![tert-Butyl (2-oxo-2-{[3-(4,4,5,5-tetramethyl-1,3,2-dioxaborolan-2-yl)phenyl]amino}ethyl)carbamate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAAuXAAALlwHaVJeZAAAC83pUWHRtb2xTb3VyY2UAAHichZZrb5swFIb/isXnYXzD4CpJ1bWaNKntpLWT9m1yCW2RAlRAc/n3O8a0ASfFIej48j6+cI4PLC735QZt86Yt6moZUEwClFdZvS6ql2Xw5/FHmAaXq0UGIhBW7TJ47bq3iyja7XY4e81Lva8rnNVlYPsv9m0x0ew4rpuXiBFCo793tw89ExZV2+kqy4Fqi4u2b7ytM931q/hiiqjUzbaoIiuPymZrR/vHiPkTvG/XwXEv19B3BSh6LjY5eq6bUndoywiGP/mGXvIqb3SXr9HTAZo5FrD31eLups7ey7zqoGhGKDK9eeia9wwaynqTZ+8wGBR+3iyDkgKgu7q8ahp9QKZkmjVFmiHNkRZIx0hLpBOkU6QV0pTADf0UBBQUFCQUNBREFFQUZBR0DHTMjAM6BjoGOgY6BjqWgI82uVnk4+Eth50ie/3q7/uhfI+uR9f3vvd4/YJHz5ZBKLGUqUBhjDkXCQoFjqWxElNi6+A5gkIGukQcLQU9TxA8SvihoTaYQTOggxkmGOYbzNCYggR2q7AgqUKUYMGVQJRiIZUyVqYxh24pbTNJpKlSxWNgqeQQtQezGxhPwXJg1ZIZG2MVw4JCjlkKCNg0HvfDLqWxbvtHnWFO59opjsW47o5z5JTi0qyH8pQe6xITwbmxIgH3hwkmyvQnGLpFv76YSoiy6DPMVounulqPiqhYL4MnGvTx9zt/btkQggGqm3XewKk2AxjpGGBTwATsPMBPADEPiBMgngfiKWCOzjwgp4A5aJ8AOwckJ0A6P0M6BcwhngfUFOiP/Dxh+ieu61PE/D6o627DeBxOHY/bFORhHKfblPXJXJ1lHL/bFOdhHNfblOhhHO/bFOphnACwKdfDpGeegY9RZ+bxRA5z46B/DXgYJw7sa8PDuCe/f814GPfwG8YTO8w9/4bxpAzmxIF97XkYeYbxJA6WnGESD+PGgfqKiUYZOvr4aIDiyQdFNPraiOAba/Uf41ewmBXIZOoAAChnSURBVHhe7d0LnHVjvQdwkVsUoqQkd52TlIgciY6TW4eQOBXl5KA6CaVy+TgJRxdJ6eISvSiUa26hhCg6JFQub4U6RW4dl7zues7+r/czr5n1rpk98589s/ee+X4/n/nMO89as/c29l6/9TzrWf9nngIACfPUGwBgNAQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAhME7fccktZa621ynXXXVffBCkCBKa4//u//yt77rlnmX/++csKK6xQ5ptvvrLbbruV+++/v74rjIkAgSnqmWeeKUcffXRZaqmlyute97py+eWXV+1XX311WWeddcriiy9ejjzyyPLUU08N/UUYJQECU9Bll11W1lhjjSo8jj322CpMBvv73/9eTjzxxLLMMsuUV7/61eWiiy4ash1GQ4DAFHLHHXeUbbfdthqu2nvvvcuDDz5Y32WIv/3tb2W//fYrCy64YNliiy3KzJkz67vAsAQITAERBAcccEAVBJtvvnm57bbb6ruM6Pbbby/bbLNNFTwf+9jHykMPPVTfBeYiQKCPxVDUSSedVF7+8peX1VZbrVx44YX1Xcbkxz/+cXnta19bXvKSl5TjjjuuPPvss/VdYA4BAn3qmmuuKeuuu251MfyII47o2MXwuF7yjW98oyy55JLl9a9/fbniiivqu0BFgECfueuuu8pOO+1UTcfdddddJ2w6bkz//ehHP1oNa73rXe8qd955Z30XpjkBAn3iiSeeKIceemhZdNFFy4YbblhuuOGG+i4jmjVrVhUC8X0s4gbETTbZpCy00ELlwAMPLI8++mh9F6YpAQJ94IwzzqhuAlx++eXL6aefXt88l5tvvrka1tpqq62qayPzzjtvmWeeeeZ8xc/RHttjv9i/nfPPP7+sssoqZdllly3f/va365uZhgQI/evkk0tZddVS5p9/9vcpeFC78cYby0YbbVQWWWSRcsghh5THH3+8vssc0UP5+te/Xt00GCGx0korVUNQxx9/fHXwjxIm0QOJ7/FztMf22C/2j9+L34/HGc6TTz5ZDj/88LLYYouV9dZbr1x77bX1XZhGBAj96ZJLSutUuJRLLy3lkUdi+tDsn6N9CojrGrvvvnt5/vOfX3bcccfy5z//ub7LEDNmzCgve9nLqtlTBx988Kh6FIPF/vF78fvxOPF4I7n33nvLLrvsUr2+nXfeudx99931XZgGBAj96S1vKeWcc4a2nX327PY+FjOporxIzKyKciNRdmQkESxxPSR6KHF94pEI03GI34/HiceLx20XXNdff33ZYIMNygtf+MJy2GGHVT0Upg8BQn968YtjmtDQtvg52vvUOa1AjLIiUV4kyozEPR4jueqqq6pSJW9phWanewDxePG48fjxPO2cdtppZbnllisrrrhiOfXUU+ubmaIECP1puABZcsmhbX0iDtJxHSLKisRd5e1ccMEFZeGFF66m8Xbq/o+6eNx4/HieeL52HnvssXLQQQeV5z3veeWss86qb2YKEiD0pxiq+v73h7bFkFafDmHFhe0IkHa9jhBhEwf1z33uc/VNEyKeJ55vND2REMNZA5V/mdoECP0pqscut1yUnY1CUKXEASt+7tOqsqMNkLgmEcNK0TOYTPF88bztrokEATJ9CBD6V8wUWmWV2dN44/uJJ9b36BujCZDYFlN649rERA1bDSeeL543nn+k1xgEyPQhQKAHjCZAYmpt3IXe6QvmoxXPG8/fboqvAJk+BAj0gHYBEjcQxuysmGLbTfH88TpGuqFRgEwfAgR6QLsAieq4cZPfeO/zGK94/ngd8XqGI0CmDwECPaBdgESZkShl0gvidcTrGY4AmT4ECP0najWttlopDzwwtP0d75g9K6sPjRQgv/nNb6pt8b0XtHs9AmT6ECD0n7hhsHUAK7/73dD2V7+6bwsqjhQgUS03Ch72kng98bqaCJDpQ4DQf6ZZgGy99dZlr732qjd3VbyeeF1NBMj0IUDoP9MsQGINjmOPPbbe3FXxeuJ1NREg04cAof9MowB59tlnq5Lp55133pD2bovXE68rXl+dAJk+BAj9ZxoFSEybjfZf/OIXQ9q7LV5PvK6macUCZPoQINPMWmvNPRTS1NbTplGA3HPPPVX7nXfeOaS92/7whz9Ur+u+++6rbxIg08iEBUi8ueqa2gY75ZRTymte85qy0EILldVXX71873vfq+/CODWFRVNbT5tGAdKrPZDbbrutzDfffOWZZ56pbxIg08jIR/RxaAqLprYBl1xySXnlK19ZfvjDH1brIfz6178u22+/fX03xqkpLJraeto0CpCBayCxhnkv+fnPf14tfdtEgEwfwx/Rx6kpLJraBkSlz3PPPbfeTIdFWDR99ZVpFCBh5ZVXLscdd1y9uau+853vlDXXXLPeXBEg08fwR/Rxig9D09dwXvziF7eOC7UV5ui4prBoautp0yxAttxyy7LPPvvUm7tq3333dR8IExsgdU1tAwTI5GgKi6a2XvZI632yTuu99KdagGzfCpAfTMEA+fznP1/+8R//sd7cVeutt96wBRUFyPQx/BF9nJrCoqltwAYbbNBzc92noqawaGrrZXGiEe+l39UC5NWtAPn2FAyQgSmzt99+e31TV9x///1l/vnnL3/84x/rmyoCZPoY/og+Tk1hMbgt/r3ggguW//zP/6x+vvjii