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29QW/SxqilOTnJrmyo7GcbRunRse++5bNe4D9UazUEev5DXjbzkhQCqcDnBNv7D66qvnnGz1/zfeeGN2f6lSU9v555+fnbI7+tn0B/3www/7xUvWQi3i9Oc/54ZHjx5VPbBQ72677bbw2NtJy/WWEQKkgj3zzDM5bbTadAXStWvX7BVJuVDTW4cOHXI+pzY11WkivVL25r33un9HF1LS3FasqZIquuJVp47guCu1K/olIUAq0AcffOAOPPDAvBNq69at3VtlOo236A9XTXJ+YJ5yyiklF5iavbjHGWe4QzKf4cbM9obCY9NNy3Ya9lJ33XXXhcfcnlo9sUwQIBXkxx9/zK685s8uqgV01OuqEqhJTk1za6yxRk4dqMlOTXml0GT31VdfZRfd0vtuktmOy2zPHnCAW/j9935RpIRmaIjOUj1OywKXAQKkAqj/ucZt+DeVV155ZdevXz/3W22WMC0zuuJQU53faUBNemraSytNFe4PnrzhoovcQu53pJ46cATfmRaoKgcESJnTLx2NGI+ecNStVSPLZ86c6RevOGqyU9NdtH60qYlPTX1pcvfdd+dMXqkfAOXUGaDcqQVAC6QF398rr7ziFyk5BEiZ+vTTT90RRxyRd2LUJG+a0wq5tICQmvKidaWmPjX56Q+/PqlZ7bTTTst5b02bNs1ZFhilQdPsBN/hIYcc4u8uOQRImVFb6yWXXJKdHTd6wtHsuUOHDi3aQCatLKiguueee9wFF1yQnehQv/S1Toi60WrTfYfgv/Xv2q9yKq/H6fF6nmJRU56a9PTLPlp3a6+9ths0aFC9TEWhxbhatmyZ8350dVTfoQabb775xjVs2DD7Paol4G0tKVzCCJAyonU4tApa9GSjJo+LL7448ckFNcp72LBh7sQTT8ybAqXQTc+n59XzF2M0uZr2jj/++LzJI7UOdjFvfmoKlui0+Xo/+i7TMAcZ7LRUbvCdHn300f7ukkKAlAG1peoXvH/i1UqB06dP94vHRs/du3fvvLEkSW96Pb1ukp9NdMM6uq5DsB1++OHZJsIk6YonOgBSi2mV2yjmSqUfQcG9LHXiKIUpghaHAClhat7Qkpn+L2VNI601ypOgKxmd3NSX3T+xRjfdTzjooIOyky/ecccd2TmqdNLV5k8lov8P9qmcyutxerx/X8Lf9D70fpK6wlKTn5r+qltAS02FcS+gpXUjNC4l+lpbbLGFe++99/yiKGHqARh8v7q6LlUESAnSSaZ///55S7yqrX7gwIGJtNVryc4+ffrk9GWPbhtuuGE2zHSy/fzzz/2HF0TPp+fV8+t1/NfWpvel95fUOukKKDUf+Uv4qslQTWtxUNPZ7rvvnvP8GkGfxtmPURgtfNagQYPsd6zOGsVckC1OBEiJGTlypNt0001zTjI6AM8555xEbqx+99137qKLLnKrrrpqtSft008/vei9uvR6et3qwkzvU+9X7zsJajY77LDD8l5XJ/5CumW++OKLbt111w2fT1eVl112Gfc7ypi60gff9xlnnOHvLgkESIlQb4199tkn78TVtm1bN3XqVL94wdR0oxltqztJ77333tkgq+9lOvX6eh96P/571PvW+0+q19m//vWvnBXntOmkr6skNS3Wxe23354zO4BC8PHHH/eLocy8//77bumll85+51oQ7csvv/SLpB4BknL6Ja1f28HlbrCpXfypp57yi8fi9ddfz2tK0dauXTs3