| Product Number | 2615-1-2N |
| Purity | 95 % |
| CAS | 400744-38-9 |
| MDL Number | MFCD06801753 |
| Molecular Formula | C13H10O2 |
| Molecular Weight | 198.221 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
![2'-Methoxy-[1,1'-biphenyl]-4-carboxaldehyde](data:image/png;base64,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)
PN: 2615-1-W3
CAS: 421553-62-0
Molecule Weight: 212.248
Formula: C14H12O2
![4'-Hydroxy[1,1'-biphenyl]-4-carboxaldehyde](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABveAAAb3gGoQAfPAAACJnpUWHRtb2xTb3VyY2UAAHichZRtb+IwDID/ipXPR177AogyoU0nnbTppNtOum+n0AZWiTZTWt7+/TntYC1wBYpsHD92YyeePRyKDeyMq3JbJkRQTsCUqc3ycp2Q32/fR2PyMJ+l6ISOZZWQ97r+mDK23+9p+m4KfbAlTW1B2vXpocp7PntFrVszyblgf16eXxtmlJdVrcvUIFXl06oxPttU181b/CcFK7Tb5SVr3Vnhdm20v5L7h9NDlZGvvTzi2gJRWOUbAyvrCl3DTnKKD/8Ga1Map2uTwfKIZkUD3Pt89vJk021hyhpVHyFP9ea1dtsUDYXdmHSLwVD58ZSQQiCga1ssnNNH8Jo3awFaglagA9Ah6Ah0DHoMegJacPzhukAHgR4CXUSINd8Yn/Tt+GES8hMeb34bO5ZM+kYppWL4FJJGURycxKcRd4mfkxjy7K/1OAJHzDbiNI7RNpJUCS8V5WMvAxpJL0OqJt3/p/WITpSXMY19zNGEysBLgdGbQELQMGwUDC27Li2CBWbnCs9nS1tmHRXyLCFLQZrS/zKrSn5Wn4B1mXFYJx/Au3YB2Qd8r87A4hag+oDv7DAQ9AF/DoaBsA/4UzMMRH3An7FhIL7a9B1gfPVK4+GyTvqAP/DDGQTvE839uINcNru5T3eYi3639294L+Ki5e19PTPyJhPcyHPnoIiLxp/mwSATXRX6NsI614WdhheqV4ONdaYew1k//wccfsT/kWWLpwAAP0tJREFUeF7t3QfY1FTaxvEFVIqIqGABUUCl6Iq9I2LvFd1dK2JHsesq6rrKgmvvrooVwa7YGzZABbE3BFREERuoKFjAwvNxhy9D5kzAd06Seeed+f+uK9eqOWnPcuVmkpxz/mIAAHj4i/sfAACoCQIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAUN1++81syBCzv/3NrH17s8UXn7fon/fZx+y228x+/dXdqtBf/jJ/qYli2wNliD+9qF4jR5p17Jh/M49bOnSY13Zhig2EYtsDZYg/vahOQ4eaNWw47wZev77ZEUeYjR5t9sMPZjNmmL3yitnRR89bpzZq+8AD7l7mKzYQim0PlCH+9KL6jBtn1qTJ/GB44gm3xXxPP23WqNG8tnq0NX6822KeYgOh2PZAGeJPL6rPFlvMv3lffbW7ttC1185v3727u3aeYgOh2PZAGeJPL6rLq6/Ov3Hr3cYff7gtCqlN9F2J9uEqNhCKbQ+UIf70orqcdtr8G3f//u7aBVPbcLvTT3fXFh8IxbYHyhB/elFdNtts/o17+HB37YKpbbjd5pu7a4sPhGLbA2WIP72oLq1azb9xf/21u3bBvvpq/natW7tr8wOh2AWoo/jTi+oSflGlZdYsd+2CqW24XePG7trCUChmAeoo/vSiupQiQGqi2PZAGeJPL6rLCivMv3Fn9QirJoptD5Qh/vSiuqTxEr1rV3dt8YFQbHugDPGnF9XF9zPeAQPmb8dnvECAP72oLmPGzL9xq3NgTToSzplj1qnT/O3oSAgE+NOL6qNHUOHNW8OU/Jnrr5/fXsOgxCk2EIptD5Qh/vSi+owdO+9LKt289VXWsGFui/mee25+Ww3AqIEY4xQbCMW2B8oQf3pRne6912yxxebdwDVk+1FHzXu8paHcZ86c95iqTx+zBg3mtdGovRoCfkGKDYRi2wNliD+9qF76smq11fJv5nGL2owY4W6dr9hAKLY9UIb404vqpulqNW3t3nubtWs37zGVlrZtzXr0YEpbYCH40wsA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAsg335itvrpZy5Zmr7/urgUQgwAB5L775vcM/+c/3bUAYhAggNx11/wAOekkdy2AGAQIIAQIUDQCBBACBCgaAQIIAQIUjQABhAABikaAAEKAAEUjQAAhQICiESCAECBA0QgQQAgQoGgECCAECFA0AgQQAgQoGgECCAECFI0AAYQAAYpGgABCgABFI0AAIUCAohEggBAgQNEIEEAIEKBoBAggBAhQNAIEEAIEKBoBAggBAhSNAAGEAAGKRoAAQoAARSNAACFAgKIRIIAQIEDRCBBACBCgaAQIMNdXcwPk6bnhoWUCAQLUCAECzPXq3AA5cm54aLmXAAFqhAAB5ho6N0CWmRseWv5FgAA1QoAAplcgd9lf5oaHlpMIEKBGCBDACBDABwECGAEC+CBAACNAAB8ECGAECOCDAAGMAAF8ECCAESCADwIEMAIE8EGAAEaAAD4IEMAIEMAHAQIYAQL4IEAAI0AAHwQIYAQI4IMAAYwAAXwQIIARIIAPAgQwAgTwQYAARoAAPggQwAgQwAcBAhgBAvggQAAjQAAfBAhg+QFy7LHHuqsBxCBAUPVefvlla9OmTS5AGjVqZPfcc4/bDICDAEHV+vzzz+2ggw6yevXq5cIjumyxxRb21ltvuZsB+H8ECKrOrFmzbMCAAda0adO8wFh88cVtqaWWyvtvDRo0sCOOOMKmTZvm7gaoegQIqsr9999v7dq1ywuJRRdd1E444QSbPn26/frrr3bZZZcVBEnz5s3t0ksvDdYDmIcAQVV4++23bcsttyx4TLXDDjvY+PHj3ebBL44jjzwy+AUSbd+xY0d7/PHH3eZAVSJAUNG++eYbO+qoo2KD4LHHHnObF1DwdO/evSB4dtxxx9jgAaoJAYKK9Ntvv9nll18e+yjqkksuKfpR1H333Rf76OvEE08MHn0B1YgAQcV58sknrVOnTnk3e/0COfzww23q1Klu8xrTy/f+/fsXvHxv2bKlXX/99fb777+7mwAVjQBBxZgwYYLtvPPOBY+b9Dnum2++6Tb3tqDPf9daay0bPny42xyoWAQI6rzvv//eTj75ZFtsscXybuht27bNtEOgOiButNFGBYG1995726RJk9zmQMUhQFBn/fHHH3bDDTfYsssum3cDV3+Ofv362S+//OJukro5c+bYoEGDrFWrVnnnoN7sZ511lv3444/uJkDFIEBQJ40cOdLWWWedgr/9H3DAAfbZZ5+5zTM3c+ZMO/PMM61hw4Z559O6dWsbPHiw2xyoCAQI6pRPPvnE/v73vxcExwYbbGCjRo1ym5fcxx9/bD169Cg4v4033tjGjBnjNgfqNAIEdcJPP/1kZ599tjVu3DjvxrzCCivYrbfeGjxKKifPP/+8denSJe9c9dK9Z8+e9sUXX7jNgTqJAEHZGzJkSN5ouVr0qKhv3742Y8YMt3nZ0Ge91113nbVo0SLv3JdYYolgLC59FgzUZQQIytarr75qm266acHjoD333NMmTpzoNi9b6miosbbU8TB6He3btw/G5gLqKgIEZefLL7+0Xr16Wf369fNuuH/961/t2WefdZvXGePGjbPtt9++IBA1Rtc777zjNgfKHgGCsjF79mw7//zzg0c80RvsMsssY9dcc03F9PR+9NFHrUOHDnnXuMgii1jv3r2DsbuAuoIAQVl48MEHbZVVVim4qWp62e+++85tXudpLK6LL77Yllxyybxr1thdV1xxRTCWF1DuCBDUqvfee8+23nrrgsc62267rb3//vtu84qjsbkOO+ywgtGCO3fubE899ZTbHCgrBAhqxbfffmvHHHNM8CsjeuNcbbXV7OGHH3abV7w33njDunXrVhCku+yyi33wwQduc6AsECAoKT2aueqqq2zppZfOu1E2a9bMLrzwwuA9SDW7++67beWVV86rjcb4OuWUU+yHH35wmwO1igBByTz99NO2+uqr590c9aXVIYccYl9//bXbvGppDC+N5aUxvaK10phfN954YzAGGFAOCBBk7sMPP7Tddtut4PFM165d7fXXX3ebZ0aPzUaPHm0333yznXbaaUF/Es02uMkmmwQj92rRS+zwn/XftV7t1F7baXvtpxQ0ptf+++9fULd11103GAsMqG0ECDKjRy7//Oc/C4ZZX2mllezOO+90m6duypQpwUCG6lOiQHBvxEkW7U/71f51nCy99NJLwVhf7jn84x//sE8//dRtDpQMAYLUaVwq/W19ueWWy7vhNWnSxM455xz7+eef3U1So8EMdQzNee7ecLNcdDwdV8fPgmp6yy232PLLL593XI0N9u9//zsYKwwoNQIEqXrxxRdt/fXXL7jB7rvvvjZ58mS3eSo0lPrAgQNt8803LzhudNGc5rvuuquddNJJwRhVI0aMCCZ+0uLOHaJ/D9epndprO23vzo3uLjoPnY/OK20a++v0008vGDZeY4XdfvvtbnMgUwQIUqFw2G+//Qpupuutt5698MILbvNUqIOhXjarp7p7XC16VKbRbzXhU9rhpf1pv9q/juMeW4vOS+eXRUfIjz76yPbYY4+CY2622WbBGGJAKRAgSESPo/ToRo+nojcyPb666aabMvliSMN96G/h+vTXvYHq82ANCVLquUF0PB3X/TxZi85T55vFMCXPPPNMMEZY9Hj6sk3vZ7766iu3OZAqAgTe9CLc/du3XpjrxXkWfRb0HkBT2Mb94lAnvKFDh9Z6PxIdX+cR1ylQ563zT3vuEo0RprHC3LoouDS2WG3XBJWLAEHR9Olt3PsGfaqrT3azoJ7amtXPPaZGty3XT1p1XnGj7+o6dD1p0+fFGjvM7d2/6qqrBmONAWkjQFBj6ux36KGHFgyzrs6Bw4YNc5unQn+71kyE7lhRmifklVdecZuXJZ2nO6+JrkfXlcUIw2PHjg3GEnODa5tttgnWAWkhQPCnNHLsRRddVDByrJ73X3nllZmNHKupX9WRL3pMze6ndytpPwbKms5X5+3OTqjry2qK24ceeij49RE9nn6d9OnTp2SdIVHZCBAs1COPPBIMcOjehI4++uhMb0L6RaOhO6LHPfjggzM9Zino/HUd0evSdWb1C07vPy644IKCDw4U/ldffXVm4Y/qQIAglh67uIP6adHQ6++++67bPFUa7yn6HL9p06ZBj+9KouvRdYXXqOvVdWdFX2RpzDH38aNevKvTJ+CDAEGsFVdcMe9Go8meHnjgAbdZ6gYMGJB33C5dutj48ePdZhVB16Xri16vrj9Lr732WjAGWfSYCi/ABwGCWNEA0VDiWX8Kqv4ixx13XN6Nbffdd8902JNyoOvTdUavW3XIov9M1B133JH7NaL/BXwQIIgV/Uw3q09zo9zw0OOWLL5QKke6Tl2vGyJZ08jDOlajRo3cVUCNECCIVcoAcR9b9e3b121SFXTd0Tpk/Tgr7DVPgMAXAYJYpQoQvTgmPOZzQyTLF+sECJIiQBCrFAGiT1ejHQTVSREW1CGsieqT1Se+BAiSIkAQK+sAUee5aD8PDYNSLe88/ozqEJ3BUXXKorMhAYKkCBDEyjJA9IVRtIe5PmWt9K+tiqV6RD/xVb3S/jKLAEFSBAhiZRkgGgMq3Lc601VqP4+kVJdoZ0PVLU0ECJIiQBArqwDRKLTR9x5DhgxxmyBC9QlrpbqlOYovAYKkCBDEyiJANKBgdEh2jQmFPxcdO0v1S2sgSQIESREgiJVFgGgypXCfGpW2rg+MWCqqU3QUX9UxDQQIkiJAECvtANF0rtEZ8zS0OWpO9QprpzqmMT0uAYKkCBDESjtANCd4uD9NrpTWY5hqoXpFJ6VSPZMiQJAUAYJYaQbI9OnT8+ajqCszCZYb1S2soeqpuiZBgCApAgSx0gyQfv365falOcLhLzrHuuqaBAGCpAgQxEorQGbOnJn37mPkyJFuExRB9Qtrqbqqvr4IECRFgCBWWgEycODA3H66devmroYH1TGsqerriwBBUgQIYqUVINHZ74YOHequhgfVMayp6uuLAEFSBAhipREgEydOtHr16gX70OOWrGc1rBaqY/hYUPVVnX0QIEiKAEGsNALk3HPPze2jd+/e7mokoHqGtVWdfRAgSIoAQaw0AqRz5865fYwePdpdjQRUz7C2qrMPAgRJESCIlTRApkyZktu+TZs27mqkQHUNa6x6F4sAQVIECGIlDZDBgwfntu/Zs6e7GilQXcMaq97FIkCQFAGCWEkDpFevXrntBw0a5K5GClTXsMaqd7EIECRFgCBW0gBp27ZtbvvJkye7q5EC1TWssepdLAIESREgiJUkQDT8eLhtu3bt3NVIkeob1rrY4fEJECRFgCBWkgAZNWpUbttddtnFXY0Uqb5hrVX3YhAgSIoAQawkAXLLLbfktj355JPd1UiR6hvWWnUvBgGCpAgQxEoSING5P5KM1YQ/Fx1rrNg5QggQJEWAIFaSAOnRo0du2+HDh7urkSLVN6y16l4MAgRJESCIlSRAunfvntt2woQJ7mqkSPUNa626F4MAQVIECGIlCZD1118/t+0XX3zhrkaKVN+w1qp7MQgQJEWAIFaSAOnYsWNu2xkzZrirkSLVN6y16l4MAgRJESCIlSRAWrVqFWxXv359mzNnjrsaKVJ9VWfVW3UvBgGCpAgQxEoSIM2bNw+2a9KkibsKGVCdVW/VvRgECJIiQBArSYDwC6R0+AWC2kSAIFaSAOEdSOnwDgS1iQBBrCQBwldYpcNXWKhNBAhiJQkQ+oGUDv1AUJsIEMRKEiD0RC8deqKjNhEgiJUkQBgLq3QYCwu1iQBBrCQBwmi8pcNovKhNBAhiJQkQ5gMpHeYDQW0iQBArSYAwI2HpMCMhahMBglhJAkSYEz17zImO2kaAIFbSAOnVq1du+0GDBrmrkQLVNayx6l0sAgRJESCIlTRABg8enNu+Z8+e7mqkQHUNa6x6F4sAQVIECGIlDZApU6bktm/Tpo27GilQXcMaq97FIkCQFAGCWEkDRDp37pzbx+jRo93VSED1DGurOvsgQJAUAYJYaQTIueeem9tH79693dVIQPUMa6s6+yBAkBQBglhpBMjEiROtXr16wT6WWWYZmz17ttsEHlRH1VN1VX1VZx8ECJIiQBArjQCRrl275vYzdOhQdzU8qI5hTVVfXwQIkiJAECutAImO1dStWzd3NTyojmFNk4w1RoAgKQIEsdIKkJkzZ+Yet2gZOXKk2wRFUP3CWqquqq8vAgRJESCIlVaASL9+/XL72n777d3VKILqF9ZSdU2CAEFSBAhipRkg06dPt2bNmuX298orr7hNUAOqW1hD1VN1TYIAQVIECGKlGSASnSNk0003tTlz5rhNsBCql+oW1rDYuT/iECBIigBBrLQD5Jtvvsl7F3LTTTe5TbAQqldYO9VR9UyKAEFSBAhipR0gcsMNN+T22aJFi6KHH69WqpPqFdZOdUwDAYKkCBDEyiJA9Bhm4403zu334IMPdpsghuoU1kz1S+vxHwGCpAgQxMoiQOSNN96wBg0a5PY9ZMgQtwkiVJ+wVqqb6pcWAgRJESCIlVWAyNlnn53bd9OmTW38+PFuE8yluqg+Ya1UtzQRIEiKAEGsLAPkjz/+sO7du+f236VLF/v555/dZlVN9VBdwhqpXqpbmggQJEWAIFaWASJffPGFLbvssrlj7Lbbbvb777+7zaqS6qB6hLVRnVSvtBEgSIoAQaysA0SGDRuW9z7k0EMPdZtUJdUhrInqozplgQBBUgQIYpUiQOTGG2/MHUdL37593SZVRdcfrYfqkxUCBEkRIIhVqgCRAQMGECJWGB6qS5YIECRFgCBWKQNEjjvuuLyb5yGHHFI170R0nbre6PWrHlkjQJAUAYJY0S+AxowZ465Onb4wckNk9913r/ivs3R9uk43PNL+4so1a9Ysa9y4cXC8RRdd1F0N1AgBgljRcauWWGIJu+SSS+zXX391m6XOfZylIKvUfiK6rmhQa8n6sZXce++91q5du9wxNS0u4IMAQazDDjss78ampUOHDvbYY4+5TVOnF8eLLLJI7rjqTDd48GC3WZ2m64l2EtT1ZvnCXN5+++28/jfhstZaa7lNgRohQLBA77zzjm255ZYFN5wddtjBxo0b5zZPlT5djfYT0aIxoer6AIw6/+jYVlp0nVl9qivTpk2zI488Mu+TaS0dO3a0xx9/3G0O1BgBgj91//33W/v27fNuPnpufsIJJySe1Ghh1HnO/RuzRqXV0OZpDShYKjpfnXd0VF0tur4sOgmKHjledtll1rx587xj6t8vvfTSkjySRGUjQFAjeumq5/PRxy7hDf26667L7Isp7VdjQLl/e9bkSnVlZkOdZ3QyKC26Hl1XVnV74oknrFOnTgXHPOKII4JfJEAaCBAURX9b7tmzZ/DiNXpz0svg559/3m2eGo1CGx0KPlw0R/jIkSPd5mVB5xWdwzxcdB1pjqobNWHCBNtpp50KjqlfOm+99ZbbHEiEAIEXfdobd0Pv0aOHffzxx27zVOgxkCZTin4hFi7dunWzoUOH2uzZs93NSkrH13nofNxz1Hnr/LN4/Pb999/bSSedFDxajB6zbdu2wVdXQBYIECRy2223WevWrfNuWg0bNrQzzzzTZs6c6TZPhaZz1ZzgzZo1K7hJq3Nc7969bdSoUe5mmdLxdNywc1500XnqfNOYhtal/iIDBw60li1b5h1z8cUXt//85z/2yy+/uJsAqSFAkNiPP/5oZ511VtCjOXoTa9WqVRAwWfyNW7777jvr169f7C8SLSuttFLwuG3QoEE2efJkd/NEtD/tV/vXcdxja9F56fx0nlkYMWKErb322nnH1KPFAw880KZMmeI2B1JHgCA1kyZNsr333rvgRqpHXS+//LLbPDX6paO/hUeHX4lb1Hlu1113DR716MW/bsA6Zy3u39T17+E6tVN7bafto53w4hadh84nq19gn3zyif3tb38rOO6GG25oo0ePdpsDmSFAkDq9TFfntOjNTX8zPuigg+zzzz93m6dK71/OOeecoI+De4PNctHxdNys3v+Ifun961//iv2ld+utt2b2Sw9YEAIEmdDnqddff31Bvwd9Bty/f//gs+Cs6TGOenz36tUreJns3vSTLNqf9qv9l+JxkY6z4oor5p2D3jWdccYZmf3SAf4MAYJMqaPhiSeeWPB1kB4D3XfffW7zTKkXuB7x3HzzzXbaaafZnnvuGXzeuskmmwSBoGWppZbK/bP+u9arndprO21fyt7w6kOi83ADbK+99rKJEye6zYGSIkBQEho4cMcddyy4EWqoFI3RhHzqb6MhT9z+NmuuuaY999xzbnOgVhAgKCkNxui+n1AP6aOOOooe0javH8l5550XjIAcrZG+6Lr22msz67kO+CBAUHIag0nDw7tjNOnx0eWXX26//fabu0lVUAfEVVZZJa8mevSn+UGy+hQYSIIAQa3RL47DDz+8YJwrjeH05JNPus0r1rvvvmtbbbVVXg20bLfddpmPegwkQYCg1r355pu2xRZbFNxAd95552Bsp0qlnulHH3103twnWlZbbTV75JFH3OZA2SFAUDbuueeegs9tF1tsMTv55JODsZ4qhR7RXXnllQXDniy55JJ20UUXMcw66gwCBGVFPcA1/IfGcoreXDXWkwYizHqu8Kxp4qjOnTvnXVv9+vXt0EMPta+//tptDpQ1AgRlSZ3zDjjggILPWNdZZ51gaJG65sMPPwyGQYleixYNe5LV0O5A1ggQlDWNcqsxntwbr8aC0phQ5e6HH36wU089NXgUFz3/lVde2e666y63OVCnECAoexrjSWM9rbDCCnk34caNGwez+v3000/uJrVOj9o0he1yyy2Xd85NmjSxc889137++Wd3E6DOIUBQZ2jMp759+wZjQEVvyhojasiQIW7zWvPCCy/YeuutV/Crab/99kt9WHmgNhEgqHM0BpTGp3Jv0LU9T/qnn35q++67b8F5rb/++vbiiy+6zYE6jwBBnfXss88GY0NFb9b6okljSH355Zdu88zocZSGctfjqei5LL/88sEAjAyzjkpFgKBO09hQ//vf/wpmJdRYUv/9738znyP9jjvuKJiRUC/MNXrvjBkz3OZARSFAUBE0VpTGjHKHjdfYUg888IDbPLHXXnvNunbtmncsLbvvvrt99NFHbnOgIhEgqCjvv/9+MIaUe2Pfeuut7b333nObF+2rr76yQw45JHhUFt3/GmusYU8//bTbHKhoBAgq0sMPPxyMKRW9yWvMqWOOOcZrQig9CrvwwgutWbNmefvUcCRXX3111Y4gjOpGgKBihTd9jTHl3vSvuuqqGt/0FUarrrpqamEEVAoCBBVPY0xprCn3sdPqq6++0MdOY8eOtW233TZvGy3bbLNNKo/DgLqOAEHVeP3112NffO+2227BWFUhvZA/9thjC4ZZ16+QBx98MLJHoLoRIKg6d955Z+yntxqzSjMlup8E673H+eefn/knwUBdQ4CgKi2o81900SOvXr16lbRTIlCXECCoahqbKm74kc0228xeffVVtzmACAIEmOvMM8/MhUe3bt3c1QBiECDAXJqbIwyQk046yV0NIAYBAhgBAvggQAAjQAAfBAhgBAjggwABjAABfBAggBEggA8CBDACBPBBgABGgAA+CBDACBDABwECGAEC+CBAACNAAB8ECGAECOCDAAGMAAF8ECCAESCADwIEMAIE8EGAAEaAAD4IEMAIEMAHAQIYAQL4IEAAI0AAHwQIYAQI4IMAAYwAAXwQIIARIIAPAgQwAgTwQYAARoAAPggQwAgQwAcBAhgBAvggQAAjQAAfBAhgBAjggwABjAABfBAggBEggA8CBDACBPBBgABGgAA+CBDACBDABwECGAEC+CBAACNAAB8ECGAECOCDAAGMAAF8ECCAESCADwIEMAIE8EGAAEaAAD4IEMAIEMAHAQIYAQL4IEAAI0AAHwQIYAQI4IMAAYwAAXwQIIARIIAPAgQwAgTwQYAARoAAPggQwAgQwAcBAhgBAvggQAAjQAAfBAhgBAjggwABjAABfBAggBEggA8CBDACBPBBgABGgAA+CBDACBDABwECGAEC+CBAACNAAB8ECGAECOCDAAGMAAF8