| Product Number | 4H48-1-3R |
| Purity | 97 % |
| CAS | 115687-29-1 |
| MDL Number | MFCD06658994 |
| Molecular Formula | C12H16N2O |
| Molecular Weight | 204.273 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-1-3R
CAS: 115687-29-1
Molecule Weight: 204.273
Formula: C12H16N2O
PN: 4H48-1-0B7
CAS: 116041-19-1
Molecule Weight: 218.256
Formula: C12H14N2O2
PN: 4H15-1-0E
CAS: 1824108-30-6
Molecule Weight: 203.285
Formula: C13H17NO
![(3aR,6aS)-5-Benzyltetrahydropyrrolo[3,4-c]pyrrole-1,3(2H,3aH)-dione](data:image/png;base64,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)
PN: 4H18-1-27
CAS: 370879-53-1
Molecule Weight: 230.267
Formula: C13H14N2O2
![5-Benzyl-octahydropyrrolo[3,4-c]pyrrole-1,3-dione](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABZYAAAWWAFkfz1UAAACaHpUWHRtb2xTb3VyY2UAAHichZVtb5swEMe/ysmvF2Mb8+AopIpaTZrUbtLaSns3OcRJkQJUQPPw7XeGkASSgQCd8d3vbPz3mdnDId3CzhRlkmcR4ZQRMFmcr5JsE5H3t++TkDzMZzEGYWBWRuSjqj6njrPf72n8YVJ9yDMa5ylp/NNDmXRi9i7Ni40jGOPOn5fn15qZJFlZ6Sw2SJXJtKw7n/NYV/Us/jOEk+pil2ROE+6kxa7J9lcwezN6KFfk8i2P6FsgCutka2CdF6muYCcYxZt9g43JTKErs4LlEbtdKvHb57OXpzz+Sk1WYdNmSGK9fa2Krxg70nxr4i9Mho0fTxFJOQK6ytNFUegj2Jbt1hy0AO2ClqA90D7oAHQIWoHmDB/0cwzgGMExhGMMxyAe4NpvjR387fhpIvILHuEnPtY2rd6FyyesaKFyFQjq+ioETqUv/ctb7XNp6EoJHhVKcfBxCaQLAQ0kmpB6HA3HVfEaG4qr95P7FHzK0OQjcMThJy7loS9hwmkgeAgTRmXgKWA0CBjDiQgX54PLriRvO9uYs8V5MuVfLOaUroCJRL+vLrbtb8fiVEhPoQzOWYf5bJlnq6smJKuILDmpBfpt1qU4aUQgL1amiIiwCWzoNSC6gFX0DPB7gNsFrP7DgOwCdrcMT8m7AfzhEfwuYHfiMBB0Abtvh4GwC9hdPgyoLlDXxDBh/R3p6ho6M4u7TF/uuuZGmJ7iTY2OMD3Rm5oeYXq6N2fACOPdWYMxxr/Rho/sF97Tvz2WBpnwplBGEXWzL+8jzlUpO+3xi82bo9m5Orcd/FvN/wFI7/stuvGEdAAAN9NJREFUeF7t3Qm8VeP+x/GLIlH3IpSpTF2SsVlJF4VLRa5ZN7PM+nPRxSVjSTKrmwZDpSKUTCGJQspUhgaVoVGlURPP/3yffdfq7OdMez9nn3P22uvzfr3Wi86z9j57r73O+u611vP8nj8ZAAA8/Mn9AQAAqSBAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHjJnQBZtcqYBx4w5uijjdllF2MqVzZm552NadnSmJ49E+0AgIzJjQB5/31jdt017938qehFoTJ+vPtIAICn6AfIxInGbL11IiQaNDBm2DBjFiwwZsMGYxYuNGbECGMaNUq0a71Jk9xnAAB4iHaArF9vTO3aiXDo1MmYTZvcNRL0c7VrvTp1Eo8DAJRKtANkwIBEKNSrV3IoqP3AAxPrDxzotgIA0hTtAGnfPhEIffu6LYXr0yex/qmnui0AgDRFO0D22CMRCDNnui2FmzEjsf5ee7ktAIA0RTtAqlRJBMJvv7kthVu7NrH+ttu6LQCANBEgAAAv0Q6Q4BLWrFluS+G4hAUAGRPtAOEmOgBUmGgHCN14AaDCRDtA0hlIeP75ifW0fklhAwAoUbQDRPKXMmnY0JjhwxMlTFTKZNEiY154wZjGjRPtWk/rAwBKLfoBIiqSqGKJComiFrW/9577SACAp9wIEAnKuat8e40axlSqlPhvixbG3H+/MStXuo8AAJRC7gQIAKBcESAAAC8ECADACwECAPAS3wCZP9+Ya64xZvJktwUAkIL4Bsjttye69x5+uNsCAEhBfANk1KjNY0RSLcYIAAjlZoC89JIxzz/v/jTZunXGVKuWCJAePdxWAEAJci9Ali41ZsstE8EwdarbmuyssxLrqdQJACAtuRcgv/9uTM2aiWDo2tVtTTZiRGK9LbYwZt48txUAUIzcCxDp3DkRDHXrui3JVq82pmrVxLq9e7utAIBi5GaAjB27+Qb5l1+6rck6dEisp5pZAICU5WaAbNxozE47JYJB3XWLM3hwYj3dN9HYEABASnIzQOTCCxPBUL++25JsxQpjttkmse4TT7itAIAi5G6AjBmz+TLWd9+5rclOOimx3rHHui0AgCLkboBo2to//zkRDPfe67YmC+ZW1xwiS5a4rQCAQuRugMh55yWCoUEDtyWZxo5UrpxY96mn3FYAQCFyO0BGjkyEgsZ5zJnjtiZr3Tqx7oknui0AgELkdoCsXWvMdtslgkHT3RanT5/Eeltvbczy5W4rAMCR2wEip5+eCIZmzdyWZAsXGrPVVol1n33WbQUAOHI/QFRUMbiM9dNPbmuyli0T655yitsCAHDkfoCsWmVMlSqJYHjkEbc12cMPJ9bbdtvE4wAARcr9AJH27RPB0KqV25Lsxx8TZypad9gwtxUAkE88AuTppxOhoHscixa5rcmaNrXrLjnjDLcFAJBPPAJEvarUu0oh0rev25pkXs+eZkDeendvv71Zr15cAIBCxSNA5IQTEgHSpo3bkmTR7NmmxRZbmN3y1n1JMxsCAAoVnwDp188GyIbKlc0mjTwvxhFHHJG36p9Mx44d3SYAwP/EJkA2LV5s3qhUyTyZFwyTBw50m5PcfffdNkD+8pe/mPWqqQUAKCA2ASJ3HHOMaZAXDOe0bes2Jfnmm29sgGh57bXX3GYAgIlZgDz22GM2FLbZZhuzQvOAFOOggw6y61500UVuEwDAxCxA5s+fb7bccksbDEOGDHGbk/znP/+x69WoUcNs2rTJbQaA2ItVgEjz5s1tMJx22mluU5IvvvgivIz19ttvu80AEHuxC5AHH3zQhkLVqlXNmjVr3OYk+++/v1338ssvd5sAIPZiFyBz5841W2yxhQ2GF154wW1OcvPNN9v1atWqZX7//Xe3GQBiLXYBIo0aNbLBcM4557hNST755JPwMtaECRPcZgCItVgGSPfu3W0oVK9e3axbt85tTlK7dm277nXXXec2AUCsxTJAZs6cGZ5ZjB492m1O0qVLF7veXnvtZf744w+3GQBiK5YBIocccogNhvPPP99tSvLBBx+EYfPxxx+7zQAQW7ENkG7dutlQ2HHHHc2GDRvc5pBunu+222523RtvvNFtBoDYim2ATJs2LTyzePPNN93mJFdeeaVdb7/99nObACC2YhsgcsABB9hguPTSS92mJO+++24YNp9//rnbDACxFOsAueWWW2wo7LLLLsWWK1HbzjvvbNe97bbb3GYAiKVYB8jUqVPDM4tx48a5zUkuvvhiu169evXcJgCIpVgHiOyzzz42GK6++mq3Kcnrr78ehs3XX3/tNgNA7MQ+QG644QYbCrvvvnvSOA/NCXLVVVeZefPm2X+rp9YOO+xg173rrrvC9VCxfv31V/Ovf/2LgpdABYh9gEyaNCk8s5g4caL92W+//WaqVatmf6a6WS1atLBFGFXBVz877LDDnGdBeVqyZInp37+/OeGEE0ylSpXsZ7LVVluZn3/+2V0VQBmKfYDorGOPPfawB6Hrr7/e/kzVd4NQKWpRzyyUH83l8sQTT5hjjjkmDA13URtFL4HyE/sAkWuuucYegPbee2/z0ksvhQckXcJ67rnn7JmHyr+7ByyNZteAxOnTp7tPiQzQ5cPevXubo446KqygHCyVK1c2xx13nPnvf/9revXqFf78nnvucZ8GQBkhQPKMHz8+PACpwKL+e8QRR5j169eH62juEJV/b9iwob1c4obJX//6V3PrrbeaKVOm5HtmpGvWrFnmvvvuM02aNCmwjTUV8UknnWQGDhxoli5dmvS4008/PQwWXZYEUPYIEJMoV7LrrruGB6rtt9/efPfdd+5qIVXwVRFG1dEKbqznX3Qmoxu7wT0VFE+92nQmd+ihhxbYljrz69Chgz0TXLlypfvQ0PLly8PKydr+urkOoGwRIP+jM4vgoKVvuKlS76yxY8eaSy65xA5IdA+Aur+iS2Tvvfce1+fz0RgcDcoMqgHkXxTgmqtlxIgRJc4amd+HH34Y3h8588wz3WYAGUaAmETF3eCylA5ovhQQGpCoeyfqFuweGHWWo7Ip6nK6ceNG9+E5T5eWVJAyGHuTf9GZXKdOncyoUaNKnKOlOOpiHTynemoBKDuxDxBd+tBcHzrg6MC2YsUKdxVvCib17KpTp06BA6aqAF9wwQVmzJgxpTpgZjP1cNP9pWuvvdbsueeeBbaBztg0wv+tt94qtiJyOhTirVq1ss+/3XbbmW+//dZdBUCGxD5AgrEduvn60Ucfuc0Z8+mnn9raW/vvv3+BA6nGnJx33nnmxRdfNGvXrnUfGik6s9IZ1mWXXWZq1qxZ4L3qzEzVjXWmVlaX9H766Sez00472d93+OGH52xAAxUt1gHSt2/f8MCmnj/l5auvvjJ33HGHOfjggwscYHXTWD2KhgwZYlatWuU+NCupt5rOpHRGFRy48y86A9OZmM7IysvLL78c/n6dAQHIvNgGiMZuBGM7jj322DL7NlwSTa+rsQv5b+IHS5UqVUy7du3MoEGD7KW2bKIzpZEjR5qOHTuGXZ/zLzrT+ve//20mT57sPrTcBPO4aAzJq6++6jYDKKVYBohKlQRT2qpMu0Y5Z4O5c+eaBx54wDRv3rzAAXnrrbc2bdq0MU899ZRZvHix+9BysXr1ajN06FBzxhln2PsL7musX7++uf322+0ZVjbQ5xyc5WXT5wzkilgGSBS+meo6/mOPPWZvCLsDF/Xvv/3tb7a9rOs/6czn6aeftmdCOiNyQ6NBgwbm7rvvNjNmzHAfmhWy5UwTyEWxC5BXXnklLIsRlWvjixYtMv369TOtW7e2N/vzH8CDYo8q56EzmEzQGY7OdI4//nh75uOGhs6QevbsaebMmeM+NCv16dMnfO3lea8LyHWxCpCff54f3uRVRd0o9s5ZtmyZvSfStm3bQs8IGjVqZO699157byUdurzz+OOP2zObws54dCb06KOP2jOjKCqv3nZAnMQmQH7//Y+8g0hXs/32+9vr95rvI+rUS2vw4MHmH//4R6HFHnX9X729pk2b5j7UUrFClanXGUxhxQp1xqNihToDijoFb1mN9wHiKjYB8tRTU8xBB92RdxA5xzz77Mtuc+SpV5SKPZ577rnhXCb5l7p169pxKLoJrjOUxo0bF1hHxQpPPvlkW8pFB9xcM2HChPDs6uyzz3abAaQpFgHyxRcL8w6Y/UyDBn3NjTeOcZtzji7NqXOAij1qxLsbFPkXnbno8o6KFUZl3Elp6IwseO/PPDPMbQaQhpwPkJUr15u2bYfY8NB/V63aXKI9DjQyXMUeVYMruAGvy1U6U9EZSzrFCnPBpk2bTKtWx+SdpR1g9tvvH2bOnIrpEg3kgpwPkJtuGmvDQ2cgOhOJsyuuuMIGSMuWLd2mWPnpp4XmkEMuNfXq/ScvSF80GzbQtRfwkdMB8tJL39jw0NK//1S3OXaC8S/qaRV377wzI9w3evVi3hbAR84GyJw5y02LFv3tAeKyy0bbXlhxR4Aku+++CXb/aNiwr/nwwx/cZgAlyMkAWb9+kzn77BfsweHYY582ixatdleJJQIkmfaTM84YYfeT1q2fMb/8Eq/7QUBp5WSA3H//h+E3y/HjMzM6OxcQIAXNnr3MHHlk4kz1iivGmD84UQVSlnMBosBQcOiAoCDBZgRI4UaMmB7eD3n66c/dZgBFyKkAWbx4jb1kpQOBLmHpEgU2I0CKdsMNb9r9pmnTfmb6dLr2AqnImQDRTfLOnUfbg0Dz5v3N999n1/wZ2YAAKdqKFevM3/8+2O4/7dsPNWvWZGaKXSCX5UyAqJtucBli5Mjo17kqCwRI8aZMmW8aNfqv3YduvfUdtxmAIycC5MsvF5kmTRKlSjRwEIUjQErWt++n4ReRV1/9zm0GkE/kA0SlSYJSJSefPNiWLkHhCJCS6VLoRRe9Yveno44aYObN+9VdBcD/RD5AunZ92/6xU6qkZARIahYsWJW3jQbZ/apjx5GUOgGKEOkAGTXqu/ByQ79+U9xmOAiQ1L3zzvfhvtW79yS3GYCJeIAElxouuWQUpUpSQICk55573rf7l26sT5z4o9sMxF6kA0S9Zrp3n2CWLl3rNqEQBEh61q3baE4/fbgNEZU6YT8DkkU6QJAeAiR9M2cuNc2aPWVDZOjQr9xmINYIkBghQPyMGzfHdOv2nq10AGAzAiRGCBAAmUSAxAgBAiCTMh4gQdfHkhS3XtCma8/z569ym0PFPQcKIkAyg/0TSMjqANFy223vus2h4p4DBREgmcH+CSRkdYDoG5764M+YsdRdxSruOVAQAZIZ7J9AQlYHSK9eE+1/r776NXcVq7jnQEEESGawfwIJWR0gv/76m2nZcqD9fw0adBX3HCiIAMkM9k8gIasDRIJ5Pjp1eslZq/jnQEEESGawfwIJWR8gv/220Rx//LP23ypwV9R6KBkBkhml3T9//nllmS0//bTc/PDDQjN37jwzZ86cjC3Tp0933wZQdgGS6lIYt+3FF7+2/+7QYZjZtGlzaW13PRSPAMkMd79LZ/9U7Tb3byCTS716t5uaNY83lStXt591Jpf69esnvRcgEgGiP8pTT33e/kx/rEWth+IRIJnh7nfp7J933TW+wN9AJpeyDBAtEydOTHo/iLcyC5CSFLdeYW1vvz3b/uyEE561lw2KWg9FI0Ayo7D9LtX9U9MOuJedMrmUxSWsGTNmmNq1a9t9p3HjxuaPP/5Iek+Ir8gEiOhGpX6uG5dS1HooHAGSGUXtd7m8f7788svhWcigQYPcZsRUpALk009/tj8/+uiBtgtlUeuhcARIZhS13+X6/nncccfZ/adWrVpm1aqiS7ggPiIVIKJBW2p78MFJxa6HggiQzChuv8vl/XPatGmmUqVKdh/q2rWr24wYilyAqGyEykcEk/wUtR4KIkAyo7j9Ltf3z2Af2mabbczs2bPdZsRM5AJEVMAuWKe49ZCMAMmMkva7XN4/ly5danbccUe7H5166qluM2ImkgGi3iZNm/YrcT0kI0Ayo6T9Ltf3z0cffTS8of7OO++4zYiRjAcIshcBgkzYuHGjOeigg+y+dPDBB5tNmza5qyAmCJAYIUCQKWPHjg3PQp544gm3GTFBgMQIAeJn4sQfzb33TjBLl651m2KtXbt2dn+qUaOGWbZsmduMGCBAYoQASd+cOctNixb97b2MoUO/cptjbebMmbY3lvapa665xm1GDEQ6QL76apHtb69BWygZAZKe9es3mbPPfsGGxzHHPG0WL17jrhJ7N954o92nKleuTMXeGIp0gFx00Sv2j/vKK8cYyvOUjABJT8+eH9r9q2HDvmb8+LluM/KsXLnS1KxZ0+5Xxx9/vNuMHBfpAAnKaGt5+unP3WY4CJDUvf/+PBsc2rd69PjAbUY+AwYMCG+ojx492m1GDot0gMj1179p/8jV73769MVuM/IhQFKjS1XHHfe03a/OOmuEvZSFov3+++9526qB3bf233//vO213l0FOSryAbJixTpz4onP2T/2U04Zatas2eCugv8hQEqmcuudO4+2+1Pz5v3N998vd1dBIT744AOzxRZb2P2rZ8+ebjNyVOQDRKZMmW/rD+mPXmUkUDgCpGQDBnwWXhYdOfIbtxnFOPvss+3+Vb16dbNo0SK3GTkoJwJE+vSZHP7hjxkzw22GIUBK8uWXi0yTJokSJDfeONZtRgl++OEHU7VqVbuPXXzxxW4zclDOBIguPVx4YaJX1lFHDcjbmVe4q8QeAVK0VavWm7Zth9j95+STB5uVK7mO76Nbt252H9tyyy3NlClT3GbkmJwJEFmwYFXewXGQPQh07DjSbNjwu7tKrBEgReva9W273zRu3M98/vkCtxkpWrt2rdlrr73sfnbUUUe5zcgxORUg8s4734eXsh56aJLbHGsESOFeeeXbcJ/p149vzaX1/PPPh9169f/IXTkXIHLPPe/bg4FurE+a9KPbHFsESEFz5y63lzy1v1xyySh7KRSlp7MP7Ws6G9FZCXJTTgbIunUbzemnD7cHhTZtnqUI3v8QIMk0vuOcc160+4kufS5atNpdBZ50/0P3QbS/3XHHHW4zckROBojMnLk0nFZU81RT6oQAcfXqNTG8dDVu3By3GaWknlja39QzSz20kHtyNkBk2LBp4QHi2We/cJtjhwDZ7IMPNpcq6d59gtuMDNBYEI0J0T6nMSLIPTkdINKlyxv2IKFSJ19/vcRtjpUgQFq1auU2xcqSJWtM69bP2P3ijDMoVVKWNCpd+5xGqWu0OnJLzgeISr0HpU5OPfX5WJY6mTBhgvm///s/U6VKlbCP/kUXXWTeeOON2NUt0k3yyy9/1e4PRx7Z38yezURIZUn7l+pjab9TvSzVzULuyPkAkU8//dn2yKpf/568A+l/3eacozmq3333XXPFFVeY3XbbLexSWdjy5z//2fzzn/80L7/8svntt9yfV+XRR4eb/fa72hx22MO2mjPKnir0Bvtb//793WZEWCwCRB566E2z++6nmOrV65nnnhvsNkfehg0b7BmFzix23nnnAkGh7pTXXXed6d27t/nPf/5j6tWrV2Cd7bbbzpx11llm2LBhZvXq3OuR9PHHH5tq1fY0NWq0MJ07P+I2owxprhDtY5o7RHOIIDfEJkA2btxk/va3U+xOrBt7s2bNcleJHJ0xvPLKK6ZTp07mL3/5S4FA2Hfffc1NN91kPvroI/eh1rfffmvuuusuc/jhhxd47LbbbmtOPfVU88wzz5gVK6JfFkbvQdtD761Onbpm+fLov6co+frrr+2shdr+msUQuSE2ASJz584ND7SNGze239qjZs2aNWb48OG2V8v2229f4MB/4IEHmttuu818/nl6E2x9//33pkePHqZp06YFnlPzXp944ol24qBffvnFfWgknHPOOfa9bLXVVvaeEMqf5k0P9ifNp47oi1WAiA6+wYExKt+E9O352WeftWcEOjNwD/CHHXaYufPOO80332Sm/Lj67D/88MOmZcuW4WCwYKlUqZI59thjzZNPPmkWLIhGzahBgwaFr59BbRVn2bJlpkaNGvZzaNeunduMCIpdgEgwwEkHx7feesttzgr6pq9v/H//+9/tNzY3NHSm0L17dzN79mz3oRmlkOjTp48NDYVH/teg7aeQeeihh7J2oNiMGTPCMzWV11AHA1ScJ554Itx/svVvD6mLZYDoMpAu9WgnrlWrVtZMfrNw4cKsPlinEmq6DFbWoZYqdSENplrdYYcdKmy7YTMF+MEHH2w/k4MOOshs3LjRXQUREssAEd0jCMZF6ID4RwXVOvnxxx8jebmovC+r+dDYl+D1jBw50m1GBXnnnXfCz+XRRx91mxEhsQ0QeeSRR8Id+cEHH3Sby0xww7pZs2YFDrxbb721vWGt/vJRuWGtMzp1/c30jf3SeP3118M5ujt37uw2o4Lpi4c+mx133NEsXbrUbUZExDpApG3btnZH1iWZspxBraQus6ecckpOdJkNuhZrcKJP1+JM0Nnarrvuan+fLpNQTjz76EtUcBlUJXYQTbEPkCVLloSjtevWrWtWrVrlruJN37jjOmhPUh3c+P7772fsEqKep02bNmEwf/XVV+4qyBJdu3a1n5Mu1fI5RVPsA0R0TTa4/3DooYe6zWnRaOebb745HLSWf4lb2ZD8Siqvos4MutSkz6I0PaXuv//+8DnV4wfZS1/Wgn3huOOOc5sRAQTI/wS9dbQMGTLEbS6SvvHqG3SXLl3CuaDzL+r3HtfChcXRYD5ts9q1axe6zS688EJ7HyOdbfbJJ5/Ye0h6Dl0SRPbLP0ZHX6wQLQSIUYXW35O+FetMobiuqMG36csvv9x+c3YPgPqZ2rROab5Nx4UO/Lqcsd9++xXYlvosOnbsaF566aViz9pUXyl4/B577MGN2YjQFzBVhdDnprP2dL4woOIRIEaTC30QHrCCXkRNmjRJKnWiHVtnEc2bNw+/5eZfdPahb9SZvJ4fR1988YW5/fbb7c1vdxvrvtGZZ55pnn/++QL3jc477zy7jkqVjB8/PqkN2W3SpElhjzkNjkV0ECBGk051CUNg6NCh4QHrhhtusKfVum+hb8LuAU3fmHS/Q/c9kHnfffed7bl2xBFHFNj2+XuuafBl8HN1WkD0BF8AqlWrlnVjnlA0AiRPcB1ePYJE19/dA5a7qKsqyo+6feoGeWFjZ4JFZ4dcMoymn376KTz7v+CCC9xmZKnYB4iuvwcHoKBKqy6P5B8Qp7Eb+ibcoUMH+2+VYkDF0eh9DQI9+uijw0sf6kU3b948d1VEiP7Ggs9y8uTJbjOyUOwDRJegtNPqxnf+6TYVLOpWqnkMRDV7dtppJ7suFV2zhy536MxRN9kRbeokUadOHfs3duSRR3IvMQJiHyDBfM3qNVWcsWPHhmckDHoCysaIESPCv7O9997btGrVKueWhg0b2vutgwdHf2bUWAeIevwEO+vbb7/tNifR2YjW02h1AGVDZx2F9XLMxUUdc6I4qV1+sQ4Q9djRB6mBa8WVldalraC2ksYrACgb+QcWanzI+eefn3OLiqUG77E8i7iWhVgHSDDWQCPFi6NxBcEH/umnn7rNADIgTqVNNJ5J71MFRxcvXuw2R0ZsA0TzVASh8Nprr7nNSYK5nHVNFkDZyF9ccdq0aW5zTlGPwWAenUsvvdRtjozYBsjdd98dfgMornyCrsmqNIbWvf76691mABmg0kFxK+8eXEJX9YTPPvvMbY6E2AZIMLpZdZaKozILwZnKxIkT3WYAGRDHCaY0Eduee+5p37fGNEVRLANE33aCAWgljR/417/+Zdfbfffd6ZcOlIE4T3Gryt/Bex8+fLjbnPViGSA9e/a0H5hGm5c0W90+++xj17366qvdJgClpNIzquygvzF1aimuN2Qu0pdSleDR+9cgyuIqTmejWAZI06ZN7Qd2xhlnuE1Jpk6dGn47GDdunNsMoJQ06VfwN/bWW2+5zbGgsi3BhHYq5xIlsQsQ1VEKLl9pOtni3HLLLXa9XXbZhSJ9QIYtW7bMjsHS31i7du3c5lhRAUltB01ZoMKSURG7AHn44YftB6UudCXNf37AAQfYdaPczQ7IVkH3ePW+mjlzpttcJjRFwOjRo02vXr1sTTtN5ZB/kJ/+rZ+rXetp/fKgmm4qZa/tce6557rNWSt2AaLeDvqQSpryVP3Qg1PrN998020GUArTp083lStXtn9fN954o9ucEaqqrWmR1RFGU1YHvy/dRY/T4/U8ej53MrNM6dGjh/19ukISlR6fsQqQhQsX2j7X+pA0EVFxunXrZtdTt8Ko16sBss3xxx9v/75q1qxppyPOlHXr1tmCjG3bti02MPR7Dz300LDAoc4+gv/Xz9XuPiZ/oOj59Xv0+zJF49GCaZlVxiUKvT5jFSBD+/QxW+d9OCrWtnz5crc5ySGHHGI/SO1YADJHl4aCg/GAAQPcZi8//PCD7Sm5ww47FDjgq+L2ZZddZr806ob1ihUr3IcXSutpfT1Ojw8qd+df9Pv0e/X7M0EzoAbPrbpg2S5WAfJ869amc94Hc+uJJ7pNSXQ9NvgQtbMDyAx9yw4OxLoslH8OHh/6W1UtO7eCr2aufPLJJ22nmUzS8+l53Zkx9fv1OjJxL0d1wPScmqOopPu0FS0+AbJ0qVmSd+o5Oe+D+f6pp9zWJN27d7cfYPXq1TN6igrEXTAGS9f5P/jgA7c5ZTqw6p5E/stUKo+uCeIycRBPhX6Pfp9+b/Aa9Hr0ukpz4Nf9V9UD0/Pp+bNZfAJEp8p5H0jeJ2PMkiVua5KjGzWyH97ZZ5/tNgHwtGjRIvulrLR/Wy+++GJYAkSLugKrtt2vv/7qrlou9Hv1+4MuyVr0+vQ6fV111VX2edRDTZUzslV8AuSkkxIBcuyxbkuSlXPnmi55345OyVv37RdecJsBeLr44ovtQbFq1ape9wxUOyoYL6FF39KvvfbalO9plDW9Dr2e4OxBi16vXne6VA8smEJbdcKyVTwCRDtYXpLbAHniCbc1yYYHHzRf5a03Jm8n3+jxwQMoaMqUKeFoa/VwTJe6/Qbz92hp0qRJ1law1evS6wteq163Xn+6VBcseA7VC8tG8QgQzT2s8Mjbgc38+W5rsubNE+uedprbAsDTUUcdZQ+Emgu8pPpzrjfeeMPWrdPjFUK6L5DtNbP0+vQ6g9DU69f7SIeeo379+vbxqheWjdUw4hEgHTokQqFFC7clmcJFIaN1hwxxWwF4eP7558Nv0vr/dAzO+/IX3CjXPQYN5IsSvd7g3ojeh95POsaOHRtuu8cff9xtrnC5HyAaNVq1aiIUevd2W5PpA9J6utyVJddVgSjT2YbOOnQA1FlIOnTADL7BazbQGTNmuKtEgl63Xn9wBpVuELRv3z4MUNUPyya5HyAjRiRCYYstNI+k25rsmGMS6558stsCwIPqSgUHTt0HSZW+qQfhoUG980u69Jzl9PqDwcl6X+mcicyaNSucrVH1w7JJ7gfIWWclQqFxY7clmSa2VxdfrTtwoNsKIE3qaaUeVzrwqQdWqnSvIBgYqINuSVUjokLvIwgRvb907omoXlhwGcznhnxZye0A0SDAatUSodCjh9uarF+/xHp5H5AGHQIoHY310EFPYz80BiQVOjgGN8x12SfqZx4uvZ/gcpbeZ6phoHphQX2uNm3auM0VJrcDZNSoRChoyTsNLNYJJyTWy6IPB4gqjTIP5t3R6PNUaLxE0FVX1/ujes+jJHpfwY11vd9Ux4mobpgeo2WUjm1ZILcDpFOnRCgceqjbkkynyHmnlHbdvn3dVgBpUH0r1bnSgU51r1T/KhXBIEHdI4hab6t06f0F93j0vlOh7dqwYcO0t2tZyt0AUQn2HXZIhMKdd7qtyVTaXetttZXqLbitANLQv3//8JtyqsVIVfYjeEy213/KFL3P4D2nWvbkww8/TPvMrizlboDoBpVCQUtJ1xnbt0+sd/TRbguANOS/Vq85P1KhwoNBbSuN4M72QYKZovcZjFjX+0+1AGP+e0ua46gi5W6AXHJJIhQOPNBtSaYPrUqVxLqPPOK2AkiDT28hVa/VY1RDKlvLk5QVvd+gdpa2QyrUu01zp+sxKiFfkXIzQDTkf5ddEqFw661uazKNjNV6GicSocnsgWyj8ubpjlfQY4KR5ipEGEd630HoplqKPpgxNd3xNZmWmwEybtzmy1clfaM5/fTEes2auS0A0tCuXTt7UEtnxLS+QQePyZaquuVN7zvolZXqGYVG+NeuXds+Jt0R/pmUmwFy1VWJUNh3X7clmYq6bb99Yt0HHnBbAaTorbfesgczLU+UUPE6oEsxwYBBzacRZ3r/2g7aHqmWui9NjbFMyb0A0UT0u+2WCIWSrimOHLn58tX337utAFKgm8HB+I10qsbqMpceoxn9KmoyqGyh9x/MbJjq5T8pTZXjTMi9ANGNO4WClo8+cluTnXdeYr0GDdwWACnymbdCU0XvsMMO9jFx6bZbkqBbr7ZLqlNpT506NRxPorpj5S33AkQbXtNlXnaZ25JMg3DyEt8GyD33uK0AUqCZ83bccUd7AEtn5rwRI0bYx2hMQ66OOE+XtkMwxkPbJ1WlnemxNHIvQFI1ZszmM5Vvv3VbAaTgyiuvtAcv9b76Po3LwG3btrWPa0bnlSTaHtou2j6pUp2x4PJXaeaa9xHfAAlutNev77YASMFXX30VjmHo2rWr21wkDZgLbp4/+eSTbnOsaXtou2j7pDqwUB544IHwjE51yMpLfAPkpZeM2WcfY4YOdVsApOC4446zB63ddtstrYPda6+9Zh+n5ccff3SbY03bI9g22k6pUl2sunXr2sepDpnqZpWH+AYIAG8vv/xyeKAbNGiQ21ysYOS5CgKiIG0XbZ9UR6YHVHcs+ExUj6w8ECAA0qJvu/vuu689UDVu3Nj8oa7zaQgq9V5WUkeXmNJ2Cc4k0qX6Y3rsrrvuauuSlTUCBEBaunfvbg9Sut4+adIkt7lYGiMS3P94RlWwUYC2i7aPtlOqY2oCX3/9dVgaRnXJylruBIiuwWo0uSrqqg6WZhbceWdjWrY0RmWP07hGC6BwCxYsMNWqVbMHqPM0jipNqvUUXGb55JNP3Gbk0XYJtlGqtbHyC2prqWecz+PTkRsB8v77Ju+cbXO33MIWhcr48e4jAaQhmPRJ07H+5FF89NVXX7WP19lLXGtflUTbJRgPou2VLtUhC2prqT5ZWYp+gEycuHk2QV0zHDZMX5MSE0qpVr4G5DRqlGjXemmecgNImDx5cjjq+a677nKbU9K7d2/7+Fq1arlNyEfbR9tJ28uH6pEFZzGqU1ZWoh0gGk1eu3YiHDR9bVHXC/XzYHrbOnUSjwOQMt0oP/LII+0BqU7e39Bvv/3mrpKS2267zT7HYYcd5jYhH20fbSdtLx+6d3LIIYfY51CdsrKapCvaATJgQCIU6tUrORTUrsmltP7AgW4rgGIMHjw4/EabTpkN13XXXWefoyJLkEdBUCRR28vXu+++G35mj5TRZHnRDpBgKtq+fd2WwvXpk1g/jZo9QNytWbMmnKb26FJO+xzM/3HiiSe6TchH20fbKdX5QYrSoUMH+zwqdaKSJ5kW7QDZY49EIKTa00BF27T+Xnu5LQCKEMzBrRu7n3/+uducluC5TjvtNLcJ+Wj7aDuVtraV6pNttdVW9rlat27tNpdatAMkmMs81euxqpev9bfd1m0BUIQuXbqEl0Jef/11tzktnIGkJlNnIB999FHYo+vcc891m0uNAAFQLNVVCm7qHnjggWaDejh64h5IajJxD0QdH5o2bWqfZ5999kl5jpF0RDtAgktYs2a5LYXjEhbg5b333gvPQh566CG3OWX0wkpNaXthSTCiXctIzb5aBqIdINxEB8rN6aefbg9GmjFvyZIlbnNKGAeSmtKOA1m9erXZfffd7XMcc8wxbnPGRDtA6MYLlJs5c+aYbbfd1h6UOnfu7DanhJHoJSvtSHS55ZZb7ON1A/3LL790mzMm2gGSzkDC889PrKf1SwobAIW69dZbwwPTF1984TaXiFpYJSttLSwFfZUqVezjL7/8crc5o6IdIJK/lEnDhsYMH54oYaIbfer3/MILxjRunGjXelofgBddGtljjz3swalVq1Zuc4moxluy0lTjlaALsC41/vLLL25zRkU/QERFElUsUSFR1KL2995zHwkgTc8991z4DfnFF190m0vEfCDFK818IOPGjQs/m4cffthtzrjcCBAJyrmrfHuNGsZUqpT4b4sWxtx/vzHlMLkKEAfqHtqsWTN7kNp7773TrovFjITF852RUGcrhx56qH1svXr1yqz+VX65EyAAys3HH38cVua955573OZiMSd60XznRJc+ffqEj33jjTfc5jJBgADw0qlTJ3uw0twgP//8s9tcpFWrVoX3QZ588km3Oda0PbRdtH20nVK1fPlys/POO9vHnnzyyW5zmSFAAHiZP39+ODthx44d3eZitW3b1j5Ol8KwWXBpUNsnHcEIfwXPDA2YLicECABv9913nz1w6XKW6i6lSiXh9TiNdyjPA14203YIxn+kUzL/m2++CedBv+GGG9zmMkWAAPCm+kqqs6SDV5MmTewN9lTocepmqsfdfPPNbnMsaTtoe2i7pFO3Kii8uOuuu5b74EwCBECpqM6SDmBa0hnbcc0119jHaK6KX3/91W2OFb1/bQdtD22XVI0ZMybc9k899ZTbXOYIEAClpnpLOoip/lKqN39/+OGH8Gb63Xff7TbHit6/toO2h7ZLKlQV+a9//at93BFHHGGrJpc3AgRAqaneUqVKlezB7N///rfbXKRgfpAaNWqU++WXbKH3rfev7ZDO/B+9evWyj9F9k/fff99tLhcECICMuOKKK+wBTXWYNBNeKlTrKbgBfO2117rNsaD3rfev7ZBq7avFixeHl7zOPPNMt7ncECAAMkJ1l4Ib4+lMWRuMTNcZzGeffeY25zS93+DMLZ2R55deeql9TNWqVc28efPc5nJDgADIGNVf0oFNi+oypUL3TPbcc0/7GPXkKo8SHNlA71PvV+9b7z/Ve0cKnWCe89tvv91tLlcECICM0UFRdZh0cFNdplSryaooYxA8cenWG3Tb1ZJOUcqWLVuGobNmzRq3uVwRIAAy6s033wwPjOmUKrngggvsYzQo8fXXX3ebc4reX1BLTO87VcOHDw+37ZAhQ9zmckeAAMi4oFSJ6jOpTlMq9G36oIMOso9Tr6RcHaGu9xX0utL7TfUsYu3ataZOnTr2cc2bN3ebKwQBAiDjdJAMxnioTlOqpk+fbosz6nEqFa96W7lE70fvS+9P71PvN1V33XVXeIb26aefus0VggABUCZUl0kHPHVPVb2mVKkUeRA+hxxySMpnMNlO70PvR+9L7y+dkusq877ddtvZx1544YVuc4UhQACUCQ2QU30mHfROOOEEt7lYgwcPDu8R6KAb9TMRvf4gPPS+9P7Sce6559rHVq9e3SxYsMBtrjAECIAyo/pMOvBpefXVV93mYj3++ONhiOiyT1Tvieh1B5et9H70vtIxceLEsEpvjx493OYKRYAAKDOqz6Q6TTr4qW6T6jelQ9/Ug5HquvEctd5Zer3BDXO9j3TPPFTduFGjRvbx++23n1m/fr27SoUiQACUqQkTJoTfoFW/KV26VxDcWNc3eI2fyPbBhnp9ep3BGZRefzr3PAIDBw4Mz+BeeeUVt7nCESAAypzqNekgqPpNquOULvVWCrr4atEI7mwte6LXFYww16LXnU5vq8DKlStNrVq17HO0bt3abc4KBAiAMqd6TarbpIPhJZdc4janROMlgsGGWlRDSoUIs6WKr16HXk9Q20qLXm+q4zxcwUh1Pd+0adPc5qxAgAAoF6rbFFyGKs3Zg8p+BLWztOgeg+bTqKhJqfR79fuDex1a9PrSKU/imj17ttlmm23sc1111VVuc9YgQACUC30TDw78qudUGio8qOq1wQ12Lbo8pm/tqZZELy39Hv2+oKy6Fr0eva5UCyMW5ZRTTrHPt9NOO5mlS5e6zVmDAAFQblS/KTjYqq5TaekgrkmYgoGHwdKsWTNbh0sD8DJJz6fn1fPn/336/XodmQivt99+O3zexx57zG3OKgQIgHKlOk46ONauXdvWd8oETQN79dVXh/OR5F/2339/c9lll9n52idPnpzyPROtp/X1OD1ez+M+t36ffm+q09CWRNWLDz74YPvc9evXz/reZgQIgHKlOk5B99Y777zTbS6VdevWmREjRthijvkvb7lLzZo1bbn5Vq1a2eX8888P/18/V7v7mGDR8+r59Xv0+zJJgwyD3zN27Fi3OesQIADKneo56SCp+k6ZvswUWL16tR3Ip3sSDRo0KDZQilv0OD1ez6Pn0/OWhWXLltl7Hvqd7du3d5uzEgECoNwtXLjQ1nXSwVJ1nsrLd999Z0aPHm0HNN5xxx2mS5cu9uwjWPRv/VztWk/rlxddCtP2UO+rWbNmuc1ZiQABUCHuv/9+e8DUKPUPP/zQbY4VDTQMxo/cdNNNbnPWIkAAVAjVdVJ9Jx00Ve9JdZ/iqk2bNnY76N6LRqBHBQECoMKovlNwr0F1n+Jo1KhR4TYYMGCA25zVCBAAFUp1nnTwVN2nKH37zgSdhQXdgxs2bBi5szACBECFUp2n4Pq/RnbHSdTvAxEgACpc/h5IqgMVB/l7op1zzjlucyQQIAAqnOo9BWMgVAcqDlT6RO+3LMfClDUCBEBWUN2n4Gay6kHlsvyj8bt16+Y2RwYBAiArqA6U6j/poKr/6t+5qkWLFvZ9ZrIeWEUgQABkjfyVaOvWrRvWp8qlJf/MisOGDXM3QaQQIACyioIjOMDm8qJuy1FHgADIKjNmzDDt2rUz1113na1LlWvL9ddfb6v5Tp061X3rkUOAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPDy/7cFkz7AYTbOAAAAAElFTkSuQmCC)
PN: 4H48-1-MG
CAS: 848591-86-6
Molecule Weight: 230.267
Formula: C13H14N2O2
PN: 3H30-1-H2
CAS: 93138-61-5
Molecule Weight: 190.29
Formula: C12H18N2
PN: 3H30-1-SJ
CAS: 229323-07-3
Molecule Weight: 190.29
Formula: C12H18N2
![8-Benzyl-2,8-diazaspiro[4.5]decan-1-one](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABT6AAAU+gE4gZadAAACZ3pUWHRtb2xTb3VyY2UAAHichZVtb5swEMe/ysmvFz/xHIVUUatJk9pNWltp7yYHnBQpQAXk6dvvDCQFkkEAnTn/f8b2nS+Lh1O6g4MuyiTPQiIoJ6CzKI+TbBuS97fvM588LBcRilCYlSH5qKrPOWPH45FGHzpVpzyjUZ6Spn9+KpOe5mjRvNgyyblgf16eX2tmlmRlpbJII1Um87J2PueRqupZ/OcTLFXFIclYI2dpcWhG+yu5uTk9lTH5Wssj9q0QhU2y07DJi1RVcJCc4s2/wVZnulCVjmF9RrdFbVz7cvHylEf7VGcVNs0ISaR2r1Wxj9CR5jsd7XEwbPx4CkkqEFBVnq6KQp3BtIxbCVASlAXKBuWAckF5oHxQASjB8cF+gQKBCoESgRqBIoEq4eP+77SZwNv5U4fkFzzCT3wuV7fdXriJ0oQusLkDgtqu7QIuEX8wa23rldRyAx8sKiw0NnU9NA61bTQuDXw0HvUcNAGVARqBvPv12na20pZvRiNwxknM2lngd22Udr7v2Ggk5QK9nHpe/Sa45V1M62wNgo6L3qsV1A88G2YWlRZu4tVe/H09xoVdA7NcrPMs7jQhiUOyFqSO2G+9KWUbNAJ5EesiJNIMYKRdQPYBE+IrIO4BVh8wCTEO2H3ApM844PQBk2zjgHuzhgnA6wMml8cBvw+YzB8Hgj5gzsk4IHifqI/VBDIMdn0MJ5hBvJtje2VWd5lByJtjPsEMot6UhQlmEPimjEwwg9g3ZWeC8e7swRTj34ZnImfEIAculXCMkfwmM+8jrHP62aWEY/OmvLNO7Wf4j7f8B9YuDb4o1nQFAAAzV0lEQVR4Xu3dCbxV4/7H8XtNcRWS4VKZZ8pYGZLQdc1EUlQoJIRQxkvIkIQyZSgNqMhQhnCRlBRpUFGGUqGIFKKiu/7n+5z/2p3zdM5p79/Zw1p7f96v135V57fW6ax99l7fvdYz/S0AAMDgb/4XAABIBgECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgMCkVatWwd/+9re8e2ywwQbBzz//7B8ugDIQIEjZwoULgw033HCNk2++PK655hr/kAGUgQBBytq2betOtLVr1w5mzpwZzJkzJy8et9xyizsuhePs2bP9wwbgIUDSaOrUqcHNN98cbLXVVu5EdOedd/qbxN7EiRODddZZxx3fsGHD/HKs/fXXX8E+++zjju20007zywA8BEglffjhh8F1110X7LLLLmvcCqlWrVowb948f5dYO+yww9yxNW7c2C/lhbfeeivx+3vnnXf8MoASCBCDMWPGBJ06dQq23377NUKjQYMG7laIbu/o34cffrj7ZJsPnnnmGXdM6667rrvaylennnqqO866devmze8OyAQCJAk6iejT6MUXXxxsu+22pQLj73//uwuJ+++/v9TVxvjx44P111/fbdO1a9cS3y2eli1blgjFiy66yC/nlS+//DKoUqWKO9ZHHnnELwP4fwRIOVauXBm8/vrrQbt27YItt9yyVGist956wVFHHeVOLgsWLPB3TVAbSPiJXVctcaa2HR1L9erVg0WLFvnlvKOeWDreLbbYgm69QDkIkBL++OOPYPjw4UGbNm2CzTbbrFRoaHzAcccdF/Tt2zf48ccf/V3LtGrVquDoo492+2+33XbB4sWL/U1iYe7cucE//vEPdxz33XefX85Lv/zyS7DNNtu4Y7788sv9MoCAAHG3ZoYOHRq0bNkyqFq1aqnQ2Gijjdz98IEDBwZLly71d03Kd999l7iCiWvPnjPPPNP9/Hvuuae7MisUTz75pDtu3Yr87LPP/DJQ8AoyQBQGgwYNCpo2bepComRobLzxxkGLFi2CIUOGBL/99pu/q8krr7zi2kr0/fv06eOXI+29995L/OwjR470y3ntf//7X1CvXj137Mcee6xfBgpewQSIbjv169cvOP744xMNpOFj0003dbetXnrpJXcbKxN0GyS8qpkxY4ZfjiTdgjvggAPcz33CCSf45YLw/vvvJwJUHwQArJbXAaIGbn3iVzuEGr5LhoYaRzWiWp+qV6xY4e+adsuXLw/2228/93/XqVMnY0GVTk888YT7edX+M2vWLL9cMM466yz3POy2224FdQsPWJu8CxB1pe3Vq1fQqFGjxIjp8KFG0Q4dOgRvv/12Tvr3a9oP3SLTz6IuwVGm23xbb721+1mvvPJKv1xQ5s+fn/i93XPPPX4ZKFh5ESCat6h79+7BwQcfXCow9FDvpyuuuMLdy9c97VxTL67wZ9Mts6i6+uqr3c+oaVmWLFnilwvOrbfe6p4P3e78/vvv/TJQkGIbIPo0f9tttwX777//GqGx8847B9dee20wYcIEf7dICHs11ahRw326jZrPP//c3bbSz/jYY4/55YL0+++/J2YeuOCCC/wyUJBiFSBTpkwJbrrppmCvvfZaIzTUxVQ1bRN1+kS/ww47uJ/7iCOOcI3VUXLSSSe5n01tNlH72XJJ3b31vOjW6KRJk/wyUHAiHyC6itDVhK4q/NDQ1YeuQuLYR3/cuHGJhn3dHomKN954I/H8jh492i8XPLWt6bnRn0Chi1yAqJ1C7RVqt1D7hR8aaudQe8dXX33l7xo7t99+uzsmBcnYsWP9ctb9+eefiau7M844wy+jyOTJk4t+X1WCatV2C4YPJ2BR2CIVIP/5z38S997Dh24X6NOeelbl29Touj105JFHuuPU/fVcz7mk51g/i8aqfP31134Z/+/KK+8u+n21CZo0uS9YvvxPvwwUjEgFyK677poIDY3d0BiOiiYrzAfffvutG5Oi427WrJlfzhoNtNREifo5FOQo348//lr0oaZvcOCBjwaPP/6xXwYKRqQC5OSTT3YnsM6dO/ulvDZixIjEaOdc9XrSuBT9/7Vq1UrbFC75bNCgqS5AGjbsG3z/Pc8XClOkAuT00093JzH1pio0HTt2dMeuWW8//fRTv5xRn3zySaJB/+mnn/bLKMOff64KmjYd4kLkhhve9stAQSBAIkJTney7777u+LUSXjanOtHaJvp/Dz300EgMtoyLMWPmugA56KBHg6lTF/plIO8RIBGiK49w3Y1LL73UL2fECy+8kGh30vruSE3Hjq+5EGnd+oWA7EWhIUAi5vHHH3fPgdpE1DaSSbrq2Wmnndz/d+655/plJGHOnJ+DBg0edyEyYkThTjiJwkSARJDGYOh5UO+sb775xi+nTbjkbrVq1dzCV7C55573XYAcc8ygYNkyZutF4SBAIkjjQcJ5lzROJBPTiSgwFBz6P+666y6/jBT88suK4OijB7gQ6d07mvOvAZlAgESUFjIKe0Z169bNL1faOeec4763pojRrSxUzrBhM1yAHHLIE8H8+bblj4G4IUAiTPN86flQkGjurHTR/GLhWikvvviiX4bBqlX/C1q0eM6FyFVXveGXgbxEgESYbl01btzYPSeavTcd63Kom+4hhxzivqdG+yN9Jk781gWIHhMmZK7tCogKAiTi1IiudUP0vDRv3twvp2zQoEGJq5pp06b5ZVRS585vugBp3vy54K+/0t92BUQJARIDWrlQz4seWqfcSlOUaKoSfZ9LLrnELyMNvv32F9cOohAZOnS6XwbyCgESEzrh67nR2tzW9U9uvPFG9z0233xzN3kiMuOhhz50AXLUUQOCpUvpoID8RYDEhKY2qVOnjnt+tFJgqj2n5syZ46Zp1/69e/f2y0gjjQU59thBLkQGDpzql4G8QYDEyIwZMxJTnVx22WV+uUKaKl777b333m7hKGTW6NFfB2ed9XzwwQfRW/MeSBcCJGYeffRR9xxpqpOXX37ZL5fp3XffTbShvPnmm34ZAEwIkBgKn6ctt9zSLUhVEXUF1i0vba/1VgAgXSIVIC1anB9suOE2wa239vBLKGHx4sWJ9eI1lqOiqU7CKxYtFfzFF1/4ZQAwi1SAtG9/f9GJ8eygZ89hfgmeMWPGBOuuu64LhzvuuMMvOxp4qKsUbVNoqzxGRTiw8OCDHw/mzSt/ipNwOyBOIhUg4SCsPn0+8ksowy233OLCYf311w8++OADvxx06tTJ1bfeeuvgl19+8cvIgjAY9OjU6XW/nECAII4IkBjTratGjRq5kNhxxx1LTXUyc+ZMFyyq9e3bt8ReyKYwGA4/vJ/7c/z4sntlESCIIwIk5ubPn+8GBiooWrRokfj68ccf77524IEHVthGgswKg+HJJye7P88449kypzghQBBHBEge0Iy6YTfdfv36Ba+99pr7u7r6qq0EuRMGw4oVfwUnnzzY/X3IkDXnICNAEEcESJ7o0KGDC42qVasmlqkteUWC3CgZDO+8M8f9/cgj+68xxQkBgjgiQPKEpjrZZ599ElciGrE+b948fzNkmR8MHTq84v7dvfvYElutuZ18/fXPbruuXUel/dG5c/+in+WG4Nxzz630o02bNsHBBx/MFDkFiADJI6+88koiQPbYYw+/jBzwg+HLL38K6tV7zD309/K2k5tvHpX4erofO+3UPthkk70Tr5d0PNStfNGiRaWOAfmNAMkTK1asCA444IDEm1mz9mrdc+RWeMIu6a67xriv6WokVNZ2X3zxU9Ct2+g1rh7S8UjnFUirVq3c602vu/bt25c6BuQ3AiRPhGM+NONu7dq13d+17jlyq6xgWLLkD9cOoq+PGjWn3O3iZPDgwYmrkKlTmYG4UBAgeUC9rtTjSm/ghx9+OLEAldY91/rnyJ3ygmHw4Gnu66ecMjhYuXJVudvFScOGDd3rTsswozAQIDG3YMGCYKuttnJv3KZNmya+rjmy9DU1bmoddORGecGgsSAaE6Ja//7FY0TK2i5OJk6c6D606HU3bBjTERUCAiTGFAz/+te/3BtWt61++ml1o6zWO9e656ppHXTkRkXBoLVCVAtHqZe3XZy0bdvWveY0M4J6BiK/ESAx1r1798R959GjR/vlxDK4NWvWdOuhI/vWFgyaHyvcpqLt4mLhwoXBJpts4l533bp188vIMwRITKltI5zrqrz1U7TueTjNidZDR/atLRg0Q69m6l3bdnFy9913u9ecBrWubb0axBsBEkNLly4Ndt55Z/cmVcPlX3/95W+S8MADD7jt1DtL66IDmaYu5bvssot73bVu3dovI48QIDF09tlnuzdn9erVg7lz5/rlUrT+udZB1/ZaFx3IhuHDh7vXnHoHjh8/3i8jTxAgMTNgwAD3xtQj2Z4uWgc93EfrowPZEHbwaNCgAT0B8xQBEiOff/55UK1aNfemvPDCC/1yhbQeuvbbd999md49C9TD6oILRgQffVS4bQDTp09P9ATUBx/kn0gFSJcu/yVAyqH7ylrbQ2/GvfbaK/j999/9TSqk9dCrVKni9u/Tp49fRhotX/5ncMIJT7vX8oABU/xyQenYsaN7zW277bbBr7/+6pcRc5EKkFdemeVG5k6atMAvFbyrrrrKvRE33HDD4JNPPvHLSenSpYv7Hlon/eeff/bLSJNHH53owqNx4yeDxYsLeyyExibVqFHDve6uv/56v4yYi1SAoGwjR45MTFXy4IMP+uWkaV10rY+u76O5s5B+Cxf+Ghx2WF8XIE8/bQv6fKPXbPjhZ/bs2X4ZMUaARJwGZoUn/VNOOcUvp0zro+t7aQyJ1k1Hel1//dsuPE47bWjw55+0NYm6mYdr1Zx22ml+GTFGgESYeq4cc8wx7o1Xq1YtNzCwstSAHralHHfccX4ZlTBlyoLgoIOKBwSOHVtx9+pC89Zbb7nXnB7vvPOOX0ZMESAR1qNHD/eG01Qlo0aN8stmY8eOTdwSe/XVV/0yDFat+l/QqtXzLjw6dnzNL6PIqaee6l5zdevWrXDwK+KDAImojz76KNhggw3cGy4T05C0bNnSfe/dd989WLlypV9GioYPn+nCo0GDx91StFjTV199legJ+Mgjj/hlxFBaAyTZ+XzK2y78uuYG0hxB5Slv/3yhxu5wKohDDz3UjSZPN62XrnXT9X/ce++9fhkpWLZsZXDMMYPca7Jnz3F+GSVcc8017jW3xRZb0BMwD0QyQPTQLKXlKW//fKH5g/Qm22yzzYo+zX7tl9Oma9euif/nhx9+8MtIUq9e493rsUmTAUXhv8IvowR9ONpmm23c6+7yyy/3y4iZSAZIuD7C+PHz/U2c8vbPB1q7I2xsfPbZZ/1yWmkw4nbbbef+r1RHtqOYrpQPOeQJ93p8/vlP/TLK8OSTT7rXnHoCfvopz1mcRTJAnnyyeIU2rdimldt85e0fdxotHk5Vcv755/vljBgyZIj7/9RQP2VKYY+atgjX82jZcphrSMfaqXdhvXr13Ovu2GOP9cuIkUgGyIoVfwUnnzzY/X3IkGn+ZuXuH2dqyA7fVHvuuWewbNkyf5OMOfzww93/e8QRR/glVEBXyOFr8eOPv/PLqMD777+f6An4yiuv+GXERCQDRN55Z477+5FH9g+WLl1e7nb5onPnzu7NpNG62b4S+PjjjxNrWT/33HN+GWUouaa55nBD6s466yz3mtttt93oCRhTGQmQZB8+/+sdOrzi/t29+9gSW625Xdy98cYbiRN47969/XJWtGvXzv3/O+ywA2tZJ2Ho0OnuNXjooX2Db7/9xS8jCfPnzw823nhj97q75557/DJiINIB8uWXPwX16j3mHvp7edvF2ffffx/885//dG+ik046yS9njX6OcC3r2267zS+jBF0R68pYr8GHHvrQLyMFt956q3vNbbrppu41iHjJSICsTXnblfX1u+4a476mq5FQWdvFkRoT1YioN1DNmjWDRYsW+ZtkVTjyXZ8Kv/nmG7+M/6crYr3+jjvuqeD339M/RqeQqCfg9ttv7153F1xwgV9GxEU+QJYs+SPxaW/UqDnlbhdHPXv2dG8c3b6KwvxAWnNk1113dT9Tq1at/DIC9ZT7Iahf/3H3+nv11c/9MgyGDh2aeB9MmjTJLyPCIh8gMnjwNPd1rRWycqUmAyx7uziZOHFiYqqSKK2TMGLECPczqYfMuHGMqvadeeaNRSF7WdC69ZCAVVrTp1GjRu51pz8RH7EIkJI9Xvr3Lx4j4m83cuQXwVNPTQ3mzy9/CpSo0Mps4Sf9Qw45JCNTlVRGOANw/fr1Wcu6hJdeeimoUmXLYIstGgSTJ3/hl1EJkydPTnQk0RUJ4iEWASJaY1q1cJS6v53mzwq/3qLFc8Fjj30cfPXV4lLbRMU555yTaDicM2eOX865GTNmuFHC+hn79+/vlwuSbu/tvPPO7jlp06aNX0YaqA1Ez6