| Product Number | 2617-1-X0 |
| Synonyms | 1-[2-(Benzyloxy)phenyl]ethan-1-one |
| Purity | 97 % |
| CAS | 31165-67-0 |
| MDL Number | MFCD00017240 |
| Molecular Formula | C15H14O2 |
| Molecular Weight | 226.275 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2720-1-19
CAS: 4047-24-9
Molecule Weight: 242.274
Formula: C15H14O3
![1-[2-(Benzyloxy)-5-methylphenyl]ethanone](data:image/png;base64,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)
PN: 2717-1-92
CAS: 36808-17-0
Molecule Weight: 240.302
Formula: C16H16O2
PN: 2717-3-33
CAS: 400878-24-2
Molecule Weight: 244.265
Formula: C15H13FO2
![1-[2-Hydroxy-4-(4-methylbenzyloxy)phenyl]-1-ethanone](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABdqAAAXagFnCK4AAAACaHpUWHRtb2xTb3VyY2UAAHichZVtb6MwDID/isXnaxIHCqVqO1WdTjpp06TbJt23Uwpph1RgAtaXf38OlK6hPShUNokfJ46dZPZwTHew10WZ5NncQSYc0FmUx0m2nTvvbz9HE+dhMYvIiAyzcu58VNXnlPPD4cCiD52qY56xKE+dpn96LBPL5uCyvNhyKQTyP89PrzUzSrKyUlmkiSqTaVk3PuWRqupZ/GcInqpin2S8MedpsW+8/ZXCvIIdy9j5jmVFfUtCYZPsNGzyIlUV7KVg9IofsNWZLlSlY1ifqNllHsW+mD0/5tFXqrOKVOMhidTutSq+ImpI852OvsgZKb8e506KBKgqT5dFoU5gNNOsEJQE5YLyQI1B+aACUBNQISgU9Kd+JAMkCyQTJBskIyQrJDMMKQc7bSbxdvrUFAms4AVW5+dbu35eaCmlSaDrugFI5vuBBxSSoBHtL7vxbt+YvHhBK/q483hnQQtLPwdONJORZC4KASOXiYmR7bfHfGkkeQ+N9FnoGhmwQBgZMukZieStBhDZeFwr5KJG0WUTv1bIWQ2jzzCwu1rj1n87XjM+ZY5fUreYrfMsvlIhiefOGp06p7/1ppTntDqQF7EuaKGNA2N6DUgbMEVwAeQ9wL0BvP4RPBswBXYBlveAsQ2YcuwHfBswxdsPBDZgSr0/hokNmI3RD4Q2UG+jfsL0W6mrt11/HNhNd71NB5hOxpttPcB0kt4cAwPxeHeYgcxjJ/XNMTPA+HfWbYi5LQAcKBnslEBz8g0w4U3pDyGyWwXnw/V2pfnV/uftMU/qzRXAr+4HTrfi4h/KRRPSAn6vWAAAQ1dJREFUeF7t3Qn8VXP+x/FJe4kWIUOhoaLNbpKRwjAZS2RJWRoGk4QYY4xEYoZB1vEXJrsZjZmxTdmSiDIYsmVQiiIJLZa2z//3/t45t3u//X51z/K7v/u75/V8PM5j9Dvfc+8539///33/zvku5wcGAEAEP/B/AABAIQgQAEAkBAgAIBICBAAQCQECAIiEAAEAREKAAAAiIUAAAJEQIACASAgQAEAkBAgAIBICBAAQCQECAIiEAAEAREKAAAAiIUAAAJEQIACASAgQAEAkBAgAIBICBAAQCQECAIiEAAEAREKApNwPfvADtxUiTNmqTJ8+3c4880zr3r27tWrVyurXr2+tW7e23r1727XXXmuLFy/2D0F1e+wxs4EDzbbd1qxpU7MmTTL/rZ9pH1CFeK0Bar0woRCmrO+rr76yI444IvsZVW0tWrSw++67zz8c1eHTT8322Ue/2HVvvXqZLVjgHw0QIGkXJhTClM2l8Nhhhx3csS1btrQRI0bYtGnTbNGiRbZ8+fKKduxTmzBhgg0ZMqTiD+Cmkb4DIX3+udk222QCouJ3YpddZvbGG2ZLl5otW2b25ptml19uFbeJmTLt25t98YX/KUg5/j815cKEQpiyufr16+eO22233VxYrMvnFQ3b0Ucf7f8YSevbNxMMXbqYffKJv3eN+fPNunXLlD30UH8vUi58a4CyEiYUwpQNvPzyy9k7j/lqjFDzXnopEwjNmpnNmuXvXdvs2ZmyOmb6dH8vUixca4CyEyYUwpQNDB061B1z4YUX+rtQU4YMyYTB8OH+nqqde27mmIrfJxAI1xqg7IQJhTBlA926dXPHvPjii/4u1JSuXTNhMGWKv6dqzz2XOaZ7d38PUixca4CyE4RCmC0MPbrSMeowR4lo0SITBmE6xVVWx6hTHfifcK0Byo4fDoVsYdSrV88ds2LFCn8XakrF78SFQZjfyfLlmWN0LPA/4VoDlJ0woRCmbIA7kBLEHQgSEq41QNkJEwphygboAymi7783+7//M5swwd+TL+gDUb9GoegDQSXCtQYoO2FCIbfsK6+8Yqeffrp16tTJGjdubG3atLE+ffrY+PHj845hFFaRPPRQZvkR/X70mGnJEr/EGsEorHPO8fdUTSO2dAyjsJCjsJYDZStqgPTo0cPGjRtnM2fOtG+++cZmzJhh++23n9uvmeYBrX2lnzEPpJpo9njv3pnGPdg0SXD1ar/kGlOnZsoxDwQxFdZyoGxFDZDKzJ071+1v3rx53s8PO+ww9/Pdd999vTPRFy5caMccc4z/Y/gq6qniFnBNh7i2du3MHnjAL1m5gw7KHFPITHQ9tlJZZqLDU3VrgFRYXyjkWl9Z3WFo/1ZbbZX38y+//NI6duzo9mkFXt2h6M5Ea2RpdNZnn31mEydOtDPOOKPStbBeeOEFO/XUU92s9tTTyKnrrlvTEa5Nq+decolV3Ar6patWUecucHR8sBZWxV2kWwcrWAvriivMNtkkU0ZrYSm0gBxVtwZIhfWFQq6