| Product Number | 4H58-1-C9 |
| Synonyms | 1,1-Diisopropyl 3-{[(tert-butoxy)carbonyl]amino}cyclobutane-1,1-dicarboxylate |
| CAS | 1363382-20-0 |
| MDL Number | MFCD20922763 |
| Molecular Formula | C17H29NO6 |
| Molecular Weight | 343.42 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability | Contact for Availability | |
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4H58-1-C9
CAS: 1363382-20-0
Molecule Weight: 343.42
Formula: C17H29NO6
PN: 4258-1-17
CAS: 142733-63-9
Molecule Weight: 229.276
Formula: C11H19NO4
PN: 4258-1-18
CAS: 1101173-77-6
Molecule Weight: 229.276
Formula: C11H19NO4
![Methyl 3-((tert-butoxycarbonyl)amino)bicyclo[1.1.1]pentane-1-carboxylate](data:image/png;base64,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)
PN: 4258-1-55
CAS: 676371-64-5
Molecule Weight: 241.287
Formula: C12H19NO4
PN: 4258-1-S2
CAS:
Molecule Weight: 215.249
Formula: C10H17NO4
PN: 4258-1-33
CAS: 939400-34-7
Molecule Weight: 215.249
Formula: C10H17NO4
![3-{[(tert-Butoxy)carbonyl]amino}cyclobutane-1-carboxylic acid](data:image/png;base64,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)
PN: 4258-1-35
CAS: 946152-72-3
Molecule Weight: 215.249
Formula: C10H17NO4
![3-Aminobicyclo[1.1.1]pentane-1-carboxylic acid, N-Boc 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uICAArCMgbiAgAKwjIG4gIACsIyBuICAArCMgbiAgAKwjIG4gIACsIyBuICAArCMgbiAgAKwjIG4gIACsIyBuICAArCMgbiAgAKwjIG4gIACsIyBuICAArCMgbiAgAKwjIG4gIACsIyBuICAArCMgbiAgAKwjIG4gIACsIyBuICAArCMgbiAgAKwjIG4gIACsIyBuICAArCMgbiAgAKwjIG4gIACsIyBuICAArCMgbiAgAKwjIG4gIACsIyBuICAArCMgbiAgAKwjIG4gIACsIyBuICAArCMgbiAgAKwjIG4gIACsIyBuICAArCMgbiAgAKwjIG4gIACsIyBuICAArCMgbiAgAKwjIG4gIACsIyBuICAArCMgbiAgAKwjIG4gIACsIyBuICAArCMgbiAgAKwjIG4gIACsIyBuICAArCMgbiAgAKwjIG4gIACsIyBuICAArCMgbiAgAKwjIG4gIACsq169OgFxAAEBYNWcOXOS8dBt5MiR5i6ICQICwBqNR4MGDdICUq1aNXniiSfMXREDBASAFeXFI7HpR1pEJH4ICIC8mfGoXbs2EXEAAQGQFzMe+t9Tp07NCAgRiR8CAiCw8uLx2muvea+1atUq+fPNmjUjIjFEQAAEUlE81Pnnn598Tf+7ZcuWRCRmCAiAnFUWD/Xwww8nX+/UqZMsWrSIiMQMAQGQEz/xUIsXL07uo5fyrlmzhojEDAEB4JvfeCSkzoM888wz3s8RkfggIAB8yTUeKnUe5PLLL0/+PBGJBwICoFJB4qHMeZBURCT6CAiACgWNhypvHiQVEYk2AgIgq3zikVDePEgqIhJdBARAuWzEQ2WbB0lFRKKJgADIYCseqqJ5kFREJHoICIA0NuOhKpsHSUVEooWAAEiyHY+EyuZBUhGR6CAgADxVFQ/lZx4kFRGJBgICoErjofzOg6QiIuFHQADHVXU8VC7zIKmISLgREMBhhYhHQi7zIKmISHgREMBRhYyHynUeJBURCScCAjio0PFQQeZBUhGR8CEggGOKEQ8VdB4kFREJFwICOKRY8UgIOg+SioiEBwEBHFHseKh85kFSEZFwICCAA8IQD5XvPEgqIlJ8BASIubDEQ9mYB0lFRIqLgAAxFqZ4JNiYB0lFRIqHgAAxFcZ4KFvzIKmISHEQECCGwhoPZXMeJBURKTwCAsRMmOOhbM+DpCIihUVAgBgJezwSbM+DpCIihUNAgJiISjxUVcyDpCIihUFAgBiIUjxUVc2DpCIiVY+AABEXtXioqpwHSUVEqhYBASIsivFIqMp5kFREpOoQECCiohwPVdXzIKmISNUgIEAERT0eqhDzIKmIiH0EBIiYOMRDFWoeJBURsYuAABESl3gkFGoeJBURsYeAABERt3ioQs6DpCIidhAQIALiGA9V6HmQVEQkfwQECLm4xkMVYx4kFRHJDwEBQizO8UgoxjxIKiISHAEBQsqFeKhizYOkIiLBEBAghFyJhyrmPEgqIpI7AgKEjEvxUMWeB0lFRHJDQIAQcS0eCcWeB0lFRPwjIEBIuBoPFYZ5kFRExB8CAoSAy/FQYZkHSUVEKkdAgCJ77LHHvIOTq/FQqfMgu+66q6xcudLcpSjMiOjv7brrrjN3cxYBAYpst912Sx6gatSoIS+//LK5ixPq1KmT/DqMGTPGfLloNCL169dP+x6hFAEBiuzoo49OHpx0GzRokGzfvt3cLda2bNmSdhb24osvmrsUjc7JpH5/9t57b3MXZxEQoMh27Nghffv2dToiL730UvLP3qRJE9m5c6e5S1GY8TjssMNk7dq15m7OIiBACGhEzjjjDGcjMmLEiOSf++STTzZfLgozHt27d5fvvvvO3M1pBAQICZcj0qtXr+Sfedy4cebLBUc8/CEgQIi4GBGd/6hdu3byz/vBBx+YuxQU8fCPgAAh41pEUuc/mjVrVtT5D+KRGwIChJBLEQnL/AfxyB0BAULKlYiEYf6DeARDQIAQi3tEwjD/QTyCIyBAyMU5IsWe/yAe+SEgQATENSLFnP8gHvkjIEBExDEixZr/IB52EBAgQuIUkWLNfxAPewgIEDFxiUgx5j+Ih10EBIigOESk0PMfxMM+AgJEVNQjUsj5D+JRNQgIEGFRjUgh5z+IR9UhIEDERTEihZr/IB5Vi4AAMRC1iBRi/oN4VD0CAsRElCJS1fMfxKMwCAgQI1GISFXPfxCPwiEgQMyEPSJVOf9BPAqLgAAxFOaIVNX8B/EoPAICxFRYI1IV8x/EozgICBBjYYtIVcx/EI/iISBAzIUpIrbnP4hHcREQwAFhiYjN+Q/iUXwEBHBEGCJia/6DeIQDAQEcUsyI2Jr/IB7hQUAAxxQrIjbmP4hHuBAQwEHFiEi+8x/EI3wICOCoQkckn/kP4hFOBARwWKEiks/8B/EILwICOK4QEQk6/0E8wo2AAKjyiASZ/yAe4UdAAHiqMiK5zn8Qj2ggIACSqiIiuc5/EI/oICAA0tiOSC7zH8QjWggIgAw2I+J3/oN4RA8BAVAuWxHxM/9BPKKJgADIKt+I+Jn/IB7RRUAAVCifiFQ2/0E8oo2AAKhU0IhUNP9BPKKPgADwJUhEss1/EI94ICAAfMslItnmP4hHfBAQADnxG5Hy5j+IR7wQEAA58xMRc/6DeMQPAQEQSGURSZ3/OOaYY4hHDBEQAIFli8iGDRvS5j+IRzwREAB5KS8iPXr0yAgH8YgfAgIgb+VFxNyIR/wQEABWVBQR4hFPBASANeVFpG3btsQjpggIAKs0IqkBWbBggbkLYoKAALCuZs2ayYB88cUX5suICQICwDoC4gYCAsA6AuIGAgLAOgLiBgICwDoC4gYCAsA6AuIGAgLAOgLiBgICwDoC4gYCAsA6AuIGAgLAOgLiBgICwDoC4gYCAsA6AuIGAgLAOgLiBgICwDoC4gYCAsA6AuIGAgLAOgLiBgICwDoC4gYCAsA6AuIGAgLAOgLiBgICwDoC4gYCAsA6AuIGAgLAOgLiBgICwDoC4gYCAsA6AuIGAgLAuqZN20mDBgd729Kly8yXERMEBIB1rVsPln32Oc3bvvpqhfkyYoKAALCuU6fbpH37W7xt2bJ15suICQICwLquXafIkUc