| Product Number | 4H58-1-0H |
| Synonyms | 2-{4-[(tert-Butyl)oxycarbonyl]piperazinyl}-2-phenylacetic acid |
| CAS | 347186-49-6 |
| MDL Number | MFCD01862496 |
| Molecular Formula | C17H24N2O4 |
| Molecular Weight | 320.389 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H58-1-0H
CAS: 347186-49-6
Molecule Weight: 320.389
Formula: C17H24N2O4
acetic acid](data:image/png;base64,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)
PN: 4H58-1-Y2
CAS: 885274-11-3
Molecule Weight: 334.416
Formula: C18H26N2O4
![2-{4-[(tert-Butyl)oxycarbonyl]piperazinyl}-2-(4-methoxyphenyl)acetic acid](data:image/png;base64,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)
PN: 4H58-1-0P
CAS: 868260-17-7
Molecule Weight: 350.415
Formula: C18H26N2O5
PN: 4H58-5-7K
CAS: 885273-01-8
Molecule Weight: 354.83
Formula: C17H23ClN2O4
acetic acid](data:image/png;base64,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)
PN: 4H58-1-83
CAS: 834884-90-1
Molecule Weight: 334.416
Formula: C18H26N2O4
![2-{4-[(tert-Butyl)oxycarbonyl]piperazinyl}-2-(2-methoxyphenyl)acetic acid](data:image/png;base64,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)
PN: 4H58-1-0Q
CAS: 868260-20-2
Molecule Weight: 350.415
Formula: C18H26N2O5
![[4-Bromophenyl][4-(tert-butoxycarbonyl)-1,4-diazepan-1-yl]acetic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABA9AAAQPQFDkXXXAAAC7XpUWHRtb2xTb3VyY2UAAHichZZrb5swFIb/isXnxfiCsYmSVN2qSZPaVWo7ad8ml9AWKUAFNJd/v9eQpIGkoCQ69vH7+PhybGd2tc1WZJ2UVVrkc49T5pEkj4tlmr/OvT9PPyfGu1rMYoggzKu591bX71Pf32w2NH5LMrstchoXmde2T7dV2tFsJC3KV18wxv2/d7ePDTNJ86q2eZyAqtJp1Thvi9jWzSi+COFntlynud/K/axct739E8x9Gd1WS+9zLj/Qdg2UvKSrhLwUZWZrshaM4su+kdckT0pbJ0vyvINb0gBzX8zubor4I0vyGkXXQxrb1WNdfsRwZMUqiT/QGQq/buZexgHYusiuy9LuiCs5t+XECmIlsQGxitiQWE2sITYiljP80M4h4FBwSDg0HCIOFYeMQyegE64f6AR0AjqhsDerxA3uafeeYIak/dw3v9/72sE63/2x/L10Bust5t5EYg2CgEw4DUOjndVGGmeVkiGZMMqlZIRRJZVwVSkxCEGZZhGMCWACKkOpiaJBJEIYqbWCkzPFIQmlVCSkmmOihiJYRCJIjDrUum1d597s+2yNR3YYeUQVw4jQVcQ40dQoTIMzGgll4BVaMec12gUPuXIarbF4EQYWcgdKFSKcMKaJo4QLYEwTXEoToRYZoT7bmhoAhMD0ggBG0lDDCKwSDMdCwLhFc8Pde1sN8sM/Jshi9lzky5MiSZdz75l7TeY8JC+V2CePR4pymZQ4j64DJz0FRBdwqTYMyDMgGAaCM0ANA6oLuKQfBsIu4I7IERCXAH0GmOEIpgu44zcMRF2gOazDhGvvbF1zuEeY/nY3l8EI09vx9vIYYXqb3l42I0xwtmajiLowtJFk4b3Nb++/Eaa3/+19OcKYC4wZTjMeXRjbSOKIfho09/eRub7I9NKgve9HmP7Bb96HEaZ/9pv3ZGQ+/ePvmGAkTi8PDu/VINPPg+grxj+5OP3DK4zi2QvtnzzfPv60LP4DcI2FgqFc0egAADf1SURBVHhe7d0JvJXT/sfxizSZIpW4/iISLhm6hpAy5C9RXN3qXmSMTJlnDZIh1xj6N6AoNJChJF0VV4UMlUiFihIaNGnO77+/69x9nL2cs4fVGZ599uf9eu1X