qyq5cudI9yjr44INdf8hDeh7vUYgEdyLr2hQw999/f96xPXv2dPs22GADO/HEE9P7KKwiZK1TpzXBoe2443Tr55cszLx5qtz8z6ts02q8ChzAs3ZrgFSpKhQqU1nZ3Ma/bdu2Nnny5Lz9Pq3CqzuNrl27un6R3PeBjBkzxpZU0vn7l7/8xTbaaKPs9zRr1qzij+Mr7HuNOkqD996zinTOb9R33VW3Zn7JaB55xGzAgMzqvLqb0ab/Vjg9+qhfGsgqrOUA1kENuYbpdu7c2Ro1amSPP/64XyQ2PeYaPHiwuwsJgqR9+/b297//3S9aPr7+2uy888waNFgTHJtvbnbHHevuJAeKhABBYoKVd/Xuj+qi4cPBI61g0/DhN/XMvlysWmV2221mm266JjgUIuefb8YbG1FCCBAkZunSpa5Bb9iwob8rceon0SOzIES0ZIpeSPVFmNnVpUgT9nbeOf9xlUY/vf++X7Jwb72V6T8BEkaAIDHPVTR+asw1+7wYNP9k5MiR1qRJk2yQqF/lhhtuqHVrb33z0UdmGr6cGxw77mj21FN+0cLprYOnnGJWt27m8+J8FlAJAgSRaNLgk08+6d4gqOG46vdQn4TuBKqjD2Rd5syZY8cee2w2RILHaDq/Urds2TK7+eKL7fLGje3tIDg0rPbGG8MtdphLCx9efbWZ5uMEn7nRRmbvvOOXBGIhQBDJ1KlT3atnNedDoaGlTI444gh7SW+7qyFTpkyxXXbZJS9IDjnkEPvvf//rFy0J9957r6s/nWe/iu3+inpcecYZ4RY59Cm8O3RYExx16pgdf/y6JwsCEREgKCurVq2y22+/3TbbbLNsiDRo0MB+/etf29ca1VQC/v3vf9tee+2VF3QDK+7oPlVfRVTvvrtmdnmw7bFH5vW1QDUhQFCWFBYKDYVH0EgrVBQuCpmaoGVc/KHIP/rRj+yf//ynX7RwX35pdvbZZvXrrwmOLbYwu/NOhvqi2hEgKGt6fKXHWLl/7esx1/PPP+8XrTaaJ/OHP/whbzKk/ls/izwZcuXKzNLtwVIj2jT6TaseVzIZE6gOBAhS4YknnnAd67lBMmDAANcBX510d6G7jOA7dfdx0kknrXdRyXWaNEkvWsl/XHXEEWYffuiXBKoVAYLU0NDe66+/PvuWRG0aAqyhwBoSnKS33noru7x9sKnfI9aCkFp6/cgj84NDL4dSoAA1gABB6miy4a9+9avs+9q1aVKiv4hjFPpsrfWV+9kaaaURV5EtXWr2u9+ZNWq0Jjj06OqWWzKPsoAaQoAgtfQSLC2DknuXsPfee7vlUsLS3c2NN97oVhMOPksrE1988cVurkdUK++6y+yHP1wTHOosP+usTOc5UMMIEKSeFmTUJMjcfopf/OIXbgHHQjz11FO244475gWRXor1kWaXR/TatGl23Z572tQgOLQdeCCTAVFSCBDAMiOltES8looPQmDjjTe2K6+8ssqRUu+//74deuihecGx8847uyVdopo3b56dcMIJVqdOHdu34vNuqtgWbr89y6qjJBEgQA69rEovrcqdq7HddtvZI3pnxv8sXrzYfvOb37hFI4Mym266qd12222R55h89913Nnr0aNtwww2zn9muIsCe+OMfbbWWJgFKEAECVEKv3O3Ro0fe3cUBBxzgGvnNN988+zNNVDz33HNjzXL/29/+Zttuu232M+vWrWsnn3yyLViwwC8KlBQCBFiHe+65x7bccsu8IAk2vcL3Pb0tMKI33njD9t1337zP/MlPfmKvvvqqXxQoSQQIsB4aRXXRRRflPdbSTPKbb77ZvQ8+rIULF9ppp53m7jSCz2vXrp17dS9QmxAgQIH0WMtfBLFLly729NNP+0UrpaG+eu97ixYtssc3bdrULr30Uvv222/94kDJI0CAkCZPnmw77bRTXpD07t3bL5Zn4sSJ1qlTp7xjjjvuOJs7d65fFKg1CBAgAo22Gjt2rDVq1MiFge4qKqM+EvWV5AbHbrvtZi+88IJfFKh1CBAghqOOOsqFgu5IcuktjRqdlbucvEZv/fnPf7bVLLOOMkGAADHoMVRwVyG6M9F8EM0LCYJD80U0b0TzR4ByQoAAMeQGiGagayZ67uOqww47zM1YB8oRAQLEEARI7hLx2jp37uzWyALKGQECxNCrV6+84NBqvDfddFOk+SFAbUOAADF06NDBBYcWPxw6dKgtWrTILwKULQIEiKF///7ZR1ZA2hAgQAz+KCwgTQgQIAYCBGlGgAAxECBIMwIEiIEAQZoRIEAMBAjSjAABYiBAkGYECBADAYI0I0CAGAgQpBkBAsRAgCDNCBAgBgIEaUaAADEQIEgzAgSIgQBBmhEgQAwECNKMAAFiIECQZgQIEAMBgjQjQIAYCBCkGQECxECAIM0IECAGAgRpRoAAMRAgSDMCBIiBAEGaESBADAQI0owAAWIgQJBmBAgQAwGCNCNAgBgIEKQZAQLEQIAgzQgQIAYCBGlGgAAxECBIMwIEiIEAQZoRIEAMBAjSjAABYiBAkGYECBADAYI0I0CAGAgQpBkBAsRAgCDNCBAgBgIEaUaAADEQIEgzAgSIgQBBmhEgQAwECNKMAAFiIECQZgQIEAMBgjQjQIAYCBCkGQECxECAIM0IECAGAgRpRoBUt4rGxW2FKKTsY4+ZDRxotu22Zk2bmjVpkvlv/Uz7UFQECNJsPa0VYiskFALrKvvpp2b77LOmTFVbr15mCxb4R6OaECBIsypaKyRmXaHgq6rs55+bbbNNZl/LlmaXXWb2xhtmS5eaLVtm9uabZpdfbtaqVaZM+/ZmX3zhfwqqAQGCNKuktUKiqgqFylRVtm/fzM+7dDH75BN/7xrz55t165Ype+ih/l5UAwIEaVZJa4VEVRUKlams7EsvZX7WrJnZrFn5+yoze3amrI6ZPt3fi4QRIEizAls2RFZZKFSlsrJDhmR+Nnx4/s/X5dxzM8cMHervQcIIEKRZgS0bIqssFKpSWdmuXTM/mzIl/+fr8txzmWO6d/f3IGEECNKswJYNkQWhEGbL1aJF5mdhOsVVVseoUx3Vql+/fi5AOnfu7O8Cyh4BUt38