![2-{[3-(Trifluoromethyl)phenyl]carbamoyl}cyclohexane-1-carboxylic acid](data:image/png;base64,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)
| Product Number | 4846-3-12 |
| CAS | 304674-19-9 |
| MDL Number | MFCD00500876 |
| Molecular Formula | C15H16F3NO3 |
| Molecular Weight | 315.292 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4846-3-12
CAS: 304674-19-9
Molecule Weight: 315.292
Formula: C15H16F3NO3
PN: 4848-3-X3
CAS: 13691-84-4
Molecule Weight: 257.256
Formula: C13H14F3NO
![Diethyl 3-{[3-(trifluoromethyl)phenyl]carbamoyl}-1,2-cyclopropanedicarboxylate](data:image/png;base64,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)
PN: 4848-3-61
CAS: 318237-96-6
Molecule Weight: 373.328
Formula: C17H18F3NO5
PN: 4848-3-X1
CAS: 1939-26-0
Molecule Weight: 259.272
Formula: C13H16F3NO
PN: 4848-3-X9
CAS: 2300-87-0
Molecule Weight: 273.299
Formula: C14H18F3NO
![1-[3-(Trifluoromethyl)phenyl]-2-pyrrolidone-4-carboxylic acid](data:image/png;base64,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)
PN: 4H21-3-22
CAS: 2357-26-8
Molecule Weight: 273.211
Formula: C12H10F3NO3
![2-[(4-Chlorophenyl)carbamoyl]cyclohexane-1-carboxylic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABNxAAATcQFUaRsNAAACW3pUWHRtb2xTb3VyY2UAAHichZXbbqMwEIZfxfL14hMESBRSRa1WWqndSttW2ruVA06KFHAF5PT2O+aQAKGQAD7M/41tZmyWD+dkj44qy2OdBpgThpFKQx3F6S7AH+8/LR8/rJYhiECY5gH+LIqvBaWn04mEnyqRZ52SUCe4si/OedzRnGyisx0VjHH69+X5rWSsOM0LmYYKqDxe5GXnsw5lUc7imyFoIrNjnNJKTpPsWHn7J5i5GDnnEb6t5RFsa0DRNt4rtNVZIgt0FIzAxX6gnUpVJgsVoc0Fum3iwNpXy5cnHR4SlRZQNR7iUO7fiuwQQkei9yo8gDOo/HoKcMIBkIVO1lkmL8jUTLfkSAokbSQdJGdIukh6SPpIzpHkDG6wcxBwUHCQcNBwEHFQcZDxOcRgr8wk3i9fKsCv6BGZu/1/Rb9vrb15wLsUAYZVMBhEENf1HMSJbdte06ptg5K6gFcDv6aw6l6r1lo1as2g3/FupQt2v2Wv9BhdYEbQsLlxZhPms9JYtR3iClY5m5vSJXPblB7xWLvd2Bt946ff/52uGa87DwgdvcZutdzoNGpVURwFeMNxGdQ/apuLOq4Y6SxSGWwV48BI24DoAiYLroAYAuw7wBkfwekCJsPGgVkXMPk4DrhdwGTvOOB1AZPr44DfBczOGAfmd4ueADjrEuXOm0D6wS536nj0uBhgJlKE90JenQQTTC/q1clxZdaDTC/w1UkzwfRiX51ME0wv/NVJNrEef4DxJ8bpJUFzUo4xgg28t0GGtvY/bc55qN59A2jrA0Hhs7j6D/FFE9wgEVANAAAuSklEQVR4Xu3dB5wU9f3GcRWxICqgghUVscWW2EgUS1QUTQSxJIIQW/xbUROjRkwUjDEEY0Ej9h5FEI0l2LDEqNhA7A1BRZQqCiqIAt//PnM7w914d7v7ndm7LZ93Xvu6cPPbvZl1d5751VnGAABwWCb+CwAA8kGAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFxSDZAlmf+NmjzKejzSw9a+fW1b4foVrMNtHWyHe3aw3z//e3t19qt1yi9z7TLBA0CZW7LEbORIswMOMGvf3qxly5qf++9vdtddNduRP+/7ucwyNY+G5NpeoNRead5386z7Q92jUGjoUVt9vwNQZr76quZEF56c6nvoxKdyyC3J+5krIHJtL1Bqr6Rah8Kg7S1t7R+v/cMmzp1oCxcvtFkLZtkrs16xy9+43LYbtV2d5xAgQAU45JCak1KbNmaXX242ZYrZd9+ZffKJ2dChZm3b1mxXOeSW5P3MFRC5thcolVd6eMrDQRCsfvPq9s4X78Q3N4gAAcrcmDE1J6RVVjF744341hr6vbar3OOPx7eitqTvZ66AyLW9QKm80uGPHx4EwUUTLopvahQBApS5Pn1qTkgDB8a31KXtKnfEEfEtqC3p+5krIHJtL1Aqr7ThHRsGQVBI7UMIEKDMbbRRzQnpzTfjW+rSVbPKdeoU34Lakr6fuQIi1/YCpfJKK92wUhAECxYtiG9qFAHi88QTT9jChQvjvwaa3kor1ZyQFuT47s+fX1Nu5ZXjW1Bb0vczDIhcj5Sk8koESNMYN26c/ehHP8r891/G2rdvbw8//HC8CNC0Cj3htWoV34Lakr6f8aBo6JGSVF6JJqzimjFjhh1zzDG23HLLBeHRokWL4KceBxxwgL333nvxpwBNI2mTC+pK+n7mCohc2wuUyiuFneh/m/C3+KZGESCNUzPVkCFDbLXVVgvComXLlnbqqafa9OnT7aKLLrJVV101+v3vf/97+/LLL+MvARRX7941J6RBg+Jb6mqo0zfUt6/ZL35hNn58fEt1Sfp+5gqIXNsLlMorhcN429zcxt77Mv+rYQKkYQ888IBtuummQUDose+++9o779St4X322Wd21FFH2bLLLhuUWWuttey6666zxYsX1ykHFM2jj9ackFq39g07DW2zTc32TC3bjj1W1e54ieqQ9P3MFRC5thcotVcKJxK2u6WdXfr6pTZp7qRgIuHsBbNtwuwJNvSNofbjUT+u8xwC5Ifefvtt69atWxQcCpEHH3wwXqyOl156yX72s59Fz/nxj39s//3vf+PFgOLo2bPmpKQJbpropglvmvg2darZFVc0PvEtNGeOZarXNUt2qGym1p2pfqsaHi9Z+ZK8n7kCItf2AqX2SixlksyczBeof//+tvzyywchsPrqq9vFF1+c+dx8Fy/aoNtvv93WX3/9KEgOO+ww+/DDD+PFgHTNm2e2335LT071Pbp3r3/pjbjMBVSmur30eZkLqEx1PF6qMqjJefLk+G+TvZ/h9obk2l6g9F7JahZTvHvS3XbgIwcGiym2vL6ltb+tfbCY4hnPn2Gvff5anfLxAJn//Xw764WzggUZq8WiRYvsqquusjXWWMN00ldH+bGZKrw6zj2+/vpr+/Of/2wrrbRS8Hr6qX/r90DRaHE/LfKnE9taa1nmSqjmp/49fHjDi/81RLVuhUd4wsvUyoNwqQSqVf3tb2arrloz6qq+vkvv+5krIHJtL1B6r5SCl2a+FIXK7g/sHqyhVck0n2PrrbcOTvR67LbbbvbKK+kc80cffWS/+tWvotdWzUQ1FKBsqPadqYVnquM1Jz2dRDO19KC5q1z9+99mm2yy9ER+6KFmZdxnWVIBIsPeGmZr3LpGECItrmthv336tzZzwcx4sbI2adIk69WrV3Ry33DDDTMXG3fFi6Xi6aefDvpEwr+lvpIXX3wxXgwoXaqNq2NdHew66WZq65lqu6rv8ZKlSx3fe++9NDg239zsoYfipcpOyQWIzPl2jvV/rr8tf/3yQZBokUat8Pvd4vz7A0rRvHnz7JxzzrEVV1wxOJm3atXKBg0aZPM1KaiINCpLo7M0Skt/V6O2jjzyyGAUF9AsXnihpq2/EBrim6mlRyfhTO09U42Plyotn39udtJJNbUn7bNW2L300praVQUoyQAJvTXnLes2ulvUrLXZXZvZfz7+T7xYyVuyZIndfPPNts4660Q1gT59+tgULdPchDRPRPNFNG9E+6B5JJpPwrIoaFK68tbJdO21zW66qeH2/IaoD6Bjx6VBkqnNL8nU6kvK99/XjJhq165mH1u0MPu//zObNStesqyVdICE7v/ofus8vHMUJPuN3q/gWe/NZezYsbbTTjtFwbHjjjvas88+Gy/WpDRzXTPYw33q1KmT3XvvvfFiQHHoqnznnZcGQOY7YYV+J1Rr12Q6LeWReY3/Zmr1wzO1e9Xym91jj5n96EdLj2/PPc1erXs31kpRFgEimlPy91f/bqvdvFoQIhrhddpzpwXNXaXok08+sb59+0Yn6bUzV1s3Za62VBspFVpLa4sttoj2ca+99rI3Gpq8BKRJ34NbbrFMtXzpiVZLmRdaK8+U/zLzvL9knt8x81At/5bM6zbL92ziRLMePZYej5YlufvueKmKUjYBEpo+f7od899jbLnrlguCZM1b17Sr37raFi0pjQ61BQsW2AUXXGCrrLJKcFJeYYUV7Oyzzy6NK6N6aJ7JZZddZm3atAn2V/NQTjzxRJs9e3a8KJA+fS8yNQfL1CCCk65qFKpZFNgv+FamBqPafXgxtHOmhqPaf5OYO9fsrLMs82WvOQbNEv/LX3IviFgByi5AQuNmjbOu93eNmrW2vXtbe/LTJ+PFmtSIESMyFx0bRR/inj172gcffBAvVpJmzZplxx9/fLRQY9u2bW3o0KH2vdpygWJTH0avXkuv3tXHUeDIRNU6VMtXbV+fYQ0WUSvAVM3gLgYNv73xRrMOHWr2OfP3rF+/mhnjVaJsAyR058Q7reMdHWuCZPAydvCFB9vkj+qZ3VlEEyZMsD322CMKjq222srG6NaUZei1116zPffcMzqWLbfc0h5Tmy7QFDSqSqOrwiDRqKsCF1hUbV+1ftX+9RlWa4BaBdQ6kJbxzzxjd+ywg80L91N9Os8/Hy9W8co+QOSb77+x88edb61OamXLbLZMMEz23HPPta/qm+qfopkzZ9pxxx0XXbW3a9fOrrzyylSv2rXyrta1UruuHhr2OzBTxdfP8HfarnJpuvvuu23jjTeOguTAAw+0999/P14MSJ/md2ieh+Z76OTsXGBx4sSJQStA+BlW68DIkSPjxQqikZO9e/cOXu/QzOOpddet6ctpjj6XElARARL6eMbHdnjvw6MPzLqZ/7i33npr6h1q6je45JJL6vQbnHzyyfa5Rpck8O233wZhcP7559vuu+8erIcVHks+D5XX8/R8vY5eLwk9/8ILL7TWrVsHr68rujPPPNPmqs0XKDbNONfM83AOhWaka2Z6gXMo1BqgVoHwe6LWArUaFEJztXThprlbeg1dpA4eMMAWFvkitdRVVICEnslUL7fffvvoA9OlS5dM7TKd6uXo0aNts802i157n332sTdz3fwlB53stf5VeN+P2g/9Tp2DuurR0u2nn3568EHWT/1bv9f2hp6r1026Mu+nn35q/fr1i5aN79Chg91www0sG98UdPGjq+YDDjBr375mtVr93H//mj6ClC+OSpLWwNJaWMtkm4s23dRm5lihOk6tAmodUCuBPsNqNVDrgVoRcrnzzjutY8eO0ffq4IMPDlaTQIUGiOjkduONNwYnO