![N-[(Benzyloxy)carbonyl]-D-tyrosine dicyclohexylamine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAAlwAAAJcAFUMRzPAAADcXpUWHRtb2xTb3VyY2UAAHicjZdrb5swFIb/isXn1fhCAFdNpmrTtEm7SGsn7dvkErdDCjABvf37vcbkgsPw1EQHH7/PIbaP7dOrty/VjjyZtiubeh1xyiJi6qLZlvXDOvpx++Eij95urgqIIKy7dfS77/9cxvHz8zMtfptKvzQ1LZoqcv2XL1050TxL2rQPsWCMxz+/fL4ZmIuy7npdFwZUV152g/NzU+h++BX/eEVc6faprGMnj6v2yUX7JZj9MPrSbaPjWN6h7xoouS93htw3baV78iQYxYe9IQ+mNq3uzZbcvcItaYKxb66+vG+Kx8rUPR5thLLQu5u+fSzgqJqdKR4RDA+f3q+jikdE33U3vWlNs46gMoig+6a6blv9SuyT1WlOtCBaEp0QvSI6JTojOidaEc0ZvujnEHAoOCQcGg4Rh4pDxqET0AkbBzoBnYBOQCegE9AJ6AR0EjoJnbQvhE5CJ6GTKRZ2Z+zIbl//GEwPOf59Jaetb+N36nGqb17PO6ygWEcXnAqJYVwIukqT/GhHP6Oc4ZeOZt7LaSJTSQTNUqX2ZnTyhAqFKeCCqlWONqepSLLzNlZXYUpzuDNJMnhlujcpFTlCjn176SH0CqpVdrQpdCohPEc/ZpQr+NOMIHtUyhIiBPwJP9rRP+oi8mrnRVLFlCCwXFrL6UpZy2guTttjP6MZZ7kddQ4jKRODydSxNfaNSkF5lnLrZDBjC9G5lMpaxZydbU+paah/aEMhD21Bk8RaSQU/trE94sP+2FzdNfX25JGU23V0ZzcVJN/NfSfGvRORpt2aFueTDWClp4CYAjbxlwE5Bey+XAaSKWB38TKwmgJ2zy8D6dmgA0B29pOyZSCfAvYAWgbUFLDH1TLA2ZQYTrcA4i/2cBoGGG+93ekZYLwld6dtgEnOJiCIeOvuDvMA4y/9cPgfGDHLeKs/XBSh9+QzTCAFuJcD7jIK7EYvC9zldWCuZxkvDdxlF2D8bT9cjgHGSwN3mQbGk8wwSeA9Xh64yzrA+Hmg/oOZyQMxPTis2BUom48uwNiaieZliCstArPjZYgrRZazV7IZJpBV0s+QodQJMF6GuNIowPh3w1BKLa+C9DLElV4BxssQV6oFGC9DXGkXYLwM2ZeCi0w+MwezTHxygcf76hiPZ5VzfFJWx/hnYvMXqPN+ACPDpwUAACVPSURBVHhe7d0JlF5lffhxTk+r9ZyqxVJNRTZlE1FRPIAsBZUIKMKBgBAJUEDZZdPW2rDIsShQlaoNi1vZN9mlKGHfBDGyKCQsCgUMspTFIFsAn//7u/m/YXKZeWfmN+/7zjtvPp9zOMnMfZMMs9zvvc/z3HuXKACQsET9HQAwEgICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIIO4+OKLy/LLL1+uuOKK+iYA/j8BGWDOnDll0003Lauvvno58sgjy8orr1y22mqr8rvf/a7+UoDFnoA0PPXUU+WAAw4okyZNKjNmzCgvv/xy9f758+eXb3zjG+Wtb31r+fKXv1yeeeaZ2p8EWHwt1gGJUBx//PFVOD7/+c+XJ598sv6SymOPPVY++9nPlqWXXrqceOKJ5c9//nP9JQCLncU2IFdddVV53/veVyZPnlxmz55d3zyoW265pWywwQZlrbXWKj//+c/rmwEWK4tdQO67774yZcqUstJKK5WLLrqovnlEzjzzzLLccsuVadOmld///vf1zQCLhcUmIDF/MX369Go+4+ijjy4vvvhi/SWj8txzz5XDDz+8+vu++tWvlueff77+EoC+1vcBifmKk046qbzjHe8ou+66a3n00UfrLxmThx56qOywww7Vst+zzz67vhmgb/V1QG666aay9tprl/XXX7/MmjWrvrmtbrjhhvKhD32obLjhhuW2226rbwboO30ZkLlz55addtqpmqc4/fTT65s7Js52fvSjH1WrtXbffffy+OOP118C0Df6KiAvvPBC+fd///dqXuIrX/lKNU8xHubNm1e+9KUvVR/Ht771rep6EoB+0zcBOeecc8oKK6xQpk6dWh588MH65nHx29/+tmy55ZZllVVWKZdcckl9M8CE1hcB+dznPleWXXbZct1119U39YTLL7+8vO1tb6uuZgfoF30RkBi2iiGrXnbggQeW//qv/6q/G2DCEpAuERCg3whIlwgI0G8EpEsEBOg3AtIlAgL0GwHpEgEB+o2AdImAAP1GQLpEQIB+IyBdMqEDskTt22Tg2089VcoWW5TypjeVsuWWpTz99KvbGN5E+Py1+hhbfW/Q9/riqy0gHVbfKQx8e5994lYApcTjgOPX/fd/dRvDmwifv1YfY6vvDfpeX3y1BaTD6juFgW8vs0wp99+/4Pf33VfKcsu9uo3hTYTPX6uPsdX3Bn2vL77aAtJhsVOo/9f0uteV0ny6Y/z6+te/uo3hTYTPX6uPsf59ISCLlb74agtIh9V3ChPoDOTiiy8uf/d3f1c+/OEPl7vuuqu+efz1+Oev0upjbPW9Qd/ri6+2gHRYfacw8O299x56fHwczZkzp2yyySblve99b5k5c2b1uY87IsfX4amYFO4Vw33+jjuulO23L+WBBxZ9fze1+hhbfW/Q9/riqy0gHVbfKQx8O3Yqm2++YIVOrNQZ51VEEYf9Gzu4SZMmlWOPPba8/PLLC7c98cQTZd999y3/8A//UE444YRFto2b4T5/L7xQyhFHlPLWt5Zy2GGlPPvsots7ZWBkW32Mrb436Ht98dUWkB4UO6Arr6y/t2MiBsc1jtYjHPvtt19jn/dk/SUL3XHHHWXjjTcu73//+8vVV19d39ybHn64lJ13LmXZZUs57bT61vaJp3jGz1IEK4aroAUB6ZLFLiDxVMjVVy9l001L6fDcw5WNUL3vfe8rH//4x8vs2bPrm4d0wQUXlBVXXLFsu+225f7mGH+vmDt3wdlH3S9+Uco665Sy3nqlzJpV3zo2Z5yxYH5jxx0X/PswDAHpksUuIOGll0qZMaOUt72tlAMOWHRYpA3uaxwhT5kypay00krloosuqm8ekRdffLEceeSR1fPrDz744PKnP/2p/pLxEcNWK6wQz2qub1ng5JMXTG7vskt5+pFH6ltH51e/KmX99UtZe+1SbryxvhWGJCBdslgGpOmJJ0rZd99SJk0q5YQTYryp/opReeaZZ8r06dOrnf7RRx9dRWCsHmnshHdp7IyXaeyUTznllPrm8RGPaF5zzVI22qiU22+vby2N2pU7GtH7+7//+3LUUUeN/vPw6KOl7LZbKe94RyknnVTKn/9cfwW0JCBdslgHpOnOO0vZeONS3v/+Uq66qr51WH9u7OBOauzo3tHY4e3W2PE9GjvANvvlL39Z1ltvvWrZ7y9iuGi8vfJKKT/8YSlvf3spe+xRyuOP119RDb9ts8021XDchRdeWN/8GhGamY3wVvMcjRA3ilx/CYyIgHSJgAzQ2MnNaOzsYqc30rmHG2+8say99tpl/fXXL7+KIZchxEqrHzZ2uJ/+9KerECy//PJliSWWqH5dd911q3/z+OOPL3/4wx/qf3QRp512Wll22WXLzjvvXB6OCezx9sc/lvIv/7JgOPCYY0qZP7/+impBQCwMiAUCd0asBxFDfTHkF0N/z4/nJHmr+2sxYQhIlwjIouIoOIZdhpt7mDt3btlxxx3LcsstV86ISd4h3HrrreWTn/xkWXLJJcu0adPKj3/843LzzTdXfz7Er3F2cf7551dDVUsttVTZYIMNyiWXXFL7m1717LPPlsMOO6waIjriiCPKC4NNanfbvfdWO94/rLpqufynP61vrVajxRLlWI0WS5YjqCEWF8Qig1hsEIsOxl2r+2sxYfRFQPbaa6/G9+Dn6u/uKbHTislaFhVzD7vuums1LHVyTAz/f7GzjgODCEwcHDwXy0sHEct14+u/9NJLlx/96Efl+eefr79kULGjjavUY4f6sY99rNx22231lyz0wAMPlO222668853vLOedd15987iYM3NmWW211apo3n333fXN1fUwcdAS8Zs8eXIVlFjm3BPXvoRWV7czYUzogPyxcVr/z//8z+WNb3xj9d8XvvCFxplwb50K/9///V+1g3vLW96yyA6SRc2aNasaclpnnXXKoYceWlZYYYUyderU8mAsBx7C7373u2o4JnaU8b2Q8corr1Thefvb314NfbVy7bXXlg9+8IPlox/9aLkuJrjH2UsvvVS+853vVFfY17/3IxT/8R//UZ1pRUB66ur70Or+WkwYEzIg8UMfP+zxQ7/nnntWO+k4Vd97772rq4y///3vV68ZT/HD/e1vf7v64f7iF7/Yc2HrVXGU/Jd/+Zfl+uuvr29aRMyDxFnHiSeeWN+UEkuC3/Oe91QxanWUHt9XcWYU32e9YrDv/ThTirOOuKVLT3IG0hcmXEDiyG/NNdcsH/nIR8rtgyxt/M1vflMNSayxxhrlmmuuqW/uiksvvbS8+93vLptvvnm555576ptpISa3YzirlZjPiHj8z//8T33TmMybN6+agI6ItBLfY/H91Wua3/sf+MAHqoOX+H/pWa3ur8WEMWEC8vDDfyxTp36mGto499xz65tfIyZL3/Wud1Wrcf73f/+3vrkjIhYRjYhHRITRGy4gcXaw4YYbVsMznRBDYXEm0mo4q1cD0hTf+3F2HnM2PavV/bWYMHo+IC+88FI54YRZZfLkkxtHVWePaiVMrPT5+te/Xk3EHnLIIdWqmk6InU4MU8VwVRz5xfAVOcMF5Gtf+1r51Kc+VV0T0ikxnBU74KEm1ns9IOGyyy6rljxDJ/V0QH72s3vLJz95Wjn00KvKY4/ld/6xU/qnf/qn6irjU089tb45Lcaaf/CDHywyF8PYtApIhDoi3Y0zyphYj+GgwUyEgMQ1IT09hEVf6MmAzJ79eNlttwsbO/3zGz+s7bvaOK4LiIvJ4r/4/Vg0V+TEXMyvf/3r+maSWgUkJq+7tVw7Dg5iie9g8ywCAgv0VECeeOK5cvjhV5fNNju18YPbucnnOAuJs5E4KxnuiuS6uCZg++23r8aXRzIXw+gMFZAYsopVRrF0t1viOpHBhoEEZIzOOmvBg7Ka4oyy8bPIxNOxgKy55glDvh2/nznz1R1Bc9tBB11aZsy4uTz3XOfnEGI+JOZF4kKrmCcZ7kZ0zauSYz6lZ65K7kNDBSSW7cZtOropJuzj610/yBCQMfrmN0v513999e24NU3cCZgJZ9wCst12Py7z5y+4VqP+2m6K8fRYqRUrtmL1ymB67r5IfWyogES0/yXuBdVlcZV8XJsykICMkYD0jXELyHHH/bKceuqC6zjqrx0Pcc1IrJ+PidPYQYSBV0f3xJ1ZFwNDBSRu2fHTQe791GlxT6144NRAAjJGAtI3OhqQ+n8Dtz377Pyy9dZnlT/+8YWeCEiIidO4kjfG2mMCNeZJ3H6ku4YKSCxYaIa9m+IGjHEAMZCAjJGA9I2OBmSot5u/P+usOxrfSz9/zWvHW9x2JO6xNdQdYumcoQISS6Ufe+yx+rs7LoYs40BiIAEZIwHpG+MakJdeeqVsu+3Zr3kti6+hAvKGN7yh5T2qOiUuCo1/eyABGSMB6RvjGpAQq7Hqr2XxNVRA4t5X43UGEgsoBhKQMRKQvtGxgEDGUAGJG2iOxwWbMQcSj7cdSEDGSED6hoDQU4YKSNykMi7s67YzzzyzepjUQAIyNpc3AnLBgIA82AjIUQIyIY1LQK6++v76u6AyVECOPvrocsABB9Tf3XE77LBDdb+zgQRkbL7ZCMi/DghIXCQaz7tn4hmXgPzjP/53ef75zl9tzsQzVEDuvPPO6umD3RSPx40nSTafK94kIGMjIP1DQOgpQwUkREBiTqJb4o68cQFjnYCMjYD0DwGhp7QKSOzQN9lkk/q7OyJuHR8rv2699db6JgEZIwHpHwJCT2kVkLgOZNVVVy1XXnllfVPbxWNt99prr/q7KwIyNgLSPwSEntIqIGHmzJnVdRmdvKnliSeeWFZcccXyZDx2dRACMjYC0j8EhJ4yXEBCPA89rs2ISe52iwdIxdBVq+eOCMjYCEj/EBB6ykMPPVTe/OY3v2blU108mTAiUn9Wx1hEmCIesUNr5YwzzihLLrlkmTdvXn1Tz4hb0McNQTsR2bFqBiSusdlvv/2qO133akBOOOGE6mMdj9vojFQscY/HHYwHAaGnxA9qPJ8lnn3+ne98p7oX1VDiByeGs8Y6JxLPhPnUpz5VNtxwwzJ37tz65oXimfd77rlndbfmD33oQ9UNHmNiP56W2Cvi499pp52qz0s8AjiC2Mnhvozp06eXVVZZpXqq5wYbbFCWW2656u1eMmfOnPLxj3+8mnOLuMXDzK666qr6y8ZVHOjEEzPjY4u7VccBVbcfOzEuAVlvvRkCQkt33313+cQnPlFWW221ctlll9U3LxRzIvFDHquzRrvEN4ap4kwmYvW1r31tyKPMiNh//ud/Vq+LuzTHCq1w2223lY022qiKyfXXX1/7U90VT8iMYMQTNr/yla+U5557rvr/ufTSS6vtEbkpU6aU2bNn1/5k9zzzzDNVPOLsLT7vzaeAxoPcIsabbrppteMeTzHvFWdFkyZNqs7imt8TF154YTUvts0225T7779/0T/UZY8++mjZbbfdqqHek046aeEBzHg8+G5cAvKmN72pekQsDCceIhWB2GKLLcq9995b31yJH/I4E4gf8PgvrliP257EXMUjjzxSvSZ+veOOO8oll1xSvvSlL1XDO7GTiJ1uMwiDiR3wu9/97upWKvfcc099cyUeOrX88suXz3zmM+XBBx+sb+64c845p6ywwgpl6tSp5YEHHqhvrsTOJY5QmzubY489tmvPV4l/M3Z0scOLHV/sAOviazhjxozqaxJfv6eeeqr+ko6Kfz+CEf9+BGSwBRQRvKOOOqp6zPHBBx/c9cc9xL8fZ93x70eII8h1zUdvx4FEHBR1+tHbAkLPmz9/fjnmmGOqH5x4rG2rHX4cwcYP+WabbVbdgDGOyJZYYonqmR5xmh9HuTFePNw8R8QiohHxaB7FtxI/qF/96lerj7F5BtBpt99+e/nIRz5S/X9ed9119c2LiHg2r2mJz1HsKJvzTL/5zcPlD3947c6oHW6++dZqCCiGWob7nIfYcX/+85+vPr7jjz9+yLPCdrrnyivLe9/73mrIaiRnQHEwEo867uYD5y666KLqQto4i7zvvvvqm18jDiTiHm4xTHjeeefVN7eNgDBhPP7442WPPfaohjt++MMfVk+QbLd4mNgXv/jFarjq29/+dss5mMH8/ve/LzvuuGM1rh+T7Z3QnIvJfh4ionG0H5577oVGKE9rRGTBWcHTTz/fCPbo/