| Product Number | 1700-1-X7 |
| Synonyms | 1-(Biphenyl-4-yl)butane; 4-Butylbiphenyl |
| Purity | 98 % |
| CAS | 37909-95-8 |
| MDL Number | MFCD00100665 |
| Molecular Formula | C16H18 |
| Molecular Weight | 210.32 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
![4-Butyl-[1,1'-biphenyl]-4'-carbonitrile](data:image/png;base64,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)
PN: 3737-1-X7
CAS: 52709-83-8
Molecule Weight: 235.33
Formula: C17H17N
![4-Pentyl-[1,1'-biphenyl]-4'-carbonitrile](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAA2SAAANkgGQs7vnAAACYnpUWHRtb2xTb3VyY2UAAHicnZXbjpswEIZfZcR1Y7DNMUqyirqqVGm3F92t1LvKASeLFGAF5PT2/Q3JJiRZqJqDPBr/nz3DjM3kYZ+taavLKi3yqcWZY5HO4yJJ89XU+vX6bRRaD7NJDBGEeTW13ur6fWzbu92OxW86U/siZ3GRWe38eF+lHc1OsqJc2cJxuP37+emlYUZpXtUqjzWoKh1XjfOpiFXdRPHJFnamym2a263czsptu9of4Zifw/ZVYp1z+Yq5OVBapmtNy6LMVE1b4TD8nC+00rkuVa0TWhzglsxF7rPJ82MRbzKd1zDNCmms1i91uYnhyIq1jjdYDMb3x6mVcQCqLrJ5WaoDGcu4FSclSElSLimPlE8qIBWSikhxB3/Mcwg4FBwSDg2HiEPFIeMRarDWJojXw7tGJjT8/YFHKaYWUsOHOJNSBiSY7wcuITMHG3twugH5cIYuhXAKThGcXngajs6jhDsYI4wCbsmJS6j88Dye/Cedy/zA8Yj78LvcogMiGkVMuAhpBBWigPEfDs6Z5zWGYFL8s0ey0G8MBCY/8XgMW5nK2x+VnE0WRZ5cmJQmU2uBhIzkp15W4lhli4oy0SUOjlnASC8B0QVMT/QDsguYDuoH3C5g+q0f8LqA6c5+wO8Cppc/gPk9IOgCpvP7gbALmHPSD0RdoDlV/YSZ75SuOYUDDL/JfBARt5ENtAi/Knl7Lwxsc1X19h4ZYK4K3947A8xV7dt7aoC5Kn97rw0w4Z1nMMREd2ILB47jdRcc79ojI8+MfXH+7dOtD/PmjWBfvC5svCRnfwFVWRa0a4CS+wAAKLNJREFUeF7t3QeYZFWZP2CBFVgySFBEEJAoEiRnAQkuCouAoMhKDosMomICBNRFRlgECRIUJIOCJEGSjAjLgBJEAZUcHMk5s7rnv9/5b88zc+murvro7qnqed/n6Yeh7q3uqma4vzrnO+e77ygAkPCO5gMA0A4BAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJASscB8o53DPyUVscAGF06vuK3ColWx/r86U9/Kp/85CfLXHPNVWaddday5pprlssuu6x5GgBdbvArfkOrkGh1LNxzzz1lvvnmK0cccUR5+OGHywsvvFCuu+66svHGGzdPBaDLtb7i96NVSLQ6Fj7zmc+U73znO82HAehBra/4/YiQaPXVSow+7r///ubDo9qzzz5btthii3LJJZc0D4069913X/nYxz5W7rjjjuahUSdGzptuuml54oknmodgqtH6it+PViHR6lj4p3/6p/Laa681Hx6V/v73v5fjjjuuvOtd7yrTTTddmWaaacr2229f/vrXvzZP7XmvvPJK+eY3v1n++Z//ub7Xd77zneXLX/5yef7555un9rynnnqq7LbbbvV9xtdss81Wvve975U33nijeSqMeq2v+P1oFRKTHjv55JPLe97znrLggguWn/3sZ/WxqWUE8qtf/aoss8wyE0PjkUceKccff3wNk5lnnrl8+9vfHjVBetZZZ5X3ve99Zfrppy/77bdfefzxx8tBBx1Uw2Teeeetfw/+8Y9/NJ/Wc958881y5JFHljnmmKPMPvvs5fDDDy9/+9vfyu67716DZLHFFpsqRpkwqYHTYADtBsiYMWPq8H7cuHFl7rnnro9FDeTQQw+deM5oE+EY01Xxe1h11VXL+PHjJzse01nxe4lP6O9///snBmsv+t3vflfWWGON+l4//vGP1wUSk4pFEttuu209vsIKK5Tf/OY3kx3vJZdffnlZYoklyrTTTlt23nnnt0xbxZTdRz7ykfpeN9xww3L33XdPdhxGq4HTYADtBkif66+/viy99NL1z3GRefe7310/yT366KN1FVZcWDbZZJPJnnPqqaeWa665ZrLHutmLL75Yvv71r5cZZpihzD///OW0004r//M//9M8baK4wGy00Ub197XuuuuW3//+981TutZjjz1Wdtxxx3oxXWqppcqVV17ZPGUy8d//wx/+cH2v22yzTXnooYeap3StP//5z7WmE6997bXXLrfeemvzlMmcf/75ZeGFF65TtXvvvXf9wACj2Vuv+EMo/sebccYZy1VXXTXxsbh4xqf0mAqIfSBrrbVW/YQ3qc0337w+N/4ZhdluFSHxk5/8pE7VRXjsv//+5aWXXmqeNqBLL720Tn3EFEjMq8f8ereKOf7DDjuszvnPOeec5eijjy7//d//3TytXzGF9aMf/ahOacXUVtRLom7SrZ577rmy77771pFiTMGee+65zVMG9Prrr9eVhrPMMkudsow6WNTDYDQa1gCJC+y1115bp2s6dfrpp5f3vve99cL8ta99rX7K7yY33nhjWWWVVWrQbbnlluWBBx5ontKWmFuP+fSYV49QjdFZPNZNLrroorLooovWT9Z77rlnefrpp5untCVGnFEniXpJ1E3OPPPM5ilTVFzoTzrppDLPPPOUmWaaqRxyyCHl1VdfbZ7WlgkTJtT6V9TBoh4WdTEYbYYtQA4++OB60b/iiitq8Tzj5ZdfLgcccEAdxcTUV0xttZoaGgmxiuqzn/1svTAsu+yyNSCHQsyrx/x6TA3FfHtzVDYl3HnnnWWDDTaoIbn++uuXP/zhD81TUmIqM+om8X2jjhL1lCnt17/+dVl++eXra4paXSx8GAo33XRTrYfF942R99SwiISpx7AFSHySjqmO+OR68cUXNw935MEHHyxbbbVV/Z9wpZVWKv/1X//VPGXYxaqpb33rW3UVVSwK+OEPfzgsUxMxzx7z7fFeY/495uFH2jPPPFP22muvOuJYZJFFys9//vPmKUMi6idRR4nQjLpK1FdGWvzd2nrrrSf+3brhhhuap7xt8aEn6mJRH4sRddTLum1EDRnDFiDDIVZ0LbfccvV/9u22264W4kfCT3/60zoNF3Pi++yzT50jH24x777QQgvVnxnz8SPxM6Omccwxx0zsUxYr5oZ7f0P8zKinxIeNqK9EnWW4f2Zojm5POeWUYR/dRn0s6mQRIlE3i/rZcP9MGE49FSAhPvWfeOKJdRQQo4GYpx6uPRW33357XSUVgRX9uqIR5EiK+fd4fzEfH/Py8b6HY9QTrr766vLBD36wTs197nOfq3scRlLUVaK+EqOeGLVG3WW4nHHGGbW+FrWYr371qyM+Goh6WdTN4u/VyiuvXOtp0It6LkD6TLpSJj6pd7JSZjBPPvlk2XXXXevqqMUXX7z84he/aJ4yomI+Publ44ITI7CYrx8qscqtb9Xb6quvXm6++ebmKSMq6ixRb4nXE/WXqMMMlXhv8R7f7gq/WIocU1/x/eKf2aXJMaKOOlq8nqirjdSIGoZKzwZIn6gRxD6S+J9wnXXWKbfddlvzlLbF6qf//M//nLjbOLoGd9OKqJifj3n6eK8xbx8Xr6z41B2fvuNTeHwaj0/l3STqLlF/iRFJ1GOiLpMVo6kYVcXoKkZZMdpqV+ysj99NPD8u9jHlFb//5lc8HuG+0047lXPOOaftPSAxoox6Wt+IOupswzWihqHW8wHSJ+4pEquXYtSwyy671FFEJ97u80dKzJnHfH3M28dFK+bxYz6/XW/3+SMpaiFRh4l6TNRloj7T7t6TkH1+7Fu54IILyr/8y7/UAIuAiM2wMSqNxSExvRajh76vCy+8sH7wiFV0MWKN86PO8alPfartVXoxoo76Wl+Xgqi7QbcbNQESMiOIoRzBjKTMCGIoRzAjKTOCyI5gordXrAyL31H8ro499tiO60ExpTV27NiJYRJ1tHZXDkadLeptfc+LOhx0q1EVIH1iR/dgNYz4xPeFL3xhYg3lvPPOa57SE9qpYUxaQ4m9DkNZQxlJzRrGvffe2zwlXUOJDgnxASKeFxfwdi/4g4mRTF9jzVgkEJsp2xF/Z+Pvbvwdjr/L3ToiZuo2KgOkT3+rqEZyFddI6m8VVXMVV+yyHq5VXCOpv1VUb2cV1wknnFCn8+J5sfF1qMXvPEbG8fctQqHdUIvRc4yi+7oUxPcYbEQNI2lUB0ifvn0ccXGJXfERKCO5j2SkTLqPI0Ij/jmS+0hGUtRtDjzwwHrhjwtz9NjqdB9J/L4ibOPvQ9S9sm1L2hXTpVFLiZrMYE0oJxWjj3h9MRqJ2tXb3ZgLQ2WqCJAQo4yYClhggQWGbHqiW8V8f+xijxHJlNjJPpKijhMX5BhhdbKTPZo5RpE8AjZa5IyUGC3FaDiCL5ppdiLqc/G86LEF3WCqCRBGr7gXR6x4aleMPCI8YpQ2JXqORcfezTbbrIZBp5sIYwQS3YyhGwgQel6nAbLDDjvUkceUCI8+MSKORpIxcoqbb7VLgNBNBAg9r5MAiYJ51DxGctpqIFHbiCnVWOjR7m1/BQjdRIDQ89oNkLvuuqtOG0VBulvEfUKiG3FsUGyHAKGbCBB6XjsBEjvwY59HLNUd7tVWndp9993rUt3mvdb7I0DoJgKEntdOgJx99tl16mo49nm8XTGVFfs8Pv/5zzcPvYUAoZsIEHreYAES9YUll1yyLp/tVhEKsSosuii0IkDoJgKEnjdYgEQ7kRh9dPP+n5i+is2Q0fyxFQFCNxEg9LzBAiT2fERjxG63zTbb1M2frQgQuokAoee1CpC4n0e0sImuut0u+nfFSKlVrywBQjcRIPS8VgESjRejweSECROah7pOtFeJBpFxj/iBCBC6iQCh57UKkNh1Pti0UDeJ3elxv/SBCBC6iQCh57UKkLgNbTdtHBzMmDFjymKLLdZ8eCIBQjcRIPS8gQIk7sMRO8/jPhq9ItrxR5+ugW69K0DoJgKEnjdQgMRNtaIoHbe37RVxr494zX/961+bhyoBQjcRIPS8gQIk7oUSF+PoN9Urxo0bV19z3D2zPwKEbiJA6HkDBUjcgCkuxuPHj28e6lo33XRTfc3x2vsjQOgmAoSeN1CA9OII5NprrzUCoWcIEHreQAGiBgLDS4DQ8wYKkGiiGP2ljjjiiOahrvWDH/zAKix6hgCh5w0UIGG55ZYrO+20U/PhrhUt3ZdYYonmwxMJELqJAKHntQqQnXfeueUFudusssoqA76XIEDoJgKEntcqQM4999xaU3jooYeah7rOiy++WBs/Hn/88c1DEwkQuokAoee1CpBnnnmmzDDDDGXs2LHNQ12n766J9957b/PQRAKEbiJA6HmtAiTEscUXX7zeF72bxX1LYgqrFQFCNxEg9LzBAqRvb0U3L+e95557ynTTTddy+ioIELqJAKHnDRYgYZ111ikf+tCH6tLebhTF/nnnnbe8+uqrzUOTESB0EwFCz2snQOJ+6NNOO21Xdua9/fbb6+jj8MMPbx56CwFCNxEg9Lx2AiTsueeeZeaZZ64tTrpFtJxfbbXVypJLLlneeOON5uG3ECB0EwFCz2s3QF544YV6s6all166LpntBgcccEAdfVx33XXNQ/0SIHQTAULPazdAwp133llmnXXWsvHGG5fXX3+9eXhEnX/++XVa7eCDD24eGpAAoZsIEHpeJwESrrzyynqnwk984hPltddeax4eEddcc019DVtvvXVHhX0BQjcRIPS8D37wg3X/RNQT2nXppZfWC/gaa6xRnnzyyebhYRUjj/jZG264YUejoOeff74+b5NNNmkeGnWiG/F6661XLrnkkuYhuogAoefFBrxpppmmLLvssnXPR7tuvPHGunR2gQUWGJF7hkTA7b///nXaaquttmo7PGKEcvLJJ5d55pmnvs/Y07L++uuXP/zhD81Te16MCL/97W/XxQ7R1iXe62c+85nyyCOPNE+lCwgQRoUIgxiFxAXnk5/8ZHnggQeap/Tr4YcfLuuuu269qO+2227lqaeeap4yJGKp7uqrr14L5lHzaHfaKorrK6ywQn1f2267bX29F110UfnABz5QL7Cxsuzpp59uPq0n/fSnPy3vf//7azv7ffbZp76vk046qQbnTDPNVH9vg+2TYWQJEEaNaFXyk5/8pLznPe+p/a/i0/5LL73UPO0t4mJ+5JFHltlnn73MMccctcYwVNNascM8NglGcERX4HZXW0Xzx2222aYGx4c//OFy/fXXT3Y8lvwedthhZbbZZitzzjlnOfroowe8h0i3+/3vf19DPN5rLG5o3o0xpu6++MUv1mBZcMEFyznnnDPZcaYcAcKoE0t0v/71r9cQmX/++ctpp53WVh+sCI24H0fchCpqDfGJPz7tv/LKK81TW4qff9ZZZ9WptQiOmCaLTYJvvvlm89S3iJ8VARavYb755is/+tGPWo5WHnvssbLjjjvWEdRSSy1VFwj0ihjtxagvfkexvDrqUq3E/p34nUbQrL322uXWW29tnsIIEyCMWvfff3/ZYost6gVn1VVXLePHj2+e0q+4sB166KF1v0g8d/rpp6/F9jFjxtQ7Bl5++eVl3LhxE7/i3+Pxvffeu06jxQUxnhd/Pu6449pe6XXmmWfWekz8vP3226/uW2nX7373u7LmmmvWn/vxj3+8jny6VQRpjPhitBejvnbDtU/8vmM0F6EZo7snnniieQojRIAw6kWBfJlllqkF6O23375MmDChecqA7rrrrjo9tOWWW9aLVl84NL/i8dhNHsuJIzRatWRviot/BFR8n1ha/HYu/jHyed/73ldD6Mtf/nJHITQSJr3477LLLumL/9sNIYaGAGGqECugotPtu971rjLLLLOU73znO22vgppUTCc9+OCD9StGNH1/bmeKrCmmn3bYYYeJ009XXXVV85SUSafBYvpssGmwkRDTTx/72McmTj/ddtttzVNSOp0GY2gJEKYqzz77bJ2KioLswgsvXH72s581Txl2UQD/7ne/W3fERwE8pr+GowDeLMT/5je/aZ4y7J577rmy77771t/3QgstVO8QORyiEB8bSuO9brTRRuXuu+9unsIwECBMleICExv54oITF5477rijecqwiKL8oosuOqJLcCM4mkuBh1uM+E488cQy99xz1yW4hxxyyIgswY0PBH1LgeODQnxgYPgIEKZqsdM5pj5iCmT33Xcftn0g0YNrgw02qBfx2AT4xz/+sXnKsIoprJjKiimtmNo66KCDOl5d1q5f//rXZbnllqvvNTYBPvroo81ThlXfZsSYqowpy5i67KRLAe0TIEz1Ykrpe9/7Xt1TEUXZ73//+0NWkI17su+11151xLHIIotM8bsixp6KKK5HkT2K7VF0HypRC4od9hEcK620Ur0HS0ZMvcX3uvnmm+s/498zoh1KLJqIxRNxM7FOuhTQHgEC/ydWBMWy0Chqx4qqX/7yl81T2hY1jWOOOabMNddctdYRy4Lbud/HSImVXrHcNy72sfz3lltuaZ7Stpdffrm2pY+9M9Hs8ZRTTml7UUFMMcXGwJ122qmOWuJ7NFe4xVc8Hq1qPve5z5UzzjijPP74481vNaBY7DBpl4JY3s3QECDQEBvU1lprrXrBiY1rf/nLX5qntHT11VfXPSTxyTcueH/729+ap3SNK664oq4Ai9CMDYmdXJjD6aefXt773vfWEc1Xv/rVtu+zEqOBWPIcmz3j97z44ovX8I47Rl544YWT7bOJulEs2d11110n7s2JEV38t7ngggvaWmHW16UgNpbGz/zGN77RVpcCWhMgMID4ZBytM6IgG600Yvqnldj7sdlmm9ULXPS9+u1vf9s8pSvFaOmoo46qK8JiGm/s2LGDjpZieinupBjvdfPNNy/33Xdf85R+xbRWX9uSCI34WZ1OUUUgH3vssXWaLL5PBGC7U3ERGhEeESLR8iZCpd3REm8lQKCFWDkUTfxiJVE09Yvmfs1PvLFZ7ytf+Ur9FB47yWOKpRfFirA99tijLiiIZo0XX3xx85R68Y5RVYyuoo1+3NekHfE7ilVn8bzY1Bkjh6EQgRT9syJI1llnnbaX78Y0VkxnxfNieqvdLgVMToBAG6Kd+Kc//el6wVl++eVrU8QIkpjvj55VMUd/4IEH1npAr4s28XEvjnivH/3oR+tu/Nh0+R//8R+1nhN1nRgBtLt3JVagxWgjWrTHFNVwrIiKqbhYHh3/HU444YTm4QHFVFoU2CPYPvvZz9bCO+0TINCBG264oay44or14hoX0vhn3FUwVguNNjFKiJVjUR+JEVjUHaLZZKwsa1c0d4zQidpF7EYfTjFajPYo8d8kRkntBlwE2g9/+MO65DcCKEZKtEeAQIdi5BGt1GMOfbQvDY2RR9QaYlorRhKd6LvrY0wxtVtcHwqnnnpqrVtFkb2TvS6xIizqKbERkfYIEKCl6BsWn847ETf4ivCIRQWZnmNvVzRtjFFThEi7I5EQ01ixrJn2CBCgpU4DJFqlxIKD6DDcbiv74RAhEiORaFjZLgHSGQECtNRJgMT0XizTjdVoQ3VXx7cjprOiJtJuYV2AdEaAAC11EiCx4S+K7nEPlm4RhfWYTovVZIMRIJ0RIEBL7QZItIKJmztFU8puEquzYolv7BMZbNOgAOmMAAFaajdAYolvNKPshqmrptgnElNZZ599dvPQZARIZwQI0FI7ARJt8GPVU9wJsVvFcuJoktnsJDApAdIZAQK01E6ARLfhuM9I9h7nIyHansQopFUbFQHSGQECtNROgERfrLh9breLTZGxN2QgAqQzAgRoabAAiR3q8ck+2q53u+jhFS1ZBmpbL0A6I0CAlgYLkKOPPrp2Iu6kbciUMmHChNo4caCOyQKkMwIEaGmwANlyyy3rrvNeEdNtA+1OFyCdESBAS4MFyGKLLVbGjBnTfLhrxcbCuD1ufwRIZwQI0FKrAIlGhdFvKu7/3iviniSxM72/+5IIkM4IEKClVgESN2CKAnp/dy/sVj//+c/ra+7vXvUCpDMCBGipVYD86U9/qhfjcePGNQ91rejTFa+5vxtcCZDOCBCgpVYBctttt9WL8U033dQ81LXi/ufxmuO1NwmQzggQoKVWAdI3AumlOzMagQwdAQK01CpA1ECmbgIEaKlVgPStwvrBD37QPNS1jjjiiNq3q7+migKkMwIEaKlVgIQllliitnLvFTvttFNZbrnlmg9XAqQzAgRoabAA+dSnPlVWWWWV5sNdKwJv5513bj5cCZDOCBCgpcEC5Pjjj68NCl988cXmoa7z0EMP1frHueee2zxUCZDOCBCgpcEC5N57723rbn/dYOzYsWWGGWYozzzzTPNQJUA6I0CAlgYLkBBTWK3us9EN4n7oiy++eJ1yG4gA6YwAAVpqJ0BiGmu66aYr99xzT/NQ1+hbvttqz4oA6YwAAVpqJ0BeffXVMu+88w5YnJ7SYsnuhz70obLOOus0D01GgHRGgAAttRMg4fDDD6+jkNtvv715aIqLDrzTTjttvS96KwKkMwIEaKndAHnjjTfKkksuWVZbbbV+W6VPKdGyZOaZZy577rln89BbCJDOCBCgpXYDJFx33XV1FHLAAQc0D00RsbR46aWXrje9euGFF5qH30KAdEaAAC11EiDh4IMPrtNF559/fvPQiHr99dfLxhtvXGadddZy5513Ng/3S4B0RoAALXUaIFGw3nrrretd/6655prm4RHx2muvlU984hP1NVx55ZXNwwMSIJ0RIEBL0ecqmg8++eSTzUMDik//G264Yb2Aj/RIJF7nGmusUX/2pZde2jw8oDfffLPuE5l77rnLyy+/3DxMPwQI0FLs8Yjd27PPPntdzRQX2nZEiGy11VZ1Omv//fcfkcJ63OtjgQUWqEuKb7zxxubhAV1xxRV1AcA000xTX298jzPOOKN5Gg0CBBhUfKrfZZddaoE8PqVfdtllzVP6FdNZUROJ562++urDtsT3qaeeKrvttlu9+K+77rrl4Ycfbp7Sr7/85S9l0003rRsM11prrXLLLbfU1iybbbZZfSxe829/+9vm0/g/AgRoWwRAbMaLi+smm2xS70jYjlidFV1wI0his+FQ7ViPYPvmN79Z5phjjjpCOvLII/u9z0fT888/X770pS+V6aefviy44IL99vG6+uqr6wquGJXssMMO/d6AamonQICOnXfeeWWhhRaqN5P6whe+UJ577rnmKW8RU1+x2TCmlyJIonfWWWed1XEX31deeaVcdNFFZdttt611jqjPRJ2mnRpNhMvJJ59c5plnnjLTTDPV0VHsoh9I3DDrmGOOKXPNNVddzXXooYfW/S78fwIESImVTt/61rfqJr0oPJ9wwglt1Tnieccdd1xtwBgjmQiT+PPee+9d72x4+eWXl3Hjxk38in+Px8eMGVOL4zFqiOfF6CAu6DF91Y4YBa2wwgr1uZ/+9KfbnuYK0b13r732qm3rF1lkkdpXCwECvE2PPvpo2W677eqFedlll60X/XZFvSHCJDrkRhE7wiS+T/MrHo8psC233LIcffTR5a677mp+qwHFPUDi+8f3WXHFFcv111/fPKVtsZ9kgw02qN9r/fXXL3/84x+bp0xVBAgwJKLP1Morr1wvrnGhf+CBB5qnDCparj/44IP1a/z48RP/3E5doymmuqI+ElNc8803X/nxj3+c+j79ufDCC8uiiy5aRyT//u//Xp5++unmKVMFAQIMmQiAU089tbz73e+uS39j+e5LL73UPG3YnXnmmXUpbkx37bfffm21MelU1EK++93v1tpI1Ehimi1qJlMTAQIMuSiMf+1rX6shMv/885fTTz+9hstwiyW3USeJUVDsRI8psuH22GOP1VVasYR4qaWWKldddVXzlFFLgADD5r777iv/+q//Wi/o0aX3pptuap4yJLrhIj4lwmtKEyDAsIueWMsss0zdU/Fv//ZvZcKECc1TUrpxGmkkps+6hQABRkQs8Y0VV9GYcZZZZqlNGqPdSVY3F7KzBfzYTxOrzaZU7ahTAgQYUc8++2zd8xEX/oUXXrjjZouxdLZXltJ2uoQ46kRxL5W+2tFpp502IrWjLAECTBGxlyM69sbFdb311it33HFH85TJxGa+GGlE8MTII0YgvaLTTYyT1o5WXXXVYasdvV0CBJiiLr744vKBD3ygbhbcY4893rKzfLS0E2m2UTnooINatlEJ0V14OGpHQ0WAAFNcBMLYsWPLbLPNVuacc85y1FFH1eAYjQ0N22nkOKmhrh0NJQECdI3HH3+87LTTTnU5bow2YgpntLZUn7SVfNQ7brjhhuYpk3m7taPhIECArhP35Yg6R9zAarSLIIhW9BGaEZ4Roq1MWjv6yEc+MmjtaDgJEIApLKbrYtoupu9iGi+m8war81xyySW1djTjjO8q++9/Rnnuudeapww7AQLQJWIBwe67714XFEQ4REi0EiFz7LHnlrXXPrmst95Pylln/eF/w2jw/SZDRYAAdJmYlorpqZimiumqwdrXP/PMq+WQQ35dVl75pLLllueVG298tHnKsBAgACMspqyuuOKKepfGVqI+EgXzKJxHAT0K6a3cffdTZeedLy4rrnhi2WefX5aHH36+ecqQEiAAI+zPf/5zLZrHTbR++ctfNg9PJpbsxtLdWMIbS3ljSe9gd3684op7y6abnlVWW+3k8v3vjy8vvdS6npIlQACmgFtvvbWstdZadZoq7g8fy3pbiU2EsZkw9sQsu+yHyw033Nk8ZTKvv/7f5cQTbylrrvnj8tGPnlYuvPBP5R//GNq2KAIEYAo655xz6obCd77zneWLX/xi3WjYSrQ12Wijnf83RA4vX/rSleXRR1t3+33ssZfKN77xqzqtteuurYvynRIgAFNYtDQ5+OCDa4uTaHVy0kkntezeGw0WL7vsnrLJJmeU1Vf/UTnmmJvLK6+0rqfcfvtj5bzzWo9aOiVAALrEI488UpstxrTW8ssvX5swthKhcdxxv60hsvHGZ5RLLvlLGcnmvQIEoMtEW5No/x5BEu3goy18KxMmvFj22++qOk21/fY/L3fc0Xo3+1ARIABdKKaw4kZUcUOqGWecsRx44IH/O+Jovdv8llsmlG23/VkNkgMO+FV54omXm6cMKQEC0MXilrhf+cpXyjzzrFjWX/+oWvtoJVZaXXDB3WWDDU4ra63143L22cN3wy0BAtADHnzw8bLvvlfU0cWOO15U7rrryeYpk3nxxTfKkUeOryu1+sRz99778n7rJHGsUwIEoIfcfPNfy9Zb/7SstNKJ5eCDx5WnnnqlecqAIiRiSW9/q7EECMBU4O9//0cNgWiguPbap5RTTrm9vPnmwMt++0RIxMhkiy3OLQ888NxbjnVKgAD0qBdeeL0cdtj1ZZVVTi6bb35OufbaB5unTKYvJKLYHqu1Ju3cK0AApkL33fdM2XPPX9QQ2GOPS8v99/ffdHHSkDjqqPHl2GNv7vdYuwQIwCgxbtyDdSQSo4v+TBoSMeW13XYX1B3qzWPtEiAAo0gEQ9Q5+tMMiRipbLXVeeXll994y7F2CBCAqUR/IRH7RA46aFy/xwYjQACmEv2FROwJ+fznL+v32GAECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkDK/wOXNA+wk1Au9gAAAABJRU5ErkJggg==)
PN: 3737-1-X6
CAS: 40817-08-1
Molecule Weight: 249.357
Formula: C18H19N
Melting Point: 6-8 ℃
Boiling Point: 318-319 ℃
Refractive Index: 1.577
Density: 0.953
Flash Point: >110 ℃
TSCA: Not listed on TSCA inventory
HTN: 2902.90.6000
