| Product Number | 4658-1-R0T |
| CAS | 112883-29-1 |
| MDL Number | MFCD00171384 |
| Molecular Formula | C24H21NO5 |
| Molecular Weight | 403.434 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4658-1-S1H
CAS: 77128-72-4
Molecule Weight: 417.461
Formula: C25H23NO5
![2-{[(9H-Fluoren-9-ylmethoxy)carbonyl]amino}-3-[4-(trifluoromethoxy)phenyl]propanoic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAAv0AAAL9AEa5NIJAAADcHpUWHRtb2xTb3VyY2UAAHichZZrb9sgGIX/CvLnBfOCMbhqWlWbKk3qNmntpH2bqON2lmJ7ctzbv9/B7s0kNXIiDJwHzMvhcnz62GzZfdXv6q5dJ8RFwqq27DZ1e7tOfl2dr2xyenJcQgRhu1snf4fh31GaPjw88PJv1bjHruVl1yRT/dHjrp5pHhTv+ttUCkHp728XlyOzqtvd4NqyArWrj3Zj4UVXumH8ig+6SBvX39dtOsnTpr+fWvsjhf8J/rjbJG9j+Yy6M6Dspt5W7KbrGzeweyk4fuITu63aqndDtWHXTyhWPMPYT46/fenKu6ZqB7z6FurSbS+H/q5EQdNtq/IOjeHl65d10hAAN3TNWd+7J+bffLEj5iRzirmMOc1czpxhzjJXMEcCf9QTBAQFQULQEEQEFUFG0EnopG8HOgmdhE5CJ6GT0EnoJHQKOgWd8h1CpzLM37byA7h6+letkx/sM/P/t8fnzsfH576PJXNF8GCSJKwheE65YgWXFl9heJHZIsjlkGjFNAoxIIVCU7wkEnWZDBL4zSDJOGkkz9xzKy8dEvFCC/GWKsiUYZSh3qBeoxxxJcOVRkdIrVKWUcFVJohhupURuc9bfAkjy5W1yuty8qnlovDfYrjIPae51ibzqbCYG8o5kcS6eEIUNKe8UPhgVRR+oGNOcqvHRNiPcnMg50YgsVxmb7nnZN7DwVY+6MiQNj6UVnglQqURe6VzQpht4UfCtYHpsAKUydmKuJRGsJVEfFCLVGhUrwTXNjeQIQwWDk9fLX5yfN21m3evrN6sk2tKRu//rG528tn+Cev6TdXDNr4BL30PyDngvfsKyEOA2gOy5R6yOeAX4jKg54BftstAPgf8In8Fzg4BZg74LWEZsHPAbyDLQDEHxu1meRC+fjZ14/YUYcLpHrezCCMPMCrCqANMZNop2w+BXg4aBTM/7cYRZn/yo4jZcySZyGACA0znQ4QJPDCdJ8uLS4Ym8GdLxDgyMMF0XkWYcNmP51uECVf+eB5GmMAE0/m5PD0ycMF03kaYwAXT+RxhAhtM53mECXwwnf8RpjgQgwijAh9Md4zlWKvQB+OdJNJP4IPpDhNhAh9Md54IE/hguiNFmMAHL3eqRSb0gZwxh+MW+qD4qJ/03ZGbvtxA8bp3O03fXV1TXNhP/gNV8lSu0AcdHAAAM3dJREFUeF7t3QeYU2XaxnG7rl2x4q69l7WA2BEVdO29YMOG6KrY0M9eULFiWcVVEAGxrqLI2itixwr2ithWQEUF+7rPl/tl4868nGSSZzLJOZn/77q40JMzkwyTnPu87XlnMAAAHGaIDwAAUAoCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgkokAufbQGab7AwCorUxciQkMAEifTFyZCRAASJ9MXJnj7isCBQBqLxNXYgIDANInE1dmAgQA0icTV2YCBADSJxNXZgIEANKHKzMAwIUAAQC4ECAAAJfMBMi3E9+3t54cEB8GANRIZgJE4XHr6SvGhwEANUKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXDITIGNHDrDrTyRAACAtMhMgN90wwDZqT4AAQFpkJkAGDBhgK65IgABAWhAgAAAXAgQA4EKAAABcCBAAgAsBAgBwKStArj10hun+VEstAiT+Wav58wJA2pV1RazlBbRWAQIASFbWFbKWF1