| Product Number | 4H54-1-B7 |
| CAS | 300665-19-4 |
| MDL Number | MFCD06205586 |
| Molecular Formula | C14H16N2O4 |
| Molecular Weight | 276.292 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H54-1-B7
CAS: 300665-19-4
Molecule Weight: 276.292
Formula: C14H16N2O4
PN: 4H54-1-B6
CAS: 300665-18-3
Molecule Weight: 278.264
Formula: C13H14N2O5
![3-{2-[4-(2-Methoxyphenyl)piperidino]-5-nitrophenyl}acrylic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAA/MAAAPzAEWFGf9AAADBXpUWHRtb2xTb3VyY2UAAHiclZZrb5swFIb/isXnBWxzTZWkqlpNmtSLtHbTvk0ucVOkABWQS//9XuOQBofiLiQxHN7n+Hbs49nlPl+TrazqrCzmDnOpQ2SRlsusWM2dX0/fJ4lzuZilEEFY1HPntWneLjxvt9u56avMxb4s3LTMHf3+Yl9nPc3Od8tq5XFKmffn7vaxZSZZUTeiSCWoOruoW+NtmYqmbcUnVXi5qLZZ4Wm5l1db7e0vp+pL3X29dD76co13V0DJS7aW5KWsctGQLacuvvQbWclCVqKRS/L8DrPvBuj7YnZ3U6abXBYNbpWHLBXrx6bapDDk5VqmGzjDzY+buZMzAKIp86uqEu9E3SmzYERwInwiAiJCIiIiYiISIqZEMIof3jMIGBQMEgYNg4hBxSBj0HHouPIDHYeOQ8eh49Bx6HiCeVpL1dCn9zeJ3pIHcn123Q/Y1PWA6179O3pg1tevolrBDSX/ezEyYQRRs+dzh7tRFAeEub7vx11xMPbfYQrw6YrJwTo5iCaYC4qhOpadvdOFKAOUEewJ7Al0GK5j2dk73Wd++q2ZTPEYJh8lo9BPA4e8o3NwEnGlgtOpKiN36qsyduMDzYO2M3DHTg2dwAS6586hWcFnz75LE9r2xmdfeaZuHNvtiGXvGMyL2XNZLE9uSbacO8/MaaP8p3yp+SHQHVJWS1lh71AOlPQU4H1ALYtxwO8DahEdgashIOgDasmNA2EfUAt0HIj6gFrO40DcB9TiHweSs05bgGkfUHvL+LAy2ifarciCmJPdbl0WxphvvdVZGGPK9dZoYYxZ11uphQnPh8CGRANNCy2MMft6dx+fTmYEgM4GFsaIAZ09xhluRIHONhbGDIM2O1kYMwzCLzBGGLTZrx+iSvzYyEqWJC2LLXJfm+jvbm6dE8Nvsd4gkwVdJZoYqjEYqPEjWPlgK40g0vnZsgcaUaTzuYWJB5jQ0jYzihJ1XrDUY0SRPl9Ytmg6wCRDbfNOkojXnZ5we3ay8k6OXR4Om4t/uJT4UGlZ284AADo/SURBVHhe7d0HlBRV2sbxdVFBcU2gghkjIggiAgYUMQAmREwrZkUxYEBZBMxpzWHNICCiIBiIigQRA6KrrKIiiwuiCJJEJIgkfb9+7nw1ztwJ3X1neqbD/3dOH7Gruru6p+o+VTfVXwwAgAB/8Z8AACARBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgSHYFyPPPmzVrZla9et5D/+7f318LQEGJHjd/iVNcxFuOrJM9f/HOnc0aNjQbM8Zs5UqzVavMxo41a9Qob5m8845Zy5ZFH3oeyEWJHDeReAERbzmyTnb8xYcPN9tvv7wDwKfn6tY1GzHC7NdfzebMKfrQ80CuSfS4icQLiHjLkXWy4y/epo3Zyy/7z/5p8GCztm39Z4HcluxxEy8g4i1H1smOv3iNGmaLFvnP/mnBArOaNf1ngdyW7HETLyDiLUfWyY6/eJUqZuvX+8/+ad06s4039p8Fcluyx40CIt4DOSU7/uLxzqQWLuQKBPAle9zEC4h4y5F1suMv3rp1/Lpc1fcC+FOyx028gIi3HFknO/7ir79uVq9eXhdEn57TsmHD/CVAbkv2uIkXEPGWI+tkz1+8Uyezxo3z+rBr51fX3PHj857TMgBFJXPcxAuIeMuRdbLrL96vn1nTpmabb5730L/79vXXAlBQosdNvICItxxZh784ACAIAQIACEKAAACCECAAgCAECAAgSHYGyPTpZvPm+c8CKImmLZk0yeyPP/wlQImyM0D23tvs5JP9ZwGUZNCgvG64n3ziLwFKlJ0BUru2WatW/rMAStKnT16AcHM1JIEAAUCAIAgBAoAAQRACBAABgiAECAACBEEIEAAECIIQIAAIEAQhQAAQIAiSlQHyRv329t6p1/pPAygJAYIAWRkgrVsPtM6dR/lPAygJAYIABAgAAgRBCBAABAiCECAACBAEIUAA2H9jAdInFiA/EiBIAgECwPrGAmTTWIC8S4AgCQQIAOsTC5C/xALkHQIESSBAABAgCJKVAdKhwxC74Yax/tMASkCAIERWBsiCBStt2bLf/KcBlIAAQYisDBAAySFAECLnAuSPP8yWLPnVfxrIaQQIQuRcgKxdu8EuvHC4/zSQ0wgQhMiaADnooGetW7dx/tP5tFwIEKAoAgQhsi5Axo2b7S9ytPy2296xm2+eaMce+4L7tx7z56/wVwVsxIgR9sUXX/hPZ63bbrvNBUi3bt3s999/9xcDxcqqAFm6dLWdeuoQ+/nnoj2wtFxh8d13y6xjx9fcv/VYt46DBYWpAN16662tSpUqdtlll9mSJUv8VbLOPffc4wJEjwMPPNDee+89fxWgiKwKEBk9eqZ17z7eW0oVFpLz9ddfx65Uj3UFqsLkkUceiZ1srPNXyxpRFdb5559vm222mfv3mWeeGTvh+s5fFciXdQEiXbq8aRMmFK7KipavX/+7Pffc1ELLgJKMHDnS9t57b1eg1q1b18aMGeOvkhUKtoF8//33dtZZZ7n/V5jccsst9uuv9FxEUVkZIAsXrrR27QYXGkxYcHku+eOPP+z++++3HXfc0V577TV/cc5ZtWqVPf/881avXj077rjj7Oeff/ZXKWLt2rXuN9xyyy1doXr88cfbzJkz/dUy2kUXXeS+mwIzomqsxo0bu+d32WUXe+mllwq8AsiwAPn113U2d+5y/2nHD4hXXpluPXpMyP9/f3kumDJlijVr1swVAH/961/df0888UT75ptv/FVzwoYNG6xFixaFfo8aNWrYU0895ZbFs2jRIrv44ovdazfZZBPr2rWr/fLLL/5qGeWjjz6y5s2bu99i0003dVV3Bak96LnnnrPtt9/erXPYYYfZJ598Umgd5K6MCJDff//Dhg6dbq1aDbCjjx7gL3b8gNCAwU6dRtrEiXOKXZ7N5s+fb+eee65ttNFGVrVq1ViQ9rDZs2fbhRde6Ao/FRQ33HBDxhd+ybr99ttdIXjVVVfZ8uXLYycZr1idOnXccw0aNLC3337bf0mxpk6daocffrh73XbbbWe9e/fOuJ5L2kfUWB7tIzfeeKOtWFFyj0T9XtpntO9oH9K+tGDBAn815Ji0D5CPP55nZ5zxiguAk04aZB988L2/ilNcQOhqRa9ZvnxNscuzzZo1a+yuu+6yLbbYwhVu7du3d8FR0KeffurOIrVcZ5U6u8y0wi8eVduNGjXK1efr+86ZM8eFw8Ybb2xNmzYt1BieyG9WksGDB9uuu+7qXteoUSN79913/VXSjv999dh5551dmCZCV6+6itXrVKV37733uio+5Ka0DZAfflhu118/1hX8LVr0s759/+N6UJWkpIAYOHCa9er1dqHl06YtdNVh2STZs2nVZ6teW+tnW7dN/RZR4VjwoULzf//7n7+6U9xV28qVK/3Vili9erUbQ7H55pu7zzjjjDPStufSq6++mr+P1K9f38aNG+eq71SNp+datmxpn3/+uf+yYo0dO9b2228/97o999zThg+nZ2MuSrsAUcH++OMf2yGHPGdNmjxrt9zyji1eHL8HSEkBouqv888flr983rzl7t9t2gx0XX5V1ZXJdMDrwNeBnEx9vqhnza233lqo26Z64GQ6fQ9dbahnkRq/9R0vuOACe/PNN/1ViyjYblS7dm3X4K4rmnjmzp1rf//7393rqlWrZjfffLNrsE8H06ZNs6OOOip/H3nyyScL7SPqSHD11Ve7dp1kxr6sX7/eHnvsMdtmm21sh9h7jzjmGLOvvvJXQxZLnwCJHaQjR860444b6Ar4Cy4YZl9+uchfq1y88cY37qZT+pzzzhtmX3yRms9JJR3gOtB1wOvAVwGQSI+i4mRqt82JEye6brUFq1BURfO3v/3NFZihFBgDBgxwPdf0m6ja68MPP/RXK9YHH3wQ268Ocq9T1dCLL77or1JhfvrpJ+vcubPbRxSoXbp0KXUfUQO6eqZp25MZ+6LPGXD55TY79hmmx5VXmi1d6q+GLJQeATJ5sq1ofqSdu19Pa9v2RVfAJ0JjOkLpSufJJ/+df6WjKU4WLUqPM8bS6IDWga0DXAe6Dni/50yoTOu2udVWW7lt1RmwGnXfeuste/31191zjz/+uL960lSF1atXL1elpaqtc845J3YFO89frQi1KfXt29d22GEHty2HHnqo/fvf//ZXSxldGTz66KPud9Hna0Dk9OnT/dVKpPajoLEvmvqlVatYqRIrVrbd1kx/g9i2IHtVboD88INZx455O1zssn/G3b0Tapv47bf19swzn8QOzL6xQq5s8xWpSktzaEVtLRpkWFpbS2XSgawDWge2DvCCffbLS6Z021QPMm2fzvZVQOvf0UOF/Q/at8rJt99