| Product Number | 3H30-1-30 |
| Purity | 95 % |
| CAS | 114365-04-7 |
| MDL Number | MFCD04971090 |
| Molecular Formula | C11H16N2 |
| Molecular Weight | 176.263 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H30-1-30
CAS: 114365-04-7
Molecule Weight: 176.263
Formula: C11H16N2
PN: 3H31-1-97
CAS: 823188-79-0
Molecule Weight: 190.29
Formula: C12H18N2
![[4-(Piperidin-1-yl)phenyl]methylamine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACBGAAAgRgFit2gqAAACD3pUWHRtb2xTb3VyY2UAAHichZRtb5swEID/ysmfF79gAiEKqaJWkya1+7B20r5NDjgpUrArQ97+/c7QtJB0kIDOnO852/fixd2p3MFBu6qwJiWCcgLaZDYvzDYlv1++T2bkbrnI0AgNTZWS17p+mzN2PB5p9qpLdbKGZrYk7fz8VBU9m6Ok1m1ZwLlgf54enxtmUpiqVibTSFXFvGqUjzZTdbOL/yzBSuUOhWGtOSvdofX2N+D+4fRU5eTzLPc4t0IUNsVOw8a6UtVwCDjFh3+DrTbaqVrnsD6jWtIQz75cPD3YbF9qU+PQeygytXuu3T5DRWl3OtujMxz8eEhJKRBQtS1Xzqkz+JFXKwEqACVBhaCmoCJQMagZqASU4PjivEADgRYixHjvtF/w5fymU/IT7nv/zjcGK0gJbh5/IKiUMr6IgEZRHF7Eu/Ldsg+MWxI4fy4z4TSOvQyoFF5KymdehjQKvJxSmXS/L/MRTaSXMY0bPwkNQi8FOhZdRWuAgWQfkVwu1tbknSEUeUrWgjQh/qU3VfAeZQLW5dph4XoH3rQLBH3A52QYkH3AZ/ADWH0FhH3A53sYmPYBXx3DQNQHfC0NA3Ef8JU3DMxuDj0CJDdbSobDKnifaPpgBLlOdtM3I8xVvts+G2GuUt725QhzlfVLHw8y09sQfImwTumzy4WDw5vLiHVuKob38/IfTNWwk/NZvGUAAD2ASURBVHhe7d0J3E3V/sfxW0RSlAxpohtS3CINNCAlJZJLdUNdydDNv6siTSi6mos0UIZQkiQUmZW5UjSQXCRknufZ+vfb3ed0ztrneTznnHXWOWufz/v1Wq9XPXut/ZznHK/1PXvvNfxFAQAQh7/oPwAAIDcIEABAXAgQAEBcCBAAQFwIEABAXAgQAEBcCBAAQFwIEABAXAgQAEBcCBAAQFwIEABAXAgQAEBcCBAAQFwIEABAXAgQAEBcCBAAQFwIEABAXAgQAEBcCBAAQFwIEABAXAgQAEBcCBAAQFwIEABAXAgQAEBcCBAAQFwIEABAXAgQAEBcCBAAQFwIEABAXAgQAEBcCBAAQFwIEMdUqfJWqMQqkbbhws8j5c035+pVsmXqNQBIPQLEMYl0wIm0DacHyBVX9Ffr1u3Uq0Vl6jUASD0CxDGJdMCJtA2nB4iUTp2m6NWiMvUaAKQeAeKYRDrgRNqG08NDyiWXvKUWLFivV/Ux9RoApB4B4phEOuBE2oYLP8/DD08M/XeLFqP1qj6mXgOA1CNAHJNIB5xI23Dh51m1aruqWrVv6P8nTlymV49g6jUASD0CxDGJdMCJtA2nn6dHjzmh/69f/321f/8hrcWf9LYA3EWAOCaRDjiRtuH08+zcuV9de+2g0M8GDpyvtfiT3haAuwgQxyTSASfSNly08wwbtiD0s+rV31GbN+8Ja/GnaG0BuIkAcUx4B5xISUS08xw6dFg1bjws9PPu3aeHtfhTtLYA3ESAOEYPgnhLIrI7z8yZK0I/v/TSt9XSpZsjjovs2gJwDwHiGD0I4i2JyOk8bduODR2T/9bl1BaAWwgQxyTSASfSNlxO55GrDrn6yDo+a9bKiOM5tQXgFgLEMYl0wIm0DXe088jzj6zjt976oTp8+Ejo2NHaAnAHAeKYRDrgRNqGO9p5ZASWjMTKqvPhhwtDx47WFoA7CBDHJNIBR2srM8mlg3/ooQneKKqrrx7gra7boMFQ1bXrF+rnnzeGneEP0c6je+ed+aE6MkdE5oqI3LQF4AYCxDGJdMDR2ob/LFqR5xmDB38fdpbo59HJbHSZlZ5Vr2fPOd7Pc9MWgBsIEMck0gFHayv/ffnlfVXnzlO9Ybhbt+5Ve/Yc9K48nnzy81D96dNX5HieaCZMWBqqJ+tl/fbb9ly3BZD+CBDHJNIBR2v74IPj1erVO8JqRXrtta+8+q1afRL6WbTzZOfuu0eF6oav3JubtgDSGwHimEQ64Hjabty426svz0ayxHIe2SNE9goJb5Nd21279quWLUd7v+vVV7/0/h9A+iJAHJNTB3w08bSV21lS/6qr+od+Fut5nnhiii88orX97LMlEcdr1x6sRo1aFDEMGED6IEAck1MHfDTxtM1anqR585Ghn8V6HtkvXUZ2hbeL1nbZsi1R6zVtOkLNn79Wrw4gxQgQx+TUAR9NrG1lgcQmTUZ49UeOXBT6eaznEW+88bUvGKL57383e89b9LpSHntsslq7dqfeBECKECDI1nPPzfA67jvv/NgLE5smTVoWMQw4q8gVyltvfaP27j2oNwFgGQGCqGRTKOmwr7lmoFq5crt+2AqZS9Kv37fe8xc9SOrWHaLGjVuiNwFgEQECn/fe+97rpKXj