QCBADSpawrZNydk7/ATp38qT1xwyH2+OADSv4z5OID7MADD7ADDijtz2qrrWazzjrrdMeb+nPuSdM/d7E/7zw9qMmfFwDgCJAk33/7Lxt1Y4/pLsbF/qQ1QN57/qbff65CPy8AoEIBUg10YQFAupR1hazlBZUAAYB0KesKWcsLKgECAOmSmStkLQIEAFAYAQIAcCFAAAAuBAgAwIUAAQC4ECAAAJfMBMg/cgHShQABgNTITID8kAuQSQQIAKRGZgLEcgFiBAgApAYBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIBLdgLkuuvMVl45PgoAqJHsBMikSWaPPRYfBQDUSHYCBACQKgQIAMCFAAEAuGQjQG64YdoMrFlnnfb30KHxGaiVevvdNPXzzJDwkUk6BrQC6X/nP/ig2R//aPbII2bffWf26KPT/l/HUVv19rsp5edJCoukY0ArkP53fseOZnfd1fjYnXdOO47aqrffTSk/T1JYJB0DWoH0v/MXXNDs668bH9P/63hG/fDDD7b//vvbjjvuaJMnT44fzo56+92U8vMoLJL+AK1Q+t/5hT7Ubdo0PpYRt9xyiy255JK28MIL2xJLLBH+vvbaa+3f//53fGr6lfO7+fJLJWd8NF1K+XmSwiLpGNAKpP+dr+6D4cMbH1M3Q8a6SV566SXbZJNNbI455rDTTz/dpk6dar/88otdfPHFNt9889maa65pI0eOjL8s3cr53XTtata2rdmQIWb/+U/8aDqU8vMkhUXSMaAVSP87//77LXfLPm0V+pQpZo8/Pu3/dTwDJkyYYAcffLDNNNNMtvvuu9u4cePiUxqds9tuuyWek0rl/G5+/NGsd2+zueYyW289s2efjc+ovVJ+nqSwSDoGtALZeOcPGmS2wgrTplbq78GDGz++6aZmBx5o9sUXjY/X0M8//2wXXXRRaF2stdZaJbUuGrZSTjvttNBKSb2mfjexTz4x23dfsxlnNNtvP7PPPovPqI6PPjLbay+zHXdsfLypnycpLJKOAa1Afbzzn37abO21zead1+yCC3T1js+oqhEjRuSuPSuE8Y3+/fvbb7/9Fp9SVH6cRGMkQ+N1CPXimWfM1l3XbO65zc491+ynn+IzWsb335udcYbZH/5gttFGZq+8Ep8BoET1ESCii7RKvi+yiNnyy0/fl10Fb775pm255Za5m9dZ7bjjjmvWDCvN1DrrrLNszjnntPXXX9+ef/75+JT0e+cds7//vXCgayxEd/yLL262zDJmd9wRn1FZN91k9qc/Tfuj/wbQLPUTIHnffGPWq5fZbLOZde5s9vrr8RkV9/XXX1vPnj1DcGy99db29ttvx6e4ffzxx7b33nvbjDPOaN26dbPPP/88PiW9Ro+2XDNsWldQrlVWkBbtnXSS2eyz2/hOnezdMWPiM5rnhRemtTbU6lDrQ60QAM1WfwGS9+67ZttuazbLLGZHHmn21VfxGc2mqbdXX321tWnTxlZaaSW777774lMq5qmnnrL27dvbPPPMY+edd579VK0un+ZSoOdaY2FMoUsXNdPiM/7ngw/shp12splnntl69Ohhk1TCvzn+9a9pY2MzzWS2555m48fHZwBohvoNkLwHHpi2EdWCC9rUq66yf//6a3yGy6OPPmprrLGGzT///HbppZeGKbkt7T//+Y9df/31tthii9myyy5rw4YNi09JL3VnbbPNtEA/6qjp11s0oH/b1VdfPfzbXnbZZWX/2/7688/2b42FaUxsnXXMRo2KTwFQAfUfIKLQuPxyu3SBBWy11VazR1TryOmD3F3yzjvvHO6SDz30UPddsrqiNF33X7pLLtN3331n//d//2ezzTabbbbZZjZ27Nj4lPTSlFgFuhbn9eunZlx8RqDWXb/c42rdrZw7//6kqcEJhg8fbsstt5zdoLEw7WJZ5gQGAKVrHQHyX5O//NIOO+ywcPFXGZH3338/PqWgKVOm2Mknn2yzzz67derUyV599dX4lESazquL30knnWSbb765tW3b1maYYYbp/uh4ly5dwvRd3YGXsjL9vffesx122CF3Uz+LHX744falVntngVoUuZZFrolhuabGtKKFBWh86ahci0U/4za5Fsw7askkeP31161z584hVHv16mVT1HUGoEW1qgDJ0x277tx1sdGdvO7oC1G30eDBg23xxRe3pZde2m6//fb4lER6jkMOOSSsA1FAaPzihBNOsIEDB4Zpvs8880xogejvu+++O3ezfJ0df/zxoetG56ubShfCTz/9NP7W03n44Ydt1VVXtQVyLawrrrgi1+CqTDddi1PrrUcPm5gL9DN32im07grRDDcFbH6G2zf/DYivvvrKjjjiiBAw2223nb2rsa8saKpsPJABrTJA8jSGoLEEXaw1tqCwaEgX9w4dOthcc81l55xzjv2o1dRNeOutt2z77bcPIaBFgUOGDLEvylzgOH78+DA4r4F5hdwxxxzz+wWzEIXGlVdeaQsuuKCtssoq9mCGSqpPHDMmtOrUulMrr1igN1xjs88++2Ty5y2pbDxQgG5Odb3addddw+em3HVmldSqA0Q0m0mzmuaee+7QSnj66afDXf++++4bps7ut99+JbUCdAFXjSvdCW+88cbNGmfJUzeWWixaVKgWUCnfM7N35Dlq3S2zzDLhZx00aNB0gZ6nLsFFF100dEVqAkNmWlx5pZSNB0yFGj7LvVXushNPPDF0gWsWpm5O/5i74dCaM123jj766PjLqqbVB0ieflEqsa7Q0IVJLY9nS6zXpIFwLfabd955S+7iKodCTtNaVStL5VFKoTGBLbbYIgSJWjBZoZ/13HPPDR+MddddN7QCG9Ix/X40lpWZMZ9Yoaq/WS2Dj4pQy/uxxx6zCy+8MEzUyY+X6rqiz7LGURUmDdeCjRo1yv7whz/YBZp1WAMESEQtj6WWWqrg3W9Mg7pqIaiabkvf7f/9738PYwAatynVpptuanvssUd8OPUU6Gr9KdD1O/lENbRMtQ2XtDO0GDDLCgVIUhl81CX1Lrz88suhq/qggw4KSwIUFvp8r7POOvbXv/41tMJ1I9gUhYpuFNVdXm0ESETdWRq7KIUGfVWvaqeddgqlR6rhoYceCm8ylYEvxZ577hnejFmlVuB6660XxqF69+4dxjuuueaa+LRsKaVsPOrKhx9+aLfddpsde+yxtuGGG4YSRQoMTTnfa6+9wnontbZLGWdNos+ErgstuZg5CQESKTVA1NzUzCeVLtFU3WrSXYu6s0oZE8l6gIhag7q7UpNeH5LMt0BKKRuPzNLUc13IdcOjCTVay6Sw0IQPTUU/88wz7Z577gnjlZWk76sbrWrWzSNAIqUGSNeuXcMsqW+//TZ+qCo0BqDB5qZmZ9VDgORpLY4GzzVGknlNlY1Hpmgyx7bbbmsrrrhiCAttyaBxUQ1w33zzzWHNVjV0797dFlpooYLrpSqNAImUEiBat6E74VdqWApcg80aD2hqgLyeAkTU6st8FxbqziKLLBIm3mgqvfb1Kbf8TqVobEWLpDWbsRqFVwmQSFMBoimjyy+/fFgUWGua4qt1IsWmGRMgQMtSVQpN9qjUTqIqj6Tv5S2TpPHYjTbaKGxk19I9JARIpKkA0QIerS5XP2et6W5D3WhasV4IAQK0LI3JtWvXLj5cElVYuOSSS8KaLQ2oxyWO9EeLndU9pqm6mrlVCl2fVPdPa0dasnI3ARJpKkC0DiENrY88DahrJX2h2lkESApp0Dyenqk1Lbfc0vgYMkEX6j59+sSHC1Ivhm5EdS1RQGhmoeq9XXvttbm3xuNhPyG1QLSFg9aVqTzRkUceGZYX5M9X6GhMsBjtJfSnP/0pTONvqdXqBEikWIC88cYb4ReociVpobInaj6rAGMSAiSFcnebFq/l0Up0bb6FTNG1QNeEUgetNX6qLnD1YuhGtNzN5zS+oooXmkCj2V1aWFxsvEXrSFQjTxvetQQCJFIsQPr27RvSP220CElVfJMQICmkjc6SAmShhRofQ+ppRqA+f03RtH+t99CCPwVHc7vAp06dameffXao2KAWULGurSeffDKsVj///PPjh5qNAIkUCxDN6VZTMm3ydXKSECApRIDUjbXXXtvOOuus+HAjWnCs963GKys9c1OFWnffffcwbbh///7xw7/TPjkKL1UWryQCJFIsQDSYpbLraaO+UxVXS0KApBABUhcUDOq+eu211+KHfqeuLVWr+Mtf/tKiM6JULVyLi9W9VYiuEwqRSq5WJ0AihQJEA1/6BT3xxBPxQzWnflWNgyStiCdAUogAqQsaf9DCwUJUZFVrtVTqKOmzWWl35t5DWoleLETUWqrkanUCJFIoQFR2oKm7jVp57rnnwmtLqk5LgKQQAVIXtNJc+9ck0cC2Hlfdq5acRhtTiOhGt1h3lrbirtRqdQIkUihAtFhPF+lqlSQoh7bm1WtTBdsYAZJCBEjmqTq0Wv0vvvhi/FCgVoBWp5e7mVwlaGBfYyKFBtY15V+tIu2w2tzV6gRIpFCA5Fsg8f4UaaCpenozJ1XyJEBSiADJPK3NULmQJJraq7EGDVzXitZ+aHvsQlN8da3QxnfahqKpenrFECCRQgGSHwO544474odqTrsoaq53EgIkhQiQzOvYsaMdf/zx8eFAszU1aF5Lavloim+xDejyq9U322wzdzcbARIpFCCiOw7deaTNjTfeaCuvvHJ8OCBAUogAyTRdnLUrZlJvhPYrV2+A6mPVmtaJqIS81qAUoq44rVbXVGDPanUCJFIsQFSPJo3rQLSIkHUg2TEp9z76JgqQH3IB8hkBkgnaGVRTc5N2LT344IOtc+fO8eGa0GJDrVhX2ZNiVGFDQaNyKuUiQCLFAkR7FWvgKW3UBNV+yUkIkPQ5UIXxogB5IBcgaxMgmdClS5fEi62m6s4///x2S4pqmmkwv5TqGaq7pYF3ba9bDgIkUixANKtBA+mqR5MWustQmYL7C+xmR4Ckj1qy8b72mn6pqZVIN02V1wC5ih7G9BnUZ1GfybTQtUrXrEIzshrSPiKq01UOAiRSLEBEaV5soU616W5Hdz2FFioRIOlDgGSXquhqem5S9Wv1Aqg3IG3Ua6Lek2LUHaexkH79+sUPFUWARJoKEPUnql8xLXcZ6m9Vv2shBEj6ECDZpd+dFuIl0ThkoaKmtaRxW73uYrQYWbNMy10XQoBEmgoQzWjQgJNmONRafic0zfwohABJHwIkm7ReYvbZZ7cHH3wwfijQTEjNiEybYmtW8lQhWOtCykWARJoKENHcas2xrsUq04Y011xzzoshQNKHAMkmhYNuHgstztNaLK3JShutXVPrQmvZClGh2Msuuyw+3CQCJFJKgOgNpFWeWu1ZK/nyzE1tbkWApA8Bkk0777yzHXDAAfHhQCu71RugqhBpo/UqGkhXNY0kGmDXa9fmdOUiQCKlBIjoH13T3lR3ptrU8tFAXimD+QRI+hAg2aMxzznnnNP++c9/xg8FqkOni7Tq0qXNu+++G16b6vklOfXUU61Dhw7x4ZIQIJFSA0RU8VJNQ334q0UlB1ThU5U+CzWlGyJA0ocAyR7tTT7vvPMWLPmh6b26SFeqTHolNdUC0dhNU7O0CiFAIuUEiKgVoPr61QgRTdVVFU3tMaC9BkpBgKQPAZI92o62a9eu8eHf6bOpbiDtzZM2xcZAtAq9OVXGCZCI+jgXXnjh8A9bKoWIfkHaFaylaDczDZqrhEKpdfzHjRtnbdq0CV9T7vS8NFLp7Nlmm8022GADmzJlSvxwZuQD5J577gnvNXWD6g43ywGiOkqXXnpp+BmGDRsWP5xpGt+YZ555miykqs+Zdv1Lm2KzsHr37h0q8noRIBHtWazpbBqg1vzpQs2+mLqzNCaiomSVnp2l16T9lHX3rW00m6L+Ws1H1+vR16ywwgrhA9CnT5+CCw7TTP+eBx54YAjptdZaK2zf27ZtWxsyZEhiPaK023TTTcMHetZZZ7UtttgizN7RIq755psvPjUTRo4cGX4v6uLRz6OQ15qIYtPLs0StCo1/fP/99/FDjXTq1KngBlO1VGwdiMJDIeJFgBTwwAMPhL5B3cFrdWZS8y+mgXWVR9YUX60Tae5iQ5Vb1vxshZma0MWqauYNHTo03Ampmytfk0d3hwMHDrRFF100TNerRndbJSjs1DerC9Paa6/9+3bCuiPUm15dh+utt549++yz0Vemk36fRx99dAhCvU/efvvtcFz957vsskvoAlE5iTQOxCZRC1c3TPp5VENpwoQJ4bi6Q3bYYYfwvj388MMTd8rMkv3339923XXX+PB0tBK9Xbt28eGaK7QSXb8ndV+V09sSI0CK0CD15ZdfHu4QNW33kUceiU+Zjr5G60QUPFqxru6tcmtn6cKi4NAdqWrTlNKvqsE7de3oTkn7Hv/www/xKaEb7MQTT/z9DjGN2/Pm6WfWz67ZZgMGDEgsNa1S1Pvuu2+48O63334