+ax06dHDvXb16dbvjjjti+2DR6XJ86rn0j3/8I7/nkqrRUt1zSSEa7SN77bWXm9MrRDT2JQrppMa+xELc9tgj77jef3+z8UVnhkB2qJwA0cEXOwhjR2PeThY7OGNHqb9Wsd5883+xnfklV+BrTqvvvy+frqiffDLfzjzzz95e/kj2yqQDVwewDmQd0DqwU93zJV26bX755Zfu+6qapKCvvvrK/R533nmn+39Vwz3wwANuTIMaw1NBVWYHHHCA+9zdd9/dhg4d6q9SLDXcn3zyye51ql775z//We5/P+0jJ5xwgvsM9Y667777yuUzgse+6LPvucdiXzjvGG/XzmzWLH8tZLiKD5AhQ8x22y1vp4odjJbg9NHTpy92c1ipgNdsusOHz3AN5OVJ76cBiBpvos+59NJRsQOzcMFVkXSg6oDVgasDWAeyDuiKVNndNq+//vr84NSZf9QzSr2A9LwauSuSGp+ffvppq1mzpvv8I4880j777DN/tWKNj52JawS8XqeeS8OGDfNXSZr2Ef1GUdBrRPnChQv91cpMY1+iQZhJjX358Uez88+32GWhxTbSrHt3s1LGmyCzVFyA6CA74oi84IgdfPbMMzoa/bWK+OmnX+322yfZwQf3jp1d9rHHHvvIVq1KbQGmcSMPPDDZmjXr4z737rvfq9B7rOvA1AGqA1UHrA5cHcCVqWC3TVWNVFS3TU0vHp3x67+qWlPPH/U20/9PmPDnbAMVadmyZXbNNdfk91zq1KlTwj2X/vWvf9m2227rtv+YY45JqLuwT/uIeplF+4gGNmrMS6oVHPvStVEjWzlpkr9K8T7+2OyQQ/KO/1q1zPr1yxvti4xWMQGis+aqVS12tJlde62OPn+NItav2xA7u/zMtUvoauC6694qt+qqRH377TK78so33OcfeugjsTPPoQn1SikLDUbToDQdoDpQdcCmi4LdNqPCT1VJZaWxFJdffrmrIvKpEVufpcF96hkVBYl6Fem/M2bM8F9SofT5rVu3dtuijg0PPfRQQvvI0qVL7YorrnCBWNLYlJJoH9HYnWgfGTRokL9KSunv9fBtt1nfzTfPC4TTTzebM8dfrXgDB5rttFPe63QSiYxWMQGiS91nn9XR5i8pXuzs9rXmF7iC+7TThtiUKeXXIBrivfe+t5Yt/2HVqu1g++67b0LjCZKlwWenxw5EFQoalKbBaTpQQ6krqqqfNBpbj9GjR+f/W88nMrahJGqPUIGvQlyPK6+80hWIodSLTN9bjd96r4LjJ6IbHUXzd6n6TD2sVPBqvEW6dDfW77vPPvu4bdU+8sYbb/irlJn2EQ1UjPYRjW8pyz5SVhvmzjU7++z8TjB2882ardJfrSitE7uCNL0eGa1iAiRROps9+mi3Q/5as5ZNeOF927AhgXrWCrBu3XrXSFuwV8p///tff7WkqbDUoDMVhnpfDUbToLRkqdeR2gPOO+88V88enaGX9NByraf19bqQXku6Y1+rVq3c+6lK5oknnnBXKcmKelSpHl//3WOPPfJHxt99993uOb8bqgrORKccqSi68njwwQfz95G2bduWyz6ikNTYnGjAp/aRtBrw+cEHGsmbFyQ775x3lYGcUD4BoobMZs3yelXpoX/37++vVTKdvWrwUTQQKXZ2a16vm3QR3CulGANjB5oGm6lQUHdUDUJLhgoWdblVQ27BcGjYsKG7munZs6drS1FARA/9v57Xcq1X8HV6H71fsmf1GnuhQl/vsf/++7vG4uKoEfy6665zg/186p2kXkTPxq5U9W/9vtdee23+BIiJNlSng8WLF9sll1ySP8hT31ltJiE0ELHgPvL+++/7q6QH1TKoXWOHHfKCRO0dyY59KWs5ggpX9gDp3NliJZEGKWjkVd7l6dixZo0a5S0rjc5WNdhIg46002kQ0pdf+mulpeBeKabjSgMYD3Gv1WAzDTpL9LWiwNKEeFFPIM3xpDvJqSBPtqDS+nqdXh9NsKf31fsnE4wKBd0WVYW/3qNdu3Y2y+u2GY3XOPjgg4tcZamBXm0/oqqa6MomupKqyIF45eU///mPHXHEEfm/qcIx0Wlm9H2j3ytkH6k0y5eb/eMfeT2u1PPqggvyemLFU5ZyBJWmbAGinjixA9/9wX16rm5ds5IGMukstV69vODQoCMNPspA/oysk0rplfJj7EDSYDLV9au6RoPMNN4iGbqKiAb5qa5dBUuyVwwl0fvo/fS+en99TrLdZPUdFUbRd+zevXv+NOEan6H3jUK34ISPGi2tQjaiNhpViUWhpvtWZKqXX37ZdtttN/c9dNWndqiSaKyN9pFo2n31Qkt2H0kL6hhw8sl5x7fGgmhMSEndv8tSjqBSlS1A2rTR0eE/+yf1IGrb1n/W7F//SmzHyhD+jKyqHtIU4hE1/BY8O9egsmR73mgKjWjSRFVpqOdNqs5I9b56/6