YcIEv3gq6H3p/fnvWZ9DnycJairU/Ro1HUZfU92Ar7zyyhpH+Gv/SSedlPNYzdWVxA8CpJM6ZATffQ/NoFxiCJCU0mR5N998c96cTRrJqonZkpizSSdELQ/rT++xxx57uCmaMrwE6H3q/Ubfvz6PPlcS94ZETYfqmunPMaamxsX1nPriiy/cLrvsklP+4IMPdrNnz/aLoozpx03QCUY/PJJqek0KAZJCY8aMcVtuuWXeSbBLly7ZgUhJ0A1cf0oP/bLWgL6kmoGSover9+1fGejzJTl9i64cqrsKatOmTc6AMfU0a9y4cbhfzRjqAFBq9Yx4aLXP4FjQfa9SQoCkyEcffeQ6duyYdwJSG39SzTCiwGrUqFHOa55wwglFHQWeBL1/fY7o59Ln1OdNkpoW1cQYfV01QWo6kquuuirnSkVXlKNHj/afAhXkpZdeCo8HtTiU0lUoAZISmrfKH8+x0UYbuREjRvhFY6UbzdEmK3UNHj58uF+spOnzRLs86/PqcydJTYxqaoxOnudvW221VUkPIkN8dJUaHBf6kVEqCJCUiIaH1u5Wk8avv/7qF4uVbvRGT2jqVZS2GWjjos/l95rS50+amhzV9OjfV9KcX3PmzPGLo0KNHTs2PDZ0lTx37ly/SCoRICkRnGA0fYVusCZJYwvOOuusnBOaZgZNOrDqmz6fPmf0c6seijHW4umnnw5fU12Mud8BX7Tn40033eTvTiUCJCWCEc5rrrmmvyt2fnicfPLJifVQSht9Tn1eP0SSppHGwetp3jLA9+STT4bHiBYNq+9xVrVBgKREsQJE05VHT569evXyi1QEfe5oPahekkSAoCa6KtWMz8FxolVE044ASYliBIhuHBMei/ghkuSNdQIEtfHQQw+Fx8lmm22WHQ+WZgRISiQdIOq6Gr2Rq2YcuJzmLNVPUl18CRDUhu7HRZdH0Bo/aUaApESSAaLBc9FxHrqRXCn3PGqieojeWFc9JTHYkABBbQ0ZMiQ8VtTVO80dLgiQlEgqQHSCjI4wV1fWcu9tVVeqj2gXX9VX3AFLgKC21GwVXdXz0Ucf9YukBgGSEkkFiOaACg5EDaYr13EehVK9RAcbqt7iRICgLjRDc3C87Ljjjv7u1CBAUiKJANH0J9H7HuU2wjxuqp+grlRvcU4fQ4CgLjRTc3QVzGeeecYvkgoESErEHSBqN40OTCrlZTOLSfUU1JnqL672ZwIEdXX99deHx0zLli393alAgKRE3AGiPuTBwbfOOuuU/MSIxaJ6Un0FdRdXX3wCBHX1yy+/5MworUXM0oYASYk4A0RrCkRXEhw8eLBfBEug+grqTvUYxxoNBAgs+vbtGx43++23n7+73hEgKRFngGhN8OCg0+JKcTXDVArVV3RRKtVnoQgQWGixsuiMzq+88opfpF4RICkRV4D88MMP2TW1gwNu8uTJfhHUguotqEPVp+q1EAQIrKIzJmjVyjQhQFIirgDRNPDBwda2bVt/N+pA9RfUpeq1EAQIrLQkgJZ40LGjZR/eeustv0i9IUBSIo4A+fnnn3PufUyYMMEvgjpQ/QV1qXpV/VoRICjEeeedFx4/Rx11lL+73hAgKRFHgAwaNCg8yLQMLgqnegzqVPVrRYCgEDNmzAjPERqjlJaVLAmQlIgjQPbcc8/wJDVy5Eh/NwxUj0Gdqn6tCBAUqmvXruExlJZxXQRIShQaINOmTQuXxVVzSyksRlMKVI9Bs6DqV/VsQYCgUNOnT3cNGjTIHkPLLrts9piqbwRIShQaIL179