| Product Number | 2623-3-76 |
| CAS | 1823493-69-1 |
| MDL Number | MFCD28154895 |
| Molecular Formula | C10H10F2O3 |
| Molecular Weight | 216.184 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2623-3-76
CAS: 1823493-69-1
Molecule Weight: 216.184
Formula: C10H10F2O3
PN: 2623-3-75
CAS: 35453-46-4
Molecule Weight: 234.174
Formula: C10H9F3O3
PN: 2621-3-0K
CAS: 812700-19-9
Molecule Weight: 202.157
Formula: C9H8F2O3
PN: 2621-3-0J
CAS: 35480-48-9
Molecule Weight: 220.147
Formula: C9H7F3O3
![Methyl 3-[2-(3-formylphenoxy)ethoxy]benzoate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAA8yAAAPMgGzs9OnAAAChXpUWHRtb2xTb3VyY2UAAHicnZVtb9owEMe/ysmvhx07jyBChVZNmtSq0tpJezeZYGgkEldJePr2O8eBJoEl04Dgh/v/HNt3Ps8fTtkODqooU53HhFOHgMoTvU7zbUx+vn2bRORhMU9QhMK8jMl7VX3MGDsejzR5V5k86ZwmOiPWPjuVaUdzdKkutkw4Dme/np9ea2aS5mUl80QhVaazsu580oms6ln85RUsk8UhzZmVs6w42NF+C8f8HHoq1+RzLV/RtkQUNulOwUYXmazgIByKP+cLbFWuClmpNazO2O1SD9e+mD8/6mSfqbzCqhkhTeTutSr2CXZkeqeSPQ6Gle+PMck4ArLS2bIo5BlMzXRLDlKAdEF6IH2QAcgQZARyCpI7+KCdo4CjgqOEo4ajiKOKo4yjTqBOmHEE+mOnzITezh8KVwUvYJ/L96X13+nDzRUxmfjUdb0QriWu08FpTAQNgtD7bI/pOPa7IeDm4QeaVmNstE3RjBCgLfIuRYQ2XNEUbX50kTSDEzibmXKHhhGOPZlS4Zkyol7Ybgd06tqSB6b0aCBM6dLI/5+2oC43Jae+126P8fb96Hx29f5ivtL5ulWFdB2TFSd1WPxQm1I0kUFAF2tV4GEzAxhpGxBdwMTRMOB2ARN1V0DcA7wbwB9+g98FTERfgeU9IOgCJv6HgbALmNMyDERdwJytYWDaBeqTOLxqY++4rj65I0zf3fVJH2F6HreZYYTpOd1mkhGm53ebeYZ3jfdcbzPVCNPzvs1sI0wvAGwmHGF6MWAz58ge9MLAZtrh4yL6cRCZzDw8N9GPA+8fGHETokKMIO7NybyPsFZuYpdbDKs3NxxrXX8ML/3FH+NGTudjoT/+AAAuFUlEQVR4Xu3dB7hUxf3GcUERQQERNIIFRURFpamgWGJXrDFqAEHsisES29/eEI0FS6yxRLGbiCKIiGKLUcSGBWusaECliLGgUvz9953NIgz33t393e37/TzPfcQ9s3tm9+6d95w5M3OWMgAAHJaKHwAAIBMECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAZA3P/74ow0aNMhatGhht99+e7wZZY4AAZAXf//7322ttdaypZZaypZbbrnw32222cYmTZoUF0WZIkAA5NRrr70WgkKB0a5duxAkOhMZMmSILb/88rb00kvb4YcfbtOnT4+fijJDgADICQXCEUccEQJCQaHAUHAs6j//+Y8NGDDAGjRoELq1hg0bZnPnzl2sDMoHAQKgXhQAl19+ua244