/uGH9fph69av3+XNU4k2mqtFi9Hqp5/8s+UBJB8BgghZ4VGtWj/11Ve/6YdT6vvv16m77hrpCxGZLS/LrmS3CyKA5CBAEDJo0Hdehywz08NnnqeTI0eU+vTTxapOnXd9QSILOMrfcOCA3ec1QKYiQOAZMOCPZx6XXdZXTZnyi3447ezefUC9/vpX3pWSHiS33DJUTZv2q94EgGEECFTfvt+GwkNGP7lE1tfq0GGCL0Sk/OtfY7y5JQCSgwDJcDIkVjpbeY4wcaJb4RHu669Xq9tvH+4LEQnF55+fqbZv36c3AZAgAiTD6R1uTmXTpt1687QiS54MH75Q1ao1yPfa5WfDhi2wPp8FCDICJMPpHW1OJd0DJItcbbz44ixvMID+N8gWu+k2ugxwFQGCwPrll62qbduxvhCR0r79BG83RgDxI0AQeDIkuWHDD3whIiO4ZL8TGdEFIHYECDKCzA2ROSI1arzjC5Jatd5UH300Wx2RSSYAco0AQUaR2erduk3zRp1lBUj58o+oM89s/HuQNFOzZ3+pNwGQDQIEGWnRoo3e7od/+9sz6pxzWqhixWqqAgXOVH/5y19U06ZN1apVq/QmADQECDLamDHzfr8auUcVKlRB5clzvBcgUgoWLKi6du2q9u7dqzcB8D8ECDLe3r371H/+86I64YQTQgGSVUqVKqWGDRumNwGgCBAgZOXKlapJkya+EJFSvXp1NW/ePL0JkNEIEEAzc+ZMVaVKFV+I5MmTR7Vs2VJt2LBBbwJkJAIEiOLw4cNqwIABqkSJEr4gKVy4sHrppZfUgQPMH0FmI0CAHGzfvl117NhR5cuXzxck5cqVU2PGjNGbABmDAAFyYcmSJermm2/2hYiUOnXqqEWLFulNgMAjQIAYTJo0SV1wwQW+EDnuuONUu3bt1NatW/UmQGARIECMDh48qF577TVVpEgRX5AULVpU9e7dWx06dEhvBgQOAQLEafPmzapt27Yqb968viC58MIL1dSpU/UmQKAQIECCFixYoK699lpfiEhp1KiR+uWX9N9jHogHAQIYMnLkSHXuuef6QiR//vzqiSeeUDt37tSbAE4jQACD9u/fr5599ll10kkn+YKkUKFCqkOHDnoTwFkECJAEa9euVc2bN1fHHnusL0h69uypVwecRIAASTR37lx1xRVXRASIBAsQBAQIYMGJJ54YCpAePXrohwEnESCABaeeemooQHr16qUfBpxEgAAWECAIIgIEsIAAQRARIIAFBAiCiAABLCBAEEQECGABAYIgIkAACwgQBBEBAlhAgCCICBDAAgIEQUSAABYQIAgiAgSwgABBEBEggAUECIKIAAEsIEAQRAQIYAEBgiAiQAALCBAEEQECWECAIIgIEMACAgRBRIAAFhAgCCICBLCAAEEQESCABQQIgogAASwgQBBEBAhgAQGCICJAAAsIEAQRAQJYQIAgiAgQwAICBEFEgAAWECAIIgIEsIAAQRARIIAFBAiCiAABLCBAEEQECGABAYIgIkAACwgQBBEBAlhAgCCICBDAAgIEQUSAABYQIAgiAgSwgABBEBEggAUECIKIAAEsIEAQRAQIYAEBgiAiQAALCBAEEQECWECAIIgIEMACAgRBRIAAFhAgCCICBLCAAEEQESCABQQIgogAASwgQBBEBAhgAQGCICJAAAsIEAQRAQJYQIAgiAgQwAICBEFEgAAWECAIIgIEsIAAQRARIIAFBAiCiAABLCBAEEQECGABAYIgIkAACwgQBBEBAlhAgCCICBDAAgIEQUSAABYQIAgiAgSwgABBEBEggAUECIKIAAEsIEAQRAQIYAEBgiAiQAALCBAEEQECWECAIIgIEMACAgRBRIAAFhAgCCICBLCAAEEQESCABQQIgogAASwgQBBEBAhgAQGCICJAAAsIEAQRAQJYQIAgiAgQwAICBEFEgAAWECAIIgIEsIAAQRARIIAFBAiCiAABLCBAEEQECGBBwYIFQwHy7LPP6ocBJxEgQBL997//VfXq1QuFh5T8+fOrN998Ux06dEivDjiFAAGSYNu2bapDhw4qX758EeERXipWrKimTJmiNwWcQYAABh0+fFj169dPFS9e3BcYxx57rO9nUho2bKiWLVumnwpIewQIYMj06dPVxRdf7AuIPHnyqNatW6uNGzeq0aNHqzJlyvjqyG2txx57TO3YsUM/LZC2CBAgQStWrFC33367LxSk1KxZU3333XcR9ffv36+ef/55VahQIV/9kiVLqoEDB6ojR45EtAHSEQECxGn37t2qS5cuqkCBAr4gKF26tBo+fLjeJMK6detUixYtot7auuyyy9Ts2bP1JkBaIUCAOAwZMkSdddZZvo7/xBNPVE8//bTau3ev3iRb33zzjbrqqqt85zrmmGNUs2bN1G+//aY3AdICAQLEYO7cuerKK6+M2tnfeeedCXX277//vjr77LN955Y5JN26dYsplAAbCBAgF9auXavuvvvubG83zZkzR28SF7kt9uSTT2Z7W+zDDz/UmwApQ4AAOZAH3s8991zUB96nn366GjRoUFIeeMuD+X/84x++3ymlRo0aav78+XoTwDoCBMjGqFGjsh1y+/jjj6udO3fqTYybMWNGtkODW7Vq5Q0NBlKFAAE0CxYsUNddd52v05by97//3fqkP5mc2L9/f1WiRAnf6zn55JPVyy+/rA4cOKA3A5KOAAH+Z/Pmzapt27Yqb968vo76b3/7m5o6darexKrt27erhx9+OOryKOedd54aO3as3gRIKgIEGe/gwYPq9ddfV0WKFPF1zLIMe+/evdNq4UNZoLF+/fq+1yrlhhtuUD