| Product Number | 2H23-3-08 |
| Synonyms | 6-Deoxy-6-fluoro-alpha-D-glucopyranose tetraacetate |
| CAS | 33557-28-7 |
| MDL Number | MFCD00064095 |
| Molecular Formula | C14H19FO9 |
| Molecular Weight | 350.295 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2H23-3-08
CAS: 33557-28-7
Molecule Weight: 350.295
Formula: C14H19FO9
PN: 2H12-1-21
CAS: 20402-36-2
Molecule Weight: 376.314
Formula: C15H20O11
PN: 2H12-1-12
CAS:
Molecule Weight: 348.304
Formula: C14H20O10
PN: 2H12-H-02
CAS: 24871-54-3
Molecule Weight: 458.201
Formula: C14H19IO9
PN: 2H23-3-00
CAS: 141803-94-3
Molecule Weight: 1717.219
Formula: C60H78F18O36
![3,5-Di(acetyloxy)-2-[(acetyloxy)methyl]-6-methoxytetrahydro-2H-pyran-4-yl acetate](data:image/png;base64,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)
PN: 2H23-1-33
CAS: 5019-22-7
Molecule Weight: 362.331
Formula: C15H22O10
![3,5-Bis(hexanoyloxy)-2-[(hexanoyloxy)methyl]-6-methoxytetrahydro-2H-pyran-4-yl hexanoate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAAt3AAALdwGSbn/3AAADk3pUWHRtb2xTb3VyY2UAAHicnVddT9swFP0rVp5XJ7bzidoiBJo2iWnSYNreJjc1EKlJUBIK/Psdx20hThsj1FZ2r8+5vnaOr2/m5y/lhmxV0xZ1tfAYDTyiqrxeF9X9wvt9+3WWeufLeQ4QgFW78B667vHM95+fn2n+oEr5Ulc0r0vPjJ+9tMUA8yxo3dz7PAiY//fH9U3PmRVV28kqV2C1xVnbG6/rXHZ9FCem8EvZbIvKN3C/bLbG2z8e6G9AX9q197aWS4xdgEruio0id3VTyo5seUDxDb6Qe1WpRnZqTVavMAsaYu3L+Y+rOn8qVdWhqz0UudzcdM1TDkNZb1T+BGfofL9aeCXziFy1N51qVL3wgFLwILu6vGga+Up0T+MkI5ITKYgMiYyIjIlMiEyJzIhkAX4YZwAwIBggDBgGEAOKAcaA48Bx7Qc4DhwHjgPHgePAceA4cAI4AZzQEwIngBPACeAEcAI4AVwIXIj41Ubp1d6+PipsGXn7/MTHtJej3hvGYcHz5QsPOxtgnREVIkxITOM4DUkKIxaUwRilhAWwZuFbyzGMdTCB8RjjIY2TICIshj2EPYE9gT2FHft1aC27ftZBxAlnsKfZ+P++5cBjP/ftYZ5T852Y/+B/1x7i3q/DXs9+nfvW2gezPR55xTbOYMQ+BmSWUR7q1m1IaBJ8DHmaymgU9R1OBT9hOUWOaSZ0i2efDRmCpnHfwU6IoSWmLNl1MhNbSsO078B/PzP2N8lOxDL2fOg4PeP8+ocDvJyv6mr9rkuK