| Product Number | 2615-1-1T |
| Purity | 95 % |
| CAS | 400747-55-9 |
| MDL Number | MFCD04117373 |
| Molecular Formula | C13H10O2 |
| Molecular Weight | 198.221 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
![4'-Methoxy-[1,1'-biphenyl]-2-carboxaldehyde](data:image/png;base64,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)
PN: 2615-1-35
CAS: 16064-04-3
Molecule Weight: 212.248
Formula: C14H12O2
![1-(4'-Methoxy-[1,1'-biphenyl]-2-yl)ethan-1-one](data:image/png;base64,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)
PN: 2617-1-Z2
CAS: 192863-43-7
Molecule Weight: 226.275
Formula: C15H14O2
![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
![2'-Methyl [1,1'-biphenyl]-2-carboxaldehyde](data:image/png;base64,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)
PN: 2715-1-11
CAS: 7111-68-4
Molecule Weight: 196.249
Formula: C14H12O
![4'-Methyl [1,1'-biphenyl]-2-carboxaldehyde](data:image/png;base64,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)
PN: 2715-1-17
CAS: 16191-28-9
Molecule Weight: 196.249
Formula: C14H12O
TSCA: Not listed on TSCA inventory