w5PUN26dfN3owCqz6BuVc8WBAjicPzxx6fq75wASYlCA2TLLbcMD6xJkyb5u1EA1WdQt6pnCwIEcZg6dapbeumls8fRCius4GbNmuUXKSoCJCUKCRDdYAtOThtuuKG/GzFQvQZ1rPquKwIEcTn88MPDY6lHjx7+7qIiQFKikADRqmXBAdW5c2d/N2Kgeg3q2LJKHAGCuGiW6OB+58orrxzLVDtWBEhKFBIg0Rlkhw4d6u9GDFSvQR1besAQIIhThw4dwuMp7rVr6oIASYlCAiS6etnnn3/u70YMVK9BHau+64oAQZwmTpwYHk9rrLGGmz17tl+kKAiQlLAGiC5fgwNpk0028XcjRqrfoK7r2mxAgCBubdq0CY+p/v37+7uLggBJCWuARH+JdOzY0d+NGKl+g7pWvdcFAYK4jR07NjymGjVq5ObOnesXSRwBkhLWALn33nvDg+j888/3dyNGqt+grlXvdUGAIAnRVUdvuukmf3fiCJCUsAZIdO2PuFbPQ/WiqzzWdY0QAgRJGD16dHhcNWnSpOgzUBAgKWENkMMOOyw8gMaNG+fvRoxUv0Fdq97rggBBErT42fbbbx8eW4VM+GlBgKSENUBat24dHjxpmaGzXKl+g7pWvdcFAYKkPPTQQ+Gxtemmm7oFCxb4RRJDgKSENUB23nnn8OCp72kNyp3qN6hr1XtdECBIysKFC13z5s3D42vYsGF+kcQQIClhDZBmzZqFB86cOXP83YiR6jeoa9V7XRAgSNKQIUPC40vztalpqxgIkJSwBsj666+ffZwmWCvWQVOpVL/BRHaq97ogQJAkNVtttNFG4THWr18/v0giCJCUsAbI6quvnn1cw4YN/V1IgOpZ9a16rwsCBEnr1KlTeIy1aNHC350IAiQlrAHCFUjxcAWCtJo3b55r3LhxeIwNHDjQL5IIAiQlrAHCPZDi4R4I0urWW28Nj6+6dvAoBAGSEtYAoRdW8dALC2k0f/78nPVqRo0a5RdJDAGSEtYAYRxI8TAOBGk0ePDg8NjaZpttitqUTYCkhDVAGIlePIxER9r88ccfbvPNNw+Prfvvv98vkigCJCWsAcJcWMXDXFhImwceeCA8rpo2bZoNlGIiQFLCGiDMxls8zMaLNFFT1bbbbhseV3fffbdfJHEESEpYA4T1QIqH9UCQJo8//nh4TOkmum6mFxsBkhLWAGFFwuJhRUKkyS677BIeU//4xz/83UVBgKSENUCENdGTx5roSJMxY8aEx9O6667rfv31V79IURAgKVFIgJx44onhwTR06FB/N2Kgeg3qWPVdVwQI4tSqVavweLr66qv93UVDgKREIQFy3333hQdT586d/d2Igeo1qGPVd10RIIjLiy++GB5LOl/U5wwUBEhKFBIgM2bMCA8o3UxD/KIjfVXfdUWAIC7t2rULj6XevXv7u4uKAEmJQgJEtAZAcFBNmjTJ340CqD6DulU9WxAgiMOrr77qllpqqexxtMoqq7gffvjBL1JUBEhKFBog+iUSnKC6devm70YBVJ+F/uIjQBCHQw89NDyOLrzwQn930REgKVFogEybNi38ZbLWWmu533//3S8CA9Wj6lP1qvpVPVsQICjUu+++Gy4nsOKKK7qvvvrKL1J0BEhKFBogsueee4YnqZEjR/q7YaB6DOpU9WtFgKBQxx57bHgMnXXWWf7uekGApEQcATJo0KDwANt777393TBQPQZ1qvq1IkBQiE8++cQ1aNAge/wst9xyqRnvRYCkRBwB8vPPP4fNLdomTJjgF0