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)
| Product Number | 4H54-1-C1 |
| CAS | 301334-94-1 |
| MDL Number | MFCD01314137 |
| Molecular Formula | C19H20N2O4 |
| Molecular Weight | 340.379 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H54-1-C1
CAS: 301334-94-1
Molecule Weight: 340.379
Formula: C19H20N2O4
![4-[4-(2-Methoxyphenyl)piperidino]-3-nitrobenzaldehyde](data:image/png;base64,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)
PN: 4H54-1-48
CAS: 301334-92-9
Molecule Weight: 340.379
Formula: C19H20N2O4
![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: 4H54-1-77
CAS: 30742-60-0
Molecule Weight: 234.255
Formula: C12H14N2O3
PN: 4H54-1-2A
CAS: 78243-27-3
Molecule Weight: 264.281
Formula: C13H16N2O4
PN: 4H54-1-2B
CAS: 942474-59-1
Molecule Weight: 293.279
Formula: C13H15N3O5
PN: 4H54-1-1U
CAS: 42106-50-3
Molecule Weight: 250.254
Formula: C12H14N2O4
PN: 4H54-1-2N
CAS: 78243-26-2
Molecule Weight: 264.281
Formula: C13H16N2O4
TSCA: Not listed on TSCA inventory