| Product Number | 2H17-9-X7 |
| CAS | 187657-92-7 |
| MDL Number | MFCD03407369 |
| Molecular Formula | C10H7BrO2 |
| Molecular Weight | 239.068 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 2H17-9-X7
CAS: 187657-92-7
Molecule Weight: 239.068
Formula: C10H7BrO2
Melting Point: 136-138 ℃
TSCA: Not listed on TSCA inventory
HTN: 2932.99.6100
![3-Acetylbenzo[b]furan](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAB5/AAAefwGZ76VgAAACFnpUWHRtb2xTb3VyY2UAAHichZRZa9tAEID/yrDP1d66jOVgEgqFhEKTQN/KWlo7AksbJPn69531rdpVsKw5dr5ZaWZW44dttYS1bdrS1RkRlBOwde6Ksl5k5P3te5CQh8k4xyAMrNuMfHTd54ixzWZD8w9bma2rae4qclgfbduyF7NR1DULJjkX7PfL8+ueCcq67UydW6TactTunc8uN93+Kf6zBatMsy5rdghnVbM+ZPsjub843bYFubzLI65NEYV5ubQwd01lOlhLTvHi32Bha9uYzhYw26FbUY3vPhm/PLl8Vdm6Q9VnKHOzfO2aVY6Oyi1tvsJkqPx4ykglEDCdq6ZNY3bgNe82AowEo8BoMCGYCEwMJgGTghEc/7guJNZ5af1Gb7tPi08Lj/ATLvfjDwskM8Kp0EqDoJFOY5A0SrhEIWQYoVNKrk+WomGKa5qmUqUQURnG0UkcnYcQAjtMHGiqlAoBJRdKQRBSEcYJBJKGOokhEFRxiTaWLIxSL0OFNhZRxfJsYjiPDzLRFxurw87lmYxnri6uVCiLjMwE2dftl5238lg6Aq4pbIPT6BP40GtA9gFf6DMg7wHqBtDDO+g+4Jt4Bqb3gLAP+JYPA1Ef8AMyDMR9wI/TMJD0AT98w0DaB/ajOkz49V7r9qP9BfNvu49HYZCRN/34ElE39bqPsKuZZKfjjerN0WdX3wWGX8PJX6T8itIfL0RMAABC9ElEQVR4Xu3dCbhV4+LHcSRSoVAoJAmZIvMsmcmsRJnqEv8kQlxTXcqQIWQImcJ1zYnIlCmXDFcRykyhUQOKi/d/fqu711nr3fucs/e711p7+n6eZz0P7Xets/c6+7y/tdY7LWMAAHCwjP0PAABkgwABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABUJLef/9906pVK7PaaquZ2267zX4ZCSBAAJSUn376yfTr18/Uq1fPLLPMMv62//77m08//dQujhgRIABKwh9//OHdaayxxhqh4Ahu9evX98JFIYP4ESAAit748ePNlltumRYYCpM2bdpk/HeFjUIH8SFAUHizZxszfLgxBx5oTOvWxjRqZEzDhkv/+4ADjLnpJmNmzbL3QgX48ssvzZFHHpkWECuuuKK58MILzaJFi8xff/1l7r33XtOiRYu0cu3bt/fCB/EgQFA4f/5pzBVXGLPKKlXfxGVq31RmyJCl+6DsKRgUEAoKOxQUKAoWm/b5+9//nnGfo446ynz11Vf2LsgTAYLCWLzYmMMPTw+Kujbto31RlnQ3cd9992W8m9AjrJdfftneJY3C5Ygjjkjbv0GDBuaiiy4yP//8s70LHBEgKIxu3cLBsMEGxtxwgzEff6xLSWP0R64eNXp8teGG4bLHHWcfDWXgrbfeMjvssENaxa/2jFtvvTXn9gyFzRZbbJF2vJYtW3ohhfwRIEie/niDgXDKKcb89ptdqppeO/XU8D6jRtmlUKJmzJhhjj/+eLPsssuGKnr1qDrzzDPz6lGl0FH4ZOq5teOOO3qhBXcECJKlNow2baqDQHci2QreteiuhPaQkrZkyRJz+eWXm8aNG6dV7vvtt5/55JNP7F2czZs3zwsjhVLw5yi0FF4KMeSOAEGyxoypDoFVVzVm/ny7RM10Jap9Uvs//bRdAiXi0UcfNa1bt04Ljo022qjq1xrf71WhpHCyf65CbPDgwV6oIXsECJJVdRXoB4D+O1fB/fv1s19FkZs0aZLZc8890yrwVasuDK655hrz+++/27vEYkzVhUzbtm3T3odC7bHHHrOLowYECJK13XbVATB2rP1q3Z55pnr/7be3X0WRmj17tjn11FPTph/R//fq1cvMKsA4H4XV0KFDvfCyg6Rjx45e2KF2BAiS1aJFdQC4PHeePr16/5Yt7VdRZFRJDxs2zDRt2jStkt599929CRELbebMmV6ILbfccmnh1rt3bzNnzhx7F/wPAYJkNWhQHQAu4zl+/bV6/5VWsl9FEXnuuefMJptskhYcmkH3oYcesosXnMJst912S3u/Cj+F4H//+197l4pHgCBZ+QaI9iFAitrUqVPNQQcdlFYRN2rUyAwaNKjqGuBXe5eionBTyNnvX2GoUEQ1AgTJWnttHmGVqfnz55v+/fubFVZYIa3yPe6448x3331n71K0FHIKu4YNG6Z9FoWjQhIECJK27bbVAUAjeln4888/zR133GGaNWuWVtluW/X7njBhgr1LyVDoHXvssWmfSyGpsFRoVjICBMnq27c6AFy64dKNt6i8+uqrZuutt06rYNdaay1z9913