![3-Fluoro-4-[(4-methoxybenzyloxy)carbonylamino]benzeneboronic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAAxmAAAMZgHJ1aXSAAACm3pUWHRtb2xTb3VyY2UAAHiclZZtb5swEMe/ysmvF+MHwkMUUmWpKk1qV6ntpL2bHHBSpAAV0Dx8+52BZIFQ0JIg2+f/z5zt8znzu2Oyg73OizhLA8IpI6DTMIvidBuQX28PE4/cLeYhilCYFgF5L8uPmWUdDgcavutEHbOUhllC6v7ZsYhbmoOkWb61BGPc+v30+FoxkzgtSpWGGqkinhWV8TELVVl58cUrrETl+zi1armV5Pt6tD+CmR+jxyIi/+aywr4lorCJdxo2WZ6oEvaCUfyxb7DVqc5VqSNYn9AsqY1zX8yf7rPwM9FpiVUzQhyq3WuZf4ZoSLKdDj9xMKz8uA9IwhFQZZYs81ydwNSMWXFQApQEZYOagnJAuaA8UD4ozvDBfo4CjgqOEo4ajiKOKo4yjjqBOmHGQZ2QuCc7bZx6O31onBk8w+ryfa6en1eWFTzAd7RVKlxiEZDJlEppuzDBWTJ0YiKo47g2TDjapQu4JPg5F42x0TRIUzQDOdjn2eChEf300Tj1zkVjbCQNwBk2fRu4wF7JL+2zB41HBE7GXUmZxyo3JTflV22bOsKU+BK/r+1QX/6PzqUu62t37T4V9u14GA7WJR4W83WWRldViKOArDmpAuVFbwrRxAqBLI90jsfPDGCk14BoAyayhgHZBkwcXoBlH2C3ARO1w8C0DZgYHwacNmBOxPAc3DZgzs8w4LUBc9qGAb8NVGfzQog+wvR3ET78Et7d7erojzCdDa9TxfD68s6e16llhOlse52KRpjOztepa4TpbH6d6kYYt2cNxphOCNTpdGSt/Z75jASO6IRBna5HmG4cGGYkdoS4OTRCDC+B6ITB+fYYZOybdNGPWFfpzDpfhVi9uSatqzvUwn8Oi7/N1WGozbARAwAAKVxJREFUeF7t3QeYZFWZP2DiABKVBYFFYCQuQWRRFARhCaIgrrIwyIq4IuoKKCAq+wdJS1CXKDC4MAwiGZQcVmEHAQNBoqISlwwicUBwYJDzr+/O0zB96equ/rq6u6rnfX3qaerc0051d9X9nXNPuLMVAEiYrV4AAK0QIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIGXsBctllpay2Winjxs34Gs8BaLuxFSC3317KYouVcsklpUydWsqll854fscd9ZoADNHYCpAJE0qZOLF32fHHl7Lddr3LABiysRUgyy1XysMP9y6L5+PH9y7rQq+88kr50pe+VE4++eT6IYBRMbYCZJ55Spk2rXdZPJ933t5lXebCCy8syy+/fOPHmLfMPvvsZcsttyx33313vRrAiBpbATLGeiC/+93vyiabbFLmnHPOqvfx1FNPlRtvvLF88IMfLOPGjSt77bVXef755+vfBjAixlaAbLtt32MgMTbSRZ555pmyyy67lLnmmqtstNFG5faYHFBz2mmnlb//+78viy++eJk0aVL529/+Vq8CMKy6N0CuuKKUT3xixmyrHrfeOmPWVcy+ivKYwhvPb7vtzTrbb1/KD39Yyuuvv1nWIaZPn16OPfbY8o53vKPRmVqu/PjHP65X6eUvf/lL+fa3v11d2lprrbXKddddV68CMGy6L0DuuquULbYoZY45Stlpp1JefbX38YsvLmXVVUuZe+4ZX2NK78wOOmjGWMn73lfKr37V+9gouvLKKxsvd9WywAILlIMPPrj89a9/rVdp6oEHHijbbLNNmW222cp2221XHnzwwXoVgLbrngCJa/1f//qMYFhvvVJuuqleo3X33VfKJz/Z+OkbP/5nPlPKI4/Ua4yYe++9t9GR+kQ1OP7Zz362PProo/UqLbvmmmvKmmuuWeabb76y//77l5deeqleBaBtOj9A4tr+SSfNuBS19NKlnHFGvUbelCmlrL56KW9724yeycsv12sMm6lTp5Zvfetb1WD4OuusU66//vp6lZTXXnutnHjiieXv/u7vGr+upRu/rjb+vgBm0tEBEi3q3d/73tJoUpey336lDEeLunHCrQbeF120lGWXLeWcc+o12ioGuydPnlze+c53lqWWWqqceuqp5fVhGI957rnnyp577tnosM3d6LCtV37zm9/UqwAMSUcGSFzT33bbbatr+hMmTCgvjcQ1/WefLeWrXy1lrrlK+fCHZwzIt9kvfvGLsvbaa5d55pmn7LPPPuXFF1+sV2m7u+66q3zsYx8rc8wxR/n85z9fnnjiiXoVgJSOCpCYVbRfo6fRM6vo2muvrVcZfr//fSmbbVbKnHOWV3feuUz985/rNQbt4YcfLttvv30ViFtvvXW5//7761X6FT2UCNWeR6bHcsUVV5SVV165LLjgguW73/1utbIdYCg6JkBOP/30al3DYost1hnrGi65pJy3wgpl4YUXLkcccUR5tT7bqwUvv/xyOfDAA8vb3va2ssYaa5Srr766XqVPsVgwZmJtvvnmZckll6yCp/5YYoklGjm3WTnggAOqnk0roRI/w1FHHVUWWWSRamX7RRddVK8C0LJBBUicuPrSrLzH5ZdfXs0Oip7F6quvXs4999w3jj322GNl3XXX7ciV1dMbrfTvfe97ZaGFFiorrbRSuWwQW8OfffbZZZlllimLLrpo+cEPflANbvcnLmcdfvjh1b8Tv8/4GosJJ06cWP73f/+3CpXofcTXKVOmlBNOOKF87WtfK6uttlpV/13velfZd999W7pEFSvav/jFL1Yr3GOl+5133lmvAjCg/s/8Nc2Coll5iFXUsVo69nOKmUexPUeMa/T44x//WHbaaaeO3tvpT3/6U/UaYxwhegXxmpu55ZZbyvrrr18NXscJ/tkYW+lHBMsxxxxTzZqKx957713uueeeerV+xSWyQw45pIwfP74K6T322KMaRB9I/G023HDDasX7rrvuWq2AB2hV8zN/H5oFRbPyEIPh0QIfC26++eY3wmH33XfvdZJ+8sknyxe+8IUqZD7ykY/0GzI9ok5M4Z1//vmrS1ZDHVSPlewxq2vZZZetZnnN3NPrz3nnnVetfI8V8Mcdd1z1/wMwkOZn/j40C4pm5SFOTI+M4kK94XDWWWdVl6eixxAn3BiUjstcK664Yrk0tlFpQYw/xPfEXlf/93//Vz88JLGA8Jvf/OYbmzC2sqo96kSIRZjFivirrrqqXgWgl+Zn/j7UB3JnfjQTU1an1bdYHwNigDwGsKPHEZeAYvyi1YH2U045pTq5f+Mb3xhwbGQoIgTi8uGHP/zhlseWYiX8DjvsUP1NjzzyyPphgDc0P/P3oVlQNCsPY7EHMrMYhI4puq2KXXQjdEbq5BxThldYYYVqWnSrIRJiptaPfvSjejHAG5qf+fvQLCh6ynt6I3F5p2cn2RgDia01xqpPfvKT1YymVsRuudEjO+yww+qHhlXMzIppu9ETaeVyVojxkJhaDdBM34nQxEABEmI9ws9//vNqfCDETJ8Y0I1r/i+88EI1Cyt2jB0rWg2QmOEUW5fsuOOO9UMjInoicTkrxkRaIUCAgfSdCE20EiAhFrbFQGyPWD/Rsw4kFtTFrJ+xotUAidCMQfZYbT9aYkwkLp+d08J+XwIEGEjfiTAEESZxmWYshUR/WgmQ2JIltmvvhBs+xeys6BEOtE5EgAADaXuAxBYkcXOkt7/97fVDY1IrARJrPWIsqBNEDyjWicRiw/4IEGAgbQ2Q6H1ESzv2aYq1EbOCgQKkp/fRSduFxGLDuOlUf9ueCBBgIG0NkFnRQAES27bE9iedJFaax7YnsXdWMwIEGIgAGaL+AiS2JomdeM8888z6oVF36KGHVhswNtv1WIAAAxEgQ9RfgFxwwQXVhIKh7nE1HB566KHq0lrMmOuLAAEGIkCGqL8AiYHqDTbYoF7cMWIr+NiOpS8CBBiIABmi/gIk7kUe27N3qt12261suumm9eKKAAEGIkCGqL8AidX4sXFip4pt9uMukH0RIMBABMgQNQuQWG8R05pjW5dOFXc6jHGQ2Fm4ToAAAxEgQ9QsQB5//PEqQG699db6oY4Rd0+M1xh3XKwTIJ1v7bX73qS0WTm0mwAZomYBEpsXxsm5lTsTjpZ4bfEa+7qhlQDpfM2Colk5tJsAGaJmARKrvPVAGE7NgqJZObSbABmiZgHSTWMgfd0jRIB0vmZB0awc2k2ADFGzAAmLLbZYmTx5cr24Y5xwwglmYXWxCIpmDxgJAmSI+guQ9ddfv9o+vVN95StfKZtttlm9uCJAOl+zoGhWDu0mQIaovwD5xje+UT74wQ/WizvGSiutVA4++OB6cUWAdL5mQdGsHNpNgAxRfwESd2Kce+65y7PPPls/NOruvvvuaozmpptuqh+qCJDO1ywompVDuwmQIeovQKZNm1YWWWSRctJJJ9UPjbrYYiV6IM0IkM7XLCialUO7CZAh6i9AQhx73/veVy8eVbE7cGyzcvjhh9cPvUGAAAMRIEM0UID8/ve/L3PMMUc1ZbZTHHLIIdUMsf62mRcgwEAEyBANFCBhm222KWuttVbTmzeNpFh1Pv/885djjjmmfqgXAQIMRIAMUSsB8uCDD1Z3Jjz66KPrh0bUa6+9VjbaaKPy/ve/v/rv/oy5ALnssrgBSinjxs34Gs+7XIx1fO5zF9aLjYEwYgTIELUSICFa/HF3wtHc2iSmFS+00EIt7c81pgLk9ttjVWcpl1xSytSppVx66Yznd9xRr9lVIih22+3y8rOf3feWchgJAmSIWg2QEHXjPuQPP/xw/dCwO/LII8ucc85ZLrroovqhPo2pAJkwoZSJE3uXHX98Kdtt17usy0RQ3HffM+VTnzqnvPrqm5dHBQgjRYAM0WACJPbHWmeddcoqq6wyoiFy2GGHVQP5g7m51ZgKkOWWK6X++47n48f3LusyPUFxyCHXljPP/O1bymG4CZAhWnnllcsSSyxRfv3rX9cP9enpp58uH/jAB6qeyHBfzorA+tznPlfGjRtXTjvttPrhPsXYyH//939XiwzXWGON8tBDD9WrdJ955olFOb3L4vm88/Yu6zI9QfHMMy+Xj3/8zPLCC6/0Ku9m11xzTfW5Wmqppcp1111XP0yHECBDFCu5P/rRj1a72u6www7l0UcfrVd5izix//M//3M1JhJjIwMNaGfEh27FFVesPoDXXntt/XCfYufgNddcs8w333xl6623Lquvvno1+H/AAQf0edfCrjHGeyBh8uRbG++l699S3m0eeOCBsu2221YNmK222qpsscUW1X9/+tOfHhuNmTFGgLTJVVddVVZdddVqimzsL9XXFul1ER5xgo4pvvH97XDnnXeWCRMmVB+67bbbrtE6faZe5S3iQxtTjXu+p+eDGsEW902PRYfLLLNMOeuss2rf2SUaJ6Q+x0BibKSLzRwU06ZNr8ZCHn/8xa4MkGhUffvb3250CuetPg8zN3qiYfOe97ynathEY+all16a6TsZTQKkjaZPn16OO+64avxguUar97zzzqtXeYuY4hstrujBxIr12PZksHtnRa9n0qRJZfPNN69CIMZZWul1zPyh/cd//Memlwqee+65svvuu1f7esUOwzfffHO9SmeJ0Jx5kWRcKoxZVzH7KmZhxRTeeH7bbW/Wef75GY8Odscdf6p6Gj3qQXH55feUffed8kZ51D/99DvKK6+0v4fbTjHWFrcViMWt8T7ua71Uz6XVaMzE5d8zzzyzXoVRIECGQbT6d9111zLXXHOVDTfcsNwe00gHECvWYzB+4YUXrr4vdvGNabcnn3xy1QKLk3YsAoz/Puecc8qxxx5bbRUfrbUIjejJRM+jleAIMSYSH9rFF1+8+jf6+tDWxfTfCKkYkN9pp536vJPhqIqWaaOF2miqllLfpuXii0uji1gaKTjja0zpnVl834ILlnLooW8dLxllTz75l7LffldXwbDPPlPeKK8HyOuvl7Ljjhe+Uf6b3zxW/umfTi1bbXVWufLK+3vV7QQ33nhjWXfddasxur322quR3wMHeDRm9thjj6ox86EPfajxM/6mXoURJECGUVxO2mSTTarpsxEOTz31VL3KW8QGjJdffnkVHvEBiVZZBET9ES2x+PDFh+nCCy+sehOtuOGGG6pwig9t/ButfGjrYpfh2Igx1pR873vfa7RwZwzejqpokTZapo1fTGk0VaPJWq/Rv0bvscTq/Le/vZR3v7uU88+v1xhx0XOYNOmWRq9vcqOXel7jhDvw+Frd1KnTGn+jXzZ6pZMa78FLyt13P12vMuIef/zxanJH9Lq33HLLamfowYrGTIw9RmPm85//fOc1ZmYRAmQExNqL5ZdfvtqZ96ijjiqvvvpqvUq/IlRinKLnEc8H67HHHmu0TnesPrQf//jHyz333FOvMijxMxxxxBFVj2mFFVZoNOhrLfqREpfTGkFb9SwaYdpootZrDM7TjRPsv/97aaR+aTTfS/ntm9NjR1L0GKLnED2Ic8+9s5GHA/cQ+3P//c+Wr3zlsvL+959UTft99tmBx+jaLd63hzZ6eAs2enoxlf2nP/1pvcqgRWOr4xozsxABMkLijf3d7363+vDE1N8rrriiXmVY9HxoF1hggfIP//AP5Wc/+1m9ypD8+c9/LjvvvHPVy4q7G8aluBERLc5Gy7PRBC2Npmg0Ses1hiZWqUeAzDVX3LpxRrCMgOghRE8hegzRc4geRDtde+2D5ZOfPLtsuOEPyxln3NHoeA0tmFp1wQUXNDp272508N5eTR6J8cJ2icZMLJTtacxcHJcrGRECZIQ98cQTVZc7ut4f+9jHyl133VWv0jbnn39+GT9+fPWh/f73v9/WD21drGn58Ic/XI3ffPWrXx30RICWRQuz0dJsNDnjlorRBK3XaK+f/GTGdN+4tNX4HVaXuobBs8++XPUMoocQPYXoMQyXWLV+6qm3Nf5eP6xmbv3yl8M3Pfa3jR7cxhtvXDUw/r3Rs4t1UMMlGjNxqTj+rU033XTkGjOzMAEySmLwb7311qsGA/fcc89qcLBd7mi0nv+p0XqOk/lwf2jrYoB/2WWXLYsuumiZOHFiW9e4TGm0LG9utDAbTc1SjjgizoT1KsMjLhkeckhpdONKoxtXSht7cTNaz0eX97znK1XP4JprHqhXGTaxAPGgg66pQuurX72iPPBA+0Ir3nNfafTc4j0Y78V4T46U226LcJzRmNltt91amspOjgAZZWeccUZZeumlq0HxE088cUgn3PjQRmBECyw+tNH6Gw2x6PCggw6qZobFYsQpU96cOZQRLcloUcbPdWZsG9NoaY6Kxx6LaU6lzD57mdSGcaSZr98fffTJjTDJ/+2H4ve//3PZaaeLywor7NxozOw1pMZM9HKjtxu93uj9/iR6cIPUjjG/cO6551bT6WNa/fHHHz+sPfBZlQDpALEwav/9968WSsVK8NjGYTDigxHXleNDG9eZ49JVJ3jkkUfKZz7zmWrWWOwZdt99vXeNHUi0HKMFGS3JaFFGy7ITPHvDDeWjM81kmxprSwYhLlt24gyi8867vFpjEY2ZWHMx2MZMjK/FOFuMt8VNy1o58Q/3rMNY0Puf//mf1QLf1VZbraNu7DYWCJAOEosKYyV4fGBiZXi0vgYSM1liRkt8aGOwvJUP7Uj71a9+VS2SjK1b/uM//qO88MIL9Sq9RCBGizFajnE5LFqSnWiwa2m6YQ1DNGZitXc0ZmL1d6w7Gkj0xGJmX8zwi5l+MeNvIK2se4r3f3yN55MnT67WPW2wwQbV+2iw656iMRNbDcVnK7YRGmxjhr4JkA4UK8JjgWCsEI+V4n21tmLufMyhjw9tzKmPufWd7PXXXy8//OEPqw3yllxyyeq/o6wuWojRUowWY7QcW9kSZjTF32bfffd9YzV/X5froiUfgdhNq6hjO5vYfypOuP/yL/9SLWKti55XnPSjJxYBEGuMBtKOnRfidx6/w+jFDWbnhRCbnsYN1eI177333gM2ZuifAOlQ0ZqNbR2idRut3J7ddGPhX6za7fnQxmrebhIf2PjgRisyPsjROwnRIoyWYZwQ4rJXtBi7SZxg4zJdvP4I9p79xKL1HH+/uFzVjfs4RWMmgjECMoLyxRdfrN6b0VOovzcH0il7v/U0ZqIhEw2auM1BX40ZBiZAOtzMgREDrjG7aTAf2k41c2DEtvH1QOlGTz75ZPXzxC7IcQkofq54HhMJYmyrW80cGNGLih2eZw6UgXTq7tPRmIlLqvG64rPVrlCblQiQLhGXrOLSTrTO+7qk1a3iklW0AuN+8d3eCuwJkLiUE4PIEfRxYjvwwAOrcOx2cckqFsHGeFtfl7T60un3vwnRmInB++23375+iAEIEGiTngCJe8TMbKwESIjLjzEjrhXddAfOmOEV440MjgCBNhEgvcWYUPQ8RjI8esTWJrFuKPaha4UAyREg0CYC5E0x1hFjC8N92ao/MUMsFmnGzr0DESA5AgTaRIDMEFN1Y7ZVjGuNphis32ijjarf/UAD9wIkR4BAmwiQGWIRbEzVHWhh5UiIwf5YUxQ9ov4IkBwBAm0iQGasMI8B7E7aMiRmxMUsq/6mHAuQHAECbSJASrU9Saww7yQRHLF+5fD6bY5nIkByBAi0yaweILEPW9x1M7Yn6TTxumOxYDMCJEeAQJvM6gFy2WWXVRtFDnZvq5EQC3H7+tv0ECA5AgTaZFYPkJg2G/uzdarogRx88MH14ooAyREg0CazeoCsv/761ZbrnSrukLjZZpvViysCJEeAQJu82AiQbzUC5JFagFzVCJBjZ4EAiZlOcd+OTnXCCSdU+5P1RYDkCBBol0aANLogpdSvszcCpIzxAIl9r6L31coNqEZLTC2O+5D0dY8ZAZIjQKBdZuEAeeKJJ6oAGc2tSwZyyy23VK+xr1sIC5AcAQLtMgsHyP3331+dnP/whz/UD3WM2BMrXmNfW9ELkBwBAu0yCwdI3FI5Ts5x/5NOpQfSfgIE2mUWDpCeMZDzzjuvfqhj9IyBvPzyy/VDAiRJgEC7zMIBEmK7kO9///v14o7xgx/8wCysNhMg0C6zeICst9561WLCTrXbbruVTTfdtF5cESA5AgTaZRYPkD322KO8973vrRd3jNVWW60ccMAB9eKKAMkRINAus3iAXHDBBdUYw6OPPlo/NOoeeuih6rX94he/qB+qCJAcAQLtMosHSGybHncinDRpUv3QqDv00EOr+7M3u8mVAMkRINAucXLaa69Spk7tXX7DDaWceGLvsi7VX4CECRMmlM0337xePKqmT59exo8fX/bdd9/6oTcIkBwBArRsoAC59tprq0tFd955Z/3QqDn11FPLfPPNV62Wb0aA5AgQoGUDBUhYZ511yrbbblsvHhWxPmXZZZetBvj7I0ByBAjQslYCpKcX0gmr0mN7+Xe+853lueeeqx/qRYDkCBBot8suizmjpYwbN+NrPB8jWgmQsN1225UVV1yx6gGMlquuuqrMMccc5ZxzzqkfeosxFyADvQdjskdfmpU3MbjaQP9uvz1ujFHKJZfMGEy/9NIZz++4o16zK7UaIM8880xZaqmlyo477lg/NCJic8fFF1+8fOlLX6of6tOYCpBW3oPNgqJZeRODqw30b8KEUiZO7F12/PHRJO9d1qVaDZAQl7DmmWeecthhh9UPDasYLF9++eWr19nXvT/6MqYCpJX3YLOgaFbexOBqA/1bbrlSHn64d1k8Hz++d1mX2mabbaqTc6tOO+206jLSkUceWT80LKLnscIKK5S11lqrPP/88/XDTS3X+Lt9+tOfrhd3p1beg82Coll5E4OrDfSv0eIu06b1Lovn887bu6zLRKv+3/7t36rB8XhstNFG5fa4VNKCU045pcw555zVPlmvvfZa/XDbxJhHXLaKnker4RE3wNpggw3e+Lm+8IUvVPe272qtvAcjKJo9BmFwtYH+tdL66yKvvPJK+c53vlMWXHDBsvLKK5crrrii/O53vysbb7xxFQoxxvDUU0/Vv+0tLrroorLQQgtVwdPXDZ2G4qWXXqpmW/W8nlYuW0VI7LzzzlXvaLPNNqtuhHXppZdWA/8LL7xw+a//+q/qZ+9KrbwHmwVFs/ImBlcb6F+sf+jr+nNcl+4yF154YXW5apFFFilHHXVUefXVV5seP/roo99yvC7uCBhrROaff/5y8MEHV1ufDEWsMI9FgrHOI6bqnnvuufUqbxGv8fDDD69CIsLikhho7ud4hErXaeU92CwompU3MbjaQP/inuAx4yVOPDEDJqZPxvPbbqvX7FixinyTTTZpqYdR76H8z//8T71KL3EJ65hjjqnuHRKPGJS/55576tX69XCjNX3IIYdU25PMO++81SLBgdZ5hMsaf4uVVlqp6gkN1MOIHkpczooeykc+8pHOvVVvI0TLsceWcuaZb5a18h5sFhTNypsYXG1gYBdfXMqqq5Yy99wzvtZauZ0qpt7uuuuuZa655iobbrhhy2McoWeMJE64W2yxRbn77rvrVXqJ3ke09OOEHncyjK+77LJLo+E8sbpz4I033lgeeOCB6uuUKVPKCSecUL72ta9VW7JH/dgYMfa26m97kh7R84n9ueK17bTTTn3e0raZuA1ujJHM3fhbxr//7LPP1quMnp/+tJRVVimN9C7ljDN6HxvoPdgsKJqVNzG42sCY89pr08txxx1X3vGOd1SzkYZyW9qbbrqpurFUnHC//vWvtzSYHSERl7TiJL/kkktWAVF/LLHEEtVYRdzPI7Zkf/311+v/N28RJ/vdd9+9ei3rr79+ufnmm+tVWnb22WeXZZZZpiy66KJVmA3nZIABRThvuWUps89eyuc+Fzekr9cYMQIEZmGP/uGqcvAXVy3vWnzGuEQrA9CtOKPRIl566aXLYostVk466aSm26j3JcIheh89j1bCYmZxco/b18Ylsjjpn3XWWfUqKXEv9QMPPLDasn6Nz6xRpjwypV5leEUYx27Psbp83XUjees1RpwAgVnQ1CfvLT+d+Ily4pdnL1dP3qE89WT7bwIV25jst99+1ThF3KnwmmuuqVdpu6uvvrqsscYa1Uk+TvZx0m+3hx99uPzrqf9aZjtxtvKpn32q3D/1/nqVtvrb638rZ98+qbyy5GKlxD3dTz+9XmXUCBCYhbzy16nlhvO/VSbtMq5ceNg65cn7r69XabsHH3ywuk9IXIqKXXqjV9FuMTV46623rv6N7bffvhpoH26/fOKX5X0XvK/Mc/I85f/d+P/Ki68ObVZZX659/Nqy1vlrlXlPnrdcdea3I5XrVUaVAIFZwOuNVuxdvzqlnPaNd5bTv7lkufvXp0Zhvdqwil16oycSPZLombRjo8UYjN9nn32qLVPWXnvtpresHS6vN/53yl2nlCVOX6IsefqS5dS7T63KhurBFxuhe9WEqpez7VWN0H3hgXqVjiBAYIx74r5flvMPXbucvMs85aYL9ymvTmt/S7lVMRYSYyIxNhJjJKcnL8fEuMiPfvSjasPGWAMyefLkQY2ztNvUV6aWvW/cu4ybNK6sc+E65dd/+nW9Sktemv5S2f83+5f5Js9X1vzJmuWax4f/st9QCBDoYid+aba3PHq8+OzDZcrJ/1qV/ewHnypTnxrea/WDEbOzYpZWzJCKjQxj9larrr/++vKBD3ygjBs3rlqBPrV+C+FRdO/Ue8snfvqJMvuJs5cdrt6hPP7SmzOkojfR81jglAXKxpduXP7w3JvrS86696yy9BlLl8V+tFg58Q8nltdeH8WZXi0SINDFZg6MmT3z6G/L5N3eVn580Brlsbuurh/uGLFeJNaNxD5UsY7k8X6mpD766KPls5/9bFV3q622Kvfee2+9Sse46tGryqrnrVp2vnbnN8oiOHpEj+WQWw8pa5+/dvU8LlnFOMeev96zPPfKwIsiO0Xf7z6gKzQLkFf/+kJ54NYLyut/6/xWbIgV7Kusskq1oj22f595lfi0adOqKcYLLLBAWXXVVcuVV14503d2j5kDJMSge4RGN+v73Qd0hWYB0o1iH6rYUyv21nr3u99dLrjggvLjH/+42rIkFjkee+yx1f5X3WrmAHnh1RfKd277Tln/4vVnqtF9xs67D2ZB9fGPsRAosffWl7/85WrrkXjEFidPP/10vVrXmXkMpGcc5JanbqlX6yrd/26DWdhYCIxmYg+sn//85/XirjVzD+Tl6S+XI+84smx4yYZvVuhCY/fdB7OAsRwgY019DOQv0/9STdftZt590MUESPeo90CO+d0x1SrzbubdB11MgHSPmcc/oufxoYs/VG5/uvUt8zuRdx8AKQIEgBQBAkCKAAEYQbHL7nVPXFcv7koCBGAELXX6UmXSHyfVi7uSAAEYQQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAcpZaqpRJAgSAwRIgAKQIEABSBAgAKQIEgBQBAkDK8suXcsYZ9dKuJEAARtJjj5UyfXq9tCsJEABSBAgAKQIEYCRcdlkpq61WyrhxM77G85nN1uR03Ky8A3TuKwMYK26/vZTFFivlkktKmTq1lEsvnfH8jjverNMsKJqVd4DOfWUAY8WECaVMnNi77PjjS9luuzefNwuKZuUdoHNfGcBYsdxypTz8cO+yeD5+/JvPmwVFs/IO0LmvDGCsmGeeUqZN610Wz+ed983nERTNHh2qc18ZwFihBwJAyrbb9j0GEmMjPZoFRbPyDtC5rwxgrLj11hmzrmL2VczCiim88fy2296s0ywompV3gM59ZQBjycUXl7LqqqXMPfeMrzGld2bNgqJZeQfo3FcGQEcTIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApPx/Lt1EI2rhwMgAAAAASUVORK5CYII=)
| Product Number | 8660-3-T2 |
| Synonyms | [3-Fluoro-4-[(4-methoxyphenyl)methoxycarbonylamino]phenyl]boronic acid |
| Purity | 98 % |
| CAS | 913835-49-1 |
| MDL Number | MFCD08235097 |
| Molecular Formula | C15H15BFNO5 |
| Molecular Weight | 319.1 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 150-152 ℃
TSCA: Not listed on TSCA inventory
HTN: 2931.90.3000