| Product Number | 6H15-1-Y0 |
| Purity | 97.0 % |
| CAS | 99902-07-5 |
| MDL Number | MFCD04039148 |
| Molecular Formula | C11H8OS |
| Molecular Weight | 188.24 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 6H01-1-03
CAS: 773872-97-2
Molecule Weight: 190.26
Formula: C11H10OS
PN: 6H16-5-05
CAS: 97677-81-1
Molecule Weight: 222.69
Formula: C11H7ClOS
![2-[2-(Bromomethyl)phenyl]thiophene](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACQ9AAAkPQE837naAAACFXpUWHRtb2xTb3VyY2UAAHichZRtj5swDID/ipXPa16BQlV66u40adLdl91N2rcphbSHVMgp0Ld/P4e+0nZUgJzYfhxiOxk/bcslrI2rC1ulRFBOwFSZzYtqkZLfHz8GMXmajDN0QseqTsln03yNGNtsNjT7NKXe2opmtiR7+2hbFx2fjaLWLZjkXLA/b6/vLTMoqrrRVWaQqotR3Spfbaab9i/+swQrtVsXFdu7s9Kt99H+Su5fTrd1Ts57eUbbFFGYF0sDc+tK3cBacoov/wYLUxmnG5PDbIdqRQPc+2T89mKzVWmqBoc+QpHp5XvjVhkqSrs02QqD4eDnS0pKgYBubDl1Tu/Aj7xaC9AStAIdgA5BR6CHoGPQCWjB8UO7QAehMNdL4xf72H2ZlHx38Hz3ecc8SV8doYIQJA2iWIKiMRfJUYRoC0OI0JbIozgoTzYViwBnCcdZQFWEAvE4iQjsML6kIgk5CBpIFIeZokOFIqAhP8+6ngNOhfAS20dyCQP8wziIz3Kvx2SxU7Ym45mt8oshFHlKZoK0afxl5rU8ZJKAdblxuH0fwLteArIL+Lz3A6oL+CqdgOk9IOgCvqb9QNgFfAf0A1EX8P3SDwy7gO+ufiC+2fQDIOkCvnn70yp4l2h7vX8NcV3s9mw8YK7qvT9LD5irkh/PXi8T3G7nLsIu2pgdLwgc3lwe7OJmYXifTv4Bl3OdMlIdTSAAAEmXSURBVHhe7d0J3FXT4v9xY0RIZYhMGTKH5LquoUzV5ZcrhSKRoaJCEQpFVxqVq8tVqMTthkwppa4hpUwRKioUlSaaZ1n/vuf3P8/v7LXPeYZ99tln730+79drvdz7tPY++6z9POt7zt5rrb2DAQDAgx3sHwAAUBoECADAEwIEAOAJAQIA8IQAAQB4QoAAADwhQAAAnhAgAABPCBAAgCcECADAEwIEAOAJAQIA8IQAAQB4QoAAADwhQAAAnhAgAABPCBAAgCcECADAEwIEAOAJAQIA8IQAAQB4QoAAADwhQAAAnhAgAABPCBAAgCcECADAEwIEAOAJAQIA8IQAAQB4QoAAADwhQAAAnhAgAABPCBAAgCcECADAEwIEAOAJAQIA8IQAAQB4QoAAADwhQAAAnhAgAABPCBAAgCcECADAEwIEAOAJAQIA8IQAAQB4QoAAADwhQAAAnhAgAABPCBAAgCcECADAEwIEAOAJAQIA8IQAAQB4QoAAADwhQAAAnhAgAABPCBAAgCcECADAEwIEAOAJAQIA8IQAAQB4QoAAADwhQAAAnhAgAABPCBAAgCcECADAEwIEAOAJAQIA8IQAAQB4QoAAADwhQAAAnhAgAABPCBAAgCcECADAEwIEAOAJAQIA8IQAAQB4QoAAADwhQAAAnhAgAABPCBAAgCcECADAEwIEAOAJAQIA8IQAAQB4QoAAADwhQAAAnhAgAABPCBAAgCcECADAEwIEAOAJAQIgMFu3bjUtW7Y0VapUMX/729/Mxo0b7SqIEAIEQCAmTJhgjjzySLPDDjsUlQMOOMCMHDnSroqIIEAA5NTcuXNNw4YNHcFhl3PPPdd88cUX9qYIOQIEQE6sXr3adOrUyZQrV84VGOnKzjvvbG6++WazbNkye1cIKQIEgK+2bdtmnn322cTlKTskVA455JBEsBx77LGuf1OpWLGi6devn9myZYu9a4QMAQLAN5MnTza1atVyhYJK+fLlTdeuXc369esTdRUQ/fv3TwSGXVflmGOOMWPGjLFeAWFCgADI2k8//WSaNm3qCoFkufrqq82CBQvszRKWL19uWrVqlbiEZW+nUr9+ffPtt9/amyEECBAAnm3YsMF069bN7LHHHq6OX+W0004zH374ob1ZWl9++aWpU6eOax8qu+66q7njjjvMypUr7c2QRwQIAE9GjBhhDj30UFdnr7L//vubZ555JnE/pKxefvllc8QRR7j2qaL5I//617/M77//bm+GPCBAAJTJ559/bs4++2xX566iEVd33313YgRWNjZt2mT+/ve/mwoVKrheQ6VmzZrmvffeszdDwAgQAKWydOlSc+ONN5qddtrJ1aGrXHrppWbOnDn2ZllZuHChad68udlxxx1dr6fSuHFj8+OPP9qbISAECIBibd682fTu3dvss88+rg5c5bjjjjPjx4+3N/PV1KlTzZ/+9CfXa6vsvvvupkuXLmbdunX2ZsgxAgRARm+++aY5+uijXZ22yr777msef/zxxPpWQfjjjz/MsGHDzEEHHeQ6FpWDDz7YPP/88/ZmyCECBIDLrFmzzEUXXeTqpFV22WUX06ZNG7NixQp7s0CsXbvWdO7c2ey2226uY1M588wzzbRp0+zNkAMECIAiv/32m2nfvn1i2KzdMaucf/755quvvrI3y4sffvjBNGrUyHWMKrpnct1115lFixbZm8FHBAiAxLDYJ5980lSuXNnVGatUr17dvPrqq/ZmofDuu++ak08+2XXMKhrFpdFcGtUF/xEgQIH773//a0466SRX56uy1157mR49eiRupIeZAvCpp55KzBOx34OK5pWMGjXK3gxZIkCAAvX999+byy+/3NXZqugSUIsWLczixYvtzUJNl+Buv/32jJfg6tata2bMmGFvBo8IEKDA6Cb0fffdl/Em9J///Gfz8ccf25tFyuzZs029evVc701Fa261bt06b4MA4oQAAQqEhsEOHTrUVK1a1dWpqmgY7PDhw+3NIu2tt95KrOprv1cVDUMeMGBAYMOQ44gAAQrARx99ZM444wxXJ6qiiXj3339/bCfiadn4vn37ZpwIqeeSjBs3zt4MpUCAADGmpUCuvfbajEuBNGnSpGCWAtGTDm+66aaMy8Zfcskl5rvvvrM3QzEIECCGNm7caB5++GGz5557ujpKlVNOOcW8//779mYFYfr06eacc85xtYmKFoPs2LGjWbVqlb0Z0iBAgJh56aWXzOGHH+7qHFX2228/M2jQIE/LrMfNf/7zH3PYYYe52khFy9EPHjyYdioBAQLExBdffGHOO+88V2eoomGtHTp04IFMFj0Q66GHHsr4QKxTTz3VfPDBB/Zm+P8IECDi9EjYm2++OeO1/QYNGvBI2BL8/PPP5pprrnG1XbJcddVVZv78+fZmBY8AASJKo4v69etnKlas6OrwVGrUqGHGjh1rb4ZiTJkyxZx++umutlQpX768efDBB8369evtzQoWAQJE0JgxYxIBYXdyKgqUxx57LBEwKDvNl3nuuefMgQce6GpblWrVqpkXXnjB3qwgESBAhOhSlC5J2Z2aii5h3XLLLYlLWsjemjVrzD333JMYmWW3tcpZZ51lPv30U3uzgkKAABGgm9933nlnxjWe6tSpY7788kt7M/hg3rx55rLLLnO1uYoe73vDDTeYX375xd6sIBAgQIhpldmnn3464yqzGq778ssv25uFhp7HoYmKX3/9tXnvvfcSRU8N1JIq+m/yZ/p31Qvz8zsmTpxoTjjhBNc5UNGqxY8++mjoVy32GwEChJQ61po1a7o6KxVNEOzevXtiwmC+qdPU5DzNq+jWrVtixJKGv2aaxFhS0XbaXvvR/rRf7T8MnbPWzRo4cKCpVKmS67hVjjzySPP666/bm8UWAQKEjD6JN27c2NU5qWhJkubNmyeWKMkXTa7Tar09e/Y0F198ccY5FH4XvY5eT6+r18/nJL9ff/3VtG3bNvF4X/s4VS644ALzzTff2JvFDgEChIQWM9Sihlrc0O6QVLQY4tSpU+3NAqGhq8OGDUvcC9h7771dx5aPouPQ8ei48jW0dubMmebCCy90HZuKwuW2225LhE1cESBACOh+gJZTtzshlYMOOihxz0DDS4OkT/gTJkxIPFu8rJejNCJMq9w2bNjQXH/99Ymiy1Eqjz/+eOL96L/JnyXrqL62yzQpMlPR8ek4dbz5+GbyxhtvmKOOOsp1XCq63PXEE0/Ectl4AgTII12KOfPMM12djooe+NS5c+fEA6CCtGTJksTrar6DfUzpiuZLNGvWzPTu3Ttx/X/WrFmJm//Z0Pbaj/an/Wr/meZl2EXHrePX+wiS7tHo8lqmb2jHH398IuDihAAB8kCPitUjYzMts96oUaPEI2eD9NNPP5l27dplvISWLHoQk45PN5PVyQdJr6fX1evrOOxjSy16H3o/el9BUnBpaK+G+NrHpKJvWXPnzrU3iyQCBAjQpk2bzCOPPGIqVKjg6lhUTjrpJPPuu+/am+WUOjM9JyPThDkV3cDWWlHjx4/PyyWidHQcOh4dV3E38vW+9P6C7rQ1yfAvf/mL63iSx9SpUyezevVqe7NIIUCAgIwaNcpUr17d1ZmoVK5c2Tz55JNZX/opCz3zoriRRPp2VLduXTNkyJDAL6OVlY5Px6njzfStTu9T7zfoZ328+OKL5pBDDnEdj8oBBxyQWDYlLKFcVgQIkGNfffVVomOzOw8VzSxv3769+e233+zNckrPPlfnZR9PsqPVUww1wiiKdNw6/kzBqPcd9LPfNUqsa9euiQUZ7eNRqVWrlpk8ebK9WegRIECOrFixwrRu3TrjiCLNacjHPQQte2Ifi4ouq2hZeC3dEQd6H3o/mS7NqR2Cbv8FCxaYq6++2nUsyaLBAkHfs8kGAQL4TMM1BwwYkPEm79FHH21Gjx5tb5ZTGgLco0ePtGtp6ZJPy5YtE8/EiCO9L72/dJe21B5ql6CHSE+aNMmcdtppruNR0f0cDW3Ww67CjgABfDRu3Dhz3HHHuToFlX322cf06dMn8GXWly1bZurVq+c6HhUtlaJnYBQCvc9MS8OofdROQdJ9j2eeeSbx+Fz7eFQOPfRQM2LECHuzUCFAAB/MmTPHXHrppa5OQEXDOW+88UazdOlSe7Oc0+NY001Q1FyF/v37B3rTPgz0fvW+083VUDvl4/G1Gol11113ZbzUds4555jPP//c3iwUCBAgCxrRE9Y/fg0XTncjWZ+2w7zqbRD0/tN9K1N7qd3yIawfQopDgAAe6Jp5hw4dMj5O9rDDDkusIpsPugejZUHsY0p2jlEdMuo3tUOmkFX75WvpEc1tyXQZVPOHdD9H84nCgAABPNDChvYft4pugD700EN5uwGq1033KTZfl2eiINNlPrVjvs6jwktrhWUaiKEPKGFAgAAepBvNlO8hmJpLkm7m80UXXRT4DeKoUfuoney2U3sGPUcnlYaCt2nTJu23pDAIx1EAEZO6FIkWPcz3JDBd00/3tDxNqMvXpZioUTupvew2VLvm+56RJqPal0uDHnqcDgECeJB6yUOPlc0nfUJOFx66RxOGTiZKkve27LZU++bzm4icffbZBAgQB2EJEF2jty9bacKclkCHd2o/e+Kh2jlf90SEAAFiIgwBoksu9g1zdXqDBw+2q8IDtaMdImrvfF0SJECAmAhDgKQbqturVy+7GrKg9rTbWO2eDwQIEBP5DhDNX7A7Nl27h//S3RPJx2RDAgSIiXwGiOYt2Cv8Nm/ePBQdShypXdW+qe2t9g96Xg0BAsREvgJE8xXsSW+avxD0Ao2FRu1rzxPReQhyfg0BAsREPgJEHUb9+vXz2okVsnThrfMRVEdOgAAxkY8A0XMrUjsQzU7WcyUQHLW3PStc5yUIBAgQE0EHiB7Taq/4m48buXAPYNB5CeLxvwQIEBNBB4j9GFotRc6quvmhdreXgtf5yTUCBIiJIANk+PDhjo5DD0NavHixXQ0BUvvbD6XSecolAgSIiaACRA+sOvDAAx0dh56oh/zTeUg9LzpPOl+5QoAAMRFUgLRt29bRaeiZ3oX2GNqw0nmwn7Gu85UrBAgQE0EEyNy5cx0jfvRY0ylTptjVkEc6HzovyXOk86XzlgsECBATQQTITTfd5Ogw9ChThI/OS+p50nnLBQIEiIlcB4iebJg6bFf/O59PO0RmQZ0rAgSIiVwHSLt27RydRa4+1cIf9rdFnT+/ESBATOQyQJYsWWLKly9ftH9dV583b55dDSGi85N6v0rnT+fRTwQIEBO5DJDOnTs7Ogo9pxvhZz9PXefRTwQIEBO5ChDNcq5WrVrRvjXCJ4hlMpA9nafUEVk6j36uFkCAADGRqwCZMGGCo5OoW7euXQUhpvOVev50Pv1CgAAxkasAsR9cNGTIELsKQkznK/X86Xz6hQABYiIXAbJ27VpToUKFov3uueeeZs2aNXY1hJjOl85b8hzqfOq8+oEAAWIiFwEybNgwRwdxzTXX2FUQATpvqedR59UPBAgQE7kIkIYNGzo6iPHjx9tVEAE6b6nnUefVDwQIEBN+B4gW5qtYsWLRPitVqsSiiRGl86bzlzyXOq9+nEsCBIgJvwPkk08+cXQOjRo1sqsgQnT+Us+nzm+2CBAgJvwOkJ49ezo6h4EDB9pVECE6f6nnU+c3WwQIEBN+B8jFF1/s6ByYPBhtOn+p51PnN1sECBATfgbI5s2bHUM/q1ataldBBOk8Js+pzq/OczYIECAm/AyQ6dOnOzqGZs2a2VUQQTqPqedV5zkbBAgQE34GyIgRIxwdQ69evewqiCCdx9TzqvOcDQIEiAk/A6Rbt26OjuH111+3qyCCdB5Tz6vOczYIECAm/AyQpk2bOjqG2bNn21UQQTqPqedV5zkbBAgQE34GyGmnnVa0r1133dVs2bLFroII0nnU+UyeW53nbBAgQEz4FSDqBFIXUKxRo4ZdBRGm85k8tzrP2XT6BAgQE34FyPLlyx2dwiWXXGJXQYTpfKaeX51vrwgQICb8CpAffvjB0Snw+Np4sR9zq/PtFQECxIRfATJjxgxHp9CmTRu7CiJM5zP1/Op8e0WAADHhV4BMnjzZ0Sl06tTJroII0/lMPb86314RIEBM+BUgb7/9tqNT6N69u10FEabzmXp+db69IkCAmPArQF566SVHpzBgwAC7CiJM5zP1/Op8e0WAADHhV4AMHTrU0SkMGjTIroII0/lMPb86314RIEBM+BUgfAOJN76BAHDxK0C4BxJv3AMB4OJXgDAKK94YhQXAxa8AYR5IvDEPBICLXwHCTPR4YyY6ABe/AoS1sOKNtbAAuPgVIKzGG2+sxgvAxa8AEZ4HEk88DwRAWn4GCE8kjCeeSAggLT8DhGeixxPPRAeQlp8BMmLECEfH0KtXL7sKIkjnMfW86jxngwABYsLPAJk+fbqjY2jWrJldBRGk85h6XnWes0GAADHhZ4Bs3rzZ7LnnnkX7q1q1ql0FEaTzmDynOr86z9kgQICY8DNA5OKLL3Z0DjNnzrSrIEJ0/lLPp85vtggQICb8DpCePXs6OoeBAwfaVRAhOn+p51PnN1sECBATfgfIJ5984ugcGjVqZFdBhOj8pZ5Pnd9sESBATPgdIL///rupWLFi0T4rVaqU+BmiR+dN5y95LnVe/TiXBAgQE34HiDRs2NDRQYwfP96uggjQeUs9jzqvfiBAgJjIRYAMGzbM0UFcc801dhVEgM5b6nnUefUDAQLERC4CZO3atY6FFTX0c82aNXY1hJjOV+qQbJ1PnVc/ECBATOQiQKR58+aOTmLIkCF2FYSYzlfq+dP59AsBAsRErgJkwoQJjk6ibt26dhWEmM5X6vnT+fQLAQLERK4CZNu2baZatWpF+95pp52YVBgROk86X8lzp/Oo8+kXAgSIiVwFiHTu3NnRUfCY22iwH1+r8+gnAgSIiVwGyJIlS0z58uWL9r/LLruYefPm2dUQIjo/Ok/Jc6bzp/PoJwIEiIlcBoi0a9fO0VncdNNNdhWEiM5P6vnS+fMbAQLERK4D5KeffjLlypUreg39b/0M4RPUuSJAgJjIdYCI/am2ZcuWdhWEgM5L6nnK1bdFAgSIiSACZO7cuY7r6hrhM2XKFLsa8kjnI3Xklc6XzlsuECBATAQRINK2bVtHp1GzZk1fFuZD9nQedD5Sz4/OV64QIEBMBBUgq1atMgceeKCj4+jfv79dDXmg85B6XnSedL5yhQABYiKoAJHhw4c7Oo69997bLF682K6GAKn9dR5Sz4vOUy4RIMW4pVatEkvr2rXNHXXrmgevuMIMuvdeM/mNN8zGdevsXQE5F2SASJ06dRydR7169Xyd5YzSU7ur/VPPh85PrhEgxbDDorTlju0n7oNXXrF3B+RU0AGiZTJSh4qqPPLII3Y1BEDtnnoedF6CWG6GACmGHQxlLa/985/2LoGcCTpApEePHo4ORCN+Jk2aZFdDDqm9U0fGqei8BIEAKYYdCOls3bLF/PrLL2ba2LHm4aZNHfVbnX66mTN9ur0JkBP5CBB1GPXr13d0IjqOZcuW2VWRA2rn1POuovMRVEdOgBSjNAGSauvmzab3jTc6thl03312NSAn8hEgkq4Tu+iii8yW7R+ukDtqX7VzPsObAClGWQNE5nz+uWObexo0sKsAOZGvAJEPPvjA7Lzzzo7ORA8uCkOHEkdqV/tBX2p/nYcgESDF8BIgmzdudGxz65ln2lUcMr3GpvXrzfsvv2z63HST6bQ9hFrVrp0Y8QVkks8AEftGrkqHDh3savCB2tVu63wMYCBAipGpcy+OHSAakVWcdK8xf+bMRGjY/6YQATLJd4DI9ddf7+rYevXqZVdDFtSedhur3fOBACmG3YGXhm6ap27T5+ab7SoO9musWLQoMa/E/nlZjgGFKQwBsnXrVnPppZc6OpUdd9zRDB482K4KD9SOas/U9lV7q93zgQApRlk7b43I6rs9MFK3mfz663Y1B/s1Hm/bNvHfbldeaT4ZN86sXrHC/MHkLJRCGAJENmzYYP7yl7+4QqR37952VZSB2s8OD7Wz2jtfCJBi2J17Or9vT/7flixJdPbdmzVz1B9w220ldv72a6j8o127RBgBZRGWAJHffvvNnHDCCY7ORUXX7sPQyUSJ2ivdPQ+1r9o5nwiQYtgde2nL7eedZ14bODAxrLck9rZ3nn++WZfDxc8QX/vvv3/RH/JBBx1k/3PgFi1alDZE9JzufF1yiRq1k/1c82R4qH3z7U9/+hMBkonduZemdG3SxHwyfnyp1wSyt39lwAC7ClCstWvXmi5durg6mQcffNCsX7/erh4ofUK2L2epaP5CkPMVokjtY8/zUFF75vubh+ag9OvXzzUDngBJYXfuZSmd/+d/zKxp0+xdutjbzf7kE7sKkNHzzz/vmsSXWqpVq2ZeeOEFe7NA6Rq9fWNdRccd9LyFqFC7pDuvasd83vOQMWPGmBo1ariOTfdnwiC0AZKO7nFs2P4JcP6sWWbMM8+YO1NGUGnexsdvv21v4mC/xupff7WrAC7Ttn84OfPMM11/xJnKWWedZT799FN7N4HRpZh0Q3z1CVbzF0r7jT3u1A5qD/uTvYraL5+X/r799lvToEED13ElS5MmTexN8iJSAWJbuXSpueevfy3a5rbtf7jLFy60qxWxX6M0901QuHTd+7rrrnONxkmWiy++2FxwwQWun6voMafqhH755Rd7t4HJ1DlqKfIwXNPPJ71/e0l2lWTI5svKlSvNnXfeaXbddVfXsamcd955iQ80YRHpAJGPRo92bPfvYiZSeX0NFJZNmzaZv//976ZChQquP2CVk08+2bz77rtF9SdOnJj2BrbKXnvtZR599FGzOU8fVjJdntHDkPREvUJ7PK7er963/TAolXxe5tNxPf3006ZKlSqu41LRSL+XX37Z3izvIh8gmruRut0Dl19uVyni9TVQOF555RVzxBFHuP6AVfTH/dRTT6XtdHW5Y+DAgaZSpUqu7VSOPPJI83oJ85RyRTeI033aVtEzvadMmWJvEkt6n/YzzJNF7ZOvgQbvvfdexuPac889Tffu3c3GjRvtzUIh8gGiuSGp29325z/bVYp4fQ3E34wZM0zdunVdf8Aqupxw++23Jy4vlOTXX381bdu2TXvpSEWXvL755ht7s5zTiB09tyLdpRFdomvZsqX5+eef7c1iQe9L7y/dpUi1h9olHyOafvzxR9O4cWPXMSXPiRZwXFjMJfkwiHyArFq+3LFd+3PPtasU8foaiK8V27/Btm7d2rW6bbLok+ns2bPtzUqkJ9RdeOGFrv2pKFxuu+22RNgEbdasWa7H4yaLnqx38803m3nz5tmbRZLeh96P/STHZFE7qD2Ctm7dOnP//feb3Xff3XVMKmeccYaZOnWqvVkoRT5AprzxhmO7h6++2q5SxOtrIH50yWnAgAFm3333df0BqxxzzDHmrbfesjcrsze2/34eddRRrv2r6HLXE088kZfRPsOHDzcHHHCA65hUFHCaUBfEY1pzQcet48/0LVDvW+8/H4obCq4JqUOHDs3LtyGvIh0gWtbEXkm3uEfbenkNxM+4cePMscce6/oDVtlnn31M3759fX1Ak26ga1XXdDduVY4//ngzYcIEe7OcW7VqVbGX23QZRZf1hgwZkphAGWY6Ph2njjfdpSoVvU+9X73voH388ccZh4LvtttupnPnzqFv43QiFSBK5o3r1yfmgbw1eLBrJV39/zXFXBYozWsgvr777jtzySWXuP6AVXQJ66abbsrpjdQl2z/w3HDDDYkhvvbrqzRs2NDMnTvX3izn9Jp675ku9ajsscce5pprrjHjy7DyQ67pOHQ8Oi4dn33MyaL3pfeXj7ZdvHixadGiRcZQa9Sokfn+++/tzSIjtAFS1qI5IN989JG9Wwd7GxQGfeLs2LFjxg7y3HPPNdOnT7c3yxlNMky35Eiys+vUqZNZvXq1vVnO/fTTT6Zdu3YZr80niy77qePTqLOg7yHo9fS6ev1Mlx+TRe9D70fvK2gaCq75JJmGgp900kmOoeBRFYsA6XHddWZBKW502tsh3vQJVc902G+//Vx/wCqHHXaY+c9//mNvFpgXX3zRHHLIIa7jUtF1+ueeey4vn/b1TUmXVLQ0i31c6cqBBx5omjVrllgCXUOV1cmnG+pcFtpe+9H+tF/tX69jv3a6ouPW8et95MOoUaNM9erVXcelUrly5YxDwaMocgHSdvsnt0716yeeBfJy//7m+xkz7F1lZO+rtHSv5bkHHjBDunY1iyL8dbOQaELYqaee6voDVtHY+oceeijv6xyJFmDsuv33qnz58q7jVKm1/fd08uTJ9maBUHjp3oxm46vN7GMrruiSoO4z6bKcZuSrdOvWLVEef/zxxM1i/Tf5s2Qd1dd2mUbFZSo6Ph2njjcfoStfffVVsUPB27dvn/eFGf0WmgAJs8fatCkKndZnnGFG9Opl1uXhEgNKNn/+fHPllVe6/oCTRdfLwzjfYcGCBebqq692HW+y6BN4Pi7FJCnohg0bZi677LKMgwGCLjoOHY+OK58rIZc0FFxL3gR9qS8oBEgpaGiw/e1FCzm+N3Kk2RaTr6JRpw5ES6pn+iR/+umnR2LG9aRJk8xpp53mOn4V3SjWp/V8f3PSJ3yNKurZs2eicyzuBrafRa+j19Pr6vXz9U0jqaSh4EcffbQZPXq0vVmsECCl8PX2jkcTFO0QUenWpImZtf2XGfmjJdQzXa/XdXMN74zS2Hp1jM8884zjoVWp5dBDDzUjRoywN8sbDVPWIATdT1LAXXXVVYnLh2W97JUs2k7baz/an/ar/edrPbF0NBT8uOOOcx27ioaC9+nTx9eh4GFFgJSS1twa+tBDplXt2q4QUflnhw5mWQgvjcTZJ598klg63f4DVtHY+nvvvdesWbPG3iwyNBLrrrvuyjh67JxzzjGff/65vVmoaNVbLdnx9ddfJ9Z8UtFkOt0D0X+TP9O/q17YVwmeM2dO2uetqGh49o033miWLl1qbxZbBEgZzZ850/S64QZXgKjceuaZZtQ//pGYq4Lc0RLpuuGaaT6FrovHZTkOodPKPw0FLynMgxwKHhYEiEd6eFXqs0hSy10XX5xYYiVKl02iQJcwtDS6lki3/4BVtKS6llaPK02aK+mySZgu88RBSZcT8z0UPN8IkCxs3rjRvPmvfyUmMdohovJI8+Zm3pdf2pvBg9deey2xJLr9B6yiNaU0uSwfa0oFTe9Rw18L+cZtUDSgIdNQcN3QD8tQ8HwiQHywYvFiM+i++1wBkizPdOmSmEuCstPS55me+pdc2ygfq9rmm4aOtmnTJuM6VnEeOpprGgquG/h2myZLvodUhwkB4qM506eb7tt/uewAUdEEyNGDBpktmzbZmyENhYKWPM/UQWqp9KiuFusnTV47//zzXe2jEtfJa7lSmqHg+ZrUGVYEiM/+2LbNfPjaa6bjRRe5QkTlvksvNZ+OH29vhv9Pl2i0xHmmJ/tpaXQtkQ6nV199tdjlM5588snYLJ+RC8UtK6Oh4FpWhnuabgRIjmxYu9a8MmBAYmSWHSIqfW66yfz07bf2ZgVNy1BoaXP7D1hFs461JDo3iTNLLuCXaZCBFvD773//a29W0Epa2PKee+6J9FDwXCNAcmzpggXmidtvdwWIiuaUPN+9e7FL0BcCLbOtNZDsP2AVDVPVEuj5WhgvikpaQvzyyy+P9BLiftBQ8OKW1o/bUPBcIUACoqXmH7ziCleIqNx+3nlm/PPPJ57vXkg0UU5Ll2caW69Php999pm9GUpJy338+c9/drWriiZa3nfffZF8iFE29A1WS6FkWs9LQ8Hz8XCvqCJAAqR1syb++9+uB2Ely/3bPxnOmDTJ3ix2NLb+2WefzfhIVV2L1jVp+EOPb830GNWqVatG7jGqXmlp+DA+XjjKCJA8WLdqlXmhRw/TOsOyKANuu8388uOP9maxoFEsWqLc/gNW0egXLW2ez5VV42rdunXm/vvvz/iwqDPOOMN8VMID2aJKQ8E1as9+zyoa5afRfoU4FNwPBEgeLZw71/Rr1coVICpt/vQnM7xXL7M2D89vzgWNm2/atKnrDzhZtJS5ljRHbmm9qSZNmrjaX0X3TK699lqzcOFCe7NIKs1QcIULvCNAQmD6f/9rOjds6AqRhjVqmItPPNG88NxzkR2CqZm6WlE105LfWrpcM34RrPfff9/UrFnTdT5UtBpu9+7dzcaNG+3NIqE0Q8F1OQvZI0BCYuvmzWbss8+adueckwiPq7cHR93DDzfH7befqVS+fCSfoawlx7X0uP0HrKK1hbTGUL6f6VDI9KHk6aefzvjI38O3//699NJL9mahphvguhFuvxcV3TjXDXSGgvuHAAmZlcuWmWceeMBccswxptZBB5lq23/pd0kZatioUSPzww8/2JuFipYY1+qk9h+wikZcaVVTjcBCOKxcudLceeediZnr9vlSOe+888yXIV/TTUNuNfTWPnaV5FBwDd2FvwiQkJr5xRfmynr1zN677eb6g9AQzM6dO4duCKaWFNfS4pnG1mtJci1NjnD69ttvTYMGDVznTUWPa7355pvN8uXL7c3ySpP8NNmvuKHgmiyI3CBAQk4P3ck0BPOg7d9Q9DzofA/B1CWB3r17J5YUt49RRUuQaylyRMPYsWNNjRo1XOdRpWLFiuaxxx7L+9P29Duv5UW0zIh9jCoMBQ8GARIBpRmCOXXqVHuzQLz55puJJcTtY1LRkuNaepyx9dGjgFBQKDDs86qigFHQ5IOGgmthQ/uYVDQUXAsiMhQ8GARIhGgIZuPGjV1/NCoagtm8efPAhmBqqXAtGW4fh4qGTWqpcS05jmjTJatbbrklcQnLPs8quuSlS19B0FBwLaVuH0OyaAl2LcWO4BAgEaRnSGcaglmhQoXEEEwtrJcLWhpcS4RnuuGqpcW1xDjiRTfRdTPdPt8q+l3QTXjdjM8FDQXXw5syDQXXQ58YCp4fBEhEJYdgVqlSxfUHpaIhmC+//LK9mWd6PS0JrqXB7ddS0VLiWlIc8aZhvfrdss+/in4X9Tvp55wlPS5Wj421X0uFoeD5R4BEXElDMOvUqZP1EEwtAa55KPa+VbR0eI8ePRhbX0A0wVDfcjXh0P59UNG3Y01UzMb06dNLHAq+KiarNEQZARITug5dv3591x+biq5f6zp2WYdgaslvLf1t709F91y0ZLiWDkdh0v02LX2Sadl43a/TfbuyYCh4tBAgMTNmzJish2BqfomW+tZ8E3sfKloiXEuFA6IRgBoJaP+eqGjkoEYQaiRhcfQ72adPn2KHgo8bN87eDHlGgMSQ/hj79etX5iGYGluvpb21xLe9jYrmo2hpcMBWmt8dzWlKZ/To0cUOBR8wYABDwUOKAImxZcuWJWYPZxqC+de//tV89913ibpayjvbT5GAvr1qlYRM317PPPPMom+vxQ0F1+9s69atGQoecgRIAfjiiy8yDsHUnA1dHsh0HVtLf5f1Ojag+2dat83+fVLR75pGVmUa+FG3bl2GgkcEAVJAihuCaZdTTjkl65E0gFaQzjSCzy4aCj5q1Ch7FwgxAqTAaAjmww8/nHEIppb2HjRokK9j+VHYSppDpMmvjzzySM4mvyJ3CJACpSGYGhKZ+oes5UdyNZsY0CoGF1xwgeN3Tt9OGAoeXQRIgRs5cmRiLD+XqxAErY6QGiAaYYXoIkAABIYAiRcCBEBgCJB4IUAABIYAiRcCBEBgCJB4IUAABIYAiRcCBEBgCJB4IUAABIYAiRcCBEBgCJB4IUAABIYAiRcCBEBgCJB4IUAABIYAiRcCBEBgCJB4IUAABIYAiRcCBEBgCJB4IUAABIYAiRcCBEBgCJB4IUAABIYAiRcCBEBgCJB4IUAABIYAiRcCBEBgCJB4IUAABIYAiRcCBEBgCJB4IUAABIYAiRcCBEBgCJB4IUAABIYAiRcCBEBgCJB4IUAABIYAiRcCBEBgCJB4IUAABIYAiRcCBEBgCJB4IUAABIYAiRcCBEBgCJB4IUAABIYAiRcCBEBgCJB4IUAABIYAiRcCBEBgCJB4IUAABIYAiRcCBEBgCJB4IUAABIYAiRcCBEBgCJB4IUAABIYAiRcCBEBgCJB4IUAABIYAiRcCBEBgCJB4IUAABIYAiRcCBEBgCJB4IUAABIYAiRcCBEBgCJB4IUAABIYAiRcCBEBgCJB4IUAABIYAiRcCBEBgCJB4IUAABIYAiRcCBEBgCJB4IUAABIYAiRcCBEBgCJB4IUAABIYAiRcCBEBgCJB4IUAABIYAiRcCBEBgCJB4IUAABIYAiRcCBEBgCJB4IUAABIYAiRcCBEBgCJB4IUAABIYAiRcCBEBgCJB4IUAABIYAiRcCBEBgCJB4IUAABIYAiRcCBEBgCJB4IUAABIYAiRcCBEBgCJB4IUAABIYAiRcCBEBgCJB4IUAABIYAiRcCBEBgCJB4IUAABIYAiRcCBEBgCJB4IUAABIYAiRcCBEBgCJB4IUAABIYAiRcCBEBgCJB4IUAABIYAiRcCBEBgCJB4IUAABIYAiRcCBEBgCJB4IUAABIYAiRcCBEAgtmzZYi666CJHgJxwwglm3bp1dlVEBAECIOfmzZtnateu7QiPZKlRo4aZPn26vQkigAABkFPDhw83e+21lys4Uku5cuVM//797U0RcgQIgJxYs2aNad68uSssVA477DDXz1T++te/mmXLltm7QkgRIAB89+mnn5qjjjrKFRB77rmnGTx4cKLO66+/bipVquSqU7VqVTNhwgRrjwgjAgSAb/744w/Tt29fs+uuu7qCoWbNmmbWrFmO+j///LM577zzXHV32mknc88995itW7c66iNcCBAAvliyZImpV6+eKwxU2rdvbzZt2mRvkvD777+bhx56yOyyyy6u7c444wzz/fff25sgJAgQAFkbN26cOeCAA1wBUKVKFTN69Gi7elqTJ09Oe29k7733Ni+++KJdHSFAgADwTHM7OnbsaHbccUdXx3/++eebRYsW2ZsUa+XKleaKK65w7UulRYsWZu3atfYmyCMCBIAnc+bMMbVq1XJ19LoU1aNHD7Nt2zZ7k1J7+umnzR577OHa99FHH20+++wzuzryhAABUGbDhg1LO7fj8MMPN1OnTrWrezJz5kxz8sknu15Dc0b69euXuGGP/CJAAJSa5nZcc801rk5d5aqrrjKrVq2yN8nKxo0bTdu2bV2vpVK/fn2zdOlSexMEiAABUCqffPKJOfLII10dueZ2PPvss3Z1X73xxhumcuXKrtc+8MADzfjx4+3qCAgBAqBYulTUq1evtHM7Tj31VPPtt9/am+TEwoULTZ06dVzHoDkjd999d+KGPoJFgADI6JdffnGtoKuiUVd33HGH2bx5s71JTunGfPfu3dPOGdFijVq0EcEhQACkNXbsWLP//vu7Our99tvPjBkzxq4eqI8++ihxw94+Nt3Y1+KNCAYBAsBB3yruvPPOtHM7LrjgArN48WJ7k7zQDfsmTZq4jlFFizjqhj9yiwABUOS7774zp512mqtD1v2Pnj17ZjW3I1e0OKNu5NvHrMUctagjcocAAZAwZMgQU6FCBVdHXL16dfPxxx/b1UNl9uzZ5pRTTnEdu4KvT58+zBnJEQIEKHCrV682TZs2dXW+Kvq5/j0KtFijFm2034OKFnnUYo/wFwECFLDp06eZY445wtXh6pvI0KFD7eqRoMUbtYij/Z602OPbb79tV0cWCBCgAP3xxzYzfPij5sQTd93e2WpY7v91tLoHonshUaZFHLWYox0iGhjQoUMH5oz4hAABCsyqVYtNz54XmAYN9LwN3ePYweyzz/92rhp9FfTcjlzRDX8t6phuzogWgdRikMgOAQIUkK++est07LifueUWrV21g7nwwh3MKaeo7G/Gjx9rV48FLe54xBHuy3SaM6JFIeEdAQIUgK1bN5uRI283rVrtmAiPZGnUaAfTocNFZvnyX+xNYkUDAa6++mpXiKhocUjmjHhDgAAxt2TJt6Z791MdwaHSps2uZuzY3gU1xFWLPqabM6JFIrVYJMqGAAFibPLkZ027dnu6wqNLlyPNjz8WZoepxR+1CKQdIpozokUjCylQs0WAADG0YcMqM2jQVa7gUHn22WvMxo2FfclGAwW0GGS65Vq0eKQWkUTJCBAgZr7/fqq5777DXcHRvv1eZupUbhqn0qKQWhzSDhEtIqnFJFE8AgSICc3tGDv2EdO69S6u8HjkkdPN0qVz7U2wnRaHvPDCC10hkq8l66OEAAFiYOXKReaxx853BYdGXb38ckfz++/5mzi3YMECM2PGDPPee+8liobOapa7/pv8mf5d9fJFc0a0WGS6h2bFYWJlrhAgQMTNmPGm6dChiis87rrrAPPNN+Ps6jmj55OPHDnS3HvvveaKK64wJ510ktl9991dHXJxRfW1nbbXfrS/IJ97rkUjtXikfVxa2kWLTcKJAAEiauvWTWbEiHau4FB5/PF6ZvXq3C4euH79evPqq6+atm3bmhNOOMHV6fpZtH+9jl5Pr5tLmjPSrFkz1zGoaC5JVBaXDAIBAkTQ4sWzzMMP13QFh+Z2vPNO35wNRdWlnokTJ5oWLVqknU8RRNHr6vV1HLl8Pokus6Vb3l6z2qdNm2ZXL0gECBAxkyYNSju34/77jzbz539mV/fFihUrTNeuXc3BBx/s6lAzld12282ceOKJ5vLLLzctW7Y03bp1S5THH3880Tnrv8mf6d9VT/W1nb2vTEXHo+PS8eVCcQ/YevTRR3MaYFFAgAARobkdTz/dxBUcKs89d53ZtGmtvUnWNB+iY8eOaT+Jp5addtrJnH766ebuu+82b775ppk3b569qzLR9tqP9qf9av/2a6YWHZ+OMxfzN7Ryr1bwTTdnRI/41cq/hYoAASJg3rwp5r77DnMFh+Z2TJs23K6etZUrV5rbb7+92G8D5cuXTzxwSvcl9HzyXNL+9Tp6Pb2ufSzJouPVcev4/aZ5IZofYr+m5pG89dZbdvWCQIAAIaa5HWPGdE87t6NHj9pm2bLsPumno+G1eviS3VEmS926dRMjktau9f8bT2nodfX6Og772JJFx5+LlXb1Defiiy92vZ6+nSi49FTEQkKAACG1cuVC07dvHVdwtGq1k3nllbt9n9sxc+ZMc84557g6RxVdQmrcuLH54osv7M3ySsej48p0iUvvR+/LTxqg0Lt377RzRvRcdj2fvVAQIEAIffnlG+bOOyu7wuOuuw40s2a9Y1fP2jPPPGP22GMPV4eoT9bNmzcPfaeo49NxprtPofel9+c3rd6rVXzt19MoMa36WwgIECBEtmzZaP7979tcwaHyj380MGvW+DupTpeD9DwMuxNU0afpjz76yN4k1HS8Om77vajoffp92U3PEbn22mtdr6Vy1VVX5fzeUL4RIIAH27b9bmbMGG2GDbsxMR9D3xY0B6N9+70TCxnq+RsDB15q3nyza2KmuB4jW5J1637dvt0pruC49dZyZsKEx3yf26FlzWvUqOHq+PbZZ5/tYfUP8/vvv9ubRIKOW8ev92G/N71fvW+/Pf/884knHNqvd/jhhyeeiBhXBAhQRvPmTTYPPnisq6MvqZRkwoR+rm0eeOAYs2DB53bVrGnJjipVqrg6vNq1a5sffvjBrh5Jeh96P/Z71PvW+/fb3LlzE0OO7dfTM9kfeeSRWM4ZKfm3GkAR3ZvQNw27oy9NKcnUqc876g8den1O5naMGzcu7bwOrTyrOQ9xovej92W/V71/tYPf9Hp33XVX2nsxGjW2cOFCe5NIK/m3GkCCVrzVvIvUTl43tceN62l++umLxEOatm3bmrhPsXjxTDN79n/N+PG9zVNPNTKdOh1s785FQ3a1L61jNX36KPuffaHFCe3RQ7rJPGpUbl4vLPT+7EECage1Ry4onNINhda3H02QjAsCBCglDZ1NDQ/d+9B9i6hQp2aHx7777msmT55sV40lvU+9XztEcvFNRJYsWWLq1avnChGVdu3axWLOCAEClFK3bic4AuS7796zq4SWrvnbix9qHalvvvnGrhprer/2el5ql1zcExENfOjbt68pV66cK0Rq1qxpZs2aZW8SKQQIUErt2lVwBMiWLRvsKqGkUUf2DfNq1aqZ+fPn21ULgt633n9qe6h9cjE6K+mzzz4zRx99tCtEdFlt0KBBdvXIIECAUrrttvKOAFm06Gu7Suho3oM9VFeXcQrtm4dN79++nKV28nueSCrt+7rrrnOFiEqTJk0iOWeEAAFK6YEHajgCpG/f8xI3zsPMniSoT7yFcs+jJGoH+8a62ivXXnjhBbP33nu7QuSwww4zU6ZMsauHGgEClNJLL3VwBIiKJhCOGNE2Malw7drl9iZ5peU7UjsoDS2N+2irslJ72ENuc7HsiU3L1aebo6I5I927d4/MnBECBCglzSa/4459XSGSWrp0OdI8++y15sMPB5tff11g7yIwWkDQ/nSt+RBws+eJqN38XoAxHc0Z0fNO0i0EWadOHfPzzz/bm4QOAQKUgZ7LcdddB7iCI11p1WpH07//hYmZ60HSyJ9zzz3X0SHp0+7mzZvtqthO7WJ/G1D7+b10TCbvvPOOqVq1qitEKlasaJ566im7eqgQIEAZrVmzLHE5S+te2aGRqai+JgoGQc/BSO2ItCZUXJYnyRW1j712Vi6eJ5