/1H18lPJ0GdDD3effdd6969e/Qh6ty5s913333xYnlTLUYn4dr3/NBDw2pVmxk1alTBM8VVXs/T82sPz9VDf0d/r5DVfeMUwgrj8DUV0gprFImubhUc4YmzvoeCpFqugrUqb+ZzPDVz3OdnHr333Te4/UEh1Eqg70e46rVaEdSaUN/3Yvz48da1a9fo877NNtvYk08270CdUlOxARJSc4uaXcIONTXHqFkm3+adL774IrjaD2dv66p+8ODB7tnbak67/vrrbYMNNog+mOutt56dddZZqc/B0OvpdfX64d/S39Xf9zbr6XlqFlTzYPiahx9+uH388cfxokhK93tQSGj5i8svr5kjoROd7g+h+0Q0dl+ISpX53r07ZIj1jN2lU7dDKIRaDfbee+/oM7z55psHrQsSv4W0VsoeNmxYsHI26qr4AAmpA1gdweEHRh3E6ihuiD4s11xzja255ppBeX2Yjj76aJs2bVq8aN50RVP7Cl61BHWCp9npXh+9vv5O7VqJ9kP746UBChqoEK7rtfLKKwd9L9988028KDw0ik/hoDkFDV1YNHZnugo3M3OSV/Ns0pO8WhE22WSTOkES9vl5w6maVE2AhDQkVUNTww+Mhqy+Gltm4KmnnrLtttsuKrPrrrvayy+/XKdMIfShPu+886LRWhqnfttttzV5H4L+nv5uOE5e+6P9KvRLV9vkyZMzF8CHRO+VajhqM0ZCmpWtYNCkusY0dG/sKpFGM5NaE7S4aBhGeugW0oU2j1WjqgsQ0RX5FVdcEUyWC0+kmkSne3EceuihdU6Gd9xxR/zpBVGfSzivQh9QXdFoUcPmpL+v/Qi/MNo/b99QSF/abbfdNnrv9KUeN25cvBjypWUwFAy5BmioFqJynTrFt1SV4cOHuzq647eQVk1GE2iRn6oMkJCW69CyHWGHWvhQc4yuzJM2x6gPIuwraN++fclNyNP+aL+0f9rPpH0wqslcffXVUbOfHhqHDwfdqU7BkGvym5b8ULnMZ7ba1TfUdsCAAQ3OBzvhhBOikYWeW0ijygMkpBNnOLxPo6t0N7+kNDoprOGoCazQEVVNRful/dN+an/TGFWlgQfhDbN0J0Q4FBogWkMKgdqT/fRoaIFFNXdpu2rg3ltIVzsCJOuUU04JPkyX6mYvCekkrFqMXq9Hjx5Fv2FUUto/7WdY+0ojRB599NHg9X7+85/HNyEfNGElps/xDjvsEAWJFlisPR8sbK6mz86PAMlKK0Bef/31qOaheSdJOqibkvZT+xvWRHQcSRAgCWWuoINgGDQovqWuKu9Ez6Wh+WBaYJEASY4AyUojQNQRHc650BV9uYRHSPsb1kR0HEk61gmQhDLvXxAMrVszjDcFmg+mOVG1F1gMlzchQPwIkKykAaKTbzjaSn0Kpd5s1RDtd9gnouPxhiABkgINQFA4aMKgRgZpAqE6ebVcuG6XWo0TCRPSAovhRVL40PwR+BAgWUkDRKO29HyNairVDvN8af/D0Vk6Lg8CJAW62dJ++9WEREOP7t2rZymTFGkEYrh+3EUXXRTfjDwRIFlJAkSTmTSXRPMqSm2orpeOQ8ej4/LMWCdAUqKRQ1o0UUGx1lo1K9Pqp/49fHh1LKZYJPSBJEeAZHkDRJ104fIkmpxXSXQ8Oi4dX6Gz5gkQlDoCJDkCJMsbIFqYUM/T8iCVdp8MHU+47ImOsxAECEodAZIcAZLlCRDNWg1X1dUaU5VIx6Xj03EWMkuXAEGpI0CSI0CyPAGi+2voOVrlttAmnnKh4wpX8dXx5osAQakjQJIjQLIKDRAtixDeDErLJFQyHZ+OU8cbXw6iIQQISh0BkhwBklVogOg2sSqvCXfFvp9Hc9PxhRMk8709LgGS0PTpOsNpOFx8y1Jjx5r16mX24YfxLcgDAZIcAZJVaIDoZjYqr9mt1UDHqePVceeDAElIQ3Qz75/9+tfxLUuddFJNmX/+