| Product Number | 3H31-5-AU |
| Purity | 95 % |
| CAS | 52385-79-2 |
| MDL Number | MFCD00799218 |
| Molecular Formula | C10H13ClN2 |
| Molecular Weight | 196.68 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H31-5-AU
CAS: 52385-79-2
Molecule Weight: 196.68
Formula: C10H13ClN2
PN: 3H31-5-69
CAS: 1185157-51-0
Molecule Weight: 269.59
Formula: C10H15Cl3N2
PN: 3H31-5-57
CAS: 872139-22-5
Molecule Weight: 235.15
Formula: C10H16Cl2N2
![[(3,5-Dichlorophenyl)phenylmethyl]piperazine](data:image/png;base64,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)
PN: 3H32-5-5T
CAS: 885950-04-9
Molecule Weight: 321.25
Formula: C17H18Cl2N2
![[2-Amino-1-(3-chlorophenyl)ethyl]dimethylamine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAB4mAAAeJgHZFxpCAAACAnpUWHRtb2xTb3VyY2UAAHichZRtb5swEID/ysmfF79gAmkUUkWpJk1q92HtpH2bHHBSJLArQ97+/c5AWmgyyovO3N1zZ58PL+5PZQEH7arcmoQIyglok9osN7uE/H75PpmR++UiRSd0NFVCXuv6bc7Y8Xik6asu1ckamtqStPb5qcoHPkdJrduxgHPB/jw9PjfMJDdVrUyqkaryedUoH22q6mYW/0nBSuUOuWGtOyvdoY32N+D+4fRUZeRjLWu0rRCFbV5o2FpXqhoOAaf48G+w00Y7VesMNmdUSxri2peLpweb7kttahz6CHmqiufa7VNUlLbQ6R6D4eDHQ0JKgYCqbblyTp3Bj7xaCVABKAkqBDUFFYGKQc1A3YESHF+0C3QQEmtdaJ/s5fymccbwE9bNfZHNXcAa6xQkBOeNF3RiIqiUMoZOBDSK4hBwFRyTDJWd6JSf+PaTwBkzRFREaApphBsGks6mH2KoDKgU3OeZhj7WJSancdybYvfZemGx2Hu1louNNVlvCHmWkI0gTRl/6W0VdJUkYF2mHTanD+Bd+0AwBHzdxwF5BYTjQDgE/J6OA9Mh4DtgHIiuMsTjQDwEfHe9A6tbwGwI+F4cB+6GQNO544S3D7au6fQvmM/b3fwZ42sXwQ1GfpFHXhXsNsJ6TckuvzsOr44C1jsnGJ6Oy3/q2o066+ZGCQAAPcxJREFUeF7t3QncVOP//3EUCiFKSqHCj7SglRZUlm+LouxlX0Lbt0LpaylpkfUXKkqW+le+7Zu0055S0S0VKu279t3173P5zXHmOjP3fea6Z+ae5fX0OI+H7nNdM9PczfWec67tJAUAgIWTzB8AAOAHAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBkub++usvNXHiRNWmTRtVqVIlVbRoUZUnTx51xhlnqIsuukjVrFlTdejQQS1atMis6jjppJOcIxK29QAkBj65aWzs2LGqdOnSQQ15Zkf58uXVpEmTzIexDgLbegASA5/cNHT8+HF9VWEGhN/DlNm5zNjWA5AY+OSmofbt2wc13vny5VMtW7ZU48ePV+vXr1cHDx5UBw4cUBs3blTTp09X3bt3VxUqVAjb2NsGgW09AImBT26aGTduXFDDXa9ePbVjxw6zWEg//PCDuuWWW8wfWweBbT0AiYFPbhqRDvOyZcs6jXb9+vX1z7LLNghs6wFIDHxy08jkyZOdBltuW+3cudMsYsU2CGzrAUgMfHLTSNu2bZ0Gu1WrVuZpa7ZBYFsPQGLgk5tGKleu7DTYEyZMME9bsw0C23oAEgOf3DQikwQDDfaGDRvM09bcQWB7AEg+fHLTSN68eZ0GW4bqRosZBjYHgOTDJzeNyBIlgQabAAGQXXxy04isbRVosGN1CysStvUAJAY+uWlEFksMNNh0ogPILj65aSRZhvH+9NNPeq0uWT7lvPPO07ferrrqKr0Ey65du4LKAsg5kX3ikdRkJd1Ag3322WdHrTEOFwRZCVfP/XPzKFGihNq0aVNQeQA5I7JPPJKaLFtSpkwZpzFu2LBhQi5lUrFiRfXBBx+oJUuWqL1796otW7aoIUOGOH04jzzySFB5ADkjsk88kt6YMWOCGm4JEb9XIrKY4q233mr+OGwQZCXSelOmTNFlCxYsaJ4CkAP8fXKRUp5//vmgxltuZ7Vu3Vp9/fXXenSWDPGVQ5ZznzFjhurRo4e+KgjX2EcaBAGR1pOrESkruyUCyHn+PrlIKbKhVLt27YIa8EgOU2bnMhNpvZkzZ+qyMpoMQM7z98lFSho1apQqVaqUJyDCHTIqSlb0NUUaBAF+68l+JXLrTTrQTznlFP3/AHJe5p9cpDzpRJdbV3ILSwKiSJEi6vTTT9fLnkinda1