8urXvWq8qMf/WjORfQddthhzv50RlNYNLX1sukWICGug3z5y1+uN3dF9DxU4yXMfZTvkHYBEqKaZwxdDYgP/z/8wz9UwfLa1762nH766YP2htmmY4AceuihZdVVVy1PP/10fdOkitcXU+w/97nP1TfNIUCmj7mP8pNo3nnnLd/61rfqzTCi6RggDzzwQFlkkUW6/nmJ6cSxoFSMEgxHgEwfXQ2QGNt90YteVG+GEU3HAAkx82n55ZcvTz31VH3TpIjeT4wQfPGLX6xvGkKATB9dC5D4sCy88MJty1THGdfhhx9eb558J59cyqqrljL//LO/9+mBKq53fOITP5yrrZ9M1wCJu9JjPfJPf/rT9U2T4rDDDisvf/nLy2OPPVbfNIQAmT66FiCjFXemL7DAAuW3v/1tfdPkueSSUpZdtpRLL41PcSk//vHsn6O9z0RYvP3tp5Rf//reIW39ZLoGSLjggguqEiIx6WQyXXvttdXnMJ6/HQEyffR8gIStttqqupmqa97yllLOOWdo29lnz27vMxEW5557W9l11+emTAuQ7httgITotS+55JLDTqPttD//+c/lFa94RdvRggECZProiwCJA0XMzIp6WV0RM8XqNznGz4NmkPWLCItnn/172X77M8pVV80+APVzgEStqLgvIUyXAIkChptvvnlZbbXVyh133FHf3FF/+ctfqpsY4/maCic2iYv9UyJAenjYeqTCs/XZrsO1dcLEPOoE+OQnP1m9kbsyjXG4AGmdBfabgbC48so/lh12OKMKk34NkJNbH/AowBlDK3GPRBxQ+zFAIgjf/OY3V/9NH/7wh8tf//rX+i5zmTVrVnnb295WFTS8/vrr65s7YubMmdXU4XieeL52HnroofLxj3+8+u94/etfX2655Zb6Lv2jh4et2xWebQqLprZOmJhHnQBxAXHppZcuRx11VH3TxIuhqu9/f2hbDGn16RDWgBjGOu+8mX0XIHHAjA9E3A0dB6y4sS0OpBEkcaLRLx5++OHq9cbrjmHaOKtca621qnujvvrVr7Y9WXr88cfLu9/97mrI6IwzzqhvHpd4vMUWW6x6/HiekUQv8Jvf/GY1vTfOhiPE44AWVYT32GOP/ixR1MPD1u0KzzaFRVNbJ0zMo06QE044ofpwxZz4SXXRRaUst1wpl11WSsx/j+55/BztfWZwWPzqV/dWF9T7JUDiJCKmssZwZgxX3XzzzUO2vf3tb68OxvE9zp57VRxw470cJ0TRq44zyeG2RWWGdo488shqRuM73/nO8vvf/76+eUzi9+Nx4vHicdv5yU9+UlXljWsyX//614cMc420recNN+rQA8PW7eoGRlg0fU2EiXnUCRIfrjhDi27+hLrzzlKuuGJo24wZpayyyuzx0Ph+4olDt8cH96c/HdrWZbNmPdX64F5bfQ2oh0VM6R3cFj+fddYt1dBWr4jrAjNaf/+YwhrBMdIMpDgARpXYCJLoncSwSi+56qqr5vQyojc9XC8jeief+MQn5vRO6hMG6iIwN91006pXtvPOO1frdYxF7B+/F78fj9MugGNFwtH0Muq9kx/HUFA/GC5AemDYejQBUtfU1gkT86gT6Ketg3S8aX/1q1/VN43fo4+WcuCBpSy0UCn/8R/1rSOLsisRLttuW0qXi97FddgLLphZNtvs262X873yi1/cVd9lWDFDa+ONTyrvfveZY/q9ifKzn/2svPGNbyxLLLFEdZ1juANu3aWXXlodsF760pdWB7A4kHXT//7v/1bDQfHeHe11jhDBETMQB4bnIlhGEmf922yzTRUEcdPh7rvvXo455pjW+dAVrfOiO+d8xc/RHttjv9g/fi9+fyRxLeS//uu/qh5KXBsZ3AscycD1kfjviIDvlcKQw+rhYet2hWebwqKprRMm5lEnWHwQN95443rz+MTF17hIFr2L7Opvcda2