| Product Number | 2623-3-0A |
| CAS | 777-70-8 |
| MDL Number | MFCD06659702 |
| Molecular Formula | C10H11FO3 |
| Molecular Weight | 198.193 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2623-3-0A
CAS: 777-70-8
Molecule Weight: 198.193
Formula: C10H11FO3
PN: 2621-3-6R
CAS: 404-98-8
Molecule Weight: 170.139
Formula: C8H7FO3
PN: 2623-3-3D
CAS: 1247636-15-2
Molecule Weight: 198.193
Formula: C10H11FO3
PN: 2621-3-6N
CAS: 370-58-1
Molecule Weight: 188.13
Formula: C8H6F2O3
PN: 2621-3-6L
CAS: 366-56-3
Molecule Weight: 188.13
Formula: C8H6F2O3
PN: 2623-3-10
CAS: 14742-37-1
Molecule Weight: 270.155
Formula: C10H7F5O3
PN: 2621-7-0Q
CAS: 331-41-9
Molecule Weight: 204.58
Formula: C8H6ClFO3
![2-(3-Fluoro-phenoxymethyl)-[1,3]dioxolane](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACJrAAAiawFttOFqAAACJHpUWHRtb2xTb3VyY2UAAHichZRta+MwDID/ivDnmx3bcV5K01E2BgcbB7cd3LfDTdwu0MQjSd/+/cnpy9VtLyVJpUp65FhSPH7cVktYm6YtbZ0RTgMCps5tUdaLjPz6eHlIyONknGMQBtZtRj677mvE2GazofmnqfTW1jS3Fdn7R9u29GI2ktpmwUQQcPb77fW9Zx7Kuu10nRuk2nLU9sZXm+uuf4v/LMEq3azLmu3DWdWs99n+iMDdAd22Bfm3lyf0TRGFebk0MLdNpTtYi4DiHXyDhalNoztTwGyHZklD3Ptk/PZs81Vl6g5Vl6HM9fK9a1Y5Giq7NPkKk6Hy/TkjFUdAd7aaNo3egdOcWXPQArQEHYJWoCPQMegEdAqaB/ign2MAxwgeYr2Xxi34sfsyGXmBp9P1w//FYomMCBpGiQBJk4CnoCiXSkGExlQcxcF40xfTmCuOQsg+Mkp7IYSUh5wEdrgMl1RxFQAXNA6dvPzPsY5OBjSUKBOapL3gAkVEVYIC08dpAiEVXImjOBgPCbCC7FTCyXhm6+JMhbLIyIyTvrY/zbwVh/ISsE1hGnxPl8CFngPCB1wzTsD0FiB9wLVuGAh9wDV6GFA+4MZiGIh8wA3R8KZjH3AjNwwkPuAGdBhIfaAf52HC+b3W9eN/h7lsd/+53GEuOr7/vO4w8no795Dwqin8zqBwdTWLtxF2NvrseNKgenUKsbMjiuHBPPkLHBqwauT9l94AAD6gSURBVHhe7d0HmFTV3cdxOiggSBEsCKhYUFFCrCEEW/TF2FsM6guWoPJaokHFir4o0UgwlkAgKFgAYyG2iKJRRMWGvAYkYENAVERBQHr5v/ubdXZnzp1ldufO3Cnn+3me8zzKnnvnzj0757dz7z3n1DIAADJQy/0HAACqgwABAGSEAAEAZIQAAQBkhAABAGSEAAEAZIQAAQBkhAABAGSEAAEAZIQAAQBkhAABAGSEAAEAZIQAAQBkhAABAGSEAAEAZIQAAQBkhAABAGSEAAEAZIQAAQBkhAABAGSEAAEAZIQAAQBkhAABAGSEAAEAZIQAAQBkhAABAGSEAAEAZIQAAQBkhAABAGSEAAEAZIQAAQBkhAABAGSEAAEAZKToAuSvv62VUQEAZFfR9axuMFS3AACyq+h6VjcYqlsAANlVdD0roQAAhaHoemECBAAKQ9H1wgQIABSGouuFCRAAKAxF1wsTIABQGIquFyZAAKAwFF0vTIAAQGEoul44MUCqW4BMLF682CZNmuT+M4AfFV3v6oZDdQpQE+vWrbMrr7zSateubbVq1bLWrVvbW2+95VYDvFd0vasbDtUpQHVNnDjRdt1111hwJBaFyTnnnGOLFi1yNwG8VXS9K8GAXJg5c6YdccQRgeBwS5MmTWzw4MG2du1adxeAd4quFyZAkE3fffedXXzxxVavXr1AWDRs2NDatWsX+HeVjh072uOPP+7uDvBK0fXCBAiyYcOGDXb33XdbixYtAuGgcvrpp9vnn38eqztu3DjbeeedA3VUDjvsMPvggw+cvQN+KLpemABBWC+++KJ17tw5EAYqXbt2tSlTprib2OrVq23QoEG29dZbB7apW7euXXjhhfbtt9+6mwElreh6YQIEmfr444/t+OOPDwSAip60GjVqlG3atMndLMn8+fPtzDPPDGyvsu2229pdd90V+3YD+KDoemECBDW1fPlyu+qqq6xBgwaBTl//pkd2v//+e3ezLZo6dap169YtsD+VPffck/Ej8ELR9cLZDJDVKxbbk7f+1EZf0tjefPRyW7tqqVsFRUzfJkaPHm1t2rQJdPIqvXr1srlz57qbVVu6/R977LGh9g8UuvC9cMSyGSAzJv0haX9jr2hlH04Zbps3bXSrosik+4bw/PPPu5tkTN9wBgwYkNVvOEAxCN8LRyybAfLpe39P2l+8PHbzvrZozr/c6igCCxYs2OI9imHDhtn69evdzbJC91iOO+64wOuqVPceC1BMwvfCEctmgMh/po6ysb9rGQgRlReHn2wrlnzmboIClO4pqX79+tmSJUvczXJCT3nttddegeNQqeopL6AYZacXjlC2A0R07+ONCZfaqIvqB0Lkbxc3tHcmXmvr1650N0OBGD9+fJXjNHr27JmXcRo1GWcCFKvs9cIRyUWAxC37crY9d9cvAyGi8tBVO9jcaWPNNm92N0OeTJ8+3bp37x7onFUKZaS4xoZUNdJ9q622shtvvNFWrVrlbgYUhez3wiVg/gfP2ITrOwVCRGXikINs8afT3E0QIU2zft5551mdOnUCnXKhzlWlubYOP/zwwPGq7LTTTvbwww+7mwAFjwCpwqaN6+2DF/5oD1zWLBAif+1X2/51/9n2w7Iv3M2QQ5pm/Y477rBtttkm0AkXy2y5Vc32q3LooYfau+++624CFCwCJA2NFZky9jwb2a9OIEjuv6SJTX/uf23jhsL6a7cUPf3009apU6dAp6ty0EEHFdV6HQrC2267zZo2bRp4L/pW1adPH/vqq6/czYCCQ4BU05L50+2pP/48ECIq467taJ9Of8zdBFkwe/ZsO+qoowIdrcoOO+xgY8eOtc1Fel/qyy+/jIVFfOGqxKJwGTJkSCxsgEJFgNTQJ++Mt0eu2TkQIirP3NnTvl34f+4myMDSpUvtkksuSXnzWdOsX3fddbZyZWk8GffOO+/YIYccEnifKrrcpcteQCEiQDKwYf1qe++ZQTb6f7YOhMjIC+vaaw/91tasjGbMQanZuHGj3XfffdayZctAZ6pyyimn2GeflebYnIceeih2Q919zypa7GrWrFnuJkBeESAhrFy6wF7+228CIaLywOXN7d8vDYvdjEf1vPzyy7bPPvsEOk+VLl262CuvvOJuUnJ++OEHu+GGG6xRo0aBc6BvY/37948tggUUAgIkC7765PXYpIxuiKg8esMetmBW9uZdKkWffvqpnXTSSYEOU6VVq1Y2YsSI2DcTn2iQoQYbuudDRYMT77nnHqaNR94RINmyebPNeeN+e+j3bQMhovL83b3s+6+ZmTXRihUrbODAgbF7Gm4nWb9+fbv88stt2bJl7mZe0bQn+++/f+D8qGhRrMmTJ7ubAJEhQLJs3Zrl9tYTV9moixsEQkRTpUz7+xW2brXfM7PqqakxY8bY9ttvH+gUVY4++mj7z3/+427mLU3AOHLkyNiEjO65UtEiWZrIEYgaAZIjyxd/bJPuOz4QIipjr2xt/3ltZFlH6t/MrG+++aYdcMABgU5QZffdd7dnn33W3QQ/0pTwV1xxRezbmXvuNG28Fs3S1PJAVAiQHPti9mT7+02dAyGi8vj/7m+L5r7qblKSvvjiCzvrrLNSjnlo1qyZ3XnnnTmbZr3UaJEqLYblnkcVLW6lRa6YNh5RIEAisGnTBpv1r3tszO9aBELk1l/XshG3nGZfL5rnblYS1qxZY7fccos1btw40NlpmvXzzz/fvvnmG3czVIMWxdLiWO55VdFiWq+//rq7CZBVBEiE1v7wnb0+rr+NurBeLDzu7lvLrvxVLTvloFp2yF6NbMjgG2KPcZaKv//979ahQ4dA56bSo0cPe//9991NUEP61qZFspo3bx44xypaXEuLbAG5QIDkwdJFs+zZPx1hg06rZX161rLD9q5lHbfThIDlM7NqQFkxmzFjhv3iF78IdGYq7du3t0cffdTdpGDo8dl58+bF3oPGncSL/l//XqhreGixLC2apW917jnXIltabEuLbgHZRIDk0b+n/cN+e+Ku1qV9Ldtm6+QPvaa20BQXxUSXoi644IKUnZguYelSli5p5ZNuMr/99tuxp8CuvvpqO/nkk2ODF1OtZ76lovraTttrP9qf9pvvm9haPEuLaLnHq6JFt7T4FpAtBEierV+/zu778x9SzsyqG86abE+T7hUyXUYZOnRolZdRevfubQsXLnQ3i4QWa9ISs9dcc40deOCBKdcQyWbR/vU6ej29br4Wi3rsscdii2q5x6fy85//PLYYFxAWAVIgNH133759U3ZwChdN/12IM7M+99xztsceewSOWUWP677xxhvuJjn39ddfx+4L6D5LTb9ZZLvo9XUcOh4dV5S0qJYW19IiW+5x6fdMi3JpcS4gUwRIgdGCQlpYyP3Aq+yyyy725JNPupvkxZw5c+yYY44JHKNK27Zt7YEHHoh0mnVdGpswYYIde+yxKWfwraroW5O+Mehbkmb41b0CPVKsS1IqGukd/2/9u36ueqqv7ar61pWq6Lh0fDrOKC/laZGts88+u8pHqLVIVyH+cYLCR4AUKC1x2q5du8AHXkVLo2qJ1HzQ1CKaYiTVYDZNSaJLN5qiJCq6sa0JBtURusfjFo18V8f/l7/8JTZFSLb++tZ+tD/tV/uvaoR9YtHx6rh1/FGZNm1abPEt91hUtFiXFu0CaoIAKWC6fn7jjTfaVlttFfjA66/Ziy66yL799lt3s5zQZIZ//etfY5MbuseicuKJJ9onn3zibpYzGkyn+0OpgixedONeN7nvvffe2MJUUdLr6XX1+qnGwMSLjl/vQ+8nCvpWqEW4tBiXeywqv/zlLyM/VyheBEgR0KOjZ5xxRuDDrrLtttva3XffndOZWfUY63777Rd4bRU9ifTSSy+5m+SMvnnpXKR60ktF1/a1doY6yXzdwHbpOHQ8Oq5U97hU9H70vqL6ZqnFuHQprqqJLC+99NLYol7AlhAgReS1116zrl27Bj7wKnvttVfsqZ9s0uWVU089NfBaKlrwSQs/RTXNuh6Pveyyy6q8v6HxJVoCNl9Pe1WXjk/HqeN134OK3p/eZ1SPA2txLi3S5R5HvI11WS6qNkbxIUCKjOY4GjVqlG233XaBD7zKcccdZx999JG7WY1oNPz1119f5aJGWmo2ykWNxo0bV+V9BV27v//++4tuHi0dr45bx+++JxW9X73vqPzrX/+KLdrlHofKvvvuG1vsC3ARIEVKM7NeeeWVKR9T1b8NGDAgo79iH3zwQdtxxx0D+1Q58sgj7cMPP3Q3yRkFoR4YcI9DRZfONCiu2P861vHrfVS1EqPef9g/CKpLxzJ8+PAq73Np0S8t/gXEESBFTjdf9Wio+2FXqcnMrG+99ZYdfPDBgX2o7LbbbvbUU0+5m+SUpnNJNX5Bq/FphcLqvKdiovej96X3575nnYcop7fRk3a6jJbqAQXdM9EiYLqHAhAgJWLSpElVzsz6k5/8xKZOnepuEqMxAuecc07KMQLbbLON3X777ZGOEdB8TRrg5h6Ljk8DLTXnUynT+9P7TNUeOi9RzmelRb20uJd7HCq6xKaxMVGO9UHhIUBKiJ7Euuuuu2JPZrkfeJVf//rXNn/+/FhdjVK+9dZbU/6VryeFzj333MhHTuvx0VSXcvbee2/vpibX+9X7ds+Fzk/Uj9lqkS8t9uUei4oGU2qRMPiJAClBGhty4YUXpnzUVTOznnDCCVXOk9S9e3d777333F3mnNa2SBVmWi8kyr+6C4net96/e050nnS+oqSb/hqJn2rApr4t6RFk7o/4hwApYZqZ9bDDDgt84FMVjXqP8qmfRLq+715vVyep0fgon5XADVedryjvi8RpxmWFWqo/ThQkugkPfxAgHnjiiSeq/MahUe433XRT3gbdaRZf93q/HifVXFuopPPhPmar86bzlw9aDEyTRLq/T/o9gz8IEE/onscVV1yR9GHXTff4PZF8uOqqqwIdkKbS4Amf1HRedH7cc6bzmC+aGDLx24hmLIA/CBCPaK6qxI7nT3/6k1slMqnCQ8uvFtuAwKjp/Og8uecunyGSOK+W5kSDPwgQjxRKgOiyi9sBau4lHgmtHp0nnS/3HObrclbiwFMCxC8EiEcKIUB049edUFBrbKDmdN4Sz6POaz5urBMg/iJAPJLvANGjp+7TVvpLGplzv4no/Eb9iC8B4i8CxCP5DBANfnMfRdW1/FKbkiRqOn/uPRGd5ygHGxIg/iJAPJKvANGAOHeEuZ4minKKlFKm8+g+naXzHdUATALEXwSIR/IVIO7cVhrPwKO62aXz6Y4T0XmPAgHiLwLEI/kIEN3UTXzNpk2bMkgwR3RedX4Tz3cUN9UJEH8RIB6JOkA01bx734PpSXJL5zfxfOv853q9dQLEXwSIR6IOEK0Bnvh6mkMJuedOwKh2yCUCxF8EiEeiDBBNzJj4WpqaPKqbur7TeXangs/lRJkEiL8IEI9EFSBaSjdxDXNN+lfVglbIDZ3vxEkq1R6ZLHFcHQSIvwgQj0QVIFoONfF1tMIeoqfzntgOapdcIED8RYB4JIoAmTlzptWrV6/iNbTGt9aQQPR03hPXWFe7qH2yjQDxFwHikSgCRCvTJb7GiBEj3CqIkM5/YnuofbKNAPEXAeKRXAeIHhdNXBtCo6GZqiS/dP4TZwFQ+2T7sV4CxF8EiEdyHSB9+vRJ2n8un/xB9blPxKmdsokA8RcB4pFcBsi8efOSZtrt1KmTbdy40a2GPFA7qD3ibaN2UntlCwHiLwLEI7kMkP79+yft+/7773erII/UHonto/bKFgLEXwSIR3IVIGvWrLFmzZpV7Ld9+/YsTVtg1B5ql3gbqb3UbtlAgPiLAPFIrgJkwoQJSfsdMmSIWwUFQO2S2E5qt2wgQPxFgHgkVwFy7LHHVuxTy6ouXLjQrYICoHZJXE5Y7ZYNBIi/CBCP5CJAvv7666SBg7meuA/hJE5wqXZT+4VFgPiLAPFILgJk2LBhSfscO3asWwUFRO2T2F5qv7AIEH8RIB7JRYD06NGjYn9ae4KVBgub2idxjRa1X1gEiL8IEI9kO0BWrVplDRo0qNjfySef7FZBAVI7xdtM7ad2DIMA8RcB4pFsB8gLL7yQtL97773XrYICpHZKbDe1YxgEiL8IEI9kO0CuueaapP3Nnj3brYICpHZKbDe1YxgEiL8IEI9kO0AOPPDAin1pwSIUj8QFv9SOYRAg/iJAPJLNANHqdokz7/bu3dutggKm9oq3ndoxzGqFBIi/CBCPZDNApk2blrSv4cOHu1VQwNReie2n9swUAeIvAsQj2QyQMWPGJO1rypQpbhUUMLVXYvupPTNFgPiLAPFINgNk4MCBSfvKxohmREftldh+as9MESD+IkA8ks0ASRxL0Lx5c/fHKAJqt3gbhhnDQ4D4iwDxSDYDZO+9967Yz0EHHeT+GEVA7RZvQ7VnpggQfxEgHslmgDRs2LBiP+ecc477YxQBtVu8DdWemSJA/EWAeCRbAbJ69eqk/QwYMMCtgiKgdktsR7VrJggQfxEgHslWgCxevDhpPzfffLNbBUVA7ZbYjmrXTBAg/iJAPJKtAMnWfpBfarfEdlS7ZoIA8RcB4pFsdfwzZsxI2s+oUaPcKigCarfEdlS7ZoIA8RcB4pFsBchrr72WtJ9sra2NaLlr2atdM0GA+IsA8Ui2AmTSpElJ+3n66afdKigCarfEdlS7ZoIA8RcB4pFsBQjfQEoD30AQFgHikWwFCPdASgP3QBAWAeKRbAVItvaD/OIpLIRFgHgkWx0/40BKA+NAEBYB4pFsBQgj0UsDI9ERFgHikWwFiDAXVvFjLiyERYB4JJsBwmy8xY/ZeBEWAeKRbAYI64EUP9YDQVgEiEeyGSCsSFjcWJEQ2UCAeCSbAcKa6MWNNdGRDQSIR7IZINOmTUva1/Dhw90qKGBqr8T2U3tmigDxFwHikWwGyPLly61u3boV++rdu7dbBQVM7RVvO7Wj2jNTBIi/CBCPZDNA5MADD6zY1/bbb+/+GAVM7RVvO7VjGASIvwgQj2Q7QK655pqk/c2ePdutggKkdkpsN7VjGASIvwgQj2Q7QF544YWk/