+4G3Ll39nvoyYICAArCMgbiAgAKwjIG4gIACsIyBuICAArCMgbiAgAKwjIG4gIACsIyBuICAArCMgbiAgAKwjIG4gIACsIyBuICAArCMgbiAgAKwjIG4gIACsIyBuICAArCMgbiAgAKwjIG4gIACsIyBuICAArCMgbiAgAKwjIG4gIACsIyBuICAArCMgbiAgAKwjIG4gIACsIyBuICAArCMgbiAgAKwjIG4gIACsIyBuICAArCMgbiAgAKzr0+eRZEDWrt1qvoyYICAArHv66f+Vk076q9x//zzzJcQIAQEABEJAAACBEBAAQCAEBAAQCAEBAARCQAAAgRAQAEAgBAR2LF8ucvfdIgMGiLRuLVK/vki9eqX/3b+/yNixIsuWmaMQcYmbBRPb7NlLzF0ypO6fjZ99TEHGID8EBPnZtk3kmmtE6tQp+du0S8Wb7nP11aVjEAtmQE4//e+yc+eP5m5p/Bzo/exjCjIG+SEgCG7VKpHu3TNDUdmmY3QsIs8MiG7Tpn1k7pbGz4Hezz6mIGOQHwKCYH74QaRXr/QwHHaYyKRJIosWiWzaJLJ5s8gnn4hMnizSsWP6vr17l74HIs2Mh24DBjwuW7dm/976OdD72ccUZAzyQ0AQzMiR6UG46SaRnTvNvcroa+aYW24x90LEmOFI/PeUKe+Zuyb5OdD72ccUZAzyQ0CQuw0bRJo0KQvBddeZe2Q3fHjZOH2P71jqO8pSD9q6gGLiv3v1ejjrKrx+DvR+9jEFGYP8EBDkTj+SSkRg//1z+yhK99UrsxLjp0wx90CEpB60d+zYKaee+rfkj8eMed3c3ePnQO9nH1OQMcgPAUHuzjyzLABjxpivVm706LLxZ59tvooIMQ/aL730efLH+lCppUvXGyMyx5THzz6mIGOQHwKC3LVpUxaAd94xX63cvHll49u2NV9FhJR30B4y5Jnkz11zzb9S9i5V3hiTn31MQcYgPwQEuWvWrCwAa9aYr1Zu9eqy8bvtZr6KCCnvoP3ee1+n/fy//70iZUT5Y0yp+wTZUBgEBLmrUaMsALnMfyRs3142Xt8LkZXtoH355TOTP/+rXz2X9lq2ManMIOS6oTAICHLHGQj+X7aD9mefrZGjjpqcfO3VV79IvpZtTCozCLluKAwCgtzZnAM55BDzVURIRQftm29+Jfnaaaf9LbnESUVjEvzsYwoyBvkhIMhdoa/CevxxkbvuYvmTEKrooP3ttxulW7cHk6/rfSKqojEJfvYxBRmD/BAQ5K6Q94G8+GLZvnrj4T33lM6hIBQqO2iPG/dm8vX+/R+XLVt+qHSM8rOPKcgY5IeAIHfr14s0alR2YM/nTnS9q70i//pX2f6JTS/9nTnT3BNFUNlBe8OGbdKnzyPJfR544N1Kxyg/+5iCjEF+CAiCufHG9IP6zTdXvBbWjz+Wrn2VOkbXxvLjwQdFmjfPDMnAgaULN6Jo/By0H3tsfnIfXeLEzxg/+5iCjEF+CAiC0Y+RevRIP6B36CAl/8QsXYFXV+LdskXk009LP6bq1Cl93549c/voa+1avTZUpGbN9PfRH195ZelZEQrOz0H7++93yHHH/Tlt38rG+NnHFGQM8kNAENyKFSJdu2aeGVS26RgdG8RHH5U+9dB8zxYtSudmKjoLQk7efnuZnHvu0yUnek/I/PnfmC97/B60n3vu44x4VDTGzz6mIGOQn13MnwBysnVr6RmAnycS1q4tcsUVpWPy9fzz6ZcTJ7bDDxeZPdvcGzn46qsNJd/Sf6YdkEeMeNnczeP3oK2X8OrTCglIvBAQ2KHPO9dLbfv1E2nVqvR56HXrlv53374id96pRyZzVH70YzT9NRs3zgzJ4MEiS5aYI1CBzZu3y/jxb8vRR09JOxh36TJFXn75C3N3Ty4HbX1eOgGJFwKC6NOPw4YNE6lWLT0ielY0YkTp0xGRlV7foB8x6WW25gH+oote8O4qB8pDQBAf77+f+Zhd3fbZp/RmRGTQuY3zzpuWEY5Bg/4qr7zyhbk7kIaAIH6mThXZb7/MkHTrVrqMCry7xG+44aWMcOhlto888oFs387FCKgcAUE86SXEep+JzsWkRmTXXfWBFSJff22OcMK2bT/I5MnvSY8eD6WFQxc+1LWrVq/ebA4BsiIgCIff/17kwANL71S3+Zx0nbg/55zMs5GGDUVuv11vUjBHxNY///mZnHDCExlnHUOHPisLF640dwcqRUBQfLpIYurBfc89RR5+uHR215a5c0U6d84MSUm0tj7zjLl3rHz88SoZNuy5jHDozX0zZnxq7g74RkBQfHrzX3k3JOoBXw/8tmiQNEwaqJRfZ3bJ9uixx8rnCxaYIyJtzZotcssts9Oey6Fb9+4PycSJ73gLGwL5ICAIB/0oST9S0o+WzJDoR1A27yHRj8iuvVakVi1ZXPL+U0q2s0q2ljVqyG9/+1tZrQ+8irAfftgpf/rTh3LMMY9knHUMH/4/8vXXG80hQCAEBOGik9s6ya2T3akR0clwnRTXyXFLfvzsM3lv0CC5puT9f1Ky7fL/W7NmzWT8+PElB+Lo/Qv9tdeWyimnTM0Ix1lnPeU9qxywiYAgnPRyW73s1jwb0ctz9TJdi+bPmiVHtW+fDEhia9eunfxLl5OPgC++WCcXX/yPjHD07fuYPPPMR8mnAQI2ERCEm94AqDcCmiHRGwb1xkFL9GxjwoQJ3tmHGZITTzxRPtVVhUNo/fpNcvvtL0rXrunLj+hyJH/4w5uycaM7V5mh8AgIwk+XItElScwFG3XpEl3CJOjKvuVYs2aNXHLJJVKjRo20iNSqVUuuueYa2VDZA7AKZMeOHTJlyp+lbdufy0EHXSpHHDE+GY/LLpspS5eyvD2qHgFBdOjiiKefnnk2oosp6qKKFh91u3DhQunbt2/G2cgee+whDz30kOws4rLxL7/8snTo0EGqV68nTZocIfvuO1jatftvOe20v8ncuV+auwNVhoAgenS5dl223QyJLu/+wgvm3nl59tlnS/6Ff1BGSI488kiZM2eOuXuVWrx4sZx66qlpv4+6dVuW/P5OkIcfnuVdfQUUEgFBNOkZgD5ASh8kZYZEHzilD56y5Pvvv5fRo0dLo0aNMkJy1llnydKlS80hVm3cuFGuv/56qV27dtqvXb16dfnNby6S1avXmkOAgiAgiDZ9lK0+0Kq8R93qI3D1UbiWfPvttzJ06FCpVq1a2oG8Xr16cvPNN8sWi5cYqx9//FEeffRRadmyZUa4+vTpIx9++KE5BCgoAoJ4WLRIZODAzLOR5s1FJk7UWWdzRGDvvPOO9OjRI+Og3qpVK/nLX/5i7h7Im2++KV26dMn4Nfbff3956qmnzN2BoiAgiJeZM0Xats0IybqOHWXFy+U/ljWoJ554Qvbdd9+Mg3zPnj3l3XffNXf3ZdmyZXLeeefJrrvumvaeDRo0kNtuu022bdtmDgGKhoAgfvRqrHvuEWnSJBmQN0q220q2G089VT7//HNzRGCbN2+Wm266SerWrZt2wNePuX75y196H3v5sXXrVrn11lulfv36ae+jITn//PNl+fLl5hCg6AgI4ktX+f31r+XL6tXl0ZKD8Xkl294lm05G66S0Tk7bohPpZ555ZsbZiE6833nnnd5EfDZPPvmktG7dOmNs165d5a233jJ3B0KDgCD2Ns6fL1P69JGuxgFaJ6cfe+wxb7Laltdee01+8pOfZMRALwWePn162r7zS35fOhlu7lsVvy+gKhAQOOO5kn/p6yS0ecDWf+nrpLUtepPhgw8+KLvvvnvGr9WvXz95/fXX5cILL/Quw019Tc+MbrjhBqtnRkBVIiBwik5C62S0TkqnHrx1rkEnr3US2xZd9uTqq6/2lkExQ2Jup512mtW5GaAQCAicpJPS2a520slsm1c7ffLJJ+Vekqtbx44d5ZVXXjGHAJFAQOA0/ehKP8IyD+z6UZdObufr448/luOOOy7j/fXjq/vvv99bFBGIKgIC5+lktU5aZ7vjWye7c7V+/Xq58sorpWbNmmnvpz8+44wzuCwXsUBAgP+nk9c6iV3emlM66b1KLwv2QWNkTpDrNmDAAPnI4hpdQLEREMCgk9nmqre6NWnSRO655x7ZXsmy8QcffHDauDZt2sgLllcJBsKAgABZ6HM3dJLbDEnbtm1lpi6ZkkWvXr2S+w4aNKjS4ABRRUCACugk98SJE6V58+YZIRk4cKAs0kUcDTrHkdhHz1iAuCIggA/r1q2Tyy+/vNxJcZ0s10nzBAICVxAQIAc6Ca6T4ebZSIsWLWTy5MneXegEBK4gIEAAOimuk+NmSA4//HA59thjCQicQECAgHRyfOzYsdK4ceOMkBAQuICAAHlauXKlDBs2rNx7P6699lpzdyA2CAhgyfvvvy+9e/dOC4g+IwSIKwICWNatW7dkQG6//XbzZSA2CAhgGVdhwRUEBLCMgMAVBASwjIDAFQQEsIyAwBUEBLCMgMAVBASwjIDAFQQEsIyAwBUEBLCMgMAVBASwjIDAFQQEsIyAwBUEBLCMgMAVBASwjIDAFQQEsIyAwBUEBLCMgMAVBASwjIDAFQQEsIyAwBUEBLDstpKA9CuJh25PExDEGAEBLHuxJCD3lcRDt/kEBDFGQADLVpUEZGlJPHT7joAgxggIYFtJQKQkHt5GQBBjBASwjYDAEQQEsI2AwBEEBLCNgMARBASwjYDAEQQEsI2AwBEEBLCNgMARBASwjYDAEQTEh8S6Rrr5FWRMLlauXCn33XefnHzyyXLggQdK48aNpWbNmtKiRQs56qij5JJLLpFXXnlFfvzxR3MoqhoBgSOq5ugWM0FiEGSMH9u2bZNrr71W6tevn/ZrZNvatWsnM2bMMN8GVYmAwBF2j24xFSQGQcZUZsWKFdKtW7eMSPjZUEAEBI7gyOJDkANxkDEV2b59u/To0SPtfdu2bSvjxo2TDz74QNasWSM//PCDrF692vvxxIkTpV+/frLrrrta+z3AJwICR3Bk8SFIDIKMqciIESOS71etWjUZNWqUr/mNRYsWycCBA82fRlUiIHCEnaNbzAWJQZAx2axfv14aNWqUfD+NB0KMgMAR+R/dHBAkBkHGZPPAAw8k30s/tvJz5oEiIiBwRP5HNwcEiUGQMdmkPiJV5zwQcgQEjsj/6OaAIDEIMiabNm3aJN9LJ8gRcgQEjsj/6OaA1BgE2fLVrFmz5HutXbvWfBlhQ0DgiPyPbg4wg5Drlq8aNWok30sv1UXIERA4Iv+jmwPMIOS65YszkIghIHBE/kc3BwSJQZAx2TAHEjEEBI7I/+jmgCAxyDZmwYIFct1110nnzp29M4s6dep461UNHz5c1q1bl7ZvAldhRQwBgSP8HxEdli0GFck2JvXnze2AAw6Qb775Jm1/lXofiMaG+0BCjoDAEf6PiA7LFoOKZBujS61PmDBB5s+fLxs3bvQWSJw6darsvffe3r5DhgxJ21/pmUnqneijR482d0GYEBA4wv8R0WHZYlCRXMfMmjXL21ef51Eecy2sMWPG+DoT0bWwjj/+ePOnUZUICBzh7+jmuFxjoHIdo2cjum+9evXMlzy6Gm/37t3T3rd9+/Zy7733emczepail/jqqrz640mTJkn//v1ZjbcYCAgcwZHFh1xjoHIdM2fOHG/fLl26mC8l8TyQiLjiirKATJ1qvgrEBkcWH4IciP2O0TOG6dOnexPo+tGU/ndFEk8k1DMVMxLlbXqWMnPmTPNtUJX0Xp2rrhK54w6RnTvNV4HYqPjoBo/fGKSqbIx5oD/00EPlueeeM3fLSp+JPn78eBk0aJD3THSdZNc71ps3b+5N1F966aUye/ZscxgAWFP+0Q1VzgyInlEMHjxYlixZYu4KAKFEQIpMzyTeeOMNGTp0qDfh3bRpU+/KKQAIOwISInfddZd3NqIfSwFA2BGQENFH12pAdB4DAMKOgITI6tWrvYA0bNjQfAkAQoeAhMioUaO8gPTq1ct8KW+LFy/2LhkGAFsISAF16NDBW4Jk3rx5snz5cu/O8Q0bNsjcuXPlggsuSN41Pm3aNHNoXnStLb3HRK/0euedd8yXYUPJ91PuvltkwACR1q1F6tcX0VUF9L/79xcZO1Zk2TJzFBBpBKSAzEt3za169epyh958ZtlFF12U/DX0Tnc/a2jBp23bRK65RqROHf0GV7zpPldfXToGiAECUkALFy6UkSNHSs+ePb3Vd/XGP70BsFOnTt6Nf/qskKrw1ltvJc9udHv00UfNXRDEqlUi3btnhqKyTcfoWCDiCIgjzjvvvGRAWrZs6S3eiDzos+l1rio1DIcdJjJpki6BLLJpk8jmzSKffCIyebJIx47p+/buXfoeQIQREEfonEuDBg2SEdGnIiIPJWeSaUG46aaK173S18wxt9xi7gVECgFxSOIqL91q167tXZmFADZsEGnSpCwEucR4+PCycfoe331n7gFEBgFxyNatW2X//fdPRuSUU04xd4Ef+pFUIgIlX8+cPorSffXKrMT4KVPMPYDIICCOeeqpp5IB0e2ll14yd0FlzjyzLABjxpivVk4fSZwYf/bZ5qtAZBAQB/Xp0ycZEL03ZceOHeYuqEibNmUBCHJfzbx5ZePbtjVfBSKDgDjoww8/9O45SUTkj3/8o7kLKtKsWVkAgtzdv3p12fjddjNfBSKDgDjqN7/5TTIgunjjWn2KHvypUaMsALnMfyRs3142Xt8LiCgC4qhVq1Z5zx5JROSyyy4zd0E2nIEAHgLisHHjxiUDUrNmTe9Oefhgcw7kkEPMV4HIICAO2759u7Rr1y4ZkQG6ECAqx1VYgIeAOG7mzJnJgOj2/PPPm7vAxH0ggIeAQI4//vhkQA4++GD5/vvvzV2Qav16kUaNyiKQz53oelc7EFEEBLJo0SKpVatWMiL6bHZU4sYby0Kg2803V7wWli6hr2tfpY7RtbGACCMg8Fx11VXJgOgS8ytWrDB3QSq9FLdHj/QgdOgg8sADpSvw6kq8W7aIfPpp6cdUnTql79uzZ24ffQEhREDgWb9+vey+++7JiAwbNszcBSaNbNeu6WHws+kYAo0YICBImjx5cjIg+gjc9957z9wl/vRpgaNGlV6q+/Ofl55pVGTrVpErr/T3RMLatUWuuKJ0DBADBARJO3fulCOOOCIZkV76wCSXPP20yAEHpB/0X3/d3Kt8+rxznTvq10+kVavS56HXrVv63337itx5p8hXX5mjgEgjIEgze/bstMffTp061dwlfv79b5Gf/jTzjEFjwlVSQFYEBBkGDx6cDEirkn9Bb9HJ4DjSJUUuuih9bavER016uS0PewIqRECQYcmSJVK3bt1kREbG7XJTvfrp3ntFmjbNPOs4+WSRzz4zRwAoBwFBuUaMGJEMSL169eTLL780d4mmf/5TpF27zHAcdpgID9cCckJAUK7NmzfLPvvsk4zIWWedZe4SLXpvxgknZIZDV8O9/34RHqoF5IyAIKsnnngiGRCdWH/d7xVJYaKT4FdfLVKrVno4dN7j0ktFeA4KEBgBQVY//vijdO/ePRmRI4880rvUNxL09/nggyK775551qGX2rJ0PZA3AoIKzZs3z7upMBGRhx9+2NwlfF57TeQnP8kMx0EHiUyfbu4NICACgkoNGTIkGZA999xTvgvr5a1Ll6Y/qyOx6cq5eiMfqwwDVhEQVOqbb76Rhg0bJiPy+9//3tyluHThwptuKr3zOzUcJWdO8stfinz7rTkCgAUEBL6MHj06GZDatWvLp7rKbBg88YTIvvtmnnXoarfvvmvuDcAiAgJftm3bJgceeGAyIieddJK5S0Etfecdea1HD/nODIeuPfWXv5i7A6gCBAS+PfPMM8mA6Pavf/3L3KXKffvtt3LB0KFyXLVqcmfJ7+HdRDh08UJ9qFNcl10BQoiAICc/+9nPkgFp3769/FCghyLpY3b1YzR92JX+2geUbMNKtr+UbOv0JkedQAdQUAQEOVmwYIHUqFEjGZH77rvP3MW6Z599Vg466KC0sx/dLjjySFk6Z465O4ACISDI2cUXX5w8iDdr1kzWrFlj7mLFwoULpW/fvhnh2GOPPeShhx6Kzk2NQEwREORs9erVXjgSB3QNik0apEsuuSTtTEe3WrVqyTXXXCMbeEYHEAoEBIGMHz8+eWDXA/1//vMfc5ec6XzKhAkT0uKU2E488cTwXDoMwENAEIge7HUSPXGA14+a8jFr1qy090ts7dq1K8rVXgAqR0AQmB7YUw/2Otmdq88++0wGDRqUEQ49C9GznEJd5QUgdwQEedEbChMHfb3RUC+39UPX07r22mu9eY3UcOjHYb/97W+9eRYA4UZAkBedl9ClTRIB0Hs1KqJLxOuKvrooo3nWceyxx3qXCQOIBgKCvOmVUYkI6KKLuvhieebOnSudO3fOCIeeuUybNs3cHUDIERDkTT+O0nszEkEYOnRo2utfffWVnHPOORnh0Njcfvvtvj/2AhAuBARW6I19iTDoA6jeeecd2bJli4wcOVLq1auXFg59PK4+Y+Trr7823wZAhBAQWKF3hesjbxORaNOmjey3334ZZx3dunXznnIIIPoICKx5/fXXvbMLMxq67bPPPvL444+bQwBEGAGBFStWrJBhw4ZlhKNOnToyYsQI2bRpkzkEQMQREORl+/btctddd0njxo0z4qHb5Zdfbg4BEBMEBIE9//zz3lyHGY3dd989+d9169aVJUuWmEMBxAABQc4++ugjGTBgQEY4WrRoIZMnT5aNGzdKq1atkj8/ePBg8y0AxAABgW9r1671PpKqWbNmWjj0x1deeaWsX78+ue/UqVOTr+vE+muvvZbyTgDigICgUjt27JCJEydK8+bNM846Bg4cKIsWLTKHeHr27Jnc74gjjuABUEDMEBBU6OWXX5YOHTpkhKNt27Yyc+ZMc/c07733nndTYWLMlClTzF0ARBgBQbk+//xzOfXUUzPC0aRJE7nnnnu8q6/8+NWvfpUcq5PrqR9zAYg2AoI0OgF+/fXXp62wq1v16tXl17/+taxatcocUqFvv/1WGjVqlHyfq666ytwFQEQREHh0mfXHHntMWrZsmXHW0adPH/nwww/NIb7pfSKJ99Lnf2SbMwEQLQQE8uabb0rXrl0zwrH//vvLk08+ae6eM11t9+CDD06+7wknnGDuAiCCCIjDli1bJuedd17G+lUNGjSQ2267TbZt22YOCWz69Olpv8aLL75o7gIgYgiIgzQMt956qxeK1IO6hkSDsnz5cnOIFf3790/+Wu3ateN550DEERDH6EdS+tFUajh004+w9KOsqrRw4cK0mxDHjRtn7gIgQgiII+bPn+9Nhpvh0ElznTzXSfRCuOyyy5K/dtOmTXO+qgtAeBCQmNMD9IUXXuhdhpsaDr1M94YbbvAu2y0kXQ5lt912S/4+LrroInMXABFBQGJKb/TTG/70xj/zrOO0007zbhQslvvvvz/5e9Gw5XOJMIDiISAxpEuMHHLIIRnh6Nixo7c0SbHp2lqpy6P89Kc/NXcBEAEEJEb0Bj1d3NAMhy6CqIsh6oE7LF566aW03+PTTz9t7gIg5AhIDOj6UrqcennLrOvy6+vWrTOHhMIpp5yS/L3qlWE27zsBUPUISITp8uj6ACd9kJN51qEPfNIHP4XZ4sWL09bcGjVqlLkLgBAjIBH16quvyuGHH54RDn3E7AsvvGDuHlrDhw9P/t71xsaquokRgH0EJGK++OILOf300zPC0bhxYxk7dqzvZdbDQi8j3muvvZJ/jvPPP9/cBUBIEZCI2LRpk4wYMULq1KmTFg69DHbYsGGycuVKc0hkPProo8k/jz6A6u233zZ3ARBCBCQCHn/8cdlnn30yzjp69+4t77//vrl75Ohd8F26dEn+uY4++uiC3RkPIDgCEmLz5s2Tbt26ZYRjv/32k6lTp5q7R9obb7yRtirwn/70J3MXACFDQELo66+/ll/84hcZy6zXr19fRo4cKVu2bDGHxMI555yT/LPuvffe3sd2AMIrsgFJPbD6FWRMLnQe4r777pOTTz5ZDjzwQG9iW+/F0MtsjzrqKLnkkkvklVdeyfrxjD546fbbb5eGDRum/V5104PrV199ZQ6JFX0+iUYy8WfWtboAhFfVHEkLIEgMgozxQ2+Au/baa9MOfhVt+iyMGTNmmG9T7mq5nTt3lrlz55q7xpY+pyTxZ9cLBvSqMwDhZPdIWkCpB1m/goypzIoVK8qdp/CzpdKHK+nzwhOv7bnnnvLII49kPVuJq61bt0rr1q2TXwdd+BFAONk7khZYtgNxRYKMqYjec9GjR4+0923btq33oKQPPvhA1qxZ44Vh9erV3o91Pap+/fol5zZM9957rzf+uuuuk++++8582Rl///vf076m+rEfgPDJPIpFRJAYBBlTEb0vI/F+ev+CLsXh54whseghsjvmmGOSX9tOnTqFaiFIAKXsHEmLIEgMgozJRhcwbNSoUfL9WMfJLj1jS30I1qRJk8xdABRZ/kfSIgkSgyBjsnnggQeS76UfO/k580Bu9EmKia+xXskW1lWFAVflfyQtkiAxCDImmzPOOCP5XjrnAfv0sujUJyr+7ne/M3cBUET5H0mLJEgMgozJRle9TbyXftyCqnH33Xcnv856T03Yl6gHXJL/kbRIUmMQZMtXs2bNku+1du1a82VYole6pT6e97jjjjN3AVAk+R9Ji8QMQq5bvmrUqJF8L71UF1XnH//4R9r3Tn8MoPjyP5IWiRmEXLd8cQZSWHrmkfh66xlJ1J57AsRR/kfSIgkSgyBjsmEOpLB07iP1me86NwKguPI/khZJkBhkG7NgwQLv7m9dd0rPLHQNJl2vSh+3mu3SUa7CKrwrrrgi+TXXhSqj/BAtIA78H31DJlsMKpJtTOrPm9sBBxwg33zzTdr+KvU+EI0N94FUPY253g+S+LrrfSIAisf/0TdkssWgItnG6FLrEyZMkPnz53vP6NYFEvWBTfpMCt13yJAhafsrPZil3ok+evRocxdUAb0jPfE11zvV+fgQKB7/R