9cJb6VMPyC911/Ld4fZI3axVgwSqHWjoewIfEvTJnCaIIUEnjmlCOCToNDNNiIYEnZSmCfGQoFPYgcCPEZIRIZ2eIR0SdHqcJmTWcwhshoaa5Lz8Y+i7f2NfLBg7Y2x6fmYLgX+Aw49wxKmov7mitoRiLhBHBJZW+svGIWAWHeHEn47a0pK56hwRWHIyV+O0All6hOPQFLNF1V+9juNtacdc1Q6OpR1ztTs4dh7pSwEHx1aILhkcCuGWQkyp8dmTxS3tmKLFEYGlEFPkTD9tnhzhOFIOtxRiiigHx1KIKboc+dxSiCnSHBxLIaaoc3Bshejiz3XX2JeNziGu9YRjjgg/mw+EpRBTsjoisBRiStxphYjkCMeRd4SlEFNCOziWQkzJ7bjAbYX0JbqDYylkX9KPOf67Osbfv8WgO3rD8d+9/vh46Vv+B/0+8HmaGGgFAAAvxElEQVR4Xu3dCZzV4/7AcaVtKi1TaVFNoUh1LZVcalyyX1dFSpZQ9pT8uRUuFV1Xlm6W7C2MotBqaUWIkLV0I4WEpEb7Xt//+f6OM8sz58zyzG/mPL9zPu/X67wyv/NMOufMeT7nt84BAgCAhQPMBQAAFAYBAQBYISAAACsEBABghYAAAKwQEACAFQICALBCQAAAVggIAMAKAQEAWCEgAAArBAQAYIWAAACsEBAAgBUCAgCwQkAAAFYICADACgEBAFghIAAAKwQEAGCFgAAArBAQAIAVAgIAsEJAAABWCAgAwAoBAQBYISAAACsEBABghYAAAKwQEACAFQICALBCQAAAVggIAMAKAQEAWCEgAAArBAQAYIWAAACsEBAAgBUCAgCwQkAAAFYICADACgEBAFghIAAAKwQEAGCFgAAArBAQAIAVAgIAsEJAAABWCAgAwAoBAQBYISAAACsEBABghYAAAKwQEACAFQICALBCQAAAVggIAMAKAQEAWCEgAAArBAQAYIWAAACsEBAAgBUCAgCwQkAAAFYICADACgEBAFghIAAAKwQEAGCFgAAArBAQAIAVAgIAsEJAAABWCAgAwAoBAQBYISAAACsEBABghYAAAKwQEACAFQICALBCQAAAVggIAMAKAQEAWCEgAAArBAQAYIWAAACsEBAAgBUCAgCwQkAAAFYICADACgEBAFghIAAAKwQEAGCFgAAArBAQAIAVAgIAsEJAAABWCAgAwAoBAQBYISAAACsEBABghYAAAKwQEACAFQICALBCQAAAVggIAMAKAQEAWCEgAAArBAQAYIWAAACsEBAAgBUCAgCwQkAAAFYICADACgEBAFghIAAAKwQEAGCFgAAArBAQAIAVAgIAsEJAAABWCAgAwAoBAQBYISAAACsEBABghYAAAKwQEACAFQICALBCQAAAVggIAMAKAQEAWCEgAAArBAQAYIWAAACsEBAAgBUCAgCwQkAAAFYICADACgEBAFghIAAAKwQEAGCFgAAArBAQAIAVAgIAsEJAAABWCAgAwAoBAQBYISAAACsEBABghYAAAKwQEABIABMmTJCWLVtKpUqVpFWrVjJp0qSs+w44IO9UH21ZURX/bwAAxNXs2bOlUaNGMmfOHNmyZYssWbJEunfvnnV/tFhEW1ZUxf8bAABxlZ6eLtOnTzcXZ4kWi2jLiqr4fwMAIK5SU1MlMzPTXJxFYxHtVlzF/xsAAHFVmICYoi0rquL/DQCAuOrYsaPMmDHDXJwlWiyiLSuq4v8NAIC4mjVrlqSlpcncuXOzdqL36NEj6/5osci5TP+7YsWK0rdv3xwjCpb3bwUABE5GRoa0aNHCC0Hr1q1