d17771uFRQgtVNiu6kdwyBA/EWAeCTbAbJq1Spr0KBBxf7CjCVAdBLH8Kj91I5hECD+IkA8ku0AkR49elTsr0mTJrZy5Uq3CgqI2kftFG8ztV9YBIi/CBCP5CJAhg0blrTPsWPHulVQQNQ+ie2l9guLAPEXAeKRXASIRjTXq1evYp9HHHGEWwUFRO0Tbyu1WzZmECBA/EWAeCQXASLHHntsxT7r1KljCxcudKugAKhd1D7xtlK7ZQMB4i8CxCO5ChB3be0hQ4a4VVAA1C6J7ZSttewJEH8RIB7JVYCsWbPGmjVrVrHf9u3b2/r1691qyCO1h9ol3kZqL7VbNhAg/iJAPJKrAJH+/fsn7fv+++93qyCP1B6J7aP2yhYCxF8EiEdyGSDz5s2z+vXrV+y7U6dOtnHjRrca8kDtoPaIt43aSe2VLQSIvwgQj+QyQKRPnz5J+x83bpxbBXmgdkhsF7VTNhEg/iJAPJLrAJk7d27SDL377LOPbdq0ya2GCOn8qx3ibaL2UTtlEwHiLwLEI7kOEDnjjDOSXmPEiBFuFURI5z+xPdQ+2UaA+IsA8UgUATJz5sykgYUtWrSwb775xq2GCOi86/zH20LtovbJNgLEXwSIR6IIELnsssuSXqdv375uFURA5z2xHdQuuUCA+IsA8UhUAaLV7RIXLKpdu7ZNnTrVrYYc0vnWeY+3gdojzKqDW0KA+IsA8UhUASLukz977723rV692q2GHNB51vlOPP+5fCKOAPEXAeKRKANEEifuUzn//PPdKsgBnefE857rCS4JEH8RIB6JOkD0uGji2hMqDz/8sFsNWaTzm3i+df6z/diuiwDxFwHikagDRB566KGk12zatKnNmTPHrYYs0HnV+U083zr/uUaA+IsA8Ug+AkTOO++8pNft0qULKxdmmc6nzmviedZ5jwIB4i8CxCP5ChDd1E0cDa3yy1/+0tatW+dWRQZ0HnU+E8+vzndUDy0QIP4iQDySrwCR2bNnB+6HnHnmmUx1EpLOn85j4nnVedb5jgoB4i8CxCP5DBB5/vnnk2bsVbn00kvdaqgBnb/E86nzq/McJQLEXwSIR/IdIKKbuonLqqoMGjTIrYZq0HlLPI86r1HcNHcRIP4iQDxSCAEiQ4cOTToOFf0lvXnzZrcqUtB5cr95qOi85gMB4i8CxCOFEiBy1VVXBTpAXctnKdwt0/lx73mo6HzmCwHiLwLEI26AXHnllW6VSKUKET1NxCO+qem8uE9b5Ts8FGhaXz1+LEceeaRbBSWMAPHIjBkzkjoeXTPXtBf5nG5dl10SJ/1T0XgGBhsm0/lwx3novOXrspXoZv2ee+6ZdEwdOnRwq6GEESAeWbFiReAGtor+grzzzjvzdvlIN37dp7P0KCrTnpTTeXAfgdb5yscNc9HUKL169Qr8HqkcdthhbnWUMALEM4899pi1bds28MFX2X333e3ZZ591N4mE/pp1O0kVfUOKakBcodH7didGVNF5ivpRXfn+++/tiiuuCIS9ipbKVXisWrXK3QwljADxkJ7iGTNmTNKaHYnl6KOPtv/85z/uZjmnwW/uiHUVTU3++uuvu9VLmt6vOyW7is5PlIMERYMVR44caa1btw4cj8rxxx9vH3/8sbsZPECAeEyXtAYOHGgNGzYMdAr6K1Mr2C1btszdLKf0V7c7d5aKrvdrhb0lS5a4m5QUvT+9T/e+kIrOS9Tfxl599VXbf//9A8ei0rlzZ5s8ebK7CTxCgMA+/fRTO+mkkwIdhEqrVq1s+PDhtnHjRneznNL1/VSXtLTG94gRI0puChS9H72vxDXM40XnIer7HZ9//rmddtppgWOJt8E999xjGzZscDeDZwgQVHj55ZdTXkJS0RNAr7zyirtJTn300Ud2+OGHB45FRcc5fvz4yIMt23T8eh9VnXe9f52HqPzwww92ww03WKNGjQLHUq9ePevfv79999137mbwFAGCJOrQ/vKXv1jLli0DHYjKKaecYp999pm7WU5pOdaq7td06tTJ7r///rw9QZYpHa+OW8fvvicVvd9cLkObir7l7LTTToFjUdGqhrNmzXI3gecIEKS0dOnS2HQZqZ640T2T6667LtIBf8uXL4/dk9Ffwe7xqLRv396GDBliCxcudDctKDo+HaeO130PKnp/ep96v1F555137JBDDgkci8quu+5q//jHP9xNgBgCBFukJ36OOuqoQMeissMOO9jYsWMjncNq5syZdsYZZ8QeG3WPR0XjXPTXso6rUB4p1XHoeHRcqcbhqOj96H3p/UXlyy+/tD59+qS8Ya+VDRV0rNmCLSFAUC1PP/10lZdbDjroIHvrrbfcTXJKg9nU+aX6hhQvjRs3tpNPPtnuvffeyB991evpdfX6Og732OJFx6/3ket1yxMpFG677bbA8rcqCjg9BfbVV1+5mwEBBAiqTR3PHXfcYdtss02g49FfsWeffbYtWrTI3Syn5s2bF7uxmzgfU1VF9xV69+4du8czZcoUW7x4sbu7jGg/2p/2q/1Xdb8mseh4ddw6/ig9+eSTtssuuwSOR+XQQw+1d999190EqBIBghpTh6kxCakux+iR08GDB9vatWvdzXJqzZo1NmHCBDv22GOrvE+SqjRv3twOPPDAWMev+zpaY0PTumigpYrGOcT/W/+un6ue6ms7be/us6qi49Lx6Th1vFHSpbGqnmjTjXOmjUEmCBBkbPr06da9e/dAh6TSsWNHe/zxx91NIvH111/bsGHDrEePHtagQYPAsUVZ9Po6Dh2Pjitq3377rV188cUpQ3WrrbayG2+8sWDuFaH4ECAITeMYdt5550AHpdKzZ0/74IMP3E0io87xxRdftGuuuSb2jSHVt6ZsFu1fr6PX0+vmq