cChky1WvXuZnK1bk/3xdli/PHKNjUS1Wrlxpt9xyi9WtW9cFSJ06deySSy6xb7/91i8KlC0CpLpVFgpVqawsdyAlZ9KkSdatWzcXHP7Wrl07+8tf/uIfApSlAls2RFZZKFSlsrJBH4j6NQpFH0i1+PDDD+3II4/MCwwFye2332777rtv3s9/8pOf2Kuvvup/BFBWCmzZEFlloVCVysoGo7DOOSf/5+uiEVs6hlFYiVi6dKldeOGF1qhRo2xAbLLJJu4Rlh5lBf72t7/Ztttumy2jx1snn3yyLWBlAJSpAls2RFZZKFSlsrJTp2Z+xjyQGnHXXXfZD3/4w2wo1K9f38466yz78ssv/aLOd999Z6NHj7YNN9wwe8zGG29sf/zjH225+qaAMlJgy4bIKguFqlRV9qCDMj8vZCa6HlupLDPRY3nppZdszz33zIaAtgMPPNDeffddv2il5s2bZyeccILrXA+O33777e3RRx/1iwK1ViWtFRJVVShUpqqyn31m1q5dZl+wFtaMGZl1sIK1sK64wmyTTTJltBbWwoX+p6AAn1QE9PHHH79Ww/9YxJWOp02btlYQ/fSnP7V33nnHLwrUOpW0VkhUVaFQmXWVrfiL1nr2XFOmqk2r8SpwEIoePV1WEcy5j56aN29uV199dSKPnip7FDZs2LAqH4UBtUEVrRUSs65Q8BVS9pFHzAYMyKzOq3eBaNN/H3ec2boej9x6a6ZT/YMP/D2pN378+Ioq3CbbuKvz+5RTTkm881ud8b/73e/W2xkP1Bbraa1QFlavtoo/eTPh1LCh2QUXmC1e7JdKnddff32t4bf77LOPvfbaa37RRM2aNWut4cBdu3Z180uA2oQASYvRo80aNFhzl9Omjdm4cZlwSZmFCxfaaaedlp1Frm3rrbcu+gTAZ599dq0JiUcccYSbbwLUBgRImsycuebdIsGmRQA1VDgFVqxYYWPGjLEWLVpkG+ymTZvapZdeWmNLkOjR1f/93/+5R1nBOTWsuEvUvJMlS5b4xYGSQoCk0YQJZh075geJ3qk+d65fsmxMqLjmjhXXnPvX/sCKa55bIteszvSzzz7bda4H57fFFlvYnXfeWXGTmL67RNQOBEhaaXHGir/Gs2ttaav4a7ziz3GzGvprvDrMrLjr6ltx15UbHFp6fWqJ3nVpnslBBx2Ud7577LGHm5cClBoCJO00X+S008zq1l0TJFtvbVbk/oCkffXVVzZ8+HBr0KBBtiFu06aNjRs3rlb8Rf/4449bhw4dsueueSman6J5KkCpIECQ8frrZvvum/9Ya599zKp5RFLSVq1aZWPHjrXWrVtnG1/1KVxwwQW2uJaNPNP8k2uuucbNRwmuRfNUNF9F81aAmkaAIN/48Zl5JUGI6M7klFPMEp4TUR0mT55sO+20U7ax1Xb44YfbB7V87svnn3/u5qXkjhrTvBXNXwFqEgGCtemvWy2XUvHXbjZIKv4KtquvzrysqsTMnj3bjj766Lzg0BsCn376ab9orfaf//zHzVPJvc5evXq5+SxATSBAUDU9bz/+eLM6dbJB8sn229v7EdeFStqyZctsxIgR1rhx42yD2qpVK7vpppvKemb3X//6VzdvJbhm3Zmceuqp7k4FKCYCBOunEUB77ukC5KGK7cgfhFuZtjrcc889tuWWW2Yb0Xr16tnQoUNt0aJFftFEqFN++vTpdvfdd9vIkSPdOlYnnniiDRo0yN0F6H/1b/1c+1VO5XVcddC8lVGjRrl5LEEdqK/k2muvTWTtLqAQBAgK9uVdd9nvf/hD2/p/Ddb63o1RHV5++WXr0aNH3mOc/fff395++22/aCxabkRvGhwwYEBeUEXZdLw+R5+nz03Sxx9/7Oaz5K4erPku//rXv/yiQOIIEITybYFv50va/Pnz3V/4G2ywQfZ7t9tuO3v44Yf9opF99NFH7q96Ld/uh0Dupr/09Qhpxx13dHcfwaZ/6+e5o6Yq2/T5+h59X1I0r2X33XfP+56f/exnbh4MUF0IEERS1fvBk14Q8Pvvv7crrrjCmjVrlv2ejTbayK688kq3Ly7NCdFoJgVA7l/xwaZX1Oq1tDfffLO7ts8KXCpf5VRex+n43FfdBpu+T9+r709iboo+Q/NcNN8l+A7NgznnnHOq7VEa0o0AQSxqJP0FARUsSTyq+cc//mHt27fPfq7uPgYPHlxwI74uultSP8oOO+ywVqPep0+fanncFDwW0+f7YaXz0PkkcRenNbQ070XzX4LP17wYzY/RPBkgKQQIYlOjp0dYuQsC6hGX3n2hd2CE9eabb7pGNreB7dmzp73yyit+0UgmTpy41mMqPXrSu8znzJnjF68W+h59X+5oKm06L51fEjT/RfNgcj+/e/fubr4MkAQCBIlRZ7o61XMXBNRb+PQ2vkJ88cUXNmTIEDeiKji+bdu2dt999/lFI1GH81FHHZXXoGq5ED320Uq9NUHfq+/PXbZEm85T55sEzYfp0qXLWp+v+TNAHAQIEqfhvRrmm9tg6b3gVS0IqEb0hhtusJYtW2bLN2nSxA2H/eabb/zikWhYbW4/yuabb+6CrVQe6eg8dD46r+Acdb467yToLlH9MZonE3y+5s9cdNFFke4SASFAUG0ee+yxvEdFlS0I+OSTT67VD3Hssccm9ihJAaRO7OCzNenujDPOKNlOZZ2Xzi932RKdf1JBqnkyZ555Zt5dooYZq/8FCIsAQbXSpLarr756rQUB1UgefPDBecGxyy672JQpU/yPiEwjxXIf3Wj9KE3uqw10nrnvadd1JPmmQs2bOeCAA/LqX/Nrkh5Fh/JGgKAoFixYsNaCgMG22WabudFJST5O0vpQucNZ+/XrV7J3HVXR+eq8g2vQ9SS97tUjjzzi5tPk/j7OP/98vxhQKQIERfXaa6/lzezWOzu+/vprv1gsGmUU3PFo6O9VV13lF6lVdP7BBEpdV9KjqDSfJvc79tWy/kABCBAUnYb8BgGS9LvI1bgGiyvqOf+9997rF6mVdB1Bv4WuL+kQkSDY9WpdoBAECIquugJEj3eCOw8tMqj3oJcTXU+weKKuM+nHWRoyrc/WzHWgEAQIiq46AkQdzEGfh5bvKLfwCOi6gtf06nqT7FgnQBAWAYKiSzpANMQ1GG2l5/jl8tiqKrq+oL9C153UEF8CBGERICi6pAMkd55Hbe8wL5SuM7hmXX8SCBCERYCg6JIMEE2ACz5LQ17TJHeIbxITAQkQhEWAoOiSChCtFaWl3fU5Wi69ts3ziEvXGywTr3qIu3YWAYKwCBAUXVIBEiyMqMmJ06ZN83engq47mJyp+oiDAEFYBAiKLokA0ZLnwWdoWZQ00/UHdRFnKXgCBGERICi6uAGilWWD5c+1em3aHl35dP3BKr6ql6gvpSJAEBYBgqKLGyC5HeeFvmuk3KkegjqJ2qFOgCAsAgRFFydAtOBisPy7lopPcgHG2kz1ECydr/qJUi8ECMIiQFB0cQLkwQcfzB6rN/lhDdVHUDeqp7AIEIRFgKDo4gRIr1693HF6V0ZNvYa2VKk+gneIqJ7CIkAQFgGCoosaIHqHd7CEx+jRo/3dqKB6Uf2onsK+85wAQVgECIouaoCMGjUq2zgm9crbcqN6CUJW9RUGAYKwCBAUXdQACYbu9unTx9+FHKof1ZPqKwwCBGERICi6KAEya9as7DFjx471dyOH6ieoK9VboQgQhEWAoOiiBIjemR6lUUyj3LBVvRWKAEFYBAiKLkqADBgwwJXX4oFYv2CRRdVboQgQhEWAoOiiBEjwvu5TTjnF34VKqJ5UX6q3QhEgCIsAQdGFDRCt9VSnTh1XXsdi/YI6Vr0VulYYAYKwCBAUXdgA0ZLlQflJkyb5u1EJ1VNQZ4UudU+AICwCBEUXNkByFwqcP3++vxuVUD0FdVbogpMECMIiQFB0YQPk4osvdmX11j0ULnhbo+qvEAQIwiJAUHRhA2TYsGGurNZ5QuGCdbFUf4UgQBAWAYKiCxsggwcPdmW7du3q78I6qL5Ub6q/QhAgCIsAQdGFDZD+/fu7snvttZe/C+ug+lK9qf4KQYAgLAIERRc2QPr27evK7r///v4urIPqS/Wm+isEAYKwCBAUXdgA4Q4kGu5AUN0IEBRd2AChDyQa+kBQ3QgQFF3YAGEUVjSMwkJ1I0BQdGEDhHkg0TAPBNWNAEHRhQ0QZqKHx0x0FAMBgqILGyCshRUea2GhGAgQFF3YAGE13vBYjRfFQICg6MIGiPA+kHB4HwiKgQBB0UUJEN5IGA5vJEQxECAouigBwjvRC8c70VEsBAiKLkqA5DaKY8eO9Xcjh+onStgSIAiLAEHRRQkQ6dChgzumT58+/i7kUP2onlRfYRAgCIsAQdFFDZBRo0a5YzbYYAObM2eOvxsVVC+qH9WT6isMAgRhESAouqgBMnv27GzjOHr0aH83KqhegpBVfYVBgCAsAgRFFzVApFevXu44rfO0YsUKf3eqqT6C9a9UT2ERIAiLAEHRxQmQBx98MHvsuHHj/N2ppvoI6kb1FBYBgrAIEBRdnABZtWqV7bDDDu7Y7bff3v0bmXpRfaheVD9R6oUAQVgECIouToDIPffckz2+0IUCy13ugpOqnygIEIRFgKDo4gbIypUrs0N6N99884LXeipXun7Vg+pD9aL6iYIAQVgECIouboDIxIkTs59xxhln+LtTRdcf1IXqJSoCBGERICi6JAJEjjrqKPcZdevWLXjJ8nKj69b1qx5UH3EQIAiLAEHRJRUgH3/8cfate1o8MG2PsnS9waKJqgfVRxwECMIiQFB0SQWI5Hao9+vXz99d1nS9wbVH7TjPRYAgLAIERZdkgMjJJ5+c/byrrrrK312WdJ3BNev6k0CAICwCBEWXdIB888031qVLF/d5WsLj3nvv9YuUFV1fsKSLrlvXnwQCBGERICi6pANEPvzwQ2vTpo37zAYNGtiECRP8ImVB16Xr03XqenXdSSFAEBYBgqKrjgCR119/3Zo3b+4+t2nTpmUXIroeXZeuT9ep600SAYKwCBAU3Z/+9KdqCRCZPHmyNW7c2H12/fr1y+Zxlq5D16Pr0vXpOpMWTEYcOnSovwuoFAGCojv11FOzAXLggQfazJkz/SKxqHEN7kTUV1DbO9Z1/kGfh64r6fCYP3++nXjiidnfSe/evf0iQKUIEBTds88+m/1rOrhT0GOTJOdx6PFO0CeiTUNek/z8YtD55g7V1fUk+djq+++/tyuuuMKaNWuW/Q4F1c033+wXBSpFgKBGLFmyxH77299aw4YNs41X69at7dZbb420kmxl1MEcjM7SpndlTJ8+3S9WknSewbs9tOk6kuww//vf/27t27fPC45f/OIX9tlnn/lFgSoRIKhRH3zwQd5f2dq6d+/u7lKSoCGuufNEtOyH1o4q1bsRnZfOL1ieRJvOP6mhujNmzMi+Mz3Y9t57b3vllVf8osB6ESAoCc8880ze3YK2/v3726xZs/yikdx99915j2rUYawl0JO624lL56HzCTqytel8dd5J+OKLL+xXv/qV1atXL/v5GnV1//33+0WBghEgKBlahlwjtFq1apVt5Bo1amQXXXSRLV261C8emtaKChZgDDYtf643+dXU63H1vfr+YHn6YNN5xl3bSvT5119/vbVs2TL72U2aNLGRI0cmdleD9CJAUHIWLVpkZ555Zl5H+5ZbbpnYX+Na8jx4e1+wbb311jZ69GibM2eOX7xa6Hv0ffre3PPQecVZkj3XE088kX17Y7ANGDCgaNeI8keAoGS98847dsABB+Q1gD/+8Y8T6QjX3Y4WIPQb2Dp16rg+gttvvz2xx2cBfZ4+V5+v78n9Xp2Hzifqy6By/fe//7VDDjkk7/N32WUXe/755/2iQCwECEreI488Ytttt11eI695C/PmzfOLhrZ69WobP3689erVa61GXZuWS1cntoa2Tpo0qeBRSiqn8jpOxwfLrvthpe/V9+s84vr666/t17/+dXapE22bbbaZC61S6etBeSFAUCssX77cTajbeOONs42jOpkvv/xyN58hCR999JGNGjVqrcdb/qbJfHr0tOOOO7oACDb9Wz8PJjFWtenz9T36viQoHBQSCovgOxQiChOFClBdCBDUKvrLXvMVgpnZ2vTX/UMPPeQXjSV43KQ+A/W/+CEQZtPx+pzqeCw2ZcoU93gq9/v0+EqPsYDqRoCgVnr11Vfd/IXchlNLcGieQ3XQ/Az1vagjXyOYhg0b5h6jDRo0yN196H/1b/1c+1VO5atrvok6wo899ti861c/ypNPPukXBaoNAYJa7YEHHrB27dplG1HNc9B8h4ULF/pFy4KG3iqgNBQ3uGYN0b3hhhtqbCgy0osAQa2nRvWSSy7Ja1RbtGjh5j+UU6OqSX/BkutBWA4ZMsRNEgRqAgGCsqHHOupryH2s06lTJzcfojbTMiM9e/bMuy4NBX7zzTf9okBRESAoO5rvsOuuu+Y1uD//+c/tvffe84uWtMoGDGgBRC2ECJQCAgRlSfMq7rjjjry1pTS09bzzziv5oa0alnzllVfaRhttlD13DVnW0utJDVkGkkCAoKwtXrzYzj///Fozue7hhx/OmzSpuw+N7tJLn4BSQ4AgFd5//3079NBD8x5r7bzzzm4eRSl4++23bf/99887vx49etjLL7/sFwVKBgGCVNE8Cc0Yz22ojznmmMRmhYelhSP1DvLcZdY18VDrYgGljgBB6mhor+ZN+EucX3zxxbZs2TK/eLXQook33XRT3tL1jRs3thEjRhTtHIC4CBCkluZPaB6F/5Kl++67zy+aqKeffto6d+6cdxek93/Mnj3bLwqUNAIEqaf5FPvtt19eg655F//+97/9orHo9b2HH3543vfstNNONnnyZL8oUCsQIMD//OMf/7Af/ehH2cZdI6AGDx5sn376qV80FI0Eu+CCC6xhw4bZz27durWNHTu2JEeCAYUiQIAcmmfx+9//Pm8Ohv77D3/4Q+g5GJqLotfVtmnTJvtZGk48fPjwaltkESgmAgSohOZdnHTSSXmzwHV38s9//tMvWqmpU6fabrvtlve4qm/fvjZz5ky/KFBrESDAOmgexl577ZUXBJqv8dZbb/lFnblz59rAgQPzynfs2NEmTJjgFwVqPQIEKMC9995rW221VTYUNHJL8zc0j0O+/fZbu/TSS61p06bZMloReMyYMWW1IjCQiwABCqT5GZqnofkaQUhoHocmIupVtsHP6tata6eddlrZvpMECBAgQEiar3H00UfnPaYKtn333ddef/11/xCgLBEgQETPPfdc9iVWuusYP368XwQoawQIEEPwAqtddtnF3wWUPQIEiOG4445zAaIhu0DaECBADAQI0owAAWIgQJBmBAgQAwGCNCNAgBgIEKQZAQLEQIAgzQgQIAYCBGlGgAAxECBIMwIEiIEAQZoRIEAMBAjSjAABYiBAkGYECBADAYI0I0CAGAgQpBkBAsRAgCDNCBAgBgIEaUaAADEQIEgzAgSIgQBBmhEgQAwECNKMAAFiIECQZgQIEAMBgjQjQIAYbqgIkKMrAuS3BAhSiAABYphRESBPVATISwQIUogAAeKoCBCrCBAjQJBCBAgQBwGCFCNAgDgIEKQYAQLEQYAgxQgQIA4CBClGgABxECBIMQIEiIMAQYoRIEAcBAhSjAAB4iBAkGIECBAHAYIUI0CAOAgQpBgBAsRBgCDFCBAgDgIEKUaAAHEQIEgxAgSIgwBBihEgQBwECFKMAAHiIECQYgQIEAcBghQjQIA4CBCkGAECxDFyZCZABgzw9wBljwAB4li1yuz5582++87fA5Q9AgQAEAkBAgCIhAABAERCgAAAIiFAAACRECBAFI89ZjZwoNm225o1bWrWpEnmv/Uz7QNSgAABwvj0U7N99snM/VjX1quX2YIF/tFAWSFAgEJ9/rnZNttkAqJlS7PLLjN74w2zpUvNli0ze/NNs8svN2vVKlOmfXuzL77wPwUoGwQIUKi+fTPB0KWL2Sef+HvXmD/frFu3TNlDD/X3AmWDAAEK8dJLmUBo1sxs1ix/79pmz86U1THTp/t7gbJAgACFGDIkEwbDh/t7qnbuuZljhg719wBlgQABCtG1ayYMpkzx91Ttuecyx3Tv7u8BygIBAhSiRYtMGITpFFdZHaNOdaAMESBAIerVy4TBihX+nqotX545RscCZYgAAQrBHQiwFgIEKETQB6J+jULRB4IyR4AAhQhGYZ1zjr+nahqxxSgslDECBCjE1KmZMGAeCJBFgACFOuigTCAUMhNdj61UlpnoKGMECFCozz4za9cuEwzBWlgzZmTWwQrWwrriCrNNNsmU0VpYCxf6n2L22mtmkyf7PwVqHQIECGPePLOePTMBsa5Nq/EqcHwamdWoUabMAQeYvf22XwKoNQgQIIpHHjEbMCCzOq/eBaJN/33ccWaPPuqXXuPbb822225N0NSvb3bmmWaLFvklgZJHgADFpuXfL7pozZ2INs0Vuflms5Ur/dJAySJAgJqikVr9++c/+lIH/TPP+CWBkkSAADVNHerBqK1g69fP7IMP/JJASSFAgFKwapXZrbeatW69JkQaNjT77W/NlizxSwMlgQABSslXX2Vmu6tzPQiSNm3Mxo0zW73aLw3UKAIEKEUzZ5r97Gf5j7V2393sxRf9kkCNIUCAUvavf5l17LgmROrUMRs0yOzjj/2SQNERIECp03tFrr3WrHnzNUHStKnZqFGZeSVADSFAgNri88/NTj3VrG7dNUGy9dZmDz7olwSKggABapv//CezVEpO/8ir++xjH+vnQBERIEBtpTuPbbaxjyoC5JqKrWfFnckvf/nLihuVz/2SQLUgQIDa7LvvbOZll9kvN9zQmlSEyA8qtubNm9s111xjy9V3AlQjAgQoAws++cQGDRpkderUcSGirUOHDvb444/7RYHEECBAGXnxxRdtjz32yIaItoMOOsjeffddvygQGwEClJnVq1fbnXfeaVtssUU2ROrXr29nn322ffnll35xIDICBChTS5YssQsvvNAaNmyYDZLWrVvbrbfeaitZNh4JIECAMvfhhx9av3798h5rde/e3Z599lm/KBAKAQKkxDPPPGNdu3bNC5L+/fvbrFmz/KJAQQgQIEX06OpPf/qTbbLJJtkQadSokf3ud7+zpXpTIhACAQKk0KJFi2zYsGGucz0IEnW6jxw50i8KVIkAAVLsnXfesZ/+9Kd5j7WOO+44vxhQKQIEgD366KNWr