9ay193n26Zznu9ezpj8ZAAAB/uQfAAAgHQQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIARJg0qRJdtZZZ1nNmjWtUqVKVrduXWvbtq07HvenP6X+1qZTBwCiiitYhvr06WP16tWzoUOH2tKlS23NmjUuOFq2bJkQCOmEQzp1ACCquIJlYPr06VanTh1bvHixX+R069Yt/+/phEM6dQAgqriCZeCSSy6xJ554wj9cqHTCIZ06ABBVXMEyoL6OOXPm+IcLlU44pFMHAKKKK1gGKleubOvWrfMPF0rhkM4DALIVV7AMZBogqaRTBwCiiitYBriFBQC/4wqWAXWiP/nkk/7hQqUTDunUAYCo4gqWAQ3j3WeffWzJkiV+kXP33Xfn/z2dcIjXGTFihDVo0MCqVq1qDRs2tAkTJng1ASB6Ul/lkEATCevXr2/Dhg2zZcuWuYmEkydP3qKJhOedd57NmjXLvdbgwYOtdu3aXk0AiJ7UVzn8wcSJE61Vq1ZWo0YNq1ixousbadeunQuSuEwCJE4d9MOHD7dDDjkk4TgARFHqqxxKRXxYb/Xq1e3zzz/3iwEgcgiQCFmxYoV16dLFjj/+eL8IACKHAImYlStXus50AIg6AiQCOnToYPPnz7fly5db586drXHjxn4VAIgcAiTQzJkzbf369f7hIM8//7wbHrzTTjtZ8+bN7dtvv/WrAEDkECABfvrpJ6tQoYJ1797dLwKAnEGABPj444/diKmC+38AQK4hQAKMGTPGBUi6e4MAQHlEgAR44YUXXIC89NJLfhEA5AwCJECvXr1cgIwdO9YvAoCcQYAE6Nq1qwuQTz/91C8CgJxBgAS4+uqrXYBo7gYA5CoCJMA//vEPFyCrV6/2iwAgZxAgAZo1a+a2twWAXEaABDjiiCNsjz328A8DQE4hQALUqVOHPTsA5DwCJMAOO+xgTZs29Q8DQE4hQDKkBRTVgd66dWu/CAByCgGSoR9++MEFyOWXX+4XAUBOIUAypO1mFSB33HGHXwQAOYUAydD48eNdgDz88MN+EQDkFAIkQ8OHD3cBMnDgQL8IAHIKAZKhPn36uAAZOXKkXwQAOYUAydC9997rAmTy5Ml+EQDkFAIkQzfccIMLkNmzZ/tFAJBTggNEF9FU0qmTbS644AL3vpYuXeoXAUBOCb7CpxMO6dSRSZMm2VlnnWU1a9a0SpUqWd26da1t27bueNScccYZts0229hvv/3mFwFATknvCl+IdMIhnTrqlK5Xr54NHTrUfapfs2aNC46WLVum9fzS1qhRI6tRo4Z/GAByTvAVOp2Le6o606dPdwsTLl682C9yunXr5h8qc/vvv7/Vr1/fPwwAOSf5FT6JVOEgqepccskl9sQTT/iHI23XXXe1Y4891j8MADkn+RU+CYVDOo9k1NcxZ84c/3Bkbd682fV/nHnmmX4RAOSc5Ff4JFKFg6Sqo1391q1b5x8ukvpHpk2bZnPnznWr4pa2JUuWuPd04YUX+kUAkHOSX+GTSBUOkqpOpgFy/vnnJ7Rutt12W9eH0qBBA2vSpInbq1y3xbp27WqPPPKIDRgwwMaMGWPvv/++C51ly5b5L5mRWbNmua974403+kVlLxas1q6dWe3aFvvG5P3Ztq3Z1Kl+TQAoFsmv8EmkCgdJVSfTW1jqdFc4aCl1hYlCQ9vLKkSqVKnyh9tnRT12331323fffd3zNdpLcztuu+02u+eee1zovPLKK27RRAXG999/n//1NTpMz7/vvvsKnFUEDBliVrOm2aOPmn33ndmGDWY678ceM6tVK68cAIpZ8it8EqnCQeJ1RowY4VoJVatWtYYNG9qECRPccbUWnnzyyYJP2SLqo1BLQ0uuKwBeeukle+aZZ1zoaAa5guK0006zxo0bu9BRh7gfLkU9dtppJ9tll13c3/VcvdY111zjXltDkZ9//nn3NT/99FN3Dpm0rLaIAljDimPvuVA6Hnufrh4AFKPUKVCETALkvPPOc5/m1YcxePBgq63bK5bXothnn31c30Jh7r77bv9Qifjxxx/t22+/dQHwxhtvuFbIAw88YJ07d3ZBcc4557jWSvXq1f8QLMkeFSpUyN8/Xc9v166dXXzxxTYmFjqbtBx87OvYW2+Z/ec/Fksds5DZ7VdcYbEU848mUrnqISupv08fih6NtTAzabEDJS11ChQhkwCJ06dyLYeuC2qcPr1rXsWwYcNcH4VCRgsVRnEi4UMPPeTO6d1337VVq1a5lsaHH35o48aNc6GjIclqkXTs2NHat2/vQkMtLoWIWl/xYLlL7yvZQwFbt67FXsBMI75iIWa33mrWvbvZO+8knlS9emYzZiQe86kVonqItAULFtjbb7/tfo46depkzZs3d7d5C34oqVatmn399df+U4EyUWpX6PgvgD7F69NUQRMnTrRWrVq5Gd4VK1Z0vzT6tB61FW9vv/129x5mpLpgF0HLnyh0