| Product Number | 4H03-1-S0 |
| Synonyms | (S)-(-)-alpha,alpha-Diphenyl-2-pyrrolidinemethanol; alpha,alpha-Diphenyl-L-prolinol; (S)-(-)-alpha,alpha-Diphenylprolinol |
| CAS | 112068-01-6 |
| MDL Number | MFCD00075506 |
| Molecular Formula | C17H19NO |
| Molecular Weight | 253.345 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H03-1-S0
CAS: 112068-01-6
Molecule Weight: 253.345
Formula: C17H19NO
![(-)-Diphenyl-[(2R)-1-methylpyrrolidin-2-yl]methanol](data:image/png;base64,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)
PN: 4H01-1-M7
CAS: 144119-12-0
Molecule Weight: 267.372
Formula: C18H21NO
![(2S)-2-[Hydroxy(diphenyl)methyl]-1-methylpyrrolidine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABnQAAAZ0AGY0o52AAACxXpUWHRtb2xTb3VyY2UAAHichZVrb5swFIb/yhGfh/EVmypJVbWaNKndpLXT9m1yiNsiBaiA5vLvdwxpG2AFhej48j7Ht+PjxeUh38LOVXVWFsuAERqAK9JykxVPy+DXw9fQBJerRYoiFBb1MnhumpeLKNrv9yR9drk9lAVJyzzo+i8OddbT7AUpq6eIU8qiP3e39y0TZkXd2CJ1SNXZRd023papbdpZfDJElNtqlxVRJ4/yatd5+8up/yg51JvgYy3X2HeFKDxmWwePZZXbBnacEvzoF3hyhats4zawPmKzIBLXvlrc3ZTpa+6KBoveQ5ba7X1TvabYkJdbl76iMyx8u1kGOQvAruv7xlWuXAaocujBNmV+VVX2CL7kdZaB5WAFWAlWgY3BarAGbAKWUfxjP0MBQwVDCUMNQxFDFUMZQx33B7N1fmYPxxeHy4PvcP3++3FW7v1wh7k/VyGEhpPhROkkRsMo1ihRcWuo0QZC1OgYLSUJpYmvG8W1rxvOha/zxDAIOTFUKggFMUJRb4VKunbJ2vbEKOQVkYoqb7Wm6EeSmMfC97OYxQEccXoICUZbJ0Z5K4lWikMYE84S82Hf2iXhOhHtYEzq1rkUidcZYySEBicjqLexFqjXRHGjfT+NJWvHoUJ6P0Z4TqLe0Nafwp33i+Z4IljniWZ4qNH7qa4W67LYnBUh2yyDtQ8FlPx0jzU/nXgAZbVxFe6+d+Cl5wDvAz4+pgHRB3w0TQOyD/jYmwZUH4hngXgEzCxajwDdA7yyu06r3x19qo1dmb4rf6Gmx05GQDINMNon2tv6jlz9FxmGQXu7Z5hBJHTZYIYZBEOXPWaYQTx02WaGUeMtmEPi0T6zmTBig7Do8t/MMIPz7/LlDDMIgS6/TjN8EARdPp5hhlFwyt+TzDAK1GdMdJZ/orcnCYuj5yo6e8sifMFX/wD63UfikHyssQAATy9JREFUeF7t3QncVdP+x/H7v1eGKxLJPM/hIioiIrlEEjKVmSjKkEoZrsRVQqFLItFgLiERIREiZSiRoUFJypBc873733c/d237rOc5z3P2OvsM+5zP+/XaL/e29jn17Oec9dt7rfX7rT95AAA4+JP9BwAAZIIAAgBwQgABADghgAAAnBBAAABOCCAAACcEEACAEwIIAMAJAQQA4IQAAgBwQgABADghgAAAnBBAAABOCCAAACcEEACAEwIIAMAJAQQA4IQAAgBwQgABADghgAAAnBBAAABOCCAAACcEEACAEwIIAMAJAQQA4IQAAgBwQgABADghgAAAnBBAAABOCCAAACcEEACAEwIIAMAJAQQA4IQAAgBwQgABADghgAAAnBBAAABOCCAAACcEEACAEwIIAMAJAQQA4IQAAgBwQgABADghgAAAnBBAAABOCCAAACcEEACAEwIIAMAJAQQA4IQAAgBwQgABADghgAAAnBBAAABOCCAAACcEEACAEwIIAMAJAQQA4IQAAgBwQgABADghgAAAnBBAAABOCCAAACcEEACAEwIIAMAJAQQA4IQAAgBwQgABADghgAAAnBBAAABOCCAAACcEEACAEwIIAMAJAQQA4IQAAgBwQgABADghgAAAnBBAAABOCCAAACcEEACAEwIIAMAJAQQA4IQAAgBwQgABADghgAAAnBBAAABOCCAAACcEEACAEwIIAMAJAQQA4IQAAgBwQgABADghgAAAnBBAAABOCCAAACcEEACAEwIIAMAJAQQA4IQAAgBwQgABADghgAAAnBBAAABOCCAAACcEEACAEwIIAMAJAQQA4IQAAgBwQgABADghgAAAnBBAAABOCCAAACcEEACAEwIIAMAJAQQA4IQAAgBwQgABADghgAAAnBBAAABOCCAAACcEEACAEwIIAMAJAQQA4IQAAgBwQgABADghgAAAnBBAAABOCCAAACcEEACAEwIIAMAJAQQA4IQAAgBwQgABADghgAAAnBBAAABOCCAAACcEEACAEwIIAMAJAQQA4IQAAgBwQgABADghgAAAnBBAAABOCCAAACcEEACAEwIIAMAJAQQA4IQAAgBwQgABADghgAAAnBBAAABOCCAAACcEEACAEwIIAMAJAQQA4IQAUoMVK1bYfwQA8Agg1brqqqu8P/3pT95qq63mnXHGGd6zzz7r/fLLL/ZpAFCWCCBpDBgwwPu///s/P4CEjzp16ninnXaaN27cOO+nn36yXwYAZYMAYvnvf//rXXLJJSlBo27dupUCiY61117bO+mkk7yHH37Y++GHH+y3AoCSRgAJ0fDUySefHASIWrVqeaNGjfLb3njjDa9nz57etttuWymQ6FhrrbW8Y445xhsxYgTzJgDKAgHkf77//nvv0EMPDQJC7dq1vYkTJ9qn+WbOnOnPj+y8886VAomONdZYwzviiCO8e++911u+fLn9cgAoCQSQVb788kuvYcOGQQCoX7++99Zbb9mnVWnOnDnetdde6+25556VAokOTcC3aNHCu/POO70lS5bYLweAxCr7APLxxx972223XdDh63/rz1x8+umnXr9+/bwmTZpUCiQ6/vznP3sHHnigN2jQIG/hwoX2ywEgUco6gOgpQ08bpoPXU4ieRuKgAKFAoYBR1WouHfvuu68fcBR4ACBpyjaAaH5D8xymM9f8h+ZBckFDVxrCOuSQQ/whLTuQ6NAQmIbCNCQGAElQlgFEK6u0wsp03lp5la8EQU2qDxs2zJ9kX3311SsFEh277LKLP0n/zjvv2C8HgKJRdgHkpptuShlSUs6Hcj8KQct9texXy3+1DNgOJDo0J6Plw1pGDADFpGwCiILEpZdeGnTMCiLKNi8WSkRUQqISE5WgaAcSHVtuuaV38cUXe1OmTClY0AMAoywCyK+//uqdcsopQUes4auRI0fapxUNlUhRqRSVTFHpFDuQ6Nhkk028888/33vhhRe833//3X4LAMi5kg8gK1eu9Fq2bBl0vJo4V1HEpNDczDPPPOOdffbZXr169SoFEh3687POOss/L19zOUDSfffdd96tt97qtW7d2ttqq638J/8111zTf9I/7rjjvPvuu8/7+eef7ZcF37tMRT0/SUrzp/ofLcnde++9g19glATBYqQnDT1xdOrUyX8CsQOJDj2xnHrqqd7jjz9OsUcgjdtuuy3t03340PfsscceS3mtactU1POTpDR/qlU++eSTlARB1bCaO3eufVpiaQ5EcyGaE9Edk/3B16E7qhNPPNF76KGHKPYI/E/Hjh3974cSe9u1a+eNGTPG+/zzz/2njW+++cabPn2617t375QcsbCq/qw6Uc9PkpL8qfQB2GijjYJf3F577RVbgmCxmjZtmnf55ZenBM3woVVebdq08Vd96dEdKEcDBw70vw8a9n355Zft5hQKJpqHtDv/qAEh6vlJUnI/1XPPPeets846wS9NdahylSBYrJQ/cvXVV/v5JHYg0aH8k8MPP9zPR1m2bJn9cqAkff31137foCePyZMn281p9erVK+X/Rw0IUc9PkpL6qUaPHp2SIKglseU+qfzhhx96ffv29Z/C7ECiQ5nxypBXpvwXX3xhvxwoGTfffLP/mdcEeTaiBoSo5ydJyfxU+nDozsL8sjQ3QK5Eqs8++8zr37+/X4PLDiQ6lBvTrFkz75ZbbiELHiVHT936nGvOIxtRA0LU85Mk8T+VgkS3bt1SOsEbb7zRPi12Gh9Vdrj2/OjRo4e/Z7rmGJo3b+53wltvvbX/X/1//bnadd7w4cP9+Ypvv/3Wfsu8UrFHLWFUscdw4A0fCsJAqdh88839z3W2lbDt70mmRylK9E+lBMH27dsHvyANX2mSOBfmz5/vB4sOHTp4m266aaUPh8uhD/Tpp5/u/5sXL15s/5V5o2KPQ4YM8eeLwsUeNSEPlApTLijb5e329zjToxQl9qdSguBhhx0W/HJykSCoMuv/+Mc/vO23377ShyHdoaWzevowR7qyJFUdu+22m1/evZDBRMUezZ2aVqoApSLuAJKpqOcnSSJ/qqVLl6YkCG644Ybem2++aZ/mRGvB77nnHu+AAw6o1MGbY5tttvEr+F533XXeo48+6r377rs1fijVrnmFRx55xC/brvyMdPkbf/nLX/xqvUpg+s9//mO/Vc4p6938W9irBKUi7iGsTEU9P0kS91MpQTD8RBBXguC///1vf/K4qgxvLf1TLS0FFk1Ex0n/dq2AOvbYY6usyKuluFpdls9ActdddwV//4MPPmg3A4lUTJPo77//vr88eJ999vHWX399b4011vD7NVWZWLBgQcq5xSzzq1AE3n777UoJgtnuM65lvlqZpKeYcMetpwANkWnvkB9//NF+WU4owU+d93777VcpkOy0007+00s+zJw5M/h7Ve4eKAXFtIzX/n6HD5VYUV+XBJlfhQJ7/vnnUxIElbuQbYKg6kqpYw7/8vQUcNFFF/mlDQpp1qxZ/jCZAln436ehrXnz5tmnx+q3334L5m72339/uxlIJNdEQpU1CTPfxUxVdX6jRo28wYMH+8PaKjOkf5t2Sd1jjz38c7WCMwkyvwoF9MADD6Ts3qf5g2wSBDWHEi7vrkMfLC2zVVsx0Ra3WmkWDiR//etf/aXKuSzjrg+w/i4FVAUUoBSYpxAtEFEtuepoqb1WSdqdf1UBoTpRztcQvfneJUFmP1UBaV4inKegp4Ns5gP01LHxxhunBA8FpEKufMqEcke0b3r4361lt7kKeOHcmqQ8TgOZ0NYH+lyrXznhhBP8ytWLFi3yF9AoaOjzri2lw/1EWFV/Vp0o52v+Q+dqBWcSZPZTFYASBC+77LLg4itBUEtcXSnoXHPNNSl38jvssINfOysp9CSgLXnDS4M322wzb+rUqfapWdPuiObv0CQ/UEpUVHHdddcNPuPpDuV82ZPupi1TmZyv+U8VdzRVIlRuPgmq/6kKRAmCStgzF17Jbffff799WsY0VxLeVErHueeem7fJ8bh99NFHfs6I+VmUQKkVYnHSPIt5/zPPPNNuBhJP1SQUSI488khviy228IeGzYZSWhWpPqeqofJMAkJYdeeH+yQdO+64o5+wnBRV/1QFZCcI6m5bO+250hBPw4YNg/fTXIeWxSadlh1r4yjzc+kJTU8ncTIr3nbddVe7CUAM7ACihGiVEKoqcBWjogog6uy1LtpcTC2t1di/KyXBhXNG9L9VnbaUqJ5VeI7oyiuvtE9xpq0+9Z56/xUrVtjNAGJiVmGZqtmXXnqpfUpRKpoAos5ecxKmI1S2t4ZqXOn9wjWr9BRSqptK6YkqXMPK3r/AlcrAm/fU4gMAuWWGjjWBnwRFEUBmzJiRsuJBq42ySRDUk0z4ySOOnJFi9+STT/rjt+ZnjmPiW3dE5v1uuOEGuxlxUGWDK67wvMaNPa9+fc+rVctb9ehd8f+Vf5BJKZlVvx//yFTU85E3umnW901D90lQ8E/RpEmTUhIEDz744KyGSxQownMeCh5anlcOxo8fH6wy038VVLKhSUbNrej92rZtazcjG1qKridFBQzToVd1qP3yyyvOTydqQIh6PmLXtGlTv7KERko03/HVV195Tz31VLA45u9//7v9kqJU0E9R3AmCWqobnoBXIMkmGCVRuI6VVpWo0GM2TKa+lgsjJtroTOU01ImvCtDeySd73oQJenTWEkRvVW/ieVo4csopFe06T+en2yAtakCIej5iZ76jVR0bbLCBN3v2bPslRalgnyItnwtP/nbt2jWrBEHp06dP8H4awspVkl2xU+kFcx0aNGiQ1XLl8EqvQpd3KRnXX1/Rgdepoxo9dmuqVU/o3rrrVpyv11VFbToyFfV8xG769Olex44dvZ133tkfetaQ1e677+7nviVpa+m8f4qUINi9e/egU8o2QdB48cUXg+EbDYmV2mqrKHSNtbbdXOPzzjvPPiVjt99+e/A+dkIVHCxb5q16NKzowJ96ym6tms7T+XqdXm+LGhCinl/iNEqhLQy09w+iyeunSJnU4TtarRy677777NMi0+qqcBn2UsjzyJbGVMPXZOzYsfYpGdEyavMePXv2tJsRlbZbVud9xBF2S/UOP7zidVVt1xw1IEQ9v8RpwYn5jGtBDzKXt0+RKk5qYsj8ovTINkHjvjEIF0ZUhjkqqEyLGSbUkmYlaUalOSntVaD30AIHZEmTo+q8H3rIbqme9mXR6xRIbFEDQtTzS5wpsKjjlVdesZtRjbx8inQ3rPLF5peUbYJgmPITzPsqj6SmnQHLzYUXXhhcH9cniCZNmviv19BgtvNUZW/zzSs67/nz7ZbqqYS/XqfX20xAiHrARwBxl/NPkZ0gqCqT2SQIhunuOLyfR5IKI+aLqouazbK04s1l98YuXboE11j7lCALa65Z0XlHXdig8/W6qsp824Eh0wM+Aoi7nH6KtAmUCv2ZX442S4lzhYF2EjTvrSXAqNrQoUOD69SmTRu7uUYjR44MXp+kQm9FKZcBJFNRzy9xBBB3Of0UKYnP/GIaN24ca06GigmaO2sVICv2/TwKScNOpsaOVr1pP+YoTHasjmxWdGEV5dOo887FEFamop5f4ggg7nL6KVKuh/nFDBkyxG7OSviX7jq2X060CstcL62Ei0LLguvWreu/VoEIWTjssIrOO+okus7X66rKUI4aEKKeX+IIIO5y+in6+OOPg19MnKujNFFuCiUq27pcEwaj0FOImS/SsKJ2PovCrKDTa/X0B0f9+1d03q1a2S3V07JfvY5lvLEjgLjL+adIafn6xWj+Iy7aPMn8wrXFLTITvm5K5oxCW3zyJYuBypRoHkMlSjJdxv700xUdvl6n19uiBoSo55c4Aoi7nH+KDj/8cP8Xo6RB5YLE4YADDvDfU5nnCxcutJuRhlat1atXz792qm0VZUmuCr2ZL5m+cMhCnz4VHfh666mEgt2a6qWXKs7T+X372q0VogaEqOeXOAKIu5x/ilQewPxypkyZYjdH9sknnwQVYlU4EdF06tQp+H2o/EumNExoXseKtywpcB9zTEUn/uc/e1779p737LMVTxcqpqhyJRMnqhBZRbvO0/npAn7UgBD1/BJHAHGX80/R06sev80vJ44tV8MBiZIl0b366qvB9TvnnHPs5moph0ev02ZfyNLvv3uehhFrKue+6sndP0/np2POzVTU80scAcRdzj9Fy1bdTZknhnbt2tnNkWnTeb3Xuuuuy2SuA62oMoFAK6t+r65jsujJw3zRWLgQk1VP1P6+II0aeV69ehUBQ//dZ5+KfUDUXpOoASHq+SWOAOIuL5+ibbfd1v/lbLXVVnZTJPPnzw9+0SdrDwU4ufjii4PrqLLSmQp/0bR5FVAKCCDu8hJA1NmbX1A2+5IrC9q8j1YUwc24ceOC6xhlQlxfLvM6rcoCSgEBxF1eAkg4oTCbbVbbt28fvM9n2ksaTr7++uugSm/r1q3t5rQ0ZKjVdHpdUrbcBGpCAHGXlwAyderU4Bd05ZVX2s0Z09JTvYeGxJAd5eXoWmoeRPMimdpzzz39162//vqRXgcUq7vuetzbdNPW/jFtWjK2ki0WeQkg2lLVFFVs2bKl3ZwR3TWbIKQnEWRHlQHM9Vy0aJHdnJZqYZnXuVT2BYrNqFHvenvvfZd/zJy5xG5GNfISQKRhw4ZOd7zGa6+9FnRc1157rd2MiAYMGBBcz5eUrJahYcOGBa8bNWqU3QwkDgHEXd4CyPnnnx90PC77lYcn0B955BG7GRGFJ9LvuusuuzktVfI1r9M+IXCkpMB33qlIHERBEUDc5S2ADB8+POh4RowYYTfXSBV3zevfffdduxkRffDBB8H17Natm92clsqfaGdCvU47FcJR584VuRht29otyDMCiLu8BZDZs2cHHZa2WY1KJcjN67///nu7GRFpRZW5ntpTPormzZv7r9Ne6aqvhYi07XLt2hUBhPL4BUcAcZe3AKI7V2WPq+PR/uhRHXPMMf5rtfzUZQ4FlakYpa7p0UcfbTdVK/w0+Oabb9rNqMm4cX9kg2exKhHxIIC4y1sAEbNDofbm/vnnn+3mapnXKgghHuutt55/TQ8++GC7qVpjxowJAsjgwYPtZtRERRJNAJk5025FnhFA3OU1gPTq1SvoeN544w27uVraElevUy4I4rH55pv71zTqE+Hnn38e/B6j7m5Y9jTkZ8qzb7ed3YoCIIC4y2sAefzxx4OO57bbbrObq7Xbbrv5r9thhx3sJjjStdQ11bWNyuwIqV0OEcEzz/zx9NGjh92KAiCAuMtrAFm8eHEQQDp06GA3V4snkPi5PoFI27Zt/deq0vK3335rNyMdldA3AWTaNLsVBUAAcZfXACKm04r6JMEcSPxc50DkhhtuCG4GnnvuObsZVVHpfJVqV/DYckvV1rfPQAEQQNzlPYAce+yxwZ2rypNkilVY8XNdhSUvvPBCEECuu+46uxlVWXXNgqePiy6yW1EgBBB3eQ8g/fv3DzqeZ7WNZ4bIA4lXNnkgsmLFCqeKvmXNJA/qiGF7Z8SDAOIu7wFEdZdMxxWlphWZ6PFyzUQPa9Cggf/6jTbayG6CTaVLNtmkInhsvHH6/c2RdxMmfOwHj332uctbsOA7uxnVyHsA0dODGTo56qij7Oa0qIUVL9daWGFnnHFG8B7aLRLV0D4TCh46OnWyW1FA//nPf72xY+d4L7/MZziqvAcQMUty69evbzelRTXeeLlW4w278847CeqZuuSSPwLIpEl2K5BIBQkgZ511VtDxZLqzIPuBxMt1P5Cwt99+O3iPyy67zG6GoUUfW21VETy0Cuu33+wzgEQqSADRkInpeB566CG7OS12JIyP646EYb/++qu31lpr+e/TrFkzuxmG6oWZp4+zz7ZbgcQqSACZOXNmEEAuvfRSuzkt9kSPh+ue6FVp2rSp/z5rr72297vyHFBZz55/BJAJE+xWILEKEkB+W/UI/9e//tXveA444AC7Oa3wRPo999xjNyND4Qn0m2++2W6O5JJLLgne6x1tkITKtt++InioBhbl71FCChJARIFDnY4CiQJKJrTSx3RWJ598st2MDF188cXBdZw+fbrdHMmDDz4YvNfQoUPtZiioKnjoiFi+Byh2BQsgGroyHc+MGTPs5rR23HFH/zUqaaJkOESj+Y6tt97av4aa/8h22OnTTz8Nfo9nM75f2dVX/xFAHn/cbkUemWRBHS+9NM9ursSci/QKFkAefvjhoOMZMmSI3ZzWP/7xj+B1o0ePtptRg1dffTW4fueosF8MNtxwQ//9dt99d7sJu+5aETy0A+GPP9qtyKNwADnmmAe9X3+tPpmTAFKzggWQefPmBR2ZlvVm6pNPPvHraOl1hx12mN2MGnTq1Cm47i+++KLd7KRVq1b++ylBdOXKlXZz+Zoz54+njxNOsFuRZyYgtGv3iP9flTCpDgGkZgULIKJEQnU8u+ouLQIzf6IOa+HChXYz0tD+5fXq1fOvnZZEa5vhOPTp0ycISpMnT7aby9ai667zPjcBZNUTNwrLBISpUxf6/23efLj33Xc/2acFCCA1K2gAUSkTEwiiFEjUCizTYV1EVdOMha9b9+7d7WZnzzzzTPC+N954o91ctgbstZd386pr8thaa3m/82RWcOGA0KXLBP9/9+//qnXWHwggNStoAFFJEpfhlJ9++inYEU+ruJYuXWqfAoueNrR7oK5ZrVq1vAULFtinOFu+fHkwrHj88cfbzWVJiws2XXU9Gq86+rVpYzejAMIB4bPPvvUaN77bP/S/q0IAqVlBA8jEiRODANKvXz+7uVrKXzCvVaVeVG/s2LHB9crFPuZmaExPk1rOW+5BXU9i5nqPGDHCbkYB2AFBTx/6/3oaqYp9PioraAD55ptvgjtXbTQVhZbwmtU/tWvX9rfLRdX09LHXXnv510rX+/3337dPyYqGxszv0RzKdG/evLl3++23O9faSrImTZr412H11Vdny98iYQeEFSt+9g4++D7/z1577fPQmRXs81FZQQOImLwObXUbVXhzqhNPPNFuxv/oicBcpzYxD6f07ds3JXDYgcQcKnmiCsBafVfqtLDDXIcjjjjCbkaBVBUQRo9+z/8zrcxSWfewqs5HqoIHkA4dOgSdTNQ7Va0qMuP6OtibuzLd/ZonNd0Nz5071z7FiZ5qOnfuHFx7PXHoaUNPgoMHD/b3WTf7vtjH3nvv7W+DG9e/pdjceuutwc9KyZ3iUVVA+O23/3ht2z7k//mjj85OaavqfKQqeAC57bbbgi+bxumjCu/NvcMOO/gT7PjDhRdeGFyfuOaKdI2PO+644