| Product Number | 4H30-3-1E |
| Purity | 97 % |
| CAS | 904815-05-0 |
| MDL Number | MFCD09033911 |
| Molecular Formula | C7H5FN2O |
| Molecular Weight | 152.128 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H30-3-1E
CAS: 904815-05-0
Molecule Weight: 152.128
Formula: C7H5FN2O
PN: 4H30-3-10
CAS: 177995-38-9
Molecule Weight: 152.128
Formula: C7H5FN2O
![5-Fluorobenzo[d]isoxazol-3-amine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAB7UAAAe1AGnxyFvAAACA3pUWHRtb2xTb3VyY2UAAHichZRZa+MwEID/yqDntU6fIU4JLYVC24VtF/ZtUWwlNcRSsZ3r3+8obtKYdF3iWKOZ+UaZQ5ne7Os1bE3TVs7mRFBOwNjClZVd5eT3632QkpvZtEAndLRtTt667n3C2G63o8WbqfXeWVq4mvT2yb6tBj47RV2zYpJzwf48Pb4cmaCybadtYZBqq0l7VD66QnfHX/GfI1itm21lWe/O6mbbR/sruX843bcl+czlFm1zRGFZrQ0sXVPrDraSU3z4D1gZaxrdmRIWB1QrGmLus+nTnSs2tbEdij5CVej1S9dsClTUbm2KDQZD4eEuJ7VAQHeunjeNPoCXvFoL0BK0Ah2CjkDHoBPQKegMtOD4FVjjtfGHvB7eTU6e4Rae4Se++8+9f2NppG9IHGYJSCpkFIOgUvLwtFM0yriEkGZSZRBTGSXxaUnQJtTJ1nsSOGDEAPMUSkEgaRSmCQSCKi5TCLAqUZz5NVK4xzqpRJ636M6Tfk3D4er1WAh2rsRsunC2vBChKnOywLS9yy+zbOVHlQi4pjQN5ukDeNdLQA4BX9MzMP8KUEPAd2AcCIeA79c4EA0B391xIB4CfhbGgWQI+MkZB9Ih4OdsvKzZFSD4+BHePmjdxxSPMuKqe98i8qq6XyPsYr7Y6VaieHVj2cV1ZvgnNvsHdL13iXxdqw8AAD6oSURBVHhe7d0HuBTV/cZx/jGxBjTGaBCMvUUTG4qAWCIqFlAjKioYYkFBRRFrrIiCvWGjiKCIkSoiFqqAlaKggAWRZkNERAUENOd/38EdZs/uvXf33Nm5szvfz/PMk8jO7N27d3femVN+p4YBAMBBDfsfAADIBQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECBAzKxdu9ZcffXV5je/+Y35v//7P3PJJZeY1atX27sB1Y4AAWJk1KhRZs899zQ1atRI23bddVfz/PPP27sD1YoAAWLg448/Ns2aNcsIDns7+uijzezZs+3DgWpBgADVaPny5ebKK680G264YUZYNGnSxBx77LEZ//673/3OdOjQwXz77bf20wGRIkAKackSYx56yJjjjjNmxx2N2WwzYzbddN3/LzsxmO7djfn6a/soJMAvv/xievfubbbeeuuMgPjrX/9qRo8e7e/76quvmn333Tdjvz/+8Y/mkUceMT///HPgmYHoECCFUHZyMN26GVOrVtk7XKPiTft07bruGCTCpEmTzP77758RCFtuuWXZNUV3rxPdpsDp2bOn+dOf/pRx3N/+9jczduxY+xCg4AiQsK1aZczJJ2cGRWWbjtGxKFkLFiwwLVu2zAiA3/72t6Z9+/Zm6dKl9iEZvvvuO3P55Zd7zVj285xc9hmaO3eufQhQMARI2M44Iz0YdtrJmAceMEYdnz/8YMyPPxrz4Yfrmq922SV937POsp8NJWDFihXmpptuMptssknGSf/II480M2fOtA+p1Idln6Fs/SMbbbSRufbaa8s+aj/YhwChI0DC9OST6YHQtq0xFY3f12MXXJB+zFNP2XuhiA0YMMBst912GSf6nXfe2QwbNszePW8vvvii2X333TOev3bt2qZv377mf//7n30IEBoCJCzqwyg7KfhBoDuRXAXvWnRXQn9I0Zs6dapp1KhRxom9Zs2aplu3bqFODFyzZo259957zRZbbJHx8w466CDzxhtv2IcAoSBAwjJixPoQ2HxzNVbbe5Rv2bJ1x6SOf+EFew8Uia+++sqcc8453izy4Ilc/92mTRvz5Zdf2oeEZsmSJWU3vW3NBhtskPazNZu9VatW5rPPPrMPAaqEAAnLpZeuDwD9/3wFj7/sMvtRxJzuKO644w5Tq1attJO3toYNG5rJkyfbhxTM9OnTzeGHH57xOjbbbDPTpUsXs4rBGggJARKWAw9cHwAvvmg/WrmRI9cff9BB9qOIseHDh5tddtkl44Rdt25d079/f3v3yAwaNMjssMMOGa9L/zZw4EB7dyBvBEhYtt12fQB8/rn9aOXUvJA6vk4d+1HE0KxZs7zZ4vYJWqOtbrzxRm/0VXXT3YbuOnT3Yb/Oww47zLz77rv2IUDOCJCwbLzx+