| Product Number | 4639-5-03 |
| CAS | 60481-02-9 |
| MDL Number | MFCD03426044 |
| Molecular Formula | C12H13ClN2O |
| Molecular Weight | 236.7 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4639-5-03
CAS: 60481-02-9
Molecule Weight: 236.7
Formula: C12H13ClN2O
PN: 4639-5-X2
CAS: 19501-58-7
Molecule Weight: 174.63
Formula: C7H11ClN2O
![[4-(4-Methylphenoxy)phenyl]hydrazine hydrochloride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABM4AAATOAFdhbTlAAACTXpUWHRtb2xTb3VyY2UAAHichZVtb5swEID/ysmfF78BgUQhVdRq0qR2k9ZW2rfJASdFAlwBzcu/3xnIi5OMhER3nO85+3xnZ/awK3LY6KrOTBkTQTkBXSYmzcp1TN7fvo8i8jCfJeiEjmUdk4+m+Zwytt1uafKhC7UzJU1MQbrx6a7OHJ+tR021ZpJzwf68PL+2zCgr60aViUaqzqZ1a3w2iWraVfxnClaoapOVrHNnRbXpov2V3H453dUpOeXyiGMLRGGV5RpWpipUAxvJKX75N1jrUleq0Sks92j2qI+5z2cvTyb5KnTZoGojZInKX5vqK0FDYXKdfGEwVH48xaQQCKjGFIuqUnuwmjUrAUqC8kD5oAJQY1AhqAjUBJTg+MNxgQ4CPQS6CPQR6CRC3Ptc28nf9p8aM8jh8fj8Omo/8el13D8ZE8wHPzChoeeHByGwluPIP0p3NKI+x7X0IkSX0IcAx7wQfDRiuF70xt7F4QjsT7MHdBxGFhYeCo96YxSCRrIVPEAx4tSPMOuRoDKwUtJwYqVHgzHuSPcuT+8BFdzK1l/2vDxE7ebAErBjDeazpSnTMxWyNCZLQdri/NarGhfcFoeAqVJdYcvbANb1HJAuYEt5BBa3AM8FbOGHAd8FbJsMA4EL2KYazmHsArYFh4HQBWzDDi8pcoG2vYeJiUt0p2EYsSEdpj09w5mIi4J3p+0OI2/Mc6fq4qLs3Wm+w/hX23wXua69uNMt4qL6h/tlkAmvuv42ws4OGTtciqheXZjs7DZl+B8y/wcCb9x4QHJKfgAAM4hJREFUeF7t3Xu8TdXex/EocklCLkkpTo6uKF1UVCRSKHI4pEN5pFe3p6R0EXK6iDzUqRNJJKHS0UMI6apOlHtJSMk15G67/x6/sZ85z97DXnutNdbae8+51ufda7125hhzrjn3H+O75xyXeYwAAODgGHsDAACxIEAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQAHB0+fFjee+89adGihVSqVEmKFi0qFStWlIsuukgefPBBWbBgQbb6xxxzjPlEEq08aMJzpgAQIDt27JCmTZv6jX6kT1Y5bcsqWnnQhOdMASBA9K5DG/syZcrIwIEDZfny5bJv3z7ZtGmTzJs3TwYPHiy1atXKtk+0gIhWHjThOVMACIipU6eahr506dKydOlSuziiaAERrTxownOmABAQ7dq1Mw39M888YxflKlpARCsPmvCcKQAERNWqVU1DH8/dh4oWENHKgyY8ZwoAAVGsWDHT0GdkZNhFufICItonLMJzpgAQEARIpvCcKQAEBI+wMoXnTAEgILxO9GeffdYuylW0gIhWHjThOVMACAhvGO9JJ50ky5Yts4sjihYQdvlXX30lbdu2lSpVqkiJEiWkRo0a8uijj8q2bduy7FVwIl8JACAibyJh2bJlZdCgQbJy5UozkXDz5s0yf/58GTJkiNSuXTvbPnZA2Ozyyy+/XEaOHGlCau/evbJq1Srp1q2bNGzYMMteBSfylQAAIiqopUy2bt0qxYsXtzcXiNzPFAAQkS6m+O6770rz5s3NYopFihSRChUqmMUUu3fvLgsXLsxWP1pA5FZ+6NAhWb16tdx3331yyy232MUFIuczBQAERtY7mpo1a8qWLVvsKgWCAAGAENi/f78sXrxYGjduLB07drSLCwQBAgAhsm7dOilVqpS9uUAQIAAQIjoSq1y5cvbmAkGAAEBAXXvttTJjxgzzjpGdO3eaeSE6tLdnz5521QJBgABAQH388cdy3XXXmQmLOt/kkksukeHDh5vRX0FAgABAgrZv3y5169aVJ554wi5KaQQIACRIZ57rENs6derYRSmNAAGABOk70AkQAEDcCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE6effZZEyDFixeXVatW2cUpiwABAEeLFy+Whg0bmvDwPsWKFZPHH39cdu3aZVdPOQQIAMRp8+bNctddd8lxxx1nQqNcuXLy97//XTp27CiFChUy20499VR588037V1TCgECADE6cOCADBkyRMqUKWNCokiRInLffffJH3/84df597//LZdeeql/R3LZZZeZbamIAAGAGHz00Udy9tln+8Fw3XXXyQ8//GBXMw4fPiyjRo2SypUrm7p6V3LbbbfJ2rVr7aqhRoAAQC5++uknad68uR8cZ511lkyaNMmulqOdO3ea/pDjjz/e7HvCCSfI008/LXv37rWrhhIBAgA52L59u/To0UOKFi1qGv/SpUvLgAEDZP/+/XbVqH7++Wdp3bq1H0JnnnmmTJgwwa4WOgQIAGRx6NAhGT58uFSoUME09oULF5Y77rhDNm7caFeN2yeffCIXXHCBHyTXXHONLFy40K4WGgQIAPy/L774Qi688EK/ga9fv7589913drWEHDx4UF599VU5+eSTzXcce+yx0q1bNzOyK2wIEABp79dff5V27dr5wXH66afLuHHj7GpJtXXrVvnv//5vM5JLv1NHdg0ePNiM9AoLAgRA2tq9e7f07t3bzCDXRrxEiRLSt29f2bNnj101zyxdulSaNm3qh1fNmjVl2rRpdrVAIkAApKUxY8bIaaed5jfc7du3l9WrV9vV8s3kyZOlRo0a/vnccMMNsmzZMrtaoBAgANLKt99+K1dccYXfUNetW1e+/PJLu1qB0BFeAwcONCO+9Nx0BFj37t1l27ZtdtVAIEAApIUNGzbI7bffbkZVaeNcqVIlGTFihJn0FzS///67dOnSxXSw67nqiLDXXnvNjBALEgIEQErbt2+f9O/fX0488UT/r/pHHnlEduzYYVcNnPnz50uDBg38uyVdLv6zzz6zqxUYAgRAyvrggw/kT3/6k98At2zZUlasWGFXC7zx48dL1apV/eto27at/PLLL3a1fEeAAEg533//vVx77bV+g3vuuefKjBkz7GrOdPFEXSBR17saOXKkucPp06eP+an/1u1ff/21bNmyxd7VWUZGhjz11FNSsmRJc006cuzJJ580I8kKCgECIGVog33PPff4y6yXLVtWXnrppYTnVuhs8RdeeEGuv/56KV++vB9MsXx0wmCTJk1MuMydOzfhPpfffvtNOnTo4B+/SpUq8tZbb9nV8gUBAiD0NCD+8Y9/mPdyaKOqAXL33XcndAegbxbUv/CzPjryPqVKlZKLLrrIDP3t1KmT6VPROxD9qf/W7Tq6y+t3yfo55ZRT5KGHHpJFixbZXxmX2bNny8UXX+wf9/LLLzcBlZ8IEAChNnPmTPOIymtI9dHVkiVL7GoxmzNnjtx4443ZGn39K79z587mL32dtR6PNWvWmFntXbt2lWrVqmU7rr4rJNaVfXOidzNvvPGGGVGmx9MRZnqe69evt6vmCQIEQChpZ/hNN93kN8bVq1eXiRMn2tVipu/2aNasmX88nZWu7/CYNWuWXTUh33zzjbk78u6W9FO7dm2ZOnWqXTVmOqKsZ8+e/rLxeoek72nXEWh5iQABECp2Y6mPiZ577jnnxlL300dV3rLt2vjq8Tdt2mRXTSpdLkXXvtJX33pBoku+JzIbPtmhGg0BAiAU8uJxjd51nHPOOf7x7rzzznxfFVcDbNCgQX5/ib50SkdyJUIf65133nl+kDRq1Cihx3qRECAAAs/uMNalSBLtMH7nnXfM3YYeT19VW9DLmejrbtu0aeNfo4ZjIkN0ddn4l19+OakDC2wECIBAu+qqq/xGVRc/1EUQE/XMM8/4x9QhsYk01Mmmdx/eXA99N4kuwZIInbNy7733+kObdXmURO9wPAQIgEDTRzra8GkjmIyG/tFHH/Ub0hdffNEuDgSdCOmtzKsz6VeuXGlXiZseU1+lq8e89dZb7WInBAiAQNOOYG30li9fbhfFzQsPfYmTLg8SZNqJ7z2207kjyQiRxx57zBxP78CSgQABEGjeWlaJBsjQoUP98Ehk7kV+2rlzpzRs2NCctwZpoo+zCBAAaSUZAaLrYHl9ADqSK0x27drl34noaryJPMYjQACklUQDZOPGjf7QX53vEUb6OMvrE9HRWa4IEABpJdEA0VfD6v46FyLRhQwLknaCe6OzdLVfFwQIgLSSSIBoQ6v76lwInWcRdjr8Vq9HR6a5zFgnQACkFdcA0Q7oypUrm30LarnzvOBNNmzVqpVdFBUBAiCtuAaIN2RXlzkP86Mrm95JecueTJkyxS7OFQECIK24BIgu16H9BYUKFUp4yZMg0rWz9Heiq/jGE44ECIC04hIg/fr1M/toB3oq2rt3r3lHiV5jPHNaCBAAaSXeANHGtWLFimafTz75xC5OGboUvF6jvpQqVgQIgLQSb4C8//77pr5OuktlOqHQW2k31tfjEiAA0kq8AfKXv/zF1H/hhRfsopSjy7PrtXbv3t0uyhEBAiCtxBMgOnRXX0WrL4fSd5GnOn09rv5udLHFQ4cO2cVHIUAApJV4AkTfK65169WrZxelrGrVqplr/vbbb+2ioxAgANJKPAHizf3Qn+mia9eu5pr79+9vFx2FAAGQVuIJEH3VrdbVO5F0MW7cOHPNTZo0sYuOQoAASCvxBIj39kJ9jWu60L4eveby5cvbRUchQACklVgDZN26dTE3pKnGW9pEZ+DnhgABkFZiDZDPPvvM1NO1r9KN98Kp2bNn20XZECAA0kqsATJmzBhTr3379nZRymvbtq259rFjx9pF2RAgANJKrAHy6quvmnp33nmnXZTyvJFYw4YNs4uyIUAApJVYA2TgwIGm3kMPPWQXpTydia7XHm32PQECIK3EGiDeCry9evWyi1KeXrNeu/4OckOAAEgrsQYIdyDcgQBANrEGCH0g9IEAQDaxBkg6j8LyViBmFBYAZBFrgHjzQNJpIUVP3bp1zbV/9dVXdlE2BAiAtBJrgKxfv97UO/nkk+2ilFeqVClz7dGWcCFAAKSVWANEeQ3p5s2b7aKUtXr1anPN+hrfaAgQAGklngBp0KCBqTtp0iS7KGW99dZb5pqbNWtmFx2FAAGQVuIJEG8+RDoN5e3cubO55mhDeBUBAiCtxBMgM2fONHUvvPBCuyglHT58WKpUqWKueeHChXbxUQgQAGklngDJyMgwS5sXKlQopvphN2vWLPO7OeOMM0yYREOAAEgr8QSI6tSpk6nft29fuyjl3HbbbeZae/fubRfliAABkFbiDZAZM2aY+tWrV5eDBw/axSlj06ZNUqJECXO39fPPP9vFOSJAAKSVeAPk0KFD/j7jx4+3i1NGz549zTXecMMNdlFEBAiAtBJvgKihQ4eafVK1M13nueicF737mDNnjl0cEQECIK24BMjevXulcuXKZr9o60OFkS4YGe/dhyJAAKQVlwBRr7/+utnv1FNPlZ07d9rFofXll19K4cKFpWjRovLDDz/YxbkiQACkFdcA0WGtl112mdn3gQcesItDaffu3XL22Weba3ryySft4qgIEABpxTVA1HfffSdFihQxfQUffvihXRw6HTp0ML+Lc845xzymixcBAiCtJBIg6vnnnzf7ly9fXn777Te7ODRefPFFcx3aeR7voysPAQIgrSQaIPoo6/rrrzfHOP/882Xr1q12lcAbN26cHHvsseYa3nnnHbs4ZgQIgLSSaIAofU/Gueeea45Tv3592bNnj10lsHRlYX0Ml4yGnwABkFaSESBKH1+dfvrpfoiE4U5k5MiRfng8+uijdnHcCBAAaUX7LrTR05V2E/Xjjz/6IXLeeefJmjVr7CqBoI/ddJSVnmeywkPdfPPN5njJWu6eAAEQaKVLlzaNns57ePjhh2X79u12lbjonYj3OEtffxu00Vlr166VRo0amfM77rjjzKz6RM2bN89/2ZZ+unXrZldxQoAACDS9a7jlllvM5Dlt/PTVrSNGjDBrXrnSPhGvY12H+Oo8kSBMNhw9erSUK1fOnFelSpVk+vTpdpW4/P7779KlSxe/A75ChQry+OOPx7T0eywIEACh8O2338qVV17p/xVdt25dMyvblTaiOsTX62PQGesFtezJ3Llz5fLLL/evTZco2bhxo10tZvv375eBAwdmu3vTx1bbtm2zqyaEAAEQKm+//bbfj6Gf9u3by+rVq+1qMdPJht6Mdf3UqVPHDJVN5A