LJ0qVLTYMGDVwhoqIb72FFgAAebd26KbG0yciRtyce7lTSEievvHKXvQvf6Ul89gxoLSyIkqmdUttN7ZiLJxtmom88jz32mGvOiBZpDCsCBPCJlmLX5arRo7uZ++8/2hUguqT1889f2pv5qn379o7OR0ubR3VV3aCpneyl4NWeQevTp4/jGI477ji7SmgQIEAO6HLVxIkDEk8PTA2RF15obVf1zeLFi83uu+9e1PHo5mzUnueRb2qv1Jvaak+1a5DsodevvPKKXSU0CBAgh0aNuscRIF27Hm9X8U3Hjh0dHY+e0IeyU7ultqPaNShaHyv1XoyWWdmwIbwrHhAgQA4tXTrXESBazTcXVqxY4ViiXZ+iw/4Y2rBSu6V+C1G7qn2D8NZbbznCSzPUw4wAAXLo99+3OAJEN9pzoWvXro6Op3HjxnYVlIHaL7U91b5BuOGGGxyv+5///MeuEioECJBDK1cudATI3XdXtatkTbOWU1eY1czq6dOn29VQBmq/1Bnqat9czw7funWrqVy5ctFr6v5LLtfm8gMBAuTQxIn9HQHy2GMX2FWyNmHCBMenVj35DtlTO6a2q9o5lzShMPX1LrvsMrtK6BAgQCn16HGGmTbthcT8j9KYM2eS6wmG77030K6WtRYtWjg6niFDhthV4IHaMbVd1c651KpVK8frBTmR0SsCBCilZAjouSD/+ldj8/77T5rvv59qVq9ekgiVrVs3m99++zmxsKLWw7KH8N5//1GlDp/SWr9+fWKiWbLT0TpOa9aEe4XgqFA7pq4npnZWe+eCLo+lTgDVZMIgJzF6RYAApZQaBmUtWj9r0SL/n8Gh1WRTP7U2bdrUroIsqD1T2zdXqxl/8MEHjtepX7++XSWUCBCglOxQKG3RtxV9M8mFtm3bOjqe1157za6CLKg9U9tX7Z0L9goCgwcPtquEEgEClJIuVc2aNcFMmPCYGTr0BtO799mJiYGdOh2UeFph69a7JJZ716WqJ5/8m3n77UfN8uXf27vx1QknnFDU6ey8886RuOwRJWpPtWuyjdXeftMaWKmP2NUzQZYtW2ZXCyUCBIioJUuWOIaa1qpVy64CH6hdk22s9la7+2nq1KmObx/nn3++XSW0CBAgojTJLLXjueuu3K/2W4jUrqnt7PfkPnv/Awf6P1IvVwgQIKI6d+7s6HhGjx5tV4EP1K6p7ax291P16tWL9q0lVIJevDEbBAgQUVdccYWjY/v++9zebylUatfUdla7++Xzzz937Psvf/mLXSXUCBAgok466aSijkfLXvDcj9xQu6Yuk69290uXLl0cAaIHSkUJAQJEkCaepXZquRgdhP+TOtpN7e7XuljHHnts0X51g37+/Pl2lVAjQIAIWrBggeOTa6NGjewq8JHaN7W91f7Z+uabbxz7rF27tl0l9AgQIIK+/PJLR+dz66232lXgI7Vvanur/bP10EMPOfb56KOP2lVCjwABArJixXwzadLTZuHCr+x/KrMPP/zQ0fncc889dhX4SO2b2t5q/2ydfPLJjn3OmTPHrhJ6BAgQgLVrl5s776ycWNrk1lvLZR0ib7/9tqPz+fvf/25XgY/UvqntrfbPhsIidX8KkygiQIAAzJ490bE+1ogR2a2p9NJLLzk6oAEDBthV4CO1b2p7q/2zoctVqfvT5awoIkCAAKxbtyKxVlYyQDp1OjixBpJXQ4cOdXRAgwYNsqvAR2rf1PZW+2dDN8xT96cb6lFEgAAB6d//Qse3kHnzpthVSo1vIMHy8xuIhuqmrmGmobxRRYAAAdEDqFID5KWXOthVSo17IMHy8x6IJgum7kuTCaOKAAECsnr1L46nFN533+F2lVJjFFaw/ByFpeVKUvc1ffp0u0pkECBAgPr0OcfxLWT+/M/sKqXCPJBg+TUPZNGiRYkFE5P70UKKUUaAAAGaOHGAI0Bee+0+u0qpMBM9WH7NRNdS7an7ifoS/AQIEKDffvvJtGq1Y1GAPPDAMXaVUmEtrGD5tRaWHhaVGiB6mFSUESBAwB599E+ObyFeJxWyGm8w/FqNV4+p1eNqk/vRY2yzGcodBgQIELBx43o5AuTNN7vaVUqF54EEw6/ngQwePNixn/bt29tVIocAAQK2bNk8R4B063aiXaVUeCJhMPx6ImH9+vUd+/nggw/sKpFDgAB50L37KY4QWbLkW7tKiXgmejDsZ5Z7eSb6ypUrTbly5Yr2ccABB3i+jxImBAiQB2PGdHcEyNixj9hVSrRkyRLHjOZatWrZVeADtWuyjdXeaveyGjZsmCOEWrVqZVeJJAIEyIPFi2c5AuSRR7x1/qmjg3beeefEJ134R+2pdk22sdfRbg0bNnQEyDvvvGNXiSQCBMiTrl2PLwoQDe1dvvwHu0qJ2rZt6+iYXnvtNbsKsqD2TG1ftXdZrV271jGKq3Llymbr1q12tUgiQIA8eeONBxzfQt55p69dpUSjRo1ydHBNmza1qyALas/U9lV7l5V9r+qGG26wq0QWAQLkyU8/feEIkJ49/2xXKdH69evNXnvtVdQ57bHHHmbNmjV2NXigdlR7JttW7az2LqsmTZo4AuStt96yq0QWAQLkUZcuRzouY61cudCuUqIWLVo4OqghQ4bYVeCB2jG1XdXOZbVhwwaz5557Fu1jn332MZs2bbKrRRYBAuTRqFGdHN9C3n33H3aVEk2YMMHR0dWtW9euAg/UjqntqnYuq1dffdWxj2uuucauEmkECJBHP/74sSNA+vatY1cpkeYTHHzwwUWdlIaaRnmJ8DBQ+6UOkVb7epm3ocBIDRAv91DCjAAB8khrId1776FFAdK69c5mzZqldrUSde3a1dFRNW7c2K6CMlD7pban2resNm/enLhkldyHLmV5uYcSZgQIkGcjR97h+BYyadLTdpUSrVixwlSoUKGos9IzJ2bPnm1XQymo3VKf2aF2VfuW1ZgxY2If6gQIkGdz537oCJABAy62q5RKx44dHR1W8+bN7SooBbVbajuqXb1o2bKlYz8jRoywq0QeAQLk2R9/bDN33121KEDatNnVrFv3q12tRIsXL3ZMWNOn6I8++siuhmKovVK/fag91a5lpYmCmjCYup84Dq8mQIAQePHFNo5vIVOmDLGrlIqWCE/91HvKKafwnJBSUjupvVLbz+uS6/bIOC1lEkcECBACs2dPdATIwIH/Y1cpFa3dpJVeUzuvf/yj7EODC5HaKbXd1I5e1xZr3bq1Y19Dhw61q8QCAQKEwLZtW02HDlWKAuTWW3czGzeutquVir3yq0YC/fBD2dfZKiRqn9QRUypqRy803PfAAw8s2s+uu+5qfvvtN7taLBAgQEgMG3aj41vIJ5/8265SKhoafO655zo6w9q1ayeGlcJN7aL2SW0vtZ/Xx83qQVGp+6pXr55dJTYIECAkvv56rCNA/vUvb49OlZkzZzrWcVK544477GrYTu2S2k5qN7WfV7fffrtjf4MGDbKrxAYBAoTE1q2bt3dmFRPhcdNNO5iWLfcwmzZ5n3j2zDPPODoyzayO20zobKk9Umecq6jdvNK3lkMOOaRoX3qWyLJly+xqsUGAACHy1FPNTePGO5hLL93BXHjhDub991+xq5SJvZSGPl1PnjzZrlaQ1A72t7Rs16qaNm2aY39xX5eMAAFCZPLk18zZZ+9gTj99B3PiibrslN3zPfQwoxo1ajg6tX333dd88803dtWCovevdkhtF7WT2isbd999t2OfAwcOtKvECgEChMimTRvMySdXMNWq7WCqVNnBVK26d9bLf3/77bfb91XF0bFVq1bNzJ8/365aEPS+9f5T20Pto3bKVvXq1Yv2qQmJixYtsqvECgEChEzz5leaXXb5v85t9OjRdpUy+/jjjx3PpVDRCrOF9k1E7zd15WIVtYvaJ1tawTd1v2eddZZdJXYIECBkRo4c6eiIrr/+eruKJ+PGjUvMSUjdty7jFMo9Eb1P+7KV2kPt4ocuXbo49t2vXz+7SuwQIEDI6Dp8+fLlizqiSpUqmS1bttjVPFE42SGiG8lxH52l92ffMFc7qD38ctxxxxXtWyO7fvzxR7tK7BAgQAj97W9/c3R248ePt6t4pk/cqUu/J4vmQ/gVVGGh92PP81DR+/frm4do3kjq/k8//XS7SiwRIEAIPf/8844O6ZZbbrGrZEXX/O0b6yqakR2XZU/0PuwZ5ip6337c80j18MMPO17j0UcftavEEgEChJAW8StXrlxRh7T//vv7vqquRh3ZQ3xVtCaUFhb0+/WCouPW8dtrW6no/fox2spWs2ZNx+vMmTPHrhJLBAgQUg0aNHB0Su+9955dJWu632JPNkwWLW0eteeJ6HjtJdmTRe8z23ke6cydO9fxOieddJJdJbYIECCk7KVI2rVrZ1fxjV7LvsmsopvBekJf2B+Pq+PTcdrLkqjofWWzPElJevbs6Xi9bt262VViiwABQmr58uVml112KeqYNH/B6wqxpaEbweecc46rA1bRpDg90/uLL76wN8srHY+OK/UpgqlF7yebhRFLw77P8vXXX9tVYosAAULsggsucHROQVxS0nMw7IdSpRat7zRkyJCcXA4qDb2uXl/HYR9bsuj4vT7PoywWLFjg+NajeyyFhAABQuzJJ590dIwdO3a0q+SEbuJrWfLddtvN1Tkni+aqNG3a1Lz66qtm1apV9i58pf3rdfR6qXNk7KLj1XF7fZJgWfXv39/x+p07d7arxBoBAoTY4sWLHZdnjjjiCLtKTv3yyy+J0Eo3byS16Bg190GLCb755ptm3rx59q7KRNtrP9qf9pvpElWy6Ph0nDreIJ199tmO4/j888/tKrFGgAAhZ3dSn332mV0l51asWGG6du3qWkequKJvAyeeeKK5/PLLTcuWLRM3l1Uef/zxxDPC9d/kz/Tvqqf6xX3rsYuOR8el4wtavsM9DAgQIOTCdJlEz/ueOHGiadGihWtxxqCKXlevr+PQ8eTLP//5T8dxBXV5MUwIECDkwnqjdv369Yn7Em3btjUnnHCCq6P3s2j/eh29nl43DM4//3zHMQYxwCFsCBAgAs444wxHZxXGoaJLly5NLE547733miuuuCIxoW733Xd3hUFxRfW1nbbXfrQ/7Tdsgh5iHVYECBABvXr1cnS0UZqspm9QM2bMSMykV9HwWt0D0X+TP9O/q15UBDnJM8wIECACNCoptcMqpOUywsheZub999+3qxQEAgSICHvBvu+++86uggDYC11q0mJUF57MFgECRIS9ZHiPHj3sKgiAvdR+q1at7CoFgwABIsJ+aFGtWrXsKgjAZZdd5jgP77zzjl2lYBAgQIQU4mNTwyTd44a3bt1qVysYBAgQIffff7/j02+/fv3sKsghDStObf/rr7/erlJQCBAgQrR8eWoHdtZZZ9lVkENXXnmlo/1Hjx5tVykoBAgQMUceeWRRB6a1mBYtWmRXQQ5s2LDBsajk3nvvbTZt2mRXKygECBAxWqE29VPwE088YVdBDrz22muOdm/WrJldpeAQIEDETJs2zdGR1alTx66CHLj22msd7T5q1Ci7SsEhQICI0ZpLhxxySFFHtvPOO4dyvag42bx5s6lYsWJRm2tF4LAs6phPBAgQQXrqXuqn4UGDBtlV4KMxY8Y42luLPYIAASJp0qRJjg6NEmz597//bZ+SgkSAABGkByntsccero6NkvuikW9r1qyxT0lBIkCAiKpdu7arc6Pkvhx66KH2qShYBAgQUZr/cfzxxyeW0zj11FMTo7EouSkK6ypVqpjq1asnnl2C/0WAAAA8IUAAAJ4QIAAATwgQAIAnBAgAwBMCBADgCQECAPCEAAEAeEKAAAA8IUAAAJ4QIAAATwgQAIAnBAgAwBMCBADgCQECAPCEAAEAeEKAAAA8IUAAAJ4QIAAATwgQAIAnBAgAwBMCBADgCQECAPCEAAEAeEKAAAA8IUAAAJ4QIAAATwgQAIAnBAgAwBMCBADgCQECAPCEAAEAeEKAAAA8IUAAAJ4QIAAATwgQAIAnBAgAwBMCBADgCQECAPCEAAEAeEKAAAA8IUAAAJ4QIAAATwgQAIAnBAgAwBMCBADgCQECAPCEAAEAeEKAAAA8IUAAAJ4QIAAATwgQAIAnBAgAwBMCBADgCQECAPCEAAEAeEKAAAA8IUAAAJ4QIAAATwgQAIAnBAgAwBMCBADgCQECAPCEAAEAeEKAAAA8IUAAAJ4QIAAATwgQAIAnBAgAwBMCBADgCQECAPCEAAEAeEKAAAA8IUAAAJ4QIAAATwgQAIAnBAgAwBMCBADgCQECAPCEAAEAeEKAAAA8IUAAAJ4QIAAATwgQAIAnBAgAwBMCBADgCQECAPCEAAEAeEKAAAA8IUAAAJ4QIAAATwgQAIAn/w+kQmyt4tbVpwAAAABJRU5ErkJggg==)
PN: 5H66-9-12
CAS: 791078-04-1
Molecule Weight: 253.16
Formula: C11H9BrS
PN: 7H30-5-00
CAS: 863991-95-1
Molecule Weight: 225.73
Formula: C11H12ClNS
Boiling Point: 170 ℃
TSCA: Not listed on TSCA inventory
HTN: 2934.99.3900
