![3-[(2,5-Dimethylphenyl)carbamoyl]benzeneboronic acid](data:image/png;base64,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)
| Product Number | 8760-1-03 |
| Synonyms | 3-Borono-N-(2,5-dimethylphenyl)benzamide |
| Purity | 98 % |
| CAS | 957061-00-6 |
| MDL Number | MFCD09027263 |
| Molecular Formula | C15H16BNO3 |
| Molecular Weight | 269.11 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 8760-1-03
CAS: 957061-00-6
Molecule Weight: 269.11
Formula: C15H16BNO3
![3-[(2,3-Dimethylphenyl)carbamoyl]benzeneboronic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABH1AAAR9QEavNXLAAACdHpUWHRtb2xTb3VyY2UAAHichZVtb5swEMe/ysmvh58gPEQhVbZq0qR2k9pO2rvJASdFClABzcO33xlCAiSDBHTm/P/ZPu5sFg/HdAd7XZRJnoVEUE5AZ1EeJ9k2JL/fvls+eVguIhShMCtD8l5VH3PGDocDjd51qo55RqM8JU3//FgmPc3BpnmxZZJzwf48P73WjJVkZaWySCNVJvOydj7lkarqVfxnCpaqYp9krJGztNg3o/2V3FycHsuYXGP5hn0rRGGT7DRs8iJVFewlp3jxL7DVmS5UpWNYn9BtUwdjXy6eH/PoM9VZhU0zQhKp3WtVfEboSPOdjj5xMGz8eAxJKhBQVZ6uikKdwLSMWwlQEpQNygE1A+WC8kD5oAJQguON/QIFAhUCJQI1AkUCVQJlAnXS5GGnzULeTh8ao4Hr/yfev6Dr+YrPtQdfqAwJBog/OBtBbdv2WnN2WudHS1LX9RywMHyOq7vYGfY73tW6qPNR52O/FFfb+gPUzXwcl6Mj6Dp6ExE44QItm3Kf17O5kjezBca6NLCN9ajHx55bfesPqHTqqDA80XUMweGA7UCtbRaEeWWXxC4X6zyLO01I4pCsBakz/qI3pTwnnUBexLrAfWQGMNIuIPuAKZELsLoH2H3AFNQ44PQBU37jwKwPmGIdB9w+YEp7PGivD5iNMA74fcBsmwsg7wHBDSD4+BSmv5e6elOOBy6G6a438QQzyHiz6SeYQdKbQ2KCGeS9OVQmmNmddzDFuHfmcSfe9aAAmoNugvHvMBNlI4KbyhTBeDiS32zISWRYBeej+nZlrHNmsPbDgc2bjwrrfHEYfmeX/wBujikCP2pujwAAMu1JREFUeF7t3Qm4U9W9/nFnRZwnRJyhOFNRqbXWCdBeb0FruRWstg5FLVT0Wq3lVlFRqtah3iJaFQGtiAKiV/Ci4lSrohWkxYojKuhFVAQEGUVc//Ou89/hnEWyT/LLTk528v08Tx44WfuEJCT73WtexwEAYLBOeAcAAPkgQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAJCgDz/80F144YVu3333dS1btnSbb76523///V3v3r3dlClTGh27zjrr+Fs2cWWVorKfHQCkyBNPPOG22GIL165dOzdmzBg3f/58t2zZMjd58mR34oknrhUIcSERV1YpKvvZAUBKzJ4929c22rRp4+bNmxcWewMHDmz0c1xIxJVVisp+dgCQEhdccIE/4Q8ZMiQsyikuJOLKKkVlPzsASIm99trLn/DffffdsCinuJCIK6sUlf3sACAlNtlkE3/CX7FiRViUUxQScbdKVtnPDgBSopgAySaurFJU9rMDgJSgCQsAYBJ1ot96661hUU5xIZGt7KmnnnJdunTxo71at27tTj/9dPfJJ580Oqacsj9zAEBBZs2a5U/su+yyi/v888/DYu+qq65q9HO2kIhkKzvmmGPcuHHj3Jw5c9zixYv9sODOnTs3Oqacsj9zAEDBoomE7du3d2PHjnULFizwEwlfeumlkkwk/PLLL92mm24a3l028c8OAFAQTSjUUib77LOPa9Giha+V7Lfffu7ss892U6dObXRsXEjElcmSJUvctdde6374wx+GRWWT+9kBACpSFC477LBDQZ32SSNAACCFFi1a5K644gp3xBFHhEVlQ4AAQEopRLTib3MhQAAgJU466SQ3bdo0t3z5cr9s/HnnnUcfCACgaePHj3edOnXynfMaLnzuuef6JeObCwECAAnTHI1WrVq5yy+/PCyqKgQIACTsjTfe8KOkmrN5qRwIEABIGAECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECIDV0stItm7iyOB9++KG78MIL3b777utatmzpNt98c7f//vu73r17uylTpoSHowECBEBqxIVEXFkuTzzxhNtiiy1cu3bt3JgxY9z8+fPdsmXL3OTJk92JJ55Y8OPVGgIEQGrEhURcWTazZ8/2tY02bdq4efPmhcXewIEDw7vQAAECIDXiQiKuLJsLLrjAHz9kyJCwCHkiQACkRlxIxJVls9dee/nj33333bAIeSJAAKRGFBJxt3xtsskm/vgVK1aERcjT9OnT/XvYqVOnsKiq5P+pAlCx4kIiriwbAqQ4jzzyiNt1110z7/uZZ57p5s6dGx5WFfL/VAGoWHEhEVeWDU1YNjNmzHBdu3bNvN/t27d32223nf+7BiVcd911buXKleGvpVr+nyoAFSsuJOLKsok60W+99dawCFloiPN5553nNthgA/++ad7MpEmTfNnixYvdb3/7W7fRRhv5srZt27r/+Z//CR4hvfL/VAGoWHEhEZY99dRTrkuXLv6quHXr1u700093n3zySaZ81qxZvmyXXXZxn3/+eeb+hq666qrwrpqzatUqH7Lbbrutf3+32WYbN3jwYH9/aObMmZn5M7rp/X/99dfDw1In+ycOQKqEIdFQWHbMMce4cePGuTlz5vgrZM3p6Ny5c4PfWDORUM0wY8eOdQsWLPATCV966aWsEwk/+OAD99lnnzW6r5ophDUrX++Dah59+/b1NZGm6Pf222+/zO/96le/yuv3KlX2TxyAVAlDoqG4Mvnyyy/dpptuGt7tJxRqKZN99tnHtWjRwtdKdPI7++yz3dSpUxsdq6tvPcaVV17pg6ZaqSbxox/9qFFN4l//+ld4WCzVUDTHRu9ZVHO55ZZbstZcKl3uTxWAqrdkyRJ37bXXFj1f4eabb/YBohOiRiCNGjUqPCTVVFPr37+/23jjjf1rVF/Gww8/HB5WkGx9J08++WR4WEUjQIAaFV1F77DDDomMuFKN5ZRTTsk87ve///21aipp880337gRI0a4HXfc0b8m1cIUuEmOplJfSMPRWyeccEIi/x/lQIAANWzRokXuiiuucEcccURYZPb888+7gw8+2J8M11tvPXfWWWc16qRPixdffNFPBIxexxlnnFHS+RwanaXFK/XvadSWRm/p/6eSESBAjdNJSsu1J2n16tVu2LBhrlWrVv6EqA7566+/PtEr91L56KOP3KmnnpqpEXzve99zr7zySnhYSej90XwRvV/6t1XzGT58uK8JVSICBKgxJ510kps2bZpbvny53/ND7fDF9oHkonD6zW9+k5kH8a1vfcuNHz8+PKwi6P3QiDSFqZ7rzjvv7EaOHBkeVhaqsWkGu2o+ei6HHHKIe+GFF8LDmh0BAtQYncDVNKORVZrrce6555Z8KKna9Lt37565qj/22GP9goOVYvTo0W633Xbzz03vy4ABA9zSpUvDw8pOG3cdfvjhmfftpz/9qQ/9SkGAACgbzdDWsGCdDDX6qF+/fn6OSXNRTezII4/MnKBPPvlkP5Gy0tx3330+7PUcK2m4NAECoKw030EztqN5EJrJrRndX3/9dXhoyWjSo7bmXX/99f1z6Nixo3vuuefCwyqKakQa8KAakp6zhkvff//94WFlRYAAaBZaJkUzuKN5EJrZ/fTTT4eHJeqrr75yN954o9tyyy39v7n99tu7oUOH+k7/YqmZ7tlnn/X9JnfffXfmpp91/zvvvBP+iomGS/fs2TNTa9IIuldffTU8rCwIEADNSjO5tZRKdELUTO/33nsvPKxojz76qF+aRf+GOvUvuugi98UXX4SH5UUTC9WXpCa4Dh06ZJbAb+qmiYgHHHCAD84HH3zQLVy4MHzovP3tb39zBx10kH9cdbb/4he/cJ9++ml4WEkRIAAqwkMPPeT23HPPzIlWM791oi7Wm2++6X7wgx9kTuIacfb222+HhzVJtZSJEyf6fpJoRnp0U01GfSmaK6JmJvVRDBo0yP+pn3X/0UcfnRnWHN1U+9LzGTNmjGn/FT2nu+66y08G1eOpZnXDDTf4mlY5ECCh6dOdO+UU51q3dm7DDev/7NXLuX/+MzyyXt1/mr9lE1cGFPpZqwGaB3HNNdf4Gd86IWq1YM0Et8yD0NW9lqbfsO691WPtvffe7rHHHgsPa5L6bDQXIwo33dRvo1WM7