Fuv5sdaO65t49tm8FoI65hUUsYuGnXCCxVIn79aUHy477qh7db+/aOXKZmvX/v7vwsRC2apU8Y+iDCxfvtymTJniWuLa1bJ169Z26KGH2nbbbZcQFHpokMiBBx7oPkzddNNNrt9Pw8h32203NxoRKGulFiCyYsUK69Klix1//PF+UVa47LLL3C/2okWL/KKS9dNPebe4FDqzZiWWESCRs2nTJvvyyy/ttddes3/961/WoUMH9zOvtd78kNBDt3RPPPFE13LVTpfaa0a3fAtbb039evqQtfPOO7sPXkBZKtUAkZUrV7rbOdlIfSFbbbVVmcxBKRK3sMqMPkio36x37952/fXXu4U2tdTN1ltv/YeQ2GGHHdyIQS0SqtucCoJPPvnE3QrN1OjRo12LRQ/9HSgrpRIg+gQ2f/5813xXx7RGQWUj9WnsqFtIURL71Gqp1gyjEz2YLvAaWacLvtZmUwAoCPRz4IeEgkMB0qJFCxcoChYFTEm0WNX6UCtErRGdG1AWSiVANMRVo600FFYdgxrxlI0OPvhg23vvvf3DZUu3tDRMN9UwXjbASqlv377uFpJuJZ100knu1pIfEnroVtRxxx3nPhg9+OCD7laVbllt3LjRf8kSpX4Q9YeoX+T//u///GKgxJVKgJQXmoCoUVWR88ILeRMJNXFQEwg1kXDBArPHH887rnIkpdZFwZDQbVZ1bquTW4Mn1On90UcfuVZ0lGhElj7U6Jy13TJQmgiQDGizq1NPPdU/HA2ffWbWpo3FPpLmLWWiGej696ef+jXhUb9crdj3S7elXn755YTVB7LBDz/8YAcddJALEU2YBUoLAZIm3QvXL+g///lPvwhZ7uabb3b/t0899ZRflDW0GdvRRx/t3sdFF13kRoIBJY0ASdO8efPcL6eWL0H5oZndallqcmu2X3RXr15tp5xyivs5Pfvss0tvOR3kLAIkTRpyqV/MKO6SiHDa20X/r1pNoDzQEHMNN9d70kCAkGHCQLoIkDRpiQn9UmbbDopOz55mw4f7R3Ne/P9Un9bLE7WktFCp3tuRRx5Z5FpzwJYiQNL04osvul9I/Zl1tPZYtWpaR8MvyVkacquOZ+1Jk63DylPR8if6mdVyKFpnCyhuBEiaevXq5X4Z9ak16/Ttm7eOVo8efknOevzxx93/p4bolmf333+/e59a0HM2c4FQzAiQNGn5Cf0iqi8k62jplT//OW9xxl9/9Utzjm7paG8XzevJhT4CTZDUZEMNVf5Mw72BYkKApOnqq692AaLRWFlJkwzVCnnkEb8k51x55ZXu/3LgwIF+Ubk1dOhQt+yJloP/j/afAYoBAZIm7beui07WfmJVy0Oz0vfYQxuz+KU5Q1sJaKOvo446qtDVbsuzMWPGuAUYNct+1KhRfjGQMQIkTZqBrg7XrKa93NUKyeF1kzS0VSsqR22vmdIyadIkd/tOe428wBI32EIESJq0BtYe+vSezVasMNt5ZzMtCFnKC/9FwciR42zrrbd1WyznMrXCtFCkVg9+8skn/WIgbQRImrRgXcGteLNW5855rZAcuv8v69dvsmbNHrT99vu7LVz4o1+cc7755pv87XK7a6tkIAABkiYttNe0aVP/cPZZutRs++3N6tdP3Bq3nBsw4DM74og+1r9/Fo6iKyHap0RbFChErr322pzrE8KWI0DSoOUhdN9cS0SUCzfdlNcKGTbMLymXliz51Y4//hk744wXXEsEv1u2bJk1atTIhcgFF1yQ9euBoXQRIGnQctn6BdOe6OWCdsjTHumHHeaXlEtdu453rY933imfM863lBZh1CAR/Yy3atXK1q5d61fBtGlm7dqZ1a6dt12C/mzb1mzqVL9mTiFA0qBOx3I3a/nKK/NaISNH+iXlyhdf/Gx//Wtf69DhDb8IBaiV/fe//939nOtWrfZIwX8NGZI3BP7RR82++y5vwzbtGaO5Vdp3R+U5igBJw4QJE9wv1kMPPeQXZa/58/M+SR1zjF9SbuiW/oUXvuoCZNYsFhRMZfPmzW6bXv2sa9Th4sWL/Sq5Z86cvBUcUm0ZrXo5iABJg3ap0y/VgAED/KLsdtFFrhWytpwsZe4bPXqOu3XVo8d7fhGSuPXWW93P+wEHHJB1uzMWuyuu0D1Q/2gilateDiJA0qC1hPQLNbKc3e7ZMHu2PbvNNvbASSf5RVlv7dqNdtppg6xJk2dt2TLu6WfqwQcfdANH9tprr1jrbZZfnDvq1TObMcM/mkitENXLQQRIGu677z4XIOVx9vIVbduWy/fWu/cU1/oYPHi6X4Q09e/f3y3CWKVKFZs4caJfnBu0+kSqQQVr1uQNSslBBEga1Hmui+zXX3/tF2W96dOnu0+aLVq08Iuy1g8/rLJGjZ62v/1tiG3cmDtzXUrCLbfc4n7277jjDr8oNxAgSREgadCs3fK85EPLli1diJSXpb5vvXWsa31MnPidX4QMPf300y5AXn31Vb8oN3ALKykCBPbRRx+5i4SGcWa7Tz75wRo27GPXXDPaL0KAnj17up+NnF0CvmNHs27d/KOJ6ERHrmvWrJlbXO+rr77yi7LG5s2/2T/+8bIdfXQ/mzfvF78YAeK3sGbOnOkX5QYNINAw3VTDeHN0t0cCBE58rkv79u39oqzx7rvz3K2rhx8uXwMCytIll1zifi5+/vlnvyh3aNl7TSTUxEENa9ZEQu0x//jjecdzeFl8AiQJ7Z1w1llnxX5GalqlSpXc6qVt27Z1x+P0y5VKOnWi4LjjjnP7RMydO9cvygo//bTaevX60H79dYNfhED6+Vf/2MYcXP4/gfoH27Qx2223vAm4moGuf3/6qV8zp2THla0M9OnTx+rVq+e2Al26dKmtWbPGBYc6nAsGQjrhkE6dKHjttdfcuWpxPUAaN25sO2sPGaAQ2XFlK2Ua2lqnTp0il3LoVqBTLZ1wSKdOFHTq1Mmdq7Z8XbhwoV9cpnRr6uSTB9q33xbdt6E6KF4HHnig7bvvvv5hwMmOK1sp033fJ554wj9cqHTCIZ06ZW38+PGuE12tLp3v9ddf71cpUwqHV16ZaRdf/Jpb46owBEjxq1Wrlts/HihM9K9sZUB9HXPSXBwtnXBIp05Z0sqranFpxrFG2xx00EFWtWpVN/8lKuLhcPnlb7ggKQwBUvzUJ9a8eXP/MOBE+8pWRipXrmzr1q3zDxdK4ZDOI8riI20e1XLVMf369Us4d+0FX61aNdc60X4R2nhIM5N79OjhFpjUJDO1YGbPnl1it77i4fD99yvcGldLl67xahAgxW358uXu/z+n95DXEi6x349Cd+9ctcrs3HPNcnWIsxEghco0QFJJp05ZGTVqlDu/Jk2a5G9pqmW9Tz/9dPvb3/7mNhqK752t74sfjEU9FDj77dcg9hrd7YorRrlNnR56aJL16fOxa0FopdyPP17olllfuHBlyiVHCobDoEHT7Pbb3ylQmocAKV5qger/Utvd5qzrrtMvsFlhIxPfey+vrDxt85Ch6F7ZylCu3MLS6LLdd9/d7fde1NBdrcSq21m6xRXfZEh7aWtdMLU6Xn/9ddcK0YKTd911l2udnH322S6QGjQ41ho1utld2NN5HHVUP7ftbLt2w90GUPfe+5/8LWgLhoMmDLZvP8ImTUpcapwAKV7xFQq6d+/uF+WOeIB8W8hulu++S4D4B5B3Syfdta/SCYd06pQFzWnRuWnV1cJof2x1oKpzfdwW7hmiuRlqaUyf/lPswrTQ3nhjlr300ueuRaKguOuucS40zj33ZRcixxzT3y3Frv3MxQ+Hr79eGguqIW7Z9ji/DrbM6NGj3c9H7969/aLcQYAkFc0rWxnTMN599tkndvEqfBe7u+++O//v6YRDvM6IESNin8obuE/02vFNs7/Liua36Lx0q6oo6uNQHQ3vLWuFhYPC57HHPsj/d2F1EG7QoEHu/18/KzmLAEkq9dUvR2kiYf369W3YsGG2bNkyN5FQe2ZsyURCdUbqlpBea/DgwVa7dm2vZunQLahdd93Vqlevbj/88INf7EydOtUqVqxo+++/vzvfslZYOGzYsNnd7po9e6n7d2F1EO7JJ5+2SpV2jbU+3/WLcgcBklTqq18O0yY6GnVUo0YNdzFV30i7du0SNl/KJEDi1EE/fPhwO+SQQxKOl5YzzjjDndOLL77oFznr1693LSVNKPzgg98/4ZelosJhxoyf3L7n6hcpqg7CPPbY6NjP/BX25Zc5vCw+AZJU6qsfipUu3Hro0//nRa3wWYKeeeYZ9/WTLd0e30BLf0ZFsnDQ6K4hQ2YkrYPM3X//f9z3VGuM5SwCJCkCpAysWLHCunTpYscff7xfVKLmz59vO+20k+22225F9u+oxaFtTNUCUUskKpKFgzrStYx7sjrI3G23/dt9T9ety+GFFAmQpAiQMqIhsepMLy2a43HSSSe5lsUbb7zhFzvq69BkQd2umzZtml+MHNOx40g79tin/cO5hQBJigApRR06dHCtAM3w7dy5s1vptLQMevxxFx4XXnihX5TvmmuucXXuvfdevwg5SK265s0H+4dzCwGSFAFSip5//nk3PFi3kbS+0LeF/VCWgM2zZ9vzsdbOJXvt5W6fFUbzPDTf4+ijj3bzP4DTTx/sRrnlNAIkKQKkvFMYHHOMxdLBlr/zx+U/RKGyVyxcdEtNw4yz0YIFK9w6WSg+xx33tLuNldMIkKQIkPLuvvvyfsivvtovyXfRRRe5W1ePa4vOLHXVVaPspJMG5i99gi2j76M60NWRntMIkKQIkPJs+nSzSpXM6tXTWiJ+qfPOyJEuPE488cT8xRSz0cCBU90FT4s0Ystp6K6+nxrKm9MIkKQIkPJqwwazQw8122YbswITHwvavGSJPVu7tp254442b948vziraHl3LcZ42WWFjzBDZrRKsgKkd+8pflFOmRoLkKGxkFhdSID8HAsQlc0iQFDu3HFH3qej227zS37Xpo2rs+Dp8jFU86ab3raGDfvYd9/RF7KlpkxZ6ALkhRdKf7JrlHSNBcgesd+R+YUEyAexAFFZHwIE5cqHH5pVqGCmpVKKmgz40kt5AdOihV+StSZO/M5d9Hr1+tAvQobGjv3GfS9HjZrtF+WU62IBolu8hY2YfDcWICp7iABBuaGFD+vXN6tYUSsi+qV5tIBi9ep5j0WL/NKspfWwNPT01FOft02bkm9QheSGD//CBYhCOZcRIMkRIOWNdo9Ty+Kee/yS32kJd9UZMsQvyXpa4l0XvvHj5/pFyMDTT3/qvo9arDKXESDJESDlyfjxbr6HHXVU3vyPwmjzKIVH27Z+SbmwaNEq++tf+1qnTqP9ImTgww8XuA2+1qzJ4XWwjABJhQApL7TdbJ06ZlWqmH31lV+aRyOtdtzRTPuQLF3ql5YbV1/9pguRnF5FFsWCAEmOACkvrrgir2Xx6KN+SR7N8WjaNK/OyPI9u/idd751t1/69fvELwIyQoAkR4CUF+3ambVsmRcUhXnssbzwuPhiv6Tc2bhxs51yynNub3V1rAOhCJDkCJBcoPWttHS8bnHpVlcO0F7paoVMnvy9X4RC6Ht18skDYxfKX/yifLm43woBkhwBUt6pM12d6upcHzfOLy235s9f7iYV3nLLWL8IhVA4vPLKzFgD9bUiG7EESCIChAAp/+6/P+/WVadOfkm5d+mlr9vRR/ezZcvW+kXwxMPh8svfcEFSGAIkEQFCgJR/rVrlzUjXBMMco1nUuug99xy7K6YSDwctiX/aaYPc2mI+AiQRAUKAZB9tNasOcw3F3XbbvD81p6OoWee6H7FunX80J2gv7yOOuMUaN77CL4KnYDgMGjTNbr/9j3vHECCJCBACJLto5njNmnlDdb/7Lm/F3e+/zxthVatWuZxZvqVuuKGL+yV/7733/CIUUDAcNHKtffsRNmlS4gAEAsTs559/zt/VkwAhQLLHnDlmNWqYfV7E6qg6vuuuefWQb1qsxaZf8vPPP98vQgF+OHz99VI7++whtnbt7zPR/Tq5IB4gs2fPtn/961+2zTbbWOXKle3pp5+28ePHEyD+AUSUJgp27eofTaRy1UOCI4880m3Xu3z5cr8I/1VYOGhdMQ2HjiusTnkXD5C9997b/blr7EPaTjvt5P6+//77EyD+AUSUdhWcMcM/mkitENVDgr59+7pf9CeffNIvwn8VFg4bNmy2du2Gxz595y17U1id8mzmzJlWp04d97NTpUqV2OezrrZmzRr75ZdfrFOnTlahQgVXdvjhh9t3uqWcgwiQbBFrNtvaFMNRNdJKa2EhwcqVK2377be3ww47zC/CfxUVDlqN98ILX3X9IkXVKW+WLVvmAmLbbbd1AfGXv/yl0ICYOnVqfstELdx4wOQSAiRbECBb5OKLL3a/6B9//LFfBCs6QOShhybZkCEz8utou9sHHnjfFiwoXzs/btq0yXr37u1uU+ln5YgjjrD333/fr/YHI0eOjDX867nn/M///I+98MILfpVyiwDJFtzC2iKTJ092v+CXX365X5RzZs5cbOed94rdc8+7+ceSBYg60v/xj5fz64wcOcv9/Zhj+tuTT35kv/66wXtG9hk3bpwdcsgh7mekVq1arpN88+b0NyXbsGGD62SP948cd9xxOfFhhQDJFh07mnXr5h9NRCd6UroVseOOO9rq1bm5zLt2aVTH+FFH9XOPl1/+0q+SNu0X0rr1UBck2gHyjTdmFbkESpRpeO7ZZ5/tLvoVK1a0m2++OX+YbggN873kkkvcaK2tt97aLrroIvvxxx/9auUGAZIttCCihummGsY7O7f3sE7m0UcfdReKZ5991i8q9775ZplrdeiCrwv/l18u9qtkTIGkW1tNmw5wr3v++SNs+vTs2MFw1apVdscdd1ilSpXcz8SZZ55pc4pxCPynn35qjRs3dq+tDy09e/a0DevX+9WyHgGSTXRvVRMJNXFQEwg1kXDBArPHH887nkP3XkMsXbrUjeFv1KiRX1RuqfP7+eenudtN2mTrkUcm2/r1RexWGWjFinWuT+TII/u5BSzvumtcZDfz+i3WTBo4cKDtvvvu7uJ+4IEH2tixJbfg5pAhQ2yvvfZyX6vrfvvZ2tdf96tkNQIk23z2mVmbNma77Za3lIlmoOvfsU88SK1du3bul/mLL77wi8oddXJfcslrrnVw5pkvxn50FvlVipVaOR07jnRf77jjnrb+/T8p9rDaEuoHO+qoo9z//y677GK9evWyjRtLfsvetWvX2tPdutkb220Xu+LGLrmnnGKxJqBfLSsRIMgp77zzjruA6D51eTZ8+Bd2/PHPuIv5fff9p1Q7uidMmGstW77ovrY29Ro79hu/SqlauHChnXfeebbVVlu5uRtXXHGFa42Wtt901+Cf/8wLkdh52NVXa8ywXy2rECDIKbqFscMOO7gQqV+/vt1+++02ceJEv1rW0q2jq64a5S7eWlXXX8+qtGgS4oABn1njxs+6