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)
| Product Number | 2617-1-22 |
| CAS | 400750-70-1 |
| MDL Number | MFCD03424614 |
| Molecular Formula | C15H12O2 |
| Molecular Weight | 224.259 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2617-1-22
CAS: 400750-70-1
Molecule Weight: 224.259
Formula: C15H12O2
![1-(4'-Methyl[1,1'-biphenyl]-3-yl)ethanone](data:image/png;base64,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)
PN: 2717-1-28
CAS: 893734-36-6
Molecule Weight: 210.276
Formula: C15H14O
![3'-Acetyl[1,1'-biphenyl]-3-carboxaldehyde](data:image/png;base64,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)
PN: 2617-1-21
CAS: 400748-76-7
Molecule Weight: 224.259
Formula: C15H12O2
![1-(3'-Methyl[1,1'-biphenyl]-3-yl)ethanone](data:image/png;base64,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)
PN: 2717-1-27
CAS: 893734-40-2
Molecule Weight: 210.276
Formula: C15H14O
![4'-Acetyl-[1,1'-biphenyl]-3-carboxaldehyde](data:image/png;base64,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)
PN: 2617-1-19
CAS: 400747-38-8
Molecule Weight: 224.259
Formula: C15H12O2
![1-(2'-Methyl[1,1'-biphenyl]-3-yl)ethanone](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABwuAAAcLgFphtdgAAACL3pUWHRtb2xTb3VyY2UAAHichZVtj6IwEID/yqSfz74qqBE3xs0ll+zmktu95L5dKlSXROgG8O3f3xTEA3RBMVOm88y0M9O6eDoneziaLI9tGhBBOQGThjaK011Afr9/H03J03IRohEapnlAPoric87Y6XSi4YdJ9NmmNLQJqebn5zxu2ZwUtdmOSc4F+/P68lYyozjNC52GBqk8nuel8sWGuihX8UUIlujsGKesMmdJdqy8/ZXcPZye84j838sa51aIwjbeG9jaLNEFHCWn+PBvsDOpyXRhIthcUK3oGPe+XLw+2/CQmLTAofMQh3r/VmSHEBWJ3ZvwgM5w8OM5IIlAQBc2WWWZvoAbObUWoCVoBXoMegLaA+2DnoKegRYcfzgv0ECghUATgTbCw7zvjQv8fvk0uHpYw09Yf/XFxMmASOp5/hgEVUr5gNvCT/12nXtochWjq/Ymr8YjTAXHld5kra8kgQvGHtVOOPX9hk9JlXBSUT7lpQ9POjmhatZ8r+drvUdnykmf+rz5/pjDxLNb5peLjU2jxhDiKCAbQcqS/DLbXF6rQsBmkcmw0Z0DZ9oEZBtwNbwB8hGg7oBxf4RxG3D9cQNWj4BJG3Dd1A94bcD1Xj/gtwHXqf3AtA24vu4HZnebHgAEvwvhVH2JFd1il+dsIEyn3tW5HGA6Ja/O8QDTqXp17geYTuGre2KA8R7kYIjplL++i+5zzRpnjNU3IQ7vbknWuEIZ/nEs/wGQb9kBvBjyBAAAQdlJREFUeF7t3Qe4FNXB//HYsAsCARQVBRUs2FBDAEEU9ZUg5W9/RVTEGokNG4KxodHXGFREFIyE2I36WmIFBRGNRgXltVEEwY4UFVREOf/7WzLD7Jl7LztnZ/bu7Hw/zzMPD8yZ2dmzy/x2Zk75lQEAwMGv7H8AAKAQBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECuHjpJWPOOceYPfYwpkkTY9Zbz5hf/9qY3Xc35uyzjZk0yd4CKfXyyy+b888/37Rr1840a9as6qNez9SvX9+0adPGnHjiiebRRx81P//8s72Z71e/+pW/FMplm7pQ3kcHlJuPPjKmWzf9D1/zcuCBq8ojlWbNmlX1ER6YdzKvadl2223NY489Zu8ixyUMXLapC+V9dEA5+de/Vl1l6D+1FgXEP/5hzGefGbN8uTGff27Mww/nB4zKv/aavSeUOV11NGzY0D+Jd+rUyYwbN87MmTPHfP/992bRokXmjTfeMIMHD666AG1S68neJQxctqkL5X10QLlQSDRtuioU1lrLmOHD7RL5brppVTmVb9ZsVbggFT7++GPTuHHj3Ml77bXXNrfeeqtdJI/CpF+/fjWe7F3CwGWbulDeRweUiz59Vl9VXHyxvbZ6Kudt8//+n70WZap79+7+yfvqq6+2V9fokksusf8pxyUMXLapC+V9dEA5ePfd1VcTW25pzI8/2iWqp3Iqr+20vfaDsjZt2jT/xK3nGrU9HC+USxi4bFMXyvvogHJw2WWrryQGD7bX1k7lvW3/+Ed7LcrMpZde6p+4r7zySnu1E5cwcNmmLpT30QHloHPn1SHw/PP22to999zqbfff316LMrPffvv5J+6JEyfaq524hIHLNnWhvI8OKAfNm68OgagPw/Xw3dt2663ttSgzzas+a+/E/cUXX9irnQTDwGUpZ+V9dEA52GCD1SFQ6PMPzw8/rN52ww3ttSgzG1R91t6J+8eon3UN7ECIupSz8j46oBwUEyAq72270Ub2WpSZpAOkUC7b1IXyPjqgHHALKzOSvoVVKJdt6kJ5Hx1QDoIP0cePt9fWTg/dvW3X9BB95Upj/vSnVWNszZljr0UJ8BA9mvI+OqAcDB26OgQuvdReW7sozXiDYaPbZkOGGLN0qV0KCSrnZrzTp0/PdVbce++9c8OsrL/++mb77bc3Z5xxRq73fF0o/B0BWVX1H9fvSKjbWRr3qhAqF6Uj4YwZxmy88eoQ8V5v3Di7JBIydepU/8TdsmXLsupIGPw3e9HowG+++WZgD6VR+DsCsqxnz9Un9UKvQoJXH4UOZfLBB8Ycemh+iGhp337VYI5I3KFV9e+dmK+99lp7dY00sGJ1qguDNalum7Zt2+auiiZNmmTmzZtnfvjhh9xVSbdu3XLldPut1Ap/R0CWffLJ6pF4dTUxYoRdIp/We1ctGoRRD9OjeOopY1q3zg8R7a9fP2M+/dQujRjNnTvXH4l3nXXWMaNGjbKL5Fm8eLE54YQTagyI6sJgTaJsM3/+/Fy5Deugmfiajw7AKq+8YkyjRqtP6Bq2/ZFHVrXM+uknY9Rq59FHjTnooNVlGjd2v3LQPm+80ZgGDfKDZJNNjBk2LHqTYuR+uf/3f/+3WXfddc3vf/97e7VPv/I333xz/yTeuXNnc/fdd+fCRb/8FRq6ZTR06NDcJFO1neyjhIEnyjafV33/VG6bbbaxVyVuzUcHYLVZs4zp2jX/hF7TcsABxsyebe8hugULjDn1VFP1czh//y1brpp/BGukOTwuv/xys9FGG/knZj2Ers2MGTPM/vvv75evbdHzkscff9zeRU6UMPAUso2ez3z44YemR48euXJ/Ugu+Eqv56ADUTFPW/uEPq6aw1VVG1S/a3J+77WbMwIHGxNQENM+0acZ06RIOKgXaO+/YpfEf9913X+7XefCkrCuQa665xi5arcmTJ5tzzz3X7LXXXrnJozSl7WabbWZ22mmn3JS2Co7aHrYXEga2NW0TXK++Kzdp/pk6UP3RAShfDz1kzLbb5oeIrk5OP92Yr7+2S2eWbjEF+3V4ix46/9///Z9dPFXsMDyg6mr31VdftYsljgAB0khjbF11VbjZ7+abr5otccUKe4vM+PLLL83JJ5+cm00weKJt1aqV+d///V+7eGqtqPqM1f9jxIgRuYf+euD/fNTRootEgABpptZhxx+/usWXt7RpY8wzz9ilK9pPP/1k/ud//ifXJyIYHLrdpOcDywvtv5NCTz/9dO69qpNhKREgQKnppH/GGcb8+c/xtaTS7Yt9980PES2/+92qDooV7oknnjA77LBDXnDoCuSkk07KtVKqdMuWLcu951I35SVAgFLr33/1CT7OllQaS2vsWGO22CI/ROrVM2bQIPPLkiX2Fqn33nvvmYMPPjgvOLR07NjR/Pvf/7aLV6xnn302975btGhhr0oUAQKU2g03hK8U4mxJ9d13q3rBq5nqf/b/S9UyoUkT8+ro0eaXX36xt0idRYsWmT/84Q+5FlHB4Nh6663NPffcYxevCO3atTO333571dfkHbOk6sfA0qVLc814r7vuOtOgQYPc+7/ooovszRJFgAB14cEHwy2p1BQ4zpZU6oOiIVSq9v1u1fKXquXQqqXdnnual156yS6dCmouO3LkSNOoUaO84NCtm8suuyx3K6dS2VdZ9qKWWKV+/wQIUFdqa0mldv0xtaT6+YUXzPNt25rTqva9XeCEc/TRR+d6VqfFC1XvQ+NB2SfOtL0PV2+//ba54IILcv1R1EteV19bbLGF6d69e66XfF1cWRIgQF3TQ/W+fcMtqXbaSTe37dJOVlb9cv/flP5yn111JdWnT59QcOyZ4iupSkGAAOVCY21V15KqR4/YWlKl6dnBd999lxvhVkOOBI9VvcHHjBlTJ7+4kY8AAcrJGlpSmZhaUtXUeqlDhw513nppZVUdjK2qA92eCR5bvao6GFRVB3qAjPJAgADlSC2pLrkkryVVbqn69V3189uYmH59l1v/CQ3HsW/VVZgdbBowUIMborwQIEA5U0uqPn3Ct7X22suYmO7/l0MP7k8++cT07dvXrLXWWnnH0KZNG/NMxnrUpwkBAqTBhAmaki4cJEcfbUxM82HXxRhSmlvjqquuMhtvvHHea6qV0fDhw3PjPaF8ESBAWmjI8JEj8ye10qLhKy67TONZ2Fs4qWkU2wMPPDDWUWwffPBBs+222+a9hgYEPP30083XcfWFQaIIECBtFi1aNRfJeuvlB8nWWxsTY0uqmubR0Ex+CxcutIsXbNq0aaZLly6hgOratWuulzXSgwAB0uq994w5+OC8EPm0avlnx45mdkwtqaqbyU+Lhg+/5ZZbIt1iWrBggTn11FNzVxnBfWk2v4fjGg8MJUWAAGn3xBPG7LBDLkDGVy0XVi3t/tOS6gvN0x4Dby5x+6phl112WeMcFHpIf+ONN/rjNXnLJptsYoYNG2Z+jGtEYpQcAQJUguXLzaLrrzd31K9veladnDf4z0k67pZUL7/8cm7OCTtIevXqZWZpvnjLU089ZVq3bp1XVi2t+vXrZz777DO7OFKGAAEqyLdffmkGV9OSavvtt4+tJZU6+v31r381zZo1y3sNdfTTaLDffvut+eCDD8yhhx4aCpr27dub1157zd4lUooAASpQTS2p4pwPXEGhwFBwBF9DTXLt5xzNmzc348aNs3eBlCNAgApWU0uqs846q6iWVEEzZ840PXv2DIWVlg022MAMGTIkN3cFKg8BAlS42lpSjRgxIlJLqupMnDjR7L777qHwOOSQQ8ycOXPs4qggBAiQEbW1pBo/frxdfI0UDkceeWRof9ttt50ZNWqUXRwViAABMkYtqTQ9qn3ir6klVXWOP/740LhVjRs3zk25qlkDkQ0ECJBBmktDLamaNm2aFwLBllS1Cbby0twi5557rlm8eLFdDBWOAAEy7JtvvjEXXnhhqCWVmugqYNRktzp6EK9yam2lJrvIJgIEQI0tqdRpcMqUKXbx3FS4Wq8/kV0ECACfhiXZeeedQ0Gih+/z58/3yxEgEAIEQB4169VAiWrmGwwRNQO+4oorcs2CCRAIAQKgWupoqKHbvecd3tKiRQv/mQkBkm0ECIBaaegTTSZl39bSop7myC4CBEBBHn300dz0tsEAUV8QZBcBAqBgGhb+2muv9QNE/UGQXQQIgMh064pbWCBAAERGKywIAQIgMgIEQoAAiIwAgRAgACIjQCAECIDICBAIAQIgMgIEQoAAiIwAgRAgACIjQCAECIDICBAIAQIgMgIEQoAAiIwAgRAgACIjQCAECIDICBAIAQIgMgIEQoAAiIwAgRAgACIjQCAECIDICBAIAQIgMgIEQoAAiIwAgRAgACIjQCAECIDICBAIAQIgMgIEQoAAiIwAgRAgACIjQCAECIDICBAIAQIgMgIEQoAAiIwAgRAgACIjQCAECIDICBAIAQIgMgIEQoAAiIwAgRAgACIjQCAECIDICBAIAQIgMgIEQoAAiIwAgRAgACIjQCAECIDICBAIAQIgMgIEQoAAiIwAgRAgACIjQCAECIDICBAIAQIgMgIEQoAAiIwAgRAgACIjQCAECIDICBAIAQIgMgIEQoAAiIwAgRAgACIjQCAECIDICBAIAQIgMgIEQoAAiIwAgRAgACIjQCAECIDICBAIAQIgMgIEQoAAiIwAgRAgACIjQCAECIDICBAIAQIgMgIEQoAAiIwAgRAgACIjQCAECICC/fLLL2b06NG58PAW/V3/juwhQAAUZNKkSWbPPffMCw9v0b9rPbKFAAFQq7lz55qjjjoqFBrrrrtu6N9UTuWRDQQIgGotW7bMDB061H/e4S2NGzc2t912m1m+fHnuT/09uF7ltZ22R2UjQACE3H333WarrbbKC4b11lvPnH322Wbx4sV5ZfV3/bvWB8tre+0HlYsAAeB7/fXXTYcOHUK3pg455BDz/vvv28XzaL3K2dtqf9ovKg8BAsB8/vnn5sQTTzRrr7123sl/xx13NE8++aRdvFYqr+2C+9F+tX+9DioHAQJkmJ5jXHvttWbTTTfNO+HXr1/f3HDDDeann36yNymIttP22k9wv3odvZ5eF+lHgAAZ9eijj5pWrVrlneDXWWcdM2DAAPPVV1/ZxZ1oP9qf9ht8Hb2uXh/pRoAAGTN9+nRz4IEH5p3QtXTu3Nm89dZbdvFYaL/av/2aOg4dD9KJAAEyYuHChebMM88M9d9o0aKFuf/+++3iidDr6PWCr6/j0XHp+JAuBAhQ4VasWGFuvvlm07Bhw7wT98Ybb2yuuOIK8/3339ubJOqHH37Iva5eP3g8Oj4dp44X6UCAABXsueeeMzvvvHPo1tFxxx1n5s+fbxcvKb2+jsM+Nh2vjhvljwABKtDMmTNNz549Qyfnvffe20yZMsUuXqd0PPvss0/oWHX8eh8oXwQIUEG++eYbc+GFF5p69erlnYybNWtm7rrrLrNy5Up7k7Kg49Lx6TiDx633ofej94XyQ4AAFUDDqd95552madOmeSfg9ddf31x88cXm22+/tTcpSzpOHa+OO/g+9L70/hg2vrwQIEDKTZ482bRr1y50C6hXr15m1qxZdvFU0HHr+O33pPep94vyQIAAKTVv3jxz7LHHhk6yu+yyixk/frxdPJX0PvR+7Peo9633j7pFgAApo2a3l19+udloo43yTqpqBjtixIiKawar96P31ahRo7z3q/eveih1M2SsRoAAKXLfffeZbbbZJu9Eqo54Z511VsV3xNP70/u0O0KqPlQvKD0CBEiBN99803Tq1Cl0K6dbt27m3XfftYtXNL1fvW+7LlQ/qieUDgEClLEvv/zSnHzyyaFh1rfffnvz2GOP2cUzRe9f9RCsF9VT//79c/WG5BEgQBnScOfXX3+92WyzzfJOkPr7ddddx3Do/6F6UH1UV0+qP+opWQQIUGYef/xxs8MOO4R+WZ900knmiy++sIujiupFVx72lZrqUfWJZBAgQJl47733zEEHHZR3AtTSsWNH88Ybb9jFE6VxqjQe1a233mrOOecc87vf/c7sv//+ZtdddzXbbrut/yBff+rv+netVzmV13bavtTjbameVF92HapeVb+IFwEC1LFFixaZgQMHhloXbb311uaee+6xiydi6tSpZvjw4aZ3796mQYMGoRNwMYv2p/1q/3qdUlC9qf6Cx6H6VT2rvhEPAiQBL7/8sjn//PNzvWY1ts96662Xm9qzTZs2uXmhNRPbzz//bG/mC37pC+WyDeqWvgP6pW73b9hwww3NH//4R7Ns2TJ7k9ho7KkXXnghd9vHHuY96UWvp9fV6yc5NpfqT/Wo+gy+vupb9V7b/0EUhrNNjDT8QnUzvVW36LK/plY0wXKFctkGdWfChAm52z729+KYY44xH3/8sV08NmoCO2jQINO8efPQaweX1q1b54YS0Q+hUaNG5U72c+bMyS32L3j93Vunciqv7bS99mPvO7joOHQ8STZFVn2qXu3XVv3rc4A7zjYx0VVH8Jec2qSPGzcu959KPWX1n0z3ZwcPHmyaNGnil6tO8EteKJdtUHqzZ882ffr0CZ3M9tprL/PSSy/ZxWOjIdM1PPpaa60Vem0tOpmqk95DDz1kFixYYG9eFO1P+9X+qwtNLTouHV+SQ82rflXP9mvr89Dngug428RAv3AaN26c+zKqFYguj2ujMOnXr1+ufHWCX+5CuWyD0tEos5dccklolFn9mBgzZkxio8w+88wzZr/99gudNLXo6kAzA3700Uf2ZonS6+l1a7o60fHquJOgelZ9B3/EadHnos8nLaMWlwvONjHo3r27/0W8+uqr7dU10he2OsEvdqFctkHydI9/7NixZosttsj7jDTPhW7dJDXPhSZi6tGjR95reifK0047reStumqi49Dx2MGqRcef1IRSqvcLLrggNG+KPid9Xkk+m6kknG2KNG3aNP/Lp+cacTyYC36hC+WyDZL1yiuvVDvTnk6MM2bMsIvHYunSpbnbpPYJWY04LrroorLtR6Lj0vHpOIPHrfeh96P3lQR9DtUFrT43fX6oHWebIl166aX+l+7KK6+0VzsJfpEL5bINkqG+D3379g2dlHbaaSfz7LPP2sVj8+qrr+Z+xARfUyfgoUOHmiVLltjFy5KOU8drB6Del95fUvS56POxPzN9jqXuy5ImnG2KFLy/PHHiRHu1k+AXuFAu2yBeP/zwQ+5HxMYbb5z3eWy++ebmpptuSmyYdd3XHzZsWKgfiR5Kp/XhsI7bntNd70/vM6nnRfp89Dnp8wq+rj5Pfa76fJGPs02Rgs0h47o9EPzyuiwovQcffDD0618nvDPOOMN8/fXXdvHYfPbZZ6Zr1655r6sOdE8//bRdNJX0PuwOgXq/et9J0eelz80OZH2++pyxGmebIm2wwQb+F+zHH3+0VzsJfmldFpRWixYtQp/BAQccYN555x27aKzUd8KeG0RNUu1+Gmmn92M3fdb7TrLviOjz0+dof7b6vLEKZ5siJR0ghXLZBsVTa55g3bds2dI88sgjdrHY6XZp8FaLeluPHDnSLlZR9P6Cvcr1/uO6bVwbfZ76XIOfc1Kt59KGs02Rkr6FVSiXbVC8YIDohFaK4cMfeOCBvIfMGi6nXJrlJk3vU+/Xe++qB9VH0vS5BgObAFmFs02ReIiebcEA0T3ypP3jH/8w66yzjv+a6oxX6o6AdU3vN9gJUfWhekla8BkXAbIKZ5silXMz3unTp+c6K+699965YVb0a00zuOkBYZLjLWVJKQNETU2DVx4atjzJB/TlTO87OGy76iXJJtJCgIQVfoZCtTQ8tfel0n3ScupIGPw3e1GHLeaPLl6pAkRjRAWbB7dv3z6xznVpofevevDqRPWT5FhaBEhY4Wco1OjQQw/1v1jXXnutvbpG6mFbneCJvlDVbdO2bdvcVdGkSZPMvHnzcu3YdVXSrVu3XDndfkNxShEgumUTHKhzt912q7iWVq5UD6oPr25UT0nd0iNAwgo/Q6FGc+fO9f+D636shrOuzeLFi80JJ5xQY0BUFwZrEmUb9axVObVoQXGSDhCFfnAEWd2C/Pzzz+1imab6UL14daT6SqLTHwEStuazDQqiX/nBVhqdO3c2d999dy5c9GVWaOiWkYZpCLYiqU6UMPBE2Ub/4VRObelRnKQD5JRTTvH3v9lmmyU2hlbaqV5UP15dqd7iRoCErflsg4LpS6x5oYMn85oWPS95/PHH7V3kBMsVqpBt9Hzmww8/9AeP+9Of/mQXQURJBohGhfX2rfkyHn74YbsIAlQ/wflOVH9xIkDCaj7bwNnkyZPNueeem7uU1rwDmtJWv440WJumtFVw1PawvZAwsK1pm+B69V3RmD8oXlIB8umnn+b9oj7vvPPsIqiG6smrM9Wf6jEuBEhY9WcbVJxggGiMHw3RkOToplmRVIAcccQR/n5/85vfJDYQY6VRPam+vLpTPcaFAAkjQDJE/7nU/2PEiBG5h/564P/888/bxRBBEgHy5JNP+vvU1WvSY2pVGtWX6s2rQ9VnHAiQMAIkozTKqf4jqJMh3MUdIMuWLcsbnFGTLCE61ZtXh6pP1WuxCJAwAiSj9B9K/xFoylucuAPkxhtv9Pe33XbbxXLiyyLVm+rPq0vVa7EIkDACJKM07IP36wzu4gyQ77//Pm/udOaeKI7qz6tL1avqtxgESBgBUsHatWtnbr/99tw9YU0VqqEf1Iz3uuuuMw0aNMj9R+AWSXHiDJDhw4f7+9p1113NypUr7SKIQPWnevTqVPVbDAIkjACpYN6XvaZFLbG4RVKcuAJEnU233HJLf1/333+/XQQOVI9enap+i+mhToCEESAV7O233zYXXHBBrj+KesmrZYou5bt3757rJZ/U3NJZEleA3Hvvvf5+1F+IzyYeqkfVp1e3qmdXBEgYAZKgyy+/3PTq1St32wiVKa4AOfjgg/39rGksNUSj+vTqVvXsigAJI0ASMm3aNP/L1rdvX3s1KkQcAaLBLb1JotQqTs+rEB/VpzcVrupZ9e2CAAkjQBLy0ksv+V+2nj172qtRIeIIkGHDhvn7OPbYY+3ViIHq1atj1bcLAiSMAEkIAZINcQSI5m3x9pH0rHpZ5TVb16L6dkGAhBEgCSFAsqHYANHQ+t4IshpeprZBNuFO9erN2aP6dplThQAJI0ASQoBkQ7EBcs899/jbH3744fZqxEj169W16j0qAiSMAEkIAZINxQZI//79/e1Hjhxpr0aMVL9eXaveoyJAwgiQhBAg2VBsgAQHTqS5d7JUv15duwzhQ4CEESAJIUCyoZgAWbhwob+tOngiecGxxlT/URAgYQRIQgiQbCgmQKZMmeJve+CBB9qrkQDVs1fnqv8oCJAwAiQhBEg2FBMgd955p7/t73//e3s1EqB69upc9R8FARJGgCSEAMmGYgJE45R5295yyy32aiRA9ezVueo/CgIkjABJCAGSDcUESO/evf1tmVq4NFTPXp2r/qMgQMIIkIQQINlQTIB07tzZ33b69On2aiRA9ezVueo/CgIkjABJCAGSDcUEyJ577ulvO3fuXHs1EqB69upc9R8FARJGgCSEAMmGYgKkVatW/raLFi2yVyMBqmevzlX/URAgYQRIQgiQbCgmQJo0aeJvu2LFCns1EqB69upc9R8FARJGgCSEAMmGYgJkk002yW1Xr149exUSpPpWvav+oyBAwgiQhBAg2VBMgHAFUnpcgcSLAEkIAZINxQQIz0BKj2cg8SJAEkKAZEMxAbLHHnv429IKqzSCrbBU/1EQIGEESEIIkGwoJkDoB1J69AOJFwGSEAIkG4oJkF69evnbjh8/3l6NBKievTpX/UdBgIQRIAkhQLKhmAAZNGiQv+2IESPs1UiA6tmrc9V/FARIGAGSEAIkG4oJkDFjxvjbDhw40F6NBKievTpX/UdBgIQRIAkhQLKhmACZPHmyv+1BBx1kr0YCVM9enav+oyBAwgiQhBAg2VBMgCxYsMDfdquttrJXIwGqZ6/OVf9RECBhBEhCCJBsKCZAJHhCmz17tr0aMVL9FhPYBEgYAZIQAiQbig2Qfv36+duPHj3aXo0YqX69ula9R0WAhBEgCSFAsqHYAPnb3/7mb3/MMcfYqxEj1a9X16r3qAiQMAIkIQRINhQbIPPnz/e3b9q0qVm5cqVdBDFQvap+vbpWvUdFgIQRIAkhQLKh2ACR1q1b+/uI2jIIhQm2eFN9uyBAwgiQhBAg2RBHgAwZMsTfx4ABA+zViIHq1atj1bcLAiSMAEkIAZINcQTIjBkzzFprrZXbR/369c33339vF0ERVJ+qV9Wv6ln17YIACSNAEkKAZEMcASIdOnTw93Pvvffaq1EE1adXt6pnVwRIGAGSEAIkG+IKkFGjRvn76dSpk70aRVB9enWrenZFgIQRIAkhQLIhrgBZsmSJf5tFy8SJE+0icKB69OpU9at6dkWAhBEgCSFAsiGuAJHBgwf7++rWrZu9Gg5Uj16dqn6LQYCEESAJIUCyIc4A0dhMG2+8sb+/V1991S6CCFR/Xl2qXqOOfWUjQMIIkIQQINkQZ4DI+eef7++vS5cu9mpEoPrz6lL1WiwCJIwASQgBkg1xB8jnn39uNtlkE3+fLkNuIH+IGNWn6rVYBEgYAZIQAiQb4g4QueGGG/x9NmnSxCxatMguglqovlRvXh2qPuNAgIQRIAkhQLIhiQBZsWKFadu2rb/f008/3S6CWqi+vLpTPao+40CAhBEgCSFAsiGJAJGXX37Z752uP5944gm7CKqhegrWm+oxLgRIGAGSEAIkG5IKEDn11FP9fTdq1MjMmzfPLoIA1Y/qyasz1V+cCJAwAiQhBEg2JBkgGsNp11139ff/29/+1vz00092MVRRvah+vLpSvcU9phgBEkaAJIQAyYYkA0Tee++9vL4hZ511ll0EVVQvXh2pvlRvcSNAwgiQhBAg2ZB0gMi4ceP819AybNgwu0imqT6C9aP6SgIBEkaAJIQAyYZSBIicffbZ/uvo4fCYMWPsIpmkevAemmtRPSWFAAkjQBJCgGRDqQLkl19+yZvTe5111jH/+Mc/7GKZovevevDqRPWjekoKARJGgCSEAMmGUgWILF++3Bx00EH+66277rqZvRLR+9b79+pC9aL6SRIBEkaAJCQYIPpyozIFA2SLLbawV8fuu+++M7/5zW/819RyzTXX2MUqmt5v8P2rPlQvSdtqq60IEAsBkoB33nknr/nl2muvbW6++ebYesSiPHzyySfm6KOPzjuZXXzxxebbb7+1i8ZKJ8vglYgWtUKq9O+X3l+wtZUW1UPS4aHPU59r8FkLw8usQoDE6OuvvzZnnHFG3qV1cNl5553Nc889Z2+GlPnxxx/NVVddlTfoYXBp1qyZueuuu8zKlSvtTWOjfg/BZyJa1A+iUjsb6n0F+3lo0ftPsl+MPj99jvo8g6+r5y5JPmtJEwIkBvpldNNNN5nNN98874u2/vrrm4YNG4ZOMIcddpiZOXOmvRukwEMPPWS22267vM9TV5iNGzcOfc777LOPmTJlir2L2OgkFmydpUXftyeffNIummp6P/b/I73vJE/i+tz0+dmf6Z577hnr8ChpR4AU6dlnnzU77bRT3pdMl7p9+/bN3eKo6VdMvXr1zAUXXMC91JSYNm2a2X///UMnlK5du5q33347V0ZXl7rKtMscd9xxZv78+dYe46N+D8GrIX3/NKBg2m+z6Pj1PoK3jvQ+k+rnIfqc9HnZnyF3D6pHgDiaMWOG6dGjR+iLtu+++5pXXnnFLu7fR9VVSbB806ZNzZ133pnorym40yx2GlMp2FxUi65CqmtGq6tRPe+yfzGrd/QVV1xhfvjhB3uTWKjndfC5mxYNaZ7W+UR03MEh2bXo/SXRw1z0uejzCfb616LPkeeXNSNAItIVw6BBg3JXEMEvmlrgjB07do33vWfNmmV69+6dt62Wdu3amcmTJ9vFUUd0b/0vf/mLadCgQd7npF/AV199de45SG30POzMM88MPQ9r0aKFeeCBB+zisVi2bJk57bTT8n6xa+ncuXNqpsfVcep4g8ev96P3pfeXBH0e+lyCr6nPTZ+fPkfUjAApkK4Q1Pbc/lWkK4pLLrkkcsub8ePHh34xajn22GPNxx9/bBdHCT399NOmdevWoZNYv379zKeffmoXr9X06dPNgQceGPqcdZJ866237OKx0D364Hwi3tKtWzczceJEu3hZ0HHp+Oxj1vtI6pmD6t8OKy0HHHBA7nPDmhEgBVCfjr322iv0RevTp4+ZPXu2Xbxguiy+9dZb84ag1rLRRhuZyy+/PPbRRFG7Dz/80HTv3j30Obdv397861//sotH8uijj5pWrVrl7Ve3xQYMGGC++uoru3jR9N3STHzVtRTr1KmTuffeexO7nVYovb6OQ8djH6OOW8efxK0j1bfq3b4tqc9HnxMKR4DUQlcCdlNJLbpymDBhgl3c2cKFC3Pt2+3bHdtss03uPxiStWTJEnPeeeeZ9dZbL6/+t9xyy9wD2zXdliyUekpfe+21ZtNNN817nfr16+dOlkk0SdVc4Oeff37o3r6WzTbbLHci1Q+kUtLr6XX1+vYx6Th1vHHMYW5T/aqeVd