/aRFJdshm5EZsAkXDUb1nbPffcjKB58+dK1fXQwj4PP/xRMHNmbhuoQ08//bR7k+ihUeBRddlll7mfUfMWsZa1OnPc5Z6PqlWrBt99x6DBTFAvLH2o0vOs3lmIvlgFiOYdKnmlUZa5c5cEfftOSqzNUPJx0knPuInvpk5d6O+WFZrOOuwq27ZtW78cKYsXL3Yzpupnve666/xyQVmwYEFiipk77rjDLyONwo4l6gmocSKItrQGSNRogNegQVOLTtbD1wgTdcHs0eN9NwVFNuYw0khbtSnozbHHHnsEv/32m79J5Dz00EPu59UaDgq/QnXeeee552GnnXYKli8vPSsC0kvvE41M1/OtkeqItrwOkJK+//43N3r4wgtfdgMTS4aJ1nK4/fb3ggkTvilz8sZ0CNdB0MlYDYZxoFXj6tSp437upk2b+uWCoIW9wsbdF154wS8jAzQ3lp5v9QTUnFmIroIJkJJ++un3opPBZ8HFF7/qVpArGSb7798xuOiizm6p13R92vzvf/+bOAndf//9fjnS3n77bfdz66G/FxL1QNOCXjr2I4880i8jg8IBtgcddBA9ASOsIAOkJE1L8fLLs4IrrhgZ1K/fK9hmmxOD9dYrnp9H7RUaUPf888+be4V8+eWXboJEfb8TTjghlm8GXX3o59fVSCGtZR12eNBU95988olfRgZ99tlniZ6AWj8E0VTwAVLSsmUrgmeffT1o1qxZYrnX8KFGvTPOOCN45plnku6VpLA47LDDEpfjUeyym4ySa1k//PDDfjkvaTr9WrVquWPu0KGDX0YWXHHFFe7511xxWskQ0UOAlEMnkGHDhgVnn32267pZMkx0RXHyyScHAwYMqHBd5/vuu6/UfnEeIKWeWDoG9cxSD618d9NNN7njrV69es7nKCtUem+FPQHVhojoIUCSoLaQl19+OTj33HPdCaVkKOjKQgPMnnjiiVLrimtOn/BT+z777OP+bN68eYnvGi+66grXstYYkXymdeg32mgjd6y9evXyy8iiRx55xP0e9F7S7WBECwGSInUzVKO4Rs1uvvnmpcJE98rV2Korj3DUcoMGDVzvHf1dVzJxXmtDo9J1HLo3rdHq+UpBr+PUypBRm2am0KjNrW7duu73ccopp/hl5BgBUgk6uYRXJP6ViR5qN1H7gUIjHIim+ZTiSm064ViWf//73345L7z33nuJpVZff/11v4wcGDVqVOI9pQ9viA4CpJLat2/vXthaDEp91q+++urEdAy6jx5q0aKF+1rr1q1L7B0/mqE3PMHqtl4+WbVqVbD//vu7YzvxxBP9MnLo9NNPd78X3Q7mqjA6CJBKevPNN90LWw3rJXuK+C9yrTWu7TbbbDM3MV+cqWuzjkUjsz///HPXuywfHnfeeac7Lk2zr+NCdMyePTvRHf6WW25Z43cX50ecV2IkQCpJQVGjRg33wlYX3/Jo6pKwa/Brr73ml2NFqxWGHQTy8XHllVf6h4wIuOqqq9b4XeXLI5fLWVcGAZIG4VxJGj9SkXBAXrt27fxS7OhY/TdBPjzWW2+94Mcff/QPFxGQzwGijinq/Rc3BEgahHP3qNFc40fK89RTT7nt1Lc9H0Z0q9uyfzke94d/6xHRkK+3sNQ1OZw8UgOV44YASQONEwmnade0J+VZsmRJ4tbPW2+95ZcBlCOfG9HfeOONxJXI6NGj/XKkESBpoqmn9QJY2xTUmg9L21188cV+CUAZCqEbr9pAdHz77bef6w0YFwRImujKQy8AXYlUNItvv3793HYa1R2nFwqQC4UykFC9/tT7T8f56KNlL5YXRQRImqjtQ20gegFUND5CDbRqqNV2Y8aM8csASiikqUw6d+7sjnWrrbZyt7vjgABJo7BnkubMqkiTJk3cdpptFEDZCm0yxaVLlwZbb721O964dCUnQNJo8ODB7pevObIqaugLP1Vtt912sVwfBMiGQpzOXZOy6ph1O2vmzJl+OXIIkDTSizzsaqgR6uVZuHChm3hR202YMMEvAwWvUBeUUrvoAQcc4I77+OOP98uRQ4CkmdYJ0S9fc2RVpFGjRm67Ll26+CWg4GVzSVvNEqHlF4YMGeKWnO7ataubx063ovWn/q1p/VWfPHlyhWO90kFto+F8c1GftYIASbNwynPdy6xosKBekNpul1128UtAQQsH5uokqglK000D+Pr27esWi9thhx3c/5XqQ/PAtWnTxi0qp6l90i2cfHWPPfZwS0hEFQGSZlqtL7z0fvfdd/1ywrx58xKfMqZMmeKXgYKkk2U4MnttY6pS8d133wU9evRILO7mP/Re3H333YPGjRu7mZh19RE+9G99XXV/v/BRr149t9xzulbrnDt3bmLuPK0vFFUESAZorQz94jt27OiXStFiU+sWbXf/f/7jl4CC1LNnT/feUZf4+fPn++WU6QpGARC2OYYPXUGcf/75ruPL9OnTk/6Ur5m0p02bFgwaNMiFS+3atUt9X7WB6spk1qxZ/q4pu/nmm9331AzeUV1WmQDJgMcee8z94mvVqlXh/dthd98dXFq03YC99vJLQMHRtObhWjq33nqrX06Jrv6POuqoNUJD7Rla5C2dFCgawxEu+ayHAkvLHlRmWQC1tainpr7f2tpUc4UAyQBNMhh+4vnggw/8csKyohfyp0XbLC96BJ9+6peBgqJlovWe2X777YPff//dLyfl22+/Dc4888xSwaHeTBXdTk4Xdd3XiqMHHnhg4v9Wd1yFlnUNoHBogM4nUbzVTYBkiNZG37joF9/z6qv9Umn771/0Wyj6Ndx2m18BCoZ6N62zzjruZDl06FC/nJTevXsnJjXVQ/NLffzxx/5mWaHZKPbdd9/Ez6LG8Io+TFakYcOG7nuoHSZqCJAMee2BB4Kri37pT+24o18qrVu34gDZbz+/AhSMsFu7/kyVGq7DyQj12HnnnYORI0f6m2WdemHec889iSmO1LlGvS9TNXHixES4Dhs2zC/nFAGSIcuLLqVnF/3SXThU9Cnos8+Kt9Ejz+f6AcqiKw6dHHWS1HiMVHz44Yfulle4v6Y8+eOPP/zNckoLRYUBqYe66KZ6i65t27Zu3x2LPpBG6fgIkEw69NDiYLj+er9S2t57F293991+BchrOpGGAaA2kFRokF346X7LLbeMxFVHedQ+UnJFRQVKKtOzaPaK8PZcN921iAgCJJN69iwOht139yul3XRT8XYNGvgVIK+pt5VOiup9pV5YyVI32nC8lab+yMRgvkxQo3g4bbvGjqSyfPLdRR8wtV/VqlVdZ4EoIEAyac6cIPj734vDYdo0v7qaeldoG207b55fBfKSxnmEVxBqK0jWwIEDE4Nw1VU3lU/yUaArp3CQoHpsaSqVZKgnl2au0H6tW7f2yzlBgGTaQQcVh0PXrn6lNE1pou3uv9+vAHkpXMVTI8+THcink2945dG0adMKF2+LMi1dG4aIBjpWNO1RScOHD3f7KECtvbrSiQDJtDvuKA6GunX9Smla70DbHX64XwHyjkaIh1cRmvsqGWowD69YdOUR1/AIvfjii4nxYpdeeqlfLte//vUvt49msqhooHI2ECCZpikNFAx6VDQqtejN4bYpekEFCxb4VSBv6KSn+/86CWrW3WSoq27Y2K42j7jdtiqPxq7omPRItovujBkzEquaajLHXCJAsqFOneJwuPNOv7KaPkkUvUHcdo884leBvKH1PXTy062oT5OYgUGBEy6ToN5WcWkwT5baM3Rs1atXT3r+L82zp3223Xbb4Ndff/XLWUOAZIPaPxQMag+pSKdOxds1aeJXgLygK4dwzqjLL7/cL5fpgQcecNtrnEeUu+paaSlbzdOlYzz66KP9cpl++umnoEaNGm6f69c2TCCDCJBsUA8sBYN6WX39tV9dbcyY4u2KLk+DFLr3AXGhgX466Wmtc615vjbqrhqOf8jnddHVIB6ONn/22Wf9cpkefPBBt71mAJ49e7ZfzgoCJFs0FkThoLEh5Vm1Kij6eFa8Xd++fhWINc2CW6VKFXfSeyTJ27ThxIianiRKI7AzIdXJJNVzK1zf5LTTTvPLWUGAZIsuMxUMhx3mV0q7+OLi7WKwHjKQilNPPdWd7OrWrZtUt1XNoKvt9cjHW1c+zeKttT90vHeo92YS3nrrrcRz9M477/jljCNAskXzYSkYND9WRaNI3367eLuiT2rBkiV+FYgly4kuXM9DDeiFonv37u6YtSR2sldcqQZzOhEg2aSZeRUODz7oV1bTC2CLLYq3GzTIrwKxY7nVonEi2l5jRXI1JXsuqJNBeBXSp08fv1wmy63BdCFAsumqq4qD4cgj/Upp559fvF3Lln4FiB1LY284PbsWgyo01157rTt2jdBPdqBguI