![2-[N-(4-Iodophenyl)carbamoyl]cyclohexanecarboxylic acid](data:image/png;base64,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)
| Product Number | 4648-H-01 |
| CAS | 250725-70-3 |
| MDL Number | MFCD00584483 |
| Molecular Formula | C14H16INO3 |
| Molecular Weight | 373.19 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4648-H-01
CAS: 250725-70-3
Molecule Weight: 373.19
Formula: C14H16INO3
![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
![2-[(2,5-Difluorophenyl)carbamoyl]cyclohexane-1-carboxylic acid](data:image/png;base64,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)
PN: 4648-3-73
CAS: 899023-10-0
Molecule Weight: 283.275
Formula: C14H15F2NO3
![2-[(3,4-Difluorophenyl)carbamoyl]cyclohexane-1-carboxylic acid](data:image/png;base64,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)
PN: 4648-3-71
CAS: 494858-65-0
Molecule Weight: 283.275
Formula: C14H15F2NO3
TSCA: Not listed on TSCA inventory