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auNXc7fe1Aw3eEUccMW62jX/yV78qZY01pjbCiyzSWkE+yv3waRHIW289dc3JQGCXAw+MBG/WHBO//e1vy7rrrtv+7x+bH37961+vGuiJIHb73W233cqss85a/f3xv/H/4+fjwX333Vu+sNfm5bMbtYLjlF3nKb++6LDy0ovj4/PVKQHSZf838E3yYx/7WPuDFzOdvvzlL4+bhne4fvrTn5Z3vvOd7eez5JJLlh/+8IfNaqPm4YcfLgdss035ykDD+3A0vLPP3joZMFaBT0Sxwj0WINZBuOii0ZfYrDVq/vKXv5Q99tij3fBGd2ucNzNeGt7hiiuPuAKp379xZRJXKGMVhE8//XQ1USV20F7i9TOUzVefsVx80lbl6ccfaladEARIl8Qb4/Of/3x7a/Xo+tlqq63KH/7wh2bVtJjlEt8MowGPrSIOO+ywam+s+hb/P34e5TFg3y3xYTvhhBOGdAuss8465dYYHB4l0Q//1a9+tRogjd+/8cDt+jha9u67m1UnpjPPLOXNb65C5KaB23HveU+5YXoLHXtgPPw37qUYC4kxkfq5xVhJjJmMpjMH/hu/eeC/cf03rL76e8ptN43ef+NeECBd8F//9V8DXxwXbb8x/umf/qlc34UPfywmPP/886tvgLENdv2tsNNbzJKJq4c999yz6suO8Y2RGKtvpxdccEFZaqml2s8rPvw/v+KKZrWJb+BLyEsD305PHfgSsvoMrbNe4ktITLfupfF2ldkrzS8hcYvZWzGLq5d+MXCVufrAVWb9O6OtiAkr/UCAjEC8MSIsBr8xIkxGIlb2xsra6H+up0sOvkXjHQOZsS1JNC5x22GHHdr/jl1M41Ceeu+rwbeYBbbJwLf2+DY2kkv40eofv+2228oHP/jB9u+Jb8ff/OY3u/57xpvH7r23bLH55u3nHd2gcXXZ7W7Q8T7O1SvRDRrrRerTEOOLVhzSFutKuikmnsRxvfXviYkpBx544Ii/yI0nAiQhuqUGvzGi2yq6r6IbKyvebHEo1OCpknGLjRW32Wabal1GNNydLtaKGWDRAMchVLFYcPD03LjF4q9oLEbyZu7VDJ36uNPBA6C77757dQU0mVx55ZVlpZVWar++sQVNN44tnnAz7XokVq7HoWz16xsr22OFe6efsemJAD788MOrQK4f+1//9V+r8dF+I0CGId4YMSA+eAuQkb4x4kMbjWX9Ya7fyLEfVrf7n+OKKU4qHLx9ykILLVQFSWxvktHNNQIvd9zpv/zLv4zbKZijIb4InHzyyUOmgo/k2OIJu9anh+KKP/bUql+T2Gsr9tzKiC7n6AKsH2vFFVesZmT2KwHSoXhjxFTc+o0RU3RH8saIxnLKlClD+mPj22ZM9e11F02ExYknnjhkH6MYY7hiBOMKI12lPL3jTmkZ6bHFfbPbQI/E9j2xu29s5xOvT4w/xe6/cahbJ+LL3tprr91+feOLWXzG+n23awHyKmLRXyz+G/zGiMWBI3ljxGPGLrj1Y8YA5lg0lnH1EG/ywd9uo7tsJN1aw90nqdPjTmkZ7rHFfbvfWY/ELsKxm3D9+sY5JIceeuh0r9BjN4lddtmlPeYY3a0xaSV2n5gMBMh0xBsjthsZfBBTbEcy0jdGNKb11tfRFXb00Uf3/Irj1cRzjT7w+kMTYxkjnQb8cju1Dj5NLnvcKS2vdmzxpNhxuYfivRonINavXYxFxgmJtQjs6EGIAK/rrLfeeiP+3Ew0AqQh3hixweHgN0ZsgDjSN0Z8o46B9/oxY7ZUHJIznkQDVF+NxADgSK+KpndWRIyZjPS4U6Z/bHHMiJtUZ770SFw1n3LKKdWZ7IM/t7FeJmY61j+LnbUv7uMzX16JAGmIk/oGvzFi6/WRii6hejpqzHiJGTBjfdUxPXEJX/eVx+V4Nw7raZ5WV99GetwpLc1ji+vbpDt1skdiHG+fffZpjz/Vt5g4Ej0Ik7m7VYA01F0q0V01vX7l4YgPd31GdEz3/UHsyDrOxWyzzTbbrPqbo2spZgF1Qxw2VDdysYCrW8ed0hLHFtcTPWJNUK9OtZysYmZhzKqK1zeu9GLiyGQnQBrqLpyY8jpSceVRh0d0M0ykboS4Qqq73OKqqRvrD0K93fZIu8eAsSdAGroVIHFZW2/iFuFx42gcpdpl0Qdch0hcPV3bhW3SBQj0DwHS0K0AqWc1RcM7ka48mqIbrx6/idem03nx0yNAoH8IkIZuBEjsiFt3/UyEMY9XE33pMbU3nlMslpremo5OCBDoHwKkYaQBEosE69WsMduqX8Tzqreq/8pXvtIs7pgAgf4hQBpGEiAxXbJeYR7zxcfrVN2sWDgVzy1mqmX2ugoCBPqHAGkYSYDEAsS4b6z+HW+LBLsltpGP57jhhhs2izoiQKB/CJCGbIDEFu/1xoixuKhfxVqDei1HbKcxXAIE+ocAacgGSJzMF/eLhUb91nXVFHuExXONNS7DJUCgfwiQhkyAxNVHPcA8GRrG2OG1XrE/3C3gBQj0DwHSkAmQOKch7hMD6JNFbPsezzl2IB0OAQL9Q4A0DDdAYj+n+jS+bm33MRHEKYGxOWLchrNFuACB/iFAGoYbILFbbdSPY2j7feyjafXVV6+ee5z/3CkBAv1DgDQMN0DWXXfdqn6cYT7ZxLkT8dzjRMVOCRDoHwKkYTgBEqcT1lNaY6X2ZBOnB9bPP46m7YQAgf4hQBqGEyDnn39+VTeOu5ys6u3q4+S2TggQ6B8CpGE4AVKv/YgZSZNVPQPtk5/8ZLPoZQkQ6B8CpGE4AVI3hmeddVazaNK44IILqtcgTsLrhACB/iFAGjoNkJhxVZ+RfMcddzSLJ404Qz1eg9i6vpMjagUI9A8B0tBpgERoRL0Ikck2fXewOBtkrrnmql6LTiYSCBDoHwKkodMA+eEPf1jVW3755ZtFk05M443XopOFlAIE+ocAaeg0QE444YSqXqwDmezWX3/96rX4xje+0SyahgCB/iFAGjoNkCOPPLKq97GPfaxZNOlsvvnm1WvRyUmFAgT6hwBp6DRADjrooKretttu2yyadLbbbrvqtfj85z/fLJqGAIH+IUAaOg2Qvffeu6q36667NosmnXgN4rWINSGvRoBA/xAgDZ0GiCuQqVyBwOQkQBo6DRBjIFMZA4HJSYA0dBogZmFNVc/COv7445tF0xAg0D8ESEOnAVJv4bHccss1iyadOhTOO++8ZtE0BAj0DwHS0GmA3HnnnVW9WIn+4osvNosnjViJPuecc1avxa233tosnoYAgf4hQBo6DZDYvmT22Wev6v72t79tFk8a9913X/UazDzzzOW5555rFk9DgED/ECANnQZIWHHFFau63/72t5tFk0Z9JspSSy3VLHpZAgT6hwBpGE6A7LHHHlXdTs/C6Ee777579Rp86lOfaha9LAEC/UOANAwnQKIRjLqLLrpos2jSGO5VmACB/iFAGoYTIE8++WT7TJDrr7++Wdz34iyQOAdkxhlnrP7dCQEC/UOANAwnQMImm2xS1d95552bRX3viCOOqJ77u9/97mbRdAkQ6B8CpGG4AXLhhRdW9eeff/6OTuTrJ3UYTJkypVk0XQIE+ocAaRhugMR03je+8Y3VfU488cRmcd/62c9+Vj3nWWedtfzpT39qFk+XAIH+IUAahhsgoe7KWWyxxcoLL7zQLO5L9fYln/jEJ5pFr0iAQP8QIA2ZAHnqqafKQgstVN0v9sjqdzfeeGM1cB4D6J2sPh9MgED/ECANmQAJ9VVI3P+xxx5rFveVddZZp3quG2+8cbPoVQkQ6B8CpCEbIDGAvvTSS1f37XRR3UT03e9+t3qOMX05s4WLAIH+IUAasgESLr/88qprJ26XXXZZs3jCe/zxx8ub3/zm6vXZd999m8UdESDQPwRIw0gCJGyzzTbV/WNMpNPFdRNFveblrW99azXukyFAoH8IkIaRBkg0rCussEL1GLHA7vnnn29WmZC+/vWvV89plllmqabwZgkQ6B8CpGGkARJ+97vflXnnnbd6nM0226xaKzKRRXdcvWXLl7/85WbxsAgQ6B8CpKEbARKigYxFdvFYW2+9dXXw0kQUr8M888xTPY+PfvSjI34eAgT6hwBp6FaAhLPPPrs6aKkOkYl2cmG8BvX6lve///1d2apFgED/ECANr3vd67oWIOHkk0+uFtzFY8b6ib/+9a/NKuNSdFvNPffc1d/9rne9q5qB1Q3veMc7BAj0CQHy/8U4xfHHH181bnH7yEc+0rUFgd///vfb54bHAPstt9zSrDKuxIB5PeYRVx7dCo84M6Tu1jvppJOaxcAEI0BKa/1G/c148G2BBRaodprtRtfTNddc0+4em2OOOYa1g+1oiaCop+rGLcY8utFtFWelvOc972k/boRTbIcCTGyTOkDuvvvuqpGsG7aYOXXkkUeWCy64oLz97W9v/3z55ZcvP/rRj5p3H7YHH3ywrL322u3HXXPNNctNN93UrDYmYoV5vUgwpurGbKuRDpg/9NBD1XG/sbCyDs6DDjqoPP30082qwAQ0KQMkThLcb7/9yuyzz141bDHQve222w7Zljx21T366KPLfPPN127wN9poo/L73/9+0CMNXzTKX/3qV9u/OxrrOIwqGtuxEAE2ONRikeBI1nmEWPty2GGHtWdvxW3zzTcv9957b7MqMIFNqgCJxvv0008viyyySLthe9/73lduuOGGZtW2Rx55pOywww7t2VTR/bLPPvuMeDA8gmjDDTds/x0RKBFit99+e7NqT0RIbLDBBu3fH88rtifJrjCvxXjPEkss0X7clVZaqVx55ZXNakAfmDQBEmMQq6222pBv2t/5znea1aYr+uw/8IEPtO//hje8oZxyyikj7uaJ2U6rrLJK+3Hj9t73vrcayB7OQU2diK1VYtfgeipt3KJ7KSYMZDZGHOzmm28ua621VvtxY7wnZqC99NJLzapAn+j7AHnggQeqQ4/qfvi55pqrHHLIIeWZZ55pVu3IueeeWxZffPF2Q7nyyiuXq6++ullt2K644ory4Q9/eEiQxFVPhMtee+1VjcvEGMpwxHM///zzy+67715WXHHFIY8ds6HidRnueR5Njz76aNlpp52qrrh43LiSib/3iSeeaFYF+kzfBshzzz1XvvjFL7bXMsRtiy226MoGh/HYhx566JDH/vjHP17uu+++ZtVhi3GCww8/vLzzne8c0uDXtwjAKPvgBz9Yttpqq+oWXWz1v+PnUV5PG27eYn+umAE20qubmJl23HHHVWfB148dpxTecccdzapAn+rLAIkZRc2rhJEODL+cuCLYcsst21c30WiP5Oqm6a677qq6yWIm01JLLTVNGHRyi9lkcT7JGWec0ZWAC9Httuyyy7Z/R/z70ksvbVYD+lxfBchvfvObacYpTj311BGPU7yaa6+9dkTjK52KK58YazjvvPPKaaedVoXVwQcf3L7F/4+fR3ksVuz2TsBxdTF44D2uPo499tiurJMBJp6+CJCYKbX99tu3Z0rFjKZuzJQajpeb4bXGGmu84gyviSLGM/bee+/26vQY74hxjxj/ACavCR0gvVqrMRKxxmT//fdvr/OIfbDikKmHH364WXXcixlU3/rWt8rCCy/cfn1jptV4WfwIjK0JGyAXX3xxWWaZZdoNW6wW//GPf9ysNmZilfvgbUFilXssIIzQmwiuuuqqag1H/ffH2o5Y4wFQm3ABEoc1rbfeeu2GrZv7VfVCTM8dvO4iBsNjSu54FbPAYtV4/ffGavJYVd7t8RRg4pswARIb/e25557t3VyjH36XXXbp2o65vRQ7/X7zm99sbxUft5huO1qrzjsR+1PFPlWxX1X8fTGzLGZ/jdUWK8D4N+4DJPrhTzzxxPbBRnGLvZtGugBuLPzlL38pu+22WzsE43933XXX8uc//7lZdVSdddZZ5S1veUv79Y2dc6+77rpmNYAhxnWA/PSnPx2ygnrJJZcsP/jBD5rVJpy48vjQhz7Ufl4LLrhgdRbJaJ+d/stf/rLaNqX+O970pjdVZ3YAdGJcBsg999xTNttss3bD9trXvrbaw6nf+uEvvPDCsvTSS7efZ5xJEmeT9Nof//jHanFhfVLia17zmnLAAQeMeCNFYHIZVwESDdiBBx5YNWjRsEUDF2eJR4PXr2JWVpxBErO06iCJM0piFXq3RQBHEEcg178rgjoCG2C4xk2ARNfJoosu2m7YVl999aqLZbKIvaliO/fBiyHjzJJYV9IN0fUXXYD16xv7ZUUXIUDWmAdI87jTOBXvzDPPbFabNGLlepxRUr8esbI9tifJbscSkw3WWWed9uPFZIQTTjhh1MdbgP4zZgHiuNNXds4551R7atUN/6qrrlqdadKpmNn16U9/ur3Nesz42mOPPaqZYADdMOoB4rjTzj377LPVBomxhXu8ThG2cYZHnPMxPXFlEYdRxcyu+vVdd911R3xgFEDTqAaI405z4gyTOMukft3iHJI46yQCZrDYymWFFVZo14utXi666KIhdQC6ZVQCxHGn3RFnmgw+/naxxRarzj6JzSPjWNr657G55FFHHTVh9t0CJqaeB0icz1GvN3Dc6cjFYHqccRJnndSBUb++MYMrtrWP7e0Beq3nAVI3bmuuuabjTrsozjrZd999269vHGgVB2oBjJaeB0h9Nvd42jiwn8SeVXGQFcBo63mA1DOIBAhAfxEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJDS8wDZbSBAdhoIkD8IEIC+0vMAuWsgQO4cCJDnBQhAX+l5gJSBACkDAVIECEBfESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEjpfYDMO28rQO68s1kCwATW+wA56aRSDjywlL//vVkCwATW+wABoC8JEABSBAgAKQIEgJTeBMhtt5Wy006lLLNMaxrvnHOWsvTSpey4Y6tsemK2VtxeSSd1AOi57rfEhx9eyswzT23om7coO+KI5r1aOgmHTuoA0HPdbYmPOabVuM84YynbbFPKddeV8uSTpTz9dCnXX1/Kttu2yqLOscc2791ZOHRSB4Ce615LfN99pcw2W6txP+WUZulUURZ1ou799w8t6yQcOqkDQM91ryXeb79Ww77pps2SaW2ySavu/vsP/Xkn4dBJHQB6rnst8SqrtBr2Sy9tlkzrkktadVdbbejPOwmHTuoA0HPda4nnn7/VsD/2WLNkWo880qq74IJDf16HQyc3AMZU91riWWZpNewvvtgsmdYLL7Tqxn0Ga4bEK90AGFPda4m7eQXySjqpA0DPda8lrsdALrusWTKtGCeJuquuOvTnnYRDJ3UA6LnutcSf+1yrYd9ss2bJtGKmVtSNmVuDdRIOndQBoOe61xLfe28ps87aatzPOKNZOtXpp7fqxDqQWDsyWCfh0EkdAHquuy3xkUe2GvdYbb7ddq3V57EK/ZlnSvnFL0rZfvupK9GPOqp5787CoZM6APRc91viQw8tZaaZpjb0zVuUfelLzXu1dBIOndQBoOd60xLfcktr592llmrtxDvHHK1/77BDq2x6OgmHTuoA0HNaYgBSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABS/h/oskkYgzhVlgAAAABJRU5ErkJggg==)
| Product Number | 2707-3-29 |
| CAS | 449778-58-9 |
| MDL Number | MFCD02091005 |
| Molecular Formula | C10H13FO2 |
| Molecular Weight | 184.21 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 52-54 ℃
TSCA: Not listed on TSCA inventory