| Product Number | 4H56-1-20 |
| Synonyms | (5-Benzyloxy-1H-indol-3-yl)acetic acid; 2-(5-Benzyloxy-1H-indol-3-yl)acetic acid; 5-(Benzyloxy)-3-indoleacetic acid |
| CAS | 4382-53-0 |
| MDL Number | MFCD00022750 |
| Molecular Formula | C17H15NO3 |
| Molecular Weight | 281.311 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-20
CAS: 4382-53-0
Molecule Weight: 281.311
Formula: C17H15NO3
![[5-(Benzyloxy)-1H-indol-3-yl]acetonitrile](data:image/png;base64,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)
PN: 4H37-1-Z6
CAS: 2436-15-9
Molecule Weight: 262.312
Formula: C17H14N2O
PN: 4H56-1-ZJ
CAS: 712-09-4
Molecule Weight: 191.23
Formula: C11H13NO2
PN: 4H15-1-U1
CAS: 6953-22-6
Molecule Weight: 251.285
Formula: C16H13NO2
PN: 4H29-1-1A
CAS: 14771-33-6
Molecule Weight: 247.25
Formula: C13H13NO4
PN: 4H29-1-22
CAS: 56395-08-5
Molecule Weight: 191.186
Formula: C10H9NO3
PN: 4H48-1-2K
CAS: 68062-88-4
Molecule Weight: 308.381
Formula: C19H20N2O2
![N-[(5-Benzyloxy-1H-indol-3-yl)methyl]-N,N-dimethylamine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAA+SAAAPkgEEqH6gAAAC6npUWHRtb2xTb3VyY2UAAHichZbbbpwwEIZfxeK6MZ4x5hBlE0WJKlVKW6lJpd5VBEiCtEAE7OntO2Y3KbA2lvbCC/7m4P/3iKubfbVm26LtyqZeecCFx4o6a/Kyfl15v5++XsTezfVVRptoY92tvLe+f7/0/d1ux7O3okr3Tc2zpvKO7y/3XTnZs5O8aV99FAL8P98fHgfmoqy7Pq2zgqiuvOyGhw9NlvZDFZYUfpW227L2j9v9qt0eo/1FoX+C77vc+9/LHb27JZS9lOuCvTRtlfZsi4LTT3xhr0VdtGlf5Oz5QI8lD6j366vv9022qYq6p6WOUGbp+rFvNxk9qJp1kW0oGC2+3a+8CghI+6a6bdv0cFyyMl95KdAprgsd5unwXlAt1CiuvAvBpUTlsYP+o3iUxEghfA2OcZzhP4644BDI4EQHFEoqEy2tyeM4ghMuOcQJmPDAjAMPgyT6TC5AShOtzDRyQBWeaOQqiCMTHdpyI4qPxoFLgbGJjs6P7e2Qtw1Jfdds6p4CGaohN6gwMcWLzdVIrhKBn7SS5moSMx3wBGVypMmLMjI6AISZDjmqKHTmBosBJzhyEVnwuQF/HvGIOgf5iceBBbc4MKbWlXBntzmQjkvFoTu9xYMAVD5Kd36bC5HqD4U7/9yHRp7ub2zhLb6b1q84KAtvcd70/Oz50eK9sXMX2keL9ybXZn76/miMPjd1PloOUZ8pqN7yq3jpUPfI9JBs2rxo9a2mAHrrGMApgEzPxSVAngHBMhBMgYDp4bcEqCmgmJ53J+DWBIRTIGR6xC0B0RSImJ5hS0A8BWKmx9YSkEyBhA2jaonQ7yfSCTbMp0VmLjfpDQ7BYaY4kILg0BxmooNkw/hZZGa6AwkPytHPTHog7cEhPszUB5IfHPrDzABADgCHBWDmASATgMMFkBjOwMHg3Af6Dju8gzMfIHkHHd5BPLtmTkSeXQMz4o9mk//xOUjLs09Ff/Qd6dPX8/U/zqdcnY3BOHkAADMESURBVHhe7d0JvNVz/sdxM/g3yL63WGLsa7JkRIQkaRQqW2