![Methyl 4-({2-[(tert-butoxycarbonyl)amino]ethyl}amino)-3-nitrobenzoate](data:image/png;base64,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)
| Product Number | 4656-1-6V |
| Purity | 95 % |
| CAS | 1198093-70-7 |
| MDL Number | MFCD19442758 |
| Molecular Formula | C15H21N3O6 |
| Molecular Weight | 339.348 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4656-1-6V
CAS: 1198093-70-7
Molecule Weight: 339.348
Formula: C15H21N3O6
PN: 4H54-1-33
CAS: 192441-86-4
Molecule Weight: 265.269
Formula: C12H15N3O4
![Methyl 3-amino-4-({2-[(tert-butoxycarbonyl)amino]ethyl}amino)benzoate](data:image/png;base64,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)
PN: 4656-1-6U
CAS: 1198093-71-8
Molecule Weight: 309.366
Formula: C15H23N3O4
PN: 4H54-1-2F
CAS: 886631-29-4
Molecule Weight: 279.296
Formula: C13H17N3O4
PN: 4H54-1-2J
CAS: 1000018-71-2
Molecule Weight: 293.323
Formula: C14H19N3O4
![Ethyl 4-[4-(2-hydroxyethyl)piperazin-1-yl]-3-nitrobenzoate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABSnAAAUpwGHhK6tAAACo3pUWHRtb2xTb3VyY2UAAHicjZZtb5swEMe/ysmvh8E2ARIlqapWkya1q7R20t5NLnFTJB4qoHn49jsbSIEy3ACxsf+/s507n7O+OmUpHFRZJUW+IYx6BFQeF7sk32/I76fvTkSutusYRSjMqw15reu3lesej0cav6pMnoqcxkVGmv7VqUoGmqOgRbl3uecx98/93aNhnCSvapnHCqkqWVWm8a6IZW1m8Z8h3EyWhyR3G7mblYfG2l/u6dujp2pHPtZyg33XiMJLkip4KcpM1nDgHsXb+wZ7latS1moHz2dsFtTHtW/X97dF/J6pvMaqtpDEMn2sy/cYG7IiVfE7GsPKj9sNyRgCsi6y67KUZ9A13SwZSA5SgPRBLkAGIEOQEcglSObhg/0MBQwVDCUMNQxFDFUMZQx1HHVc20EdF+iTVOlJPZ3fFK4MbuChfZrrZ++73/oAD6RZenrzKss9wh587WLgMMBoOPENcRgVQoSAPxx+uqJt5DQIQn/0Nmz8Qp/TGnWGY0wW3XSc1lL7TuCMc+VUMDO5hd8jPBqGvddW5AjqRbr0acB1uaBiqcuALoUuQxoa/ZJy3wyMBgzI0P7CVNCUQZmgUdDXdmxnuxurG6Nrb8bCSHIvobRdPxf5rleFZLchz4yYGPulXirehhmBotypEneuNqClfYAPAR2U84AYAjqE5wF/COiAvwB8Clh8AoL5EYIhoDfTBbieAsIhoLfePBANAb1R54HlEDDben4Run/gOpMGLMzY3SZtWJiRx5s0Y2FGTm/SkoUZ+b1JYxZm5Pom7VmYYGJuoYUZBUCTVi1MNOEfGzMRBpbA4eMwMJnewrBPG8CKjKNAD2OJNj6KgubwsTD+BCOm9r/by2dud4xi9dMR6/bOXxf/dWz/ATg4bQi4J4f3AAA8WElEQVR4Xu3dB5gV5dnwcelSpSkaFBVFFI2oSFMUEY0lYGKAKBZQ6RoVNKgIRAyg4CdSfE3oAoIYFXsDJCDYABGkCaLCUuWFZekd7m/vOe/M7j47y+mzZ+b8f9d1Ltad59Rs5n/mzDxzThIAAGJwkvkLAAAiQUAAADEhIACAmBAQAEBMCAgAICYEBAAQEwICAIgJAQEAxISAAABiQkAAADEhIACAmBAQAEBMCAgAICYEBAAQEwICAIgJAQEAxISAAABiQkAAADEhIACAmBCQNHfSSSdZlxOJZExBfvnlF+nRo4dceumlUrFiRSlVqpScffbZctVVV8k//vEPWb58uXkVAD4R21oBgRFJHCIZ42bIkCFSvHhx5/oFXQD4E//vTXORrMQjGWMaOnSodZ0iRYpI+/bt5YsvvpCsrCw5ePCgrFu3Tr7++mv55z//KRdffLF5VQA+Ed1aAYETSRwiGZNbRkaGlChRwrrO5MmTzcUAAiLytQICKZI4RDImt6eeesoaf/fdd5uLAARI5GsFBFIkcYhkTG7169e3xs+aNctcBCBAIl8rIJDsOERyiVTlypWt8ZmZmeYiAAES+VoBgWRG4kSXSNlHXh05csRcBCBAIl8rIJAiiUMkY3JjCwRID5GvFRBIkcQhkjG5sQ8ESA+RrxUQSJHEIfeY9957T1q1aiVnnnmmlCtXTurWrSsvv/yyHD161BlvH4V1zz33OL8DEDwnXnMg8KINyK233ioTJ06U1atXy/79+2XZsmVyww03yKOPPuqMt+eB6CTCqVOnOr8HECwnXnMg8KINiJsNGzZIhQoV8vzuxRdftK6jEbn//vtl7ty5smvXLjl06JAVGJ2J3r9/f7nkkkvyXA+AfxS8VkBaCBcHFW7Mli1brB3npkGDBkmxYsWc6xd0yU1Pd9K3b1/56KOP8vweQOopeK2AtOC2EjcVNEb3e+hHWS1atJDHH3/cXGxZs2aNdO/eXX7/+99bWyl6Nt4aNWrI1VdfLc8884ysWLEiz/h33nnHub8bb7xRVq5cmWc5gNSRf60ARCD3FoTGQT+eSoR9+/ZJly5dnC0X3Zfy8MMPy44dO8yhAAoZAUHMDh8+bO1E1y2Fe++911wcl8WLF0vTpk2dSFWpUkX+9a9/5TnaC0DhIiCI2+bNm6V8+fLmrxPizTfflHPOOccJie50Z34JkBoICOK2du1aawshWQ4cOGB9d0jZsmWdkNx+++3Wtx0CKDwEBFHROR8zZ86Ubdu2yZ49e6zDcfXraXXyYLJt3LjRmpyohwZrRHSHfK9evWT37t3mUAAeICCIin589Ic//MH6fnM9dLdBgwYyduxYOX78uDk0aTRaer/21sgZZ5whEyZM8PQxACAg8CmNhUZD42GHRKOicQHgDQICX9OP0fRjLP04SyOiH2/px1z6cReA5CIgCATdoa471u2tEd3hrjvedQc8gOQgIAgU3UejExvtkOghwHooMIDEIyAIHJ1sqJMO9dBiOyQ6KVEnJwJIHAKCwNLTnzzyyCPW6VA0Inp6lE6dOlmHIAOIHwFB4OkJGfV0K/bWiB6CPGTIEOtULABiR0CQNj744AOpVauWE5LatWvLxx9/bA4DECECgrSiX2j1wgsvyCmnnOKE5Oabb5ZVq1aZQwGEQUCQlrZu3SodOnSQokWLWhHR/SQ9evSwvtAKQGQICNLaokWLpEmTJs7WSNWqVWXUqFGcNh6IAAEBsk2dOtX6pkQ7JHXr1pXZs2ebwwDkQkCA/7N//37p16+flClTJs+OdgDuCAhgWL9+vbRq1cqJSGZmpjkEgBAQwNX27dudgOjPAPIjIIALAgKER0AAFwQECI+AAC4ICBAeAQFcEBAgPAICuCAgQHgEBHBBQIDwCAjggoAA4REQwAUBAcIjIIALAgKER0AAFwQECI+AAC4ICBAeAQFcEBAgPAICuCAgQHgEBHBBQIDwCAjggoAA4REQwAUBAcIjIIALAgKER0AAFzuyo3FOdjz0oj8DyI+AAC4OZEdjeHY89KI/A8iPgABuNBrZ8bAuBARwRUAANwQECIuAAG4ICBAWAQHcEBAgLAICuCEgQFgEBHBDQICwCAjghoAAYREQwA0BAcIiIIAbAgKERUAANwQECIuAAG4ICBAWAQHcEBAgLAICuCEgQFgEBHBDQICwCAjghoAAYREQwA0BAcIiIICbzMycgOjPAPIhIICbY8dErr46dNGfAeRDQAAAMSEgAICYEBAAQEwICAAgJgQEABATAgLktnKlSLduIrVri5QtK1KmjMgFF4h07RpahvjxGgcGAQFsgwaJFCuWM//DvOiywYPNayEavMaBQkAANWxYaAVWpIhIhw4i8+eL7Nkjsm+fyIIFIh07hpbpmOHDzWsjErzGgUNAgPXrRUqWDK24xo83l+bQZTpGx27YYC7FifAaBxIBAZ5+OrTSat3aXJJfq1ahsb17m0twIrzGgURAgPr1Qyus6dPNJfl99llobMOG5hKcCK9xIBEQoFKl0AorkpMmbtsWGlulirkEJ8JrHEgEBChePLTCOnLEXJLf4cOhsXodRI7XOJAICMC74+TjNQ4kAgLYn8/PmGEuyU8/w9exDRqYS9KbHo47ZYrIunXmkhBe40AiIECvXqEVVps25pL89CgiHatHFUHk+HGRiRNFfve70Oty993miBBe40AiIEBGhkiJEqGV1qRJ5tIcuqLUMTpHQec1pLtvvgkdKaWviV5OP73gLQxe40AiIIB68cXQiktnQnfqFJoZrTOk9+8XWbhQpHPnnFnSL71kXju9bNwocu+9Oa9HqVIiTz0lsnu3OTIvXuPAISCAbcAAkaJFc95RmxddNnCgea2QL78MLduyxVwSHAcPivTvL1KuXM5r8uc/i/z8szmyYPG8xkg5BATIbfny0Flha9UKnSW2dOnQz126hJYV5JZbQivA8uVFnn9e5NAhc4S/vfWWyLnn5qzoL7lE5PPPzVGRifU1RsohIEAi6P6ACy/MWcGed57Iu++ao/xnyRKR667LeV56aO0rr0Q2nwOBR0CARNGVqp5x1p7zoJfmzf35rlrnYug+CfvU6zqp729/i2weB9IGAQESbfv20Ec0uVe+Dz3kj5WvzgLXHdgVK+ZE8IYbRFasMEeGp2fT/egjkWPHzCUICAICJMvSpSLNmuWsiCtXFnn55ZT9+Gfjp5+GviXQfrznny/y/vvmsPD27hXp2ze0b0Nv55NPzBEICAICJNu0aSI1a+asmOvUEZk50xxVaFavXi1/vvVW6Zr92L7Vx1ehQuhbAWM5EGDyZJEzz8x5rvXqiWzebI5CQBAQwAt6CKwenpr7ENjbbhNZs8Yc6ZmdO3fKY489JiVKlMh+OCfJFUWLyswHHpDjv/1mDg1P53RcdVXOczvtNJGxY/n4KuAICOClTZtE2rXLmTCnM66feEJk1y5zZNIcy16pjx49Wk499VQrHHq5+uqr5bvvvjOHhqfzXu67L2duhz6fv//d0+eDwkNAgMLw7bcijRrlvGOvVi30da5Jfsc+Z84cueyyy5xwnHXWWfL666+bw8LTj7d0vovOe7GfQ4sWIj/9ZI5EgBEQoDDpeaGqV8+zzyBLZ7Un2Nq1a6VNmzZOOEqXLi3PPPOM7NNTiURL57foPBf7MV90UWTfNIjAISBAYdOjlvr0ETn5ZFmXvUJ+NvvS/a67ZH0CTia4N/u2+/btm33TJzvxuPPOOyVDT24YrWXLQvNa7HDofJfhw1P2qDIkHwEBUkX2VsJXrVvLrf+3oi9Tpoz069dP9uvJBmPw2muvyZlnnumE44orrpB58+aZw8LT+SsPPpjzrYL6b7duofkuSGsEBEgxX86eLXXr1nVW/DVq1JCpU6eawwq0YMECady4sXP90047TcaOHWvtPI/Gsewti80jRoTmr9hbHTqvRee3AEJAgJR09OhRGTVqlFStWtUJwTXXXCOLFi0yhzo2b94s7du3lyJFiljjS5YsKT179pRdMRwRNWPGDPlTnTryYvbtbNdw6DwWnc8C5EJAgBSWlZUl3bt3d+ZqFC1aVDp06CBbt251xhw6dEiee+45KV++vBObli1byk8xHBG1Zs0a67r27bTLvs2fdf6KzmMBDAQE8IFVq1bJzTff7KzYTznlFHnhhRfkzTffzN44qOn8/qKLLrK2HqKlWylPPPGEtdWit6NbMbo1s5VZ5DgBAgL4yMcffyy1a9d2gmFfKlWqJMOHD5cjUR4RpftFxo0bJ9WqVXNuq1GjRjJ//nxzKJAPAQF85vDhwzJkyBApVqyYs9Jv1qyZrFy50hx6QnpEVr169ZzbqF69unXkFhApAgL4lE4OvPfee52Q6H6Se+65RzboadRPQOeXtG3b1gmHzhHp06ePNWcEiAYBAXxu8eLF0rRpUycIVfRbA13ofBKdV6LzS+yxrVu3tkIExIKAAAHx5JNPWlHQQ39Ner4rnU9ih0Pnmeh5sYB4EBAgID788EMrDrqT3abzRpo0aeKEQ+Oi80t0ngkQLwICBETugOg8kQceeMCaN2LvH+nRo4c1rwRIFAICBIQdEP2ejwoVKjhbHbfccos1jwRINAICBMTkyZOdaNhbIp/wfeRIIgICBMS//vUvKxz6sdVLL71kzRcBkomAAAFhf4RVq1YtcxGQFAQECAi3o7CAZCIgQEAQEHiNgAABQUDgNQICBAQBgdcICBAQBAReIyBAQBAQeI2AAAFBQOA1AgIEBAGB1wgIEBAEBF4jIEBAEBB4jYAAAUFA4DUCAgQEAYHXCAgQEAQEXiMgQEAQEHiNgAABQUDgNQICBAQBgdcICBAQBAReIyBAQBAQeI2AAAFBQOA1AgIEBAGB1wgIEBAEBF4jIEBAEBB4jYAAAUFA4DUCAgQEAYHXCAgQEAQEXiMgQEAQEHiNgAABQUDgNQICBAQBgdcICBAQBAReIyBAQBAQeI2AAAFBQOA1AgIEBAGB1wgIEBAEBF4jIEBAEBB4jYAAAUFA4DUCAgQEAYHXCAgQEAQEXiMgQEAQEHiNgAABQUDgNQICBAQBgdcICBAQBAReIyBAQBAQeI2AAAFBQOA1AgIExNSpU62AnHbaaeYiICkICOBzx44dk9GjR0u5cuWsgOjl5ptvllWrVplDgYQiIICPzZkzRy677DInHCVLlpQiRYpYP5coUUK6d+8uWVlZ5tWAhCAggA+tXbtW2rRp44SjdOnS8swzz8i+fftk0aJFcs011zjLqlatKiNHjpSjR4+aNwPEhYAAPrJ3717p27evnHzyyU4g7rzzTsnIyDCHWvtEatSo4YyrW7euzJ492xwGxIyAAD7x2muvyZlnnukE4YorrpB58+aZw/LYv3+/9OvXT8qUKeNcr3Xr1tYWDBAvAgKkuAULFkjjxo2dAOhRVmPHjrV2nkdq/fr1ctdddzm3oVswffr0sbZogFgRECBFbd68We677z5np7juIO/Zs6fs2rXLHBqxL7/8UurVq+eEpHr16jJp0iRzGBARAgKkmEOHDslzzz0n5cuXd1b0LVq0kJ9++skcGhPdchk/frxUq1bNuf1GjRrJt99+aw4FToiAACnknXfekZo1azor9osuukimT59uDksI3ZJ54oknrC0bvS/d0mnXrp1s2rTJHAq4IiBACli2bJlcf/31TjgqVaokw4cPlyNHjphDE27NmjVy2223OfetExIHDhwoBw8eNIcCeRAQoBBt375dHnzwQSlevLi18tZ/u3XrZv3eazNnzpQ6deo4ITn33HNl2rRp5jDAQUCAQqBbFiNGjJDKlSs7K2zdAlm6dKk51FP6uF5++eU8j6tZs2byww8/mEMBAgJ4bcaMGda+DXsFrfs8dN9HKsnMzJSHHnrI2TIqVqyYdO3atVC2jJC6CAjgEd3X0LJlSyccepSVHm2lR12lquXLl0vz5s3z7JsZNmyYJ/tmkPoICJBkerSTzt/IfbRT+/btrXkefvHee+/Jeeed54TkwgsvlM8++8wchjRDQIAk0fkW48aNyzPfQmeUz58/3xzqC7ql9Pzzz+eZn/LHP/5RVq9ebQ5FmiAgQBLoOarMGd96Lqsg2LJlizVDvmjRotZz0y2rxx9/XHbu3GkORcARECCB9Ky4bdu2dcKh55zSs+cm+pxTepJEPTLqrbfesk7VridM1EuPHj2cn/X3ulzH6fhEW7hwoVx11VXOc9VzdI0ZMyaqc3TB3wgIkAC6gtbv48h91lv9vo5EnfVWwzRhwgRrpnjufRHRXPR6en29HbfTv8dq8uTJec4SfPnll8vcuXPNYQggAgLE6fXXX8/zvRv6DYH6TYHx+u2332To0KHWadvNGOhFv3Hw4osvluuuu876ThD9WMm+6H/r73W5jjOvqxe9Xb19vZ946RdZ/eMf/7C+2Mq+/TvuuEPWrVtnDkWAEBAgRt999500adLEWWGeeuqp1neTx/sRzvfffy+tWrVy5mDYF507orPW9WOpaHdc63i9nl4/9xwUvej96P3p/cZLg6HhsG9bg6Jh0cAgeAgIECV9x/7AAw84O5H1Hf5jjz0W93eP6z6FW2+9Nc/KXQ+XHTBgQEI/clJ6e3q7evu570/vXx9HvL744gvroyz7ds