149FyA/03tIgAIQIACctm3bugA5R29EBApAgABwCBCERYAAcAgQhEWAAHAIEIRFgABwCBCERYAAcAgQhEWAAHAIEIRFgABwCBCERYAAcAgQhEWAAHAIEIRFgABwCBCERYAAcAgQhEWAAHAIEIRFgABwCBCERYAAcAgQhEWAAHAIEIRFgABwCBCERYAAcAgQhEWAAHAIEIRFgABwCBCERYAAcAgQhEWAAHAIEIRFgABwCBCERYAAcAgQhEWAAHAIEIRFgABwCBCERYAAcAgQhEWAAHAIEIRFgABwCBCERYAAcAgQhEWAAHAIEIRFgABwCBCERYAAcAgQhEWAAHAIEIRFgABwCBCERYAAcAgQhEWAAHAIEIRFgABwCBCERYAAcAgQhEWAAHAIEIRFgABwCBCERYAAcAgQhEWAAHAIEIRFgABwCBCERYAAcAgQhEWAAHAIEIRFgABwCBCERYAAcAgQhEWAAHAIEIRFgABwCBCERYAAcAgQhEWAAHAIEIRFgABwCBCERYAAcAgQhEWAAHAIEIRFgABwCBCERYAAcDbaaCMXIEceeaS/C6gUAQKk3LRp0+zHP/6xCw9tderUsdNOO80WLlzoFwXyECBASs2bN89OOOEEFxhBeORuLVq0sDFjxtiKFSv8QwGHAAFS5vvvv7fLL7/cmjVrlg2LjTfe2K666iqbPXu2DRw4MC9UOnbsaBMmTPA/BiBAgDR56KGHbNttt82GwwYbbGAnn3yyffbZZ3nlpk6darvttlveHUnfvn1t5syZeeWQbgQIkAJvvPGG9e7dOy8Q9t57b3v11Vf9olmrV6+2cePGWZs2bbLHNGjQwIYPH25fffWVXxwpRIAAZUwd4aeffrrVq1cvGwLt2rWzBx54wC9apcWLF9sFF1xgDRs2zH5G69atbezYsbZq1Sq/OFKEAAHKkDq+r7vuOtcRHjT6TZo0sUsuucS++eYbv3hBPvjgAzv88MPz7mJ22mknmzx5sl8UKUGAAGVm4sSJ1qlTp7yG/rjjjrO5c+f6RSN5+umnrXPnznmff9RRR7kOeKQLAQKUiffee89+/vOf5zXsu+66q73wwgt+0dhWrlxpN910k7Vq1Sr7XY0bN7YRI0bYsmXL/OIoUwQIUMt9/fXXdt5557kO7qAx33zzze2OO+5wHeHVadGiRTZ06NC8PpYtt9zS7rnnHr8oyhABAtRS6sC+7bbbbNNNN8023gqR888/33V8F9Pbb79t+++/f97dT48ePWz69Ol+UZQRAgSohaZMmWI777xzXoN96KGH2vvvv+8XLaqHH37Ytttuu+w5aZ7JiSeeaPPnz/eLogwQIEAt8tFHH9kxxxyTFxw77rijPfXUU37RGqOZ7ldeeWV2cUZtmvV+xRVXuH0oHwQIUAuoY/riiy92HdVBo9yyZUu78cYbS3atKs1u/8UvfuHuQoJzbt++vf3973/3i6KWIkCAEnfvvffaVlttlW2E1WF9xhln2BdffOEXLUmvvPKK9ezZM++uqU+fPvbmm2/6RVHLECBAifr3v/9te+21V17Du99++9lbb73lF60V7r///uxLq4IgHDJkSK0JQqyNAAFKzKeffmqDBw/Oe/Tzox/9yP75z3/6RWsdzYIfOXKkmxWf+yjuhhtuKNlHcagaAQKUCHUw/+EPf8jrfNZ///73vy+7zuc5c+bYsccem3d3tcMOO9iTTz7pF0UJI0CAEqC7C91lBI2p7j5OOukkdzdSzjQceZdddskLkkMOOcT++9//+kVRgggQoAapP0P9GrkNqPo9Xn75Zb9oYrQUuyb43X333e5x0rBhw9xcjUGDBlmvXr3c/+rf+rn2q5zKV9cS7poQefvtt9tmm22WrQNNiPz1r3/tZtmjdBEgQA1Qx7FGUuUuAaKRVhpxlbRZs2a5BnrAgAFumZHcsAq76Xh9jj5Pn5skhYVCI3dJFoWKvotl40sTAQIUkTqKNXfDX4RQczySXIRQEw5HjRpl22+//VohkLs1b97ctt56azcZUXcfwaZ/6+fa7x+Tu+nz9T36vqTo8ZUeY+V+jx5zPf/8835R1DACBCgSzRZXw5zbMGpWeVKNrxZOHD9+vAuA3HeaB5teZavX19588802adKktV5jWxWVU3kdp+NzX4kbbPo+fa++P6kFHJ944gnXsZ77Pep4Vwc8SgMBAlQzrU912GGH5TWEWsfqueee84tGoqXVtfqt39iqUdeEvep43BQ8FtPn+2Gl89D56Lzi0h3b9ddf74b6Bp+vIcDqm4n6YiwkhwABqolWxP3Nb36T9ypYrZyrFXSTeqavl0f5j6n06Gn06NFF+0td36Pv0/fmnofOS+eXBPUZ/epXv8rrM9KkRE1ORM0hQICE6RHOn//8Z/dOjqCxU8fwueeem9iooo8//ti9BTC3we7QoYONGzeuxibk6Xv1/TqP3PPSeep8kzBjxgx315P7+XvvvbdbLgXFR4AACdLb/3bbbbe8Bu7ggw92bwtMiobVanXb4PMVVHfddVdidzVx6Tx0PrkBqvPVeSdFCzJqYcbg8zVvRgs3Ftqvg2QQIEAC9L5xvXc8Nzj0XvKkHuGInvmrEzv4/Lp167qhwNU1PyMunZfOT+cZnLPOP6m+C83O1xLxuWG68cYbu6Xky23mfqkiQIAYli5dagMHDsxb26lFixZ23XXXJfoo6cMPP7QuXbpkv2ObbbapNW/703nqfINz13XoepKil1Vp4mPu2mHt2rWzq6++2i+KhBEgQAy5q+Wqg/f000+3hQsX+sVief31161NmzbZ7+nXr1/J3nVUReer8w6uQdej60qSgkqv0Q2+Q1uSj82wNgIEiCFosLTo4RtvvOHvjm3y5MnZyXz6C/uqq67yi9QqOv/gTkHXpetL2pgxY7IBMnbsWH83EkSAADEE/R7qOE+aGtfgDYT169evlmVOaoKuQ9ej69L1JR0is2fPzgbIP/7xD383EkSAADFUV4Do8U5w59G0aVObMGGCX6RW0/XouoI7kSQfZxEgxUOAADFUR4Cogzno89D8kXILj4CuK1g4UdebVMc6AVI8BAgQQ9IBoiGuwWgr9RWUy2Orquj