| Product Number | 4856-3-75 |
| Synonyms | alfa-[(1S)-1-Aminoethyl]-3,5-bis(trifluoromethyl)(alfa R)-benzenemethanol |
| CAS | 1152029-16-7 |
| MDL Number | MFCD27987954 |
| Molecular Formula | C11H11F6NO |
| Molecular Weight | 287.205 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4856-3-75
CAS: 1152029-16-7
Molecule Weight: 287.205
Formula: C11H11F6NO
![1-[3,5-Bis(trifluoromethyl)phenyl]propan-1-ol](data:image/png;base64,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)
PN: 2802-3-25
CAS: 184888-50-4
Molecule Weight: 272.19
Formula: C11H10F6O
![2-Amino-1-[3-(trifluoromethyl)phenyl]ethanol](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACDLAAAgywFOtIkqAAACEXpUWHRtb2xTb3VyY2UAAHichZRtb9owEID/ysmfh1/ivFBEqFCrSpPaTVo7ad8mkxgaidiVE97+/c4hNKSwgBN8vrvnDp8PT+/35Rq22lWFNSkRlBPQJrN5YVYp+f32NBqT+9k0Qyd0NFVK3uv6Y8LYbrej2bsu1d4amtmSHO2TfVX0fHaSWrdiAeeC/Xl5fm2YUWGqWplMI1UVk6pRPttM1c2v+E8KViq3LQw7urPSbY/R/gbcP5zuq5x0e3lA2xxRWBZrDUvrSlXDNuAUH/4NVtpop2qdw+KAaklD3Pts+vJos02pTY2ij1Bkav1au02GitKudbbBYCh8f0xJKRBQtS3nzqkDeMmrlQAVgJKgQlARqBhUAmoM6g6U4PiiXaCDQA8RYr3X2id8O3zolPyABxw/m+9uPPmBxQpSEtA4TkJoJ0GllAngjvBzWg25tNOo1Y5aJ5wF92tOo1gmBA6YKqYiRt+Qxnh8IOk46lYBlaLJGIU+3Cksp0nSZemsjXbUro85TjmxhuyziLPpwpr8TIQiT8lCkKa6v/SyCtoCE7Au1w571gfwrudA0Af8cQwDsg/4wxsGwgsgGgaiPuAb4xOYXwPiPuDbaBhI+oBvumFg3Ad8iw4Dd32gaehhwtu/bPsmIi6ziOHaii/nffyL3WDkFeZGl4jwCnO1UdhZH7PTxYHixaXCzm4chvfs7B+BJqC5p8HRMwAAPThJREFUeF7t3QfYFNX99nGqgoqKHbsQGxqj2MDYiRXRaOy9K8EKwcQodiH5a6JiBwUVYg9WooDYEVBBQVRQUXqRJl3qebmXd5fZM7vPs8+0nZ35fq7rXFfCnjM7O+PO/ezMb87UMgAAeFDL/gcAAEpBgAAAPCFAAACeECAAAE8IEACAJwQIAMATAgQA4AkBAgDwhAABAHhCgAAAPCFAAACeECAAAE8IEACAJwQIAMATAgQA4AkBAgDwhAABAHhCgAAAPCFAAACeECAAAE8IEACAJwQIAMATAgQA4AkBAgDwhAABAHhCgAAAPCFAAACeECAAAE8IEACAJwQIAMATAgQA4AkBAgDwhAABAHhCgAAAPCFAAACeECAAAE8IEACAJwQIAMATAgQA4AkBAgDwhAABAHhCgAAAPCFAAACeECAAAE8IEACAJwQIAMATAgQA4AkBAgDwhAABAHhCgAAAPCFAAACeECAAAE8IEACAJwQIAMATAgQA4AkBAgDwhAABAHhCgAAAPCFAAACeECAAAE8IEACAJwQIAMATAgQA4AkBAgDwhAABAHhCgAAAPCFAAACeECAAEmvffR/Pa4888pndpSjnuGJK6VOMn7FxQYAASCw7QA466EkzffoCu1tBpRzgS+lTjJ+xcUGAAEgsO0DUbr55kN2toFIO8KX0KcbP2LggQAAklh0eavvt97gZPXqG3dWllAN8KX2K8TM2LggQAInlPEh36jQg978vvvg1u6tLKQf4UvoU42dsXBAgABLLeZCeNGmeadmyR+7/Dxgwzu6ep5QDfCl9ivEzNi4IEACJZR+k77tvSO7/t237rFm6dIU1Yi17bCGl9CnGz9i4IEAAJJZ9kF6wYKlp3frp3L899dQX1oi17LGFlNKnGD9j44IAAZBYhQ7SL7wwOvdvhx7ay8yevdgxYq1CY22l9CnGz9i4IEAAJFahg/SKFSvNqae+kPv3u+/+0DFirUJjbc4+flqlIkAAJFaxg/THH0/I/fv++3c3P/wwO+91KTbWyQ4Cr61SESAAEquqg3T79v1yr+l/26oam2UHgddWqQgQAIlV1UFavzr06yP7+uDBE/Ner2psVil9ivEzNi4IEACJVd1BWtc/sq+fdtqLZuXKVbnXqhsrpfQpxs/YuCBAACRWdQdpVWCpEivb58UXv869Vt1YKaVPMX7GxgUBAiCxSjlI9+r1Ra6P7hHRvSJSythS+hRTbKzumFeQdejQP1MtdsghPTOzCJ900nPm9tvfN2PGzMzrX04ECIDEKnaQdtLd6LorPdvv/vuHZP69lLGl9Cmm2Fjnvxdqum7zzDMj88aUCwECILGKHaRt/fv/kOun+bImT55X0thS+hRTbKz+/4EH9jCdO7+bKTeeO3eJWbx4eeaXx623vpcb8+GHE/LGlQMBAiCxih2kC7nooldzfZ0z91Y1tpQ+xRQbe/31b5spU+bn/ZvTgw8Oy4y57LLX7ZciR4AASKxiB+lC9IwQPSvEOaa6saX0Kcbr2JkzF2XG6NpIuREgABKrpgfpm24a5AqPqsaW0qcYr2N1OktjDj74SfulyBEgABKrpgdpPS9dFU9xDpDsNCwXXviK/VLkCBAAieXlIP3ww5/GNkA0EeTZZ/83M+aVV761X44cAQIAFeIf//goEx7nndc3EyblRoAAQAXQw68UHkcc8ZSZOHGe/XJZECAAEHN9+ozMhIcunI8aNcN+uWwIEACIsWx4tGr1hBk2bLL9clkRIAAQU08//WUmPHRnehzuPLcRIAAQQz17rrnmccABPcygQT/aL8cCAQIAMdOjx/BceAwcOM5+OTYIEACIkccf/zwTHpp1d8CA+IaHECAAUmvJkuV5TyGMA+cNhtW1WbMW2cMjRYAASCX9da+p2/UQqbFjZ9kvl40dElU1AgQAyuDii1/LHYjvuWew/TJKQIAASKVzzlkzp5TaXXd9YL+MEhAgAFKJAPGPAAGQSgSIfwQIgFQiQPwjQACkEgHiHwECIJUIEP8IEACpRID4R4AASCUCxD8CBEAqESD+ESAAUokA8Y8AAZBKBIh/BAiAVCJA/CNAAKQSAeIfAQIglQgQ/wgQAKlEgPhHgABIJQLEPwIEQCoRIP4RIABSiQDxjwABkEoEiH8ECIBUIkD8I0AApBIB4h8BAiCVCBD/CBAAqUSA+EeAAEglAsQ/AgRAKhEg/hEgAFKJAPGPAAGQSgSIfwQIgFQiQPwjQACkEgHiHwECIJUIEP8IEACpdPLJ95ldd/1LpnXu/JL9MkpAgABIpaOPvto0aXJ8pv3lL93sl1ECAgRAKh10UBuz3no7ZFr79n+zX0YJCBAAqdSiRQtTq1atTLvsssvsl1ECAgRAKhEg/hEgAFKJAPGPAAGQSgSIfwQIgFQiQPwjQACkEgHiHwECIJUIEP8IEACpRID4R4AASCUCxD8CBEAqESD+ESAAUokA8Y8AAZBKBIh/BAiAVCJA/CNAAKQSAeIfAQIglQgQ/wgQhGf1FzPXasrr2C++MOaOO4w59FBjdtzRmPXXN2a99YzZYQdjDjnEmNtuM2bECHsUUogA8a+G306gBryGgNR07DffGHPiifnjqmonnLBmDFKLAPGvxG8n4EFNQ8CpJmNff92YDTZwh0R1TWM0FqlEgPhXwrcT8Mh5sK6pUse++aYxderk9z/pJGP69DFm3DhjFi40ZtEiY376yZhnnzXm5JONqV17bV+N1TKQOgSIf9V8OwEfSg2BQkoZq1Bo3Hhtv223NWbIELuX27Bha/pmx2kZWhZShQDxr4pvJ+BTKSFQTCljzz13bZ8mTYyZPNnuUZz6akx2/Hnn2T2QcASIf1V8OwGfSgmBYqobq18M9eqt7fPOO3aP6g0cuHa8lsWvkFQhQPwr8u0EAlBdCFSlurH337/2dZXnenXwwWuX88AD9qtIMALEvyLfTiAA1YVAVaob+8c/rn390UftV0v38MNrl6ML7EgNAsS/It9OIADOEPDTCtlll7Wvjxplv1q6kSPXLkfLRGoQIP4V+XYCAbCDwGsrZJNN1r4+e7b9aulmzVq7nE03tV9FgjVt2tRkA+RcFWSgxop8O4EA2EHgtRXivIC+fLn9aumWLVu7HC0Tiffll1+aww8/3GTDQ23vvfe2u6EERb6dQACqC4GqVDeWXyCooZkzZ5rLL7/c1K1bNy881M4880y7O0pQ5NsJBKC6EKhKdWN33nnt61wDQRWWrf6Ved9995mNN97YFRwNGjTIhMeKFSvsYShBkW8nEIDqQqAq1Y3VdCXZ16nCQhFvvfWW2XXXXV3BUadOHXPJJZeYGTNm2ENQA0W+nUAAqguBqlQ3lvtAUIWxY8ea448/3hUcaoes/u9l+PDh9hB4UOTbCQSguhCoSnVjf/zRmLp11/YZNMjuUT3uRE+cX375xXTo0MHUr1/fFRzbb7+9ee655+wh8KHItxMIQHUhUJVSxp599to+W2/NXFgptnLlStO9e3ez+eabu4JjvfXWM7fddptZvHixPQw+VfHtBHwqJQSKKWWspmvfaKO1/TTD7tChdi83ZuNNlPfffz9ThmsHh9rZq//ImDhxoj0EAani2wn4VEoIFFPq2FdfzX++h/63pjnRsz8UCnoWiP7yHD/emOefN+aUU3geSEL8tHr/nnbaaa7QUNt3333Nxx9/bA9BwKr5dgI+lBoChdRkbN++a5597hxTStMTCV97zV4aYm7hwoWmc+fOmRJcOzi23HJL07Nnz8wpLYSvhG8n4JHzYF1TNR07erQxxx/vDolirU0bnolegXr37m223XZbYwfHOuusY2644QYzb948ewhCVOK3E/DAecCuKa9jR4ww5rbb1pT2br+9MQ0brmn63/q3W29d06dU06atme4EZfXpp5+aVq1auYJD7cQTTzTff/+9PQQRqOG3E0iRzp3XBNgWWxjTvbtKfeweCNnUqVPNhRdeaGrXru0KjubNm5uBKsVG2RAgQDEKDucvIU2498EHdi+EYOnSpaZLly6mUaNGruDYZJNNzIMPPmiW+5lEE4EgQIBi9IwIZ4Bk22mnranqQij69u2bN9V6ttWrV8+0b9/ezPYzeSYCRYAAxeiU1ZNPGrPllu4QadBgzSmuhQvtUfDoq6++MkceeaQrONRat25tRqtQArFCgADVUWXPDTcYs8467iDRDYm9e9sjUAOzZs0y7dq1y/zCsIOjWbNm5pVXXrGHICYIEKBUqvQ58UR3iKi1aqVSIXsEqqBrGN26dTONGzd2BYeufXTt2jVzLQTxRYAANaXKn+bN3SGiO9wvvFClQ/YIWAYMGGB23313V3BomnVVXU1T+TRijwABvFAF0IMP5j8ZMdtW//VsunRRKZE9KvW+++4707ZtW1dwqB100EHms88+s4cgxggQwA9VBLVvn/+M9mxr2nTNNCvI3CHeqVOnzB3jdnDozvI+ffrYQ1ABCBAgCKoQat3aHSJqRx6pEiN7RCpoTqonn3wyM0eVHRwNGzY0t9xyi1mkCS9RkQgQIEiqGGrWzB0i+oXy5z+r5MgekVgfffSRadGihSs41M444wwznntpKh4BAgRN1z66dl1zLcQOEl0z6dZtzTWUhJowYYI588wzXaGhts8++5gPuJs/MQgQICyqJFJVlp45YgfJ7rurFMkeUdF0KurWW2/NPAHQDg49KbBHjx5Ms54wBAgQNt0fctBB7hBZ3Wa2bWvmJ2Am2WeffTbzzHE7OHTRvGPHjplnlSN5CBAgKqo0cjxKd9XqNmh1u3X1QfbhTp0q8lkWn3/+uTn44INdwaHWpk0bM3bsWHsIEoQAAaKkiqNbbsk8o2Ts6oPsY6vbGavbFrXWPE1PFUuVcJpn+vTp5uKLL87c+GcHx2677WbefvttewgSiAABymDV+PFm+Omnmw6rD7j7WAdgPc9bFUxxpKlF/vnPf5oNN9zQFRyakuT+++9nmvUUIUCAMhr9wQfm9/vs4zoYq5111lmZiqa4eO2118xvfvMb13rWrVvXXHnllZlJEZEuBAhQZjplpQolVSrZB2dVNKmyafHixfawyHz99dfmqKOOcq2b2hFHHGFGjhxpD0FKECBATKhSSRVLhab7UIWTKp2iNGfOHHP11VcXnGZ9p512Mi+//LI9BClDgAAxo8olVTDZB201VTyp8ilMK1asMA8//LDZdNNNXe+/wQYbmLvuusv8+uuv9jCkEAECxJQqmVTRZB/EVfmkCihVQgXtnXfeMXvuuafrPWvXrm3OP/98M2XKFHsIUowAAWJMFU2qbCr00CVVQqkiKoiHLv3www/mj3/8o+s91Fq2bGmGDh1qDwEIEKASzJw501xxxRWZiif7AK/KqNdff90eUpL58+ebv/3tb2bdddd1LXebbbYxzzzzjD0EyCFAgAqiiqfDDz/cdbBXU6WUKqZKsWrVKtOrVy+z1VZbuZbToEEDc9NNN5mFCxfaw4A8BAhQgVQBpUoo++CviilVTqmCqpjBgweb/fff3zVW7U9/+pP58ccf7SFAQQQIUKFUCaWKKFVG2UGgCipVUqmiKmvSpEnmnHPOcfVV22uvvcx77723duFACQgQoMKpMkoVUqqUsoNBFVVvvfWWueOOO8z666/ven2zzTYzjz32WF7QAKUiQICEUKWUKqbskCjU6tevb6677jozd+5cezFAyQgQIEF0cVyVU1tvvbUrNLLt2GOPNWPGjLGHAjVGgAAJtGDBgkwllTM4dK2kX79+dlfAMwIESDBd48gGyM0332y/DPhCgAAJ1qRJk1yA3KIHWQEBIkCABCNAECYCBEgwAgRhIkCABCNAECYCBEgwAgRhIkCABCNAECYCBEgwAgRhIkCABCNAECYCBEgwAgRhIkCABCNAECYCBEgwAgRhIkCABCNAECYCBEgwAgRhIkCABCNAECYCBEgwAgRhIkCABCNAECYCBEgwAgRhIkCABCNAECYCBEgwAgRhIkCABCNAECYCBEgwAgRhIkCABCNAECYCBEgwAgRhIkCABCNAECYCBEgwAgRhIkCABCNAECYCBEgwAgRhIkCABCNAECYCBEgwAgRhIkCABCNAECYCBEgwAgRhIkCABCNAECYCBEgwAgRhIkCABCNAECYCBEgwAgRhIkCABCNAECYCBEgwAgRhIkCABCNAECYCBEgwAgRhIkCABCNAECYCBEgwAgRhIkCABCNAECYCBEgwAgRhIkCABCNAECYCBEgwAgRhIkCABCNAECYCBEgwAgRhIkCABCNAECYCBEgwAgRhIkCABCNAECYCBEgwAgRhIkCABCNAECYCBEgwAgRhIkCABCNAECYCBEgwAgRhIkCABCNAECYCBEgwAgRhIkCABCNAECYCBEgwAgRhIkCABCNAECYCBEgwAgRhIkCABCNAECYCBEgwAgRhIkCABCNAECYCBEgwAgRhIkCABCNAECYCBEgwAgRhIkCABCNAECYCBEgwAgRhIkCABCNAECYCBEgwAgRhIkCABCNAECYCBEgwAgRhIkCABCNAECYCBEgwAgRhIkCABCNAECYCBEgwAgRhIkCABCNAECYCBEiwjTfeOBcgHTt2tF8GfCFAgAQaP368Of3003PhoVa/fn1z//33m+XLl9vdAU8IECBBFi1alDlV1bBhw7zwcLbddtvNvP322/ZQoMYIECAh+vTpY7bddltXYNSuXdv1b2pt2rQxY8eOtRcDlIwAASrcp59+ag466CBXQKi1bdvWfP/99+bZZ58122+/vev1ddZZJ3Nt5JdffrEXC1SLAAEq1LRp08yFF15o6tSp4wqG3Xff3QwYMCCvv05v3XrrrWa99dZz9d98881Njx49zMqVK/PGAFUhQIAKs3TpUtO1a1fTqFEjVxBssskmplu3blVeKJ8wYYI588wzXWPV9tlnH/PBBx/YQ4CCCBCggrzyyiumWbNmrgN/vXr1zJ///Gcza9Yse0hRH330kWnRooVrWWpnnHFGppILqAoBAlSA0aNHm9atW7sO9GpHHnmk+eqrr+whJdEpqyeffNJsueWWruWqkksVXTr1BRRCgAAxNnv2bNO+ffvMLwz7AN+0aVPTt29fe4gn8+bNM506dcpcVLffR5VdqvACbAQIEEO6hvHggw9mrmnYB3Rd++jSpUvmWkjQvvvuu0zllv2eaqr0+uyzz+whSDECBIiZgQMHmubNm7sO4LqfQ1VXU6dOtYcEThVcquSy10EVX1oHVYABBAgQE7pf48QTT3QdtNVatWqVud8jSvoVpIquxo0bu9ZHv4JUCRbGryBUDgIEKDNdf7jhhhuKXn/o3bu3PSRSquxq165dweswqghTZRjSiQAByqSqCqgGDRqYzp07m4ULF9rDykaVXqr4stdVTRViqhRDuhAgQBl8/PHHZt9993UdiNVOO+20WN+DocovVYDZ661fKKoYU+UY0oEAASI0ceJEc9ZZZ7kOvmp77713xdwFrmsfqgQrdje8KsiquhseyUCAABFYvHixue2224rOQ9W9e/eKnIdKFWGqyio0468qyVRRhuQiQICQPffccwVnwtUDnjp06JCImXBVIaZKMfszqqmyTBVmSB4CBAjJ8OHDzcEHH+w6oKodf/zxiXwWhyrGCj2TRBVmqjRTxRmSgwABAjZjxgxzySWXFJxmXU8DfOutt+whiaLKMVWQqZLM/vyqOOvZs2dFnq6DGwECBEQXlv/v//7PbLTRRq4D58Ybb2zuu+8+s2zZMntYYv3000+ZijJ7W6ipAk2VaKhsBAgQgNdff93svPPOrgNl3bp1zRVXXGFmzpxpD0mN999/P1NhZm8btbPPPjtTmYbKRIAAPnzzzTfmqKOOch0Y1Q4//HDz5Zdf2kNSSaesVGmmijN7O6kyTRVqqlRDZSFAAA/mzJljrrnmmkwllX1A3GmnncxLL71kD8FqqjhT5Vmh7aZKNVWsoXIQIEANrFixwjzyyCNm0003dR0AN9hgA3PXXXeZX3/91R4GiyrQVIlmb0O1Qw45JFPBhvgjQIASDRo0yPz2t791HfB0E915551npkyZYg9BNVSRtuuuu7q2qSrYVMmmijbEFwECVGPcuHHm5JNPdh3k1A488EAzZMgQe0jZLVmyJFMFpTZs2LDc/9a/x40q01Shpko1e/uqok2VbUwbH08ECFDEggULzI033mjWXXdd14Ft6623Nk8//bRZtWqVPSwSmrDwk08+MY8//rjp2LGjOeGEE8wuu+xi1l9/fde6Fmrqp/4ap/FajpZXzokQVal2+eWXZyrX7PVVhdsbb7xhD0GZESCARaHw1FNPmSZNmrgOZAqTm266KRMuUZo/f7557bXXzFVXXVXwSYFBNi1f76P30/tGTZVrqmCz10vt6KOPzlS+IR4IEMBBf4UfcMABrgOX2imnnGJ+/PFHe0hodE1FT/3THFOF/iqPoul99f5aj6iv8aiSTRVt9jqpgksVcKqEQ3kRIMBqkydPNueee27BWWX32msv8+6779pDQqEKrhdeeMEcd9xxJYeGpgfRg570LA7dT6GpQvQLSr8g3nvvvVzT/9e/63X1U3+NK/RAq0JN66P10vpFVWmm97nzzjszFW72+qgSThVxqoxDeRAgSDVdVL7jjjsKXjvYbLPNzKOPPhrJAWr69OmZ+yP0LA17PZxtww03NCeddJJ56KGHMhfHg5rJV8vR8rRcLV/vY7+3s2k9tb5a7ygo4FXpVijgVRmnCjlEjwBBar344otmxx13dB2QdIrk2muvjeQUybRp08x1111nGjZs6FqPbNtvv/0yf4Wr2iuKMBO9j95P76v3t9cp27TeWn99jihonVT5Zq+HmirlVDGH6BAgSJ0vvvjCHHbYYa4DkNoxxxxjvv32W3tI4HR/g0Kq0Iy1ajqtpL/wR40aZQ8tC62H1qfY6S59Dn2eKO7bUJGDKuBUCWevh4ocVDkXdZFDWhEgSA2ViV522WUFry2opPXNN9+0hwROBz/NCdW4cWPXOqgdeuihmWsVcZ21V+ul9dN62uuups+lzxdFebNC4u9//3vBMmtV0Ol6TxTrkWYECBJPB71//etfRW9Uu/feeyM5YH/99ddFHzClstWoLtQHRetbrNxWn1OfNwqqjFOFnL0OaqqoU2UdwkGAINH69etXcKoM/Qq59NJLzc8//2wPCdzy5cvNzTffXHACQf0lr+nOK5nWv9AvEn1efW59/igo0IpNNaMKO12IR7AIECTSmDFjMiWn9sEke9AeMWKEPSQUunei0K8OlaDqFEuS6PMUmmRSnz+qe0h08V+Vc6qgs9dDlXYqCojjdC6VigBBosydO9dcf/31Bf/a32GHHczzzz9vDwmN/iIudNH5wgsvNLNmzbK7J4I+lz6f/Zm1HaI8RacKOl3UL/TfgSrvVIEH/wgQJIL+8tR8ToX+8tQDi26//fbIHlikC7ddunRxXazfZpttIj2IlpM+pz6v8/Nre2i7RHlhWxV1qqyz/5tQUyUeD/zyhwBBxdOvimI34J1zzjlm0qRJ9pDQKMguuugi13q0bt06khLXONHn1ee2t4W2T1T3s2Spwk6Vdva66PpIixYtIrnnJ4kIEFS8QqcpdPPb4MGD7a6h0rQbdjWQnmuhyRejPmDGhT63Pr+2g3O7aDtFNR1Klirt7rnnnkzlnf3fi36loOYIEFQ854FAU3D06tUr0tMksnDhQvOHP/whb100f1MU95ZUAm0Hez4rbS9tt6jpl5Eq8Jzroj84UHMECCqe80Dw73//2345dJryvGXLlnnroVNqQ4cOtbummraHfapR260cU8bLbrvtllsPnVZDzREgqHjOA5JmZ42SToscddRReeugu6C/+uoruytW03axn7Oi7RfFjZw2XfvIroNmKEDNESCoeOUKEJ0m0wyxzvdv2rQpE/pVQ9tH28m53bQdoz7tSID4R4Cg4pUrQDRpn/O99Ze1njuO6mk72b9EtD2jRID4R4Cg4pUjQHTPifN9GzVqFNnd7Umh7aXt5tyO2q5RIUD8I0BQ8aIOEB34nDPAqoy4f//+djeUQNvNWYat7RpVEBMg/hEgqHhRBojKTu3JGZM2p1XUtP2c21PbN4ryXgLEPwIEFS/KALHnebryyivtLvBA29G5XbWdw0aA+EeAoOJFFSD/+c9/8t5rzz33ZGbXgGg7ans6t6+2d5gIEP8IEFS8KAJEzw1xPkVQzwIfPXq03Q0+aHs6nw2v7R3m81oIEP8IEFS8KALk4osvznufKKuF0sSubtN2DwsB4h8BgooXdoBoCg7nZIB6jCvC43xMrrZ7WFPCECD+ESCoeGEGyMqVK83++++fW369evWYpiRk2r7aztltru2v/RA0AsQ/AgQVL8wA6dGjR97y9ZQ7hE/b2bndtR+CRoD4R4Cg4oUVIMuXL888/jS7bD2W9ZdffrG7IQTazs7HAWs/aH8EiQDxjwBBxQsrQJ555pm8ZT/22GN2F4RI29u5/bU/gkSA+EeAoOKFESCaGXaPPfbILXfrrbeO/Al6aaftre2e3QfaH0HO2EuA+EeAoOKFESCvvvpq3nL1KFRET9vduR+0X4JCgPhHgKDihREgrVq1yi1TN7QtWLDA7oIIaLs7b+DUfgkKAeIfAYKKF3SAfPvtt3nL7Ny5s90FEdL2d+4P7Z8gECD+ESCoeEEHyE033ZRbnm5kmzRpkt0FEdL2d97Iqf0TBALEPwIEFS/IANFFWmfp7pFHHml3QRloP2T3ifZPEBfTCRD/CBBUvCAD5MMPP8xbXs+ePe0uKAPtB+d+0X7yiwDxjwBBxQsyQK644orcsjQz7Lx58+wuKAPtB+dMvdpPfhEg/hEgqHhBBsh2222XW9bpp59uv4wy0v7I7hvtJ78IEP8IEFS8oALkhx9+yFsWj6qNF/vRt9pffhAg/hEgqHhBBYg9ceL48ePtLigj7Q/n/vE7wSIB4h8BgooXVICcc845ueU0bdrUfhkxoP2S3UfaX34QIP4RIKh4QQWIc96lMJ+EB++cT4bU/vKDAPGPAEHFCyJA7NMjvXv3trsgBrRfnPvJz2lGAsQ/AgQVL4gA6d+/f95yeOpgPGm/OPeT9ptXBIh/BAgqXhAB8uCDD+aWUbduXbNkyRK7C2JA+0X7J7uvtN+8IkD8I0BQ8YIIkKuvvjq3jJ122sl+GTGi/ZPdV9pvXhEg/hEgqHhBBMjRRx+dW8axxx5rv4wY0f7J7ivtN68IEP8IEFS8IALEOYHiNddcY7+MGNH+ye4r7TevCBD/CBBUvCACZIMNNsgtg6cPxpvzKYXab14RIP4RIKh4fgNk5cqVpnbt2rllPPbYY3YXxIj2T3Zfab9p/3lBgPhHgKDi+Q0QzfTqXEafPn3sLogR7R/n/vI6YzIB4h8BgornN0AmT56ct4zXXnvN7oIY0f5x7i/tPy8IEP9SGSCPX16rxg3x5TdAxowZk7eMd9991+6CGNH+ce4v7T8vCBD/UnlktMOhlIb48hsgI0aMyFvGkCFD7C6IEe0f5/7S/vOCAPEvlUdGOxxKaYgvvwHCL5DKwi+Q+EjlkZFgSBa/AcI1kMrCNZD4SOURlABJFr8BQhVWZaEKKz5SeQQlQJLFb4BwH0hl4T6Q+EjlEZQASRa/ASLciV45uBM9PlJ5BCVAkiWIAGEurMrBXFjxkcojKAGSLEEEyDHHHJNbhv434iuofUWA+JfKI6gzQEppiLcgAsT5PBA/f9UifM5fizwPpLxSeXS0A6K6hngLIkAeeuih3DLq1KnDEwljSvtF+ye7r7TfvCJA/Evl0dEOiOoa4i2IABk4cGDeckaNGmV3QQxovzj3k/abVwSIf6k8OhIOyRJEgEycODFvOU899ZTdBTGg/eLcT9pvXhEg/qXyCEqAJEsQASLbbbddbjkXXHCB/TJiQPslu4+0v/wgQPxL5RGUAEmWoALk/PPPD+zghHA4Q177yw8CxL9UHkEJkGQJKkB69eqVt6zvv//e7oIy0v5w7h/tLz8IEP9SeQQlQJIlqACZMGFC3rK6d+9ud0EZaX8494/2lx8EiH+pPIISIMkSVIBIs2bNcstq27at/TLKSPsju2+0n/wiQPxL5RGUAEmWIAPk2muvzS2rfv365ueff7a7oAy0H7Q/svtG+8kvAsS/VB5BCZBkCTJAPv/887zldevWze6CMtB+cO4X7Se/CBD/UnkEJUCSJcgAkebNm+eWt//++9svowy0H7L7RPsnCASIf6k8ghIgyRJ0gHTt2jVvmd9++63dBRHS9nfuD+2fIBAg/qXyCEqAJEvQAaK7m53zLbVr187ugghp+2f3hfaLn7vPnQgQ/ziCouIFHSDSpk2b3DIbNGhgpk6dandBBLTdtf2z+0L7JSgEiH8ECCpeGAHy8ccf5y23Y8eOdhdEQNvduR+0X4JCgPhHgKDihREgcvjhh+eWq0enzpo1y+6CEGl7Ox81rP0RJALEPwIEFS+sABkwYEDesm+88Ua7C0Kk7e3c/tofQSJA/CNAamD50kVmytj3zK8LZ9svoYzCChA54IADcsted911zXfffWd3QQi0nbW9s9te+yFoBIh/BEiJVq1cYV6+43eZyq0+N2xjlsznDuW4CDNABg0alLf8o48+2u6CEGg7O7e79kPQCBD/CJASLZ43Pa/898M+V9hdUCZhBoicddZZee/x4osv2l0QIG1f5/bW9g8DAeIfAVIDr99zaC5Aul9Z18ya9KXdBWUQdoColHTDDTfMvce2225r5s+fb3dDALRdtX2z21rbPawSagLEPwKkBmZOGG66X1EnFyJv3BtsVQi8CTtA5L777st7n3POOcfuggBouzq3s7Z7WAgQ/wiQGvrg6UvyTmWNG/6S3QURiyJAli9fbvbee++89+rRo4fdDT5oezq3r7a3tntYCBD/CJAaWjx/hul1zYa5AHn2xh3NimVL7G6IUBQBIpqTyXlfQsOGDc1XX31ld4MH2o7antltq+0c9hxkBIh/BIgHI/vfk/crZES/u+wuiFBUASLPPPNM3vvtvvvuZsGCBXY31IC2n7ajc7tqO4eNAPGPAPFg5fKl5vmbd84FSM+rNzAL5062uyEiUQaIXHTRRXnvecwxx5hly5bZ3VACbTdtP+f21PaNAgHiHwHi0YSRb+T9Cnn3yXPtLohI1AGyaNEis8cee+S979lnn21WrVpld0UVtL203ZzbUdtV2zcKBIh/BIgP/R44Zm2IXFHbzBg3xO6CCEQdIDJu3Diz1VZb5b33ddddZ3dDFbS9nNtP21PbNSoEiH8EiA9zpn5terSrnwuRV7oeqD+r7G4IWTkCRL744guz0UYb5b3/7bffbndDAdpOzu2m7ajtGSUCxD8CxKfBz1+Tdypr7JCn7S4IWbkCRN57772851Wo6S9rTmcVpu1i//LQ9tN2jBoB4h8B4tOvi+aYpztslguQ3jdsbZb9SlVOlJwHo4cffth+OXQvv/yyqVu3bt566Nw+F9bzaXvY1zy03bT9yuG3v/1tbj0uvfRS+2WUgAAJwNfvP5L3K2TYK0z7HYXZs2ebq666Ku+AtMUWW5gPP/zQ7ho6HQTtXyKaEJAS3zW0HewJErW9yhEeS5cuNf/4xz/yQr9Vq1Z2N5SAAAmAZup96fbf5gLkifYNzPyZP9rdEBDdnfzQQw+ZTTbZJO+A5GxnnHGGGT9+vD00VDoN45wzS033N4waNcrumir6/PZ9HtpO5Tht9eqrr5pmzZq5/ns55JBD7K4oAQESkCnfDsr7FTLg0VPsLgjAO++84yqhLdZ0Z/Mtt9wSWVmo6EKwXZ213nrrpXbaE31ufX7n9tD2ifqC+ejRo03r1q1d/41k14fnvHhDgASo/6Mn54XIlDHv2l3g0Q8//GBOOukk15dfrWXLlubdd981nTp1Muuss47r9e2228785z//sRcZGpWiFgo5nf9Pyyy++pz29Q41bZcoS3V1mrN9+/amXr16rnVp2rSp6du3rz0ENUCABGjezHHmiT+vmwuQl+7YK3N6C97pQPTXv/61YDBss802pnfv3nn99ZfkCSec4OqrdtBBB5nPPvssr39Y9KvHvmNdTVOVJ/15Ivp8zinZs03bI6pfgzrN+eCDDxY8zdmoUSPTpUuXzLUQ+EOABEwX0J2/QnSBHTWncs+ePXu6Tgep6eLrzTffbBYuXGgPy+nfv7/rvLtanTp1MgeyadOm2UNCoTmdnBMwZpsuKCfttIk+j32hXE2fP4q5rbIGDhxomjdv7lqP2rVrmwsuuCC054ukEQESMJXw9u7UJBcgKvFVqS9KN3jwYLPffvu5DgBqp556qvnpp5/sIQXpr9AHHnjANG7c2LUcXcRVJU4Uf4VqVll7Kng1PfP7xhtvNLNmzbKHVBStvz6H8xnm2abPHfasulnff/+9OfHEE13roKYqq2HDhtlD4BMBEoKxnzyV9ytk8AvX2l1QwKRJkwqeN1f73e9+Z95//317SEl0gGvXrl3B8+CqyFFlTtgUZno4kl2lpbb++uubDh06RParKChaX6231t/+TPqc+rxhPs8ja968eTU6zYngECBhWLXKvNLlgFyAaLqTuVO/sXvh/1u8eHFmagu7Wkdts802M48//rhZscL/tSSVkx555JGu91BThY4qdcKm0yf2M9azTX/BK+ii+ovdK62f1rPQLw41fb4oThNVd5qzc+fOVZ7mhH8ESEimj/skM8FiNkQ08SLcnn/+ebPDDju4DgD169c3119/vZk7d649xDdV3qgCx35P/UJRxY4qd8KmqrEDDjjAtQ7Zpte6detmfv75Z3toWWg9tD7VrbM+VxQ+/vjjoqc5TzvttJJPc8IfAiREmuLdeSpLU8BjjREjRmRu3rK//GrHHXecGTNmjD0kULr2oUocVeTY76/KHVXwRHH6ZcCAAebwww93rUO2KUjbtm1runfvnjnHHyW9n95X76/1sNct27T++hxRmDhxYtHTnLre4vU0J7whQEKkh0w9efX6uQB5vvMumYdRpdmMGTMy8w6pGso+AOy6667mf//7nz0kVDrVosocVejY66N7FlTREwUVDrRp06bgejib7mnR+j711FNm5MiRZsmSYB6nrOVoeVqulq/3sd/b2bSeWl+tdxR0mvO2224reJpz8803zwTdypUr7WEIGQESsuH97sz7FfL5W/faXVJBE+ndc889runP1TbeeGPz73//u6yTD6pCR5U69rqp6QZG3cgYBRUSdO3atWAZarG24447mmOPPdZcc8015q677sqEgNqbb76ZmS4k2/T/s6+pn/prnMbbyyzWtF5aP61nVJ577jmz/fbbu9ZFv4p0Ef+XX36xhyAiBEjIVixbYp69cUfz8CW1zG2n1zKd/rSRmTdnht0t0d544w2z8847uw4Amszu8ssvNzNnzrSHlI0qdlS5Y6+rKnxU6RPlneSff/65ufbaawvO3RRl0/trPbQ+URo+fHjR05zHH3+8GTt2rD0EESNAIvDt0JfM9SfUMucdWssct3ctc9eN6Zg6WtU69vOus+2www4zX375pT0kFlS5oxsV7dl11VTxo8qfqJ/3oYkhe/XqZc4///xqTy/5bVq+3kfvF/WElKLTnJdccklsTnOiOAIkIn+//DDTapdaZuetaplNGtXJXEROqjlz5mT+Yi104VWnSyplKg9V8qiix/4MaqoAUiVQuUyePDlzt70u9mdPRemXQqFtXqipn/pnT31pOVqellsucT/NCTcCJCJjvv7SNGlc19SuveYLkcTpo3WvxqOPPpq5d8M+AOhmszvvvDOwi75RUmVPoTvJ1VQRpMqguNGvKAWg2tChQ3P/O673RVTSaU6sRYBESF8E55fjhRdesLtULNX/O5/wlm2q1jn33HPL+pdtEFTho0ofVfzYn1GVQboRUpVCqJlvvvmm4PxZaioPjutpTqxBgERIN2Ppp3j2C6Ib6Cr9oPPjjz+aU045xfXlV9ONZZ988ok9pKLpxkZV/hQ6VaRKId0YierpNKdOnRXajjrN+dJLL9lDEEMESMR0Htf5ZdFfrpVIjyj9+9//XnA6iyZNmmRKRaO+0Bwl3eioGx7tz66m05OqIIKbTnM+8sgjZtNNN3VtN83aq9Ocv/76qz0MMUWAREwXAVVJkv3S6NpAHM+hF6NQePrpp83WW2/tOgBkZ5dN03PAVRHk3J/ZpgoiVRKpoghrVHWa87zzzqv405xpRICUQb9+/fK+QLoQWwmGDBliDjzwQNcBQO3kk0+O9ElzcaI/CvTL0nl6MttUUaTKojRXD+m/C/33YW8bNZ3m1H9XqEwESJk4T3/oL7CopoTwQn8Z6i/EQtNs6C/KQYMG2UNSSZVCKpRQ5ZC9nVRhpEqjNKnqNKd+weqXbJJPc6YBAVImOofuvICo+wriNpePzkXrnHShJ+rpHLbOZQcxzXrSqHKo2ASJqjhS5VGSKRR0DUzXwuzPrzBRqKTpNGeSESBlpOnKnV8u3eEcF6qCKTRHkkJP1TOqokHV0rgNVXVXbMp3Veupag/JQYCUkUpCnfcVaJqMKOdaKiTtfz0HTTdO6ldcoaf2JelXnE5z6n6fYqc5o3pOCKJFgJTZY489lvdlu+GGG+wukeD8fbiqu45UqQfYqgJSMxJoZoIkBCQKI0DKTNc99Lzv7JdO54ijmjpcqCCKliqOqjrFU0mVbJrTrNgpOs2FlsRTdMhHgMSA5lpyfgH1/IkocA9DeWQvMhe7lybuF5l1mlOzKdvrrqbTnHF/pjuCQ4DExKmnnpr3RQzzSXh6joKep2B/+dW4izo6VZW5xvFufk5zwkaAxIRmSm3YsGHuC7nnnnsG/kxuPbmtqnmc9OQ3RE+nraqaT6zcN9pxmhPFECAxoocYOb+cekZDEKqbSVbPmq70SR2TII5TfVR1mlPPtuc0Z7oRIDGiZzU4H6eqMs/Zs2fb3WqkEp9lkWZVTTYY5TNVqpssMskPREPpCJCY0TO5nV/Wq666yu5SEp0Si+vT9FC9ck13rnuTdINroffV4weYrh5OBEjM6KJpy5Ytc1/aevXqmdGjR9vditKvmM6dOxd8nveWW26Zuds9blOmoLiqHrgU5HPl9cvn8ccfL3qakwdmoRACJIaGDRuWOcec/QL/4Q9/sLsUpF8vzlNg2bbOOutkblCcN2+ePQQVIsxHvuo0p/NeJGfjNCeqQoDE1AUXXJD3RX711VftLjkKnFatWrm+/Gonnnii+f777+0hqECqdFLFkyqf7P2sCilVStWkGkqnOe3y8WzjNCdKQYDE1NSpU/Nmwf3Nb35jli5d6uqjoCk0PUbz5s1DvZcE5aPKJ93o6fyVmm2qmFLlVFV0mlMVf4VOc2o+Np3mjNP9J4gvAiTGunTpkvfl/uc//5n5dwWJXmvUqJHrALDJJptkyn+DvocE8aMbPlURZf83oKYKKlVS2ao6zfnXv/617JN5orIQIDGm53E0bdo09yVXYOivQ+e/ZZsutrdv39532S8qjyqjVCFl/zehSipVVKmyqqrTnJo6J8r515AcBEjM9e3b1/WFt1vr1q1rVKmF5FGFlCqlVDFl//ehU1WFTnPusccenOaELwRIzM2aNavgKQe1Zs2aVXlxHemjiilVTtn/rTibTnM+9NBDnOaEbwRITOnL/cADD5jGjRu7DgC6eNq1a1fXRXUgSxVUqqSy/7vRjamc5kRQCJAYGjBggNl9991dweFszz77rD0MyKNKKt3/o0k6NXX8p59+ancBfCFAYuS7774zbdu2dYWF2v7772823HDD3P/fbrvtzKJFi+xFAEBkCJAY0B3inTp1ypRS2sGx7bbbmj59+mT66ZSW87VbbrnFWhIARIcAKSPNSfXEE0+YLbbYwhUcOu2ggHD+ytB1Ed0g6OwzYcIExxIBIDoESJl89NFHpkWLFq7gUDvjjDPM+PHj7SEZb7/9tqsvAJQDARIx/WI488wzXaGhts8++5gPP/zQHuJywgkn5Maovr+UMQAQNAIkIjoVdeutt+Y9tjbbdAqrR48eJU+zrovtzusl+iVT6lgACAoBEgGV3Kpqyg4OhUDHjh0zzyqvqb/85S95y1IAAUCUCJAQff755+b3v/+9KzjU2rRpY8aOHWsPKZkqt/SAKOevGJ73ASBKBEgIpk+fbi6++OKC023vtttumQvhQdCvDuey9asEAKJCgARIU4toynXnDX/ZpilJ7r///kDnH9J1D2cll06J6foIAESBAAnIa6+9lnnokx0ceuTolVdemZkUMQyqwHLOtKoKLQCIAgHi09dff515ZrkdHGpHHHGEGTlypD0kcLoXxPm+QZ0iA4CqECAeaUZTzWyqBznZwbHTTjuZ//73v/aQ0OjeEudzIDQRY5CnygCgEAKkhlasWG5e7vOw2XXHTV3BoWeY33333ZknCUZN054410XzZgFAmAiQGpjw9Tvm7iv3NMe3WP1X/ja1TIP6aw7WugZx/vnnmylTpthDIqMbFZ33muii/cyZM+1uABAYAqQE837+wfR/5I/m8ctrmVtPrWXOP7SWOXi3WmabTWqZli1bmqFDh9pDykI3LDp/hbRr187uAgCBIUCqsGzJfDOs79/ME39eNxMeat0uqmWub1PLXHz8NuaN/z5jDykrPUDIeeOiKsBGjRpldwOAQBAghaw+EI8d3Mv0/stWueDItifaNzDvv3Cz+XXJQntULOjud+cNjKoEA4AwECCW6T8MNn277O8KDrWBj51q5s/6yR4SOxdddFHeqay+ffvaXQDANwLk/1s4Z5IZ9OQ5rtBQe/mO35kpY9+zh8TWtGnT8u6Gb9q0aVkqwwAkW+oDZMWyJWb4G7ebJ69e3xUcT3fYzHzzwWNm1coV9rDY05Qqzl8hXbp0sbsAgC+pDpBxn71g/nPjDq7g6NGuvvnkhevM0kVz7SEVQ/NyOadW0T0qU6dOtbsBgGepDJCZE0eY1+851BUcav974Fgzd/oYe0hF0vxczl8hulcFAIKSqgBZMv9n88Ezl5ruV9Z1BcfznXcxE77qZw+peM55ulSdNWzYMLsLAHiSigBZuWKZGTngXtPr2o1cwdHruo3NyIH/yvRJotGjR+fN13Xw71tm7hcBAL8SHyATRr2Z+XVhB4d+hXzQ+7LMr5Kk06SPCo/NNlwzBUv/13vbXQCgxhIbIHOnfWv6PXCMKzjUXr/3MDNr4hf2kMSaM2e22Xf3TU3LnWuZtvvWMh1O28YsjemNkAAqR1kDxD6wl9Kqo8qpwS9cm6mkssc+e+OOmcqrNHr9+YfMuYfUMte1qWXuPrOW+fTVm+wuAFAj1R+RQ2Qf4EtpxeheDd2zoXs37DG6x2P4m3dk7vlIq5UrlpuHO+xpHrp4zTbRlCyVcFc9gPgqfkSOgH2gL6UVMnXs++alO/Zy9VV798lzM3eZw5jJ3wzM2zaamgUAvCp8RI5IdcFQiilj3i1Ylqv5rKaP+8Tunnr9Hz4pbzspfAHAC+9H7gAEESAj+9+Tt5zenZpkZtLVjLpw07NNnNPTa56vVatW2t0AoFrej9wBCCJAFv0y1bx0256m5zWNzLBXbsw8wwNVG/bfv+Zte107AoCa8n7kDkAQAYKaU8g6n3XydMfNK3reLwDlUdYjNwFSPmMG98zb/p+8eL3dBQCqVNYjNwFSRqtWmb5375fb/rpvJimTSAKIRlmP3M4AKaUhWHr64uNX1M5t3/91O87uAgBFlfWobAdEdQ3BG/TE2XnbOIkzEgMIR1mPynZAVNcQvAVzJuY9jfGFzrsmdmZiAMEq61GZcIgHPdLXuS9GDfy33QUAXMp65CZA4mH5ssV5j/bVM1LSMM09AH/KeuQmQOJDsxQ798eHvS+3uwBAnrIeuQmQeHE+J17zi6XpmSkAaq6sR24CJF5mThxhul9RJ7dP9OAtACimrEduAiR+Pnjm0rz9Mm74S3YXAMgo65GbAImfxfNnmF7XbpTbL3qKY5ofxAWguLIeuQmQeBo54N68fTO83512FwAgQOC2cvlS83znXXL7RjcaLpw72e4GIOXKeuQmQOJrwsg38vaPHg0MAE5lPXITIPHW74Fj1u6jK2rziGAAeThyo6i5U7/JTPOeDZFXuhzAo4IB5BAgqNLgF67N+6U45dtBdhcAKUWAoEq/Lppjnum4RS5AZowbYncBkFIECKqlKU0+6H2Z+W5ob/slAClGgAAAPCFAAACeECAAAE8IEHjmrM4qtQFIDr7R8MwOh1IagOTgGw3P7HAopQFIDr7R8IxgANKNbz48I0CAdOObD88IECDd+ObDMwIESDe++fCMAAHSjW8+PCNAgHTjmw/PnAFSSgOQLHyr4ZkdENU1AMnCtxqe2QFRXQOQLHyr4RnhAKQb33x4RoAA6cY3H54RIEC68c2HZwQIkG588+EZAQKkG998eEaAAOnGNx+eESBAuvHNh2cECJBufPPhGQECpBvffHhGgADpxjcfnhEgQLrxzQcAeEKAAAA8IUAAAJ4QIAAATwgQAIAnBAgAwBMCBADgCQECAPCEAAEAeEKAAAA8IUAAAJ4QIAAATwgQAIAnBAgAwBMCBADgCQECAPCEAAEAeEKAAAA8IUAAAJ4QIAAATwgQAIAnBAgAwBMCBADgCQECAPCEAAEAeEKAAAA8IUAAAJ4QIAAATwgQAIAnBAgAwBMCBADgCQECAPCEAAEAeEKAAAA8IUAAAJ4QIAAATwgQAIAnBAgAwBMCBADgCQECAPCEAAEAeEKAAAA8IUAAAJ4QIAAATwgQAIAnBAgAwBMCBADgCQECAPCEAAEAeEKAAAA8IUAAAJ4QIAAATwgQAIAnBAgAwBMCBADgCQECAPCEAAEAeEKAAAA8IUAAAJ4QIAAATwgQAIAnBAgAwBMCBADgCQECAPCEAAEAeEKAAAA8IUAAAJ4QIAAATwgQAIAn/w9YSswVMMVD6gAAAABJRU5ErkJggg==)
PN: 4856-3-55
CAS: 21172-28-1
Molecule Weight: 205.18
Formula: C9H10F3NO
![1-[3-(Trifluoromethyl)phenyl]propan-1-ol](data:image/png;base64,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)
PN: 2802-3-23
CAS: 618-97-3
Molecule Weight: 204.192
Formula: C10H11F3O
![(2S)-2-Amino-3-[3-(trifluoromethyl)phenyl]propan-1-ol](data:image/png;base64,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)
PN: 4856-3-S1
CAS: 938462-26-1
Molecule Weight: 219.207
Formula: C10H12F3NO
PN: 2802-3-R1
CAS: 127852-28-2
Molecule Weight: 258.163
Formula: C10H8F6O
![(S)-1-[3,5-Bis(trifluoromethyl)phenyl]ethanol](data:image/png;base64,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)
PN: 2802-3-S1
CAS: 225920-05-8
Molecule Weight: 258.163
Formula: C10H8F6O
![1-[3,5-Bis(trifluoromethyl)phenyl]ethanol](data:image/png;base64,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)
PN: 2802-3-08
CAS: 368-63-8
Molecule Weight: 258.163
Formula: C10H8F6O
Hazard Statement: H315-H319-H335
TSCA: Not listed on TSCA inventory
HTN: 2922.19.6000