| Product Number | 1700-1-31 |
| CAS | 7116-96-3 |
| MDL Number | MFCD00009503 |
| Molecular Formula | C17H20 |
| Molecular Weight | 224.347 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
![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
![4-Octyl-[1,1'-biphenyl]-4'-carbonitrile](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAAsjAAALIwHbpq1GAAACjnpUWHRtb2xTb3VyY2UAAHicrZZdb5swFIb/yhHXi7HNl4mSVNWqSZPaXaydtLvJJW6LFKACmo9/v9eQL2gGuZiSyEev38fY+Pg4s5tttqK1Kau0yOeOYNwhkyfFMs1f586vp28T5dwsZglMMObV3Hmr6/ep6242G5a8mUxvi5wlRea0/dNtlXY8G48V5asrORfu74f7x4aZpHlV6zwxoKp0WjXifZHoupnFPx7hZrpcp7nb2t2sXLej/ZHcfjnbVkvntJav6LsFSi/pytBLUWa6prXkDF/+hV5NbkpdmyU97yB7zMfaF7OHuyL5yExeI7QjpIlePdblRwIhK1Ym+cBgCL7fzZ1MANB1kd2Wpd6RjaysBWlJ2iPtkw5Ih6Qj0op0TFpw/NAvYBBwCFgEPAImAZeATcAn4ZN2HIn9WBk7oafdu8Gq6NrPD7xcOXewLI6nBszz/IhCFobKJwURw8cQA0WCQ419EhKyJ0h40EPoPgsjHpAIofvQI+iROrUH/eBTaLEa+4J5IEkK+FR8avf60SfRSrR2jiFWusN8J3Y0j3OaYBoqbIL/roRMRPsg9q9WFPNVE8RMBpcVu0TkOvLCPSbGYvZc5MuzkNLl3HkWTpMxP81LJfdJ41BRLk2Jc2gHsNZzQHYBm2LDgNcFbEIOA34XsOk7DARdwCb7MBB2AXs0hoGoC9iDNAyoLmCP3TAQd4HmkB6J20uE7e9sXXOoR5j+djdFYITp7XhbNEaY3qa3RWaE8T+/gjEkuDC1kWQRvc1v697Ic3r739bJEaaXAm1dHWF6WdDW4WFG9tOgqdsjTD8NgiuYfhooezeM1IpeGhzukj3jnRj3rDi5hxsO4afbzz27Gl38IVj8BfGqVIg3u9JiAAAkn0lEQVR4Xu3dCbjtY73A8Si3kAwZriFRFJHM6ooQQjrxEELmqTIl4zVEGboZQpni4NQVQplnkSmZhwwH11xmynQydN/r995nn875n7X23ud39tpr7+PzeZ7zqPX/77XXOWef9f0P7/uu9xUASHhf8wEA6A8BASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUoZ1QN5+++2y0047ld/+9rfNTcPGr371q7LHHnuUf/7zn81Nw8LDDz9cNthgg/Lyyy83Nw0LY8aMKZtvvnm54YYbmpuGjSOOOKL813/9V/Nh6LhhG5Arr7yyLLTQQmWmmWYq//Zv/1Y23njj8uSTTzZ3G7IeffTRsu6665YPfvCDZYYZZiiLL754ufbaa5u7DVmvv/56+cEPflCmnnrqMssss5SZZ565HH/88eWdd95p7jpk/eY3vynzzDNPfe1TTTVV+e53v1tefPHF5m5D1j333FO+/OUvlw9/+MP11worrFDuvPPO5m7QMcMuIHHE+/Wvf71MO+205YADDihvvPFGeeihh8qIESPqYz/84Q/rUeVQ9dprr5V99tmnfOhDHyrrrbdeeeyxx8qrr75a9t577xqT9ddfvzz++OPNLxtSfv3rX5ePfexj5bOf/Wz5/e9/Xx877bTT6mOLLLJIufrqq8f/giEm3mS/9KUv1YOPo48+up7J3nHHHWX55Zevj/3sZz+rjw1VL7zwQvnOd75Tf1623nrr8vzzz9fHvv3tb9eDqW222aY+Bp02bALyyiuv1Es98Q9ko402anm2ccUVV5TPfOYz9ajyzDPPbG7uul/+8pdlzjnnLIsttlj5wx/+0NxcHnnkkbLOOuvUo/r99tuvHuUPJbfeemv54he/WD760Y+W4447boKzjXi98brj9cfvI34/Q0m8qcYbbrzxxhtwvOk2xc9N/PzEz1H8PA0lEbUIXkQuAtjqbOPuu+8uK620Uj2r/elPf1reeuut5i4wYIZ8QP73f/+3nHzyyeXf//3fy5JLLtnnter4RxZHkPGPLI4o48iy22666aby+c9/vl7qOfHEE/u83xFH8HEkH0f0cWTfbc8880zZYost6hvvjjvuWF566aXmLuOJM6g4k4r948wqzrC6Kd5E4z5BvKnGm2tc+ulNnMHGmWyc0caZbZzhdtvll18+9uAoLr31Je4LfuITnyif/vSnyyWXXNLcDANiSAckYhHRiHiccsopNSb9Fdey45p2nLHEUedzzz3X3KXj/vKXv5RNNtmkvobvf//75W9/+1tzl7bi6D6O8uP6/LLLLltuueWW5i4d9+abb9absx/5yEfKqquuWu6///7mLr2Kezpxb2eOOeYoo0aNmqi/v4Fy8cUX1zfRT37yk+V3v/tdc3Ov4iw37q1FCHfffffy97//vblLx0W8vva1r9WY/ehHP5qoy7Px93fwwQeX6aabrqyxxhpl9OjRzV1gkgzJgMQ/3LhMFf9w47JVXL7K+vOf/1xvNE4//fTl8MMPH5RT+n/84x/loIMOqjc2v/rVr07SP9wY3RQjzeLPIkYLxdnAYDjvvPPKfPPNV+aff/5ywQUXNDf3W5xtnXTSSWXWWWctyyyzTD0bGwwPPPBAWX311eub5yGHHFLfTLNuvPHGstRSS5XZZputng33dQY5ECJWEa2eASJPPfVUc5d+++tf/1o23XTT+jO0yy67TNSBDPRmSAUkbojHjfFpppmm3iiPG+YD5dxzz61HoZ/61KfKRRdd1Nw8YM4555x66WCBBRYol156aXNzWhz9f+UrX6lnAz/+8Y8n6Q2xN/fee29ZeeWVa3APPfTQAQtuvGntuuuu9U0szsri7KwTIrjf+9736vfZbLPNytNPP93cJSXOnuIsePbZZ69nxddff31zlwERcRo5cmSN1dJLL13jNVD+9Kc/lS984Qv1UuovfvGLQQkhk7chE5AzzjijfPzjH69Dc2OIbifEm24cjcZR6WqrrVaPUgdK3LxcccUVy4wzzliOPPLIjo3iufDCC2sE4+wgojhQ4pLfDjvsUN94t9xyy/Lss882dxkQDz74YFlzzTXr2dmBBx5Yz9YGQlzyO+GEE+olv//4j/8oN998c3OXARFnw3vuuWf9c9pwww3LE0880dwl7brrritLLLFEjdSpp57asUt+MfcoBnMsuuii5Zprrmluhn7rekBuv/32stxyy9Wb3j//+c879sY7rjgqjctB8Saw8847T9IkuBjJs91229Xniv8OxvDJOCs47LDD6llCnC3EZbqseOM95phj6siq+HuIv4/BcNlll5UFF1ywzDvvvOXss89ubp4o8Sb4uc99rsw111zlv//7v5ubOyLOjtdaa616trz//vvXs+esiNA3v/nN+jO01157pQYd9DWwoWnc4eTf+MY36rwkmFhdC0jc1N5qq63qNd7tt9++KxO44sZ0HK1mJsFF6OJMI8444szjrrvuau7ScZP6ZxhnegsvvHA984szwME27p9hTIKb2D/DnsmY8Sa477771jfFwXbVVVfVP8O55567nH766c3NvYroRHwiQmuvvXb5n//5n+YuE4j7aUcddVQdJh1n6xGd973