jqRJ+byBQeBX38sSbEzLvKqlWrlvXr1y+/Oko9ldRmoqsLDXgTDVRU6PiNwmrnUNtTRY49SQV9L31/jWTXb3DaaacV2Uc0wDDaR0466aSk95G0VPBEMXZFVazQcgSVrmwBUqNGXhfdkmjkcoGzynw6S+/aNbFL2wyiapmzzz7bFQDRjKwqiKP2ATVal9Q+UBpNT6Ezdp2Vqs0lZNxACH2OPk+fq8/XdiRL7Tw77bST+/7R76ABdCo8o66oKkzVTqB/Z0WhWQp1VujYsWP+PnLTTTe5q1gNLNRzqsrTNOtZRVXVsatJu/def0me0HIEla5sAVKlSumTpak/vBrFc4waw5s0aeIKBD10tq2upyE9lFSlpDN1FeAJT2pXzvS5+nxth7YnWepppoIy6mV1tHraWd5Zuaq79FzU1lFa9U42mTx5cpF9RAMMQ/aRjEc5krHKFiDxzhw0pUKOnjmoDl89klQtEzpGQl1CVbioTaKyb1Kkz4/aRrRdIdTmodf7c1Xp/hTqraRlumLJFdpHdJWqAZn+XF85hXIkY5UtQFq3jl93qfrNHKX++qr+CaEzfYWPzlITmSKjImg7tD3arpArEU34p5BQW4BP99tQN2L1XEKOoRzJWGULEPWcUgNZcaNP9ZyWlcOEcZkqNEA075SqdHTGny7hEdH2aLu0fdrOZJQWIMhhlCMZq2wBIp06mTVunNdnW39sdSlVQ7Ge07IcFhIg6u2k9gY9KrvaqiTarmgbk+mdRYCgRJQjGansASIagdq0qZkmV9ND/w6o4sg2yQaI6sTVZVavqawG80Rp+7Sd2t5E59UiQFAqypGMUz4BgmIlGyAatKcCVl1aM0HU9TbRwYYECJBdCJAUSiZANG2IRn5r8F5FjfMoK22ntlfbnci0JwQIkF0IkBRKJkA095QK14q+t0NZaXu13dr+eAgQILsQICmUaIBooJ3mgVLvplRNT5Iq2l5tt7a/4H08ikOAANmFAEmhRANEU6irYNV8UZlI263t1/coDQECZBcCJIUSDRANoNMkeuU1q25F03Zr+/U9SkOAANmFAEmhRAJEk+tpZLfmhMpk0RTupd3ZkAABsgsBkkKJBEj//v1doaqbOmUybb++h75PSQgQILsQICmUSIDonuRaJ3TCxXSh7df30PcpCQECZBcCJIUSCZC6detagwYN/Kczkr6Hvk9JCBAguxAgKRQvQHTvB90j44wzzvAXZSR9D32fku5pQYAA2YUASaF4AaK776lA1c2WsoG+h75PSXcVJECA7EKApFC8AJkyZYorUJ/Q7T6zgL6Hvo++V3EIECC7ECApFC9AdO9rFaiJTkaY7qLJIEu6pzcBAmQXAiSF4gXI8OHDXYE6dOhQf1FG0vfQ99H3Kg4BAmQXAiSF4gUIVyAAMhkBkkLxAoQ2EACZjABJoXgBQi8sAJmMAEmheAHCOBAAmYwASaF4ASKMRAeQqQiQFEokQJgLC0CmIkBSKJEAYTZeAJmKAEmhRAKE+4EAyFQESAolEiDCHQkBZCICJIUSDRDuiQ4gExEgKZRogKxatcpq1qxp++67r/3+++/+4rSm7dV2a/v1PUpDgADZhQBJoUQDRO666y5XuA4aNMhflNa0vdpubX88BAiQXQiQFEomQH755Rfbfvvtbeedd7aVK1f6i9OStlPbq+3W9sdDgADZhQBJoWQCRKLJCK+77jp/UVrSdmp7E50MkgABkvPWW2/ZCSec4KqIq1atanvuuaedddZZ9uGHH7rlOp5KE295WaX23XNcsgHyxx9/WMuWLd1rxowZ4y9OK9o+bae2V9udCAIESNzNN99sjRs3tlGjRtnPP/9sq1evdsHRrl27/GCIFxDxlpdVat89xyUbIDJv3jzbbrvt3OO7777zF6cFbVe0jdreRBEgQGLGjh1rDRs2dKFRnOgYihcQ8ZaXVWrfPceFBIho59l4441d76YlS5b4iyuVtkfbpe3TdiaDAAESc+KJJ9prr73mP11EvICIt7ysUvvuOS40QKRv375uZHeTJk3SJkS0HdoebZe2L1kECJAYtXksXrzYf7qIeAERb3lZpfbdc9xJJ53kCtvQsR0PPvig2wF0xl/Z1Vn6fG2HtkfbFeLLL790r+/cubO/KGe9+eabdscddwTvI8hOusIv6bYIBel4ivdIpdS+e4476KCD3B9Q/33//ff9xQnRmb52JrU3VFbDuj5Xn6/tCLnyEF2O77LLLu730FVZr169Mqa7ciosWrTILrnkEneCod9EjaWh+wiyj65AEql5iBcQ8ZaXVWrfPcctX77cunXrZptttpn7Q6pKa+7cuf5qcakrnwpwFbxdu3atsIJXn6PP0+fq87Udyfriiy/sqKOOct9/2223tSuuuMJVg+n/d9xxRxswYEDCvbiywbp16+yBBx6wrbbayv0Gxx13nF155ZX5+4i6aH7//