6gj4RXXcSQ3wJkOIhQIAYkg6Q3Hketb3DvFC6zuCadf1xESDFQ4AAMSQZIFqAMGj4NOQ1TXKH+Koe4iBAiocAAWJIKkC0VlTwLnQtl17b5nnEpesNlolXPcRZO4sAKR4CBIghqQAJFkbUsh/Tpk3zd6eCrjtY9kT1ERUBUjwECBBDEgGi9bKCBk9rR6WZrj+oi6jriBEgxUOAADHEDRC9dClY/lyr16bt0ZVP1x+s4qt6ifJSKgKkeAgQIIa4AZLbca4l0GGuHoI6idKhToAUDwECxBAnQPTejOA1tHp7X6m8z6OmqR6CtyyqfsLWCwFSPAQIEEOcAHnwwQezDZ3e5Ic1VB9B3aiewiBAiocAAWKIEyC9evVyx+pdGUm+O6QcqD6Cd4ionsIgQIqHAAFiiBogauSCJTxGjx7t70YF1YvqR/Wk+ioUAVI8BAgQQ9QAGTVqVLZxnDNnjr8bFVQvQciqvgpFgBQPAQLEEDVAgqG7ffr08Xchh+pH9aT6KhQBUjwECBBDlACZNWtWtoHjjXnrpvoJ6kr1VggCpHgIECCGKAFy++23h24U0yo3bFVvhSBAiocAAWKIEiADBgxwx2jxQKxfsMii6q0QBEjxECBADFECZMstt3THnHLKKf4uVEL1pPpSvRWCACkeAgSIIWyAaK2nOnXquGNuueUWfzcqoXpSfaneClkrjAApHgIEiCFsgGjJ8qBxmzRpkr8blVA9BXVWyFL3BEjxECBADGEDJHehwPnz5/u7UQnVU1BnhSw4SYAUDwECxBA2QC6++GJXXm/dQ+GCtzWq/taHACkeAgSIIWyADBs2zJXXOk8oXLAulupvfQiQ4iFAgBjCBsjgwYNd+a5du/q7sA6qL9Wb6m99CJDiIUCAGMIGSP/+/V35vfbay9+FdVB9qd5Uf+tDgBQPAQLEEDZA+vbt68rvv//+/i6sg+pL9ab6Wx8CpHgIECCGsAHCHUg03IGUJgIEiCFsgNAHEg19IKWJAAFiCBsgZ511livPKKxwglFYqr/1IUCKhwABYggbIMwDiYZ5IKWJAAFiCBsguTPR582b5+9GJVRPQZ0xE720ECBADGEDZPr06dnG7ZlnnvF3oxKqp6DOVH/rQ4AUDwECxBA2QL7++uvsarw333yzvxuVUD2pvlRvqr/1IUCKhwABYggbINK2bVt3zEknneTvQiVUT6ov1VshCJDiIUCAGKIEyKBBg0I1iGkXBK7qrRAESPEQIEAMUQLkzjvvzDZw7733nr8bOVQ/QV2p3gpBgBQPAQLEECVAPv7442wDd+ONN/q7kUP1E9SV6q0QBEjxECBADFECRLp16+aO23PPPf1dyKH6UT2pvgpFgBQPAQLEEDVArrnmmmwj98477/i7UUH1EtSR6qtQBEjxECBADFED5LPPPrP69eu7Y3/zm9/4u1FB9aL6UT2pvgpFgBQPAQLEEDVA5JBDDnHHtmrVypYsWeLvTjXVh+pF9aN6CoMAKR4CBIghToBMmjQp29BdccUV/u5UU30EdaN6CoMAKR4CBIghToDIPvvs447fZJNNbOnSpf7uVFI9qD5UL6qfsAiQ4iFAgBjiBkjuOk8jRozwd6eS6iGokyjrhREgxUOAADHEDRDZb7/93Gc0bNgw9SOydP2qB9WH6iUKAqR4CBAghiQCRLOtGzVqlH1ks3r1ar9IKui6g0d6qo+os/QJkOIhQIAYkggQufTSS7ON3vXXX+/vTgVdd1AHqo+oCJDiIUCAGJIKkO+//946d+7sPqtBgwY2depUv0hZ0/XqunX9qgfVR1QESPEQIEAMSQWI6Pl/s2bN3OdtueWWtmDBAr9IWdJ16np13br+uP1ABEjxECBADEkGiDz44IPZxk/rQJX70F5dX7DelTZdf1wESPEQIEAMSQeInHvuudkGUCORvvvuO79IWdB1BSPQtOm6k0CAFA8BAsRQHQGi0UgnnHBCthHUUh7lFiK6nmApF2263qRGnxEgxUOAADFUR4DIypUrrV+/ftmGUMNbFy1a5BerlXQdwXBdbbpOXW9SCJDiIUCAGPr27esaqm222cZWrVrl745FI5EOO+ywbGO4ww47uMaxNtP56zqCa9L1xRlxVZn//Oc/2c//61//6u9GgggQIIaOHTtmG6tddtnFpkyZ4heJRX+Zn3HGGdnv0BpRDz/8sF+sVtB5B2tcadN1JXnnsWLFCvcGw+bNm2e/I8x7RBAeAQLEoEZx4403zjZY2o499libM2eOXzSWP/7xj7bBBhtkv2PIkCH27bff+sVKks5T5xucu65D15Okp556ynbccce830OHDh1s8eLFflEkiAABYtJfvjfccIO1bNky23g1adLERo4cad98841fPLKnn37afvjDH2a/Y/vtt7fHH3/cL1ZSdH46z+Ccdf66jqS8//77duihh+YFx84775z4nSAqR4AACfniiy/cX9r16tXLNmZt27a1++67zy8a2cKFC9dqMA8++ODI60ZVF52Pziv3PHXeOv8k6M7i/PPPz85e17bpppvabbfdlnhfFKpGgAAJe/PNN61Pnz55jWfPnj3tlVde8YtGdvfdd+fdjSi09OhMHcg1Sd+v88gNUZ2nzjcJGup7xx132Oabb579fIXIeeedZ19//bVfHNWMAAGqiYaQtm/fPtvQ6dn/4MGDQ73fe1302tcLLrggu/x5sP30pz91o4+K1Uei79H36Xtzz0PnpfNL6nW9L7zwgu2666553/Hzn/+85O6+0oQAAaqRhqjq9azBGlfaNtpoI7vyyisTG7760Ucf2bBhw6xp06Z5jau+UxP01NGf9F/n+jx9rj4/99q06Tx0PjqvJMydOzc73ybYOnXqZBMnTvSLosgIEKAI5s+fbyeeeGLeSKrtttsu0SG56l/QMuhbbbVVXmOrTd+rzuWzzz7bPU566aWXXJ9NIVRO5XWcjtfn5F5HsOl79f1J9XNoAMIll1ziBiQE39GiRQu77rrr3MAF1DwCBCiil19+2Xr06JHX8O6///729ttv+0VjefbZZ+2Xv/yltWrVaq2GPnfTyLGtt97aunbtar169cpu+rd+njuyrLJNn6/v