xRalLLhgKfvvP3u4a5LF/R3vf/85ZaONZpTvfOem1gF37AfORx55snzxiz8r6677zdZB60flrrseqe8y4f70pz+V9773vdUB94Mf/OCcmVZjEUMmMXQSQygxlHLllVfWd5lwTzzxdPnGN65qBdnq1Xs2LnhmxDBX3AUeQ1sxxNUuEGMt9ei1vec976nqykVADB7OiJ+jPbbHfrF/O7GI1LKtz0gUdhxpDH4k0bOJIcYYhtxvv/3KI3+b/PfWXKKX+rWvxZvuubYeHrZuV3i2KSzqbfHz4GK2WXM/Ux+Is7kXvOAFrROC2kWujGuvjcUNSllssVK+8IVSnnyyvsfY/eAHpay2WinLLDN7qGsUUzPH67774szw8rLOOt8shx76k1YXd+QLn6Nx550Plo985MLWn+f41kHwuvLYY6M7+x+PuGB78MEHV1NB3/rWt5abbrqpvsuYxdn+Rz7ykdb/4lXKPvucU+6+e3KC/eKLf1ddY3rHO04rl1wy/jXNo/cVw14xhBHDYNEbH4snnnii6n3E97GImwj/6Z/+qSo7FGuTPNmBz8hFrQNxDEcus8MyZcbMGeXvZeI/I3OJKdB77hk3rsw+caz3ptoNW3fRSIVn62ExXFu9mG3G3I/aJw466KCy4oorjvnDMMfdd5ey886ldYpbyi67lHLvc3dmd0TUK/rSl0pZfPHSOqqXcs019T064sknn2mdkf6y1a39VjWraubMzk8wiPtFttnmu2Xzzb9TLrxw4ioCxFz2OLNaYYUVyplnnlnfPG6//e2fy4c+dEHrYHhCOeaY61phNTGBeOut97feUudW/09mzLih9VYYubcwVjGJJIbBoncWvfE4oZoIcQ9IXBeJ5/nABz4wql7KWDz19FPlyKuPLEucuER549lvLFffc3V9l4lxdet53vnOUuab77mhqjY9uqmoE8Vs+zZAoh7Pcq0u5Wc/+9n6phE91Tp7+uthh80+69hgg5gTWt+ls2LoZbfdZgfVTjvFbb31PdLOO++ysuWWp1ZfP/rRxI4px1DYt799U9lwwxmtg8o5rbOXzgXuDTfcUE1NXHTRRauy5emTglH6yU/+ULbe+rSyxRantDqLI1+cHou//vWx8pnPXFH1Ag866PLWgb79vRPjEUMX//zP/1z1xuOEql2NqtGKHkZ8rmJ6cNyfEkVPJ9L9j99fdr9y9/L8bz6/7HjZjuVPjw4aSuqQZ/7+TLnkN62z9HXXnd2jeM97opprfbfRi6GtNtejOimu/x199NH15nHpRDHbvg2Q8N3vfrd6k98dvYlROPvss6tey2djLPO00+qbJ9aNN5ay0UZxm265+ZBD2s6tH0kM62zUeqwY5jnqqPOqXshkiaGxQw75SXWQ3Guvo0b9t29y3333tXpNu1ZnuO973/vKXXdN3kX76BWcdNKNreCaUf79379fbr75vvouo9bJx8qIodyVVlqpOqE6bZzv68GPdeqpp9Y3T6ib/tp6X5/fel+fsEg5+PqDy+PP5D8jAx5+8uHypV99qbzqlFdVPZ1bj/hEZ07i4hpsfJ4n+GQnHH/88dVQVSfv7o8hrdEUs22nrwMkxIyE6GaPpH6m9niHztQynjrjjPK+5ZevZr6MdcGsuJAcs2aimN6OO+5Y1Sjqlltuubv8y79sU/Ua/vu//3tMvYYoRx4lweNGtTe96U1jnnLaSYN7DfF9rL2G6M0MDO91sjczVtFriGq5A72Gsd6dHuPhcZE/PiNR7bdTvZmMM+84s6xw6gpl+VOXL9+7/bkSHWPxh7/9oex99d7lRTNeVFY6baVy1K+PKo8+/Wh9t7zWyU9ZeeVStttuQoe/Yv2VmPAQJ8u9qO8DJD4ocQYbF/rqBo8Vx2yTiRorHqs42B7S6oXEwXfDDTdsdU5urO8yRBxw46auxRdfvJrSenWM4faIeGPHdYvo2Z111ln1