ff+y5Bj1HWXNhA4qv7R3fr0x9x8883ttttuK7F3RUnU20ldZvUeGrynEeCpqvbQ++r99Tn6PH1uMr2t5KeffnJVVVWqVHFXLldddVX+PU8UGBo7Urt2bff+zZo1s48++sh7h+yj7ph77723+86qDlT1VUT7yJlnnumWKUxuvfXWjJ1cE2Wnk7VGjRrZb7/95i9yVO0p8QLCXz5s2DDXu0vlkE7kJk2aVGh5skr/dJSrd9991+0U+qPuuuuuQdOWqODVyO+oEFKVUnkVNHofvV/U1qHPSXSQYET1to8++qhts8027j2OOeYYmz59ur+as2LFCuvRo4cbIKWqHN2Mav78+f5qGW/GjBnWunVr93tsvfXW9vDDD7srkeK89957duCBB7p1VeX30ksv+asgR/Ts2dNVf48ePdrN9KAwmTJlSpnGgZx77rmuM4tOYLVv6SSuLEr/dJQ7nd336dPHVQnpj3v44Yfb1KlT/dVKpZ1Jc0+pnlTvscUWW7j7ceimTsuWLfNXL5XW1+v0er2P3k/vq/dPZHqSgtStd7/99nPvsddee9mIESP8VYo1e/Zsa9++ff530WevWbPGXy3jaPDXNddcY5tssom7Erv00ksTqteO9pHoROGwww6zTz/91F8NWUDHn6qJTz/9dH+Ro6vUtm3bWo0aNWzTTTd1I9FVFa4gET8gfCUt1/H16quv2gEHHOAvSkrx746UU+F8/fXXu51CbQwXXXSRa1hNhq4YNIW67sOhHSV66BJVO6TOYHr37u2uIqKH/l/Pa7nWK/g6vY/eL9krmm+++cb1W9d7bLnllnbffffZ2rVr/dXievvtt61+/fruferUqeN28Ey0YcMGe/rpp/MDXr/r559/7q8Wl/aRG264odA+snDhQn81ZCDtI88880z+PnL88cf7q6RMdLwrlNQzsiwIkEqmy0ntPFHhe//99wcVvroToAJC1UD16tVz7Q4Fw8F/aLnW0/p6XWl3EiyJX8BdeOGFZS7gdGA9+eSTbufWdqr9Zdq0af5qaevdd6dYgwYN3LbvvvvuNnToUH+VpCmg1aha1oBGenjnnXfcmX+0jwwZMsRfJeXUwUftbC1atPAXJYUASRPqKlu3bl23U6mhdeTIkf4qSVFDtQoe7ax6qB41+reeL0vPJ1Wx6EqlYBXLJ5984q9WJqr+6dKliwu6atW2tRtv7BO73C++QTEdzJ+/InZF+abVrn2ibbHFVnbnnXeW2AAaSg2r0T6STBUh0sO3335rHTp0cH+/6tWru4bw8t5HkqE2SDWmlwUBkkbUsPrII4+4hlbtZMcee6x9/fXX/mqVSo28GrOg7auIRl59/w4drrb9978tdjXSP/Z5X9j69anpfRbi11/Xxa6Y/m2HHPKcNWnyrHXrNth+/DG5qshkJNNJAelB3eE17kmdRfQ3O+ecc4Ku+MuD2uHUTVy1B7fccosdccQR/ipJIUDSkBpaL7vssvwusDoT1xl5ZdJOV5ndTN999ztr3/5lO+igZ2OBMsQmT05+PE150gXc6NEzrU2bgW6bzjtvmH3xReqCw1daN2mkidhOMmfAADfeScfNwQcfnD8Ne2UZOHCg7bHHHm4ckqrOdVVUFgRIGlPdfzT2Q20CahtQG0FFUkjoTCUdBrqtW/e7DRjweeysqb8rtK++ekxsW5LrKVYeFBTnnz/MbUPr1gNt1KiZLlAqQ8GBmtpHnnjiiYSmwECKaVxTs2ZqsbYutWtb//79y1RtnK4IkAyg3kjqlaRCQr2U1FupIqh6Kpp+RNVWqr5KB0uXrrbbb58UO6Prbc2b97GHH55iK1emvlF50aJVdvPNE11VlaqsVHWlKqx0oFHLOrPU32r//fe3CRMm+KugImgc03nnmW20kVnVqmY9etiGFSv8tbIGAZIh1G9b4yOisRoaN6HxE6mgBnE1jOtz1FCuBvNUjXovixkzltjFF49wVwLHHDPAhg2bEdvO8j/LW7t2Q+w3mGotWvRzn3XDDWNt3rzl/mqVTvvI3Xffnb+PnHLKKTZr1ix/NaSCxi3Fjs/Yj++uOmI/vgY4+WtlHQIkw2iktrreauS2GuU0klu9KcrDggULXFdcdclV11x10VV3v3Q3duwsO+GEl1zh/ve/v2pTp/7orxJswoTZdtJJg9x7n3nmK7FwTf+R8v4+cuONN5bbPoJiaLxSnTp5wVG/vgY0+WtkLQIkQ2nuKM0hpTNNTUegsRyhdawaU3Dvvfe6MQZ6Pw0KVFffTLJmzXp79tlPY1dOfV1hf+ON4+3HHwtPOqnnu3UbV+i5grQ8MnPmT3bppaPcc61aDbBXXpmekqubVNI+0rx5c/c3rVWrVtbWw5c7Td+j9ovq1fMe+nfstytCHVuOOiovOGrUMHvySQ1k8tfKagRIBlNhoNlsy9LLY/jw4W5MgV6vaUiSvctgulm4cKX17Pl2