H3XWGONKvcD+eqrr/wOVPk6Cl52INGhJdxKDn3vvffslyfWgQce6P9sq622mrds2TK7GQWSLiBoIyn9eYsW93srV/4S/Hm68/GHggeQN954I+hMLr/8crs5I9rT27yH9rlABT2Rmaq7WrUWR5KfnmhMB6mjTp06GW1Ipdfdd9993tFHH+2tueaalQKJju23397r3bu399Zbb9kvT4wvv/wyePI65JBD7GYUUHUBoXPnp/22QYNeD/6suvNRoeAB5Oeff/bvYLP5wulLu8kmmwQdESVOKu7+w9fE5enOpuEplSsx76n3d9mfXoHsgQce8Nq1axdUZbaPrbbayq+XptIrSRLepfFf//qX3YwCqi4gfPLJ116jRkO9ffe92/v88xX+n1V3PioUPIBI48aN/S+cCiS6Zkcrj8Tc+a2zzjrehx9+aJ9SNlQw8cgjjww6svPOO88+JbI5c+b4nbp5T809xTEh/uOPP3pjxozx58L0e7MDiQ49PV1wwQX+k062xR9z7dBDD/X/zXry++KLL+xmFFBNAeH666f47d27V8yl1nQ+iiSAhMfpZ82aZTdnLFxSQ8Mh5ZqLoGEgcx0aNGjgd9LZ0H70G2ywQfCeWqKai7F9PY0+/fTT3plnnumtv/76lQKJDpW/URFI5RBpR8RiooRKzXvo3xllnxvkR00B4ZtvfvIOOmi4f87bb39R4/kokgCiRCvTQWjTKFd6etGErXmvhg0beitWVDyOlovwdsEaHnIZYgp76qmnUoaZVDgxH2X0tUfMpEmTvI4dO3obbbRRpUCiQ+XoTz/9dO/JJ58sisUT4Q3PBg4caDejwDIJCCNGvOuf0779mIzOL3dFEUA++uij4It3/vnn282RqKaWAod5P82r6M62HIwfPz4YxtN/1bFmY9iwYcEdtY4zzjgj482/4qQbg5dfftnr2rWrny9kBxIdSibVYgqtBstHgKuKGTZUDkicpWIQ3YIF33lff5365J1JQFCJ9zZtHgzOTXe+3n/58sJ8zopJUQQQjdnrblJfPnX+2dLQlYawwkEkSrHGJFKwCK9u0mRuNpSnEe6gXVfI5YKG1FQMcptttqkUSHToiUmVDUaOHJm33/t3330XLAbRnB4KQ3kdAwe+7u2zT0W1XQ1LGdUFhLAXX5xXbQDR8JYm3A84YJg3btwcu7msFEUAETP0pEJ/2Y7Zi1/M7n8FF01g0mqtUqRVZ+EnhV69etmnZEx3+5qwNu+lyWDl6hSrt99+27vyyitTEkrDhzp1PRkMHz581R3p1/bLYxNOHoxa1w3xWLhwhXfqqWODjl+d/OLF8d9ATJr0aUqA6dnz+ZT8kXJSNAFEnYD5Asa1dFNBJPwkov9daquz1HGZXA8duo6uNNSnarrhzlc7RybF7Nmz/YUUf/vb3yoFEh26OdEqKc0TxX0zEb5ZUVBDfj399FyvWbN7g05dNa4mT55nnxabe++d6TVpcnfw97Vu/YD37rvxfqaSoGgCiIZgzBfwlltusZudaTgrPCeipaKlkCeicX5V1TU/l8bdb7rpJvu0jGkI5qCDDgreT0uqo5TYLzbaufKGG24Ilojbh4Kufl49XX3+eeVCelHoMxZ+b33GLrnkEuZB8uDf//7Vu+qqF1OeCM4554lVNwjZJ83W5P33l/qBw/y9Kg0/bNiMSjW1SlnRBBDdEZov4EknnWQ3Z0Xj4C1btkz5kitjPY6hskLQooPddtst+Fl0Z51NzSUlCIbv2pUg+M4779inJZY6ct2UaGltumKP++23n1+C/bPPPrNfXqNu3bpVej8dGlbUZ5knktyYPfurlAlvdeB33TU9rx34Dz/84vXqNSklgHXs+NSqm4of7FNLUtEEENl66639L962225rN2VNY/vXXHNNSoE/1c5KUgFGrYDSU8baa68d/Azamnbq1Kn2qRmzEwRVHTmOBMFipeQ+ZYhXV+xRT6yqMqxAnYktt9yy0nvYhxZyaJUcsvffVfHh/vvfSRlCOvLI0d7MmUvsU/PmiSc+TBlCO+SQ+/0aW6WuqALICSec4H/ZdJeoUhy5oOKLG2+8ccqXW6Xgi30/kWnTpnl77rlnyr+7RYsWWSVLvv7668FGUDpylSBYrPSz6snt73//e43FHtPl06jGV7qnmqoOvZ+WR6uSNKLT0llTt8ocyhzX3h6FNn/+t94pp/yRP6JDm1b98ktxV0/IRlEFEN1dmy9aLu/W1OmGCzDq0Lh1jx49suqQc0FPCO3bt0+5W9YyVQ23ZFPWQ9c3nCCofSt++KE8Hrurojmg+++/398vpbpij1rh9uabbwavu+KKKyqdl8mhYcJ//vOf/qZqyMzUqQu9li1HBJ3z/vsP8x57LLUEe6Epj+Tmm1/zlxGbf+dJJz3qffppaf6eiyqATJkyJfiCXX311XZz7PQ0Yi//XGuttbyLLroo64nVbKmky8knn1xpmEUdfbZDTMqYDi/7VTZ3IRIEi5UC6YMPPug/EYeHC8OHhv00Ua4hRLstyqH31+ct299pKVNuxy23VOR2mE75xBOLu1N+9dUFlYLd2LGllzNSVAFEK4tMx3b44YfbzTmhoQTtbGg2XTKHOm7lpowaNSpvk+26C9YSU03o2h2NAl1Ve25Edf3116e8b1x7hJQq/e5VyVgr3rQyzf69xHXoc6+AleRS9rmgjO9wWREd/fq9kohhoWXL/u116jQ+5d+u4bbvvy+d4cuiCiBixvlVTC+fFLy0UidcAt0cGt7SkJfGy11W6VRHu/Ipa1yZ03r6sf/uXXbZxV927Fql2NDrw0UrtYxVOSTInG42JkyY4Bd7DBeXjPvQ8uJsy9CUgqee+qjSxHQucztyQSvC7rsvNWfkqKNGe++8U7gJ/zgVXQBR8TzzRSrElqdKplOg0JJP+4ttDpXQ0PCSyn08+uij/gRrTcX81K6lsXqKuPbaa/2J+3Srd/T0o6Gqxx57LOvAIUlPECxGGvLbYostKv3u4jx083D33XeXTS03Q0tjr7jihZQ793PPfTLRS2NnzVrqHX106pLju+9+O69LjnOh6AKIOm/zBdKGQjV1zLmkTHatwAlns9d0aExby5HNkW4MvapDuR0qgxHnijANizVv3jz4O5KeIFgs9DQSrgCQy0PViHWzonLxpa5UO1opxcBYdAFES0vDX55iqLIq8+fP9yeftfFRuGxFNocqy2oCW+Xs4wwahnIe7ATBmTNn2qfBgYY77d9nrg+tmtMwpG5sSo0CxNChL5XsUE+YPTSX67IruVR0AURDNqYyr30UospqOlp+qf3cFVS0/FelzrUEVHf7zZo1858+9F/9f/252nWeivopp0P5A7mkml8mMVOHEgTjnr8pZ+GtffN9aIjzuOOO8z9/pUA3Om3adPS22OIkb9dd+/idao8ez5fUZLNNiwM6dKi8OODnn5O1GrLoAogxY8aMoqiymkTqWMIJgqoHlavEzHKkmxx7eXWhDs3VjRs3zt8SIYm0A6VWQNaqtZ63wQZNvQYNOnljxlSdtFlq7OXJDRveuapP67fq5m+efWrRKtoAElbIKqtJoy9keN5Fy6HLOUEwF7Rqzv4MFvrQjdaQIUMKOmcYheaQLr744pQs/saND/Pmzi2/ApQmQXLnnXt5m212jFe//t+y3s8nXxIRQMLyWWU1afQ0Fk4QPO2000gQzIFwdediO7RnvG62irkkjYZX99prr5R/d5cuXcputVnYsmU/eB069PPq1m246um2ohKChuuLvVJB4gJImKmyqrmGdPWIsqmymiQqixG+BppvSeqwRrFTJ61rrGAdLgdTTIdyijp37lyQpfDVUR2w8BOy8mmeeOIJ+7SypO/rzTff7o+omOujpeKq0FGsEh1AwjQRd8cdd8RaZTUJNB6vuzfzM+oJbNCgQfZpiIkyxc21Puuss/zrrzwgdYzayXHvvfdOW5ixEIc+D23btvW3AS6kFStW+KXtw/82fVcXLVpkn1r29BkLpw6oP1Ml8Wxq3+VKyQSQsEyqrDZo0MCvt5WuymoS6JG/Xbt2wc+kn/Whhx6yT0OMtDe8ud6ab6qKxve1B8jgwYO9s88+29tjjz3yljNS3aGncZVliSM5NQotzQ/vX68nN+W15PvfkSRaZaqUgfDvTyMtCxcutE8tqJIMIGGuVVaLne7o7ARBFYdEbmkPGV3vOnXqRCrJrhwm7duip0PlNSnL3P4c5uvQz6A9UXI94a4AoaHV8LyclpYX+mkoSZQjplJK5vopxUE3AcWi5ANIWJQqq6+88or98qKh4Trd1Zp/s/Y3IUEw9/S0aq65SuxnSzcBCvoDBgzw8zrCeTv5OLTUW0/huVjircRYbaIV/vv0vdMNHaL5+OOPvX322SflWp5//vl5K/JanbIKIGGZVFlVxrkmIlX6o1jGHzV/E+5odDdZ6gsEioU6W3Pdc3UXqJwmDY1prk5PzfbmZ7k49GR+3nnn+auj4vDUU0+l5CHpZi2bLZehfUZ+9S677LKUhTLanOy9996zT82rsg0gYZlUWVWyk8azn332Wf+XWQh2gmCjRo1ycveIqukLazrEfN796W5eyYLavEpFNlWp2v58xnFonkZBy/XpW3NyXbt2TXlPVdfWpmiIh/qf8E2FVttpOLJQCCAW5U1MmjTJvyNLd/e33nrr+TkWWn6Y63FkgwTBwtLdubn2WrhQaKqHpUrQ3bp18+fC0j1Fux7Ks1I16EyfvBUk7C2XtVFWOed25IqSpfX9D1/rY445piAVOQgg1dC67Jdfftn/IqQr3a1ijyrtrvLouSr2eN9996VMRGrYjQTB/ApvxFWsK91UsUF14vR53XfffWPJUdl2222922+/vdrPtkrOh29u9JSsYSzkjvombQEeXmWq4qyTJ0+2T80pAkgEWo6oBD19qewvmg49TmrNvb7EmiCNg7Luw+Oe3bt3J0GwAEz2ueYLVq5caTcXJT09aA8adfCdOnXyf4ZwklqUQ0O7GkILlwrShHh4GbmOFi1a5KSyNKo2ffr0YGWgDuWMaK4u0yfHbBFAHGnV01VXXeXtvPPOlb5sOlTssVWrVn61Xpd9HLQEMjyerPHpgQMH2qchD7RIwQRxzREkmYaUlKimpwrN+am+XLoqDlUd+lyfc8453gMPPJCymEOBSUt2ye3IP93QaEg9/Hvaf//9/UoduUYAicEHH3zg7zIYXlobPjT8pDszFbtbsqTm/Q00qa8lj+b1ekzV8mMUhpbZmt+FcopKjebSNHGuGxQNx6argJ3uUJJgqZSWT7JRo0alzIXpplPzWLlEAImZij1qV8EmTZpU+qKZX+qBBx7o70deVVaphr5U4sGcryQiTeqjcDSfoN+FAnmu93EpFhqeev75573+/fv7Rf2UH2V/lnVo8jau4VpkT/1P+AZAW17kEgEkh/QIqbu66oo9qnPSl1TDJEoQDK9k0Sow7YuCwlFFZ/O708qXcqahWE2O6wbIfEaHDh1qn4YC09Ck+f3k+uaTAJInCg6q8a/s3PCKqvARXlGhibFS3Lo0abQtgPmdaDIanl8A0dT2Ur05FA+tzjS5YltuuWXOF9wQQApAxR5VvVV3tFUVe1TZgqVLl9ovQwFobxn9ThT0Sdr8Q9OmTf3rosnzYt+zopzoicP0I9qwK9cIIAWmsWYVTDNzJso3Scoy0VKnJatmawA9OeIPykEwHZXylFActFzb/F5cKwpEQQAB0tCqOfNlVGl2/GHevHnB3FDr1q3tZhSAllBvsskm/u9E/83HkmoCCJBGy5Yt/S+jxvs1h4VU2jxL10fJldq/AoWlnQvNDY+KwOYDAQSoguoKmaxtJWWhMiUOmg6LPKXC05yH+X3ka28gAghQBVUQMF/GW265xW6GV7G1gLlGxx9/vN2MPNJqK6260u9Cq7AoZQIU0FFHHeV/GTXOP3/+fLsZ/7P77rv710nFFKsruIjcmjZtWhDMte1EvhBAAIsyq1XzSV9G7bmC9K655pqg4xozZozdjDxRkVfze9DeRvlCAAEso0ePDr6MqoaM9LQjnrlW2usdhbHddtv5vwPtVaRaevlCAAEsqv1kOsW5c+fazbDsuOOO/rVSIT82kMo/VQY3n1ftFZRPBBAgRJVpzUZMKnWOmvXq1SvowNhIKv+0rYS5/tr6OJ8IIECItok1X8Y+ffrYzaiCNjUy1+yMM86wm5FjDRo08K+9dkfN1xbbBgEECNF+GKYznDVrlt2MNMzmUuuvvz7bLeeR9iIyn9cTTzzRbs45AgjwPxq/1/4r+jJqp0lkrlu3bkFH9txzz9nNyJG+ffsG1/2RRx6xm3OOAAL8z5NPPhl8GbX/NzI3derU4Nqdd955djNyxOwftNZaa/nzd/lGAAH+5/TTTw86QTbyikaZ0Jtttpl/7TbaaKO8FPIrd9p90HxetTNkIRBAgFV+/fVXr27duv6Xcdttt7WbkYELL7ww6NAmT55sNyNm2snUXO+RI0fazXlBAAFWefbZZ4Mv42WXXWY3IwMvvfRScA27dOliNyNmZg8hbUqnfYUKgQACrHLuuecGnd/rr79uNyMDKuBXv359/xpuvvnmOd9OtZwtXLgw2I+lVatWdnPeEEBQ9uj44tOxY0cCcR4MGjQouM7aHrtQCCAoe+Ghl65du9rNiGDixIkMBeZBs2bN/Gu82mqrecuXL7eb84YAgrIXnvx9+eWX7WZEoMUISibUtdxmm23sZsRgyZIl/i6ZusYtWrSwm/OKAIKyxvLT+IWXQ7/99tt2M7J0xx13BNdX/7uQCCAoayTAxS+ckNm7d2+7GVnSU4eurZ5C9DRSSAQQlLVLL7006OwowREPlYRRaXdd05122sluRhY036F5D11bzYMUGgEEZc0UAdxggw0oAhgjilLmhlZcmeuqlViFRgBB2XrrrbeCL+OZZ55pNyMLjz32WHBtKYsfH+V86JoqB0S5IIVGAEHZCm+ENH78eLsZWfj3v//NxlwxU7a5ss51TRs3bmw3FwQBBGXLbMVap04dtmLNgeOOOy4I0GwNnD3VuzLXU3WwigEBBGXpvffeC76M7du3t5sRg9GjRwfX+IYbbrCbEZEq7prrqUq8xYAAgrL0j3/8I/gyjhkzxm5GDFasWOGtscYa/jXeZ5997GZEoL0+tOeHrqX2ACkWBBCUpd12283/Mq699tr+eD1y46ijjvKvsyZ958+fbzcjQ9pt0NzwaBfCYkEAQdn58MMPgy/j8ccfbzcjRsOHDw+u9S233GI3I0Pa79xcR+2DXiwIICg7119/ffBlfPDBB+1mxOjrr7/2atWq5V/r/fff325GBn766Sevdu3a/jVs0KCB3VxQBBCUnb333tv/Mq