733Xvfxxx+HvxJL/S/qu9CaYnp9DUNIs9wtkwdVk7r44osbDZeeMGFCeFjiOLs1NHp0/Re5S5f6L7euCPSnftb9Kg/FhURcGWqb5bNWQ3RS1lX7uuuu60+IGnY8efLk8LCs1Bl/++23ZzZz2nrrrf1aXZarcu0uqHWvopP8cccdZ64tZKPnqlBTn0YUdHq+mnRpWVxR/SzdunVr9HxLOVyas1tEa8+0aOHqPi2aUdS4TD/rfpWHa9TEhURcGWqX9bNWgzQD/LDDDsucEE877TQ/UzwXdVarT0LHaoSV5rjMmzcvPKxJCrAePXpk/l01M5V6Nvr777/vzjnnnEwtQoMKtCyMhZbjj4ZLK5jOP//8kgyX5uwW6du3/mR/yy1hSb3Bg+vLdVxDcSERV4baZf2s1TA1FWlmuE6ImimuDa00czyik2/DE776G6arRmegkWBRn4KaraLdBctFo7k00VL/vjrHL7vsMtMQZ9Vg/vSnP/kajR5LzW633Xab6bFy4ewWad++/ks7Y0ZYUk+7h6lcxzUUFxJxZahd1s9ajdPS85ohHo142n333d0999zjLr300kyn9h577OFHN1mp6SgaVqyr9uacrKd+kq222ioTiNYFKTVcuk+fPpnXpVFgzzzzTHiYCWe3SN2H0n9pc3Vg6X6Vq2mhoSgk4m5AQ9bPGjztfviTn/zEnwyj22abbeZHPRXTN6FhvdFjNfcEvYhqVloHS89LK/UWM7z5tdde87tRRu+ZFowsFme3iPVLHRcScWWoXdbPGhrRtrw6EWrElrbnLYau0PVYGgml5U0qiUam9erVyz8/rc6rICiGRrnpsTTsuFic3SLWZoW4kIgrQ+2yftbQiDq6dSLUcuvFuPzyy/3jtGnTxs8ZqUSa76FJi1GIFFMT0T4nehwNSCgWZ7dI3RWI/9IW2rEZFxJxZahd1s8aGkkiQLTUiB5DHc2lHO6alChE1JxlnXVOgJSCZqaqaSFuaKXKw/Vs4kIirgy1y/pZQyPFBoiagtQhr2GzGv6bBqqJRM1Z6li3jKgiQEpl1CjnNtjAua5d9elS42P9n/pZk7tUHooLibgy1DbLZw2NFBMgGgKseRb6fa0MnCbqE4m22tUQ30IRIKX0j38417OnczvuWP9FbtWq/udcHWtxIRFXBhT6WUMjxQTIJZdc4n/3+OOPNy2T0tw0OktDfDVPpNDJhgQIgJpnDRAt96FmKy08OHfu3LA4NUbV1VL1+lWTKmSZFgIEQM2zBki0ta72BUm7aMa6VuDNFwECoOZZAmTq1Kn+d7RarfoS0i6qTWkUWb6r+BIgAGqeJUCiEUzahbBaaAFGvSZNEMwHAQKg5hUaINoKVutBaSJeMUueVBp1qOt1aRZ9Pq+LACmHl192btCg8F4gGXfe6dz48eG9azzwgJagDe9FA4UGyHXXXeeP18zzahPtka69SppCgJTDSSfVD8FlMheStnp1/RyQffcNS9bYaSfnttkmvBcNFBog3/72t/3xlbpcSTG0KZVem/YtaQoBUg7dutUHSK71igArzR7WZ+tb3wpL1th+e+c23zy8Fw0UEiDaY0PHduzYMSyqCpqRvlPdRYeasubPnx8WN0KAlAMBglIhQBJRSIDceeed/tjf/e53YVHV0B7reo1apTgOAVIOBAhKhQBJRCEBopOljn388cfDoqqhPUz0Gvs2sQgnAVIOBAhKhQBJRCEB0rZtW79H+uLFi8OiqqHVefV+aE/4OARIORAgKBUCJBH5BogmDCo8tN1ttdMQZa0wHLdKLwFSDgQISoUASUS+AaJRVzruuOOOC4uqjpZ412udOXNmWJRBgJQDAYJSIUASkW+ARENcf/nLX4ZFVSfqSJ80aVJYlEGAlAMBglIhQBKRb4CMHj3aH9e/f/+wqOpEy9SPHTs2LMogQMqBAEGpECCJyDdAhg0b5o8bVAMrS1x99dX+tQ4fPjwsyiBAyuDFC7q5Bw9axy16jwBBwgiQROQbIEOGDPHH3XTTTWFR1dFr1GvVa86FACmDbo91c+vcsY6bsYAAQcIIkETkGyDUQBojQMqAAEHJECCJyDdA6ANpjAApAwIEJUOAJCLfAGEUVmMESBkQICgZAiQR+QYI80AaI0DKgABBydQFyKq6L/DXMQGyqi5AVhEgsfINEGaiN0aAlAEBglJZXffl7l/3Bb4xJkCurguQKwiQWPkGiLAW1hoESBkQICgVXR3qC/ytmADR9qSbEyCxCgkQVuNdgwApAwIEpUKAJKOQAGE/kDUIkDIgQFAqBEgyCgkQdiRcgwApAwIEpUKAJKOQABH2RK9HgJTBiLdHuGMmHONWrl4ZFgFFIUCSUWiAXHfddf74yy+/PCxKvZ49e/rXNmbMmLBoLQQIkGIESDIKDZDZs2f7Jh4NdV2xYkVYnFrvv/++f136zOTzuggQIMUIkGQUGiDSq1cv/ztDhw4Ni1LrnHPO8a/pmmuuCYuyIkCAFCNAkmEJkKlTp2bee00wTLt33nnHbbTRRm7rrbd2ixYtCouzIkCAFCNAkmEJEOnevbv/vRtvvDEsSp1jjz3Wv5YbbrghLMqJAAFSjABJhjVAoqv2Lbfc0s2dOzcsTo1Ro0b517///vu7r776KizOiQApEQ3bbXhrOayl22/Mfu4P//wDo7GQGAIkGdYAkWjZ8+OPP9598803YXHFU8f5Vltt5dZbbz33/PPPh8WxCJASiYIjMn/FfHfO387x9/V+rneDIwE7AiQZxQTI8uXL/ZW7fn/w4MFhcUVT302nTp38c7/sssvC4iYRICUSBoh8vvxzf9/mw/kyIxkESDKKCRB57bXX/Mq1as569tlnw+KKtHr16sxIMi3dHrfqbi4ESIlkCxDVQnRfq7+0anQ/YEWAJKPYAJG7777bP4ZGMb3xxhthccXp16+ff77t2rXzq+9aECAlEgbIghULXJ/n+/j7bn7t5gZHAnYESDKSCBDRzHQ9Tps2bSp2mRPVPKLw0ETI9957LzwkbwRIiYSd6LptfNfGbsCUAW7F103P8Kx1zzzzjNt22219k4Cu7NLYOVkOYYBoz+4WLVq4LbbYwk2YMMHfR4DE03sYLU2iz5tOisXo06ePfyy979OmTQuLm5X6PKJmK4WHmt6s1PcTTTz8zne+ExYXjABpIKyBLF211E3+ZLI7aNxBbq/Re7mZi2Y2OBoRXQ39+Mc/9h/Khjd9QCdPnhweXvOiANl1113dUUcdtdb79oMf/MBts802BEgOulDRpknh+3bqqae6jz76KDw8bxdddJF/nM0228zvrVEJNNrqkEMO8c9LzVbF1Dy0Ttbuu+/uH0ujtywd8CECpIEwQCLT5k3z93d9tGtYVNO+/PJLv7/Cxhtv7D+Ue+65p9+L4O9//7s77LDD/H3rrruuryr/3//9X/jrNUtzDxqe+A488ED317/+1W92tPfee2fu15X1ggULwl+vWTqZ9ujRI/P+qBN5+vTpbuTIkW7nnXf297Vs2dJdddVV/krb4vrrr/frSumxzj//fLds2bLwkLJRiGmobvRaP/nkk/CQvPzzn/9sdKHyH//xH+6DDz4IDzNZ+2xZw3IFiGoiul/zQuB805SaqFq3bu0/kLpi+/3vf7/WQm733nuvb1dO4otdDTTZ66abbsqcFBQQ2uhI7duRVatWuf/+7//OnMS222479+c//9k02qZa6ELl0ksvzVyoaG/zBx98sNExS5YscQMGDPCjqnTMbrvt5psGLZ5++mm3ww47+MfRRdGkSZPCQ0pKe5dEM8yjmoLl/3/evHm+uUpb+eqxtJy9LlSStPbZskbMWz7PLf+68cksV4BENZB297drdP/HSz92X39T+H9smr300ku+aUofSNUuTj/9dN+ZmYu+2PoCRF9sVaHzWXK62vzv//6va9++vX8PNtxwQ391qy94LnpPtcNc9OU/4IADfNNNLdGFyj333OM3SoouVAYNGrTWhUpDs2bNcieffHLmavvII490//jHP8LDmqT3v2FtR/tsvPLKK+FhiVINSyd8XVjo39Q8lUInCYouVP74xz9mLlR0EXLHHXeYQqgpa58tq9zClQvdBS9e4DYcuqHrMalHo7IwQBr2gax7x7pu5LsjM2Uvf/qyv6/D2A7u2TnPZu6vVmqC+tnPfuZDQx/K7373u76pKl+qMv/kJz/JfCFVpbZ8sdPmrbfecv/2b/+Wed3//u//7t5+++3wsJzURHPMMcdkfl99TTrRVDtdqBx66KH+Nesz9/Of/9zNmTMnPCyn5557zjcN6vcVwgrjzz77LDysSY888ohr27Zt5v0/7rjj/AVQXIgVQid1bQal/Tx0YaF/Q0OK1ZSm2mihJk6c6Pbaay//OHq8Cy+80C1cuDA8LDE1EyCqKfx5xp/ddvds50Ni67u3duPeH9fomChAotv6d67v53+c8PgJ7pk5ja/+Fn+12HWe0DlzrMLo/cXV98VWk9PVV1/tm6D0oVST1F/+8pfwsLypCh1+seOuxNNKX9r//M//zJwU9KXWicJKfUtqutFjqSlHfU9q2qk2ComGFyoKkZdffjk8LC9qGlQToUZW6bG09pUWUCxk3SjRiXz48OG+OSsKEo02VO1bzbRxNfBsFGTq39BnP2oG1k3P89prr817Vd2GdKGiZVmix9LfdV+p1USAqIagmkIUCuf+7VzfhJWEB99/0O0xag//2Brye+krl7ovv6qOL/bYsWMzozbUBKWmKDVJFUtXXQ2/2Kpqq2+g0C92JdJru/32232zQfTa1JyQxGvTVa/6mtSUo8dW046aeKphuLRem5qnGr42Xagk8dq++OIL9+tf/zoT5mpKVJNioRRIusJXE1nUH9Pw5K/msjPOOMNdccUV7sorr/SvR3/qZ92vjvBWrVo1+j31dal5zFqr0YWKahkNL1T0HMulqgNENQLVDKJawtETjnbT508PDyua5ogMmlb34R++mf93drq37ov9dt0X2xX/4W8OpRy10VC2D7/li10ptBxGtO+2aldqzy5F7UpX6WrSaXiVPnXqjPCw1Bg37uFGtSt1mJeidqWmQzUhRp9rNS1aJw4uXrzYjR8/3k/u05DiqI+vqZten/qz+vbt6wcCWJuXdKGifo2GF2FJXagUoioDRDUA1QRUI9AJXTUE1RRKbc7Suur3Mz/zfSP6dw99+FDfV5IW2UZtlGONoOaqfidF4aqQjZ6/rjQVwqWmph31RW22WVu3556/cAMGPOM+/bT4GmK5vPPOfHfaaYPrTn71oatO63L076gpMRourYsXNTVaT+QNafSUvi8aVqxRitFNP+t+LSOfBDUDN7xQac5m4OoKkLrq7or77nE9Bu7kT+CqEahmUO5Z5AoNhYeeg8Lk58/+3IdLpSrnqI045e4ALFY4wkxX0Wr2K7exY59yXboMcQcffIc74ojh7q67XnUrV5b3/64QCxcud7///d9cp053uo4dB7tjj/21e+65F8LDSkqf+ZtvvrnRZ15Nj+X+zBci20CUclyoxKmeAFFHW11Vvu6ddfd+t/lP2mq+UjOWmrOaM8yaUmkn7UoJs6aofT6a46J2ew00sLRhJ2XZslXuttumuMMOu8sHSffuo9xTT9lnLZfCqlWr3X33vVZXQxvhn2OXLve4cePeqPu/XTMPptx05X7uuedmat1qjipHrbsQ4YVKJQ2FT3+AaGjfz37m3Lrr+vDwIWIctVEKzdWc1pRKbzZqrua0pkTNRnpO6oPQiKFKmmU/Z85id8klT/oTtG7nnDPBvf325+FhZffiix+6Hj1G++d06KFD3U03TXaLF1fOJm0aLq2mx+j7UK7mtKaEk3F1oVJJk3HTGyC62hs0yNVd/tUHx047OXfPPb4ZqxKt1aE/6mg3/f3kO/SbkraO63J16DclW8e15ipUqqlT57hTTnnQn7DVVKQmIzUdldvs2V+4889/LBNo/fpNrPv/a74ablPUsV2ODv2mpGU5oHQGiJYxqPtP9sFR959c97+s9Q7CoypSZkhx73Xc+nuv76vP5egAS/vQ2VINKW5KmofOrl79jW8iUlORTt5qOlITkpqSSu3LL1e6P/5RkwGH+n/7pJMecC+8MDs8rCKVckhxUzSnRPNLoguVSl+QNF0Borb5Y46pDw7d6qqZrgKqmYX6evXX7vbxt7vttq+fK6CZp+rQK9XJvJST9/SctRGPltloOPIkuqnZSUMlLbNqQ0lPamxKtUzeU1ORmoyik/mPfzzaNymVgkLroYfedF271ofWUUeNcPfeO70soZW0JCc1NiW6UNEKzPq3NMEwDVsipCtAnniiPjg6dNCg+7A0ddScdMEFF2SakzS0sJjZyqFsozaKXT5EQxVVk1GVOlrbKZ+bvoR6fbq6GjFihF+zyKrYZVWaUq3Lh8yatdA3IUXNSWpaUhNTUl599eNGzWaDBj3nFiwof7NZ0opdVqUpDz30UGaWuy5U/uu//is1FyrJBcg6/79WkE1cWd2Xte5T5+oi19WdSev/7NVLjd/hkfW0Hn6Fjcgplq7QtQdEdMLSzNRC1ksKJT1q48MPP/RLLERjzxvedIWu564Ob826bTgDVzfVdrR+kFZHDX9XbbxDhgxxn39u6+QtdGHHpuh5/PKXv6z6BQzVlKQmpahD+9ZbGy8SGAWMmr9CUVlDGjLcv/+ajvuzzx5fER33SbIs7NgUbQzVuXPnzPfhpJNOKmq/j+aQ46xusE5MSOQq03LLCo0uXeqDRP8Z+lM/637jcsxp9eijj2au6rUipza40TIMhUhy1Marr77qF3mLlhbXrWPHjr4pR3tXFHqVpDV+9BovvvjizNBh3bQbn1annT278DbyfJeWjxMtoa6mRD1GLSyhrialkSM18miEry188cWaz0gUBMcfP3Kt+STZAmTKlDn+vm7d7nOTJqXrBFiofJaWb4ouVLQDYvS90oWKlpBPoyxndaNcISHZyt5919WdOZxr21aN243L9LPuV7mOqyHqU9CCb1r4TR8udXoPHTq00Z4R2SQ5akMzZrt37545wWsbTe0bnfQw3ylTpvgmvKizMpqHYllMLtfmVk1puImT/n09n1raxEnB8d57jV9vFBK6qf8iW1loxozP1gqbapZrc6s4ulD505/+lLlQ0YKMt912W6ovVHKc8Q2yhUQkW1nfvvX33XJL4/sjgwfXl+u4GqQVO3v37p1pTtGVv5aoDiU5akM1lUsuuSSzH4H27FZ4FXI1b6ETtjabir5Yqk1Ym9zC7XXVl5FtD2k1EaqpMDpOzXDWdZGqTRQS6mzXCK6lS9cM7sgVILWq4fa6+q7mGlX5xBNPuH322ccfF+0HUw0XKjnO+AbZQiKSrax9+/r7ZuRYBO711+vLdVwNmzZtml/lMzrRaSVQdUCvXLnSXXPNNYmN2tBJVhvY6LGsy14XS6F55plnZsJQ/SfWLUX1xVbTQPTFVt+Gmg7UJKimwSgk1WQ4YcKE8NdrWhQSf/3rB/7PO+6YulYZ1lANQk2e0QrMuhBSk6i+P6rNd+vWLfP9VX+gRi1WixxnfIMoJOJuDW2ySf19uZordL/K1YwFvz1n1BGtK5hoKGsSozYUPFGHu2aka8/u5qShv1E/jq7urE1x+mKriUBNBXosvcZNN93U/10hecMNN5Q9JNOgYUioQ1zra0V9JARIbuGoSn3uor+rNl+NFyrJB0g22coIkIKpiWngwIGZK3QtTV3sqA3tVaDH0hX5YDUbVgg1A0Qj03bdddeimpfUVKAmg+gqUE2Dn376aXgY/r+GIfHGG/PcIYfc4W6+uX7WPQHSNH1Wo9FV+l7pQkUtBtUoxxnfIFtIRLKV0YRldtBBB/kPZ7Fj0dWso8dRlbsS1pkKqQahJi09RzUPFBMiosfQFxrxwpC47LKn/SKNWio+LENuWj2hGuYPxclxxjfIFhKRbGV9+tTfRyd6wQ4//PCiA0T9AHoMNRVVepusdpOLaiLW5izRGH41YyFeGBJz537pA0TraYVlqG05zvgG2UIikq1ME+X0ZY4bxqvyhDZhqSbFBoiq1Pp9DREu9qq+XKKaiPpErB3rBEh+soXE4MF/d9/5Tv1SKGEZaleOM75BtpCI5CobNcq5DTZwrmtXDQPSlNb6P/WzJhKqHGspJkA0OkmjkjT3QiO80kLNWVGfiEZnWRAg+ckWEkuWrMysbxWWoXZlOasb5QoJiSvT2kw9ezq34471odGqVf3PKTq5lZs1QDRnJFqN94EHHgiLK56G+UajsyzzRAiQ/OQKidGjX89ZhtqU46yOSmYNkGjmrEYkpZU6+9dbbz0/76XQGesECJAsAiSFLAHyyCOP+N/REh9Lly4Ni1PlrLPO8q9Fy54UggABkkWApFChAaI1eNq2bet/Z9KkSWFx6qgpS0OPNUmrkAUYCRAgWQRIChUaIMOHD/fHa+2naqG1s/Sa+vXrFxblRIAAySJAUqiQANHoJdU+NHv9lVca7/uQZppdrnXAtDRJtsXrsiFAgGQRIClUSIBMnDjRH6tF3KpNtDyJNqXKBwECJIsASaFCAkSr91qHvVY67Sei16Z9UPJBgOQnbqhuXBlqDwGSQvkGiIa5arVerQpa6j09mot2NlTzXD57rBMg+YkLibgy1B4CJIXyDZDx48f747ThVLX6zW9+41/jiBEjwqK1ECD5iQuJuDLUHgIkhfINkKiPQPukVyvtsZ5vSBIg+YkLibgy1B4CJIXyDZADDzzQH6clTKqVdhjUzHRt2NMUAiQ/cSERV4baQ4CkUD4Bsnr1an+ybKW1xarc7rvv7jbYYIMmdxckQPIThUTcDRACJIXyCRDtVKhjjjrqqLCo6hx77LH+tb711lthUSMESH7iQiKuDLWHAEmhfAJES5boGG3fWu2inRUfe+yxsKgRAiQ/cSERV4baQ4CkUD4Bou00dcwll1wSFlWd/v37+9c6evTosKgRAiQ/cSERV4baQ4CkUD4BEq1/dfXVV4dFVWfQoEH+tQ4bNiwsaoQAyU9cSMSVofYQICmUT4BoeQ8dc9NNN4VFVUevUa+1qSVNCJD8xIVEXBlqDwGSQvkECDWQtREg+YkLibgy1B4CJIXyCRD6QNZGgADJIkBSKJ8AiUZhnX322WFR1WEUFtA8CJAUyidAZs6c6Y85+uijw6Kqo6Xq9VrffPPNsKgRAgRIFgGSQvkEiDaS0slyxx13DIuqzh577OHWX399t3LlyrCoEQIESBYBkkL5BIh06NDBH/fpp5+GRVVj8eLFPjy062JTCBAgWQRICuUbIH379vXH3X///WFR1Xj88cf9azzttNPCorUQIECyCJAUyjdAxo0bV/Ud6b/73e/8a7zzzjvDorUQIECyCJAUyjdA5s+f71ep1YlTfSLVqGPHjv69ePfdd8OitRAgQLIIkBTKN0Dkhz/8YV5DXNNIo6702r797W+HRVkRIECyCJAUKiRAxowZ44/t2bNnWJR6l19+uX9t1113XViUFQECJIsASaFCAmTFihVu++23901Z77//flicWnpdGqKs1zV79uywOCsCBEgWAZJChQSIXHPNNf74c845JyxKraFDh/rX1KtXr7AoJwIESBYBkkKFBsiiRYvc1ltv7TbaaCP3zjvvhMWpowmD2gNd78HUqVPD4pwIECBZBEgKFRogcsMNN/jf0favaXfjjTf619K9e/ewKBYBAiSLAEkhS4B89dVXbv/99/e/N2rUqLA4NebOneu23HJLU22KAAGSRYCkkCVA5Pnnn3frrbee22qrrVLZof7NN9+4448/3r92yzL1BAiQLAIkhawBIpdddpn/3U6dOjW5+GClGTx4sH/uqkktX748LG4SAQIkiwBJoWICRDPStcR7NIJp9erV4SEV6dlnn/XNVgqA1157LSzOCwECJIsASaFiAkS0Om+7du38Y/Tr1y8srjhvvPGGH0Wm53v33XeHxXkjQIBkESApVGyAyHvvvecn4kUhUqk1ES1X0qZNG/88NfO8GAQIkCwCJIUOOOAAf0J96623wqKCqCkoChE1Z1Van8i0adP8LHo9vz59+oTFBVm1apUfPLDhhhuGRQCMCJAU2mWXXfxJdbvttvMzsoupPagmEjVnHXLIIRUzOkt7mGy22Wb+eV100UVhcUG0Z8jee+/tH4sAAZJDgKTQhx9+6BdH1E58OikeeOCB7rnnngsPy9snn3yS6VjXVXpzbkC1bNkyd/755/vnonWurr/++vCQvL399tuZ1Yh169y5s3vxxRfDwwAYESAppiaeI488MnOCPPnkk92sWbPCw/Ki0Vka4qt5InoszVjPZ4+NJE2aNMntueee/t/fYYcd3NNPPx0ekpcvvvjC11o0akuP1b59e/foo4+GhwEoEgFSBUaPHu122203f7JUJ/GAAQPckiVLwsPyosmG0Yx1nYC1AGOpm7VeeeWVRjWFHj16uI8//jg8rElqylOTXtRvohnrWvZEs/ABJI8AqRKaWHfVVVe5li1b+pPnzjvv7EaOHBkelhd1OKvpKBo6q34DNZlpU6qkdjbUcuzaq+S4447LBEfbtm3dI488Eh6aFzXhRbsTqmmvd+/e7rPPPgsPA5AgAqTKfPTRR+7UU0/NnJS/973v+St8C63ie+2112au6HVr3bq132Nd/SSFnqBVq7j33nvd6aef7rbddtvMY6rZavjw4T64CqUmOzXdRY+lJj017QEoPQKkSqmzWMuV6KSqfo0zzjjDL0RoEdUW1Mykju3oZK1bq1atfAe8Hv+KK65wV155pRs0aJD/Uz/rfp3UG4aQbhtvvLE/8U+cONE0imzp0qV+XkiLFi3846kJ74EHHggPA1BCBEgV0+KDI0aMyMz12HzzzX2Nopj5HgsXLnQPPvig69u3r5+PoiBoGAy5buqb6dChg5+0OH78eLd48eLwofOmpjk10elxN910Uzdw4EA/egtAeREgNUAn6/79+2dO9uprePjhh8PDzLSsutaq0oldS41EN/2s+5MazTVlyhTfJBeFkprq1GQHoHkQIDVk5syZ7kc/+lHmBNylSxf3r3/9Kzys4qjpTU1h0RBjTXhkPgfQ/AiQGvTUU09lhuqqT0PNUfPnzw8Pa3ZqalOTm5re9FzVFKcmOTXNAWh+BEiN0nDcW2+9NTMaaptttvH7bVhGQpWCmtjU1Kbnpvkov/3tb4vqNwGQPAKkxi1YsMB3bEejq/bdd18/I7y5vP76675pLWpmO/HEE33TG4DKQ4DAmzFjhl++JDpxd+/ePbHO73yoCe1Xv/pVJsj2228/39QGoHIRIGhEM8Gj1XnVdKS9xzWhsFTUZHbLLbf4JrSoKW3IkCEV05QGIDcCBGtR5/Uf/vAHt8UWW/iTuiYLDhs2zDThL86TTz7pm8yizvzzzjuvIjvzAWRHgCAnLfN+1llnZYbPHnzwwX6xxWKpaeyEE07INJd17drVN6EBSBcCBE2aOnWq+/73v5854Z9yyil+T5JCqSlMTWLRMutqKrMungig+REgyNuoUaPcrrvu6k/+WkJE613ls4SImr7UBKamMP2umsbURFbMkioAmh8BgoJoEUMtkqgAURgoUBQsubzwwgu+6UvHqinszDPP9E1jANKPAIHJ7NmzXa9evTLNWmriUlNXRE1cP/3pTzPlhx9+eKNyAOlHgKAo6lQ/6KCDMjUM7fVx8cUXZ2oou+yyi7vvvvvCXwNQBQgQFC3s49BN+3SoqUtNXgCqEwGCxGiUlWawq89DTVwAqhsBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACb/D2Eo/gM2NlE+AAAAAElFTkSuQmCC)
PN: 8760-1-06
CAS: 957060-99-0
Molecule Weight: 269.11
Formula: C15H16BNO3
![3-[(2,4-Dimethylphenyl)carbamoyl]benzeneboronic acid](data:image/png;base64,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)
PN: 8760-1-05
CAS: 957060-98-9
Molecule Weight: 269.11
Formula: C15H16BNO3
PN: 8H60-1-H2
CAS: 397843-71-9
Molecule Weight: 241.05
Formula: C13H12BNO3
![4-[(2,5-Dimethylphenyl)carbamoyl]benzeneboronic acid](data:image/png;base64,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)
PN: 8760-1-X3
CAS: 913835-40-2
Molecule Weight: 269.11
Formula: C15H16BNO3
![4-[(2,3-Dimethylphenyl)carbamoyl]benzeneboronic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABPkAAAT5AEV9OKiAAACcnpUWHRtb2xTb3VyY2UAAHichZVrb5swFIb/iuXPi28QLlFIla2aNKndpLaT9m1ywEmRAq6A5vLvdwyExIRBAjrm+H18O8f28uGU7dFBFWWq8whzwjBSeayTNN9F+Pfb91mAH1bLGEQgzMsIv1fVx4LS4/FI4neVyZPOSawz3NQvTmVqaY4O0cWOCsY4/fP89FozszQvK5nHCqgyXZS180nHsqpH8Z8uaCaLQ5rTRk6z4tC09lcw8zByKhN8ncs3qFsDirbpXqGtLjJZoYNgBB72Be1UrgpZqQRtzuB2iAtzXy2fH3X8mam8gqJpIY3l/rUqPmNwZHqv4k9oDAo/HiOccQBkpbN1UcgzMiXjlhxJgaSDpIvkHEkPSR/JAMkQSc7ghXoOAg4KDhIOGg4iDioOMg46YeKwV2Ygb+cPBbNB1/9PeH+hW89X+K49sKAiwoJ4nu+i1sDEGPTbmtbJieM4PoKlgN/FtM5Z37bMrG2isxf/HHSuf7Ue+INeHxidYWQzh7CA1U14wlhAQmM9EjrG+sRnQ98hEa6xHFrjdoGT+bwuCOII23PRdHQncUjgWdrLQJqBQWBpF9nVcqPz5KaI0iTCG47rkL+obSnaqGOki0QVsJFMA0Z6CwgbMDnSAeshwLEBk1HjgGsDJv/GgbkNmGwdBzwbMLk9PmnfBsxOGAcCGzD7pgPEEBDeAZyNd2HqrdDVu3J84rwf7noXTzC9iDe7foLpBb05JSaYXtybU2WCmQ+swRTjDYzNm1jrXgI0J90EEwwwE2nDw7vM5OH4dAS725CTSD8L2rP6fmT05sygl5sDine3Cr25cihctKt/zjgo62wP/vAAADsQSURBVHhe7d0J/FVz/sdxUmlBCy1oCFmHZFRo6m9JSTMUETKMPZOxxViyhQhZimEkGntljdAmRFOWiZqQpCJLk/bSvnz+v/e5c47f73Tv7977vffXXc7r+XjcR9P9fs+553s13/c953u+37OVAQDgYKvwGwAApIIAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABgDRt2rTJXnrpJTvxxBOtYcOGVrVqVWvQoIEdeuih1rNnT5syZUqZ+ltttZX3SiRZeb4qvCMGgBxavny5dejQIej0E71Ki/deacnK81XhHTEA5JDOOtTZ16lTx+69916bOXOmrV271hYsWGCffvqp9e/f3w4++OAy2yQLiGTl+arwjhgAcmTkyJFeR1+rVi2bPn16uDihZAGRrDxfFd4RA0COnH766V5Hf+edd4aLypUsIJKV56vCO2IAyJHdd9/d6+jTOfuQZAGRrDxfFd4RA0COVKtWzevoV69eHS4qlx8QyV6FpvCOGAByhAApq/COGAByhEtYZRXeEQNAjviD6H379g0XlStZQCQrz1eFd8QAkCP+bby1a9e2GTNmhIsTShYQ8conTpxop512mjVq1Mhq1Khh++yzj11//fW2dOnSMvVyKXGLAACb8ScS1q1b1+6//36bNWuWN5Fw4cKF9tlnn9mAAQOsWbNmZbaJFxClxStv1aqVPfnkk15QrVmzxubMmWMXX3yxHXPMMWXq5VLiFgEANpPLpUyWLFli1atXD7+dM8mPGABQhhZTfPHFF+2EE07wFlOsUqWK1a9f31tM8aqrrrKpU6eWqZ8sIJKVb9y40ebOnWuXXXaZnXLKKeHinEl8xACAnCt9VrPffvvZokWLwlVyhgABgDy3bt06mzZtmrVr187OOuuscHHOECAAUCB++ukn23777cNv5wwBAgAFQndi7bjjjuG3c4YAAYA8dOyxx9rYsWO954ysWLHCmxeiW3uvu+66cNWcIUAAIA+NGzfO2rdv701a1JyTli1b2uOPP+7dAZYvCBAAcKR5GV27drVXX301XBQJBAgAOHrttde822uPPvrocFEkECAA4EhnHgqQI488MlwUCQQIADgiQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgRATqkD0iuRZOXl2bRpk7300kt24oknWsOGDa1q1arWoEEDO/TQQ61nz542ZcqU8CZIAwECIKeSBUSy8kSWL19uHTp0CLZP9II7AgRATiXryJOVJ6KzDm1Xp04du/fee23mzJm2du1aW7BggX366afWv39/O/jgg8ObIQ0ECICcShYQycrjGTlypLdNrVq1bPr06eFiZAkBAiCnkgVEsvJ4Tj/9dG+bO++8M1yELCJAAORUsoBIVh7P7rvv7m3D2UfFIkAA5JQfEMle6ahWrZq3zerVq8NFyKL777/f+55322037463qEnvXyWArAsHRaJXOgiQirV06VK76qqrbJtttgn++zRv3tz+9a9/hasWtfT+VQLIumQBkaw8Hi5hVYyNGzfaoEGDrF69esF/F33X22+/ffD3M888077//vvwpkUpvX+VALIuWUCEyydOnGinnXaaNWrUyGrUqGH77LOPXX/99d6vYp8/iN63b9/gPWRm/PjxdsghhwT/PQ488EAbN26cV7Zw4UL7y1/+YpUrV/bKatasabfeemvRnwEm/lcLYIsIB0RYuLxVq1b25JNP2owZM2zNmjU2Z84cu/jii+2YY44J6vi38dauXdurB3fffvutF9j+f4cdd9zRHn74YduwYUO4qv3nP//x/jv4dXV2MnTo0HC1opH4Xy2ALSIcEGHJymXJkiVWvXr1Mu/5Ewnr1q3rDfbOmjXLm0ioX8ufffaZDRgwwJo1a1ZmG/xq5cqVdvPNN3vfq75HnV1ceumltnjx4nDVzbzyyiu25557Bv/t/u///s+bvFlsyv9XCaDCJQuI8sp1TX7u3Ll22WWX2SmnnFKmzGUpkzfeeMMOOuggu/vuu72wiapnn33Wu0Tof0ft2rWzL7/8MlytXPr+NA/HHx/RgPsFF1xgP//8c7hqwYr/rxLAFhOvIy8tUXnpENhvv/1s0aJF4SreraUvvviinXDCCd5iilWqVLH69et7iynqLqKpU6eWqa/lTfx9NmnSxF5//fUy5cXuk08+8S4R+t/B3nvvnfF38NNPP9mf//xn23rrrb19anUALS2zbt26cNWCs/m/SgAFQ53QtGnTvF/IZ511VrjYyXPPPWe/+c1vyvz6/uKLL8LVisq8efPsnHPOsUqVKnlt3mGHHeyee+7J6lnYRx99ZEcccUTwvermB53xFTICBCgC+pWrSyXZksn1/0KigNCdav5lJgXI+eefb/Pnzw9XzZpnnnnGdt111yBIjjvuuIK93ZoAAYqA7sTS3UHZls4dSIVGy5DstddeQdtat25tkydPDlerEL/88ovdeOONwYRPXVq8/PLLvZshCgkBAhSYY4891saOHesty75ixQpvXoiu21933XXhqlnz/vvvbzYH4u233w5XKwiff/65tW3bNmiLliEZMmRIuNoWoeA/9dRTg2PZaaed7B//+EfBBDQBAhQYTV5r3769N8dDt+i2bNnSHn/88Qpfi0l3fOlzNAjvd3idO3e2b775Jlw1L+kmg0suuSSY7KdJmL1797ZVq1aFq25x7733nndLtf+9Nm3a1N55551wtbxDgABIi2a8X3311d7jcdXZbbvttt7Zj24bzkfr16+3hx56yAtbv4M+44wzvNuf84nOOgYOHFhmmZQuXbrY7Nmzw1XzBgECwMnXX39tf/zjH4PObuedd7Z//vOfFX4mlA5d6jvggAOCY9Ttyx988EG4Wl7ROMiVV17pjYv4AX3DDTd4lyvzDQECICOjRo2y/fffP+ikW7RokfNVafX4Xn8mvl4NGjSwJ554wrsMVyi++uorO/7444M27LLLLvbUU0/lVUATIAAypstEmoSo56/7HV4uVqVdtmyZXXPNNcHlNf2pv+v9QvXWW2/ZvvvuG3yvhx12mE2aNClcLScIEABZo3W2tLCj/5wMrUp72223VfiqtDqzGDx4sHem4Xe0OgPRmUg26bZmLVSpxSw1rqJBeP+lv+t9lateNmnCqNYz040TaptmtWvi6I8//hiuukURIACyTqvSHn300UFnrlVphw0bFq6WFRMmTPDGNvzP0pjHmDFjwtXSprkaujynMxg9LEp3bfmfkcpL9bWdttd+tL9M6dbtiy66KAjo7bbbzvr06eOtypwLBAiACvPyyy9vtiqtVgLOBt1F1a1bt2DfusvqwQcf9C6nudK2Wl6ka9euwSS/cCjodlvdvqylT84991zv7EN/6u96X+Xxwkb70361/0yOUaZMmeI9h93f9x577OGtebalESAAKpR+Hd9xxx3er2V1dvr1fOGFFzqvSqt5G+q0/U5a8zp69OgRdzHJVOkWZC1pogUnS3f6Wkyxe/fu3tlTupelVF/baXvtp/R+9Tn6vExvfVZoNG7cONjvUUcdtdkCmRWJAAGwRWRjVVrNGNfMcb/D1IxyLSbpSmt+KYxKD/5rnSpddtKM9WzS/rTf0utg6XP1+ToOVxpfuv32273xJu1TAa3Q0uWuikaAANiitCrt4YcfHnSiWpX2zTffDFcrQ2tUtWnTJthGa1hpLatMDB8+PHh2vF56DoqeHljRt/pq//ocfZ7/2ToOHU8mfvjhB29g3Q9oDbg/8MADaQV0uggQADnx9NNPl/k1rodfhVel1aq4Wh3XX2Zdq+bq0k8my6xrReGTTjopq2HkKrygo44r0xWPdYuvlrfx96lnxejOsIpAgADImXir0l5xxRVecPTr18+7zKX3FSAapNZzOzKhztW/BKYZ3rfcckvO7mDy6fN1HDoeHZeOL9N5HppsqFuKtTqAHyQdO3a0GTNmhKtmhAABkHNalVaP5PU7O/8yjF5aafjjjz8Ob5K2QYMGBcuDaOZ8JmMnFUHH48/o13HqeDOl5U969eoVhJOCWPNjsoUAAZA33n333WDRQ3WiejZ5NuguMD+Qzj777KzMyagIOi4dn3+sOu5smDVrVrCEvc72soUAAZBXdGeWOjrN8ciGnj17Bh2yZsUXAh2nf8w6/mz49NNPvf01atQoXOSMAAGQV3TnkDo6jXlkSrO0tS/d2qql0guJjtefca52ZMoPEN3xlS0ECIC8kq0A0RiC/yu+0MLDp+P225DpmAgBAqDoZSNA9Jhff8C8UC5bJeJfzlJ71C5XBAiAopdpgGgehX+rribWFQO1Q+1Ru1zniRAgAIpepgHiTxLULbH5erdVutQO/xZftc8FAQKg6GUSIFoORNvqVtVsr2WVa2qPP+HSZdkTAgRA0XMNEC1IqM5R22pmdzFSu/wQSHcBRgIEQNFzDRCtaqvtmjRpUuFPQMwVtUvtUzvV3nQQIACKnkuA6Jnn/pLsuVoYcUtR+9ROtTedZ70TIACKnkuAaIVebdO0aVNvIcFipvapnWqv2p0qAgRA0Us3QPR4WP9JgnrORhSonWqv2p3q43EJEABFL90AGTFihFdfzxbZsGFDuLgoqZ3+s1TU/lQQIACKXroB0rVrV6++HhcbJWqv2q32p4IAAVD00gkQTbDz50YU27yPZNRetVvtT2XCJAECoOilEyCjRo3y6u69997hokhQu9V+fQ/JECAAil46AeJfxunevXu4KBLU7lQv3xEgAIpeOgHSokULr+6wYcPCRZGgdqv9+h6SIUAAFL1UA0TzIWrUqOHV/fbbb8PFkaB2q/36HpLNfyFAABS9VAMknc6zWKUTogQIgKKXaoCMHj3aq9esWbNwUaSo/foe9H2UhwABUPRSDZDBgwd79Tp16hQuihS1X9+Dvo/yECAAil6qATJgwACvXrE8ddCV/7RCfR/lIUAAFL1UA6RPnz5evR49eoSLIkXt1/eg76M8BAiAopdqgPTq1curd/XVV4eLIkXt1/eg76M8BAiAopdqgHAGEsMZCAD8T6oBwhhIDGMgAPA/qQYId2HFcBcWAPxPqgHCPJAY5oEAwP+kGiDMRGcmOgCUkWqApNN5Fqt0QpQAAVD0Ug0QYTVeVuMFgEA6AcLzQHgeCAAE0gkQnkjIEwkBIJBOgPBMdJ6JDgCBdAJEunbtmvJlnGLiX75T+1NBgAAoeukGyIgRI7z6u+66q23YsCFcXJTUTrVX7Vb7U0GAACh66QbI+vXrrWHDht42Q4cODRcXJbVT7VW71f5UECAAil66ASJ9+/b1tmnatGnS+RCFTu1TO9VetTtVBAiAoucSIMuWLbM6dep427366qvh4qKi9qmdaq/anSoCBEDRcwkQ6d27t7ddkyZNbPXq1eHioqB2qX1qp9qbDgIEQNFzDZCVK1d6naO2veWWW8LFRUHt8kNA7U0HAQKg6LkGiAwfPtzbVnMjim1eiNrjz3lRO9NFgAAoepkEiJx00kne9vvvv39KE+wKgdqh9qhdap8LAgRA0cs0QBYvXmy77babt49ieVqh/9RBtUvtc0GAACh6mQaITJw40apUqeLt57bbbgsXFxQdv9qh9qhdrggQAEUvGwEigwYN8vaj18CBA8PFBUHH7bdB7ckEAQKg6GUrQKRPnz7evrbZZpuCCxEdr45bx692ZIoAAVDUdGvqEUcc4XV0WqZj/vz54Spp69mzZ/ArvlAuZ/mXrfTS8WeDH6bbb799uMgZAQIgLzz//PP2m9/8Jug49apVq5b169fP1q1bF66eljvuuCPY59lnn523d2fpuHR8/rHquDP18ccfB6GsV4MGDcJVnBEgAHLq3//+t/3+978POjjNtNYaT6U7PT04KdVVZxPRGII/sK5bYqdNmxauklM6Hv9WXR1npmMe8+bN8y4Dbr311kEY33nnnRmHcWkECICc+O9//2vnnXeeVapUyevgdthhB7vrrrts7dq1QZ1nnnnGGjVqFARJ+/bt7csvvyy1l/RMmjQpuMV322239WZ2r1mzJlxti9Ln6zh0PDouHZ+O05W+PwWwLlVpf/p+zz///KxcDgwjQABsUerg7r77bi8w/A7u3HPP9QIlHl3Wuemmm4JZ2Pp1ftlllznPh9B2/mRDvfbaa6+cLcCoz9Xn+8ei43Jtl4T316ZNG5s8eXK4WtYQIAC2mNdeey1YDFAvXbr65JNPwtXi+vbbb4OnD+q144472iOPPOL8ECktB6I7kvz9HXTQQd5zNjZu3BiumlXavz5Hn+d/to7DZXkSny5/HXPMMcH+dBYzZMiQcLWsI0AAVLgvvvjCjj322KCD02D5c889F66WkvHjx1uzZs3KdPzvvPNOuFpKdNeXVrX1l4LXS0/60+Nis72Wlvan/fpPEtRLn6vPT3dhRN/ChQutR48eVrlyZW9/NWrU8Pa3atWqcNUKQYAAqDCLFi2yv/71r0EHV716de96v2uH6dOv+Mcee8zq1asXdMYnn3yyzZo1K1w1JcuXL/fGDfwnG/ovDd53797dhg0b5p0BpUP1tZ22135K71efo8/T57rQUwgffPBBq1u3brDPbt262dy5c8NVKxQBAiDr1q/fYH//+9+9y0x+B3f66afbd999F66akaVLl3rzJPy7qzQQ3atXL1uxYkW4akrUMb/xxhvepTJ/zKX0S7/wdfbTuXNn7w4njd3oF7/+1N/1vspVL7yt9qf9av+pPoY2njFjxtgBBxwQ7Ld58+Y2YcKEcLUtggABkFUfffS9tW3bs6TDbOB1cL/73e/s/fffD1fLqhkzZljHjh2DTnXnnXe2J598MqPH22rwftSoUd5lJ3XS8UKhvJfqazttr/1kOvdk5syZdsIJJwT711nM4MGDM2pjpggQAFnx/ffL7KqrRtuhhw60/fe/wfbb74/2+OOPV/igdGkjR44s+dz9gk62ZcuWGd0SG6bLUvoMhdNDDz3knX34L/1d76s83ctd5dFja//2t79Z1apVvTbpz2uvvdb58lc2ESAAMrJy5bqSzvMjO+KIx73wOPzwQda//yRbsWLLDOSGaaKc1tOqXbu21+FqIp2WQ//hhx/CVfOagveJJ57wZo77gdipUyfvTCRfECAAnOjKyeuvz7D27Z/xgkOvK64Yad99tzRcNScWLFjgDWD7CxLWrFnTbr/99oJ4XvoHH3xQ8n0eGgTHb3/7Wxs7dmy4Ws4RIADSNnXqf0t+1b8SBMcppwyzSZO+D1fLC1OnTrWjjjoq6IwbN25sL774YrhaXtBNBmeccUZwrLrLSpfGMhl0r0gECICUzZ//i91447ggOI4++kkbMmSabdiw5cY5XCk09thjj6BzPvLII23KlCnhajmheRsaR/EH6nXb8yWXXOLdBp3PCBAASa1du8Eee2yytW79hBccLVsOsr59P7ClS/P/clBpWndKy5pvt912Xkety1sXXXSRd7krV7QKsb8+l15t27bN+iTGikKAACjXmDGz7I9/fC446+jefYTNnJnfv4yT+fHHH72BdX+lWg2433///VldqTYZrULcunXrIDi0hlUmy5nkAgECIK45c5bYhRe+HgTHiScOsXHjZoerFTTd4nvYYYcFnfi+++5rb731VrhaVqWyCnGhIECAAuJ35okkKvff79RpSNzxinjbXXfdWO+9Nm0G2xNPfOpdxipGmoj31FNP2S677BIEyfHHH29fffVVuGpGFBD33HPPZqsQ67kdhYoAAQpIvI6+tETl/vt6DR8+PVwcdzvdaaXgWLAgs3WrCoWWP7nhhhuC53JoeZQrr7zSlixZEq6attdff73MelitWrVKeRXifEaAAAUkXkdfWqLy0gFywgnP2/r1Zc9CEm0XRbNnz7YuXboEnb0WbNTCjS7LxuvhV+3atQv2pVWIn3322XC1gkWAAAUkWUefqNx//9RTX/D+fPnlsk/1S7RdlGmJ+KZNmwadvxZJfO+998LV4tJDoS699NIyqxDffPPNGa9CnG8IEKCAJOvoE5X7748e/Y33Z8eOz5UZ00i0XdTprOMf//iH7bTTTkGQnHrqqTZnzpxwVY/qP/zww2VWIT7ttNOyujZWPiFAgAKSrKNPVO6/v3HjJm/WuP73sGG/zjVItB1iNA5y+eWXB8vGa2n2G2+8scwKu+PGjbMDDzwwCI5DDjmkwlchzjUCBCggfkef7BVW+v1Ro2Z6/7tDh2eCs5BE26Gs6dOn23HHHReEhJ4ueN9993nPAfHfq1+/vg0aNGiLrkKcKwQIUEDCQZHoFVb6fZ2FdOkSOwt57rn/bFaO5PRQqH322ScIDb20zPrVV1/tPeQqKggQoIAk6+gTlYfff+ut2FlIu3ZP2+rV6zcrR3Kata7LWBoo1zNIvv7663CVokeAAAUkWUefqDz8vs5CTjppqPfeU09N2awcSAUBAhSQZB19ovJ477/55tfee23bPhW3HEiGAAEKSLKOPlF5vPdLn4XEKweSIUCAApKso09Unuj9ESNmECBwRoAABSRZR5+oPNH7Ogvp3HlIwnKgPAQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAARMHnyT3bhha/b9OkLwkWAMwIEiIB77/2XN8/jsccmh4sAZwQIEAH9+sUCZODAf4eLAGcECBABBAgqAgECRAABgopAgAARQICgIhAgQAQQIKgIBAgQAQQIKgIBAkQAAYKKQIAAEUCAoCIQIEAEECCoCAQIEAEECCoCAQJEAAGCikCAABFAgKAiECBABBAgqAgECBABBAgqAgECRAABgopAgAARQICgIhAgQAQQIKgIBAgQAQQIKgIBAkRA795P2+67/8keeOCVcBHgjAABIqBnzxts223r2+239wsXAc4IECACLrvsMttqq61KzkR6h4sAZwQIEAEECCoCAQJEAAGCikCAABFAgKAiECBABBAgqAgECBABBAgqAgECRAABgopAgAARQICgIhAgQAQQIKgIBAgQAd27d/cC5JprrgkXAc4IECACjjjiCC9Aqlevbv3797f169eHqwBpI0CACDj77LO9APFf++23n40aNSpcDUgLAQJEgD8G0rlzZ9t5552DIPnDH/5gM2bMCFcHUkKAABFQehB9+fLldv3119u2227rvVe1alW76qqrbOnSpeHNgHIRIMgr3377rb3xxhvht5GhSy65xAuLm2++OXhv1qxZdtJJJwVnI/Xr17dBgwbZxo0bS20JJEaAIC+sW7fO7rvvPqtSpYrXmR177LE2c+bMcDU4GDFihNWuXdv7XhUYYePGjbMDDzwwCJJDDjnExo8fH64GbIYAQc69+eabts8++wQd2NZbbx1cWrn22mu9Sy5I35dffmnt27cPvlddsnrhhRfC1TwbNmywhx9+2Hbccceg/mmnneadEQKJECDIma+++so6dOgQdFi77rqrPf30096ZxwknnBC837BhQxs8eLBt2rQpvAvEsXjxYmvVqpVVqlTJ+/506+5NN91kK1euDFfdjLa99NJLrXLlysG2uuyVyraIHgIEW9ySJUvsiiuuCC5XVatWzW688Ub75ZdfytQbM2aMHXDAAUGQNG/e3CZMmFCmDn6ls4hHHnmkzFmEzjruuuuutMc1dPbSrl27YD+NGjWyZ599NlwNEUeAYItRB/foo4/aTjvtFHRMp5xyis2ZMydcNaAJbw8++KDVrVs32KZbt242d+7ccNVI0zjGQQcdFHxHe++9t+2xxx7B313HNV5//XVvX/5+dGbzySefhKshoggQbBHvvvuuHXzwwUFHpP+t91K1cOFC69GjR3BppUaNGt4tqatWrQpXjZTwnVT16tUL7qTK1rjG2rVr7Z577rEddtjB24cujZ177rm2dN68cFVEDAGCCqWzC51l+B2Yzj50FqLOzcW0adPsmGOOCfa322672ZAhQ8LVit6KFStSnsuRrXGN+fPn23nnnecFSIuS/Tyx/fa2qW9fJUy4KiKCAEGF0HjGDTfc4I1vqNPSeIfGPTT+kQ2vvvqq7bXXXkGQtGnTxiZPnhyuVnR0I8GTTz7pNJs8W+Man5V8zwNat7b/lOzD9Cr572DDh4erIQIIEGSd7qTSHVV+R6U7rXTHVbbp0krfkl/A25f8EvYvrZx//vneL+ViNHHiRGvZsmXwvWo9q5EjR4arJZW1cY3nn7eSU8BYiOjVtq3Z55+Ha6GIESDImg8//NAOP/zwoGPS3A7N8aho8+bNs3POOSe4bbVWrVrWr18/b3JiMfjhhx/sT3/6UzA/pk6dOvbAAw9k1L544xr6DvVdpkVjUHrGSI0asRCpXFnT3s0WLQrXRBEiQJCxH3/80Vvt1e/gNOtZs8oz6eBcfPzxx96vaT/A9Ctbs7AL1erVq+3222+3mjVreu3ZZpttvOd6LFiwIFzVmc7WdNbmh6/O5nRWp4BJi+6KO+OMX89G6tY1e+gh3UYXrokiQoDA2Zo1a+yOO+6w7bbbLujgLrzwQvv555/DVbcoXdfX9X0/SDQbW9f/C4lmjDdu3Dhow1FHHWVTp04NV8sajR+1bt06+DyNL2mcKW0ffGB26KG/BskBB5iNHRuuhSJBgMDJyy+/XGaewZFHHmmfffZZuFrOaBBfs69LD+JrRVrdkZTPpkyZ4n2X/veq7/ill14KV6swuqNNd7b5n9+2bVv7PN1xDU1afOIJswYNfg2SE080Y22zokOAIC36FXz00UcHHYx+JSdaXykfaM5D165dg+PVnAjN1na9jbii6LKUzt50Fqfj1Fldnz59vLO8LU1zazTHRnNtdCy6/fe+Sy6xNemOayxbZqZH6FatGgsR/am/630UBQIEKdFEvosvvjjo4HRd/rbbbvOu0xcCzcJu1qxZECSatf3OO++Eq21xGie6//77g9VyNY6k8SSNK+WaZvufccYZVrvkuK4qec1wHdfQmYfOQPyzEZ2ZlJzBovARICiXlhLRM7R154/f+eqOoO+//z5cNe9pdvZjjz3mzdb223LyySd7s7lz4a233rJ99903OJbDDjvMu5Mt33wxYYKNy8a4xpgxsW21j5IAR+EjQJCQnpmtuQZ+B9eiRQtvLkI26RKT5jJoctxDJb9udenEf+nvel/l6S6/UR7N1u7Zs2ewmKNmc/fq1cub3b0laE7M8ccfH3yvu+yyiz311FP5vdpwtsY1dPaiMZ0s/ztCbhAg2IxmNWt2s9/BadazOvJMOzgNbCuUrrnmGm9lXf8ae6ov1dd22l77Ca/emy61s2PHjllvZyKahX/llVeWCS7N1t9SwZUVjGugFAIEAf0y13pKWlfJ7+C03lImD3TSJTA9olYD2f4dUeFQ0NhE586dvYlsWqRPZx/6U3/X+yqPFzban/ar/etzXOkMp/SZlmZ7T5o0KVzNmQbsBw4cWGYV4i5dutjs2bPDVQtHvHGNwYNjZyouFNq6GaMk0K1+fStJ2difJWdqNnRorBx5hwCBNzagFVz1TGy/g9MKr5mMDSh0NCFND4Mq3elrcp8mww0bNizty1Kqr+20femlOPTS5+jzXMNOg9ma3V16MPuss87yZoFn4r333iuzCnHTpk3TWoU472ksxB/X0EtjJek+s0VnYAoOfx/xXgqSQjpTiwgCJOJ0d5KeFeF3cHo2tp4t4UorvOoMovSgu9bF0mWntOcTJKH9ab+l193S5+rz011p1qfbaRVQpe8202zwdO82y/YqxHlNZ38PPhibfe53+N26xWanp6LkbMzbpiS8rX//2HZaxUA3agwYYCX/UWPlqoe8QoBElH7N69kQfgen+RF6dkQmHdzw4cNt9913D/apW2WHDh2a9tPw0qX963NKP1BJx6HjcaX5Lpr97e8v1fkuGpfR0xUrahXivKZ5Ij16xNbDUoev9bG0TlZ5z2zRGYzqlgS1TZsWLo3R+ypXvbffDpcihwiQiNEvcz0LQs+EUAenSWJ6VkQmM7S1bemHGjkvg5EF4WXedVyZtE2zwMMz7jVbPJ54qxBPnz49XK34qcPXyrzq8PXSir2JVmPWmYrqKGjKo3LVO/PMcAlyiACJkPAaUXo2RKZrRGmw2V/6QoPut9xyS05mT5emz9dx+A9b0vFlMiiu/WlWeOk1vy666KJgUcOPPvpos1WINbAfefoRoWeFqONPtCpzyZmdV57s8qZCSfX23DNcghwiQCJAv6I1tuF3cBqA1jMhMqWBd/+W1P333997WmA+0fHouHR8Ok4dbyY0O1wD6/6qw1oKvUmTJsHftYz8vffeu8VXIc5rWtW3vIddVasWC4ZkY0y6DKZ6JWfOyB8ESAT4jzLVUt16BkTaS3XHoVV4/UDS0huZzsmoKDouHZ9/rDruTOlsRrPG/X0qQC644IKcr0JckNINEI2rIG8QIBHgD+hm65GvmsXtd55aD6sQ6Dj9Y9bxZ0qTDf1bia+99tpwMVLFJayCRoBEgP/I13TnXcSjsQDtS+MAmhxXSHS8/u25akemTjzxRG9fmr0OR/5DqG69NVxSFoPoeYkAiYBsBYjGEPxf8YUWHj4dt9+GTMdECJAsGD06FgzbbcdtvAWIAImAbASIFlH0B8wL5bJVIv7lLLUnk8UhCZAs6dQpFg6aMKiJg5pAqBsRtAqAJigykTBvESARkGmAaB6Ff6uu7kIqBmqH2qN2uc4TIUCyRMvPHHdcLCQSvTp0YCmTPESARECmAeJPEtQtsfl6t1W61A7/Fl+1zwUBkkVaLFGLJioo6tWLzWbXn/r7kCEsppinCJAIyCRAtByIttWdXNleyyrX1B7/DjWXZU8IEEQdARIBrgGiZU/8ta00s7sYqV1qn9qZ7gKMBAiijgCJANcA0aq22k6zrdNdjbZQqF1qn9qp9qaDAEHUESAR4BIgy5YtC5Zkz9XCiFuK2qd2qr1qd6oIEEQdARIBLgGihzNpGz0AqaIe8Zov1D61U+1Vu1NFgCDqCJAISDdA9HhY/0mCes5GFKidaq/anerjcQkQRB0BEgHpBsiIESO8+nq2RSYPmCokaqf/LA+1PxUECKKOAImAdAOka9euXn09LjZK1F61W+1PBQGCqCNAIiCdANEEO39uRLHN+0hG7VW71f5UJkwSIIg6AiQC0gmQUaNGeXW1VHkU+Uu063tIhgBB1BEgEZBOgPiXcbp37x4uigS1O9XLdwQIoo4AiYB0AqRFixZe3WHDhoWLIkHtVvv1PSRDgCDqCJAISDVANB+iRo0aKdUtVmq32q/vIdn8FwIEUUeARECqAZJO51ms0glRAgRRR4BEQKoBMnr0aK9es2bNwkWRovbre9D3UR4CBFFHgERAqgEyePBgr14nPSEuwtR+fQ/6PspDgCDqCJAISDVABgwY4NUrlqcOuvKfVqjvozwECKKOAImAVAOkT58+Xr0ePXqEiyJF7df3oO+jPAQIoo4AiYBUA6RXr15evauvvjpcFClqv74HfR/lIUAQdQRIBKQaIJyBxHAGAqSGAImAVAOEMZAYxkCA1BAgEZBqgHAXVgx3YQGpIUAiINUAYR5IDPNAgNQQIBGQaoAwE52Z6EA6CJAISDVA0uk8i1U6IUqAIOoIkAhINUCE1XhZjRdIFQESAekECM8D4XkgQKoIkAhIJ0B4IiFPJARSRYBEQDoBwjPReSY6kCoCJALSCRDp2rVrypdxiol/+U7tTwUBgqgjQCIg3QAZMWKEV3/XXXe1DRs2hIuLktqp9qrdan8qCBBEHQESAekGyPr1661hw4beNkOHDg0XFyW1U+1Vu9X+VBAgiDoCJALSDRDp27evt03Tpk2TzocodGqf2qn2qt2pIkAQdQRIBLgEyLJly6xOnTredq+++mq4uKiofWqn2qt2p4oAQdQRIBHgEiDSu3dvb7smTZrY6tWrw8VFQe1S+9ROtTcdBAiijgCJANcAWblype2+++7etrfccku4uCioXWqf2qn2poMAQdRlN0BK/s/kvRIpr1zX2V94waxjR7P69c2qVIn9efzxGuGMlcOJa4DI8OHDvW01N6LY5oWoPf6cF7UzXQQIoi5Bb+6ovICQROUrVsSCwy+P91KQqB7SlkmAyEknneRtv//++6c0wa4QqB1qj9ql9rkgQBB1cXrzDCQKCF+i8i5dYu/Xrm3Wv7/Z3Llm69aZff+9HpNnVqdOrFz1kLZMA2Tx4sW22267efsolqcV+k8dVLvUPhcECKIuTm+egUQB4YtXPnZs7L2aNc2mTStb5tP7Kle9t98OlyKJTANEJk6caFWqVPH2c9ttt4WLC4qOX+1Qe9QuVwQIoq6c3t5BvIAoLV55t26x95LdAaNy1TvzzHAJkshGgMigQYO8/eg1cODAcHFB0HH7bVB7MkGAIOrK6e0dxAuI0uKVN24cey/ZAK3OQlRvzz3DJUgiWwEiffr08fa1zTbbFFyI6Hh13Dp+tSNTBAiirpze3oEfEMlepVWrFnsv2TyDVati9apXD5egHBs3brSqVat6Hd1XX30VLnbSs2dPb3+FdDnLv2yll44/G1q1auXt79FHHw0XAZFQeAFSo0a4BAm899571qxZs6Dj3GWXXWzIkCHhak7uuOOOYL9