86J6RrXfZkECDZNG5ccTBosOAPP/jV1caPD4Lq1YOAtdIRc5bupt99911ihHY2VhKMGvU8C49/nM4ZSbB0j04HAiSb9GmiZs3iEHnsMb8K5B3LgLcePXq4fdTzKtlP4PmmSZMm7jnQ85esVAdopgMBkm16QShATj/drwB5Zfr06aYpN+rUqeP20Vrihapfv37uOVBjerIN45YpYiqLAMk2DSrcbbcguOsuvwLkFcukf3PmzHH76PHFF1/45YKhQZZh+GoSyWRZJqmsDAIEQNqVnHZ8vNr0ktS3b1+3n6b2KHT169d3z0Uqa6XI2Wef7fZTI7zWEMkkAgRAWlVm4aNwjZBUl7fNR507d3bPhXqkpcK6UJcFAQIgrSqz9Go4ZfszzzzjlwrOiBEj3HOhrrmpsi4VnCoCJCrUa6JDh+I5s4o+PQT/+EdxW8lFFxXXgBhYuHBhYvLDbt26+eUKaWnX8P691rwodBozo+dCD3WHToXm0grD+HyNK8sQAiQK1KCusSFFv+wyH6p17+7vBURO27Zt3Ulrxx13THoqjtCkSZPcvmo8zvS9+zhQ76twhHkq7UghzeqrfTXLr57bTCBAck1roCskNNV7u3ZBMGFCEKi//LJlxasU6tODatqmVy9/byAyJk6cmJiSPNnV9UrSbSvtu+uuu/qlgrXnnnu652SQcVqjRo0auf31ZyYQILk0b14QbLBBcTj06+dXV1NN22jbJFcsA7KtYcOG7mTVuHFjv5SU+4s+TGn/I9c21U8B0QJTek56VrQMRAUmT56cCPWhQ4f65UojQHIpnOK9WTO/siYNPNS2N9zgV4CcGzx4sDtJaQqOqVOn+uWk3Hbbbe57FNLsu2sTzrR7yy23+KWkpbrOSCoIkFyqV684FN54w6+s6fXXi7dt0MCvADmlBl719tFJqn379n45aV26dHHfQ+MYUKxVq1buOVGXXiv1wgp/P6l2q14bAiSXNGGiQiGZHhaLFhVvW6OGXwFySlOI6+SkHlSV6T116aWXuu/DGJDVwqsHPTeVoVmN9X3+od6daUSA5JLWPlco/PmnX1nTypXF22ofIEI0SeLmm2/uTlDnnXeeX04aVyBrSscViGY3rlatmvs+F154oV+uFAIkl7gCQZ54/vnn3QlKDbYfffSRX04KbSBrSkcbyDnnnOO+h2Y3Xr58uV+uFAIkl8I2kDff9CtrUjuJtq1f368AkaDeUzpRHXbYYUlPnlgSvbDWVNleWBMmTEj0wnrxxRf9cqURILl03XXFoXDGGX5lTeqppW2TXJQHyDb1vgoXQrJMRcI4kDVVZhyIQvyQQw5x+yuIMoEAyaW5c4Ng/fWLg2HgQL+6mtZS0DYaB6KxI0BEXXTRRe6EVbt27WCZBsOmgJHopVV2JLpCJ3w+p2kZiQwgQHJNs2UqHDTaXL1PNPpcbzz119a9ZDV6hSPR773X3xuIlEWLFgXVq1d3J66bbrrJL1eIubBKq8xcWHoua9as6fa95JJL/HLaECBRoEnn1lmnOCTKeqh2++3+XkAkhW0ZG220UdFF9ly/XCFm412tMrPx3njjjW5f9Y778ccf/XLaECBRMX168cy7uv+rvtpFbz73dw3MUg2IiZUrVybu3Z955pl+uUKsB7KadT0Qreqo8Na+vXv39stpRYAASLvXX3/dncB0S+q9997zy+ViRcLVrCsSNmvWzO239957B38mM8asEggQABlx4oknuhPZ/vvvH6xatcovl4k10YtZ10R/9913E8/fm8kMD6gkAgRARsyaNSvYYIMN3Mns8ccf98vlqlOnjtuna9eufqlg9OvXzz0HW2+9teuNlQyF9H777ef2y9ZgTAIEQMZcddVV7oS21VZbBUuXLvXLZerRo4fbRyOnLQMS80GTJk3cc9CxY0e/VK5HH33U7aOuv9m6eiNAAGTMkiVLXHjoxHb11Vf75TJp7qZwQKJuyRQarSMfHv+4ceP8cpn0PG+55ZZun8rMm5UqAgRARun2lU5sup31+eef++UyqeeR9tEssoXm2muvdce+2267JX0F1qlTp8Qtr19++cUvZwwBAiCjdG9eDek6walhPRnvv/++2169uD7++GO/nLd08t9ss83csffp08cvl2nmzJnB+uuv7/ZRL7ZsIkAAZJy68oajzNXFNxlHHXWU2z5bDcJR0L1798SVxB9//OGXyxSu9XHggQcm3dstXQgQAFnRvHlzd6LTIMNkxieU7JI6cuRIv5x3fvjhh8TVxx133OGXy/Taa68lrtTGjh3rlzOOAAGQFV9//XVihLSmO0mGRrJre/XISvYTeVyluna5Rvzvsccebp8WLVr45awgQABkjSZY1AlPEy5q4sW1UY+kTTbZxO1zzTXX+OW88cEHHyTW7Xj22Wf9cpnuvfdet72WqZ2Xo1m6CRAAWaMp3mvVquVOfB06dPDLZXrggQfc9jrB5uOtLI2P0dQtOsZk1+0oebsrlwMuCRAAWfX000+7E5/GOnzyySd+eQ3qyqqGdO2jsQ7ffPONv0mstW7dOnFVNn/+fL9cpvbt27t9tttuu5TXXUknAgRAVikQDj30UHcCTHb52sWLFyemej/ggAOyOtYhkzRbro5Jj2HDhvnlMk2ZMiUx0HDIkCF+OasIEABZ99FHHyXu+T///PN+uUyaVHDjjTd2+6iL7/Lly/1NYkVrlIdBcOmll/rlch1xxBFun4YNG/qlrCNAAOTEeeed506Euv+fbBio22o4aK5p06ZJ7xc1o0ePdo3fOg4Nrkx2wsTnnnvO7aPwjcIASwIEQE4sWLAgqFatmjshJjvuQQYOHJgYlKgrkbjdzlIIhuGhwX9afjYZ6sa8ww47uP3atWvnl3OCAAGQM3fddZc7IVatWtVNopisQYMGJa5E1CYSl4b1wYMHJ6a4r1evXkrLzXbr1s3tp27NCxcu9Ms5QYAAyJkVK1a4QYI6MbZp08YvV0if5MM2EfXOinIXX428D6e216NRo0YpXTkpIBWy2lfT3UcFAQIgp1566aXEff0JEyb45QqpYT3snaX9NdgwaiPWNQJfgRGGh0aNJzPSvKRWrVq5fXfddVcXulFBgADIuXABpYMPPjjpKcxD6uIbTv+uh65oonA1ooZxrWceXiXplluvXr38zdZKo9TDNp8RI0b45ZwiQADk3LRp0xJrgKt9w0JjKsJpT/RQqOSqp9LLL78c7LvvvomfRXNWKQhSpTCtX7+++x7HHHOMX845AgRAJFxyySXuRFmzZs2keyb5NHdWOAFj+NB059lY2VDtHLodp55V4f+tBnNNNWK97dS/f//E1cuMGTP8cs4RIAAi4aeffgo233xzd8K84YYb/HJKFBjheiLhQ+NNdDL/6quv/M0rRVdPWkZ2m222SfxfGiCodotkV2Asy6+//hpsu+227vtddtllfjkSCBAAkRFOnLjhhhsGc+bM8csp08qGGqgXjvguGSbnn3++61Y7ffp0NzV6MnQlocDQbbZzzz03qF27dqnvq59bvclmzZrl75qy6667zn3PGjVquHaeKCJAAESGbgPtvffe7sTZrFkzv2ymMSbq/rrPPvuUOuGHDzVS77777kHjxo1d4Cgcwof+ra+r7u8XPjSm4+GHH07biX727NkujPS9H3roIb8cGQQIgEh58803EyfmUaNG+eVK05WN1g4/++yzEyO7U33oCkZXGgMGDMjIIEZN06L/p06dOklPc5ILBAiAyAmnb1dPpkyv860G+0mTJrmZbbVSotpJtPCVrj70p/6t7reqT548OePTp7/99tuJoNLfo4wAARA5X3zxRVClShV3Eu3Tp49fzlu62tBVh45bVyFRR4AAiKQuXbq4E6mmKfn555/9cl5SO4qOWeGZ7t5imUCAAIgkzRX1z3/+051QO3Xq5Jfzjhrgt9hiC3e81157rV+OJAIEQGSpsVsnVA2k++yzz/xyXtFYDx2rxpNoDEgcECAAIksN6OHI7uOOO84v541PP/00MT29Rp/HBQECINLGjh2bmEzw1Vdf9ct54d///rc7Ps17lepkkrlEgACIvJYtW7oTrAbzJTtqPC408aKOTSE5btw4vxxpBAiAyJs3b15iGdgbb7zRDQbMh4fmytKgRB2XBjbGDQECIBY0qE8n2nx8aNbeTIxozzQCBEAsaMR4OD9Uvj2aN2/uH24sECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJj8H00gVrsG9O6RAAAAAElFTkSuQmCC)
PN: 4H48-1-EJ
CAS: 1123242-53-4
Molecule Weight: 244.338
Formula: C15H20N2O
TSCA: Not listed on TSCA inventory