/B19Tnoc8l6Z7slYgAqYbutf7xj380G264Yd4XTVcKI0eOND///LO9SSzefffdai/j9QvtjTfesIujSLoteccdd5hf//rXefWt25KXXnppYh3UdHI88cQTc81/g6+74447JtYEV40BBg8eHDp5eotuzerH0ujRo4u6qq6O9qf9av/2LWBv0XHp+HScSVC9qn6Dr6nbkvocPvvsM7s4CkSAWO655x6z9dZb533R9Mt04MCBJWsW+dhjj5ntt98+7xh0sunfv7/54osv7OJwoHvue+yxR+hEdvjhh5uPPvrILp6I119/3XTo0CF0DIcccoh5//337eKx0NXWqFGjqn3d4KJGIToOfe9HjBiRa8KqW3xz5swJneT1d/271qucyms7ba/92PsOLjoOHY+OKwmqRx2H/brqlKj6R3EIkP/497//bTp27Bj6ommohKSaDtZGl9PXXXdd6DJff7/++uu53HakE92RRx4Z+px322038+KLL9rFS+Luu+/OG2dJi360qLPc4sWL7eKxUWfWIUOGhH6ZJ73o9fS6SXamVb2p/uzbkqpn1TfikfkA0S/6k046KXQ7YYcddjCPP/64XbzkdHy68ijX40uLpUuXmqFDh5oNNtggrx7Vg1y/gJO6LVmouj4+daBT3wu1NLPDrNhF+9N+tf8kO1SK6kn1ZY8MoHpV/aqeEZ/MBkjafuHrGUg5XSGlyd///vfQSVG/TM8555xEf+G7mDt3rjnqqKNCn3Opr5DU/0EdYvWMSP2eNPyOeuJrKA8Na+71m9Cf+rv+XetVTuW1nbYvZT8K1Y/qya471afqFfHLZIDU9Izh5JNPNl9++aVdvKyoVZb9jEatt0r5jCYtdI/bHoBPy3/9138l9owhLpMmTarzZzRpofpQvdh1pfpTPSI5mQqQ2lo5vfnmm3bxslVbKzH1K0n6dke5U6uaE044IdQjW/fe//nPf9rFy1ZdtRJLC71/1YM9PJDqS/XG8EDJy0SA1NbP4r777rOLp0ap+qmkhW47arKh6vpZ/PnPf06kn0Up1NZPRc8V4uqnkhZ6v3rfev/B+lD9qJ6SatGFsIoOEPViVZNCe2C7SuvprTG0qusprzG34m7TX64eeeQR07Jly7z3r57Gp5xySiI9vetCTT3lNSNfsT3l00Lv056RUYvqRfWD0qrYANFYU7vsskvoi6axpipx0p3axuoqxSx5dUVjFmnsIvtz1hhHU6dOtYtXBI3V1aZNm7z36zpWV1rofen92bclVQ+qD9SNigsQjXbbq1ev0AlFo90mNShbOdFowZpnpLrRgpOeJa+Uapr9McnRbstJsaMFp4Xeh96PPaaX3rfef1pvS1aKigkQ/cK+6KKLQifOrM63oflK1KQyWBdaNMtadfOVpIU334Y9+6PGULryyivrfIDAUlMvcA11bg8MWNN8JWmi47dnf9T71Pu1e8OjbqQ+QPSL+q9//Wu1M/5deOGFmZ/xT0NL2DMmatGMiUl36opbTe8l6Rn/0kCzIlY3Y6L+zZsxMS0q6b1UulQHiOYt3nvvvUNftJ49eyY6TELa1DRne1p+tVfq1VQS0vyrvZKvpipVKgOktnmLn3/+ebt4Ylx76yrgVF4jlGoGNjUzLoWanhvo2MrxuUFWnufELW3PDbLyPKcSpSpA1OxW8xarGW7wi6Zmurfccksik88EJTlekEJGY15pNOCkR9wt95ZLel6l51Z6fhU8vkpvURY3tVw6/vjjy7rlUk0tynTcldqirJKkJkDuv/9+/xe9t3jzFif5C76uRizVmD7Dhg1L9N5+OfadqK1Pi1rYITpd5ZZb34na+rSkZf52pCBAapq3WPNMJzVvcdJzJjz77LO5KyZtd/DBB4f6bgQXjdGlMhoDK4lL+XLpvU2v+mTV1HtbtwdL2Xtbr6MZB+3bklntVZ92ZRsgdTFvcV3O2qYHxbfddltuUDj7XrC3KLCGDx+eyEPvuho/inG9Squ28aP0vU6qubv2q/0zrldlKbsAqYt5i8tt3mj9Z9NVinrN2/NDaFGT5RtvvDGRoVhee+21Gkew/eCDD+ziRWFk4bpTyhFsGVm4cpVVgFQ3b7Fu4WjeYp3k46aH7goru7WKFo3QqxNcEr/2o/Bup6mFmX2Maj2V1BzamkOjefPmea8X1xwamttE9Wu/H81tohGTUTpJzqFR29wmL7zwgl0cKVQWAVLTvMV6BpHUvMUa1qRt27ah19Rw75ovu9zoqkQNCaob3+uII45IpMVK3LPk1TS7ouZmYXbFuqPPUbdP7Vn8dFvRZRY/73tj35bU/vU6Ub83KF91GiC6TVHqeYt1z12dlex7/XpQn4bWH3rI+OCDD4Y6i+mW39ixY+3isSh2HvHaZn/UvydxWxLRxTGPeF3N7466UScBUtsvnssuuyx3kk+Cpn5Vq57ga+rBuFp/pI3qSGN/2f/Z1QQ3qdtuujKLei+7ptkfdSWSdH8XuHG5I6B/r67VovZT7rM/wl3JA0T3PpO651qbcePG5T3r0BXI6aefnvqHte+8806ojb/6UdR0Qi9WTbPk6TZXsDWNnmXomYb9OevZh56BoPwV8kxSf+rv9m1JbZfU8zmUj5IFiE4a1Z1QNLxH3K0+gnTC0+Vz8DXVc72SvtxqDKBWZMH3qHGvNFZYUmqaJU8txNq3bx8aLkWzP6pRAtKltlaRurqorv+Qypeq/xDqVkkCRONF2c8ckm53LvoS253T1ES1EieUkocffjjvOYOaJas5cJJq6lHsLRp2Rv08kmhyjNKpqV+Wt+jftb6uRjBA3ShJgGjEV++Lpktd/VpOuuerbqXYVzyaFz3p8bLqmjokBp85qKNWKUYyfeqpp0JDzagfi3qYo3JUNzKE/q5/R/aUJEAeeugh/8umZx1JU3jYzwU0XEdW6L50sImyfh2WYrRdPffwXlMjBqByXX755bkfKvoT2VWSANEvYO/EolZCSVKT0OCVh+7Fa67wrFHjAD2L8OpBVyJJ92/R7Szv9RTgACpbRQWInqcEn3nol3cpbt+UK3Xo6tixo18ferCeZE9vAgTIlooKkGBrKz20z+KVh01D3bdu3dqvF7WG0sCJSSBAgGypmABRPw/vNbRoLg2soj4hwTnju3btmkjrNwIEyJaKCBD1MA+OpKvWVsinfjjBsYmSCFgCBMiW1AeI+hcEhydRPw86MVVPw8d49aTGBXGP/UWAANmS+gA59dRT/X1rEqJK7SQYlz59+vj1pQEZo460WhsCBMiWVAeIhmT3erjrzyeeeMIuAoseqgcncdIMjHEhQIBsSW2AqEd5sLOcBkZEYZ5++mm/3tQ/ZObMmXYRJwQIkC2pDRAN2ObtU0Oyp31U3VLr2bOnX389evSwVzshQIBsSWWAaKiO4NDsaZzPo67Nnj07b6bBZ555xi4SGQECZEsqAyQ4dHmXLl3s1SjQkCFD/Hrcb7/97NWRESBAtqQuQBYsWJDX5yPupqhZ8s033+TN81Ds/CEECJAtqQsQtRry9tWtWzd7NSLStLhefR522GH26kgIECBbUhUgmkMk+Is56dFls0DPk7xnIWoKXcxgiwQIkC2pCpBRo0b5+9Hc2ojHaaed5terni+5IkCAbElVgHTo0MHfD/Nrx0fjZHn12rx5c+eBFgkQIFtSEyCaqtXrda7bWMyxHa82bdr4n9GECRPs1QUhQIBsSU2ABJucDhgwwF6NIgXnre/fv7+9uiAECJAtqQmQ4KRIkydPtlejSLNmzfKv8DQopcttLAIEyJZUBMj8+fP97Zs2bWpWrlxpF0EMgsPiT5061V69RgQIkC2pCBANVeJtrznPkQxNxOXV8/Dhw+3Va0SAANmSigDp16+fv/3o0aPt1YhJ8HPq3bu3vXqNCBAgW1IRIFtttZW/vQYBRDK++uor/zlIw4YNI98qJECAbCn7ANHYV962ChIkK9hY4eOPP7ZX14oAAbKl7ANELa68bQ866CB7NWIWnCdk/Pjx9upaESBAtpR9gIwZM8bfduDAgfZqxGzQoEF+fY8cOdJeXSsCBMiWsg+Q4AltxIgR9mrE7I477vDr+5xzzrFX14oAAbKl7AOkV69e/rZRb6kguhdffNGv76hT3RIgQLaUfYB07tzZ33b69On2asTsvffe8+u7Y8eO9upaESBAtpR9gOyxxx7+tnPnzrVXI2bz5s3z63v33Xe3V9eKAAGypewDpFWrVv62ixYtslcjZosXL/bru2XLlvbqWhEgQLaUfYA0adLE33bFihX2asRMdezVt+o+CgIEyJayD5BNNtkkt129evXsVUiI6lp1rrqPggABsqXsA4QrkNLiCgRAoco+QHgGUlo8AwFQqLIPEFphlRatsAAUquwDhH4gpUU/EACFKvsAoSd6adETHUChyj5AGAurtBgLC0Chyj5AGI23tBiNF0Chyj5AmA+ktJgPBEChyj5AmJGwtJiREEChyj5AhDnRS4M50QFEkYoA6devn7/96NGj7dWISfBz6t27t716jQgQIFtSESB/+9vf/O2POeYYezVictZZZ/n1PHz4cHv1GhEgQLakIkDmz5/vb9+0adPIt1ZQmF133dWv56lTp9qr14gAAbIlFQEiwYe7apmFeM2aNct//tGoUSPzyy+/2EXWiAABsiU1ATJkyBB/HwMGDLBXo0hXXnmlX7/9+/e3VxeEAAGyJTUBMmPGDP8Xcv369c33339vF0ER2rRp439GEyZMsFcXhAABsiU1ASIdOnTw93Pvvffaq+HojTfe8Ou1efPmTrevhAABsiVVATJq1Ch/P506dbJXw9Fpp53m1+v5559vry4YAQJkS6oCZMmSJbnbV96+Jk6caBdBRJ9//rnZYIMNcvWpW4TvvvuuXaRgBAiQLakKEBk8eLC/r27dutmrEdFFF13k1+dhhx1mr46EAAGyJXUBorGxNt54Y39/r776ql0EBfrmm2/yruimTJliF4mEAAGyJXUBIrpP7+2vS5cu9moUKNg0er/99rNXR0aAANmSygDRfftNNtnE36eGOkE0GpTSe/ah5ZlnnrGLREaAANmSygCRG264wd9nkyZNzKJFi+wiqEVw3o+oU9fWhAABsiW1AbJixQrTtm1bf7+nn366XQQ1ePrpp/16W3/99c3MmTPtIk4IECBbUhsg8vLLL/u90/XnE088YReBZeHChWbrrbf2Pw+1aosLAQJkS6oDRE499VR/3xoEcN68eXYRBPTp08evr+22284sXbrULuKMAAGyJfUBojGxgsOQ//a3vzU//fSTXQxVbrvtNr+e1l133dibQBMgQLakPkDkvffey+sboomRkE/jXW244YZ+HQ0bNswuUjQCBMiWiggQGTdunP8aSZ0g0+qjjz4yzZo18+uma9euzgMm1oYAAbKlYgJEzj77bP919FB9zJgxdpHM0UPz4GRc22yzjfnss8/sYrEgQIBsqagA0a9qzZnuvdY666yTe+2s0gPyjh07+vWx+eabFzVY4poQIEC2VFSAyPLly81BBx3kv54eFmfxSkQdK9u3b+/Xg/p7JD16MQECZEtJAuShhx7yTyxHHnmkvTp23333Xe4E5r2mlmuuucYuVrE01Euwk6WuxB544AG7WOx0deO95m677WavBlBhShIgwfm211577dyzisWLF9vFYqUQCV6JaFHrLPVgr2Sa+nf77bf337OuPEpxG0+dOLfddlv/dXW7DEBlK0mAqL+B12PcWxo3bpzrl/Dzzz/bxWOj/iDBZyJa1E+kUjsbPvzww2azzTbz36uaNj/77LN2sVipCfXBBx+cV8da9OwFQGUrSYDItGnTTPfu3UMnGt3qeOGFF+zisdGD9WDrLC0NGzY0Tz75pF00