| Product Number | 2621-1-2U |
| Purity | 98 % |
| CAS | 29973-91-9 |
| MDL Number | MFCD00185562 |
| Molecular Formula | C16H16O4 |
| Molecular Weight | 272.3 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2621-1-2U
CAS: 29973-91-9
Molecule Weight: 272.3
Formula: C16H16O4
![2-[3-(Benzyloxy)-4-ethoxyphenyl]acetic acid](data:image/png;base64,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)
PN: 2621-1-A2
CAS: 85475-84-9
Molecule Weight: 286.327
Formula: C17H18O4
![2-[3-(Benzyloxy)-4-methoxyphenyl]acetic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABR5AAAUeQGwCztjAAACanpUWHRtb2xTb3VyY2UAAHichZXbbqMwEIZfZeTrxdgGQhIlqaJUK63UqtK2K+3dygEnRQpQATm9/Y4xpOA2kIN8+r+xhxnGi4dLeoCTKsokz5aEU0ZAZVEeJ9l+Sf68/XSm5GG1iFCEwqxckveq+pi77vl8ptG7SuUlz2iUp8Sszy9l0tOcPZoXe1cwxt2/z0+vNeMkWVnJLFJIlcm8rCef8khW9SnubOGmsjglmWvkblqcjLV/gukfo5cyJp++bHBtjSjskoOCXV6ksoKTYBR/7AfsVaYKWakYtlec9qiPvq8Wz495dExVVmFXW0gieXitimOEE2l+UNERjWHn1+OSpBwBWeXpuijkFXRPT0sOUoD0QPogA5ATkCHIKcgZSM7wj+scBRwVHCUcNRxFHFUcZRx1QsfhoPRB3q4fCr2BF9h0vi/NuD+7wQcqdBg9zwtB0Mkk9NsG/WO4fdMMrQWI+yE0VpoGHxp+wGmGTkM6DeM00K1t542OwBXPhQOPayMeZVPd+nQimIFnup3QmafbkIb1ZjMq/HpT3L0GOadB0F1pidaCbfHeuD1B/0QYT/cW0NVim2dxpwtJvCRbTupI/1a7UjTBJpAXsSrwwWsDWtoFRB/QqTEMeH1AJ9INWH8H+H1Ap90wEPQBnaTDwKQP6JQe9iHsA/oFGAamfUC/LsPA7AvA2Y0Q3xF63fKC82G/uR3t+t0dYcSX+I0iVshNeRj2n1tRN+VkhLECb8rPCGPF3pSrEX+s8JvyNsJYGWDK4QhjJYEpn8OMsLKgLbeDjJ0GwT3G7dQMt70wsPvlMnE7N42L9+vqP8ZNJ2O5vonKAAA7GklEQVR4Xu3dB5hU1cHGcQVRARuCvWAJRTR2ULGgogbLpxJExS5NUUMUSwTsgoKi0YgtInZBUeHDqKgx1ljAghEsiViJRpEoUlRAzzfvne/cnT27Mztz5u7M3Dv/3/PMo+45Mzt3nL3vOfeesoIBAMDDCu4PAADIBwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAjSSFVZYIXjkkk+dbObMmWPOOusss+2225q11lrLrLLKKqZt27ama9eu5qKLLjKzZs1ynwJEyu+bC6BB+YRDPnXqc80115iVVlopfH62B9CY+IYBjSSfk3g+dVx//OMfg+esuOKK5sQTTzTPP/+8+fbbb82PP/5oPvnkE/Pyyy+byy67zGy99dbuU4FIFfbNBZC3fMIhnzqZPv30U9OsWbPgOffee69bDJRU/t9cAAXJJxzyqZPp/PPPD+ofe+yxbhFQcvl/cwEUJJ9wyKdOps6dOwf1n3nmGbcIKLn8v7kACmLDIZ9HvtZee+2g/vz5890ioOTy/+YmzIwZM8z6669vWrZsaaZOneoWA0VzQyLXI1925NWyZcvcIqDk8v/mJsSXX35pTj75ZNOkSZNaf8C/+c1vzHvvvedWB7zlEw751MlEDwSVJP9vbsz99NNPZtSoUWaNNdYI/2gPPvhgc9xxx4WtOo1u+f3vf2/++9//uk8HCpZPOORTJxP3QFBJ8v/mxtiUKVPMr371q/CPdZtttqn1B/jOO++YfffdNyxv06aNufnmm83y5cszXgUoTD7hkFlH39NevXqZjTfe2Ky22mpmu+22MzfccEOt76EdhaWGD1Buub/dMaelHPbbb7/wj7R169bmxhtvzBoMjzzyiNlyyy3D+loi4m9/+5tbDchLoQFy0EEHmbvuust88MEHZsmSJUHDRt9f9YotOw9EkwgnTJgQ/hwoh9zf7pjS9eHTTz89vDSlf/7ud7/L69KULnVdccUVZvXVVw//uH/729+ajz76yK0K5FRogNTn888/Dy67ZhozZkzwHIWI7ue98MILZsGCBcF3VwGjmeiXX3550NPOpHIgStm/uTGkkSljx44NbzTqsf/++5t3333XrdqgL774wpx00knBH