M74FeSBAkiNAsgoJEN0OV8s/q3zSJdDLhY5Tx6vjzud2wARIQroPjcLhsMPiW5Y64YSaMpqVjoIRIMkRIFmFBEjYfKU7G1aT8E6O+TRjESAJESBFR4AkR4BkFRIguve3yp588snxTRVNx6vj1vHnQoAkRIAUHQGSHAGSVUiA7L777kHZUaNGxTdVNB2vjlvHnwsBkhABUnQESHIESFYhARL2fyRZ7rwc6Xh13Dr+XAiQhAiQoiNAkiNAsvINEK1Uq3JaybMahSuY5lpxmABJiAApOgIkOQIkK98ACTvQd9ppp/imqqDj1vHn6kgnQBIiQIqOAEmOAMnKN0Buv/32oNxhjX2xK5iOW8ev96ExBEhCBEjRESDJESBZ+QaI7l6mcvlOqKs04QTKXHdxI0ASIkCKjgBJjgDJyjdAhgwZEpQ7/fTT45uqgo5bx6/3oTEESEIESNERIMkRIFn5BsjAgQODcgMGDIhvqgo6bh2/3ofGECAJESBFR4AkR4Bk5Rsg1ECogTQJAqToCJDkCJCsfAOEPhD6QJoEAVJ0BEhyBEhWvgHCKCxGYTUJAqToCJDkCJCsfAOEeSDMA2kSBEjRESDJESBZ+QYIM9GZid4kCJCiI0CSI0Cy8g0QYS0s1sIqtg8zAXJH5v17ppEAeSkTICrzHgHiQoAkR4BkFRIgrMbLarzFNjoTINtk3r8zGgmQv2QCRGXuIEBcCJDkCJCsQgKE+4GcH9/0AwRIMndkAkTvX2ODNU7IBIjKXEGAuBAgyREgWYUECHckbLwDXQiQZAiQ4iNAkiNAsgoJEO6Jzj3Ri40AKT4CJDkCJKuQAJFwQt1ZZ50V31SRdJw63nwnUBIgyRAgxUeAJEeAZBUaIGEz1nrrrWfff/99fHNF0fHpOHW8+TRfCQGSDAFSfARIcgRIVqEBsmTJEtt0002D59xyyy3xzRVFx6fj1PHquPNBgCRDgBQfAZIcAZJVaIDIDTfcEDxniy22sMWLF8c3VwQdl45Px6njzRcBkgwBUnwESHIESJYnQL777jvbYIMNgufddttt8c0VQcel49Nx6njzRYAkQ4AUHwGSHAGS5QkQuf7664Pnrb322jZ37tz45rKm49Fx6fh0nIUgQJIhQIqPAEmOAMnyBoiaeLp06RI899RTT41vLms6Hh2Xjq/QJjoCJBkCpPgIkOQIkCxvgMj48eOtRYsWttxyy9ljjz0W31yWdBw6Hh2Xjq9QBEgyBEjxESDJESBZSQJEzjvvvOD57du3z7lSbanT/us4dDw6Lg8CJBkCpPgIkOQIkKykAbJo0SLbc889g9fYddddbf78+fEiZUH7rf3Xceh4dFweBEgyBEjxESDJESBZSQNEtNx5OOGuR48e7pNvc9H+ar+1/zqOJMvVEyDJECDFR4AkR4BkpREg8vrrr1vbtm2D1+rXr1/ZhIj2U/ur/db+6ziSIECSIUCKjwBJjgDJCpcqTxog8swzz9jKK68c1URKvTlL+xfWPLTf2v+kwgDZbbfd4puQh/oCZPLkyfbBBx9E/yZAkjnooIMIkIQIkCyd6PRh6tSpk40bNy6+uWA6CYc1EfUplGrHuvYr7PPQ/qYRHh9++GF073SN4tJkxHyXQEGN2gGigB84cGAwKm7ZZZcNFrbUHB0CxO+ee+6xli1bBu+fluh5991340WQBwIk68orr4w+UPqiHnPMMTZ9+vR4sYJoCfR11103eE2Naiq1Ib7an3C0lfYz6dL0X3/9tf3pT3+ylVZaKXhNnez0Uw/NJXnhhRfiT0EDwgD56U9/ah07dozex/DRoUOHaNAGAZI/Nc2qWTV8H8PPqL77p59+un3xxRfxp6ARBEgtc+bMsdNOOy0KktVWW82GDBliCxcujBfNmzqiwy+6gkmT87788st4sSalv6/90P5ov7R/STrMRbWMcACBHr/+9a+DJhetnxWGlL6sv/nNbxL/rWrw17