tXRVFRziXouuAIqd36M2esbyhz/8way33np5r7vVVluZ6667zi4OoAKVLEA8kyZNMnvuuWcoSA4//PBcf4WkqJ9IcAh4XRFpAMa0j+L7zjvvhJ737LXXXonVpa4YR44cmRs2Jvia6qR42WWXmWXLltmbAKhQJQ8Q0VXB6NGjza9//eu8k5Du11966aW55xdJ0O2W4LAnWjQUfBrnE9GJWtPR2lcAauX2ww8/2MVjMWHChLyH895y9NFHm7lz59rFAVS4OgkQz5IlS3K3XurVq5d3Qtpyyy1zJ/WVK1famxRNJ97TTjst9Eymc+fOsY8NlQTVyYMPPpgbCDF4/JqaduzYsXbxWGjyqeAgjN6iK8mXXnrJLg4gI+o0QDzqP/C73/0udILSrZmkTuoaCr66X9PdunVLvL+EC1213X///WaXXXYJHfMRRxxhPv30U3uToulKUMO968ow+Hq6alPfmiSGQwGQHmURIB5NdNSmTZu8k5WuFI4//vhETpB6+KyZDYPPRrylU6dO5t57703sdlChdJU2atQos/POO4eOUc1mk2gMoKscXc1sscUWea+nK8VBgwbljgkAyipARE1v//KXv+RaEQVPXjrJX3311ebHH3+0NymaOt7pVlpwRF9vUbPYAQMGlPRWjX7Zq/ntsccemzdvubdoYMQbb7wxN5R93F555RWz7777hl5T096qjwkAeMouQDwLFizIPatQL+rgiUz3/tWzPQl6Td2y0fME+wSqRbdu1K9EDQD0XCBOOjmrX4xaozVo0CD02lp0RTB8+PBEroo++eQT07dv39CzoZ122sk888wzdnEAKN8A8bz99ttm//33D51M9W9alwTvtlGHDh1Cr2uf0A855BAzcOBAM2LECPPcc8/lnufMmTMnF0ZB+rv+Xet1dXHLLbfktlMnPAWTvW9vUc99ldHttCSuvhRGV111VejqS1eACqtK77kPwF3ZB4hHw3HYLY90daKrFPtkHaeZM2eaIUOGmB133DF0ck9yUQdLzWkyf/58+5Bio9ZcweFHtKhO1T/m66+/tosDQJ7UBIjoF7ieg9gPvXXLR89Nkp7KVidzNS/u169frse1fdIvZmnRooXp37+/ueeee8wXX3xhv3SsNCpAly5dQsegiabUMREACpGqAPGoRZZO4vb9erXgUkuuUtGvdD10vuOOO3Ktkw477LDcrTX1j9Ave4WCFw76u/5d63v27Jkrr2cpaqasSZ9KQVdqp556aui5UsuWLXPjaAFAFKkMEM+//vWv0DAeWjTmlp41YBVdmanVlv1wXldyuk2WxLMVAJUv1QEi6rOg20rqvR48OWqIj/POOy/zfRaeeuqpvClttejK7YQTTkhsalsA2ZD6APGo17TG0bJ7TWu8Ld1iylqv6Q8++MAceuihoaszzVL42muv2cUBILKKCRCPRqFVXwr7xLnHHnvkRgKudJqo69xzzw0Nsti8efPciMQAEJeKCxDPiy++mGsKawfJUUcdVZEjx2qY9dtvvz00wrF6sqsZ8tKlS+1NAKAoFRsgopOqOgRq9kP7pDp06NCKOalq8Mfdd989FJYaZFGdFwEgCRUdIB7d1jnnnHNCt3XUl+Pvf/+7XTw1FA4KCTs4FCa6AgOAJGUiQDzvv/9+bugR+4SredJff/11u3jZ0pWTbkvZAy3qSku3sZKcZx4APJkKEI+GQLeHJlHT1hNPPLHsm7bqikkPxIPHrisrPTjXlRYAlEomA0TUuU5zgdgj72666abmmmuuMcuXL7c3qVNqeqsrJfvqSU111WQXAEotswHi+eqrr3LzfdjDe7Rq1co88sgjdvGS0xWROv3Zw7aoc+A///lPuzgAlEzmA8Tz1ltv5eZFt3/hH3DAAWb69Ol28cRpeBENM6IrouDxaDiSP//5z4kPHAkAa0KAWB544AF/EERvWXfddc2ZZ55ZsiHONbChBjgMHoOukE455ZREh64HgCgIkGpokqUrr7wyNMlSw4YNzc0335zYJEsaSl1DqttXQRp6ferUqXZxAKhTBEgtNP/HcccdFzqha5pXzT4YF13ZnHHGGbkrneDraAh4TfoEAOWIACnAlClTzD777BMKEs3/oRkLXelK5qabbspNHxvcr658dAWUxNznABAXAqRAGjb+rrvuMs2aNcs72derV89ccMEF5ptvvrE3qZXmRdeVTHBfamnVt29f88knn9jFAaDsECARffvtt+biiy8ODRvftGlTc+edd65x2PgZM2aYHj16hK5m9t1339zshgCQFgSIo1mzZpnevXuHgqBdu3Zm8uTJdvHcFYqmsdUVS7D8FltsYcaOHZu7wgGANCFAijR+/Hiz6667hoLk2GOPNR9//HHuimTMmDGmSZMmeet1BXPJJZfkJsICgDQiQGKgwQtvvfVW06hRo7yQ0GCHusKww6VPnz5m9uzZ9m4AIFUIkBgtXLjQDBw4MNQc11vatm1rJkyYYG8GAKlEgCTg3XffNfvtt1/elcjIkSMZZh1ARSFAEnT99dfnblfRLBdAJSJAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4+f8OAo0vN70abQAAAABJRU5ErkJggg==)
PN: 2717-1-26
CAS: 893734-44-6
Molecule Weight: 210.276
Formula: C15H14O
![3'-Acetyl[1,1'-biphenyl]-4-carboxylic acid](data:image/png;base64,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)
PN: 2629-1-35
CAS: 199678-04-1
Molecule Weight: 240.258
Formula: C15H12O3
TSCA: Not listed on TSCA inventory