///LPeBEgKAgQZbdKkSapChQq+jvi4445T7dq1U1u2bNGbpI2JEyeq888/P+prf/DBB9XWrVv1JoBRBAgy0tKlS1WDBg18na+U66+/Xi1atEhvkpbk6kk2qDrllFN8f0fRokXVW2+9lVZXTwgWAgQZRRYrfOSRR6I+Ryhbtqz69NNP9SZO2LRpk/rXv/4V9fnNRRddpD7//HO9CZAwAgQZQeZqDBgwQJ122mm+DrZw4cLqxRdfDMRIph9//FHVqlXL9zdKady4sVq+fLneBIgbAYLAmzlzprrkkkt8HarMKr/nnnvU+vXr9SbO+/jjj9Vf//pX3998/PHHq06dOqldu3bpTYCYESAIrJUrV6omTZr4OlEpV199tZo3b57eJFBkFv0zzzyjTjrpJN/ff8YZZ6jBgwfrTYCYECAInD179qiuXbuqE044wddxlipVSn3wwQd6k0Bbs2aN+uc//+kt+Ki/H1WrVlVffvml3gTIFQIEgSLhICGhd5QSJhIqEi6Z6uuvv1bVqlXzvTcSLHfddZdavXq13gTIEQGCQJDbUXJbSu8cpchtLLmdhT+8++676swzz/S9T7KXSffu3dW+ffv0JkBUBAicJg/A5UF4tGXW5cG5PECHnzxE79y5s/dQXX/f5OH7iBEj9CaADwECJ8mQWxl6K0Nw9Q5QhurKkN1kLLMeNDKs99Zbb/W9h1KuueYa9cMPP+hNgBACBM6RyX4y6U/v8GRyoEwSlMmCiM0XX3yhKlWq5HtPZdn4e++915uoCOgIEDhDlheRZUb0Tk6KLEsiy5OkI3k4Ld/0s0oi294mkywb//bbb6tixYr53l9ZKqVnz57e0ilAFgIEaU8WNJSFDWWRQL1jk4UQZUHEVJENnWbNmuV1vLLUugTZBRdcELUTjlakntSXdh06dPDWrpJNpDZs2KD/Kmu2bdumHnrooajvd/ny5dX48eP1JshQBAjSliwCKEupy5LqekcmS6/LEuy2vxHLrZzhw4er++67L+pKuCZLuXLlVJs2bdTQoUO9PdltW7x4sapbt67vdUm56aabvGXlkdkIEKQl2bxJNnHSOy5ZLFA2fZLNn2yR204yh0QWJdRfj80igSVb6S5cuFB/iUk1btw4b8Mq/fXIMye5apIrFmQmAgRp5ZdffvG2jdU7KymyzaxsN2uD7KUht5Oym1uiFxlGLLd3ZKMnuf3z5ptvqoEDB6ohQ4Z4K+FKkYl8Wf8tP5fjUq99+/bq5ptv9trLQ2v93NFK5cqV1UsvvWRt8p+MeuvRo4e3ha7+WooXL6769u3rPUNBZiFAkBZ27tzpfbvOnz+/r4MqU6aMGjVqlN4kKWS/89atW0d9HeFFZrs3b95cDRo0SP3000/G9tyQTlh2FJSAadmypfe36787vEhwSeDOnTtXP1VSyDMfeX+iBZ2E2vTp0/UmCDACBCklczWkEz799NN9HVKhQoXUc8895y0KmGxyZdO0adOo+2lIkZ/feOONqn///t5Vkk2rVq3yFj5s1KhRjsEmV2iTJ0/WmyfFd999p2rWrOl7DVJuv/129euvv+pNEEAECFJmzpw56rLLLvN1QPKt+u6777by4FjCQDrmaAsNSrn44ou9Wzfr1q3Tm6aE3FqT20XSeWf3mi+99FI1bdo0vWlSyICCc845x/caChQooLp06aJ2796tN0GAECCwTuZB3HnnnVE7wCuvvNLK7RhZ70kejEtHp78Gudpo1qxZ2s/CXrFihbf3ecGCBX1/gxS5orLxjETey6efftpbS0t/DWeddZZ3Ow7BRIDAmr1796ZFRyPzGKI9W5DbQzJsVp6DuESGFj/11FNRhzvLXiDPP/+8ld0W0+GLAewiQGCF3OooXbq0r2OxeatDFhCUB9/6a5AOr0WLFla+rSeT/H2ygVS0gJYh0bZGsMmtycsvv9z3GmzemoQdBAiS6mgPW+U2jA2yV3i0iX+y/tPs2bP16k6TK4E77rjD97fKnih9+vTRqydFugyOQHIRIEiKnIZ7yoNpm8M9+/Xr59udUFbx7dWrl7Hht+lI5ptUrFjR9/7LoAF5GG9DTsOzzz33XGvDs5EcBAiMkgeqEhzyLVPvMGTCmXTmtiacSTjIXAr9dcjIL5ldngnkW748aNefS8jtRJm/YktOE0TlKnDixIl6EziAAIFRsn6T3kGkYskL2bpWZneHvw7pRKUztfFAOd2MHTvWt8CjrLBr80pQZLdEjZTPPvtMr440R4DAKH0F13r16llfdE9W773qqqt8neXo0aP1qhllzZo1qlatWhHvi+xIKAMcbMpaJLNo0aIRr0WuXOEWAgRGSUed1SG0atVKP5x00knq9/1liLDtBQjTlaxeLFsAh78/Mjrq1Vdf1asmnQR9+BeOVLwGJIYAgVHho25ky1mbpEPSw0NGXq1cuVKvmvFk3kj4+yRFFna0LXzIsSxeCbcQIDAqVQEizzz021bVqlWzuuy7a2Rdr/C1v+RKxNZkziwEiNsIEBiVigCRe+qyjLoeHjYmJ7puxIgREUOt5ZbSmDFj9GpJQ4C4jQCBUakIEH2ormwRy5VH7g0YMCBimK+sDiDb6tpAgLiNAIFRtgNE5pWEh4c8MOeZR+xeeeWViPexZMmSVpYcIUDcRoDAKJsBIsuThM8wlxFgjLaKX6dOnSJCpEaNGkmfqU+AuI0AgVG2AkQWDgxf20puwWT6PI9EyfpVDRo0iAiRjh076tWMIkDcRoDAKFsBoq+qKzPMkThZI0vWqLIVzASI2wgQGGUjQMaNGxcRHrK2VSYuT5Is8+fPj9hoq0SJEt4cm2QgQNxGgMCoZAeILNYYvhmUrKqbKQsj2iTb5oaHdLKWGSFA3EaAwKhkB0i3bt0iOjZZkh3JUbt27dD7LJMMZ86cqVdJGAHiNgIERiUzQGRJ8PBbK5UrV076KKFMtnTp0oj3W5aJMX2rkABxGwECo5IZILIRUvg34qDtJJiOunfvHnrPpbz88st6lYQQIG4jQGBUsgJE9vOW0Mg6t6woi+STK44KFSqE3nd5oG5yiRgCxG0ECIxKVoA0a9YsdF7ZHnX16tV6FSTJp59+GnrvpZi8CiFA3EaAwKhkBMiyZcsiVo1t06aNXgVJVqVKldD7L8ucyOrHJhAgbiNAYFQyAkSGkGadU4JEAgV2jRo1KvQZSOnZs6deJS4EiNsIEBhlOkBkAptsu5p1TrmVBftkmZNKlSqFPodSpUp5P0sUAeI2AgRGmQ4Q6VTCv/n+8MMPehVYMmzYsIjPYvLkyXqVmBEgbiNAYJTpAAnfZfDiiy/WD8Oi/fv3q6JFi4Y+DxNXgwSI2wgQGGUyQGTiYPhGRz169NCrwLJ///vfoc9DltLfvn27XiUmBIjbCBAYZTJAwpctkYfn69at06vAsm+//Tb0mUiRNbMSQYC4jQCBUSYD5KKLLgqd68Ybb9QPI0XCPxdZLysRBIjbCBAYZSpANm7cGDHzXLauRXoIX95E1sqSFZLjRYC4jQCBUaYCZPjw4aHzSJHnIUgPX331VcRnM2XKFL1KrhEgbiNAYJSpALnvvvtC5yldurR+GCkkKyDL/vNZn8/jjz+uV8k1AsRtBAiMMhUg4fudy/a1SC8NGzYMfT6yI2S8CBC3ESAwykSAyPOP8OG7gwYN0qsgxd54443Q55MnTx61c+dOvUquECBuI0BglIkAmTFjRugcUn7++We9ClJMH877zTff6FVyhQBxGwECo0wEiIy4yjqHzP8wvQseErdr166IUXLvvfeeXiVXCBC3ESAwykSAdOzYMXSOcuXK6YeRJmRBxazPqVOnTvrhXCFA3EaAwCgTAdKgQYPQOerVq6cfRpq4/vrrQ59T48aN9cO5QoC4jQCBUSYCJHwEVvv27fXDSBPh62JVrFhRP5wrBIjbCBAYZSJAihQpEjpHr1699MNIE7K4ZdbnVKxYMf1wrhAgbiNAYJSJADnuuONC53jnnXf0w0gT/fv3D31OsulXPAgQtxEgMCrRAJF1lbLaS/noo4/0KkgTH374YcRnJfuFxIoAcRsBAqMSDRCZRBjeKY0fP16vgjQxbty4iM9q06ZNepWjIkDcRoDAqEQDRBZNDO+UZs2apVdBmpg5c2bEZ7V8+XK9ylERIG4jQGBUogGycOHCiE5p3rx5ehWkCflswj8r+exiRYC4jQCBUYkGCFcg7uAKBAQIjEo0QHgG4g6egYAAgVGJBgijsNzBKCwQIDAq0QARzANxQ/g8kPz58+uHc4UAcRsBAqNMBAgz0d3ATHQQIDDKRICUL18+dA7Wwkpf7dq1C31OrIWVmQgQGGUiQMJX461fv75+GGmiTp06oc+pUaNG+uFcIUDcRoDAKBMB8vDDD4fOcd555+mHkSZKly4d+pyeeOIJ/XCuECBuI0BglIkA6du3b+gc8kD94MGDehWk2O7duyN2JHz33Xf1KrlCgLiNAIFRJgJk2rRpoXNIWbx4sV4FKTZ//vyIz2ju3Ll6lVwhQNxGgMAoEwGyYcOGiM5pyJAhehWkWJ8+fUKfj1yJ7NixQ6+SKwSI2wgQGGUiQITshZ51npYtW+qHkWK33npr6POpUqWKfjjXCBC3ESAwylSAtGnTJnSeMmXK6IeRQkeOHFFFixYNfT4dO3bUq+QaAeI2AgRGmQqQoUOHhs4jZdWqVXoVpIj+/GPChAl6lVwjQNxGgMAoUwGydu1adcwxx4TONXjwYL0KUuSll14KfS6yhImMyIoXAeI2AgRGmQoQcf7554fOFe9ENZhXrVq10OdSo0YN/XBMCBC3ESAwymSAPPbYY6FzHX/88Wrr1q16FVgmQ6rDrwwTXauMAHEbAQKjTAbIggULQueSIhMMkVqPP/546PPIly+ft39LIggQtxEgMMpkgIjKlSuHzlezZk39MCw6fPiwOuuss0Kfxy233KJXiRkB4jYCBEaZDpDwB7YyYe3XX3/Vq8CSiRMnhj4LKSNHjtSrxIwAcRsBAqNMB8jq1atVnjx5Qud88MEH9SqwpHbt2qHPQfb/OHDggF4lZgSI2wgQGGU6QISMwMo6Z8GCBdXmzZv1KkiyL7/8MvQZSOnUqZNeJS4EiNsIEBiVjACRhfrCO6+nnnpKr4Ikq1evXuj9l05/06ZNepW4ECBuI0BgVDICRFx33XWh85566qlq165dehUkybx58yKG7sp+LaYQIG4jQGBUsgJk8uTJofNKefbZZ/UqSJK6deuG3vcTTjhBrVu3Tq8SNwLEbQQIjEpWgIjLLrssdG7peH777Te9Cgz7+OOPI4Jb9kE3iQBxGwECo5IZILLRVPitlH/84x96FRi0c+fOiHkfsgKvqWcfWQgQtxEgMCqZASLuuOOO0PklTL744gu9Cgzp0KFD6L2W0q9fP71KwggQtxEgMCrZASK3rU466aTQ76hYsaLav3+/Xg0J+u6777z96LPe5yuvvNLbB8Q0AsRtBAiMSnaAiOeffz7imzGTC82SW1fnnXde6P3Nmzev+v777/VqRhAgbiNAYJSNAJErjr/97W+h3yO3ssaOHatXQ5yaNGkSEdCPPvqoXsUYAsRtBAiMshEgQlbqLVCgQOh3ydIaa9as0ashRtKJh4eH7P1hYsmS7BAgbiNAYJStABF6Z1erVi116NAhvRpy6dtvv/X2Xcl6P2