RnGhOPhKyhQrYoU1FDQosSTbSIJkWyJQ0p7SpLJSmZmO//vr93ftft595zfr/PPfec3zn39Xw8zoPO73d+53fuPff7/v2+60YOAACDjcJPAAAQBQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoCg4MycOdNddtllbvny5eFNADKIAEHBWLNmjbvjjjtctWrV3EYbbeS2335717dvX/fLL7+EdwWQAQQICsJzzz3nateu7YPj6KOPdvfdd5/ba6+9/L8PO+ww9+abb4ZfAqCCCJAEOeKIPuGnNlB6u/6/Y8expbZuKN2xCsV7773njjvuOB8UNWrUcE8//bT773//67f99NNPrlu3bm7LLbf028855xw3b968DQ8AwIwASZB0hX5ZATJ27Bel9vhVumPlu2XLlrl27dq53//+977KqnPnzm716tXh3bylS5e6iy++2O/7hz/8wd12223uhx9+CO8GICYCJEHSFfrhAFm+fK1r0WKwW7Hix1J7/bq9EOmuQtVTW221lb+raNmypZs7d254tzK9++677thjj/Wvq1mzphs4cGB4FwAxECAJkq7QDweIjBo1y3XqNK7k+UC6Y+WjkSNHur333tsHwCGHHOLeeOON8C6RPPvss65WrVr+OPXr13dTp04N7wIgAgIkQdIV+mUFiLRvP9qNH79hVVa6Y+UTdcs95ZRTfIG/ww47uCeeeML9/PPP4d1iUY8tVWVtttlm7ne/+51r27atW7JkSXg3ACkQIAmiQj/do/S+gWXLVrvmzZ93K1f+WpVVCAGicRzt27d3m2yyidt0003dddddV/QZV4Z3q5D58+e7c88914eTGtu7du3qq8kApEeAJEi6Qr+8AJGhQ2e6m28eX/Lv8PZ8oruLXr16+XEcKtgbN27sPv300/BuGTVx4kR3+OGH+/erU6eOGz58eHgXACEESIKkK/RTBYh6rl5++ctuwoR5ZW7PF+PHj3cHHXSQL8j32WcfN2rUqPAulUYDDvv16+d23HFH//4nnXSSmzFjRng3AP9DgCRIukI/VYDIwoWrXLNmz7lVq9ZtsH3Nmv+4QYM+dp988lWpvZNlzpw57s9//rMvuLfeemvXo0cP95///Ce8W1Z899137oYbbnD/93//56vPrr76avftt9+GdwOqPAIkQcoKhdLSBYgMHDjdde78+gbbP/hgqatXr7gN5YwzBrkHH5ziPvxwaalX5c7333/vbrrpJj+WY+ONN/ZzWH399dfh3XJi1qxZrmnTpj7Utt12W/foo4+69evXh3cDqiwCJEHKC4VAlAD55Zf/urZtR/xm+xdfrHB9+77vWrce6rfpcdppA1337pPctGlf+tdlk0aLDxgwwO2yyy6+gD7++OOLgu6D8G6xLFy40E2aNMl37w0e+reer4hXX33V7bfffv48999/fzdmzJjwLkCVRIBUQarq6t//Q3fhhcNLwuTkk592XbpMdFOmLCq6yq7cyQcnT57sjjzySF8g77777m7w4MHhXdJasWKFGzJkiLvqqqv8XFfqjqvjlffQdu2n/fU6vT4OVac9/PDD/k5Ex2vWrJn7/PPPw7sBVQoBUsUtWbLat49ceunIkmquhg0HuNtvf8NNnDjfrVuXuSqbRYsWufPPP98XwFtssYW766673I8//nYUfXnUO0u9o5o3b+7bJ4JwUKP72Wef7W655RZ/V/OPf/zDjzLXf/VvPa/tQeO8Hnq9jqPjxRlT8s0337grr7zSV7fpGB07dnSrVq0K7wZUCQQISnz99Zqiq/OZRQXkK0V3CH19mBx88HVFhX47f5egwXcWCokuXbr40FDhrRBRmESlq/8nn3yyZHZdzWelsRsvvPBC7PYS7a/X6fU6jo6n4+r4cRrtp0+fXhS0Df3rd9ppJ/96po1HVUOAoEyaX+ullz51rVvfVnK1r2qgs846y1/dR73qVvComkqvV7WVqq/imDBhgtt333396zXb7iOPPJKxwYQ6jo6n4+r4eh+9XxzDhg1ze+65p3993bp1fZsLUFUQIAk2ZswcN3r07PDTWaeCVtOkn3nmmSVX7eo11aRJE9e/f/8yu7iqQVwN49pXDeWqSgqmWY9Cs+Vecskl/vXbbLON7wG1bt268G4ZoePq+HofvZ/eN85svXr9Pffc46pXr+5f37p1a7dgwYLwbkDBIUASavr0Ze6oo/q5Dh1eC2+KRIW+Jgks3SNJ/67o1bsKVi3epLU1giopjZVo1KiR+/vf/+4++eQT3xVXbQQKGXXRVVfdOHQM9XbSsVu1auWnbs8GvY/eT++r99d5xPHll1+6iy66yM+tpbs1rY5orfYD8gEBkkCrV//kBwSqMfvLL6MVvqrb79Onj28s3nnnnX0hWN5D27Wf9o/bhlDa2rVrfSP0BRdcUDK9evDQoEANDoxLKwdqIOHmm2/u2xVyQe+r99d5WFYyfOedd/yqiPo56K4EKFQESALddNM434CtKqx0VFipsNZkgyqwdOXfoEEDv4CSroB1V6DqJ/1X/9bz2q79tL9ep9frOBWhCQj1HjqmqnAsNF27qsjUKK2VBnNJ76/z0PnovOJSdZ1WStTPGShUBEjCqOFa4aExGanMnj3bt0GUDgF1Wy2rPaIs2k/7lw4fHU/Htfrss8/8cbTgU1yqYlNhvccee1ToHDJJ56Hz0Xnp/OLSnZk6IACFigBJkHnzVhZdtT7lWrYc7NauLX/8xUMPPeTbF1RYqyqqogPa9HodR8fTcXV8C2uAqK1B1UW64k9KeAR0PjovnV/cNhECBIWOAEmIn3762bVpM8zVr/+kmzWr7LsINcgGEw5qVPXbb78d3qVCdDwdN2jDiNsAbAkQNcqrwVqNzrmutiqPzkvnp/OM0zuLAEGhI0AS4oEHJvuqq+eeK3v6cC2udMwxx/gCWj2g4hbuUem4Or7eR++n943KEiBBV91cNZhHpfPTeep8oyJAUOgIkAT4178W+GlE/va3V/26HmEq1FWYq3vonXfeGWs8hYWOr/fR++l9o4ZV3ADRoD29h7rO5gOdp8436mBDAgSFjgDJMU0fookMNTOuRn+HqTDXnE0qmFWoZ5PeT++r948SWnECRNOGaIZbDd7L1jiPitJ56nx13lGmPSFAUOgIkBzSFOpXXDHMzzs1deri8GbvwQcfLKm2ilKIZ5LeL6jO0nmkEydAgiqhnj17hjclms43apUbAYJCR4DkULdu3d2OO57gHnqo7NHm6gGkLqRq2I5ajZRpel+9v84jXQ+pqAGi2W81gWHNmjUrbXqSyqLz1Xnr/NPN4kuAoNARIDmigXsaf6E2hvXryy6ITj/9dF/nnuneVnHp/XUeOp9UogaIRq9rP62vkY903jp/fY5UCBAUOgIkBzSTbZ06dfzYgrlz54Y3eyq0VUi1bNkyvCkndB46n1RhFjVA1KaiO5q4izolhc5b56/PkQoBgkJHgORAmzZtfEGrSQnLo2nTdYdS0UGCmaLz0PnovMoTJUDULVjH0Xoc+Uznr8+RqpszAYJCR4BkmaY/VyGbajyBJjgMpidJkmDak/ImYIwSIEOHDvX7aFGnfKbz1+fQ5ykPAYJCR4Bk0axZs/zsrFq4KNWI5mBSQs1VlSQ6H52Xzq8sUQJEa5KrPaW8EMoXOn99Dn2e8hAgKHQESJZotlqtWKe5prTYUiqal0prbESdGDFbdD46L51fWaIEiHp0HXjggeGn85I+hz5PeQgQFDoCJEs6dOjgC9coExVqBT9NuZ5EOi+dX1nSBYjWDNc6GxpbUgj0OfR5ylsLnQBBoSNAsuCf//xnSTfYdIMB1cNHhXC7du3CmxJB56XzK6sHVboAmTdvnt9+2223hTflJX0OfR59rrIQICh0BEglW7JkiZ8OfNddd3VfffVVePNvaOZXFUq33npreFMi6Lx0fmXNnJsuQKZNm+a39+7dO7wpL+lz6PPoc5WFAEGhI0AqmerJf//737tx48aFN5Xp9ddfT3QhGxSaOs+wdAESfLaBAweGN+UlfY7yfhZCgKDQESCVSHccKmBq1KgRafI9eeWVV/xrhgwZEt6UCDovnZ/OMyxdgASf7cUXXwxvykv6HOX9LIQAQaEjQCpZ165dfSHTsWPH8KYycQeSP7gDQVVHgFQyNZqfeuqpvhprzJgx4c2/QRtI/qANBFUdAZIFS5cudTvvvLPv/ppu7Qt6YeUPemGhqiNAsuTVV1/1XXlPO+20tF15GQeSHxgHgqqOAMmiG264wRewPXr0CG/aACPR8wMj0VHVESBZpOlMjjjiCF+olNWGEGAurORjLiyAAMk6TYu+5ZZbuj/+8Y9u9erV4c0es/EmH7PxAgRITgRX8m3btg1vKsF6IMnGeiAAAZIz559/vi9sn3322fAmjxUJk4sVCYFiBEiOaFnbvfbay2211VZuzpw54c0ea6InE2uiA8UIkByaOnWqrwY56qijypzqZPbs2f5KVz191qxZE96cFXpfvb/OQ+eTStQA+fnnn3141qxZ061bty68OdF0vjpvnb8+RyoECAodAZJj3bt394Vup06dwpu8Bx980G/XmIN040cyTe+n99X76zzSiRog8uSTT/p9e/bsGd6UaDpfnbfOPx0CBIWOAMkxDUI7+eSTy52xV4W46tpVaN15553hzZVK76f31ftHCa84AaI7rv32289ts802aUfnJ4XOU+er8y7rjjGMAEGhI0ASIN2aIapGOuaYY3w7hAr1KIV5Rej4eh+9n943avVZnACRCRMm+Pdo1apVeFMi6Tx1vjrvKAgQFDoCJCHSrVqo7qIqzIPqrKiFelw6blBtpfdL1U01LG6AyCWXXBK5SiiXgio3nW9UBAgKHQGSIH/72998IVXeuukq3DWYT/uoYTvTvbN0PB1Xx9f7xA0pS4D88MMPbv/993ebbbZZytH5uaTz0vnpPHW+UREgKHQESIKoh8/hhx/uqlWr5j744IPw5hIKGO2jwlrzUlV0sKFer+PoeDpueQGWjiVA5JNPPnFbb721r8ZL19Mr23Q+Oi+dn84zDgIEhY4ASRgVwtWrV3f77rtvyqtdFWxNmjTxBXYw7YlGuEedgFH7af9gehIdR8erSAFuDRB54403fFfhPfbYo0LnkEk6D52PzkvnFxcBgkJHgCRQ//79I9e3v/POOxuEwMYbb+ynXL/44ovdHXfc4Sc+fPrpp/1/9W89r+3ar3T46DhW33//vV+dr1GjRv6YGiOxcOHC8G5pjRw50hfWuuLPdXWW3l/nofPRecX10Ucf+UGi+nno519Wu1ZVoUlE7733Xt/T8LjjjnPz588P71KlzJgxw/fk09+e/tbLWw4gHxAgCdW6dWtf+Dz33HPhTWXSBId9+vTxVVFavEqvLe+h7dpP+5c3MWI6alwfMGCAa9q0aUl1mgpbVfWoM4DWyVBPrrVr14ZfmtKbb77pj6HX56phXe+r99d56Hzi+Oabb9wVV1zhA1pT3+s4+tlosGim26zywcsvv+wnDtXPYLvttvPfDX1PtBhXqjvsQqS7/quvvtp/LxQe6hKun4tm6H7rrbfCu+cFAiShvvvuO7fnnnv6Qmzu3LnhzWmtXLnSj3RX1Uvw0L/1vJXGQSh0NG4luONRAakwGjRoUMnswiooVWBq+2677eaef/750JFSU1uDGqz1enWdzdY4Eb2P3k/vq/eP0+ahcSFqOwoKhTPPPNNXgSlAFaT6OanwvPDCC93ixYvDLy84//73v90pp5zifxY77LCDe+KJJ/zI/XfffdfVr1/fP1+rVq1y54IrJOvXr3ePPvqo23bbbf3nVk/LWbNmuR9//NHdfffdbosttvDPn3feeaY791wiQBJMBbEKanWn1ZcwFxYtWuS//CeccIKvgtAXXdPRq37/xRdfLPcOQ1U2amPR2Ba9RtVm77//fni3cunqNOjiq0JZ51BZ057ouDp+UPjrfeNcHY8ePdq3Wem1BxxwQJkDQlUwtGnTxu+jNi4VHCpACo0mmmzfvn3JVfZ1111X5qSZqvJUgOjnceyxx/pgKURjx44tuRhStZVWJg3TBYX+nipy554rBEjCde3a1X/5br755vCmSqM7nvvvv7/kSlEPVT+o/WTUqFGxCnLdldxyyy2+mksBdOmll5Y5WLI8GrQXFM41atRwjzzySIXuokrTcXQ8HVfH1/tEHSQo6jQQdGTQz+exxx5LG/STJk3yVRZ6jRroU60nkk90d9GrVy+3/fbb+8/WuHFj9+mnn4Z324BCWlVZqtLSd0Pfr6VLl4Z3y0vq2disWTP/s9CdhybgTDd7wZQpUyp0554LBEjCqYFNjdP6Axs/fnx4c8bollpXxXXr1i0JDbWVqD5fV9TpCsZ0vvjiC9eiRQt/XFXLKaDUuBqF/vDULqHGeb1eBY7W49CiTnHbcLS/XqfX6zg6no6r46f7Aw8oeDp06OCvsHWlfe2118YacKnf6VNPPVXSVtWwYUPf6J6vXn/9dXfQQQf5z6L2jldeeSW8S0rz5s0rGbyqu9tu3bpF/m4kjWbZ7tixo+99p3awK6+80reLRVXRO/dsI0DywJdfful23HFHf6Uc58uYzvTp093tt9/uq12C0FC1gqog1HhcGb1DdIV/8MEHmwobXeVqCnXNzaU/0OCcVXipHUZ3OmrY1x+gqkj0X/1bz2t7UMjpodfrODpeull1A9pPbUCq09cxFOxx2knCVNjceOONJYWNwjqTv9/KtqTookALjAUXBQ888EDkEC6LvnPBQFaF+ogRI8K7JJb+VnQRop57wUWB/r6sdOeuWgfrnXu2ECB5QgWt6kjPOOOM8KZYVNesL+bee+9dUpiqsV5XTZMnTw7vXilUEPfu3bukuuPUU0/1ja5xqF59yJAhfk1yFToaKR58nrIe2q79tL9eV1a9fCoq3A499NCSwu2ll14K72KmxnY1uuvYaodRY/zPFSiIK93337uiL5F7qKhw27qocLvssssyVripIO7bt6+/YApCWt1ek0zVksGdu/6Whg0bFt7FTHfu4ZBO0t0ZAZJH/vrXv/ovkhp849AXXFUuu+++e0mBus8++7hbb701p7fHKsT1mVQVpIf+P27BXpoaqvVZS/c8078r0rNF1SvBKP3Krl5Rg6vuBo8req/J++6r1vnwLrmlsSxFd3Vu112LSo6N3NwGDdy8FDMmVIR6IV5//fUl1YTXXHNN5EGy2bJgwYKS7vbqGHHPPffEah+MQ9WE1jv3ykSA5BF9OXUVrdvaDz/8MLy5hK7wVVWkP7qggViPQw45xPfwqEi1S2XQ3YfuQnSOuivR3UnUaqXKogZeBWzQwKueWdlo4FVb0zStkbLddr6QdloF8rPPwrtl35Qpzh15ZPE5FV2IuBdeCO9RKdQ2p26v+m6oo4LWY6loe1xFaY44DcrVXa1qBS666CJfzVzZMnHnnmkESJ5Rzxb1G1eXwNJdTVX3/Nprr/m60uD2X48ji/7o1ZMrKdODpKKrqmDQma62dNWVC2o/0aqDOg91MZ02bVp4l8qnRvmiC4Ciy29XdBnuii7HdVke3qvyLVqkOVmKg2PzzZ276y7nctDFVN1fS3eV1t1aLmhgb+3atf15HH300RWawcEq03fuFUGA5KFganF1e9Q0G7oCCsYw6IpI00VoBcF8nDJCQah6XtX36vOo/lf1wNmggZbBlPmJGeSm+v9GjYoL8KILA9e3rxoKwntlnsaodOniiq5Wit/7vPOKwySH9N1Qd9jgu65ustm6MNLUNn/605/8++quPgnT0yThzp0AyVPBKF891IPnxBNP9P3ws3ErnQ1qlNXdlKqPVGWnhv9gpHumaUGvtm3b+vBVtYR6psWdyr7SqUfSXnsVF+aHHaZW/fAemTN4sHN77FH8XvXqOZelzhVRlZ4uRj3Y1JNNPdoqg2YnaNeuXcn3sHPnzpX2PbTK5Z07AZKnVKDqC6Mut3HHQuQTNfKrL7w+q/rGq2tupq781KakSf7UOK7jaxqTRN+1qfG+WzdXdMLFhfs556iVP7yXndrVTjih+Ni77KJZPYsbzhNKY2fUXVa/O42p0diaTHU9V0cJzSodTIjZsmVL05RCpel7q7vp0p08gkdF77JzdedOgOQpdRtUPX2mCtOk06hcjc7VH4dG62rUbkVoGpY6der442kNlokTJ4Z3SS415l98sSu6LHbuD39wRbdMZRf06jF19NHF1VB66P8HDAjvVdymcfnlruiS3jlNP9+pU3FX3Tyh0fzqPqvfpUb5q+ddRahaOOjmro4nKuAtNBpds2Brjiu13wQzYJf3UG8ztW2qSlphaLmYyeaduxAgeUhXQqpu0d1HVRKemFDzB8WdmPDjjz/21X36g9Wgr379+mXsqjXrNH/UsccWB0m4p9ZVVzl36KFqfdaoNHUrc27MmOLqL20rTV1CddfRvLlzc+ZsuC1P6G5SMymoO61+t5p3LG737ZkzZ/qJQvV6DRZV4R+3TUG1Abpz0UVJEAyqZlNnlvPPP9916dLF30WXHuyqx1133eWDRgGoIAleq/ZMTUQZt0q1Mu/cSyNA8pBuVfXFiDvVeKFQwaA/Nv0M1CMtysSEpafS1h/0DTfc4McaFIQlSzb8twY57r9/cXCE6bmiq1wXXuMkfIw8pQsKzXgcZ2JCTUPzl7/8pWQCSC0tHXe+NVUXadqSYHocdcLQOBa1R8Qt/HXHoB6VOl7QZVf/1WeJ+53N9J17GAGSh9RTSHW+ca+OCo3WUKhXr57/49DEhBphHhaeSlvrl2hsQUE77bTU4zQ0SV+TJuFnC4pmslY3W/3OVYCWta6OvhtxJ4AMU+N9p06dStbEOa3oZz+m6E4vU1f7attQCASzIOyyyy6+B1gcmbhzLw8Bkmc0vbq+BOqFguKGSa3qpj8s/YFp2vlgkKX+kEtPpa2ruiqhqEB0qaYWURvKDjuEny04+m6osA0G06o6KFjpUhOTBnOjaVYGzTIdl9pGgjEh+t59UEmj8gOaIiWYTUKDK+POm2a5c0+HAMkzGomrL4AKR/xKy+rqSjCYmDD4Q9Odh6Zsz/Xo5axSY3iqz6t5tjRAsYoILykQ3HGox1KPHj1iTwCpYFJ33uBYg9XtOUt0N6FpiXQRqU40GrsUV+k7d9VkPP744+FdIiNA8oyudDSlQ9wvfVWhgWUaPa4/Dt2qJ23+pKxIdweiFR6rwB1ImDqf6E5U3w1N0mjp/q4CPJh6XsfI1bgrjf3QxZHuJMpapCoddRzRnbvafdTIbkWA5BENatLVtUagI7W87VmVCY0bp28DUTtJFaTeSCr8LR1QFB5BDz41cOf6rlazFOsuRA3/lhARzSx9/PHHh5+OjADJI+pWqC9vUmbiREINH+7cAQcUd90N03PalkdrbWSSNUA0sFAN5HqtZipICs0WrRDRnYilOitnAaIfZCrptpemxk31jlHfa9VT6kNpmuRMdznLd5q+RCNjK2vKaBQQDQysW7d47IdCQ11JtVa7ntO2KsoaILrj0Ou0bk7S6E5E1VkKkrgN63kfIFoTWaOqdVWtGSV1m6jg0GpxUY9RFaivum5V1YsCiERTkRx1VPEsunro/596KrxXlWIJELUV6DVaFyapggXn1DsrThfivA4Q9SRS/+byBvpodCaKaWlW/Uw1BQcAm7gBoulENLpd3cHV0y/J1DtLny3OOJG8DhAtz0qBGI1+VqrnjDuqFcCv4gZIkyZNfHfdXKz7EZfKBnVf15ioqLMT53WAqM3D0pWuqtGXQW1DmhEUgF2cABk9erTfN5/mnNNgQ52zVkyMIqcBku6Rjvog57orXD4YNGiQ/3mWNR0DgOjiBIjmjtJU//k2lkjNAhrgWHrF0vLkNEBSSbdddAcSt9dAVdSiRQs/SVvS62CBpIsaIJoEUftpBHu+0YWmzl2z+KaT1wGirru0gaSmek1NgqblOwFUTNQA0dTrqiHJ1UjzitAsFboD0RK86SQ+QEaMGOFvqVQIav6V0r84jf847LDDyp3QS3PnV3VBnaa++AAqJkqAqM1RSxvrAjdfadyKuvWmW5Qq8QGiufk1fba66qouPzzvim4RtYiKZsPUXPcKE03FzDiQYloYR+M/NEYGQMVECZCXXnrJ7/PMM8+EN+UNXZzrM2hlw1QSHyABjZ7W1bSWiAxTbwd1l9Ntl2ZT1YdSwakgqcr0M1Mj3qmnnhreBMAgSoBocSldvS/J40W2NAOxquC0PG4qOQuQOPQL00MBoWH3iObll1/2P7c+ffqENwEwiBIgWo5Ws/bmO9XsaC32VPIiQET1iuqbrHV649LykvnYmFVRbdu29bPvfpVqam4AkaULEE0DovbaJE9bEpWWM1CNTqqVS/MmQETdUPXLiatdu3Z+EsFgpbmqQD0pNEFaw4YNw5sAGKULEDU6a/utt94a3pR3tIytPovWay9P4gNES68uWLDAN5BrGmTLyWqpSLUFqAFei8JUBUEj2GOPPRbeBMAoXYBMmzbNb+/du3d4U94Jln9INQ1L4gNk4MCBrk6dOn75SM0UaQ2AcePG+dsxrV9cFQYfKng1B8/ixYvDmwAYpQuQYAChyq189+yzz/rPos9UnsQHSCZphKUKVU0xEGWYfr5SneVOO+3k6tevH94EoALSBYimRdf2QhjgrM+gz5JqAboqFSDy0EMP+R+KVgcr1Hm03njjDf8Ze/ToEd4EoALSBUgh3oGMHz8+vKlElQsQ0apg+sGoj3OcxVPyRdAPXctVAsicdAFCG0g8eRkgCg11UdMPp1OnTuHNeU2fTUtTqg83gMxKFyC6aNN2rZSa77Qgnz7LnDlzwptKVMkAEXVzbdy4sdt0063dgAHlNxLlm8mTJ/tfeteuXcObAFRQugD55Zdf/FCDc845J7wp72gaKU2DlKqqv8oGiKxe/YNr0eJhd+SRfd2YMeWnbD65/vrr/Rdc84cByKx0ASKa4PXAAw8MP5131NlIvVZTqdIBIitW/Oj+/OfnXf36T7qpU/O/y+see+zhDj744PDTADIgSoBcddVVvg0yn1dL1TIQGvagaelTqfIBIosXr3Knnjqw6AcxwH32Wf6OEXnvvff8l1sjSAFkXpQAGTp0qN/nhRdeCG/KGxMmTPCfQQ3pqRAg/6PgUIAoSL78Mj9X7rv55pv9L/3jjz8ObwKQAVECZPny5b7t4Nxzzw1vyhsdOnTwn/Pzzz8Pb9oAAVKKqrCOOaafO+usF3zVVr5RfWW6OksAdlECRLQekZaRzsd1eNQRoFatWn5W4XQIkBA1pqtR/cILh7u1a8vvfZAEmh9szJgx7t5773WNGjXyX2xNYQKgckQNkOHDh/v9Hn744fCmxBs7dqw/9/vuuy+86TcIkDIMGvSxO+KIPq5790nhTTnz008/+TaOnj17+u51+++/v/8lB4/q1av7qwYNZAJQOaIGiKYTUuGqMVla2C2faHiDluSN0gmAACnH8OGfurffXhR+OmvUDVdL+F533XW+O121atVKwkJrfKiroHp7aMlJ2jyA7IgaIPLkk0/6fXXRly/ef/9934NMa6JHQYBEoLuRjh3Hhp8uoe0V8d13P7qJE+e7J56Y5q65ZmjRL+WUDe4u9txzTz8wSfN4vfXWW76LHYDsixMgGqyslQm32WYbt2zZsvDmRDrhhBP8xWqqNUBKI0AiCAJk7Niyf6hxAmTduvVu+vRlvprsppvGuWbNnvOvDx4NGw5w5513m58KQUvSVoWp54F8ESdARN1hdUXfqlWr8KbEGTx4sP9scaZ3IkAiUMG+fPla16LF4DJ7Z6UKkNmzl7uRIz9z3bpNKgqGF91RR/UrCQsNXlRj/QMPTHajR8928+evDL8cQILEDRC55JJL/GtUpZVUWvJ7++23d7Vr1/Yrv0ZFgEQQBMSoUbOK0nlcaOuGAaIxJI8++o676qpXXIMG/Te4u2jZcnDRncUE98ILM9zMmV8X3eL+UuooAJLOEiBae0idXtQwrY4wSaMGf/Xi1FpJWgoiDgIkgtIB0b79aDd+/IZVWaW3P/74VP/vk09+2nXo8Jp76qkP3JQpi9zq1T+VegWAfGQJEPnkk0/8qqpa6G327NnhzTmlBnN9ps6dO4c3pUWARFA6IJYtW+2aN3/erVz5a1VW6e26q/jmGxq5gUJkDRDR1b0GF2q+uqSEyO233+4/jzrpWNZGIkAiCLdxDB06091886+rdIW3AyhMvXr18gXusGHDwpsiGTlypA8R3YnkujorWFjvxBNPdGvXrg1vTitYOvvQQw8Nb4qsSgaIgvryy192EybMK3M7gML0+OOP+0JXa37cc889pkGCuntRdZaOkYuGdTWSt2zZ0n8OLe1tCQ8t3atZv3WMikyfVCUDRBYuXOW74K5ata7M7QAK07/+9S9Xt27dkjFalrsRtYkEs0moi2+2xoloeVqNTdH7atojzXARh8aHnHXWWf71CsH777/fj3exqrIBIgMHTnedO79e7nYAhUkTDmoWiJ133tkXpg0bNnTTp08P75aSemcFXXw12PDRRx813dFE8e2337r27dv7WSw07ZHOPY7Vq1f72b41yFC9tS699FL31VdfhXeLrUoHyC+//Ne1bTui3O0ACtuqVat8W4IWX1LhrB5NcQf/arDhvvvu64OkRo0a7pFHHnErV2ZmTJjGd9xyyy1uyy239Mdv0qSJmz9/fni3cqlhXR0Hdt11V//6Bg0a+OlOMqVKBAgApKJ1M5o1a1ZyN6FZeONU7WhftYeoV5OOoYZ2rSeiRamiTGpY2pIlS9wzzzzjmjZt6kNNx9N8eqNHjw7vmtKUKVP86/T63XbbzT3//PPhXSqMAAGA/9FU6EHbhtoaXn311fAuKalnk6aC13oiuqvRcfQ46KCD3Nlnn+3vJgYMGODvCgYOHOj/279/f/+8GsZLz9KtgYvnnXeeb/COY/Hixe6CCy7wU7CooV8rnFoa2qMgQACglPXr1/sZeLfddltfkJ9++ul+du24tBjVkCFD/Kzbmn1bgRCEQ1kPFfZaBOraa691L730UqwpSeTHH390d999t9tiiy388RQ+CxcuDO+WUQQIAJRBDddXX32122STTfzdxPXXX+8XgasIFeiTJk3ygxKDh2boXrSoYktPKKg0wFHBUa9ePX/MbKgSATJs2Ex3xRWvhJ8GgLRmzJjhTjrpJF8477jjjq5fv36+F1cSfPTRR34Kd53bLrvs4qvDLCPSrapEgGgSRK2TDgBWatuoU6eOL6xVJTVx4sTwLlmjnmKXX365b2TX3dGNN97oe5RlW8EHyBdfrPDddHv2nBreBACxaOBe165dS7rVqqdVnG61FaXeXlqYTj3F9P5nnnlmTuflKvgA6dv3fR8gmn4dADJBXW3btm3rezqpy64WkNPAwsqkbrzBeJMDDjjAjRv326Upsq3gA6RNm2GuadNBfv4rAMikd99919WvX98X6rVq1XLPPvtseJcK++yzz/wAQr3Hdttt5x577DHfUywJCjpANN+V7j4efHBKeBMAZIzGdChAVMgfe+yxPlgqSqPZO3To4DbddFPfE0zde5cvXx7eLacKOkD+8Y8PfYB8+OHS8CYAyChVYakqS1Vamm/q4osvdkuXxi97NBixT58+bocddvCBpNUGNXljEhV0gGi98saNB/o5rwAgG+bNm+cXeFLhr8b2bt26RZ41V1PFa30OvVbTomhAYZIVbIAsWbLa1avXx3XvPim8CQAqncJA3X2DMBgxYkR4lxIKHU11EoRO9+7dI4dOLhVsgPTs2cfttFMj9/bbn4c3AUBWaMBh3759/QDEoDpKAxMDqva69dZbS6q9ND28pdorVwo2QI477jhfh6j6RADIJU2BoqlQggbxa665xj3xxBOuZs2aJQ3v06ZNC78s8QoyQNRHO1g0BQCSQpMyanJGhYYetWvXrpSuv9lSkAHSq1cv/8uJO38+AGRD79693fnnn+/WrFkT3pRXCjJANPGZhvrnQyMUAOSrggsQTTKmOsYLL7wwvAkAkEEFFyCaalnVV0nvPw0A+a7gAuS0005z1atX96tzAQAqT0EFiObD19z4rVq1Cm8CAGRYQQWIBuU0bdrUTZ48ObwJAJBhBRUgAIDsIUAAACYECADAJOsBoi62qaTbXtprr73m2zw051W1atX8jJetW7d2U6awgBQAVLbopXWGpAuIdNsDWrilbt267pVXXnErVqxwa9eu9cHRvHnzyMcAANhlvaRNV7in2y5jxozxi64oNMpy1113hZ8CAGRY+tI6w9IFRLrtcsYZZ7gXX3wx/DQAIIvSl9YZli4g0m0XtXl8/fXX4acBAFmUvrTOsGAe/FSPdDRZ4vr168NPAwCyKH1pnWHpAiLddtEdiGbdBQDkTvrSOsPSBUS67aKuu7SBAEBupS+tMyxdQATbR4wY4Xtabb755q5evXruzTffLNlH4z8OO+ywcmfc7dKlS/gpAECGpS7NK0HUANGCUFo/WF11Bw0a5HbdddcN9rvlllvcEUcc4UaNGuUXrFeYvP3224wDAYAsyXpJm65wD29ft26dGzZsmDvkkEM2eF605nmTJk3c9ttv76dx10j0Nm3a+CABAFSu1KV5jgW9shQQM2bMCG8GAORQogNEtEjUHXfc4Ro0aBDeBADIocQHiHz//fe+MR0AkByJDZArrrjCLViwwDeQ33777e74448P7wIAyKHEBsjAgQNdnTp13NZbb+1OP/10N3fu3PAuAIAcSmyAAACSjQABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGDy/yLfY0aYHlqGAAAAAElFTkSuQmCC)
PN: 4H32-1-05
CAS: 1453-97-0
Molecule Weight: 280.371
Formula: C18H20N2O
Melting Point: 148-152 ℃
TSCA: Not listed on TSCA inventory