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dZTbccMPg/atXr+6NzXz11Vd2c2QEAYKSp7/wVUjQ7lxVcDAO6qCvvPLKUOeqQ497Ro4cmdigt00lS1TnSmVKcr+PLbfcMrayJQsXLjR//OMfQ2G1+eabmzvvvLNoS7nAHQGCkqWCgepQVUDQ7+xUWFAFBlVoMA5aVKi9zXM77H322adS11FoIaDuduzdCjWrK647oJdeesn7OXPfX2M2GvNBdhAgKEn6i9v+S1wFBfVXehw0CN+9e/fQ+++2225FtS+5puVqvCe3bInCVNOB43LXXXeZLbbYInh/3Zmccsop5pNPPrGbIoUIEJQUFQZUgcDcjl0FBFVIMC6vvfZa6K5Ds7e0fqJYp7hqDYdqXeU+dtIjvZUrV9pNneh9Lr30UlOjRo3g/fU4b9iwYd7YCdKLAEFJUCFAdZK5axf0l/f48eO9AoJx0eym3I5SazE0LpAGzz33XGiTqZYtW5r33nvPbuZMj8dOOOGEUHhvs8025p///KfdFClBgCDzTj31VG9GkN9paW2HCgVqOm2cLr744uAzNLNKU3XTNnCsoD3kkEOCn2PTTTc1r7/+ut0skmeeecbsuuuuoSDRQLvGTZAuBAgybenSpaGOStNlNbU1Tno0ddpppwWfoUV7ad5jXHdkKp3i/zwqXTJ16lS7WSS6Zrpby11AqTEipAsBgkzTYK3fQalmU9zUEWrRnP8ZGvvIygI6LWT0d1asXbu2ef755+0mkX3++edB2RaFO9KFAEGm5QbILbfcYp+OLPfOQ4sQs7bp0h133BGUrW/QoIF555137CaR+SvmdS2RLgQIMi3JABk8eHDw3ioPkpatawulRYD+DC0Nese98JEASS8CBJmWVIDo+b3/vnpslbU7D5um3Po/rxYIxrkrIQGSXgQIMi2JANE6D3+qrgbM41q9Xew0Ddq/lqpUHBcCJL0IEGRa3AGyYsWKYJGgxgZeeOEFu0lmqaaXHtXpZ9fguja7igMBkl4ECDIt7gDJLbqodR6lZs6cOUFRSJUoiWMtDQGSXgQIMi3OAHniiSeC9zriiCNSt0gwLqqf5V+H/v3726cLRoCkFwGCTIsrQFSzyd8ASusW0lKeJCn+ToTaCXH27Nn26YIQIOlFgCDT4goQ7efhv48KI5Y67bPurw9R6ZMoCJD0IkCQaXEEiHYS9J/7q9xGsVbVrWj9+vULrq0KMboiQNKLAEGmxREg2obWfw9tEIU1VGfM34xLY0KuCJD0IkCQaVEDRLOM/D3M27Zta58uef5diFaqz5w50z6dFwIkvQgQZFrUABk+fHjw+srchrZYqXCkPxbSo0cP+3ReCJD0IkCQaVEDxJ951apVK/sUftG5c2fvGtWpU8dpL3kCJL0IEGRalACZNm1a8NqRI0fap/GLiRMnBtdJe80XigBJLwIEmRYlQPr06eO9To9o4q5AmyUqcVK/fn3vWh1zzDH26XUiQNKLAEGmuQaIduXzd8tjo6N16927t3ettF3wypUr7dNrRYCkFwGCTHMNkBkzZgSvmzBhgn0alkmTJgXXSyVfCkGApBcBgkxzDZBrrrkmeF2plGuPQtOdq1Sp4l2vIUOG2KfXigBJLwIEmeYaIJ06dfJe07x5c/sUytG6dWvvmu2///72qbUiQNKLAEGmuQZI3bp1vddoEyXkR5V5dc2qV69eULkXAiS9CBBkmkuA5L5m7Nix9mmUY/z48cF1mzdvnn26XARIehEgyDSXAJkyZUrwmkIHhEuZCir6123y5Mn26XIRIOlFgCDTXAJk3LhxwWsWLFhgn0Y5Fi1aFFy3MWPG2KfLRYCkFwGCTHMJkEGDBnnta9asWbK7DrqqXbu2d+0uuOAC+1S5CJD0IkCQaS4BcuaZZ3rtGzdubJ/COmifdF27Xr162afKRYCkFwGCTHMJkK5du3rtVUgRhdl+++29a3fyySfbp8pFgKQXAYJMcwmQo48+2mu/xx572KewDm3atPGuXSHlXwiQ9CJAkGkuAdKxY0ev/QEHHGCfwjromuna6RrmiwBJLwIEmeYSINyBuOMOpLQQIMg0lwBhDMQdYyClhQBBprkECLOw3DELq7QQIMg0lwBhHYg71oGUFgIEmeYSIKxEd8NK9NJDgCDTXAKEWlhuqIVVeggQZJpLgFCN1w3VeEsPAYJMcwkQYT+QwrEfSOkhQJBprgHCjoSFY0fC0kOAINNcA4Q90QvDnuiliQBBprkGyIwZM4LXTZgwwT4Ny6RJk4LrVejEAwIkvQgQZJprgPz000+mYcOG3usKKctRqnr37u1dq2rVqpmVK1fap9eKAEkvAgSZ5hog0qdPH+91G2ywgfn000/t0/jFd999Z+rXr+9dq2OOOcY+vU4ESHoRIMi0KAEybdq04LUjR460T+MXEydODK7T/fffb59eJwIkvQgQZFqUABEVVNRrW7VqZZ/CLzp37uxdozp16pivv/7aPr1OBEh6ESDItKgBMnz48OD1jzzyiH265L3//vveIz5dnx49etin80KApBcBgkyLGiCanrrxxht7r2/btq19uuT169fPuzbrrbeemTlzpn06LwRIehEgyLSoASKXXXZZ8B5PPvmkfbpkLV261NSqVcu7LkcccYR9Om8ESHoRIMi0OAJk2bJlZsMNN/TeY7fddiuoTEeW+XcfOlRI0RUBkl4ECDItjgCRK6+8Mnif0aNH26dLzptvvhmMfRxyyCH26YIQIOlFgCDT4gqQVatWBTOyNtpoI7Nw4UK7SUlp3769dy2qVq1qZs+ebZ8uCAGSXgQIMi2uABGV6PDfS8/8S3W3wttuuy24DqrAGxUBkl4ECDItzgCRbt26Be83YsQI+3TmzZkzJxgP0v7nmqUWFQGSXgQIMi3uAFmxYoXZdtttvffTGMALL7xgN8kslSzZY489vJ99/fXXN08//bTdxAkBkl4ECDIt7gCR1157zdSoUcN7z8aNG5dMuXdtruVfy4suusg+7YwASS8CBJmWRIDIzTffHLyv7kiWLFliN8mUYcOGBT/vPvvsY77//nu7iTMCJL0IEGRaUgEigwcPDt5bj3a+/PJLu0km3Hnnnd5Kc/2c22yzTeyViQmQ9CJAkGlJBoio0/Pfv02bNpm7E7njjjuC9R4NGjQw77zzjt0kMgIkvQgQZFpugIwbN84+HZlWpR9//PHBZ+hxlgoMZsGYMWO8wXL9XLVr1zbPP/+83SQWm2yyifcZJ510kn0KRY4AQWa9++67wYI3HfXq1Uukoq5CJPdORAPrL774ot0sNbQb4yWXXBK6blOnTrWbRbZ8+fJQORTd6YwdO9b88MMPdlMUKQIEmaO1CQMHDvS2V/U7p9zjsMMOM2+//bb9ssguvvjiUGeodSJpW2yoR3AqTeL/HJtuuql5/fXX7WaRKCCuv/76YBdD+9h5550pWpkSBAgyQ38533rrrcEjER1VqlTx7g40i0h/SftfVwmO8847z3z22Wf220Si2Vn+FF8dRx55ZGrKnqgg4lZbbRV87y1btjTvvfee3SySp556yguI3MA4+OCDvTuPFi1ahL5+7LHHmrlz59pvgSJCgCAT/vvf/5rdd9891AEdeOCB5tVXXw3aqKruWWed5YWK36Zhw4bmxhtvjLXCrtaJ+IsNdah2lgowxvkZcVKIao2HP9NKh1bcr1y50m7qTEGgQMj9/Sgw/v3vfwdttFBRd226Xn4b3UVqzUlWZ7ilHQGCVPvggw+8wdfcjqlJkyZr3ZtbGx/ljo3o0Ja1U6ZMsZs6U4fXvXv30GeoFLz+Ai8WepSkula5d2za3yPOyQa6DgqA3MeJCgjt9KjAKIumCffs2TMYwNex2Wabed9r2h4JZh0BglTS3tuXX365qVmzZtDJaKbQFVdcYb755hu7eZkefPBB06xZs1AnrxlVcc6i0rP83LsRHVqIl8Rgfr60CHDChAmmefPmoe+rU6dOsa2qV0evDl8dv//+CgQFw6JFi+zmZZo+fbrZb7/9Qt+jpkqXUvmYYkeAIHXuueee0LN6HXrk8tFHH9lN10ll2q+66qqgQKCO6tWre7OQvvrqK7u5E/2lrf1Ecj9Dh+56Ro4cGfvCvPLobk0Bqzu03O9jyy23XOsdW6E0A00dfe5nKAheeeUVu2leyvp9d+3a1SxYsMBuigpGgCA11AHtu+++oY5EHVUcU2Y10H3qqaeGxgE233xzbxV2XI9NNAaj7XH9Pdb9QzO2jjrqKO+uIK47AJ+mMt90003eI7vcn02HOuUbbrih3EdJhVKA51Yr9j9DARCV7jiHDh0auuPU47ZC7jgRPwIERU+PPMp6Jn777bfH1rn7XnrpJe8RU24nuPfee5tp06bZTZ1pmrEGi/0NquxDj9V69erlLeSbPHly3ndWH374oXnsscfMdddd510vf4W3fajsimaLxRUc6sDVkfv7o+tQR69HjOr446SfsUuXLqGfRz9nnHdQyB8BgqKlDk6DrbmzcvR4Sestkp6Vc9ddd3n7Xfifq7/eTznlFPPxxx/bTSNRMPXp08ebDWZ39LmHph03bdrUOxRo7dq18/7rf03n7dfkHlrcOGDAAG8CQZzUcduPxDSpQY/LkqRZd61btw597gEHHGBmzJhhN0WCCBAUJU3vtAd5K3pdgKaxXnrppaF1HRrH+POf/+yNncRNnd8111xjDj/88FBouhx169b11qCMGjXK2788bpoerQ479zM1jVode0XRup/x48eHZpHpLvX00083ixcvtpsjAQQIisrXs2aZcR07mqY5HZMWnlXm9FeNS5xwwgmhzlJVaf/5z3/aTWOlR3fatEnjFBrU79Gjh3dotpTuQPRf/2tDhgzxpt9qKnKSg/LqmLVmJPdxojpwdeTq0CuDNvmyKw8oQBXGcZadx28RICgOy5cb07evWbHBBuaO1R3AMasPlbpQyYtiqY30zDPPmF133TUUJOrI4y71UYzUEatDVsfs/+zqsNVxx7GtbRw0YUCTEXJ/P5pCPWnSJLspYkKAoHIpHMaONavTYvW/xt95x2urQ+SRfv3MFwqVIqPV5BqAzh2z0Mr2M8880yxdutRunglas2IP+KujVoddjB5//HGz4447hr7fQw891Lz11lt2U0REgKDyqGDezjsHweEdBx9szOzZdsui8/nnn5vzzz8/NHit6bkac8jKYxMVnFThydyOWB2zOuhip7tWzUaz65+de+65sdc/K2UECCqeCvQde2w4OFq0MObhh+2WRU8bLGksIreT3WGHHbzptGmlDlaFJnPDUR2x6nkVy+PEfGntjWa5+Zti6dDGWBovKtbaZGlCgKDiaOrtRRcZU63ar8Gx0UbGjBihObt261R59NFHzfbbbx8KkiOOOMLMmTPHblq01KGqsKT9eE4FKNURp5mmL3fo0CH0+9lll11irX9WiggQJE+L/W67zZjNNvs1ONZf35iePVU5z26dWnp0de2114ZWmuuveK2/KJaB5vKoI1VpldwOVqvX4143UtkeeuihMuufzZs3z26KPBAgSJYK37VpE35ctd9+qpRnt8wMDaZrJXlu2fhGjRp5e7JX1lTX8qhwZO6WvDrUwarQZFZpgerVV19t6tSpE/zMcdc/KxUECJKhQnddu4aDY6utVBnPbplZ2hfkoIMOCnXOKun+7LPP2k0rnDpKdZjqOP3vTYskVVgyiUWSxais+mdasX/HHXfEXiInqwgQxEuF7f70J2Nq1fo1OGrWNGboUFXEs1uXhAceeMArN5IbJJ07d469cGI+1DGqQKQKRfrfizpQdaRp2Tkxbqp/1rZt29DvZ6+99oq1/llWVUyAPPOMMaedZsy225rVf+YYU7v2mlk3+prOrYvfEeWjkLZYI+rvx3fffcZsvXX4rqNLF1XAs1uWnG+//dYr6a49S/xOSiVSVJ03zp3/1kYdoupn5XaUKhypDhTG3H333c71z2bNmuUtqlR9Lk1C0NiXHltq4F5Tu8ur3eZ/Vj4KaVtRkv1u9DzxD38IdyhlHSecoMJD9qt/5bfLRyFtS11cvx8NELdrF37N6v8hmQqsi5QW6oy0U2HuYxPtx6HOKyn6THWEuZ+pjlIFIxFWVv0zhb7qn5VVvVhf0yy13NIuZR2aBn3vvffaLw/O56OQthUlue9m9V9cq+8D13QmepwxeLAqsK3ptNQZqfzD6l+U99eu2qy+hTTlPXvV+XwvXCFtS1mcvx/VqfKv+yabGDN+vCrd2a2QY+rUqd5jktxORo9RXn75ZbupM41lqOPL3chKHaM6yIq660krPV7UY8bc30/fvn1DbbQmpmPHjt45hYzuQLQ3zfLly70ZeapJpnL8ep1/52krJBQKaVtRkvtu+vVb06Gs/uvKvP22ffZXmifvP/bo398+u4bO5XvhCmlbyuL8/WjcQ+euvFKV7eyzKIfGIzRgq4Fbv3PQXYKKI0Ydj1ChRxV8zO0AVRCyMsZd0kwTHvz6Z4P1R1aOQYMGeV9v0aKFeU+LY9dCM/NU5t5WSCgU0raiJPPd6Jn3BhsYU6WKMf/7n332t/RXl9pXraptzeyzhYVCIW1LVdy/H0SiGVHqnHJnRGmKqaaalvXYZG1U2FEFHnODQx2gCkHCjYLe3t/kk08+8YpJ6nem8Q9XhYRCIW0rSjLfzRVXrOnETzzRPlM+tdVrVt9y/0YhoVBI21IV9+8HsdBituOOOy7U+WtNhha/rYv+wu3du3do7YkGc1X4kZId8Rs2bJh3jbXzYxSFhEIhbStKMt9Nhw5rOps8/uEH1FavUTE9WyGhUEjbUhX37wex0h4gKrORGySazVPWxlB61q5ZPvbqdxV6VMFHJMMf+4haKr6QUCikbUVJ5rvZfPM1nY0Wk+VLbfWaLbawzxQWCoW0LVVx/34QO901qOCfCv/5HYcKAp599tlBXSoVbFThxtygUWFHFXhEsvzpvvlM8V2bQkKhkLYVJZnvpkaNNZ2NZvrkS231Gr3W5odCIQfKF/fvB4lRZVyVIM+tjKtNnXbaaafg/9ehQo4q6IiK4U/z1fqeKHJ/h/kexSSZ7yZKB6VVyzZ9vdAD5Yv794PEaTOkQw45xNidiR5dqYBjVvYgSQsCZI1kvpvGjdd0Ni6PSPR4xaav53vhCmlbquL+/aDCTJw40dSqVcvrSPS4Kqu7IBY7HmGtkcx30779ms4mrkHaQkKhkLalKu7fDyqUFrAtXrzY/jIqEIPoayTz3aiYnn7QQqaJapGNXlPWNNFCQqGQtqUq7t8PUGKKZRqvZuZpDVGbNm1M/fr1vfVDmlhxxhlnmDfeeCPUNgn5feeF0qIbLVLT4rN8SjNobwi11VHWY5VCQqGQtqUq7t8PUGL06EoTGyp7IaH/tbIOrQm6TwVOE5Tfd+7i7LPXdOQqg7G2bT3nzjWmadM1bc891z67RiGhUEjbUhbn7wcoQRdccIHXUauUyVz972QtNPW6iypTW8oKhfKU1XbPPfc0119/vVeBQPXNVqxYYV555RVz4oknem2bNGkSah+3/L5zF6qPtMceazoeFeQbMmRNgT4VcdO+ELq9uvzyNeXD1UaF/cqb0VBIKBTStpTF+fsBSpBmvvllY1Sw8sILL/SKZGoBp85pnOrxxx83/fr1q/BiippcobaapZek/L4bV6qBf+yxv3bq5R3HHbemCmx5/Hb5KKRtqYvr9wOUKFU81vbF6yrnrgWhZT1OKiQU8mmruxCNfWjLALW1KwjHbe3fTVymTDGmRw9jmjdfUzpch/5vfU3n1sXvyPJRSFusEfX3A5Q4DWYPGDDA7L777l5Y5G4oNXr06HL3Ws8nFHxra2sHlmqojRgxwpuxl6SyvxsAQGrYAaJHav379y+4mnOhCBAAyAhtZqVxF90JKUh0V5QkAgQAMkYbhylANttsM/tUrAgQAMiYOXPmeAGi2V9JIkAAIKX23Xdf88ADD3ibkWm8Y8mSJV55lZYtW3oBcthhh9kviRUBAgApZQ+e5x6aDTZ79mz7JbEiQAAgpaZPn+5tZaz6Vyoxr0dW2s1y4MCBZuHChXbz2FV8gHz0kTH7729M//72GRQD7SuhIotHHrlmVToAlKPiA2TcuDUL/XSsWGGfRWWbMePX388TT9hnASBQ8QEyZsyvHdTy5fZZVLaXXvr19/Of/9hnASBAgCCMAAGQJwIEYQQIgDwRIAgjQADkiQBBGAECIE8ECMIIEAB5IkAQRoAAyBMBgjACBECeCBCEESAA8kSAIIwAAZAnAgRhBAiAPBEgCCNAAOSJAEEYAQIgTwQIwggQAHkiQBBGgADIEwGCMAIEQJ4IEIQRIADyRIAgjAABkCcCBGEECIA8ESAII0AA5KnCA+Tt1QFy5+rOSccqAqT4ECAA8lThAfLg6gA5aHXnpGMFAVJ0flgdIEtW/250fEeAAFiLCg+QMasD5HerOycdywmQorNwdYCMWP270TGPAAGwFgQIQt5YHSA7rP7d6HiOAAGwFgQIQl5aHSD+7+c/BAiAtSBAEEKAAMgXAYIQAgRAvggQhBAgAPJFgCCEAAGQLwIEIQQIgHwRIAghQADkiwBBCAECIF8ECEIIEAD5IkAQQoAAyBcBghACBEC+CBCEECAA8kWAIIQAAZAvAgQhBAiAfBEgCCFAAOSLAEEIAQIgXwQIQggQAPkiQBBCgADIV4UHyLnnnht0UMOHDzc//PCD3QSV5OuvvzbdunULfj+dOnUyX3zxhd0MADwVHiB//vOfgw5Kx0477WSeeOIJuxkq2N///nez5ZZbhn43Oho1amRuueUW89NPP9kvAVDiKjxA5LrrrjPbbLNNqKM65phjzHvvvWc3RcJefvlls++++4Z+F9tuu63ZcccdQ1/bbbfdzLPPPmu/HEAJq5QAke+++