/+tU5gbL311vbEE0/Y888/bzvvvHOdbTrxoXGzZ88OamyqEes9U2378ssvt6lTp9rRRx8dfRfWXHNNu+aaa8qm77K5ESD1eOedd2zfffeNvqCq4j7wwAPxYnnTh1HzKcIPr5YH0Qm30NndSenv6e+Gy5Nof7RfSb4sL774YnCVHL5XP/nJT+zpp5+uU0bNLX/4wx9shRVWCMq0bt3aLrzwwrxuTFVtZsyYEdxzJbwyVm1u2LBhdf4bqTlQKyTrfQzf9969e9uUKVNqvRJEtyJQUITNyfrMK0gUKLW9/PLLUVOuHttuu6099dRTdcrghwiQRjz44IPRku16dOvWzd5+++14sbxpRne47IkeWuVWJ4Ji309Er6+/E66qq4f2wzPDPKS+kyOPPDI60a211lrBelmNheL7779vv/zlL6N92HjjjW3UqFHxYlVJC1VefPHF0Z0uVQvWKKGPP/44XjQyc+ZMO+KII2zFFVcMntOqVaugr6TUB200lUceeaTOZ15NV7lGF6rpMFwgVY9DDjkkqEmjfgRIDvEv9vLLL2/9+/cPmrs8dPWoE23tD6maftQxmrQPIk6vp9et3bSkv6u/7+3UVq1BzSvh1a9qFWeccUZBzXIaoRXeX10PNaG99tpr8WJVI+mFyqRJk+zggw+Onq8+k+HDh8eLVY36LlTUaZ6vb775JqiZhyMpVQs899xzgz4+1EWA5ClsWgjbStdYYw276qqr3M0/Cib1D9Q+ceihKyYNKdaVeaEjt1Rez9Pza1956aG/o79XyJLscfoSapRa+Jq/+MUv7L333osXy4tqRUOHDq3TtHD88cfbrFmz4kUrlkIizabSJ5980rbZZpvo9bp27ZqollludBETbyrVxY63qVS1P/Xlhe+nLsQq9bYNXgRIgV555ZVoyK8eYedmErpNrMJJnfa1T/p66Hc77rhj0MZ91FFHBR2maqbQT/1bv9f2hp6r1833NrQNiY9cUTipeSANaos+8cQTg5qdXjvs3EwSdKVOtVcNYkhzsEZIFzTqM9EFjl47HFGoC6BKpWZT1aqLNVjjf//7n22//fbR5199foworEGAON1111224YYbRh8qTUpSU0ISulLSyf7888+33XffPWo2y/eh8nqenq/X8V55hRoauVKMPptihlSpqO/kroAvxsm9mCFVSnRy18CN8HNTrJO7QooRhT9EgCSgzspBgwYFnZf6UKkz85xzzrF58+bFi7ppLorCQJ3geujvqQain+HvtD3pnJXa8h25Ugy1m8latmxj/fqdbx999Hm8WNl59tnXMie6XaITXVM1L6XdTFYqPvroo2ZpXqqvmayaRxQSICnQ8Mk+ffpEH+Z11lnHbr75ZndHdXOKd3CrVtDUHdxhR/0GG3S1zp1PzlxVXm+XXfa8ffVV+V09T52qIcyPZo7jlEwgb99sHdxJO+pLRX0d3Jq82tQd3PV11FfjiEICJEXPPvts0B8Rfqi0nMfYsWPjxUpSKX4hZsyYkzk5PJx5T6+1HXa41vbZ51b797/fscWLSz+Yv/nmO7vqqpfsZz+7Idj3Ll2usEsvHZGptS6IF20yaY8obGrxIbYa5qxlc5pTKVxwNScCJGWqddx0003RZD09+vbta5988km8aEkohyr5m2/OsKOO+ndwItajT597bPz4wkaoNRVVOh988D3bb7/bo/0dMOAJmz79q3jRZpP2iMJii0/y22677Upqkl99Iwqbqsm3uREgRaJ+kLPPPjs6Ma+yyip2wQUX2IIFzXcFWls5dgqOHv2+7b//v6IT8x//OMY++6x0TsyvvTY98x4uDbq+fe+xV1+dFi9WMtQHk/aIwjRNmzatrJYZCQedxEcUFmPQSakgQIpMy2/37Nkz+pJutNFGNmLEiHixJlXOwxLnz//ehg17OWoa2mWXGzMnlZczwdx8X9IZM762P//5yaiprVu32+z++98ti6Y20YjC2gs29urVK/GIwiQ0Umzw4MHR0PRyW+iwGkYUhgiQJjJmzBjbaqutog+VhttOmDAhXqyoKmli1KefzrOzzhoTXe2rZvLQQxPjxYpq4cJFmVrceOva9cZgH9TZP3ToC/b11+XX2d8UIwrzcd9999kmm2wSfUa7d+9etkutpznxtlQRIE1IVdl//vOf1q5du+ADpbbS4447LljTqJjqG7lSKUszqC+kd+9RUZAcffR99tZbxX0/ZcyYSXbggXdGf/d3v3vEpkyZGy9WduobUaih4sUeUfjmm2/aPvvsE/3dzTff3EaPHh0vVnbSWPqnlBEgzeDzzz8PlhsJ20rbtGljl1xySVFmX9c3cqXSFodTU9E997wdjNLSyXynna6zgQOfstmzv4kXTey992ZnQv+BKDgOO2ykvfji1HixstdUIwqb8rvQnDyLj5YDAqQZxa+6Nttss9Suukp95EoxzJu3MHPyGWtdulwfnNx32+0mu/nmCZmaX90vaXjy79lzuC1a9MMvcLi9ti+/XJC5kvxfEE7a9vOf32IjRrxZ7/MrRTFHFKo2rpu4NXVtvLnlc/uDckKAlAC1+3bu3Dn6UCVp9y23kSvF8NFHX1j//g9FQaD5GLWFv9fjvvveqbOt9vbaTjlldPC7nXe+3gYPfsbmzi2dYc7FlvaIwnh/4B577NHk/YHNrb4bsGl2fbkhQEpE0pEnSZ9fiZ57bkrmPXjYxo6te8VcO0DUj9FQDaW2kSPfsnPPfcImTSqPSXfFUN+IwpEjR8aLNSjp8ytN/BbQ6qNUX6X6LMsFAVJiPDWINGsw1SAMCPVf6Kf6T+rbjvoVWoNIuwZTaTSbXn2T4fu5/vrr27/+9a94sZJEgJSofPowitmHUsnCgHj00Q+CnwcccEcwJDe+HQ3Lpw+jmH0olUiLoup7Hr5Xu+yyS3AeKGUESImrbxSV7klyyimnVPzIlWIJA0Kjtw49dETw/9UhHt+O3BoaRaWTYVOM4qo0amm49tprg5YHvW9qidB9f9QyUYoIkDIQn8cRDgWs76oPudUOiEcemRj8/+7db49qIQRI4eK14fDRVPNIKo36Ln/3u99F93NRkGgOWakhQMqIZpLvtddewQdKfR6NtTujYbUDQrWQQw6pqYXcccfrP9iOwqg/Luy/O+KII5p8JnulUV9mODP/sMMOi29udgRIGaqGVT6LKR4QWgJF/9YaVlpTK74dhQnvy17q7fflQqtG6P3UnUZLDQGCqhMPCNVCevW6K/jdrbe++oPtKMy2225LgKSIAAFKSH0BoaXi9bu9965ZDiW+HfkjQNJFgAAlpL6AqF0LqW878keApIsAAUpIQwGhOwkSIMkRIOkiQIAS0lBAqBZy0EHDG9yO/BAg6SJAAFQNAiRdBAiAqkGApIsAAVA1CJB0ESAAqgYBki4CBEDVIEDSRYAAJSTXKKtc29E4AiRdBAhQQnIFRK7taBwBki4CBCghuQIi13Y0jgBJFwEClJBcAZFrOxpHgKSLAAFKSK6AyLUdjSNA0kWAACUkV0Dk2o7GESDpIkCAEhIGRK4HfAiQdBEgQAmJB0VDD/gQIOkiQIASkisgcm1H4wiQdBEgQAnJFRC5tqNxBEi6CBCghOQKiFzb0TgCJF0ECFBCcgVEru1oHAGSLgIEKCG5AiLXdjSOAEkXAQKUkFwBkWs7GkeApIsAAVA1CJB0ESAAqgYBki4CBEDVIEDSRYAAqBoESLoIEABVgwBJFwECoGoQIOkiQABUDQIkXQQIgKpBgKSLAAFQNQiQdBEgAKoGAZIuAgRA1SBA0kWAAKgaBEi6CBAAVYMASRcBAqBqECDpIkAAVA0CJF0ECICqQYCkiwABUDUIkHQRIACqBgGSLgIEQNUgQNJFgACoGgRIuggQAFWDAEkXAQKgamy99dYESIoIEABVY/XVVw9OeD169LBp06bFN6MAzz33nK2zzjrB