XC5sqVK/VqRhEgbiNAYJTNABGNGzeOCJF77rlHr4JcWLZsmTrttNNC76PcFvz000/1asYRIG4jQGCU7QCRXQpLly4dESKslRUbmVl+7rnnRryHHTt21KslBQHiNgIERtkOEPHTTz+pIkWKRHSA/fv316shiu3bt0ds2iXltttu8zaPsoEAcRsBAqNSESBi+vTpEffvZejpiBEj9GoII+FRvXr1iPC49tprrc6rIUDcRoDAqFQFiBg+fLi3a2HW75eNqN555x29GtQft630K48qVaqoHTt26FWTigBxGwECo8IfxL7wwgv64aR79dVXIzpFeRj8yiuv6NUymjwwL1OmTMT7VK5cObVhwwa9atLJ6r4EiLsIEBiVP3/+UIdwxhlneLeWbHvzzTcjrkSkmNpBz3UyVDc85KXIlcf69ev1qkkls92feOKJiNdh68E9zCFAYFT45L6sIqvmrlixQq+aVO+//773HCT8dTRo0EBt27ZNr5ox5Bu+/vnIMw+bt61kPa1BgwZF3OrMKsmc8Y7kIEBgVN++fX2dlBT52ZNPPql2796tN0kamcegvxYZrjp//ny9aqDJt319eRIpMtrK5gNz2Vf98ssv970Ouc0oS9PYfC0wgwCBcXv37lVPP/20KliwoK+zkP0lhgwZojdJmhkzZqiSJUtGvAYJFQm6TCCr6oYvjJjVYT/yyCPWhuquXr1a3XXXXRF7uWSVK664Qn399dd6EziCAEHSyNLrzZo1i9pxyPLg33zzjd4kKdauXatq1Kjhew21a9dWS5cu1asHglx1yH4e4UuyS5HlScaMGaNXT4p9+/ap//znPxEjrbLKmWeeqd577z29CRxDgCDpZs+eHbEdbVaRB90tWrQwusd2dmSNLHlIq4eZXI1IJ5fMBQNtk21ow3cSzCqyMGKy17bK8tFHH6lzzjnH9xrk/e7SpYvVW5lIHgIEVsjD04EDB/puJ0kpVKiQt8eHjXvgo0ePViVKlPC9hgsuuMDK2k/JJM92brzxRt/fJoMJ5JbVwYMH9SbGyb4hNWvW9L0GKfLM5ddff9WbwGEECKySWyuPPfZYxHDfrCJzE6SDT7YtW7aoVq1a+a5GpFx88cVq1KhRepO0Jg+n69Wr5/tbpMitwmRtBhVu48aNqk2bNt7kTf01yIRF2c8ewUOAICVkMlvDhg19nY2U6667Ti1cuFBvYtzMmTNVhQoVfL9fSqVKldSHH35o5aooHnJFN3HiRHX99df7XrsUedYhe5gnYxvacHLrr0ePHurkk0/2vQbZo0UGK9h6WA/7CBCk1JQpUyJ2F8wqctvl//7v/9TmzZv1JkZJB/jyyy+r4sWL+16DlKJFi6p///vfat68eXrTlFi8eLF6/PHHoz7jkCLPGNq1a6c2bdqkNzVu3Lhxqnz58r7XkC9fPtW+ffuMnnOTKQgQpJw84JbZ4/KtWe+M5Gevv/560u/f79mzx1vyRJ+lHV4uuugi1b17d/XVV19Z/VYt4SXrislDcP01ZRUZ6fTwww9bmVEuIVa3bl3fa5By0003eceRGQgQpA15NiHf9vWhp1LkVtPkyZP1JsbJHJaePXuqs88+2/cawkvhwoW9W3BvvPGG18Hv2rVLP1VcZHSSPAzv06eP99A5WqiGF7lCkmVabFxxyBWFXFnIFYb+OuRKZPz48XoTBBwBgrQj+3tkd29fliOxMXdDnh1IYMk8Fn02e3ZFQueGG27wbiHJcwEZdTZ48GD1+eefe0UmzGX9t/xcjks9qS+jp/SNsbIr0oFLeI0cOdLK8GO52pJnGfJMQ38tp5xyihe4yb5CRHoiQJC2ZFht2bJlfZ2WjOCSdZNsreEkv0c6UJl4mNswMV3kb5bJkL169fJGPNkio6dkQIH+emS01b333mv1tSD9ECBIazIKSu7/yy0jvROT5xWy30eyRxqFk1tc8uBfHmTLuk76qr+migwxvuSSS7zJjxMmTLA+8U7ma8gtNP11SZF5HjaGBiP9ESBwgjwcvueee6J22JdeeqmaNWuW3sQKmdciS6TL6r8SKo0aNfJGlclS9vrrjFakXsWKFb12Mj9G1gmTJV5sXV3p5FlO586do15pycxymWEOZCFA4BTprK+++mpf5yaladOmatWqVXqTlJOlWpYvXx4qsjZXOpK1qWSNKv19lRFestyLrG0FhCNA4KShQ4dGHSklKwB37drVu9WE3JGH+7Iqrv5eym00WUVXVtMFoiFA4CyZu/HUU09FbIuaVUqVKqU++OADvQnCyJVQ8+bNo94WrFq1qrdECpATAgTOkxVmo22YJKV69eppM4s8XcjAhGeffVaddNJJvvdLdgqUIcY2BybAXQQIAkPWtpL9vfVOUYactmzZUm3YsEFvknFk7ojsyqi/RzJMWPYol0EBQG4RIAgUmfQ2YMCAqEu2y1Dgl156ycrku3Tz448/evuf6++JFBkB9ssvv+hNgKMiQBBI27dv9+ZQRFt2o1y5ctZ25Us1WYzyvvvu8xan1N+HCy+80JsVD8SLAEGgLVmyRN18882+zlNKnTp11KJFi/QmgSBLi8is9SJFivj+blk/S9bakkUsgUQQIMgIkyZN8nYd1DtTWbhR1qLaunWr3sRZsk9Idn/rAw88EKi/FalFgCBjyLfy1157Ldtv5b1793b6W3lOV1uyyGNQr7aQOgQIMo48F2jbtm22zwWmTp2qN0lrR3veM3bsWL0JYAQBgoy1YMECp0cmyYiz/v37M+IMKUOAIOONGjXKubkRM2bMyHbOS6tWrZjzAisIEEAdfXb2oEGD0mJ2tsy6v+OOO3yvUYrMupfdDAFbCBAgTE7rQ8n+H3PmzNGbWHG0db+GDRumNwGSjgABopg7d262K9TeeeedVleolb1Gslt5uFu3bqw8jJQhQIAcpHKPDNn75KqrrvL9binpuvcJMgsBAhyFbCfbpUsXa7v0ye6LLVq0iHobLZW7LwI6AgTIJdkn/Pbbb/d16lJM7BMuD/JfeOEFVahQId/5S5YsaX3/d+BoCBAgRtOmTVOVK1f2dfIyhLZNmzZq48aNepOj+uSTT1TZsmV955ShxI8++mjK9kgHckKAAHGQSXx9+/ZVxYsX93X6J598surRo0euJvH99NNPqnbt2r5zSLnlllvU0qVL9SZA2iBAgARs27ZNtW/fPuoyIuXLl1fjxo3Tm3i2bNmi7r///qjLqVSsWFFNmTJFbwKkHQIEMGDx4sXqpptu8oWBlLp163rHhSzW+MYbb6hTTz3VV09+JsdcXtARmYUAAQwaP368d+Whh4MspV6/fv2ox+QqRK5G5KoEcAkBAhgmy8b37NlTnXLKKb6w0Is8/1i4cKF+CsAJBAiQJJs2bVL33nuvNzpLD44yZcp4I68AlxEgQJLJ/JDwSYFy1SFzPgDXESCABeEPzWWvciAICBDAAgIEQUSAABYQIAgiAgSwgABBEBEggAUECIKIAAEsIEAQRAQIYAEBgiAiQAALCBAEEQECWECAIIgIEMACAgRBRIAAFhAgCCICBLCAAEEQESCABQQIgogAASwgQBBEBAhgAQGCICJAAAsIEAQRAQJYQIAgiAgQwAICBEFEgAAWECAIIgIEsIAAQRARIIAFBAiCiAABLCBAEEQECGABAYIgIkAACwgQBBEBAlhAgCCICBDAAgIEQUSAABYQIAgiAgSwgABBEBEggAUlSpRSefOe5JXXX++jHwacRIAAFpQtW+f3q5CqXnn77Q/1w4CTCBDAgosvbqfOOecerwwcOFk/DDiJAAEsqF79TXXRRa945f335+uHAScRIIAFtWoNUlWqvOWVDz74UT8MOIkAASwgQBBEBAhgAQGCICJAAAsIEAQRAQJYQIAgiAgQwAICBEFEgAAWECAIIgIEsIAAQRARIIAFBAiCiAABLCBAEEQECGABAYIgIkAACwgQBBEBAlhAgCCICBDAAgIEQUSAABYQIAgiAgSwgABBEBEggAUECIKIAAEsIEAQRAQIYAEBgiAiQAALCBAEEQECWECAIIgIEMACAgRBRIAAFhAgCCICBLCAAEEQESCABQQIgogAASwgQBBEBAhgQZMmI0IB8vnny/XDgJMIEMCCJUs2q06dpqgBA+arI0f0o4CbCBAAQFwIEABAXAgQAEBcCBAAQFwIEABAXAgQAEBcCBAAQFwIEMCQrImCWeXNN+fqVbIV3g5wBQECGKIHyBVX9Ffr1u3Uq0VFgMBFBAhgiB4gUmT2eW4QIHARAQIYooeHlEsueUstWLBer+pDgMBFBAhgSHgIPPzwxNB/t2gxWq/qQ4DARQQIYEh4CKxatV1Vrdo39P8TJy7Tq0cgQOAiAgQwRA+BHj3mhP6/fv331f79h7QWf9LbAi4gQABD9BDYuXO/uvbaPzeSGjhwvtbiT3pbwAUECGBItBAYNmxB6GfVq7+jNm/eE9biT9HaAumOAAEMiRYChw4dVo0bDwv9vHv36WEt/hStLZDuCBDAkOxCYObMFaGfX3rp22rp0s0Rx0V2bYF0RoAAhuQUAm3bjg0dk//W5dQWSFcECGBITiEgVx1y9ZF1fNaslRHHc2oLpCsCBDDkaCEgzz+yjt9664fq8OEjoWNHawukIwIEMORoISAjsGQkVladDz9cGDp2tLZAOiJAAENyEwLvvDM/VEfmiMhcEZGbtkC6IUAAQ3ITAjIbXWalZ9Xr2XOO9/PctAXSDQECGJLbEJgwYWmonqyX9dtv23PdFkgnBAhgSCwhcPfdo0J1w1fuzU1bIF0QIEAu/fzzRjV+/BK1d+9B/ZAnlhCQPUJkr5DwNjm1/emnjd6Kvnv2RP/dQCoQIMBRyLa0TzwxJdTBP/jgeL2K52ghoAs/Z05tFy7coC677I+l4W+88T01dux/9SpAShAgQDb27Tuo3n77W3Xllf0jOvi6dYfoVT05hUA0Ekyyb/rRAmT06J99dZo3H6l+/PHoOx0CyUSAAFHIg+569Yb4Om4JE7mNFU1OIZCdN9742vc7dLt3H1CtWn3iqye3wLp0+Vxt2LBbbwJYQYAAYeQ5R8uWo32dtRS55SRXDakit67kFpb+uq6+eoDq339ejhtWAclAgADqj1ni3bpNi1ivKqvceefH6rvv1upNUkIeovfuPVdVq9bP9zpvvnmomjLlF70JkDQECDLawYOH1eDB36saNf5cYiSrXH/9u97zhyN/LlmVNlav3qEeeWSS7zVLadPmU7VkiX/JeMA0AgQZa/r0Faphww98HbBM7uvV6yvv2UO6+/bbNeqOOz7y/Q1yJfXMMzPUtm179SaAMQQIMs7y5Vsj9ucILw89NEGtWrVdb5LWZFXfjz9epK677s/917PKNdcMVO+//6O3MyJgGgGCjLF9+z714ouz1OWX/zGnIrzI8upfffWb3sQpsjDjK6/Mifr3NWo0TM2evUpvAiSEAEHgyTf0jz5aqGrViv4NfdiwBYH6hr5ixTb173+P8/2tUtq1G+cdB0wgQBBoc+euVrffPtzXkcrM7uefn+ldlQSV7HooVx763y7PeGQV4Kyl5IF4ESAIJFnhVl+kMKv8619j1LJlW/QmgSSjzIYM+UHVrOkfZVa79mA1cuSiiJ0RgVgQIAgUGTkls7ujzZO45Zah6osvlutNMsLWrXu9LXWjzXNp0mSEmjcvPea5wC0ECAJB5mp8+ulidcMN7/o6SNlGduDA+erAgeA854jX4sWbVOvWn/reIymPPTZZrVmTupn2cA8BAuf98MN6ddddI30donzb7tr1C7VpE2tF6SZPXhaxM2JWkcUd+/SZm+2S9UA4AgTOWrt2y+/fmkdH3VejRYvR3jLoyJ6sndWv37feWlr6+ycrDo8bx7LxyBkBAufs3btXvfBCb1WmzK2qbNkHVOXKr2kdX/TVchHd+vW7VOfOU31BXKFCN9Wo0dNq/vxFehPAQ4DAKcOHD1elS5dW+fMXV6eeWk2VKtVMXXDBk9x6MUBuBf7zn3/cCqxU6dXfA/p+VbJkXVW48AW/X9Hd8/sVHw/aEYkAgRO+++47VbNmTfWXv/zlf+UYdeKJZdVpp9VR7dr1/71z26E3QRxkMMKYMYtVjRrPq7PPvkMVKXKZypfvVO89L1SokHruuefU/v3MH8EfCBCktY0bN6rWrVurPHnyhIXHH+Wyy2qo2bPn6U1gwO7d+9Qzzwz4PUDK+973c889V40aNUpvggxEgCAtHThwQL3yyivq5JNP9nVgxYsXV/369VOHDzMsN9mWL/9V/f3vf/d9BlKuvfZatWDBAr0JMggBgrTz2WefqfPOO8/XYeXLl0916NBBbdvGWk62TZ06VV144YW+zyRv3ryqbdu2avNm9h/JRAQI0sbPP/+sbrzxRl8nJaVevXrqv/9lWGkqHTp0SPXu3VsVLVrU9/kUKVJEvfbaa+rgQQYxZBICBCknVxQPPfSQOu6443wd0/nnn68mTJigN0EKbdmyRbVr1y7q51WhQgU1adIkvQkCigBBysgzjLffflsVK1bM1xGdcsop6tVXX+UbbRpbtGiRqlOnju+zk9KgQQO1ZAnzcYKOAEFKfPHFF6pSpUq+jkfuqd97771q06ZNehOkqTFjxqhy5cr5Pkt5ZvXII4+oHTsYYh1UBAisWr58ubr11lt9nY2Ua665Rv3www96EzhARs29+OKLqnDhwr7P9bTTTlMDBgxQR2SSCQKFAIEVu3bJchmd1fHHH+/rYP7617+qESNG6E3goPXr16uWLVuqY4891vc5X3LJJWrmzJl6EziMAEHSvfvuu+qMM87wdSgnnnii6t69u9q3L7i7AmaqefPmqauvvtr3mUtp0qSJWrlypd4EDiJAkDRfffWVqlatmq8DOeaYY9Q///lPtWbNGr0JAuaDDz5QpUqV8v0bOOGEE9RTTz2l9uzZozeBQwgQGCfBIAEhQaF3HFWrVvWCBZlDQqJr165eaOj/Hs4++2w1dOhQvQkcQYDAKBl1E+3+t9zCGjx4sF4dGWTVqlWqadOmvn8bUmRyIiPv3EOAwCgZuhneMchD806dOnkP0QExa9Ys74G6HiL333+/XhVpjgCBUQUKFAh1CLJ2kgzbBXQypFeG9obf5nzyySf1akhzBAiMKlmyZKhDkHkBQE4KFiwY+vfy1ltv6YeR5ggQGHX66acTIMg1GcpNgLiLAIFRBAhiQYC4jQCBUQQIYkGAuI0AgVEECGJBgLiNAIFRBAhiQYC4jQCBUQQIYkGAuI0AgVEECGJBgLiNAIFRBAhiQYC4jQCBUQQIYkGAuI0AgVEECGJBgLiNAIFRBAhiQYC4jQCBUQQIYkGAuI0AgVEECGJBgLiNAIFRBAhiQYC4jQCBUQQIYkGAuI0AgVEECGJBgLiNAIFRBAhiQYC4jQCBUQQIYkGAuI0AgVEECGJBgLiNAIFRBAhiQYC4jQCBUQQIYkGAuI0AgVEECGJBgLiNAIFRBAhiQYC4jQCBUQQIYkGAuI0AgVEECGJBgLiNAIFRBAhiQYC4jQCBUQQIYkGAuI0AgVEECGJBgLiNAIFRBAhiQYC4jQCBUQQIYkGAuI0AgVEECGJBgLiNAIFRBAhiQYC4jQCBUQQIYkGAuI0AgVEECGJBgLiNAIFRBAhiQYC4jQCBUQQIYkGAuI0AgVEECGJBgLiNAIFRBAhiQYC4jQCBUQQIYkGAuI0AgVEECGJBgLiNAIFRBAhiQYC4jQCBUQQIYkGAuI0AgVEECGJBgLiNAIFRBAhiQYC4jQCBUQQIYkGAuI0AgVEECGJBgLiNAIFRBAhiQYC4jQCBUQQIYkGAuI0AgVEECGJBgLiNAIFRBAhiQYC4jQCBUQQIYkGAuI0AgVEECGJBgLiNAIFRBAhiQYC4jQCBUQQIYkGAuI0AgVEECGJBgLiNAIFRBAhiQYC4jQCBUQQIYkGAuI0AgVEECGJBgLiNAIFRBAhiQYC4jQCBUQQIYkGAuI0AgVEECGJBgLiNAIFRBAhiQYC4jQCBUQQIYkGAuI0AgVEECGJBgLiNAIFRBAhiQYC4jQCBUQQIYkGAuI0AgVEECGJBgLiNAIFRBAhiQYC4jQCBUQQIYkGAuI0AgVEECGJBgLiNAIFRBAhiQYC4jQCBUQQIYkGAuI0AgVEECGJBgLiNAIFRBAhiQYC4jQCBUQQIYkGAuI0AgVEECGJBgLiNAIFRBAhiQYC4jQCBUYUKFQp1CA0bNlQHDx7UqwCexYsXq7x58/KFw2EECIw67rjjQh2ClAoVKqjJkyfr1ZDBtm3bph566CGVL1++iH8rrVu31qsizREgMOrqq6+O6BSySoMGDdTSpUv16sgghw8fVn379lXFihXz/fs49thj1TfffKM3QZojQGBcv3791LnnnuvrJPLnz68effRRtWPHDr0JAm7atGmqUqVKvn8TefLkUU2aNFG//vqr3gQOIECQFAcOHPDuaRcuXNjXaZx22mnqnXfeUUeOHNGbIWAkGG677TbfvwEp11xzjfr+++/1