9+QyRaDiuQ6ZtasWd6++q/e8phrYY0ZM8bXmYiuhXX88cebPw0fdE0sXRsr8XXXNbMAFIe/I2kI5RoDlesYPRvRfevVq2e+5NErgbp37572vu3bt/dW1dWzGT1L0Ut8dVVe/bH+67l///5ZV+OFP7o6b+rXXFfvBVB4kT2K5RoDleuYOXPmePt26dLFfCnJ1vNAkJuf//znya+jPj9EnyMCoLAiexQLciD2O0bPGKZPn+5NoOtHU/rfFUk8kVDPVMxIlLfpWcrMmTPNt0EO9EmFerVc4muqTzIEUFgVH0lDzG8MUlU2xjzQH3roofLcc8+Zu2Wll5WOHz9eBg0a5D0TXSfZ9Y715s2bexP1l156qcyePdschoD0memJ75U+TjjbJdcAqkb5R1JHmQHRM4rBgwfLkiVLzF0RAps2bUpeKafzSnyfgMIiIOXQM4k33nhDhg4d6h2YmjZt6l05hfB599135dxzz5WHHnrIfAlAFSMglbjrrru8f+Hqx1IAgDIEpBL66FoNiM5jAADKEJBKrF692gtIw4YNzZcAwGkEpBKjRo3yAtKrVy/zJQBwmvMB6dChg7cEybx582T58uXeneMbNmyQuXPnygUXXJC8a3zatGnmUESAXhBx3333ycknn+xdWq2r+Oqy8Lo8jV5afckll3h3tmdbgib1qjy/gowBosj5v+Hmpbvmpgv23XHHHeYwhFzi5k69P8T8npa36YrKM2bMMN8mbR+/gowBosj5v+ELFy6UkSNHSs+ePb17CvTGP70BUBfs0xv/9FkhiBaby8tU9Fo2QcYAUcTfcMSKLnDZo0ePtIN427ZtvYd+6dLvukyNfkypF0fojydOnCj9+vXLusBlkBgEGQNEEX/DESvmEvt6EUS2+Y1UeqPowIEDzZ8OFIMgY4Ao4m84YkPv2Ul9yJfGI19BYhBkDBBF/A1HbKQ+Zlg/tvJz5lGZIDEIMgaIIv6GIzbOOOOM5IFb5zxsCBKDIGOAKOJvOGKjTZs2yQO3rWelB4lBkDFAFPE3HLHRrFmz5IF77dq15suBpMYgyAbEGX/DERt6D0/iwK2X6tpgBiHXDYgz/oYjNjgDAQqLv+GIDeZAgMLibzhig6uwgMLibzhiI/U+EF0cMYz3gejaatddd5107tzZ+8itTp063u91+PDhsm7dOnN3INQy/4YDEaUH4NQ70UePHm3ukrOKYpBNRWNSXzO3Aw44QL755htzCBBamX/DgQgz18LSZ734ORPRtbCOP/5486crjEE2FY3RZ5BMmDBB5s+fLxs3bvRWDp46daq3ErTuP2TIEHMIEFqZf8OBCNPVeLt37552EG/fvr3ce++93kFbz1L0El9dlVd/PGnSJOnfv3/RV+OdNWuWt78+6AqICv9/w4GIiOLzQPRsRPevV6+e+RIQWv7/hgMRkngioR6QzUiUt+lZysyZM823CRSDIGPmzJnj7d+lSxfzJSC0/P8NByJIn4k+fvx4GTRokPdMdJ1k1zvWmzdv7s1H6FMnZ8+ebQ5LChKDXMboR2nTp0/3JtB1zkb/G4iKyv+GA7AuNTK6HXroofLcc8+ZuwGhRkCAIjADoh+1DR48WJYsWWLuCoQWAQGKSD9ie+ONN2To0KHelWBNmzb1LikGooCAACFx1113eWcjOl8DRAEBAUJCn+muAdEJfiAKCAgQEqtXr/YC0rBhQ/MlIJQICBASo0aN8gLSq1cv8yUglAgIUCAdOnTw1uaaN2+eLF++3FtSZcOGDTJ37ly54IILksupTJs2zRwKhBIBAQrEvHTX3KpXry533HGHOQwILQICFMjChQtl5MiR0rNnT2/1Xb0jXu+M79Spk3dHvD4rBIgSAgIACISAAAACISAAgEAICAAgEAICAAiEgAAAAiEgAIBACAgAIBACAgAIhIAAAAIhIACAQAgIACAQAgIACISAAAACISAAgEAICAAgEAICAAiEgAAAAiEgAIBACAgAIBACAgAIhIAAAAIhIACAQAgIACAQAgIACISAAAACISAAgEAICAAgEAICAAiEgAAAAiEgAIBACAgAIBACAgAI5P8AuRH61wZzk04AAAAASUVORK5CYII=)
PN: 4258-1-22
CAS: 303752-38-7
Molecule Weight: 227.26
Formula: C11H17NO4
TSCA: Not listed on TSCA inventory