![2-[(4-Methylpiperazin-1-yl)methyl]benzonitrile](data:image/png;base64,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)
| Product Number | 3H37-1-6U |
| Purity | 97 % |
| CAS | 864069-00-1 |
| MDL Number | MFCD08271956 |
| Molecular Formula | C13H17N3 |
| Molecular Weight | 215.3 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H37-1-X7
CAS: 174609-74-6
Molecule Weight: 201.273
Formula: C12H15N3
PN: 3H37-1-6U
CAS: 864069-00-1
Molecule Weight: 215.3
Formula: C13H17N3
![2-[(Diethylamino)methyl]benzonitrile](data:image/png;base64,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)
PN: 3637-1-0Y
CAS: 867330-04-9
Molecule Weight: 188.274
Formula: C12H16N2
![{2-[(4-Methylpiperazin-1-yl)methyl]phenyl}methylamine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACHHAAAhxwEydmfeAAACLHpUWHRtb2xTb3VyY2UAAHichZVtb9owEID/ysmfh19DAohQoVaTJrX7sHbSvk0mMTQSsaskvP37nRPSkUADJJxzd48v9t2Z+cMx38LeFGXmbEwE5QSMTVya2U1Mfr99H03Iw2KeoBM62jIm71X1MWPscDjQ5N3k+ugsTVxOGvvsWGYdn4Oirtgwyblgf16eX2tmlNmy0jYxSJXZrKyVzy7RVf0WX4RguS72mWWNO8uLfTPbX8n9xemxTMn/tTyibYkorLOtgbUrcl3BXnKKF/8GG2NNoSuTwuqEakUDXPti/vLkkl1ubIVDP0OW6O1rVewSVORua5IdToaDH08xyQUCunL5sij0CfzIq7UALUEr0AHoMegQdAR6AnoKWnC80S7QQaCHQBeBPiLEfd8aH/jt9GHw7eEnPEL7e/mtNbhxMiYjQZVSEbQSF4afVnxhPT9JGoZR0IrWtY+ezT1J4OSjcxpF3llSJbxUlE+8DGgovRxTNfUypFPlZUQjfut5SmVQB8XoYlDRztxEwt1nn9u/mK+cTS+GkKUxWQlS5+WXWZfynBoCrkhNgdXuJ/Cul4DsAj6Rw4DqAj7tw0DQBXyRDAPjLuBLahgIu4AvwGEg6gK+XD+B5S1g0gV8cQ8D0y5Qt8Iw4e2d1NWtc4fpp7tutTuMvFr8XaSX86abh7dY9NLedP8d5jrz4k6tiF7u28NlkImuav42wi5ajLWnIQ6vTkp2cYwy/PNY/ANql9ly2XOIOQAAQtZJREFUeF7t3Qn8FfP+x3FLlFRIbrJkq+xLaKHllkRdEt1ws15bZLuWP5UsWUrF7QrdNqmkTaGFEBFFkqVFqtuCFkmb9r3Pv89wTud85/x+c35zvmebeT0fj+9Dfme+c+bM95x5z3eW7+wlAAD4sJf5BwAAkkGAAAB8IUAAAL4QIAAAXwgQAIAvBAgAwBcCBADgCwECAPCFAAEA+EKAAAB8IUAAAL4QIAAAXwgQAIAvBAgAwBcCBADgCwECAPCFAAEA+EKAAAB8IUAAAL4QIAAAXwgQAIAvBAgAwBcCBADgCwECAPCFAAEA+EKAAAB8IUAAAL4QIAAAXwgQAIAvBAgAwBcCBADgCwECAPCFAAEA+EKAAAB8IUAAAL4QIAAAXwgQAIAvBAgAwBcCBADgCwECAPCFAEFKli5dKj179pTmzZvLySefLOXKlZNixYrJQQcdJMcff7w0bdpUOnbsKHPnzjWrxtlrr72ipahSqQvAP35x8GXFihVy7733SvHixeM24IWV2rVry8cff2zOypFKCKRSF4B//OJQZNOnT5eKFSu6AiLZkojX64VJpS4A//jFoUhmzJghpUqVittoa8/i5ZdfdoJFeybbt2+XNWvWyIIFC2TkyJHStm1bqVKlSqEb+VRCIJW6APzjF4ekrVu3Li4I9HzH2LFjzckKNHHiRKlfv775Z0cqIZBKXQD+8YtD0tq1axfdUJctW1bmzZtnTuJbKiGQSl0A/vGLQ1K093HwwQdHN9QjRowwJ0lJKiGQSl0A/vGLQ1IGDx4c3Uifdtpp5sspSyUEUqkLwD9+cUjK7bffHt1Id+rUyXw5ZamEQCp1AfjHLw5JqVq1anQjrSfDbUslBFKpC8A/fnFIypFHHhndSP/yyy/myymLDYFUCoDM4ReHpJQoUSK6kd68ebP5csrMIPBbAGQOvzgkhQABYOIXh6Rk8hBWUaVSF4B//OKQFE6iAzDxi0NSWrZsGd1I59tlvLNnz5Znn31W6tWr5wwCud9++8mhhx4qF110kQwbNsycHECSEv/iAEM+30gY+3qi0qJFC9m5c6dZDYCHxL84wJDPQ5lUq1bNGS142rRpsn79elmyZIn897//ldKlS0frdevWzawGwEPiXxyQwCOPPBLd4AZhMMU+ffpE651xxhnmywA8FO0Xh1Bbu3atVK5cObrR1eHc33vvPXOyAunJ9wsuuMD8s8NvCCi/dX/99ddoPb1MGUDRFO0Xh9Ar6IFS3bt3dx4otXLlSueBUr///rvzQKlRo0Y5PZdcfKCULmuk3tFHH22+DMBD0X5xwG56LkE3uLEb7qKURLxeL4zfurEXBuhgkQCKpmi/OOBPv/32m9xzzz1SvHhxV0AUVOrWrSsff/yxOSuH3xBQRa27fPlyee2115xLebXO6aef7vRGABRNcr84oABLly6VHj16SLNmzeTEE090NsrFihWTMmXKyPHHHy9NmzZ17sHwOuFe1BCIlWzd2Om0VKpUSTp27CibNm0yJwWQhMJ/cUCAmAGiJ84bNWpk/ZJkICwIEITOsmXLZPz48XLxxRdHw+Sqq66Sbdu2mZMCKAQBglC79