c9HS+hr+W5rWrVtn99xzj5sDpP/vk046yWakGslYGvTz9te/5gVJ9epmmuCqfXuyEAGCnDNixAg7/fTTrUaNGu7Cosduu+3mWiWjRo1ytxyy0ZtvzrEmTfIu2OqHWLmy7Dttlyz51bp1m+D6X/To0eO92IfuVX61Yjds2LD8SX5169Z1/+eRoiFrGsyhW9EKkr/8Rc1jv1bkESDIWRrnr1V6b7rpJtt3333zw2S77bZzQzsHDBgQuwCW7qfmEMuWrYm9h7ddcGgv+HHj5vpVytwXX/xsF130Wuw62SP2vT7dHn74YTd3orhpdniTJk3c/6Namvfdd5+tj/LoJ20xfeutZpUq5QXJWWepM8mvFVkECPBfWvvo3nvvdaO0dL9cFyGN5z/hhBPcgnnfRPAX+/XX34oFRycXHjfeOCbyuy+++urEWIAc5r63WozwzTff9KsEWbx4sV122WX58y8uuOACW7SoZAcNFKuvv87b/E0hojC57ba8cIk4AgQohC4+/fr1s+bNm7uhv/HWyUEHHWR33nmnffDB76vUlgUt6KeOYZ1TnTpNYxfmT/wqkfXrr79a586d3QKFOv/TTjvNvvrqK79aWtSKeeSRR6xatWrutRT+H330kV8te/z733m3sxQk2iyusHldmWwqp9dJJZ06RQh/JpAjNHP95Zdftvbt21v16tXzw0RzCTp06GBvvfWW67AtLW+//bbtueee7hyaNWtm33+/wK+SFebNm2dt2rRx70MLF2rpdAVjukaPHu0GQuj5f/7zn23QoEF+leykocVPPGGmxT/9icOZbiqXTjikU6cI4c8EcpAW3JswYYJdf/31ts8+++SHiUb6/P3vf7fnnnvOreZaEhRkGoKq22v6ek899ZRfJSupH0orJev7qIENffr0cd/nosyaNcu1DFVfrRi1ZtSqKfdCNpVLJxzSqVOE8GcCcMNCu3fvnj9BTQ/NNWjatKlbOmXu3Ln+U4JoVViNJtLrH3vssZHsj9kSGtDQv3//2Ifrmu49NmjQwAV1QdoQTMEdX2Zdga1WTM4I2VQunXBIp04Rwp8JIIEmrOnT86mnnpq/xpIeWuVVn5KnTJniPyUl3Rq78cYb87dSffDBBzNaJTbbKCT0frWwob53rVu3dmGpTcHiw67VWtF+5DknZEXudMIhnTpFCH8mgCJpsT6tg6SO7p133jk/THSvvmPHjq4fI9Xw0k8++cR12ut52psiEpPgSon2IG/RooV77/ERcQoQDWwozwGaVMieQAqHdB6Bwp8JIC1ab0n7TWiXu/gWqXponoLW5ho8eHDCfu2qr93tdKtGjy5dupTKmk1RpD4lfa/U35Tze9qHBkgq6dQpQvgzAQSZNm2adevWzRo2bJgfJgoKLbWhJcYPPfRQd0wrxebCpkTJfP/99+57cdVVV/lFuYdbWAAK0gVSo6lOOeWU/Pv+umWjfoDSHBocVQRIASGbyqUTDunUKUL4MwEUq5UrV7qlN4YOHeoX5SwCpICQTeXSCYd06hQh/JkAUMIIEE+mm8qlEw7p1ClC+DMBoIQRIIXIZFO5dMIhnTpFCH8mAJQwAiTaCBAAkUWARBsBAiCyCJBoI0AARBYBEm0ECIDIIkCijQABEFkESLQRIAAiiwCJNgIEQGQRINFGgACILAIk2ggQAJFFgEQbAQIgsgiQaCNAAEQWARJtBAiAyCJAoo0AARBZBEi0ESAAIosAiTYCBEBkESDRRoAAiCwCJNoIEACRRYBEGwECILIIkGgjQABEFgESbQQIgMgiQKKNAAEQWQRItBEgACKLAIk2AgRAZBEg0UaAAIgsAiTaCBAAkUWARBsBAiCyCJBoI0AARBYBEm0ECIDIIkCijQABEFkESLQRIAAiiwCJNgIEQGQRINFGgACILAIk2ggQAJEVD5COHTv6RYgAAgRAJC1ZssTOO+88FyBVq1a1t956y6+CMkaAAIiUjRs32mOPPWY777yzC49ddtnFKlas6P5++umn26xZs/ynoIwQIAAiY8yYMXbAAQe4sNhjjz3sueeec8fnzp1rrVu3dscVJjfccIMtX77cezZKGwECoMzNnj3bWrRo4QKicuXKduedd9rq1av9ajZhwgQ79NBDXb0aNWpYv379bPPmzX41lBICBECZUSvixhtvzL9Fdc4557jWRjIKjL59+7oA0XMOO+wwe/fdd/1qKAUECIBSpxDo37+/1axZ04VAgwYNXOsiEwqf66+/3rbddlv3Gm3atLF58+b51VCCCBAApeq9996zww8/3F30d911V+vTp49t2rTJr5Y2dao3b97cvV6VKlWsc+fO9uuvv/rVUAIIEAClYv78+a6VoAu9Wg3XXXed/fLLL361YKNHj7b999/fvf6f//xnGzRokF8FxYwAAVCi1BpQq0CtA13cTzvtNPvqq6/8asViw4YN9vDDD1u1atXc12rUqJFNmTLFr4ZiQoAAKDGDBw+2Pffc013M1Tp48803/SolYvHixdahQwfbZpttbOutt7YLLrjAFi1a5FfDFiJAABQ7feo/9thjXXCoNaBWgVoHpW3q1KnWpEkTdx477LCD3XfffbZ+/Xq/GgIRIACKzY8//mgXXnih+9SvT/+XXnqpaw2UtWHDhtnee+/tgqRu3bo2YsQIvwoCECAAtpg+1d9///224447uov0CSec4D79R8m6deuse/futv3227tzPOmkk2zGjBl+NWSAAAGwRV599VXbd9993UW5Tp06NnToUL9KRnShnz59uo0fP97Gjh1rAwYMcH/q3zqu8i2xYMECt0jjVlttZRUqVLArr7zSli5d6ldDGggQAEH06f3kk092wbHddtu5T/dr1671q6WkZUx69+7t1rqKB1Gqh+qpvp6n54eYPHmyHXXUUe71tGBjr1693EKOSB8BAiAj+rSuDZ706V2f4s8991z3qT4T6hd55JFH8icUxh9aSLFVq1Z28803W8+ePV3rI/7Qv3Vc5fEFF+MPvY5eL9P+lt9++80GDhxou+++u3udAw880LV2kB4CBEBa9On8iSeecJ/WdbE98sgjbdKkSX61pBYuXGjXXntt/pwQ9UdoiO2QIUMyvvirvp6n58f7NfS6en19nUysWrXKbr/9dqtUqZJ7nTPPPNPmzJnjV4OHAAGQ0r///W876KCD3MW1du3arkWgT+/pUr9F165d3Uq7eo2DDz7YffIvriVH9Dp6Pb2uXl9fR18v0/6Sb7/91s4++2z3GlrgUS2eFStW+NXwXwQIgCJ9/fXX1rJlS3dB1afz2267zX1az8TEiRPz+zY0mbCkh9Dq9eNLmujr6utnaty4cflhVKtWLXvmmWdYNr4QBAiAP1i5cqXdcsst+cusn3XWWfbNN9/41ZJSC0X9Flr3SreW7rnnnlKbxKevo6+nr6uvr/PIpMUkWuBRnfRa8FHfgyOOOMLef/99v1pOI0AAJNDopHhfgD6Fv/POO36VlDTrvF27dvmtjmnTpvlVSoW+brw1ovMJmQ2/bNky69SpU/6y8f/7v//rV8lZBAiABNqsSRfK9u3bBy2zrp0EmzVr5l7jjDPOyPiWV3HT19d56Hx0XoXtdJiOmTNnur4Vre2FPAQIgASvvPKKu9iqUzpTunUUDw8taRISQCVB56HziYdI6K00DSDQ6DPkIUAAJAgNEPUxxG9b6WIdRfEQ0Xlm2iciBEgiAgRAgtAAUUd1/LZVVFoePp1X/HaWzjdTBEgiAgRAgpAA0VBZdTKrw7qs+zxS0fnpPHW+mQ7xJUASESAAEmQaIJqsp/kWGjJbVqOtMqXz1PnqvDOZbEiAJCJAACTINEC6devm6vfo0cMvijSdr85b558uAiQRAQIgQSYBokUUNbS1fv36wSObyorOV+et8093MUgCJBEBAiBBJgGihQtVt6SXJykpOm+dv95HOgiQRAQIgATpBohWw61ataqbrR4yJDYKdN46f72PdFYDJkASESAAEqQbINp/I516Uafz1/vQ+0mFAElEgABIkG6AHHbYYbbDDjsU25LsZUXnr/eh95MKAZKIAAGQIJ0A0TayqqPNnMoDvQ+9n1Tb4xIgiQgQAAnSCRAtc646Q4cO9Yuykt6H3o/eVzIESCICBECCdAKkdevWtvXWW9vPP//sF2UlvQ+9H72vZAiQRAQIgATpBEjdunXdHIryRO9H7ysZAiQRAQIgQaoA0dIf22yzjbVq1covymp6P3pfyZY2IUASESAAEqQKkBkzZrhybXlbnuj96H3p/RWFAElEgABIkCpA3n33XVf+0EMP+UVZTe9H70vvrygESCICBECCVAEycuRIV66tb8uT+Fa+en9FIUASESAAEqQKkGHDhrnyQYMG+UVZTe9H70vvrygESCICBECCVAFCC4QAiSNAACRIFSD0gRAgcQQIgASpAoRRWARIHAECIEGqAGEeCAESR4AASJAqQISZ6BACBECCdAKEtbAgBAiABOkECKvxQggQAAnSCRD2A4EQIAASpBMgwo6EIEAAJEg3QNgTHQQIgATpBsjixYutatWqdvDBB9tvv/3mF2cFnbfOX+9D7ycVAiQRAQIgQboBItdee62rO2LECL8oK+i8df56H+kgQBIRIAASZBIgCxYssMqVK7s5FOvXr/eLI03nq/PW+et9pIMASUSAAEiQSYBIt27dXP0ePXr4RZGm89V56/zTRYAkIkAAJMg0QLT0x7777mtVqlSxadOm+cWRpPPU+eq8ky1d4iNAEhEgABJkGiAyceJE23bbbW3//fe3VatW+cWRovPTeep8dd6ZIEASESAAEoQEiPTs2dM974wzzrBNmzb5xZGg89L56Tx1vpkiQBIRIAAShAaIhsS2a9fOPffCCy/0iyNB56Xz03mGDD0mQBIRIAAShAaIaGRTs2bN8kMkKi0RnUc8PHR+oSPGatWqZQ0bNvQP5ywCBECC+AzzAw44wD777DO/OKXVq1fnh4huF5V1n4i+fvy2lc5