3PWIL+777475cBEFd2w12BBIAwCBFmhKTZ0eWfrrbcOdFZ6wqhfv34FMQ2JHo99++23Y5ekrr766thNbg3iq+k3FdXXdtpe+9H+tN8oH7+tioJrr732ChyzSteuXWP3a4BsIECQVQsWLEi5Yp6K7hfoUk4hD/rTX+W6sa21UzTyPl70//r3Qv6rXRMaHnfccYHzrrLddtvZqFGjSm4KGOQXAYKc0Gyy3bp1C3RkKlqEKB/TkZcqfesZMGBAym9R+jetPKmp2IFsI0CQM/prd/To0damTZtAx6aiRYmiHP9QatKdXz3xxflFLhEgyDn9hax1u1P9hayBdFqkiL+Qa2bq1Klb/IY3adIkdxMg6wgQREbX6LX4kNvhqWixIq7Rpzd//vwq7zFtu+22dtdddzHNOiJDgCByGpynxYjcDlBFixfxlFCQnnK76aabqnzK7cILL4yN+QCiRIAgL/RXshYlqmqcwumnn17QTzxFSdO6VzXORuuQ53OcDfxGgCCvtDhRVSOltaiRFjfSIkc+eu+997Y40v+JJ55wNwEiRYCgIGixIk137naUKr7N1aQpT84999yUo+Y119itt94a+VxjQCoECArKxIkTY4sYuR2nimaL1eJHpUqzHd9+++1VznZ8zjnnRD7bMbAlBAgKjjpSLWZU1XoVWj+j1NareOqpp2y33XYLvF+Vgw8+OPL1VoDqIEBQsBQSCotUl3JKZcW8Dz/8sMoVH3fccUd78MEH3U2AgkGAoODpspUuX7kdrIoud+myV7HRmvOXXHJJlQ8PaM0RXx8eQPEgQFA0dCNdN9TdDldFN+CjXE88Uxs3brT77rvPWrZsGXgPKqeeemrkqxQCmSJAUFS0voYWQdJiSG7nq7/m9UhwoQ6oe+mll2JTwLvHrbLffvvFZv0FigkBgqKkQYYabOh2xCoanKjFlAplSo9PPvnETjzxxMBxqrRq1cpGjBgR+2YCFBsCBEVN055okSS3Y1bRdClaXClfVqxYEVuZsGHDhoFj0ySSl19+uS1btszdDCgaBAiKniZg1ESMmpDR7ahVtMiSJnKMyubNm+2BBx6wtm3bBo5F5ZhjjrE5c+a4mwFFhwBBydCU8Fo8KdW08fo3TSmf6yVn33jjDTvggAMCr6+y++6723PPPeduAhQtAgQlR4soaTEltwNX0eJLWoQp29PGL1y40Hr37h14PRUt5Tt06NCCXsoXyAQBgpKlRZW0uJLboatoMSYtyhTWmjVr7JZbbrHGjRsHXkPTrF9wwQX2zTffuJsBJYEAQUnTX/1aZEmLLbkdvIoWZ1qwYIG7WbU8+uij1r59+8A+VXr06GEzZsxwNwFKCgECLyxZssT69esX+1bgdvZapGnQoEGxRZuqQ8GggHD3o9KhQ4dYsAA+IEDgFS2+1LNnz0DHr6JFm7R4U1V0Ker8889PGUK6hKVLWbqkBfiCAIGXHn/88diiTG4QqGgRJy3mFKfLYHfeeac1a9YsUFflrLPOit1EB3xDgMBbWpRp8ODBsUWa3FDQDMBa1OmRRx6JPX7r/lxFj+u++eab7m4BbxAg8J4WadJiTVq0yQ2JVGX77bePDRTUgEHAZwQI8CMt2nTQQQcFAiNeNCXJwIEDY1OUACBAgCT6VqFFnLQmR2J49OrVyz799FO3OuA1AgRIQdOeJAaIFoACkIwAAVK4/vrrCRAgDQIESIEAAdIjQIAUCBAgPQIESIEAAdIjQIAUCBAgPQIESIEAAdIjQIAUCBAgPQIESIEAAdIjQIAUCBAgPQIESIEAAdIjQIAUCBAgPQIESIEAAdIjQIAUCBAgPQIESIEAAdIjQIAUCBAgPQIESIEAAdIjQIAUCBAgPQIESIEAAdIjQIAUCBAgPQIESIEAAdIjQIAUCBAgPQIESIEAAdIjQIAUCBAgPQIESIEAAdIjQIAUCBAgPQIESIEAAdIjQIAUCBAgPQIESIEAAdIjQIAUCBAgPQIESOHmsgDZqiw44mUZAQIEECBACg+VBcivyoIjXlYSIEAAAQKk8GZZgNxVFhzxspYAAQIIECCFr8sCZGZZcMTLRgIECCBAgFTKAsTKgqOiECBAAAECpEKAAGkRIEAqBAiQFgECpEKAAGkRIEAqBAiQFgECpEKAAGkRIEAqBAiQFgECpEKAAGkRIEAqBAiQFgECpEKAAGkRIEAqBAiQFgECpEKAAGkRIEAqBAiQFgECpEKAAGkRIEAqBAiQFgECpEKAAGkRIEAqBAiQFgECpEKAAGkRIEAqBAiQFgECpEKAAGkRIEAqBAiQFgECpEKAAGkRIEAqBAiQFgECpEKAAGkRIEAqBAiQFgECpEKAAGkRIEAqBAiQFgECpEKAAGkRIEAq991XGR5Nm5pt2ODWALxHgACprFlj1rev2f77mz35pPtTAEaAAAAyRIAAADJCgAAAMkKAAAAyQoAAADJCgAAAMkKAAAAyQoAAADJCgABxy5ebjR9vds45ZvvsY7bddmb165u1bl3+/717mz3yiNn337tbAl4iQIB168yGDTNr2bJy+pItlRYtzO68s3w7wGMECPymSRJ79AiGRHXKz35m9t137h4BbxAg8JcuRXXunBwK7dqZDRpkNm2a2ddfm61fb7Z4sdnbb5vdcotZhw7J9ffYw2zZMnfPgBcIEPjrlFOSw+Daa8snUdyStWvNbrwxebuTTnJrAV4gQOCnCROSQ2DECLfGlv3tb8nbjxvn1gBKHgECP2ma9njnf+657k+r57zzKvex337uT4GSR4DAP2+8UdnxN2pktmSJW6N6tJ22j+/r9dfdGkBJI0DgH90Mj3f6ffq4P60ZbR/fl/YLeIQAgX+OOqqy03/4YfenNaPt4/vSfgGPECDwz267VXb6c+e6P62ZOXMq99Wpk/tToKQRIPDPtttWdvphx3BoIGF8XxqhDniEAIF/6tWr7PQ3bHB/WjPaPr4v7RfwCAEC//ANBMgKAgT+2XXXyk4/m/dAdG8F8AgBAv8ceWRlp5/Np7C0X8AjBAj8o8kS451+2HEgfftW7uvmm92fAiWNAIF/pk6t7PS32irzkejfflu+fXxf2i/gEQIEfurSpbLjP/9896fVc8EFlfvQ/gDPECDwk2bPjXf+KqNGuTW27IEHkrfXUreAZwgQ+OuEE5JD4IYbytf72BItY6t7HbVrV253/PFuLcALBAj8peVstaJgYojsvHN5QGgFwm++KV+RUPdI3n3XbPBgs44dk+tr+pLqLGu7aZP7L0DRI0DgN90I19rmiaFQ3XLwwdW7AX/99WZ165aHzeOPuz8FihYBAuiy1B//WD6S3A2JVKV5c7Pbb09/uUtUJ3HqFJWePc0++MCtCRQdAgSIW768/Gb4WWeZ7b23WevWZvXrm7VqZda5s9lvfmP20EM1m/5k8+bybd0Q0jeSfv2q9w0GKFAECJBrX31lduaZwRBR0bxcd90VflJHIA8IECAqGmjYrVswRFT23NNs0iR3C6CgESBAlPQ01ujRZm3aBENE5dhjw0/wCESEAAHyQfdbBgwwa9AgGCL6tyuvNPv+e3croKAQIEA+ffyx2XHHBUNERTfxNUKeMSQoUAQIUAhefDH101oqXbuaTZnibgHkHQECFAo9iXX33VWPRzn9dLPPP3e3AvKGAAEKjUbHX3xxcACiiqaPv/FGs1Wr3K2AyBEgQKGaOdPs8MODIaKy007hV1MEQiJAgEI3cWLyOu6J5dBDzd55x90CiAQBAhQDzdc1ZIhZ06bBEKlTp3xpXo14ByJEgADFRCGhsFBouEGicFHIKGyACBAgQDHSZStdvnJDREWXu3TZC8gxAgQoZrqRrhvqboioHHGErZk1y90CyBoCBCh2P/xQvhxvo0ZJAfJ1WXmqXj37R//+trw6qyYCNUSAAKVCgww12PDHAHmrrAwrK6eXlX1btLB77rnHNjBtPLKIAAFKzZQp9uX++9v4suC4tKwcUFZq/Vg6d+5skydPdrcAMkKAACVo86ZNNmPkSDurdWtrnRAg8XL88cfbx5rIEQiBAAFK2Mrvv7crrrjC6tevHwiRBg0a2FVXXWXLNbU8kAECBPDA3LlzrVevXoEQUWnTpo2NHj3aNjFtPGqIAAE88vzzz9uee+4ZCBGVbt262euvv+5uAlSJAAE8s379ehs2bJg1b948ECIqZ555pi1YsMDdDAggQABPLVmyxPr162d169YNhMjWW29tgwYNstWrV7ubARUIEMBzH3zwgfXs2TMQIio777yzjR8/3t0EiCFAAMQ8/vjj1rFjx0CIqHTv3t2mT5/ubgLPESAAKqxdu9YGDx5sTZo0CYRInTp17LzzzrPFixe7m8FTBAiAgEWLFtnZZ59ttWvXDgRJs2bN7I477rB1TBvvPQIEQJWmTZtmBx10UCBEVDp16mRPP/20uwk8QoAA2KLNmzfb2LFjbYcddgiEiMpRRx1ls2fPdjeDBwgQANWycuVKu+6666xhw4aBENH9kUMOOYRpUTxDgACokc8++8xOOeWUQIio/PznP3ero4QRIAAy8sorr1iXLl2SAqRDhw5uNZQwAgRAxjZu3Jg0JYruh8AfBAiAUHbccceKADnxxBPdH6OEESAAQiFA/EWAAAiFAPEXAQIgFALEXwQIgFAIEH8RIABCIUD8RYAACIUA8RcBAiAUAsRfBAiAUAgQfxEgAEIhQPxFgAAIhQDxFwECIBQCxF8ECIBQCBB/ESAAQiFA/EWAAAiFAPEXAQIgFALEXwQIgFAIEH8RIABCIUD8RYAACIUA8RcBAiAUAsRfBAiAUAgQfxEgAEIhQPxFgAAIhQDxFwECIBQCxF8ECIBQCBB/ESAAQiFA/EWAAAiFAPEXAQIgFALEXwQIgFAIEH8RIABCIUD8RYAACIUA8RcBAiAUAsRfBAiAUAgQfxEgAEIhQPxFgAAIhQDxFwECIBQCxF8ECIBQCBB/ESAAQiFA/EWAAAiFAPEXAQIgFALEXwQIgFAIEH8RIABCIUD8RYAACIUA8RcBAiAUAsRfBAiAUAgQfxEgAEIhQPxFgAAIhQDxFwECIBQCxF8ECIBQCBB/ESAAQiFA/EWAAAiFAPEXAQIgFALEXwQIgFAIEH8RIABCIUD8RYAACIUA8RcBAiAUAsRfBAiAUAgQfxEgAEIhQPxFgAAIhQDxFwECIBQCxF8ECIBQCBB/ESAAQiFA/EWAAAiFAPEXAQIgFALEXwQIgFAIEH8RIABCIUD8RYAACIUA8RcBAiAUAsRfBAiAUAgQfxEgAEIhQPxFgAAIhQDxFwECIBQCxF8ECIBQCBB/ESAAQiFA/EWAAAiFAPEXAQIgFALEXwQIgFAIEH8RIABCIUD8RYAACIUA8RcBAiAUAsRfBAiAUAgQfxEgAEIhQPxFgAAIZfvttydAPEWAAMjY//3f/1mdOnUqAqRp06b21VdfudVQoggQABn585//bA0bNqwIj3jZbrvt7J///KdbHSWIAAFQI0uWLLFf/epXgeBILLVr17bf/e53tm7dOndzlBACBEC1vfzyy7bDDjsEAmP33Xe3tm3bBv79Jz/5ic2dO9fdDUoEAQIgrQ0bNtjAgQOT7neo6P8HDBhg69evt++++85OOOGEQIg0adLExowZ4+4SJYAAAbBF8+bNs4MPPjgQDPrG8cILL7jV7d5777VGjRoF6p955pm2fPlytzqKGAECoErjx4+3Zs2aBcLgmGOOscWLF7vVK/z73/+2vffeO7DdLrvsYm+//bZbHUWKAAEQ8MMPP1jfvn0DAdCgQQMbOnSobd682d0kYPXq1davX7/APurXr29/+MMfbNOmTe4mKDIECIAk77//vu2xxx6Bjl83yqdPn+5WT+uJJ56wbbfdNrC/I4880r788ku3OooIAQKgwrBhw1KO7fjv//5vW7lypVu92ubPn2/du3cP7Ld169b23HPPudVRJAgQAPbNN99Yr169Ah38NttsY4888ohbPSMbN260m266yerWrZv0GhozcvnllzNmpAgRIIDnJk+enDSfVbwceOCB9umnn7rVQ3vttdesXbt2gdfr2rWrzZkzx62OAkaAAJ7S2I6rr7465dgO/bt+nitLly61k046KRAijRs3ttGjR7vVUaAIEMBD+mahbxhuB65vIvpGEpXhw4fbVlttFTiOX//61/b999+71VFgCBDAM7qnoXsbbqeteyC6FxK1mTNn2j777BM4ng4dOti0adPc6iggBAjgCT1Fpaep3I5aYzv09FU+aczIRRddFDi2evXq2W233caYkQJFgAAe0PgNjeNwO2iN99C4j0IxceJEa9GiReA4Dz/8cFu0aJFbHXlGgAAlTCPGNXJc3zLcTlkjzTXivNAsWLDAevToETjeVq1a2TPPPONWRx4RIECJ+m7x4ticVW5HrLmtNMdVIdOYkZtvvjl2Ccs9/ksvvdTWrl3rboI8IECAEvT5iy/ab9u2tQ5O56tZdTW7brGYOnWq7bzzzoEQOXm//ezL2bPd6ogYAQKUkvXrbcWAAfZMnTp2fVlHe3RZaVGrfGyH1vPI5diOXFm2bJmdfPLJFeHRTgFSVu5s3NgWjRrlVkeECBCgVHzyidkBB5R9qmvZnLLyUFm5tKwct8MO9q+XX3ZrF52//vWv1mbrre3Isvc0sKw8WVYWlhU77TQzxozkBQEClIKHHjJr2jQWHvHyTll59le/shVLlri1i9ZnH35ot3bpYg+UvbcPE96rdehg9sYbbnXkGAECFLMVK8zOPjspOGKlYUNb9+c/u7VLwsY1a+yz/v1tg/ue69Uz+9//NWPMSGQIEKBYvfuu2W67BcNjzz3NZsxwa5eep54ya9ky+P579jT74gu3NnKAAAGKjVYDvPNOs/r1g53n+eebrVrlblG6FBQKDPc8KFgUMMgpAgQoJl9/bXb00cEOs1kzs0cfdWv7QZesdOlKl7Dc8/I//2O2Zo27BbKEAAGKxaRJZm3aBDvJQw4xK6KxHTmjm+jt2wfPT5cuZh9+6NZGFhAgQKFbv97syivNatdO7hjr1jW77jot7OFu4S89zqvHet0Q2XprPQfs1kZIBAhQyD76yKxbt2CHuOOOZq+84tZGnAYYNm4cPG+nnKKRiW5tZIgAAQrV2LGBsR2xcvzxZt9+69aGS1Od7Ldf8PzpMtfrr7u1kQECBCg0GtvRu3ew42vUyOyee9za2BJNunjJJcFzqRvuN9+sWRvdLVADBAhQSN55x2zXXYMdXufOZh984NZGdT39tFmrVsHz+otfmC1c6NZGNREgQCHQ2I7bb089tuO3v/VrbEeuaEGqww8Pnt8WLbSSlVsb1UCAAPn21VdmRx0V7NiaNzd7/HG3NsLQmJFbb009ZuTiixkzUkMECJBP//yn2XbbBTuzn/3MbP58tzayZdq08gkY3fO+775ms2a5tVEFAgTIh3XrzH73u9RjO268kZu7UdCYkTPOCIbIVluZDR/u1kYKBAgQNY3t+MlPgh3XTjuZvfqqWxu5Nnp06jEjJ53EOiNpECBAlPTNQ0HhdlYnnGD23XdubURlzhyzrl2D7dKrl1sTCQgQYEuWLzcbP97snHPM9tmn/H6FnpRq3br8/zVe45FHqv+X6pdfJndQulxy331uLeSDwv2yy5IvKyrsqyvbvytFgAABUlFnMmxY6vUmUhU9Cqop1rVdOv37l3dSuoz173+7P0W+PftseXBo4GZ15s/K5e9Kgavl/gPgvaVLzXr0CH7wq1P09BSXovzh+e9KLfcfAK/p8oJGfSd+0Nu1Mxs0qPzRT63HodlxFy82e/tts1tuCT4OusceTNjnA35XCBAgiWZrTfyAX3tt+sFlmm9Jj94mbqcneFDa+F0hQIAKEyYkf7BHjHBrbNnf/pa8/bhxbg2UCn5XYggQIG7//Ss/0Oee6/60es47r3IfmkocpYnflRgCBBAthxr/MOvpmyVL3BrVo+20fXxfrDtRevhdqUCAAKIbnPEPcp8+7k9rRtvH96X9orTwu1KBAAEkcTbchx92f1oz2j6+L+0XpYXflQoECCC77Vb5QZ471/1pzWhajPi+OnVyf4pix+9KBQIEkG23rfwgh30uX4PD4vvSqGOUFn5XKhAggCQuMLRhg/vTmtH28X1pvygt/K5UIEAA4a9KVBe/KxUIEEB23bXyg5zN69q6Xo7Swu9KBQIEkCOPrPwgZ/PJGu0XpYXflQoECCCaAC/+QQ77bH/fvpX7uvlm96codvyuVCBAAJk6tfKDrEWeMh1d/O235dvH96X9orTwu1KBAAHiunSp/DCff7770+q54ILKfWh/KE38rsQQIECcZkSNf6BVRo1ya2zZAw8kb6/lS1Ga+F2JIUCARCeckPzBvuGG8jUctkRLk+r6deJa2scf79ZCqeF3hQABkmiJUq0Sl9gx7Lxz+Ydeq8p98035KnO67v3uu2aDB5t17JhcX1NSFPlSpagGflcIECBANze1XnXiB7265eCDM7+piuLj+e9KLfcfAFj5pYY//rF8dLD7wU9Vmjc3u/329JcwUHo8/l2p5f4DgATLl5ff4DzrLLO99zZr3dqsfn2zVq3MOnc2+81vzB56KPyUFih+Hv6uECAAgIwQIACAjBAgAICMECAAgIwQIACAjBAgAICMECAAgIwQIACAjBAgQLZoZPG