ECCAESCADwIEMAIE8EGAAEaAAD4IEMAIEMAHAQIYAQL4IEAAI0AAHwQIqt7PP/9sO+20Uy5AVl55Zfvyyy/dZgAcBAiq2h133GErrbRSLjzCZYkllrD//ve/Nnv2bHcTAP+PAEFVeu2116xr164FwVGvXr28f19llVXsgQcecDcHYAQIqsxXX31lhxxyiNWvXz8vKNZYYw175pln7P3337ftttuuIFi23npre/fdd93dAVWNAEFV0KOoCy64wJo1a5YXDEsvvbRdffXV9ttvv+W1f+SRR2y11VbLa7vIIovY0Ucfbd9++21eW6BaESCoeA899JCtuuqqBWHQp0+fhYaBQueiiy6yJZdcsiB0rrrqqoLQAaoNAYKKNXbsWNt2220LHkdts8029t5777nNF+jrr7+2Qw89tOCx1+qrr25PP/202xyoGgQIKs53331nxx57bPArI3rD16+QBx980G1eY6+//rptvvnmBYG022672Ycffug2ByoeAYKK8fvvv9s111xjyyyzTN4NXu89zj///NQ+yb3zzjsLPv1dbLHF7J///Kf98MMPbnOgYhEgqAj6guqvf/1r3k1dj5x69eoVfHmVNnU+POecc6xJkyZ5x1xuueXspptusj/++MPdBKg4BAjqtI8++sj22GOPgsdKm222mb366qtu89RNnjzZ9ttvv4Ljr7feevbiiy+6zYGKQoCgTpoxY4adfvrp1rBhw7wbd5s2bez22293m2dOYaHQcINk3333DUIGqEQECOqUOXPm2C233GLLL7983o26cePGdvbZZ9tPP/3kblIyemx18803B4+xouemx1x63KXHXkAlIUBQZ7z00ku2wQYbFPwt/+9//7t9+umnbvNaoxfpeqGuF+vR89SLd72AByoFAYKy99lnn9n+++9fEBzrrruujRw50m1eNvRprz7xdc9bY3Dpk2CgriNAULZ++eUX69evny2++OJ5N+Bll13WbrzxxjrzpZM6G6rTYfQa9IWYOieqkyJQVxEgKEt33313MC9H9KarR0KnnHKKff/9927zsqdhTzT8iYZBiV6T+qhceOGFqfVRAUqJAEFZefPNN61bt24Fj3122WUX++CDD9zmdY7G3jrmmGMKeslr4MaHH37YbQ6UNQIEZWHq1Kl22GGHWYMGDfJurJ07d7annnrKbV7naSwuDRHvBqXG7tKQ8kBdQICgVv3666928cUXF4x4u9RSS9kVV1xR8SPearIqTVoVvfZFF100GMtLY3oB5YwAQa159NFHrUOHDnk3Tz3aOeqoo+ybb75xm1csvf/Q9LmaRjdaC43p9b///S8Y4wsoRwQISm7cuHG2ww47FDy+2XLLLe2dd95xm1eNL7/80g4++OCCYeM1xtezzz7rNgdqHQGCkpk+fbqdcMIJwSOa6A2yffv2dv/997vNq5bG8Np0000LAnbPPfe0iRMnus2BWkOAIHN6BHPddddZixYt8m6ITZs2tQEDBtisWbPcTTKhYU7eeOONoDf4mWeeaT169LDu3bsHc3y0bds2WPTuJfxn/XetVzu113bavlTDpQwZMsRWXHHFvJpp7K++ffsGY4EBtY0AQaaef/5569KlS95NsF69etazZ0/74osv3Oap+vHHH+2xxx4LfvWsscYaBX+jT7Jof9qv9q/jZEVhpTG+NNZX9PgrrLCC3XrrrcHYYEBtIUCQiY8//jj4m7t74914441tzJgxbvPU6G/mN9xwg22xxRYFY1Flteg4Op6Om9Uvg08++SQY88s99oYbbmijRo1ymwMlQYAgVTNnzgwe97jDrLdu3dpuu+02t3lq9EvnoIMOKpjgKbroEZrmQ+/Tp0/QK3zYsGE2adKkYHF/Rejfw3Vqp/baTtu7j+Kii46v89D5ZGHEiBG2zjrr5B1Tv+gOOOAAmzJlitscyBQBglToUcqgQYOsVatWeTe3Ro0a2VlnnVVwg06L5jh3b6jhoncsO+20k1122WU2duxYd9NEtD/tV/vXcdxja9F5JZmDfUE0Bph+7bRs2TLveBozTGOHaQwxoBQIECT28ssv20YbbVRwA917772Dv8FnYUHBoZ7sO++8s913330lG19Kx9HxdFy3J32WQaIxwU4++eSCR3X6AOCee+5xmwOpI0Dg7fPPPw8e1+gRSvQGttZaa9nw4cPd5qlQHxJ9HeXepPVSWZ3xdE61ScfXeeh83HPUeev80zZhwoQgvNzj6b2MxhYDskKAoGj67LZ///4Fj270buD666/PpOe0/pavr5Hcv23rRq0hT0r1KXBN6Xx0Xm6Q6Px1HVn8OnryySetU6dOecfTL6LDDz/cpk2b5jYHEiNAUBQ9qmnXrl3eTUodA0888cSgo2AW1LHOHfKkefPmwTuIcgsOl85P56nzjZ6/rkfXlTaNHXb55ZcH/Vncel1yySXB2GNAWggQ1Mjbb78ddKqL3pS07LjjjjZ+/Hi3eWquvfbagi+69Dmrhv2oS3S+7me4ui5dXxY0lpjGFHPfyXTs2DHouwKkgQDBQunRx5FHHhl7I3r88cfd5qlRB7oDDzww75iaYKqu3/x0/u5EWbrOrHq3K/g1xlj0eFo0FlmWwY/qQIAglp7Ra+Ijd5h1PQq59NJLM30Uor+t60V89LiaUCqrR2SlpuvQ9USvT9eb5a+qBT16VGdP+o/AFwGCWOutt17ezaZUL2PVgz06P4aOq/GyKm3IDl2Priv6y07XrevPyoI+ftC0uoAPAgSxop3UNFzGW2+95TZJnWbiU4/18Lj69fPMM8+4zSqKri/6K0/Xn/WMhOHn1+Ex9Rk24IMAQaxox8APP/zQXZ06zQMSHSJk2WWXDUa+rQa6Tl1veO2qQynmRdEvDx1PL/MBHwQIYkU762UdIJ999pm1adMmdzz9c7W94NX1ujVQXbK09NJLB8fScDOADwIEsUoVIBqOY80118wdS18oaeTZaqTrjn6hpbqoPlkhQJAUAYJYpQgQfem11VZb5Y6jzm9pD3pY1+j6o50AVZ8seq0LAYKkCBDEKkWAqPd6eAzdxDRUOeYN2a56hLVRnbJAgCApAgSxsg4QdagLB2HU/959991uk6qmekTrk0UHSgIESREgiJVlgGgq2+hnwscff7zbBHOpLmGNVK+0pwAmQJAUAYJYWQWIOtBpVr9w35oro9wHRKwtqkt0zhPVLc0OlQQIkiJAECurABk8eHBuv+oRXW2f6xZL9Yn2HFf90kKAICkCBLGyCJAZM2bkzY9xzTXXuE0QQ3UKa6b6qY5pIECQFAGCWFkEiKZfDfepRzOa2xt/TnWKPspSHdNAgCApAgSx0g4QPYrR6K/an74qeumll9wmWAjVK/wqS3VM49EfAYKkCBDESjtAooP36Z9RvLRrSIAgKQIEsdIMEA3REf760P9OnjzZbYIaUN2idUw65AsBgqQIEMRKM0D69OmT29fBBx/srkYRVL+wlqprEgQIkiJAECutAJk6dao1adIk2E/9+vVt3LhxbhMUQfVTHVVP1VX19UWAICkCBLHSCpCLL744t5+99trLXQ0PqmNYU9XXFwGCpAgQxEorQNZee+3cfip9dsFSUR3Dmqq+vggQJEWAIFYaAfLuu+/m9qGpWun3kQ7VMTr1r+rsgwBBUgQIYqURIKeddlpuH6eeeqq7GgmonmFtVWcfBAiSIkAQK40Aad++fW4fb7/9trsaCaieYW1VZx8ECJIiQBAraYBMmjQpt/0qq6zirkYKVNewxqp3sQgQJEWAIFbSALnlllty2x922GHuaqRAdQ1rrHoXiwBBUgQIYiUNkOiwG7fffru7GilQXcMa+wxtQoAgKQIEsZIGSJs2bYJtNQBg2jPpYR7VNRxgUfUuFgGCpAgQxEoSINOmTcttu+qqq7qrkSLVN6y16l4MAgRJESCIlSRAXnzxxdy2u+66q7saKVJ9w1qr7sUgQJAUAYJYSQLk5ptvzm17yimnuKuRItU3rLXqXgwCBEkRIIiVJECiHQhvuOEGdzVSpPqGtS62QyEBgqQIEMRKEiDRwf5GjBjhrkaKVN+w1sUOVkmAICkCBLGSBEj37t1z206YMMFdjRSpvmGtVfdiECBIigBBrCQBsv766+e25RPebKm+Ya1V92IQIEiKAEGsJAHSsWPH3LYzZ850VyNFqm9Ya9W9GAQIkiJAECtJgLRq1SrYTjPnzZkzx12NFKm+4QyFqnsxCBAkRYAgVpIAad68ebCdplxF9sIpg1X3YhAgSIoAQawkAcIvkNLhFwhqEwGCWEkCJPoOZMaMGe5qpEj1DWvNOxCUGgGCWEkChK+wSoevsFCbCBDEShIg9AMpHfqBoDYRIIiVJEB69OiR23b48OHuaqRI9Q1rrboXgwBBUgQIYiUJkNNPPz237cCBA93VSJHqG9ZadS8GAYKkCBDEShIg0elsTz75ZHc1UqT6hrUudlpbAgRJESCIlSRARo0aldt2l112cVcjRapvWGvVvRgECJIiQBArSYB8++23uW3btWvnrkaKVN+w1qp7MQgQJEWAIFaSAJG2bdvmtp88ebK7GilQXcMaq97FIkCQFAGCWEkDpFevXrntBw0a5K5GClTXsMaqd7EIECRFgCBW0gAZPHhwbvuePXu6q5EC1TWssepdLAIESREgiJU0QKZMmZLbvk2bNu5qpEB1DWuseheLAEFSBAhiJQ0Q6dy5c24fo0ePdlcjAdUzrK3q7IMAQVIECGKlESDnnntubh+9e/d2VyMB1TOsrersgwBBUgQIYqURIBMnTrR69eoF+1hmmWVs9uzZbhN4UB1VT9VV9VWdfRAgSIoAQaw0AkS6du2a28/QoUPd1fCgOoY1VX19ESBIigBBrLQCJDpWU7du3dzV8KA6hjVNMtYYAYKkCBDESitAZs6cmXvcomXkyJFuExRB9Qtrqbqqvr4IECRFgCBWWgEi/fr1y+1r++23d1ejCKpfWEvVNQkCBEkRIIiVZoBMnz7dmjVrltvfK6+84jZBDahuYQ1VT9U1CQIESREgiJVmgEh0jpBNN93U5syZ4zbBQqheqltYw2Ln/ohDgCApAgSx0g6Qb775Ju9dyE033eQ2wUKoXmHtVEfVMykCBEkRIIiVdoDIDTfckNtnixYtih5+vFqpTqpXWDvVMQ0ECJIiQBAriwDRY5iNN944t9+DDz7YbYIYqlNYM9Uvrcd/BAiSIkAQK4sAkTfeeMMaNGiQ2/eQIUPcJohQfcJaqW6qX1oIECRFgCBWVgEiZ599dm7fTZs2tfHjx7tNMJfqovqEtVLd0kSAICkCBLGyDJA//vjDunfvntt/ly5d7Oeff3abVTXVQ3UJa6R6qW5pIkCQFAGCWFkGiHzxxRe27LLL5o6x22672e+//+42q0qqg+oR1kZ1Ur3SRoAgKQIEsbIOEBk2bFje+5BDDz3UbVKVVIewJqqP6pQFAgRJESCIVYoAkRtvvDF3HC19+/Z1m1QVXX+0HqpPVggQJEWAIFapAkQGDBhAiFhheKguWSJAkBQBglgbbbRRyQJEjjvuuLyb5yGHHFI170R0nbre6PWrHllbcsklg2M1bNjQXQXUCAGCWC1btszdzDbZZBN799133Sap0hdGbojsvvvuFf91lq5P1+mGR9pfXEV9+eWX1qtXr9zxNKsh4IMAQax11lkn76a2yCKLBPNwpzEG08K4j7P0KWul9hPRdUU/1dWS5WMrTYV7/vnn542MrGWJJZZwmwI1QoAg1qxZs+yII44ouNkstdRSdsUVV9hvv/3mbpIavThWYIXHVGe6wYMHu83qNF1PtJOgrjfLF+YPPvigrbrqqnn/X+qY+vUzefJktzlQIwQIFmrq1Kl22GGH5X1uq6Vz58721FNPuc1To09Xo/1EtGhMqLo+AKPOPzq2lRZdZ1af6r733nu2zTbb5B1Py7bbbmtjx451mwNFIUBQIxqDKToXd7jsuuuu9sEHH7jNU6HOc9Ee61o0Kq2GNk9rQMFS0fnqvKOj6mrR9WXRSVBB1adPn7xfclr0K+Shhx5ymwNeCBAU5a677rKVV14576a02GKL2amnnmo//PCD2zwxfaGkMaDcX0CaXKmuzGyo84xOBqVF16PrSvtLMz1avPrqq3Of6IaLHkVecMEFwXsQIC0ECIqmL4fOPfdca9KkSd5NSo9i9Bw/iy+I9AsoOhR8uGiO8JEjR7rNy4LOKzqHebjoOtIcVTf09NNP2xprrJF3rPr16wefCH/11VducyAxAgTePvvsM9t///0LbpDrrruuvfDCC27zxPQYSJMpRWc2DBc9Xhs6dGit/w1bx9d5xD3u03nr/NN+/PbRRx8VfAqspWvXrvbaa6+5zYHUECBI7KWXXrL111+/4Ab2j3/8wz799FO3eWL6lFhzgrtfiGnRoxt9bjxq1Ch3s0zpeDqu++hIi85T55v2J9AzZsyw0047LXiEGD3eSiutZHfccYfbHEgdAYJU6G/Vt9xyiy2//PJ5N7PGjRvbv//9b/vpp5/cTRL77rvvrF+/frG/SMIbac+ePW3QoEGpf6qq/Wm/2r+O4x5bi85L56fzTJNqffPNNxfUWo8UVetK73yJ8kGAIFUL+ltxmzZtMvtb8cyZM23gwIF543fFLe3atQu+GjvppJPsuuuusxEjRtikSZOC5Zdffsnbp/49XKd2aq/ttL324+47uug8dD46r7S9+OKLsb/29t1330x+7QELQ4AgEwt6Lr/ZZptl+lz+448/tnPOOcc6duxYcOwsFx1Px9Xxs6BfPPvtt1/Bcddbb71M3jcBNUGAIFPPPPNMrX0ZNGXKlKDHt8Z9atu2bcHNN8mi/Wm/2r+Ok5UFffG23HLLBf1KsvjiDagpAgSZK5e+CepcN3r06OD9gR6z7bnnnkFHPg0WqUDQoqFawn/Wf9d6tVN7baftS9UbvtR9boBiESAoGXpH14z6iMS9z9H7l1IMrQ/UFAGCktMYTHHjM+m/VfP4TF9//XUw7pge8UXronHHshorC0iCAEGt0a+OuBFi9SulVI+JysGvv/5qF110UW6Cp3DRI78rr7wy05GPgSQIENQqvf/QexC3U6D6UOi9SaXfPB955BFbbbXVCkL06KOPTr3jIZA2AgRlQV9k6asm9/GNvuDSl1yVZty4cbbddtvlXauWrbbaKvPZH4G0ECAoK+ojor4i7o11jz32CPqW1HXqlX788cfboosumnd97du3D8bQAuoSAgRl6fbbbw96r0dvsg0bNgzGlFJv97pGw7Zfe+21BcOuaDrZ8847r2SfMgNpIkBQtjR+lsZ20nha0ZuuxoDSuFtpj2qbleeee87WXHPNvGuoV69eMDNhFpNJAaVCgKDsaYwnjewbvQFr2WCDDYKRgMuVhjXZa6+9Cs5bHRTrymRYwMIQIKgzNEGT5hpxb8iak0Rzk5QLDaJ4xhlnBI/coue54oorBkOfAJWCAEGdorGfNOuhZj+M3pwXX3zxYMwod1TdUtIjNQ3x3qpVq7xza9Sokf3rX/+yH3/80d0EqNMIENRJGgvqlFNOKRg2XmNH3X333W7zzGmMrA033LDg19E+++xjn3zyidscqAgECOq0Dz74wHbZZZeCG7emlM1i3nGXRuI98MADg5fi0eOvvfbawTwiQCUjQFARnnrqqWDMqOhNvEGDBsHYUlOnTnWbJzZr1iz7z3/+Y02bNs07ZsuWLYPJpBhmHdWAAEHF0LAnV1xxRTAke/SmrjGmLr744mDMqTTce++9BfOLqGOgZiz8/vvv3eZAxSJAUHE0hlTv3r0Lho3v0KGDPfroo27zGnvrrbeC+UGi+9Sy00472YQJE9zmQMUjQFCx3nnnnWBsKfeGv/322wdjUdXUtGnT7IgjjggeiUX306lTJ3viiSfc5kDVIEBQ8TTGlMaait789chJY1JNnz7dbZ6jR16XXnqpNW/ePG9b/ftll12W2iMxoK4iQFAV9NJbY05p7KloGLRo0cKuu+66YKyqqMcff9w6duyY11a/QI488sjgFwkAAgRVRmNP9ezZs+Cz2y5dutjzzz8fvMvQO43oOi1696F3IADmI0BQlcaMGROMSeUGhRss7dq1C766AlCIAEFV09hUrVu3LggS9e/o379/8OgLQDwCBFVPY1Tpy6wwPFZaaSX7/PPP3WYAHAQIMNddd92VCxB1CATw5wgQwAgQwAcBAhgBAvggQAAjQAAfBAhgBAjggwABjAABfBAggBEggA8CBDACBPBBgABGgAA+CBDACBDABwECGAEC+CBAACNAAB8ECGAECOCDAAGMAAF8ECCAESCADwIEMAIE8EGAAEaAAD4IEMAIEMAHAQIYAQL4IEAAI0AAHwQIYAQI4IMAAYwAAXwQIIARIIAPAgQwAgTwQYAARoAAPggQwAgQwAcBAhgBAvggQAAjQAAfBAhgBAjggwABjAABfBAggBEggA8CBDACBPBBgABGgAA+CBDACBDABwECGAEC+CBAACNAAB8ECGAECOCDAAGMAAF8ECCAESCADwIEMAIE8EGAAEaAAD4IEMAIEMAHAQIYAQL4IEAAI0AAHwQIYAQI4IMAAYwAAXwQIIARIIAPAgQwAgTwQYAARoAAPggQwAgQwAcBAhgBAvggQAAjQAAfBAhgBAjggwABjAABfBAggBEggA8CBDACBPBBgABGgAA+CBDACBDABwECGAEC+CBAACNAAB8ECGD+ATJnzhx74IEHbNiwYe4qoOIRIID5B8hNN92U226LLbawN998020CVCwCBDD/ALnxxhtz22lp0KCBHX744TZt2jS3KVBxCBDA/ANEj7CuuOIKW2qppfKCpHnz5nbJJZfYr7/+6m4CVAwCBDD/AAnpF8eRRx4Z/AKJBknHjh3t8ccfd5sDFYEAASx5gITefvtt6969e16IaNlxxx1t/PjxbnOgTiNAAEsvQEL33XeftWvXLi9EFl10UTvxxBNt+vTpbnOgTiJAgLluvfXW3I1+5513dld7mTVrlvXv39+aNm2aFyQtWrSw66+/3n7//Xd3E6BOIUCAuc4444y8m3y3bt3sjTfecJt5+fzzz+2ggw6yevXq5R1jrbXWsuHDh7vNgTqDAAHmmjx5sjVp0iTvBq8X4ocddphNnTrVbe7l5Zdfto022ijvGFr23ntvmzJpktscKHsECPD/fvvtt9hPcpdcckm7+OKLU/kkV5/93nbbbdaqVavc/peYu/yjUSN79ayzbM6PP7qbAGWLAAEc33zzjfXu3dsWWWSRvCDp0KGDPfroo25zLzNnzrQzzzzTGjZsaBvM3fdZc5eRcxdr3drmJozbHChLBAiwAO+8845ttdVWBY+ctt9+exs3bpzb3MunH39sV/boYbfP3e80BUi4bLyx2ZgxbnOgrBAgwJ8YOnSotW/fPi9E9Enu8ccfn9onuTOef96sS5f5AaKlXj2znj3NvvjCbQ6UBQIEqIHZs2fbeeedZ0sssURekOiT3GuvvTadT3K1j+uus7k7zQ+Spk3NBgzQd8HuFkCtIkCAInwx99dAz7m/CtxPcrvM/fXw3HPPuc396FfNCSfY3J85+UEy91eQ3X+/2xqoNQQI4GHMmDG2ySab5IWIlh49etjHH3/sNvej9yw77JAfIlq23FIvaNzWQMkRIEACgwcPttatW+eFiL6s0hdW+tIqFY89ZtahQ36INGhgdtRR+mTMbQ2UDAECJPTjjz/aWWedZY0aNcoLEvX1GDRoUND3IzH1Qbn4YrMll8wPkqWWMrviCnVicbcAMkeAACmZNGmS7bPPPnkhokW9z0ePHu0296Ne8YcfPu8XSDRIOnc2e+optzWQKQIESJnGt1p77bXzQkQv3Q888ED75vPP3eZ+NHVut275IaJll13MPvjAbQ1kggABMvDHH3/YwIEDrWXLlrkQ6TB3OblpU/ugf//0Psm9+26zlVfOD5HFFjM75RSz7793WwOpIkCADKmjoeYAWWLRRW23uTf3a+YuH+om366dJg1xm/v55Rezfv3MFl88P0iWXTa9YwAxCBCgBCaNH28377ijPes+cureXdMYus39fPaZ2f775++/USP1gnRbAqkgQIASmqX50Tt2zL/J64X4kUdqYnW3uZ+XXjLbYIN5+15vPXctkBoCBCg1fZJ76aVmzZvnB4n+/bLL5q1PgzobpvWuBYhBgAC1Rb84jjii8JPcTp3MnnjCbQ2UHQIEqG1vvTXvXUg0RLTstJPZhAlua6BsECBAubj3XrO2bfNDRAMqnnQSn+SiLBEgQDnRJ7n/+U/hJ7ktW5oNHKgOJu4WQK0hQIByNGWK2YEHzptUKhoka69tNmKE2xqoFQQIUM40htaGG+aHiJa//c3sk0/c1kBJESBAudNovrfeataqVX6IqJPgv/6l4YDdLYCSIECAukLzi5xxhlnDhvlBsuKKZi++6LaOp2HfhwyZ9wtGMxzqXYsW/fM++5jddlt6/VBQ8QgQoK6ZONFsr73yQ2Trrd1WhUaOLOwFH7do8iq1Bf4EAQLUVZqDvUsXs/r1500qtTBDh87/5aL26sCo9ys//GA2Y4bZK6+YHX30vHVqo7YPPODuBchDgAB1nQJgYTS3epMm84NhYb3cn3563rsVtdWjrfHj3RZADgECVLottpj/eOrqq921ha69dn579ZAHFoAAASrZq6/mv9uoSUdEtYm+K9E+gBgECFDJTjttfhBoJsSaUttwu9NPd9cCAQIEqGSbbTY/CIYPd9cumNqG222+ubsWCBAgQCWLdj78+mt37YJ99dX87Vq3dtcCAQIEqGThF1VaiplcSm3D7Ro3dtcCAQIEqGQECDJEgACVbIUVeISFzBAgQCVL4yV6167uWiBAgACVzPcz3gED5m/HZ7xYAAIEqGRjxswPAnUOrElHQg0f36nT/O3oSIgFIECASqdHUGEYaJiSP3P99fPbaxgUYAEIEKDSjR0770sqBYK+yho2zG0xn0b4DdtqAEYNxAgsAAECVIN77zVbbLF5waAh2486at7jLY3kq4mq9JiqTx+zBg3mtdGovRoCHlgIAgSoFvqyarXV5j+eWtCiNiNGuFsDBQgQoJpoulpNW7v33mbt2s17TKWlbVuzHj2Y0hZFIUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABe/g98elXIRe9y+AAAAABJRU5ErkJggg==)
PN: 2615-1-46
CAS: 100980-82-3
Molecule Weight: 198.221
Formula: C13H10O2
![1-(2'-Methoxy[1,1'-biphenyl]-4-yl)ethanone](data:image/png;base64,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)
PN: 2617-1-25
CAS: 52807-17-7
Molecule Weight: 226.275
Formula: C15H14O2
TSCA: Not listed on TSCA inventory