JnAIAYKkWr9+vbrnnnu8WxR6B3LJJZeoWbNm6U0QALt27VKdO3dWxx9/vO9zP+ecc9RHH32kN4GDCBBY8e2332b7fKRp06Zq1apVehM46r333lNnnnmm73OWIbv/+c9/1L59+/QmcBQBAquGDh2qzj77bF/nUrBgQdW1a1e1Z88evQkc8fXXX6srrrjC99kec8wx6q677lKrV6/Wm8BxBAisk5B46qmn1AknnODrbEqVKqU++OADvQnS2Nq1a1Xz5s2j3qasWrWq+vLLL/UmCAgCBCmzcuVKbwSO3ulIqV69upo3b57eBGlk//796tlnn1UnnXSS7/OTFQkGDx6sN0HAECBIuZkzZ3oP1PVOSIZ4tmzZUm3YsEFvghQbOXJktkO1n3jiCbVz5069CQKIAEFakElmAwYMUCVKlPB1SjIU+KWXXvKGBiO1fvzxR3Xttdf6PiMpjRo1Ur/88oveBAFGgCCtbN++XXXs2NG3zIWUcuXKqTFjxuhNYMHmzZvVfffdF7F2VVa58MIL1eeff643QQYgQJCWlixZom6++WZfZyWlTp06atGiRXoTJIEshtmrVy9VpEgR3+dQtGhR1adPH3Xo0CG9GTIEAYK0NmnSJHXBBRf4Oi9ZtLFdu3Zq69atehMYMnHixGzf+wceeID3HgQI0p98C37ttdey/Rbcu3dvvgUbJFd/9evX973XUm644Qau/hBCgMAZch++bdu22d6Hnzp1qt4EMTja86exY8fqTZDhCBA4Z8GCBYwEMkhGwPXv3z/bEXAvv/wyI+AQFQECZ40aNYq5CAmaMWOGqlKliu89lDk4rVq1Yg4OckSAwGlHmw09aNAglo2PQlYBuOOOO3zvmRRZBWD+/Pl6E8CHAEEgyHpMd999d9T1mC6//HI1Z84cvUlGymkdstKlS6thw4bpTYBsESAIlLlz52a7Iuydd96Z0SvCvv/++9muhNytWze1d+9evQmQIwIEgcSeFH+Svcavuuoq33shhb1YkAgCBIG1e/du1aVLF1WgQAFfxym74g0fPlxvEiiyG2SLFi2i3ta79NJL1ezZs/UmQEwIEASe7Mt9++23+zpRKTVr1gzcvtwysOCFF15QhQoV8v29JUuWZD96GEOAIGNMnz5dVa5c2depypDVNm3aqI0bN+pNnPPJJ5+osmXL+v5GGdr86KOPqh07duhNgLgRIMgoMmmub9++qnjx4r5O9uSTT1Y9evRwctLcTz/9pGrXru37m6TccsstaunSpXoTIGEECDLStm3bVPv27aMu21G+fHk1btw4vUla2rJli7r//vujLu9SsWJFNWXKFL0JYAwBgoy2ePFiddNNN/k6Xyl169b1jqcjWTzyjTfeUKeeeqrvdcvP5BgLTCLZCBDgd+PHj/euPPTOWJYuf+ihh7wrlnQhVxVydaG/VrkKkasRuSoBbCBAgP+RZeN79uypTjnlFF/nXKxYMfX22297z1BSZdmyZaphw4a+1yZFnn8sXLhQbwIkFQECaDZt2qTuvfdeb3SW3lFXqlRJTZs2TW+SVDJy6rHHHvNGUumvp0yZMt7IKyAVCBAgGzI/5JprrvF12lJuu+02b35JMslcDZmzIXM39N8vczxkrofM+QBShQABjmLEiBHezHW9Ez/++ONV586d1a5du/QmCZNZ4jJbXP+dMqtcZpevW7dObwJYR4AAuSBrZ3Xv3t1bS0vv1GXNrXfffVdvEhdZl6pZs2a+3yFF1rOSda2AdEGAADGQ1Xzvuusub3VfvYOvVq2a+vrrr/UmuSIr4cqKuLIyrn5eWUFXVtIF0g0BAsThyy+/VFWrVvV19hIszZs3V2vWrNGbZEv24JC9OPRzyZ4dsneH7OEBpCMCBEjA4MGD1RlnnOHr/GWHxGeeeSbHh9yy61+NGjV8baXIboErVqzQmwBphQABEiQP0WUPdnmorgeB7Nn+8ccfR9SXfcZlv/Fow4Rlf3LZpxxwAQECGLJ8+XLVuHFjXyhIqVWrlnfF8fLLL3uLNurHS5Qoofr375/SiYpArAgQwLDPP/9cXXTRRb6QiPbgXRZzfPjhh9X27dv10wBpjwABkkAWMuzTp48qWrSoLzSySv369dWSJUv0poAzCBAgibZu3aoeeOCBiKsPGZY7ceJEvSrgHAIEsEBua8nM8tatW3uLNgJBQIAAAOJCgAAA4kKAAADiQoAAAOJCgAAA4kKAAADiQoAAAOJCgAAA4kKAAADiQoAAAOJCgAAA4kKAAADiQoAAAOJCgAAA4kKAAADiQoAAAOJCgAAA4kKAAADiQoAAAOJCgAAA4kKAAADiQoAAAOJCgAAA4kKAAADiQoAAAOJCgAAA4kKAAADiQoAAAOJCgAAA4vL/ae7sxNrIqyYAAAAASUVORK5CYII=)
PN: 3H30-1-H8
CAS: 214759-73-6
Molecule Weight: 190.29
Formula: C12H18N2
PN: 4H48-1-090
CAS: 183557-79-1
Molecule Weight: 190.246
Formula: C11H14N2O
PN: 4H15-1-M9
CAS: 51980-54-2
Molecule Weight: 175.231
Formula: C11H13NO
PN: 3H31-1-68
CAS: 852180-55-3
Molecule Weight: 204.317
Formula: C13H20N2
PN: 3H31-1-40
CAS: 852180-56-4
Molecule Weight: 232.371
Formula: C15H24N2
Melting Point: 47-50 ℃
TSCA: Not listed on TSCA inventory