8789a9/NRtttFHQSVWrVs0MGjTIrFixwm6OmC1atMj06NHDrL/++sH1b9y4sbn99tvNzz//7LV54IEHTNOmTUNB0rlzZzN//vzwmwEoSZUWIL5PP/3UnHbaaaGObNNNNzUTJkzgsUkCFNx/+ctfTJ06dYLrXb16dXPxxRebL7/80m5uvv32W++xY+3atYP2NWrUMJdddplZuXKl3RxACan0APFNnz7d7L///qG/dvfYYw/z/PPP203h6F//+pdp3rx56Br//ve/N3PnzrWb/sbHH39sunfvbtZbb73gtRozufvuu+2mAEpE0QSI79577zVbb711qJM7+eSTzYIFC+ymyNObb75pOnbsGLqmLVu2NE8//bTddJ2mTp1q9tprr9B7tW3b1htLAVBaii5A5JtvvjF/+tOfTK1atYJOSv+3vqZzyI/W2Zx99tlmgw02CK5jgwYNzA033GB+/PFHu3neNEZyxx13eGMm/vvqzuTUU081CxcutJsDyKiiDBCf7jp095H7167uTnSXgvJpbY0WbNavXz+4bgqRc845x3z22Wd2c2dfffWVGTx4sDeG4n+Oxlauvvpqb6wFQLYVdYD4NA6i8ZDcINF4yYwZM+ymJe/JJ5/01tbkXqtDDjnEzJ49224am3nz5pnjjjsu9JnNmjUzDz30kN0UQIakIkBEM7I0M0sztPxOSjO3NINr8eLFdvOSozU0WkuT24m3aNHCTJw40W6aGI2p7LLLLqHvoUOHDt4YDIDsSU2A+LRG5MILL/TWjPidlNaSaE1JKT420fXQ2hn7eowYMaJSrofGVsaNG+eNtfjfjx6f9enTxyxbtsxuDiDFUhcgPv3FffTRR4f+2tUK6or8i7syre2OTGtrKpvGWlT3rGrVqsH3V69ePW9shvpnQDakNkB8qqNV1jP/t956y26aGS+88EKZY0JaS1Ns9Hs49NBDQ9+ryqRQ/wxIv9QHiFTUrKPKluZZaboz1B1i7veuO8h3333XbgogJTIRID49Y09i3UNlK29dzNChQ1O1Lsavf1a3bt3g59DYjca0qH8GpE+mAsQX58rrynbfffeVuTL/ww8/tJumhmbNnX766dQ/A1IukwHiK6v2k9YraN1CsdMal6zXBtPPeMABB4R+xtatW2fqZwSyLNMBIuVVn9UK6rKqz1a2UvzrvKy7rC5duqT6LgsoBZkPEF95+1+oppO//0VlKm9/lFIZHyhrnKdmzZreOI+22gVQfEomQHxl7cC35557elVmK0t5M5SS3qFRoapxIU0yuOSSS7yA1aG90Nu1a+f91//akCFDvAWCU6ZMSXSdSVkzzbbaaqtUzDQDSk3JBYivrD3Atd/FRx99ZDdNjNZIaM1K7veQ5BoJjTlcc8015vDDDw/d6bgcmkl15JFHmlGjRiVSqiRNa12AUlWyASLaUU8762mHPb+T0s57V155pbcTX1K0NkVrVHKnG2sNSxKrtKdNm+aVEWnYsOFvQiD30IpxbV+rY++99/buQPRf/2u5K8rLOvQ4cMCAAWbmzJn2t+Cs2FfbA6WupAPE98EHH5gTTzwx1CGq0/zHP/5hN42kvDpRWrsSZ52oL774wquFtd122/2mo9ehSrm9evXyAmvy5Ml533VpUPuxxx4z1113nenZs+dvBr79Q3cON998c2y1uIqt3heANQiQHM8995zZbbfdQp3hQQcdZF577TW7acE01qC1KLnvHXelWoWQ7qg23njj0OcopI466ijvr/n58+fbL4tEK8lvuukm0759+9B2tzo0dqHxlbg6+fIqDj/88MN2UwAVgACx6LHJLbfcYho1ahR0UlWqVPH+Yl+yZIndfJ3K2itDa1Pi3CtDHbQeu2244Yahz2nVqpUZOXJkhT3u0Z3cFVdcYZo0aRL6PjTWdP/999vNnVXGnicAfosAKYceA+mZfu6zf/1lf+2115rvv//ebv4bWmNSEbv1qTO1Z3Dts88+5pFHHrGbVhhdH93t2Is4NasrrjsgjRWNHTs28/XPgGJGgKzDnDlzzBFHHBHqCDW28Oijj9pNPeXtF66psHHuF66A0qyx3O9Lj9+eeuopu2mlUSd/2223mU022ST4HrXOQ+NAcdG+73379s1c/TMgDQiQPGnweIcddgh12JoO+8477wRttJZkr732CrVp27att/YkThqTyb3r0IDy6NGji7bD1B3BGWecERoj6datmzcLLi6zZs0qs/5ZMQUqkDUESAH0aEbrHnIHqfWIS3cXJ5xwQqiD1HP/u+++236LyDS7KXfasdZixHlnkyRNUtDAem4HH/diybLqnx177LHm9ddft5sCiIgAcbB06VJz5plneoPruR2VDnXumgkV51/Xvosvvjj4HD2y0TTWYijDUghNRMhdPKk1HnF37mXVP9MR97RsoNQRIBG88cYb3jRSv4PSVFbNRIqbHk1p8Zz/ORpfefHFF+1mqaGZbiqd4v882uo2iVIyKtVy0kknBZ9z3nnn2U0ARECARKTpuH4HpUCJm8Lj+OOPDz5DYx/vv/++3SyVtJDRL26pCgBJlHH/5JNPgmun6dkA4kOARJR0gOTeebRp08ZpLUox04w1fwaVZk/lTkqIAwECJIcAiSjJANE6Ev+9VR6kGPcvicOdd94ZTEDYZpttYl34SIAAySFAIkoqQDTbyn9fPbbK2p2HbdiwYcHPq4WQ+SzWzAcBAiSHAIkoiQDROg9/qq4GzONavV3stFbEv5YXXXSRfdoJAQIkhwCJKO4AUeVZf5Ggxga0L0ap0PRbfw8QDa6rAGVUBAiQHAIkorgDRCu0/ffTOo9So9IxflHILbbYwqtJFgUBAiSHAIkozgDRToT+e6n+VtoWCcZF9bP869C/f3/7dEEIECA5BEhEcQXIqlWrgg2gVNsqLeVJkqJFmboWKhUTpUw7AQIkhwCJKK4A0X4e/vuoMGKp00Zb/voQlT5xRYAAySFAIoojQLSToP/cXyXZi7WqbkXr169fcG1ViNEFAQIkhwCJKI4AUfFF/z20QRTWUNFK7R+i66IxIRcECJAcAiSiqAGiWUZ+eXjtHYIw/y5EK9Vnzpxpn14nAgRIDgESUdQAGT58ePD6ytyGtlipcKQ/FqJ9VwpFgADJIUAiihog/syrVq1a2afwi86dO3vXSPt7fP311/bptSJAgOQQIBFFCZBp06YFrx05cqR9Gr+YOHFicJ3uv/9++/RaESBAcgiQiKIESJ8+fbzX6RFNnBVos0YlTurXr+9dq2OOOcY+vVYECJAcAiQi1wDRrnwNGzb0XnfUUUfZp2Hp3bu3d62qVatW0HbBBAiQHAIkItcAmTFjRvC6CRMm2KdhmTRpUnC9VPIlXwQIkBwCJCLXALnmmmuC15VKufYoNN25SpUq3vUaMmSIfbpcBAiQHAIkItcA6dSpk/ea5s2b26dQjtatW3vXbP/997dPlYsAAZJDgETkGiB169b1XqNNlJAfVebVNatevXre5V4IECA5BEhELgGS26mNHTvWPo1yjB8/Prhu8+bNs0+XiQABkkOAROQSIFOmTAleU8iAcKlTQUX/uk2ePNk+XSYCBEgOARKRS4CMGzcueM2CBQvs0yjHokWLgus2ZswY+3SZCBAgOQRIRC4BMmjQIK99zZo1S3bXQVe1a9f2rt0FF1xgnyoTAQIkhwCJyCVAzjzzTK9948aN7VNYB+2TrmvXq1cv+1SZCBAgOQRIRC4B0rVrV6+9CimiMNtvv7137U4++WT7VJkIECA5BEhELgFy9NFHe+332GMP+xTWoU2bNt61y7f8CwECJIcAicglQDp27Oi1P+CAA+xTWAddM107XcN8ECBAcgiQiFwChDsQd9yBAMWDAInIJUAYA3HHGAhQPAiQiFwChFlY7piFBRQPAiQilwBhHYg71oEAxYMAicglQG688cbgNR9++KF9GuVYuHBhcN3yrSFGgADJIUAicgmQZ555JnjN448/bp9GOZ599tngulELC6h8BEhELgGSW9Ppuuuus0+jHLfeemtw3d5//337dJkIECA5BEhELgEi9erV817Ts2dP+xTKcc4553jXTGNH2lM+HwQIkBwCJCLXANE6Br1m6623tk+hHK1atfKu2UEHHWSfKhcBAiSHAInINUBGjRoVvO7dd9+1T8OybNkys/7663vXa+jQofbpchEgQHIIkIhcA2TmzJnB6zQrC2v34IMPBtdLkxDyRYAAySFAInINEK3/0EJCva5Dhw72aVi6d+/uXatatWqZb7/91j5dLgIESA4BEpFrgIgWw+l1ejQzf/58+zR+sXLlSrPhhht616pLly726bUiQIDkECARRQmQ3MdYV1xxhX0av7jnnnuC6zRp0iT79FoRIEByCJCIogSIqCKvXtukSRPzww8/2Kex2sEHH+xdo4YNG5rvv//ePr1WBAiQHAIkoqgBcvPNNwevnzBhgn265E2fPj