vffXXFFNMUUdpxYi/ODuKEXx9HRzFn2EEpJt/hgxf/Q5I/IA2tXqsR/zwxg94/GDGP7Bx52XcdtttY4+e45p7t8VRaxy99ncSXNzbiHscA3H0PBDirKFnElx/zuLGPXrumYzZTT1ncRHCbbfdts+zuFaTMbupeRYXP999icmYEZ2YjBkR6k38/cTfa5xlxb+5+PcUl9HiMldM5Iwz0AhBDE+O54rHY9RfDID4wAc+UOMco9F6E2dxcUkr/h3EJS7oj/YFaGgVi1aPhbg8EXMYYux6nI7HD3b8Q+8Rp9tDbZJWfybBxfX7GFU10NfvB0pEurf7SJ28fj8Qeu4j9TYJrmcyZrzZtZqM2U3xc93XfaRxJ2Mee+yxvZ71xoFAhCnOkOPvNSYRTuwqBXHGEkvOxAFbHGT0No8qXkvcXI+b7HGzvVP3kZh8tC5AC61i0eqxED+oMQx0OIqj2ZgEF0e3MQkujnZjBFEc0XV6BNFAiHkCcVYR8wZ6RrL1jCDqmYzZqRFEA2XckWw9k+BiBFHPZMyhPoIozqpXWWWV8UayTexkzHiOmEMTZwQRmkkddRdneT2j4Hbbbbde//yaI9liGDC00roALfRcZ23+aiUupfT1D2Soi6PbWHIkjv7iGn28eQ3WHIaB0DOXJi4LxdlgxCPmMHRqZM9AG3cuTRx9x+9juM1hOP/88+toufj5icuFMRnzvvvua+42gTiTjP1j/sdA35OIs7y49BpzZPqaGNkzlyYORiJ60NS6AC20ikWrx8LkEJAQR2lxFhIzgIfLG29TvInF5apJmYzZTXH0GzOx+1p+ZKiKM4cIYNyo7o+4QR5nv7EKQafEPaa4LxL3UvoT5Fg3LO6/QFPrArTQKhatHgtxIzHeuIBSj+Ljnk5fYiRgXDZqdf9qoMVltYhILHHS2+WsEDfwYzUHaGpdgBZaxWLcx+J/xw9/rD8Vo5TiqCtulPfcRI/7CvBe1J+AxOi/uEw3mItnxn2RuJwV90R6IyC0M2EV2ugrICGGE8blqxBDAWOiWEQlhir2ZwVRmBz1FZC4aR2zz2Phw8EW90Ri5GFvS6YICO1MWIVJMOWUU9YbtcC/9BWQmAwaw5L7upTUKTHCMEZOtiMgtDOgAYkx7rHYH/AvvQUkFsmMyX7d/DjjuJQVQ47bLTIqILQzYAGJy1lxKhxrSwH/0ltAYk22/o7Q6qRYUiUmcbYiILQzYAEBWmsXkJiHEfM9BnLZ/6yY8xFnQq2G3wsI7QgIdFi7gMSEwVjSpNWSLd0QHxPQahSYgNCOgECHtQtIrJcVv4aKmOkfqxc0CQjtCAh0WLuAxIdHxcq5Q0V8bn18CmKTgNCOgECHtQtIrPMVi0QOFbF6dqyb1iQgtCMg0GGtAhJrZMXIxf58iNRgiUmFMRu+ue6bgNCOgECHtQpILGIYARlKS6XHxxTEa2qu0isgtCMg0GGtAhJH+bHq7p133jne490Ua9Y5A2FiCAh0WKuAhPjQrAsvvLD5cNe4B8LEEhDosHYBifWnTjjhhObDXRMfF7zUUks1HxYQ2hIQ6LB2AYlFFLfbbrvmw12zxx57lA022KD5sIDQloBAh7ULSFy+io8a7tYqvE3xsQut5qUICO0ICHRYu4DE577H6tXdXIm3x+OPP14/juGZZ55pbhIQ2hIQ6LB2AQnf/OY3y7e//e3mw4Pu6KOPbnn/IwgI7QgIdFhvAYmZ6PGpnQ8//HBz06CJSY3xEdQjR45sbqoEhHYEBDqst4CEOAvp5meCHHvssWW++eYrb7/9dnNTJSC0IyDQYX0F5LHHHquTCv/whz80N3Xca6+9Vuaaa66WN897CAjtCAh0WF8BCYccckiZffbZy5NPPtnc1FEbb7xxWWaZZco777zT3DSWgNCOgECH9ScgIS5lLbbYYuX1119vbuqI4447rn6