orhrKN///72+eefx8UWM2HCBOvRo0co37FjRxszZkxcBGWAAAHg9sgjj4QAUBBsttlm9vzzz8dFavXLL7/Y8OHDrU2bNuH5u+yyi7377rtxMZQwAgRA1t577z3bddddQ8O/6qqr2m233RYCweO7776z008/3Ro3bmyNGjWy448/3mbPnh0XQwkiQABkTA37n/70p9DQq8E/7bTT7Ntvv42LuXz00Ue2zz77hFBq3bq13XDDDTZ//vy4GEoIAQIgLTXkf/3rX0PDrgb+d7/7nX344YdxsZx48sknbeONNw776dy5sz311FNxEZQIAgRAnZ5++mnr0qVLaNA32mgje+KJJ+IiOafAuv76661Vq1Zhv/vuu699/PHHcTEUGQECoEaffPKJ7bfffqEBV0N+3XXXFbxL6euvv7bjjjtuYZfZmWeeGa6ZoDQQIAAW8/3334eGWrPHl1lmGTv22GNDQ15M77zzju28884hzNq2bRuWRfFetEfuECAAFrrjjjtstdVWCw31TjvtZG+//XZcJGPTpk0Ly5aoCyz1o//X416jR4+2ddddN9SvZ8+e9sILL8RFUEAECACbOHGibb755qFh7tChg40aNSouUid1K40cOTJ0N3Xv3t2aNWsWXqu2H21XOZXX87Lplvr555/t0ksvDTPZNaP9wAMPtKlTp8bFUAAECFDF1PAOHDgwNMTNmze3Sy65JDTQmRo7dqz16dPHmjRpEoJBr9OtWzfr16+fXXDBBWGioH504T31bz2u7Sqn8nqenq/X0etl6quvvrLDDjvMGjZsaCussIINHTrUfvrpp7gY8ogAAaqQGlo1uGp41QAfeuih9uWXX8bFaqRrD/fdd18YYptq/Pv27WsjRozIegKgyut5en4qhPS6ev1Mr3G8+uqrttVWW4Xnrr322nb//ffHRZAnBAhQZR544IHQ0KrBVcP7yiuvxEVq9frrr1uvXr3Cc7UEidbAytVEQr2OXi+1tIn2o/1l6t5777U111wzPHfbbbe1N954Iy6CHCNAgCqhBnW77bYLDawa2nvuuScuUqsFCxaErieNytJZi7q68tVdpNfV62s/2p/2q/1nYs6cOXbeeedZ06ZNw6rARx11lM2YMSMuhhwhQIAKN3PmzHBXQDWoaljPPffc0NBmatasWbbjjjuG4NFQ2s8++ywukhfaT2rorvavemRKz9V1Fj1XqwRfeeWVLBufBwQIUMEefvjhcBSvhlTXGaZMmRIXqZOWZe/UqVMIH10zyfRMIFe0P+1X+1c90i0TH3vuuedsk002Ce9fgwR++OGHuAjqgQABKtgVV1wRGs+bbrop3pSWGmvdUVAzwIt9YVr7Vz1Un2xDRCGkpVD0ORTq7KlaECBABdPEQDWcL774YrypTuou2nDDDUOjPX78+HhzUageqo/qlU13lvz5z38On4PuiIjcIUCACuYJEB2x65qDuo2KfeYRU31UL9Uvm+40AiQ/CBCggnkCRKOe9BxdeyhFqpfqp3pmigDJDwIEqGDZBojmXeiiu0Y/ZXOEX0iql+qnemY6T4QAyQ8CBKhg2QSIZn5r8p7mX5T6xWbVT/VUfTOZsU6A5AcBAlSwbAJEy4eorCbxlQPVU/VVvdMhQPKDAAEqWKYBoqN4rUGle23ka4Z5rqmeqq/qne4shADJDwIEqGCZBsijjz4aymktqnKi+qreqn9dCJD8IECACpZpgKSWZP/vf/8bbyppqm9qKfi6ECD5QYAAFSyTAEk1wlrqpBylloKvK/wIkPwgQIAKlkmA6I6AKqNl3suR6q36633UhgDJDwIEqGCZBIhuK6ubSmW7PEipUL1Vf72P2hAg+UGAABUskwDZdNNNrUuXLvHDZUX11/uoDQGSHwQIUMEyCZBmzZpZ//7944fLiuqv91EbAiQ/CBCggqULkKlTp4btQ4YMiTeVFdVf70PvpyYESH4QIEAFSxcgr732Wth+yy23xJvKiuqv96H3UxMCJD8IEKCCpQuQZ599NmzPZDmQUpZahkXvpyYESH4QIEAFSxcg48aNC9tHjx4dbyorqr/eh95PTQiQ/CBAgAqWLkA4A0F9ECBABUsXIFwDQX0QIEAFSxcgalC1vVJGYdUWEARIfhAgQAVLFyBaBl03ZhowYEC8qayo/noftS3rToDkBwECVLB0ASLdu3cPP+Us3XsgQPKDAAEqWCYBMnjw4HB/8bpWsy1lqrfqr/dRGwIkPwgQoIJlEiD3339/KDNmzJh4U1lQvVV/vY/aECD5QYAAFSyTAJk5c6Y1atTIDj300HhTWVC9VX+9j9oQIPlBgAAVLJMAkT322MNWXHHFsrkfeorqq3qr/nUhQPKDAAEqWKYBcu+994ZyKl9OUu9P9a8LAZIfBAhQwTINkLlz59oaa6xhG2+8ca1DYUuN6qn6qt6qf10IkPwgQIAKlmmAyBVXXBHKlsutbVO3slW90yFA8oMAASpYNgHyww8/hKP59u3bl/y1ENVP9VR9Ve90CJD8IEAqyfDhZj17mi2/fPJH/77ttrgUqkg2ASKpayHnnntuvKmkqH6ZXPtIqfoAyVPbQIBUikGDdGNos0cfNfvuO7Pvvzd77DGzrl2T21CVsg0Q2WWXXcLEvBdeeCHeVBJUL9VP9cxUVQdIHtsGAqQSPPSQ2QYbJL8cMT22/vpmo0bFW1AFPAEybdo0W3nllW3ttde2GTNmxJuLSvVRvVQ/1TNTVRsgeW4bCJBKsOuuuiFC/OivdJrfu3f8KKqAJ0Dk0cTR6tJLL229evWyH3/8Md5cFKqH6qN6qX7ZqNoAyXPbQIBUglatzL76Kn70V198Yda6dfwoqoA3QOS6664Lz9UkvWJfVNf+VQ/VR/XKVkUGiIL9/PPNmjdPdk/VJM9tQ8UEyMSJE2311VcPyxoU+8tecIkjMps3L370Vxojv8wy8aMVTTcYUjfHX/7yl3hT1ViwYIHtv//+oeG88MIL480ZSV2s3mmnnex79Z0Xgfar/Xsv7muOiM5c9Py61ssqK3//u1m7dokWPNGE//a3ySCoSZ7bhrIPkKlTp9rAgQOtQYMG4cKaviTqI62YL0om0h1lfPllvY4yysnrr7+e+Hv6bfgepL4Pm2++uesIvJzp1q5a3lzvX38b+u/OO+9s77zzTlw0rYsvvjg8X5P2Pvzww3hzXml/2q/2r3pkSwstduzYcbHPoU+fPvbpp5/GRcvDpElm22yTDI611jL7xz/iEovLc9tQtgGis4yhQ4eGm8g0bNgwnHl8mfgwNKxvzTXXDF+UbbfdNjQoFU+jUdL1c6ovtILp4uqRRx4Z+sebNm2aOLM/37755pvQ6DRPnOKr8TjooIOyuvBajqZMmWJ9+/YN3/+WLVuGM7DZs2fbGWecYY0bNw6LDh533HH29ddfx0+t01133RU+V607deedd8ab80L70f60X+0/G++++24YpaXPoU2bNjZ8+PDwHfnjH/8YDiyaNGli55xzTkZzSErC9Olmhx+ePKPQMFzdQTKTa1N5bhvKMkBGjBgRzjL05dhqq63slVdeWWz7nDlz7LzzzgtfPDUoRx11VMmNJsmpBx8069QpOTwvpse0beTIeEtFUPeEZiKrodH3oX///vb5558vVkYHFoccckg40GjWrFnozqm0bk41hOreUcOoBvLoo49eYnXajz/+2H7/+9+Hz6lV4sj0+uuvt/nz5y9Wpi46GFtvvfXC83v37m3vvfdeXCQn9Lp6fe1H+8vmIFDBePzxx4egVGCefvrp9l00Amny5Mm2/fbbh9dXt3e24VRQ6mIaNsysRQtLHAXp1ou6D3FcqnZ5