![6-(Trifluoromethoxy)spiro[benzo[e][1,3]oxazine-2,4'-piperidin]-4(3H)-one hydrochloride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAA4CAAAOAgHPOoN6AAACx3pUWHRtb2xTb3VyY2UAAHichZVtb5swEMe/yonXi/ED2FAlqapWlSa1m7R20t5NLqEtUoAKaB6+/f4GJQ0kgyTExr7f+Y57YH69y9e0Sas6K4uFJxj3KC2ScpUVbwvv9/P9LPKul/MEQhAs6oX33jQfV76/3W5Z8p7mdlcWLClzr9u/2tVZT2arWFm9+ZJz4f95fHhqmVlW1I0tkhRUnV3V7eJDmdimteI/R/i5rTZZ4Xfifl5tOm1/JXc/znb1yvvy5RZ7N0DpNVun9FpWuW1oIznDj3+jt7RIK9ukK3rZY1mxAL4v5493ZfKZp0WDqdOQJXb91FSfCRbycp0mn1CGyfe7hZcLALYp85uqsntyM7dsBVlJVpENyIZkNVlDNiIbkxUcF/YFBAQkBEQEZASEBKQExATkJOSk0yMRj3XqDHref6Twak33dIvrnn5i7L6H2Y/jf7uCpysXHrzFhwKmQhliMCbWpJkMY0mKKbcX4plog0XDYYhhQkaGIqalMhQzHcNCIZiIdEBCggykG3UED0TAhNG4h44g4O4+EjomAdUSXoCLpBEkOFMKHsUs5iHHIHWgcJTRceDR/svOmWSRCmOaCRislRtNpAKacRZLmMxhnVIYgljhWBYbGZFkKpAGd9jCmUxzGY+KQJsMtHajFjpstTv3jqcerOjLId7+MeDL+UtZrE6mlK0W3ovw2kz4lb7W8KrNBI/KapVWqC+nwImeArIPuLwZB9QZEI4DwRmgx4GwD7gMHgd0H3D5fgRuLgGmD7jqGAeiPtDW0jgR94mu9MbdcCp7TFuqE8wg4F1pTzCDmHetYIIZhL1rHRPMIPJdq5lgBsHvWtMEoy88gynGXGCiCWaQBV27nGCGedC21yMjL5bkMA8cM5E7cpgHvMdcTFE5yINDyx9l1FmtXUb8k/bkH95dmJ691/yTl56PV/3yHyA4TckX1Ko8AAAse0lEQVR4Xu3dCbzWY/rH8cxYki2NJRTGkixFlmGayb5niWzZU5ZhkEiWQiWMZRq70CJLiiiSSaiUUCRSqQzao5LSpsX1P9/7+Z/jdPec55xzdZZn+bxfr/Mqv/s8R52nc39/v3u57ioGAIBDlfgCAAAlQYAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAgAr03XffWc+ePe0vf/mLDRw4MG5Gllq6dKkNGTLELrroIjvvvPPi5oxFgADl6H//+591797dLrnkEtt1112tSpUq4WPjjTe26tWr2/jx4+OXIAssWbLEBg8ebLfddps1bNgwvN/577t+1fVsQIAAZWjKlCn2zDPP2IUXXmi1a9cuCIw///nPdumll1qPHj3s22+/tVmzZtnuu+9u22+/vU2ePDn+MsgwixcvtkGDBlnbtm3tsMMOsw033DC875tttpkdd9xxdvfdd9uIESPs119/tZtvvjm0derUKf4yGYcAAdbD119/bU899ZQ1a9bMdtxxx4LA2GOPPaxFixbWq1cvmzZtWvyy4Pvvv7dddtnFatWqFUIFmWPRokX25ptv2k033WSHHHKI/fGPfwzv++abb24nnnii3XvvvTZq1ChbuXJl/NLg2muvDZ//0EMPxU0ZhQABSmHChAn2xBNP2Lnnnms1a9YsCIw6derY5Zdfbi+88ILNnDkzflmRvvnmmxA8ekKZMWNG3Iw08fPPP9uAAQOsdevWduCBB9of/vCH8L5vueWW1rhxY7v//vvtk08+sdWrV8cvTeq3336zli1b2gYbbBD+PWUqAgRI4csvv7RHH33UzjrrLNt2220LAmPvvfe2q666ynr37m2zZ8+OX1YqEydOtO222y6E0Ny5c+NmVIIFCxbYa6+9Ztdff70dcMABBe/7VlttZaeeeqo9+OCDNmbMGFuzZk380hLTazXUqTDS0GYmIkCAQsaNG2cPP/ywnXHGGVajRo2CjmO//faza665xvr27Ws//PBD/LL1pv+v/n/6/8ybNy9uRjnT9/zVV18NQ0v169cveN+10KFJkybWpUsXGzt2bHhyKEt6YmnatGkYAtPNSKYhQJCz1Bl89tln9u9//9tOP/300FnkdxzqRNSZqFOZP39+/NJyMXr06DAkoiGShQsXxs0oQ3rS69Onj1199dW27777Frzvf/rTn+zMM88MNxEK9YqgeZJTTjklTLy//vrrcXNaI0CQU4YOHRqGH/QDq+EIdRoah27QoIG1atUq/AD/9NNP8csqzMiRI8PKHa3k+eWXX+JmOOmp8dlnn7Urr7zS6tatWxAYGjo8++yz7bHHHqvUJdXLly+3Y4891jbZZBN7++234+a0RYAgZ2jVU35gHHTQQWFCVBOjmiBNJ++9955tuummdsQRR4QNaFh/e+21V3jvtfBBCyCefPLJMPeUTvReN2rUKLz377//ftyclggQ5Iynn346dCJaSVWWVqxYEXaY6+vqCUe/6r91V+n11ltvhU1nxx9/fPj68NMQ0RZbbBFWPaU77Sc59NBDw3Lgjz4aHTenHQIEOUOToRrvXl9amaX1+6eddprttttuBcMhyT60+1yrdrTMU3McpaFVQBoX1+uL2k+A4umJTu9FptzVawj10EOPs/32uyLvZuTHuDmtECDICdoBrLvQNm3axE0lomWd9913n+2zzz5rDYNpKa/C5MUXXwxPH/kfL730Upic/8c//hHqXuVvNFOgqIyFhtNKQl9Hr9U4fUn3GFQ6DQnecIPZzjubbbRR4tfWrbX7Lv7MCqHNflqckEkhvGDB4rz3vK8dffRzNmXKgrg5bRAgyAnvvvtu6MDVuZeG7gYVOhpS0NPASSedFDYLlnbeRBPieqI455xzwhi3vtb5558fdrIXp1u3bmGvgArxrc++gwqhOZv99zdr3lx1XZTciV8vu8ysQQOzZcviV5Q7hb5WVmWa+fOX2hlnvGzHHdfLvvsuPVflESDICTfeeGOp70JVNVebB7UyRk8SmtcoC1oW3LFjx/C1N8q7Q9dkvkpjpPL444+HALziiivKfC9CmerQwaxx4/hqgq5XcP0nvWf6vqk+WSaaO/cXO/XUl/JuXF6wGTNS/xupDAQIcoJ2jmvDVkno6UKfq45HdY2mTp0af0qZUGhoeEWT5SplotpJqTzwwAPhz3TdddfFTeljv/3MRoyIryZ88IFZvXrx1XKlMiEabixNeZl0M3PmohAgCpI5c9JraTcBgqynQoXqeLUPoDgqv77nnnuGYaaKumvVpLx2oGtYSxvYUtGTi/4ut9xyS9yUHqpW1QB+fDVB1/O+rxVJ+31UiiTTff/9wjCU1aRJb5s3L32WdhMgyHoa/tFdqEqop/LFF1+EfQI77bRT+H1F0pJflXtXOGgHfKphKoWHPk9hknbSKED0PdWmzFtvvTVuykhTpy4Ik+qaXP/pJ/8S8bJEgCDrqVqqdpqnoicPhYcKGpZ0hVR5yH/CUImNVDSMpc/TsFZaSaMhrP/+97/he6RzOLLFxInz7Mgje1izZq/aokWVvz+IAEFW011otWrVUp4ApzkPnd+hJ4/KDI98OktCHd/tt98eNxXQE4om1PV5esKqUFpO/MknZvffn5gYP+qo39vSaBJdIbv11ltnzvLnEvrii7nWqFF3u/ji123FilVxc4UiQJDVVFdInaxqTBVFE+aa86joYatUNLmuYbdXXnklbiqgJb1a2qslvlrqW260ck0T/HnBZieeaLb55nk9R17X8cc/mh1yiNl99/3+uUuWmNWvn1i2q8UHeq1+bdGiwpfxai5LZUuy0aefzrKTT34xzI1UJgIEWU3zCSqTXtRdqM5hSMdlnvrz6ihUbX5M9VSkz9MmQ2021KbDMqG9Gxr2uftuy/tDmG22WSIwNtzQ7LDDzNq2NRs0SHU34lcmqJJwq1ZmtWolXlO7dmJjYTFLlcuSjhbW+/rcc8/FTVnpoIO6hieSNWvWnTtTW7Lfx1K1FYUAQVbT0NR5550XXw60SVDVWLVUNx2pgqzKi6seVira26JyJ1rFpc2KpaVaW8OHDw/zL9cfc4xNrFYtERgbb2zWsKGZJqEHD048XWQIrWbTk1l5nN2SjtT5t2v3nvXrt26BSAIEcJg8eXK4C9W55Mloh7k2CZbXPo+yoD+7/g46lyQVhYCCRntKVIgxlWXLloW6UHfeeacdeeSRVrVq1fD/0PfitEaNbGK7dmZDhiR2lWeoE044IZxVnivU+WvnuvaKLFy49gotAgRw0ClyRd2FqraVypNoh3m6U0eochzFlTFROXCVgNd8jgoIFr6uUi7t27cP5cIVFAoMBYcCREGiQFGwVBiVgqlZU9v945b1pr+v/m76e+WK/M6/d+/xeU+Sw5O2xb+PpWorCgGCrKU7chUyTEYrnTTkU1blScpT/kKAfv36xU3rUM0tHUalDlTVh//2t7+FpxK9XqvRjj76aOvQoYMNGzas8svEn3VWYiL+5ZfjlvXy5ptvhr/vxx9/HDdlrfzOX3Mg55/fz7788vebpjhAUn2UFgGCrLRkyZJwp33XXXfFTYHu6FUYMVPoFL2SztXoOFyFo1ZxaSL+7rvvDnshVJE4rWiFlpb2aqK9f/+41U1PlaozVtwTWzYp3Plrme8FF/QrmFCPA6QoqdqKQoAgK73xxhvhLvQT7VeIaLmu2sps1VIF0IZBDcfNnj07blrHnDlzQng88sgjcVP60aFbxx5reWmvR6241UUl8y+88ML4claLO/8OHYZZnz5frdMWf15hqdqKQoAgK+mcDq2wSnYXqnM6tOy1Ms8+Ly3tlFfoadlxcbp37x4+95tvvomb0pMm6xs1SpQ5Wc9Dn3QaZKbdHJSFuPNXqRNNqC9YsIwAAUprl112CZvsktFJgjoMKtNoSbLOECmO9oXoDPCMoj0lmq/SJsUPP4xbS0xParo50CKJXJKs83/11Ql2xx1DCRCgNL766qtwF9q7d++4KVDpdJUByTQKRJWlT2XVqlVWvXp1u0Eb9zKNnghVOXerrbTVOm4tES0SaKi9KzkmWeevOZCLLnqNAAFKQ+ePF3UXqtpYatMxtJlGK8d0AFWqQ7G0ukrh+c4778RNmWHePK1wMPvTn1TnPm5NSeeraMWZFg2gYhAgyDra26Dlq8nknw2SqsZUunr55ZfDn33atGlxU4G2bduG/S2VvkR3fWihwJ57mm23nVkJjvzNp2XO+v589tlncRPKCQGCrKK7UN2ld+7cOW4KdHiTOhmV+s40+ftBxo8fHzcVqFevXpjjyXjTp2s5ldlOO2kFQdyaVMuWLW2HHXZIeZYKyhYBgqyikh/qZMeOHRs3BdpcpvYPdDZFhlG9qlQb5KbndbpavvvUU0/FTZlJwZEXID3zgmRWiqeufCrHf5mqAOeg99771iZNmhdfLncECLJKixYtbMcddyzyLjSbn0C6du0aAiTVEFem+enrr+2A7bcPpdlT7YEZN25cxg5Nrq+VK9eE80GeeGJM3FTuCBBkDYWGwkMhUpRsngM5/fTTw9nq2Uahr6rEqh7w448/xs3BPffcE4YudThYrhk9elZYQTVmTOojm8sDAYKsoWErdbCpKtdm6yoslSnR5PnNN98cN2WFTz/91Lbaais74IADkm4A/fvf/x4KSeaiLl0+ssMP72GrVq27aba8ESDIGpo4VwerifRUsnEfyJAhQ0J4Dh06NG7KGqNGjQohqQKZiwsdZqVAUe2vf/3rX4U+O3ecdVYfa9OmcpZtEyDIGlq6qyW8xcnGneitW7cOd+jJnk6yiQJS5epVll5l2yV/aK+ouaFsNmvW4jB81b//pLipQhAgyAraNKihKW0iLE421sJStd6zVB49B2gxgSotH3vssWFI8pJLLrGdd945/rSc0LfvBDv44K7244+Vc/gXAYKsoLIl6mBVxqQ42VaNNz9cunXrFjdlrf79+4fhysaNG9v2229vV155ZfwpOeH669+2Zs2KnvMrbwQIMpqq7WqCtU6dOmGlTkll03kgjz32WFi+myxcspmGrhSqCk/PWfCZ7tdfV9vf/tbNHn98dNxUYQgQZJTVq1eHMz40VKW7zy233DJ0IPrQsFTho1xTyaYTCU8++WQ78MAD48s5QX9vfW9UgThZ6f5s9uGH08P8x+efz4mbKgwBgrSm6rJafaMOX3fgW2yxRUFY6Kzwm266KRxhOmvWLDv00ENts802s5EjR8ZfZh3Zcia6zjHXUbW333573JQT9J5rZZqewLT/p6gNpNnogQc+tKOO6llw8mBlIECQXnTsal4ADOvcOZxprkBQYOhpQZ2F9jkMGjRorWWc+XSUa4MGDcJqpNGji3+sb9OmTZiMnTp1atyUNnr16pVyb4u+F2r/cD3O0MhU2lSoISwtitCHvg///Oc/40/LWk2a9LZbb303vlyhCBCUnnb76rwJrXzZaKPEr61bq5Jh/JnFU9XY4cPNOnY0O+YYy7udzvtXWcWez/u6RzVsmPcDcmsoO/LLL7/Er0xq3rx5tu+++1qNGjXCZHkqWoWlUwuLmluobD/88EOY11GQFkUdpv6uGtrLNc8//3wIja//v2Kvyrjrv7N1M2Vh06b9HIavBg6cHDdVKAIEpaO19/vvb9a8udmUKYknBv2qInZ5d/+2bFn8irXpDGxtdrvrLtVdTxxjmvdDH87E1rGm7dppV5yt+f81/h46E1yT6gqHSZNSr4/Xslh