e3NblQOFoMLQ/pzNmzf3wlMhWokIECTrqaeqA6BJE2MWLLBL1ExXe8GBhBqUiIL4+uuvTZcuXdIqVM2EO2DAALNw4UJ7l5KnMLzrrru8cLQ/t0L0tddes3cpewQIkqUJ8bTORyoEune3S9RMkyim9tN0KLVd9d15pzGHHGLMlVca88UX9qtw9Msvv5hLLrnErLTSSmmV6KGHHmo+//xze5eyo3BUSGZq6+natasXrpWCAEHy7r67Ogi0nXaaBgzYparptdNPD+9T22yqapxfbrlw+a22MuYf/1g62y+c3H///WadddZJqzQ322wz8+KLL9rFy57CUqFpnw+Fq0JWYVvuCBAURpcu4QpekyNq6nZN4a6p3PXHp54uN99sTNu24bJVV3m10uOTpk3D+wS3TTYx5uKLjfnPf+w9kcHEiRPNzjvvnFZRrrbaamb48OEVPz5C4akQtc+PwlahW84IEBSGAkKPmOzKva5N+2RzZTdtmjHnnBN+XJZp0zokAwZoMQr7CBXvhx9+MCeeeGLaCO3ll1/e9OnTx8ydO9fepWIpRBWmClU7SBS+77zzjr1LWVjG/gcgMWoPufxyY1ZeOb1itzeVueyypfvk6r33jLnwQmM22ij9uMFt3XWX9vJSY2iZ9B5y8dtvv5krrrii6pSv7FWAwW3vvfc2U6ZMsXfB/yhUFa4K2eB5UwifdNJJXiiXEwIEhaeJ9G680Zj99zdm/fWNadhw6daqlTH77bd0pcKZM+293Hz0kTEDBxqzxRbpARLc1lrLmN69jXnpJV1e2kcpW0888YRp06ZNWnBsuOGGZvTo0XbxovDtt9/a/1RwH1V9zxS29nlUKF955ZVeSJcDAgSV67PPjBk8ODxDcKZt9dWNOfnkpQMfy+QP36YKr1OnTmkV3iqrrGKuuuqqglR4msH3jTfeMCNGjPAG7R188MFm4403rrrGWD/jCoPa9O96XeU6d+7s7Xf77bebN998syCP3J588kkvfO33qZDWa6WOAAFEXS+vvdaYXXc1Ztll00MktVVVqKZHD12qL53YscSpUj399NNrfOTy448/2rvERj/rwQcfND179sy42FQUmyruU045xTz88MOJBYrCV3cdCmP7/Si0Fd6ligABbOoGPHy4MR07GlOvXnqIpLZGjZb2CPvnP5f2HCshavS96aabMjb67rLLLubdd9+1d4mFusJefPHFZvPNN097H0ls22yzjRkyZIiZrjnWYqaAVChn6pTwf//3f4kFWpQIEKA2ap+54w5j9t3XmPr100MktWlm4EMPNbPvvdcsKfL5kV544QWz6aabplWm6667rnnggQfs4pHT/FF6rKSgst+DvWkyw6222sob9X7ppZeae+65x3v/48eP96Zf/+qrr/xN/69/1+sqp7EYRx99tGnfvr1p0KBB2rGDmyp1LXX7z6qLgcUus0TnQD2yMn12hblCvZS6RRMgQLa0JntVxWQ6dw5PS/+/bXHV9lTV1m+FFczf9t/fjBw50nuOXyw+++wzc8ghh6RVXBr4pso57oFvauxWD6XaKnO1YSgs1O7xqcYERUi9x26++WZzxBFHZFyFMFiRDxw4sOrX/ZN9iEgprBXa9s9XuCsESwEBArhYtMiYBx80VZe4S3uMVf3hf1O13Vm1dVUl9L/KQI8n9tprL3PLLbeY77//3j5KIhYsWGDOO++8jFNvHHPMMeabb76xd4nUF198Yf72t79l/Pna1N6hCvs/CQ7s1OSHb7/9tjclSYsWLdLek7YmTZp4dzHz5s2zd4+MQlvhnWlqGIW9Qr+YESCIl7rBNm++tNtsmfWB96kx/bHHzJfdu5uhK69s9sxQGWlbdtllvRXvrr/++tgrbVElqbugNddcM+29dOjQIfbJ/7QUrBrE7QZ6berOqtfifg/Z+OOPP8zYsWO9Ox9NBmm/V92tqJ1Ey/PGRd8HzaNl/2yFrsJfFwHFiABBfHTF3axZ9WMeTUtS5v67ZIl59ZlnvMbSTA3UwW377bf3BuzFMQGhur+qgdj+mZp+/M4774x1+nHNWqspzjN9foXZ1VdfXXUDt8jerShofXR1/c20kJSmK9F5jZMCVeFu/2ydN80EHOfvzQUBgnjoi96pU3V4VF1JVdpEhmoM1TxJ6jaa6S4guKmhVyvgfZznOVI7Q7du3dKOryvZc845J/Yr2Q8++MDstNNOaT+/ZcuW3rricTdQR2XWrFnelX/jxo1Dn0N3kfp9xtk+opBQyCvs7fOoNUniDrFcECCIR9WVddU3vnrTGIsKpkrhlVdeMX379s04o21w0yC4iy66yOtVlC0twap2hExXzhqAN01zg8Vs6NChpn79+qGfrWf7l112WUEGIkZBdyTdu3dPO6dq/P73v/9tF4+Ueqsp9DO1HWmVxGIYgU+AIHqamDDY5VVTlFTw3FKZaGT0ueeeW+eAuQ022MC7Eq6tslLX0/XWWy9t33bt2plx48bZxSOn8Qsa9W3//AMPPNB8+eWXdvGSpDtJe0S5wvJGTcETM4W/LgLs86uLBV006OKhUAgQREuPSDTD7TL/Cw/NKRXVPFZ5SKLR2tV7773n3XHozsOuJIKbrnp1B6NlZNXOoP123XXXtHJNmzY1N9xwQyLjCRRsdnjpcd1jjz1mFy15evx2wQUXmHr16oU+rxq/k2jT0cWALgrs37fOvy4iCoEAQbS6dasODy3qlMAVsJ7rqxeNejeddtppXrdZzYeUqRFXm/5dr6ucyms/7R93+0A2NFZBbSFbbrll2vsObvajIm3q7aTPo95PSVClZT9e6dixY8G6Kyfl+eefN82aNQt9brVhJTHtiy4KdHGgiwT797/22mt7j0mTRIAgOvZKg+eea5eIhLpd6pHC+eef7/VksqeGcN10HB1Px9Xx9XMKSb2z1H1U78l+r/amMJw8ebJ9iNjo0U3wvOu/NSVJoc9ZUr777ru0zgJt27ZNbDlbXST07t07rYv06pr4M0EECKKh1QMbN64OD81wG3G/+UmTJnldLHWlZVegcWz6Ofp5+rmFpkdw1113XdojK43qfvzxx+3isbrwwgtD70HjJHRVXmk0LkQ9soLnQo8ZP/nkE7tobHTREFwNURM2JokAQf7Uw6ZDh+rw0OJPEY6g1bTXdV2Fa2CaVn7TiGf1BtLaFZoXSaObg/Ml6f/173pd5VRe+2VaPCm46ecXy/TbvXr18t/XyZpmPkF6RBY8LwpZdd2tZGoXCZ4TPd5Kcobdf/3rX/7P3kTLNSeIAEH+zjor/Ohq1Ci7RM7USKxn7FtssUXojzO1qSFTz9svv/xyr0dTvg3G2l/H0fF0XLuhNLXp/eh96f0Vyplnnum/HwVgUuw7D/VKKpdeVvnSxYjGiKTOje5EkpjhV4IBoruRJBEgyI8WWQqun6G1MvKkK1rdFdiVd6oC10jmGZpyPUY6vn5OTQGm91eoK+9CBIjaPIKfXzPkaowEqmkCyGCIqCNEEh0zCBCUJs1tpXmulvlfeFRdkZqFC+1SWVtYta8qR7thUNu+++7rdV8tBP1c/Xz7Pel96v3qfScp6QDRHVewwVx3HoRHZlo4Kvgd0YJRcQ+iJEBQevQIZ599qsNDU5W8845dKmsadW0P1NKmNRq0fkIx0PvQ+7Hfo953LqPG85VkgGicR7Crrto8eGxVO63wGPx+nHrqqXaRSBEgKD1XXRVu9xg61C6RNa3RYM+CqsFRxToYTe/LHjyn96/PkYSkAkQjzIOfU9ObF+qxXSnRtDWHHXZY6PvxyCOP2MUiQ4CgtLz9dniqEq3W59CorIbr448/PvSHpmfIZ511lvm5yJeI1fvT+ww+89amz5Nvg35dkggQdRIITk+iR1iV2FXXlaYXCS7Tq4F/cY0RIUBQOtQo2KZNdXisuaYWe7ZL1UkL6WiupGDlqxHiY8aMsYsWNb1fe8S7Plecq/slESDXXHNN6DNpkCByo668wYWitIxtHAMtCRCUjuOOqw4P9b569lm7RJ30aMQexbvddtsVxeyiLvS+9f6Dn0efT58zDnEHiB5TBadKUbfmYluHolTcdtttoe/F4MGD7SJ5I0BQGu69N9zu0b+/XaJOujK3w+OAAw4o+kdWddH71+ewQySOO5E4A0SProK/H02MWO5zW8XtyCOP9M9no0aNIr9QIkBQ/LSehEaYp8Jjm22WjkDPgdoG7MdWWmsh7jaDpOhz2GtH6PNG/fniDBCtJBh8/8XakaGUzJ49OzT54dFHH20XyQsBguKmoFBgKDi0KUgcFig64YQTQpWTKttCjuiOgz6PHSL63FGKK0BU0WkyvtSxFX6Ixk033RT6Trz88st2EWcECIratP79zY8KjtSmR1k5UhfX4B/Q/vvv701GV470ufT5gp83yi6+cQVIcI4tNf4y3iM6ajzXlO+p86seWlG1KxEgKFrvPfusuWTZZc3DVV/OTxQeakTPkQbZadbY1JdcExPG0TZQTPT5ghNA6vNHNdgwjgD54osvQjMAaE4wROu1114Ldft++OGH7SJOCBAUJS2Qs9Gaa5rdq76Y/1e1/bNNG/NHjnP7aJqP4AhzdXmNuhGxWOlzBrv46jxEMe1JHAGi46SO2bJlS7NkyRK7CCIQHFuzjR4LR4AAQdHRs/zg/E9b169vPtcAwhwFKztdfZXaOI986fMGrzp1PvIVdYAo6ILTlQwbNswugohMmDDBP8/aohicSYCg6Gh66uAX/SpNXZIjjScIPhbp16+fXaQi6HOnzoHOR77TgUQdIH369PGPp267GkWN+Oyxxx7++dYYm3wRICgqmjQweEW6zz775NxbSuWDU7JrTqVSH+vhSp87OKeUzkuu5zMoygCZP39+aLS0prBHvMaOHeufb235LkVMgKBo2G0WzZs3Nz9o2vYcaQrw4B9J0suuFht9/uD50PlxFWWA3H777f6xtBzqokWL7CKIgSr61HkfMGCA/XJOCBAUjR49evhfRj2719VSrnR1HVyISV1aYUJde3V+XO9CogwQzc+UOlbPnj3tlxGTK664wj/vWr3Q9bsgBAiKwqhRo/wvojbNNutCa4cHjzNx4kS7SEXSeQieF9c11qMKkM8++yzUwK9upkjGN998E1qka/z48XaRrBEgKDhVJiuvvLL/RezQoYPzSmrB8Q/qyYVqwZ5tOk8uogoQzbCbOk6bNm3yugpG7oKN6RrE6YoAQUFp5HRwNtnGjRubqVOn2sWyMmnSJP842gq1DG2x0vkInh+dr1xFFSDB9SoGDhxov4yYBduf1PvNFQGCgjr33HNDldrdd99tF8la//79/ePoOT/SBduHdL5yFUWAaJBo8PHVf/7zH7sIYjZjxozQ392UKVPsIlkhQFAw48aNCz2L7datm10ka5rvR2tmp45Fl9DMdF5S50jnK9dFhqIIkAcffNA/RrNmzXh8VSAbbbSR/3twnS+NAEFBzJw506y11lr+l2+DDTYwC3KcqiToxRdf9I9Vr1497woL6XRedH5S50rnLRdRBIh6XKWO0aVLF/tlJOTUU0/1fw+u07wTIEicrjiD3Uq1At1bb71lF8uJ+rOnjhfFCNtypvOTOle5jgOIIkBat27tH2PEiBH2y0hIcLyUxly53AkSIEjctdde63/ptKlfer6Cva+YzbV2Oj+pc5Vrb6x8A0TrfgR/99Mc1nZBNOx2kK+//touUicCBIl69913Q1OVdOrUKe+1CTQlRvCxzJtvvmkXQYDOT+pc6bzp/GUr3wB5/fXX/f0bNmyY9+8e+QnO2OwyuSIBgsRoqoq2bdv6Xzg1oEax5vWzzz7rH1PjSaJexrXc6PwEx93o/GUr3wAJLlu71VZb2S8jYTvuuKP/+xg+fLj9cp0IECQmuKysunE+/fTTdhEn119/vX/cXXfd1X4ZGeg8pc6Zzl+28g2QYFfrrl272i8jYccff7z/++jbt6/9cp0IECTigQce8L9o2lQRRaV3797+cZlTKTvBnlA6f9nKN0AOOuggf/9LL73UfhkJC7aHucwbR4AgdlqyVLOtpr5oenQR5apzwV5FjP/ITnA8SC691vINkOBAxvvvv99+GQkL9sTadNNN7ZfrRIAgVpqqJNhDqlGjRubTTz+1i+Vl/fXX94/vOklgpQlOOqnzl618A6RVq1b+/lE9woS7YPuhZubNFQGCWAXHZ2gbOXKkXSRvTZs29Y/PrK7Z0XlKnTOdv2zlGyDBXj/8rgov2CuuSZMm9st1IkAQG03RHpzzKK5G0+DStcyrlB2dp9Q50/nLVr4BokGj/K6Kh5Y4dvkepBAgiIVGtQYr9nXWWSen8QbZ0hraqZ+h7fPPP7eLIAOdp+B5y3Yt8nwChN9V8VH7pMv3IIUAQSw0QCx496Evl9pDojZ37tzQH0AU40oqgc5T8LzpPGYjnwDhd1V87O/BnDlz7CK1IkAQm/POOy/05Tz//PPtInnjqtYNdyAQ7kBQ1DTbauoLpqnbc539NRu0geSONhAIbSAoaj/99FOom22LFi3MrFmz7GJ5oRdW7uiFBaEXForehAkTQncJGo3sMnV0TRgHkjvGgUAYB4KScNlll/lfNG3Dhg2zizhjJHruimEkurp5o7AYiY6SoF5Ze+65p/9lW3HFFSN7Bs5cWLkr1FxYBx98sL//JZdcYr+MhAUv7JgLC0Vt+vTpZvXVV/e/cJtsson5+eef7WI5Yzbe3BVqNt5zzjnH35/lbAuvR48e/u/DZYJTAgSJGj16dGh8yMknn2wXyRnrgeSmkOuB3Hnnnf7+7du3t19GwoLz1N188832y3UiQJC4Pn36+F86bQ899JBdJCesSJibQq5I+MYbb/j7r7TSSqxIWGDqeZX6fbzwwgv2y3UiQJC4xYsXmy233NL/4q266qrmq6++sovlhDXRs1fINdE10jm1v7ZPPvnELoKEfPvtt6Hfhf4/VwQICmLKlCnemtipL99OO+2U16On4Ky/ufQqqkTBXms6b7nIN0Bkww039I/h8tgE0VAvuNTvYa211rJfzgoBgoIZMWKE/+XT9ve//90ukjWNcE8dR49lZsyYYRdBFZ2X4OO+XGcGiCJATj31VP8Yhx9+uP0yEqL2x9Tv4ZhjjrFfzgoBgoI66qij/C+gpjp5+eWX7SJZ+eOPP8zaa6/tH4vxIJkFx3/ofOm85SKKAHn44Yf9Y2gUfK7vAdFo3bq1/3vQxZwLAgQFpalOgqOTW7ZsaWbPnm0Xy0r//v3942jAGtIFB/LpfOUqigBRO4guFlLHefvtt+0iiNnXX3/tn39t06ZNs4tkhQBBwalnTnCqk86dO9tFsjJp0qTQH8Wrr75qF6loOh/B86PzlasoAkQ6dOjgHyfXdhjkTzNBpM6/1upxRYCgKAwaNChUud144412kawEe2Ptu+++9ssVTecjdW5y7X2VElWADBkyxD+OJtjkMVaytt12W//8n3HGGfbLWSNAUBQ0HmCPPfbwv4wNGjTwpprOVXCSQG0TJ060i1QknYfgeXGddDKqAPnuu+9Cjfljx461iyAmH3/8cei7kM8jRAIERUOVSnC673bt2plffvnFLlYrzfIbfM7vMr9POdJ5SJ0TnR/X2ZCjChDZb7/9/GMdffTR9suIiXo7ps77xhtvbL+cEwIEReWJJ57wv5DaevXqZRepU3CGUW2PP/64XaSi6PMHz4fOj6soAyT4e9Lkmj/++KNdBBHTWKv11lvPP++aTDEfBAiKzumnnx6q8NTtMxe6ut555539/fUHE8WkjaVInztYYei8uN59SJQBohkJgnecLr3CkJt7773XP996hJjvDBAECIqOKpbNN9/c/2Jqvh51O8yF2k+CPbv69etnF6kI+typc6Dz4dKuFBRlgMjAgQP94zVq1MjMnDnTLoKIqJ1Rj4VT5zuK2ZAJEBSljz76yJtsL/Xl1JVzrlOdBCs7zQA8ZswYu0hZ0+cNznzsMl23LeoA0Tig4IR+5513nl0EEXn00UdDfw9RrMdDgKBo3Xrrrf6XU9tFF11kF6nVwoULQ/Mu6XGJy4RxpUifM/h4SOdB5yNfUQeIaGGp1DEbN27MXUgM9NgyOPZGy0pHgQBBUTviiCP8L6ie2Y4fP94uUqv333/f6xKcOobGP+Tas6vU6PMFx8Po8+s8RCGOAJk3b543I3PquN27d7eLIE/BdVi0TZgwwS7ihABBUVPlsu666/pfUo2a1VQYudCMr8E/HnVp/f333+1iZUGfK9hlV1uUM97GESASHFiozWVtCmQ2d+5c06xZM//cHnjggXYRZwQIit5rr70WGnR26KGH2kXqdMIJJ4QqKF3l5tMbqRjp8+hzBT+nPneU4goQBV+w44QeuakzBfIXnP1Yd6Off/65XcQZAYKSEOyto2348OF2kVqpAV5XXsFjqLLNtWG+WOlz2OGhzxv154srQERzogUnWcxnen8s9dZbb4XO6aWXXmoXyQsBgpKguZJ22203/8uqK6nJkyfbxWqltgEtXBWsZA844ICSHyOi96/PEfxc+pxxtPXEGSByyimn+MfXXefzzz9vF0GWtFRxmzZt/POp/476ro4AQclQzyKtH5H6wm666abm119/tYvVSs+D7RDZbrvtSrZ3lt633r8dHvqccYg7QOw2Lz271xQ3yJ2mh0mdR92FjBs3zi6SNwIEJeWxxx4LVZa6Ys2Vrsztx1nq8lpq40T0foNddbXpc8Vx55ESd4DIv//9b7PCCiv4P0eBWK6dHuJyyy23hL4XcY2vIUBQcnr37h3649AAqVypbeD4448PHUeDq84666yif6Sl96f3GRwkqE2fJ+o2D1sSASI33HBD6LO5XChUKgVwsOu6yyDcbBEgKDl6bKUva+qLq8da33zzjV0sK+riqon8gpWV5o7SnU4x0vsKzm2lTe8/yq66tUkqQKRr166hz3nBBRfYRWDRVO2rr766f850h+r6t5ENAgQl6cMPPwxNdbLrrrs6L0qkQXbBEeupTdONv/POO3bxgtD7CE5/ntr0vqMaJJiNJANk0aJFZquttgp9Xta6r5naioIXF5r7LO51VggQlCx7gKCmxHClaT5UOQYnYExtWsmvUMvj6ucGVxIMVg56v1FMT5KLJANENMV727Zt/Z+px3a33367XaziqdNE8K5c5+nuu++2i0WOAEFJO+yww/wvsLp95lvRa7ba4FTwwU0LMekKeMaMGfZukdLx9XOCC2MFN72/fGfVdZV0gIhmYg72zFLleOWVV9rFKpbuPILhoe2KK66wi8WCAEFJ05WXpjdJfYlV0eTbhVUjurXYUU0VuIKqY8eO5vLLLzdvvvlm3g2U2l/H0fF03OCo++Cm96P3VcgR9IUIEPnkk09C03Fo07oxro8ty4XaPOw2sSSXLiBAUPJ01xGsdA8//HC7iDOtHR6cmDDTtvLKK3t3BapQhw4dakaPHu1N+qjpsrVgT2rT/+vf9brKqbz20/72MYObfr7rGuZRUMC99NJLXu+3YIcDNdaqYk+KpvgP3olo0x1ormOByoV6WwUbzLUpPJK6wNBU/MHu8HovSSJAEJnglODa1A8+SpMmTfJWzFt77bVDPyeuTT9HP08/txB+++03rwH25JNPTqukglv9+vW9SkuVSRKmT59uttxyy9B70J2ZwqWS6Psd7Kqb5GM93fVpqYU11lgj9HtYZZVV7KKxIkAQGX2pd9llF//LrB5a6qkVNf2cF1980Zx//vnenUFwnqF8Nh1Hx9NxdfxCPJrRlbzWpO/Ro4dXGdjvsbZNlcltt92WyPtesGCB6dSpU+jn6/etn1/u9NmDI8y1qUPFXXfdZReNxcsvv5wW4No08DOpruQpBAgipf7uwalO9Ew27scb+oPWlfr1119vTjvtNLPXXnuZ9ddfP22EeGrTv+t1lVN57af9dZxC0KBEtatozIWWlLXfb2pLtftoEkvdBWht7RYtWqSVU+WS65otLjQyPTjLbGrT+jGzZ8+2i5cFTYy4wQYbhD6vvk9xd9WVL7/80hx55JFp51uPNC+88EKvy3XSCBBE7pFHHgl9wfXcvtDiHMjlQpPsKQA0LX5wLI296apSXYi1GNGsWbPsw3iVhioPeyCmNlU2qnTiplkIgkviatNFxE033ZTI3VAS1ClEYWnf7ar9LO7vVjH8jmtCgCAWwRldtT3++ON2kYqjq/KRI0d6i00F55myNz1X79y5s7nnnnuybtco9NWpKtHg48vU1r59e28tmVKlxnD9zuy2BrV3aG6rfHv/1UY/u9B3mXUhQBALTSaomXpTX/hKWgs96Pvvv/caW/W4LNMAydTWsGFD77n6gw8+mFdlX9PzcVVCqozi7B2kuw2tapjpMdwhhxzidZMuFTpPurPaeuut0z6LpmSPY1bdIPXu2mGHHdJ+dpLtXNkgQBAb9V4K9lLRWiLF8sWPk67G1a6iz2tPthjc1HVYC1Bpbq0o24lq6qGjTZWSnuPHSRcKXbp0SfvZ2nbfffdE2gtc6Y5CQduuXbu0967vshaDino9jyANYFUHCvt7k3RPu2wRIIiVnoMH/xC0qmE50hKlGnlc13gV3YmddNJJ5plnnjFLliyxDxMpVTYadKjKJ/geVDlp1uC4R/PrbsgenZ3adHeq81Usd6UaS6PVF+0xLqlNYy2iXIbWpu+CBrE2btw47WfrkWeSY31yQYAgdnp8kfpjUE+i119/3S5SkjQCedCgQd5zfvuPPritueaaXpuQugbH+cy8Jqp8Mk0CqcpKlVacQfbnn396nSo6dOiQ9vO1Kcz22GMPb26tuAPNpulZhg0bZrbddtu095XaDjroIDNhwgR710jpUVnr1q3TfvZGG21knn76abt4USFAELs5c+aYli1b+n8YmvZBq96VIs26e9FFF5mNN9447Q8+uGlql759+5pXXnnFq0SLgSojVUr2e1Xl5bKeS660NK7aguyfH9z0/tTbSd2af/jhB/sQeVHX51GjRnkDMzNV2KlNPa3UHhX3XGd6xLvnnnum/fxVV13VXHPNNSWxgBcBgkSox0hwqhONFSgVatBUjxu7/7+9qVI699xzi7qxWJWSKidVUvb7V2WWxKj7yZMnmwEDBtT4uCi4qTuwHguqrUgN9Pfdd5/3XdKm9xqcpkb/n3pN7RiDBw82xx13nLfcsN3NONOm8Lrsssu8O5M4qTeeQtKeb03/36tXr4zdtYsVAYLEqDtp8A+mWEctqweO5vbSHURdlZzuRHRH8t5779mHKWqqpFRZZarEVLklMRBQ51mVvd5H8+bN085tEpvuFM844wzz9ttv228vcgpvda7IFGbqXKB52koNAYLE6Pl/cJp2DaCbMmWKXawg9N7URqHKc6211kr7Aw9u6iarto9iee/50CM5VV72Z9SVvyq7JB+j6HxqKg49PrJn/Y1q0+/2mGOOMSNGjDDTpk2z30Jsnn32WbPJJpukvZ9WrVp5s+mWKgIEidKjhuAVmCbhi7NbZG00WaF6Q6lXVG2TFWrTYxQ9QomzJ04hqRJTZWZ/blV6qvwKQd2hn3vuOa8nn+4GDzjgAG/1R01Dk+kqXpv+Xa+rnMqrF5qmftG4Da3ZkbSpU6eGZstNbRor849//KNg3/2oECBIXHD9Am1aUyIpGm+hUfF6pl7bZIXqHaQleq+77rrYp6ooFqrMdGeVaSCgeiOpMixGxfj70VQ1Z599dloXam1qlylEmMWBAEFB9OzZM/RHFedaG5qsUCO8NbgtU+WY2lKTFeoxikaQVypVbqrk7POj6Vc0vb0qR2SmHnfqkpzpEZwa8+PuEpw0AgQFoalOgs+E9QgpyqsyDaJTTxyNQQmOhrc3VYoaI6HJCpNoOC4lquxU6dnnTJXjHXfcUTTdk4uFOl5stdVWaedL7S5aGz3OaWQKhQBBwaiffbBy14CyfCol9SxSECgQ6pqsUMGigOFqunaq9FT5ZepYoHmiVGlWOnX7zTR1iyay1NoyCxcutHcpGwQICuqGG24I/dGpYTEXGr2sR061rWOuTY+u9EeuAWp6pIXcqBJUZZhpSnGd17jHThQjfY8uvvjijHe4Wua3XDtcBBEgKLiDDz7Y/8PTjLVvvPGGXSRElZUat9XIbU86F9zUSK6J6dRoHuVkhZVMlaIqR/tcq0u2KlM9mqwE999/vzeGxD4Pm2++udcdvFIQICg4tT0E1zxQd1J71lFVXOpGm+mZfHBTW4q65WrGV3XTRTxUSWaaKFGVqirXcjVx4kSz0047pX1ufe90J1wJs00HESAoCi+99FJotbejjjrKG1imbqWZ1rcIbno+rwGAhZqssFLpXGuMRaYxNBowqsq2XKhX3oknnph2x6s7Zo1kL9W53fJFgKBoXHDBBWkVUU2bphjRIDE14pZj75ZSouVe+/Tpk7Zgli4IVOlGPSliknQXqztfrd1ifwf32WefspiNIB8ECIqGrmg1Mt3+Q01tmsxQkxpqckMUH1Wme++9d9rvTZWv1v4otUeKTzzxhLf6oP15NMp99OjRdvGKRICgqGj0bvCPVWNF1DirOZtQGlS5qpK1K15VxqqUi92HH36Ycdp5dcq46qqrSi4I40SAoKgEV/Tr1q2b/TJKhCpZVbaZpovp1KmTV0kXG61bo2l1Mj2K0xoiP/74o71LxSNAUDS0vGmwkbKY19VAdlTpqvINdpDQpkpalbXaTwpNj05vvPFGb7lhO+zUVfzdd9+1d8H/ECAoGlpeNPWHqxUMaRwvH6qEd9lll7QKWpW2Ku9C9Z7TKolan91+X1o1U/OnoXYECIrGbrvt5v8Bq2skys8DDzyQcZEuVeIvvPCCXTw2n332mencuXPa+2jYsKG59NJLK2ZAZL4IEBQFdfUMPubQWuIoT6qcVUlr9LpdgWuOMlXucVmwYIG37HCmudK00FQxTg1fzAgQFIVbbrnF/0Nec801K25EbyVSZa1K267IVbmru7Yq+6hoks6RI0d63y3753Xo0MG8/vrr9i7IAgGCoqCeOak/aI0qR+VQ5a1K3K7YVdmr0s9nhmbR8bfZZpvYjl/JCBAUnLpPBrtOqmETlUWVuKbib968eVpFr8q/rgk2M9EdjrqC28fTHY4eY0V5h1OpCBAUnK4CU3/c6pVTqB45KLza2igUBurqXRfNvDxw4ECvQdw+hhrOp02bZu8CRwQICu7AAw/0/8A1dxKgSr6mXlIKh5qm51fXW3XBtfdr164dd7YxIEBQUFoRMHi1OWbMGLsIKti4ceO8yt8OBIWEFgdL0TgTDfqzyzVt2rSg40zKHQGCgho1apT/x65pL5YsWWIXQYVT5a+VKxUGdkDssMMO5tBDD61xpLva1xAfAgQFFVzd7thjj7VfBnwKg9NOOy1trip700SIxTjXVjkiQFAwixYtCg0me+yxx+wiQJrJkydnnC1X0/1r+WIkhwBBwfzrX//y//gbNWrE9BHIyV133WVWXHFFbwLOnj17Ms16ARAgKJiuXbv6AXLkkUfaLwMocgQICmLx4sWmcePGfoAw8ylQeggQFMSTTz7ph0eDBg3MwoUL7SIAihwBgoLo0aOHHyAaMAag9BAgSJwaO5s0aeIHyD333GMXAVACCBAkbuzYsX541K9f38ybN88uAqAEECBInLpcpgJk3333tV8GUCIIECRKC0WtscYafoCMGDHCLgKgRBAgSNRLL73kh0e9evXMzJkz7SIASgQBgkRpgrtUgOy55572ywBKCAGCxGjVubXXXtsPkJtuuskuAqCEECBIjNamToWHpt+ePn26XQRACSFAkJh+/fr5AbLzzjvbLwMoMQQIEvHXX3+Flhq95ppr7CIASgwBgkRMnDjRDw9Nv/3VV1/ZRQCUGAIEiRgwYIAfINtss439MoASRIAgERtuuKEfIEOGDLFfBlCCCBDE7oMPPvDDQ9vUqVPtIgBKEAGC2F188cV+eGyxxRb2ywBKFAGC2G266aZ+gAwcONB+GUCJIkAQq48//jj0+Gry5Ml2EQAligBBrC677DI/PDbaaCP7ZQAljABBrLbeems/QC644AL7ZQAljABBbL744ovQ46t3333XLgKghBEgiM3VV1/th8f6669vvwygxBEgiM0OO+zgB0j//v3tlwGUOAIEsfj222+9Oa9SATJhwgS7CIASR4AgFsOGDfPDo2XLlt5svADKCwGCWOy+++5+gPTp08d+GUAZIEAQuR9++MHUq1fPD5Dx48fbRQCUAQIEkbv11lv98GjevLn5448/7CIAygABgsjtvffefoCccsop9ssAygQBgkjNmTPHLL/88n6AjBs3zi4CoEwQIIjUyJEj/fBYbbXVzO+//24XAVAmCBBE6qCDDvID5IQTTrBfBlBGCBBEZv78+WbFFVf0A+Spp56yiwAoIwQIInP//ff74bHKKquYJUuW2EUAlBECBJE5/PDD/QDp1q2b/TKAMkOAIBI///yzWWmllfwAefTRR+0iAMoMAYJIPPzww354NGzY0Pzyyy92EQBlhgBBJLp27eoHyJFHHmm/DKAMESDI2+LFi83KK6/sB8gDDzxgFwFQhggQ5G306NF+eKgb74IFC+wiAMoQAYK8HX/88X6AHHzwwfbLAMoUAYK8aKqSpk2b+gFy991320UAlCkCBHl59tln/fCoX7++mTt3rl0EQJkiQJCXXr16+QGy77772i8DKGMECJxpoajGjRv7AXLbbbfZRQCUMQIEzoIrD2qbOHGiXQRAGSNA4Oy4444LBciGG25oZs2aZRcDUKYIEDj5888/TYsWLUIBom3bbbc1ixYtsosDKEMECJy88cYbaeGR2tSYzkqEQPkjQODkrLPO8gNjp512MieddFIoRLp3727++usvezcAZYQAgZNWrVr5YTF06FDz3//+N7ScrbZzzjnH3g1AGSFAkDP1tkqFxLLLLmu+/PJL7981hfuOO+4YCpFrr73W2htAuSBAUCc1ir/yyivencYRRxzhLVebCogtttgiVHbOnDlmk0028V9fbrnlmJ0XKFMECELUu+qDDz4wvXv3NrvvvrsXELrLCN5VBLejjjrKPoT5+uuvQz20VlhhBfP888/bxQCUOAKkwqmyf+SRR8zZZ59tdtttN9OoUaO0kKhpa9Cggfn000/tQ3omTZpkmjRp4pfVeiHvvfeeXQxACSNAKsj8+fPNuHHjzOWXX24OOeQQ07x587RQqGlTWGy//fbmzDPP9B5JTZ061T58mvHjx3v7pY6x5pprms8//9wuBqBEESBl6rfffjPvvvuuufHGG02PHj1C7RLZbCuttFLo/6+88kr7R2RFdzf16tXzj9OmTRszc+ZMuxiAEpRogAQrpFy47pctjVd47rnnvMc4uspeZ511vCvnhg0bmpYtW5q99trLXHDBBUX9CEZ3BPfff7/p27ev9xm0MqAdCjVtuhM59NBDzeDBg707FN2paFr2du3a+WXUDjJq1Cj7x2Zl+PDhoZ+3zTbbMFodKAPx1Mg1CFYiuXDdLxtjxowxm2++eVqlWtOmyq/QDcLq6fTUU0+Ziy++2Oy///6hBZ3q2tTGocZxheWjjz5qvvnmG/vwPr2mME3tq/U+FLQuLrzwwtD7YLQ6UPqir5FrEaxAcuG6X23U20h3FXYFm+2WFI2t0LQh1113nenSpYtp3bp12nupaVMX2vbt25u//e1vZsSIEV7vKn3uXHz44YehgNL07e+8845dLCsnn3xy6P1pMkZGqwOlK7ma0LgHget+tTn//PNDx1UvIT3+eeaZZ8z06dPN4sWLza+//mq+//57rzFYbQCaKDDq92GbPHmyGTlypNeNduuttzbLL7986H3Wtq233nreOI1rrrnGvPrqq+bnn3+2D+/ktddeCzWG65HXZ599Zherk9YP0Zrpwffcv39/uxiAEhFfTZhBsOLIhet+NXn66adDx1Sllu1SrO+//77ZZ5997H92oqB6/PHHzXnnnWc6duzohVjwfdW2rbrqqt770F3Uk08+aX788Uf78JHS+ww2hm+wwQZOP1N3VJo7K/hZFHgASk80NXKWgpVGLlz3y0SPTLbcckv/eJ07d07kMcrChQvNSy+95N3JHH744RmnQq9pU9tDhw4dTJ8+fcy9995rpkyZYh8+EfYCUrpD0ufKVabR6uoAAKC05F8j5yBY+eTCdb9MXnjhBf9YuuKfN2+eXSRvmlhQdyq33HKLN0utRnMHP0NdW9u2bU23bt3MsGHDzFtvveU9TisWl1xySei9durUyesynCsNYFQPt9RxGK0OlJ78a+QcBCueXLjul4meuaeOpUFxUZk9e7YZMGCA2XnnndPGUNS2rbbaat4jtEGDBnntL3EEWtR69eoV+gwKO5e7OLX32KPVNXYFQGnIv0bOQbDSyYXrfpnssMMO/rHGjh1rv+zs2GOPDb3PTJuCRc//+/XrZx566KGSHZWtxnCNZA9+Nn0mF5qk0W6gL9XzAlSa/GvkHNgVqsuWr+C4hhkzZtgvO7PXB9em8SUnnniiufnmm71HWnq0VS7UQ22XXXYJfd6rr77aLpYVjUdhtDpQevKvkXNgV7AuW76Cj5eibFtQw/CQIUO8SvTFF190alwuNeq5tummm/rnU6PV77vvPrtYVhSywd+zBmxWwjkESln+NXIO7DBw2fIVfFwSZYBUqm+//TZttPqzzz5rF8vKRRddFPpdq5uySwM9gGTkXyPnwDUIXPfLJNjzJ8pHWJXMHq2u6VK0aqGLnj17Vh+navvHscc6NdADiF/+NXIOXIPAdb9MNNFg6lhRNqJXOo1WDz4ebNasmZk2bZpdrE6p0epNq47RqWo7r2r7z9ln28UAFIH8a+QcuAaB636ZxNWNF8Y88cQTocZwzdv1ww8/2MXqtPjXX83ZO+1kLqw6xuNV2zf6vQ8dahcDUGD518g5cA2CmvbToxNN5aE5qjSeQu0bmoJc81z99NNPobIpGqyWOpbW9q6pHNzcdtttod+XRqsvWLDALlanX+fONa9U/S6/1+9c27LLGuM4nTyAeORWk+eppiCoS037Bf/d3jRXU6arXz1PD44MP+yww3jGHrFLL7009LtwHa3+p6aab9lyaYBoq1/fmHHj7GIACiS3mjxPNQVBXWrab7vttvMWK9I05VqgSGMHNEAv1VCuMRiZaC2N4DEVItneiWg8h9ayQO00hXzwHB9zzDE5TyXvmTzZmCZNqkOkcWNjHKeTBxCt3GryPNUUBHXJdT+Nw1BZNeTW5Nxzzw0dV4+zNJpaXVDVO0tdfLVpOneNlr7qqqu8wMrlfVQyNYZrlcPgOXZuc3r1VfW/rg6R5s2NcZhOHkC0Eq0Jcw2ClFz3092IympJ2proavicc84JHTuXDXXLNFrddW1189hjxtSrVx0iG2xgjMN08gCik2hN6FoB57rf66+/7pVVl926aC2N4GjqujY12GtGX2RHk0Nuttlm/vnTaHVNSe/klluqA0Rbhw6aJ98uBSAh2dXIEck1CFKy3U9Ta6h9Qw3oWmNC/50NNaLr0ZUeYSkgtFbHiiuu6I1rUHuKGoG1prfaP5A7jVZfd911/d9hk/r1zduOo9XNxReHQ2TvvY1xaKAHkL/aa+QSYd8l6I5i9OjRdjEU0EcffeSNVk8NELyoUSMz13G0uunZMxwi3brpKsAuBSBmZRkgavvo0qWLt2gRisdbr79uDq26q0sNEPxOnRwcRqubP/4wpnPncIicdZZdCkDMyiJAUmbNmmXefPNNbxVAPWvXFe/UqVPtYiigT5980jxdr171AMHWrY3JMF6nTr/+aszOO4dDxHE6eQBuyipAgoYOHerdjagrKYrL4hEjwhX/VlsZ4zBa3cyda0y7dtXH0Wh1x+nkAeSubANk/vz5XoCsscYa9ksoBgMHhkNkr72MWbLELlU3jVZfZ53q42i0+nPP2aUAxKBsA0QLPClAtM42itQpp4RDpGtXDdCxS9Xtww+Nadq0+jiMVgcSUbYBMnjwYC9AdtttN/slFAs1hh92WDhE+va1S2XntdfCo9XVQM9odSBWJRsgmhBR04to4SJNPaL1xjXr64QJE7x5mNSIrgB5/PHH7V1RTLQq5K67hkPkiivsUtnR75rR6kBiSjZA7K679qZ1Ka5wrYiQrHnzjNlss+qKX43h99xjl8rOrbeGw2jrrRmtDsSkZANkypQpZtCgQVUXr7t6o8WXX355b0LE9u3bmzPOOMNbKwQl5LvvjFl33eqKv+r3aVxXjLzkknCIdOrEaHUgBiUbIChDVRcFZrXVqiv+Ro2Mefttu1R2evUKh0j37nYJAHkiQFBc3njDmJVWqq741Q3bZTCoGugPOSQcIuryCyAyBAiKz5NPhhvD11/fmO+/t0vVTaPV99hj6TE23pjHWEDECBAUp9tvD989tG/vNlr999+NefPNpWECIFIECIrXoEHhEOnY0W20OoBYECAobqeeGg6RLl3cRqsDiBwBguKmxvDDDw+HyBln2KUAFAABguKn0eqakiYYIkOG2KUAJIwAQWnQaPXNN68OEI1Wv/tuuxSABBEgKB0arb7eetUh4jpaffZsY4YPN+bAA5cuaKUBiw0bLv3vAw4w5qabtDqZvRcACwGC0mKPVteEidlS47vmR1tllfDjsEybyugxGQ32QI0IEJSeCROW3jGoot9lF/vVzNSOYjfGZ7NpH+0LIA0BgtL00UdLBxvOmWO/klm3buFg0J3LDTcY8/HHxixaZMzPPxvz6adLH19tuGG47HHH2UcDYAgQVAKtkx4MBK2EWNu0JnrNHn8yapRdCqh4BAjKm9ow2rSpDgLdiWQreNeiuxLaQ4AQAgTlbcyY6hBYdVVj5s+3S9Tsp5+W7pPa/+mn7RJARSNAUN7OPLM6APTfuQru36+f/SpQ0QgQlLfttqsOAJcxI888U73/9tvbrwIVjQBBeWvRojoAZsywX63b9OnV+7dsab8KVDQCBOWtQYPqAHAZz6F1RFL7a6VEAD4CBOUt3wDRPgQIkBEBgvK29to8wgJiQoCgvG27bXUA0IgORIoAQXnr27c6AFy64dKNF6gRAYLy9tRT1QHQpIkxCxbYJWqmQYfBgYQalAjAR4CgvGlJXK3zkQqB7t3tEjXTJIqp/TQdClOZACEECMqfVi5MBYG2004z5vff7VLV9Nrpp4f30YSMAEIIEFSGLl3CgaDJETV1u6Zw11Tuv/xizNSpxtx8szFt24bLdu1qHw2AIUBQKRQQhxwSDoZsNu2jfQGkIUBQOdQecvnlxqy8cnpQ2JvKXHbZ0n0AZESAoPLMmmXMjTcas//+xqy//tLlcbW1amXMfvstXalw5kx7LwAWAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABO/h9Hd5FyXJwkvwAAAABJRU5ErkJggg==)