EdqP6CulS9qn6tCBAUokuXLuHxo/9OCwIkJeIIEOnTp094oLVt29bfjTpQ/QV1qXotBAECK11t6KpDx46uQj7++GO/SL0hQFIirgBRt75VV101PFlNnjzZL4JaUL0Fdaj6LLS7JAECq7PPPjs8do455hh/d70iQFIirgCR6Bohe+yxR1FXKCsHqi/VW1CHdV37ozoECCzU06phw4bZ40Y9sNQTK00IkJSIM0A0U2z0XoiWvETtRZcIVT3Wdebd6hAgsNBYj+C40RiQtCFAUiLOAJHo6nnrrLOO+/777/0iqIbqSfUV1F1cqzwSIKgrvzl6ypQpfpF6R4CkRNwBomaY3XffPTz4LDPIVqLozMaqv7ia/wgQ1FV0dom0doghQFIi7gCR119/3S2zzDLhQTh8+HC/CCJUP0Fdqd5Uf3EhQFAX6jKuc0FwzKS1Sz4BkhJJBIhceuml4UGoydc++OADvwgyVC+qn6CuVG9xIkBQF9dcc014vKR5UDABkhJJBcgff/zhWrduHR6MLVq0qLfVy9JK9aF6CepI9aV6ixMBgtrS8ahVBoPjRasPphUBkhJJBYjMnDnTNWrUKDwgDznkkNhPkKVK9aD6COpG9aT6ihsBgtrS+ubBsaJ1z9OMAEmJJANE9Csmej/k5JNP9otUJNVDUCeqn6R+7REgqI358+fnLF42atQov0iqECApkXSAyF133RUemNp69erlF6ko+vzR+lD9JIUAQW1ExyBtu+22sfUCTAoBkhLFCBDp168fIeLyw0P1kiQCBDVRc+rmm28eHicPPPCAXyR1CJCUKFaAiNYSiJ481YxTKfdE9DmjzVbairG2AgGCmigwgmNEQVIKf5MESApohGmwmqDmu3nrrbf8IrFauHBhXojoRnK5987S54veMA/CQ/WRtCFDhoSvqdHFausGAmqqUpNVcIyUyvRDBEg90kRpGvkcLFMZbLqZ27VrV/ftt9/6D4nVlVdemfO66sparuNE9LmiXXW16fMn7cMPP3QdOnTIeV1tWt3wyy+/9IujQulmeXBs6CZ6qfzAIEDqgdbZHjBgQM48N9Vta6yxhrvxxhsTPZh04zjaO0uD6cptxLo+T3SQoD5vkjfM5aeffnLnn39+uI5DddsGG2zgXn75Zf+hqEDqrhscF+rGWyoIkCJ74oknXNOmTXNOJFok5swzz3QfffSRO/XUU3NO6NqaN2/unn32Wf+pYqOuq9FxItpOOOGEkp+AUe9fnyP6ufQ5k+qqK2oOUzhFJ2TUttJKK7krrrgi28698sorh/+ue19JhxnSTcdjcDxoAGEpNSUTIEXy3nvvuf322y/npKJN/6Z9UW+++aZr1apVXtn27dtnm0SSoMFz0RHr2tZee213zz33pL4roU/vV+9b7z/6efT5khgkGBg/frzbYYcdcl5T97aOO+44N2PGjLDcO++8k9PbRpuaLJO80kR6aaqS4DjQFCalhABJmH4F6+pCVxnRE4auQnQ1siQPP/yw23jjjXMepyYRNY2oiSRu6vWhOaD8KyAtrpTGqaSro/cZXQxKmz6PPldSvVrUw+qoo47KeU1tu+66q5s4caJfPOvHH3/M/iDw63nWrFl+UZQxTZIYfP/qgalJFEsJAZKQBQsWuFtvvTVnRk1tuu9x9dVXZ++D1Ma8efNc3759s00g0edRE4maPpLoQaRZaKNTwQdbu3btUjsrqN6X3p//nvU54pxVN2ru3LnusssucyuuuGLOa6633nrZXlc1Xbnpu7vkkkvCHnjBY1966SW/KMqUpmkPvntN315qCJAEjB071m299dY5JxX1tDrppJOyPa8s1ASippDoyUabmkzUdBI3nfwUUNGVDYNNl9wjR46sdQgmRa+v9xFtAgg2vW+9/5pO4la6Md+kSZOc19T9jJ49e7o5c+b4xZdInyF6k19XmXfccYdfDGVGV8vBd64fllpAqtQQIDH65JNP8sYZaGvZsqV79dVX/eImahJR04j/GkceeWS2KSVuWs5Va4JX12NMJ+nTTz/dTZo0yX9YovR6et3qwk3vU+83jmVoq1NdE5k2LTc6bdo0v3it6T5Ys2bNcp6zS5cu7rfffvOLokzomAm+ay1dW4oIkBjoF6cOAL/L5p///OdEpiPQr2o1kai5I/p6akpRW7+aVuKmX0d9+vSp9qStTX3XO3fu7IYOHeo+//xz/+EF0fPpefX80Ynmopvel95fUr/iNGZDPbr8MTvbbLONe/755/3iJrNnz3YdO3bMef7ddtst5wY8ysO7774bHksNGzY0t0zUNwKkAEFvn+jc/dp0Ir/88ssTOZFH6YabmkyCaVCCTU0rSY3l0GsOGjQoOxAu+pr+tskmm7iDDjrIde/ePdsco2a2Tz/9NLvpvk6U/j/Yp3Iqr8fp8Xoe/7mjm96H3k9SNx/VTHbVVVflNDFpU2Dddtttsd+Y1zGlYycaVDq+XnzxRb8oStgxxxwTfr9nn322v7tkECBGb7/6qmtfTVfbo48+2v3nP//xiydKTSfRy+FgU1PL5MmT/eKxmT59evbGn9/0kvSm19Pr6vWTpNHBm222Wc5rqzedpj9J6konoB560WbDZZddNhtYKH0ff/xx2NNRrRZffPGFX6RkECB19MPXX7vBl1ziOm6xhWvRuLFbbYUVsgfCjjvuWO+/EtWUEp1PR5t+yarpJelpM9TMMmzYsOzULH7X40I3PZ+eV89fjOYcNS/su+++ee9j//33d++//75fPDGafmXLLbfMeQ+qB/8KDqVF97aC71P/XcoIkFqa/9tvbvSdd7ozW7Z0p+60kzt+u+1cq8yJbefNN3eD7747ke60FmpSuf322/PuVagJRk0xxeo5pfEvutmtJr4LLrgge4WkgXyaiVaBoG311VcP/1v/rv0qp/J6nB5fzNHweq0zzjgjb8yOBv09+eSTfvGi0P01v2OGpr0o5V+tlUz384J7pTrO1PGmlBEgtTBlzBjXs2PHbHAEW7fdd3dDr73W/VLHLpvFoiYWta2q6SN68lGTTNpXOSs2jdnR/EPVjdnRyOBihe7i6L6IpkGJ3hfRlCzjxo3ziyLlorNgH3vssf7ukkOALMHnH3zgrs1cYkaDQ9ut553nvi7yfQ4rNbkccMABOSdGbWqi0ZQale65555zW221VU7d6EStNUO+/vprv3i9euqpp9xqq60Wvk/9gr355pv9Ykgp9bQKBp3qGFNTaakjQKox5/vv3bC+fV3XXXbJCY7LDz/cvVfkMQ9xGT16dN78SzoBdevWrajNRGmhG5kHH3xwXrCqV9drr73mF08NTbjpD1I9/vjjS2oCvkqlptngO+vUqZO/uyQRIBF/LFjgxgwb5s5p1SonOM5t08Y9/+CDbmHMXTaLTZP1XXvttTm/YrWp6eaWW27JNuWUO4210B+yP2ZH40sezHzHpUBdlnUCir5/deIodu8/1J6alIOu4JpNIq6BxfWNAPl/b7/4orv00ENzguO0XXd19191lfslgYkL65OaZtRE4w+KU1POP//5T794WVAnB92Yb9y4cc5n1iAudQkuxV/