1Os8880zcVKkUCMcdd1wYsvv+++/j5gK77767NWvWLL6cE/T33m233da6pqE8vZ933nnnWtezzUsvfWGHHPJ0OLK2MqVFgFTpmhZ/DJREhw5mjRvHVxN0vVOnta8pCN7Ne8xu397s8MMTQaHAqFrVTKUn7rgjcQ52ccFTSqpMqx3nqo1V3NngTZs2DZvTintiqUia29G4fqqaXbrzVmepO/Fco4DV01myISudxqjvSzbvTG/a9Do75ZS28eUK5+q5U3X4cdvy1cut42cdbZ+++1jVZ6vaDs/vYCe/fbINnTW04HPi1yCNqVjfiBHx1QSVSK9X7/f/1tNGjRqJwNCTxtFHJwJo2LBEWzlT4cRatWqF89GLKkAoKsCnXd4qB57qbr+iaMGAOsDiJsa7dOkS5gCKKjCYzTTno++R5oCSueqqq0L7o48+GjdlvCVLluTdf1VNi6csV8+dqsMv3LZi9Qpr2L+hNR/W3Cb8NMF+XfOrTf9lug34foA1GtAo6WuQ5vTkkOSo2EDXFRSFafJXgaOhrkowefLksNFMAaGVWkXRZryaNWuGoa/KDJGOHTuGju/qq6+Om9ahIS4tLMhF7dq1C0+NWoWWjFZjXXrppeEpLt2GJ9fXG2+8Ef6NaDl7ZXP13Kk6/MJt93x+jzUZ3KRQa3Kpvh7STGkDJA2oRtI222wTlnumulvXEJZCRE8iFT2cpZIc6vDUMVx77bXFLkfVXahWkN2luaQcpP0f2v+Sioa5zj333PCUlk3DfHq60vxesmXdFc3Vc6fq8Au31Xulno2aO6pQa3Kpvh7STGmGsNKIzsmuXr267b///mEPSFH0JKLDi3R3W1F3rjrvQud4aKnyww8/HDcnNWDAgBA2JVmunG20415PFtqBXxztI9I5KfreFrUUOtNoSFaVmdOBq+dWh5/qI5/mPH5aUXzBOgIkg5R2Ej2NfPTRR2HzoDbmpSr5rjkRTayrg9YS3/LaJ6I/gybLN9544zDhrw2TJaXaTxqaS4e70IrWvXv38N4o7EtixYoV4X3U93ngwIFxc0ZRrTf93VX7LR24eu5UHT4BkuWWLDGrXz+xbFcdq8qH61edAliSZbyVbNiwYWHntkq/axgolZ49e9q2224bhoq0Y72syp7Mnz8/zHXoa6sgoEqxpwq0ZFR99uKLL44v5wRVHVZtsNLQXIlK/WvyWWenZCqV8FEVhlRP0RXJ1XOn6vAZwsoBCxeatWplVquW2YYbmtWundhYWMpOsLIMHjw4hMIxxxwT5h5S0WZD7VjXk4uGQVSA8YUXXij10anaCKmCf+ecc04YHtPX0tke+ZvgSkNzOroLVTHBXLNy5SrbZpvaYaluaemG4a9//WuobvCBhlsz0FFHHRVuftKFq+dO1eEXbus8tjOT6EhLmkPQ3b8mYnUcbHF0x3ffffeFmlTqvDUGr0OpNKGp43FffPHFcNhR/odKxau8hp5cdIKe7hr1ul133dVuu+229Vrppf0NCqBMOs+krIwZM9323LNVXgD4Fjko+PW+aYNmOqxiKg09perfrHbcpwtXz52qwy/cpj0gh71+mLUY3iIs4125ZqXNWDIjLOM9/I3Dk74GqCh9+vQJHfsZZ5xRqlIgmvRWaOhkQ+2EVjAU9aHAOPXUU8PQQ1lNeGsoRmeA56KHH/7YGjXqnvck4p/70RBivXr1bOutt7bPP/88bk5bqsasf1Njx46NmyqNq+dO1eHHbctWLbO7Pr3L6vapa5s8u4nVfL4mGwmRNp577rmwzFPDSd4JaU3San5kwoQJ4elDv+q/ixse89AdtO5C77nnnrgpJ5x77ivWuvXg+HKpqc7YXnvtFeah9H5lAlUbVmWF4pZ4VyR6buS8rl27hiGpyy67LK1+OAvT+P0777wTNg/qLjTThl/Kwpw5v4TjW/v1mxg3ucycOTM8Qe6www42RfXc0pQC7oknngiLP84888y4uVIRICi9t95KTJpnkf/85z+hYy7JDvCKoEl3HSR1yy23hIlfPXXoz6elqAq7U045xVZqBVwOUXAoQObOLVll5pLQk6JWtNWuXbvMVtmtLw2RqgSLVpvpCSl/OFT7mNLtGGYCBKWn8uJZWEJDw0L6QdXejIqm803eygtmlSJXeRJNkuvPotVfKueuP5vqPyk0tAdAczfaq1KauZtMp6ErDWGVNT196ClETyN6Kqlo48aNCxtI9XSh0vz5gaFjCa655hrr27dvGHJLRwQISkd7J1RRNw0KuZUH1VjSD+8dqhJcjjSXoZpGN954Y95d9cEFZ3trdZCWCmvFlzY+aid1MipDr9dccMEF7rmbTKJJc02eP/JI+QzdaZhId/uaFynPzlpDpKqKoBV62iGvp4r8wKhfv34oY6Md8zrXJhMQICidvE4v71+7WRaPwatT1w+0quKWFZ2W2L9/f2vVqlU4NVHDUPp/6Ex3DUc98MADYZVWaZ4onnzyyfB1WrZsmbZzN2Xlk09mhgOUPvtsdtxUZrQiSyuztEJLK7XKgsJ9zJgx9uCDD4bVeDotU++73rcDDjgg/Ht4/fXXM3ZJNgGC0rnqKrPtttNPRtySVbR/Qz/oJa1NFVMHpGWX1113Xai/VXgcW8t/tQxYd6Lr2/Hr6+jrJjsXI5s89NAoO/LIHnkBW77/7rQ4QaGuvSKl3SwqemL8+OOPw14d7THSE6XeHz0t6muq6oD2IHm+djoiQFA6u+xiliaF3MqTOvbmzZuHO8Wnn346bl6Hqvzq8CeNWaswYn5gaExb+0w0SV9eew5y4SjXM8/sk/f3q5gSJNqlrt3qWrxQ3FHKmpPS3JTmqE444YQwZ6X3QnNU2kCqKgaqv1XaUjWZggBByX31VWL4Kk0KuZU3DT/o2FTdPfbq1WutNh2bq1IielLJ352uD5WN1+T2I488ElbTVBTtbtf/PxvLu8+cuSgMXw0YUPqyL16ql6W6Wdq0WfjMEVUtGDFiRAhtLalW0Oj7rlVyhx12WFg1p9VzxQVPtiBAUHL33295t1ZFnweShTQk0aRJk3BHqeGoK664Iky05geGKuKqvtXjjz8eKqVWJo2n68+UbUe5vv/+d3lPA8/a/PlL46ZypScHLZtu2LChtW/f3o4++uhQx0zfY11XTSoFt2qrFVeYM1sRICi5o44yS6NCbhVFd52aWFXHoZ3Aeip56qmnbNKkSfGnVjqVedefM5uOctU0kTYRVgYNS+Y/YRx++OEhSN59911burRiwyxdESAoGY3h5v0QWefOcUtOULmSyn7CKAnN3VxyySVh7ubZZ5+Nm+EwceLEcilLkw0IkDTS9YoqST/SQr9+ifmPNCrkhuQKH+Wq0vNAeUmT3gmSNmGRjA6M2nHHxHgC0l6mHuWqyfKLL37d1qxZ99+Z2pL9PpaqDWUrjXus3JO2AZIXGqPywmOpTiFExtCwm5aWZtJRrur827V7L2nBRAIk/aRpj5Wb0jVAtH9hlypV7MMMupNFQqYd5arOX6utTj31JVu4cO15BwIk/aRnj5Wj4rmPdJkD6dy5c1iFkq2bobKd9iRkylGu+Z1/797jrWPH4Unb4t/HUrWhbFV+74QC6RAWyWi9u+5ikbnyj3JVmY50Pkskv/PXHMj55/ezL7/8vbBhHCCpPlAx0rPHylGpAmT1yuU25ePnbdEPU+OmcqWzwDURqyNZkdky4SjXwp3/F1/MtQsu6FcwoR4HSFFStaFsFd1jocKlCpB508faM1dtGD6nd7s97MOXr7MZEwaHYClPOntCG6nGjx8fNyEDzZ07N62Ocv3pp6LnOaRDh2HWp09i/w0Bkn6K7rFQ4VIFiCxb/INN/ug5e++ZZtajVfXw+d3+Wc3efrSxTRj+pC2e/138kvV28cUXhxPbkD0KH+U6dWrFPtHqNMG33ppinToNtzPOeDl09oVrXMWdvwJGE+oLFiwjQNJQ6h4LFaq4ACnstzWrbc7UETb69dvs1U4HFEy497mjrn306k02a9J7tmbVr/HLSkXFBLfbbju7SiXckVV0fKuOcdXNQXke5Tp79i82cODk8CRx+um9C+YoTjrphbBc97XXJtny5b8fmpWs83/11Ql2xx1DCZA0VPIeC2ltycKZNmnks/bOU02t+3VbhDDpfu3mNvjJM2zIgGddR3VqslXDVzq/ANlHR7nWrFmzTI9yVeVcPVHceefQ8OSQHxiNG79o7du/b/37T7Lp04tezZes89ccyEUXvUaApCECJAutWb3SZn39vn38ahvrccvedlidROVYHWyk6qFaylmSk+9UGnyTTTbJ2UqjuUD1vTQfUrduXddRrhoCU82tK6641Y499tGCwFB43HXXUHvjjck2a9bi+GXIEgRIDpg54/tQPVZHp+afX6CjNc877zzr2bNnmFhNRgfiHH/88fFlZJmxY8eGGwWdlljcUa5ff/21de3a1c4//3zbaaedCsra77PPoXbrrS+F4SoNWyE3ECA5RlVFdX7B9ddfb3vuuWdBB6CwuOOOO2zUqFGhoqtO2FMxvi5dusRfAllGc10KD20WPfjgg9c6blX/Hjp16hSKM2q4K//fS506dezyyy8PxRpnzJhR6KshlxAgOU5DEDo9T08aKnehzkGn6tWvXz/8fvTo0fFLkGUUEnqvtdenWrVqtscee9iZZ54ZhrbyA2PvvfcOiym0rHv27Nnxl0COIkBQQIfkqOieOgqdwKeOQ08hOpFNd6Gffvpp/BJkAR2SpJP29P5rwYTOEtl9993Dcb0647uFKjEDSRAgWIcm2GvUqGEXXnihPfDAA+EoT1V0VaBo70Dz5s2tT58+1MbKEipxctJJJ8WXbeTIkeE91xnfQDIECNaRrONQQb5+/fpZy5YtrVatWqFdJU6OOOIIu/fee9mpnqHmzJkTnjg0jBm7/fbbw5AWp/GhKAQI1lGSjmPcuHF2zz33WKNGjUKQKFC0MU0Tq/3797fly1j6mwl69OgR3rtvvvkmbrIGDRpY48aN48tAAQIE6yhtx6FVO5pc1Vnc22+/vW1ZrYpdecImNrDLsfbFkIfs57mT45cgTZx99tmhNlZs1qxZ4cnksccei5uAAgQI1lIWHccXn39i7/ftYP3v+6t1vXKDRAHI23azES9dbdO/ettWrVwWv2Qd8Zko+R8oOzr2