r7BPPbYs+WQQ64sG254SOrzEENtkydPLms0zhSf6dTcQ6y023rr8ofGjnnmT35S3zqsgY+8vummm+qb2yI+DxG2OGPOzPVde+211YHTRz/60Y7czVpAmHDiyDvmHuLIu11zD7ETjpsmxgR5XEAYO+mxuPHGG6sj75gkHsmR90gMNRczGjGcNHBs/4QTZpVDD71q4fb99vtpOffc/DzJiy++3IjaLY2d/8nV3/3CC6MLcN2cxpF3iXugNY68ywiOvEckhn7+7d9K43Qxlt7FKW79FaNy+umnV2e6sXih1SKM0RhqLiaj3d/bAwkIE9bAsf+xzD3EUdoHPvCBth+ljWTsf6R+9rOfVXNBsVpsqLmg0Zo794lqRx9nC+GGGx6snhD68ssLzkC+971flf/+79feymUoV1xxX+PjO72xb76iPPJIG4fEYrL96KMX7PCnT18QgIyY/znxxFLiOqPG16OM4etR15x7iCHMGCLNzj1EKGJ+KsKx//77t3UuaKxn14MRECa0wVYfjVS3xoljsvPfGke8sXOJa01iTmekYjVa3NAx5mJixVk7zZ07r1x88d3V7+Px0lOmnFVuuumh6u0IQMTl0UeHnyi+554nyu67/6RMm3Zuue229l2X8xqxIGLXXRcEoBHmKggj1TgjLGutVRqnhKXcckt9a9vE99T2229ffU+de+659c0tXXHFFdVcTKwobDUXE9c+xfxQrAhbd911qwUcMc8Xv8aQWiyDj6HNoa6lGu38XisCQl9oXv8wkrmH+N479NBDqx16rFRpLifttJj83HrrravJ0J8MM+YeR4tf+MIXRnQ9TDucdtqvy4EH/mzh29OnX1F+8IMFQ2/xyOl49HRT8xHUzz47v3G0fW3ZdNNTyoUX3lVeeWUUO/SxmDWrlPXXX/AUw+ZqqThS32KL2LmUsuWW8Ql89fV77lka3xjxdLBX39dhsagh5h5ikcNwZ7WxnHyrrbYqK6+8csuHpsUKwhgSXWqppcouu+xSLX+OpevNYbP49eabb65WBU6bNq1aLh0HH4PdEDSMZIXhcASEvhKTma1W/YzHWvm6mAxtrvqpX5cR49Xf//73q/Hqvffeu63j1a2ceeZvyoMPLphTuf32R6qhqJjPCBGM7bb78cLJ9WZAfvvbJ6p5jj/9qTsBfo2f/jRWASz4/T77xO0JFgQlft1//8Ff10XNuYdY7BCLHupfyzgz/fKXv1wdyHzjG98Y8sw0rjf62Mc+Vk2kR2BGOh8SdyGI5e1xMWnMfQy2NDkOTGI4Kw5UYnhrtPNqXQ1Ic0z4L/7iL9o2Bgd1g809xJFanN6Px9W6gxnsuoNrrrlm4VxMt67RqItRoR13PK9cfvmiZxzHHffLcuqpty98u+css0wpzQv8YrI9zjh6ROyUY9FD7KRjEUSEIm7YGTv2z372s+Wxxx6r/5GFYiiqeceD0a62a4p/P+4uHWe+Q93jbeDKvojeSP+trgVk4KqUmPyMdfrvec97Gt+ol9dfCm3RvPL5jW98Y7WjPuWUU+ovGXcRjpgs/Zu/+ZvqzCiGJcbTvHlxsdoNi7wvghHDVVtvfVZjZ/RCbwbkda9bMNke4tfXv37R7T0gholiEcRf/dVfVfvBW1rMxcQBRuz0Yx85kus+RqIZrcHOzJtiuC2G3SIkI9HxgMS43FDr4mNML+6Bs+WWWzZOh3+7yDZol/ihiDmFXhY/1KNZANBNzWCcddYd5Zvf/HlvBqSHz0Dq4mBhuKvYIx5xN+V237CzebfpVsuNY2To9SMMcMcC0lwdM9yVuXE6961vfat6Xdxiot2fMGBsmsGIlVqxzLcnA7L33kPPgfSYv/3bv20ZkBi2ijOP0c5HjFSsBIwbhw41lxIB+