wWhArOvGl5kd74YUX/GJIAR1jwfekOdvKRcUHyJeffupuPvPMvPscN5x2mptZ4j0kaqKmmr322ivnhKpNTTtq4ikX//73v91Ome/U/5x/+9vfYh81X2xaJ0YLjwWfSc2SN9xwg18M9Ug96aIdNOq7u3+cKjZA5s6e7R667jp3+m675QRHr8zJ8/UK+xWnpht/ihA18aipR00+pUrhEB3xG2wKk3L6I1ZXUH/8j3r4JD0TAmpHs28H34vW+SknFRcgasoY/+ijrvu+++YEx9mZX+LP3HOPW1Chi/qoCUeX2WrSiZ6I1OQzePDg1IxzqY1y+iy19csvv7gjjjgi5/Nuv/322elhUH90LEabTcutibiiAuSDKVPcFUcfnRMcXXfe2d17+eXup2+/9YtXpFL/1V6uV1O1NWDAgJz7IhpQqq7KqB8aXxR8FxoAWm4qIkC+nTnTDfz73/Pucww48UT3aRn0xU5Cqd03qJT7ObWhNbajbe4KlFJbKrUcqNejZuQOvofHH3/cL1Lyyj5AJo4e7br95S85wXHBgQe6l59+2i8KTyn0XFpSj7JK/uWtiSa32267nDrRRJ9q6kJx3H333WHd6x5VUoub1aeyD5A+Rx0VBscZmSB5YuBA91sKTnylJI1jJzS9iH5VV/KYlproJrpCI1o/LVq0KGjhK9SO5qRr2rRpWO/19XeStKIGiN+EFN3O2nPP7DiMey67zH0U40jgcY884s5t3drd2bOn+27mTH836iAto7cZVV83GjwanSBSIatmLiTn/vvvD+tbx2rc68akRWoCxN+G9+/v/luGvWXKweLmj9Ka70nOH8W8XnZjx451a6+9dlhnui+i2ZkRPzVVRafhV8+/clVvARKltvbvZs1y/3rooZxpRF7I/D/SqZgz2DKzcDw+++wzt8MOO+TUobr+JrWaYyXRDxitjKm1d9Zff/2wfrU6qG6ml6tUBEjUpKeeCsvo/gXSLck1NNKytkk5UccHDTKM1qfWda+0nmqFUEcETRnTr18/1759++y6NtH6jG6nn366//CykroAmZP5tRmU0U1vlIa4V/Grz9UVK8GNN96YE/o6CT7zzDN+MbiqsVEjRozIXgVr0sroOJvFbeqpqOM3DT0Vk5S6APn5xx/DMupuWx3/eeZlfhGMzlw+Xp65HD9jjz2W+PxIlvq6F7KOeH2t716J9CtaEzAGdayA1q/qcuxuWlu66lWHEK2zcuSRR+aM41jcpkBR06ACRr2tKmlW5NQFyKSnnw7LDLrwQn93VvR5Zn//veud+aKj/7ak50fy1LSkJqZg+upgU1PUbbfdVm2PFLXD9+zZ0y2//PI5j1Eb8vDhw/3iiIl+XfsDRhXgmgCwEvyY+cGqhbouvvhi16ZNG7fSSivlBYS/qev4gZkft3379s1eKVfy2JpUBIhuov/w1VfZOaq09ob2n7/ffu6rxSR59HkG9ujheh50kHtt7Fg3t0IO+lKhpqYTTzwxb5Cf2tz1hyf6tTtkyBC33nrr5ZTRym2XXnopEwIWwbx587KLUkXrX73sPvzwQ79oydNnuvfee90pp5ySPQ79cKhu0/081c8dd9zh3n77bf8pK1q9Bcjitr+3besevv569+M33/gPD0XLa4zHDwl2HUXhpkyZkm2C8v8wNTOpP1pam5oO1GMIxaUBmNGebvqlrTE3pUrBqPnb1CvwkEMOyeuMUd2mK2Adqz0yP0zVw++bJZyHkMIA0TKy13ft6t6aMMF/eCha/slBg/zdSCk1RalJyv+jDTa1