dZboyHy+OOPmy8DKAQBglDTS40jAXLMMceYLwMoBAGCUNu6dWs0QPbff3/zZQCFIEAQajpSbyRAuJkQKBoCBKF23XXXRQPk5ptvNl8GUAgCBIGmNwl27txZvvrqK+eeFR1mZc2aNfLRRx/JpZdeGg0PHZ5l4cKFZnUAhSBAEGiRgCis6ON6J02aZFYF4IEAgTW6h79hwwbzz1k1d+5cef7556Vhw4bOneclS5Z0biDU0GjcuLHzXBB9RgiAoiNAYEXr1q2dvXkd4l1PTAMIPgIEVsQ+3a99+/bmywACiACBFTqAYiRA2rRpY74MIIAIEFhBgADhQ4DACgIECB8CBFYQIED4ECCwggABwocAgRUECBA+BAisIECA8CFAYAUBAoQPAQIrCBAgfAgQWEGAAOFDgMAKAgQIHwIEVhAgQPgQILCCAAHChwCBFQQIED4ECKwgQIDwIUBgBQEChA8BAisIECB8CBBYQYAA4UOAwAoCBAgfAgRWlClzvJQsWdEpjz3WyXwZQAARILDihBNulmOP/adTOncebr4MIIAIEFhRvXofOeecXk556aUp5ssAAogAgRUECBA+BAisIECA8CFAYAUBAoQPAQIrCBAgfAgQWEGAAOFDgMAKAgQIHwIEVhAgQPgQILCCAAHChwCBFQQIED4ECKwgQIDwIUBgBQEChA8BAisIECB8CBBYQYAA4UOAwAoCBAgfAgRWECBA+BAgsIIAAcKHAIEV9ev3jwZI377fmi8DCCACBFa8+eYPUqtWX2nRYoSsWLHRfBlAABEgAABfCBAAgC8ECADAFwIEAOALAQIA8IUAAQD4QoAAAHwhQAAAvhAgSErkLvNI6dXra3OSAsXWAxAcBAiSYgZInTqvyqpVm8zJEiJAgGAiQJAUM0C0dOo00ZwsIQIECCYCBEkxw0NLjRp9ZNGiteakLgQIEEwECJISGwJ33DEm+u82bT40J3UhQIBgIkCQlNgQmDXrNzn33D/+rf/V/y8MAQIEEwGCpJgh0Lr1h9H/1x5JYcy6AIKBAEFSzBDQcx+xTyH84ovFRo09zLoAgoEAQVIShcCzz06M/k0fJLVrV0yFGInqAsh/BAiSkigE9D6Q2rX7Rv/+7rv/i6mxR6K6APIfAYKkFBQCPXpMjf69SZPBsm3bzrjXVUF1AeQ3AgRJKSgENm7cJhdeOCD62qBBM+JeVwXVBZDfCBAkpbAQGDJkZvS1Bg0GyIYNW+NeL6wugPxFgCAphYWAHrbSw1eR17t3/yru9cLqAshfBAiS4hUCY8fOi75eq1ZfWbFiY/Q1r7oA8hMBgqR4hYBewquX8kam6dDhs+hrXnUB5CcCBElJJgT0ZsLINHqT4U8/rXH+nkxdAPmHAEFSkg2BVq3eiU730EPjnL8lWxdAfiFAkJRkQyB2oEUtM2cuT7ougPxCgCApRQkBHeI9Mu1tt40uUl0A+YMAgeO775ZJ797fyI8//nHewlSUENCBFvVhU7F1vOrqSfgxY+Y6NyKuXbvFfBlADiJAQm7x4rXy4IMfRDfwF1wwQDZt2m5OllQIxNLH3ZrhUVjdoUP33IxYv35/GTbse9mxwz0sCoDcQYCElA5B8tJLU+S8815xbeR/+WW9OXlSIRBLB1qsU+dV17wL0rnzJNe0V175hkyZssScFECOIEBCRg8VjR49Vy6+eKBrg60nv//zn8lmFUcyIWDq2XPPQItedbUn1LTpENf0Wh544IOknr0OILMIkBCZPv1Xuf76t1wbaC033PC2zJix3KySUVu37pC+fb9N2HOpWbOPvPjiFKfnBCA3ECAhsHz5Bnn00fGujbKWRo0GOievC3oYVDb89ttGefzxT+IuB46Uiy4aKKNGzcmp5QXCigAJMN2j79Pnm7iHPkWKnvvQQQ9zeY9e7yH55z/fdi27Fu1JTZu2zKwCIIMIkIAaN26BXHrpINeGV4veIb5kSf6cU9AnHTZu/Lrrc2hp1268/Pqr+6Q/gPQjQAJm7tyVrpv3IuXqq4fL1KlLzSp5QS8t1h5ToqvGdPTfXr2+li1b3JcfA0gfAiQgVq/eLM8886lUq9bbtYHVeztGjJglO3fm/4mDpUvXycMP77nTPbZccskg+eCD+WYVAGlCgOS57dt3ysCB0+Wvf+3n2qDq3eDPPfd5IO/s/vrrpXHDx8eWW28dJbNnrzCrALCMAMljkyb9LFdcMdS1AdVy113vFjgsSVBoj+rNN39wHqNrfn7tiT311KfODY0A0oMAyUMaDPfcM9a10dSigfLZZz+bVQJt3bqt8u9/f5Fw/C3tmb322nSnpwbALgIkj7ChLJw+wIpgBTKHAMkDHKopGq9DewsXBvvQHpApBEiO05PF//jHcNeGUIueLJ4zh5PFiWhP7PXXp0u9euG6uADIJAIkR+mNfnrDn7nx06I3CHK5anK8Lm8ePjwYlzcD2UCA5JgNGzbt3jseLmed9bRrg6c3zOlDn7hhrugKu8Hyyitfl8mT55lVAHggQHLErl27ZODAQVKlSl2pUOFvUqnSXXLmmf+ObuQYssMOHeKlSZPBcQFyyimPyTHHXCc33thWFi78yawCoAAESA748ssvpUaNGrLXXntJ8eLlpGzZ6nL00f+Qk05qy6CBaRA7yOSZZz4vJ5xwpxx+eGMpXfpEOeCAUvLII4/I+vWENeCFAMmipUuXyg033CB77723Ex5/lL2lVKkT5PTTr5Lhwz9n2PI00mHuH3542O6wvnp3aFdzwjvSDhUqVJD+/fs7PUMAiREgWbBlyxZ55plndgdFqZjg+KPsv//+u/eA2+/eA95gVkOaTJ06S+rWvdzVFlqqV68ukycnfkojEHYESIaNGDFCjjvuONeGSkvTpk1l/nyursoG7Wn069fP6XmY7aI9xOuvv16WLOH57EAsAiRDpk/XexLquTZOWk499VT58MMPzSrIgnXr1knbtm2lePHirnY68MAD5emnn5bNmzeb1YBQIkDSbMWKFXL77bfLvvvu69oglS1bVl5++WXZvp3LcnPNggUL5PLLEx/WOvbYY2X48OFmFSB0CJA00VB44YUX5JBDDnFtgIoVKyZ33XWXrFq1yqyGHDN+/Hg57bTTXG2o5a9//atMmzbNrAKEBgGSBu+//76cdNJJrg