![(1R,2R,3R,5R)-2-Amino-6,6-dimethylbicyclo[3.1.1]heptan-3-carboxylic acid hydrochloride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABKDAAASgwGNDEGjAAACMnpUWHRtb2xTb3VyY2UAAHicpVTbbtswDP0VQs+LZMn3IE5RtBg2oF2BpcP2Nii2khqwrUJ2bn8/Kk7qeG5jYPMFlMhzSJGiNLvZlwVslalzXSWEU4eAqlKd5dU6IT+eP08icjOfpQhCYFUn5KVpXqeM7XY7mr6oUu51RVNdktY+3dd5D7NzqTZrJhyHs1+PD4sjZ5JXdSOrVCGrzqf1UfmgU9kcV/FBCFZKs80r1sJZabatt9/CsZ9D93VGulzu0HaLVFjlhYKVNqVsYCscip/zCdaqUkY2KoPlAdUu9TD3+ezxXqebUlUNDq2HPJXFojGbFBWlLlS6QWc4+HqfkJITkMt60SijdEIQpdCDbHR5a4w8gB1ZnOQgBUgXpAfSBxmADEFGIGOQ3MEf7RwBHBHcww0olF3B8+FVYRoF3PXebyf5BE9YPpEQTAcf8KhnhU/9MA7Ps4C6Hs4CGkQuP89CGkUoIhr4nTgpuUN53Mo46CSBQxeJI8TnYCvpC5g4NIw8RFLfjeI3LYJE5HdSUC8Q4mzug0+zExZryN6KOJ8tdZVdDCHPErK0lUfId7WqcV3H6hLQJlMGm9g6sNBLgugT7F5cJ7h9gj8awRsQgh7BIttWmX9p2afZ0JXfdxX+h6tg4GokjbBPwC4NrxOiASH+18XGA1fcuR7c2i8p7XEa4fDBTo1SxDthxEdp/hxJk//VW+3ZH1mB9w6na2HRcdjFgWHnKwuHg+uMXdx1DG/4+R+sEs4Zs/w6wwAAJyxJREFUeF7t3QmYZFV5BmASIRCQJOwBWRUMQ9iRRQgQILIIKEuAxLhEAyEYCGERDBFQFFBDDCNRlhEZdiIgEQScKCCLASOKyDbsAwg4DMsADiMgnvR/y5rpuXR3df9dvVT1+z7PfUbr3G7mdk+dr+655/xnoQIACQvVXwCAwRAgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBGC8mj27lOOPL2X99UtZYonGsd56pRx7bCkvvFA/u2GhhRpHf1q1D0F7vgsA7XXvvaWsuur8Dr9+RFucU9cqIFq1D0F7vgsA7TNnTilrrdXo6DfYoJRrry3l5ZdL+eUvS5k2rZQNN2y0xTlxbm+tAqJV+xC057sA0D6nntro5CdNagRHXby29tqNcyZPXrCtVUC0ah+C9nwXANpnm20anfwll9Rb5rv44sY522674OutAqJV+xC057sA0D5LL93o5GfOrLfM9/TTjXOWWWbB15sB0epog/Z8FyDl6KOPLquuumrPh8hty5//+Z93zLHllluW1VdfvXzve9+rXxLtsPDCjU7+9dfrLfO99lrjnDi3t3pQ9He0QXu+CzBkP//5z3ve+wv3vJcX6thjzTXXLL/5zW/ql8ZwDeYO5Be/aJzT3x1If1q1D0F7vgswZB/60IeqTvgtb3lL9Yn+hhtu6Jjju9/9bnUHEn//Cy64oH5pDJdnIEB/br311vI7v/M7ZbHFFquOHXfcsbwWQxId5JprrqkCZOWVVy6/jOmltE9zFtY66zSm7tbFa9EW55iFRadpDmH0p1X7RBZDPptvvnn18znppJPKr371q/opHeO9731vdR2f+tSn6k0MRwTEmms2OvqNN26s/YjXYs1Hz91f9Vq0WQdCJ2oVEK3a+/L666+XqVOnlp133rmssMIKZZFFFqn+3GSTTcrhhx9efvrTn9a/pCOde+651c9mnZ5PkHHNnWz69Onl937v98rv//7vl0cffbTezHDEKvNVVpnf4dePaLMSnU7UKiBatdc99dRTZbPNNpv3df0dne7ll18uK620UnUt0+JTZReIcI/r2WeffepNDFfUuzruuEb9q8UXbxzrrqsWFp2tVYfeqr23GPuPu4w4P8bTzzjjjOrT7KuvvlpmzZpVfvKTn5RTTz21bBAlHTrcMcccU13n7rvvXm+qvPjii/WXxr3Zs2eX5Zdfvrqu73//+/Vmutjg3uFQ0yogWrX3dtZZZ1XnxqyemQNNW+xwjzzySPXAPIZ8HnjggXmvX3rppeWAAw4o73znO8tb3/rW8tJLL/X6qs5w5plnVr/DDTfcsLzxxhv1ZrrU4N7hUNMMiFbHYGy//fbVueedd169qavstdde1XUeeeSRC7w+adKkeT+vWFR48803L9DeCSI0IjziGiJMmBgG9w6HmnpQ9HcMxjLLLFOd+4tYGNWlrr/++uoaY1JAfZjqP/7jP8rXv/716g6lk8XwVVzjcsstVw1r0f0G9w6HmlYB0aq9t+Zq7E6fkdSfX//612X99devrvFrX/tavbmrxIP0uM7DDjus3sRgxTTd55+vvzouDe4dDjWtAqJVe2/dfgfy1a9+tbq+jTfeuOufD8yYMaOa0hvPeWKKL0M0ZUq8eUo56qh6y7g0uHc41LQKiFbtvW233XbVud34DOT5nk+Syy67bLXqfCjPNuKuJY5OFIsK4/cZiwwZghj2W375RoDccEO9dVwa3DscaloFRO/2qNi6ww47lCWXXLKsuOKK5SMf+cgCdxvNGTxrrLFGeeaZZ+a93g0OPfTQ6tr222+/etMCIixuu+228vnPf77ssssu1c/q8ssvr5/WEaKsSUzHjuuOcicM0hFHNMJj773rLeNW/z0ADGAoARJ3GNEZPvnkk9UU1c985jPVzKumWO+x0UYbVeevssoqVaDEUEisD3n22WfLHXfcUSZPnlzN8ukk9957b7WafvHFFy+PPfZYvXmeuNYIjObPLI4YAopS750qCizGday99todV+NrTNx/f+n5pZey2GIx37veOm713wPAAIYSIHWxGjs61d6itHlzMeFARyfZaaedqr/z8ccfX29aQPw8IjC22mqr8q//+q9Vpds59fpGHSbqfb373e+urv9LX/pSvZm63XZr3H30/P47SWe9I+l4Mbxx8sknl1133bXeVH1SjemsUZk2VjbHp/f4M4LliJ7b+zvvvLP+JePWVVddVXWecUc1mDAYzDmd5v/+7//K7/7u75Y/+qM/6rqhybb6znca4fG2t/VdeXccEyCMmuZdRITCgw8+WG8eklg7Ec9Tvv3tb9ebxlwMycWq8rjWiy66qN48ocTzrvg5HHjggfUmQkxdnzSpESAdOIlEgDCqYhFdDOlsvfXW9aYhiXpZ0THFZkzjbYjklFNOqf5uMSQ10UWRzHi+E7+nbqmm3FbNfT+22CLG/eqt454AYdRFiCyxxBL1l4csFuXFMFd01vvvv/+4WIgYtbz+8A//sBq6uf322+vNgxIFJC+77LJy8MEHl3XXXbd8+MMfrp/SUWLIMn5HsZc6vfT8nstSS5Wefyyl3HZbvbUjCBBG3J577llV1J07d255/PHHq46xr2cgGbG9anMhYsz2eu655+qnjKoIsvi7fOxjH6s3DehnP/vZvMDoPWkgjre//e3jIhyzYsOsuIa4ligcyW8ddFDj7qODPyAIEEbclVdeWTbddNNqhXI8VI7x8HZ29PE8JaaLRge11lprjdkK6AjJuPP4gz/4gyGvqm9uMhXHH//xH5e/+qu/qobp7rvvvvqpHemKK66ori0qLscHiQkvJoS85S2lvPWtpTz5ZL21YwgQusILL7xQ3vOe91Sd1FJLLVVNhR1t22yzTfXf/+IXv1hvaimCopsCoy/Nqsuf+9zn6k0TT8/dcnX3ceKJ9ZaOIkDoGjHM8/GPf7zqpKJA4+mnn14/ZcT813/9V/XfXXPNNatZWLxZDNPF7yX2PIl1PxNWVBiI8FhjjRjfq7d2FAFC1znttNPmVfg95JBDRrym1CuvvFJWW2216r/3rW99q95ML82A/+AHP1hvmhDe6AmMlyI4IkA6tFRNbwKErhT7jcdsqOisYkV4fQ+OdorSLPHfiSG0dosyLrHm5f3vf39X3N1EaZqll166Ki5566231pu73gUnnlg+0/Nv5c4YwuoCAoSuFbWo3vGOd1Sd+zrrrFMefvjh+inD9sQTT1RTkuOO5+677643D1nvwIgV3M0H63HEWoqxeLbTbl/+8per69l8882rkicTRdSCi+G75Xt+jzM6qKrCQAQIXS3WVDQfbkdZ9Ztuuql+yrB84AMfmDdUNlz77rvvmwIjZq994hOfqFbcd+Je6X2JZ1UR6HGNMftsooj1PHHN//AP/1Bv6lgChK4XNbY++tGPVm/eKFp4zjnn1E9J+cEPflANxcQ6lHZMS/6nf/qnrgyMvsQQY/w+VlpppaqYZLf74Q9/WE3xjhmC8aGmWwgQJoyYXhtv4ui4olT6cHYHjKGXd73rXdX3+s///M96M4Ow++67Vz+/f/mXf6k3dZX4t7LFFltU13pqlC7pIgKECSVmScU4dLyZ4zlDVAfOiKrB8T1i5fhIz/LqVg888EB1R7jYYouVRzpoD4yhip0249/KpEmTum5vFAHChBNF/VZdddXqTR2bVEV5laGIoaVYLR5fH7stjobZs2dXK/oPP/zwam/166+/vn5KR4rhuvg57rXXXvWmrhAfUN72trdV13jttdfWmzueAGFCevrpp+cNK0RZ+NhOdrBi+Cu+bo899qg3tU09MOJZS/w3m8cBBxxQ/5KOFNOrV1hhheqauiUUe4sNwuLa2lX7bbwRIExYUZPpr//6r6s3eNTpuvjii+unvMlDDz1UFl100eqI/91uRx55ZJ+BEWsnoihlbO3bSRtrDUZUVY5rXH/99btqOPDRRx+thudimO7+2LK2CwkQJrxYCBgddhyttp+N5ybR2Y3UfuVxN9TtgVEXkxkiNOO6v/rVr9abx70IvQiLm2++uSppEw/KjzrqqHnDpFElulsJECiNWlZxFxJv+P32268qT1IXi/iiPZ5/jNQU20suuaTrA6Mv0flGgMdaneeff77ePGaiqnIs7rz66qurO6VPf/rTVan+XXbZpXp+Frtr9r5TrB8x62+oz9g6iQCB34o9vJt3AJtttln1nKQpFr819+po1zoSFhQl7OPne+ihh9ab2i4ebsc2ALGfTCxm/PznP1+tw9lnn33Kn/3Zn1Vl55tTvodzxDqXbiZAoJeoErvRRhtVb/6VV165+vQZYq1HvBYL/ca6/MY999xTvvKVr1Sd3bHHHltv7liPPfZYWXzxxatdJqMMTdaMGTOqOluXX3559Xs75phjyt/+7d9WQ0mxb0zs11Lv6EfiaD7Huuqqq+p/xa4hQKAmPp3G84d480edq/PPP79abR4dQqw+H229A6M+ZBJ/r9jxr1vEM6i4riiAWReFGO+6665qFfvUqVOr4aS///u/rxYkxqLO+LRf78TH8mhWP3jnO9/Z8UUw+9NRAbLQmQtVB4y0uMuIFdK9O4SoezUaBgqMvo54btIt5syZU+1aGde1ySabVPuox3BSzGSqX/d4PuIaQgyHxf8/5ZRTalfaHYbdG7fq1Adqf/2N18vU+6eWna/Zuaxw3gplkSmLVH9ucvkm5fBbDy8/ffanC5w/0PeCdovnHs1d9OKIB6kjLYbMdtxxx6rjGezRauZYp2k+C+nko3mnevvtt1fPUmJrgZkzZ9autPMNuzdu1an31/7UnKfKZldsNq+9v6O3vl6DkRBb5O6www5VZxBrPuLPLbfcctSef8T+6l/60pf6LOteP7ppAV6z5Hl0ugcffHD1YDt+BjHjKaY21699PB4HHXTQAtcUs7bi9f3333+B17vBsHvjVp16X+2vvfFadZcRr698wcrljHvPKI++9Gh59Y1Xy6y5s8pPZv2knHrXqWWDyzZY4Ov6+l7QblGj6U/+5E+qN32MX8eQUvP/X3jhhfXTR0V/gfL2t7991EJtNLQqeR7Tp+M5SFQrjmG+WG8Rdyzvfve7x8UzkJh4EcNwvcVU4HhwH6EYv8duMuzeuFWn3lf7WfedVb22+kWrl5mvDP62rq/vBe0Un+abn3Rj+Kq5JiGGr+K1GNuudxBjoRkoF110Ub2pY7Wj5HkUK4zpuVGjLApexvBezMCKZylrrLFGW6bmDnT09wEjKkFH+9Zbb11v6mjD7o1bdep9tW9/1fbVa+c9cN4Cr7fS1/eCdpkyZUo1hTTe6DG7J56B9BaLx6LtuOOOW+B1hm80S57Hwr5bbrml6uxPOumkcuCBB5add9652uQqZt3VQ2GwRwRff3eDMQsrtiSO82LRarcYdm/c7NRbHb0tc+4y1Wu/eOUXC7zeSl/fC4YrSlEcdthh1Zs7dgGMLWX7ct9991UBEyvWY63BSIiZX2eccUaZPn16vamrxVTp+PmPh5LncfcTD79jHUnc5f3zP/9zNa07yq3EtOl6cPQ+rrnmmvq3mye2EohzVltttT4rHXSiYffG9aDo7+ht4SkLV6/FLKyh6Ot7wXDEmHpUSo03doxTD9QBhOhM4tzYfnYk9O6gomRKjO93e6B0Wsnz2EHx7rvvrv6tnH766eWTn/zkvKKcsVBxoAB8z3veU50X9de6wbB741adel/t7kAYD6IAXrM8SYyPR6fQSszOWm655apFhe3eXz1cdtll1eyj5t+r99E7UGKcv1t0Q8nzGLqKB/lxHf3dwYaYkLHwwgtXQ2XdUCNr2L1xq069r/btrtques0zEMZKzNNvLtLbaqutyjPPPFM/pV/RgcfXRcmT4WyL20oMpVx66aV9BkoMuXWDbip53pwEELPkBpoEcMghh1S/w7hr6XTD7o1bdep9tZ9575nVa2tctEZ5Zu7g37h9fS8Yqhhvb67tiGmjQy0FEs9MNthgg+rr48H7aOkdKPFJthv85V/+ZfVzPOKII+pNHekjH/lIdT3xYL4/zz333JiWxmmnYffGrTr1vtpjvcdGl29Uvb7KhatUgTLj5RnV+pBn5z