FZ5nUmspeqIKrune0h/a9994bnxKMGTMmlMLQ70ddXKXcMNSCboz0vlYLV631Qu/vhx9+OLSA9flRN0opN2Fpoq7iI444IlxkFYhNUS0shWmleyCao1gtrAsuuKCkQovFECAlmDRpkvXo0SPsAaBB7FLuENVHr7In+gXpF7jUUkuFpqQ+SOrvVvVL3cEpLFSYTX2nqvCZP3/dddcNdXea+tBpbKNbt27hIrr33nvbxx9/HJ8ynTTfIepuSOVZdBHVhj2l7JamWSb691LLT+NQhWbK1MJjjz1mf/7zn0O9sr59+5Y0c05jCOriWmyxxcJ7IE3ddGrhqguxYQu3GL1/r7zyyrAAT+/tQqu400SfR30+FAa6KdMkFH1WbrrppvjURvLVeNW1mhbFqvHqM9Pc0isESBl0h6h+TpUzUHO11DtEpb/SXv2Q6kJSQMR/lltuOdtuu+1C6Lz55pvxt5iO3qwa09DYhprNCqRyNbxD/Nvf/tZkWLUkjTUpYPVB1b9TqRMF8nSRHTx4cGj16eKrkK6ljz+eGLqldNPRvXt3mzhxYnxKUQpBzQhUKLZv377mK5y/Gz3admyihVuMfr+6m9fvV+9zrU1IEwW7Vpqvs8464TWqa071ofIUgrqpeeihhxp81fRUl66cWZwtqdh+IFo0qJtOja82BwHioNkY+TvEQYMGue4Q1apRC0R/l0tjGAoijWnoDjWpe6dUCg2FR/4OsakPSKXp+a+66qrw/Bpz0thTcyjUNZCpkN9ssy65MP4kPqVFff/9L9av32hbb71+uQvloc3+gGqBmvrg9WEfvM8+6reLT2lZmr2n1de557+1a9eSWrjFaKV2fqC9V69eoVu1ljQupZs7TcrQWNuxxx5rH330UXxaoPeVbtgKddlJfkfCUrq7W1qxHQlVtkQ3rc1FgDjpDlHTL3WHqKZgNe4Q9ebU2IU+fBrLqOSHT3eI+aa66mtV4w5RHzINJqsFpLGmSraANFutW7dTc7+b/rk7+VE2efKP8SkVpXuIe+55x/7yl6G5f7+bc0Hc9Gy5cryauxt+c/31LdcE0JXBrMwWQNk0Wy/Xws1dMc00MPzkk/EZzaJSPLqAaYzruuuua9ZNkIe6cdXi1UQMdS9rCnIpnyfNBtSNW7FubH1+PIUJK6mpPdH1+jTO2lwESDM1vEPcJ3eHqIHdStMYhcYqdHFX36x30U8pNLCev0PUG6yUD1W59OHTbCN17xx22GEtOgYzevRntscet1unToPsppvG5kKq8heqsWMn5MLqrtyHcqANGPBS7to7/V4RFXPDDVpwYLmrntmtt8aPVoZm6eVauLkrpdnAgZrGF59REeqGPf/888NdvbqORo0aFZ9ScZrJp3FMjW9oBt8//vGPxL09CtFNzjbbbBPCLz/rLKb6dPqs6nvXiur0aeJP0pibxk318zfsovMiQCpEvwy9IXVHo6ajppo2l96sGnTXHbrGKjRmUS133XVX+JDobqtSd4hqSmt20bTupc3CmFI1/Pbbf3If5jdyrbchtssut+Vai83rhsmbOPF7O/30x6x9+2vD3xMmNG/adsk0PVyDn3PMYab+9oQZNi6alZdr4ebuHizXxNW0vfiMFqGqCvl1Ppqu7inqV4wuojfffHMYK9RNi6bkauKFl9aDqJSQvl+hBa0avNYsymq05GPqGdEMuaSZV6JlCVp35Ol6jxEgFaRfiGZgqD9VzeLbbrstPqVkmq2iMQn1YWoAr5LdO6WK7xCfdHZj6N9FY0UaM9LYUa1WKn/77U+5Jv3T1qHDAOvZ8/7charpGV5J1MIYOPDl3LX7ettvvztzQVijaZvjxpnttpvlropmhxyiRIvPKI1agCp3k7trNk1XbcEWbjEvvPBCqPOmbWHPPPPMJhfuNWXy5MmhC0ezxvQePuaYY+zDDz+MT3NRq1mLe7fccsvEu3wdU8hoBl65Ew6aQ+OjCmItbC5E3eBaj1QJBEgL0F2JKlzqTrtjx44F7wSS6I5Fs1TUBNaslVJXwrck3SGqxIvnDlFjQ5pFpP5YzSpKwxTbDz+cnLte3ptrMQ6wSy99Ngx8l+qxx8aFMY6tthpq//znO2Hso+Yef1xLis20kj13p10WdVflWri5Jq5ZlSdQFKLZULro6y65qamzSTT+1bNnz/Ce03RjzUIqZTp4uTTYrptFdV0n3c3rc6PnV5dZNSpAKDzUA1KsSrcm7ejaUqnuQgKkBeluR81lNZsPyd0hFpvKqbEGzUrR2IPGINK4r8Do0aNLvkPUWJA+WBob0hiRxorS5oknPrKdd77Vbr/9fytx27W71k44ofGFVMdk6tSfw1jKVVc9X1boVIX68VWHSWMkDen/V1zRbNZZp/09dGjjxzWOctVV6i9tfLzG9N4644wzwntto402CnXQmqIWsvbs0OdNE1vUA9DSLXd1w6qrSmuWkmg6uipDqI5dS4wn5mn9k27wioWHaFGuegIq0SUtBEgVaGGSmrJ6o+luqGGTV79IjTFoNorGHDT2kHYN7xDVt9yQmusaA9J6ATXhKzFQV00Ki223vclee+1/A6T5AMkcLdrL/Z5MU0o1lfPRR6f9fwYW8+XpLl8VpXVx1DhJvMpbAXFrLgQVGAoOrb3xrIlqDn2+NeaQtN5C1CLSGKa6vJo7rTumfw+tWdHzF+u2ytt6663DxJVKIUCqRDM9VIY8X85ClVjVjNTYgvpnNdZQjWZupTS8Q9SUQN0h6oOssR/dcd0Q3wlnhMLi7rvftu7dRzQ6lkkdO2o2RONj6rLS8YzR7CnVQ9NaDdV1UmteF2zdxKirSl1WpRQabSlauKquoUJ7omsCibp/dY5mN2r9SXNokaBu1PSzayp8Kd3kGhNSD0clJ+MQIFWmX6IG83S3pO4djS2UurdHGukOUVMG9bOouqzGfppbRLKWFBaataWpv08+OW2sJ7MBsuCCWinX+Jj+X8czSK11dcGoXIjeb2oFX3zxxeEzlQZaENvUavV8jTf1RihI8gU1S6VFjOqm0gpz1dvTJIGkQfwkuqnT11SyW48AqRENLqsVUi80573SzfNayIfFqFHjbc89bw9hUncBkruIZJnuoFX+Jy3B0dApp5wSehSKjdnoAq4KEup208+h2Zaqg6d6eOoOU6ioSoW64tSy0VR+LXpU6z5/vlpfhaYQF6K1V6qaXEkECNBAw7BQN9aIEe9kN0DUVTV8eONj6tLKYBdWQ1oIpwtpufXSqkVjNRrTLLZaPU917xQGmnmpMdC4Rp7+qGyR6sOp5EopXVVJFDbqbi5UCdqLAAEaaBgWWmGuAfXMBsj995stuaTmHusKMm26r/5fxzNMXVkaS1Cl4zTSeKcu+MVWqxfTnDp5hWh8Ut1mlR5nJUCABuKw0JTe+FimDBpktsIK06bx6u/Bg+MzMkmD5yotn1YNV6snFTNsaWqlaUanqobnSxO1xGZXBAiAzFHZIHXppJlWq6vCdJcuXSp+59+Quqc0dqIBda2D0eQCdX1pLEarzlV4VXu3eFpDTSFAAGSO1nto4DntNEtR09q12VvSavVyqXtMk1W0JEB7j2h9mWakqUtP05xVdFUD9NXaj54AAZA5Co9S9ilPA61W19Tj4447Ln6oSRoL0QxH7VOi9VZaoJsfWNf0ee3roRmd1ay31RABAiBz1H2lMYasGDlyZFgtrnUrhWhasjZUU1kSbdugRccKC1Xj1gpyLdwdMWJEi25/UC4CBGggacA86RhqSwPoGkjPEu1kqq4mvXaNiai2nNZ47LvvvqHMicJCIdOhQ4dQLVeFJGtRDr4cBAjQQFJYJB1DbWkKryofVKooYLVoa4Z81Yb8okAVG9W20lp82JKD7S2BAAEaSAqLpGOoLa3W1gVY01WzRAGiBX2qmdUSJearjQABGlBYJP1BumjqqgKkWMmQtNHePtogTt1W9YIAARpICoukY6g9raxWccKsUD0rdVlVsphhrREgQANJYZF0DLWnPTauvvrq+HAqaYM4DaBrllU9IUCABpLCIukYaq9z585h+4As0GtVwcR6Q4AADSSFRdIx1F63bt3CfjppN3z48FCLKu1Tcj0IEACZpL03ttxyy/hwqmharqry9urVK36oLhAgADKpX79+YTvXNNP2u9ob5Ntvv40fqgsECIBMUteQakyllbaqVkVcbcNbrwgQAJmkUiBaCzJ16tT4oVTQzoSqkJu11fLlIEAAZNJnn32W2q1tX3jhBZtpppls1KhR8UN1hQABkEnaG0NrK7SZUppo348NN9zQ9txzz/ihukOAAMgs7b6nulJpoiq6qnc1fvz4+KG6Q4AAyCxtbauZTmmhvdBVZl57d7QGBAiAzNLWtj179owP14yCQwGiIGkNCBAAmaUChWnZ2lZdVuq6uvnmm+OH6hYBAiCzzj//fNtggw3iwzWhPco32mijMIjeWhAgADLrhhtusCWXXDI+XHWarqtpu5q+25oQIAAy69FHH6351rZ6bi0Y1MLB1oYAAZBZ5513XlhMqJ3+tt9+ezv77LPtvvvus6+//jo+tcWoVIlKlqh0SWtDgADIJAWFFhL27t3bbrnlFjvmmGNs/fXXtznmmCOEygorrGB77723XX755fb888/bTz/9FH+LZlORRBVLTNNU4moiQABkjgJhrrnmsjPPPDN+yH755Rd76aWX7Kqrrgp7hqhirwJFe3K0a9fOjjrqKBsyZIi9+eab8ZeW7fjjj7fll18+lG1vjQgQAJmi2lcLLbSQHXroofFDBaml8PDDD4dZWzvttJMttthiIVS0r3qXLl3C3iKq7jthwoT4SwvSBlEKJX1da0WAAMiMzz//3JZeeukQAqqF1RyffPKJDRs2LGz2tOmmm9rcc88dQkWzurS2pG/fvvbEE08UrParLWq1VW1rRoAAyIRvvvnG1lxzTdt4443thx9+iB9uNq3fGDNmTBgU79Gjh6211lo288wzh+m5et7u3btb//797dVXX7X7778/jL+8/vrr8bdpVQgQAKmnAfDNNtssjGdUc4aVSpJojYdaI7vttpsttdRSoZUy44wzWqdOneLTWx0CBECqaZ2FVnmrxpS6nWpt4sSJ1r59e9t9993jh1odAgRAqmnWlNZ5vPHGG/FDJdG4ybhx4+zXX3+NH3K77bbbwgB8a519lUeAAEitPn36hAKFTz31VPzQdHQx19jESSedZJtvvrm1bds2dDc1/LPAAguE9SGaeaXzdL4nBKZMmRJe17333hs/1KoQIABSadCgQWGguqlpsmPHjrVDDjkktAgUEupeOuGEE2zgwIE2YsQIe+aZZ0IL5IMPPgi7F2rDp5NPPjmMqSgE9HX6en2fcuy444520EEHxYdbFQIEQOrozl7hoVlPhbz11luhfIlCY5NNNgmLA7/44ov4tKI0RVfl1zUdV99H30/ftxQq5NimTZuKdo1lDQECIFWee+65sMr8rLPOih8KdME+/fTTQ8BoSu8jjzwSn+KiKbxbbbVV+L76/k0Fw+TJk8NCQi1QbK0IEACp8fbbb4dV5lqHkUQFC1Xvat5557Xbb789frgi1GWm+lZ6nqYKJG699dZ22GGHxYdbDQIEQCrkV5nvvPPOiavMVcJEq8S1qE9lRFqSusI23HDD8Hx63kKuu+66UBalluXka4kAAVBz+VXmGsv48ccf44fDAPgSSywRSpi0xCr0JFq8qOfT8+r5k0yaNCl0eankSWtEgACoKV2otap79dVXT1xl/t1339mqq64auos8U26bQ8+n59Xz63Uk0ZTho48+Oj7cKhAgAGpGXT9a0a2uokKrzLt27WorrbRSqKhbC3pePb9eR5J+/fqFVfKtaS/0PAIEQM0ceeSRRVeZ33333WHL2ldeeSV+qKr0/Hodej0xjd2o4KJmj7U2BAiAmtB2tMVWmWsarTZr0qLANNDr0OtJmt6r6cRpeZ3VRIAAqLrrr78+DD4n3dHn6RytEk8aF6kFvQ69Hr2u2GWXXWbLLrtsfLjuESAAquqee+4J4aF9N4pZd911U3dXr9ej1xUbP358KPH+8ssvxw/VNQIEQNW8//77YbxAW8gWozERlRYptaxItej16HUljdl06NDBTjvttPhwXSNAAFSNpsXOM888oaBhMdrAaZVVVokPp4Jel15f7IILLkjta24pBAiAqurWrVvYc7wYFTXUDK000uvS64u99957BVsn9YoAAVBVGjifc845w3axhWhAWmVC0kivq9CAuVbT9+7dOz5ctwgQAFWlUiXqxrrjjjvihwJNk9U4SVrLg+h16fUlTedVeChEWgsCBEDV7bXXXgVXdn/11VehK+i1116LH0oFvS69Pr3OWH7wX91ZrQEBAqDqVIpdJdlVByv26aefpvoinB/r0OtMooF0Dai3BgQIgKrTToAaB9GWs7F8C0Rb0aaRXlehFohoKm/SWpF6RIAAqIlddtnFDjjggPjw72MghcZIak2vq9AYiGgxoRYVanFhvSNAANSE1oKokOIvv/wSP2TLLLOMXXHFFfHhVNDr0usrZrnllgvlTeodAQKgJlQmffbZZ7cHH3wwfsi23XbbVK8D0esrRiVPVGCx3hEgAGpGF+JDDz00PmwXXnhh2N42jfS69PqKUWl3dXOp1Hs9I0AA1Iwq2y6yyCLT7YGucQQNVL/00kuNjteaXo9eV1NFE7W51KKLLmqnn356/FBdIUAA1IxmMmmjpscffzx+KEyHTdsFWK+nlHpXL774os0xxxyhbEs9I0AA1FSXLl0SxzsuueQSW3zxxcOU3zTQ69Dr0esqRhWH1ao68MAD44fqDgECoKauueYaW2KJJabbU/y7774Ls7TOPvvsRsdrRa9Dr0evq5AJEyaEGVga24m75eoRAQKgpr744gubeeaZExcOXnTRRTb33HOHc2pJz6/XoddTyJQpU6xdu3a2/vrrFy0UWU8IEAA117FjRzv++OPjw2GNyOqrr2577LFH/FBV6fn1OpLWrIj2OVFX3Morr2xffvll/HDdIkAA1JwW5xWatqsZTxqQPvfcc+OHqkLPq+cvNPNKXW977723tW3b1j766KP44bpGgACouU8++SSU/9DspST9+/cP6yruvPPO+KEWpefT8+r5CznuuONs/vnntzFjxsQP1T0CBEAqaOzg5JNPjg//TlNo55prrqqFiJ5Hz1dsKrFmZKl1MnLkyPihVoEAAZAKF198sa244orx4UZ0MVeL4Jxzzokfqih9fz1PsfC48cYbbZZZZklt0cdqIEAApMIHH3wQurHGjh0bP9SIupN017/77rtXfHaWvp++r75/sW4r1e+abbbZrF+/fvFDrQoBAiA11l57bTvrrLPiw9PRgPZqq60WptZqfUZzFxvq6/V99P30fQsNmIvGaXTeqaeeGj/U6hAgAFJDM57WWGON+HAiTanVuow2bdqEFeLqbiq3dpbO19fp6/V99P0KTdWV/Crzgw46KH6oVSJAAKTGW2+9FYoVvvPOO/FDBWkBnwazVaNKX7vUUkuF0iiaGqytc5966ikbN25c+Fv/r+N6XOfpfH2dvl7fpxh1by277LK23XbbtYpV5qUgQACkirqQ+vTpEx8uibqetB+5SonoYq+AiP/ouB7XecW6qhpS+ZJ11lnHNthgg1azyrwUBAiAVDnjjDNCSZBKmTRpUmiB6G8PrTLv3Llzq1tlXgoCBECqaEGeZmMNHjzYJk+eHD9cVVpl3rVr11DssbWtMi8FAQIgdVTWRNvdqstppZVWsn322SeMXYwePdp++umn+PQWc+yxx4ZV5k1NLW6tCBAAqaTZUJoldeWVV9r+++9vq666aggUrb9o37699ezZ04YOHRoG3luCFjZqPcgTTzwRP4T/IkAAZMY333xjDz30kJ133nm24447hm1jFSpqJWy11VZhbcbdd99tEydOjL+0LAqm1r7KvBQECIBMGz9+vA0bNiyUg1dZeNWvUqioG2y33XazSy+91J588smSZ0898MADYZvdq6++On4IEQIEQF357bff7NVXXw2lSLp3725rrrlmqGulTavWWmst69Gjhw0YMCAM1se7IL7wwgthlflpp53W6DiSESAA6p5KlWgso2/fvrbrrrvakksuGVopCotOnTpZr169Ql2rhRde2A4++OD4y1EAAQKgVdLK8uHDh9spp5wSdhPUrC/tOsgq89IRIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAODy/+KMQAG4rDCrAAAAAElFTkSuQmCC)
PN: 4658-3-0Q
CAS:
Molecule Weight: 471.432
Formula: C25H20F3NO5
PN: 4756-1-S0
CAS: 206060-54-0
Molecule Weight: 431.488
Formula: C26H25NO5
PN: 4758-1-58
CAS: 199006-54-7
Molecule Weight: 401.462
Formula: C25H23NO4
PN: 4758-1-83
CAS: 213383-02-9
Molecule Weight: 443.543
Formula: C28H29NO4
PN: 4758-1-84
CAS: 252049-14-2
Molecule Weight: 443.543
Formula: C28H29NO4
TSCA: Not listed on TSCA inventory