2OlgsvvFC+//57swpy2I4dO6R79+5y6KGHutpTe5YtW7Z0eppA2BAgFs2dO1cuueQS10ZGS6VKlWTkyJFmFeSR1atXyz333OP0IM32Pfjgg6Vr166ybds2sxoQWASIBb///rs8+OCDziW45oalTJky0qlTJ9m6datZDXnqhx9+kIYNG7raWsuJJ54oY8eONasAgUSApGDnzp3Sp08fOeyww1wbkn322UduuukmWbaMu8iDavTo0VK5cmVX22tp3LixzJkzx6wCBAoB4tOnn34qVatWdW04tNSqVUumTp1qVkEAac+yS5cuTk/T/B7st99+cv/998uaNTx/BMFEgBTRTz/9JFdddZVrY6Hl6KOPlkGDBplVEAK//vqr3HzzzU7P0/xeaA+1V69ezsl4IEgIkCRt3LhRHn/8cTnggANcGwj9m76m0yDcvv76a6ldu7brO6LlzDPPlAkTJphVgLxFgCShffv2zl3I5gZBy9VXX+30SoBYgwcPlooVK7q+L1qqVKni3KgI5DsCxIPes2FuALTo+Y/PPvvMnByI2rRpk7PzUbJkSdf3R6/WAvIdAeJB792I/eEfdNBB8sorrzhXYAHJWLRokbRo0SLue6TnRYB8R4B40Ic9xf7whw4dak4CJOWss86Kfo+qVatmvgzkHQLEgxkgY8aMMScBkqJjZ0W+R3Xq1DFfBvIOAeKBAIEtBAiChgDxQIDAFgIEQUOAeCBAYAsBgqAhQDwQILCFAEHQECAeCBDYQoAgaAgQDwQIbCFAEDQEiAcCBLYQIAgaAsQDAQJbCBAEDQHigQCBLQQIgoYA8UCAwBYCBEFDgHggQGALAYKgIUA8ECCwhQBB0BAgHggQ2EKAIGgIEA8ECGwhQBA0BIgHAgS2ECAIGgLEAwECWwgQBA0B4oEAgS0ECIKGAPFAgMAWAgRBQ4B4IEBgCwGCoCFAPBAgsIUAQdAQIB4IENhCgCBoCBAPBAhsIUAQNASIBwIEthAgCBoCxAMBAlsIEAQNAeKBAIEtBAiChgDxQIDAFgIEQUOAeCBAYAsBgqAhQDwQILCFAEHQECAeCBDYQoAgaAgQDwQIbCFAEDQEiAcCBLYQIAgaAsQDAQJbCBAEDQHigQCBLQQIgoYA8UCAwBYCBEFDgHggQGALAYKgIUA8ECCwhQBB0BAgHggQ2EKAIGgIEA8ECGwhQBA0BIgHAgS2ECAIGgLEAwECWwgQBA0B4oEAgS0ECIKGAPFAgMAWAgRBQ4B4IEBgCwGCoCFAPBAgsIUAQdAQIB4IENhCgCBoCBAPBAhsIUAQNASIBwIEthAgCBoCxAMBAlsIEAQNAeKBAIEtBAiChgDxQIDAFgIEQUOAeCBAYAsBgqAhQDwQILCFAEHQECAeCBDYQoAgaAgQDwQIbCFAEDQEiAcCBLYQIAgaAsQDAQJbCBAEDQHigQCBLQQIgoYA8UCAwBYCBEFDgHggQGALAYKgIUA8ECCwhQBB0BAgHggQ2EKAIGgIEA8ECGwhQBA0BIgHAgS2ECAIGgLEAwECWwgQBA0B4oEAgS0ECIKGAPFAgMAWAgRBQ4B4IEBgCwGCoCFAPBAgsIUAQdAQIB4IENhCgCBoCBAPBAhsIUAQNASIBwIEthAgCBoCxAMBAlsIEAQNAeKBAIEtBAiChgDxQIDAFgIEQUOAeCBAYAsBgqAhQDwQILCFAEHQECAeCBDYQoAgaAgQDwQIbCFAEDQEiAcCBLYQIAgaAsQDAQJbCBAEDQHiYfLkyXEB8swzz5iTAJ7Wr18vFStWjH6PTj31VHMSIO8QIB6GDx8eFyBaLr/8cpk/f745KeCya9cu6d+/v1SoUCHuO3TooYeakwJ5hwDxsGLFCtl3331dIVK8eHFp06aNrFu3zqwCOL744gupXr2667ujpVGjRubkQN4hQJIwc+ZM55j13nvv7doQHH744dKvXz9nTxNQS5Yskeuuuy7h96Vs2bLy0EMPmVWAvESAFIGeD6lRo4Zro6ClWrVq8vnnn5tVECKbN2+Wp59+Wg488EDX90N7rG3btqXHikAhQIpIexoDBgyQI444wrWR0HLttdfK4sWLzWoIuDfeeEOOPfZY1/dByxVXXCELFiwwqwB5jwDxSa+qadeunbNnaW4wdA/0ySefdPZIEWzTpk2Luzw3tpx22mkyfvx4swoQGARIihYuXCjNmjVzbTy0HHPMMTJs2DCzCgJAL65o2bJlwgss9Aqr7t27y44dO8xqQKAQIJZ8/PHHcsYZZ7g2Jlrq1q0r3377rVkFeWjbtm3StWtXOfjgg13tXKxYMbnnnntk9erVZjUgkAgQi3SPs0ePHlKuXDnXxkX3VG+99Vb57bffzGrIE2PHjpUTTzzR1bZaGjZsKD/88INZBQg0AiQNdA/0X//6l+y3336uDc1BBx0kzz//vLMni/wwZ84cady4sasttVSuXFlGjx5tVgFCgQBJo9mzZ8vFF1/s2uhoqVKlirzzzjtmFeSQNWvWyP33359wR6BMmTLSpUsX2bp1q1kNCA0CJAM0KDQwzI2QFg0YDRrkDj0U2atXr4SHIvfZZx+55ZZbZPny5WY1IHQIkAzRQ1Z66EoPYZkbJd3D1UNeuseL7JowYYKceeaZrjbSUrt2bfnmm2/MKkBoESAZpifR9WR6oss/dY9XT8Jz+Wfm/fjjj9K8eXNXm2jRUXSHDBliVgFCjwDJEr2sVy/vNTdWWs488yz57LMvzSpIgw0bNsijjz4qJUqUcLVDyZIlpX379rJp0yazGgAhQLJu6NChzg2HsRuu4sUPk7Jla8jtt3eVxYu5pyBdhgwZKUcdFb/uI6VFixayaNEiswqAGARIDtA9XB36RPd499mnuJQpc7JUqPA3qVTpbqlWrZt07/6VbNzIZb+2zJixWJo2fUIOPfS83T2P8nHBcc4558jEiRPNKgASIEByiA7CeNNNd0u5crV390pukFNOeWL3Bq2XUxo1GijvvDNXGDXevxUrNsoTT3wiVau+IJUr3ytHHNFkd1ifKvvue4CUL19e+vbtKzt37jSrASgAAZKDpk6dLc2add29oXsxGiCRcuONb8vMmVxCWhRbt+7YHQ7fSp06r0bX46mnPiXHHvtPOfLIBtKuXUdZu3atWQ2ABwIkR2lPY9SoOXLRRQNdIXLuub3kscc+lt9+22hWg2H8+IVy2WVDXOvw7LO7yx13vCo//rjMrAIgSQRIjtNzHy++OEVq1uzj2gjqHrXuWeseNuLNm7dKbr99jGudabnyyjfkyy95ZguQKgIkTyxevFYeeOAD18ZQS5Mmg509bYj8/vtmefbZiVK9ujtw69fvL0OHzpQdOzjPAdhAgOSZKVOWOHvQ5sZRS8uWY+R//1tlVgkFDYUhQ2Y6IWGuFw2TTp0mytq1W8xqAFJAgOQh3VgOG/Z9wo1ltWq9pUOHz2TNmvA8DXHy5MXSvPkw17rQ0qrVOzJ/fjhDFUg3AiSP6R51586TEh6uqVevnwwaNEO2bw/u4Zqff/5d7rvvPddn19K06RD55JMfzSoALCJAAmDBgtXOnra5EdXy978Pk88/D9Yd1Rs2bJUXXphc4IUF/fp9J9u2BTc4gVxBgATIp5/+JJdf7r5kVcu9977n7LHns507d8nIkbOlYcPXXJ9PD921b/+JrFzJpc1AphAgAaN73gMGTJO6dfu5NrI1avSRrl0ny/r1+fcQpG+/XSbXXvum6zNpuemmkTJrFo8KBjKNAAmoVat0fK0Jzp65ucG98MIB8tZbs509+ly3bNl6adv2I9dn0NK48esyduw8swqADCFAAu6HH1bIzTePcm18tbRoMUK++eYXs0pO2Lx5u/Tq9bWcf35f13Lr33r0mOpMAyB7CJCQeO+9efK3vw1ybYy1tGnzofzyy3qzShyzjm7ckxVbLxmpLiuAzCBAQqSwvfrzznvF2avftCnxXr05vV7tpIfJkpFsgOh5jIJ6S9dc82bO9paAsCJAQqiw8wp6ojrRuRFzOi16d3cyYusURC81TnQ/i56vefvt/DhfA4QNARJiBV3ZlOhyX3MaLXpV16JF3sOgJxMgevd87HR6j8d//pOfV4wBYUGAhJx5b4VeEptobz92437HHXtGudVzEl6SCZCvvloavTHwX//K/3tWgDAgQODQIeH1iq2CRqqNDQE9V6HPJNF/63+97sFIJkCU3gT4009rzD8DyFEECJJihkDr1h9G/197JIUx6wIIBgIESTFDQM99xJ70/uKLgh/QZNYFEAwECJKSKAT0wU2Rv+lNifoY3kQS1QWQ/wgQJCVRCOh9ILVr77mn5N13/xdTY49EdQHkPwIESSkoBPTmw8jf9dG6iYZRL6gugPxGgCApBYXAxo3bnJv9Iq/pQ6xMBdUFkN8IECSlsBDQZ5FHXmvQYIDzwKdYhdUFkL8IECSlsBDQw1Z6+CryevfuX8W9XlhdAPmLAEFSvEJAn8sReb1Wrb6yYsWeJwN61QWQnwgQJMUrBPQSXr2UNzKNjm0V4VUXQH4iQJCUZEJAbyaMTKM3GUaGJUmmLoD8Q4AgKcmGQKtW70Sne+ihcc7fkq0LIL8QIEhKsiEQO9CilpkzlyddF0B+IUCQlKKEgA7xHpn2tttGF6kugPxBgCApRQkBHWhRHzYVWyfZugDyBwGCpBQ1BPRxt2Z4JFsXQH4gQJCUooaADrRYp86rBAgQYAQIkuInBHr23DPQYlHrAsh9BAgAwBcCBADgCwECAPCFAAEA+EKAAAB8IUAAAL4QIAAAXwgQAIAvBAgAwBcCBFbs3LlLvvpqqSxevNZ8CUBAESCw4pFHxjtDldSs2UdmzFhuvgwggAgQWHH++X2j41316DHVfBlAABEgsEKfgR4JkJdemmK+DCCACBBYQYAA4UOAwAoCBAgfAgRWECBA+BAgsIIAAcKHAIEVBAgQPgQIrCBAgPAhQGAFAQKEDwECKwgQIHwIEFhBgADhQ4DACgIECB8CBFYQIED4ECCwggABwocAgRUECBA+BAisIECA8CFAYAUBAoQPAQIrCBAgfAgQWEGAAOFDgMAKAgQIHwIEVhAgQPgQILCCAAHChwCBFQQIED4ECKwgQIDwIUBgBQEChA8BAisIECB8CBBYQYAA4UOAwAoCBAgfAgRWECBA+BAgsIIAAcKHAIEVBAgQPgQIrDj33JelatUXnfLii5+bLwMIIAIEVlSpcpeccEIrpzz33EjzZQABRIDAigoVGshhh9VzytNP9zZfBhBABAisKFXqSClRorxTHn30GfNlAAFEgMCKYsWKyV577eWUNm3amC8DCCACBFYQIED4ECCwggABwocAgRUECBA+BAisIECA8CFAYAUBAoQPAQIrCBAgfAgQWEGAAOFDgMAKAgQIHwIEVhAgQPgQILCCAAHChwCBFQQIED4ECKwgQIDwIUBgBQEChA8BAisIECB8CBBYQYAA4UOAwAoCBAgfAgRWECBA+BAgsIIAAcKHAIEVBAgQPgQIrCBAgPAhQGAFAQKEDwECKwgQIHwIEFhBgADhQ4DACgIECB8CBFYQILDlm2++kb59+8rOnTvNl5BjCBBYsc8++0QDpFq1arJmzRpzEqBQv//+u1x//fXR71HZsmVlwoQJ5mTIIQQIrNh7772jP3wt5cqVk169esmOHTvMSYE42tPo3bu3HHbYYXHfoUhp3ry5/Pjjj2Y15AACBFacccYZrh++ljPPPFM++eQTc3LA8emnn8pZZ53l+t6YpUSJEvLoo4/Khg0bzFkgiwgQWNOlSxc56qijXD9+LexFItZPP/0kV155pet7ouWII46Q888/3/V3LUceeaS89tpr5uyQJQQIrNq0aZO0b99eSpYs6frxsxcJbfvHHnvM+S6Y348DDjhAnnjiCdm4caMz7cSJE+Wcc85xTaelZs2aMmXKFGPuyDQCBGmxaNEiadGiheuHr4W9yHAaOHBggT3Uf/zjH/Lzzz+bVZzzI3pFVvny5V119LzbjTfeKL/88otZDRlCgCCtJk2axF5kyH311Vdy3nnnudpfy9lnn+30NLysXbtWHn74Ydl///1d8yhVqpR06NBBtmzZYlZDmhEgSDv2IsNJ2/Sf//yn6wo9LX/5y1/klVdeKfK9HvPmzZPLLrvMNT8txx9/vLz55ptmFaQRAYKMYS8yHLZu3SodO3aU0qVLu9pZ2/6hhx5yvgupGDdunJxyyimu+WupX7++zJgxw6yCNCBAkHHsRQbXW2+95bSh2a5amjRpIv/73//MKr5t375dXnzxReeGQ/O9dGSEVq1aycqVK