| Product Number | 2H17-3-02 |
| CAS | 127557-04-4 |
| MDL Number | MFCD19285320 |
| Molecular Formula | C10H9FO2 |
| Molecular Weight | 180.178 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2H17-3-02
CAS: 127557-04-4
Molecule Weight: 180.178
Formula: C10H9FO2
![3,4-Dihydro-2H-benzo[b]oxepin-5-one](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACIPAAAiDwH/QAKFAAACGnpUWHRtb2xTb3VyY2UAAHichZRtb5swEID/ysmfF79hwEQhVdRq0qRWk9ZO2rfJASdFCrgC8vbvd4YkDUvGBMj39pzh7szs4VBuYGfrpnBVSgTlBGyVubyo1in5+fZ1osnDfJZhEAZWTUre2/Zjyth+v6fZuy3NwVU0cyXp/dNDUwxi9gF19ZpJzgX79fL82jGTompaU2UWqaaYNp3x2WWm7d7iH1uw0tS7omJ9OCvrXZ/tt+T+5vTQ5OTzWx7Rt0AUVsXGwsrVpWlhJznFm3+Bta1sbVqbw/KI5oAq/Pb57OXJZdvSVi2KPkORmc1rW28zNJRuY7MtJkPh21NKSoGAaV25qGtzBC95sxFgJJgAjAITgonAxGA0mASM4PigX0is88b6jd6OHzYl3+HxdH1KeGGBZEoiqoJIQETjWGvQVGoucUmUVmft5AtpGCsNikqF20ia8Fidl5OxDyFwxMSSxjKRIKiUsQZOtQ4FTDgNuVQwEagnCUwklYGMvC5jb5eUq97f6VjRKI4wCQ9w6TUsDLtUZj5buiq/EqHIU7IUpCvZD7tq5KlqBFyd2xpfzCfwodeAHAK+xhdA3AOCIeA7Mg6oIeD7Nw6EQ8B3exyIhoCfjXEgHgJ+ki7A4h6gh4Cfu3EgGQLdlI4T3j9oXTfV/2H+bvfpFIwytx2/Qu6WSwQ39bq/C7uaSXY+2SjenHp29Utg+COc/wEjO4niF6keJgAAPxZJREFUeF7t3Qu4VWPix3FGVBqji5JLbrmMEo17SkhUhhJjoqKLXCY0bsVEKWKkBmFEIipynTIot+JfbhVm0CATESNhIiLG8P7Pb5/Z+6z1rn12Z79n77XXWvv7eZ738ei8a5+911pn/fZa720DAwCAgw3sfwAAoCYIEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAgFJZs8aYGTOMOeUUY/bYw5hmzYzZeGNjmjat/P8+fYy5+25jvvzS3hKIBAIECNv33xtz3XXGNGlS8Re4wfpL48bGjB9fuR0QIQQIEKbVq43p2DEYEjUp7dsb8+9/268IlAwBAoRFj6JatfKHQosWxowaZcyLLxrzySfG/Oc/xqxaZczChcZcfrkxO+zgr7/bbsZ88YX9ykBJECBAWI4/3h8Gw4cbs26dXcvvu++MGTnSv13PnnYtoCQIECAM997rD4FbbrFr5DZ5sn/7e+6xawChI0CAMLRtW3XxHzjQ/mnNnHpq1WvstZf9UyB0BAhQbM8/X3Xhr1fPmM8+s2vUjLbT9unXeu45uwYQKgIEKDY1hqcv+v372z/Nj7ZPv5ZeFyghAgQotiOOqLroT59u/zQ/2j79WnpdoIQIEKDYdt656qK/dKn90/y8/XbVa+2yi/1TIFQECFBsjRpVXfRrO4ZDAwnTr6UR6kAJESBAsdWpU3XR/+EH+6f50fbp19LrAiVEgADFxh0IEooAAYqtZcuqi34h20DUtgKUEAECFFvnzlUX/UL2wtLrAiVEgADFpskS0xf92o4DGTCg6rVGj7Z/CoSKAAGKbcGCqot+/fruI9E//7xy+/Rr6XWBEiJAgDDsuWfVhX/QIPunNXPaaVWvodcDSowAAcKg2XPTF3+V226za+Q2ZYp/ey11C5QYAQKEpUcPfwiMGFG53kcuWsZWbR0bbli1Xffudi2gJAgQICxazlYrCnpDZLvtKgNCKxB++mnlioRqI1m82JgxY4zZcUd/fU1fwrK2iAgCBAiTGsK1trk3FGpaDjzQvQEeKAICBAibHkuNG1c5ktwOiWylYUNjxo5d/+MuIGQECFAqa9ZUNob37WtM69bGNG1qzMYbG7PFFsa0amVM797GTJtW++lPgCIhQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAgLh6+unKAYcHHGDMu+/aPwWKjgAB4mrffaumO9FKhUDICBAgrg4+uCpAdtrJ/ilQdAQIUEpr1xpzww2VC0z997/2T3MbNqwqQFRWrrRrAEVFgACl1L9/VQBcfrn909xmzfIHyEMP2TWAoiJAgFLSGh/pAGjb1v5pblqAyrtS4fnn2zWAoiJAgFI644yqANhoI2O++squkZtWKExvrzACQkSAAKU0dar/MdRTT9k1cvM+AttkE2PWrbNrAEVDgACltGyZP0C0Pno+Jk3yb79ggV0DKBoCBCi1LbesCoAuXeyf5rZkiT9AtPQtEBICBCi1nj2rAmDzzY358Ue7RvV++smYRo2qtu/e3a4BFA0BApTauHH+u4jXXrNr5NatW9W2WlcdCAkBApTaCy/4A2TiRLtGbmPG+LdfutSuARQFAQKU2nffGVOvXlUAnHyyXSO3efP8ATJlil0DKAoCBIiC9u2rAqBlS/unuWk6lDp1qrY/7TS7BlAUBAgQBUOH+u8i8p3Xap99qrbVFO9ACAgQIApmzvQHSL7zWp1zTtW2P/uZMatX2zWAgiNAgChYtco/r9UFF9g1crv3Xn8APfaYXQMoOAIEiArvvFbt2tk/zW3FCn+AXHKJXQMoOAIEiIp+/aoCoG7d/Oe1atGiavvDDrN/ChQcAQJExa23+u8i8p3Xqlevqm0bNDDmhx/sGkBBESBAVNR2XqsJE/zbL15s1wAKigABokJzYHnnterRw66R28sv+wNEgQIUEQECRElt5rXSIys9ukpvr0daQBERIECUXHGF/y7inXfsGrmp8Ty9rRrVgSIiQIAomTvXHyD5zmul7rve7T/4wK4BFAwBAkRJbee1mj3bHyAzZtg1gIIhQICo8c5r1bq1/dPcNIWJpjJJb68pToAiIUCAqKntvFYKnfT2CiOgSAgQIGr02Mn7GEqPpfKhx17pbfU4TI/FgCIgQICoUcO3N0DynddKDe/e7dUwDxQBAQJEUW3mtVLXX0+A/Fddg4EiIECAKKrlvFYfN21qllRs+3xFWazBiUARECBAFNnzWmmakjzM69HDTKjY7vKKckmjRuYnTZMCFBgBAkSRJkL0BsgNN9g1cnp07FjTvWK7jhVlr4qyVBM1AgVGgABR9L95rdZUXPxXVJQP8pzXauGCBaZBxXYb/K/cqqnigQIjQICIevXQQ81fKi7+d1SUyXnOa7Vu3TpTt27dTID002JVQIERIEBEPXnJJWZwxcW/T0U5uqKs0rK1eWjXrl0mQHbRcrlAgREgQEQ9/9hjZreKi3/zilKvotx77712lZwuuOCCTIBsuOGGZtWqVXYVoFYIECCiVq9ebX72s59lQmDIkCF2lZweeuihzLYqs2bNsqsAtUKAABHWqlWrTADsk+e8VitXrvQFyNChQ+0qQK0QIECEDRo0KBMAderUMWvznNdqp512ymzfvn17+8dArRAgQIRNmTLFdxcxb948u0pOJ598cmbbevXqme+++86uAjgjQIAIW7p0qS9AxowZY1fJaeLEib7tX3jhBbsK4IwAASKuadOmmQA46qij7B/n9Nprr/kCZPz48XYVwBkBAkRc9+7dMwHQSPNa/fSTXaVaP/74o9l8880z2/fs2dOuAjgjQICIu/rqq313EUvynNeqS5cumW2bN29u/xhwRoAAEbdgwQJfgEyaNMmuktPo0aN92y9btsyuAjghQICI07xWm2yySSYA+vfvb1fJ6amnnvIFyNSpU+0qgBMCBIiBAw88MBMAu+66q/3jnL766iuz0UYbZbY/44wz7CqAEwIEiIHzzz8/EwCa1+rTTz+1q+TUtm3bzPZt2rSxfww4IUCAGKjtvFaDBw/ObKv5tb788ku7CpA3AgSIAXteq2HDhtlVcrr77rt92z/++ON2FSBvBAgQE955rTp06GD/OKfly5f7AmTkyJF2FSBvBAgQE3379s0EgOa1+v777+0qOW299daZ7Tt37mz/GMgbAQLExM033+y7i8h3Xqvf/OY3mW0322wz89///teuAuSFAAFiorbzWl133XW+7V999VW7CpAXAgSICc1r9Ytf/CITAMcdd5xdJaeFCxf6AuSmm26yqwB5IUCAGDnyyCMzAZDvvFb/+c9/TP369TPb9+7d264C5IUAAWJk1KhRvruId999166SU8eOHTPb7rDDDvaPgbwQIECMPPnkk74AyXdeq4svvti3/UcffWRXAWqMAAFixJ7X6swzz7SrpKiBXKPX1W7i9cgjj/gC5P777/f9HMgHAQLEjHdeqz333NP+sTn99NMzP9csvocffri59NJLzezZs817772Xmksr/fNzzz3X3hyoMQIEiBnvvFa6G0nPa/XNN9+Yk046yXeHka3UrVs3ZwABNUWAADEzffp0XyA88cQTqTuLvfbaKxAWNSlbbLGFOfbYY824cePM888/b7777jv7VwJZESBAzCgsvAGgKU6aNGni+zfNuHvUUUelRp9vs802gdDIVXSHctBBB5kLLrjAzJw5M++p41E+CBAghrzzWnnbNFQaNmxoHnvsMV/9999/39xzzz3mnHPOST22skNjfWXnnXc2p5xyirnllltSI+IBIUCAGNIjJ/sir7LHHnuYd955x64esHr16tSjsMsvv9x07drVbL755oHXylVUv1u3bqntn376afP111/bvwJlgAABYmbZsmVmq622ClzU9biqNhdy3VlMnDgxdaehOw779XMVNeb/6le/St3hzJgxI3XHg+QjQIAYmTNnjmnUqFHgAn7JJZfYVWtt1apVqTYQtYW0a9fO13urJkVtLyeccIK5/vrrzeLFi80PP/xg/wrEHAECxMSVV17pG0Sooov6tddea1ctCvXOUi8t9dbSI7SmTZsGQiNX2XTTTc2hhx5q/vCHP6QGNH7xxRf2r0DMECBAxOmx1PHHHx+4IKsxPN+5sApN7S133nmnOeOMM0ybNm0C73F9pVWrVmbQoEHmjjvuMG+99Zb98og4AiQGtPyoJr7TRYQ++uVFF+jWrVsHLry9evUya9eutauXnAY1asS7Rr536tTJ/PznPw+891ylcePGpkePHubqq6828+