+3nIIYfENzc7AgRAqg4++GBbbrnlgpPeaqutZoMHD7aFCxfGi6ERn3zyiR1xxBHBe6jHCiusYCNHjowXa3YECIDUvfvuu9a9e/foBLjJJpvYfffdFy+GmPnz59ugQYOsVatWwfu24oor2h//+EebN29evGhJIEAAFM3o0aNts802i4Jkn332sTfffDNeDBl33XWXbbjhhtF7ddBBB9kHH3wQL1ZSCBAARfXdd9/ZJZdcYm3atAlOjMsvv7ydfPLJ9vnnn8eLVqVXXnnFdttttyg4NAjh8ccfjxcrSQQIgCYxc+ZMO+6446xFixbBibJdu3Z25ZVX2vfffx8vWhX0fvz2t7+N+ovWWGMNu+qqq2zRokXxoiWLAAHQpCZMmGB77LFHdMW91VZb2ZgxY+LFKpZqZP/4xz+i0WqqkfXv39/mzJkTL1ryCBAAzWLEiBG20UYbRUHSs2fPkm/zT+o///lPnT6hbt262VtvvRUvVjYIEADNZsGCBXbBBRfYKqusEpxQNVz17LPPLtlRR17vvPOO7bffflFwdO7c2e6///54sbJDgABodpr30Ldv3+gEu/baa9tNN91kS5YsiRctK2qWOu2006xly5bBcWlezN///veKmRdDgAAoGWPHjrWddtopCpIdd9zRnn322XixkqeO8KuvvtrWXHPN4DjUUX7MMcfY9OnT40XLGgECoKSo1nHLLbdES3jo0adPH5syZUq8aEl68sknowUl9ejatauNGzcuXqwiECAASpL6Qc4555xgNrZOxJqdrVnamq1diiZPnhws4xIGR8eOHe3OO++MF6soBAiAkjZp0iTr1atXdGLWbG3N2i4VX331lQ0YMKBO0Gnl3FINujQRIADKwhNPPBEtFa+HZm+PHz8+XqzJqKnt1ltvtXXXXTfap8MPP9w+/vjjeNGKRYAAKBvqnNZsbc3aDjunjz32WJsxY0a8aFE9//zz1qVLlyg4tt9+e3vmmWfixSoeAQKg7Gh4rGZvaxa3TuCa1X3xxRcHs7yLaerUqdavXz9bdtllg7/boUMHu/HGG23x4sXxolWBAAFQtt5+++1gNndYE9h0003twQcfjBdL7Ntvv7ULL7zQWrduHfwdTXg888wzbe7cufGiVYUAAVD2HnjggSA8wiDZd999g3BJw913320bb7xx9NoHHnigTZw4MV6sKhEgACqCZncPGTIkmO2tE71mf5966qnuRQpfffVV23PPPaPg2HLLLe2xxx6LF6tqBAiAiqIOdc36rr1M+rBhw/JeJn3WrFl2/PHHR8vOt23b1q644oqqXXa+MQQIgIqkIb6aBR7WILbZZptglnhD1AF/2WWX1bnx1UknnWSzZ8+OF0UWAQKgomk2uGaFh0Gi2eKanFjbww8/bFtssUVUZq+99rI33nijThn8EAECoOJpVvjAgQODWeIKCM0a1+xx3dzqgAMOiIKjU6dOdu+998afjgYQIACqhhZk7N27dxQY4XyOVVdd1S666KKKWWa9qRAgAKqOZo2vt956QXj06NHDPvvss3gR5IEAAVC1pk2bFv8VCkCAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFz+H86oNGAKazxuAAAAAElFTkSuQmCC)
PN: 4658-1-Y3
CAS: 101937-67-1
Molecule Weight: 281.74
Formula: C14H16ClNO3
![N1-[3,5-Di(trifluoromethyl)phenyl]-6-chlorohexanamide](data:image/png;base64,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)
PN: 4848-7-19
CAS: 647824-81-5
Molecule Weight: 361.71
Formula: C14H14ClF6NO
TSCA: Not listed on TSCA inventory