/tbrbqsdW7oBXD3D/Hv1v99kPn5U5v94T9fyBOrLKKiUX9qVLw5byfv215Fw9prQwJKo68iz/zwgCBHXigU8ecKt0WiUTCpUdpVX0M9SifN6BVCWbcwzy/4wgQFDrHvr0IR8E9Z+o784Zeo4bNnOYm7dknlv822I3ZeEUN/L7ke62D29zu7y0S5nHESB1LBoDeeutsKU8jZPo3H33LfvzbMIhm3MM8v+MAGrV1IVT3aqdVvVB8OxXz4bNVSJA6tj115dc2Js3D1vK00wtnauZW6VlEw7ZnGOQ/2cEUKuue/86HwJnDj4zbKoWAVLHpk51btVVSy7u3bqFrSt07VpyjtaBaO1IadmEQzbnGOT/GQHUqn167+NDYPCMwWFTtQiQAnD//SUXd602v/DCktXnWoX+88/OjR7t3EUXrViJ/uCD4aOzC4dszjHI/zMCqFUbPLOBD4G5i7MYiA0QIAXijjucW2mlFRf68FDbnXeGjyqRTThkc45B/p8x5X5ZONstXbIo/DEQm2jm1dJlWUwFDRAgtWDiROeOP76kq2pwFXeJn31WUnl3++1LKvGusUbJ/2/ZsqStMtmEQzbnGOT/GVPsxzmT3VOX/sG90m6/sAmIDXcgBWr+fOfatFkxxqFuqH79wrOKGu+cPBr7Zjs/fbfXnY3CJiA2jIEUmGXLnHvySec22mjFN39NvR01Kjyz6PHOyaPed+3jA+TD128Pm4DYRLOwzhpyVthULQIkz4YNc27PPVcEx6abOvfMM879/nt4ZiLwzsmThXOmuCda1vcBMm9mFbuHAXkWrQPRIsLnv34+bK4SAZInU6Y4d8opK4Jj9dVL1mtoX48E452TJ58OfNCHx0s37xw2AbG7/5P7fRAoRM57+zz3znfvuAVLFrgly5b4gNFK9Ns/vN3t2nPXMo8jQGrop5+ca9vWuT/8YUV4NG3q3KRJ4ZmJxDsnT/rcc6APkNF92oZNQK1oN7adW/nJlTOhUNlRWkU/Q5a6d3du881XBMduuzk3ZEh4VqLxzsmDRfNnuidbruQDZM70j8NmoNZ8teArd8XIK9xuPXdzDbo08NV4t+yxpTuwz4Hu5jE3u/E/jC9zPgFioIV++++/IjhU3LBjR+d++y08M/F45+TBZ0M7+PB4/qbtwiYASTFzpnPnnrtiVbim515+uXM//BCemRoESB70ffBwHyDv97o2bAJQ5JYtWeLcXXc5t846K+46jjzSuQlMliFAauiXH//jOl28ig+QWZPfD5uBvJs4f6J7b9Z74Y8Rg/69e7t7t93WjY+CQyvD+/YNT0stAqSGPh/eyYdHj+u2TOxcbxSO16a85tZ8ek230pMruRmLZoTNyJNx48a5ww8/fHlm1HOHLT96rLuu+/2++0p2BUQGAVJD/R85ygfIyBevCJuAvOr0eadM3av9X93fT9FFfs2ZM8e1atXKrbLKKj48VlppJXdJixbux1mzwlPhCJAaWbJonuvUajUfIN99NTxsBvJGaziiGVPHvHGMW7SUgp35tHTpUte+fXu3wQYb+ODQcdBBB7kPP/wwPBWlECA1MHFUVx8e3a/e1P3++7KwGaixZcvfV5cMvyQTHucOPddUdReVe+utt9xf/vKXTHBsueWW7vnnc1vRn1Z5DZBoL/DKjqQZ8OiJ/vca/lyrsAmosV9++8U1fatpJjyuf//68BTUwFdffeWOP/74THCsueaa7pZbbnE/ayMnZCWvV/UwMMIjSX5dvNCXbtfvNePz3KugAlWZt2SeO/i1g31waMC8/bj24SkwWrBggbv66qvdaqutlgmPM844w00Lt4pFtfJ6VU9iUFTm69Ev+N+1a5sN3e/L0rcCFfHR7CrVrFJ4aCX5S5NeCk+BwbJly9zTTz/t/vjHP2aCY++993bvvvtueCqylNerfZoCZOATzf3vOqxri7AJMJswb4IvPaLwWLfLum7IjHTVVorL8OHDXaNGjTLBsckmm7jOnTu735l6XyN5vdqnJUCWLP7ZtTxqLXfVCfXcpI/7h83I0pIlS9xuu+3mVl99dfe///u/bsiQIe63FNYTiqhibsOuDX14bNp9U/fxHOqq1dTEiRPd//zP/2SCQ91W1157rfvxxx/DU2GQ16t9WgLktT693TYb13NH7LWeW/orc/Et9AE+4ogjMh/s6Nhoo41cixYt3Jtvvul+TdGirWiBoMJjxxd3dJN/nByeAoNoMaCOE0880Q+cI3/yerUPB81LH0ly5pln+jfk2WefHTYhC99//33mW+Gqq67qWrZs6WfD/OEPfygTJuutt56/M+nTp4/75ZdfwqdJjKc+fyqzQLDxK43d7F9mh6fA6LzzzvPvpaOPPjpsQh7k9coehkYSA0TdLuuuu65/U7766qthM6rx5Zdfum222ca/fmuvvbYbMGBApm3hwoXuueeec82bN/dTKkuHic497bTT3IsvvugWLUrOIro7+tzh6rUvmaZ7dP+j3U9LfwpPQQ1ceeWV/v1zwQUXhE3Ig7xe2ZMWFhV5/fXXMxe0JH8rjsPo0aPdxhtv7F8//a/+uzKai9+rVy931llnuXXWWadMmKyxxhrupJNOct27d/dTMouRZgSpZEa9PZb/Ti3quXOGnMMCwRgQIPHK69U+1wCZ9/0Xbuonfd1vvxbPhfj888/3b8hTtP8xsqYxDYWuXrttt902p77oxYsXu379+vnuiNKlJnRoAF7dE5pRozpGxUBfPJo1a1byO9Sv567rcF14CvKEAIlX9lf7LOQaIN2u+qM//+nL1nKDnjzVr61Yurhwb+FVL6dhw4b+DamuFGRHdwoa69Drttdee/kxECv9GwwcONBddNFFZebz61ABPA3MP/744+67774LH1oQ5s+f7w455BD/91WhvkceeSQ8BXlEgMQr+6t9FnINkA9evdF1ubxBmbGSpy9dww3o+A/35ahubsnP88OH1ClduKIuFPXXo3r33Xefq1+/vn/ddHHP5/RJdQO9/fbb7rLLLnObb755mTDRxfnggw/2F+hCWWE8Y8YMP205unPiS0j8CJB4ZX+1z0KuASLLli5x08b1d293Pd91vbJhmTBRpVuVS//i3afdLwvrfmbKxRdf7N+M//jHP8ImBLRAK/rw6jj99NP9BIQ4jRw50peo+POf/1wmTHTst99+7p577nGTJk0KH1YrPv/8c7fVVlv5v0uDBg38mhfEjwCJV25X+2pYAqS0ZcuWum8/H+Teebal637VJmXD5OJV/Nax44c95hbNnxk+NHb6tqvVq3ozqksGlVNQKDCii7c+xLW94ldluG+66Sa3ww47lAsTTSG+/fbb/UW9NijYoq7PTTfd1I0dOzY8BTEhQOJlv9pXoKYBUsbyC87ML4e5ES/+0/W4dosyYfJEy/quz30HuU8HPeQWzp0aPjIWw4YN829ErWSdN29e2Iz/UhfV3/72N/9aqevq3nvvDU+pdePHj3e33nqr23333cuFicp4//vf/3YffxzPqu++fftmpiQrzL755pvwFMSIAIlXnq728Zs1aZR7r9c17vkbtikbJsuPV+5u7Ma+2c4t+E983RP//Oc//RuRBUmV0+C4Bsn1OmnQvBDv1L7++mt31113uX322adcmGh22HXXXefefz8/e9urcF+0s92+++7r/vOf/4SnIGYESLyKJkBKmzNtrBvdp6178d87lQmS20+r51qftoe7r91tbsKECeHDzNT9ssUWW/g34lNPPRU2w5XsraALsF4jTdfVtN1CN2XKFPfggw+6v/71r5mB/ujQpkJXXHGFe+edd0zdb3feeWfmufSl46efCnd2YZIRIPEqygApbd7MCe7Dfre5l2/bw115bD233w4rLgI77bSTa9u2bY37nN977z3/fPo2OXt23Q/mF5pwgeAHH3wQnlLwNEPq0UcfdYcddphbeeWVy4SJxi0uueQSN3jw4GqLPWqs7NJLL808VqVYNPUYdYMAiVfRB0hps2Z87Z7s0M41bty4zAVAh8pnXHPNNW7UqFHhw6qlmT16Dk1DRVkqRRItENRrrFIlxU5dTbrT/Pvf/15m0yEdG264oV9M+sYbb5SbVaYFjyeffHLmXFV9Rd0iQOKVqAApberUqe6hhx5yBx10ULnuCXVHaUxDA+PZdE9EXTMdO3YMm1Lt2WefzSwQ1MymQl28VxOaMNG1a1d3wgknlCv2qJpousNQTTSN/5ReIPjwww+HT4U6QIDEK7EBUtrMmTPdY4895ks7R4Oa0aGpuaoGO2jQoAq7Gj766KPMRSGJF0ir+++/P7YFgqJyH5988ol76aWXfHBrr2odF154Yeb/6+c9e/b05+nbf9w0jqFijypjs9Zaa5V5H0Wvhe5YXnjhhfChqCMESLxSESClaQxDs2OOOuqoct0Tmquv7on+/ftnuie0lkBtupNByYSCNm3aZF4zVcgNu3IsFPKatXXuuee67bffvsy/S7aHxrx0oXj++edjH6tSscfevXv7Yo+qTBD9HYph8kCaECDxSl2AlKa6RN26dfMbzZS+COjQamHt9/GnP/3J/7e6w9JOGzydccYZmddIs5Sy6QKszNy5c/3Ataa4hmGgQ9/qFQqHHnqo/zdSuESH/ls/33HHHcs9LjrUpfTMM8/EXv5dZW2iO1tNuEDhIEDileoAKU3dE+p6OPXUU8t1T+g47rjj/DfbtE7H1EWySZMmmQu7yoJYffrpp/7ORfWgSr/GKvWhO8AePXq4cePGZb0joe6A9Jz6MqAxiSj0o0OD/JoZNX369PCheRNN3Gjfvn3YhDpEgMSLAKmA+t9feeUVv0o5DBINpOrbrwZWdQeTBhogbtSokf/9NWiuC7WFplOrjljpSQ2a0HDjjTfmvayIxq40UUKzpqI/S4GlINGU3XxTQUf9GdqtEoWDAIkXAVKFPfbYw7/59K1YR+mLkQ6NoWiqp6Z8xt3nXle0crv0AkFNX82VZjJpHYUmIkSvnbqfNF5Qky6wbOjuRHeOu+yyS+bP1gZVulPQmo180fiNnlvjNygcBEi8CJBKaGV1dMHRRVS0iEyLyVSVV4vLSoeJFp9pEZpmBmlAOAnGjBmT2XNjo402Mi0Q1MW79L4dmgk3fPjw8LTYKSzURVm6uKK6nVQnKx8mTpzon1N3VxrbQWEgQOJFgFSiXbt2/o235557hk2evjmrzIUGklX2onSY6CKiWVsqk6H1KMXorbfeymwlq/LouS4Q1CylaPdGHRqXKIT9L3RHouKJ0Qw83VUp5GpK74dot0RmYhUOAiReBEgloplBt912W9hUIc2+0crjqLun9KHnuvvuuzN3MoVOg9jRAkEFaK7rX/RtPNo4SYfW2RTa3uWqlabFj9HfUeMl1ZUpqY66M3N5zyB+BEi8CJAK6K4hGui1dHGoNLhqcFU0CK+S4iotbnne2vDAAw9kxirU3ZTrAkEFaTRWpDuYQl5Up7sk7bMe/ds0bdq0Rmta9G+u5zn22GPDJtQRAiReBEgFtOZDbzoFQE1pdpG+keqbfBgmWsOghYqaMVTX1AXzr3/9K/N303TmXC+m6rqJpkBrrCHXbq+60qFDh0xo6i7Cum5Ee3/oOVRQEoWBAIkXAVIBlffWm04X93zSdqoaW9H2qmGYaJxBRRu1e11t03oLTT+N/i7qzsl1hpLCIxpX2HvvvYtu7wuVKIkWAx555JEVlrWpzqxZszKvIRtHFQYCJF4ESEAzqKJvozUtA1+VadOm+YJ7Bx98cJnprTo233xzd/nll/tij7leyHOlBYK6YOrPVbedAi5X2oApuvPQTDQ9ZzHq06dPZuxHXVsWW2+9tX98IXfdpQkBEi8CJKDSGnrDaTC8tmiQWsUeVZQw12KPNaFvzNECQf25WhyZKw2YR2MeuvMo1vCIdO7cOfPaa9/0XKnrT4/VhQt1jwCJFwES0MCx3nDaO6QuzJkzx1/EtItdRcUe9c349ddfr3H1Wc0I22677fzz6u5BBSRzpUHoXXfd1T+HxjyKrduqMprmq99Jd4ZDhw4Nm6ukSQh67IEHHhg2oQ4QIPEiQErRavJCKoqnqa8qG6LyHxUVe1Ql2F69evkLeS4+/PDDMgsErXuAR+s89HcplgHzbKn2mX43dSfmsjBQiyT1uDXXXDPvd4zIHQESLwKkFJUk0ZtN9ZniLrGRKxVx1EI8FSEMiz3qv5s3b+4HgqvrQho4cGCZBYLqgrLQnxX9+Uns79fdVFRtQPt/ZEszuKIvIYUwuy7tCJB4ESClqNtIbzbNQipkKvaoXfBUeVa74pUOExV71O55Gs9QDarSdNGPusU0rdhackXPG93BaHwmqbRdb7QeSGNQ2YoWKD7++ONhE2oZARIvAuS/dFGMLq4qUVIstFZDU2hbtGhRYbFHzbDSnZXWokSzvTRTqiYrw1UYUc+j8iS5LjQsNtGguMZ6su2SUqjqMdaZXMgfAiReBMh/aaxBbzTNeop76mxcVIpjyJAh/gIfFnuMDnXH5LpAsDR1y0RBVAi1reKm6dZRl6EKZWZDO17qfFUARt0iQOJFgPyX9vjQG00X3ySIij3qAxRt3KRQqWk4nnTSSf65NFstLaJZWVrjkc1diDbD0vmq0Jz0O7RCR4DEiwBxJYvpollOufR1FwtVm9XvpkHzmtCuf9GYQF2UZK8rmoUV3YWo0GR1FNLRRAXdEaLuECDxIkCW69fnRddgjXp+DCGbb5jFRiVU9CHSxb8mazVOP/10/zzaDCptNLFCv7sGyLOhcSadb1nZj/whQOJFgCzX8ZZT3HGN6rk7rj8/bEoMrffQB6lfv35hU1b0LTzqCtPspLSZPHlyZuznk08+CZvLUWl/nasKv6g7BEi8Uh8gS3/92XW+bG1371n13OdjXg+bE+OYY47xHyT151tEJV60Rqam4yjFSnXL9BpkU6VACzx17mabbRY2oRYRIPFKfYBMHvuKe+Kieq7LP9d1y5baZycVOu1Bog/SUUcdFTZlJdpg68YbbwybUkPrOvQaaAfK6haaTp8+3Z+r49tvvw2bUUsIkHilPkCGPH2WDxD9b5K98cYb/oOkbVdzpQWH0eC59jdJK9Up08yqbLuxtE5G5/bu3TtsQi0hQOKV6gDRHUeXK9bzAaI7kSTTxS8KgVzrVnXv3t0/bquttgqbUieqXty+ffuwqZxoyvN1110XNqGWECDxSnWATBvX34eHxkA0FpJ0UfXdZ599Nmyq0rnnnusfp+KJademTRv/WjRr1ixsKufuu+/252pGFuoGARKvVAfIsK4tfIAMfDL7YnnF7IwzzvAfJm1WlQtr8CSRNp3Sa6FFmdUZPHiwP1fVitM68aCuESDxSm2ALFu21HVts6EPkK9HJ6+abEUeeeQR/2HSlrrZUuHGaPrqZ599FjanTrSmRkd19cTUzmtXtwiQeKU2QL79fJAPj6cvXcP9urjqEuhJMWrUKP9hUsXebOthabBYj1GJ8mwfk2SqNxathxk9enTYXM7OO+/sz9UmYah9BEi8Uhsgw3tc4gNkwKMnhk2JpbuJqOLwBx98EDZXSAUTdb52HESJKBRUHr86qsircy+++OKwCbWAAIlXKgPk99+Xue5XbeID5MtR3cLmRNO+5fpAdejQIWyqkGYb6fw0FU+sTpMmTfxr8vDDD4dN5Wive52bbQkU5BcBEq9UBsh3X77jw6NTq9XckkVlN11KulatWvkPlDajysadd97pz9e2uigRTc+9/fbbw6ZytH2wzl111VVz3noYNUeAxCuVATLyxSt8gPRvf3TYlHjaqVAfqJ122ilsqpDWMOj8s88+O2xKLYWvXhPVu6rOr7/+mqn0/O6774bNiBkBEq/0Bcjvv7se123pA+Tz4Z3C1sTTSnJ9oDQ7KNzytiKa8qvzk7x1ba6iHQcvu+yysKlCBxxwgD//wQcfDJsQs9atW+d0x43cpC5AZk1+v6T76uJV3C8LZ4fNiacaTuutt57/UL311lthczncgZSXyx2IRN+CTzvttLAJMdKXpbXXXtu/9roLzKb8DHKTugB5r9c1PkD6PpjeQeG//e1v/kN1xx13hE3lMAZSXi5jIJKvDb2QPW0rHG0CFh2avv5///d/4amogdQFyPM3busDZPzQR8Om1Ljhhhv8B+qEE04Im8phFlZ5uczCknxt6IXqzZ8/35166qmZ0Nhzzz3dwIEDXePGjTM/0/teteFQc6kKkHkzJ/jweLLlSm7R/Jlhc2pE5Tg22WSTsKmcl156yZ+7/fbbh02p9Ze//MW/JtmsA4nUdEMvVE8LZbVvfRTW2kVy8eLFvk07jao7NqoMoH1ahg4dWvYJkLNUBciieTN89d201L6qzHfffZf5NjZlypSwuQztg67zVMY8+jCmmVaiR4sxx4wZEzZXqqYbeqFyqjOmrlZVS9BrrLCuLKgHDRqUKbOv97T2t0niNta1JVUBghW0KZI+RLrDqIpCI9oDY9y4cWFz6nz99deZb7g//vhj2Fypmm7ohYpps65o/3kdRxxxhJsxY0Z4WhnqRjz22GMzj9Esueq+SKFiBEhKnXzyyf7Dc9VVV4VN5aj7SudqDUnaaXMovRa5blVbekOv6nYzRHZee+01t+GGG/rXVQs1VT4/l6rHGsOK6pqtu+66vmwPckOApNS9997rPzja57s6WoSlc5lLv2JdzCmn5NYNWpMNvVCW7oq1Bie6g9Dstvfeey88LStjx471i2qj59J7fdGiReFpqAQBklJvv/22/8BoqqP69avywgsv+HPVd5x2u+++u38tOnbsGDZVi31Vam7ChAlujz32yFzwtbamurL61fnpp5/8ZmnRc2qSxMcffxyehgokMkA006qqAyUfmmhso7oPi/qMo9krH330UdicGjXdG/7MM8/0j811Qy+UePLJJ92aa67pX0MtEOzSpUt4So3oi5K6svT86trS/jmoWiKvpmFghAdKRN+m9cGsziGHHOLP1dTItHrggQf8a2Cd0mzZ0AvOl9xp3rx55g5hr732chMnTgxPy4vJkyf7f5/ozzruuOPc7Nnpq1iRrUReTQmK7ERjG9kUmnvmmWf8uRq0TOvGUirJrtdAM6osLBt6pd17741xW221lX/ddPensjBxv3aa1qvFttFdt7putT0xykvkVZYAyU6nTp38B0R3ItVRl9c666zjz89lAV1SaLA1uohpKq+FZUOvtFq27HfXseMQt9lmRy1/zdZ3G2+8sevfv394WqwUGpptp38vhcn111/PmpFAIq+yBEh2ou1qNRaigKjOpZde6s/fZZddcpoumQSnn366/91rWtIl1w290mjWrJ/cRRf1dY0aPeG23baVa9r0Mr/4tS6o++r444/3/2Y61L2lbi6USORVlgDJjmZfRQXnNCurOtOnT8/Mm9eAY1p89dVXmQkHqqtUEypKqefZdNNNfSmN6mbApc3bb09eHtJdfXg0btzJdekyuiDWzagmXOk1IyqQiYQHSEUHytI6EH0otC4kG9FdiPZIT0tpE5Wy1++8zz77hE05GTlyZGZzqehQ14zGoFRaX5tPpdWSJb+5e+551weHjhNPfN6NH19YhSc1WzGqg6ZD+91nc+eeZIm8ooahQYBUTivR9WHQyvRsqHRENBZy8803h82JM3z48MzU3Zr0wfft2zczBVX7sfz1r3/NfKONjvXXX9+dc845foV1WsJZJk36wZ12Ws9MeNx002C3aFFhhqkWGUaTT3TsuOOOqZ7ansgrKmGRvajarmpjZSsq8a4LoBZ2JZUGTKOpzieeeGLYnDXtTREV+tt3330zJd0XLlzoFxU2a9YsEy7RoXUOZ5xxhuvZs2eiV0b36jXBHXjg0z44Djqos+vXL57pufmmz020MZs+Bw899FB4Siok8ipLgGRPReSii1a2A5UaQI/2V9DUVs0uSiJVztXvqIu7deA02pBLx9FHH11pl4dC4uWXX/aLDaNd9KJDf37Tpk192ORSwLGQ/fjjEnf11W9l7jrOOquXmzp1fnhaQdNnJ9quWIcqLqdtv5dEXmUJkNxoXxB9ALRPSLbGjx+fGYA/99xzw+aipymc0cC5ZS9zhWw0XqRDdcSynQKq7it1eel1VbdW6TDRt11VktUq7Llz54YPLQpjx363/Hfo4YNj772fWP76jlr+2hTnrD79m950002Z94omR9R0okUxSeRVlgDJjXZo05tfi6dyEW3VqiNJ01I1zqMLgX4vTeHMdRaQAiCqdqxDe6fn+hwRDazrgnThhRf6AffSYaIKtEcddYLr3r2/mzOn4jubQqK1HU88Mcbtu28nHx5NmnRzI0ZMC08rSppRt/nmm/t/F60Z0b95tl8Yilkir7IESG60N7re+NorPVdRdVp9aJKwwPCHH35wu+66q/+dtthii5y/5WtL1UMPPTTzmmS77W02dFejC1Xr1q0zC9zWWmsbt9VWZy3/Jv/48pB5zb3wwji/jqLQfP/9Qv/3i7qsWrd+fflr+3N4WlHTe0VjZVHAa7xL2xknWSKvsgRIbjSFVG94zW/P9Zuy1jGof16P10BxLt1ghebnn3/2s6P0u2iAVAstc6Fii9Ggu1acx71W5t1333Vt2z68PLBuzVyYo+O88151Xbt+7GbMqPsxkyFDJrvDDnsms7ajW7dPXI5vs6Kiu3GVq9H7oEGDBq5Hjx7hKYmRyKssAZIbFauL6v5YqsyqNtHf//73TLdK586dw1MKnu48ovDQh3/YsGHhKVX64osvMjWbdNGo7dpJEybMdo8++oE76aQXyoXJmWf2ck899WGNBqmj59Iiv59+qrgWVXROaQ88MDLz83/8o/DWdsRFXz523nnnzN2Ipmdr1l3ScJWFF22qo6KJFppFdOSRR2Y+MMW097fGPFSeJQoPrcPIhYokRjvjaUKC6mbVpa+/nuvHGk49dcXaiuho3vwl3/bll7l1zZV+jscfHx02e2GAaMzjgANKpui2bTukYNd2xEV3tC1btsx8JrT49sMPPwxPK2oECDzNEtKbvFWrVmFT1jRoqNW50QdGpbALfVqj7hSiAXN1W+V659GvX7/MbDSVef/mm2/CU+rUtGkL3NNPf+TOPrt3uTDRHUGHDu9ndVdQ+nFarzFvXvmp22GAyPvvf+s++KDqPcqTTtOzozUj6trUrL5cu4oLFQECT/22eoOr2F9N3XbbbWWmNQ4YMCA8pc4p7HSXFP09NWCe65iHuuqiBYIqc1LoYTlz5kLXvfsn7vzz+5QLk+OO6+Gn02qKbUWi86644g3/v+qaClUUICgxderUTBepjqOOOsrNmjUrPK3oECDwVF48+oaUj4WBpac16tDWo9OmFcaUTZUniQa7ozulXGdb3XXXXZkSJ7oYVLZAsFBpptaLL37mq97us8+TZcKkWbMXy63LiNomTpzj127sv/9T5WZ7ESBV04ST0l9a1N2pCSzFjACBp4HwaOaI+vTzQRflU045JXOh1opqfYDmzJkTnlorVFU36qrTocKGuS4SVL9+27ZdXIMGJUX1VGix2Of7azrtK6987lq1et3PkjrkkC7u55/L/k6lw+G66wb6/3/77WW7+wiQ7KibVHe8ev9o8srVV19dtIU0CRBkRFt55nsvaI0zRIPUOjRmoK1xreVBcqUqqroDir756dB8/Vz/fFWMvfbagW7XXW9ffnfVzN100z2J6cuOaIaVyoyESofDlCnz/F2LFgSWntlFgGRPX66i0v461AVq3aisLhEgyIgWBaqIX77pW3rHjh3d1ltvnfnQ6FA5+ccffzzvdyVak6E9zKNtaKNDYzyWqrq6sEabHOni2bVrfu7SikUYDrfcMtT/9/XXD6r0HFRPn4moxL+6j1UWpZgQIMhQsT69kbfbbruwKW8UJFpYteeee5a5sOtWvlGjRq5NmzZ+MWKu38a+/PJL17t3bx+Cu+22W5nn1nHEEUeY+5tnz16UKTe+336d3IABuf3dkiAMBw3I67XQeIjGRSo6B9kZN25cZiZgw4YNw+aCRoAgQxdhvYk1OJzvO4KKaNaTagaplHx4wY++kanrS6VBVPJcxQWjQ/+tn2uxlhYvho/VoWm1t956a42m1qq75vjjn/MXRk1f1bTUNKooHKINoC6//I1Kz0F2DjroIP+e1V4jxYQAQRnR7bS6llSKo7ZmFylMtM+IgiGqDpzrofpQGrRXt4BlRX1o3LhZy+9cSrZXPfLI7u6LL2aHp6RGReGgO7NooaCm/1Z0Dqr3/fffZ8bnxowZEzYXNAIEZaj7qvRFWYGiwb5u3bq5BQsWhKfHRn+WPkyq+KuChLfccos/9A0t+v/6uUJOq3vzvU/Gu+9q3n7JxVHlQb79tvZ+90JUWTg88sh7/ucXXLBibQlyozFAfdb+/Oc/h00FjwBBGVoDojEKrShXf2zpMFGXkjZF0g57tdHFVVf69p2YKTmuFdxJqxprUVk4zJ//y/K71S6Z9orOQdWaNGniP1//+te/wqaCR4CgUhrwHjRokK/nE3YraQX24Ycf7h577LGsdzIsBl26jPUDw7oQquR42uo3VaaqcFBtLQLERtN5ozG8kSPLr+4vdAQIsqL1DloApVlO0SKo6NCguwYBtS90oaw2z5UWCN5774jMRVDF/8LV2GlWVThoirOq9FZ1Diqmcjj6DGn8rhjXFBEgMNFq9WuuucZts802ZcJEh/ZLb9euXdFspqMFgtHqah0PPzwq0ftVoHCojI4+M5dddlnYVBQIENTYRx99tPwbe9tMSfjSx4EHNnXt2/d133wzL3xYQdC355YtVywQ7NHj0/AUIBaaKKI97vU5Ue24YkSAIK8mTJjg117ssccern79ldyGGx60PFiu9RdoFel77LHRmYVndU3TUE8//WX/d9OiuDff/Co8BYiNJqsoPLTXvQotFiMCBLGZNGmy69ChlzvjjGfLDLLqOOGE55ffmbzvPv207kpan3JKyeryNC8QRN2JtoK+6KKLwqaiQYCgVnz33ULfPaT1AtEsp+g45pge7v77R7iPPvrOPPYQPVcuW662aNHHHX30s+7zz9O7QBB1Qwt0VZ1aAVKI++VkiwBBrVPXUc+e493FF/fNrLeIDq34vuuu4X4Xu99+y34WVOnnyHbLVeSPFlred98Iv50uqtezZ08fHhtssEHRlnIXAgR1Sluj9unzhbvssv5+HKJ0EOhu4tZb33YjRkxb/iGrOkxKPy6XLVeRH926feJfW+1YiOppewEFiOq6FTMCBAVj4cIlrl+/ia5NmwGZGkvRodXOWpsxdOjkCtdnROex5WrdGDNmhn9ttVNhZV2IKLF48WK3zjrr+ADp27dv2FxUCBAUJO2Ip7Lp2m8iqkkVHeriCkVtbLlaN7QQs0mTbv71feMNZrNV5bXXXvPh0aBBAx8mxYwAQcFbvHipv/PQHYhKq3ft+nF4SplwYMvVunHnne/41/fqq237rqTFOeec4wPk9NNPD5uKDgGCRCgdDmy5WjdGjZruX98DD3y63J7qKKEB8/XXX98HyMsvvxw2Fx0CBIkQhgNbrtY+jU0ddtgz/jUeNKg4ytjUtjfffNOHh6bwLlq0KGwuOgQIEiEMB7ZcrRtRcN9ww+CwCctdeOGFPkC0cVoSECBIhIrCgS1Xa98770z1r7GmUqtIJVZQuRKVLVGAPPfcc2FzUSJAkAgVhQNbrtY+hUa0wdSwYVPC5lRTwUSFhwoo1ubunnEiQJAIlYUDW67WPnVf6XW++eahYVOqtW7d2gfI8ccfHzYVLQIEiVBZOLDlau0bPPgb/zprQL2iRZ9ppM2i/vSnP/kA6dKlS9hctAgQJEJV4cCWq7Xrl1+W+qm8eq1HjpweNqfSiBEjfHho+1ptY5sUBAgSoapwYMvV2qfFhHqt77ij7GLOtGrTpo0PkCOPPDJsKmoECIC80+ZcChCVN1GZk7TbeuutfYA88USyvsAQIADyTnd9qkemEFGhxTQbPXq0D4+VV17ZzZpVdxuoxYEAARCLqDKy1uOk2fXXX+8D5NBDDw2bih4BAiAWr7020QeIdn207jSZBDvssIMPkPbt24dNRY8AARCLBQsWu8aNO7k993zEffTR1LA5FT799FMfHvXr13fffvtt2Fz0CBAAsTnnnIfdZps1dW3bdgibUuHmm2/2AbL//vuHTYlAgACITefOL7rVVmvoZyGl0a677uoD5P777w+bEoEAARAbzTrS7CNdRMeMGRM2J9oXX3yR6b6aPHly2JwIBAiAWB1yyCH+QqrZSGly5513+t+7UaNGYVNiECAAYqXZR7qQajZSmuy1117+91aQJBUBAiBWmn2kbhxdTDUrKQ2++eabzO+srqykIkAAxE6zkHQx1aykNNCguX5fDaInGQECIHZpuaBG0hKYBAiA2KWlS0fS1GVHgACoFZqNlPRBZUnTpAECBECtSMO0VknTtGUCBECtKL2wTl1aSZS2hZMECIBak/TSHtowSr9fWkq3ECAAak3Siwtqy1r9ftrCNg0IEAC1JsnlzefOnetWXXVV//uNGDEibE4kAgRArUrqBktdunTxv9dmm23mfk/JDloECIBaldQtXo877jj/e7Vu3TpsSiwCBECtGj16tL/QaraSZi0lwYIFC9zqq6/uf6+hQ4eGzYlFgACodQ0bNvQX26Qda6+9tvvtt9/CXzexCBAAta5JkyblLr5JOJI6u6wyBAiAOqFd+pJ0JHVxZFUIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwOT/AWMjvononF+RAAAAAElFTkSuQmCC)
PN: 4H56-7-0L
CAS: 1306120-26-2
Molecule Weight: 280.68
Formula: C11H12ClF3N2O
![Methyl 4-chloro-1-[3-chloro-5-(trifluoromethyl)pyridin-2-yl]pyrrolidine-2-carboxylate](data:image/png;base64,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)
PN: 4H23-7-33
CAS: 251310-42-6
Molecule Weight: 343.13
Formula: C12H11Cl2F3N2O2
![3'-Chloro-5'-trifluoromethyl-3,4,5,6-tetrahydro-2H-[1,2']bipyridinyl-3-ol](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABcwAAAXMAGKSTBPAAACW3pUWHRtb2xTb3VyY2UAAHichZVpb6MwEIb/iuXPiw9MOKKQKmpVaaV2V9p2pf22csBJkQBXQK5/v2OOLCQUwjH2+H2M7Rk7q4dzlqKjKspE5yHmhGGk8kjHSb4P8e/3Z8vHD+tVBCIQ5mWIP6rqc0np6XQi0YfK5FnnJNIZbtqX5zIZaE6C6GJPbcY4/fP68lYzVpKXlcwjBVSZLMva+aIjWdWj+OITNJPFMclpI6dZcWx6+2szczNyLmP8fy6P0LYBFO2SVKGdLjJZoaPNCNzsG9qrXBWyUjHaXsAtiANzX69en3R0yFReQdH0kEQyfauKQwSOTKcqOkBnUPj+FOKMAyArnW2KQl6QKRm35EjaSAokHSQXSLpIekj6SAZIcgYPtHMQcFBwkHDQcBBxUHEf1j9VZgDvl08V4p/osb1+9N71lcLr2VywiraJnRDCQ62xiet6TmdaJ0wcfp2xWu/VtmILVoLBQK+283d2AXoH9C7UfcdYzkzdIQvX8TC6wGgsRjyP1bDgxgrCfFZ36trGQidBv961d36XBMJYj3isX/+K63Q+cbxGL1xXICsgDCYHgaLXSK1XW53HvSJK4hBvOa5D+EvtSruNIka6iFUBi2s6MNI+YA8BE/NpQAwBkyHTgDMETD5NA4shYLJvGnCHgMnVacC7m/QM4N99wZ8GgiFgNs4V2IwBnA2Jep/NILfBrvflDHMT72YfzzA3IW/2/Qzj3C3ALHIT9+ZomV5m7o5MZya9+E30m6NrhvFHmJmc4cEIM5o2tLeVaXdAQ/Hu8Ka9k53C/9n6H1wVARUJK7HQAAA2Y0lEQVR4Xu3dCbxN9f7/cUmSoiLNt5JGDaQkpUukiSa3wVC3FFGiNGhAdSOVfk00/JEpSggZGkRFhiINkiSJknnIPPP5n886d62719fZx97fs/fZa+31ej4e65H2+u5hLfb3vdd3fYciAgCAhSLmAwAAJIIAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAQH34ocgtt4iceKLIgQeKlCyZ+2d9TPflp0iR3C0RyZQNuOw4CgCwtWyZSM2a/6vY4221aomsWGE+O1cyoZBM2YDLjqMAABsrV4qUL59boZcpI9K5s8iPP4ps3CiyaZPITz+JdOkiUrZsbpkKFURWrzZfJblQSKZswGXHUQCAjXr1civzs84SWbzY3Ps/S5eKVKqUW/baa829yYVCMmUDLjuOAgCS9fXXuRV5qVIiCxaYe/e0cGFuWX3O9On+fcmEQjJlAy47jgIAktWqVW5F/uCD5p74Hnoo9zmtW/sfTyYUkikbcNlxFACQrLPPzq3IJ00y98T35Ze5z6lc2f94MqGQTNmAy46jAIBkHXpobkWe103xeLSsPkdvqsdyQyGZLQtkx1EAQLKKFcutyHfsMPfEt3177nP0ubHMcEhkywLZcRQAkKx0XIEkIpmyAZcdRwEAyXLvgeh9jURxD8QnO44CAJLl9sJ64AFzT3zaY0ufQy8sR3YcBQAka+rU3IqccSDWsuMoAMDGlVfmVuaJjETXZisty0h0T3YcBQDYWL5c5Pjjcyt0dy6sWbNy58Fy58J69lmRww7LLaNzYa1aZb5KcqGQTNmAy46jAABbS5aI1Kjxv4o93qaz8Wrg5CWZUEimbMBlx1EAQEGNHi3SuHHu7Ly6Fohu+ucmTUTGjDFL+yUTCsmUDbjsOAoAQKEjQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAExdu4occcTex39EHAECAKbzzssd7Ne8ubkHMQgQADBVqZIbIM2amXsQgwABABMBkhACBABMBEhCCBAAMBEgCSFAAMBEgCSEAAEAEwGSEAIEAEwESEIIEAAwESAJIUAAwESAJIQAAQATAZIQAgQATARIQggQADARIAkhQADARIAkhAABABMBkhACBABMBEhCCBAAMBEgCSFAAMBEgCSEAAEAEwGSEAIEAEwESEIIEAAwESAJIUAAwLA1J0A25wTIdgIkXwQIABgG5QTIqzkBMp4AyRcBAgCGm3IC5KycAHmSAMkXAQIAhio5AVIkJ0CaESD5IkAAwECAJIYAAQADAZIYAgQADARIYggQADAQIIkhQADAQIAkhgABAAMBkhgCBAAMBEhiCBAAMBAgiSFAAMBAgCSGAAEAAwGSGAIEAAwESGIIEAAwECCJIUAAwECAJIYAAQADAZIYAgQADARIYggQADAQIIkhQAAgxvbt26Vs2bJOgFStWtXcjRgECAD815gxY+SUU05xwsPdLr74Yvnuu+/MohACBABkzpw5cvnll/uCo1ixYt6fixYtKnfeeacsX77cfGqkESAAImvNmjVy3333yX777eeFxQknnCBDhgxxmrJeeuklOeSQQ7x9Bx98sLzwwgvOPhAgACJo586d8uabb8phhx3mhcOBBx4oTz/9tGzZssVXduXKlXLXXXfJvvvu65U9+eSTZfTo0b5yUUSAAIiUzz//XM4++2wvDPbZZx+55ZZb5K+//jKL+vzwww9Ss2ZNXzPXZZdd5jR/RRUBAiASfv/9d2nQoIEvAM4//3yZOnWqWTRf2rylzVzua2jzV5s2bZzmsKghQABktQ0bNkj79u1l//339yr9o446Svr16ye7d+82iydEm7k6derkNHu5r6ldf7VZTJvHooIAAZCVNBz69+8vRx99tFfJa4g89thjsn79erO4FW320uYvbQZz3+Oss85ymsmigAABkHW++uorqVatmq+56vrrr5f58+ebRVNCm8G0OSz2/bS5LF3vFxQECICssXjxYrn11lt9VwRnnnmmfPbZZ2bRlNMrHm0W0+ax2Cuexx9/3GlGy0YECIDQ27p1q3Tu3FkOOugg3z2J119/vdDvSWhYaDNZ7D0XbUYryD2XoCJAAITa0KFDpXz58l5lrSPIW7dunfFeUdp8pc1msc1a2sylzWvZggABEEo6LqNWrVq+Crpu3bry888/m0UzSpvP9Ma6+xm1eU2b2fY27iQMCBAAoaIjw1u0aLHHyPBRo0aZRQNDm9HeeOMNb5Zf3bS5TbsCmyPfw4QAARAKOv/Uyy+/7JubqnTp0tK1a1fZtm2bWTyQtFlNBx2ac29pM1wYESAAAu/jjz+W0047zat0wz47rjaz6TQosc1v2hynzXJhQoAACKy5c+fKVVdd5atoa9SoId9++61ZNJR0QkZtfnOPTZvldOJGbaYLAwIEQOCsXbtWHnjgAV9Tz3HHHSeDBg0yi4aeNr/pFPE6Vbx7rNpMp1PJB33aeAIEQGDs2rVLevbsKeXKlfMq05IlS8pTTz0lmzdvNotnFW2O02Y5bZ5zj/3UU0+Vjz76yCwaGAQIgECYOHGiVK5c2ddc1ahRI/nzzz/NollNm+d0Gd3Y86DNeL/88otZNOMIEITG9BXTpc2UNlL5/cpStn9Z2a/XflKufzmpPbq2vPzjy7J++54T5BXpUcTZEFwLFy6UG2+80VdhnnvuuTJ58mSzaKRoc50227nnRJvztFlPm/eCgm8WAm/ttrXyr0//5YVBvO3QfofKu/Pe9T2XAAmujRs3SseOHaVEiRJeJXnEEUdI7969naYsiNNsp8132oznniNt3tNmviCcI75ZCDQNj4pDKjohUKZfGXnimydk2vJpsmbrGtm+a7ss27xMPln0ibSa3EoO7H3gHmFBgATTgAED5Nhjj/UqxeLFi0u7du1k3bp1ZlHk0Ga8xo0b+67StLlvwoQJZtFCxTcLgdbg0wZOAFQdXtUJi/ys3LJSbh5/s+8xAiRYpk+fLtWrV/dVhNdcc43MmzfPLIo8aLOeNu/Fnj9t/luwYIFZtFDwzUJgfbPiG+/KY+mmpebuhBAgwbBkyRK5/fbbfdOsV6xYUcaNG2cWxV5o01WfPn2c5j73XGozoDYHarNgYeKbhcBqPaW1U/m3n97e3JUwAiSzdIxDly5dpFSpUl5lV6ZMGenWrZvs2LHDLI4kaHOfNvtp8597bo855hinebCw8M1CYFV6v5JT+X+13H76awIkc4YPHy4nnniiV7npNOv33HOPrF692iyKAtDmP20GjG3W0mbCadOmmUVTjm8WAkubrrTy1xvmtgiQwjdr1iypXbu2r0KrU6eO8zjSR5sDtVnQPefaXHjbbbc5zYfpwjcLgVWsVzGn8t+xy76pgwApXDpPVex9jgoVKsiIESPMYkgTbRbs3r2700wYe+XXsmVLs2hK8M1CYHEFEi46wM2ttA444AB59tlnQzPNerbRZsJWrVp506LofZJ04JuFwOIeSLisWrXKCxAd6IbMa9asmfP3cfjhh5u7UoJvFgKLXljhEhsgQ4YMMXcjAx599FHn70OnREkHvlkILJ37Sit/xoGEAwESPAQIIu26sdc5AXD+iPP3OhJ91ZZV0nB8Q99jBEjhIUCChwBBpP297W85bfBpTgjoDLw6F5ZemegcWdo7a/nm5TJ20Vi5d/K9zIWVYQRI8BAgiDwNEfdKJL9NA2bQb/4V6wiQwkOABA8BAvyXzsKrVxpnDz3buS8Sux7IK7NekQ3bN5hPIUAKEQESPAQIgFAgQIKHAAEQCgRI8BAgAEKBAAkeAgRAKBAgwUOAAAgFAiR4CBAAoUCABA8BAiAUCJDgIUCAOOavmy/NJzYv0Gy9SB0CJHgIECCOuyfd7QwS/Oeof5q7kAEESPAQIEAcTSc0dQKk6vCq5i5kAAESPAQIEAcBEiwESPAQIEAcBEiwECDBQ4AAcRAgwbJq1WopXryss73//gfmbmQAAQLEQYAEy5o16+Xoo691ttGjJ5u7kQEECBAHARIsf/+9Wc4++wVnGzv2F3M3MoAAAeIgQIJl7dotcu65PZxt3Lj55m5kAAECxEGABAsBEjwECBAHARIsBEjwECBAHARIsBAgwUOAAHEQIMFCgAQPAQLEQYAECwESPAQIEAcBEiwESPAQIEAcBEiwECDBQ4AAcRAgwUKABA8BAsRBgAQLARI8BAgQBwESLARI8BAgQBwESLAQIMFDgABxECDBQoAEDwECxNF0SE6AtMsJkG4ESBAQIMFDgABxNO2cEyDVcwLkDgIkCAiQ4CFAgDiaNm3qfDmqViVAgoAACR4CBIiDAAkWAiR4CBAgDgIkWAiQ4CFAgDgIkGAhQIKHAAHiIECChQAJHgIEiIMACZZt23bKxRf3cQLk22+XmLuRAQQIEAcBEjxz566SKVP+NB9GhhAgQBwECJA/AgSIgwAB8keAAHEQIED+CBAgDgIEyB8BAsRBgGSW22X3vPN6yOzZK8zdPm5ZFC4CBIiDAMksNxR0a958lLnbhwDJDAIEiIMAySw3FC69tL/z3wkTFphFPARIZhAgQBwESGa5oTB48E/Ofxs0GCw7d+4yizkIkMwgQIA4CJDMckNBQ0PDww2TvBAgmUGAAHEQIJkVGwrafOU2Z23cuM0oSYBkCgECxEGAZJYZCnojXf+/e/dpMaVymWVROAgQIA4CJLPMUNCuvNqlt3r1t2TZsg0xJfcsi8JBgABxXHTRRc6X46ijjpLdu3ebu5FmeYVC+/afOY917Pi57/G8yiL9br31Vuc7cthhh5m7UoIAQejMmzdPrrnmGueL4W7VqlWTr776yiyKNMorFJYu3eBcgeiVyJw5K73H8yqL9Pnrr7/klltu8b4fJUqUMIukBAGC0Fi3bp20a9dOihcv7n0xihYt6v15n332cX5x6ZcH6RcvFLp1m+Y83qLFaO+xeGWRWlu2bJGnn35aDjzwQF94PPLII2bRlCBAEHi7du2S3r17yxFHHOH7UnTs2NEJlTfeeEPKli3r7TvooIOkU6dOsnXrVvOlkELxQkF7YdWpkzu4cOLEhc5j8coidYYMGSInnHCC9z3Yb7/95L777pM1a9aYRVOGAEGgTZ48OafiOdf7Uuh24403yoIFC3zl9EvSpk0b50vjltMv09ChQ33lkDr5hYI7uPCGG3IHF+ZXFgXz/fffS82aNX3fkcsvv1zmzJljFk05AgSB9Oeff0qjRo18X4rKlSvLhAkTzKI+P//8s1x22WW+59WqVUt++OEHsygKKL9Q0NC4/vr3nP1Dh87OtyzsrFy5Upo3by777ruv92/9lFNOkdGj/9d0mG4ECAJl8+bN8tRTT0nJkiW9L0W5cuWkZ8+eTlNWokaNGiUnn3yy9xr6JbvrrrucLx2Ss2LFJlm0aJ358F5D4YsvFjj769Z9O8+y69Zt3essvtjT9u3b5cUXX5RDDjnE+/d98MEHywsvvODsK0wECAJj0KBBTn9190uhzVEPPPCArF271iyakG3btknXrl2dL5f7mvqle+mllwr9ixZGa9ZskU6dJkrVqj2dnlUbNmzz7c8rFEzu4MK8yjZpMsx5TMvoWurYuw8//FBOPfVU79+zdiJp1qyZLF++3CxaKAgQZNy3334rNWrU8L4Uul111VU5lcpcs6gV/XLdeeedvh5b+iX8+OOPzaLIsWPHLhkwYKbUrNnXq/j1KsImQNzBhXmVvffeD73HNaQ6d57ohBb29Msvv8iVV17p+45cfPHF8t1335lFCxUBgowp7Io93UGVDSZN+sO7d5Huij2voKpVq68MHDjT2QeRv//+W9q2bevrHHL88cfLe++9ZxbNCAIEhS5e09LLL79cKE1LqW4qywYLFvztuyIozKal2KYy9701xCZP/sMsGhk7d+6UHj16OCPI3X+nel/wP//5j3OfMCgIEBSqoNzcTtXN+rBbv36b/N//TZFq1Xp5lffVV78r48bNN4um3S+/aK8i/z2T1q0/koUL/zaLZrUvvvhCKlWq5LtSbtKkiSxatMgsmnEECAqFdq+tW7eu70sRhO61tt2Fw27Xrt3y/vuzvQF/utWo0Vt69fo25wpxp1m8UH366XypX/8d73NpuL344lQn7LKZjm264YYbfP8WzzvvPJkyZYpZNDAIEKRVXgP8ypcvH7gBfokOWMwG33yzWBo2HOr7pa+THy5fvtEsmjEaYj176j2r3t5n1LAbNuxnJ/yyycaNG6VDhw7O7Aruv70jjzxS+vTpE/hJQgkQpIW24YZtipH8pkzRL3nYLV68Xh5++FNfcNx663CZOXOZWTQwNNQ6dMid4dfdGjV6X2bMWGwWDaW3335bjjnmGO/fm87zpvNWrV+/3iwaSAQIUu6zzz6TM8880/tShG2Sw7wmbTz22GNlwIABZtFQ2LRpu7z++nRnLIdbCV9++QAZPXquBPwHrkdDTsMuNkjatRvnhGIYTZs2TS644ALfFe+1114rv/32m1k00AgQpMz8+fPl+uuv930pwjzNel7TxlevXt358oeBhsOYMXPliisGeJWuhshrr01zQiVs9HhGjZorl13mPx4Nx82bd5jFA2nJkiVy2223OT+q3H9TZ5xxhowfP94sGgoECApsw4YN8thjj8n+++/vfSmOPvpo6d+/f+DbcBMxbtw4qVixonds+uXXSkArg6D68cflOZ9xhO8X+0MPjc25CtxzSpKw0fDTZXNjr6iuvHJgTrjMNIsGhjbbPvPMM04zrvvvqEyZMjlh/prs2BGO8MsLAQJrGg79+vVzVgR0vxQaIo8//rgTKtlEv+Tdu3d3vvTusZYqVUq6dOnijGsJiqVLl0vbtm9K5coveZXrTTcNlenTs+OeQSydn+vBB8c6x1ilyutSvnwzqVu3qXz99ddm0YwaNmyYnHjiid6/m2LFism9994rq1evNouGDgECK1OnTpXzzz/f+1Lo1qBBA/n999/NollFv/StWrVyKgH3uLVyGD58uFm0UOkv3M6dO8uhhx4j5crVklNOaSu1a/eXIUNmZ12vJdO0aX9J/fqvyJFHXiElShzhXCH++9//lsWLMxuaP/74o1xyySW+78ill14qs2fPNouGFgGCpLhLZca24Z511lny+ef+NbBTSUeIf/PNN/LOO+84g/8efPBBuf32253tiiuu8P6sj+t+Lafl0zmy/KeffpI6der4KofatWvLrFmzzKJpp12itWu0+zkOOeRU6dixj6xbl/rpR4Jqxw7t9vvuHr3+tNmosHv9rVq1Slq2bOmbZv2kk06SDz74wCwaegQIEpLXUpk6zcKbb77pdNlNJb15rSPCGzdu7OviaLPp8/V19PX0dVNtxIgRUqFCBe/99Mrk7rvvdiqRdJs5c6YzGDP2eHWw5s8/p38hoaDSK0RtHoq9QtRw1WakdNNmzldeeSXnKvBQ771Lly4tzz33XKCaOVOJAMFeFcZSmdr0pVcP+kvNDIHYTX9h6mepWrWqU3m6m/6/Ph77CzSvTV9f3yeVTW1aOTz77LPOPRH3fbQSefXVV9Nyg1SnfWnRooXvF65OD6PTxCCXNhNpc1Hs3702J2nopsPYsWPl9NNP995LJwht2rSpLFsW3DE2qUCAIK50L5WpA/e0+eWiiy7ao6LXTXs+6f2Gvn37Ol2BE/1Vr+W0vD5Pnx/bgyp20/fV90/V3FdLly51mtJiZxfWSuXTTz81i1rRiSZ1wsnYhYT0F65OTJmtv3ALauTIkb4fJRq62ryU6L+lvfn111+lfv36e/y70ibUKCBAsId4S2WOGTPGLGpFK0LtvXXaaaf5vnh6ZVOvXj0ZOHBgyn+56evp6+rrx06ropt+Dv08qZoJePr06XLhhRf63uPqq692KhtbOsV97PnSkLrjjjsytpBQmGi4Pv/8807YuudPrxC1ucn2ClHvrz300EO+wab/+Mc/nPtvUUKAwFMYS2XqKPXYFdV003Dq1q1boVWG+j76fvq+sZ9DP5d+vlTRwNIR7O7ra2Xz8MMPOyPdE6VrleiaJbGfU9c00bVNkBz9EaGhG3uFqKH8ySefmEXj0qvVt956Sw4//HDvNQ444AB58sknZdOmTWbxrEeAwJHupTK1S+XNN9/sqwh1yurBgwenrAkpWfq++v7m1Nn6OVPVBVQrlSeeeMKpZNzX17m2tBLK77j1F66uURJ7taRrmOhaJiiYGTNm7NFsqleme1tY7Msvv5Rzzjlnj38rf/wR3XVLCJCIK4ylMrUdOrZnio5Sf/fdd81iGaWfRz+X+xn18+rnTpWFCxfKTTfd5DvPVapUkUmTJvnKaahojzFdm8Qtp2uW6I3/IC0klA20uUmbndzzrFeI2hXc7P6tf3fmjx/9u9NAiToCJKIKY6lMbfa6//77vdd3V/4L6kyj+rnMX/36+VPVfKcmTpy4x6/Yhg0bOr9idZ+uRRK7T9cq0TVLkB56hajNT7FXiNo81atXL2c2BfPqUfft7eoxSgiQCNLpomPXHkjHUpnaHz/2RrI2v+jo9TDQzxm75K0eRyqnndDKRyuo2KuM2IGZuunaJObVCdJHA1yDPPbvIPYGuf5Zb5onc/8qCgiQCIqd9DAdS2XqL+bYPvE6o20qx4wUBv28sTPx6vGk+kpAm0q0ySS2t5uGiq5Jwi/czNDQ1uap2CDRbroF6UGXzQiQCHInBNQZZVNNx4jE9jx69NFHzSKhop/fPRY9rlSNgYmlI5Xd90h1SCF5Gt7avKtXoXqliPgIkAhypwdp3769uatAtPJzb0pqLy7tZ58N9Djcrp96fKmu5LVnlRsgem8KCAsCJILSESB6j8BtttLKVpfqzCZ6PG6I6HGm8p4IAYKwIkAiKNUBoiN9Y2+YZ8uVh0mPyz1GPd5UTR9CgCCsCJAISnWAxHbVDfs9j72JvSeix50KBAjCigCJoFQGiK5x4HZB1V5LUeD2ztLjTsUaDwQIwooAiaBUBYhO9+GOMNceK2HrqmtLj9MdJ6LHX9BpTwgQhBUBEkGpChB3egddvCcsgwRTRY/XXbRIz0NBECAIKwIkglIRIOPHj/cqPZ3+I4r0uN1zoOfDFgGCsCJAIqigAaJzQ7lrU+gEhEGd2yrd9LjdCRj1fNjOmUWAIKwIkAgqaIDo4ktuhRf16cVjK389LzYIEIQVARJBBQkQnebBvfrQdTR2795tFokUPX53PRE9LzZzWBEgCCsCJIIKEiC6hrhb2aVy6vcw0/PgnhM9P8kiQBBWBEgEFSRA3JXcdDlYm1/b2UjPg7s8rp6fZBEgCCsCJIJsA2T+/PneoMFXX33V3B1pej70vOj50fOUDAIEYUWARJBtgOiiU/o8XbFvxYoV5u5I0/PhrmSo5ykZBAjCigCJINsAOfnkk53n1atXz9yFHHpe9PzoeUoGAYKwIkAiyCZA5s2b51VyAwcONHcjh54X9xzp+UoUAYKwIkAiyCZAevbs6TxH2/iXLVtm7kYOPS/uPSI9X4kiQBBWBEgE2QRIo0aNnOdUrFjR3IUYen70POn5ShQBgrAiQCLIJkDc57Rq1crchRh6fvQ86flKFAGCsCJAIijZAFm7dq1XwfXt29fcjRh6ftxzpectEUOGjJKSJY93trVr15m7gcAiQCIo2QCZPn26VylOmTLF3I0Yen7cc6XnLREjR06V445r7Gzr1m0ydwOBRYBEULIBMmDAAK9SXLVqlbkbMfT8uOdKz1siPvnkV6lS5XVnW79+q7kbCCwCJIKSDRB3AGGZMmXMXciDnic9X4kOKBw79jc599wezrZ+/TZzNxBYBEgEJRsgbdu2dconO0AuqtwBl3reEkGAIKwIkAhKNkCaNWvmlK9SpYq5C3nQ86TnS89bIggQhFWoAqTHXUUS2pC/ZAOkYcOGTvmaNWuau5AHPU96vvS8JYIAQViFqrY1gyLehvwlGyDXXHONU/6KK64wdyEPep70fOl5SwQBgrAKVW1LQKRGsgHCFUhyuAJBVISqNiZAUiPZAOEeSHK4B4KoCFVtTICkRrIBQi+s5NALC1ERqtqYAEmNZAOEcSDJYRwIoiJUtTEBkhrJBggj0RNnMxKdAEFYhao2Nntb5bVh75INEObCSpzNXFgECMIqVDWuGRZ5bdi7ZAOE2XgTZzMbLwGCsApVjUtIpEayAaLc57AeSP5s1gMhQBBWoaqNCZDUsAkQViRMjM2KhAQIwipUtTEBkho2AcKa6HtnuyY6AYKwClVtTICkhk2AzJs3z2vbHzhwoLkbOfS8uOdIz1eiCBCEVahqYwIkNWwCRLkD5OrVq2fuQg49L3p+kh1wSYAgrEJVGxMgqWEbIO6Awv32209WrFhh7o40PR96XvT8JDqA0EWAIKxCVRsTIKlhGyDz58/32vhfffVVc3ek6flw7xHpeUrGlCl/OuFRvfpbsm3bTnM3EFihqo0JkNSwDRB10UUXOc895ZRTZNeuXebuSNLzoOdDz4uen2Tt2rVbhg37WaZN+8vcBQQatXEEFSRAhg4d6t0ofu+998zdkaTnwT0nen6AqCBAIqggAaK/tk877TTn+ZUqVZLdu3ebRSJFj1/Pg54PPS9clSFKCJAIKkiAqH79+nm/uAcNGmTujhQ9fvdc6HkBoiT7AiTnF+G0EY/J1MH35/wa3GHuhRQ8QLZv3+5dhRx99NGyfv16s0gk6HHr8btXH3pegCjJugDZvH65d7N91vhXzN2QggeIGj9+vPfL+4EHHjB3R4Iet3sO9HwAUZN1AaJGdq3hBEi/+w+VLRtWmrsjLxUBom6++WbndYoVKyZTp041d2c1PV49bj1+PQ/JcMd8nHdeD5k9O//xNG5ZIIiyMkBWLpwhPVsUdUJk0sCW5u7IS1WALF68WA499FDntY477jhZs2aNWSQr6XHq8epx6/HreUiGGwq6NW8+ytztQ4AgyLIyQNSE/nc4AdKz5b6yetFMc3ekpSpA1AcffOANLrzmmmvM3VlJj1OPV49bjz9Zbihceml/578TJiwwi3gIEARZ1gbI5nXLpG+b0k6IjP6/WubuSEtlgKj777/fuxfw6KOPmruzih6fe6x63DbcUBg8+Cfnvw0aDJadO/Pu/kuAIMiyNkDUD2O7ejfUf/9umLk7slIdINu2bZMLL7zQq1hfeSU7Oy/ocbnHqMerx23DDQUNDQ0PN0zyQoAgyLI6QHbt2CaDOpzkBMi7j5eXndu3mEUiKdUBolavXi2nn36687pFixaVt99+2ywSano8elx6fHqcery2YkNBm6/c5qyNG/cMJAIEQZbVAaIW/jDSuwr57qNnzN2RlI4AUX/++af84x//8EIkW65E9Djc8NDj0+MsCDMU9Ea6/n/37tNiSuUyywJBkvUBoj58ua4TIH1aHySb/k6ux0w2KlWqlFMZ3nbbbeauApszZ44ce+yxWXNPJPaehx6XHl9BmaGgXXm1S6/Oxrts2YaYknuWBYIkEgGyZsls6dWymBMin/e51dwdGdOnT/fdq9Bf1Xoj+O+//zaLFoj+Qnebs3TTXkth6+Krn9ftbeU2WxX0ysOVVyi0b/+Z81jHjp/7Hs+rLBAUkQgQNWVQ69xuvS2KyvLfvzZ3Z7WlS5fK7bff7jXDmNthhx0mPXroTd3UrUWh9whiw0rHTYRlsKF+Tnech256HAW552HKKxSWLt3gXIHolcicOf8b/JpXWSAoIhMgWzeulv5tyzohMuLZas6cWdlOewk9++yzXpOVbjrwTRc/WrBggTRp0sQXJDqr7BdffGG+jDWdGyq2i6+u2KfTfwR17iz9XPr53JUFddPPn+o5ruKFQrdu05zHW7QY7T0WrywQBJEJEPXTF695N9R//Sq7egmZRowYIRUqVPAqQp124+6775ZVq1b5yk2ZMiXnV+95viC54YYbnIBJlZEjR3oj1nXTCQjfffdds1hG6edxJ0Z0g1Y/dzrECwXthVWnTu7gwokTFzqPxSsLBEGkAmT3rp0y9KkznQAZ2O4Y2b7Vf8MyG/z00085lVAdXyDUrl1bZs2aZRb16JoWffv2lSOPPNJ7TokSJaRDhw45ldpGs7gVne7DnTvL3fSKZ/DgwRlbQ0PfV9/fXc/D3fRzJjs9STLyCwV3cOENN+QOLsyvLJBpkQoQ9dec8d5VyPQRj5u7Q0vb6Fu1auVN8KfbiSeeKMOHDzeLxqVNOI888ogUL17cew3t8pvKMR2fffaZnHrqqb4KW5eD7datmyxfvtwsnhb6Pvp+7jK07qafSz9fuuUXChoa11//nrN/6NDZ+ZYFMi1yAaLGvnGdEyBvtSoh61f+bu4OlR07dkj37t2lTJkyXkWo9zy6dOliPVL6t99+k2uvvdZXuV5wwQXy9dep6Xyg9xR08SV3TRF303sP9erVk4EDB8qyZcvMpxWIvp6+rr5+7D0O3fRz6OdJ1b2ORYvW5Vy9fSZNmgxzbo6b9hYKX3yxwNlft+7bey0LZFIkA2Tdyvny1j37OyHy6f/7l7k7NMaNGycVK1b0KkKd3E/HdixZssQsakXXuDjjjDN8r//vf/87Zc072oSka4hfdNFFvgrd3fTY9KpKm9e++uqrPe7fxKPltLw+T58fe45iN31fff9UNaFt2rTdGQyovancij+viRITCQV3cGEiZYFMiWSAqGnDHvGashbP/cLcHWjz5s3zjVHQrXr16jJt2p4jmQtKr3Bee+013xXOQQcdJM8884xs3brVLG7t999/l6eeekpOOumkPSr62K1s2bJywgknSNWqVaVWrVrepv+vj+t+8zmxm76+vo++X6poh75Ro+bKZZcN8Cp8DZE33vgmz0kSEwkFd3BhImWBTIlsgGzfsl4GPHyUdG5YRDrdVSnnV2jqxkCky7p166Rdu3a+exQ6OnrAgAFm0ZTTeyz33nvvHvdYhg1L/SSVGpA9e/aUxo0be9Ou2G76fH0dfT193VSbOXOZ3HrrcN/VQrt243Ku0oLZVRlIpcgGiPp6XF9pcH4RqVqhiPTr86a5OzC0iaV3795yxBFHeBWj9pLq2LFjynpJJWr27Nly6aWX+irpSy65RH788UezaMqsXbtWvvnmG3nnnXecq4cHH3zQGRip2xVXXOH9WR/X/VpOy+vz0mX58o3OfY7Y4GjU6H2ZMSM1zXtAGEQ6QLT76jWXVZWiRYtIuXLlUj6lRypMnjw5p3I611dh33jjjSkdp2FDx0jENjftu+++0rJly4TvU4TVtm07c65mvpUaNXp7waFjN4YN+zkn6LN/cCoQK9IBonQgnbuinu0CQemg8y41atTIFxyVK1eWCRMmmEUzRnt5Pf/881K6dGnvM+oAPJ29Vu+dZJtPP50v9eu/4wVHtWq95MUXp8r69Xa93YCwi3yAKG0j18pPu3emYrbVgti8ebPTDFOyZEmvUtarI23DT1VvoVTTLrJNmzb1zbWlXWM/+eQTs2go/fLLyj16RbVu/ZEsXBi8K1agMBEgov32F8mBBx7oVHzapp4pgwYN8k3i584dlc62/FSaMWPGHl1yddzFr7/+ahYNhTVrtkinThOlatWeXnDoIL/Jk/8wiwKRRID819NPP+1VemPGjDF3p9W3334rF198sa/iveqqq2Tu3Llm0VDQm9juwlK6aa+xhx56KDRBuGPHLhkwYKbUrNnXC45atfrKwIEznX0AchEg/6VNR8cff7xT4emUFqkalZwfnVLjzjvv9DX96Ht//PHHZtHQ2bRpkzz55JNywAEHeMd2+OGHS69evQLbFKcmTfrDm0pEN7366Nx5onM1AsCPAIkxZMgQr7J78cUXzd0pozefu3btKgcffLD3focccoi89NJLhRJchemPP/6Qhg0b+q6uzjnnHPnyyy/Nohk1b94iad48dyZcd9P7HnPnZnevMqAgCBDDP//5T6eS08o9HZP7jRo1Sk4++WSvMtXur3fddZesXPm/RYSykQZGlSpVfEGis94uXLjQLFqotOv2fffdJ+XKnSsnnHB7Trh1k6uvftfpcQUgfwSI4fvvv/ealJo3b27utvbzzz/LZZdd5qtAdQqOH374wSyatbTp6q233nKastxzoE1cTzzxhNPkVZh09cU333zTWY1RP0fx4mWkfPn68vrr45yxHgD2jgDJgwaHVioaJBooBaFra7dp08Y3A6zO2aST+EWVTsmiN9Vjp2TRm+56870w6KqLZ599ti/Mb7nlFvnrr6VmUQD5IEDyoE1X7v0JbdKyob9w33jjDd/kfjoJYadOnVI6CWGYaffe+vXr+ypyXX9cpyFJB51A8V//+pfv/XQSxrCs1Q4EDQESh95EdysZvbmeDF2U6KyzzvKeryPdb7311pxfuH+ZRZFj7Nixcvrpp3vnS6/8dGDi0qWpuSLYsGGDtG/fXvbff3/vPY466ihnunedzgaAHQIkDu0N5a5Yp917tZvv3syfP1+uv/563y/catWqOWtTIH869cmrr77qWztdp0h57rnnrBfG0nDo37+/b61zDZHHHnvMWX0RQMEQIPnQAYVuxaMDDePRX7haKcX+wtVKSysvfuEmRydjvPvuu33TxleoUEE++OADs2i+NLQ1vGPD/LrrrnNCHkBqECB7oVObaOWjU53olCexNBx0KVRtDon9hfv44487oQJ7Oj187dq1fQFQp04d+emnn8yiPrpaojYXuhNk6nbmmWcWylrnQNQQIHuhkyu6PaiaNGniPa43Xs8//3xfBdegQYOUrnQHkeHDhzsLV7nnWK9MdJlaXeAqlnZM6Ny5s9NRwS2rHRhef/11p0MDgNQjQBKg07xrhaS/arUpRbt8xv7C1Rvmn3/+ufk0pIiGQ5cuXaRUqVLeOdcldrt37+7cO3n//felfPnyvpBp3bq104UaQPoQIAnQ0cpud9zY4NBBaDoYjV+4hWPJkiVy2223+f4O3FmU3a1u3brOoE0A6UeAJEC78cb2DtJupjr9Bb9wM2PatGlSvXp1X3Do9DA6TQyAwkOA5ENHodesWdNXUblXHnQDzbz//Oc/zt+FXpXYdvUFYI8AyYNObKjTmehEh7G/cLUd3v3/Rx991HwaAEQKARJDBw/qCHSdWt0NCp3S5IUXXvCmWXenwtDuuowpABBlBMh/ffTRR85iTrH3OZo1a7bHlO7aTbdEiRJOGR2YBgBRFfkA+eWXX+TKK6/03ePQ5WW/++47s6hHBwq6ZcePH2/uBoBIiGyAaNfctm3b+qZZ1zmv3nvvPbPoHnSUuTu/ko5yphsvgCiKXIBoZd+jRw9vISHdSpYs6fToSWTCRNfbb7/tPf+1114zdwNA1otUgEyYMEEqVarka65q3LjxHnNcJULnwXIn69NBhubUGgCQ7SIRIAsWLJAbbrjBFxznnXeeTJkyxSyalK+//tobFa1TZwBAlGR1gGzcuFE6dOjg9ZrS7cgjj5Q+ffqkbJp1nflVX1fnX5o9e7a5GwCyVtYGyLjRb0ul047xgkPX337kkUdSPoJcpw93Z4DVeZgAICqyLkCWL5gm73W6QG6vVUTOKa/jOYrItddeK7/99ptZNGWeeeYZL6hGjhxp7gaArJQ1AbJp7RL5ou9t0qPFPtLjriLSoUERuefGM2TyxPSP09iyZYs3nfhJJ53EvEwAIiH0AbJzx1b57qNnpE/rg5zg0K1f2zIy6/PXZNfOHWbxtNE1KdyrkK5du5q7ASDrhDpAfv9umAx6/EQvOHq1LCaTB90rWzdmpkttrVq1nAApXbq0LFu2zNwNAFkllAGy+q8fZfSLl3jBoduYly+VNYvzXy873WbOnOnN4HvHHXeYuwEgq4QqQLZsXCWTBraUni339YJjUIeTZMEPH5hFM6Zly5ZOgOhkjDNmzDB3A0DWCEWA7Nq1Q2aNf0X63X+oFxx925SW7z95TnbtCNYNa11LxF29sEaNGuZuAMgagQ+QRbPHyuAnT/eCo2eLojKhX1PZvC649xhefvll74b68KGDzN0AkBUCGyBrl/8qH79W33efY+TzF8mKhd+YRQNHF586t/LpcvoxReSWy4+TbVs3mUUAIPTSEiCxlX5+W162bV4rX73/kPS6p7hX7p1H/iHzpr1jFg20aZM+liYXF5FHrysi00c+ae4GgNDLuxYvIDMo4m2xdu/eJXMmvyVvP3i4t793qwNkxqgnZce2cP6CH/FivdzjuLekbFj9h7kbAEItrQGSjIn97/SFy/ieN4e+0l27bK53JTW+V0NzNwCEWnK1fIJsAmRcz5uc5wzrXEWW/vqluTu0vhryQO75aLGPLJ03ydwNAKGVXC2fIJsA2bF1o6xeNNNpysomek/HbZYb9sy5WXd8AKIruVo+QTYBks3mfNnTOyd6nwcAskFaankCxE+vOt7vVNk5J28/dIRs27LOLAIAoZOWWt4NkPy2qFny60Rvqvmv33/Y3A0AoZOWmtwMi7y2KHI7CmjPLB0oCQBhlpaaPMohkZ8NqxY6Y1v03Hzy2tXmbgAIlbTU8gRIfN+M7OidH53nCwDCKi21PAESn3ZXHvjIsc75GfJkRWemYQAIo7TU8gRI/nReL/cczfq8m7kbAEIhLbU8AbIXu3fLB89f6JwjXb9dF8oCgLBJSy1PgOzdigXTnbVN9DxNevceczcABF5aankCJDFf9LvdOU+9WhZz1nkHgDBJSy1PgCRm09ol0qdNKedcjXmpjrkbAAKNWj7DdF13N3AZXAggTAiQDNu5Y6t8+OrlMvr/ajkz9wJAWBAgAAArBAgAwAoBEkDuPZG9bQCQSdRCAWQGRbwNADKJWiiACAgAYUAtFUAECIAwoJYKIAIEQBhQSwUQAQIgDKilAogAARAG1FIBZPa2ymsDgEyjJgogMyzy2gAg06iJAoiQABAG1FIBRIAACANqqQAiQACEAbVUABEgAMKAWiqACBAAYUAtFUAECIAwoJYKIAIEQBhQSwUQAQIgDKilAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFj5/6dx5ZjyQaHOAAAAAElFTkSuQmCC)
PN: 4H56-7-0P
CAS: 1292498-24-8
Molecule Weight: 280.68
Formula: C11H12ClF3N2O
![1-[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]piperidin-4-one](data:image/png;base64,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)
PN: 4H56-7-X9
CAS: 339029-35-5
Molecule Weight: 278.66
Formula: C11H10ClF3N2O
PN: 4H56-7-S2
CAS: 1311776-29-0
Molecule Weight: 266.65
Formula: C10H10ClF3N2O
![1-[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]pyrrolidin-3-ol](data:image/png;base64,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)
PN: 4H56-7-4J
CAS: 1219980-80-9
Molecule Weight: 266.65
Formula: C10H10ClF3N2O
![1-[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]piperidine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H21-7-29
CAS: 874800-69-8
Molecule Weight: 308.69
Formula: C12H12ClF3N2O2
Melting Point: 114-115 ℃
Hazard Statement: H315-H319-H335
TSCA: Not listed on TSCA inventory