24Pueff759ep0IECA5BEhEUQPku+++M1tttZX3+ubNm3MXYvnDH/7gXZtq1aqZjz76yD69TgQIkBwCJKKoASI33HADdyFleOutt4K1H6eddpp9Oi8ECJAcAiSiOAJk1apVZsstt/TeY5NNNjHLly+3m5SkQw891LsmVapUMXPmzLFP54UAAZJDgEQUR4DI/fffH7zPGWecYZ8uOf/3f/8XXI8+ffrYp/NGgADJIUAiiitApFOnTt77rLfeeua5556zT5cMrftQjTBdi0aNGpnPPvvMbpI3AgRIDgESUZwBohLl/o57GlhfsmSJ3aQknHrqqcE1jTomRIAAySFAIoozQGTcuHHB+x1yyCF5ly3PijvvvDP080fd8pcAAZJDgEQUd4BIt27dgve85JJL7NOZNXv27KBkyWabbWY+/fRTu0nBCBAgOQRIREkEiMYAWrZsGbzvmDFj7CaZ8/HHHwfjHpq6+9RTT9lNnBAgQHIIkIiSCBB57733vCm9fod6xx132E0yQ4PkuYE5fPhwu4kzAgRIDgESUVIBIq+//nqw9a3WQtx11112k9RTeLRt2za4hueee67dJBICBEgOARJRkgEiU6dODWZmaXrvsGHD7CappcdWO++8c3D9VKo97kkDBAiQHAIkIj1a8juopB4zPf/886ZBgwbB52ihYaFVaYuNBsz9MQ8/PJL4mSZPnhx8xogRI+zTACIgQCIaOXJk0EH5HeGHH35oN4vsnXfeMc2aNQs+R2XgXct7VDZN1fVnW+k477zzYr/zWLx4sTn99NODWlo6LrroIrsZgAgIkIh+/PFHc8wxx5jq1asHHVXNmjXN0KFDzddff203j0TTWvfZZ5/gc9QJR11oV5E0uyx3kaA69zgHzEXVjf/617+ajTbaKPicDTbYwHTs2LGgrXABrBsBEpMFCxaYrl27Bp2WDq0mv/fee+2mkegxj/6Szv3Lun379ubNN9+0mxYV1bbKfWSldR5xTdX1TZw40Wy77bah38HRRx/tzWgDED8CJGYvvPBCsMugf+y3337exkhxevrpp80WW2wR+iu7X79+ZunSpXbTSqWS7H5VXf/QCvM4Fgn69Bl6z9zP2GmnncwTTzxhNwUQIwIkAXqef9ttt5lNN9006NB0x6A9LeLsOL/44gvTv39/U7Vq1eBz9PhMQaK6WpVpxowZ3mZQuXdK2pJWj9yilifxaQrwOeec44Wn/xn169f3Fl6yMReQPAIkQStWrDCDBg3ydtPzOzg9m9dsID2rj4v+Avf3DfcPdaqdO3f2HuvE+VlrozGfv//977/5XrSGRSXZo1TVzaVxJ23ClTszTT/v2WefbZYtW2Y3B5AQAqQC6Bm8BtpzO9UWLVqYhx9+2G4aiUrAH3nkkaHP0aG/ynv37m0mTZrkhVqctPnVgw8+aE455ZRgvYp/KDh11xXnbDE9ustdta6jQ4cORT8GBGQRAVKBnnzySe/ZfG7np7/WtSYiTupM1XHbHboOLUZs3bq19+hLC+u0xiTfx2qLFi3yQurmm2/2Voy3atXqN++vQ4+qzj//fKc9zMszb948c9xxx4U+R3vI/+tf/7KbAqggBEgF07P5sWPHencFfkfoD4DHvZXtN998Y+677z7v7if3MVpZh6YEN23a1DtUWqRdu3bef/2v5a7bKOvQ2IvWwOguJ84FgV9++aUZPHhwaJp0nTp1zNVXX11hj+YAlI0AqSQKi759+4YGgPVMX8/2kxgA1hoMzUoaMmSI2X///dcZKOs6atSoYQ466CBvvcszzzwT+xoLDbRrZX/jxo2Dz9TdU48ePczChQvt5gAqAQFSyWbNmuUtcsvtnPWMP+41EmXR2Mx//vMfb9bSwIEDvc5Zx2GHHebdgei//td0Xu0ee+wx73FSklT/a8899wxdE90Nvfzyy3ZTAJWIACkSepavZ/q5nebvf/97M3fuXLtpZmnMpHv37qFrsOWWW5q7777bbgqgCBAgRUTP9P/yl794z/j9DlTP/i+++GJvLCCr9PjryiuvDA366xHZZZdd5j16A1CcCJAipNlOemyUuwhPpT9uv/322BbhFYsHHnjAG6TPves48cQTzQcffGA3BVBkCJAi9sorr5h999031LlqbODFF1+0m6bOa6+95g3C5/5su+22mzdNGEA6ECApoNXdGgvI7Wy7desW6zqLirJkyRLTq1cvb3W6/7M0atTIW5MSd0l3AMkiQFJCZUIuv/xyb72F3/FqzEBjB3FPoU2C1oZce+21ZuONNw6+f9XwGjBggFfTC0D6ECApo7GBk046KXQ30qRJE/OPf/zDblo0Hn30UbP99tuHvucjjjgi1hInACoeAZJSGivYfffdQ53ygQceaF599VW7aaXRLoqHH3546HvcYYcdvLUkANKPAEkxjRnceuut3hiC30FrbEF7pmusobJ8/vnnvykzr0dXo0aNirXMCYDKRYBkgMYQLrjgglB5krp165q//e1vFdphq8y6Ci2qmGJuoJ155plFt9EVgOgIkAzRmIJdzn277bYzjzzyiN00dqqHteuuu4Y+W+VQ3njjDbspgIwgQDJo8uTJ3lhDbmeuulZvv/223TSy+fPnmxNOOCH0Wdtss423BzqAbCNAMkoVfUePHm3q1asXdOwak9DYhMYoolKJkUsvvdQrOeK/v0q+Dxs2zKxatcpuDiCDCJCM0xavZ511VmjhnsYobrrpJm/MwsVdd91ltthii+D9VGZdOxJ+8skndlMAGUaAlAiNRbRv3z70qEk7CmrsIl//+9//zD777BN6j7333ttMmzbNbgqgBBAgJUZjExqjyA2BP/zhD+b999+3mwZ0Z/HHP/7Ru9PwX7P55pubO++8M3PFHQHkjwApQRqj0FhF7ja1Khuv3Qq/+uqrULurrrpqne0AlCYCpISt7c5CdyrNmjUr6E4FQGkhQFDm2EbuobGSKVOm2C8DUOIIEAQ0u0obV/nBodXsN954o/NsLQDZRoAgROs7VClXCw+XL19unwaAAAECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBw8v+Aor5nk/sisAAAAABJRU5ErkJggg==)
| Product Number | 2707-1-38 |
| CAS | 478032-34-7 |
| MDL Number | MFCD01814820 |
| Molecular Formula | C15H16O2 |
| Molecular Weight | 228.291 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2707-1-38
CAS: 478032-34-7
Molecule Weight: 228.291
Formula: C15H16O2
![[2-(3,4-Dimethylphenoxy)phenyl]methanol](data:image/png;base64,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)
PN: 2707-1-0H
CAS: 1039866-07-3
Molecule Weight: 228.291
Formula: C15H16O2
![[2-(3-tert-Butylphenoxy)phenyl]methanol](data:image/png;base64,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)
PN: 2707-1-0E
CAS: 1098366-94-9
Molecule Weight: 256.345
Formula: C17H20O2
![[2-(4-Methylphenoxy)phenyl]methanol](data:image/png;base64,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)
PN: 2707-1-0J
CAS: 25562-89-4
Molecule Weight: 214.264
Formula: C14H14O2
![[4-(3-Methylphenoxy)phenyl]methanol](data:image/png;base64,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)
PN: 2707-1-37
CAS: 53818-56-7
Molecule Weight: 214.264
Formula: C14H14O2
PN: 2715-1-55
CAS: 320423-51-6
Molecule Weight: 226.275
Formula: C15H14O2
![1-[2-(Bromomethyl)phenoxy]-3,5-dimethylbenzene](data:image/png;base64,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)
PN: 2707-9-0N
CAS: 1427460-98-7
Molecule Weight: 291.188
Formula: C15H15BrO
TSCA: Not listed on TSCA inventory