fPN99++639KxAhBEiEvfLKK6n++N4/MHXf1BxHSD51xVWXXO/x1yOssWPH2lUjS6seal6uCRMmmBNPPNFst912gdDIVTQVy/7772/OO++81Hn/8ccf278CJUSARJAaL0899dTUYDD7DypdDjvsMPP666/bmyIBfvrpp1T3WPv4a7CgZuONuw8//DA1iePvf/97s88++5g6deoEzu9cZccddzR9+vRJLYj197//PbW/UBoESIRowR81UNa0T77+8H73u9+Zzz//3H4pxJRm2802xkMTKC5fvtyungiaw+uZZ55JdRI4+uijA3dd6yta3/2II44wl112WWpaF+1DhIMAiQj1Stlll10Cfxwq6rkyb948M3DgwMC3UhV169QjArpJxtvbb79tdt9998Dx1cqBusiWkyVLlpjbbrvNDBgwwOy2226BfZKraGS+5gXTpJMaLFnqjgZJRoCU2JtvvulbptRbdKv+wAMP+Oq//PLLpkOHDoG6Krr46BsY4uevf/2rb71zFd1h/ulPf7KrlqV///vfZtasWWbYsGHm4IMP9i3NW5Oi5X+1hry6PL/00kvm+++/t38FHBAgJaKpJIYMGWI23njjwMmunitjxozJ2eNK8xq1aNEisK2KHgPUZDoLlJ6e3+vRi31nqRly586da1fH/ygAFAQKBAWDAsL+O8hVFED6IqZAUjDxGNgNARIy9Uq5+eabA7OnqujW++STTzb/+te/7M2y0mMNXXyyfRtT75ULL7wws1YEomfNmjXmmGOOCRy7vffe23zwwQd2dayHHlXpkZUeXekRlj3J5PqKHpXpkdmkSZNSj9CwfgRIiNSOUd1gqwMOOMC8+OKL9iY1oouNukjar6nSrFkzM3ny5MDSpigtPbrM9mxfXyAY+1AYakzXI119ydJjYjW22/s7V1Fj/q9//evUOvIKFQQRICHQNyPdZtsnqIrGddx1110F6Yq4YMGC1LdX+3eo6N81MAulp/ml7IuZ2js0ZxSKR39j6vb75z//OdUNWG2M9t9JrqJOLvAjQIpIU1AMHz486yR0+jdNgFeb2VOz0Z3G7bffbrbccsvA71TRCGYej5SGjo1GaNuPVnSXqG6sCN/KlStTAxQ1UFFPAfTo1/6b8RYN7kUVAqQI9E1H8wNlm3JbRVOSaFW5YtLz9aFDh2b9g1CbiW7ry61raCmpLUorBNrHYt999zUrVqywq6NE9PhQd+qaSkVTqtg94/S3iyoESIGpHUNTL9gXChVNfqd2kDCpN1a2hloV9eK6++677U1QYGqQzTbGp3///mbdunV2dUSM1jlJHzP1lvvHP/5hVylbBEiBfPTRR6kGUPvxhIq6ZGqhHvXAKhVNgZFtkJpK+/btU+s1oPAefPDBwISC6rqtaTgQD5qTzHv8tAY9KhEgtaRvkFdccYVp0KBB4MKsC4Xm+4nKugcaqX7DDTdkXZBI36zUhfGTTz6xN4MDtXdo3Qv7C4XapujMED/euxB1eGB0eyUCpBY0SlzTrNsXY5UuXbpEdn0DDZrSHFrZJrHTM189/2WkrjsNEtU64/a+1aNN3akifvS37j2Wp59+ul2lLBEgDtQV8JBDDglcIFR23XVX8+ijj9qbRNIbb7yRWrPB/gwqWhNbI3SRH82Q3LJly8D+1OzKuWYWQLTpjtL7CFidUzSrcLkjQPLw2Wefpb552MuKqmgG3fHjx6dm1I2bv/zlL2annXYKfCaVzp07Myq3hu67777Ao0w9xlT7F+Jv6tSpvmOrx9PljgCpAYWC5tzJNs20wkRLcn766af2ZrGiR1ZXXXVVYICbih51nX322akJ7RCkzhGaU8neb+rGrTXEkQxqQ/R+0dIa71q7p5wRIOuh5TmzTTmh0rFjx9Rqa0miFd/69esXaPxV0XKj6j3EtPFVFKpai8LeV+3atavxnGaIj1tuucV3nDXNSTkjQKqhtRm6desWuDCobL/99ubee++1N0mURYsWpS6C9mdX0RrdTz/9tL1J2VFbWLbpMPSYk04IyaR2rG222SZzrNXpJCq9LEuBALHoZNC0BtmmWdfz7dGjR5fVZHfTpk0z2267bWBfqGik7rJly+xNyoKm09cjDO/+UMMqk+4l33XXXec77lp+uFwRIP+j59j642/atGngQqmiydfKtdfF2rVrzYgRI0y9evUC+0UXzYsuuqhslhHVeXLBBRcE9oMmxXSdTRnxoimAvNcJLc1Q6Dnt4oIAqfDss8+m1py2LwoqmquIhtBKWpP7hBNOCOwjFS3oc8cddxRkVuGoUi+8bN2eNZJfk/KhfKjDifccGDdunF2lLJR1gKzvgjhlypREXxBdlWPgqrOE2r7sz6sBmXHsuo3a0eSY3l6Z6nFXjvOalWWA6JGMptXO9khG06yrZ0W5PJJxpYFVuR759e7dOzGP/NQOZK/6qPNE0+ajfOka4j0ntM5IuSm7ANHFwNuLwlvKuVHYlb6JnX/++Vk7HaiROc6dDtRdWYPF7M+lTgXqpYbypimBvBNl6g613O5GyyZAFi5cSLfUIlq6dGnW9S7Sf1hx6/asgaGHHnpo4LNo7A8TTiLN7lChdsBykvgAYWBcuObMmVPtwMuDDz44FgMvX3755dRaKfb712h8zhV46frifRSuufBKuWxD2BIbIHGfmkPfgNXIrwWhtNxpuuj/9e9Rnjol19QvmjZeU79EdQoIrSRpt43p//XvQDbqSOE9X2bMmGFXSaxEBsj6JgeMwopiasjXIk4akKa10dUbTD2b7MFp6yuqr+20vV5Hr6fX1euX2vomn1TXx6g8M9adhb5U2O9TdyK6IwGqoy903jZArTxaLr03ExUgmko7Wz99FU1P/vDDD9ubhEZd/LScrQbkadxAtkbnQha9vn6Pfp9+bym7GGrKj2ztCSpa6vWRRx6xNwmV2jT0eM1+b3rPUb7TQ3RoeWLvuVPKa02YEhEg61sgaezYsSWZm0iPyDSV92GHHRZ4LBJ20e/X+9D7KdWjOy3Kk23uKJVSLcClzhXZpmo599xzae9AjWnuPO+dthYPKwexDhD9gU+YMCFSS7QqqPQI7bjjjkuNFbDfV3VF66YfdNBBqfaBUaNGpYrGWejZ+/33359q/9B/9f/693Qd1dd22t5+zeqK3pfen95n2MGqyei0BLC9TrhKeglgregXBo3jsI+RxnuoqzeQr169evnOpSeffNKukjixDZAnnnjCt0KYt+jRTdjPrRVUWhNCPbvs92OX7bbbLtUz7Lbbbkt9Ay7UBVOvo9fT6+r19Xvs320XvV+977CDVku7nnzyyVl7xykMdadUrN4sanc588wzA79X3Y3j0EsM0aRHtd7zWauWJl3sAkS9kI4++ujAH7+KGjzvvvtue5Oi+uCDD1KNr7keUWkWX43M1oU97IGK+n36vfr99mp53qL3r8+hzxMmTUB4wAEHBN6PSps2bVLtN4WkOav0BcP+XYcffniq0R+ojWOOOcZ3Xi1YsMCukiixCZA1a9aYCy+8MDX7q/3Hr8cOl112WWqWzLCo58XAgQOrbQzX81A9158+fXqo7ysXvQ+9H72vbD2jVPR59Ln0+cKiHit33XVXakZb+/2o6HHbe++9Z2+WN4VVtt+hwWDFuttBeXnppZd855bWFEqyyAeI5lyaPHmyadasWeAPX+XEE08M9Vuz2gzGjBlTbXdb3QWpe6oGGEWZ3p/eZ7YBcyr6fPqcYbaRaErs4cOHB9olVPRv+pnrtNlqN7K/fOiOTN2egULSUIH0OaZHWmE/Tg9TpANk/vz5Zu+99w5cTFT07/p5mNQoppGm9ntRUXdUBV1UxjXUlN6v3rfev/2ZVPR5w24M1N2G7jrs96KiOwjdrdS0n70C8LTTTgu8jnqD6Zk1UGjq8OI913QuJ1UkA0R3FLqzsP/oVXQnogue7kzComfjv/3tbwPvRUXzaGnkadwfgej963Po89ifUUWfP+w2ArV/qB3Efi8qajdZ3wJOWpP8wAMPDGyrNcxL1ZUZ5UE9I9Pnm3qERmHwcjFEKkD0jF5tGfbU2Sp6/KA2ELWFhEl3OdnGCWh8iabrSNpYAX0efS59Pvszaz+EfdenYFOPrGzdlPV4QD251KPL9txzz6XWaLC30eqJcQ97RN9jjz3mO+/69u1rV0mEyASIek9V9zxeva7U+ypMusO58sorsw5OPOmkk1LfbpNMn0+f0/7s2h/aL2HeAYq6KGuMSLZOCxpTorElGmMiChy7nurcd9991qsCxeN9/K6/m7B7YIah5AGixxDZulWqaJyHxnuETdNXHHnkkYH3o3EVc+fOtasnmj5vtvEk2j+lmOZDo9XVi8x+Pyoax5FtypSWLVumprkBwvTggw/6zkO1xSVNSQOke/fugT92FY0s1wjzUjwe0rcEXXDs96T+3YUa8Bc3+tx2//b0hblU36o0f1Z1HRq8pWvXrmV73FBa6ujhHeysx/BJWaUzraQBYo9C1m2e5rTS3FaloFHIW265pe896VGI2gRgUvvBfjSk/VWq0dvqQaauyJrZ1w4OnVvq9hv2ozbAa+rUqb7zcsiQIXaVWItMgOgxSSkfM6jHj91wrKVvNTUIqmh/2EsCa78VesR4PrS2iD2brjpjAKWmpyjepSU0viqqa+G4KGmAqHtbesdqNHCpzJw5MzB47Ze//GWoAxTjRPtF+8e7v7T/tB9LRRNDet/PCy+8YFcBSuLWW2/1nZsXX3yxXSW2yj5A9M3ZDg+NHSjVY7S40P6xx1hoP5bqToQAQVRpMKt3KIDu2JPSLlfWAaJn9/ZjK81dE4XV/OJA+0n7y7v/tD9L0SZCgCDKrr/+et/5OXr0aLtKLJVtgKj3kN1groth3KYiKTXtLztEtF/D7p1FgCDKNEjaO59fkyZNnOd1i5KyDBCNX7C76mpqjKjMmhs32m/2lOzav2GOEyFAEHVXXXWV7xy95ppr7CqxU3YBom6d9iBB9dWmzaN2tP/sBb60n8PqRkuAIOo0DVPDhg0z52jz5s3NunXr7GqxUnYBomk4vBcaNW7R26owtB/tecO0v8NAgCAORowY4TtPb7rpJrtKrJRVgGgiQO/cVhoZyjiPwtL+9K67of0dxgSMBAjiQHfqmpctfZ5q/Fuc213LJkA0Fbn97ZgR5sWh/erdz9rvxZ4KngBBXGhWce+5evvtt9tVYqNsAsRez0PzcKF47HnOtP+LiQBBXGg10Hr16mXOVS3mFtclBsoiQLSinvfiottGFhQqLu1fexbfYq5sSIAgTgYPHuw7X7WYWxwlPkA0CtSetbXcpmQvFe1n737XcSjWGusECOLk/fff901MqpU3a7pMc5QkPkDGjBnju7BoqVyEx16aWMejGAgQxM2AAQN85+ysWbPsKpGX6ABZvnx5avbL9O/QNBtJX0kwarS/vdPF6HjouBQaAYK4Wbp0qdloo40y5+x+++1nV4m8RAeInfD0uioNu1eWjkuhESCIo169evnO21KswFobiQ0QDWrzPmNs3bp1SVY4ROWaCNr/6WOh41LowZsECOLotdde862LdMghh9hVIi2xAXL22Wf7Lihx7eWQFNr/3uOh41NIBAjiyu7yvmDBArtKZCUyQD755BNTv379zGvHuZ91Umj/6zikj4mOj45ToRAgiCvN3uA9d7t27WpXiaxEBsiwYcN8B2Ty5Ml2FZSAjoP3uOg4FQoBgjjr3Llz5tzVI62XX37ZrhJJiQsQjTPQXPvp123RokWs55pJEh0HHY/0sdFxKtS4EAIEcfbMM8/4zt+ePXvaVSIpcQFiX0jGjRtnV0EJ6Xh4j4+OVyHYx50AQdy0b98+c/7q2rhkyRK7SuQkLkCOO+64zGuqj7XmnUF06Hh4+77reBUCAYK4mz17tu8c7tOnj10lchIVIJp/qW7dupnX7NKli10FEaDjkj5GOl6FmJeMAEES7L333plzWEshhL00dL4SFSATJ070XUSmT59uV0EE6Lh4j5OOW20RIEiCBx980HceDxo0yK4SKYkKkE6dOmVeT4u2rF271q6CCNBx8S6qo+NWWwQIkkATKrZq1SpzHmtxtg8//NCuFhmJCRCtLeydY59JE6PNO8mijltt14YmQJAU06ZN853LQ4YMsatERmICZN68eb6dPmnSJLsKIkTHx3u8dPxqgwBBUmjqn5YtW2bOZU1AWshBt4WUmAC59NJLfReQqDc+lTsdH+/x0vGrDQIESWJ/wbrooovsKpGQmADx9qHWSniIPu+KhTp+tUGAIEk0wHbbbbfNnM9aEmH16tV2tZJLRICoUVaNTenX6tevn10FEaTjlD5mOn616fRAgCBprr/+et85PWrUKLtKySUiQBYtWuTb0bfffrtdBRGk4+Q9bjqOrggQJM0333xjmjVrljmnGzdubL7++mu7WkklIkDscQUvvviiXQURpOPkPW61GbdDgCCJ/vjHP/rO62uuucauUlKJCJARI0b4dnIUnxUiSMfJe9x0HF0RIEiiNWvWmEaNGmXO6+bNm5tvv/3WrlYyiQgQ77KQTZs2tX+MCNPxSh87HUdXBAiSauTIkb5z+8Ybb7SrlEwiAqRt27aZ1+nQoYP9Y0SYjlf62Ok4uiJAkFSff/65b+YG9V6MyhIViQgQ784dOHCg/WNEmI5X+tjpOLoiQJBkF154oe/8jkpHodgHiJLYu2OHDx9uV0GE6Xh5j5/rNysCBEm2cuVK31RNUVmmO/YBoqnAvRcO9VpAfNi9TFyndidAkHRnnXWW7xy/55577Cqhi32AvP/++76detNNN9lVEGE6Xt7jp+PpggBB0ulvY+ONN86c423atEnN3ltKsQ+QN954w3fhuPPOO+0qiDAdL+/x0/F0QYCgHAwYMMB3ns+YMcOuEqrYB4g9GO2hhx6yqyDCdLy8x891ECgBgnKwdOlS33Vz8803t6uEKvYBMnfuXN+FY86cOXYVRJiOl/f46Xi6IEBQDvTIqmHDhpnzfMMNN7SrhCr2AcIdSLxxBwLU3MyZM33n+X777WdXCVXsA4Q2kHijDQSoOQVG+hzfaKONUo+0Sin2AUIvrHijFxZQM0888YTvHI/Cst2xDxDGgcQb40CAmunYsWPm/Fbbx+uvv25XCV3sA4SR6PHGSHRg/ebPn+87v7t3725XKYnYB4gwF1Z8MRcWsH5dunTxnd8LFy60q5REIgKE2Xjji9l4gdwWL17sO7ePOOIIu0rJJCJAWA8kvlgPBMitZ8+evnP72WeftauUTCIChBUJ44kVCYHclixZ4rtORu0JSyIChDXR48keBMqa6IBf7969fef17Nmz7SollYgAWbRokW8nR2WxFeSm4+Q9bjqOrggQJM0///lPU6dOncw5vc8++9hVSi4RAbJ27VqzySabZF6rX79+dhVEkI5T+pjp+Ok4uiJAkDSDBg3yndNRnKYpEQEi7du3z7yW1gxG9Ok4pY+Zjl9tECBIkhUrVvi+FLdq1arka39kk5gAufTSS30XkGXLltlVECE6Pt7jpeNXGwQIkuScc87xnc+1aR8spsQEyLx583w7fNKkSXYVRIiOj/d46fjVBgGCpPjkk09M/fr1M+dyy5YtI7H+eTaJCZB169b5Fp2PwkRjqJ6OT/pY6bjp+NUGAYKkGDZsmO9cjvKX4cQEiHTq1CnzepoWozaNsigeHRfv9DM6brVFgCAJNDZqs802y5zH2267rfn+++/tapGRqACZOHGi7yIS1eeG5c4et6PjVlsECJJg1KhRvvN4woQJdpVISVSAaCrwunXrZl5TE5AherwTw+l4uU7h7kWAIO6++uor07hx48w53KxZM/Ptt9/a1SIlUQEixx13XOY1tWLXxx9/bFdBCel46Likj5GOVyEQIIi7sWPH+s7hOKxtlLgAsS8k48aNs6ughHQ8vMdHx6sQ7ONOgCBOdKex5ZZbZs7fRo0amTVr1tjVIidxAaIGpyZNmmRet0WLFs6LFKGwdBx0PNLHRsepUA2EBAji7MYbb/SdvyNHjrSrRFLiAkTsbnCTJ0+2q6AEdBy8x0XHqVAIEMSVvlh5Z2VQD8VCtAuGIZEBYg/E2WWXXSI7EKdcaP/rOKSPiY6PjlOhECCIK/uL1dChQ+0qkZXIAJGzzz7bd1BmzJhhV0GItP+9x0PHp5AIEMSRvljtvPPOmfNWX6xWrlxpV4usxAbIBx98YDbeeOPM67du3dr88MMPdjWEQPtd+z99LHRcdHwKiQBBHN19992+8/ass86yq0RaYgNEBgwY4Ds41157rV0FIdB+9x4HHZdCI0AQN5pdd4899sics8X4YlVsiQ6Q5cuXm0033TTzO37xi1+Yf/3rX3Y1FJH2t/Z7+hjoeOi4FBoBgriZOXOm75wdOHCgXSXyEh0gMmbMGN9BYpLFcHknTVTR8SgGAgRxs++++2bOVw2ufeedd+wqkZf4ANE4g1133dV3cZk7d65dDUWg/ezd7zoOhRr3YSNAECePP/6473w96aST7CqxkPgAkSeffNJ3sNTnOi79rONK+9fbt11Fx6FYCBDEycEHH5w5VzfccEPz+uuv21VioSwCRH7729/6LjDdu3e3q6CAtH+9+1v7v5gIEMTF/Pnzfedqjx497CqxUTYB8tlnn6Xm1vceOHplFYfd60r7Xfu/mAgQxIV3NmqVRYsW2VVio2wCRJT8derUyfxOLVq/cOFCuxpqQftT+zW9j7W/td+LjQBBHCxevNh3nh555JF2lVgpqwCRK6+80ncA9e04bn2vo0r70b7L0/4OAwGCODj22GN95+mzzz5rV4mVsguQH3/8MZX63oO4++67m88//9yuijxo/2k/ever9rP2dxgIEETdG2+84bvmdejQwa4SO2UXIPLpp5+ali1b+i44BxxwgPnmm2/sqqgB7TftP+/+1P7Vfg4LAYKo6927t+8cnTNnjl0ldsoyQGTZsmW+BVxUunXrxtohedL+0n7z7kftV+3fMBEgiLJ//vOfvpU499lnH7tKLJVtgMirr77qm2YjHSJr1661qyIL7Sc7PLQ/tV/DRoAgyk499VTf+anzNQnKOkBk3rx5pm7dur6De+CBB9Imsh7aP9pP3v2m/aj9WQoECKJqxYoVvp6JmplaEykmQUkDRCMw0zt10KBB9o9Do0nN7BD55S9/Se+sami/aP/Y4aH9WCrTp0/3vZ/nn3/ergKUhL02kc7VpChpgHh3qp4P/uEPfzBff/21XS0U+uZsP87aZpttGCdi0f7QfvHuJ+23Ut15qJfXbbfdlloG1Pue1Kj/1Vdf2dWBUNmro2rxqCStjlrSAPHe1qXLVlttZe68886S3OLp2b3dsK45+hmxXkn7wbtIl4r2VynaPEQDFH/1q18FzqF0adWqlVm6dKm9GRCaYcOG+c5JfdlJkpIGyP33328aNmwY+MNX2X///UvyHFu9h+wuvirHHHOMWb16tV29LOhz6/Pb+0T7KezeVvL++++bXr16Bd5PtrL55pubRx55xH4JoOg0oehmm22WORdbtGhRtNmoS6WkASK6nbvlllvMFltsEfjjVxtJ3759zUcffWRvVlQav2APNlTR7LLlNhW8Pq89q66K9k+Y4zxE401GjhzpeySQLrqbHTp0qPnrX/8aOJfUWWP06NEluatF+brssst85+ENN9xgV4m9kgdI2hdffGHOPffcwCMSlQYNGpgrrrjCrFu3zt6saPRsXdNweOfOShfN3Z/0lQ31+fQ57c+u/aH9EtYI8zStHa1vcPb7UdHdkfrZp+kOJdujLc0QvGbNGs+rAsWh9rfGjRtnzj096v3222/tarEXmQBJe+utt0zXrl0Df/wqO+ywQ+qxV5j0nN2e30lFDcdqE/jhhx/sTWJNn0efy+5QoKL9EMbEiF6afK59+/aB96KiNo7q1hjRH2ufPn0C26j3mM4xoJjGjh3rO++uvvpqu0oiRC5A0h599NHASoLpcsghh5i//e1v9iZFo6nI7fVE0kV9umfMmBH7nhV6//oc+jz2Z1TR5y/2lOxeK1euNAMGDPCNFUoXfbPT44CahPd1110XuItUOM6aNcuuChSEvrx4O+M0atQosT0CIxsgomkyxo8fn2oItS8i6vZ72mmnhXpR07fd6kJtl112MZMnT47dVCh6v3rfev/2Z1LR563uW34xqJFR39ay3QEpCAYPHpz3IE91MW7atKnvtdS+pvaUsB/FIfn05cZ7rqktJKkiHSBpaqzVQEPvXDLpol5ceuQS1oVbF7gxY8aYTTfdNPBeVPScfty4cebjjz+2N40UvT+9z+raFfT59DnD7DWiu4JsPeBUOnXqlJrN1JVGA2v+Ift1f/3rX5svv/zSrg440d+L929KvbCSvHx2LAIkTeMNOnbsGLgIqOy2225m9uzZ9iZFs3z5cjNw4MCsjf4qCjutPKZRp1GZ5VfvQ+9H7ytbGKvo8+hz6fOFZcmSJebwww8PvBcVBUqhRrirE8Ypp5wS+B26y/rHP/5hVwfypnEe3nNLPQOTLFYBknbfffeZ7bffPnAhUNHkfm+//ba9SdFoWg9NVVCvXr3Ae0kX9SLTVM46ucIeN6Hfp9+r36/3Yb+3dNH71+cIc/oWfTM766yzAm0UKvrmdtVVVxXlDkiPGOzg1+976KGH7KpAjakdUSPN0+eUupurLS/JYhkgom+Tl19+edaLoi4O5513XqprcFg0ZYFGnXq77lVXNK6iX79+qQu7pgYp1ABFvY5eT6+r1882fsMuer9633r/YVHj94033ph1X6lton///kV/BPh///d/gVkH9LsvueQS2kXgRF3NveeTvpAlXWwDJO3DDz/M2l1TRQPKbr311lB7SOkbs2aGPe644wITNOYqeq8HHXRQqq1n1KhRqTJp0qTUtC7quvzMM8+k/qv/17+n66i+trMHz+Uqel96f3qfxfiGn8tTTz1VbU+vdu3amUWLFtmbFI3Onf322y/wPnQXG+aXD8SfBql6z2sNbA3zbr5UYh8gaZp9NdvFQGWvvfYqydrDekQzceJEc9hhh+V8xBVG0e/X+9D7KUWjnh6l9ejRI/C+VDS+ZNq0afYmofjuu+9S3YXt96RHEbVptEd5sZcT0Pof5SAxASL6FjBlyhTTvHnzwAVB5Te/+U2ojcNeeuSm7qQjRoxIDYyzn8EXuuj19Xv0+/R7wxzF76X+7xdddFHWiTMVanp/UVjA6+abbw4cE83wG/bAVcTTvvvumzlv1EHlnXfesaskUqICJE0XrYsvvjjrIyRdtC699NKSX7T0+zXK+p577kk9dz/hhBNM27Ztq+0eXF1RfW2n7fU6ej29bqk/n8L8jjvuqDbMNTBRU45EyYIFC7K+X51LYT4GRbw8/vjjvvNFUwCVi0QGSJoemxx77LGBC4KK1rSYOnWqvUlkaOyL7pb0TUbtH+mi/9e/hz2RYT6ee+453zcyb1HYqQE7qjQHmL3SooomjyzFoz9E38EHH5w5T9QRo5wefSY6QNKefvpps8ceewQuCiq6WLBoVGFosJ66C9v7WEUjwdX4H4ceTupYoM4J9mfYaaedzGuvvWZXRxnTlyHvOaIvrOWkLAJE9Ajiz3/+s2nSpEngwqBvDer2Wuyuo0mluX80XXq2x29qVzj//PNjOdpbPfjstpvdGzQwz82YYVdFmbKXfQizF2EUlE2ApGmsxDnnnJN18JoaTTVVuXrmoGbuvffeasebHHXUUbFfEVCLmm299dapz9O0onSrKCMqypILL9S3Ers6yojCwnu+K0zKTdkFSJqmrjjiiCMCFz0VPapgVHJur7zyiu/Zr7doyvQ5c+bYm8SW7kw7HXSQ6Vjx2S6oKDMqyj8riunc2Zg8J3ZEctjtq1Fu2yuWsg2QtIcfftg3/YC3aNzE66+/bm9S1latWpXq455tmnVNbKnp08Oa2DJMP1R8prvPOMNMrvicryk80mWHHYwJcWkBRIOuC3r0nT739WWqHJV9gIgaTbUATHVTiJ955pl5TyGeNAoFzd5b3dT6Z1RcXMOcWr9UVmnK/rp1qwJEZdNNjZk+3a6KBLNX61RX3nJEgHhoPijNRJvt27UWhZkwYUKNFjFKmkceeaTa9UIOPfTQ8uuZ9NJLxmyzjT9EVM47TxN92bWRMOpK753NWl3WyxUBksXLL79sOnToELhYquy+++7miSeesDdJpDfffDPQyyRddtxxR/PAAw/Ym5QPTT6pxxZ2iBx2mAbx2LWRIPqS6f1b0DQm5YoAyUGjuqvrYXT00UcndroC9VQbMmRIYGoPFfVU00JT9FQzlXcbZ50VDJGKc8a88opdGwmgCRK9Xbs1vkyzLpQrAmQ9tAiTlqTMNsZBJ9KFF14YyzEO2WisjOaEqm6szMknn5waqQ3LlCnG1KvnD5H69Y256y67JmJOU7R7/y40hXs5I0BqSN88TjzxxMCFVaVZs2apdcXjMMq6OppwsU2bNoHPpnLAAQeYF1980d4EXosXG9OiRfBu5JxzaBdJCC0OpUWi0n8X6r1Z7nOkESB50oR7e++9d+Aiq6J/nz9/vr1JpL377ruptUHsz6KiAXR3VXyLLudb9LysWmXMIYcEQ0T/pp8h1rQ8rffvQ18ayx0B4kB3GrfffntgRbt06dWrV+QXk/n666/N8OHDs85YrH/TzL6qgzzpbmPIkGCIbLuthi7btRETmkhTyx6n/0ZaVNxtJnG8U74IkFpYs2ZN6luJPV+Sim51R44cmWpDiRLdTWhVw6222irwnlWOP/54895779mbIV+a6VntIN4QUTvJHXfYNREDagf1/p3ccMMNdpWyRIAUgHpjHXPMMYGLsYq+qUSloU3tGPvvv3/gParsueeeqXYQFJB6YqlHljdEVAYP1shMuzYiSusLaRxY+m9FTx40gSgIkIJ68sknU+NE7IuzilYH1EJPpfDRRx+lelB5p15IF62lrmVuy70xsGg0Or9Tp2CIdOigVlm7NiLo6quv9v3NaNYKVCJACkwj1XV76/3Gki4a4a71tzXiPQxaxvaKK64wDRo0CLwXjfH4/e9/b7744gt7MxSawvn884MhotHsGtWOSFL3/JkzZ/r+fho3bpy6I0ElAqRINHfW7373u6zTxmvOLX2r0RxcxaJR4jvssEPgd6t06dLFvPXWW/YmKDY9ytS8Wd4Q0bxat91m10QJaOmBKVOmmNNPP73aBehGjRplb1bWCJAi0/KWnTp1CpyIKupHPmvWLHuTWvn73/9uDjnkkMDvUtl1113No48+am+CMGnmXs3gq/DwljPOoF0kRLo719LL11xzjenRo0fqUa7992IXPQJmWWM/AiQkmi9H64zYJ6VK586dzZIlS+xN8qKZcPXNyTvJW7poBt3x48fT7TAqNLOz1hLZwAqRgw7S4iN2bRSAHhvrb1CrY2oZ62w9J3MVPfK9+OKL7ZctewRIiPTI6qqrrvL1J08XPerSNAn5fsNRKFx77bWptTjs11SYaG3vT5ncL3rULjJ0aDBEttrKmOeft2sjT7oT17Q8ffv2NS1btgz8beQq+rvRoGDNB6cVN1esWGG/PP6HACkBrXDXv3//rL2i1Eh300031Wja+NmzZ5vddtst8BoqHTt2NK+++qq9CaKm4gJlGjTwh0jFt2Nzyy12TVRDA16feuopM3r06FT7XrZ1fXIV3aFr+WV1OJk7d65Zu3at/StQDQKkhLSmcrt27QIntErr1q3N008/bW+S8vbbb5tu3boFtlHZfvvtU9+aECNaT2WnnYJ3I3/8o10TFZYvX54aW6U79rZt22ZdvydX0do2/fr1M7feeisrjtYSARIB06ZNM9tuu23gRFdRA9+yZctS9dTl9rzzzss6zbq6GuobmBoHEUOrV5uKr8/+ANl9d7tW2fnxP/8xSyu+aN143XWpWRI0P5t97ucq9erVS43B0qzZ6rBSDqtmhokAiQjdNo8YMSJ1wtt/BGrw69q1a7U9Rfr06WM+/PBD+yURN5rNWQ21G25YGSBqI6mpNWuMmTHDmFNOMWaPPYxp1sxUfNMwpmnTyv+vOEdS3YijvvSAgvThh1P7YXnHjmZS/fqmV8W+2CrLeZ+taGbsnj17mj/96U/mhRdeYN2aIiNAIka35yeccELgDyNb0VKaz9Pgmjwao1PTAYYaS1Tx7dw0aRJ8BJatNG5szPjxldtFwZtvGqNZbQcOrLzj8rzXDyvK9IpyekXZbYPg+a+y1157mTPPPNNMnTo1c6eO8BAgEfXss8+mnu/afzAqzZs3Tw14Ypr1Mqdv6xXf0n0BUdPSvr2mmLVfsbg0f1TFeZ1q2znmGGMaNQq+L0/5qqI8UlEurCj7bVC5Gqa6vGuS0jlz5qQmM0VpbWD/A6JD08aroc87mn3w4MFMpYDKR1GtWvkvulrQSiOltfiXpsvRuB+tQ7JwoTGXXx4cwLjbbmpYs1+5cLR65QMPGHPuucbst1/lIzUrJHKWivf71kknmUU33miW/e1vsV6wLak2sP8B0bOq4iKgb12vsM420o4/3n+xHT5cw6vtWn5qD6g4j3zb9exp13Kji7tG2Vdc7E3FRT8QVusrCheFjMJGocPSybGwgf0PACJO3bS9F998x4yozcG7/T332DXWT4+P5sypDCSNqv/5z4OhkKvo8ZUeY+lxlh5rRWzdHNTMBvY/AIi4tm2rLsRqfHZx6qlVr7HXXvZPg9RArUWyzjyzsr4dCOsraiDXe1V4qeEcibCB/Q8AIky97tIXZa1w6DquQdtp+/RrPfecXaPSU09Vtq3YgZCraCVGNe6rS7K65KqxH4lEgABxosbw9IW6f3/7p/nR9unX0utms88+wYCwy9ZbV7bJqDux1n1n0s6yQYAAcXLEEVUX7unT7Z/mR9unX0uvm0337v6w+NnPKh+hnX125cDE5cvtLVBGCBAgTnbeuepivnSp/dP8vP121Wvtsov900oaK3LVVZWN3XqcRRdyeBAgQJx4B9/VdgyHwiH9WhqhDuSJAAHipE6dqot+Dab8z0nbp19LrwvkiQAB4oQ7EEQIAQLEScuWVRf9QraBqG0FyBMBAsSJdy31QvbC0usCeSJAgDjRZInpi35tx4EMGFD1WqNH2z8F1osAAeJkwYKqi75GfLuORP/888rt06+l1wXyRIAAcbPnnlUX/kGD7J/WzGmnVb2GXg9wQIAAcaPZc9MXf5XbbrNr5DZlin97jSgHHBAgQBz16OEPgREjKtf7yEXL2KqtI73muoqmKgEcESBAHGmGW60o6A2R7barDAitQPjpp5WTGqqNZPFiY8aMMWbHHf31NX1J2MvaIlEIECCu1BCutc29oVDTcuCB7g3wwP8QIECc6bHUuHGVI8ntkMhWGjY0ZuzY9T/uAmqAAAGSQEvMqjG8b19jWrc2pmnTynXGt9jCmFatjOnd25hp02o//QngQYAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADAyf8DE41qDQag86QAAAAASUVORK5CYII=)
PN: 2H17-1-1F
CAS: 6786-30-7
Molecule Weight: 162.188
Formula: C10H10O2
PN: 2H17-3-0C
CAS: 113209-68-0
Molecule Weight: 166.151
Formula: C9H7FO2
PN: 2H17-3-22
CAS: 111477-98-6
Molecule Weight: 194.205
Formula: C11H11FO2
![8-Methoxy-3,4-dihydrobenzo[b]oxepin-5(2H)-one](data:image/png;base64,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)
PN: 2H17-1-0T
CAS: 98232-51-0
Molecule Weight: 192.214
Formula: C11H12O3
![7-Chloro-3,4-dihydro-2H-benzo[b]oxepin-5-one](data:image/png;base64,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)
PN: 2H17-5-01
CAS: 55579-90-3
Molecule Weight: 196.63
Formula: C10H9ClO2
PN: 2H17-3-0K
CAS: 1092349-93-3
Molecule Weight: 184.142
Formula: C9H6F2O2
TSCA: Not listed on TSCA inventory