81qsIgAQdZ8+OGH7EUGxMyZM+WCCy5wtaOWk08+WT744AOzijWrVq2SO++8M244nUg55JBDpFu3bk7YwD4CBFmlP+yXXnop4V7kvvvuK3fccQd7kTlM2yZXNt4aYg0aNHAth5Z0h1hYESDICboXeddddxW4IXrhhRcytiGCt1w+fPT222/LCSec4FouLZdeeqnVw2hhR4Agp3z//ffsReY4PYGtbWG2jxY9jJULhx71RP6zzz5b4In8//u//0v5RD4IEOQo9iJzj178oCfCzfbQoifO9QR6rlm2bJlzKXHsaNGR4vdSYuxBgCBnJbMXqUOAI710T10vvU10+bW2jV6yq22Vy/RmxoLG19KbGT/77DOzCpJAgCDnsReZHUG8AfT1118vcDiVq6++OuFwKigYAYK8UdheZNWqVdmLtKiwgQx1WJJ8HoJGB2vUAR118Ebzs5kDOqJwBAjyjtdepA4VDn90D7ywQTB1QMSg0O/JVVdd5fqcWo4++mgZNGiQWQUGAgR5SfcQH3/88QL3IvU19iKTp8Pw6553QcPw6x57UIfh14daaQ/W/NxaatWqJVOnTjWr4E8ECPIae5GpGzx4sFSsWNG1/rToQ5/C8CAwPd/Tp0+fhI/V1XNvN910k/z6669mtdAjQBAI7EUW3ddffy21a9d2rS8t+pjZCRMmmFUCT6/qe/DBBxNecVamTBnp1KlTzl9xlkkECAIjmb1IvaIr7HRP+uabb054VZuuu969e4f+qra5c+fKJZdc4lo/WipVqiQjR440q4QSAYLAYS8yMf3MnTt3dtaBuV72228/eeCBB2TNmjVmtVB777335KSTTnKtLy0XXnihM3JCmBEgCCz2IvcYPXq085nN9aClcePGMmfOHLMK/rRt2zb5z3/+44zJZq47Hffr7rvvdsZyCyMCBIH3/vvvh3YvctasWdKwYUPX59Zy4oknytixY80qKMCKFSvk9ttvd0aJNtelDir58ssvh27ATwIEoaA/bB3Rt6C9SB0JOEh7katXr5Z77rkn4ejGBx98sHTt2tXZs0bRTZ8+XerVq+dar1pOPfVU+eijj8wqgUWAIFSCvhe5Y8cO6d69uxx66KGuz6efuWXLls46QOpGjBghxx13nGs9a2natKnMnz/frBI4BAhCyWsvUp+WmG/Gjx8vp512muvzaNHPOm3aNLNKztCbPvV+Ey2TJk2STz75xPlv5G+5elPoli1b5JlnnpFSpUq51rlexNG6dWtZt26dWS0wCBCEWhD2InUZL7/8ctfyazn22GNl+PDhZpWM08Nl+pwQfd69jrB83XXXSbVq1ZzDaeYyF1Z0eq2n9XU+Oj+db7YPxy1dulRuuOEGZ5BJc5kPP/xwefXVV2XXrl1mtbxHgCD08nUvUpepTZs2Urx4cddyH3jggfL000/L5s2bzWoZoRtLvXlTLxu++OKLneUxl9Fm0fnr++j76ftma2P95ZdfSo0aNVzLp+Xcc8+Vzz//3KyS1wgQ4E/5shepy9CvXz+pUKGCazl12a+//npZsmSJWS3tNIjfeOMNad68uRx00EGuZctk0ffX5dDl0eXKJG2fAQMGyBFHHOFaLi3XXnutLF682KyWlwgQwOC1F6nH5rNF92D1EI65XFqqV68ukydPNqukna4PPTlflMNR5cqVc4bm13rt27eXJ598Uvr37+8UvWdFz4HofyN/09d1Op1e62l9c54FFV0urZfpdlu/fr20a9cuYQ9RB63Uz6SDWOYzAgRIQPciX3vttQL3Iq+55hpZtGiRWS1tdI9V91zN5dCiy6gb2Uz2jvTQWLdu3Qp87HBs0Z6Srq+ePXs64Wzrcmmdj85P56vzT9QjM4sury53Jg/tLVy4UP7+97+7lkXLMcccI0OHDjWr5A0CBChEtvcidUP31FNPJTyHoMv0yCOPOMuYKXreRc8z6JMgzeWJXa7LLrvMuST6hx9+MGeRVvp++r76/onaLFJ0+fVzZPLclvaqzjjjDNeyaKlTp458++23ZpWcR4AAScjGXuSwYcOceZvvp6VZs2ayYMECs0ra6IZWDyHpvTLmskSKHlrS3oDexJgLdDl0eQp6iqUW/Tz6uTIVJHqfji5TokNwOrjlrbfeKsuXLzer5SwCBCiCTOxFfvfdd1K3bl3X/LWcfvrp8vHHH5tV0krDsaBDeboB1l7QvHnzzGo5RZdPl7OgANTPl46dgILooJX33XefM4iluSx6AcBzzz2X9UuTk0GAAEXktRd5yy23+NqL/O233+S2225LeJe83lneo0cP570zRQej1LHCzGXRooeAdFTjTO2526LLq8td0CE4/bz6uTNl9uzZzuXH5nJoqVKliowZM8asklMIEMAnW3uROs3zzz+f8NJXnfe9996b0cNCujz6CNtEw+HrnrqOKZbO8z6ZoMuvnyNRz0o/t37+ZNrOlnfeeccJDHNZtGjAaNDkIgIESJH+uBs1auT64WupXLlyoXuR7777boEbjosuuijjG46ff/5Zatas6VoWDTJ9xkomT9hngn4e/VyJdgJ0Pej6yBSvHYl//etfGd2RSAYBAlhSlDBIJXTSRe+7SDRasT72VocLCTL9fIke76vrQ9dLJumhTD2ZnuhQph42zfShzMIQIIBFXnuROhJwq1atEu7xFuWwl036fvo0QvMOfH1yod59Hyb6ec0nNup60fWT6XbRCzJy6WKKRAgQIA0KOyFullROvKdKD+EkOlFetWrVnL+yKl30c+vnN9eJrqdsHMIr7HLuk08+2Zw8owgQII0KuyRXi61Lf/3QkNOhWcxluvPOOzM+flSu0c+v68FcN7q+dL1lWmE3lOoJ+GwhQIAM0L3I2KcDas8kk/cdmPQZG3quJXZDpKMR6+CD2EPXhzlKs643XX/ZoEPa1K9fP255xo0bZ06WMQQIkCGxJ2n17uhsmTlzpmvcKD05O2XKFHNS7KbrxbznR9efrsds0OfYxy7LF198YU6SMQQIkCF//etfoz96PXSVDbrnbIaHHl+fM2eOOSli6Poxz0PoesxGT4QAAUIo2wGix+7Nw1b6+N5sPDskH+l60vUVu/50fWb6nAgBAoRQNgNErx4yT5jr89NtDa0eFrq+zOfO63rN5NVZBAgQQtkKEL1/oWHDhnEbHT0cQ8/DH11v5uEsXb+Zuk+EAAFCKFsBojfBxW5w9IQw5zxSo+vPPLGu6zkTCBAghLIRIKNGjYq7w1zvI+BqKzt0Pcbel6HrWdd3uhEgQAhlOkB0IEDz+RfDhw83J0MKdH3Grl9d3+kegJEAAUIokwGix+PNUXX1zmrYZ96xrus9nedDCBAghDIZIPo8i9iNzNlnnx364UnSRderrt/Y9a3rP10IECCEMhUg+kS94sWLR99LR5cN68CImaLrN3YUX13/6XqyIQEChFCmAsQcXTdsQ7Jni67n2PWu7ZAOBAgQQpkIEB2gMXbjou+za9cuczKkga5nXd+x6z8dA2YSIEAIpTtA1q1bF/eMb31oVdCfJJhrdH3HPixM20PbxSYCBAihdAdI+/bt4zYs+qxvZJ6u99h20HaxiQABQiidAaJ7ubH3fOiebybHZ8Ieut5je4LaLjZ7IQQIEELpDJDOnTvHbVS6detmToIM0vUf2x7aPrYQIEAIpStANm3aJOXLl4/OW/+9ceNGczJkkK5/s020nWwgQIAQSleAmHu7nTp1MidBFmg7xLaLrV4hAQKEULoCpFKlStH52j7eDv/M81LaTjYQIEAIpSNAJk2aFLcxadeunTkJskjbI7Z9tL1SRYAAIZSOAGnZsmV0njqcOEOW5BZtj9jh9LW9UkWAACFkO0A2b94shxxySHSe559/vjkJcoC2S6SNtL203VJBgAAhZDtA3njjjbgNSc+ePc1JkAO0XWLbSdstFQQIEEK2A6RZs2bR+enor6tXrzYnQQ7QdokdHVnbLRUECBBCNgNk586dcYevmjZtak6CHKLtE2krbTdtP78IECCEbAbI1KlT4zYiL730kjkJcoi2T2x7afv5RYAAIWQzQMyhS2bNmmVOghyi7RPbXqkMbUKAACFkM0AaNWoUnVeFChXMl5GDtJ0ibabt5xcBAoSQrQDZtm2bHHjggdF5XXPNNeYkyEHaTpE20/bTdvSDAAFCyFaAzJw5M24D0rt3b3MS5CBtp9h203b0gwABQshWgIwYMSJnNiBInrZTbLtpO/pBgAAhZCtAOnToELcBWbVqlTkJcpC2U2y7aTv6QYAAIWQrQG644YbofA477DDzZeQwba9I22k7+kGAACFkK0Bq1KhhZT7IPG2vSNtpO/pBgAAhZCtAYu9Av+WWW8yXkcO0vSJtp+3oBwEChJCNANEhMGKHB3/sscfMSZDDtL0ibaft6GdIEwIECCEbAaJPuYvdeHTp0sWcBDlM2yu2/fw8PZIAAULIRoAsXbo0buPRo0cPcxLkMG2v2PbT9iwqAgQIIRsBMmfOnLiNx+uvv25Oghym7RXbftqeRUWAACFkI0DMUXhHjRplToIcpu0V235+RuUlQIAQshEgn376adzGY9y4ceYkyGHaXrHtp+1ZVAQIEEI2AoQeSH6jBwLAFxsBwjmQ/MY5EAC+2AgQrsLKb1yFBcAXGwHCfSD5jftAAPhiI0C4Ez2/cSc6AF9sBIgqW7ZsdD6MhZVfYsfC0nb0gwABQshWgMSOxlu7dm3zZeQwba9I2zEaL4Ck2QqQ2OeBlCtXznwZOUzbK9J2PA8EQNJsBUjHjh3jNiArV640J0EO0naKbTdtRz8IECCEbAXIm2++GbcBmTRpkjkJcpC2U2y7aTv6QYAAIWQrQGbNmhW3AeFekPxg3gOi7egHAQKEkK0A2b59u5QuXTo6r6uuusqcBDlI2ynSZtp+2o5+ECBACNkKEHXJJZdE53XYYYfJrl27zEmQQ7R9tJ0ibabt5xcBAoSQzQDp2rVr3EZk2rRp5iTIIdo+se2l7ecXAQKEkM0AsblBQvrZDHwCBAghmwFiHhJp1KiROQlyiLZPpK1SPeRIgAAhZDNAVIsWLaLzK1asmCxbtsycBDlA20XbJ9JW2m6pIECAELIdIGPGjInbkDz//PPmJMgB2i6x7aTtlgoCBAgh2wGil4GWL18+Os/TTz/dnAQ5QNsl0kbaXn4v340gQIAQsh0g6oEHHojbmHzzzTfmJMgibY/Y9tH2ShUBAoRQOgJk+vTpcRuTVq1amZMgi7Q9YttH2ytVBAgQQukIEHX22WdH51uiRAlfj0mFfdoO2h6RttF2soEAAUIoXQEyaNCguA3KfffdZ06CLNB2iG0XbScbCBAghNIVIDt27JAqVapE512yZEn59ddfzcmQQbr+tR0ibaLto+1kAwEChFC6AkQNGDAgbqPy0EMPmZMgg3T9x7aHto8tBAgQQukMEL009IQTTojOX/d+Fy5caE6GDND1Htv70HZJ9dLdWAQIEELpDBDVt2/fuA3L3/72N3MSZICu99h20HaxiQABQijdAbJz506pVq1a3MZl+PDh5mRII13fsetf20PbxSYCBAihdAeI0hvX9t133+j7HHnkkbJ27VpzMqSBrmdd35F1r+2Qjhs7CZA/nXNOr2gpqlTqmmLnpaVXr6/NSQpkczkQbJkIEGVePnrHHXeYkyANdD3Hrvd0XU5NgPwplY1vKnVNZoDUqfOqrFq1yZwsIZvLgWDLVICsW7dOjjrqqLiNzNChQ83JYJGu39j1retf2yEdCJA/pbLxTaWuyQwQLZ06TTQnS8jmciDYMhUgavTo0bL33ntH30+fwT179mxzMlig6zX2GfW63nX9pwsB8qdUNr6p1DWZ4aGlRo0+smiR97Fjm8uBYMtkgKgHH3wwbkNz6qmnysaNG83JkAJdn7peY9ezrvd0IkD+lMrGN5W6pth53XHHmOi/27T50JzUxeZyINgyHSB670Ht2rXjNjbXXHNNSk/Dwx66HnV9xq5fXd827/lIhAD5Uyob31TqmmLnNWvWb3LuuX/8W/+r/18Ym8uBYMt0gKglS5bIX/7yl7gNTrpO7oaNebGCrmdd3+lGgPwplY1vKnVN5rxat/4w+v/aIymMWRcoSDYCRH300Udxl/Zqeeqpp8zJUAS6/mLXp65fXc+ZQID8KZWNbyp1Tea89NxH9ep9on/74ovFRo09zLpAQbIVIKpfv35xJ9W1vPTSS+ZkSIKut9j1qOtV12+mECB/SmXjm0pdU6J5PfvsxOjfWrQYIQUdNk5UF0gkmwGiunbtGrfh2WeffaRHjx7mZCiEri9db7HrUddrJhEgf0pl45tKXVOieel9ILVr943+/d13/xdTY49EdYFEsh0g6rHHHovb+Ghp166dORkS0PVkrjtdn5lGgPwpduObSklVQfPq0WNq9O9NmgyWbdvcY9oUVBcw1a1bN/qj16t1suXuu+92bQhvuOGGtF89lK90vej6MdeZrsdsIED+ZAaB35Kqgua1ceM2ufDCAdHXBg2aEfe6KqguEOvDDz+U/fbbL/qj13+PGzfOnCxjEvVEGjZsKL///rs5aajp+tD1Yq6rbPQ81KpVq+TSSy+NW5bx48ebk2UMASKFh8CQITOjrzVoMEA2bNga93phdYF58+ZJ06ZNXRugSGnSpIkzTTb07t1bihUrFrc8xx57bFb3aHOJrgddH7HrR9eXrrdM016QnrwvW7as6zv09ttvm5NnTM4ESFGlUtdU2Lz0sJUevoq83r37V3GvF1YX4aXjILVu3Vr2339/1w/eLDqNPsEuG6PmjhkzRg488EDXRrJDhw7WhyHPF/q59fOb4arrSddXpmnv9ZRTTnF9b7QcffTRWb0xlAAR73mNHTsv+nqtWn1lxYo9w0F41UW46I/51VdflcMPP9z1Y9fLPZs3by5XXnml65JaLeXLl3cePpTpDfdXX30lFStWdC3PBRdcIIsWLTInDzT9vPq5zXWh60fXUyZpz/Syyy5zLYuW448/XkaMGGFWybhABcjSpetk1Kg58thjH8s117wpF1000BnTqn79/nLzzaN2/zi/ld9/3xwzlz8kmlcsDXi9lDcyTYcOn0Vf86qL8Jg0aZKce+65rh+7lpo1a8qXX34ZnXbKlCly3nnnuabTcs4558jEickN5mnLmjVrpFmzZq5l0b1u3RvfujX+0G3Q6OfTz2n2xrToetH1kynaE3344YcT9l5LlSrlLOeWLVvMalkRqACJ/VtBRc9jfPll/I2BieZl0psJI9PoTYY//fTHFyqZugg23Ws1x0SKFH3A0GuvvWZWiRo4cGDcQ4hiS4sWLeTnn382q6RVz549457nHSmVKlWSd99915w8EPRz6eczP7OuB10fmaI9T+29ak/UXBbtseqVYEuXLjWrZVXgAkR7HNoDmTTp5917DZtl06btznhWDz+8Z3iS8857RRYsWF3ovBJp1eqd6HQPPfTHFTTJ1kXwbNq0Sdq3b59wg1uiRAnnvoENGzaY1Vx0Gr2qR+uY89F5P/HEE857Zcr3338vVatWdS2LlsaNGzu9pyDQz6Gfx/yMWvTz63rIFO29as/TXA4tZu81lwQqQO6//33nMFZB9NBTpE7btnvGrUk0r0RiB1rUMnPm8qTrIliGDBmS8LyBFj3PsXDhQrOKpx9//NE5P2LOT4u+1+DBg80qabNjxw7p3r17wqt+tNSvX1/ef/99s1pe0OXW5Tc/kxb9vPq59fNnQiq911wQqADxsmTJ2midhg33NExR5qVDvEemve220UWqi/ynz7jWu8jNH7uWM888Uz755BOzSpFNmDBBzjrrLNf8tegNiF9/nfwjl1O1cuVKadmypWswxkjR5dTDcLn+nBFdPl3Ogtarfj79nPp5M8Gr9/roo48m1XvNtlAFyNatO6J1atbsE/17UealAy3qYbLYOl51J0z40TmRf8UVQ3fv/WTnmn+kZvny5XLLLbe4xkHSUq5cOedYuc29Vj0ervcbHHbYYa7302W4+eab5ddffzWrpY0G58UXX+xalkjRk8/XXXedc5d0rtzRrsuhy6PLlejkeKTo59LPlylevVftieaLUAXI3Lkro3UuvXRQ9O9FnZc+7tYMj8Lq6hVhsdPdcsso+eGHFeZkyEHbtm2T5557Tg466CDXj13vJtdnQqTzCh2d9wMPPBB3F3uklClTRjp37pzRK6S+++47ufrqqwvskWjR52Lo3rw+JzyTIaf0/fR99f3N56DEFl1+/Rz6eTIlE73XTAtVgMSeA3n66U+jfy/qvHSgxTp1Xo2rV1jdRx4Z75q2WrXe8uSTE5x5ITfpTWOVK1d2/di1NGrUSObMmWNWSRt9r4JO+OoVROl8Bnci8+fPlzvuuEMOOOAA1/KY5eSTT3am1T3vadOmWTs0o/PR+el8df76PuZ7m0WXV6fV5c8Ur95rr169rPZeMyk0AfLdd8ucjXZk4+3nKqxYPXvuGWjRq+7mzdula9fJCQ991a3bTwYMmJZwoEZkxw8//CAXXXSR68eupUqVKlm9nFUPyZx44omu5dKiYzbNmjXLrJJW69ev3/39HeCsr8J6JWY54ogjpEGDBtKqVSvnXEDHjh2lf//+TnnnnXecvXH9b+Rv+rpOp9NrPa1vzrOgosuly6fLqcubKdnuvWZCVgMkU377baNzU2Fko/3vf2dnrJ+ff/5d7r33PVeIaLn88iHy6ac/mVWQQatXr97dPvcmPFx08MEH7/7e/NvZKGSbLoM+g0KXyVxOHX7jnnvucT5Lpi1btkxeeOEFqVWrVsJ1mMmi76/Locujy5VpudR7TafAB8i6dVvlH/8YHt1Q6/mILVuye5Lv888XSbNmw1whouXOO9+N6x0h/fTwwX//+1859NBDXT923Xu97bbbdu+E/GZWy7oVK1YUeIWUfpZMXo5q0sNLH3zwgbRt21bOP//8tAeKzl/fR99P39fWYbKiKqz3qj3HbPZe0yHQAaKHjm66aWR043zxxQNl+fLsfLFM27fvdIaHr1evnytE9E73Ll0+l7Vrc2O4giD7+OOP5fTTT3f92LXo8zsyeZLVLz0PUK9ePdfyaznttNOyOtx3hG7QdSypQYMGOZeo6gnss88+W0qXLu1a5sKKTq/1tL7OR+en881WYETkS+/VtsAGiF6yq3vzkY2yDoKoNwLmGr1bXk/uR87PxJYLLhggb7wxS3buzN5om0G1YMGChGM/adEhvIcNG2ZWyXnDhw93DT8eKZdffnlGTxwXlT53Qy9f1fLZZ58550D0v5G/5epzSvK192pLIANkx46d8sADH0Q3xLpx/uyzzI4pVFR6iXHLlmNcIaLlqquGy5QpS8wq8EFPoj7yyCNSvHhx1w9e7xV46qmndvdc3QNu5gtd9qeffjrhfQ/6mdu0aeMMNY/Uac+uoN6rPr44H3qvqQpcgOje+qOPxl82O3LkbHOynPXRRwvinj8SWx588ANZvDjzz4wIAh1mXa/mqVChguvHrkVvNlu8OH6QzXy2ZMkSuf766xMOG6/roF+/fll9jkQ+097rFVdc4VqvWrQH+MYbb5hVAitwAdKxY/xNfv37599egB5+e+UVvenIfa+JDgT50ktTnMftIjmTJ0+W6tWru37sWqpVqxboJ/B5ffbPP//crIICaO9VT9IHtffqR6AC5MUXp8RtbLt1y80RLJOlJ/x1ZOHYARwjRS9LHj16rvOsEiTGXvgfIr2vgu6duPbaawPV+7ItbL3XoghUgJgbWa+SK1dkeZkxY7nceOPbruXXcv31b8n06ZkdLiLXeZ0H0L3IMJ4HCPr5n3TQ3mlhPbgg916TQYDkCd1RfuedudKo0Z4bImOLnvfJp8+TLnr8ubArkfT4ddgVdgXaMccck5dXoNmmvVftWRTUe9UeSRh6r14CFSBhoOc+unf/yjkXYoZI7dp9pU+fb5xzKGGj90LolS/mj11LrtwLkWuCcA+MbfRei4YAyVP64Cx9KqIZIlp0pOH338/smEjZkst3Y+cDXTc9evQI7X0MsQrrvepVV/Re3QiQPDd16lK5+uo9Q7VoqVr1Ralc+T5p1uwRmT49fy5hLopcHQ8qXxV2J7UOBvj8888H8k5qRe/VPwIkAPTelxEjZkmDBgOcADnllMflmGOuk3Llau3uih8lt956a6D2Ir1GpNXxiODP7NmzCxzLKdsjEdtG7zV1BEiA6NhZXbp8LCeddK8cfnhjKV36JNlnn/2dH0QQ9iILeyaGjnya6WdiBJnXaLIaNPmK3qs9BEgAzZ+/VJo3v1eKFy/n+oHoXqQ+ZyGf6DMT7r///oSHV/SpfF26dMnoU/nCIojPs6D3ahcBEmD5vhephw/0aW258lzwsPJ6op7t58GnA73X9CBAAi5f9yInTJjgPCfaXGYttWvXlq+//tqsgjT79ttvC3ym9xlnnJGTz/Sm95peBEhI6F6knkzP9b1IHbr7yiuvdC2jlooVK8rgwYPNKsiwoUOHOjccmu2j5e9//7ssXLjQrJJxkd6rfrfNZYz0XvU3gdQQICGTq3uR+kAgfUBQiRIlXMtVsmRJ53nYmzZtMqshS7QtnnzySadtzPbSG+7atWuX0eePx/LqvX7zzTdmFfhEgIRULu1FDhw4UI488kjXcmhp0aKFLFq0yKyCHKFtc80117jaTYsO3vjaa69lbMgP7b02b97ctRxatPc6ZMgQswpSRICEWLb3IqdMmSLnnXee6721nHPOOTJx4kSzCnLUpEmT5Nxzz3W1o5aaNWvKl1+mb2Rseq/ZQ4DAGYq6sL3IAQMGWN2L/OWXX+TGG29MOFBd+fLlpW/fvrJz506zGnKcfkdeffVVOfzww13tqm19ww03yNKlS81qKdEeDr3X7CFAEKUPFypoL7JGjRop70Vu2bJFOnbsKKVLl3bNf//995eHHnpI1q7liYv5TgcbbN26tdOmZjuXKlVKnnnmGee7kArtvWrPxpy/FnqvmUOAIE669iLfeustOf74413z1NKkSROZN2+eWQV5bv78+dK0aVNXe2s57rjjZMSIEWYVT/RecwsBgoRs7UXOmDFDLrjgAtc8tJxyyikybtw4swoC5sMPP5RTTz3V1f5a6tWrJ9OnTzeruOh3rUOHDgX2Xh9++GF6r1lAgKBQfvciV65cKa1atXLGFjLrlS1bVl588UXZvn27WQ0BpW398ssvO21vfh90MMPbb7/dGdwwkTfffLPA3utll11G7zWLCBAk5aOPPkpqL1I3FN26dZNDDjnENZ2GyZ133umEC8Jp1apVctdddyXcsdDvzAsvvBDdsdDea/369V3TaaH3mhsIECTNay/ykksucQZrNF/T0qBBA5k5c6Y5S4TU999/LxdeeKHre6JFx6a69NJLE4YMvdfcQoCgyHQv8u677074AzfLCSecIG+//bY5C8AxcuRIqVSpkut7Y5ZI71W/e8gdBAh8K2wvUk92PvvsswxUB0/6HenUqZMzuKH5PdJC7zV3ESBIme5F6pVZkR+8HspatmyZORlQKP3O6KGryPdIv1P0XnMbAQIrNm7cKE899RQnNpEyvexXv0s6RAlyGwECAPCFAAEA+EKAAAB8IUAAAL4QIAAAXwgQAIAvBAgAwBcCBADgCwECAPCFAAEA+EKAAAB8IUAAAL4QIAAAXwgQAIAvBAgAwBcCBADgCwECAPCFAAEA+EKAAAB8IUAAAL4QIAAAXwgQAIAvBAgAwBcCBADgCwECAPCFAAEA+EKAAAB8IUAAAL4QIAAAXwgQAIAvBAgAwBcCBADgCwECAPCFAAEA+EKAAAB8IUAAAL4QIAAAX/4f0L9KIrWlG60AAAAASUVORK5CYII=)
PN: 3H30-1-4K
CAS: 879896-50-1
Molecule Weight: 219.332
Formula: C13H21N3
![4-[(Piperazin-1-yl)methyl]benzonitrile](data:image/png;base64,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)
PN: 3H37-1-X9
CAS: 89292-70-6
Molecule Weight: 201.273
Formula: C12H15N3
![4-[(4-Methylpiperazin-1-yl)methyl]benzonitrile](data:image/png;base64,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)
PN: 3H37-1-3V
CAS: 125743-63-7
Molecule Weight: 215.3
Formula: C13H17N3
![2-[(Dimethylamino)methyl]benzonitrile](data:image/png;base64,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)
PN: 3637-1-1B
CAS: 53369-76-9
Molecule Weight: 160.22
Formula: C10H12N2
PN: 3H30-1-T1
CAS: 4553-21-3
Molecule Weight: 219.332
Formula: C13H21N3
TSCA: Not listed on TSCA inventory