nn3123t6dpePS8fnHquPO1OzZs61Lly7BPq+//vpwFSASKiZAEolXziWsrJszZ46deuqpQQdXs2ZN22GHHYK/t27d2iZPnhzeLG0aQ/AH1nVL7LREN0HkiI7Hv1VXx5npmMeKFSvshhtusG233dbbZ+XKle3oo49Oa/kToJiU09s7iBcQpcUrP+OM2Hu33lr2/TAG0ZPSr+2bbropmBynTvPyyy/3blNdu3att1CgPx5SqVIlO++882z+/Pnh3aRl0qRJwS2+6lg1s3vNmjXhaluUPl/H4Xf0Oj4dpysttvjUU095Z3B+CB9//PFZuyQIFKpyensH8QKitHjlo0fH3ttuO27jzcAzzzwTPM9Cr+OOO86mT58ermbz5s2zc845xwsQ1dOZyT333OMFjCsFlD/ZUK+99torZwsw6nP1+f6x6Lhc53nIhx9+aIcddliwv3333dfeeuutcDUgksrp7R3EC4jSEpV36hR7XxMGNXFQEwg1kfCHH8wefJCJhOX46KOP7Igjjgg6uH322SelByJ98sknwSCwXnoW+Ouvvx6ulhYtB+KvnaXXQQcd5D1nQwP5FUn71+fo8/zP1nG4LE/i+/HHH73JhltvvbW3v9q1a9v9999f8s9yXbgqEFlxevMMJAoIX6Ly5cut5Cfzr+XxXh06sJRJKT/99JP9+c9/Djq4WrVqWb9+/dLu4J599llr1KhR0PG2a9fOvvzyy3C1lGlBQq1q6y8Fr5fOjPS42GyvpaX9ab+lz7z0ufr8dBdG9Onyl27x3a7kjFj7022/F110kS1YsCBcFYi8OL15BvzOPpHyyrVYohZNVFDUq2dWuXLsT/1ddw6xmKJHl5ruvPPOMmMZF1xwQUZjGepsb775Zqtevbq3Tw0OX3rppRld+lle8qNAYy7+kw39l850unfvbsOGDUt7Xorqazttr/2U3q8+R5+nz3X10ksv2R577BHs88gjj7QpU6aEqwH4nwS9eQE5+2yzww+PLYlS5F555RXbc889gw6uTZs29umnn4arOVMHfdpppwX733HHHe3hhx/O6LnoejzsG2+8YV27dg0G90u/atSo4d1q3LlzZ29s5txzz/XOIPSn/q73Va564W21P+1X+0/1MbTxTJ061Y466qhgv40bN7YXtDI0gHIVfoAceuivZzYnnmg2c2a4RsHT7ajHHHNM0MHp+n5FPqt8/PjxdsghhwSfd+CBB9q4cePC1dKmu8RGjRrlXXZq3rx53FAo76X62k7baz+Zzj3RZSmdzfiz03W78+233160D88Csq3wA0T34Jd0KFa1aixE9Kf+XgT35i/8ZaH95c6/eJeU/A701ltvtVWaVFnBNDCteRP16tULOnDd0TRr1qxw1YzorGfkyJHeciAPPfSQd/bhv/R3va/ydC93lUfjRA888IA3MK52aRzpT3/6k/2gmzYApKzwA8SnMw+dgShE9GrQwGzwYPWE4Zp5b/3G9TZg2gCr8/c6tlWXks57163szDPPtO91d9oWtnTpUrvqqquC5VA0t0IzrzMZa8glhdF+++0XhGLLli0zmiMCRFnxBIhvzBizAw74NUiaNzebMCFcK2+N+X6M7T9sf9tq4Fbeq3n/5vav//wrXG2LmzFjhv3hD38IOt6dd97ZOzvQJLtCoOPv2LFjwR4/kI+KL0BEA6qaP1K37q9BomXj9aCqPPX10q/thFEnBMHR8JmGNvirwbbJ8quD09hD6V/wLVq0yOiZGhVNZ1BaPNFfckVnUL169fKWJQGQmeIMEN+iRWY9esRuCS7pPCY0rWEPje9tq9ZX/BhCqpatXWZ/+/BvVnVQVS849Oe1H11ry9fl7yUi3fHUv3//MnM9NIaQi0tsiWypMRwgyoo7QHxaCqVtW/tLt9iv+92e282GfJOdVWldbdy00R6f/rjVf7p+cNbRaXQn+2bZN+GqeWvhwoV28cUXl7mLScum5/ouJt1FVnoVYs1Qf+edd8LVAGQoGgHyP29886rtNWSvoMNu81obm7wg81Vp0/XBvA/sdy//LjiO377wW3v7h8Jd40vzKLQqrd9h52oehe7U0rwQ/zg0j+WRRx7JaB4LgMQiFSCyduNa6/tZX9t+8PZe513psUp2/vjzbf4q95ncqfpuxXd2+tunB8FR98m69vfP/+7ddVUM4s3k/uyzz8LVsi7eKsSXXXZZRjPpASQXuQDxzVs5z8559xwvQNSZ1/pnLes3tZ+t25jeWlKpWLl+pd3y71us+hPVvc+qPKiy/XXCX23RmkXhqgUv3lpSF154of3888/hqlkRXsurffv2Ga3lBSB1kQ0Q38c/f2ythrcKzgr2Hrq3jfhu89Vs/XL/peBp9Gwj6ziyo02Yl/g24ednPm+/ee43wXbHvnGsfbH4i3C1oqPVbPUkwNKr2d53331pL/aYyMcff7zZasKprEIMIHsiHyC+Z2c+6wWC39H3/nfvMuXhACn92nrg1vbS7JfK1JdLJlwS1GkypIkNn+O+vHih0vM0Dj/88KCj1/M03nzzzXC1lIWfZ+K6CjGAzBEgpfyy/he76ZObrPY/a9sdn5Z9drYfBL4NmzZ4d0ydPOZk7/2DXjyoVO2YKyZeYfWeqmd3fXaXN/YSZU8//XSZZdc7dOiQ1hP94j1R8fzzz89oFWIAmSFAUhQOEN9/V/3Xe1/zN1A+DXbrmeKlB7uvuOIKW7JkSbhqGeGnDGoV4mw80x1AZjbvERFXogDR3Vt6f5dndgkXIYHZs2fbKaecEgTCTjvtZI8++uhmt9tqFeK2bdsG9fRs8yF6NgyAvLB5j4i4wgGiS1izl8+2U8ee6r1/+b8uL1UbqXj33Xft4IMPDgJC/1vvaYJijx49yqxCrNV5t8QqxABSR4CkyA+Q8EvzSa758JrIj3G40lmHzj50FuIHib/yr17dunWzuXm8hhkQZQRIisLBUfq177B97bmZz4U3QRo0DqLxEP+2Xz3EakIBraIMRBEBkqLwJSxZvGaxjf9pvP3+td97ZVrbCpnROlZ33303y6wDBYAASVG8APFpiRKVaRIiAERF/B4Rm0klQKo9Xi1cBABFK36PiM3EC5Ala5fY+/PeDy5htXy1ZZlyAChmBEiKwgPn4ZcWStQy7QAQFQRIisKB4V+y0hpXF46/0L5akvqyHABQDAgQAIATAgQA4IQAAQA4IUAAAE4IEACAEwLE0Xs/vWeT5k8Kvw0AkUGAONCTCysPqmw7/HOHcBEARAYB4mDh6oXePJBKj1UKFwFAZBAgDggQACBAnBAgAECAOCFAAIAAcUKAAAAB4oQAAQACxAkBAgAEiBMCBAAIECcECAAQIE4IEAAgQJwQIABAgDhZVBIgOwzYymo/SIAAiC4CxMH6JQtt4p5b2cQmBAiA6CJAXCxcWPLNlXx1lQgQANFFgLggQACAAHFCgAAAAeKEAAEAAsQJAQIABIgTAgQACBAnBAgAECBOCBAAIECcECAAQIA4Wbw4FiCVK4dLACAyCBBXPXua3XZb+F0AiAwCBADghAABADghQAAATggQAIATAgQA4IQAScemTWYvvGDWsaNZ/fpmVarE/jz+eLOhQ2Pl8eiWX70SSVYOAHmIXitVK1bEgsPv7OO9FCSqF5YsIJKVA0AeotdKVZcusU6+dm2z/v3N5s41W7fO7PvvzQYMMKtTJ1auemHJAiJZOQDkIXqtVIwdG+vga9Y0mzYtXBqj91Wuem+/XbYsWUAkKweAPESvlYpu3WIdfO/e4ZKyVK56Z55Z9v1kAZGsHADyEL1WKho3jnXwn38eLilLZyGqt+eeZd9PFhDJygEgD9FrpaJatVgHv3p1uKSsVati9apXL/u+HxDJXgBQQOi1UpFugNSoUfb9cFAkegFAAaHXSgWXsABgM/RaqTjjjFgHf+ut4ZKyGEQHECH0WqkYPTrWwW+3HbfxAsD/0GulqlOnWCevCYOaOKgJhJpI+MMPZg8+yERCAJFDr5Wq5cvNjjvu184+3qtDB5YyARAZ9Frp0GKJWjRRQVGvXuyZ6PpTfx8yhMUUAUQKvRYAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnPw/u9/bQEzxcMIAAAAASUVORK5CYII=)
PN: 8760-1-X6
CAS: 913835-36-6
Molecule Weight: 269.11
Formula: C15H16BNO3
![3-[(4-Chlorophenyl)carbamoyl]benzeneboronic acid](data:image/png;base64,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)
PN: 8660-5-25
CAS: 874288-31-0
Molecule Weight: 275.5
Formula: C13H11BClNO3
![3-[(4-Cyanophenyl)aminocarbonyl]benzeneboronic acid](data:image/png;base64,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)
PN: 8660-1-Y6
CAS: 850567-36-1
Molecule Weight: 266.06
Formula: C14H11BN2O3
TSCA: Not listed on TSCA inventory