0fcl6YEHHrB27dplv0d9Kqeffnpi4YRkECBADbjnnnuyS5gHDeTQoUMTX65EE/WmT59uV111lRsV5c9ZCbvpeH2OPk+fm+REQHn11Vdt7733zvvO3r1724wZM/yiKAEECFBDli1bZiNGjLDGjRtnG0v9RX/TTTcl3jDnUif+888/b2PHjnVzVfSXvR6vDRw40N196H/1b/1c+1VO5ZPq/K+MPvvkk0/OezS27bbb2kMPPeQXRQkhQIAapvWhjj766Ly/uvVWviQn3JWq5cuXu7uZ3DsjdcpffvnliQ0yQPUhQIASMXnyZNtpp53yguTwww+3Dz74wC9aFh555JG8Wep16tRxo7rmzZvnF0WJIkCAEqJZ1Hpk1Lp162zDGsynKJd1nfTKWn/OyI9//GObNm2aXxQljgABStBXX31lw4cPz1uqo02bNvbnP/85sRcvFZsGCGh+SP369bPXlOQsdRQfAQKUsJkzZ2bfORJsennV1KlT/aIlSwMC/vSnP+Ut5d6oUSO76KKLyv6d7+WOAAFqgQkTJuS9e0SbRktplnYpe+aZZ6xLly55592/f3+bNWuWXxS1EAEC1BKafT1mzBg3GztojLVsiGZ/F2vdq0J9+OGHea/k1da9e/fEJxyiZhEgQC2j2dinnXaa1a1bN9s4a9b4X/7yF79o0WnhxN/+9rd5CzxqQMCtt97KMutliAABaqnXX3/d9t1337y/8vfZZx977bXX/KLVTh37d955p22xxRbZc1Fn+TnnnOMGBKA8ESBALTd+/HjbZpttsg237kxOOeUUW7BggV+0Wrz44ou2xx575AXZz372MzcAAOWNAAHKwHfffWeXXXaZbbjhhtlGvHnz5nb11Ve72d7V4eOPP7ZBgwa5CYDBd+o95KX+ml0khwABysgnn3xixx9/fF6jrtnejz32mF80MoXVqFGj1gqra665ptrCCqWJAAHKkN7fseeee+Y9VjrwwAPt3Xff9YuG8uCDD7oO+9zHZVrO/fPPP/eLIgUIEKCM3XXXXXnvTlfH9llnnWVffvmlX3Sd9K5zrdSbG0j6d02/gx01iwABypxme1944YVu9nfQ+GtW+C233LLeZeN1Z6E7DH/IsO5EAAIESAlN7jvyyCPz7iK6detmkyZN8ou6vgz1aahvIyirPg/1fagPBBACBEgZBYaCIzdIFCzB8iL/+te/3GiqYJ865DXaSqOugFwECJBCenSlR1i5Cxxq5d/NNtssL1h23313N88DqAwBAqSYOtPVqZ67xLo2zSjXzPLaunQ8ioMAAeCG99arV8+FR6dOndyaVsD6ECAAnLZt27oA0fpVQCEIEAAOAYKwCBAADgGCsAgQAA4BgrAIEAAOAYKwCBAADgGCsAgQAA4BgrAIEAAOAYKwCBAADgGCsAgQAA4BgrAIEAAOAYKwCBAADgGCsAgQAA4BgrAIEAAOAYKwCBAADgGCsAgQAA4BgrAIEAAOAYKwCBAADgGCsAgQAA4BgrAIEAAOAYKwCBAADgGCsAgQAA4BgrAIEAAOAYKwCBAADgGCsAgQAA4BgrAIEAAOAYKwCBAADgGCsAgQAA4BgrAIEAAOAYKwCBAADgGCsAgQAA4BgrAIEAAOAYKwCBAADgGCsAgQAA4BgrAIEAAOAYKwCBAADgGCsAgQAA4BgrAIEAAOAYKwCBAADgGCsAgQAA4BgrAIEAAOAYKwCBAATrt27VyADB8+3N8FVIoAAeCcfvrp1qBBA5swYYK/C6gUAQIAiIQAAQBEQoAAACIhQAAAkRAgAIBICBAg5aZPn25nnnmmde/e3Vq1amX169e31q1bW+/eve3aa6+1xYsX+4e44b7aChGmLGoXfqtASn311Vd2xBFHZBv4qrYWLVrYfffdl3dsmFAIUxa1C79VIIUUHjvssINr2Fu2bGkjRoywadOm2aJFi2z58uX26aefuvkgQ4YMsaZNm64VAGFCIUxZ1C78VoEU6tevn2vUd9ttNxcW6/L555/b0UcfnfezMKEQpixqF36rQMq8/PLL2TuP+fPn+7sLEiYUwpRF7cJvFUiZoUOHugb9wgsv9HcVLEwohCmL2oXfKpAy3bp1cw36iy++6O8qWJhQCFMWtQu/VSBl9OhKDbo6zKMKQiHMhvLDbxVImXr16rkGfcWKFf6ugvnhUMiG8sNvFUiZJO9AChGmLGoXfqtAytAHgqTwWwVShlFYSAq/VSBltPaVGvSamAfyyiuvuDcfdurUyRo3bmxt2rSxPn362Pjx472jUBsU9n8BAMrKYYcd5hr13Xfffb0z0RcuXGjHHHNM3s+iBkiPHj1s3LhxNnPmTPvmm29sxowZtt9++7n9Wk4FtUth/xcAoKx8+eWX1rFjR9dwawVeNd66M9EaWRqd9dlnn9nEiRPtjDPOqPa1sObOnev2N2/e3N+FElf1bxVAWVOIBHci69oUMPfff3/esesLhVzrK6vHaNq/1VZb+btQ4qr+rQJIBa3CqzuNrl27un6R3PeBjBkzxpYsWeIfst5QyFVV2ZUrV7pHWQcffLDrD3nooYf8Iihxa/9WAaCa5d7htG3b1iZPnuwXQS1AgACoEd9//72bi9K5c2dr1KiRPf74434RlDgCBECNCpaX1wuuULsQIABq1NKlS12ANGzY0N+FEkeAAKhRzz33nAsQLbGC2oUAAVA0mjT45JNPutfkas6J+j3at2/vVgimD6T2IUAAFM3UqVPd+9U150OhoaVMjjjiCHvppZf8oqgFCBAAQCQECAAgEgIEABAJAQIAiIQAAQBEQoAAACIhQAAAkRAgAIBICBAAQCQECAAgEgIEABAJAQIAiIQAAQBEQoAAACIhQAAAkRAgAIBICBAAQCQECAAgEgIEABAJAQIAiIQAAQBEQoAAACIhQAAAkRAgAIBICBAAQCQECAAgkv8HXIby4RAfSj8AAAAASUVORK5CYII=)
PN: 2720-1-16
CAS: 885949-75-7
Molecule Weight: 256.301
Formula: C16H16O3
Melting Point: 38-40 ℃
TSCA: Not listed on TSCA inventory