bhvKKkDeeOMN22677cIvXmcZ99xzT1xkMZ999pkdcMABobwamCuvvDLtmjlloaY+zSOO0G3ZkuO79cXQkdX48cnHtG1RNT2/DI0dO3Zhg7bpppva888/HxdZzMsvv2xbbrllKK9ZzOWyZEc6d999d5iRrfelv48333wzLrKYp556yjp37hzKq3voySefjIvUSsGrsxk10Do401nd22+/HRdz0evo9fS6en3tJ9OgVxDecMMN1rp16/C+9tlnH/voo4/iYot5MNG46nug8rpGou9HSdH9WTp2THZX9ehhNmFCXKJm8d93Nm1DlsoiQHQkNWjQoIXdEzrS0llGpp577jnbZJNNwhdl/fXXz3oIYMlIBGIiEZMXvWr6o7311uQXLfEZhR/9+29/i0tZ4rDLEi2uWZoGt1QteoS66qqrJt72rVktAJhtg1uq6hOIngZ3UR988IEdeOCB4W8y1QDr9XSWkw2V1/NSF7n1enpdvX6m6hOIP//8s1100UXhzFRnqAcffLB9UdsF6QKZ/e67ya4nBUebNslZ5Jl8v3W2kfge2I47xlsybxuyVNIBMi+RpFdddVXoy9WXo1+/fqGP10MjUtTQ/OY3vwmvtdtuu9n7778fFytNCsvzzkv+4tUHqtmj9TmTuukmS5ySJb+g/fubRV0+pUp9+SeccEI4Ol122WXt1FNPtW+//TYulpFMunxK1awcdsll0uVTFzX0+j0oyPV3pZ8OHTqErrIzzzwzXHvQz2OJo9/Uv/W4tqtc6jl6vl4nm+Cob5fconRtTOGha2X6TDXsV+FSSPp+63fx+8Tv4vXE7yLxyzDL5Ps9ebLZ9tsn/551cPjII3GJvCnZABk3blw4W9CXQ2cP//rXv+IiLrp/8v/93/+FBkh/NCeeeGK42FqydJFrzTWTX45tt1VHdFzCR9eEjjwyGUgKJo0nz+KsrpDUKNx4440Lj5b33nvvnI0Gqumi8/y4C6BUJBq0Xy6+2C7Iw6CAmi46Z3NWp4M9/Y2effbZYRScGvRUONT0o+0qp/J6np6fKQVcfQcF1Oall16yLbbYItRxnXXWsZH1uD6QqfhscL/E2eDsTM4GdcDzxz8meyQSB0J2zjnJ7qkCKrkA0VnB7rvvHj5InS38LXGapbOHXNORzl577RX2o/kCNyWOyvOxH7dXXzXbeutkcKy9tm5cHZfIDQWSxpFrPxpXXteIjSJ45plnrEuXLuH3tOGGG9oTTzwRF8mJ1LDXtRP7eUhLP6i/uJRoSYrEEbt+T5M339zey9Ow5EWHvfbo0cMmZNrvXoPp06eHC9ZPP/30wh/9vx73UKDdfvvt1rZt21A/77DkTGgEmC6waz877LCDvfXWW3GRnNBnkup+22ijjTLrflPYXn212UorJf9u+/QxK9Kw5JIJEJ0FnHTSSeHMQD+nnHJKOFvIt/Hjx1unTp3CL7Br166hwSoqjdk+7DCzhg3NVljBbOhQXbmMS+WexpNrXLm+kAoujTcvok8++cT222+/8HtZKfGHcu2112Z1lOqhA4gJt9xis1ZZJfk56Dap//53XKywdK1Lfdqqz2qrqWWLS+ScBpoMGzbMWrRoEc50BgwYUPQZ3FpAsWfPnuH7sO6669rDDz8cF8k5TWDUGdJyyy0XujkHDx5ss2bNiou5qPtt3333De8nq+63xx9Prm2l70O3bmb//GdcoqCKHiD6o7355pvDWYA+zD333DOrftBcUMN0zTXXhIZKddDsXTVgBaX+1ssu+3W43oEHapZkXCq/NK78gguS48wVYBp3XtckpDzQH+1ZZ5218I/2mGOOydkfbcZ04HLyyZY4kkn+6N8FOJhZjN5z4r2H7onEZ5H4UGoeiplHOlM4PPEd0IXt5RPfiQsS341Cr4ul4NJFdQWZAu2yxN9IoUdSatJhaka/2gi1Fd6DGXW/6RpQqvvt2GOPzaz7TW1iom0MwZFoKxONphrPuFTBFTVA/plIz26JFNUvZoNEqj6udC0iNVQ6ylDDpQZMRx+FWL5hqo6mEkdV4cuhdfqLvYy2jjY13lxBpkBTsBXgj1brNq2WOMrW92HHxFF3roaHuunsQ2ch+r3orCRxdpL3P1o1TImzrYXdE4mzMCv0wUxkUuJsdOvEWal+L2slzlL/kW72cw5oUIACKzVR+LDEWflXBT6Yiam9Ui+FPgf1Wqj3Ilup9by0NEsm3W9zEgcus0455deDmZNOUndNXKxoihIgSvQ//OEPCxP96quvdid6rvtZRf2d6vdU/dQPmq+Zt/oCqR93YGI/U9q2Nbv99syG6xWK+r813E8NWceONk3j0vNAy4xouRF93hqZM6oey0vnha6HpLoNNHb+2WfjErmh6zsbbpjcj+7fUOzu1Mh9991n7dq1C78nXQDPZoJfNrQMUWqisILrVV0PLBHqMdH10lSPia6jZtNjotDJ5Dqe9qPrv+v/5jd2jb4Pu++uC8RxsaIraIBo6KSWD0gNndSyAtkMnSzkSA956KGHwkgMvZZGZmiERi7olFUjR1JDJ4eecYbNzWLoZEEp0IYPt8/btLGDE5+DRupoxE4uaASRRhKpe0LLjWjZkUIPncyYvjtamLFly2QD37evhnDFpXw0omzvvX/tnrjxRg3NiUuVBM2/0jIxqVUejjjiiJyt8qBA0vJD+nvTROFM7zZYDLpmqxGcqSHlGtmZq2u2aqsWnbf2yrhxcZGSUbAA0XIBqVENWkZAZwmZKuZYczVoGhOuseFq6DRW3Dt0UhfJdLEsFXyqX7YTr4pFATf09NMX9t1qvHpGfbc1UPeE5i6kJm9pToOWGykLOuA5+uhfh05qTaJYprcPVXeYxvqrayLxmdoJJ2gyQFyqJGm5GC0bo++xVnnQcjLeaxPxOmZahiibicLFpFGjmlOmz0GjRjXXzDuaU0PKNddNr6Uh5ZoDl+1Bb6HlPUA0WzY1y1SzZbV8QKZKabarZqcuOnlLs1ezOVrW8LzUqqIatqfZs+VIs5U1a1nvQ+PW9blmNHrkfzRbOrV8hGZRl9zyEZnS7PXttks2/IseUGRz+1BdY9E8HN3QJ0/rSuWblo/RMjL6fWpZGS0vkykFjpYXSq1jpmWHtPxQOdLqFovOW9PqF5lSWGpSa+qsTqtuZNMzU0x5CxA1uDpa9zS4pbrejmQbiPVtcEtVtoGo5UJS65hpGREtJ1IRFj1j8Nw+tEzOOOqi+Rk68k71EGSy0OKiDa4CKJsGt1R5AlHr+aVWD9ffh9b7Kyc5D5D6dvmUw4qfkq5LTsP1tCxELrp8SlUmXXI6ktIyIakltHWkVTZLaGcrz7cPLXVaVkZdxKlVHrTsjJbnWFQuu3xKlbrktAJ4XV1yWkFcK4nrc9CAAa0wXo5yGiCa9l+fi87lds+BmgYF6MujazBaDkKfQy4vOpeqeFCAzurUcGhZkNQ6ZlouxLuOWdlId/Oeet4+tFxomRktN5M669YyNBoin6+LzqWqpkEButanexepZ0ZDlHVPo2x6QEpNzgIk1a/tHfZaznc907Bk3eVMz0/d9UzLQWhZiGqSGpas95+6G6CWB9EyIVVB1zPquuipi8y6+F4lNFxVy88s+n3IdthrJVh0WLI+B7URuouq7qZa7nISIOoD1Yez2WabuSbeqVtDzy/n+y6Lvih6vi4Oe0ekVALNF1hllVXCSKtK656oU7ozkHrePrQcaRSRzkjVXfVIAVeJLTU6y9BkSB1gT5w4Md5ctnIaIFp2IlvXXXddeK5maBb7VE77T80UVb2ypWUX9FxdA0IVyvPtQ4FSU9QA0UgMXWjSqKZCr7FTG9VD9VG9sr3xFAFS5fJ8+1Cg1BQtQDQyS8sBqG8wVzNZc0X1Ub1Uv2xGkBEgyOftQ4FSU7QA0egkXVDSMs2lSPVS/VTPTBEgCPJ0+1Cg1BQlQDScrT4XqwsldXE/0zV5CBAA1aTgAaK5E5qJrGG/xb5ono7qp3qqvplMfiNAAFSTggeIFl1TWa2JVA5UT9VX9U6HAAFQTQoaIJoboaN5TdrTc8qB6qn6qt7p5nYQIACqSUEDJHXtQ3eeKyeqbybXQggQANWkoAGiSXpad6rUr33EVF/VW/WvCwECoJoULEC0KqsWUtNCYuVI9Vb961qnnwABUE0KFiCpdaLKdYFB1Vv11/uoDQECoJoULEAGDx4cJuaV6xLOqrfqr/dRGwIEQDUpWIBoWW/9lLN074EAAVBNChIg2q6bpwwYMCDeVFZUf72P2oYgEyAAqklBAiTVsA4ZMiTeVFZUf70PvZ+aECAAqklBAuS1114L22+55ZZ4U1lR/fU+9H5qQoAAqCYFCRDd0lTbdae6cqb6633UdotWAgRANSlIgIwbNy5sHz16dLyprKj+eh96PzUhQABUk4IECGcgAFB5ChIgXAMBgMpTkACZOnVq2F4po7D0fmpCgACoJgUJEGnWrJn1798/frisqP56H7UhQABUk4IFyKabbmpdunSJHy4rqr/eR20IEADVpGABctxxx1nDhg1t1qxZ8aayoHqr/noftSFAAFSTggXIyJEjQ5lyuZVtLHVrW72P2hAgAKpJwQJEq9k2adLE+vbtG28qC6q36l/XasIECIBqUrAAkT59+qRthEtRKvxU/7oQIACqSUED5NFHHw3lLr/88nhTSVN9VW/Vvy4ECIBqUtAAUbnOnTtb27Zty+a+6Kqn6qt6q/51IUAAVJOCBoiklgO55JJL4k0lSfVUfTNZhoUAAVBNCh4gKturV69wY6bPPvss3lxSVD/VU/VNd/YhBAiAalLwAJHXX3893F985513tgULFsSbS4LqpfqpnqpvJggQANWkKAEiF1xwQXjO0KFD400lQfVS/VTPTBEgAKpJ0QJER/g77rijLb300nb//ffHm4tK9VG9VL9szpAIEADVpGgBIloeZMMNN7TGjRvb+PHj481FoXqoPqpXtsuuECAAqklOA2Trrbe2uXPnxpvr9Pnnn1u7du1Co13sMxHtX/VQfVSvbD3++OPhc6hrvSwAqBQ5CRBZddVVQ+O53nrr2SOPPBJvrpMa606dOoVuI117yKbbKBe0P+1X+1c9sg2PGTNm2JFHHhmer59rr702LgIAFSdnAaKzkNtuu21hkPTu3dvee++9uFit1F2kaw56rkY/FWqIr/aj/Wm/2n823VY627riiitsxRVXDM8/4IADClZvACi2nAVIyrfffmunnXZa6Apq1KiRnXDCCTZ79uy4WI10JqBRTxo6q/kXmsSXrxnrel29vvaj/Wm/2Zz5aFkTnW0pOHSPkOeeey4uAgAVLecBkvLhhx/a3nvvHRrY1q1b24033mjz58+Pi9VI8y40eU/PbdOmTViLSsGUC3odvZ5eV6+v/WQ6z0Pef/9922233cJzdbZ16623ZjTJEAAqTd4CJOWJJ54II5rU4OqOfk8//XRcpEZqlLV8iNag0nNTS8GPGDEi4zOaFJXX81JLsuv19Lp6/Uwb/2+++cZOPPHEcFa17LLL2qmnnlp2qwoDQC7lPUBk3rx54cJyq1atQuO933772SeffBIXq9XYsWMXLgWv5zdo0MC6detm/fr1C11Pw4cPDz8Kq9S/9bi2q5zKp0JIr6PXy5S6tW666SZbeeWVw2vstdde9sEHH8TFAKDqFCRAUnSBWnNFdM1hueWWs7POOsu+//77uFitvvvuu3BHQA2T7d69uzVr1iw06rX9aLvKqbyep+dn45lnnrGuXbuG