866yzroy4ECwEBIqSHsQ4ePFgqVKjgrBhvueUWWbVqlTk0Kjt27JAuXbo4QdKLHh6r393hBb0fvT/7vvVx6OPRxxUP3RLTneq6ZWbftu50T0SgkBoICBCB999/X84//3xnRVi7dm355JNPzGFR04+VqlatmiccS5YsMYd5Qu83d0j0cenji5ce3quH+doTKTVQ999/v3U4MPyNgAAnsGLFCrnxxhudlWrFihXlpZdeksOHD5tDo6KnStf9EfbtnnPOOVakUoE+Dn089mPTx5mIU7vrfpjcgdIJiYMGDUrpU7ngxAgIUIBrr73W+VhJTybYuXNn2bZtmzksavqFTbn3D+jHRcmYpxEPfTz6uOzHqI83UV80padAyb3vRUMyZcoUcxh8gIAALnSHuL2C0yOtEvWxku4vOfvss63b1X0pU6dONYekFH189j4ffdzx7u+x6ckY9aSMOtFSb7tu3brmEPgAAQFc6GnL7YAk6hTmuvPY3t+hE+/04zE/0MdpTxTUx5/IneDdu3e3bldn78N/CAjgItEB0Xfudjx0Hsb69evNISlNH689f0SfR6K2RHr16mXdpu5Uh/8QEMBFIgOyceNG52MrXQknYj9KYdDHbUdEn48+r3gREH8jIICLRAVEj16yd5jrx0B+2/Iw6eO3P87S5xXv0VkExN8ICOAiUQGxD9XVHdF+2ecRjj4Pe8e6Pr94EBB/IyCAi0QERCfh2beR6kdbRUufj/3c4plsSED8jYAALuINSGZmpnMKD51PEUT2PBF9nvp8Y0FA/I2AAC7iDYi9ctUZ3UE9E60+L3vGeqyRJCD+RkAAF/EEROdJ2DPYU+X0JMmiz0+fpz7fWOaHEBB/IyCAi3gComfo1evpeZ/SgX1+K33e0SIg/kZAABexBmTRokVSpEgR67J48WJzcSDp87Sfsz7/aBAQfyMggItYA9K6deu02vqw2Vsh+vyjQUD8jYAALmIJiH5Tof01tF59GVSq0Oerz1uffzTfsU5A/I2AAC5iCcjQoUOt8Xqq8nRkn6JdX4dIERB/IyCAi1gCcsUVV1jjBw4caC5KC/q89fnr6xApAuJvBARwEW1AMjIyrLG6I3ndunXm4rSgz1ufv74O+npEgoD4GwEBXEQbkAkTJlhj9Wy16cw+W6++HpEgIP5GQAAX0QakXbt21th4Ty7od/bJI/X1iAQB8TcCAriINiA1a9a0xsZzYsEgsE8gqa9HJAiIvxEQwEU0Adm/f79z6pI1a9aYi9OKPn99HfT10NclHALibwQEcBFNQH744QdrXMmSJeXo0aPm4rSiz19fB3099HUJh4D4GwEBXEQTEPtjmzp16piL0pK+DpF+nEdA/I2AAC6iCcjLL79sjfvDH/5gLkpL+jro66GvSzgExN8ICOAimoA899xz1rhWrVqZi9KSvg76eujrEg4B8TcCAriIJiBPP/20Ne6+++4zF6UlfR309dDXJRwC4m8EBHARTUC6d+9ujUv3OSA2ey6Ivi7hEBB/IyCAi2gCwhZIXmyBpA8CAriIJiDsA8mLfSDpg4AALqIJCEdh5cVRWOmDgAAuogkI80DyYh5I+iAggItoAsJM9BzMRE8vBARwEU1AOBdWDs6FlV4ICOAimoAozsYbwtl40wsBAVxEGxC+DySE7wNJLwQEcBFtQPhGwhC+kTC9EBDARbQB4TvR+U70dERAABfRBkRdccUV1viBAweai9KCPm99/vo6RIqA+BsBAVzEEpChQ4da4y+88EJzUVrQ563PX1+HSBEQfyMggItYAvLbb79J8eLFret8+eWX5uJA0+erz1ufv74OkSIg/kZAABexBES1bt3aus4f//hHc1Gg6fPV563PPxoExN8ICOAi1oAsWrTI2pGsl8WLF5uLA0mfp/2c9flHg4D4GwEBXMQaEHXLLbek1VaIvfWhzztaBMTfCAjgIp6ALFy40Dm1yfvvv28uDhR9fvo89fnq844WAfE3AuIXK1eKdOsmUru2SNmyImXKiFxwgUjXrqFlSKh4AqK6dOliXfecc86Rffv2mYsDQZ+XPj99nvp8Y0FA/I2A+MGgQSLFimX/r3WS+0WXDR6c9zrNmuUfZ1/atMk7FvnEG5DMzEw59dRT41q5pjo7kvo89fnGgoD4GwFJdcOGhVb6RYqIdOggMn++yJ49+vZPZMECkY4dQ8t0zPDhOdfbskVk7Vr3y//+b844uIo3IMo+saBepk6dai72NX0+9nOL5wSSBMTfCEgqW79epGTJUBzGjzeX5tBlOkbHbthgLkUMEhEQZZ9csEKFCrJixQpzsS/p89Dno88r3pNHEhB/IyCp7OmnQ2GI5Nh6/T5uHdu7t7kEMUhUQA4ePCiXX365dTtnnnlm9nuC9eYQX9HHr89Dn48+L31+8SAg/kZAUln9+qEoTJ9uLsnvs89CYxs2NJcgBokKiNq4caOcffbZ1m3p2Wq3bdtmDvEFfdz22Xb1+ejzihcB8TcCksoqVQpFIZIdlLpS0rFVqphLEINEBkStWrVKqlat6kTEb1si+njteOjz0OeTCATE3whIKitePBSFI0fMJfkdPhwaq9dB3HLvJE7UDnCdJ2FHRD8G8ss+EX2c9sdW+vhjme/hJisrSxo0aGDdbtOmTc3F8AECksrYAvHcjz/+KDfddJMTD/uiv9Nl8dJ37vbHWbojOlFxShZ9fPYOc33cidjyOHr0qIwaNcqJqV7SZdZ+0BCQVGbvA5kxw1ySn+4n0bHZ7+gQPX03/Oijj0qJEiWsFVqxYsXkjjvusC76s/5Ol+kYHRuPTZs2OTvW9aLzKfbv328OK1T6eOx5HnrRx6uPO15z5syRunXrOrdbo0YNeeWVV8xh8AkCksp69QpFIZKJf3qklo7VI7cQMX03/O9//zvPu+Frr71Wvv/+e2eM/qy/s5frWL2OXjdWevSSfYivXnRGd6qc9kQfhz3DXC/6OOM92mrt2rXOmYr1UqZMGenXr1/KhRPRISCpTL8WNPtdrxWGSZPMpTkmTgyN0XkgPts5W5j++9//yqWXXuqs1PQjmjfeeMMc5tBl9sdPetHr6m3EQyfhmR/lLFmyxBzmCb1f+8SIdijjmSSo9u7dK3369JGTTz7Zud22bdv67iACuCMgqe7FF0Nx0NnmnTqFZp/rLHR956Y7Mzt3zpmJ/tJL5rXh4tdff5VWrVrleTf87LPPRvRuWMfoWL2OfX29Lb3NWO3YscP6uMg+AaMdEq++lErvJ3c49HHo49HHFY9J2W96qlev7txuvXr1ZN68eeYw+BgB8YMBAyT7/9WhSLhddFlB38OtH7NMmCDy3XfmkrSzZ88e6d27t5QqVcpZqd19992yIYbZ+3odva59O3qbett6H7HSo5tuvfVW5zb1ol8TOyD7f/8M3RpNIL09vV37a2jti95/vEdZzZ8/Xxo1auTcZrVq1WTcuHFy7Ngxcyh8joD4xfLloTPv1qoVOhNv6dKhn/VEfbqsILNm5WzBtG8vsnmzOSLwjh8/LhMnTpTf/e53zkrtyiuvlK+++socGjW9Db0t+3b1PvS+9D5jpftcdKvG/npc+6LzMHR/hH6stHr1avNqJ6Tj9Xp6fXs+h33R+9H7y73fJxabs/+22mf/jekXS+ntlixZUp544gnZtWuXORQBQUCCbvdukT/9KWdrpVy50NZKnDtF/eKbb76Rhg0bOivL008/XcaPHx/XCt6kt6W3qbdt34/ep953PPS7xYcOHSpXXHFFnhW+fdGjwi6++GK57rrr5M4775T77rvPueh/6+91uX1kmXnR29Xbj+Y7zN3oDvaB2X9T5bL/tuzbvu2222TNmjXmUAQMAUkXeihwnTo5IalZU2TaNHNUYOghp/fee2+ed8NPPvlkdk93m0MTRm9b70PvS+9T71sfQyIOf9WPnCZMmCDt2rWT8847L18MIrno9fT6ejuJ+khsWvbfUM3svyX7Pupk/43NiOSwcwQCAUknOqN9xAiRypVzQqLfG7J0qTnStw4dOirDh+uRTec7K7U/ZW+B/fzzz+bQpNH70vu071/fmev+hngPhc1Nd+b/8MMP1sdSI0eOtA6J1UuPHj2cn/X3ulzHRXKAQDSWZv/NNMv+27GfY+Xsv6kR2X9bRyI5awICg4CkI53Zrqfhtk+Vov/qtx0m4JxPhWnWrF+lZcvXpVat7lKlSmO55JLfy+eff24O84zet36EZK9kzz33XHn77bfNYb6i5wXrlv23Yu+f0X91v0qsXygFfyMg6WzZMpHmzXO2RvTUKfqlVD57F/nTT5nSufOHUq/eKOvStOlImThxevbTiH2iX6LoO/L/+Z//sd6h2yHRfRO6VeAn+jyGZ/9tVMr+G7GfR/Psv51l+jeEtEVAIPLuuyLnneeEJOPy6+THefGf9ynZsrIOyMCBc6V+/dFWOBo0GCODB38pu3Yl7qOiRNF36H/729+cd+56ehSda+GHU7tPnz49z5Fbui/lXf2bQdojIAg5dEjk+edFypeXsWfcaq2Qu3f/VDIydpojk2bx4i0yZMjX5q/zOXLkmEyZsjT7nfyrzlZHt24fyS+/xDfxzQt6ZtsbbrjBWRlXrFjROhLqsJ5NOcX89NNP0qJFC+exls/+23g++2/kkP6tAEJAYDj82zYZ3est5119o0ZjZNiwb2TPnuSvNGbPXpv9rvxD89d5fPXVemnV6j9OOP7856nyxRfrzGEpT883df75OTv6dULfp59+ag4rFDt37pS///3vztFkOjNdDw3esmWLORRpjoDA1YoV/yv33/+es6K+8cZJ8t57P8qxY4mbP2E6UUB0S+iRRz51Hs+1174qEycuyX7n7t/ZzfpOfvDgwc7p0vWiM8GjnSSYKDpTfOzYsXLaaac5j+eqq66SBXr6HMAFAcEJffLJGrnllsnOivvuu6fJ998n7p2obj306zfbunTt+qHcdNNrzn/r/gzd8nnpJZ0MOMa6f90yevbZOZKZmdjDUguTTuTTb+Szz4WlE/8ee+wxa0vAK3Pnzs0zYVG/QGry5MnmMCAPAoKwDhw4Iv/+98Lsd6PjnJD06vW5bNkS+3mfbIsWbZZRo76zLnqbehiu/jxy5ELp2XOG3HDDROc+H3jgfWvLKKj0HFRXX321sxI/9dRTZfTo0Uk9h5ROKNTvPLHvs3Tp0tK3b1/ZpyfsBMIgIIjY5s175KmnZjordA2Kruw1MCZ7zPXXT5S9e933n9hjbPZHWBqVtm3fdpbfeusU+fTT9DktxpQpU+Sss85yVuqXXXZZ9pbaF+awuGggnnnmGSsY9v389a9/lXXr/Lc/CYWHgCBquoK/665pzgpetxp27jyQZ4y9TC+6NeHGLSB6W5EEKuiSuYI3A6XfNpjoQCE9EBDERHemv/vuj9ZHTLp/YuvWvXmW5w7INdeMt+ZsmMyA/PjjNrn77tCWR6I+IvM7/YhJT4xor+z1i5n0Iyb9oqZouX1ENmbMmKR+RIZgIyCIi24d7NhRcBx0Lon+6za/wwyI0qOqtm/n83dTPDu5zZ30enju448/7ulOegQTAUFS2HFYvXq7XHnlKGnceGyBWymIjNthto0bNy7wMFs9THjQoEEpc5gwgoeAIClyx8He8d6/f97P2QlIbPQLmnJP9NPTxutEP/1CJ9t7772XshMVERwEBEmROw7r1mVZ8zf0XFW5T41CQOLjdqqRzp07WydrtH+nJz9M1VOlwP8ICJLCjINODNT/1p3jBY1BbMyTHerFTydrhH8RECSFGQedQ6Ln1dL9IbpfxG0MYqenW7/nnnuseOhMdr+dLh7+RECQFG5x0FOT6O/0nFYFjUHsPvzwQysgtWvXNhcBSUFAkBRucdi2bZ9zOhQ9dbvbGMSOgMBrBARJUVAchg//1vp9x47vFzgGsSEg8BoBQVIUFAc95Ymeit1e7jYGsSEg8BoBQVKcKA56fisCkngEBF4jIEiKE8VBz86rZ+k90RhEj4DAawQECAgCAq8RECAgCAi8RkCAgCAg8BoBAQKCgMBrBAQICAICrxEQJNzx4yJLlmyxvhzqRH79NcuanY7EICDwGgFBwk2bttI6PHfo0G/MRQ79cik9vfvtt79hLkKMCAi8RkCQcPZEwd69Z5mLHPr95zpGvy8diUFA4DUCgoQjIIWDgMBrBAQJR0AKBwGB1wgIEo6AFA4CAq8RECQcASkcBAReIyBIOAJSOD799L9Srtz5cvnlN5qLgKQgIEg4AlI4Zs1aKjVrdpEbbviHuQhICgKChCMghWPu3AzrNf3LX/5jLgKSgoAg4QhI4SAg8BoBQcIRkMJBQOA1AoKEIyCFg4DAawQECUdACgcBgdcICBJu7tB3ZMDZ98i7j/zLXOTYsmytNeaFOh3NRYgRAYHXCAgSr1+/7L+s7D+tu+4yl+RYtCg0plw5cwliREDgNQKCxCMghYKAwGsEBIlHQAoFAYHXCAgSj4AUCgICrxEQJB4BKRQEBF4jIEg8AlIoCAi8RkCQeASkUBAQeI2AIPEISKEgIPAaAUHiEZBCQUDgNQKCxCMghYKAwGsEBIk3cGAoDu3bm0tyLFsWGlOpkrkEMZo3LxSQ1q0JCLxBQJB4mzeLPPxwKBIFOX5c5J//FJk61VyCGO3ceUC6dftIpkxZai4CkoKAAABiQkAAADEhIACAmBAQAEBMCAgAICYEBMmzcqVIt24itWuLlC0rUqaMyAUXiHTtGlqGuOghu3q5/vqJsnfvIXOxxR4DJAMBQXIMGiRSrFhorofbRZcNHmxeC1Gw46CXkSMXmostBATJRECQeMOGhSJRpIhIhw4i8+eL7Nkjsm+fyIIFIh07hpbpmOHDzWsjQrkDcs014yUr64A5hIAgqQgIEmv9epGSJUNxGD/eXJpDl+kYHbthg7kUEbDj0L37p9a/Q4Z8bQ4hIEgqAoLEevrpUBhatzaX5NeqVWhs797mEkTAjsPq1dvlyitHSePGY2Xr1r2uY4BkICBIrPr1Q1GYPt1ckt9nn4XGNmxoLkEEcsfhqadmWj/37/9FgWOARCMgSCw9OaJGITPTXJLftm2hsVWqmEsQgdxxWLcuK7vdo6VBgzGSkbHTdQyQaAQEiVW8eCgKR46YS/I7fDg0Vq+DqJlx6NdvtvXfvXp9XuAYIJEICBKLLRDPmHHYvHmPNGo0xtofovtF3MYAiURAkFj2PpAZM8wl+el+Eh3boIG5BBFwi8PgwV9av3vkkU8LHAMkCgFBYvXqFYpCmzbmkvz0SC0dq0duIWpucdi2bZ9cddU46/eLF29xHQMkCgFBYmVkiJQoEQrDpEnm0hwTJ4bG6DwQnTuCqBUUh+HDv7V+37Hj+wWOARKBgCDxXnwxFAedbd6pU2j2uc5C379fZOFCkc6dc2aiv/SSeW0YNm7cJSNGzJdvv8074bKgOOg3E1577avOcnPMkSPH5JVXFsj776+So0eP5VkGRIOAIDkGDBApWjQUCbeLLtPvTkeB9u07bK3odYKgRsDer2Fzi4Nt1KjvCgzIr79mOb//61/fkvnzN+ZZDkSKgCB5li8PnXm3Vq3QmXhLlw793KVLaBlc6dfFf/jharnpptecFf29977jHFllc4uDTc/Oq2fpdRujt//qq4ut82fZyx9/fLps2LArzzggHAICpJClS7dKu3bvOit2jcgHH6y2VvqJpqc96dv3v9Zhv3pfuqXz8svzrS0fIBIEBEgBhbky12i1b58TrT/8IXnRQrAQEKAQHTp0VMaOXSRNmoQOvbU/TtId517SWHz00Wq5+ea8H5v98MNv5lDAQUCAQjJz5i/SsuXrzgpbd2gvWLDJHOYpc8e9Xvr0mZXvLL+AIiCAx3RneKdOHzgraN3Z/eabK+TYsdT5zGjTpt3Ss+cM5zHqFtKYMYusLSbARkAAj+g3Bg4cONc6a66ulPXMuS+88JXs2nXQHJoyFi7cJHfc8ZYTkhYtpsiMGb+Yw5CmCAiQZDpxb8qUpXLddTmT+x588GNrPoYf6JbR22+vkObNcw4L1i2oVau2mUORZggIkESzZy+Vv/zlP86K9/bb35AvvlhnDvMF3VJ68cWvpGHDMdZz0S0p/QKrHTv2mUORJggIkASrVq2SFi3+Iqed1lwuuuhp69QiEycukcOH/X/qkLVrs+Rvf/v4/6I4Un7/+wdlxIhXs59b8g85RmohIEACZWVlSY8ePaREiRJy0kknSYUKteTvfx8t27cH71363LkZctNNL2ZHspkUK1ZGLrjgAvnoo4/MYQgwAgIkwNGjR2XUqFFy6qmnWuHQS5MmTeS77xaZQwPlyJGjMmzYaDnllFOc533TTTfJjz/+aA5FABEQIE5z5syRunXrOivQGjVqyOuvv24OC7StW7dKx44dpWjRotZroFtg3bt3t7bIEFwEBIjR2rVrpU2bNk44ypQpI/369ZP9etr6NPX999/LNddc47wmVatWlZEjR1pbaAgeAgJEae/evdKnTx85+eSTnRVl27ZtJUO/TAuWN954Q84++2zn9bn00ktl9uzZ5jD4HAEBovDaa69J9erVnRVjvXr1ZN68eeYwiH5/2H559tlnrS0z+/Vq1aqV/Prrr+ZQ+BQBASIwf/58ady4sbMirFatmowbN06OHfP/YbnJtmHDBrnrrruc165UqVLSu3dv2bNnjzkUPkNAgBPYvHmztG/fXooUKWKt/EqWLCk9e/aUXbu8PVtuEHz11Vdy5ZVXOiH53e9+JxMnTpTjnDfetwgIUIA777wzz36Oli1bypo1a8xhiILGYvz48XL66ac7r+sZZ5whM2bMMIfCBwgI4GLnzp3OCu7CCy9kBZdgu3fvlieffFKKFStmvcaXXXaZOQQ+QEAAF9u3b3cC8ttvfKlSsnTt2tV6jfVwaPgPAQFc5A6I/ozk6NWrl/Ua33///eYi+AABAVwQEG8QEH8jIIALAuINAuJvBARwQUC8QUD8jYAALgiINwiIvxEQwAUB8QYB8TcCArggIN4gIP5GQAAXBMQbBMTfCAjggoB4g4D4GwEBXBAQbxAQfyMggAsC4g0C4m8EBHBBQLxBQPyNgAAuCIg3CIi/ERDABQHxBgHxNwICuCAg3iAg/kZAABcExBsExN8ICOCCgHiDgPgbAQFcEBBvEBB/IyCACwLiDQLibwQEcEFAvEFA/I2AAC4IiDcIiL8REMAFAfEGAfE3AgK4ICDeICD+RkAAFwTEGwTE3wgI4IKAeIOA+BsBAVwQEG8QEH8jIIALAuINAuJvBARwQUC8QUD8jYAALgiINwiIvxEQwAUB8QYB8TcCArggIN4gIP5GQAAXBMQbBMTfCAjggoB4g4D4GwEBXBAQbxAQfyMggAsC4g0C4m8EBHBBQLxBQPyNgAAuCIg3CIi/ERDABQHxBgHxNwICuCAg3iAg/kZAABcExBsExN8ICOCCgHiDgPgbAQFcEBBvEBB/IyCACwLiDQLibwQEcEFAvEFA/I2AAC4IiDcIiL8REMAFAfEGAfE3AgK4ICDeICD+RkAAFwTEGwTE3wgI4IKAeIOA+BsBAVzkDsjnn39uLkYCHDp0SJo1a2a9xjfccIO5GD5AQAAX+/fvlyJFilgrt6JFi1rvkLds2WIOQ4w++OADqVWrlhPppk2bmkPgAwQEKMDcuXOlefPmzkquQoUKMmjQIOudM2KzcuVKufHGG53XtGLFitKjRw85cOCAORQ+QECAMD777DO58MILnZXe+eefL++99545DCewY8cOefjhh6V48eLWa1isWDHp3LmzbNu2zRwKHyEgQAQOHz4sw4YNk0qVKjkh0c/tly9fbg5FLkePHpVXXnlFqlSpkufjqiVLlphD4UMEBIiCvmPu0qWL9Q5aV4b6jvqhhx6SzMxMc2jamzVrllxyySVOOM455xx58803zWHwMQICxOCHH36Q6667zlk5Vq5cWV5++WU5cuSIOTTt/PLLL/LnP//ZeW3Kli0r/fv3Zz9HABEQIA5vv/22nHvuuc7K8uKLL5aZM2eaw9LC7t27rXkdpUqVsl4LPYrtnnvukY0bN5pDERAEBIjTwYMHZcCAAVKuXDknJH/605/k559/NocG0vHjx+XVV1+VM844w3n+DRo0kG+++cYcioAhIECCbNq0Sdq1a+fMHylZsqQ8+eSTsmfPXnNoYHz99ddSv359JxwakQkTJlhRQfARECDBvv32W2nYsKG1Qi1RooL8/vd3yDvvfC9BWqdu2ZIlXbr0dcKhH1s9/fTT2bHcYw5FgBEQIAn0HfikSZOkdu3mUrNmJ6lXb5Tce+87smSJv2ezHzp0VMaMWZQdyGFy5pmtpUyZs+T222+3dpwj/RAQIIn27j0gI0bMkcaNx1oR0Uvv3rPkt9/89059xoxfpGXL153n0bLlEJk373tzGNIIAQE8sGnTbunZc4az8r366nEyevQiOXgw9Q/7Xb16u3Tq9IHz2K+/fqK89dYKOXYsQJ/JISYEBPDQd99tkjvvfMtZGbdoMUWmT0/No7V27DggAwZ8IfXrj7Yea8OGY+T//b+vZNeug+ZQpCkCAnhM37lPm7ZSmjef6ISkY8f3ZdWq1Dgv1JEjx2TyZJ0o+arz+B566GP59dcscyjSHAEBCsnu3YdkyJCvrXf2upLWd/r//OcXkpm53xzqmS+/zJDbb3/DCYf+PHduhjkMsBAQoJCtXZslDz/8ibPSbtr0VZk06QdrS8Ar69YV/mOA/xAQIEXMm+f9u/9U3AqCfxAQIIXoO/7XXvvB2gIIt//BXq5HRe3d6/4lV/YYU0H7YX78MTX2w8AfCAiQgvQIqP798x4B9cYby/KMsVf8ehk5cmGeZTa3gOzZc0juvnuas+yPf0zdI8GQ2ggIkMJyz8F44om8Z/nNHZBrrhkvWVn5T5fuFhCdk6Jh0rkoo0Z954u5KEhNBATwAT3E15x/Ycehe/dPrX91X4bJLSDqp58yXYMDRIOAAD5lx0G3Uq68cpR1upStW/Oe+beggACJQEAAn8odh6eemmn9rPtNChoDJBoBAXwqdxx0Hofu12jQYIxkZOx0HQMkGgEBfMqMQ79+s63/7tXr8wLHAIlEQACfMuOwefMeadRojLU/RPeLuI0BEomAAD7lFofBg7+0fvfII58WOAZIFAIC+JRbHLZt2ydXXTXO+v3ixVtcxwCJQkAAnyooDsOHf2v9Xk9NUtAYIBEICOBTBcVh584Dcu21rzrL3cYAiUBAAJ86URz0FCUEBMlGQACfOlEc9Oy8epbeE40B4kVAAAAxISAAgJgQEABATAgIACAmBAQAEBMCAgRIZuZ+OXToqPlrICkICBAQP/+caZ3O/dFHQ+fBApKNgAABMXduhjXn4y9/+Y+5CEgKAgIEBAGB1wgIEBAEBF4jIEBAEBB4jYAAAUFA4DUCAgQEAYHXCAgQEAQEXiMgQEAQEHiNgAABQUDgNQICBAQBgdcICBAQBAReIyBAQBAQeI2AAAFBQOA1AgIEBAGB1wgIEBAEBF4jIEBAEBB4jYAAAUFA4DUCAgQEAYHXCAgQEAQEXiMgQED8978r5IILHpebbhpkLgKSgoAAAfHZZ19IxYp1pX79P5mLgKQgIEBAfPjhh3LSSSdJ7dq1zUVAUhAQICAICLxGQICAICDwGgEBAoKAwGsEBAgIAgKvERAgIAgIvEZAgIAgIPAaAQECgoDAawQECAgCAq8RECAgCAi8RkCAgCAg8BoBAQKCgMBrBAQICAICrxEQICAICLxGQICAICDwGgEBAsIOyHnnnWcuApKCgAABsGDBArnooousgJQtW9ZcDCQFAQF8bMuWLXLfffdJ0aJFrXjov61btzaHAUlBQAAfOnTokDz//PNSvnx5Kxx6adGihfz000/mUCBpCAjgM++++661n8MOh350NX36dHMYkHQEBPCJZcuWSfPmzZ1wVKpUSYYPHy5HjhwxhwKeICBAisvMzJQHH3xQihcvboVD/+3atats377dHAp4ioAAKUq3LEaMGCGVK1d2tjqaNWsmS5cuNYcChYKAACloxowZUqdOHSccNWvWlGnTppnDgEJFQIAUsmbNGrntttuccJQrV04GDhwoBw8eNIcChY6AAClg165d8sQTT0jJkiWtcBQpUkTat28vmzdvNocCKYOAAIXo2LFjMm7cOKlWrZqz1dGoUSOZP3++ORRIOQQEKCTz5s2TevXqOeGoXr26TJo0yRwGpCwCAnhs/fr10rZtWyccJ598svTp00f27t1rDgVSGgEBPLJ//37p16+flClTxomHnrdq7dq15lDAFwgI4IGpU6dKjRo1nHDUrVtX5syZYw4DfIWAAEm0aNEiadKkiROOqlWryqhRo+To0aPmUMB3CAiQBFu3bpUOHTo4p1kvUaKE9OjRQ7KyssyhgG8RECCB9DTrL7zwglSoUMHZ6rjllltk1apV5lDA9wgIkCAffPCB1KpVywmHfjf5J598Yg4DAoOAAHFauXKl3HjjjU44KlasKEOGDJHDhw+bQ4FAISBAjHbs2CEPP/ywc5r1YsWKSadOnWTbtm3mUCCQCAgQJT2C6pVXXpEqVao4Wx1NmzaVxYsXm0OBQCMgQBRmzZoll1xyiROOc845R958801zGJAWCAgQgV9++UVuv/12Jxxly5aV/v37y4EDB8yhQNogIMAJ7N69W3r16iWlSpWywqGnWb/nnntk48aN5lAg7RAQoAA9e/aUSpUqOVsdDRo0kK+//tocBqQtAgK40C0POxynn366TJgwQY4fP24OA9IaAQFcbN++3QlIRkaGuRiAEBDAVe6A6M8A8iMggAsCAoRHQAAXBAQIj4AALggIEB4BAVwQECA8AgK4ICBAeAQEcEFAgPAICOCCgADhERDABQEBwiMggAsCAoRHQAAXBAQIj4AALggIEB4BAVwQECA8AgK4ICBAeAQEcEFAgPAICOCCgADhERDABQEBwiMggAsCAoRHQAAXe7Oj8Wh2PPSiPwPIj4AALo5lR2Nddjz0oj8DyI+AAG40GtnxsC4EBHBFQAA3BAQIi4AAbggIEBYBAdwQECAsAgK4ISBAWAQEcENAgLAICOCGgABhERDADQEBwiIggBsCAoRFQAA3BAQIi4AAbggIEBYBAdwQECAsAgK4ISBAWAQEcENAgLAICOCGgABhERDADQEBwiIggJuDB0UqVAhd9GcA+RAQoCBr14YuAFwREABATAgIACAmBAQAEBMCAgCICQEBclu5UqRbN5HatUXKlhUpU0bkggtEunYNLSuIfcjviUQyBvAR/poB26BBIsWK5azozYsuGzzYvFZIJHGIZAzgI/w1A2rYsNDKvUgRkQ4dRObPF9mzR2TfPpEFC0Q6dgwt0zHDh5vXjiwOkYwBfIS/ZmD9epGSJUMr9/HjzaU5dJmO0bEbNuRdFkkcIhkD+Ah/zcDTT4dW7K1bm0vya9UqNLZ377y/jyQOkYwBfIS/ZqB+/dCKffp0c0l+n30WGtuwYd7fRxKHSMYAPsJfM1CpUmjFnplpLslv27bQ2CpV8v7ejkMkFyAg+GsGihcPrdiPHDGX5Hf4cGisXic3MxInugABwV8zkMgtkBOJZAzgI/w1A/Y+kBkzzCX56X4SHdugQd7fRxKHSMYAPsJfM9CrV2jF3qaNuSQ/PVJLx+qRW7lFEodIxgA+wl8zkJEhUqJEaOU+aZK5NMfEiaExOg9E547kFkkcIhkD+Ah/zYB68cXQyl1nm3fqFJp9rrPQ9+8XWbhQpHPnnJnoL71kXjuyOEQyBvAR/poB24ABIkWL5qzozYsuGzjQvFZIJHGIZAzgI/w1A7ktXx46826tWqEz8ZYuHfq5S5fQsoJEEodIxgA+wl8zACAmBAQAEBMCAgCICQEBAMSEgAAAYkJAAAAxISAAgJgQEABATAgIACAmBAQAEBMCAgCICQEBAMSEgAAAYkJAAAAxISAAgJgQEABATAgIACAmBAQAEBMCAgCICQEBAMSEgAAAYkJAAAAx+f+mWcVs6FoCmwAAAABJRU5ErkJggg==)
PN: 4H54-1-2H
CAS: 942474-38-6
Molecule Weight: 323.349
Formula: C15H21N3O5
PN: 4655-1-52
CAS: 36242-50-9
Molecule Weight: 210.189
Formula: C9H10N2O4
PN: 4658-1-0P
CAS: 71254-71-2
Molecule Weight: 224.216
Formula: C10H12N2O4
TSCA: Not listed on TSCA inventory