I48fP95/GIpI9R+dukZXj3369CmJ+yJac3zkyJGue/fubvfdd8+bOaG6rVGjRu6vf/2ru+6669zEiRPdb7/95j8tlqDeAsSn6UWmv/OOu6tXr0XhkLlkrE70eT577z1/N1JMTVKXXXZZ3i/du+66qyynWS9FX3zxRXbm2OiJVjMQpG024zfffDPbzfu4447L67ixuE1TuZx22mlu6NChdF2OQWoCJGrwpZeG5d4cN87fnfM86oGF0vNeJvh181Zdf2vTOwvFpV/iun8VPfk2b97cTZ061S9aFLqpr7U0dDXUtm3b7IBVPxz8beWVV84eX7qXppUb0xaA5SCVAfKfzEEalLuhmoE40ecphUtroFTpF370alEn7mJMS66FsDSflAapamEsvyNGddtGG22UnTxS93Jef/11rmiLIJUBMv/338NymtrEV9vnAVA43Yhed911wxP1UkstlW2GjOsErak+XnnllezgxsMOOyyvR151m8YW7bzzzu7cc891Dz/8sJsxY4b/tCiC1AeI1vLw1fZ5AMRj5syZ2RvT0ZN4hw4d3E8//eQXrZGaLJ944gl30UUXub333jvbZdsPCH9bY401XMeOHV3//v3duHHj6N6dEqkMkM/efz8sd/Ehh/i7a/08AOKjAaJdunTJObFvscUW2ftZS6KpbLS4kmZrjs5Su6RN91tUXp0ranp+1J9UBki0J9aDV1/t76718wCIn2adjXaR1YwDjz32WHafrgx0haCZCA466KDslYMfDv6mKxAtR3zhhRdmr0xY06V0pCZAfp83L9uNVws/BWU0Kr26AYVLeh4AydOYiei05dr0//6U+9VtusfRqVOn7D0P3fso5+nOy129BUhNW8+OHRc7xoMAAerfrFmzqp1hILrphrt6Uak3lQaSaq12lI/UBIhull/Qrp275ayzssvQLmndcgIESAddPUSn8dfYC60a2bt37+y4jUqZlLFSFTVAAJQndaXVYD3GZVUWAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmPwfE/ufsQdeZmIAAAAASUVORK5CYII=)
| Product Number | 2H10-9-01 |
| Purity | 95 % |
| CAS | 93591-69-6 |
| MDL Number | MFCD08706251 |
| Molecular Formula | C10H11BrO |
| Molecular Weight | 227.101 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2H10-9-01
CAS: 93591-69-6
Molecule Weight: 227.101
Formula: C10H11BrO
![3,4-Dihydro-2H-benzo[b]oxepin-5-one](data:image/png;base64,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)
PN: 2H17-1-1F
CAS: 6786-30-7
Molecule Weight: 162.188
Formula: C10H10O2
![3,4-Dihydro-2H-benzo[b]oxepin-5-ol](data:image/png;base64,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)
PN: 2H01-1-01
CAS: 20426-87-3
Molecule Weight: 164.204
Formula: C10H12O2
TSCA: Not listed on TSCA inventory