5b7nj2jjL5rsllw8s2XODr+vpeMFgxzBCF9eINHp8UYwZOVlRxje8TdzGxeyBD140/w6eeeqosueSS1WSM2Dq5P83inFHDayTvYkfasHvjVp16f+0//+XP5y0mHOjora/XYDBi7cbee+9dvWlj/Pmb3/xm/ZQha36/dn16fuKJJ8bFGpPREJ1m8y7urLPOqjd3tJNPPrm6rlh70p+4i20OS8Z6lU417N64Vac+UHvccXx9+tfLjlfvWJY/b/mqFlb8GcFyxK1HlDufW3BjnYG+F/QnSrQ3d7yLlcLtWg3c7vH72Oc8vlfUt4oHy7GBVbcGymg9RxoLMSQaFQLi+mJSRH9isWOcE5MjXh6hDcpGmt6YrvajH/1oXomL2MsjhhjaqTmDaLfddqs3DVmsAYk6UPH9mkc3BkrvmWw33nhjvbkrxB1u/P5idt/cuXPrzfPsscceZZue86YddVS9qSMIELpWPHCODYrijRzrNkZi8VbvNQzf+c536s1DFkMbt912W7VDXqyOrgdKN3S4zUWbI7WWZrxoVnL+3Oc+V2+aZ9bDD5fLF120PNtzlIceqjePewKErvTZz362+oQbR5Qe6a/ERDucd955VUcxEquoewdKzPAZyesYDaOxmn+8+NnPflat+YgPATGM2q+jj+7piXu64ve/v94y7gkQukoMF/zN3/xN1aHH84nRKDY4mnWcOl2znlg3bcU7kI9//OPV9X7oQx+qN80Xzz9WXLERIt/9br11XBMgdI0om91cDRwPJmNf7NESdwnDrSTb7ZoVjfsqed6tYhve+DexZc+d8GMD/Xs855xGgKy7buxkVm8dtwQIXeHOO++sitRFBxXTQx977LH6KSOu1V4WA/nf//3f6utjSucjjzxSb+54MbQ31nuqjJXrJk8uF/dc96zNN4/b1XpzQ7y+6aaNEDnttHrruCVA6HhXXnlltXgrOqf3ve99VbG7sdDcTS8WkUWgDUWshej9sDzCsJsC5d///d+r6xrNXR3Hi9/EHcU66zTC4dxz683zxar0njuVsswysVy93jouCRA62r/9279VHXZ0Tp/4xCfGfE3BiSeeWP1dtttuu3rTgGLYKz6Zx1qQtdZaa4EwiZXa7X44P5qizljUh4ohvphWPSFNm9YIkJVWinK+9db5PvCBxnkHH1xvGZcECB0pOtTmXtOxVmK8rOaNRWQx9z/+XrGfRFbczTQDJXaz62SxOVf8PGJnwAlt990b4XDMMfWW+Z54opQllihl4YVLGUR16LEmQOhI//iP/1h1Sssuu+y4WxsRwRF/twiSoRZq7DZ33HFHdYcYQ4xPP/10vXlieeCB0vNpp5TFFitloGHJE05oBM1f/EW9ZdwRIKQ0h1f606q9L7GF7NSpU6sFdCussEK1XiD+3GSTTcrhhx++QHG6M888s+y4447loXG6+CqGsOL6Y0hrItt2222rn0OsY6HHkUc2wmGvveot88WC19VWa5z33/9dbx1XhvYOh99qFRCt2uuixMhmm2027+v6OzpFPESPT97xUD2Go1qJzam67W7lG9/4RvU7e8c73tF115b24oul51NRIxyuv77eOl/Pz646Z801Y0P1euu40TnvSMaVVh16q/be4nlG3GXE+bFGIArtRaHCV3veOPFwOYofxgK9mJ7bSWI6b1xTzKYaSOwPEefF6uwofxHbncawXCd3urGgc/XVV6+u64orrqg3T2xf+1ojHNZfP0oN1Fvn22abxnlf+EK