atVTHjh11/0c4foPAlFU9M8Ak7EaPHm0WA5BDQn9ygQRgBoj0fdxzzz1qzZo1ZlEAOYAAQcLbunWrmjNnjnr00UfVySefrPLnz69WrFhhFgMQZwQIkkrPnj311UiDBg3MUwDijABBUvnzzz91gBQoUMA8BSDOCBAkle3bt+sAkT3dAeQsAgRJ5Y033tABUr16dfMUgDgjQJBQZK0umfm+YMECPSv+6NGjavfu3Wr27NnqySef1J3oEiAjRowwqwKIMwIECcUcumseuXLlUt26dTOrAcgBBAiC7Nu3z/xRXGVkZKhOnTqpatWq6YmMuXPn1mt1lStXTrVo0ULvFQIgMRAgcMjQWPmW/9RTT5mnAMCDAIG2efPmoNtEx44dM4sAQBACBNoff/wR1Ndw+PBhswgABCFAoBEgACJFgEAjQABEigCBRoAAiBQBAo0AARApAgQaAQIgUgQINAIEQKQIEGgECIBIESDQCBAAkSJAoBEgACJFgEAjQABEigCBRoAAiBQBAo0AARApAgQaAQIgUgQINAIEQKQIEGgECIBIESDQCBAAkSJAoK1bt1GdeealznH48BGzCAAEIUCgbdy4U5Us+axzHDly1CwCAEEIEGibN+9V5cv3dY4jR46bRQAgCAECjQABECkCBBoBAiBSBAg0AgRApAgQaAQIgEgRINAIEACRIkCgESAAIkWAQCNAAESKAIFGgACIFAECjQABECkCBBoBAiBSBAg0AgRApAgQaAQIgEgRINAIEACRIkCgESAAIkWAQNu9+5ATHtdf308dP/6XWQQAghAgcHzyySLVoMFgNXToMvMUAHgQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgGShtwTBuUYPvxns0hI7joAQICkITNAbrnlC7V//xGzmAcBAsCNAElDZoDI8dFH35vFPAgQAG4ESBoyw0OOG27or7Zs2WcWDUKAAHAjQNKQOwiaNBnu/P+rr043iwYhQAC4ESBpyB0ECxducP6/YsWP1S+/bDOLOwgQAG4ESBoyg+Df/57o/LlZs7FG6X+Y9QCkNwIkDZlBsHr1LlWp0ifOz2bOXGvU+JtZD0B6I0DSUKgg6Np1pvOzxo2HhtwPJFQ9AOmLAElDoYJgx44Dqnr1T52fDxuW4arxt1D1AKQvAiQNhQuCfv0WOT8PNbkwXD2knnnz5qkvvvjC/DEQhABJQ+GC4ODBo+pf/xronPvwwwVB58PVQ+rYtWuXevjhh9VJJ52kj0svvVQtWrTILAZoBEgayiwIRo/+xTknkws3b97rnMusHpLbsWPHVJ8+fVSBAgWc8Agcp5xyinrsscfUli1bzGpIcwRIGsosCKTz/L77/uucf/nlac65zOoheU2fPl2VK1fOExzmcfbZZ6s333xTHT582HwIpCkCJA1lFQTz5q1zzleo0FctX/735MKs6iG5/P7776px48aeoDjrrLPU66+/rsaPH6+uuuoqz/nLL79cjRkzxnw4pCECJA35CYLmzcc7ZZ566u/JhX7qIfHt27dPdezYUeXJkycoGE4++WTVtGlTtX79eqfs0aNH1fvvv6/y58/vCZJbbrlF/fyzv60AkJoIkDTkJwhWrdqhlzYJlPv22zW+6iGxyciqiy66yBMGlStXVnPnzjWLO7Zv366eeeYZlTt37qB68ucWLVqonTt3mlWQBgiQNOQ3CDp1muGUa9RoqO96SDwyLLdKlSqe4ChSpIj6/PPP1V9/eSeOhvLTTz+pmjVreh7n/PPPVx9++KHujEf6IEDSkN8g2Lp1v6patX9QeT/1kDg2bNigHnroIX17yt3gn3766eqll15Se/f+M8ouEiNGjFAlSpTwBEnp0qXV1KlTzeJIUQRIipk2bbVq2nSEevzx0Wrbtv3maS2SIOjd+3tPeJj11q79Uz/no4+OUvPn/3P/HDnn0KFDqkuXLrpD3Gzk77rrLt2Bnl0yGqtr164qX758nue488471W+//WZWQYohQFKE9FnISrruRv6zzxabxbRwQRCKzEaXWemZBcjbb88JOtemzTdq3brdQWUQP8OGDVPFixf3NOplypQ58QXjn2HZ0bJx40Y9+TDUVU6HDh3Unj17zCpIEQRIkvvzz4OqW7eZQavpynH99f3U0qWbzeJauCAIZ/jwnzMNEOlgd3e4B56/V6/5nuVQEDtLly5VN998syc4ZHJg7969Y94/MX/+/BO/9+s9z1+4cOETX2Y+893PguRBgCSpY8eOq8GDfzrRYHzmadyfe268+v33XWaVmMrI2KpvYZmv5dZbv1RjxqxQtB2xIyOkmjVrpnLlyhXUcJ966qmqVatWcR8h9eWXX4Yc6VWxYkU1Z84csziSGAGShObOXaeXXDcb6zvvHKKvBnLShAmrgtbTChzSRxLuigh2ZI7Ge++9F3KOxm233aaWL19uVokbmWvy8ssve+aayNGkSRO1bt06swqSEAGSRKSzunXrrz2N8403DlCff75EHTly3KySI2RRxj59vtdraZmv9T//maq2bNlnVkGEJk6cqK688kpP43zFFVeocePGmcVzzOrVq9Xdd9/teZ1nnnmm6ty584l/KwfNKkgiBEgS2Lfv8IlvmnNVlSrB/RzS79C587d6L49EtHHjXtW+/WRPiFSr1l99/PEidfhwbO/Jp6IVK1aounXrehrkc845R/Xs2fPEl4jE7HOaMWOGuuaaazyvW1b7/eqrr8ziSBIESAKThQ1HjVoechTUE0+MdtaoSnSLFm1UDzww3PN3qFdvkPrmm1/N4gjhzz//VG3btlWnnXZaUAMsK+U+8cQTSbFS7vHjx098cfhYFSxYMOjvcNpp56v69Z9RGRmht1JG4iJAEtQPP2xSDz7obXTr1k3ORlfCcOTI5ap27c89f6cnnxyjfvklOcIw3qTR/eSTTzyNrhzVq1c/8e/kB7NKwpMwbNOmje7kP/nkXOrss69SRYrcoUqVekF16fKt2rmT21rJggBJMJs27VUdOkzxNLIyI7xv34Xq0KGjZpWksnfvYfXuu6Fvx73+Oo2H27fffquuvfZaT3BccsklasiQIWbxpCO34xo2bHIiHGuo4sWfUGXL9tD/Fm66aYAaOHCpOno0Mfr0EB4BkiAOHDikPvrou5Adzy+9NDVoY6dUIAMCWrUKPSDgyy/Tu/FYs2aNuvfeez3BccYZZ6hOnTqd+LeSmH1etqZN+0HVqfOO59+CjCqcNYvbWomMAEkAgwYNUqVL/0uVKPF00AeoSZPhasmSTWbxlDJnzjrPQo2BxmPmzPRqPPbv369eeeUVlTdvXk94PPjggyk99FW+MAwa9KO++jD/LbRoMeFEqMZ3XhP8IUBy0MKFC1XVqlV1AyEdiRdeeLsqVepl3WkuW8tKv0E6CDQeoSZFyr4kq1enfuMxcOBAVbRoUU9wVKhQQc2ePdssnrJ27Tqo3njjO8/KBpUrf6KXzNmz57BZBTmIAMkBmzdvVo8++qgeQeNuLAoUKKu6dRuqh+2mo8waj7femp2Sjcf338t8mRs8wXHhhReqTz/9NG2X/1ixYrveyMz8QlGr1ud6aZ10+XKV6AiQOJLVS3v06KH3ljYbjDvuuEP9+iurl4qVK3eEbTyGDctIicZj06ZN6pFHHvF8iZBhui+++CILEP6fKVN+U/Xr/z/Pv4X77x924gp+g1kccUaAxMno0aPVZZdd5gmOUqVKqcmTJ5vFccLUqb+HbDwaNeqn5sxJzq1U5UtEt27dQi6B3qBBgxNfIpJviHasyYTTfv0WqerVP/X8W3jhhclqwwbCNqcQIDGWkZGhateu7WkszjvvPNWrVy+9nhHCk8ajf/8fnMbjuus+VJdf3loVLlxHPfhg86jsaxEvo0aNUiVLlvT8W7j66qtPfNOeYhaHQZbAefnlaapCheAQkZWfP/roe3XgAJ+leCNAYmTHjh2qefPmIfeQfu655/R5+Ce7I77yynRVuvRr6uKLHzgRwBXVqaeeo/ec6Nixo/XOevGwbNkyVatWLU9wyJeIDz74gC8REfrxxy3q4YdHeq5GZBHP8eNXmsURQwRIlEljII2CNA5mgyGNiDQmsLdkyeoTDUVzdcYZlwS9t5Hu7R0P8iVBviyE+hIhXy74EmFPfs3jxq1Qt9/+pSdIHnlkpPrpp8Rf2iUVxDVA3B+iSNjW80MaHFnZVJZWqFSpkh5KKUtQy6Qt2dOgZs2aele1RYsWmVU95DaE3I4wg0NuW4wcOdIsDkvyO/vii4E6NMz3unLlymru3LlmlbiSLxFyezLUlwi5nSm3NREdsmHZhx8u0Lex3CEit7nkilWuXDNjho+M8PLDXSeUrM6HY1svp0S/Rc6EbRDY1svK2LFjVenSpT0f8nBH+fLl1aRJk8yH0R2f0gFqlpeOUukwlY5TRJ/ctpLbV3Iby/2+y9aqTZs2VRs2xH+UjgyIkIER5r8FGUAhfSCIDelIf/75SZ5AkL4z6UMLt/KzWV7mYPnZRTOrhj6r8+HY1ssp0W2Rs+D+QEXCtl44skCdXFWYH3K/h9uPP/6o9zZwn5ehmTJEU4ZqIvakI71Ro0ae39NZZ52lunTpog4dOmRWibpVq1bpodjma5Ah2927d+dLRJx8//0Gde+9//UEwx13DNbL55jMcnJIh3xWsmroszofjm29nBKdFtmncI1wVmzrhdO+ffugx5QrhZYtW6rx48er9evX601uZL2hjRs3qunTp+sGQGYEh3oN/fr1C3osmRS2YMGCoDKID/ldlS1bNuj3IUfx4sXVsGHDzOJRsXv3bvXCCy+EXGZdJovKpFHEl8wTkvlCMm/I3SDLTHaTGR5yyHp0WW16llVDn9X5cGzr5ZTotMg+uT9gkbCtF4rs1uZ+vHr16vnuzJSls2+55Zagn+3atUvdeuuterMcWY4COevYsWOqT58+qkCBAp4guemmm9TSpUvNKlbkKlZmihcqVMjzPLI8jcwwR87avfuQXsFAVjKQ1Q1Cra3mbrBl7bnA/7/66nSzaJCsGvqszodjWy+nZL9FjoBtENjWM0nnq/sbav369RNq1A6iR4K9devWes8J97+fXLlyqaefflpt22a//8isWbOU9IeZwVGsWDG9MCYSy/bt+8Pu2ulusGVme+D/JXAy26Mmq4Y+q/Ph2NbLKdlrkSNkGwS29UzSwRl4HLlttXPnTrMIUszy5cvV7bff7mnszz33XPXuu+9GtAXsH3/8oR544AHPY8nqua+++qpeTRfJxWyw//3vic6fmzUba5T+h1nPlNX5cGzr5ZTstcgRsg0C23om2RI08DitWrUyTyOFya3LK664wtP4X3nllerrr782iweR/rDXXntND+026993331q7VrvrREkB7PBlpWfK1X6Z7OzULe9hFnPlNX5cGzr5ZTstcgRsg0C23ommSMQeJwJEyaYp5Hi5GrjrbfeUuecc44nCOrUqaN3yDMNHjxYXXzxxZ7y1113nfruu+/M4kgyoRrsrl1nOj9r3HhoyMU7Q9Vzy+p8OLb1ckr2WuQImR9CmyM73Pst5MQcASSGrVu3qieeeEL3h7j/bUl/iUwolT27ZeKo7Dlu/vu74IIL9Mg76URH8gvVYEt/iXvhRhnRZQpVz8193vZIBtlrkSNkfhhtjuxw7/QmQ3WR3hYvXqxq1Kjh+TcmS43IZET3z2SYbrt27fSwXaSOcA22rP4b+HmoyYXh6gWYYWBzJIPstcgRMj+oNkd2yBIlgcchQBAwdOhQdckll3j+rQUOGeq9ciWL9KWicA32wYNH9eKMgXOyXIpbuHoBZhjYHMkgey1yhGyDwLaeSda2CjwOt7DgJl8oOnfuHHTlcf7556tvvvnGLIoUklmDLdtKB87J5MLNm/9Z8TmzeiKr8+HY1ssp2WuRI2QbBLb1TLJYYuBx6ERHKBUrVnT+jUhfB1JbZg22dJ7fd98/y6LIXiQBmdUTWZ0Px7ZeTsleixwh2yAIVe+nn37S61nJEiOy6qncnrrqqqv0MiUyiSwUhvEiKzJbPfBvRGaaI7Vl1WDPm7fOOS8r/C5f/vfkwqzqZXU+HLPeunW71VdfZag2bb7RI8Kkc19WHpadOiXQli7N2aVyImvJsylUEPgRqp77Z+ZRokSJkAsZykq6gTKyyF24oEH6IkDSi9lgh9K8+XinzFNP/T25MKt6WZ0Px6zn/nO44733cm77gsha8mwKFQR+hKontxpk46YlS5boZb23bNmihgwZ4vRzyGq4Jlm2pEyZMs5jNWzYkKVMEIQASS9mgx3KqlU79NImgXLffrsmy3pZnQ/HrCerCL/xxndqypTf1MqVO0586T2oO/jlNXXvPtN5XSNHLjceKT4ia8mzKVQQ+BFJPdnUScoVLFjQPKWNGTMm6PEkRPxeichiirJwIlIXAZJezAY7nE6dZjjlGjUammW9rM6HE2m9zz9fosvef39sVpvOStYtchRFEgRukdSTqxEpJ8tOhPP8888HPabczpKF92RJCxmdJSNy5JDl3GfMmKF69OgR1LmK1EWApBe/DbbsbFi1av+g8pnVy+p8OJHW27PnsC4r/SI5Ia6tYSRB4BZJvZkzZ+pyMuIqHJlFLJPC3I8byYHURYCkl0ga7N69v/eER7h6WZ0PJ9J6O3ce1GVr1/7cPBUXcW0NbRthP/VkTw+5PSUd6LKZj/x/VmSL0VDbj4Y7ZMSXrOiL1EWApJdIGmyZjS6z0hMpQAYOXKrLvvTSVPNUXIRvkWPATxCEklk9s5GXQBg9erRZLCzpRJdbV3ILSwKiSJEieo9tWfZEOuRr1aql992W/g+kPgIkvUTaYA8f/nPCBMhvv+1U1ar11xtmyf/nBG+LnGTMAJG+j3vuuUetWbPGLApkiQBBMtiwYY+z1MqgQT+ap+Mm6QMkQFZYnTNnjt6HWpajyJ8/f8jluYHMECBIdGvX/qnq1h2kwyPUPu/xlDIB4tazZ0/dADRo0MA8BWSKAEEiW7Fiu9MPI/NAclpKBojs5yANQIECBcxTQKYIECSqRYs2qho1Bujw6NZtpkqEOdApGSDbt2/XDYDsew5EggBBIpo2bbWe6yHh8dZbs83TOSYlA+SNN97QDYDsKAdEggBBohk1armzZMkHH8w3T+eopAwQWc9KZocvWLBAzxw/evSo3ilu9uzZ6sknn3T2dBgxYoRZFcgUAYJEEliqRI4BAxabp3NcUgZI4AMe7pC9rrt162ZWA7JEgCCRuOeFZHVs377frB5zSRkgGRkZqlOnTqpatWp6sp/sYS3rWZUrV061aNFC7xUC2CBAkEjMkMjsIECAHEaAAP4RIIALAQL4R4AALgQI4B8BArgQIIB/BAjgQoAA/hEggAsBAvhHgAAuBAjgHwECuBAggH8ECOBCgAD+ESCACwEC+EeAAC4ECOAfAQK4ECCAfwQI4EKAAP4RIIALAQL4R4AALgQI4B8BArgQIIB/BAjgQoAA/hEggAsBAvhHgAAuBAjgHwECuBAggH8ECOBCgAD+ESCACwEC+EeAAC4ECOAfAQK4ECCAfwQI4EKAAP4RIIALAQL4R4AALgQI4B8BArgQIIB/BAjgQoAA/hEggAsBAvhHgAAuBAjgHwECuBAggH8ECOBCgAD+ESCACwEC+EeAAC4ECOAfAQK4ECCAfwQI4EKAAP4RIIALAQL4R4AALgQI4B8BArgQIIB/BAjgQoAA/hEggAsBAvhHgAAuBAjgHwECuBAggH8ECOBCgAD+ESCACwEC+EeAAC4ECOAfAQK4ECCAfwQI4EKAAP4RIIALAQL4R4AALgQI4B8BArgQIIB/BAjgQoAA/hEggAsBAvhHgAAuBAjgHwEC/J9du3ap888/3wmQhx9+2CwCwIUAQdo7duyY6tu3rypQoIATHoGjWrVqauHChWYVAIoAQZqbPn26KleunCc43Mcpp5yiHnvsMbV582azOpDWCBCkpdWrV6vGjRt7wuLMM89U//73v1XdunU9584++2zVo0cPdfjwYfPhgLREgCCt7Nu3T/3nP/9RefLkCQqHk08+WTVt2lStX7/eKTtp0iRVqlQpT5BcdtllavTo0a5HBdITAYK08cUXX6iLLrrIEwiVKlVSc+fONYtrR48eVf/7v/+rzjvvPE+9W265RWVkZJhVgLRBgCDlzZ8/X1WpUsUTAIULF1afffaZ+uuvv8wqHtu3b1fPPvusyp07d9BjyJ9btGihdu7caVYBUh4BgpS1ceNGPRRXbk+5G/3TTz9dvfTSS2rv3r1mlSz99NNPqmbNmp4wkuG/H374oR7RBaQLAgQp59ChQ+qNN95QZ511lqehv+uuu9Rvv/1mVonYyJEjVcmSJT2PX7p0aTVlyhSzOJCSCBCklOHDh6sSJUp4GvYyZcqoadOmmcWzRUZjde3aVeXLl8/zfA0bNlS//vqrWQVIKQQIUsKPP/6obr75Zk9DLreWPvroo5jeWpJbZY888kjIW2Xt27dXe/bsMasAKYEAQVKTzu1mzZqpXLlyBTXep556qmrZsmVcO7cXLFigrr/+ek+IXXjhhWrAgAG+OuuBZEKAICnJ8Nr33ntP5c+f39Ng33rrrernn382q8TNwIEDVdGiRT2vq2LFimr27NlmcSBpESBIOhMnTlRXXXWVp4G+/PLL1dixY83iOUImLL788sueCYtyPPjgg2rdunVmFSDpECBIGitXrlT16tXzNMjnnHOO6tmzpzpy5IhZJcetWbNG3XPPPZ7XLEumdO7cWR08eNCsAiQNAgQJ788//1Tt2rVTp512WlAjLIscPv7442rLli1mlYTz7bffqmuuucYTJJdccokaOnSoWRxICgQIEtbx48dVv3791AUXXOBpeKtXr64WLVpkVklo8vf5+OOPVcGCBT1/nxo1aqjFixebVYCERoAgIX333Xfq2muv9TS0F198sRoyZIhZPKnIFVWbNm30SDH3301Gkj3xxBNq69atZhUgIREgSCjSZ3Dvvfd6guOMM85QnTp1UgcOHDCrJK0VK1aoOnXqeP6u0qfz1ltvJWSfDuBGgCAh7N+/X73yyisqb968ngb1gQceUH/88YdZJWV8/fXX6sorr/T8va+44go1btw4sziQMAgQ5LhBgwapYsWKeRrQChUqqFmzZpnFU5Jcbbz77rvq3HPP9bwPt99+u1q+fLlZBchxBAhyzPfff6+qVq3qaTBl5vann36aljO3t23bpp5++umQM+tbt26tdu3aZVYBcgwBgrjbtGmTevTRR/UwXHcjKcN0X3zxRdaOOmHp0qXqpptu8oRrgQIFVJ8+fWK6thfgFwGCuJHVa7t37673FjcbxgYNGrB6bQjDhg1TxYsX97xfZcuWVdOnTzeLA3FFgCAuRo0apfcSNxvCq6++Wk2ePNksDhfZ36RLly4h9zdp1KiR+v33380qQFwQIIipZcuWqdq1a3saPtljvFevXnpRxEQjDXYi2rBhg2ratGnIZeM7duxotcMikB0ECGJix44d6rnnngu5h7j8XM7Hm+zbMXXqVNW7d289ka9+/fp6+Oyll16qihQp4gk5OeTncl7KSXmpJ/uLyFXT+vXrzaeIi7lz56rKlSuHfK2ff/55Wg4+QM4gQBBVckUhVxZyhWE2cLVq1dJXJPEiW9f2799ff2sPNUw4Goc02vfff7/u2P7ll1/MlxAzEhISFqGCT8Jl3rx5ZhUg6ggQRI18K5c+DbNBk73DpQ8kHmQ9KVl4URYpNF9HPI7ChQurZ599Nm7zV+S2ldy+kttY7tcht7keeughfdsLiBUCBNkmo6dkFJXZmMpoKxl1JaOvYkluJXXr1k2VLl3a8xrMQxZmlLknsuZUjx491IgRI/RoJjmkM3r16tXOIX8OnBs5cqR688031ZNPPqmqVaumChUq5Hls85BbX9K4x2MSoLxW6VA3X4N0vEsHfKL26yC5ESCwJvM1ZN5GqGXWZZ6HzPeIJWmYZS9yc1FC9yF9F7LlrSzAuHnzZvMhskUm/ckw2xYtWqgyZcp4ntt9SP/JzJkzzYeIumnTpukhvubzy1Bgea1ANBEgiJjcf5eZ4jJj3GyobrjhBj3DPJZkGXf5tm1ORAwcVapU0f0w0mkeT7I/u7wvNWvWDPva5P0ZPXq0WTWqZJKhDBSQSYfm88vkRJmkCEQDAYKIyL19WaPKbJikk1rWtIoluYKQ+/rmc8shy7y/9tprCTMZUfoe3n777ZBXA3JIkCxcuNCsFlWy7EmrVq08V2iyTIoslyJXUEB2ECDwRVbDlVVxzYZQVs+VVXRlNd1YkW/U77//vl7m3Hx+2RtdRiMl8tLnEyZMCLksiVylSJ9KrBtyudV32223eZ4/f/78egHHRH7vkNgIEGRK9t+QfThkPw6zAZJ9O2T/jlhasmRJyG/x5cqV0x3gyTTnQYbWSl+I+XeRhlx2Xow1WRpelog3n1/6iSZOnGgWB7JEgCAs6XgONRxWdgqUHQNjTSbs5cmTx9PYfvjhh0m9mOCUKVP0lZP5vt59990xX21XrjZks6pQV3N169bVm1wBfhEg8Pjhhx/0nuNmAyNDYD/55BO9t3csyZavjRs3DnpumdcgI7tSZbtXmXD5zjvveBpyCex4zCGR91GGMpvLxsuIurZt2+rfAZAVAgSOlStX6nvl5ggiaVRkcl48GhWZzV2iRImg55c5F6m64KJ0tsuoLfffV5Z7kQ74eJAvCzVq1Ah6fjlkJQFZtiWZbhEi/ggQaDLRzBytI4fc1pBgiQfpIzCHnsryJ7GeT5LT5Iqua9eunve/ZcuWMb/aCwh3u/LGG280iwIOAgSafPN3Nxz/8z//E9eOVdkX/Mwzz3SeX66COnfuHLcGNBFIgJqNuMx3OXjwoFk0JuR5ZMCEe1mUggULmsUABwECTYbpuhuuWA7LNcm3X/e3b7llJj9LRzLXxZxnI0uv7N692ywaMz179nSeu1KlSuZpwEGAQDMDJNbrVwXIlYc7PPLly5ey/R1+7du3T9WpUyfo9yG3kmRIdTzIkOLA8958883macBBgEDLiQCZP39+0G0ruV0S69nZyUJGaT3++ONBv5N69erFZQMuAgR+ESDQ4h0gMjva3WEuVx6ERzAZASWLRbp/L7IaQKz7hQgQ+EWAQItngMhwYPdQXenzSPfbVuHIhMk777wz6HfToUMHs1hUESDwiwCBFs8AcU8SlNFWgwcPNovARYZYu/eVl0mVY8aMMYtFDQECvwgQaPEKEFmexP08MlQXWZOdB93Ln8iSLrKJVCwQIPCLAIEWjwCR7Wbda1vJJMFY389PJRkZGXqHwcD7V758+ZjsNEiAwC8CBFqsA0Tu5csKuoHHl82oUn2GeSzInivu31Ms+kMIEPhFgECLdYDIfh6Bx5Z+DzrN7T3zzDPOeykDEJYtW2YWyRYCBH4RINBiGSAyu9q96qysqgt7MtHQveRJtWrVorroIQECvwgQaLEMkKZNmzqPK52/qbIke04aO3Zs0O9LltmPFgIEfhEg0GIVIDI5UIadBh5XNoNCdNx1113O+yqTMmWkVjQQIPCLAIEWqwBxz/m45pprGHUVRevXrw8aldWjRw+ziBUCBH4RINBiESCyRLx7cyrZwxzR9cILLzjvr+wYGY1VlAkQ+EWAQItFgLjXcZJJcNHs6MXftmzZErQgZTR2MiRA4BcBAi3aAbJu3bqgZdo/++wzswiiRLaeDbzPMr8mu787AgR+ESDQoh0g3bp1cx5LhpweOXLELIIokQmZefPmdd7vYcOGmUUiQoDALwIEWrQDpHTp0s5jvfbaa+ZpRJks8x54v+vXr2+ejggBAr8IEGjRDBBZ8yrwODKEd9WqVWYRRNmkSZOc9zx37tx68qYtAgR+ESDQohkg7dq1cx6nSpUq5mnEgAyPLlq0qPO+v/POO2YR3wgQ+EWAQItmgLiX2ejVq5d5GjEiCysG3vdKlSqZp30jQOAXAQItWgHy66+/Oo8ht682btxoFkGMuG8d5sqVS+3cudMs4gsBAr8IEGjRCpD+/fs7j3HllVeapxFDMs+mYMGCzvtvO3GTAIFfBAi0aAWIe+HEZs2amacRY/fee6/z/jdv3tw87QsBAr8IEGjRCpBixYo5jzFkyBDzNGKsb9++zvsvs/9tECDwiwCBFo0AkcX93I/BjoPxJ0OmA++/9EHt2rXLLJIlAgR+ESDQohEg06ZNc+oXKlTIPI04yZcvn/N7mDt3rnk6SwQI/CJAoEUjQPr06ePUr169unkacVKxYkXn9zBgwADzdJYIEPhFgECLRoC0bdvWqf/YY4+ZpxEnTZo0cX4P7du3N09niQCBXwQItGgEiKzBFKjfvXt38zTi5PXXX3d+Dw0bNjRPZ4kAgV8ECLRoBEjZsmWd+tldERb2hg4d6vwerr32WvN0lggQ+EWAQItGgBQvXtypP2XKFPM04sS9sGLJkiXN01kiQOAXAQItGgFSoEABp/78+fPN04gTGXkV+D3INreRIkDgFwECLRoBkidPHqd+RkaGeRpxsmzZMuf3IBtNRYoAgV8ECLTsBojsOOiuv3btWrMI4kTee/fv4ujRo2aRTBEg8IsAgZbdANm9e3dQ/W3btplFECfy3rt/F/K7iQQBAr8IEGjZDRCuQBIHVyCIFwIEWnYDRNAHkhjoA0G8ECDQohEgjMJKDIzCQrwQINCiESDMA0kMzANBvBAg0KIRIMxETwzumejXXHONeTpLBAj8IkCgRSNA6tWr59Tv0aOHeRpx0qVLF+f3wFpYiCUCBFo0AqRNmzZO/ccff9w8jThxbyv84osvmqezRIDALwIEWjQCpHfv3k79GjVqmKcRJ5UqVXJ+D+wHglgiQKBFI0CmTp3q1L/wwgvN04iTc845x/k9zJkzxzydJQIEfhEg0KIRIOvWrXPqy37cW7duNYsgxn7//feg3+OOHTvMIlkiQOAXAQItGgEiihQp4jwGI7Hir3///s77f8UVV5infSFA4BcBAi1aAXL//fc7j9GiRQvzNGLswQcfdN7/Zs2amad9IUDgFwECLVoB0rdvX+cxypQpY55GjLmvAL/66ivztC8ECPwiQKBFK0B++eUX5zFOOeUUtX37drMIYuTnn3923nvpg7JdEZkAgV8ECLRoBYgoXLiw8zhyTx7x8frrrzvve7ly5czTvhEg8IsAgRbNAHnuueecx6lVq5Z5GjFy+eWXO++7zEa3RYDALwIEWjQDZPbs2c7j5MqVS23YsMEsgiiT+R6B91xuHa5Zs8Ys4hsBAr8IEGjRDJC//voraGXet99+2yyCKJMRV9Fq9AkQ+EWAQItmgIiXXnrJeSxZpRexs2fPHpU/f37n/f7000/NIhEhQOAXAQIt2gGyfPlyPRIo8HgTJkwwiyBKZOXjwPt89tln60DJDgIEfhEg0KIdIMK9vPtNN91knkYUHDhwQBUqVMh5n9u3b28WiRgBAr8IEGixCJCZM2cGPea8efPMIsim999/33l/zzjjDLVlyxazSMQIEPhFgECLRYCIqlWrOo95xx13mKeRDXL1UbRoUef9bdWqlVnECgECvwgQaLEKkDFjxgQ9LnulR0/Hjh2d9/X0009X69evN4tYIUDgFwECLVYBIkN6b7jhBudxS5UqpY4cOWIWQ4RkyRgJjcD7+vzzz5tFrBEg8IsAgRarABELFy7Uk9sCj/3OO++YRRAhmeEfeD+LFSum9u3bZxaxRoDALwIEWiwDRDz11FPOY8uOecxOt/fll18G/a6GDx9uFskWAgR+ESDQYh0gsjKse7JbzZo11fHjx81iyMKqVav0XI/A+/ivf/3LLJJtBAj8IkCgxTpAhLthkqNr165mEWTi0KFD6tprr3Xev3PPPVetXr3aLJZtBAj8IkCgxSNAxN133+08x6mnnqrmzp1rFkEYzzzzTNDvKFZbBhMg8IsAgRavANm1a5e65JJLnOe59NJL1ebNm81iMMj6Vu7fT/Pmzc0iUUOAwC8CBFq8AkTMmjVL5c6d23muChUqRHUUUaoZO3Zs0PtVvnx5fTsrVggQ+EWAQItngAhZ4t39fNIZfOzYMbNY2pOwlSVKAu/ThRdeGJN+DzcCBH4RINDiHSCiZcuWQc/5+OOP64mH+NuPP/4YNHJNhj8vXrzYLBZ1BAj8IkCg5USAyDDeRo0aBT3vI488wpWI+vvKwx0eefLkUdOnTzeLxQQBAr8IEGg5ESDi4MGDQQsuynHnnXfG9B5/opM+D/dtK9kWONqTBTNDgMAvAgTasmXLghpxGS0VL7t371Y33nhj0PPLUh179+41i6Y8GW3l7jCXK494hofo0qWL8/wywAEIhwBJc3K7qG/fvuq8884LasBlfaVBgwaZxWNGliZ3b0Alx1VXXaUyMjLMoilJrrjMeR4y4zxet62EfGlo3bq1vuIJvIaCBQuaxQAHAZLGZsyYocqVKxfUaJmH3F6SxRDj4ejRo+r+++8Pev6zzjorrkGWE2R5EvcMczlktFU8OsyFfIno06ePKlCggOf3X6dOHbM44CBA0pAMA3XPCA8cct9dAuW0004L+rmspPvYY4/FZcKfdKx36NAhaD91OeTbeSrOFZGFEd1rW8kh8zxiPVQ3QK5wQn2JuPjii1XPnj3N4kAQAiSNSAP8n//8R99XdzcW0lg3adLE2ZBIvhHL7oFmoyINXY8ePeLSwS4dye5RSHLIDHb5eSpYsWJF0JLsgUNmmMfj/f39999V48aNPc8vV3yvv/56Wg9igH8ESJqQb7oXXXSRp8GoVKmSmjNnjllcmzx5st4Ayqxz2WWXqdGjR5vFo06+hcu3cfP577rrLrVu3TqzeFKQvh7ZSdC8ypM5HrFa28pNvkTI84f6EtG0adOo7WqI9ECApLj58+er66+/3tMIFy5cWH322WdZTtyTfolevXp5OtnlqF27dsw7ueWbsNzSkoUX3c8t35RfeOEFtXXrVrNKQpLhyu+//37QHuaBQ2bhx+OW1RdffBHyS0TlypVZ1BJWCJAUtXHjRvXwww97+hJkG1RpkCMdIrtjxw717LPPBg0xlUP+LLdd5HwsyTDjatWqeRo/6bdp06aN2rRpk1klIezZs0ff9rvgggs8r136GeIxRHfevHmqSpUqnucvUqSI+vzzz7P8EgGEQ4CkGPnG/sYbb6h8+fJ5GgyZoPfbb7+ZVSIiDXmoe/fnn3+++uCDD/QVS6xIQ/fJJ5+EHC0kt2QeeOABNWnSpITYqEpuCzZr1szTjyOHhLhcPcV6UIDs+vjQQw+F/BLx0ksvRfwlAjARIClkxIgRqkSJEp4Gq0yZMmrq1Klm8WwZOXKkKlmypOe5rr76ajVlyhSzeFRJwxfuW70ccptIrrJ++OEHs2pMLV++XHXu3FldfvnlntckR968eVWrVq1i3s8gXyJkMqDc5jNfg/QfSQc6EA0ESAqQRfdki1izsZCrgo8++ihma0vJaKFu3bqFvNpp0KCB+vXXX80qUbV//369qq/MmTCfP3DI1cq9996rJ0tG+/VIv0X//v3Vgw8+qG8Hmc8dOGT02osvvqi2bNliPkTUSUd88eLFPa9BvkRMmzbNLA5kCwGSxLZv367nR5j9EtLhLCvd7ty506wSE9L/IIsgynwR9+uQWyXt27fX/QCxJEEmDWf9+vU9ne3mIY25LM8ht7vkVt/QoUP1XAg5Vq5cqUMhcMifA+eknGzBK2FRsWJFPWrKfGz3IbeNbrrpJjVgwIC43CpaunSpXrfKfB0SoL17947ZlwikNwIkCUk/g4zoCXV//dZbb1U///yzWSUuFixYoG644QbPa5IrBGlI49FZK5Md5apERhaZgRaP45prrtG3j9auXWu+tJiQLxHS1+JefkQOCVK5XRavLxFITwRIkvnmm2/0GlFmwyX33ceMGWMWzxEDBw4MOVxVvrnPnj3bLB4zf/75p+4Xeu6550K+Z9E4rrjiCt2Af/XVV2rbtm3mS4gZ+RLx3nvvhfwScdttt+n+GCDWCJAksXLLSlWvQz110oXBjYXcSnnzzTfjMns5EtI/8corr+iOY7OBk9tAOTERUBYLlHkxMv9F+iRkVJpcMci+7DKk1nydcsjP5bws99GwYUM9ekpWzJV5E7EeuhzOxIkT1ZVXXul5rRJm48aNM4sDMUOAJLjdh3erdnPbqdNeP02ddN+JhqLcieP0v9enkh384tExmx1r1qxR99xzj6exO/PMM1WnTp30BLtEk6jLeMjyJ3Xr1vW8l/IlQtatOnLkiFkFiCkCJEEd/+u46re8n7rgiwvUSX1PNBS9TxytThy3naSqN66uFi1aZFZJaN9++61nxVk5ZH2rIUOGmMXhIrfi2rZt61n+RL5EPPHEEwn/JQKpiwBJQN9t+k5dN/y6v4PDdVz8wcVq8NzBZvGkIRP8ZCKg7DFhBkmNGjXiPm8j0WX2flWvXp33CzmOAEkga/euVfdNuc8THGf0P0O9tvA1deDoAbNKUgr3jVpGEsk36mRZ3yqWuGJDMiBAEsD+o/vVqwtfVXn75/WEx/1T71d/7P3DrJISMrun/9Zbb6XlPX3pM5KJj+Z7Imt+SZ+RrOYLJAoCJIcNWjVIFRtUzBMc5YeXV7M2zTKLpyRGFSXmqDUgKwRIDlm4baGqOrqqJzgKfVFI9f+lv+5ETydytfHuu++m5byGcPNmZMZ8POfNAJEiQOJs84HN6tEZj6pTPj4lKDhO++Q09cK8F/Sw3XQmk/GefvrpsDOrZS5Hqvj+++/DztyXuSbxmLkPZAcBEieHjx9WPZb0UGcPONtz1XHHxDvUqt2rzCppTdZ2krWkzMY1FdZ2Crd2mAwqkAmOsV47DIgWAiQORq8ZrS4bfJknOEp9VUpNXj/ZLA6XcKvLli1bNulWl83p1YuBaCNAYihjZ4aqPa62JzjO++w81WtZL3X0eOw2X0olme1v0ahRo6TY32LUqFE5tn8KECsEiAV3GISy49AO1XxWc5X7k9xBZeXPz816Tp9H5DLbYa9jx45xWTY9UuF2cJQ95mO9gyMQa6FbwBT214n/Jq6bqNrMbaMqjaykig4sqvL0y6Mn61008CJVc2xN1WF+B7VoW/ilQjILkN4ZvfUVhnnVUWtcLbVs5zKzOCzIHt+yXLvZKCfSHt+y0KKsAmzu1RKvPeSBePC2gCls7NqxqvR/S3sa93CHzMWYtG6S+TBBZdy++u0rz2OUHFxSjVw9Mqgcsk9CQsIi1E6AEi6yWm5OkCuKXr166SsM83XVrl1bZWRkmFWApJUWASJzKuSqwmzc/R6mcOcGrBjg/Dzfp/lUt8Xd9OgrxI7ctpLbV3Iby91Yy22upk2b6tte8TJ58mRVqlQpT3Bcdtllug8ESDXe1jEFtZ/fPqjRl8a95eyWavza8Wr9vvXq4LGDep2pjfs3qukbpqvui7urCiMqhAwJES5AJKi6Lu6qw2rT/k1B5xBb0pEuHepm4y0d79IBH8sl2letWqXuuOMOz3PL9rndu3dPuL1agGjxto4pZtzacUENfr2v6/nuxP5h2w/qlvG3mD8OGyDIebJ/uQzxNRtzGQosQ4Kjaffu3XqDKXNRSJnf8eijj+rtdYFUltItoHSYl/1vWaexrz+xvv5ZdhEgiU0mGfbp00dPOjSDRCYnyiTF7JBl1mWmeKFChTyPX7VqVT3DHEgHKd0CyiS9QEMvt612HtppFrFCgCQHWfakdevWehkUdyMvy6TIcik2e5jPmjVLlS9f3hMcxYoVU4MGDTKLAyktpVvAtnPbOg19q9mtzNPWCJDkIgsx3n777Z5G/9xzz9ULOPpZNv6PP/5QDzzwgOcxZPXcV199Va+mC6SblG4BK4+s7DT0E/6YYJ62RoAkJ1kaXpaIN0NAlpL/+uuvzeKa7L/x2muv6f04zHr33XefWrt2rVkFSBsp3QLKJMFAQ79hf/SGcxIgyUuuNmSzKtm0ygyEOnXq6E2uAgYPHqwuvvhiT7nrrrtOfffdd65HBdJTSreA7h3+ZKhutBAgyU+2zZXtc0MtG9+kSRN1/fXXe4LjggsuUP369dOd6ABSPEBkiRICBJlZvHixqlGjhics3IcM023Xrp0etgvgHyndAsraVtzCgh9Dhw5Vl1xyiSc86tWrp1auXGkWB6BSPEBkscRAQ08nOrJy8OBBfftKlkGR0VXDhw83iwBwSekWkGG8ABA7Kd0Cykq6gYZetpLddTg6+2kTIACQ4gEiy5aU+W8Zp7Fv+E1DljIBgChJ+RZwzJoxQQ2+hIjfKxFZTPHW8beaPyZAAEClQYCI5+c9H9Toy+2s1nNaq6//+FqPzpIhvnLIcu4zNs5QPZb0UBVHVAwbEgQIAKRJgMg+He3mtgtq+CM5TJmdA4B0kVYt4KjVo1Spr0p5AiLcIZtKyYq+JgIEANIsQIR0osutK7mFJQFR5Msi6vR+p+tlT2TiYa1xtVTHBR11/0c4BAgApGGAAACigwABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABg5f8DR/yCi8ftKy4AAAAASUVORK5CYII=)
PN: 3632-5-0C
CAS: 96798-20-8
Molecule Weight: 198.69
Formula: C10H15ClN2
TSCA: Not listed on TSCA inventory