4nVp988onceOON/nefcsoppuM8EZMnT5YaNWpkC6OffvrJrpYUBAiA0NElPfQlSvo+DG0k9WefPn2ch+fq3YiunaUNuNfwVqtWzRxzxYoVdvWEaMe9vr9cVwr2vqtkyZJmhFQij9GWLl0qTZo08Y9Zs2ZNmTZtml0tqQgQAKH166+/Srt27fxGU+9MEnkMpcuDaKe1N3TY+2hjr4+AdE6G9p/EQ4cLT5061Yyk0sdU2ufiHVf7JP7+97/Lli1b7N1ipse///77/UdxZcqUkcGDB8uBAwfsqklHgAAIvS+++CLbX/Q6z0MfTbnSx1c6bFhfj6tLh2QNE/3o6C197HXrrbeaOnr3oHcr+lP/3bFjR6lXr54/BDnrp3jx4vKXv/xF3n//faf1rDz6tsVXX33VnIseVzvKdXSVviskvxAgAFKCNvr6GEpHaWmDqqO27rjjjoQ6o1VGRoYJk169eplgyilQcvuccMIJcsUVV5g7EL0T2bVrl/0VcdO+kwsuuMD/jmuuuUYWLVpkV8tzBAiAlKLzRHr06GFGHmnjqiORBgwYYEYmJcuGDRvMXY92eOtHZ3brHYj+9LZ9/vnnsn79envXhOi7z1u3bu0Hh/bTTJgwwa6WbwgQAClJRx41b97cb2zPOuss04cRRtq5rvM3jj/+eP+u5umnn07oEVgyECAAUppOxvNewqSf6667znk59Pymo8NGjRrlv55XO+Bvu+02M1s9CAgQAClPRyTp+zR0hJI2xDpi6b777ot7RFV++ve//y2XXnqpH3zaaa/bgoQAAZA2dITSXXfdZdaY0kZZlw155ZVXzIimoNC7C73L8Ib76gz5N998064WCAQIgLSzePFiadiwof/Xvb5o6uOPP7ar5Svtz9A5Idq/oedUrFgxeeKJJ5IyaiuvECAA0pbOxdCRTF6Q6HLnK1eutKvluffee0/OPPNM/zx08chVq1bZ1QKHAAGQ1vbt22eG33rzO3SkU6LLisRq4cKFcvXVV/vBUatWLTPHIywIEAA4Yt26dWYWudf34C1smKylz7PatGmT3Hnnnf4y6zqbXJdQCVJfTCwIEADIYs6cOWYZEu+u4JJLLpGvvvrKruZEJzP+z//8j5x00knm2DoaTN9FEobX6+aEAAGAHOjLnapUqWIaer0r0XWvEnkFri5joivkesHUtGlT87KsMCNAACACHQGla2DpiCht9HXZ9X79+pn1sWK1bNkyadasmR8cf/7znwP3Gl1XBAgARKEjotq0aeOHwBlnnGFeOpUbffvfgw8+6K/JpY+t9D0gyVyTq6ARIAAQo08//VRq167tB8lVV10lCxYsyFZHVwV+7bXX/KXctaP8v/7rv8z7yVMNAQIAcdCAGDZsWLaA6Nq1qxlZ9dlnnx0VMPPnz7cPkTIIEABw4D2i8t4E6A3JjfURVyogQAAgAdpJ7i16qKO1nnrqqbg62cOMAAGABM2bN88EiC4bn04IEABIkBcgderUsYtSGgECAAkiQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4GTpkQCpcyRA/kqAAADi8ceRABl/JECmEyAAgLgcCRA5EiBCgAAA4kKAAACcECAAACcECADACQECAHBCgCTmmKHHmE8kuZUfPvLfez+/Jy2mtZBKoytJ0deKSsU3K8pFEy6SB79+UBZsXpCtfm7HAoB8R4AkJlqjHql8x/4d0nRKU7880iernLYBQIEhQBITrVGPVK53Hbq9zMgyMnDhQFm+fbnsO7RPNmVsknmb5sngxYOl1nu1su0T6VgAUCAIkMREa9RzKp+6eqrZVvqN0rJ069JsZbnJ6VgAUGAIkMREa9RzKm83s53Z9sz8Z7JtjyanYwFAgSFAEhOtUc+pvOqYqmZbPHcfKqdjAUCBIUAS4zXq0T5ZFRtezGzLOJiRbXs0OR0LAAoMAZIYOygifbIiQACkBAIkMdEa9ZzKeYQFICUQIImJ1qjnVO51oj87/9ls26PJ6VgAUGAWL84MkEsusUtSWtJa4WiNek7l3jDek944SZZtW5atLDc5HQsACszhwyIvvCDy6ad2SUpLWiscrVGPVO5NJCw7sqwMWjRIVm5faSYSbs7YLPM3z5chi4dI7fdqZ9sn0rEAAPknaa1wtEY9UjlLmQBAOCWtFY7WqOdWrospvrvyXWk+rblZTLHIa0WkwpsVzGKK3b/uLgu3LMxWP7djAQDyB60wAMAJAQIALrTj/J13RJo1E6lQQaRIkcyf118vMm5cZnmKI0AAIF47d2YGhw7djfTRINF6KYwAAYB4tW6dGRInnSQyeLDI6tUi+/eL/PabyJAhImXKZJZrvRRGgABAPGbMyAyHkiUzJxDmRLdrudabOdMuTRkECADEo337zGDo08cuyU7LtV6HDnZJyiBAACAeZ5yRGQxLltgl2XnLm1SrZpekDAIESFPTp0+Xhg0byjfffGMXITfFimUGQ0aUVcT37MmsV7y4XZIyCBAgzWzevFm6desmhQsXPtK+HSPHHnusPPDAA7J161a7KnISb4CUKGGXpAwCBEgTBw4ckMGDB0uZMmVMcBQpUkTOP/98EyD67/Lly8vQoUPl4MGD9q7IikdYPgIESAPTpk2TmjVrmqDQT9OmTWXp0sz38CxYsECuvvpqv6xWrVryaZqtKhuXv/41Mxj69rVLsqMTHUCYLVu2TG644QY/HGrUqCGTJ0+2qxnvvvuunHnmmX7dNm3ayKpVq+xq+OijzGA44QSG8dobAITftm3bpHv37lK0aFETBqVLl5aBAwfKfp3slou9e/dKv379jrSNJ5j9ihUrJk888YTs2rXLrpreWrbMDAedMKgTB3UCof5u16wRefFFJhICCJ9Dhw7Ja6+9JhUqVDABoP0bXbp0kd9//92umqs1RxrCjh07SqFChcxxTj31VBk9erRdLfXNmSPSs6fI2rXZt+/YIdKkSWZIRPo0bcpSJgDC4fPPP5c6deqYBl8/DRo0kPnz59vV4vL111/LpZde6h+zXr166THsd/16kU6dRAoXzgyDYcPsGpmLJeqiiRoU5cuLHHdc5k/999ixLKYIIPh++eUXadu2rd/IV61aVcaPH29Xc3b4SEM4atQoqVy5sjm+3pX87W9/k3Xr1tlVw2/fPpFnnxUpVSozOI4/PvMORLfjKAQIEFK7d++WJ598UooXL24a9pIlS8pTTz0lGdHmJzjauXOnPPbYY0fa1OPN95U60sg+/fTTpt8kJfzrXyLVq//nEdRNN4msXGnXQhYECBBCb731llSpUsW/6+jQoYP8ph25+eDnn3+WVq1a+d9drVo1ef/99+1q4aHzORo1+k9wnHeeyMcf27WQAwIECJG5c+fK5Zdf7jfeF198scyePduuli9mzZplJiJ656LLoixatMiuFlxbtojcfXdm34UGR7lyIi+/LMJEypgRIEAIrF+/Xjp37uwvP1KpUiV54403TP9EQdJZ6//85z/l5JNPNud13JHG+K677jLLpQTWgQMiL70kUrZsZnBogNx7r8gff9g1EQUBAgTYvn375LnnnjP9DdpAa/9Dz549ZYcOIw2QP440vvfff79ZHkXPU5dLGTJkiFk+JVD0XR7nnPOfx1WNG4v88INdCzEiQICAmjhxolSvXt1/RHTTTTfJihUr7GqBosujNGnSxD/ns88+Wz7SmdsFbflykRYt/hMcZ50l8r//a9dCnAgQIGCWLFkijRo18hvh8847T2aGbDmMSZMmmWVTvGu48cYb5aeffrKr5bmM7dtlw8MPixQtmhkcJ54o8vzzDMtNEgIECIgtW7bI3XffbfoRtNEtV66cvPzyy0lbHVePrxMDdU7HyJEjpX///tKnTx/zU/+t27Vc6yWDLpsyYMAAs4yKXo8uq/LQQw/J9iONel7TGfmvv/66NKlYUYZpcOiEwNtvF9mwwa6KBBAgQAHTfoKXXnpJypYtaxpaDZB7773X9Cu40s51HbGl4aCPlLxO7lg/Wl/30/31OIl01m/cuNEsp+INANBlVoYPH24a+bzw5ZdfykUXXeRfy9NXXik7v/3WroYkIECAAjRjxgw555xz/MaucePG8v3339vVYqbDaPWv/FNOOeWoUDjxxBOlbt260r59e+nUqZM88sgj5g5Ef+q/dbuWaz17Xz2eHjeRYbrz5s2T+vXr+8e88MILzfIrybJ69Wr561//6h//9NNPl7ffftuuhiQiQIACsHz5cmnRooXf2P3pT3+SDz74wK4WM+1zuOyyy7I1+jrBr2vXrjJu3DizOGI8tL7up/vrcbIeV79Hv8+VHleXW/GO165dO/n111/tajHbs2ePCcISJUqY4+lP/bduR94iQIB8pM//H374YX+Zdf1rXx8T6XBdF1OnTpXatWv7jbH2m2g/