L55eptWvXWvfu3W2rrbayXXfd1S/OWQQIgAQrVqywY4891i1vrg2WLr300rRmaRe0YcOG/NtZ6rAuq9FZ+rr6+vHbVjqvTA0bNszq1KnjXmP33Xe3Pn36+FVyFgECoFBTpkxxQaILZ7Vq1dye4ZlcgNXHoI5qjXbSkNl77rkn+NZRpvR19PX0dfX1dR6Z9nlMnTrVmjRp4t6/Flu8//77S+38swUBAiCpwYMH25577pnfmhg1apRfJSkNldV8i/jzS3rZE71+vNWhr5vpUF21tjp06OBaX2qFqe9k0aJFfjUYAQIgDVryvEuXLu4TvS7Mp512mn311Vd+tSJpsl7Xrl3dsiF6vhYwVCd9cS0Fr9fR6+l19fr6Ovp6mUwSVOvq4Ycfdq0tvUajRo1cKwxFI0AApG3+/PnWtm1bd4HVraHrrrvOfvnlF79akRYuXOgWLowH0fbbb+82cxoyZEjG/Syqr+fp+XodvZ5eV6+vr5OJN998M7/VotbWoEGD/CooBAECIGPvvfeeHX744e6Cq1FJ6ljOZMiuLv4a7RV/jfhDI79atWplN998s+u3GDBgQP5D/9ZxlatewefpdfR6mYaQWlHNmzfPD5/OnTsXW6soFxAgAIJs3rzZ+vfvbzVr1nQX4AYNGtj48eP9ailpG1ntRd66dev8vpJUD9VTfT0v1Ta0hVm+fLldf/31rhWl12vTpo3NmzfPr4YUCBAAW0TDfm+88UarWLGiuxifc845NnfuXL9a2tRvMX36dBdGY8eOda0P/al/63gm/Ro+hV7fvn2tRo0a7ly1ja1aUwhDgAAoFmoJtGjRwl2Y1Yl95513Bk3aKykTJkywQw891J2fWk39+vVzgYJwBAiAYjVmzJj8Poo99tjDnnvuOb9KqVJrSLe7dD5qJd1www3uFha2HAECoNht3LjRHnvsMdt5553dhfvoo4+2Dz/80K9WotT6ueuuu/KHDp9++uk2a9Ysvxq2AAECoMQsWbLEOnbsaBUqVHDrSLVv395++OEHv1qxe/75513rR8GhbWvfeustvwqKAQECoMSp87tp06bugq45G9pOdks6w4uiVs4xxxzjvo5aP48++qhrDaFkECAASs3LL79s++yzj7vA60/9uzioVaPWjVo5WoLk8ssvd60flCwCBECpUstDLRAtUKggUctELZQQWtzw3nvvTXitslr5NxcRIADKxJa2GrTxVbw1s/feexdbawbpI0AAlKlM+y0+//xzO/HEE0u8PwWpESAAIqHgyCnNI9F8koL8EV3nn39+xosmongRIAAiQ3M3NIM9PndDM9tnzpz5hzklH3zwgf9UlAECBEDkaPa41tRSYMQfUZjVjkQECIDI0n4fCo969epFal0t5CFAAETW999/7wLkqquu8osQAQQIgMgiQKKNAAEQWQRItBEgACKLAIk2AgRAZBEg0UaAAIgsAiTaCBAAkUWARBsBAiCyCJBoI0AARBYBEm0ECIDIIkCijQABEFkESLQRIAAiiwCJNgIEQGQRINFGgACILAIk2ggQAJG1cMEC26VKFbv5uuv8IkQAAQIgshYvWmSn77ef9e7WzS9CBBAgACJr2U8/WYcjjrAXH3jAL0IEECAAIosAiTYCBEBkESDRRoAAiCwCJNoIEACRRYBEGwECILIIkGgjQABEFgESbQQIgMgiQKKNAAEQWQRItBEgACKLAIk2AgRAZBEg0UaAAIgsAiTaCBAAkUWARBsBAiCyNm/ebH1vvdW+mDzZL0IEECAAgCAECAAgCAECAAhCgAAoc+ooL/i4rGFDu+Hkk+3+Cy6w9155xX7bvNl/CiKAAAFQ5hQaBSkwVv3yi82YNMl6nHuuvdizZ0I5ooEAAVDm/AApaPHChXbN8cf7hxEBBAiAMpcsQJbEAuTaJk3y/626G9atc3NDbjjllKTPRckiQACUOT8EdAtr9fLl9uWHH9q9559vA7t1yy9T3QGxf3/01lu2dvXqAs9CaSNAAJQ5vxO94KNr69YJQaFjYwcPLvBslBUCBECZ81sgohbI5xMn2l1nn22vPvVU/nHV1W0tlD0CBECZKyxA4r6ZPt1uP+OM/H+r7qaNGwvUQFkhQACUuWQBsm7NGrvi6KPz/52sLkoXAQKgzCULBbVAbmvRIv/fyeqidBEgAMpcYaGwesWK/D6Qgp3mhdVF2SBAAJQ5f+SVHtc2beqWMpkyZswf6iIaCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQf4fXp0LCbKvEP8AAAAASUVORK5CYII=)
PN: 4H58-1-84
CAS: 834884-94-5
Molecule Weight: 413.312
Formula: C18H25BrN2O4
PN: 4H51-1-0A
CAS: 444892-54-0
Molecule Weight: 305.422
Formula: C17H27N3O2
TSCA: Not listed on TSCA inventory