gBwaSJYuXL98WUnIMSX5mtcfPHF3vwN+6R82mmnmfnz59uHVDv1f7Ru3drrDwm+XvWXnH/++V7/CZAvAiQsVQ0QHUOAxJpmiD/88MNeCRE7OPbbbz8zYcIE+5DYefPNN72RWfbr1wiue+65xxvRBeSKAAlL7do0YZWwMWPGmL333jvjxKvSIr169fJKjRQLzQ3RHJFtt9024/fRnBLNLQFyQYCEpV699QHg8gWkEz2WPvnkE3PSSSdlnGhVPbdTp05eaZFipdnq//nPf7zZ6/bvp1numu0OVIQACUuHDusDwGUYLsN4Y+X7778311xzTdaT6/HHH28++ugj+5CipfpZ//znPzN+T9Xb6tixo1mmeUpAFgRIWLRaXCoAtthCCz3Ye5RPV7HBiYSalIhqoeadJ554wvz5z3/OOKHuscce5uWXX7YPKRnjxo3zKvvav/dWW21levToQdl4ZCBAwqIvl9b5SIVAq1b2HuVTEcXUcSqHUl57uq56Tzxx3f6DB68buYXQvP766+bAAw/MOIH+4Q9/MPfff38iOpgVEo8++mjWgQL77LOPtzYJkEKAhKnsytUPAm3t2qlQkb3Xenqsffv0Y1SQsTz//Gf6vlqcqkULY55+el2lXzhZtGhRWSaflXHC1BDXCy64IJFDXLXaoVY9zFY2vkXZZ27evHn2IUggAiRsp52WfpJXcUSVbleHpEq5a3KZ7iQeftiYXXdN3/f00+1nS3f55en7BzcNIz7hBGP69tW33z4SWWiSXefOnbNOslMpkBkzZtiHJM4HH3zgrcNuvz8bl33err/++rKP9I/2IUgQAiRsCojmzTNP8JVtOqaymcu6Y+nTx5ijjjJll4aZz5Ha9Jj26dXLmMWL7WdBmWeffdZsv/32xj4x7rjjjmawmgeRZsSIEWXXO7tmvF916tQpu2mu4K4ZJa2G/Q8IgfpDbr3VmJo1M0/u9qZ9unRZd0w+dJehu41mzdInMdrbBhuYssvpdXdBVGM177zzjjn00EP9E2Bq+/3vf1/2J7vV/PTTT/Yh+JX6gO666y6z+eabZ7x/Bx98sHn77bftQ1Diatj/gBB9/bUxDz5oTNOmxuyww7o+C21lV77mmGPWrVQYxh2C+j/UD6L+ED2/HSLBrVEjY+6+25iEtWF/Xfa3OO+887KWOj/77LPN5y6TPwtMtbTU1xCHmlpBi8s+s+eee25GyXq9l//617/MF198YR+CEkWAlBqNzFITjEZqVXYHpMmPt91mzMcf289SMnTVfHdZYGa7aq5fv75566237EMioXpZL730Utk1xANeXS31M6hKrrZsc0+06d9T+2h/Hfdg2QWKhhYvXLjQ/hEFp7u5xo0bZ7xO3c3dVva54m6u9BEgpUxfYC1O1aaNMVtumRkgwW3vvY25+WZj3n/ffpai9ULZ777bbrtlnOBUwkPt9lEu96pZ3Y888og59dRTsw6RDWPbeuutTcuWLU3Pnj29yYFR+e9//5u1P2mnnXYyQ4YMsXdHCSFAkmLtWmNGj163Tvs222QGSHDT6LDrrjNmyhT7WYqCRg4dc8wxGSc0XcFfV/Z7qYRHFCZNmuStEJit5lQUm+5ULr30Uu9OodBWlt35akTbpptumvE6jjjiCPPee+/Zh6AEECBJpImKmhB2ySXG1K2bGSDBTX03qvn02mv2s8SOSm5cdtllWecunHLKKebTTz+1DwmdrvxvLruT09W3/RrsTcOH9913X68EvNYPUYFD3TWNHz/evFb2fqv/I7Xpv/XvGg2l/TSEVnczmtyn9Ufs57Y3zTBXU14hl9QVNaWdeeaZGT9ffU8XXnih+eabb+xDUMQIEGgKtjFXXJE+kz6wfVO2PVO2XVGnjrnx4ou9E1mcqs9q9vRjjz3mldywT1x///vfvddbaCqTfsIJJ2T8/OCmIa9ak6NPnz5ekcYwqTaXqgKrCUtNWfbPTm1aw0Rrs39c4H4vBV69evUyfn5qVr9K46P4ESBIN22aKbu8NWa33fwAmVW2PVC2NSvbNvn1RKCTlEY1jRo1qlpLfCgcFBL2iUpholApdP2msWPHmiOPPDLj56c23WFonY2oK9u+//773kqE2eZuaNMdgWbfz5492z40NOpjUlhmqyu25557mldeecU+BEWGAHGh0hYquV6r1roRT6Vq5kyvY31K2Qn6urIvff0sJyJtuqrUVa2aV6IaeaPmKDVL2a9FzVdqxip0BVktBZttBJI29XlcUXZHF5d2f9X4Ul+MFo2yX6uG4uquSENzC0WVja+++mqvBL7983XXVui7IRQOAeJCJUNq/NrEU3YSSYLFc+aYR7p2zVpsMLhpCKfawAcNGlSQ+QvqAFdHeLahrk2bNvU60Atp+fLlXsd0tuVsVa23X79+sW2eUdkRTQTcZpttMl67LgJUcbeQI9PUbHfiiSdm/GwFiwK3mNdWSSoCJF+a/Fcj0Edwyy32HiVPcxjULHPIIYdkrLEd3DQiR3cJ/fv3r/LIJ53YdHLONqJJQ3XV+VxoAwYMMLVr1874+erIHjhwYKz6hSqiGmDqh8j2XjZs2LDgd06jR482e+21V8bPVrNo7969i+Z9BAGSn3ffNWWXvuvDo379iqvtJoBmcGudcA3VtGd5BzfdMai5QmttqNJrPjTZT5P+7OfU5ECNLCp0H4yaYE4//fSMn6+2/aeeesrevWgoSG644YaMpiX9rVTSvZB0l/bQQw+ZLbfcMuN93X///c3EiRPtQxBDBEiuVHV0jz3Wh4cWgIpwslYxULkQXUFqlrR9Ugpu6qdo0qSJN+GtorZ3hZPKjNh3OQoqdeDr5xWa5lDYHdH6+ZdccknJNLmog1/Vh+2/U6tWrQpebXfp0qXmoosuytokqNBesGCBfQhihADJ1bnnpjddDRhg7xG5uNZKEnViq8mpefPmXulv++SQ2tSJe9hhh3klOT77tdijOuJV2FD9Kfb+KoSoDuwoaOa4/do1qiqKiXnVQXeHNWvWTPt91dRU6H4lmTlzpndRYf+9NcdFc2Ti+BkHAZKbZ59NDw+VBomATqgqLd6tWzevSJ0qnmp2cbarNW26stfj2k+jom6//XavlEShJ49VRv0f6j/QxLdsa28Et7/85S9Z91GpDJVgj4La4FVnyn4NmginZp9Spvkk9rK26mDXSK4oPPfcc2aXXXbJeO/V1KXBE4gXAqQyqlqrNc5r/Boemh9RxQ7h8miEjzqc1TyT7UtUlU0jhNq1a+eNjlLZieqin61QU/NIrVq1Ml6nvSlMbrnllshO3KtXr87o79DrVL2npNDVvi5Y7L9DVPM29DfQxU+2z4eKNCI+CJCKaDhmgwbrw0Md6JpoFyI11wwdOtRbJtRuLinUpqYhnSDGjBlTrSNe9LuPHDnS/Pvf/85aYFAT3bTcbFR0p2Q3o2iEV1LnKWhwRHBghPq1dAESFd0567MR7ANT2RfEBwFSEd0y1wg0Xd17r72HM9UEUs2kbOU3gpsmf2m4rCaC3XnnnWbYsGHe7Os33ngjrVaS/lv/rse1n+5iNCQz21VccFOTl04UUU0ALI9G5ahjOvW6dAcWJYXHQQcdlPbeaM5LFB31caZmw+CACAXKM888Y+9WUMG5R127drUfRjUiQMozbpwxv/nN+vA49lhNRrD3ypsW29FM6Wzt/NrUadisWbOyrLo3lM5a3WFMnjzZ3HHHHV6F2vJGR2lIqoKnOpu3FGSp16OTeVTUZGLfeRx11FFVnrtSKrRuSbDKrob5jtP3IyL/+Mc//J+tzzHigwDJRhVD69RZHx61a1d55UCdpNQZnm1kka7qdMJSldVCn7R056MTdYMGDTJehzbdkagjszpUR4AoYO0+DzUnFnpuSbFRafrgRY/ujFVvKwoESHwRINlonfEav4aH7kJGjbL3yIuu4Oy5BNp0VaeyGNU11n3GjBneyTPbBMDjjz/eaxqLUnUEiD3aSkGusEcm9VcFRwBut912/tDrQiJA4osAsXXvnt7vcdVV9h4508ghTZKyT866ktPY9risjaBOYnWq2xP2NNM7yk7TqANE8zyCv6/a2gt9B1jsVDI++J7p71TouzUCJL4IkIClsz81s/+4+/rwKDuhuJYq0cQoezy9Nq3XEOXIonxorL/qOtmvuX379pF0skcZIOpfCo5602irpHeY50rlT4Kfj6uqcJGVCwIkvgiQX61atdZc0vxRc/tfzjDjt9jXrNpiK5UPtXfLiUZC2Ut7aoW6V7UKYMxp/QwVSrQ72zU5sdB3TFEFiObbBJsUNVItqUN1XQWr6qqagAokFgoBEl8EyK9uvXWCOeCAHqbRft1Np53bmQWD3L4QKslh9ymovLlOWsVk6tSpZuedd077PTQZsZD9NVEFiN1pnqRJgmHRxYRWWEy9h6pSXKg7OAIkvgiQMmPGzPXCI7XdeON4e5ecaE2D4IlJTSQaWVWsFHonnXRS2u+kk0ahVrGLIkBUUiX4+6g8Cdxo3lHwYknBXAgESHwlPkC++OIHc/jhT/jhcfLJ/zUrVuTf76F24OCJSTOrtS50sdMwV51kg79b3bp1C3InUugAUSAG1/NQf09UJVJKlepTBT8bhWimJUDiK9EB8ssv/zPnnDPcD4+DD+5VdnW9xN6tUqrPE/wSqb8j6jWwC02z5oO/o5qzwu4TKXSAaMh06vl15RzGRM2k05BnDUBIva9anz7sdegJkPhKdIA8+uiUtKarp56aYe9SqcceeyztxLrjjjtGMja+Otghoo71MEdnFTJAVAI+OIdBZVMQDs0PCX4uumsofIgIkPhKbIBMm/aFOfDAnn54XHzxyLwrlWjYa3C0kppHtO5zKbObszTENyyFDJDGjRv7z62yLaWyGFRcaLXJ1Pur8u9hvr8ESHwlMkCWL//JHHtsfz88jjrqSbN0aX41oLSSXnAUSpSlHaqT+kTsjvWwJhsWKkDGjh2b9npVMh/hmjNnjlcjK/Ueq2xPWAiQ+EpkgFx++St+eOgu5I038pvYp5No8EOtGdzDhw+3dytZ6owODvHVjPUwyp4UKkCCfyutKPi/fG81kZPg3anu8sIaoECAxFfiAmTgwFlp/R733/+mvUul7BIY1157rb1LydM8keAVp2pnVVUhAkRl7oN/q4EDB9q7ICRqvg0O6+3Ro4e9ixMCJL4SFSBz5iw1DRr09