Vst3W7VqFTdZt27dwpPJt99+GzcBBfiJxFrKuuNY/su8UIb+vW4XWM8baiQKQF6zqQ16+ET7auhjtmje/+KXBIRF+Rs+fHh4r9955524yZo2bRqW7gKp8FOKtZRnx/Hbb2ts7jcf2pj+7axf54MKnipebl/HRvW9Ya0wIUDKX9u2bUNlAp2dXtjKlStDpYLWrVuvdR2I8VOKAhXdcSxdNMe+/rC7DXn6HOtx3ZY2ZkD7gjYCpPxps+hpp50WX7ahQ4eGJ5N33303bgLWwk8pCqRTxxHPfTAHUrZUfkRzXaqRFmvTpo1tscUW9uuv63ccALIfP5EokE4dB2FRvp5++ulwszBt2rS4yfbbbz9r0qRJfBlYBz+lKJBOHQcBUr70Puv9jilQFCwKGKA4/JQimDd3mv29bhXr/Xx6dBwESPlZk/eE+e+8J82X8p44YxrS0tAWFXZREvyUItCZ6tqzsWh+enQcBEg50hxX3lPGb0OHxi12wWmnhcl1oCT4KUXw38dPs1c6pk/HQYCUI62y22orLbtb6/JvK1bYoM02s/dvuWWt60BR+CmFrV61wrpdu5l98hodR06oW1cbfuKrZtpQmPdkYsOHxy1AUgQIbMbEd8Id/+wpdBxZTxUGFBLdusUtZippUr26apzELUBSBAhsVJ9W1qNVdVuzho4j66nG2QYbmCU7VbBOHVVXjK8CRSJAEEqJDOlKx5ETVGW5QYP4qpnKuevJpEePuAUoEgGS4xb9+E0Yvpr8YY+4Cdlm2TKzatV04EvcYqYDpfRkMmdO3AIUiQDJcePffyQs31VdKmS5QYMSTxkjR8YtZjrS9qCD4qtASgRIjlNZdVXGRQ649lqzGjV06P3a15cuNdt0U7P2vxezBEqCAMlhq35dGs7mKFwFF1ls993NmjWLr5oNHJh4Mhk1Km4BUiJActi0LweG+Y+5/6PjyHpTpyZColevuMXsmmvMttnGbM2auAVIiQDJYSNfusaea71NOOgJWW7BArOrrzZbvDhuMfvzn80uuCC+ChSLAMlhA/99jA177rL4MnLJ9OmJJ5MXXohbgGIRIDls5fLFtnrl8vgycokm1Pv0WacuFlASBAgAwIUAySHx8bAcE5sDfv7Z7IYbzHbe2WyjjRK/qhrvokXxZwKlRu+RQwiLHKP9Hfvvb9a8udmUKWY6qli/XnZZopyJdqYD64EeJYcQIDmmQ4dE7atkdL1Tp/gqUCr0KDmEAMkxOvN8xIj4asIHH5jVqxdfBUqFHiWHxHMfzIFkuapVE/s/ktF1lS8B1gO9Rw4hLHIMAYJyRo+SQwiQHMMQFsoZPUoOIUByDJPoKGf0KDmEAMkxS5aY1a+fWLarYoraba5fW7RgGS/KBD1KDiFActDChWatWpnVqmW24YZmtWsnNhaykRBlgB4FAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAl/8DtESwam7sAAMAAAAASUVORK5CYII=)
| Product Number | 4H48-7-1S |
| CAS | 1823184-48-0 |
| MDL Number | MFCD29042696 |
| Molecular Formula | C13H14ClF3N2O3 |
| Molecular Weight | 338.71 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory