| Product Number | 6H01-3-0D |
| Purity | 95 % |
| CAS | 957059-61-9 |
| MDL Number | MFCD12032275 |
| Molecular Formula | C9H7FOS |
| Molecular Weight | 182.21 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 6H01-3-0D
CAS: 957059-61-9
Molecule Weight: 182.21
Formula: C9H7FOS
![(6-Fluorobenzo[b]thiophen-2-yl)methanol](data:image/png;base64,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)
PN: 6H01-3-0F
CAS: 212078-70-1
Molecule Weight: 182.21
Formula: C9H7FOS
PN: 6H21-3-02
CAS: 310466-37-6
Molecule Weight: 196.2
Formula: C9H5FO2S
![6-Bromo-4-fluoro-2-(hydroxymethyl)benzo[b]thiophene](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABccAAAXHAHDFp6sAAACHnpUWHRtb2xTb3VyY2UAAHichZRtb9pADID/inWfx73mFREq1qrSpFaTRift23SEg0YiueoS3v79fKGhBLpUSbCx/ZxztnOTu0O5gZ1xdWGrjAjKCZgqt8uiWmfk98vjKCF300mOQRhY1Rl5bZq3MWP7/Z7mr6bUB1vR3Jbk5B8f6qIXs1fUujWTnAv25/lp3jKjoqobXeUGqboY163xyea6ad/iPylYqd2uqNgpnJVud1rtr+T+5vRQL8nHXu7RN0MUVsXGwMq6Ujewk5zizb/B2lTG6cYsYXFEs6IB7n06eX6w+bY0VYOqX6HI9WbeuG2OhtJuTL7FxVD58ZCRUiCgG1vOnNNH8Jo3awFaglagA9Ah6Ah0DDoBnYIWHB/0CwwQCmu9MT7Zy/HNZOQn3J+vx/b3u2vFHOskMzLC9iRpBCNOlUApqJQ8AEmFDCNQNEy5hICmUqWdiKgM46gTMYYI1fnegRNO4IgZsDKKp4CJFJfJh0R7GKVehgr/Yw1VLDF/HKPorCNJeXySSdCXnT0Mkhhrxs5Fm04WtlpeqFAsM7IQpK3mL7Oq5XtBCVi3NA5n1C/gQy8B2Qd8+YcB1Qd8s87A7DMg6AO+tcNA2Af8IAwDUR/wYzO8h/gGSIYzJH3Aj+QwkPaBdoCH38n7rxExnERcd7v9Pr5g5E11v0SuWt59goNMcDMmnyPsYoxZd06genOGsIsDhuGxOv0HnKWekoHyVqkAADLgSURBVHhe7d0L/FRz/sfx9mYRWtc/lij3Sy67srnmsnJZdhe7WbLxpwtSyK1WuWSLyLIstkKyRJR/VIhat5CIDeu2SoqQS4tCi/3+531+vqeZ7+/8mpnPnPn95jfzej4e5/Hgd86ZmXOaOe9zvtcWDgAAgxbhHwAAKAQBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAiARMN7tChoQe3iXx9AojAoGlpQu/jXB5CIgEA+fDsAJCJAkA/fDgCJCBDkw7cDQCICBPnw7QCQiABBPnw7ACQKW1slLahtfAMAJArDImlBbeMbACARIYF8+HYASESAIB++HQASESDIh28HgEQECPLh2wEgEQGCfPh2AEhEgCAfvh0AEhEgyIdvB4BEBAjy4dsBADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAMjrzX9McI/e0s0tXfxOuAo1jAABkNcdA7aI+oTMmnhRuAo1jAABkNdt/VpHATJzwnnhKtQwAgRAXgQIkhAgAPIiQJCEAAGQFwGCJAQIgLwIECQhQADkRYAgCQECIC8CBEkIEAB5ESBIQoAAyIsAQRICBEBeBAiSECAA8iJAkIQAAZAXAYIkBAiAvAgQJCFAAORFgCAJAQIgLwIESQgQAHkRIEhCgADIiwBBEgIEQF4ECJIQIADyIkCQhAABkNc1p7Z2g3/Xwj0ylgDBcgQIgLy6HtTaHbxTCzf6LwQIliNAAOS1zRat3eort3CDLiBAsBwBAiCv1q1buxYtWrjzziNAsBwBAiAvAgRJCBAAeREgSEKAAMiLAEESAgRAXgQIkhAgAPIiQJCEAAGQFwGCJAQIgLwIECQhQADkRYAgCQECIC8CBEkIEAB5ESBIQoAAyIsAQRICBEBeBAiSECAA8iJAkIQAAZAXAYIkBAiAvAgQJCFAAORFgCAJAQIgLwIESQgQAHkRIEhSngDJfNGipRCFbDt5snPHHutc27bOtWzp3Kqr1v23/qZ1AMpm2rRp7rvf/W4UIG3atHELFy4MN0GNynPlNiokFLwVbfvee8517Lh8m4aWffZxbtGicG8AJXjjjTfcr3/96yg4spfVVlvNDR482H355ZfhLqgxDVy5S7SiUAg1tO0HH7jM7U7durXWcu6Pf3TuhRecW7LEuaVLnXvpJeeGDHFu7bXrttlsM+c++ih8FQBF+vTTT12/fv3cD3/4wzg01l9/fdehQwf3gx/8IP5b27Zt3fjx48PdUUMSrtwpaCgUkjS07S9+Uff3du2ce+edcO1y777r3I471m37q1+FawEU6L///a8bNWqU22CDDeKQWHnlld3AgQMz921Lom1efvll16lTp3i9ln333Tdzb/dC8GqoBQlX7hQ0FApJkradMaPub6uv7tybb+auSzJvXt222mfmzHAtgDyefPJJ1759+5xg6Ny5c+anNS/cNDJx4kS3xRZbxNt+73vfcyeddJL78MMPw01RxQq8yhcpKRQakrRtr151fzvzzNy/r8hZZ9Xt07t3uAZAAxYsWOC6dOmSExw77bSTe/TRR8NN6/nPf/7jLr/8cteqVat43zXXXNNdddVV7quvvgo3RxUq8CpfpKRQaEjStjvsUPe3xx/P/fuKPPZY3T6ZLz+AFfviiy/coEGDXMuWLeOL/7rrrutGjBjhvvnmm3DzFXr//ffdiSeeGLfU0rLNNtu4KVOmhJuiyhR4lS+SD4VilmyZu5job8VUimtb7aNKdQANGjt2rNt0002jC70WVYz37dvX/fvf/w43LcqsWbPcXnvtFb+ulkMPPdS9/vrr4aaoEpUZIN//ft3finkMzjxOR/toXwD1PP/8827vvfeOLux+OeSQQ9xrr70WblqSO+64I+54qGWllVZyZ511VskBhcpT3gApRNK2PIEAqVm0aJHr3r17VNHtL+pbb721u//++8NNU/P555+7iy66yK266qrxe6633nruhhtuKLqIDJWrwKt8kZJCoSFJ2/o6ENVrFIo6kGZNFbJIl87pFVdckVPJ/aMf/chdeeWVjXa+58+f74455pj4/bXsvPPOmZ9rEb9tVKwCr/JFSgqFhiRt61th9e2b+/cVUYst7UMrrGZFvZn9BW733XeP7lA/UCdSlGTy5Mluyy23jC/aevro2bNnk53b6dOnu1122SUnSI466ij31ltvhZuiGSnwKl+kpFBoSNK2Tz5Z9zf6gVS9008/Peei4i926px27bXXMu5SkV555RV30EEH5ZzPffbZx82ePTvctNGpo+JNN90U9Wr3n22VVVZx559/vluq0SXQ7BR4lS9SUig0pKFtDz647u+F9ERXsZW2pSd6s6K75O985zvRhWTbbbeNijbCMNH6Pffc0/3pT3/ibnUFFi9eHIVx9lAjGvjwrrvuCjdtchoq5dxzz40q1/1n3Xjjjd1tt90WbooKl3DlTkFDoZCkoW3ff9+5TTapW+fHwnrxxbpxsPxYWJdc4tw669Rto7Gw6AXbbOjJQpWq/uLx0bcNJubMmeOGDh0ajbsUhomWXXfd1Q0ZMiQa6A/Off311+6vf/1r5mewTnyONNjhHzO/l0of7FD/hr/K3PRl//vuscce7plnngk3RYVKuHKnoKFQSLKibVV8kbn7jLdpaNFovAocNAtqhfPzn/88umCouKqhXs+qgP3zn/8cNT3N7qTmlx122CFq6fPPf/4z3LUmPPzww9E58OdDT2u///3vMw/sK3hir0APPfSQ22677eLj0L/1//7v/7p3VbqAitbAlbtE/sJeiEK2nTjRuWOOqRudV3OBaNF/d+ni3KRJ4daocJdeeml8sbjgggvC1Yl0MdGd9v777+++//3v1wuTrbbayg0YMCDqzFbt5s6d64488sic4//Zz37mnnrqqXDTZkNDn1xzzTVurbXWio9pjTXWiL4ry5YtCzdHhchz5QbS9fTTT8fl9KrbUBFMsTRgnypj1Qkue8hxv6js/+yzz44GCKwmn332WTQjYPYxb7jhhm706NFRBXU1UFFmr169cm4SNt98czdhwoRwU1QAAgSN5pNPPnGbbbZZdFHQoHtpVIrrNf/2t7+5ww8/PGrRE4bJRhtt5Pr06eMeeeSRZt2B7ZZbbonCwh+XQkRholCpRi+99FJczOkX/b/+jspBgKDRZHcoGzduXLi6ZGoKqnGefve730UVyWGY/M///I/r0aOHmzp1arMZLXbGjBn1GhSo+ErFWOWgFlLPPvusu/3226PBFtVa6vjjj4+Www47LP5v/V3rtZ22137loCcPf9OhRU8mekLxjS7QtAgQNIqbb745vgioQ1u5abTZe+65x3Xt2jXqfR2GicraVVGrpsSV2FpJFeH67L6ZsxZVmP/9738PNy3Jm2++GRUHqvI9e/wqy6L99Tp6Pb1uWlQHoroQ1Yn499K/31/+8pdmcyNQrQgQlJ1GY/VPBOrvoXGSGpOG7XjggQeiIcc1ZHl44Vt99dXdscceG03P2tifLaQwUxPc7CcoNdG9/vrrTfVFSdS6TU2h9W8RnovsZe21145G7VUFvToj+kX/r79rfbhP9qLX1/vo/dKghhQK/ewWeWq9pVZcaBrVESAanoEpNSuS7h5/+tOfRj92TY/a1FOf6iKsu/hTTjklp07BLxr877e//a0bM2ZMo9cvqFhPDQD8Z1Fjg9NOOy3qJJiGe++91+233345TzV+0eCKJ598cvT0oNZchRYRaTttr/20v14nfG29n95X758G9RNRf5Hs91B/EvoGNb7mHyBqfaLOhJm7Evfgg+FaNDHNM+F/5CpyqDSPP/64O+OMM9wmm2xS78KnwFO5v4rf0rqIJ9EwIxq6Jfu9DzzwwGhYklKp4YDqhbL7i2hR/xsNeaLK+bSHi9Hr6XX1+tkjAGvR59DnSaNBg3quqxOqf231bFfdTLnqY1Bf8w8QUS/0zBfIbbNNcXOIoKw0XLi/29UdYqWbOXOm69+/f9RsNAwTPQ106tTJjRw5MhoePQ1qjqx5xLMvshoAcVJKfZueeOKJaHra7ONo27ZtNEJvY3XS0/vo/fS+2Z9Dn0ufr1RqOKGxtLJb4GmsLT0RVUvT5kpWHQFyxx3LOyRedVW4Fk1AFw61etIPWk1pdbFsTvRUoAtTUj2BH+xRT1SWXt+q+NW84WrK7F9TIxIPGzYslWHWNeLuCSeckFNUpeNQc+emqnTW++r9s8+nPp8+ZxojBM+bNy8a3Tf730mj/2oUYJRPdQSI7LVXXYBoMqoUvpCw052f7tb9xVZ9MJozzdh38cUXu5/85Cf1wsQP9qi7bF3E8lFlfnY9gc5Pt27dUnuqUYWyD24tGm9MRXCVcjeuz6HP48dB06LPm1ZFuOYZCQflVPPxtCrykat6AkRDWKgeRCFy8snhWjSiyy67LP7xDhw4MFzdrKn/hY5vt912qxcmWtq3b+8GDx7s/vWvf+XspxD6xS9+kbOtxvh67rnncrazUuMAnWvfQknBpIYC5ay7KYU+lz6fL77T59bnT6OlmepXVNSYHVJqHKFx05q6lV21qZ4AkcydXBQgmS8lrbKahuoR/DDdaimTxgXB0x2+6lU0ZpLm2E7q4Ka/a73u9Mt917lgwYJosMeOHTsmDvbYrl07d+aZZ7rOnTvnDF2uCnvNG54WVRpn99reYIMNUu8vUi76nPq8/rPrONKqBNcc7Po+hOde/2ZIR3UFiEbkbdWqLkT23TdcizLTD99XQKvzXiFFOiviB1BU2Xb2JETFLKp/UR8PVap+/PHH4Vuk5r333nPDhw+PLoDZc3JkLy1btkz9Lvj9zHfeN5PWcsABB0SfpTnR59Xn9seg49FxpUX9kA499NCcf4vm0KijOaiuAJHLL19eoT5+fLgWZaQLtf+B3nnnneHqgqjfiJqA6kIcNgH1i+721ZFNxUjZHdz0//p7Uj8HLRo/SmNmqYd6OesE1Ddi1KhROUVWGi1YTyxpUm/v7BZjvXv3TqV5bFPQ59bn98ei40qzN7voqdS31tK8Mihd9QWIhn7ecsu6AGnbVl17wy1QBrro+x9/9+7dw9V5aVBE1S0kde5Tk091qLv77rvdq6++mvciqWIz9aFQiGncpKSWVOrBrFZBaRaxJfGjyqbdB0Z36NnhoXqXaqDjyA6RNJ9ERMGh11aPdpSu+gJENH9Ii2+fQoYMCdciZaow1nAg+mFus802Rc1vrTC44YYbcio8tey4447RzIRp1WOoElvNcvWEEr5POZt6liNAVFSYXWylYU6qiY7HH5uOM606EdEwLARIeqozQOTAA+sCZLXV6mY2RFmoyEnt7fWjVM9t9Z8o1IsvvphzIdRy8MEHl7UCWE8cGkFWweHfU0Veakq7ZMmScPOSpR0g+vzZFeYaN6sa6bj8Mep403pSJEDSVb0B8vLLzv3gB3Uh0rVruBYpUSsX/0O/+uqrw9UN0rYKHL+vmr829gRQ6o+Q3WdC/TOKCcBCpB0gaurqP6/qDKpZdp1IWs3BCZB0VW+ASJ8+dQGi/iFPPx2uRYmmTJkSN19VU9pCaJh1NWv1FwYVfY0YMaKsldoroqaeupj4z6NKVlWypyXNAFFnO3++1WopX11Qc6fj862zdNxpdDYkQNJV3QGiZpsaaFEh0qFD3cCLSIWaXvqmtT/+8Y8LGo5C22SPoqoKzUoZQVUV6r4eRxd91cukIa0A0bnzT0vqN9Hcmupa6Th9PxEdfyHfsxUhQNJV3QEi1123vEI9c5FA6fS0oJFW/Z1hIXUWGgtr++23j8NDEw+p/qSSPP/883Eoql4kjRBJK0A0ZpReR02bCznf1UTH65t06zyUggBJV/UHiCrf2rWrC5DMnbIrQ0VprdGgfz4INC93Piomyq4sT6s8uxzmzJkTjxyri1apxVlpBIhGrfVFVxr+oxbpuP0NSymj+BIg6ar+AJFp05Y/hRRwwUPDNP+1HxpCHffyje6q1jP7779/HB5qSlvpFCL+SUR1IqVMglVqgKgewA/JrqbO5exNX8l03L6pt86Htf6HAElXbQSIHH54XYCsvLK68IZrUQDN0LfFFltEP0ANVVJIT2FN8OPD4/TTTw9XVywVZ/k6EbXOsjbxLTVANGaWP39qNVbLdPz+XFjHEiNA0lU7ATJ3bl14ZL48b/3mN+FaFKBr165F/YAnTpwYDyuiGfasd41NRRXr/ng1n7pFKQGiuibfX0W96ZuqpVql0PH7UQV0XizngwBJV+0ESMbi/v3duMyXp19m+cfDD4ersQK33nprURdTDU2i1lnaXiOgFjrHdqXxTXwVhJYe66UEiALYn3OFGXJDXeenWARIumoqQJZ99pk7ccMN3cbf3sE0tzvipqKmtmussUb0wyu0OMdXeurCO3Xq1HB1s6EGAL75rL4zxfaILiVA9ttvv2hfVernq2uqFToPvpGDzk+xCJB01VSASHY5qoYKx4ppilU/AJ1Gs1XdQD4ayNA3uzzuuOPC1c3O6NGj4++MBo0shjVANAaYb3ml2Q6xnM6HzovOT7FjpREg6aq5AFG5qb8grrvuuhU7Y1ulOOecc+KLp+bxLsTRRx8dba/5L9IeTbUpZNdFaBTfYsrerQFyySWXRPtpf82LguV0Pvx51XkqBgGSrpoLEHnqqafiyt0zzjgjXI1vPfjgg/FdsOa2KOTCqeHW/T4Kn2qhARh9kN57773h6gZZA8RXFqvDJurzHVl1nopBgKSrJgNE/ORHmj1ORS7IpScHP4SE5uhYtGhRuEkiTeGqfdR/otRhJyqJ6j7atGkTHZsmpSqUJUDUPNqHlYrPUF92sWIhzck9AiRdNRsgb7/9tltttdWiL5OGEMdyetI45JBDonOjp4lCK8FVX+IrnLt06RKubvbUCVLHprqgQjv0WQJE0+9qHz0lL2QqgkQ6L74UQeerUARIumo2QCR7zoHJkyeHq2vWn/70p/i89OvXL1zdIJ1Dv9809f6vMpqUyh9foRctS4BonDDtoxZvaJjOj86TzlehCJB01XSAaGhxP0Od5qzWHXSte+6556I7bJ0T/diKOSd9+vSJ9tOQE4XUlzRHqkTXMaoItBCWAGndunW0z8knnxyuQhadH50nna9CESDpqukAkbvuuiu+q9Sddy1T/w4Fqc5Fq1atojGhiuErftUKq1ppjnUd40YbbRSuSlRsgGj6Vl80M2rUqHA1suj86DzpfBU67S0Bkq6aDxDp2LFj9KXS+E6FVhZXI9/rWsuYMWPC1SukCnN/4bvxxhvD1VXjzjvvjM/RvHnzwtX1FBsgGqzSv34po87WAp0ff6503gpBgKSLAMn4xz/+EXd869GjR7i6Jigw/I/x+OOPD1fn9eijj8b7F9LZsLlSM2V/nGrmnE+xAXLbbbfFr685VNAwnR9/rnTeCkGApIsA+VbPnj2jL5aCpJovgEnmzp0bFVnp+Lfccsto1N1iDR8+PNpfrbY+//zzcHXVUJ1QMaFQzLYyaNCgaPu11147XIUEOk86XzpvhSBA0kWAfEtFVyrC0pdLRVq1QmMLdejQITpuVZ7PmjUr3KQgvse6Bk6sdn4sJvV5yafYAOnbt28c5MhP50nnS+etEARIugiQLNnNV1W5Xgv69+8fH3MpjQj8E9xPfvKTcFXV2WWXXaJj7d69e7iqnmIDREWo2l4zOCI/P9NloUXPBEi6CJAsKp7wbcs1I92UKVPcww8/XLXLRRddFA87oo6DpTS9PeaYY6LXqYWnt3322Sc61kJamxUbIH4csVo4j2nwDWAK+bcQAiRdBEjgvvvui+/Ia2VRj/xSBz381a9+Fb1WLfTq1zHqWHXM+RQbILV0HtNQzL+FECDpIkASqBw/vMhW87Lyyiu7119/PTwNRamlO+fGeALReyC/Yv4thABJFwHSAF1QNUhbNS+TJk2Ke52rLHnZsmXhaSgYdSDJig0Q6kCKQx1I0yJAapwubP5JpJBWRQ3xrbA0NEy122yzzQo+X8UGCK2wikMrrKZFgCAud1dP8vvvvz9cXRDN7qjXUKW8xhirVmpooSkAdKzXXHNNuLqeYgOEfiDFoR9I0yJAEPXo1dhO+mFpOHbLDHiPPPJI/CQze/bscHXVyB6RV6308ik2QLJ7on/00UfhamTR+fHnip7oTYMAQUTNev1wLp06dSq6Sa9acfkfs+adr1bjx4+Pj1P1SPkUGyDPPPNM/PqaORMN0/nx50rnrRAESLoIEMQGDBgQ/yAvu+yycHVevjy6a9eu4aqqcdppp0XHqNkaC1FsgHzyySfxoJTVHMRp0PnRedL50nkrBAGSLgIEMQ1rsvvuu0c/sJVWWqnguzrPz8/w4x//OFxVNXbaaafoGI866qhwVaJiA0R8cWLv3r3DVcii86PzVOjQ+kKApIsAQQ4NUe7HBNt8880LnmdB7r777vgJphqLX+bPnx/33L/++uvD1YksAeJ79bdr1y5chSw6PzpPOl+FIkDSRYCgnuw5L4qZLlStr3z4nHTSSeHqZk/Fejo21RUV2tDAEiAjRoyI9lHRTC3PT7MiOi++qE/nq1AESLoIECTq1q1bHCK33HJLuLpBvkPhmmuu6ZYuXRqubtZ22GGH6NgOOOCAcFWDLAGiTqz+3I8dOzZcjQydF3+OihlFgQBJFwGCRLr4b7PNNtGPbfXVV3f/+te/wk0SPf300/EPu5TRfSvN3//+9/i4Ro8eHa5ukCVAxA8Zf8QRR4SrkKHzovOj81QMAiRdBAgapJkaNU6WfnDt27ePOtEVYr/99ov22XDDDaumU+FBBx0UH1MxQ75YA2TgwIHRfjr/ixcvDlfXNJ0P/73UeSoGAZIuAgQrdPXVV8d33meffXa4OpH6lPh9LrnkknB1s/Pkk0/G5e1Dhw4NV6+QNUCyp84dOXJkuLqm6Xz4c6PzVAwCJF0ECPI67LDDoh+dWiAV0vtaVE+gfVq2bFlQh7tKpQ6VevrSsay33noF9zfwrAEiftBGBlbM5QdQ1PkpFgGSLgIEeX3wwQdR3w798DTR1nvvvRduUo8qNv1Iv6VOVtWUfIso65NAKQEyatSo+L0ffPDBcHVN0nnw50Tnp1gESLoIEBRElci+D4TqAwoJhPPPPz/+sQ8bNixcXfHUcEANCPxTwDfffBNuklcpAaI6J9+pUPVKWF6/pvNSaJ1cNgIkXQQICvaHP/whDoTrrssfCPqBd+jQIdpeI9hOnz493KRiqaJ81113jT67KmxffPHFcJOClBIgopZs/pw//vjj4eqaouP358Lawo8ASRcBgoJpqJOOHXdzm27awu2xx0qZO/Rnw03qeeutt9xaa60V/WjXWWcd98orr4SbVCR1oPQXKzUksCo1QJYsWRKNkKzX2HnnnU1PQdVAx63j13nQ+dB5sSBA0kWAoChvv/2mO+SQVq5z5xZuwIAt3JdffhZuUo/KrTW2ln64rVu3joYEqWS+Ca2Wzp07F1Rc15BSA0Sy60IKHUKl2ui4/Tmw1H14BEi6CBAUbcaMO1yPHppGVD/m48LVicaMGRPXoShEKvVJJLveZo899ii5H0saAaIA80WBmkCpkEYM1UTH6yeO0nkoJdAJkHQRIDAZPfqEOERmzLg1XJ3ouuuui0NExVmVVCeiIpLTTz89Do/tttsuan1WqjQCRDQysp+v5cADDyzpItqc6Dh1vDpuHX+xI0SHCJB0ESAw+fLLJZm79a2jAOnTZw23aNEb4SaJ9CTii7NUsV4JrbM0I6O/SGlRiyv9LQ1pBYg091ZtFjpOf8w6/lIRIOkiQGA2f/7z7pRTfhiFyJAhu7qvvy6sWaXqRHzFuhb1E2mqzoZTp051m2yySfxZ9t9/f/fvf/873MwszQD5+uuvo2I1vZ5CuJKe4MpBx+dvNnTcOv5SESDpIkBQkqlTr4qLssaPPzdc3SC1zvLl+lpWXXXVaNiTL7/8Mty0LDQc+HHHHRe/v4YqOffcc1O5SGVLM0Ake74W1QtojvZqpOPy9R46Xh13GgiQdBEgKInKqK+55hdRgPTs+V338ssPhZs0SP1ELrjggrjHuhZNFXvllVe6zz//PNw8FarXOOecc6IhVvx7qpf9vffeG26airQDRPTU5O/MNRqt5qOvJjoePxqxjlPHmxYCJF0ECEr26aeLMhflDaMQOfvsDaL/L4aGPfn5z38eX9C1aD4RTUo1Y8aMcHOTadOmuS5durhVVlklfg9Vyp5yyilFj29VjHIEiGiOFj/Ao+YpqZaWWToOP++Kjq+YuWgKQYCkiwBBKl55ZWr0BKIQufpq29hXGsXXD1WRvegJoWvXrtE8HBpiPl/TWj29PP/88+6mm26KpjvVIIjZr6eWYEcffXSjNCX2LaeuueaacFXJBg8eHB/TlltuGRULNmf6/DoOf0w6vrT5Oe2PPfbYcBUMCBCk5u67+8X1IVOnXhmuLpgmperRo0dc1p+0qC+JRmPdZ5994kWtpzbeeON62/pFPZjPPPPMoocAL9bMmTNd//79oznl/Xuvu+660bDwabv00ktzzol1yJWmps+tz++PRceVJo2ioBEF/FObisaY7bF0BAhSo1ZYl1zysyhA1Dpr/vznwk2KoieNu+++25188sk5d6bFLJpVsXfv3u6+++4zDb5XKI3T1Ldv35wWXeGii5fufN9+++1w95Jce+21cf8a1e3cdttt4SYVTZ/X10npOHQ8aVKrPz+7Zrjsvffe0dMqbAgQpOqDD+a4005rFYXIwIFbRf1F0qKWU4888kjUIVEDOx5//PHR8stf/jL+b/1dw1489thjqXQEbIhaa2mEYtWhaJbC8MKkVmW/+c1v3K233hoVX+kJxK/TxXLQoEF5i+KKcfvtt+c0DDj11FNTff1y0OfT58w+LzqOtGg0ZT+XjV/23HPP6Elk6623jv+mYsbu3btH3y8UhwBB6mbOHBMXZd18c/VUVuoJRhNqdevWLScQ/KKh3/WEMX78+HqtyNS3RE8o6jzpt990003dnXfembNdKV544QW3xRZbxK+v/1bIVSJ9rvCz6vOnQY0iNHumb6mmRcVj6sTq6d9Srf2yi0lbtWrlrrjiirI+qVYbAgRlcfPNx8chMnNmeneVjU13yffcc0/UZySpTkYdIvXkM2nSpIL6sKj+RR0ns1+jY8eOqRWj6OJ55JFH5ry+Why9++674aZNQp9Dnyf78+nzptESTsPR3HjjjfHoxVr0JHjhhRfWC3RPT6k9e/aMGztoUXHp5MmTw02RgABBWWiU3oEDt4wCREVaH3wwN9ykYi1dujR6MlBLrdVWWy3nYqdFFyhV8j/00ENR5ayF6mS22mqr+DV9MUpaxW7jxo3LKVrTnCZnnHFGkzX31fvq/fU5/GfS59PnTIPqoPxUt37Rv1+hIz/Pnj07aoiRvb8mTmuMlnrNGQGCsnnrrVnxUCeXX753uLqiLFnyqRsz5m/uiCOOyOkr4hfNgKfKeNXBpDUnh4pKNDFS9pON/jutYhQVm6kBgu+LokXHpjtutXRrDHofvV/2OdXn0edKY8gYNf1VUGT/WylIrJNv3XXXXa5Nmzbxa6nIUYNsLl68ONwUjgBBmak5rwKkX7/W4aomt2TJR+6JJ25yQ4ce4vbc84du7bVzQ0MXEpWlP/HEE+GuqdJTh55osotR9HSSVjGKKpNVBJcdJFo04rCay6bd9Fevp9fV62e/n95fn0Ofp1QqktIoBiqi8q+vJ0MVYZUa8CqK/OMf/5jz9KnRo//617+mPtRNc0eAoOxeeul+9+GHb4Z/bhKffPKee+yx4Zk7//3dSSd9Pwq3bt1auH33VUVrXfn3gAED3KxZs8Jdy06dJJOKUdLqt6Ie/+rdr8ri7PfQsv7660ezMKrHvIYOKbSoS9tpe+2n/fU64Wvr/fS+ev80qDI8u8+IKssV9GnUo2R75513omPyfUe0qJe8OryiDgGCqvfxxwvctGl/dsOGdYx7y2cvgwbtkLkoXZi5M34p3LVJqBhFLbT8RUvFKKo/SKsYRXfval6sXv/hU0n2ouI0fQ4VCYUdNvX3pEYFftHr6vX1Pg1VYBfr2WefjZrhZr+Pmumm8USzIk899VQ8BIpfVPE/d27zqdcrFwIETUbDn4wYcZTr338T16vXyq5Pn9WjviNXX31wNMrv++/b71hVaT9lymXu0kt3qxcYWoYMae/uu29I5j3Ke/GxUuuviy++uF4xyvDhw1MtRvn000/dhAkTov4s22+/fc7ddjGL9tP+eh29nl43LXrKOeGEE+LOklq23XbbqINgY9HQPBpKJ7thwhotW7qrhwxxXyxdGm5eMwgQNLr//vebzJ1pz3oX9aSlGO+996qbPPnizIV353qv07Pnd9xll+3pHnroCvfhh/PCXSuWeq2HxSg77rhj2YpRli1bFvXH0FOQ6gHOO++8xA6b+rvWazttr/3SptccOnSoW2ONNeJjV7NpdQS0tn4r1WeffRYdu0aQ3ijzufZt08adc9BB7qnJk03jvzV3xf1CgRQ8/PBfoot6r16ruP/7v/5uwYLZbunSxVHTX4XAiy9Odnfc0ccNGLB5uGs92vfee893F1ywbb3QOOmk77krrtg3837XusWL3wl3bVZUjLLrrrvm3PWrp3tTTcRVbup7kz2WmIrE9HST1kyRpZqXOe9nd+vmOm+3nevx059Gy6WZYJ2bcoOESkeAoNFddFG76AL/7LO2XthvvjkzGrjxvPM2qxcap5yykrvqqk5u+vQbih5WvtLpDvfmm2+u179Dlf5LlqQ3ZExT+uc//+kOOOCAnKBUXUraLcXS8uozz7hBv/tdHCI9d9nF3XT++W5xjQyLQoCg0fm+If/5T/FjNamIKgwN1Z9ce+0vM3fpo6MnmWqnYhSN+ZU9EZeGvE977ozG9PHHH0f9bLIr9TfbbLPME+r/hZtWHDUbfnTcONd3//3jIOm9115u8o03uq/KULRXSQgQNLrTT/9RdOFfuPDlcFVe48adFe3bu3dLN3z4b6Nxt9IcsLE5mTNnTtTxMftuXdMEN1YnwTSoQYBG3/XT12rRmGKa3rgc9SrltPTTT93YYcPcyT/7WRwkfzjsMDdr2rRw06pBgKDRXX/9EVEIDB26u1u06I1w9Qp9883Xbu7cGZmnl3SahlYDDUzYrl27+AKsCndNwLVw4cJw04qi/iNqueU/t1pZqYK+Usbtsnr3zTfdn089NQ4RLVf07OkWpNQPppIQIGh0ap7bt+86UYioddTgwT91t9/e2z3++Eg3f/7zUSstFEd38hrGPvtOXk2ANatfIYM8NqY33njD/frXv855ctp9992jibiqyQuPP+4GHn54HCIntW/vbh0yxH2WUn+eSkCAoEmoc5+Gej/11FXr1Wmcddb6bsKEAe6LL9LrS1ArVJfQp0+fnGHj27ZtGw0x39TUN6Rfv345dTcaY0ydDavV11995R7829/caR07xkFy+r77uqljxrhvUuzP01QIEDSpZcuWRh0KH3hgqLvxxmOjprs+SM4/f+uqa0nVWDSKbKdOnXLu8vfNXLjSmnOjGGo9NmrUqJxhTtR6bODAgVXTeiyfTzPBfsvFF0dPIT5Izj/ySPfyjBnhps0KAYKKo2a66pGuELnllm7hahRh4sSJORM3acBGjUvVWP0pNBBl+8xFMzvIOnfu7ObNaz6dOdM0/9VX3eXdu+c0+53/2mvhZs0GAYKKNG/es1GAnHnmeuEqFElDw19++eU5gyiuueaa7qqrripbj+4FCxa4Ll265ATHTjvt5B599NFw05r0zJQprv9hh7kz9tvPfRQ0GsiufM9e1DT44qOPdhOuuy5q8VUJCBBUJLWy8n08kI7333/fnXjiiTljSmlu8AceeCDc1ExjeGm+9+z52TX974gRI0oeZr3a/DdzPpKGPwmDI2npf+ih7uMCR0wuJwIEFcnPq37hhduHq1Ci5557zu2VuZvNfjo4NHNBKnW49bFjx7pNNtkkfk1V5Gse+DQmjqolPiSyKXzVu31mJuzPPeSQaP0N552Xs01TIEDQ6P7whzZR3YZCYv7856Jxqr76aplbsuRDN2/eM+6uu86Me6trVF6Uxx133JFzwde8GmeddVbRF3zN57733nvnBJLmfX+tGZftN6WkAMn22qxZ0XoVfzU1AgSNLmy229CiZr7qOIjy0VwdF110Uc7Mfuutt54bOXJk3iKnRZk74m7duuXMpKgisfvvvz/cFEXIFyBfLl0are+1++7hqojfX8Vjj44f7wb//vdR/YlagKWNAEGj++CDOdGsgJoLZNCgHaOKcs0OqPlANKru6NEnZO5eHwl3QxnNnz/fHXPMMTlPETvvvHPm3+mxcNOoUn7YsGE5lfKaXOrKK69MZS73WpcvQF7/9gnkws6dw1URv/+tgwfH/61FLb7SRoAAiE2fPt3tkrnQZAfJUUcdFTe7nTRpUjTtr1+np4+ePXtG87ojHUkBogr3Tz780D3z4INRBbrWP3xn8mjW2aEx9oor3IcLF0b7lwMBAiCHij5uuummeh3/sufn0KLpbWfPnh3ujhJlB0DScu7BB7uHx44Nd4v57Ub06xeuSh0BAiCRhh4599xzo8r17OBo06aNGzduXLg5UhIGRrj0bN/eXdWrl3uvgc6Yfrs3GiHcCRAAK6TBD7faaquo/0j37t0rbnDGauMDIPSfzHlfOGeOmzhihDtlt92iMbXenz8/3CzevzEGbSRAAKCCNBQg2abfc0+0TVJfkEL2TwsBAgAVpJAA+GLJkmgbdSoMFbJ/WggQAKgghQSAD5Beu+0Wripo/7QQIABQQQoJgOkTJkTbXPDb34arCto/LQQIAFSQhgLgq2XL3MK5c92kkSOjSnRtM+WWW8LNGty/HAgQAKggPgDyLSP790+c1ZAAAYAaFQaFX07p0CGqNL/+7LPd7BXMq0KAAAAqHgECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJj8P3Ii2cqImQYTAAAAAElFTkSuQmCC)
PN: 6H01-B-05
CAS: 1936257-59-8
Molecule Weight: 261.11
Formula: C9H6BrFOS
![Methyl 4-fluorobenzo[b]thiophene-2-carboxylate](data:image/png;base64,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)
PN: 6H23-3-02
CAS: 220180-55-2
Molecule Weight: 210.22
Formula: C10H7FO2S
![(5,7-Difluorobenzo[b]thiophen-2-yl)methanol](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABd4AAAXeAFR4n1DAAACH3pUWHRtb2xTb3VyY2UAAHichZTra+MwDMD/FeHPVz/zLE1H2RgcbBxcN7hvh5u4XaCJh5O+/vuT08eadZfRtJIl/axYUj2521dr2BrXlLbOiKCcgKlzW5T1KiOvL4+jhNxNJzkGYWDdZOStbd/HjO12O5q/mUrvbU1zW5Gjf7xvyl7MTlHrVkxyLtif56d5x4zKuml1nRukmnLcdMYnm+u2e4v/pGCVdtuyZsdwVrntcbe/kvuH031TkI+z3KNvhigsy7WBpXWVbmErOcWH/4CVqY3TrSlgcUCzogGefTp5frD5pjJ1i6rfocz1et66TY6Gyq5NvsHNUPn5kJFKIKBbW82c0wfwmjdrAVqCVqAD0CHoCHQMOgGdghYcv+gXGCAU1nptfLKXw7vJyC+4v/o8Xn7nWCaZkRF2J0kjGHGqBEpBpeQBSCpkGIGiYcolBDSVKoWIyjCOIEajUOfVyXcSJ+CIEzj4DJJGKgoBMykukw+JFQuj1MtQ4RprqGJ5s5SUxz5a0iTwMqAqOa7P9jBIYqwZuxRtOlnYurhSoSwyshCkq+Zvs2zkqaAErCuMwxn1G/jQa0D2AV/+YUD1Ad+sCzD7Cgj6gG/tMBD2AT8Iw0DUB/zYDANxH/BDNnzo5AZIhzOkfaAb4GHC+3ut6wZ++LXE53Z7Rn6TR96U91vkU8/P/8FBJriZk68RdjXH7HxRoHpzibCrG4bhvTr9Bx+Rnnnjn/bbAAAwQ0lEQVR4Xu3dB7gU1f3GcTT6N7H3aBJFjTWKmFhiL9FoLLHFjjEmKIKAvcSC2FB47AVBjA0Rjb1gQ8TeUBTFihoEFUUNKkIEVM7/vnM94+y5e++d+e3svVu+n+eZJ/HObGV33p3zO6WDAwDAoEP4BwAA0iBAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAFSxK7t1SLWVQ3nuFQDQJsKgaG4rh/LcKwCgTZQzIFrTPo8KAMgFAQIAMCFAAAAmBAgAwIQAAVB1brnlFnfDDTeEf0YbC3tbFdvKpXz3DKAmTZo0ye2xxx6uQ4cO0fbHP/7RvfPOO+FhaCNhWBTbyqV89wygpvzvf/9zffv2dQsuuGAcHn77v//7P3f88ce7r776KrwZyqzcIdGS9nlUAFVl+PDhbsUVV4wDY7755nNdu3Z1vXr1isLD//3nP/+5u/rqq933338f3gXKhAABUJFefPFFt/nmmxdcbfzhD39w48ePj4+ZMGGC+/Of/1xwzPrrr++efPLJxD2hXAgQABXlk08+cf/4xz/cvPPOG4fCKqus4u64447w0NjIkSPdWmutVRAk+++/f1QzQfkQIAAqwuzZs92AAQPcoosuGofAIoss4s4555xoX2u+/fZbd8kll7glllgivr1qJqqdqIYCm2++/syNHXGme2Xk+eEuAgRA+7v77rvdqquuGp/455lnHve3v/3NTZkyJTy0VZ9//rnr0aNHVCvx96caimopSO/77+a4V0dd5K49avE4KGbP/KLgGAIEQLt5/fXXo664yaanTTbZxI0ZMyY8NDPVSlQzSd63aiqqraBlk197wP37tDXjgND2+NBDnJs7t+A4AgRAm5s2bZrr3bt3wVXCr371q7IMDlTtRDUU/ziqrajGoloLCn35ydvugUt3KgiOO/pt4D559+nw0AgBAqDNfPfdd27gwIFuqaWWik/oP/3pT12fPn3cjBkzwsNzoxqKaimqqfjHVa1FNZc09ZVaN/t/X7pnbznGXdVj/jgUbjhuOff209c2ueqoFAQIKoqKsG+++Wb4Z+Rk1KhRbp111iloUtp7773dxIkTw0PLRjUV1VZUY/HPQbUX1WDq0dy537s3n7zKXX/sMnFw/OvwBdzzd/zTzflmenh4RSFAUDHmzJkT995ZffXVXb9+/ZgiIyfvvvuu23333QuCY7311nOPPfZYeGibUY1FtZbkc1ItRjWZejFlwuPutrPWK2iuemjgbu6rT98ND61IBAgqxgknnFBwMvFbp06d3Omnn+5ee+218CZoxfTp090///lPt8ACC8Tv5zLLLOOGDBlSMaPFVXNR7cU/P9VkVJtRjaZWff35++7hIfsUBMctp6/tPnxzVHhoRSNAUBE0CM0PWlNzhnrqJJs4/KYrk1NOOcWNHTs2vAskzJ0711177bVuueWWi9+7+eef3x1zzDHuyy+/DA9vd6q9qAajWox/vqrRqFajmk2t+HbWDPfC3X3cv3r+NA6O649eyr326OUNgf5teHjFI0DQ7qZOneqWX3756KSx9NJLuw8//DD6+0cffRSdQLbZZhv3k5/8pEmYrLzyyu64445zTz9dvHdKvdL7seGGGxa8VzvttJN7++23w0Mrjmoxqskkn7tqNqrdVLt3nhvmhp34qzg4ruo+n3vqpl5u1oz/hodWDQIE7Uq/lHVy04lCVxz33HNPeEjk008/df/617/c9ttvXzB5n9/UBKJmD7XpV0rTTFv74IMPXJcuXQrelzXWWMM98MAD4aEVT/+OqtEkX4tqOKrlVJtPJ45xdw3YtKC5asRF27lpU6q/1kOAoF1deOGF8QlCAZDGF1984a6//nq36667FjR5+E0zwh566KHu4Ycfjnp11bpvvvnGnXnmmW6hhRaK34PFF188em/VMaFa6YeAajWq2fjXpVqOajqq7VS6aZ997G6+5GA35LB54+C46dRV3fvjaqe3GQGCdqM6hi/udu7c2c2aNSs8pFVqO9f0GGr2SJ5A/bbkkku6gw8+2I0YMcJ0/5Xu3//+t+vYsWP8etXU161bN/fZZ5+Fh1Yt1WxUu1ENx79O1XZU49EVbKXRmJZzzz3XbbTmIm7/zTu4/l06uGuPWNSNe3CA+/7b2hrvQoCgXXz99ddRQVwnA02298Ybb4SHZKbJ+jTi+cADDyyYDNBvGsCmJp7bbrut6if2e/nll92WW25Z8Pq23nprN27cuPDQmqEajm/u9JtqPZVUA7vzzjvdr3/96+i5Lb5Qw7/JOvO6Gy/6h/vfV7U54p4AQbvQVYE/CaiZIm+62rjvvvvc3//+94IR135TaO21117uxhtvjMKsWqgWdMghhxR0KlBngltvvTU8NDdqMnz++eejZkN1p1ZTo/79FMYKLf2v/lt/1/6hQ4dGYzzK1dtLNR3VdpL/nnoOqgG1F835te222xY8p80228yNf6W25/wiQNDm1OTkv2Rqeio31UHUi+ewww4r6NbqN9VRdtllF3fddddV7NgD1TLOP/98t9hii8XPe+GFF3ZnnXVW7k1zKlQr1Pfbb7+4d5x1U+cGndyvueaaXNcF0fuhGo9qPf6x1ISpWpBqQm1Fsw4ffvjhBfOJrbDCCtEPk3pAgKBN/ec//4lPgmq716/btqTC7OOPP+6OOOKI6IsenvDUzq7R0FdddVXUvbgSqH7jm/u0qbfaX//617i7cx7ee++9aM2O5ISHxTb926200krRwlG6+vCb/lt/TwZcsW3ttdeO5r6yTBFfjGo9qvkkr8j0uVJtqJz0o+TSSy+Namz+cX/2s59F7+HMmTPDw2sWAYI2oy/dxhtvHH3Z9IutEtqun3nmmWgEvJqBwpOdTko6OV5++eW5nqzT0pxgf/rTnwqe0+9//3v37LPPhoeaaICergbDJWv9prZ89WYbNGiQe/TRR1PPnKvjRo8eHY3h0Yy7ySJ/8r1VPUMDSPOg2o/+rZKPoRqRakV503P+zW9+U/BYulrL8wqrWhAgaDMnnXRS/IVTU0Oleemll9ypp57apH3db2rTVjNSuSce1FXZUUcdVdDr6Be/+EVUg8ij15Gaf9SktNpqqxW8Ps0EoKsv7Xv//ffDm5VEc5pdccUV0XsYvq+aD+vBBx8Mb2KiWpCuhPx9K6hUM1LtqFR6DeHa77/73e/cE088ER5aNwgQtAnVIPxUJVtttVXFD/bThH5nnHGGW3fddZuc8LRtsMEG0WSPEyZMCG9qpiuCwYMHR6Px/eOom/PJJ5+cW6FfAzXDqy1dafTv37/NrrL0nuk1Jcd3aNtiiy1ymUhRNSHVhlQj8vetpjWFv2VczFdffRVdpSYHsC677LLRwNZK/xyXGwGCstOvP/2C1hdPPaLas7eMhYrKUb/+jTYqOOH5TVNtqPeReuJYqYkoDKs999wzqhnlQVcUGniZvH81wwwbNqzd5ppSrUAndQ389M9JJ2mFSx6FcAWiakXJOdVUS1JNKQ2Fw9VXX93k+R1//PFRqIAAQZmpyUU9nPwX8K677goPqSpq51bvH/1aLjbZo5qFNNlj2iVbFRB/+ctfCu5Dsw+rhpAX9ahSt2V//+oZddNNN+XSHJYHjcnRFUNyVgGd6F999dXwUBPVjFQ7Sr7Hqi21tO7Mk08+6dZff/2C2+hznOcVZy0gQFBWF198cfwF7NmzZ7i7qqknkdr1m5vsUW3xxx57rHvqqafCm0ZNUgqa5DTrarpSwTqvKwI9RnJuLHVc0IjuSp0GRDWG7bbbLn6+Cj3VffKgsNR9+SthbaoxqdaU7Ak4efJkt//++xf8O6qH2UMPPZS4N3gECMpGPWD8CVK/qvNolvBUyL7//vujgOrVq1fRgW36u/bruHIXvtWdVG3iO+ywQ9HJHn/5y19Gz0dXFhpvEp7IjjzyyFzHoLz11lsFnQH0i16dBKqB6kDJqxGNs8gzVNVEFgb3ZZdd5k477bSCKzUtbnbJJZfUxXxqVgQIykJzVK255prRF1FfylKLoxqwpRO0wsE6uE230+11P7q/ctEIbP3a3W233YpO9pjcFDgtNaVYaBR4skCtX9SVetXRHDUBJntTacCppQDeHDUdqsYU/nto05Vajx49yvoZqRUECMqia9eu8RdSvygtVMTU3EKaxrvYr3q/aUCgCsLJgW3672IDBf2m+9P96v7L2ZNGQap6wz777NPk1+29994bHl4yNbX43kdqVtMv62qlKzL12PPv2Y477pj7HGa6IkxeDWpurbxqL/WAAEHubr755vgLqQJxVmoyUDNPsfEY6oKqwWnqPaTBY62dULRfx+l43S7swqpNj6PHK3dThRbI8o+p3j15U3j4oNWVjyaNrHb690tOoKgrtrz/ne6+++74/lWHQXoECHKlWoOfn2jFFVfM3K6vNTyS03Zo0y9EdZ3M65eh7kf3l/zlqU2Pq8cvl//+97/xY+VVHPbUbOWvPDQTsboF1wo1XSVXKdQPgTzpSpAAsSFAkBv9MtSoYn0R1XyirpBpaazIvvvuW3BCVw1FJ9q8f3F6ul/dv6/V+E3PI4+Ry6FyBYimOfeDD3XlUUvh4SlENErev395zmRAgNgRIMiNuqX6L6IG1qWlyQ3VS8nfVqN8dYItZ20iSY+jx9Pj+ueg56PnladyBIh6FfmmPoV2LTRbNUeD97TwmF6rxuBouv48ECB2BAhyoWKkn6pEk9il7XZ5wQUXFEyF3b179zafodfT4+rx/XPR89Lzy0s5AiQ5zqOaC+ZpaXS5n5JfgZ92gseWECB2BAhKpjEQ/gpC01trMFZrNLBLg+z8F1d1E60mWAn0PJLrTOh55jFqO+8A0ZTz/v7UVbdeaOJFPwuAiuql/tsQIHYECEqWnKE0TQjoC6+VAv1t1ASj9SgqiZ5PsheYnm+pJ6o8A0RzW/luwSr+V9s4j1IdffTR8XupcT2lIEDsCBCURIvq+C+fmn/SSF55aIJCXcFUIj2v5ASKet6lyDNA/MSIamarlhHmedKMu1qcSu+BmrJKWT6XALEjQGD2yiuvxCOt9WVubUyGqKbgv6watJXXNOXlouen5+mfcyk1kbwCRFOy+/vR3Fb1SksE+PdBVyRWBIgdAQITTcWtSeb0pdNSnmmmMlevJj/poJqHKvXKI6TnmezpZO2dlUeAqDurHwypWXXrrekq5Kcj0XximnbfggCxI0BgoqVO/ZdOM9K2RuMqfKFdBepKq3m0Rs/XF9b1OizjRPIIEK0W6O9DU6TUO81p5Vdu1PxVFgSIHQGCzG655Zb4C7fHHnuEu4vSXFD+Nrfffnu4uyroefvXoNeTVakBoq7RfhlazfVValG/Vhx00EHRe6Ir4alTp4a7W0WA2BEgyES9f/wvcU1WqJNia0aOHBl/QQ877LBwd1XR8/evRa8ri1IDZPjw4fHtNbcXGqn51Hfr1Zr2WREgdgQIUtMv4M022yz6oqWtBWi6ED+3lZYGba9BgnnR8/dLnOp1ZZlmpdQA2XzzzaPbag3ztAM164WfcFHzm2WdwYAAsSNAkFqfPn3iL5oW30lDs9z62+j/1wLrayolQFQg9r+y+/fvH+6ue8nmxUceeSTc3SICxI4AQSqPPfZY3INKv4TT/ALWL0Hfe0kTFmb9ZVip9Dr8BIx6fWlfVykB0rdv3+h2+jfQdB4opHEhiy22WPQeaS2aLAgQOwIErdLKbOoyqi+YFkKaNGlSeEhRWqzJesKsdHo9/rXpdaZRSoCsuuqq0e00Iy2K87Mb6DOaZfVCAsSOAEGrtDSr/4Jlme1VK/7pNmqXzlIrqAZ6PX49Eb3ONKwBouYrf7tyLERVK0aMGBG/T88++2y4u1kEiB0BghZdfvnl8ZerW7du4e5m6arFr46nxZtqkV6XXp9eZ5r1s60BMmTIkPh26gWH4jTdu29mHTBgQLi7WQSIHQGCZmnlPj9VicYdpJmqxNMvZf+lzGslwUqj1+VfY5orA2uA7LffftFt1PsKLdtggw2i90q9stIiQOwIEBSlsFBo6EulEMkaAgcccEB0W027Ucv8tCJ6va2xBohvKtPof7RMc4PpvVJBPS0CxI4AQVHJAXNqxspq+eWXj26b9/rVlUavT69Tr7c1lgDRuBN/m8GDB4e7ERg6dGj8fk2ZMiXcXRQBYkeAoAkVyv0XSgX0rDQ/kb/9DTfcEO6uKXp9/rXqdbfEEiDPPfdcfJtaXOs8byqe+/crzUBXIUDsCBAUUBdddYPUl0ldd9MUh0MPPPBA/IUcN25cuLum6PX516rX3RJLgCQHLX788cfhbgT0efXvV9qFpggQOwIEMQ0O9NNlqDeL9RfvxRdfHN2H1kjPUnivRnp9fi14ve6WWAJEI/51/KKLLhruQjP8D6BTTjkl3FUUAWJHgCDmRztrs0xK5x155JHRfWiyxXqg16nXq9fdEkuAHHHEEdHxK620UrgLzVBvNb1nvXr1CncVRYDYESCIJBd72nTTTUsa+OdHBK+77rrhrpqk16nXq9fdEkuA+PeyU6dO4S40o3PnztF7dvDBB4e7iiJA7AiQFmiti4033jj6INbytvfee8eL8miq9lIHq+21117RfWnm3nrgZyjW626JJUD8e6lQRzpp/z08AsSOAGnGOeecE3+o6mk777zzwrciMz+19nbbbRfuqkl6nXq9rQ1eswTIzjvvXFfvZR7S/nt4BIgdAVLEjBkz4uVX9cu8Y8eOURt0rW5+fQttWudc652XgiuQ4iwBwhVIdmn/PTwCxI4AKUIFZP+Buvvuu8PdNWnQoEHxaz7kkEPC3ZlQAynOEiDUQLKjBtJ2CJDAxIkTo7WV9WGqt6mzVfPxXySte25FL6ziLAFCL6zs6IXVdgiQgArK+iDNN9987vXXXw9317Rp06bFJ8NSiumMAynOEiCMA8mOcSBthwBJ0Kp7/oPUu3fvcHddeOKJJ0ruzstI9OIsAcJI9GwYid62CJAfaFnS9dZbL/oQLbXUUtGXvV6VOqCQubCKswQIc2Flw1xYbYsA+cGVV14Zf4gss8/WkjymNGE23qYsAcJsvNkwG2/bIkAafPnll26ZZZaJPkDrrLNOdAKtd5MnT47bktWlOeukiqwH0pQlQIT1QNJjPZC2RYC4Hz902kaNGhXurlu33357/L7suuuu4e4WsSJhU9YAYUXC9FiRsG3VfYC89dZb8drdu+++e7i77lkXlmJN9KasAcKa6OmwJnrbq/sA8dNuLLDAAu69994Ld9c9dVNde+21o/co69K2CmTdTk0wlt5clUyvxzctpf3hYQ2Qd999N75dmiudejVixIj4fVIxPS0CxK6uA+T++++PPzgnnnhiuBs/UGgoPPQ+aZ30tGM77rzzTtMJsxro9fjXpteZhjVAZNVVV41uV2+DW7Pwo/ZVu5szZ064u1kEiF3dBog+YGuuuWb0oVEPmunTp4eHIGHgwIHxl6xbt27h7qLUNXqNNdaIbqP3Wv9dC/Q6/GdHry/t6yolQHzXajXRfPjhh+Huujdr1qyocK73qGvXruHuFhEgdnUbIBdddFH8obn22mvD3ShC66P790zrpqeRHAin/18LrK+plABRM9Y888wT3bZ///7h7rqX7PDxyCOPhLtbRIDY1WWAfPrpp9FUHfrAbLjhhm7u3LnhIShCJ0Ctk673Tc0EWj+9NaoVrL766tFtNOuvxjVUMz1/P3uxXleW2k4pASJ+bI56Y9HVvJCvZaoulfaK0CNA7OoyQPr+0LNIv+iefvrpcDdaoOlefE8XTZud5kQ2cuTI+AuqXl3VLNkrTa8ri1IDZPjw4fHthw0bFu6uW+PHj4+vziwzJxAgdnUXINPHjXNnNZwAd234sPTq0iXcjRT69OkTf+E02V8a++yzT3wbNTdUo2QziV5PVqUGiMJ6tdVWi26vzgxcOTc66KCDovdEs2hPnTo13N0qAsSu7gLEbb21e7fhg3LbQgu5Lz/4INyLFHQi84v2LLbYT9zzz7c+55CaDf0iXWo+rLYu03q+vtlTr0OvJ6tSA0Suueaa+D5uuummcHfd0fxjfjnmHj16hLtTIUDs6itAVPht+JBE25lnhnuRgQa0/frXi7u11+7g9t33V+7rr1uffFKT2/nmL/Ve+uyzz8JDKpKep+9NpuefdpK+UB4Bot6DfvoU1aPqvffgnnvuGb0XChF1NLAgQOzqJ0C++cY5Lcqj8OjYUSPkwiOQ0ahRt7qddtJKfB3cFVekG0x3wQUXxF9WdWD4+uuvw0Mqip6fnqd/znr+VnkEiNxzzz3x/WgannqlaYf8+3D00UeHu1MjQOzqJ0DOPvvHq48SVttDoRtuONR166axIR3cY49dEe4u6thjj42/sBtttFHFXonoeen5+eeq512KvAJENDeZ7kcLn7300kvh7pqncR9+hoRll102mhDVigCxq48A0cCrhRduDI8ttwz3ogSzZ890ffuuFQVIz54/cx99ND48pAkVf/2oYW1qHqq0moiej2+20qbnW2rROs8AURPiggsuGN2XuhPXW1OWrjj8e5l24ajmECB29REgBx7YGB7zzuvcyy+He1GiDz54pSE8fhqFyOmnr+3mzGm9eVAn4+SViArUd9xxR3hYu9Dz8AVzbXqepYaH5BkgctVVV8X3t//++4e7a9aDDz4Yd9vdYYcdSv63IUDsaj9ANKlaw4ctChDWUyib0aMvi5uyhg3rHu5ulmoKaobxX+Du3bu322BDPa4e3z8XPa9Sah6hvANEunTpEt/nZZddFu6uOZrGZbnlloter5quPvnkk/CQzAgQu9oOEP0y+f3vG8NDC8wY+ogjvYEDd41D5KWX0l9NqFeT7+LrTww6wWYdUWylx9Hj6XH9c9Dzsfa2ak45AkRF/mQPsbRTzFQjTdfeuXPn6LXqCuS+++4LDzEhQOxqO0D0JVV4aMvxlySKmzHjc3fCCb+MAuSoo5Zw06ZNDg9plsZV7LvvvvEXWZsmLNSJNst0IVnofnX/fmJEv+l5WMZ5tKYcASJvv/22W3rppaP71azJliWIK526L2smYv/+nZljN3wCxK52A0TdQ3/xi8bwWH11fQLDI1AGb7012nXv/pMoRM47b4uGX/etT3WS9PDDD8dzZ/lN8xtp8aYsa5G0RPej+/PrefhNj6vHL5dyBYiMGTPGLbzwwtF9L7roojUVIgqPvffeO37vtA59nggQu9oNkJNO+vHqY8SIcC/K6K67Tombsu699/Rwd6t0ZaBZbpO9oPymQXQ6gWguqHHjxrW6Non26zgdr9v5QXjJTY+jxyvXlY5XzgCRhx56KF4FUlcitdCcpX8/P1GiNhXN8/53IkDsajNA/vMf1/ANagyPP/0p3Isy+/77b13//ptEAaKrkXfeeTI8JBXVJrRYk1b88yfGYtsKK6wQzQ219dZbx5v+W38Pj/Wb7k/3q/svd63lo48+ipYD9rPpalNb/pQpU8JDS6YQ8VciqolUc2F92rRpbquttorfsx133LHVHwxZaSli3a9/DC1xjfRqM0D23LMxPOaf37k33wz3og18/vlEd9RRi0chcuKJK7iZM6eFh2SiL7r6+6vXkRYACwMhzabb6fa6nzRrmJdC4zTUgysZGuGmE32/fv2iQXF5UnPWMsssEz+OuvhW2ziRF1980a200krxa1ATVpZVBlujq5iLL744WpbAP8a8885bsYNaK1XtBcjo0T82XR11VLgXbeiFF/4dN2UNGrRnuLskEydOjJYk1kmgV69e7uCDD47CQVcf+l/9t/6u/TpOx5ebmj8UCBtssEGTsNC27rrrNnwkj4p+8epk5f++yiqr5D5DsX5JJ5sAVd+plhHrgwcPjpdQ1nb44YenWjYgLY0jCTtO6Go0rxpbPamtANGHrOFLGoXH0kurY394BNrY9dd3jUPk8ccHh7ur3muvveZOP/1016lTpyaBoU3zaJ1zzjlN2tbHjh3rtthii4Jjt9lmm1xPYurimxwnonEtmjurUq9G9B5tt9128fPVSPs8a0UTJkxwu+yyS8F7rrB/6qmnwkORUm0FyBVX/Hj1MWhQuBftYNasGe6009ZMTHXyWnhI1VHzyimnnNKkt5g2jU9Qs9WFF14YNWO1RlOyr7jiivHtVbfQYMY8m9iGDBkST3uiTbP46nFLHcGdF9U1zjrrrIKrDr23eYWp5sk67rjjCupoWlVSU+OXu/5V62onQKZNa7zqUHh07tx4NYKKMHnyy+7wwxf4YaqTddycOd+Eh1Q8rVypk1CyXT550tfVw8CBA6OCeVY6geoqJnmSV9u8mt/y6nGkMPMTMPpNHQ3UOy3P5qEsZs6c6c4///x4iWBtOsmffPLJ7hvNnl0ihYOme0kOENX9n3DCCdGgRJSudgLkxBN/vPqooT7wteKRRy6Jm7JuvbW0WW3bgk4+Wr63d+/e8TrwyU0nou233z4qyOc16HDy5MnugAMOKHgctdWrzT4vmgo+7MqsNdb79+8fTRPSFtSUpJBIFvq1qUnv9ddfDw83eeKJJ9xvf/vbgvtXgIZNiShN7QRIz56N4WFYahRt4/LLd4kC5NJLdwp3VYTvvpvj3njj4Ybnd6jbbLOfN4REYWioiUUnIbXLl3O+