655pre999/bzcjZocddph/vVV6Y/HixXYzajBu3Ljghueqq66ymwuKAIKy8tlnnwUb8Rx99NF2M3JgyJAhQQc4ePBguxk1OPXUU4PrN3PmTLu5oAggKCs33XRT8GW8//777WbkwNKlS72//OUv/jU/+OCD7WZU45dffvHWW289/9ptt912dnPBEUBQNlSTyZRu17j8N998Y5+CHDnooIP8665A8tVXX9nNSOOZZ54Jbnh69OhhNxccAQQlSWWuH3/8ce/yyy/3y1+b6rDmWGedddj7I49uu+224NoPHTrUbkYa55xzTnDdpk2bZjcXHAEEibdy5Up/W9oBAwZ4xx57rL+veThYpDs6depkvxVyZNGiRcHc0+GHH243owq///67V69ePf+abbnllv7mZ8WGAIJE0ZdKE4mamNXdmQr1mY4p3aECdFp51aVLFz8D3SyJ1HHttdfafwVyZL/99gt+Hwwf1uyFF14IPqcXX3yx3VwUCCAoavPmzfMeffRRf+OnAw44wM8ctwOEfeywww7eKaec4u+XoMd+u1Cinla0hNecf88996S0IzdYwBBN586dg+s1ZcoUu7koEEBQNL799lvv2Wef9a677jp/ie2GG25YKTjYhzaCat26tb/nxIQJEzK+s1VQUl6C3kMTu9qGFbnFEurMaX5uk0028a+V/lus83UEEBSElidqQydNrnbo0MHbeeedKwUH+1AxuaZNm3qXXHKJ9/DDD3uffvqp/baRKCfBvLf2rtD+6Mithg0b+tebJM7qvfLKK8Fns5jn6gggyAvVnxo1apTXtWtXr1GjRkGV1uqO3Xff3d8p8I477vBmzJiRky1ne/fuHfx966+/flHVGSpFlJHJjOY8zHWaNGmS3Vw0CCCI3bJly/whoSuvvNJfcWMSoao7Nt10U69t27Zev379/MnDfN6dKkiZf4dWu2jFEHIjXMiyXbt2djNW0Wqrrbbayr9GWoWVixunuBBAkBWVQn/11Vf9SqvqELbeeutKwcE+lIOhjGQlRo0dO7bgHbZWdh155JHBv0+l3jUfg9wIl9L/8ccf7eay9+abbwafxbPPPttuLioEEESinfy0aun888/3N7YxJSrSHauttpq31157+ecPGzbMf30xUiDcd999g393s2bN/CqoiF94My/dQCBVz549g+ujhSHFjACCtPRkoC949+7d/ScGPTnYAcI+ttlmG++EE07wn0j0ZJKkzZqWL1+eMpmvIbViXf2SZGwnXL3tt9/evzYa+tVik2JGAIFPcw6arNMchPZeNksIqzvq1q3rz3GoxLTmPNQBJ512zdN8jPkZ9eSE+ClXR9e3Tp06lfJ0ytk777wTfPa0OrHYEUDKkCbltKrpX//6lz+BbMakqzu0aqpx48b+Kiqtpvroo4/sty0Z7777bsrEv3JMEC/VKDPXd/z48XZz2dLNmLkuquVW7AggZUaZ2TXNW+jQUI72IVCexvTp04v+UTpukydPTslWv/vuu+1TkAXlAJlrq5sYVNCOg7omKreThAUGBJAyc9ppp1UKFvXr1/czg5UBPnHiRO+7776zX1aWHnvssSDY6r9PPPGEfQqyYFbsqZpAMS9VzZc5c+YE30nNIyYBAaTM7LHHHv4HVKujNBSlMX+kp2E+86VWJrwWBiAeqm9mru3zzz9vN5cd3cCZ66FKC0lAACkjn3zySfAB1QojZOaKK64Irpuy1WfPnm2fAgcqHWOuK4sVPH+5u7lR0RYFSUAAKSP9+/cPvrB6+kDmzjrrrODabbHFFt7nn39un4KIlHFtVrxtvPHGZb1kWnXdzOerTZs2dnPRIoCUEa2i0gdUK6qKaZ5DFXTfeOMN79577/Wz08844wz/S9S8eXM/oU9j5fqv/r/+XO06b/jw4f6igHxkjStb/aijjgq+5Fq5lmnlX6R3wQUXBNf05ZdftpvLxo033hhchxEjRtjNRYsAUiYWLFgQlNJu1aqV3ZxXmndRsNA693DORTaHdiE8/fTT/S/f4sWL7b8yFkqKNJsi6SBbPXsvvvhicD2bNGniXXPNNWV5mF00tdlWPm6I4kIAKRMDBw4MvqgqKZJvekRXCQuTZZvJoVpJevowRyabSZlDTwhKiow7mChZcpdddgn+HiVd6ukEbnTtMqnMXC6Hls8nCQGkTGg3P31AtfoqXxnjyjBW3Szzd1d1qPTJySef7K9A0SZPSuKr6a5e7crYfeSRR/wtaU888US/iq793jq0/PaII47wl+TGNcaup7nNNtss+DvOO+88+xREoKFJ+/dWroduspKEAFIGvvjii2D3vUMPPdRujp2GelQLq6pyKKqnpe1mFVi0Q12c5s6d6915553escce669ksf9uPTmMHj06lkCiek7hbHUNQ8CdEgv1edAWxuV4qMy9jqQhgJQBbchkOjp1sLmibHWt9LK3otVTwGGHHeav/MpXdq0WCdx1110pcxbm2Gmnnfynl2xp0jecrT506FD7FKCkEUDKQIsWLYKOfMmSJXZzLLQJlDrmcEetp4CLLrqo4EteZ82a5Q+T2SVcNLSlu79sjBkzJiVbfdy4cfYpQMkigJQ47Q6oeQ91cFo1FLelS5f6Q1LhjlnDVFpmq7ZiolIRKh8eDiTaC11LKLOZCA8/4ZGtjnJCAClxmmswndugQYPs5qzoqUMJYOHgoQntuFc+xU25I9oMK/zv1lNaNgFP2/ea91K2up56gFJHAClxGqZRp6YckIULF9rNTjQJrUnj8J289nd47rnn7FOLlor33XTTTSlLg7WySuU1XGn7UfNeZKujHBBASpgSkpSYpA5NSVpx0MZTLVu2TLl7P/fcc/M2OR437WsS3g+lVq1a/lObCw2DtW7dOnivXXfdlWx1lDQCSAkbOXJk0JlpnD9bGuJp2LBh8J6a69Cy2KTTsmPtfWJ+Lj2t6enEhQJp06ZNg/dSDkxSgytQEwJICVOWtOnIlAmeDb0+nEWu/53EdevVufXWW4N8GR2a13Dx9ddfp2Srq35XNpP0QLEigJQolYM2yXQqE50NBY9wzSo9hXz55Zf2aSVBT1Rm1ZqOXr162adkxM5W79ixo30KkHgEkBKlDWlM59W3b1+7OWMatgo/eRxyyCH+PEgpe/LJJ1MSBF2TL99//32vbt26wfskrUwFUBMCSInSlpim4/rggw/s5owoUITnPBQ8VN+qHIwfPz4lQVBBxYWdra7seKBUEEBKkIoN1q5d2++wGjRoYDdnREt1VX7EdHwKJCtWrLBPK2nq7M3Pr4RDFXp0MXbs2JRg9Pjjj9unAIlEAClBKqdhOr6rrrrKbs5Inz59gvfQEFY2SXZJ1rt37+A6KBi7rqjSMJh5H81NvfLKK/YpQOIQQEpQeEmqyp5HpU1+zB2zluqW2mqrKLTt6pFHHhlcz2xKtyuYm/fR3AjZ6kg6AkiJUUVcU2ZcTw5RaXVVuAx7KeR5ZOurr75KuSYaknJ1zjnnBO+jXejiqg4AFAIBpMRMmDAh6KB69uxpN9coXBhRGeaooDItJkdES5q1TNqF8kGOPvro4BprWEx5I0ASEUBKTLgek4oGRqHiiOa1qm1V086A5ebCCy/MKjgbdrb6/vvv7zy3AhQSAaSE6O62Xr16fqekLV41fp8pDX2F9/NIUmHEfFFtMbNZlmqMaQdEV3rq0NOHud56KiFbHUlDACkhkyZNCjqkiy++2G6ulnYSNK9VSXZUTbsOmuukEiXZ0PyH5kHM+zFkiKQhgJSQTp06BZ1RlGWiKiZo7qyVP1Ls+3kUkvJjVBpG10pFF5Vtng07W/3qq6+2TwGKFgGkRKhjMyuF9F/9/0zdfPPNQQeWzdh+udAqLHO9tGQ6W1OmTAnqlukYMmSIfQpQlAggJUJPHKYD6ty5s92clibKTaFEZVuXa8JgFArOZr5I+4eocGK27Gz1bJYKA/lCACkRmvMwAUSrqTIV3vL2oosuspuRRvi6de/e3W52oicP8556ItGTCVDMCCAlQKuttOpKHY9WYUVZzaMNj8xdL0ltmdOqNbPiTWXbowwZVkdzICaIaG4k2zkWIJcIICVA+R6m01EeSKY++eQTfyJYr1PhREQTXrSg8i9x0Wos876qKjBz5kz7FKAoEEBKQI8ePYIOR5nomdL+FOZ1lCyJ7tVXXw2un0qUxEVPkFoibN5bS32BYkQAKQFmwyfdrWpoJVM77rij/7p1113XX8qLaDR0uPXWW/vXUMNNUYYOaxJ+qtx1113tZqAoEEASTtV2TUcTZUnp/Pnzg9edfPLJdjMyFF68MH36dLvZWbhyL/uHoFgRQBIu3NFoH5BM3XvvvcHrtKIIbsJ7ryifJi6mzIkSO6mThWJFAEm4cEcTpfhh+/btg47vs88+s5uRIdW0MlV6W7dubTc7mTNnTvC70dbEQLEigCSY9jp37Wi09FSv23bbbe0mRLTHHnv411LzIFEKWKZz3XXXBb/Xhx9+2G4GigYBJMH69u3r1NHortm8Tk8iyE542e2iRYvs5shMrS0lE7ruOwLkAwEkwfbcc0+njua1114LOrxrr73WbkZEAwYMCK7nSy+9ZDdH8umnnwbvlW21XyDXCCAJpSRA09Ecc8wxdnO1whPojzzyiN2MiMIT6XfddZfdHMmNN94YvNeIESPsZqCoEEASKtzRjBw50m6ulirumte+++67djMiCs9FdevWzW6OpEmTJv77aMMqbWAFFDMCSEKFO5rvvvvObq6W8kVMh/f999/bzYhISZjmempPeVeqRWZKyxxxxBF2M1B0CCAJFO5oWrVqZTfXSENeeq2Wn8axagheUIpdW9O6uvXWW4NARG4OkoAAkkCDBg3KqqM55JBD/NeqhAnioTIyuqYHH3yw3ZSxAw880H+P1VZbzVu2bJndDBQdAkgCNWvWLOholi9fbjfXqHHjxv7rlQuCeJi9zRs1amQ3ZWTJkiXBU0yLFi3sZqAoEUASRh2NyXx27Wh22203//U77LCD3QRHupa6prq2Lu68887gqfJf//qX3QwUJQJIwoQ7mjvuuMNuzghPIPHL9gnk0EMP9V+vm4MvvvjCbgaKEgEkYcIdjZ5GXOjJRe/BHEh86tSp419TlzkQDUNqOFKv1w6RQFIQQBIk3NFoHsQVq7Dil80qrHBi58CBA+1moGgRQBJk2LBhsXQ05IHEK9s8kCOPPNJ/rZZmL1iwwG4GihYBJEGU8xFHR0Mmerxmz54dXM/LLrvMbq6WkkDXWGMN/7WamwKShACSEHF2NMOHDw86vChVfFE17RhorufQoUPt5mqNGjUqeG2/fv3sZqCoEUASQvWuTEfTv39/uzmS119/PXivPn362M2ISL8Pcz2jVuNt27Zt8NqPP/7YbgaKGgEkIcIdjSrxZkNF+sx7sR969s4+++zgei5evNhuTuuHH37w/vrXv/qv06ZUQNIQQBJAHY32/FBHoz1A4rDFFlv477flllvaTYho11139a/lBhtsYDdVS6X0TeBhXxYkEQEkAXLR0Zx++unBe86dO9duRoaWLl0aFLbUU2IUJ510UvA70EQ8kDQEkAQ48cQTY+9otFmReU9lt8PNo48+GlxHVdPN1E8//eSts846/ut22WUXuxlIBAJIkVNHY1ZfxdnRaKze3Dkfe+yxdjMy1KlTpyCARFkS/cQTTwSvu/LKK+1mIBEIIEUuXLo9rvkPwxRV1PxK1E2p4Hm///67t/HGG/vXcKONNoqU1X/aaacFv9cZM2bYzUAiEECKnO5qTfVdHVdccYV9ijPlHZj3zXYv73I0ceLE4Pp16dLFbk7r119/9erWreu/brvttrObgcQggCTA1KlTg1VYOgYPHmyf4kTDWKaG03777Wc3owbhkjDTpk2zm9N65plngtd1797dbgYSgwCSEBozN529/qvJ2zho7229p+ZDZs2aZTcjDQ351a5d2792O+64o91crXPOOScIIG+88YbdDCQGASRB7r777qDjWXPNNSNnPVflscceC96TpMLM3XDDDcF1u/766+3mtDRvsuGGG/qvUy5OlHkToNgQQBJGeSCm49I+3FFW/lTlP//5j7+6yzzZzJkzxz4Flh9//NGfNNc101Lcr7/+2j4lrRdffDH4/V100UV2M5AoBJAEOv/884NOaNNNN/Xmz59vnxLJ6NGjg/dr37693QyL5qDM9YpaffeCCy4IXjtlyhS7GUgUAkgC6alBuRumI9p55539zaZc6f122mkn/7204ivKhHC5WbFihbfJJpv410rDiFG2n9VwlQK+Xqvlv7ruQJIRQBJKCYYHHnhgEET23Xdff2MjV+FyKco3+e233+xTsMoll1wSXKeuXbvazdV69dVXg9fqKRJIOgJIgqmq7u677x50StrZLpuO36zI0nHTTTfZzWXv/fff92rVquVfH82BRE2+DAef559/3m4GEocAknCLFi3yK+qajunMM8+0T8nYZ599FpQXX3vttb2PPvrIPqVsafXU/vvvH1zn+++/3z6lRltttZX/WlXtzSbQA8WCAFICPvjgA79TMp1b79697VMyduONNwbvo1In2QyLlRJVADDX5YADDoi8/Patt94KXn/WWWfZzUAiEUBKxGuvvRY8Pei4/fbb7VMyojvtFi1aBO/ToUMH+5Syo+EmU06mTp06Tht6XX755cE1ffrpp+1mIJEIICXkySef9FZbbTW/k1KHp4lxF9rjYvPNNw86vChlykvNwoULg5wPHa57yO+www5BAPrll1/sZiCRCCAl5p577gk6O5WBd81WV/0tM2GsYDRq1Cj7lJKnBMEGDRoE19N15ZSSPXmiQykigJSgvn37Bh2W7njfeecd+5SMKBiZPUP0ZKMnnHKhuR8VmDTXURPoWjrt4uqrrw7eZ+zYsXYzkFgEkBIV3uhIyWvz5s2zT8mIlvOa91Hi3Pjx4+1TSo6Cx9///vfg59Zigm+++cY+LWNmz3StbFMZFKBUEEBKlLKcjzvuuKATVKb5smXL7NMyoh3zzPvoSaSU9w7RsFX4yUNLpLVU2tWHH34YvFe7du3sZiDRCCAlTEMuBx10UNCBNWnSxHlZbq9evYL30ZHNUuFipQnz8JyHgke2uTCq1Gve76GHHrKbgUQjgJQ4O1u9VatWzklsd955Z7AniQ5lvn/11Vf2aYmkpbrh1VYadsrmycNo2LCh/34a/lu5cqXdDCQaAaQMqCM0WdA6zjjjDPuUjGkiXWP55r1UWPC5556zT0sM5b0oSTC8bbAmzLOZ8zCU2W8WIbRp08ZuBhKPAFImtM9HOFtdQ1KutCw1PNSjzvfCCy/0n3aSRLWtmjZtGvwcOrRU13W1lW3AgAHB+7qUPgGKHQGkjNjZ6rfddpt9Ssa0mui8885L6Xzr1avnDR06tOjLlKskuwobmqRLHeuuu65zkmA6qpCs91599dUTF1yBTBBAysxTTz2Vkq2ebaepvAazx4U59tprL//Po9aLyjU9WajEi9nPwxyqbfXpp5/ap2fl888/D4avDj/8cLsZKAkEkDI0bNiwoPNUtrq2Wc3G999/7/Xs2dO/0w53zFo6rGTEQpfuUNl17WFev379lH+fJs3vu+8++/RYqPyL+Xu0lz1QigggZeq6664LOrhsstXD5s6d608WhztpHRraUmLjK6+8Yr8kZzQ5PnHiRO/UU09NmfTXoaCp/cij7ucRhVk+rae9UlmpBtgIIGWsc+fOQaeqYR3XbHWbJqfVcZtaWuFDq8HUeT/++OOxzwuoo1YBSU2Ea8tY+++uXbu2161bt0jb0Lr48ssvg+XOhxxyiN0MlAwCSBnTZPfxxx8fdLA77rijc7Z6VRYsWOB1797d22yzzSp15ubYY489vI4dO/olU8aNG+fNnj3b+/XXX+23SqEhsVmzZvlBSPuXnH322UG5kKoOVcJVQp+yzPNhyJAhwd89ePBguxkoGQSQMvfzzz+nZKs3btzYOVs9HU2ma55FHX3dunUrdfDpDq2M2nrrrYND/98+J92h+Y0uXbp406ZNs/85OdeyZUv/36BFCrl+2gEKiQACfy7gb3/7W9D5am9012z1muipZ/r06d7NN9/sHX300f78i935uxwKTG3btvUnr5WnUih6yjFDd0pIBEoZAQS+xYsXp2Srn3766Xlbhqu7dD2haOhHcxTKlFfJlebNm/tLbPX0of/q/6t8itp1ns6fPHmyt2TJEvstC+bee+8NruEtt9xiNwMlhQCCgJ2trm1YEc1RRx3lXzvlgMyfP99uBkoKAQQpXn/99ZRs9XLezjYqZbhribCuW6NGjexmoOQQQFCJNo0KZ6tThjwzo0ePDgJvv3797Gag5BBAUCWN5ZtSHLqrfuGFF+xTyp6WE2tBgGqKKe9lnXXWCQLIxx9/bJ8OlBwCCNIKb4akJbQzZ860Tykr2lxq1KhRXteuXf3lzma4yj6UsAiUAwIIqnXBBRcEHaOy1bXHRTlYvny5v/fJVVdd5S9rziR/RQsQtGLsgQcesN8OKEkEEFQr19nqxUCl6adOneovuz3hhBO8bbbZplJwsA8NV2lZsTLtVXlY1XeBckMAQY2Ura7O0nSeGr754Ycf7NMS47333vMrEqvAo0rPh/cFqepQXas999zTr7Gl6sKFTFQEigkBBBlRtrrqVplOVXtc5CpbPU5KkNQTQo8ePbyDDz44ZaI73aFhqHbt2vlPJKogHHdpF6BUEECQMXXG6lxNR3vaaaflLVs9E9qXRKvF+vfv75c1sTe6qupYb731/GB45ZVXek888UTJDc8BuUQAQSQffvihv7+H6YC1kVQh6OlnxowZ3h133OGdeeaZ3u67714pONiHVk0pwU+rqEaOHOn/LADcEUAQ2RtvvJGSrT5o0CD7lNhpy1ltv6u9zJs2beqttdZalQKEfWhHxA4dOvh5Gm+99VbBd0YESg0BBE6efvrpnGWrf/PNN96ECRO8Pn36eK1bt06pz5Xu2HDDDf3qvn379vWeffbZ2DerAlAZAQTOhg8fnpKtPmnSJPuUGmmFl/bsUM2tU045xV8mbAcH+9DTj6rzXnrppd6jjz4a206KAKIhgCAr//znP4OOXdnqmpeozgcffOCNGDHC3+xp77339lZfffVKASJ8KEBprxJtRqXy7cqG137nAAqPAIKsKRiYDl97kZts9aVLl/orm3r37u0ddthhGW0etfnmm3vHHnusN2DAAO+ll17yVq5caf1tAIoFAQRZU7a68iZMEFAtKAUCOzjYh55YWrRo4e87ov3N2f4VSBYCCGJh761uH9rmtWHDhn5tLc2dzJo1y34LAAlDAEFstPLJZHprKOukk07yBg4c6L322mveTz/9ZJ8OIOEIIIjdwoUL7T8CUIIIIAAAJwQQAIATAggAwAkBBADghAACAHBCAAEAOCGAAACcEEAAAE4IIAAAJwQQAIATAggAwAkBBADghAACAHBCAAEAOCGAAACcEEAAAE4IIAAAJwQQAIATAggAwAkBBADghAACAHBCAAEAOCGAAACcEEAAAE4IIAAAJwQQAIATAggAwAkBBADghAACAHBCAAEAOCGAAACcEEAAAE4IIAAAJwQQAIATAggAwAkBBADghAACAHBCAAEAOCGAAACcEEAAAE4IIAAAJwQQAIATAggAwAkBBADghAACAHBCAAEAOCGAAACcEEAAAE4IIAAAJwQQAIATAggAwAkBBADghAACAHBCAAEAOCGAAACcEEAAAE4IIAAAJwQQAIATAggAwAkBBADghAACAHBCAAEAOCGAAACcEEAAAE4IIAAAJwQQAIATAggAwAkBBADghAACAHBCAAEAOCGAAACcEEAAAE4IIAAAJwQQAIATAggAwAkBBADghAACAHBCAAEAOCGAAACcEEAAAE4IIAAAJwQQAIATAggAwAkBBADghAACAHBCAAEAOCGAAACcEEAAAE4IIAAAJwQQAIATAggAwAkBBADghAACAHBCAAEAOCGAAACcEEAAAE4IIAAAJwQQAIATAggAwAkBBADghAACAHBCAAEAOCGAAACcEEAAAE4IIAAAJwQQAIATAggAwAkBBADghAACAHBCAAEAOCGAAACcEEAAAE4IIAAAJwQQAIATAggAwAkBBADghAACAHBCAAEAOCGAAACcEEAAAE4IIAAAJwQQAIATAggAwAkBBADghAACAHBCAAEAOCGAAACcEEAAAE4IIAAAJwQQAIATAggAwAkBBADghAACAHBCAAEAOCGAAACcEEAAAE4IIAAAJwQQAIATAggAwAkBBADghAACAHBCAAEAOCGAAACcEEAAAE4IIAAAJwQQAIATAggAwAkBBADghAACAHBCAAEAOCGAAACcEEAAAE4IIAAAJwQQAICT/wfINy86+y3PtQAAAABJRU5ErkJggg==)
PN: 4H56-1-S2
CAS: 110529-22-1
Molecule Weight: 267.372
Formula: C18H21NO
![(2S)-2-[Diphenyl(methoxy)methyl]pyrrolidine](data:image/png;base64,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)
PN: 4H56-1-7B
CAS: 118971-03-2
Molecule Weight: 267.372
Formula: C18H21NO
PN: G311-A-07
CAS: 22348-31-8
Molecule Weight: 237.346
Formula: C17H19N
PN: 3H31-1-S3
CAS: 119237-64-8
Molecule Weight: 237.346
Formula: C17H19N
PN: 3H31-5-X0
CAS: 23627-61-4
Molecule Weight: 273.8
Formula: C17H20ClN
PN: 4H56-1-362
CAS: 352535-68-3
Molecule Weight: 311.381
Formula: C19H21NO3
Melting Point: 78-81 ℃
TSCA: Not listed on TSCA inventory