19LorFKZqwIApaCgAZLy9ttvLxxxtdpqq9kdd9wRF8nYtGnTbNKkSaFrLPWj/9fjXjo72n///UP9VlppJbvmmmvCWRQA4FdFCZCUUaNGWYcOHUJDvfnmm9uLL74YFykonQ2dffbZ4exIZ0mDBw/OalgvAFSTogaI/Pzzz2E4bfPmzcO1ioMOOqheZw9ed955p62++uohzHbYYQd766234iIAgEUUPUBSvvzySzv00EOtYcOGYW7GhRdemLc5IIt66aWXbIsttgjBsc4669hDDz0UFwEA1KBkAiTllVdesS233DI06O3bt7cHHnggLpITOsvR2Y7OenSx/eKLLw5nQwCAzJRcgKTcfffdtsYaa4Qg2W677ezNN9+Mi7goJC666KIQGjrbOeSQQ+yLL76IiwEA0ijZAJEffvjBzj333DB/Q4sUDho0yGbOnBkXy9iDDz4YzmoUSpqB/vLLL8dFAAAZKukASZkyZUqYRa6Gv2XLlnbVVVdlNax28uTJtv3224fn66zmrrvuiosAALJUFgGS8uyzz4aJgQqCDTbYwMaNGxcXWYzOVo4++ugwJFdnMeecc044qwEA1F9ZBYhoaZFbbrnFVllllRAke+yxh/373/9erIzOTq6++upwtqIyWr7k008/XawMAKB+yi5AUrSQ4SmnnBIWNtTPySefHBY81F0BdXai4NA6WDprAQDkXtkGSIrOPnQWosDQhXb9V2cnN998c1b39wAAZKfsAyRFEwAVHuuvv344EwEA5FfFBIi6tBQgp59+erwJAJAHBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHCpuADZf//9400AgDyouADRz0477WTvvPNOXAQAkEMVFyC9evWyxo0bW6NGjey4446zr7/+Oi4KAMiBigsQXQP5+OOPbd999w3/36pVK7v++utt/vz58VMAAPVQMQGiLisFxmGHHbbwsaeeeso6d+4cHt94443tySefXOQZAID6KPsAmTNnjp133nnWtGlTa9CgwRKjsHTmccMNN1jr1q1DkOyzzz720UcfLVYGAJC9sg6Qyy67zFZYYYUQDNtuu6298cYbcZGFZs+ebccff3y4NqJrJAqa7777Li4GAMhQWQbIq6++altttVUIDp11LLPMMnbSSSfZN998Exddwrvvvmu77LJLeG6bNm1s+PDh9ssvv8TFAABplFWAfPXVV+EaR8OGDcOZx9ChQ+2tt96yPffcMwTCKqusYjfffLMtWLAgfuoSxowZYx07dgzP69Gjh02YMCEuAgCoQ1kEyM8//2yXXnqpNW/ePJxxDBw40KZOnbpYmccff9w22GCDEAjdunWzZ599drHtNZk7d64NGzbMWrRoYd0TrztpwACz//wnLgYAqEHJB8jo0aNt3XXXDcHQs2dPmzhxYlxkoXnz5tnVV19tLVu2DOX79Oljn376aVxsCdOnT7eRhx9uC5Ze2mz55c2GDDH78ce4GABgEaUbIO+8Y4/stJO1TQRB27Zt7fbbb8/4WsXMmTPt6KOPDtdGmjRpYuecc4798MMPcbElTZpkts02iU8l8bGstZbZP/4RlwAA/E/pBYhmjh97rCVaf5vauLGNPPNM92ipyZMn2/bbbx/ORlZffXW766674iI1u+8+s3btkkHy29+avfZaXAIAql7pBIhmil93nVmrVsmGe999zT7+OC7l8uCDD1r79u1DkGipk5dffjkusiR1YZ1/frJLS11bRxxhNmNGXAoAqlZpBIhmiG+0UTI4Onc2e/rpuES96UL8RRddZM2aNQujuA455BCb/sUXcbElff65Wf/+ybqtuKLZ5Zfr6ntcCgCqTnEDRDPC99kn2Ti3bm32178mz0TyaNq0aXbwwQeH0VwnJ8Lkx4svVrrExZb0/PNmm22WrOt66+Ul5ACgnBQnQL791kxLjjRubNaokdnxx2uqeFwqr95+6SWbuMUWyUBYZx2zhx6KiyxJF/Fvu81s1VXNunePtwJAVSlsgKgBHj7crE2bZMO9yy6aGh6XKqw77zRbffVkfXbYweytt+ISS9KIrv/+N34UAKpK/QNEgdCzZ/Jis370bx2lxxJH/NajR7Kh7thRU8HjEsXz/fdmZ59tttxyYfSXDR5sNmtWXKpumX4OAFAh6hcggwaZdeli9uijZhpqq4b4scfMunZNblvUBhuYtWhhNmxY6V6E/uQTM90SVyG30kpm11yj2YlxqSVl8zkAQIXwB4iuGSgUapqjocfWX99s1KhfH9OQ3GyP6ovlmWeSjb+CpFMns/Hj4xK/yvZzAIAK4Q+QXXdNTrirzb33mvXuHT9aPrQg4003ma28cjJI9tpLa57EpSr/cwCAWvgDRBP+vvoqfvRXmmOhobnlTkvEn3hicrSYLrjHquVzAICIP0A0O7uu6wO6zqEL0pVizpz4kaRq+xwA4H/8AZLuyPvLL6vjyJvPAUCV8geI5nCk6/vX9YFKx+cAoEr5A+TBB5MjlDRkNabHtG3kyHhL5eFzAFCl/AEiWqFWS3pozoMaS83Q1pBXPaZt1YLPAUAVql+AyK23JmeYN22a/NG///a3uFTl43MAUGXqHyAAgKpEgAAAXAgQAIALAQIAcMldgHzwQe2ztQEAFSd3AdK8udkZZ8SPAgAqVG4CRHca1Iq1xxwTbwEAVCgCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuOQkQH5JBMixiQC5nwABgKqRswBZKhEgxxAgAFA1CBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOCSkwCRgQMH2qhRo+KHAQAVKmcBAgCoLgQIAMCFAAEAuNQ7QMaNG2e77767tW7d2ho3bmzrrLOO9e3b1yZMmBC26+J6XdJtBwCUpnq13meffbZ1797dHn74Yfv6669tzpw5ITj23nvvhcGQLiDSbQcAlCZ36/3YY49Zly5dQmjU5Pzzzw//TRcQ6bYDAEqTu/XeY4897IEHHogfXkK6gEi3HQBQmtytt655TJ8+PX54CekCIt12AEBpcrfeyyyzjM2bNy9+eAkKiHQ/AIDy4269dQYyY8aM+OElpAuIdNsBAKXJ3Xpr6C7XQACgerlbb83/6Nq1q/3444/xpmDIkCHhv+kCYtHtI0eODCO7mjZtaptuuqk988wzi5QEAJSSulv3NM444wzbZJNNbMyYMfbNN9+EMHnhhRfc80AOPPBAe//998PQ4LvvvtvatGmzSEkAQCmpu3XPwNixY613797WqlUrW3bZZcNM9H79+oUgkWwCJOWnn36yESNGWOfOneNNAIASsWTrXWSpkVktW7ZcGEIAgNJTcgEiqS6sDh06xJsAACWipALkyCOPtClTpoQAuffee22NNdaIiwAASkRJBcidd95p7du3txVWWMF69eq1cEVfAEDpKakAAQCUDwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMDl/wGFr5JeZIa3fQAAAABJRU5ErkJggg==)
PN: 2623-1-41
CAS: 937601-94-0
Molecule Weight: 300.31
Formula: C17H16O5
PN: 2623-1-3H
CAS: 350989-42-3
Molecule Weight: 194.23
Formula: C11H14O3
PN: 2623-1-Z2
CAS: 59516-96-0
Molecule Weight: 259.099
Formula: C10H11BrO3
TSCA: Not listed on TSCA inventory