eu//uv6uwfVkYDEKoBYnz+aewPFVca77757Vcdeu8MpLM4GBiNWY/VkQCIcm2++YBVWrMbq4TPOVgGJCfMYPmrXsNVgYt8aQ2mxAnEw4xaQ5t1Jx3KFcPwdUce4w+kNNyw6Fgsw0bUKSKy2igPoTotHGMSk/mBnOV0PyMB7FI1ltcBAZ599dnVhzA477FA9ZAigHwwVkJifiKW67dh/jkTcUj+mGeq6FpDR3CU1I9Yxxx1O4yrjww8/fMh5FKBz6kNW9bcZnaECEtcutbqQsN1iSW9cb1SfLuhKQEbynIZ2iTucxpWVsZIrHoMJdE89GPW3GZ3BAhK3J4kD8aEmtjslnmZYX9bb0YCM9ElxnRDXkqy11lrDrqEG2qcejPrbjM5gAYmLSuMZI90WI0f156l3JCCxjv6ggw6qJl6++93vjttV5HG6FRfExFXGcRXnWO5wCgwvglH/j7zBArLttttWq1e7LUaS4n5ZA7U1IDGhE3d+jLGyffbZZ8g7PHbbwDucxmMes7dPBlqrB6P+NqMzWEDioVRxu51ui1vmxE0fB2prQOLivrimIx6J2YtiIihWLsQ1J0D71YNRf5vRGSwg8Xjc8bi5Z9yHq37bkrYGJM4+4hnFvSyWosXV7kD71YNRf5vRGSwgb3jDG8ZlWiAm7ePfHkhAAHrUYAFxBjKOBASYKAYLSN/OgQgIQPsMFpC+XYUlIADtM1hA+vY6EAEBaJ/BAtK3V6ILCED7DBaQ0Jf3whIQgPYZKiB9eTdeAQFon6ECEvrueSACAtA+rQLSd08kFBCA9mkVkNBXz0QXEID2efOb39wyIOHAAw8sG2+8cZk3b15905jEPMvSSy9d5s6dW9+0kIAA9Ki3vOUtZfvtty8PPvhgfdNCcXYQEYkzkXYNZ8VjMCIe9WW7A0VYdtxxxypyIyEgAF0Uj56IfVY8qjv2W60e1R3DWTEnEhPr2dVZMRQWMVpppZWqpbuDaX5McS3KcB/TQAICMA6aR/vxqO4zzjijvnmhmFiP1VmxxDeuExlq7qLu+eefr8ITZx177bVXefLJJ+svqZxzzjnVIzumTp3a8qxoMAICMI5uuummsvbaa1cXErYaXrrkkkuqx3kvtdRSZZdddinnn39+dQPG5nxG/HrzzTdX99SaNm1aWXLJJav7XN166621v2mB22+/vWy00UZlzTXXLNdff31984gICMA4i6W1J510UvWo7t12263lo7rjtiexX95mm23KuuuuW5ZffvmyxBJLVL+ut9565dOf/nQ19DXU02Mff/zxsscee1RDY/G67NBYEBCAHhGP6p4+ffrCR3W/+OKL9ZekzZ8/vxxzzDHV3x03UWzHMmEBAegxsfJqypQp1cT3RRddVN88anHb9lVXXbVsscUW5d57761vThMQgB511VVXVZPnkydPLrNnz65vHtbdd99dPvGJT5TVVlutXHbZZfXNYyYgAD0sVl3F80ImTZpU7YuHWk010NNPP10OOuig6n5X3/3udzv2vHUBAZgAnnrqqbL//vtXITn22GMHXc4bE+Lf+973qtu077PPPkNOpLfLsAH5+te/Xrbaaqv6u3tKrCjo9cgBtMOcOXPKJptsUlZfffVyxRVXLHz/NddcU9ZYY43qmpE77rhjwJ/onGEDMnPmzPLOd76zbLrppuWuu+6qbx5XcUvi7bbbrlr6duqpp9Y3A/StuKhw5ZVXLptttll1d913vetd1bUh3TRsQEKcKs2YMaM6dTrggAOqU6nx9Oyzz5ZDDz20Wo4WtyRu51I3gIkilubuu+++Zffddx+X/eCIAtIUkzcxVBQhibmRwcbgOu20004ryy67bNl5553Lww8/XN8MQJeMKiBNd955Z7WsLB7IHsvMuiEu2Y+rLD/84Q+XX/ziF/XNAHRZKiBNF154YVlxxRWrS+rvv//++ua2iMv2474vyyyzTDnllFPqmwEYJ2MKSIhxt6OOOqq6NfHBBx887INSRir+3iOPPLKa5zjkkEPa9vcC0B5jDkjTI488UnbdddfqTOHkk0+ubx6VCy64oFpRsO2223bszAaAsWlbQJpmzZpV3ZZ4nXXWqW5TPBqxdjke4xhrma+++ur6ZgB6SNsD0nT66adXq6V22mmnls/fDXG1ZFw1GVdPxlWUY7m9MADd0bGAhLhe47DDDqvmR4444ojqsYkDxf1Z4j4tcb+WuG9L3L8FgImhowFpeuCBB6qHyMdjE88999zqfXFnyHhgfNwpsteucAdgeF0JSNN1111XPvjBD1ZDVausskr1iEYAJqauBiTE/EY86D0uwQdg4up6QADoDwICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACk/D/dZM8WrWymwQAAAABJRU5ErkJggg==)
| Product Number | 4658-1-X4 |
| Synonyms | (2R)-2-{[(Benzyloxy)carbonyl]amino}-3-(4-hydroxyphenyl)propanoic acid dicyclohexylamine; N-[(Benzyloxy)carbonyl]-4-hydroxy-D-phenylalanine dicyclohexylamine |
| CAS | 64205-13-6 |
| MDL Number | MFCD00235868 |
| Molecular Formula | C29H40N2O5 |
| Molecular Weight | 496.648 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4658-1-X4
CAS: 64205-13-6
Molecule Weight: 496.648
Formula: C29H40N2O5
PN: 4758-1-00
CAS: 1164-16-5
Molecule Weight: 315.325
Formula: C17H17NO5
PN: 4758-1-0B
CAS: 1161-13-3
Molecule Weight: 299.326
Formula: C17H17NO4
amino}-3-[4-(tert-butoxy)phenyl]propanoic acid](data:image/png;base64,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)
PN: 4658-1-82
CAS: 67586-06-5
Molecule Weight: 385.46
Formula: C22H27NO5
![(2S)-2-[(tert-Butoxycarbonyl)amino]-3-(4-methoxyphenyl)propanoic acid](data:image/png;base64,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)
PN: 4658-1-04
CAS: 53267-93-9
Molecule Weight: 295.335
Formula: C15H21NO5
PN: 4658-1-R2A
CAS: 68856-96-2
Molecule Weight: 295.335
Formula: C15H21NO5
![Methyl (2S)-2-{[(tert-butoxy)carbonyl]amino}-3-(4-hydroxyphenyl)propanoate](data:image/png;base64,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)
PN: 4658-1-S2
CAS: 4326-36-7
Molecule Weight: 295.335
Formula: C15H21NO5
TSCA: Not listed on TSCA inventory