SrIXPNTj6XH1+N536ffq97vQxr1v375+o6/LsfTu3dsszxKPsWPHmjsN75z0DiSRMEJ8CBAgH+jz/hEjRkjFihVNQ6f9AbfffrtscOzU1cc1rVu39htOXW5dX1eb13916/H1e/T7vO/W89DzcaHLr+gyLN6xTjvtNBkzZoxd7SjfffedXHnllf5+2ufxxRdf2NWQxwgQII9pp672LXiNnTZ83ybQqasjprwXPukdzKBBg5zvYFzp9+n3ev0lej56Xq50OZasv6MrrrjCdN7btEP+jjvu8DvkNZB1tFVedcgjdwQIkEf0r3LtmPYaxUQ7dfXxji5n4h1PXzm71n7RUT7T79fz8M5Jzy/ex1AeHemld2m6TIseS0NCj6d3aRpYzz//fLYhwT169MiXIcGIjAAB8sDNN99sXgerjZ0+53d5vp+VNqI6akmPp8u2J/LXfl7Q89Hz0vPT83R9NKd0mRYdGeb1E+nv0VvKRT/Nmzc3gxBQ8AgQIMk+/vhjv7FLdISRWrlypRmlpcfT2d2JDPPNS3pe3uxzPV8970Tosi0tW7b0f5e6rMv06dPtaihABAiQZNq/oQ1ezZo17aK4aSPszenQpds3bdpkVwkUPT89Tz1fPe9EQ0R573f/8ccf7SIUMAIESDIvQHRkUCL0MZC3mKK+a0PfCBgGep56vt5dQyKPs5R398Vjq+AhQIAkS0aAaH9JnTp1/DuPXbt22VUCTc/XuxPR60ik/4cACS4CBEiyZASIN9pK+xSC/tgqEj1vr09Er8cVARJcBAiQZIkGiK6Kq/vrqKagdpjHSs/fG52l1+WCAAkuAgRIskQCROeOeJMEgzZU15Veh16PXpfLjHUCJLgIECDJEgmQVq1amX11cl4q8SYb6vXFiwAJLgIESDLXAJkyZYrZT5cHKegZ5smm1+Mte6LXGQ8CJLgIECDJXAJEl/HwVtXVNaZSkV6XXp9eZzwvqCJAgosAAZLMJUD0/Rq6T5UqVWTv3r12cUrQ69Lr0+uM530iBEhwESBAkrkEiPcyKF0qPZXp9el16vXGigAJLgIESLJ4A0RfE6v19WVNiUy4CwO9Pu+lVLG+HpcACS4CBEiyeAOke/fupr6+8S8d6HXq9ep1x4IACS4CBEiyeAJEX4TkLZaY7NfQBpVep16vXncsL4IiQIKLAAGSLJ4A8epWq1bNLkpper163Xr90RAgwUWAAEkWT4D079/f1O3atatdlNL0evW69fqjIUCCiwABkiyeAGnSpImpO27cOLsopen16nXr9UdDgAQXAQIkWTwBUr58eVN3zZo1dlFK0+vV69brj4YACS4CBEiyWANky5Ytpp4u8ZGOvKVN9PeQGwIkuAgQIMliDZDZs2ebevripXTkvXBKfw+5IUCCiwABkizWABk7dqyp17ZtW7soLeh16/Xr7yE3BEhwESBAksUaIMOGDTP10m0ElscbiaW/h9wQIMFFgABJFmuAvPDCC6ZerDOyU403A19/D7khQIKLAAGSLNYA6devn6nXq1cvuygt6HXr9evvITcESHARIECSxRog3IFwBxJ2BAiQZLEGCH0g9IGEHQECJFmsAcIoLEZhhR0BAiRZrAHCPBDmgYQdAQIkWawBwkx0ZqKHHQECJFmsAaJYC4u1sMKMAAGSLJ4AYTVeVuMNMwIESLJ4AoT3gfA+kDAjQIAkiydAvLq8kTAyAiS4CBAgyeIJEN6JzjvRw4wAAZIsngBR3ozsu+++2y5KSXqder2xzsAnQIKLAAGSLN4AWbRokalfrlw52b17t12cUvT69Dr1evW6Y0GABBcBAiRZvAGiLrvsMrPP4MGD7aKUoten16nXGysCJLgIECDJXAJk0qRJZp8qVarI3r177eKUoNel16fXqdcbKwIkuAgQIMlcAuTw4cNSu3Zts9+gQYPs4pSg16XXp9ep1xsrAiS4CBAgyVwCRE2ZMsXsp0t8rF271i4ONb0eb+kSvc54ECDBRYAASeYaIKpVq1Zm3zZt2thFoabXo9el1xcvAiS4CBAgyRIJkNWrV8sJJ5xg9h85cqRdHEp6HXo9el16ffEiQIKLAAGSLJEAUaNGjTL7lyxZUr7//nu7OFT0/PU69Hr0ulwQIMFFgABJlmiAqM6dO5tj1KhRQzZt2mQXh4Ket56/XodejysCJLgIECDJkhEgOuGuTp065jj64qVdu3bZVQJNz9d7YZReRyITJAmQ4CJAgCRLRoCoDRs2SPXq1c2xGjZsKDt37rSrBJKep56vnreev15HIgiQ4CJAgCSbO3euafD+/Oc/20VxW7lypb/Yov5FH/THWXp+3p2Hnreef6JOP/10AiSgCBAgib788kv/ub9+7rnnnqivbI1GG2Hvr3A9dlA71vW8vGvX8000PDZu3Ch33HGH/7sM6nWnMwIESAIdntq+fXu/sTv++OOlcOHC5v/Lli0r//jHP+TAgQP2bjHTx0AXXnihOZ6OagraEF89H2+0lZ5nIo+t9u/fLwMGDJDSpUub4x133HHSuHFjuxoCgAABErBnzx7p27evlChRwjR2xYsXl969e5tO4yVLlsi1117rh8q5554rM2fOtA8RMz2mNzpLPzo5r6BnrOv3e5ME9aPnl0iHua6RddZZZ/nHa968ufz00092NQQEAQI40vd6V61a1W/s2rVrJ7/++qtdTSZOnOg/gtJPy5YtZcWKFXa1mOlf+95kQ10eRNeY2rdvn10tT+n36fd6y5Po+SRyV/TDDz/Idddd5/+Ozj77bJk+fbpdDQFDgABxmjdvntSvX99v7PSRzRdffGFXy0Yb3Oeee85vcIsWLSqPPPKI7Nixw64aE31k1rp1a/8cTj31VLNUut4R5SU9vn6Pfp/33XoeLjPM1R9//CH33XefFClSxByrTJky8uKLLyb0uA/5hwABYuR16np9GxUqVJDhw4fH9FpWj/YN6GMe7xiVKlWSESNGxLU6bVZTp071V/HVj76sSd/4l+zX4+rx9Ljey6D0o9+r3+/i4MGD8sorr/jH036Ou+66SzZv3mxXRYARIEAUdqeu3j306NFDtm/fbleNmQ71veKKK/zGuG7dujJ79my7Wsy078B7KZX3qVatmnTt2tU8aluzZo29S660vu6n++txsh5Xvyee93nYZs2aJeeff75/PJ0zsnjxYrsaQoAAAXJhd+reeOONSe3UHTNmjJx22mn+8Tt06CC//fabXS1m+prYhx56yJ87kvWjj880qHS0WKdOncwjtD59+pif+m/druXeY7asHz2eHjfW19DmRIf13nzzzf4xNZjef/99uxpChAABcrBy5YYjjd2dfmOnnbofffSRXS0pdNSSjtzSEVz6XTqiS0d2JdKfoY/E9C6nf//+0qRJEzn55JOPCoXcPlpf99P99Tiuj9iUzkx/7LHHzNBmPXapUqXkmWeeyfeOfyQfAQJksX37XhkwYLZcfPErUqVKa6lYsZoMGTIkXzp1dQRX27Zt/UZcR3jpY6Rk0QmNX3/9tVkVV0dMaTjoHYj+1H/rdi1PdOKjR0NHj+vdDRUqVEj+9re/ybp16+yqCCkCBDji0KHD8t5730vDhqPkoouGyiWXvHbkLmDikcZ0m101z33++ef+pEH9NGjQwIz8ChMNoksuucS/hnr16smcOXPsagg5AgRpb+7ctUf+8n/XBId+unWbJMuXJ+evcFc6sktHeOlIL22Ajz32WOnSpYv8/vvvdtVA0c73W2+91dxt6HlXqVJFRo8ebVdDiiBAkLbWrNkuPXpM94OjRYuxMmvWKrtagdq2bZvpvNaRX9og60iwgQMHmpFhQZKRkSH9+vXzlzMpVqyY9OrVK3TL0CM+BAjSzu7d++Xll+dIvXrDTXDUrz9CRoyYf6RRjn0+R37TkV86Asx7JKSLFk6ePNmuViDeeecdOeOMM/xz06VNVq1aZVdDCiJAkDZ0INGkScukadPRJjjq1h0qvXt/Ips2ua/dlN90JJiOCPMaax0ptXTpUrtavliwYIFcddVV/rnoxMJPP/3UroYURoAgLSxatFFuu+1f/uOqzp0nypIlG+1qoaAjwnRkmC77oQ23LgNy//33m2VB8oO+80MnGGq/jH5/+fLlZdiwYXHNyEdqIECQ0jZv3i29es0ydxsaHNdf/5Z8+GHyJgIWJF32o1u3bmYZEG3Ide7GP//5T7NMSF7QfhddQPGkk07yg+vBBx80/TRITwQI8p13FxBJpHJve8uWY480kkf/tZvTfvffP9Vs0/6OV16ZK3v25P18jvyms8OvueYa/1HSBRdcYJYLSaYpU6aYNyx639GsWTNZtmyZXQ1phgBBvsupoc8qUrm3XT8TJx793D+n/WbOXCnPPz9b1q51W/U2TCZMmJBt3apWrVrJzz//bFeLy48//njkru16/5gaIq4LKCL1ECDIdzk19FlFKs8aIM2bvy0HDmS/C4m0XzrZu3evPP300/77QnT5kMcff9wsJxKPrVu3ygMPPOAvs66PrfTxVdCGD6NgESDId9Ea+kjl3vY2bd4xPydM+CHHcohZLkSXDfEm9FWuXNksVRJtTSvtPxk6dKjpGNf9tKNcO8y14xywESDId9Ea+kjl3vaPPlphfjZrNkb27ftPh3Gk/dKZvscj6zLvl156qVlmJCc6BLdWrVp+3auvvtoM1QUiIUCQ76I19JHKve26btUtt4w3/z9+/JKjynG0N99803+LoN6VdOzY0X+fuk76y/pe8zPPPFPeffdd6wjA0QgQ5DuvoY/2sWXdPm3acvP/OinQuwuJtB8y6bIiTzzxhFlmRINC+0n0LiPrv3U5Eu1HAWJBgCDf2UER6WPLul3vQlq3zrwLGTMm8yVHkfZDdnrHccstt/h3HN4dSbxvLQQIEOS7aA19pHJ7+5QpmXchjRu/KRkZB44qR+7Gjx9vlh+ZOHGiXQTEhABBvovW0Ecqt7frXcjNN48z20aNWnBUOYC8RYAg30Vr6COV57RdlyXRbY0aZb4Iyi4HkHcIEOS7aA19pPKctme9C8mpHEDeIUCQ76I19JHKI23XJdoJECD/ESDId9Ea+kjlkbbrXchNN42NWA4gbxAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIQkWH7A4Z8m8z8gpAwSJAECrecN116+J7wx6A5CNAECotWmQGyJo12+0iAPmMAEGoECBAcBAgCBUCBAgOAgShQoAAwUGAIFQIECA4CBCECgECBAcBglAhQIDgIEAQKgQIEBwECEKFAAGCgwBBqBAgQHAQIAgVAgQIDgIEoUKAAMFBgCBUCBAgOAgQhAoBAgQHAYJQIUCA4CBAECoECBAcBAhChQABgoMAQagQIEBwECAIFQIECA4CBKFCgADBQYAgVAgQIDgIEIQKAQIEBwGCULn33ilyzTUjZdeufXYRgHxGgCBUDh48JLt377c3AygABAgAwAkBAgBwQoAAAJwQIAg0HXGln5Ytx5r+D5tXbou03ROtHEB0BAgCzWvo9TNx4lK7OGIQRNruiVYOIDoCBIGWNUCaN39bDhzIfhcSKQgibfdEKwcQHQGCQPMa+jZt3jE/J0z4IcdyW6TtnmjlAKIjQBBoXkP/0UcrzM9mzcbIvn0Hjyq3RdruiVYOIDoCBIHmNfSHDh2WW24Zb/5//PglR5XbIm33RCsHEB0BgkDL2tBPm7bc/H/TpqP9u5BIQeBtj/YB4I4AQaBlbej1LqR168y7kDFjFh1VnpUdFJE+ANwRIAg0u6GfMiXzLqRx4zclI+PAUeWeSNs90coBREeAINDshl7vQm6+eZzZNmrUgqPKPZG2e6KVA4iOAEGg5dTQf/jhT2Zbo0ajcixXkbZ7spbPnbtW7rnnQ2nQ4A0zyuuFF76SPXsOWHsAsBEgCLScgiDrXUhO5SrSdk/W8i5dPpDPPvtFtm7NkE2bdsujj86Uvn0/tfYAYCNAEGiRgmDSpGVJCxDb9u17zUurAOSOAEGgRWro9S7kppsyX2+bU3mk7Z7cyn/5Zat5dS6A3BEggEUfYb3++jx7MwALAQJkofNL7r77wxyXjgeQHQEC/L/RoxeaDnWdXwIgOgIEOGLy5GXSqdO/ZPfu/XYRgAgIEKS9b75ZI7fd9i/ZsWOfXQQgFwQI0t5VV72RbUiw9yFQgNwRIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcPJ/ubP79cwd9aMAAAAASUVORK5CYII=)
PN: 4739-5-04
CAS: 108902-83-6
Molecule Weight: 250.73
Formula: C13H15ClN2O
PN: 4656-1-W3
CAS: 31465-36-8
Molecule Weight: 215.252
Formula: C13H13NO2
PN: 4656-1-20
CAS: 3491-12-1
Molecule Weight: 292.338
Formula: C18H16N2O2
PN: 4639-5-X3
CAS: 849021-09-6
Molecule Weight: 271.14
Formula: C12H12Cl2N2O
Melting Point: 187-189(dec.) ℃
TSCA: Not listed on TSCA inventory