gVYzA6o2A0I6AQIf1NyBjxoypn8ex5pprdjwiV155ZZl66qnLJZdc0tw0AQGhHQGBDltkkUXKuuuu2+tloh7PPvtsjUiciXTqclZ8bG0smnjUUUc1N00gXvNqq61Wz1ReeOGF5uZh4fe//339O7jjjjuam5hEAgIddsQRR5Q555yzLLzwwuWqq65qbp5AnIlsuOGG9Z7IQN5YjxnvBx98cJlqqqnK8ccf39w8gauvvrp87nOfK7POOmv55Cc/WWacccYanXajtYaauDQXlwVjmHTc54n/xvIxzz33XHNXkgQEBsEbb7xR9t9//zLNNNOUtddeu18fJBU31uNNL4b4Tuo8keuuu66e1USUIgy9efTRR+sZU1zi2nfffcdeTjvrrLPKvPPOWxZccMFy2WWXNb5q6Gj3Z/3nP/+5rLzyymX66acvhx12WHnrrbcaX8nEEhAYRE888cTYo+K99tqrvPLKK81dxhNv5nE2Evt/5zvfqcueND+vo514g4w3+gjQ+9///nr0/fLLLzd3GyuG9O6zzz51SPF6661Xhxc3xfIrBx54YP043rhX8+CDDzZ36apf//rXZe65567resWlq1bOPffcekb1qU99akgtpz8cCQh0wfXXX1+WWGKJekYQczD6ikLMWN9oo43KdNNNVxdg3GabbcqJJ55YLrroovqhVBGauMYfb4ixRPwWW2xR71vEUfjmm29e7r///uZTjieWco/LbIsuumi/LpvFpxd+61vfqvdSdt111wk+xXCw3XrrreWLX/xi/T3HxMi+7jfF7Psf//jHdS2yuMfT158PrQkIdEnck4jlQ2abbba6DtWNN97Y3GUCcQYQkdh6663LCiusUOaZZ576Jh4fRRu/pp122rL44ouXLbfcspxxxhl9vrFHmD7/+c+XWWaZpQZpYlcG/uMf/1jvL8R9kpNOOmmiv35SxeKPEcv4M9hxxx3LSy+91NylV08//XQNbJzh7bzzzr2eoTEhAYEuizf53Xffvb4JxsS+zOir+Iz1iRGfxb7pppvWN87vf//7E/3144qzp1GjRpU55pijxmswVheOM4if/OQn9Qxi1VVXLffdd19zl4lyyy23lGWXXbbMPPPMdYBBX2cw/D8BgSHioYceKiNGjKhnET/84Q/raKyBFmcwBx10UL2HscYaa5TRo0c3d0l79dVXy957712jFB9M1dcExazzzz+/rt01//zzlwsuuKC5eZLEEOf4WN8Y9tvXYAMEBIacK664onzmM5+pl6fOPPPM5ua0c845p34O+wILLNCvCYRZjzzySFlnnXXqKK4f/OAHAzYp8t577y2rrLJKHUV16KGHdmwUVbze/fbbr77++H3E74fWBASGoJhr8bOf/azMNNNM5Utf+tIkTYK7++67y4orrlhmmGGGOiO+U2+8TT0T+OKIPo7ss+K+xg477FDPbOLeTky2nFgxwmxixSi09ddfv37fOLOKMyzGJyAwhL344ovlu9/9bn0TixvnEzMJLmaOx2eux72Vbbfdtjz//PPNXTou7iXEmltxbyHuMcS9hv6Krz3mmGPqyKrllluu3Hbbbc1dJhA3wSNWMfQ5BgfEWdwUU0xRBxjEf+P/x+OxPfbrz03zuKcTc2jiHk/c6+lrxNx7iYDAMBCT4GI9qjiLOPzww3s9i4izlyOPPLLOHI+RWnfddVdzl0EXb9Q77bRTjVmMemr10bnjihn7MXM/5nScfvrpzc0TuPjii+vv9QMf+EC9NxIDA2J4dDzPPffcU4c5x3/j/8fjsT32i/3j6+LrexOjy2KUWYw2i1FnN910U3OX9yQBgWHkd7/73dhJcDEHpCkmDsZM8ZgxfvbZZzc3d13Mt/jKV75SR0/FPIwYTTWumHG/1lpr1fkrMZs8ZpX35oYbbijLL798vS8S91smdlBA7B9fF18fzxPP15sYrRbzXiKEm2yySZ0P814mIDDMxJtuLHMSkwpjEtwDDzxQZ4THzPAYXRUzxWO01VAWc1kigjGaKmaGx4z8Pffcs16qi8tLMWO/N3FGsNtuu9X94w19Uhd6jK+P54nni+ftaz7LcPvz7hQBgWEqJsFtttlmdXHE+DXcjojjMlysSRXDluNS0pJLLlln6Pcl5s3EEvlxlhUDBAZSPF88bzx/X5Mww6WXXlpHtUXM34ujtQQEhrk4go8husNV3MyOS0j9uTkdl5Di3kjct+jUoIB43nj++D79mWAZ95wigP25yT+5ERCgqy6//PI61LcvcVkpJj/Gm3tvgwgGQjx/fJ/4fn1dzgpxTyTWJHuvERCgq/obkLg3EZeXJvV+R3/F94nvF9+3LwIC0AX9CUgsNBkzwwf6nkdf4vvF9+1roUsBAeiC/gQkhtjG3I1uiO8b3783AgLQBX0FJOa7xE32wbp01RTfN75/q3k3PQQEoAv6Ckis4xWTCrspvn+8jnYEBKALegtILKQYQ2RjsmQ3xfeP19HuA6sEBKALegtIzBGJGetDQbyOdqsKCwhAF/QWkPgc+F122aX5cFfE64jX04qAAHRBbwFZeuml6xLqQ0G8jng9rQgIQBf0FpB4PLYPBb29TgEB6IJ2b8yxNla8MQ/25MF24nXE62m1ZpeAAHRBu4DEQobxSYJDZYXheB3xelqt0isgAF3QLiBjxoypb9jxSYJDQbwOZyDjExCgq9oFJHzoQx9yD2QIExCgq3p7Y15ooYXKL3/5y+bDXRGvY6mllmo+XAkIQBf0FpBvfOMbZY899mg+3BXxOjbYYIPmw5WAAHRBbwE56qijymc/+9nmw10Rr+PUU09tPlwJCEAX9BaQ+++/v0wxxRTl8ccfb24aVPH9p5xyyvLMM880N1UCAtAFvQUkLLroouXoo49uPjyo4vu3u/8RBASgC/oKyDHHHFM+/vGPlzfffLO5aVDE943vP3LkyOamsQQEoAv6Csjrr79eZplllnLsscc2Nw2K+L7zzTdfefvtt5ubxhIQgC7oKyDh5z//eZlrrrnKa6+91tzUUfH94vu2u3neQ0AAuqA/AYmj/8UXX7xsvPHGzU0dFd9vmWWWKe+8805z03gEBKAL+hOQcN9995Wpp566HHfccc1NHRHf56Mf/Wi/RoAJCEAX9Dcg4Te/+U2NyJVXXtncNKDi+eP7XHLJJc1NLQkIQBf86le/qmteXXHFFc1NLcXkwnjDbvfxspMqnjeeP75Pf5xzzjl1rsqOO+5Y3nrrrebmyZqAAF31j3/8o775TjvttGXEiBHloYceau4ygeOPP75MNdVU5eCDDy7//Oc/m5tT4nni+eJ54/n7Ep8PsuKKK5YZZ5yxrLvuuuUTn/hE+fSnP93vs5bJgYAAQ8KTTz5Zb1p/8IMfLLvvvnvLz90Y19VXX11mn332sthii5XrrruuuXmixNfH88TzxfP25oUXXijbbbddfZ3bbrttef755+vjMV8kAjTddNOVNdZYo4wePbrxlZMfAQGGlBtvvLHO+p5tttnKySef3OsZxssvv1y22mqr8v73v78uvHjZZZf1+zJS7Bf7x9fF18fzxPO1EyPBjjzyyHrGscIKK5S77rqruUv117/+tWy66aY1MLvsskv9YKzJlYAAQ058aNMpp5xSzwiWXHLJcv311zd3GU+smbX55puXaaaZpo6c2mKLLercjVtuuaU8+uij9dcdd9xRLrzwwnLCCSfU7bFf7B9fF1/fm0svvbQssMACZd555y1nn312c3NLf/rTn8oXvvCFOgnyF7/4Ra8hHK4EBBiyXnnllbLnnnvWo/kNN9ywPPHEE81dxhOXvc4444yy5ZZb1nkjcV8lPtWw51f8/3g8tsd+fV0me/DBB8uaa65ZPvzhD5cDDzyw3q+ZWDFIYM4556xrel1zzTXNzcOagABD3sMPP1zWWmutesaw//77lzfeeKO5S6967lP0V1x22nXXXetorE022WSSP5c9ZrTvs88+dbRZXDKLM6LJgYAAw8ZVV11VFl544TL33HOX008/vbl5ksVlphNPPLHMOuusdQb6TTfd1NxlkkQ4IiARkn333XfQl2YZaAICDCuxrEis0Bv3MJZbbrly2223NXdJufbaa+tIrDnmmKOMGjWq3ofplLiUFZe0Yp2tuMQ1XAkIMCy99NJLZYcddqj3R+KexrPPPtvcpV8ee+yxsv7669fn2Xvvvcurr77a3KUjIoRxcz1ussfN9ptvvrm5ywRiJNi9997bfLhrBAQY1uINdZVVVinTTz99OfTQQ/s9jDeWid9vv/3qkiXrrLNOeeSRR5q7DIoYOvy9732vBmyzzTarw4DbiaHDsd9GG21U5810m4AAk4Xzzz+/fm7H/PPPXy644ILm5vHEciWx/tYiiyzS58TBwfLAAw+U1VdfvU5EjAmJ7T5AKwYUfP3rX68DCg444ICJHlAwkAQEmGzEm+5PfvKT8pGPfKSsuuqqdQXfccW8kGWXXbbMPPPMdbmSvpZp74aLL764LokSS6P89re/bW4eKxZ8XGihheqnJcaQ5G4QEGCy88wzz9TJgjEMN9bZiqP7mDAYl3923nnnXmecDwVxGe6II44oM8wwQ1lppZXKPffc09ylinsi8WFbM800Ux1QcPvttzd36SgBASZbt956a71BPeWUU5bVVlutzxnnQ03MX9lmm23q648FG2MdrlZefPHFsv3229dgxpIs2QEFE0tAgMnepC622G2x1P3yyy9f1+E6+uij234+ewwoWHnlleuAgsMPj/06e4lOQACGibPOOqvMM888ZcEFF6wfxNXOeeed9+6Z11Zl7bXPeDeefX+iYpaAAAwjY8aMKT/60Y/qul5f+9rX6npdrbz11jtl1Kg73z1zOaVsv/1F5dFHB/6+j4AADEFPPfVU+elPf9p2YmNs/9a3vlUHBuy2225tF4Z88cU3ygEHXPPuGclJ5bDDbnh3v4lfELIdAQEYgmKiYH+WVvnjH/9Yll566fr5KSNHjmy7bPx99z1fttjivPLlL48qZ59977v7tX6+iSEgAENUxOCkk07qc3HHiEt8/skcc3ysjBhxSLnjjqebu4x1ySUPlTXWOK1ssMFZNSqTQkAAhrie5eXjclVvy8u/9tob5Zhjbq6Xq/ba68ry9NOtL3+NGfN2OfHE28q5507asGYBARgm+vsBV0899fey226Xl2WXHVlOOOHWGoxOEBCAYaa/H7F7yy1/Keuvf1b56ldPe/drHmpunmQCAjAMxWTCI488sk4uXH31jcro0c81d6niZvlZZ91bVlppVNlyy/Mm+b7HuAQEYBiL5U3+8z9Prfc9Djro2vLyy2Oau1QxfPfQQ28oyy13cnn99f9f8n6JJU6ol7rGFY/1l4AATAYeeujFsu22F5QVVzy1nHba3e+eobQezjvu8N2IRVzeuueef62dJSAA71FXXfVIGTHi9LLOOmeWG254orl5PBGL8857oGy99fnjPdZfAgIwmXnzzXfKyJG318tVO+10SXn88b81d6kiFnFGst56Z41dM0tAACjPPx8f23t1vT9ywQWjm5vHxuLaax+vo7UiJgICwFgx8irukTSNG4u4jHX++aMFBIC+jRuLu+9+tt5QFxAA+tSMRQzpbT7WGwEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEj5PwQbWwOZQ9XoAAAAAElFTkSuQmCC)
PN: 3737-1-X4
CAS: 52709-84-9
Molecule Weight: 291.438
Formula: C21H25N
TSCA: Not listed on TSCA inventory