sOjdeuhZs2a/BZUUjl2XXGnPtBazzvsUSfFQjPWgyfnqlbxLUSABNvmNXKsOhfQSgIt+JR6v7WmSxjvNwESX4kJkJ9+WmtOPXWgHx6NG/cxCxfmPztcpb5TH2ZNFExyCQwFp5qEUu+HSsFrOVRXYQeIroiDBSL79etn74KQTZs2zX+/takSdVURIPGVmAC57baJaU1XI0fmf+KfOHFi2pdDa3UnnUaiBU/SWpTKVdgBEhx2vO2223qrHqLwgiPeWrdubT+cNwIkvhIRIGPHfpoWHjfc4Laa2pFHHul/kHfffXfWjfjV2Wef7b8vVek8DTNA1FEe7OhXmRlEIzg3qmbNmlW6KxUCJL5KPkAWL/7RHHFEXz88TjrpGadSJfbdR9TrQseZmvGCnacKAhdhBojKyAT/Xlo8C9FQhYLg/KiqFqskQOKr5APkiSfe9cNDpUpmzXKrGHr00Uf7H+I999wzlM7BUqJ1TlLvj/pCXN6fMAOkbdu2/nOpnwbRatasmf/+N2/e3H44LwRIfJV8gARnnA8Y4DbR79NPP01r51dFV6SbPn162nvksj5EmAESnOSp0WKIVrDqsdbGqUpzLwESXyUfIPLZZ8u9IbyutPxs6gOsNn46Y7Nr0KCB/z5pidx8hRUgKmSZeh5tpVbYshgsXbrUW2gq9TeoSmVqAiS+EhEgVaHO2O23397/ANMZW75gALh0noYVIMGJnroTQfVQZd7U30EVq10RIPFFgFTC7jyfNWuWvQt+ZXee5lsjK6wACc7VCWMYKdyo4nHq76A+RFcESHzFNkCCw261DRky294lq+AxYbjhhhv8Dy+dsZVr2rSp/361a9fOfrhCYQSI7hi32mor/3n69Olj74KIDB482P87/P73vzdr1uQ/+lEIkPgqmgBRxdxcht+GHSDBdn2tOoiK6Queer9UOiQfYQTI/Pnz/efQNnfuXHsXREQVq4N/C9elkAmQ+CqaANH2yCNT7N0yhBkgWtMguAjRqFGj7F1gmTx5sv9+aVSWaoflKowAeeWVV/zn2Gyzzai8W820tHPq7+FaK40Aia+iCpCGDR/3JgZWJMwAefnll/0PruperVy50t4FFtXHChabHDJkiL1LucIIkAcffNB/Dpocq59WrUz9Pe666y774ZwQIPFVFAHSqtUQ///fdNN4e9c0YQbIfffd539wDzjgAPthlOOQQw7x37euXbvaD5crjAC56KKL/Oc4/fTT7YcRsWCZm/PPP99+OCcESHwVRYBMnfq5//81KfDDD5fYu/vCDJDgbOazzjrLfhjlOOecc/z3rU2bNvbD5QojQJo0aeI/h+bvoHp16dLF/3scfvjh9sM5IUDiqygCRDp2fNn/7wsvHGHtvZ59XFUceuih/gdXXwTkJtiR3rBhQ/vhcoURICpymXoOyrdXPy0fnPp7aH0QFwRIfBVNgMybt6zspNLL/7dJkxZYR6xjH1cVdevW9T+4rGSXO/V7pN43lVHPVRgBUrt2bf85krTMcFyNGDHC/3tss8029sM5IUDiq2gCRLp2neT/W4sWz5pffskcYZPtOFe1atXyP7hjx461H0Y5xo8f779vGv+fqzACRDPgU88xbpxb2X6E59VXX/X/HhoV54IAia+iCpClS1d6Kwmm/n3w4MxZ4dmOc6Hhn8FaPhqeitxovfTU+6ahvLlW5q1qgOjnBAs6TplS+bBvFJbrZyGIAImvogoQ6d17mv/v2SYXlndcvr7//nv/Q6uNgny5s4sZ6r3MRVUDhL9Z/NifheXL819GmgCJr6ILkFWr1ppjj+3vP/bww+l3BuUdl6+vvvoq7YO/cOFCexeUQ+9V8L3Te5mLqgYIf7P4cf0sBBEg8VV0ASLDh3/oP6bJhV999YP/WEXH5YOrWXeuV51VDRD+ZvHj+lkIIkDiqygDRJ3nLVsO8h8PrnFe0XH5oA/EnWu7d1UDhD6Q+HH9LAQRIPFVlAEib721yH+8Xr0e5oMP1k0urOy4fDAKyw2jsJDCKKzSVrQBIhdfPNLfp23bdZMLczkuV8wDcTN06FD/fdO8jFyFESDMA4kX5oGUtqIOEC1Tm1rvXNuECfNzOi5XwZnot956q/0wyhGcia5y+LkKI0CYiR4vzEQvbUUdINK586v+fqec8mzOx+VCxd9SH9xWrVrZD6Mc5513nv++5bM2ehgBQi2seKEWVmkr+gD5+usVplGjx9P2z+W4XNxzzz3+B7devXr2wyhH8M4tn7WwwwgQqvHGC9V4S1vRB4g8+uiUjPDI5bjKvPjii/4Hd5NNNjE//fSTvQssGmXzhz/8wX/ftKxprsIIENYDiRfWAyltJREgmo2uWelhB8i3335rNthgA//Dy6ieyr3zzjv++6Vt0aJF9i7lCiNAWJEwXliRsLSVRIDIkCGzQw8QOfDAA/0P73XXXWc/DEtwEa58O03DCBDWRI8P1kQvfbENkLi45ppr/A9v/fr17Ydhad68uf9+qTM9H2EEiO44ttpqK/95+vTpY++CiKj5MvV30HygNWvS69bligCJLwKkEmPGjPE/vJpJO2/ePHsX/EqlRDbddFP//Xr66aftXSoURoBIixYt/Odp3bq1/TAicskll/h/h6OPPtp+OGcESHwRIJVYu3at+fOf/+x/gDt37mzvgl9p3kXqfdp4443Nd999Z+9SobAC5JFHHvGfp06dOvbDiMjf//53/++Qz2g8GwESXwRIDjp16uR/gHfeeWc6Zsuhq8zU+6S7gHyFFSB2AT+KKkZv6dKlabXkXnvtNXuXnBEg8VXyAbJ8+U/mmmtGm/PPf94sWJDfFXHKe++9l3ZCGj16tL1L4i1YsMD89re/9d+jYcOG2btUKqwAEd15pJ5L83kQrQEDBvjvv5o1V69ebe+SMwIkvko+QJ58coY/KuvUUwean35aa++Sk+BorMMOO8x+OPE6dOjgvz/qxHaZMxNmgLRt29Z/LuaDRK9Zs2b++6+BFVVBgMRXyQfIxIkL0ob23nbbRHuXnAwZMsT/EGubMGGCvUtiffPNN96ci9R7c/PNN9u75CTMAFGTSfDvNWPGDHsXFIg+DxtuuKH/3v/3v/+1d8kLARJfJR8gcv31Y9NCZOzYT+1dKqV+j7333tv/IB955JH2LomlmlOp90VBovZvF2EGiP5e6q9KPd8VV1xh74ICeeyxx/z3XeX1V6xYYe+SFwIkvhIRIJqpfuKJz/gBcsQRfdNWMczVM88843+QteVTpqNUaaZ58O7j0ksvtXfJWZgBIroTSj3ftttu642oQ+E1btzYf9/DGEZNgMRXIgJEZs362hx8cC8/RM47b7i3smE+VOdpv/328z/MWi/khx/yD6JS0rJlS//90GSxzz//3N4lZ2EHyCeffJK2QiHl3Qtv2rRp/vut7aWXXrJ3yRsBEl+JCRDp1296WlNWjx5T7V0q9fbbb6cNT+zYsaO9S2JotbngCfr222+3d8lL2AEiJ5xwgv+ce+yxh9OSqsjdaaed5r/fKmUTxvtNgMRXogJE0zfat1+/iqEWo3rnnS/t3Sp14YUX+h9ohcmoUaPsXUre8uXLzU477eS/D7vuumuVhmpKIQLkjTfe8J9TGytLFo7u+ILFR3v0CKceHQESX4kKEPnmmxVplXuPO+5pb65IPlSlN7h06tZbb12lpptidNZZZ/m/v+5CwmiqKESASPAEpCG9TAQtjOCFlao3rFq1yt7FCQESX4kLEHn99YWmXr31TVlXXPGKvUulxo8fn3a1pbkhSemk7du3r/97a9MiTmEoVICMHTs27fVqmVWEa86cOWajjTby3+Nu3brZuzgjQOIrkQEi99zzRlp/yODBs+xdKnXLLbeknZi0fGupX91qfoXqXKV+Zw1tDutKs1ABIsGRQbo6zrdOFyoW7GvSgmJhvr8ESHwlNkDWrPnFnHXWED9AGjZ83Myd+629W4XUQRis/6TtyiuvtHcrGR999FHaAkFapXHmzJn2bs4KGSDvvvtuWqkVVYpFOEaOHJn2Hejevbu9S5UQIPGV2AAR1cZq3LiPHyKnnTbIrF79s71bhXSltc8++6R9gbp27WrvVvQ+++yztE5zNd+51LuqSCEDRDRHJfj6tXoiqkYDJ3bbbTf/fVUF3p9/zu87VBkCJL4SHSDy/PMfpTVldes2yd6lUl988YXZcccd00JEdyKl0pyl0TX276e1x8NW6ADRyLHg4AcFf1jNb0mlVTqDnwsN7Q4bARJfiQ8Q+c9/0kudjB8/z96lUupE3GabbdK+TOoTKfaOdTVRBU+62gpVFqTQASLBKrHaNHIIbuyBJKeffrq9SygIkPgiQMr8+ONq07x5eqmTxYt/tHer1Mcff5xxpa7RWcU6xPf55583W2yxRdrvc9VVV9m7hSaKABGd6IK/U1WL/SWRCiYGS+brIuPrr7+2dwsFARJfBMiv3n9/salff32pE60fkm+pE1FzVnAlNm2aJ1JMkw3Vhn3ttdemzTLXVui+nagCRE1ZmviY+lm1atXywh+5O/HEE/33T5NpC7lGDgESXwRIwBNPvJvWlNWz5zR7l5yoY90enaUv2eWXXx772lk6kR566KFpr/13v/tdaLOKKxJVgIg60IPDkdURXKgr6FJzww03pH0+CnlXKgRIfBEgAbrjaNfuBT9ADjqol5k+Pf9SJ6IhvponEmwj1qYCjHGs4rtmzRrTpUuXtMlg2tRMoXIgUYgyQCS4dro2LRoW94Cvbr169Up7z/R30menkAiQ+CJALEuWrDBNmvTzQ+T4458233/vXuNp3LhxGZ3Q2rSeSBwWpVLQqUy9Cg3ar1Ff3MWLF9uHFEzUASIXX3xx2u981FFHVbmmV6nSfI/gXJrtttvOG95daARIfBEgWUyatCCt1MmVV1at/2LZsmXeaJ9gFd/Upk726ugf0egwBceee+6Z8Zo233xz7+o86mHI1REgClC7U71FixYFv6ouNpMmTUpb90WDK95//317t4IgQOKLACnH3Xe/ntYfMmTIbHuXvKkU/P77759xwtamSXqdO3c28+fPtw8L1axZs7xhuCrnYb+G1MmzukaNVUeAiO44mjRpkvY+6E6E5qx1VChz00039d8bNXPqzjoqBEh8ESDl0Iz0M89cX+qkUaPHzSefVL2TNdVktNdee2WcvFPbwQcf7E3Q0pf0p5/yqxRsW7lypXeHo45Oe8Z8cNOXdOJEt/Xiw1JdASIKC/3M4HuiPpGkd6w/++yzaeubq09Pn98oESDxRYBUYP78ZeaQQx43++33oNljj2vMMcdcV3ZCD6d9XM1DQ4YMMfXq1cs4mQc3XfkdcMABZWF2pjeMVsdoApeaFObNm+dv+m/9uzrob7vtNnPGGWd4dzvBkUbZtmOOOabag2PGjBnmpptuMn/605/816WTlu7YoqQQse9ENDorqUN8FejBQSD6mwwaNMjeraA0Wk4111KvQcU7lyxZYu+GakKAVGLo0Blm1107mLp1W5g//rGhufzyG+1dquy9994znTp1KrdZKeztL3/5i7nxxhu94KkukydP9uaaaNU6+/WlNs1D0Wx+za2Jipqz7D4RzRNJ0mTDFStWeO978D1Q/8crr+S/7IEr3fmdd955GaMYtan/5d5776WfKgYIkBxccMHtZR/afc1GG23tndSGDx9u7xIKdWxrQtY111zjNZ9k63R32fQlbNCggTd+XyO/ou4cT9FdkubCbL/99hmvsaJNa63rrqqqzXm5UjOjPTpLmwZClHrtLFVc/tvf/pb2e6s8++uvv27vWhAKhbvvvtsbyGG///a2++67mxdffNF+CkSIAMnB8uXfl10pr++zUEnzKIYvakLiCy+84F1t6eR1yCGHmB122CGtQzO46d/1uNa+0P733Xef1wGqmdfVQTPa1Y/Tvn17s+2222a83uCmQQTqp3nzzTe9q33dJWXbR014UdFINLsJUCsalmoV3yeeeMLUrFkz7fdVX90HH3xg71oQ+qwHK/umNn12NJFVd6z2PCVtxx13nBd8iB4BkiOd2DQjO/WhPfzww70r1eqkDnI1Q+l/40JXkC+//LI599xz0/o0sm2ae6K7omwnZP1OGpWWLSyPOOIIr9kvCnptwbIn2nRHp/VEwlw0qTp9+OGH3ufZfp9btWplfvwx/5pw+VJANW3aNOPnKyw0mCQ4Gm7u3Lnm5JNPzthX303d3ZbK36RYECB5UDNK8EOrmdswXrOOmvXOPvvsjOKL9qaRYJqhP3t2bsOiFy5c6A0gsJ9HE9ratWvnFfUrtO+//z6jX0Sb+qyeeuope/eiob+bAjw4ykqbTtyPPvqovXvoND/qsssuS7swS22nnHKK+fTTT+1DfFqmWB3q9nG6aOnZs2e1X9wlBQGSB30og0MKdRKLqm04btTROnDgQG+0l/oo7C9ycKtfv763RrbWFXGlpXSzjVhT+/wDDzwQSdl8lYLPVlVAoaj3olhOWgqO+++/P2uzYsOGDQt+d6emzccee8xstdVWGT9fhUg1mjAXeh41MwZXyUxtamosxNokSEeA5EmT7IIffPU56EoqCdSXoituNSEEh1bamwYaqB9GfTALFiywn8aZOv/79OmTdbSaZtRHMUpI74FWNgyW9EhtapLr169fJGHmQs1Rd911V8a6NdoUxOpnKPQAC4WDXa1am75TChWX1Qy//fZb06FDh6x3Mqeeemq1jjYsdQSIA62TESx1ftppp9m7lAw1EemkrY7KbB2YqU0nVN2d6Yqw0MNu1aR09dVXZzS9aDvhhBMimbehNdYVkvbP16Yre832L/SVfK50l9y2bduszYsa6de6deuC1zxTc5Sapeyfr5O+mrHCuAhTs6gqCNg/QwMh1FQXRX9O0hAgjtSJGvyQqkppqfjyyy+9q0EVfMx2pZ3adAJX5+fjjz9eLZO71CQWXJci+Lp0Ao9i9Jna4vU+2a8htakp5Z577vE6qqOkOlXqo7MHAKQ2DQQ466yzcu6LcqUOcHWEZ7v40GenECO8dIGX7fdWZeli7rOKIwLEkeYkBEuDaKJVIb4MUVFntfoStBZIRfNP1HSlk/aTTz4ZmxEvmjuTrTSMFvLq3bt3JH0TGqWnux/7NQQ3ncB0ta87uqr0B2WjYay6iGnZsqX3e9s/O7XpgqBNmzYFv0tTU5ia87L1s2iorobsFpImhN55553eJFD752tOVNRVDkoVAVIFCoxghVIFSlST3cKgZgXVFtIXyv6SBTf9jhqFpPkZcW0GUL9D9+7dzZZbbpnx+lXSJapyLRpmevPNN3tzVuzXYW96X3WHoiZQVQbo27evd2JVP4EGDaTK1GjTf+vfR4wY4e13/fXXe+37+sxV1B+V2jQ5UBP0dHdZaG+99ZY3cMJ+DZocqNcQ5QxyNc1pSLl9UVQdVQ5KEQFSRfYCO+rMizM1pahpY7/99sv4gttfdl0tDxs2rKhmXy9dutRcdNFFWZveFIJhdupXRjPv1feQ7So8ik0DPNThn22eTSFogImGcttLIau5TGVJqrMw5bRp07yJuPZ7pImTqjHHGjBuCJAQ6Eow9YHUl0dXiXEyffp07wr3r3/9a8YXKLhpJMw555zjzV4v9i/UzJkzMwojatPVugo3ahhylBTcGmCgz0q2YadhbGq6UhOW5kHoTigquuu+9dZbsw7nVpNoVAGWC1USLq/KwdChQ+3dUQkCJAQaQaKrvdSHUSfi6lpTI0VtvKqptfPOO2d8WYKb5jWo7Ik6g12GUMbdc889l/U90Gp6Tz/9tL17ZLTui4Ja/U6qu3X00Ud7nyFt2TqctenfU/tofx334IMPejP/1YdVHVT9eccdd8x4rap3plLwcaQqB2pmzFblQCMJo1ooqxQQICHRUMlgs4k+iFF03qao01Lt/B07dsx6hRXc9LiGTmr/Qo/7jwPdTd1+++1ZO1QbNWpkpkyZYh8SC7pLUv9H1HdLuVAJ/mzlT9Svo0oDxdDsqdDVRFj7d0hVOfh2aeGrHBQ7AiRE6lsIfhBV+qSQUsUK9WHPNkM6uOkWXXMn1MGZVOpA/ve//53Roar/1r9/9dVX9iGwaLj2BRdckLXMuoYFL1q0yD4k9jRAQWvuBH+X329cwzTe5w9m5LMPmF9+jufE0DggQEKkO47gVZkmSWl4Z5h0NZ0qVpitFERw0+xsTaDSpDespzsO3XnY75fuUHSnUuz9P4WgkVOqLKAZ6/b7pqUHir2kj767ms+UmqW/w9Y1TJO/1TAXHFXD9LlqT7No9ij7EBgCJHQq8x7sJFX7cFXnS6g5QG35GuFS2ToJGhaqJoRinpMSFfWBqC/Efg+1yJXeb6yjvhqVabHfJ5WUUQn4UmoG1eTTm66/yjTcY0PTslENc/0/a5gebddtLz/UzHy3uLDzZ4oNAVIAOvkEhzJqZEy+NN9CnZA6NjjXJNumMfe6co5y5E2pUP+CRqhlm0uhUVwazZVUmpx4/PHHZ7wv6szXAA2VlClVny+cY3re3Nw80GZ9gGjr1X5D89bgK83qVYWvclAMCJAC0VyE4JdOt8eV0dWPZnifdNJJWU9oqU3hpOGRqqhaXaNvSo1GRWUr2a4OVY120vySpNAds5ZYzlZrTJ/NsGfRx9lns0ebgTf9NS1EtD3ZaWvzwWu9y+6+ohsoE0cESIGo2Sm4NKjuIrLVQ1KxQoXLsccem/ULGzyRqeaS1mmIYjZxUmlkWrZJlprh/tBDD8W20m4Y1A+gibHZFgLT2htjxoyxD0mEX35Za2aO6276dtwyI0iG3Lq/+XLOJPuQxCBACmjWrFlpY811YtKkKwWAgiCXYoUKFgVMFAsnYZ3UiTRbTSnV3CrFE+mECROyBqf68x5++OGSnCOUr59+XGomDWhvel3424wgGdOrpflhaXRVDuKCACkwrbEQ/ELq6s4u9RDc1HSlZgI1ZUVRTRblU1OOqvpmuzNUQclSaMpR051qcdm/ny5sVHFaa20g3befzzQv3HtkRog8ftEmZurzN5m1q+M3b6dQCJAIZFsHIbipeUud5eo0j2uxwiRT5dpslXYVLJpbU4ydyRo8oCHe2fratKaG7p5RsXnvDjPPXLdzRpA8ffV2Zs7kAfbuJYkAiYAmV9lfUg3H1bBcjdgqhlm7MN78m/KGs6pEe7EMZ+3fv7+pW7duxu+h4cta2x65+2XtavPuS91Mnw41M4Jk+B2NzJL5U+1DSgoBEgHdWaS+pGq+Uv0gJqsVJ3Wia/Rbtgl1WrM9zhPqJk+e7K15br9uTaBUWX8+k+5WLP/SjO/bxvS84DdpIaL/frXfOWbl8tKsckCARCDYxqylYVH8NKhBRSizlfQ488wzY1XSQ4M2tIhUthIuqr5MCZfwfD1vsnnujoYZdyNPdKhlpr98h3fHUkoIkAJT81SwzHUu80FQPLTu+RFHHJERIhp917lzZ6/ya3XRHUW3bt28NS/s16e1MaZOLe3mleo0563+pv/VdTOC5JnrdzHzp+feTGgfn8sWpWh/WgKpjyP1pdXIFobjlqYhQ4ZkXYVQZc21kmPUtBBYtjL2qsQ8YEAyOnirm0ZjTXn+Rm90ln2Sf+G+JubbLyofqGAfl8sWpWh/WgJpVb/Ul1elMVC6NMdHFZizLazUuHHjSBZW0loWml9k//zqWkgLxvzwzXwzuudpGSd6zSd57ZmLvfkl5bGPyWWLUrQ/LWHUhLDFFlv4X2JNHkTp0zrb2ZZ2VZ+DlnbVOt1hU6mV9u3bZ52YqiHiUS7li+y++HiCGdJlv4wT/lNX/Nl8/808e3dPdQVDruL5qkrEiy++6H+J1dlKCZJk0aqQBx98cMYJXUO477rrLq9EelVpVJhWJVSpFfvn7L///t667IgP1c76YFIv06/Tn9LCYfaEx+xdPQRIgmnNjtSXWU0YSCZVFahTp07GCX7XXXc1I0aMsHfP2ejRo7Ouc681LTRYI8oVMZGf1Su/M28O6mR6X7SxGXDtDubHb7OP2iNAEkq1g4ILPmnuAJJLFQauv/56s/HGG2ec8I855pi81m+ZM2eOad68ecbzaGb8lVdeSQmcIqJCjRUhQBJq7Nix/hdbbeGUXYdojfMWLVpknPy1euWll15aYe0pBcNVV12VtTZXs2bNvJIrKC0ESEKpQzP15daCT0DQ+PHjzT777JMRBLpr1WCLYPVbe7nV4KZli0eNYrnVUkWAJJC+8LVr1/a/5Hfeeae9C+CFhKo1Z1vbXmvJjBs3zrz22mvmgAMOyHhcpVTUeV7K65Mg/2G8UYv+JyaARr4Ev+ylUPYbhbNs2TLTsWNHrxnLDgp70zDddu3aMSE1IeyAqGyLWvQ/MQEuu+wy/wu/77772g8DWWnFyqZNm2aERmr7xz/+4U0