zXO58MILq/IYURY8SpGMpvbTZLjllvvLBz5wbjVE9/DDs8OwXen7E0+8obqecvTRkzPBYDSiRxgnVHGSscsuu5R721zbiwkGMRNn4HrKZBVobOeJZ54oh/7y0LLotxYt7/nxe+a0z3PsPHO+XnDCC8paZ61Vfvin5/4f/fzen5ftfrRdNRz25nPfXM6+8+zy7N8n6AAfU5Ff9rJSxjmTaTjxOY9A/8pXvlLf1DP6PkBCfFDWW2+9OQej8c5WmSzRg9hpp52qD/tuu+1WTV2ti+mS1WyVZZZpHbBO7JkD7mBxtvqZz3ymerPHzKmme3RuvfXWstlmm1Vd8QMOOGDEFe26KYJkQLvS99FbuffeDp7VdlCcUMVnIsa4v/CFL8w1cyo+I1EuZeAzEjc49qK7Zt1VLrvrsjk/R3AMeOzpx6oeyktPfmn188yHZpb5vzl/+bdL/61cd991c/abUL/8ZSlxHaHVC++kqCMW088/9alP1Tf1lCkRIHGWFR+UmKc+eL58zDBoN1++F1xzzTXVzKPoqn7pS1+qehwxXz6G52KsspovHwXdetzAvRsRiHHvRvQAH3zwwWqcNf7bokTGRFeP7aSpUPo+pnvGvRurrLLKnJvP4v6BKJMy2ntKekk9QE6//fSy6ndXndP20JNdqDwQBRfj3q9xzmgaECeWcQ3q/e9/f0+eMA42JQIkRNmHmJY22jt2e00ER1STjaGdKPsQB9wY3oqDcb+Ju8fXXnvtaogugn2NNdbo6AXAyTIVSt+HRx99tBx44IFV6e+BopPxeem3z0gYPIQVX3HB/Wf3/Ky+2+SLyQutv2sZxYJbI4kTrrivI8rnj7bqQjf1fYAMrhkUB9u4yNyP4hpH9DhiaCfO4mMGTPRMYmy6H8WZU5S8iC54XxXRG2QqlL4fLG4ijDpXMZzYr+o9kCNuOqJseN6Gz+3QTVF88gUvSN/zFTMzYzr7OuusU4V+P+jbAGmqWhpd9JiaFoXe+s1AgAzWzwEyFUyF0vdTzeAACTGzauETFh7S1lWxnEAUXBxjSMfxbNttt60mmGTK9nRLXwZIXPB7wxve0LhuwiabbFLe9a53Ddq7PwiQ3tPPpe+nqnoP5Mu//nJZ86w1B+3RZXHNYqedynmvelW5Zwz3NX3oQx+qJspEL7Gf9FWAxBTDgYqmMfWwqaJpVAeN6wftqor2GgHSe+phUS99z+QbfP0jeh7rn7t+ufGBkafBT7Znn3qqvHOzzaprf6NZTiBqv8W1wqjI0G/6IkBimmjc3BTTRONmp7jpaSQf/ehHqyU1+2l2iQCBqSOuYcQ9WzERZqSbbGOpgZjaflmURulDPR8gcTE5prRFeYXRVt+NxVaWWmqpcuyx/XO2KEBgaolSPTF9OqavN53MxjXbGC2JIqL9qmcDJAp9RUmGKM0Qhd3qN0K1E+tAxGJCo+lC9gIBAlNP3PcUU6frq6jGVPcYUYkbnvtZzwVIlIyO0tFx4IySDFFSOiOmjsZ86o997GP1TT1JgMDYRMmSv8zKHR8m0y9/+cvqGkdUmg5xl3lMANp3331re/afngmQ6GHEYjXxh47Fa667bvylCGL95bg/5Lbbbqtv6jkCpPc0XTBvaqM7orruxX+6uN7ck2KJ5bjWEUVEY0i+XQHYftETARL1nmKZzCi5EOVIOinWed4ilpntcQKk9zSFRVMb3bH6GauXE247od7cs0455ZSqNFEESD/cZT4aYwqQpmURm9oGiz/aa17zmqqMwuqrrz7kglFc7H7b295W3fwXdy3PmjW2Utqjcfvtt1fJ/4NYZraHCZDe0xQWTW10x6YXblqtG9IvYlGouO4RJX623nrrxtsQ+s3IR/+aprBoahtwySWXlFe+8pVVgcOBxd+33377OdtjAaE999xzwu8cj7HGqGgbRQp71Q2tADmjFiB/aQXIVwVI10RYNH3RGz5wxQfKB6/6YL25J8Xd5UsssURV4DUurK+77rrViMsVV1xR37WvDH/0b9AUFk1tA6KuSwxPdVuEV9zlGWf5PSteWy1Aqpo6AqRrmsKiqY3uOPC6A8uWF29Zb+5Jcad5FBgdvOREnNjGNN4YfenXenHDH/0bRFg0fQ0nZhrEMFUviLU0YkGmnq0zI0B6TlNYNLXRHUfffHR5w1lvqDf3nFgfJ4aiY+puXVxcjwrc66+/fs8s5jUWwx/9GzSFRVPbgF4KkEj+qHLZs9V6BUjPaQqLpja647w/nFeWPnnpenPPiUXWYkXU4cRJ7b/+679WJ7hnnnlmfXNPG/7o36ApLJraBsRF4YFFbHpBLBEZZwLtlpDtCgHSc5rCoqmN7njqxutLmXfeWPO5vqlnxDLPiyyySONqo3VxkT0m/MTqpBMxoWgiDH/0b9AUFoPb4t/xB4hCh+Hiiy+u1suOUusDF9F32GGHOft3w4477lg22mijenP3CRAYm3vuiYNOVFmtb+kJUQNrxRVXrJZ7Hq0oqBgTfmKJiptuuqm+uefMnQgjaBcgIQodxtDVgFhSM5aYjWCJO8NPP/30QXtPvlguMs4Ieq6rKEBgbKK+1Pzzx9BCfUtPOOyww6oT6CgGOxZRiHGXXXapbn2I5Sp62dyJME6xrGxMVetlX/nKV8r+++9fb+4uAQJjt9xypZxxRr216+IWhbjfYzyFEuN3F1tssbLVVluVBx54oL65J3Q8QKIIYpQjYYwECIzdeuvFxYN6a9e9733vq25jGK9YYOpNb3pTdc/I5ZdfXt/cdR0NkBjOirvK99prr/om2hEgMHax+uh++9Vbu+p//ud/qsk6UUSxE+KekQMOOKC6ZyS+91IZlI4GSD8aqdRK/frOcG0dcfPNsfjJ0LaHHy7l858f2gY8Z+bMqJleb+2auF0gegy77rprfdO4xaJTr3jFK6pisxNdvWO0Juho2B/alVppCoumNoAQk4biusW9995b39QRcc/IlltuWU1Uevzxx+ubJ920Phq2K7XSFBZNbQAxeyp6CFGyfaLV10/v1khKZx6lT7W7Uz7+yE1fAHVxfWLVVVcd8+qp49XNkZTOPEqfGk2A1DW1dczJJ5fWO3D23Pb43uoOA8Pooc9LzJaKs/8LLrigvmnCdXMkpTOP0qfalVpp+iM3tXVE6yyiLLtsVFcr5ZFHYjnF2T9HOzBUj31etttuu7LZZpvVmyfFaE6Em746oTOP0qfalVpp+iPX2+LnweVb0mLO+DnnDG07++zZ7cBQPfR5ifszYoptrHXeDaMJkLqmtozOPEofG6nUStMfuamtXr4lJX6//iaIn8f7uDAV9cjn5dlnny2ve93rqoXxuqWbIymdeZRpriPlW4b7QCy55NA2YHSfl6jS+/3vl/Lb3z7X1mHHHHNMWWqppUbsAUy0bo6kzP3IjFlHyrdE1zve7INFF70LXXLoeaP5vNx5ZynLLx9Hx1KWWKKULbYo5dOfLuX880vpwHrkDz74YHnJS15Sjj766PqmSdetkZS5H4Uxif8RHSnfctFFswvDXXZZrMEbA6uzf452YKixfF7uu6+UmKV0wAGlbLJJKYsvPjtUVlqplDhTjzJCV19dnh5j1dy99967rLHGGn27HG1dZiRFgPSSGTNKWWWV2dMS4/uJJ9b3AAaM5/Ny662zpwHvsUcpa69dygILlI8///llzTXXLB/+8IdbDz2jGgoazq2t348L51FeZKrIjKQIEIAnnigzr722Wurhve99b3VDYIwuxAF14403Lp/61KfKOeecU+6+++5q980337xsu+22tQfpX9mRFAEC0CCucVx00UXl4IMPrupPxcXyONC+8IUvLM973vNGnPk0XQgQgFG64447qmGuuNg833zzVXeBR88kpvNORwIEYJRinfMY1oqSJVG+JIZ8okey8sorV8vPRkHF6USAAIzS+eefX5VrjyAZ8NBDD5UjjjiiLLfccmWJJZYon/zkJ6slbacDAQIwSjvvvHN1kb1JrBQYZdTXWWedaoZW7Hf99dfXd5tSBAjAKERAxLWPs6PmVhs//elPq1lacZ1ko402qqrlxmqFU40AARiFWG9jkUUWKY+N4YbD22+/vaqTteiii1ZTg7/2ta+VWbNm1XfrWwIEYBR23333qmx7RkwJPvzww6uFn6IXs++++865p6SfCRCANqJcydJLL11OO+20+qYxiWGweIy11167LLDAAmWnnXaaa3nafiJAANq44oorqhUHH4nFqzrkyiuvLNtss01Vg+qtb33rXD2Sbq1zPhaT/4wAfWaPPfYoW221Vb25I37/+99XQ1qDp/52c53zsZj8ZwToIzF7atllly0nnXRSfdOE6eY652Mx+c8I0Eeuueaa6nrFZC4aNZplapu+JtvkPyNAH9lnn33KpptuWm+eUKMJkLqmtok2+c8I0EdWWGGFctxxx9WbJ1Q31zkfi8l/RoA+EaVI4m7y+2JVw0k03nXO49+ZNc7Hau5XAUBl//33r6bYdsN41znPrHE+VnO/CgAqq622WlV+pB9l1jgfKwEC0CCGjeIg3K+l2TNrnI+VAAFocNBBB5X111+/3twXYjgrs8b5WAkQgAaxdG0sFMXwBAhAg+OPP37EezEQIAAkCRAAUgQIMOXU74kYrm2wkcqn02zkvyhAH2oKi6a2Ae3Kp9Ns+L8oQJ9qCoumtgHtyqfTbPi/KECfirBo+hpOu+q3NBv+LwrQp5rCoqltgADJGf4vCtCnmsKiqW1Au/LpNBv+LwrQp5rCYnBb/HtwufN25dNpNvdfGaDPtQuQUC93PlL5dJrN/VcGmAYmo9z5VCdAgGlpMsqdT3UCBJh2YjhrMsqdT3UCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACk/D87Q/169A2thwAAAABJRU5ErkJggg==)
| Product Number | 8660-1-96 |
| Synonyms | 3-[2-(tert-Butoxycarbonylamino)acetamido]phenylboronic acid pinacol ester |
| CAS | 1257651-17-4 |
| MDL Number | MFCD16294500 |
| Molecular Formula | C19H29BN2O5 |
| Molecular Weight | 376.26 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8660-1-96
CAS: 1257651-17-4
Molecule Weight: 376.26
Formula: C19H29BN2O5
PN: 8H60-1-65
CAS: 480424-93-9
Molecule Weight: 261.13
Formula: C14H20BNO3
PN: 8660-1-1E
CAS: 874363-18-5
Molecule Weight: 273.14
Formula: C15H20BNO3
PN: 8660-3-25
CAS: 1350558-27-8
Molecule Weight: 279.12
Formula: C14H19BFNO3
![4-[4-(4,4,5,5-Tetramethyl-1,3,2-dioxaborolan-2-yl)phenyl]piperazine, N1-Boc 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)
PN: 8H60-1-D7
CAS: 470478-90-1
Molecule Weight: 388.32
Formula: C21H33BN2O4
PN: 8H60-1-2F
CAS: 330793-09-4
Molecule Weight: 319.21
Formula: C17H26BNO4
Melting Point: 155-160 ℃
TSCA: Not listed on TSCA inventory