0aWarVrk/QanSVCTvvOP+qzcIECAbVq8uH32sqSq0tvXKlW4NlJpZs8y22aa8zc84w/2pFwgQIBveeqtyriOVmq4PgeLz299WtnedOmYbNrg1Sh4BAmSDpvZu0KCyQznmGLcGSsnGjWbbbVfZ3nvt5dbwAgECZItCI96hKEwUKihNr7yS/I3z+uvdGl4gQIBsGTkyuVMZO9atgVJxySXJbT1jhlvDCwQIkC1aga5u3cpOpYiXKsUWbN5stuOOle28665uDW8QIEA2HXZYZcfSqJHZihVuDRS7N99M/vZx1VVuDW8QIEA23XtvcucyfrxbA8XuyiuT21hP4HmKAAGyadGi8kc6453Laae5NVDsOnasbN927covaXmKAAGy7Wc/q+xgGjcuH2SI0vDee8nfPi67zK3hFQIEyLahQ5M7mSefdGugWA0cmNy2r73m1vAKAQJk2+efm9WuXdnJ9O7t1kCx2n33ynZt29Zs0ya3hlcIECAXfvrTyo6mWTOzdevcGig2M2cmf/u46CK3hncIECAXhgxJ7myefdatgWIzaFBym770klvDOwQIkAsffZTc2fTt69ZAsdl338r2bNnSy8kTXQQIkCtdutDhlIq5c5P/IDj3XLeGlwgQIFfcSx6TJ7s1UCxuuy25LZ97zq3hJQIEyBX3puuFF7o1UCy6datsRx6KqECAALm0xx6VHQ+PfRanefOSH8s+6yy3hrcIECCXrr02+VvIlCluDRQ6d2DoxIluDW8RIEAuTZ+e3PlceqlbA4Xu0EMr269JE6amSUCAALnG5HvF64svmBxzCwgQINd+//vkbyEeT/9ddO65J7ntJkxwa3iNAAFybdq05E5owAC3BgpVz56V7aYFwlaudGt4jQABck2XrHbaqbIj2mUXtwYK0eLFyUsUn3CCW8N7BAgQhUsuSf4W8v77bg0UmpEjk9vswQfdGt4jQIAovPpqcmd03XVuDRSao4+ubK8GDcyWLXNreI8AAaKwcaNZmzaVHdKee7o1UEiWLjWrX7+yvf7rv9waMAIEiE6/fhUd0uaysmHWLLcGCsWYMcnfGEeNcmvACBAgMptffNG+KuuM/l1WXi4rs265xa2CQnHccZXhUa+e2ZIlbg0YAQJEZvOGDfZEixZ2d1mndENZGbzffm4VFIDNK1aUP7IbD5DDD3er4EcECBChMX362EllnVL3srJHWfns44/dKsizBePG2ZSytpldVpYoQO67z62CHxEgQIT+9cwz1rysU6r1Y/nDH/7gVkGe/e3UU21QWdvcV1Yeq1PH1n35pVsFPyJAgAitXbvWttlmm4oAOeCAA9wqyKPVq1bZTxs3tp5lbXNaWRnavbtbBQkIECBiv/nNbyoCpHbt2jZ//ny3CvLkiSeeqGibVmVlzJ/+5FZBAgIEiFhiJ6XyJzqpgkG41wwBAkRs1apV1rhx44qOqjuXSQoClxdrjgAB8uDUU0+t6Kjq1KljX3KjNu+eeeaZpG+GPOCQHgEC5MG4ceOSOqv7eFQ07/r06ZPUJh/ziHVaBAiQBytWrLBGjRpVdFaHM1gtrzZs2GAtWrSoaI/9GORZLQQIkCfHHXdcRYdVr149W8J0GXnz4osvJn37uPnmm90qSIEAAfJkzJgxSZ3WKCbsy5t+/foltcUsJrqsFgIEyJOlS5da/fr1Kzqt/2LK8LzYtGmTtWnTpqId9mSq/WojQIA8Ovrooys6rgYNGtgyFi2K3Kuvvpr07eM6FvuqNgIEyKORI0cmdV4Psmxq5C655JKkNnif5YarjQAB8mjx4sVWt27dis7rhBNOcKsghzZv3mw77bRTxfnfZZdd3CrYAgIEyLOePXtWdGB6tHflypVuFeTItGnTkr59DBgwwK2CLSBAgDy75557kjqxCRMmuFWQI7///e+Tzv1bb73lVsEWECBAnn3xxRex6Uzindhpp53mVkGOdOzYseK8t2vXLnZJC9VHgAAF4NBDD63oyJo0aWKrV692qyDLpk+fnvTt49JLL3WrIA0CBCgAQ4cOTerMJk6c6FZBll177bVJ53zKlCluFaRBgAAFYN68ebH1J+Kd2VlnneVWQZbtscceFee7bdu2sQGFqBkCBCgQ3bp1q+jQmjVrZuvWrXOrIEs0VUnit48LL7zQrYJqIECAAnHbbbcldWrPPfecWwVZoskSE8/15MmT3SqoBgIEKBBz585N6tTOPfdctwqypEuXLhXnuWXLlrHp3FFzBAhQQPbdd186thz76KOPkoK6b9++bhVUEwECFJBBgwYldW4vvfSSWwUhDRkyJOkcP/vss24VVBMBAhSQmTNnJnVuF110kVsFIf30pz+tOL88rBAOAQIUmN13372ig+Px0uz6/PPPkx6X7t27t1sFNUCAAAVm4MCBSd9CFCIdOnSgZKEkrnuu8uSTT7qnHzVAgAAF5r333kvq5Ci5KVqHniljwiFAgALUsGHDQIdHyW7Zbbfd3NOOGiJAgAKkQYSdOnWKXXbp0aNHbM0QSviiSSu1gFTXrl3tk08+cU87aogAAQBkhAABAGSEAAEAZIQAAQBkhAABAGSEAAEAZIQAAQBkhAABAGSEAAEAZIQAAQBkhAABAGSEAAEAZIQAAQBkhAABAGSEAAEAZIQAAQBkhAABAGSEAAEAZIQAAQBkhAABAGSEAAEAZIQAAQBkhAABAGSEAAEAZIQAAQBkhAABAGSEAAEAZIQAAQBkhAABAGSEAAEAZIQAAQBk5P8BHg/IGhgnq/AAAAAASUVORK5CYII=)
PN: 2H10-3-02
CAS: 850348-80-0
Molecule Weight: 198.193
Formula: C10H11FO3
TSCA: Not listed on TSCA inventory