9ZdwY3DscaloFRKv23ppTWKPDmTlzZr25Y0X4xSKymH0UCw37E3coERwRIM2fWxx/93d/Vz+1Y0QpmbiGHXbYod5EzBTceONGOJx+er11vjvuKD3/eEpZcslSxun7YnDvcKhpFRCt2ntrFp2LmlLdJu6c4tqi1Emr9Q9xxxF3HieccEL1M+nU3eqi7lPsuRJ1oO666656M+GmmxprPpZdtpTnn6+3zhc7G8b76Lrr6i3jwuDe4VDT+5PyQMdgxPaecW6UIuk2MTwXRRa7NSD70qxFFjPlGMB++zXC4dBD6y3zxfOPuBMZpwb3DoeaelD0dwxGfFKNc2MWVje69tprq+uLsu9R/r2bRUmWqIC89NJLV3WgGECU21l88VIWWaSUe++tt3aEwb3DoaZVQLRq762b70Cadt111+oaY2OobhVDdM2ZdF/+8pfrzfTl+OMbdyE77VRv6QiDe4dDTauAaNXeW3PNRDcP8cSWt7FiPkrMxwyz3j760Y9WK85j5fmA+0aMc7GGJ36Pf/qnf9q1d5NtF1WJV1mlESIduK3t4N7hUNMqIFq19xaLAuPcWLkddZO61RFHHFFd5957773A67FOovnziiO2ru00UcByxRVXrP7+//M//1NvZiAxfHXllfVXO8Lg3uFQ0yogerd/73vfq6ZzRjmL6GRiZ73ew1Wx3mOjjTaqzl+l59NYBErsVhcPoGMcPcphTJ48uWy44YbzvqYTzZ49uyqMGNd5ww03zHs9qu1GLa/4uWy++eYd+en9k5/8ZHVdUQ2ZiaP/HgAGMJQAiSGqqA8V6x1e6rlNj4VyMU21txi6aS4mHOjodFOmTKmuIxZFxna13eDhhx8uiy66aHU8+OCD9WaGo+dDR/WcJBYdRpHFONZbr5TY0fGFF+pnj7rOf0cyJlp16AO1x3DH4jH7pCbuOOKTeNS4ik/qUQsr/oxgieGfoe6xMR5Fufnm3VasuO8Ge+65Z3U9Rx11VL2J4YihrVVXbTwf6euItjGevdX3OxxGSExjPfnkk6tZSRNV1L2Kqa7LLbdcz4fIsf8UORzXXXddFR5R9DLuLmmTeLi+1lqNoIgSPtde29hHJKaBx94iMZwbbXHOGG4PLEAYNc27krirmOhDHfvuu2/1s/jgBz9YlTnpxOceMQS33nrrVddx9tln15sZjlNPbQTEpEl9b0AVr629duOcyZPrraNGgDCqXnzxxXL88ceXrbfeut40ocQkgah9FXWyogOOyQUxmaCTfOUrX6n+7jHEONY7QXadZiHFSy6pt8x38cWNc7bdtt4yagQIoy5CJGolTXTHHXdc1QFHkGy66abl05/+dMccRx99dPU7jKG4W265pX5pDNfSSzfCYaAiirFBV5wTe6iPEQHCiIuHrFGSPUp8P/744+Xggw+e0M9AmubMmfOmCryddsRwZLfMJhtXYkvbnp9vGWho87XXGufEuWNEgDDirrzyyuoTdnSWsc7jwAMPrPbAoJSrr766Kj5Y/4Q/3o9DDz20uvuIEDnttNPql8VwDeYOJNZSxTnuQIBOEwsfY9p1qzL1JHgGAkBKcxbWOus0pu7WxWvRFueYhQXAPBEQsR96BETsXhhrP+K1WPMRtdKaOxpaBwJ0g+nTp1er0T1Ub5NYZd6s1NvXEW1WogOdLFbTH3bYYVXpmXioHrXOaJOoVHDccY36V1H+J45111ULC+gOO+20UxUcMcsu1rbE9GQmBgECDEtUGI7SLLG6nolFgACQIkCAERGbgUXl5SjTT3cSIEBbRWXh2EFyqaWWqp6NxF4udCcBArTNtGnTyqRJk6rgiFInH/7wh6udKOlOAgRoiwsvvLAKjjhib/fY54TuJkCAtpg5c2ZZffXVy7nnnqs+1gQhQIC2GWhnxdde+3X55jfv7vnT5lPdQoAAI+6GGx4se+xxcdlkkzPLiSfeVG+mQwkQYMQ89NAz5aCDvl0FRxwHHHBlmT59Vv00OpQAAdpu9uw55QtfuKVsttmUKjh22+3CMm3aQ/XT6HACBGirV155reyww7lVcGy11dnlrLN+XH71q/6fjdC5BAjQdjFs9alPXVdmzuxjM6RebrxxRnn1VeXfO5UAAdrulVcGvuO4//5nq+chcZfymc98v95MhxAgwKh5/vm55bOfvbFsuulZVXjEzKzvf//R+ml0CAECjLjXX3+jnH/+nWXbbc+pgmObbc4pU6feYU1IhxMgwIi6+ebHyp57XlIFR9x5xJDVs8/adKobCBBgxHzxiz+YtwbkYx/7Vrnnnmfqpyzg3ntneajeQQQIMGIuu+ye8t73XliuvfbBetMCnnlmTjnuuBvKu951Zjn22OvrzYxTAgQYMXPnvl4d/Ym7jbPP/knZeuuvV3cp2203tVx00V3ljTcUY+wEAgQYE9dd90jZffeL5j0bOemkm8vs2XPrpzGOCRBgVD3wwHPlwAOvmvdsJP73gw8+Vz+NDiBAgFERdxdxl9FcA/K+911c3YXQuQQIMOLuvPMX1fONCI543hHPPcy26nwCBBhxs2bNKZtvPqWaaRUzrugOAgQYFU8++VL9JTqcAAHGXPOB+uTJt9WbKs32uv5eb2rVzvAIEGDMNTv6GOaaMeOFenO/QdDf602t2hkeAQKMuWZHH8fBB19db+43CPp7valVO8MjQIAx1+zoDznkmurPeon3/oKgv9ebWrUzPAIEGHPNjv7RR1+o9lGPFeq9p/n2FwT9vd7Uqp3hESDAmOvd0Z9ySqOC75QpP+6zvbfm660ORoYAAcZc747+xRd/Vbbf/tyy5ZZnl6effvlN7b3Vg6K/g5EhQIAxV+/ov/GNe6r/f9RR3+2zvam/15tatTM8AgQYc/WOPsq577vvpdVrP/zhz9/U3tTf602t2hkeAQKMub46+mZw7LPPN/psD/293lRv/9GPnqymCcee7DvtdH454YQblZAfBgECjLl6R990+OHT5rX11d7f60319v33/1a58cYZ5YUX5pbnnnulnHjiTeXQQ6/t9RUMhQABxly9o296/PEXyxZbTOm3vb/Xm1q1z5nzWnU3Qo4AAcbcQB191Mfqr72/15tatceCxbgrIUeAABPS9Omzyi67XFDuv//ZehODJECACef225+swuPHP36q3sQQCBBgQpk27aGy887nl7vvnllvYogECDBhXHDBnWXXXS8sjzzy5pLxDJ0AASaM5kP1+hGzsRg6AQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgJT/B01zUVhbjUymAAAAAElFTkSuQmCC)
| Product Number | 4257-5-16 |
| CAS | 1027343-52-7 |
| MDL Number | MFCD09881421 |
| Molecular Formula | C10H18ClNO2 |
| Molecular Weight | 219.71 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory