| Product Number | 4H48-1-G9 |
| Synonyms | 1-Benzoylpiperazine; [(Piperazin-1-yl)carbonyl]benzene |
| CAS | 13754-38-6 |
| MDL Number | MFCD00810192 |
| Molecular Formula | C11H14N2O |
| Molecular Weight | 190.246 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4H48-1-G9
CAS: 13754-38-6
Molecule Weight: 190.246
Formula: C11H14N2O
![N-Methyl-N-[2-(methylamino)ethyl]benzamide](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABOBAAATgQFVR+OpAAACGnpUWHRtb2xTb3VyY2UAAHicjZRtb9owEID/ysmfh98S8oIIFWo1aVK7SWsr7dtkEkMjkbhywtu/3zk0NAEaJkLs3N1zZ9+dPb3bF2vYalvlpkyIoJyALlOT5eUqIa8v30cRuZtNUzRCw7JKyFtdv08Y2+12NH3ThdqbkqamIEf9ZF/lPZudR41dMcm5YH+eHp8bZpSXVa3KVCNV5ZOqET6aVNXNKr4IwQplt3nJjuassNujt7+Su4fTfZWRz73co26OKCzztYalsYWqYSs5xYd/g5UutVW1zmBxQLFHfdz7bPr0YNJNocsap85Dnqr1c203KQoKs9bpBp3h5MdDQgqBgKpNMbdWHcDNnFgJUBKUB8oHNQYVgApBRaBiUILjH/UCDQRaCB/zvdYu4MvhXeOq4SfcQ/v+1bw/fpgsmRBJgyD0AVfL0dmYep4fQoDCyIcIhVK0Q4y6cdQOgqNN7IOQqPUECA/lQfQ5tvKjHYEDBhuFNOScwyigsefGr75jKv2uHNcV/489RsNtnASYT3ZK6Gy6MGXWmUKeJWQhSJPp33pZyY9kEzA20xb71zlwpl1A9gFXmmHA6wOukMOA3wdc2YeBcR9wTTIMBBdAOAyEfcA14AmQ14DoAoiHI8R9oGnuEzG/Rjh9r3TNYbjBnJe7OTw3mLOKHw/bDeas6O3hHGT8yxRcRVinkVl7i+D04oZhneuH4aU7+wcsQaOFTNF3wgAAJ5dJREFUeF7t3QmYLFV5P2BFULYgiCDgBiYRBaNEEFk0iMr6sCXsChGjICQIov6jiSBLFEQBQUVFkB1BNhEE2RcXIqACgqwii6CyKPu+nP98dVPNTDFze/qb7pmenvd9nn7uvX1OV1f1ra5fV9VZXlQAIOFFzScAYDwECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkBgJnjuuVJOPLGUddctZdFFS5lrrll/rrNOKSecMKscOiRAYNA9/PCs4HjRi8Z+RJBEPeiAAIFBt/HGs0JiwQVLOfDAUu64o5SnnirlD38o5aCDSllooVnlUQ86IEBgkJ133qxwmG++Uq65plk6Szwf5VHv/PObpTAmAQKD7AMfmBUMe+zRLBkpyqPeBz/YLIExCRAYZEsuOSsYrr22WTJSnIVEvTe8oVkCYxIgMMjmnntWMDz+eLNkpMcem1VvnnmaJTAmAQKDrNMAmXfeZgmMSYDAIHMJix4SIDDIttxyVjDsuWezZCQ30UkQIDDIzjlnVjDMP79mvHSdAIFBt+GGs8IhOgxGx8HoQBgdCe+8s5SvfU1HQtIECAy6hx4qZa21ZoXEWI+11zaUCR0TIDATxGCJMWhiBMUii5Qy55yz/ox/H3+8wRRJESAApAgQAFIECAApAgSAFAECQIoAASBFgMCgi/4de+9dym23NUued+utpeyzTymPPNIsgTEJEBh0hx02q7PgDjs0S573sY/NqnP44c0SGJMAgUH3zW/OCod/+7dmyfO22WZWnW9/u1kCYxIgMOgECD0iQGDQCRB6RIDAoBMg9IgAgUEnQOgRAQKDToDQIwIEBp0AoUcECAw6AUKPCJAuWH75Q6rHWNqVQ08JEHpEgHRBu4BoVw49JUDoEQHSBe0Col059JQAoUcESBe0C4h25dBTAoQeESBd0C4g2pVDTwkQekSAdEG7gGhXDj0lQOgRAdIFdUC0e8CUECD0iADpgmZQjPWAKSFA6BEB0gXtAqJdOfTSLUMBcvJQOPxyNgFyxVCARJ1bBAgdECBd0C4g2pVDL500FCDLD4XDnrMJkD2GAiTqnCJA6IAA6YJ2AdGuHHrpm0MB8qKhcPi32QTINkMBEnW+LUDogADpgnYB0a4cekmA0CsCpAvaBUS7cuglAUKvCJAuaBcQ7cqhlwQIvSJAYMAJEHpFgMCAEyD0igCBASdA6BUBAgNOgNArAgQGnAChVwRIF9StrDbc8PjyzDPPNou1wmJKCRB6RYB0QR0Q8TjttOubxQKEKSVA6BUB0gXDA2T99b9Xnn565FmIAGEqCRB6RYB0QR0Qm256YvXnKadcN2o5TAUBQq8IkC6oA+Kcc35X/bnuuseVJ5985gXlMBUECL0iQLqgDohnn32ubLLJ96u/f//7176gHKaCAKFXBEgXDA+Is8++ufr72msf0zoLESAT88c//rF87WtfG/o8n2wWMQ6jBciPfvSjoTPmc1r/FiAT89hjj5WvfvWr5d57720WDTQB0gXDAyLOQjbeeNZZyHHH/eYF5Yzfs88+Ww499NAy33zzVQe3xRZbrJx22mnNarQxPED+8Ic/lA9+8IPVv+Ox9dZblzvvvFOATMAPfvCD8qpXvar6/Oaff/5y2GGHVfvuTCBAuqAZEGedNessZI01ji6PP/70C8pp75JLLinLLbdc60A399xzt/7+/ve/v1x77fOXCJm9OkDe/va3t8L4JS95SfWIv8dz//iP/yhAOnTNNdeU973vfaPuo/F5/uQnP2m+ZOAIkC5oBkSchfzzP59QPXfUUVe9oJyx3XbbbWWzzTZrfRGXWGKJoc/wqOry1Ve+8pXy8pe/vHp+zjnnLDvuuGP5y1/+0lwEDR/5yEdan2c81l9//XLzzTeXm266qay33nojyrbddtvmy2mIfe7f//3fq30wPrPYJ/fbb79qHz3yyCPL4osv3vo8N99883L77bc3FzEwBEgXjBYQZ555U/Xc+9531KjljPTII4+U3XbbrcwzzzzVF+9lL3tZ+dznPlcefvjhEfXuvvvu6oA4xxxzVPVe8YpXlG984xvl6aefHlGPUq688sryT//0T62D2Stf+cpy7rnnNquVs88+uyqr66222mrlqquualab8WIfi3txsc/F5xRncB/96EfLPffcM6Je7LP//d//Xe3DUS/26c9//vPl0UcfHVFvEAiQLhgtIIafhYxWzvOOPfbY8prXvKZ1ANt4443L73//+2a1EX71q1+Vd7/73a3XLLvssuX8889vVpuR4oAWZxL1Jao44EU4P/HEE82qLVEWgb3QQgu1Do7bbbfdjLspPJYI3mWWWaa1v0Uw//rXv25WG+GWW24ZOgb8c+s1r33ta8txxx3XrDatCZBxevTRp4Z+6V5WPvGJHw+dwj42omysgDjjjBvHDJCf/vT2sv32Z1RnKjPV5ZdfXlZZZZXWF+ytb31rueiii5rVZuv4448vr3vd61rL2HDDDcvvfve7ZrUZ4amnnir777//iMt8canlvvvua1YdU9TdfvvtW+Gz4IILlgMOOKBa9kwUl/o22GCD1v71+te/vnz/+99vVputCy+8sPzDP/xDaxmrrrpqueKKK5rVpiUB0sZzz5Vy+uk3ljXXPKYKgXe84ztDvyz+OqLOaAER4ixko42OH7X8sMN+1Xr+wx8+rVx77d0jygfZn/70p6rVT30ZKi6fxM3bZ555vvNlJ6IJ5R577FHmnXfeankvfelLy2c+85ny0EMPNasOrDPPPLO88Y1vbB2k3vve91Y3ebN+85vflNVXX721vKWXXrqcddZZzWoD68EHHyz/+Z//We1Lsf3R0GDPPfcsjz/+eLPquMS+HY0ZFl544Wp5se9/+MMfrr4L05kAmY2rr/5z2XrrU1sH+q22OqVceWV3/sMjXGLIk/oeyQorHFJ23/2icu+9g3edtBY3GffZZ5/yN3/zN9WXaK655io777xzuf/++5tVU+64447ygQ98oHXQi2a/hx9++NCPgOeaVQfG9ddfX9Zee+3WNr/hDW8op556arNa2imnnFIts17+OuusU2644YZmtYERzW+/+93vtprlxiOaPUfz527461//Wnbaaadq349lL7DAAuVLX/rStO3jJEBGcffdj5Rdd72gFRzRHPeHP7yhOuh320MPPVn23//S8s53Hlq917vfffjQQe/K8tRTg9WOPNrK/+3f/m3rS7nWWmtVB79e+NnPfjYUyCu03iv+/vOf/7xZbVp78MFHh34h/0/rQBShvPfee/fkQBT3R774xS9WfRzq4N9ll126Fvz94qc//enQd3D51n7zjne8o2f7zXXXXVfWXHPN1nv93d/93bTs4yRAhome44ce+qvyrnd9tzqYr7TSoeWgg35RHnmk+1/Kpttuu798/ONntUJrgw2OLxdeeGuz2rTTbCsfl1miF3SvxS/JOPsY/ksyzk7uumt6Xyqsz1xXXXXfoW17f5lzzvmqy4HRW7/X4j0+9KEPlRe/+MXV57nIIouUQw45JH3psV/EmeuWW27Z2k/izPWII46YlDPXM844o/z93/99672nWx8nAfJ/zj33lrLeese1DuC77HL20I71YLNaz/3sZ7eXf/mXWT3Z4xE32m++efr1dRirrfxk34wdfi17vvmWKksv/eHyne9cMfSrevo1+/3lL+8qW2xxUmvf2HjjL5Vf/Sp/nyPrsssuG/pxtVLroPe2t72tXHzxxc1qfa957yya3X72s5+d9Htn8Z1o9nH6j//4j2nRx2nGB8jVV19Xttrq+ZZSMRjiL37RneudWTGfyLHHXl3e854jqnVaccVDyz77/LQ88EDuBt5kGm9b+cl2882/K1tvvVtZZpndqs80fizE6MnTwV13PVT+3/87t7WPrrPOsX3Reu/oo48ur371q1tBsummm5Zbb721Wa0vNVvvbbTRRlPeem869nGasQESB7Q4sMUBbrHF1iqrr35kOeGEa0adknaq/PWvj5cvfOGSquVXHDhiHY8/vr/WcbhMW/nJdtlld7bmbYnHRz/6w3LDDf3Z1yGajh988OVl5ZUPq9Y1/vzWt64Y+uXcPweU6AC66667tobxiD/j3/F8P4r+Q+9617ta+2g/9h8arY/Teeed16zWF2ZcgMTpYlxKGX66uPPOnyn339+fO3y48cb7yrbbnj7iLOl//3dqz5KGi7byMTxGvcNn2spPpgjgGG4/Ajk+zwjo//mfS17Qv2eqxKX3OMOIEZ3r//PPfOa86kykX8WZxyabbNLaB+LM5JhjjmlWmzLx6z4Gk6x/3Udz2n7/dd88S+rHPk4zKkDi5m0328pPtvPOu6WaMrc+qESnxttvf6BZbdJ0u638ZHvwwSfKvvv+rLpEGJ/naqsdUY4++uoXTEk8ma655u6yzTY/aP0fb7nlyUO/SHt/g7xboiNo3BOpv2Mrr7xydc9kqkSrtC9/+ctVc9n6B+N0GkOteZ+m3/o4zYgAabaVj+ak3WwrP5maLcXe/vYvl732OnzoYDh5O1Sv28pPtugYusMOP2odtGMImp/8ZHIHwLvnnkfL5z9/UdUfKNbh/e8/amgfvb4nTcd7LVplReusenytaLUVrbcmo6XYcKeffvoLWjj99re/bVabFvq1j9NAB0i0U//EJz4xKW3lJ1v0VdlttwuHwnC7oV9Xy5ZFF110UuYhmMy28pPt4otvLRtu+PzIATvueGa59dbe9nWIHwTf/e6vq/4/8Z7RH+iAA/63PPzw9N9H4/sX/UWGf/+iP8nsxuTqhuhjscYaa7T20ehj8cMf/rBZbUKiB3kMURKj78aBPM4S6kf8O56P8m73NB+tj1M8N1W6EiD1xoylXXm3xS+gGBpj+C+gyWorP9muuOK3ZaWVnr/hFnM+9GIegqlsKz+ZogPnEUdcOeKAvt9+P68ud3XbBRf8fsQlyZ12mtpLkr0SPdejB3u973S7t3wtenl//OMfbzUdj8tW++6774R/MMZlpAsuuKBqHBDjWNUjKYz3EfXjdfH6WE4sbyLiOxchFd/B+j3i7CS+o5OtK0f1eiPG0q58duLDOvnkk6sBzeIDi2uAcekkfgV/8pOffMGw03EzLwblq98zrsHGoH2DLD6j5jwEW2yxRVfmIWheg52qtvKT7b77Hi177nlxqwVcDDkTl5Sa6oN/nLmM1jquLh/uzjsfLB/72BmtspjB8uc/n/wv/2SL8bpiTK16H417kDHm1kTFD8aDDz54xDhTccP8z3/+c7PquMWZfLTOiktvdQ/84Y8Ip/j1Hz+q4sdpDMkT35P4M/4dz0d5fe9l+COWF8uN5U/kikHcg4z7IfU9yPiOxj3IiQZUJ3JH9Yb6gxlLu/KxxEFq+L2LsR7DRQureC6GB++nViCTIT6v//qv/xoxD8Huu++enofge9/7Xt+1lZ9sv/3tPdVgl/XBvjlWWf18PE47beyAGS5aVMVz0c8npj2eypv2k60eMThG+Y19Ks4Wdthhh45GDB4uftG/5S1vae2j8Uv/l7/8ZbPauMXltQijJZdccsQxJpqnx833GBus08tSUT9eF68f3sw9HvE+8X4Tuaw32ojBJ5xwQrNaT3R+VB9FveJjaVc+lvpDiTkKIhjig4rT0ZijIPoXHHjggVWLj+FiB/3xj3/ct+3QJ8NE5yFotpWPL2i/tZWfbDFSQfTBaV6xGx4gcTmqGQajBch1191bXSa7//7p0VqtF+I7PHzOkviOH3TQQeNuVjvRfbwpzmKiWe/wy0KxzPhB1u0b77G8WG4sv36veN94/4kMCxN9RYYHVPQl6XU/rM6P6qNoFxDtykcTIRCvif4avRp0b9B1+utstLby8etovF/qmagOiLpzYoxTNVo5o4tZE2MGxHofffOb31zOOeecZrWWbp9lh0svvbQst9xyrXWI70yE0UQO5uMRy4/3Gf4djfWI9cmK7+rXv/711kgQ8V2O3u3x3e6Fzo7qY2gXEO3KRxPX8OM10WqKvNHmIWheH57ubeWnUh0QMSxK/LnuusdVLaua5czeiSeeOOKyUczVHnO213pxny8Otp/+9Kdbg0PGZe/ovDcV4n3rWTljfWK9JvLDLb67MZ7W8LHoYrytbo9F19lRfQz1f2i7RyfiOl68xtlHd9QtVIbPQxAtVKI1zKC0lZ8KdUBEf40YISD+Hr3cm+W0Fx1Q99prr6pDauyLcXM4DqRxaSaai9f7aLQ0jObkE3Hbbbe1BoSMy2jxPjGX+VSK94/1qC/rxfrFek5EjOw7fDTs+K7HCMDd0tlRfQzNoBjr0Yl6bJ3p0qt5umi2ka8fvWgrPxMMD4izz765+nsMQVKfhQiQzt15551lq622ap0Z1I9u9XWK6WRjWbHMJZZYou9GEo71ifWqt7kb09/GXCPD5+OJKXa7obOj+hjaBUS78tEIkN6KXrrRPj2+pNG5a6Jt5Weq4QERZyHRJDf+Ha2rmuV0Ju4F1Pc6ojVmNFudqDibqZvlxpS9Uz1K9FhiveophWN9uzGYYnzHP/WpT1XLjLO8bujsqD6GdgHRrnw0LmExHTQD4qyzZp2FxCyWjz/+9AvK6UxcUo3jQDcmIYvRous+EzH0fL//aIr1i/WM9Y31jvWfqLgCEcuLzpzd0NlRfQztAmK08vh1sfnmm1c3jqIDTAxyGK0rHnhgVk/c+iZ6zKEN/aoZEHEWEmNpxXNHHXXVC8rpTLcCJC4D1T3It9tuuwlfBpsssZ6xvrHesf4TvZw1MAGyyiqrVK0qbrzxxqoTTfQg33777aveqaFuxhsdjqIO9KPRAiKGYo/novf6aOWMXzcCJG5Ex/S7sZzNNtts2oRHLdY31jvWP7ZjIjfWByZARhODr0W77lrdkTDaNB9wwAFV56E4rYteq9F+PDoeRbtpmCqjBcTws5DRyhm/iQZINFutW1vFPYWJ9PieSrHe9T2R2J5sc9yBDJBI2BgIbKeddqompallhjKByTRWQJxxxo0CpAsmGiDRLDZeH62a+vWG+XjF+tets2K7MvoyQCZieBC86U1vekHntehAdNJJJ1Uz3kV3/+jHEE3bYjDFaFFw9dVXj6gPk2msgIizkI02en5oeHImEiBxnzU6zka/in5rqpsV2xHbE9uV6bE+cAES4nQsZgaM/glbb711sxiYobIBEiMw1MOTZH+t96v6rCq2r9PhVgYyQGoxX0e0NAAI2QCJ8aDiddHKc6p7mHdbbE897ElsZycGOkCiJVaM2QQQMgESnY/rMbMma1jzyRbbFdsX29lJZ+uBCZDYMaJ3ZQzrHIka1/OiaW9MVgQQMgESg4fGa2KU20GbMbMW21WP4hvbO14DEyAx1Piaa65Z9fOIZrorrrhiNc7NoP6HA53rNECiRedSSy1VvebYY49tFg+U2L7Yztje8fZtGZgAgUET86bvssvZQ2fWtzSLSOo0QGLis6gfM2l2eoN5uontq2cMHe+EbwIE+tRPfnJ71WT34x8/q1lEUqcBEnONR/0YFmkmiO2M7Y3tHg8BAn3qkktuqwJkxx3PbBaR1EmAxM3keryrmTKnTWxnbG9s93hupgsQ6FMCpPs6CZC4rxp1l1122WbRQIvtje2O7W9HgECfEiDd10mA7LrrrlXdmI55Jontje2O7W9HgECfEiDd10mArLrqqlXdU045pVk00GJ7Y7tj+9sRINCnBEj3dRIg9f2PGNFiJontre+DtCNAoE8JkO4bb4DcddddVb0FFligWTQjxHbH9sfnMDsCBPqUAOm+8QbIhRdeWNVbYYUVmkUzQmx3bH98DrMjQKBPCZDuG2+AHH300VW9mEN8JqrnTo/PYXYECPQpAdJ94w2Qgw8+uKr3kY98pFk0I8R2x/bH5zA7AgT6lADpvvEGyL777lvV23nnnZtFM0Jsd2x/fA6zI0CgTwmQ7htvgOy+++5VvZkyhElTPaRJfA6zI0CgT5199s/KwguvUjbddJdmEUnjDRBnIM5AYFo7/fTTqy/nWmut1SwiabwB4h6IeyAwrQmQ7htvgGiFpRUWTGsCpPvGGyD6gegHAtOaAOm+8QaInuh6osO0JkC6b7wBEoyFZSwsmLYESPd1EiBG4zUaL0xbAqT7OgkQ84GYDwSmLQHSfZ0EiBkJzUgI05YA6b5OAsSc6OZEh2nrxz/+cfXlXH/99ZtFJHUSIOFDH/pQVX+mDGlSD2ES2z0eAgT61JNPPlm+8pWvlCuvvLJZRFKnAXL++edX9V/3uteVZ555plk8UGL7Yjtje2O7x0OAADNGpwHy7LPPlqWWWqp6zbHHHtssHiixfbGdsb2x3eMhQIAZo9MACd/85jer17zlLW8pzz33XLN4IMR2xfbFdsb2jpcAAWaMTIDEzeTFF1+8et0JJ5zQLB4IsV2xfbGd47l5XhMgwIyRCZDw9a9/vXrda17zmvLwww83i6e12J7Yrti+2M5OCBDoM3E54eSTTy4bbLBBWWyxxcpLX/rS8qpXvaosv/zy5ZOf/GS56qqrRtSPL3A8xtKufCbJBkjcYF5uueWq1376059uFk9rsT2xXbF9nTYUECDQRx566KGy9tprtw76Yz2GG+254dqVzyTZAAmXXnppmWOOOcpLXvKScvHFFzeLp6XYjtie2K7Yvk4JEOgjcdYRX8iFFlqo7LfffuXmm2+umvPee++95de//nU58MADy9ve9rYRr2kXEO3KZ5KJBEiof60vscQS5Z577mkWTyux/rEdsT3ZsyoBAn2i7jj48pe/vFx//fXN4jG1C4h25TPJRAPkqaeeKiuttFK1jNVXX7088cQTzSrTQqx3rH9sR2xPbFeGAIE+scUWW1Rfxr333rtZNFvtAqJd+Uwy0QAJt912W1lkkUWq5Wy22Wbj7jPRL2J9Y71j/WM7YnuyBAj0ide//vXVl7GTs4/QLiDalc8k3QiQcMUVV7TGydpuu+2mTYjEesb6xnrH+sd2TIQAgT4x99xzV1/GTtrhhzog2j3oXoCEc889t2ohF8uLOcTjXlU/i/Wr5zqP9Y71nygBAn1CgPRefZYXjRXuv//+ZnHHzjvvvDL//PNXy4x7Cv16Yz3Wq77nEesb6z1RsZ/utNNOrWV2g70UklzC6r0NN9yw9Xm88pWvLN/+9rc77vvQFJeBFl100WqZ0aqp35r4xvrUra1iPSd62SqcdNJJZckll2x9ltFHqRvspZBU30TfZ599mkWz1S4g2pXPNJdffnlZZZVVWp/LW9/61nLRRRc1q3UkbkTXrbOiX0U0i53qHuvx/rEesT6xXrF+E7lhHqIT62qrrdb67N70pjeVs88+u1ktzV4KSXUz3gUXXLDceOONzeIxtQuI0cqj09jmm29eDWEx77zzlje+8Y3VXBAPPPDAiHqDLEafrYfwiMfGG29cfv/73zerjdvTTz9dHbBf/OIXV8uLZR9//PHNapMi3rfetlifWK9Yv6zohxQ33+swin5K0SdpIssczdh7MdBW3ZHwFa94RTnggAPKLbfcUt38vO+++6p5QQ466KBqyInhRguI4UYrj1/gRx55ZBVU0Sfg1ltvLdtvv31573vfO6LeoHvkkUfKbrvt1rr/9LKXvax87nOfm9DZQ4RzPexJPGKU2+OOO27Cl8raieXH+9Sj6sYj1iPTw7wW/UNiP4wfNbG8CJDYT2J/7IWx92KgrakcyiRuKs8zzzzNp2eEuLRT942IR9wzOOqoo9LDt8fB/Bvf+EY1llm9zNe+9rXVWV63p8eN5cVyY/n1e8X7xvtPJLTOOuussvTSS7eWGTfhf/Ob3zSrdVX7vRSYrThoxU3KmMo2DgRzzTVXdfMzblR+6lOfKldfffWI+u0Col159A244447qhY1m2yySbN4RrnkkktGnD28853vLL/4xS+a1cYtzu4OPvjgETec47HMMsuUHXfcsZxyyinlT3/6U/NlsxX143Xx+ljO8OXG+8T7TaSH/A033FDWWWed1jKjiW6832QYey8F+s7wg0/cEP3LX/7SrDLjRKAeeuihrd7mcQ/hX//1X8tdd93VrDpuscyYJjbmGq+b/Q5/LLDAAmWFFVYoW265Zdlmm23KzjvvXPbYY4/qz/h3PB/lUa/52lheLDeWP5EOjXEGussuu1Q/WOrlfvGLX5xQGHVKgMA0E9e5r7nmmrLGGmuUrbfeulk8Y0WDghg+f/gB9Qtf+MKED6iPPfZYueCCC8quu+5aVl111VaP9vE+on68Ll4fy4nlTURc5vrOd77zgsD84x//2KzacwIEpqk4YMTBiZGiocG6667bOoDHnOExX0s3xWWpCy+8sGrYcPjhh1dnH/Uj/h3PR3mnl7vaiT4iwy/ZRVPfiVyymygBAtNUtMRaeOGFm0/zf6KZdVzmqw+273nPe15wP2q6iP/reliTeLz61a8uRx99dLPapBMgMA3EmFAxnEW0748mq9HUM5r2fvazn21WZZi43PfVr351RLPWj33sY9XnOB1Es+W49FU3W44/49/xfD8QIDANxLXzNddcszoQRp+TFVdcsRx22GHpZqszTQRGBEfdsS4+xwiW7Lwak+GYY46pzjTqs45ocRdnIv1EgAAzRlzCiktZ9UE5LnHFpa5+ctlll5WVV165tY4xo+VEh27pFQECzDhxUz1urtcH6bjp3slwNL0QjSKieW89tEoMHnnIIYdMqHNhrwkQYEaK5r3RzLfu5xFzbkTHz8keXyyGvolZLevmwdEMOfp3dGP4+l4TIMCMFh0Ooz9N/cs/+ldEx8SJdPIbr1NPPbXqOV6fCcWwONGzfLoQIABDoj9FDIVSH8yjv0UMldILMUZVDIRZv1eMYXXmmWc2q/U9AQLwf6JVWwzKWE/oFI8YtHGi83LUYlTcHXbYocw555zVsqM12P7779/XrcFmR4AANERfmxgmPoaLjwN9jHocw8g/+uijzarjEvNwxND+MS9HLC+aE2+77bbTpj/KWAQIwBhiwqqYuKo+G4lJn2Jiq06cc8455c1vfnNrGTFDYMwVMwgECEAb0Q8jptKtQyBGAYipdmfnpptuKuutt17rNTF0+4knntisNq0JEIBxiP4Y3/rWt6r+GREIc8wxRzV0e3PAxAcffLCakjaaBUe9+eabr+y1117l8ccfH1FvEAgQgA5E/4yY96MeNj76b+yzzz5VQMTwMjGZWDwfzYK32mqrcueddzYXMTAECEDC9ddfX9Zaa63WJar6hns8YqyyicxtPl0IEIAJ+NGPflQWX3zx1tlIzAUyUwa5FCAAExT9OGJu87vvvrtZNNAECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQ8v8BK9ahmaQs9woAAAAASUVORK5CYII=)
PN: 4648-1-19
CAS: 98902-12-6
Molecule Weight: 192.262
Formula: C11H16N2O
![1-[(4-Methylphenyl)carbonyl]piperazine](data:image/png;base64,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)
PN: 4H48-1-7B
CAS: 111752-26-2
Molecule Weight: 204.273
Formula: C12H16N2O
![1-[(3-Methylphenyl)carbonyl]piperazine](data:image/png;base64,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)
PN: 4H48-1-6B
CAS: 100939-91-1
Molecule Weight: 204.273
Formula: C12H16N2O
![1-[(2-Methylphenyl)carbonyl]piperazine](data:image/png;base64,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)
PN: 4H48-1-2B
CAS: 775579-10-7
Molecule Weight: 204.273
Formula: C12H16N2O
PN: 4H53-1-06
CAS: 100138-46-3
Molecule Weight: 233.271
Formula: C12H15N3O2
PN: 4H58-5-09
CAS: 361979-30-8
Molecule Weight: 306.23
Formula: C13H21Cl2N3O
PN: 4H48-1-NF
CAS: 55121-99-8
Molecule Weight: 219.288
Formula: C12H17N3O
Melting Point: 61-64 ℃
Boiling Point: 145 ℃
TSCA: Not listed on TSCA inventory