LrXJr7/++gWPrbZ7nXjzoN5Mar7xy+P6TYV9jfbWvjTNb1noxH3FFVfEK1kmt0022SS3kNTzDmc00JVWOQeI1rPaCZDZszWpkhrdwz2oEKqHPPfcMPfVVx+Hu9rNt9/Ocq++OsJdd93B7uijl4wCbp99VFxVM1IHt9BCC0VdSIcPH+5mzJgR3rxsdAWkE3nYvKNmtFLWvkhS05VeV3NdjXVlcuihh7pBgwZFI9vTTlyo40aPHh016WnwZseOHZvct5r9NEBw5MiR4c1N1Bx22mmnReui+8dYcsklo3EweTUDoqnaCRAgJU03P3bsbe7qq7u4I45YJG5a81vPnou6s88+0D3wwB25D1zLSm31arNPFoDVpq+mszwLwFr/pG/fvlGX4vBkn9wWW2yxqA601lprFQzc1H/r79of3ia5aRGoAQMG5DqI8sYbbywYNKreZj179oxG/qO8CBBUhDffHOWGDNnXnXRSx2htEZ3Y+/RZw1166Y5u1KiL3dSppTXfzJr1tXv++Rvd4MF7uV69FmwSGkcfvVTDVcjf3fjx9zX8Yp0d3rzdqQkoLIKrjV9t/XnT2uLqubXffvuZB236TfUjdSXW1dSkSZPChyrJCy+80KRJbNttt426VqNtECBoV3Pnfu+GDTusyQm92JaVRr8/88x1Ue3FL3iV3I47brnosRVemn6lGqgtX236yZOm2vzzrlkkqd7z/PPPR7Uf9RZTx4JiAzf1d+0fOnRoNBo+r6a20McffxytEJkcjKnmtrvuuis8FGWW/VsJ5OjRRy+PTuYaI3LnnSdFqxvOnPlFdMXwySdvRVcEN998hDv11FXDmxY1ffpU9+STV7mLLvqj69Fj/iahoWlVdH8TJjxeMeMgslKbvtr21cbvT6Bq+1cNQLWAWjV79uyot5hmG/ave5FFFnHnnntutA9tjwBBuzrjjE7Rif3FF28Jd6X2xRcfRisinn/+1vFU8snt5JNXdrfffoJ7771nw5tWNbXxq60/uaKjagGqCdQaXV3oKsO/Tl196CpEVyNoP+ULkA4/jMlII82xWn1Ma5uvsopzCy3k3IILNv5//S2nlcnQ9vwAQ8vgwtmzZ7pLLtmhSWBoU/3krrtOdZMnV8f8T6VQm7/a/pPNWqoNqEZQ7fTaktObaNt0001r4rXVglbO2iVIEwpeS8eq6+BWW/14THPb1ltrWbvw1qhwfsbeKVPeCHe1atKksQWhceaZnd29957RcF/5DEarNrX0K73Y1ZUK8ho5j8rRzFk7By2FQqi5YzW18sorN+5bcknnzj5by8lp7VRVSPXzxLlzznFuqaUaj2n48ji67lUVzdKrk/+AAZs25P+74e5WjR59qXv44QtNt61FqgWoJqDagD/xqmag2kE11Anqtb5TrYqctXPSXCgU09yxO+/c+PdOnbQqT7j3R/qFpfmvdOxuu4V7UcHUPfeYY5aOQuSww+Zx/fqt7266qXdUCNccWuqlheyqsaeSephpnEiyuarcPcxQmiJn7Zw0FwrFFDv2ueca/9bwS8qlWctBHzIdq9uMGRPuRQWbNu2DaAxGsfEZ6mqrWsY331TmFOSVTrUC1QySJ2XVFCpprITGnezW8MMv+Rw1xuVxzSyBipbyDG9QLBSaU+xYP7fVsRkm3jvuuMbb9O4d7kEVUFFcYzIefHCAu/rqA6Ouuz5INCX89OnUuKxUO0hOClkJo7W1LsmJJ57YZJS9ZtDNc5Q9yiflGd6gWCg0p9ixfmGoJzOsp61RubrNeuuFe1ClJk4cE/WoUogMHXpIuBsZVMp8URp/o5Hpyy23XPw8FCLHNvxYLNfgQ5RHyjO8gQ+FLFvSEks0/i3LLyQdq9uoqI6a8f77L0YBcuyxy4a7YFBsxlrVHtpixlrNNBwu+bvzzju7t99+OzwUVaByA6ThEjv6W5ZfRnPmNN5Gt0XN0OSHChBNR4L8qMYQrpmhWoRqEnlri7VO0PbKHyBpFDuWKxD8YMyY4VGAaDVD5Ku5VftUm8hj7XTNZnzGGWeUdbVFtJ+UZ3iDYqHQnGLH+hpIltlGqYFUHU0zotqGQkKjxr/44qNoNtwZMz5377//QrR6oR+trll5UR6qPagGkSxoq0ahWoV1zrCbb7657Ou9o32lPMMbFAuF5hQ71vfCOuaYwr+3RD22dBt6YVWNsNtuc5u6+X7/ffus3V1PVItQTSLZ1KSahWoXaY0dOzZanjZ5H1oz/pVXXgkPRZVLeYY3KBYKzSl27DPPNP6NcSA17bPP3mu4cLwyWgtEU5GoUN69+3zReiB9+/7GXX/9PxpOao+FN0OZqTahGkUyBFTDUC2jOVOnTnVdu3YtGLyo9ddvv/328FDUiJRneINiodCc5o7dccfGv6cZia5mKx3LSHQgF6pRqFahmoUPBNUyVNNIrtSoNdbPO++8gtUIF154YdevXz83iyWma1qRs3ZOmguFYpo7tuEXjevYsXGfnwtr/PjGebD8XFjnnuvc0ks3HqO5sGhfBXKlmoVqF6ph+IDQOueqcdx7771utdVWi/8+zzzzuIMOOqjh914LP/hQM4qctXPSXCgU09KxWjt5881/PKa5TbPxKnAAlIVqGKplJJu1ktvGG2/sntMURKgbzZy1c9BSKITSHNvwS8cdcEDj7LxaC0Sb/n+XLs6NGBEeDaBMVNNIrpW++OKLR8vYov60ctYGgKa05rkPkPtY0K1uESAAMhs3blwcIKNHjw53o04QIAAyI0AgBAiAzAgQCAECIDMCBEKAAMiMAIEQIAAyI0AgBAiAzAgQCAECIDMCBEKAAMiMAIEQIAAyI0AgBAiAzAgQCAECIDMCBEKAAMiMAIEQIAAyI0AgBAiAzAgQCAECIDMCBEKAAMiMAIEQIAAyI0AgBAiAzAgQCAECIDMCBEKAAMjsjdfGuVV+3iHann2KAKlXBAiAzCa9M84dtGWHaHvjJQKkXhEgADL7/INx7spuHaLto7cIkHpFgADIjACBECAAMiNAIAQIgMwIEAgBAiAzAgRCgADIjACBECAAMiNAIAQIgMwIEAgBAiAzAgRCgADIjACBECAAMiNAIAQIgMwIEAgBAiAzAgRCgADIjACBECAAMiNAIAQIgMwIEAgBAiAzAgRCgADIjACBECAAMiNAIAQIgMymfz7RXXnYPFGAfPb+i+Fu1AkCBIDJu2Nucm89fU34Z9QRAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECIDU/NiP1jbUB/6lAaQWBkVzG+oD/9IAUiMgkMQnAUBqBAiS+CQASI0AQRKfBACpESBI4pMAIDUCBEl8EgCkFva2KrahfvCvDSC1MCyKbagf/GsDSI2QQBKfBACpESBI4pMAIDUCBEl8EgCkRoAgiU8CgNQIECTxSQCQGgGCJD4JAFIjQJDEJwFAagQIkvgkAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAm/w8VEGmC+ImuewAAAABJRU5ErkJggg==)
PN: 6H01-3-0E
CAS: 1400702-19-3
Molecule Weight: 200.2
Formula: C9H6F2OS
![6-Fluorobenzo[b]thiophene-2-carboxylic acid](data:image/png;base64,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)
PN: 6H21-3-X4
CAS: 142329-23-5
Molecule Weight: 196.2
Formula: C9H5FO2S
![2-(Hydroxymethyl)benzo[b]thiophene](data:image/png;base64,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)
PN: 6H01-1-X4
CAS: 17890-56-1
Molecule Weight: 164.22
Formula: C9H8OS
TSCA: Not listed on TSCA inventory