URHLYAVHZFrXof2KJU0lvlYtIfem7dOli7wJUaOTIkWn9HVoVcOjQofZuSIDqDIdcxPNVFTFNHgteNc6ePdveBaiUqhho1vq//vWvai3IiOpFgCSMhlmmwkOTvADAFQGSMFrVLRUgWjIUAFwRIAkyffr0tOYr/TcAuCJAEkR3HKnw0J0IAFQFAZIgwcJ2V199tf0wAOSFAEkIjbYKNl9pNBYAVAUBkhCa75EKD80D0XwQAKgKAiQh9ttvfz9ANBMdAKqKAEmAefM+M5tv/nez2WY7mA033NJMmvSavQsAlBwCJAQ9e75ittuupald+ziz114nsRIcgEQgQELQuvWzZu+9u5jdd7/S3HjjAPthAChJBEgVffXVD6ZevR7mgAPWbZMnZ1/bGABKDQFSRQMGvO+Hx5FH9jO//MLoKwDJQIBU0XnnDfcD5JZbJtgPA0DJIkCq4JtvVpgDD+zpB8jrry+0dwGAkkWAVMHgwbP88Dj88CfMmjWMvgKQHARIFbRr94IfIDfcMM5+GABKGgHi6LvvVpmDDurlB8irr86zdwGAkkaAOBo+/EM/PBo37mNWr/7Z3gUAShoB4qhDh5f8ALnmmtH2wwBQ8ggQBz/8sNo0aNDbD5BRo+bauwBAySNAHIwc+bEfHg0bPm5WrFhj7wIAJY8AcXDFFa/4AdKp0yv2wwCQCARInlauXOvddaQCRHcjAJBEBEieRo+e64fHwQf38vpDACCJCJA8XXvtGD9ALrnkRfthAEgMAiQPmuuhOR+pAHnuuQ/sXQAgMQiQPGi2eSo8NAt92bJV9i4AkBgESB5uvHG8HyCqgwUASUaA5EiVdlVxNxUggwbNsncBgEQhQHKktT5S4aE1QLQWCAAkGQGSoy5dJvgBolUIASDpCJAcaJ3zJk36+QHy9NPv2bsAQOIQIDmYPPlzPzzq1ethvvzyB3sXAEgcAiQHt98+yQ+Qs88eZj8MAIlEgFRCzVdNmz7lB0i/ftPtXQAgkQiQSkyf/qUfHtoWLVpu7wIAiUSAVOKFFz7yw+OMMwbbDwNAYhEglVC1Xc06P+mkZ8yUKZ/bDwNAYhEgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMBJ5AESnJSXD9fjbMHn0TZkyGx7l6zC+vkAUCoSHyBHHfWkWbFijb1bhrB+PgCUisQHiLZHHpli75YhrJ8PAKWCACnbGjZ83Cxe/KO9a5qwfj4AlIpEB0irVkP8/3/TTePtXdOE9fMBoFQkOkCmTl2/UJTWOf/wwyX27r6wfj4AlIpEB4h07Piy/98XXjjC2ns9+zgASLrEB8i8ecvMQQf18v9t0qQF1hHr2McBQNIlPkCka9f1S9a2aPGstwqhLdtxAJBk1RogrltVZHuepUtXmsaN+/j/PnjwrMAR62Q7DgCSjAD5Ve/e0/x/zza5sLzjACCpCJBfrVq11hx7bH//sYcfnpz2eHnHAUBSVWuA5MP1OFtFzzN8+If+Y5pc+NVXP/iPVXQcACRRUQfIokXLzcCBs8zll7/idX6rH0Mn/hNPfMZ07vxq1nkd2Z4nRZ3nLVsO8h+/4YZx/mMVHQcASVTUARL8t2ybJgc++eSMwLNkf56gt95a5D9er14P88EH60KosuMAIGmKOkCaN3/G3HbbRDNmzFzz8cdLzbJlq8zKlWu9Ow+VJkntP3Hi+rkd2Z7HdvHFI/192rZdN7kwl+MAIEmKOkAq0737297+55//vP9vuTzPnDlLvbuX1H4TJszP6TgASJKSDpAlS1Z4+6tvJCXX51EfSmq/U055NufjACApSjpA1Jyl/Q855HH/33J9nq+/XmEaNXo8bf9cjgOApCjpAHnttQXe/m3aDPP/LZ/nefTRKRnhkctxAJAEJRsgP//8iznzzHXrfQwb9oH/7/k8j2aja1Y6AQIAmUo2QG6/fV2BxNath3phkpLv8wwZMpsAAYAsIg+QKPTt+653oj/iiL5m4cLl9sMAgBCUXID07z/DCw91nL/33mL7YQBASEoqQFLh0aBBb/P225/ZDwMAQlQyAdKv33QvPOrX75U28xwAUBglESB9+qzr89DStGPHfmo/DAAogKIPkF691i0EpfAYPXqu/TAAoECKOkB69JjqhYfqVo0aRXgAQJSKOkDs+RkVbd98s8I+HABQBQQIAMBJUQcIAKD6ECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAn/w8N/0riChFf+AAAAABJRU5ErkJggg==)
PN: 4H30-3-0B
CAS: 868271-13-0
Molecule Weight: 152.128
Formula: C7H5FN2O
![7-Fluorobenzo[d]isoxazol-3-ylamine](data:image/png;base64,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)
PN: 4H30-3-0Z
CAS: 268734-39-0
Molecule Weight: 152.128
Formula: C7H5FN2O
TSCA: Not listed on TSCA inventory