6leRwvVDRs2zCxcuNCtCtSroXCQhupo0Ie+zy7dz2vatGn4/GwPS71x9Vx0WezZZ5+teSGgCNm/uTHz9NNPB2v/2D+cdu3aRTI8d/r06Wa33XYLX3fDDTcMLjP88ssvblWgFvckXp9sdXSZVZeyDjnkEHP22We7xYF//etf5swzzzS//vWvg16KGjmbbrqp2X333c3FF19sZs+eHdbVCMPMASRHHHGE+fjjj2teDPBQ95sbMx9++KE57LDDwj8M/ZFcddVVkXfX77nnnuDmpv09u+yyi3nllVfcakDR7HdMD4WDLk9FQb1qLb5oe9WrrrqqGT58uFm0aJFbFchLbAPk+++/N3/4wx/MyiuvHPwxaF5H3759zVdffeVWjYz+0C688MLgD0+/U3+Ixx9/vPn3v//tVgWKsnTp0uAmui7B6jsWpddee83suuuuYUhttNFG5u6773arAQ2KXYDo0tH48eODWeT2D2CPPfYwb7zxhlu10WjJ7COPPDL8/RpyOWLEiGA5bSBK6jVoQEdjUGgoPOz3WKHy6quvutWArGIVIC+99JLZeeedwy+8rveWcyij9mHYfvvtw/ez+eabm0mTJrnVAG+6T6Hh541FveoLLrigVq/6hBNOoFeNvMQiQD777DNzzDHHhCfqFi1amEsuuSQYK19uP//8s/nzn/9s1llnnfD97b333mbmzJluVSAnzfnQYJB58+YFo/00HFfb02ryYGNTUOnGemaveuTIkfSqkVNFB4gC4tJLLw0Cw36x+/TpEwRKpfnuu+/MkCFDws1+NMTylFNOCU4GQD60OsIBBxwQ7G+uobtdunQx48aNK+mIv+eeey4Y6mv/3nqletXzHn7YrQYEKjZAJk6caNq2bRt+kXfaaSfz4osvutUqjoZeakaxfd86GWgLUt0UBeJAQ4hvvfVWs06bNmZ06jts9NhnH2PeftutiipXcQHy5ptvmj333DM8Aa+33nrm9ttvDy4VxckTTzxhOnbsGB6H/l0/A+Ji0bffmq/OOsukutXpEEn1qs2ppxrzzTduVVSpigkQDb/t169fuMy6hueed955kY2BLwf1OtT7UC/EBol6J+qlALHx/vvGHHhgOkT0aNXKmOuu09IPbk1UmbIHiE6yV199tVlzzTXDk+yhhx4azLKNkpY50czcyZMnmzvvvDO4Ca+H5nXYf9fPVa56UW7Yo/sguh9il57QfRLdL9F9EyA2Hn/cmA4daoIk1as206a5tVBFyhogjz76aLDkiA2OTp06maeeesqt5uXrr78O7qMMHDgweF07+zbfh072Woxu0KBB5qGHHjLfprrzxdLILI3Qsr9DI7c0gitul+dQxXQv79prTapbXRMkBx+sm39uTVSBsgSI1uXRaBN7ItWIkz/96U9Ft/o1O133S7p161YnEPRQy1/rZekkrtm9WizRPvTf+rnK7Sq+bqD06NEjCKVihzZqrojmjNjX1lwSzSkBYkOjCwcMSN8XUYisvLIx556rO/BuzTQtaJpqjAU9mJYtjWnRwpj27dP3VDwWO0VlKGmAaDl17W1gh7rqRH3aaacVvT3nnDlzUt/lAaZ58+a1TvraREo9EJ3033///byHQ6pHoJC77777guVRMkeD6dGqVSszdOhQ800RNxMVQpq9rvH29nV79+4dzHIHYkPznVINtiBE9Khv/tOoUTVBU99DZaNHu89CDJQkQDQsUDv8aUatPVl27949WOunGLpPkrklrR462eu+RtT3UN5++21z1llnmXXXXTf8XTr5a5JXMfcyNONXvZ/MBe70/lngDrHyyCPGXHNN3R6IbrYrJFLfb9OvnxbiMkZbIixerKWujenfP12mOtdfX/u5qHiNHiDa0U8ritqTrnb8043qYqj1ruWqtXy1fd299tqrJMNkddP/3nvvrTVEd4MNNjAPPvigW7UgWtlXK/za19TKv1oBGIgtTfjVpS2Fw/jxbmkNlamO6n7+uVuKCtZoAaLLStrJz54QtSDclVdeWfQy65pMmLntrBZSLMf9A13muv/++2td3tLeDbp570uX2LTXiPYcsa+pvUi0JwkQO8OGpYPhiCPckrp69UrXHT7cLUEFizxAtIaPdu6zvQPN69BNau2sVgydXLXVrL1c1aZNG3PHHXe41UpOl5o0JNe+r0022aToFU31GWqfBvsZ6vKWPkOtzArERufO6VB48km3pC4NB1bdVC8c8RFpgGhVz8xl1rUQXBStZ42uOvDAA8PXPfzww/Pa37yUdJy2N6JJkFpyvljah93txWmy5Q8//OBWBSqPJhwqFPIZJKNRXarbiCsPI3qRBYgmA9oTna7f6z5BFDRDfccddwxPzNfpplyF0mgyDfW1vYZrdFMxArqPtO2229YKUKDipXrlQSjkMzxf80tUV89BbEQWIDfeeGNwctMeHYs1wiICWmJaQ3H1uho6G4fFFHVvRJMP7cleqwlHQSPZ7BphupwFVDx6IIkXWYCox6GT2+677+4WeVHPw4aHbioXO+S31LSOlw2RsWPHusVetByKXk9b+QIVz94DyWd1Cd0nUd0uXdwSVLCKDBDd87CXrbTlpnoicaQTvY5Bs9inTp3qFheMAEGsDB2aDoXevd2SujRSS3U1cguxUXEBotFWdj8NXbaKW88jk45FG2DpWFq2bGneLXLJBgIEsfLppzVLwd99t1ta46670nU0D6QCN4tDdhUXIJorotfRDfM43PNoiCY9ajSajklrXhUzD4YAQeyMGZMOB80219pZGpWpe6TajnrGDGMGDqyZia5FGhErFRUgCgw7n6KSR1sVSutb2T1Bzj77bLc4bwQIYmnECGOaNEmHRH0PlY0c6T4LMVAxAaK5DfameRKHqU6YMCE4Nk2sfP31193ivBAgiK1Zs9Ir77Zrl16Jt3nz9L+nvtNBGWKpYgJEa1vp+dojo9jVeStVz549w88o35WBMxEgACpJRQSIVs7VKrR6fiUsT9JYtD6YPU6to1UoAgRAJamIANFy5nquFkb0aZnHifYR0bF26NCh4GMlQABUkrIHiFrl9sZ5OVbVLTVdntOQXh3vlClT3OKcCBAAlaTsAaKdBPU87edRLQYPHuz1WREgACpJWQNkwYIF4Ta007Scc5XQzHrNTtdxFzK5kABBIuhvPZ8l3lHxyhog48aNC56z2WabFXw/IO60pa+OXdvX5osAQexpEqFW3NVDkwkRa2UNkG7duhV8Ek2K2267LTj2dhoLnycCBLGnfXxW+P8JhN9+65YiZsoWIFptV3tm6Dn//Oc/3eLE04ZYzZo1C45/9uzZbnG9CBDEHgGSKGULkIkTJwb1Nfu8Wmm/c30GN910k1tULwIEsUeAJErZAmTgwIFBfZ0Uq5Vd7v3oo492i+pFgCD2CJBEKVuAdOzYMaj/wAMPuEVV4/HHHw8+g0022cQtqhcBgtgjQBKlLAGiJc3t5EEtY1Kt5s6dG3wGuhe0aNEit7gOAgSxR4AkSlkCRHMfVFd7fmiv72qloct2VvrMmTPd4joIEMQeAZIoZQmQyZMnB3U7derkFlWd7bbbLvgsJk2a5BbVQYAg9giQRClLgGjUker26NHDLao6dvvesWPHukV1ECCIPQIkUcoSIKNHjw7q9u7d2y2qOkcddVTwWYwaNcotqoMAQewRIIlSlgC54IILgrp9+/Z1i6pOv379gs9i+PDhblEdBAhijwBJlLIEyJAhQ4K6Z5xxhltUdfQZ6LPQZ9IQAgSxR4AkSlkChB5IDXogqCoESKKUJUC4B1KDeyCoKgRIopQlQBiFVYNRWKgqBEiilCVAmAdSg3kgqCoESKKUJUCYiZ7GTHRUHQIkUcoSIKyFlcZaWKg6BEiilCVAhNV4WY0X1eeXVIAsSX2H9fiFAIm9sgUI+4GwHwiqzw+pABmR+g7r8QMBEntlCxB2JGRHQlSfb1MB0jr1HdbjOwIk9soWIOyJzp7oqD763us7rMe3BEjslS1ApFu3bsFzLrzwQrco8W677bbg2Nu1a+cWZUWAIO4IkGQpa4CMGzcueM5mm20WDGmtJt27dy84PAkQxB0BkixlDZAFCxaY5s2bB8+bNm2aW5xYH3/8sWnatGlw3JoTky8CBHFHgCRLWQNEBgwYEDxvr732cosSa/DgwV6fFQGCuCNAkqXsATJnzpxwUuHzzz/vFifO/Pnzw9nnU6ZMcYtzIkAQdwRIspQ9QOT4448PnrvHHnsk/l7I0KFDg2Pt0KFDwcdKgCDuCJBkqYgA0XImq666avD8O+64wy1ODPW27HHef//9bnGDCBDEHQGSLBURIHLxxRcHz19nnXWCyzxJ1LNnz/AzKrT3IQRII9FAhkGDTKpbaEzLlsa0aGFM+/bGnHpqugyRIUCSpWIC5Icffghmpes1Dj/8cLc49iZMmBAcW5MmTczrr7/uFueFAGkE2siradP04n71PVQ2erT7LHgiQJKlYgJEXnzxxfCG+nXXXecWx9Ynn3xi1lprreC4zj77bLc4bwRIxPQdU0isuKL2FjbmtdeMWbjQmMWLjZk+3Zj+/dNlqnP99e6z4YEASZaKChC58sorg9fRXiEKlLj78ccfTdeuXYNj2n777YOl7H0RIBH67DOT+pKlw2H8eLe0hspUR3U//9wtRYEIkGSpuADRvQG7zWurVq3MO++841aJDR1Lnz59gmPR0N1CJg3WhwCJ0LBh6WA44gi3pK5evdJ1hw93S1AgAiRZKi5A5Pvvvzc77rhj8HobbbRRMHM7juxy7Zp1PnXqVLe4YARIhDp3TofCk0+6JXVplQTV3WUXtwQFIkCSpSIDRLRar72pvuGGG8auJ3LeeeeFfyhjx451i70QIBFK9W6DUMhnxN+8eem6rVu7JSgQAZIskQXI6NGjgy/F6quvbl7TzcgIqOdhQ0SXs+JwT+Tnn382gwYNCv9ILr30UreKF80h0RBnvaZ2MPyc6/HFWWmldCgsW+aW1LV0abqungNvuqSrxpT929A+OD7D2VE5IguQhx56KPxiaJ+PE0880XzxxRdutYKpJ2IvZ+nGeiWPztL8lR49eoSfwTXXXONWKdjChQvNsGHDzCqrrBJ+vnronspll10WDH+GB3ogJfXyyy+bzp071/oO69GlS5egDPEUWYDIRx99ZHr16hV+OdQbueKKK4oaeSS6J3LggQeGr6t5IuoKV5Lp06ebtm3bhkE3PtfInjyoZXbnnXeaDTbYIDxujeb685//HAaqHvqd1byvvDd7D+Spp9ySunSfRHVTJzsURj3lY489Nvy+avVtNYi0pI9diVuNreOOO87MnTvXfToqXKQBYj377LNm2223Db80W2yxhXnkkUfcagXRCVVhZOeJtGnTpiKWPVm0aJEZMmRI+L50eenVV191qxXklVdeCVpm9vPbeOONg3tMli6TaS+VddddN6yj1YzffPPNjFdBTqkTWBAKvXu7JXVppJbqauQW8qKesXrIduFQPY4++mjz6aefhnU0P+qoo44Ky1X38ssvp1cdI40SILJ8+XJzyy23BCd6+wXZd999i74ZrvsgW265ZfiaWoCxHKv46iSu9axsr0OPQw45xHz99ddu1bypBaaWmN3qVy20iy66yCzWxLZ6aD+Vc889N+jxqL5Ge/Xv37+o91A1dCJr1iwdDHff7ZbWuOuudB3NA9HcETRIPWJtEmf/LtRjfuGFF9xqIZXtsMMOYX0998EHH3SroQI1WoBYGmnx+9//Ptz/Wy113WT+5ptv3Kp50+Q8rZ2VeV9ALfAnnnjCrRq5pUuXBr2Bjh07hr9bl5mK+cKrxaWWV2Zr7cgjjwxaaPnQnvIKL/vcNddc04wZMyZ4r8gh9RkF4aDZ5gMGpGefK6yXLDFmxgxjBg6smYl+7bXus+F46623gr9D+z1UD1k9ZTW2GqI62uY5s1etLa/1mqhcjR4g1nvvvWd+85vfhF8Ojaq6/vrrzbJ8RsFkoVV81WK3l4/0UI9A28SqLEpvv/22Oeuss2p9wVdbbTVz/vnnm++++86tnjcFT2ZrTS0x3x7Vk08+abbaaqvwtdq3b2/+8pe/uNWqi+6/XX21MQcfXH8PYsQIY5o0SYdEfQ+VjRzpPistFfrm2GONmTXLLakq6vFqYzi7y6Z6xOecc07QQy6U/pa03E9mr1qvPU8DGVBxShYglk5oOrHZk5xOeDrxFUNDXPUlszfl7ENDgAemWpETJ04077//ft5DBtUaUuDdd999pm/fvrUuU+mh8NNNwGJ6UTNnzgxaWPY1NURXLbB8Wmu5KJAVzHqP9rU1MkzHU3W0YdeWW9aEwf/+r1sjTQGglXfbtUuvxJv6HgX/fsopucMh9d0NXlfDe087Lb8RXQmiHq5GGqrHa79r6gmrR1ysDz74IJX5B4evq7Xk9LvoVVeWkgeI6EugSyyZX7z/+Z//KfqLp9Fat99+e60Tc+ZDl9G23nprs/feewebWJ100knhQ/+tn6s8s0djH2oJ6USsMNIlNF9qSSnUMltranEV04upj8JNlwrtsejYzzzzzOqYvKWTfvfuNcGh4bc33aSRGG7N4qROcuaAA2p+z9prG3PDDfnNLYm5xx57LPKGYH2mTZtW63KxNmJ7/PHH3Wook7IEiKWur276Zp5MdVPYp+vr0mvrZK+TdadOncIb0/k+9J622Wab4CSsOS7FnngVmtdee224Kq8eamGppdWY/vGPfwSDF+zv1KAGDW7QIIfEUQ/g9NNrJgnqJvngwZr+7NaM1qOPpnss+p16pL5v5umn3VqJoJ6sneukRxSXohui19b8r8xetYb166oCyqusAWJp+Knvzbd86Us4e/ZsM3ny5GB+xSWXXBI8dL/E/rt+rnLVi/IPQi0mtZzs8alFpZZVKWkYtYZT2/egYdYabp0I+n+llr96APYkrp5BkYtXFkSXVnSvJdWrDt/DoYfqRp1bM5bUgFIPNsrBMIXS7zr11FPDBqfei+5LFtu4g7+KCBBLw/8y7zdo+F8cli/JRi2kzAmQakGpJRVlOBVCEzo1l0YTPO170sRPTQCNLbX01eK3J231BNQjKJevvkrvLWJvzGv473nnacy1WzMWsg3HV8+2XDSgZZ999gnfj97brbfemsxedYWrqAARDWnV+lG5JiBVOrWI1DKyrTW1mNRyqpSRJFpiRkvN2Mt6Gg49fPjwYNmU2FDLXi18Gxxq+asHUOSqB5F54w1j9tyz5v2tt54xt9+uERpuzYrVGBOCo/Twww+bzTffPHx/2223nXnuuefcamhEFRcgVn1LIGjuR7ZJdZVALSC1hOyih3qopaQWUyXSope77bZb+F616vFdd92V92i1slBLXi16uxmUWvpq8avlX4kmTDBm001rgmSnnYx56SW3VkWpb0mikSNHFjV4pLHoPem9aUi9fb9HHHFEbLeAiJuKDRDr73//e61F2LRUiGaAVxq1fNQCsu9TLSPdfI+De+65J9h3xb73XXbZpejlWCKnlrvWF1NL3p6M1cJXS7/SaWLiJZekhwjb996nT/3zUspIPVD1RO0E3SgXRW1s//73v80JJ5wQ9qpXXXVVc8EFFwRLDaHxVHyAiFrEWvdq/fXXD09y2nfk9ddfd6uWnFo6vXv3Dt+XWkIjRoyoyNZaLvpD04AC/eHZk4f+IPWHWXZqsavlbk++atGrZR83Coxjjqk5jlSgLEwFyzIFTJndfffdQQ/Ufo/VM41qW4ZSUsNn1113DY9DDSMdGxpHLALE0jwPzfy2LaQmTZoEE/3+85//uFUbnU64auFU5Am3CJUUiHNTJ9x7UifcmRkn3KAlXwEn3KIoEHfeOTimKanHgFQgTihTINZ3wlWPNO4UGpm9ah1jHAOx0sUqQKwPP/wwWNLdfjnWWGONYEOrYpeNz5d7yUdfzoq75FMkXZLbfvvtw2Ms5SW5JamA0LDqFqnA6Jr63bemHkvVcq+wSz5FSfWqvxs/3lyR6lVv+P+fsRYGfaNEl+RKccmnnEPnpb5GXlwuycVFLAPE+utf/xpM9rMnOS1d8r/ZlquIQH03ndXSqeibzkXQPBztP5I5KECz9RtzUIBa4pumWuT293XeaSfzrwq/6VyMxaletbYotms/qVfdr1+/YCO1xqCepHqUmTed1eOM4qazRh+qkaH5Ifq7tPM18n3oBK9Jv3b5oahWldax6ca6/T069kodFBA3sQ4QUavlxhtvNK1btw6/IPvtt1/QoolKIoa9FkEnBu15kjksWfuzRzksWS3vPffcM/x/uN566wWbckU5mbSSqVd92GGHhcevXvVVV10Vaa9aJ/eoh73qJKyTvWan1xcYmnCYz/JB9rvlPrQskZYn0uXrYmlYcuZAFw1L1lBg+It9gFjaTvaMM84I137SP/Xf+rkvO0QwURPvilDfxMg//vGPRS1wp5a2Wtxqees11RI/77zzIlnOJo6efvrp4IRqP+N27dqZqVOnutUK4k68U4+y2Il3mhWuBUUzlxfRQxOBdV9SC5Fq2ZN8GwDqxev7ZZcf0tWEzNfVMH4tmKqFU4tR38RIfTblnBgZZ4kJEEs9D/VA7JdDPZOxY8cWfH010Ut/FKm+pVkK3YtFLeurr7661oKahx56aOTL8MeRvqs33HCDWXvttcPPZv/99zfvFrg0S2Ms/aFFPzWQJfMSmJYe0utGfWlT3wXdL8lcnUINQ23hUOz3xF2axU72LeXSLEmQuACxdC8ksxWjVp3umTSkqhYfLEIxi0M++uijQcvaPk/XvdXyRm3qPZ9++um1VlQePHiw+W8Di0M21uKD2rtGm6fZ11TDQZurFdMDzZcaKJnr5ekysiYWF3sfQ59JqReHTJLEBoiolavRWbqebL8gGr2l682uql7+vAiFLE+vFvQBBxwQ/r9QC1stbf5Yc5s1a5bp3r17+LmpV33TTTfV26hpjOXPdTM7c8dL9Qg0mTffy1NR0mZrGq1m34u2t45ivbxSLU+fNIkOEEvzRHRd1l5nV+tF3XDdmGMDpmhogyzdELWfYeYGWWoxq+WcuZKrWtbF3J+qRlOmTAlOmPYz1kinZ555JiirbwMm9RCL7R1oeLpWf7D/3zSYIsqhvr40sdjex9D70iKhxY6GtBtkZfaqo9ogK6mqIkAszVzXDHb75VALOHP2rVogaonA36RJk2pt0ashuZn3OdSSVosaftSrHjVqVK1etUas2Z6zeoLqEUYxQk6j4OzwYvU6pmvP+AqihknmfDBdpotitJa7Ra8aPmpU1terrnZVFSCWut+2VaWH/hjZLjM6WlH58ssvDyYC2s9YLWe1oBGNL7/80px88sm1NkrTkFf1BKOgvwf72jp5VnJvUfd7bNBpC4io5tC89dZbtXY31eZ3qK0qA0S0qu9vf/vboEcS1YQl1KYl+LUwo1ZVjnI+A2qopayTmy5nRUXbKdiTpu4LluNeR6F0H8RehtbgmSgmRlpdunQJXlefC2qr2gABkkA9BZ3c1BiKgoa82/DQfJw4eeedd8JL0gqRqHoi9jKZ7imhNgIEiLEoA0QTFu11fy2vEkfqedh16nQ5K4p7IgRIdgQIEGNRBYiGWNtdQPv06VP0iKZyUk/EXs466KCDij4WAiQ7AgSIsSgCRPen7MrLXbt2LXpyXiXQPRF7Y/3KK690iwtCgGRHgAAxFkWAaOKnXkPzHz755BO3OLY0OkvHpSHOxUw2JECyI0CAGCs2QDQ3yk6wLdemVo3Jnvx1U13Dy30QINkRIECMFRMgujdgJ9b27NnTLU4EzV+x+9lo7SwfBEh2BAgQY8UEiCbU6rnasa/YZdIrmZY9scfps4ovAZIdAQLEmG+AqPdhl+TXvh5JpmO1CzBqE6tCESDZESBAjPkGiJaV0fM0dLeSlymJilbx1fHqhnqhvS0CJDsCBIgx3wCx9z60SnK1sPuJaPmXQhAg2REgQIz5BIgmDeo5mnUe5ZpRlU57pei4tT1uIVsmEyDZESBAjPkEiLaJ1XO0tH410b0Qu9XAuHHj3OKsCJDsCBAgxnwCxG4nrA2/qo0NTy3Tni8CJDsCBIixQgNk9uzZQX1tktTQ3upJpN0Fdfza6yTf1XoJkOwIECDGCg0Q7aWu+rvttptbVDU0K12fwcSJE92iehEg2REgQIwVGiBHH310UD+uy7VH4ZRTTgk+A239mw8CJDsCBIixQgPEbuX8+OOPu0VV44EHHgg+g44dO7pF9SJAsiNAgBgrJEAWLVoU7nM+d+5ct7hqaDkTfQaaVJjPVssESHYECBBjhQTIzJkzg7qafV7sJktxtnz58nCvEM2JaQgBkh0BAsRYIQEyadKkoO52223nFlWdTp06BZ/F5MmT3aI6CJDsCBAgxgoJkLFjxwZ1tc1rtevRo0fwWWhUWkMIkOwIECDGCgmQUaNGBXWPOuoot6jq9O7dO/gsRo8e7RbVQYBkR4AAMVZIgAwfPjyo269fP7eo6vTt2zf4LC644AK3qA4CJDsCBIixQgJkyJAhQd0zzjjDLao6+gz0WegzaQgBkh0BAsRYIQFCD6QGPZBoECBAjBUSINwDqcE9kGgQIECMFRIgjMKqwSisaBAgQIwVEiDMA6nBPJBoECBAjBUSIMxET2MmenQIECDGCgkQ1sJKYy2s6BAgQIwVEiDCarysxhslAgSIsUIDhP1A2A8kSgQIEGOFBgg7ErIjYZQIECDGCg0Q9kRnT/QoESBAjBUaINKuXbvgObfddptblHgXXnhhcOzdunVzi7IiQLIjQIAY8wkQexLt3r27W5RoGrq82WabBcc+btw4tzgrAiQ7AgSIMZ8A0dwHPadp06bm448/dosTa9q0acFxN2/e3CxYsMAtzooAyY4AAWLMJ0Bk9913D543ePBgtyix9tprr+CYBwwY4BblRIBkR4AAMeYbIFOmTAmep1np8+fPd4sT5/nnnw+OV5MH58yZ4xbnRIBkR4AAMeYbILof0KFDh+C5Q4cOdYsTRce6xx57BMd6/PHHu8UNIkCyI0CAGPMNELn//vuD56666qoFt8rj5I477giPU8uYFIoAyY4AAWKsmABRy9zeC+nZs6dbnAi6PLfOOusEx3jxxRe7xXkhQLIjQIAYKyZA5PXXXzdNmjQJXmPChAlucezZk79mn//www9ucV4IkOwIECDGig0QOfvss4PXWGuttcwnn3ziFsfWddddFxyXbpy/+OKLbnHeCJDsCBAgxqIIEC1pvv322wev07VrV/Pjjz+6VWJHgWH3/Ljyyivd4oIQINkRIECMRREgosmFGtKr1+rTp0+sN5x65513TKtWrYJj0fa9xR4LAZIdAQLEWFQBIlOnTg1mp+v14rrcu2bWb7TRRsEx7Ljjjub77793qxSMAMmOAAFizAZIVKOoxo4dG7yeHuedd55bXNHU89hwww2D966b5vmuttuQww47jADJggABYqx///7ByW311VcP1nqKwqWXXhqGyKBBg8zPP//sVqk4uudhL1spPKJa4+uJJ54IPlu9br4bUFUTAgSIsfvuuy8chqvHwQcfHOx5USz1bOz+6T169Kjo5U402sreMNdlqyh6Hh988EHwWdrPVZ+xJl6iNgIEiLl58+YFCwTa+xc6mZ5zzjnmu+++c6sWZPz48eGJuW3btmb69OlulbLShlj2/oQeBx54YNH3PPSZaVizPW59pup56DNGXQQIkBBvvfVWsFGSPaGuu+66waZRxVyCevXVV80mm2wSvJ7mUwwZMsQsWrTIrVZyWp6kTZs24fu64oorihptpc9In5Wdta7H3nvvbWbOnOlWRQYCBEiYBx98MNw4SY8ddtjBvPDCC261vH399dfmkEMOCV9PvRFdzikmmHxpVV27MKIeW265ZVGTBEWvqc/IvqY+u0mTJrnVUA8CBEggLdtx2WWXhXM79DjqqKOKmmmuYNpggw3C1+vYsaO59957zdKlS92qkdPNbLufhx6rrLJKsLZVMZMe9VkceeSR4Wuuttpq5vLLL/de8qQaESBAgs2dO9ccd9xx4Q1x7cZ30UUXmcWLF7tV86J7BOeff35wsrUnXl0qO+uss8zbb7/tVi+KVs7V9rvq8djfpctVOh6fVXUtHbteV5+FXlOfjZZ512eFwhAgQBV4+eWXTZcuXcITse5rqPfg65tvvgn2EbFDZ+1DJ/u+ffsGo8Pee++9vC9z6f7F+++/byZOnBjctNZQ3MzX1cleAwWKXXZex7zxxhuHr6vP5JVXXnGrIU8ECFAldJK+8847a12G0tpXM2bMcKvmTZeQdNLXUF87CizzoR7D1ltvHdyQViv/pJNOCh/6b/1c5c2aNavzXD00KOD2228venSVRpDpWO3rasKhPotibryDAAGqzsKFC4Peg+4j6GSqOQ4nn3yy+fLLL92qBfn222/NQw89FEw+3GabbeoNlFwPXUrq1KlT0ANRKOnmfbF0TAorO1dGxzxs2LDgM0DxCBCgSulykJZAsSfwNdZYw4waNSpYnTcKy5YtM7NnzzaTJ08OWvuXXHJJ8ND9B/vv+rnKVU/1o6Jj0Cq8dha5HlovrNhLYKiNAAGq3DPPPGN+/etfhydaDY2dMmWKWy02FEg6Bns8Ora//e1vbjVEgAABYJYvX25uuukm07p16/DE2717dzNr1iy3asXSYop6z/b961huvvnm4NjQOAgQACEtDzJ48ODwprZugp9++ukVvRaW3ttpp50WvFe9Z713HYOOBY2LAAFQhzaY2n///cPW/Nprr21uuOGGSO9TFEvv5U9/+lPw3uz7POCAA4LhwygNAgRAVtpkql27duEJWkNun376abdayT311FPBiC37vvQeH330UbcaGhkBAiAnjWi66qqrzJprrhmesLXJUjGzwX3pdx566KHh+9B7uvrqq0uynArqIkAA5EX7bPTr1y+cU6Elz7X1bbGT/PKxYMGCYIdEu8y63oPeSxR7f8AfAQKgIG+88UatFXHXX3/9YO+QxpjVraVQNBN9vfXWC3/fnnvuad588023KsqAAAHgZcKECWbTTTcNT+w777yzeemll9xq3rRM+0477RS+vtbZ0gx1VA4CBIC3JUuWBDPKW7RoEZ7ojznmGPPZZ5+5VfOm5/bp0yd8Pb229mnX70JlIUAAFK2+k76CpZCTfmOEERoXAQIgMrqElXnZSZe4dKmrIY19OQyNgwABEKlsN751891VyhvyiB4BAqBR5Bp6q4c2nirHkGBEhwAB0KjcyX9aqypzAylNSvzwww/dpyEGCBAAJaElUDp27BgGx1ZbbVURy6LAHwECoGS0y6ANkHnz5rnFiBkCBEDJaIl1GyDaAhfxRoAAKBkCJFkIEAAlQ4AkCwECoGQIkGQhQACUDAGSLAQIgJIhQJKFAAFQMgRIshAgAEqGAEkWAgRAyRAgyUKAACgZAiRZCBAAJUOAJAsBAqBkCJBkIUAAlAwBkiwECICSIUCShQABUDIESLIQIABKhgBJFgIEQMkQIMlCgAAoGQIkWQgQACVDgCQLAQKgZAiQZCFAAJQMAZIsBAiAkiFAkoUAAVAyBEiyECAASoYASRYCBEDJECDJQoAAKBkCJFkIEAAlQ4AkCwECoGQIkGQhQACUDAGSLAQIgJIhQJKFAAFQMgRIshAgAEqGAEkWAgRAyRAgyUKAACgZAiRZCBAAJUOAJAsBAqBkCJBkIUAAlAwBkiwECICSIUCShQABUDIESLIQIABKhgBJFgIEQMkQIMlCgAAoGQIkWQgQACVDgDSid981ZtAgYzp0MKZlS2NatDCmfXtjTj01XdYICBAAJUOANJJRo4xp2jR1Rl+h/ofKRo92n1U0AgRAyRAgjeC669IhseKKxvTrZ8xrrxmzcKExixcbM326Mf37p8tU5/rr3WcXhQABUDIESMQ++8yYlVdOh8P48W5pDZWpjup+/rlb6o0AAVAyBEjEhg1LB8MRR7gldfXqla47fLhb4o0AAVAyBEjEOndOh8KTT7oldU2blq67yy5uiTcCBEDJECARa9UqHQrz57sldc2bl67burVb4o0AAVAyCg0bIMccc4z54osv3CooxEorpUNh2TK3pK6lS9N19ZyIECAASqpDhw5hiKy++upm5MiR5scff3SrIR/0QABUm2effdZsu+22YZBsscUW5uGHH3arVbdvvjHmjDOM6drVmLlz3dI0ew/kqafckrp0n0R1u3RxS7wRIADKYvny5eaWW24xbdq0CYNkn332Mf/4xz/cqtVFl6M0t8P2LvR4+WW3VtrQoeny3r3dkro0Ukt1NXIrIgQIgLLSfZEzzzzTNGvWLAiRlVZayQwaNCjVAP/GrZp86iVstVVNcGhZkscfd2vV+PRTk/rg0nXvvtstrXHXXek6mgeiuSMRIUAAVIT333/f9OjRI+yNtEq1wK+//vpUgzyPG8Rx989/GnPIITXBsdZaxlxzTfrGd0PGjEk/R7PNBwxIzz7XLPQlS4yZMcOYgQNrZqJfe6377KIQIAAqymOPPWbat28fBslWqRb5k/nMc4ij774z5pxzamaTa80qhcDXX7s1cxsxwpgmTWoCyH2obORI91lFI0AAVJylqZb3NakW+JprrhkGySGpFvo/1VJPgp9/NmbcOGPWXbfmJN+tmzFvveXWzN+sWemVd9u1S6/E27x5+t9POSVd1ggIEAAV6+tUS3xAqkXeNNUyV4isnGqpn5NqsS9YsMCtGh8vvGDMDjvUBMdmmxnz4INurVggQABUvLdSLfO99tor7I2sm2q5j0u14H9WSz4udMP7qKNqgkN7dlx2mTE//ODWjA0CBEBsPPDAA6kG+2ZhkOy4446pBv0LbrWK8otuaF90UfqSkg2P447zWxX3ueeM2X//9MZRFYAAARArP6Ra7JelWu4tUy14GyRHH310qoH/qVu17J697z7z2Cab1ASHJv5lm9ORy8cfp+d62NfZemu3RlkQIABi6fNUC/64VEvehkjzVAv/4osvNovV4i+zGTNmmN133920Sb2vc1KP9zbYwJg770x1R35xq+a2aJExF1xgzKqrpoNDw3FPOMGYCllDjAABEGsvp1r0nVMtexskm6Ra/PelWv7l8OWXX5qTTz7ZNGnSJHgvq6yyirl16FCz9Pvv3aoNu+ceYzbaqKbXoWXYX33VrVVWBAiA2Psl1bK/4447zAaplr4NEvUA1BMohZ9++smMGjXKrLHGGuHv79mzp5kzZ45btWHakna33WqCY8MN0zPJC+29lAABAiAxvk+19M8///yg5a+TuHoC6hH85z//catGZsqUKeZXv/pVGBzbbLONeeaZZ9xqDdNlqRNPrJk1njqGYPdA7W9eoQgQAImjlv/hhx8entTVM1APQT2FqMyaNcvst99+4e9o3bq1ufHGG4NFIgui93TFFcasvnpNr0Pbz370kVuz4hAgABJLPQH1COxJXj0F9RiKMX/+fHP66acHiz7qNfXP3/3ud8FuiwV75BFjttiiJji23VZr3bu1KhYBAiDR1CNQz0A9BBsk6jnMnj3brZqTFnUcO3asWXvttcPX2X///c27777rVm2Ylqzfd9+a4GjTxphbbtGbdWtWNAIEQFVQD0E9hcyewxlnnBH0KBry9NNPm6233joMjnbt2pmpU6e61Ro0/5tvzKRBg8xMuxWtlmI/80ytae9WjQUCBEBVUY9BPQcbBupRqGdR37LxH374oTnssMPCurqXctVVVxV8L0WvraXptUT9rqnXuSX1WNqjhzHvvedWjRUCBEBVUg9CPQkbDuph/PWvfw3KNJrrD3/4Q7B4o8o0mqtv377mq6++cl6lYVqKXkvS29/ToX178/Zf/uJWiyUCBEDVUk9CPYrM+RtaX2udddYJ/3uPPfYwb7zxhvvUBmnpeS1Bb19HS9OPGTMmWKo+KQgQAFVP80TUw7AzyO3lqvHjx7tVG6Sl5s8999yw96Kl6Pv37x8sTZ80BAgA/D+t7Kul4m2IrL/++kGIaKZ7Q7S0vJaYz3y+lqDXUvRJRYAAgOP+++83m266aRgEGgI8XXuNZ6Hg0aUvW79t27bB0vNJR4AAQD2WLFliLrnkknA3xBO1zIhDS8hrKXkbHFpiXkvNa8n5akCAAEAOPXr0CMLh6quvDn+mJeO1dLyWkLfhceyxxwZLzFcTAgQAcrBral177bXBf2upeC0Zb4NDS8n//e9/d55VHQgQAMjBBsiQIUOCJeJtcOgGu5aQz+cGe1IRIACQw0EHHRQExoorrhj8U0vFa8l4TTasdgQIAOSw+eabh70O9Ua0vAnSCBAAyMFetho0aJBbVPUIEADIwb2JjhoECADkQIBkR4AAQA4ESHYECADkQIBkR4AAQA4ESHYECADkQIBkR4AAQA4ESHYECADkQIBkR4AAQA4ESHYECADkQIBkR4AAQA4ESHYECADkQIBkR4AAQA4npAKkTSpAbiZA6iBAACCHSakAGZkKkNcIkDoIEADI4adUgCxJBcgyAqQOAgQAckkFiEkFiCFA6iBAACAXAiQrAgQAciFAsiJAACAXAiQrAgQAciFAsiJAACAXAiQrAgQAciFAsiJAACAXAiQrAgQAciFAsiJAACAXAiQrAgQAciFAsiJAACAXAiQrAgQAciFAsiJAACAXAiQrAgQAciFAsiJAACAXAiQrAgQAcrn4YmOaNjXmqafckqpHgABAQxYtcn8CQ4AAADwRIAAALwQIAMALAQIA8EKAAIDr3XeNGTTImA4djGnZ0pgWLYxp396YU09Nl2Wj4b565JJPnZhIxlEAQFRGjUoP27UnevehstGj3Wel5RMO+dSJiWQcBQBE4brr0if3FVc0pl8/Y157zZiFC41ZvNiY6dON6d8/XaY611/vPju/cMinTkwk4ygAoFiffWbMyiunT+7jx7ulNVSmOqr7+ee1y/IJh3zqxEQyjgIAijVsWPrEfsQRbkldvXql6w4fXvvn+YRDPnViIhlHAQDF6tw5fWJ/8km3pK5p09J1d9ml9s/zCYd86sREMo4CAIrVqlX6xD5/vltS17x56bqtW9f+uQ2HfB4JkIyjAIBirbRS+sS+bJlbUtfSpem6ek4mNyRyPRIgGUcBAMWKsgeSSz51YiIZRwEAxbL3QPJZtl33SVS3S5faP88nHPKpExPJOAoAKNbQoekTe+/ebkldGqmluhq5lSmfcMinTkwk4ygAoFiffmpMs2bpk/vdd7ulNe66K11H80A0dyRTPuGQT52YSMZRAEAUxoxJn9w123zAgPTsc81CX7LEmBkzjBk4sGYmen1b3OYTDvnUiYlkHAUARGXECGOaNKk50bsPlY0c6T4rLZ9wyKdOTCTjKAAgSrNmpVfebdcuvRJv8+bpfz/llHRZNvmEQz51YiIZRwEAKDkCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4+T/fCC8kQDMDtgAAAABJRU5ErkJggg==)
PN: 2621-1-A5
CAS: 5487-33-2
Molecule Weight: 272.3
Formula: C16H16O4
PN: 2629-1-1X
CAS: 28988-68-3
Molecule Weight: 258.273
Formula: C15H14O4
PN: 2621-1-77
CAS: 1860-58-8
Molecule Weight: 242.274
Formula: C15H14O3
PN: 4657-1-0P
CAS: 299164-71-9
Molecule Weight: 287.315
Formula: C16H17NO4
PN: 2721-1-25
CAS: 120-13-8
Molecule Weight: 210.229
Formula: C11H14O4
PN: 2729-1-08
CAS: 80018-50-4
Molecule Weight: 196.202
Formula: C10H12O4
Melting Point: 100-102 ℃
TSCA: Not listed on TSCA inventory