fsFfsNCPAmTcuOKrFqIAUVuH2laaNetjDzwwOXYVltnTqrzwwgu200475e8jkydP9ldBRPeqadhQA7PU/9Zs1Spd4po1apS3rCA1lG+2mVmXLnlhkoMIkCwQ0s/8q6++cmMItL7GFDz22GNZ1Xtn2rSFrk2kIAWEGuBPPXVI7HgvOoArChCNM9F4k2+/TW5esXS2KlYQ3nTTTVatWjX3N+/YsWPcfSTnxE6mYmdRecHh03N165oxeLMQAiSLJDLSVWMFdP8JjR3Q4/LLL3djCnJBFBAav9G9+3hvaeEqrGw1Z84cO+200/L3Ed1e2N9HclabNmYvv+w/+6fBg83atvWfzWkESBby59rRfEy6utAYAd3USc+3atXKjSHIJQUDokuXN10DeUG5ECAR7SPRZJq77bZbpczHlHbUjlHahKYLFuhWgf6zOY0AyVL+bJ8629R/NVZA07fnooIBobaSdu0GF5pfK5cCRLSPPPvss/n7iG4gluyM0FmlShXVX/rP/kn3cIldteNPBEiW0/0GNAWJ7knRvXv3rLjPRig/INSzqkePPwfc+ctzhfYRzbumEEnkNqpZK94ViGaa5gqkEAIEOcMPCPVo7dRppE2cOKfY5blEN7BSgKhqK2e1bh2/DUTtJMhHgCBnFBcQc+cudwMF1VW3uOW5ggCJUdVuvXp5XXd9ek7Lhg3zl+Q0AgQ5o6SAGDhwmvXqlTd2JFcRIP+vUyezxo3zxn4oNDTj9Pjxec9pGQohQJAzSgoIDTaMZtfNVQRIAf36mTVtaqabLemhf/ft668FI0AAGAGCMAQIAAIEQQgQAAQIghAgAAgQBCFAkJM2bEi/G2RVJgIEIQgQ5CTdyVC3xUUeAqQY//qX2dCh/rMogABBTmrb9kW77LJR/tM5iwApxi67mLVs6T+LAggQ5CQCpDACpBg772x25JH+syiAAEFOIkAKI0CKQYDERYAgJxEghREgxSBA4iJAkJMIkMIIkGIQIHERIMhJBEhhBEgxCJC4CBDkJAKkMAKkGARIXAQIchIBUhgBUgwCJC4CBDmJACmMACkGARIXAYKcRIAURoAUgwCJiwBBTiJACiNAikGAxEWAICcRIIURIMUgQOIiQJCTCJDCCJBiECBxESDISa1aPWYXXTTQfzpnESDFIEDiIkCQk+rWbWUnnniR/3TOIkCKQYDERYAgJ+2000521FFH+U/nLAKkqAdiAdKXACkVAYKcRIAURoAUtXMsQI4kQEpFgCAnESCFESBFESDxESDISQRIYQRIUQRIfAQIchIBUhgBUhQBEh8BgpxEgBRGgBRFgMRHgCAnESCFESBFESDxESDISQRIYQRIUQRIfAQIchIBUhgBUhQBEh8BgpxEgBRGgBRFgMRHgCAnESCFESBFESDxESDISQRIYQRIUQRIfAQIctKOO+5IgBRAgBSlk4wjjjjCfxoFECDISdWqVXOPwYMH+4tyzn//+1+rU6eOCxAVmPPnz/dXySnr16+3xx9/3DbaaCOrUqWKDRo0yF8F/48AQU7q1auXbbPNNq7QbNGihU2dOtVfJestW7bMrr32Wttkk01cQVmjRg33e2yxxRZ2991325o1a/yXZL3x48fb/vvv734H7R9/+9vf3L8PP/xw+/TTT/3Vcx4Bgpz1yy+/WNeuXV0B+te//tUuvvhiW7Rokb9a1tmwYYM9++yzVrNmzfyrjv/85z9u2YQJE6x+/frueV2VvPbaa96rs9P//vc/a9eunfveCo177rnH1q5d6/aR66+/3jbddFO3j1x00UW2cOFC/+U5iwBBzps5c6Ydf/zxrvDYaqut7IEHHrB169b5q2UFtXE0bNjQfdfddtvNhgwZ4q/iAubJJ5/MvyJRW9G0adP81bLCihUrrHv37i4gVGV1/vnn248//uiv5vaRE044wf0eW265pd1///0uYHIdAQL8vzfffNP23XdfV0jsvffeNmpU9twzfc6cOXbaaae571a9enW7/fbb7bfffvNXK2Tp0qXWpUsX23jjjV0VV+fOne2nn37yV8tIf/zxh/Xr189q1arlfpNDDjnEPv74Y3+1IsaMGWN169bN30dGjhzpr5JTCBCgAF15PPzww7b11lu7QuK4446zr7/+2l8tY6xatcpuuukm12FA36djx472ww8/+KuVavr06Xbsscfmtws8+uijrqE5U33wwQfWpEkT933U02rgwIH+KqXSPvLII4/kt6Hpt8nkfaQsCBCgGEuWLLFLL73UnXmrjeTqq6+2n3/+2V8trb3wwguugFQhd/DBB9vkyZP9VZIyYsQI22uvvdz76Sz8rbfe8ldJa3PnzrWzzz7bbb8C9eabb3YBG0r7yGWXXeb2EV2l6Wot0/aRsiJAgFJ8/vnn1rJlS1foqE3gqaeecm0E6eyjjz6y5s2bu21WFU3//v1dlU15UL3/fffd59oB9P5qF1D7QDpbvXq13Xbbbbb55pu7bT799NNdlV55UftQwX1E7Ufpvo+UFwIESMArr7xiu+++uyskGjRoYBMnTvRXqXQav3Heeee5xuCqVavajTfe6BqJU0E9kdQjST2T1ACtnkrqsZRuNM5n1113dX+3Ro0a2aRJk/xVys2rr76aP55GPdnefvttf5WsQ4AACdK4iDvvvNONk1Ah0b59e5s9e7a/WoXTdmncRrRdp5xyis2aNctfLSU0NkJjJPS522+/vRvR/vvvv/urVTiN69H4Hm3XdtttZ717966Q7dLf4q677ir0t0iHfSRVCBAgSfPmzbNzzz03/0y/Z8+etnLlSn+1CqFxGnvssYcrrDQATuM4KoNGa++yyy5uOw488EB79913/VUqhMbxaDyProzUdqVxPhowWdH8q8EePXqk7GqwMhEgQKApU6ZYs2bNXKFZu3Zte/7558utrSGeL774wo3PiOrdn3jiiUrvGfXrr7/arbfeaptttpnbrjPPPNO+++47f7WUUM8ojd/ROB59dtu2bd0ULZVN7VEF95HybI9KBwQIUAYqDAYMGOAmZ1Qh0bRpU/vwww/91cqNxmFoPEbU8+eqq65y4zXSyffff29nnXWW+z0UJrfccosLl1TReB2NydDnaRyPxvOkE38fUY+4VO4jFYkAAcqBqrBUlaXqClVbnHPOOa6qq7zo6kLjL6KxB8ccc4wbn5HO3n//fWvcuLHbXk2N/uKLL/qrlInGXmicjt5f43Y0fqcsMwiooP/mm2/caH09Ro8enf9v9TQraxuK9hHNwaZ9RNusfSTZMTnphgABytG3335rp556qisgNOJbje7xRnzHo/EW0ehnjcPQeIxMoUL3ueeesx122MFt/6GHHmqffPKJv1pSNNZC43KiSSA1XkdjMpKlwlvVjmqrqFevnrui0zaW9NBn6e+gwZjqLBDaOK59pEOHDvn7yB133FHmfaSyECBACqibr7r7qpBQ99+hQ4f6q8Sls+GC8y9p/EWmzr+0fPly69atW/6khBdeeKEtWLDAX61UGluhcTjRHF0ae6FxOslQVZoCTTeKKhgOmh9M40N0FakeWwqW6KH/15XDGWec4boCa/uj16k6SqPSFy9e7H9UXLqyOeCAA/L3keLmJUt3BAiQIirwnn766fxZb1VoJVLgZfMMsArFk046yf0emvX2n//8Z0Kh6AeyxuUkQ7+putdGfwt1s9XEia+//nrSvbQUhmp3UVtU9H5q61F7VLIDFLWPPPPMM4VmRv7ss8/81dIWAQKkmKpcrrnmmrhVLqruUdWIxlOoMDnssMOy9h4U48aNs/322899zz333NOGDx/ur+KomqisVYK6ioh+UzWy9+3bt9wa9dXmom2PxsIo9DW7b7Jddv17s3Tq1CnoqqaiESBABZkxY4a1bt3aFTR+o+97773nxk9omcZT5MJd8NQx4LHHHsvvGHD00UfbV1995Zb5nRI07ibZTglaP5piRI34+k3L2hBeGk3SqDYefZ56XGnm3mRpH2nTpk3+PvLQQw+VqWNAqhEgQAUr2O1UZ99RIadqEI2jKK+z40yhrsmXX365a8TWQ12ho0Z3/VvjbZKljgcaga4qQA0mrMiBnprEUlVSCj5deSZSRedTD7B99tknfx9RNVc6IkCAShANfIu6dGrchMZP5LIvv/wyfxJIzZYbOjBTVVQKIgVIyFVAedBNqaIp8HWCEDJLr/aRBx98MP9mV+mIAAEqker4023gW2XSrWVV6KodIYQK3Kito6JGwZdE4acJLbU96v6bbBVcRL2/9B4hYZpqBAiAtBEFiKrykqUrD52p62ZRxXVSqCy6/3w0hkRzdSVL7T8ECADEERogY8eOddVWuvJIp/CIROGm8SbJtscQIACQgJAAUdWQ2jv0qOxqq9KoR5W+mwYsJoMAAYAEJBsgKlTVSK3eVpXVYJ6MKAw0ej1RBAgAJCDZAFFPLa1/3XXX+YvSkm6vq3m3dHvdRG/6RYAAQAKSCRBNT6IR5hokmGy7QmXSuBZdMWngZCIIEABIQDIBormttG4mjtq/4oor3LZrwGM8BAgAJCDRAFm1apUb7a1eV6mcniRVNBOxqrE0m288BAgAJCDRANGU7FqvX79+/qKMccMNN7jvMGnSJH9RIQQIACQg0QDR1PiaDj6T5w3TjaXUFqI7E5aGAAGABCQSILqToAbl6X4emU4N6ZpEs7ROAAQIACQgkQDp37+/W0c3g8p0muZE32XkyJH+onwECAAkIJEA0T3MVfWzdOlSf1HGmTNnjvu+upthSQgQAEhAIgGiSQl1e9tsUadOHWvcuLH/dD4CBAASEC9AdBdD3R9DU5xni5NPPtl16S2pOzIBAgAJiBcg0fKbbrrJX5SxonuGqFdWcQgQAEhAvADRNCBa/sQTT/iLMpbuC6/v9PHHH/uLHAIEABIQL0DGjRvnlmsSxWwR9SobP368v8ghQAAgAfECZPjw4W750KFD/UUZS99F32nEiBH+IocAAYAExAsQrkDSCwECIG3ECxDaQNILAQIgbcQLEHphpRcCBEDaiBcgjANJLwQIgLQRL0CEkejpgwABkDYSCRDmwkofBAiAtJFIgDAbb/ogQACkjUQChPuBpA8CBEDaSCRAhDsSpgcCBEDaSDRAuCd6eiBAAKSNRANk1apVVrNmTdt3331L7P6azhYsWOC67h588MH+oiIIEABIQKIBInfddZdbd9CgQf6itHfFFVe4bX/rrbf8RUUQIACQgGQC5JdffrHtt9/edt5551IbodONpmNR24ca0BNBgABAApIJENGkilr/uuuu8xelpdWrV1u9evVc9dWsWbP8xcUiQAAgAckGiArVli1bujP6MWPG+IvTThQGjzzyiL+oRAQIACQg2QCRefPm2Xbbbece3333nb84bTz00EPuu51++un+olIRIACQgJAAkbFjx9rGG2/semUtWbLEX1zp+vbt6wY/NmzYMOn2GgIEABIQGiASFdJNmjRJqxDRdCVVqlRxk0AuWrTIXxwXAQIACZgxY4YrLI899lhbt26dvziuBx980L1eVyKVXZ2lAj+614fCQ1VtyVqxYoXVr1+fAAGAeNQ1V1OUqMDcZ599bPTo0f4qcelKRNVZahOprIb1H3/80YWgvoca+X/++Wd/lVIpLDRpZO3atd177Ljjjv4qaYEAAZBWdOXx8MMP29Zbb+0Kz9atW7srk2RogJ4CRL2zunbtmnS7Q1m88MILbpS8qtOuueYaW7t2rb9KqT788EM3Qj0KjgEDBqTl1YcQIADSktoxOnXq5NoPNtlkE1cYJ3Mmryojnf2rINZgQ41YT+W0Jx988IEdeuih+QV/slc/mmVYEyvq9VWrVrVevXpVaPCFIEAApLXPP//czb6rglVn9k8//bRt2LDBX61EGmyoEetR24iquMprFl9dLQ0fPtwOP/xw9/663W737t1d20WifvvtN7vjjjusevXq7j06dOhQ4v3R0w0BAiAjDB061HbffXdXyB5wwAE2ceJEf5USqW1Fc2cpgPT6LbbYwt1PRDelWrZsmb96qZYvX26jRo2yzp0757+f7umhuwrOmTPHX71UQ4YMKfSd3nnnHX+VtEaAAMgYOlu/884788/WTz311KTO1nXloangoyua6KHxGRrg17NnT+vdu7e7aoke+n9VJ51xxhnWqFEj164SvU5tFRpVvnjxYv+jSvXZZ5/ZEUcckX9V9cwzzyR1VZUuCBAAGUftG2ovUEO12gtU8CfbXqA2BwWE7rGu+anUc6tgqPiPaCxHx44drU+fPjZ79mz/LeNS0BRs17n22muTvgJKJwQIgIylHktNmzZ1BXxZeyzpdd98842rRtJDXYijf8+cObNMDfBqK9FUJltttZXb1jZt2iTdsywdESAAMpoKfl1JRGMmmjVr5qZMTxdvvPGGG9OibQsd25KuCBAAWUFVWD169HBVWqra0hQgIaO/y4uuMHSloeDQlYdGyYeMrk9nBAiArKK2ifbt27uCW72t1Oi+Zs0af7WUUZuG2jbUxqG2jksuuSTpRvZMQYAAyEpvv/22NWjQwAVJnTp17JVXXvFXKVfqRaXeVFHXXvWyUm+rbEaAAMhaKtSfeuopq1GjhivUNTJdAxPLmxraNY5Dn7Hbbru58R25gAABkPU0BcrVV1+dX6106aWXlsuU7xqDopHjCg6NTdGIco1VyRUECICc8fXXX9txxx3nCnxN1qhBgCEN22qw1+DCatWquffS2BCNK8k1BAiAnKOpSPbee29X+GtwYDITH2q23Z122sm9ViPRJ0+e7K+SMwgQADlJ06zff//9+YP7jj/+eDdgsCQfffSRNW/e3K1bq1Ytd7+O0EGL2YIAAZDTdJvZiy++2M1xpTYS3T9Eky9G5s+f76Y7iaZN0V0Gk5ltN5sRIAAQM3XqVGvRooW7wtDNqNR7S2NINJZEz51yyik2a9Ys/2U5jQABgAIGDx5su+66qwsNPXRP8gkTJvirwQgQAChi9erVdvbZZ7sR5Zk4zXpFIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAT5P0cQvTvkZMofAAAAAElFTkSuQmCC)
PN: 4H54-1-C2
CAS: 301335-23-9
Molecule Weight: 382.416
Formula: C21H22N2O5
PN: 4H54-1-78
CAS: 300541-92-8
Molecule Weight: 276.292
Formula: C14H16N2O4
PN: 4954-1-55
CAS: 300665-16-1
Molecule Weight: 290.319
Formula: C15H18N2O4
TSCA: Not listed on TSCA inventory