l8uTJWfcVFBC1dOlSb1NYUeT9WwEASads2bIyduxYc3G+CAgAQBYvXizVqlUzF+eLgABAktPNWSkpKTJgwADzrnwREABIEAsWLJCFCxeai0sMAQGABHH11VfLDTfcYC4uMQQEABIEAQEAWCEgAAArBAQAYIWAAACsEBAAgBUCAgCwQkAAAFYICADACgEBAFghIAAAKwQEAGCFgAAArBAQAIAVAgIAsEJAAABWCAgAwAoBAQBYISAAACsEBABgpVOnTtKtWzdzcYkhIAAQcJ988omceOKJUqVKFbnnnnvMu0sMAQGAgPr111/lyiuvlHLlynmbr9atW2cOKVEEBAACZteuXXLfffdJtWrV5OSTT5bPP//cHFIqCAgABMi0adPksMMOkyZNmsjkyZPNu0sVAQGAAFi6dKm3k1z3c9x9992yY8cOc0ipIyAA4LANGzZI3759vf0cl156qaxZs8YcEjcEBAActGfPHnn00UclNTVV2rVrJx988IE5JO4ICAA4Zu7cudKyZUupX7++jB8/Xvbv328OcQIBAQBHrFixQjp37iwVK1aU2267TTZv3mwOcQoBAYA401AMGjRIKlSoIF27dpWVK1eaQ5xEQOCf558Xad5cpHz58J8ZGeYIoMgmTJjgbc6pVKmStGrVSiZNmpR13wEH5J3Coi1zlW6aGjt2rNSrV897bPPnzzeHOC04zzTcNnu2SMOGIvPm6ccpEX0j6Ne6HLA0O/Tz06hRI5kzZ45s2bJFlixZIt27d8+6P1osoi1z0fvvvy9t27aVWrVqyejRo2Xv3r3mEOcF45mG+9LTRaZOzb1sypTwcsBSeujnZ/r06ebiLNFiEW2ZS1avXi0XX3yxd1huv379JDMz0xwSGG4/0wiO1FQR842gX+tywJIewprfBKuxiHZzka5BDR48WCpXriynn366LFu2zBwSOG4+0wieWAEJrZ4DtgoTEFO0ZS7Qix5WrVpVZsyYYd4VWG4+0wge3VQ1bVruZbpJi01YKIaOHTvmO+FGi0W0ZS4YMWKEt+aRSNx8phE8b74p0rixyFtv6bq6yNtvh7/W5YClWbNmSVpamndiXWQneo8ePbLujxaLyDL9U8+n0MuAuICAAPkZN06kWbPwYbz65/jx5gigyDIyMqRFixZeDFq3bp3rCrT5BUTpBQh1M5gLCAgABEjZsmW98yxcQEAAIEAWL17s/dIlFxAQAAgI3ZSVkpIiAwYMMO+KCwICxPLii/qLC3IvmzNH5Ntvcy8Dikh/feszzzxjLg4cAgLEopctmTkz97IzzxS5777cy4Ai0iOvdG1i9+7d5l2BQkCAWAgISshXX31FQBxFQOAPAoISQkDcRUDgDwKCEkJA3EVA4A8CghJCQNxFQOAPAoISQkDcRUDgDwKCEkJA3EVA4A8CgpISCojo9a0IiHMICPxBQFBSCIizCAj8QUBQUgiIswgIfPFyKCA/GQGZGwrIEgKC4iIgziIg8EXDUEBmGgE5MxSQ+wgIiouAOIuAwBcEBCWGgDiLgMAXBAQlZsUKkYoVRfbuNe8JFAICxEBAUKLWrzeXBA4BAWIgIED+CAgQAwEB8kdAgBgIiGOef16keXOR8uXDf2ZkmCOCIVEehxAQIKZEDsi6detkjv563qCYPTt8Yue8eSKbN4vMnx/+WpcHSaI8jj8RECCGRAyIXrzvwQcflOrVq3sX8+vfv7/3+7mdl54uMnVq7mVTpoSXB0miPI4/ERAH7d+/X+68887Qz5nxgxYwmzZtkiuvvFJ+/PFH865AiATkk08+kb59+3oTbZADcs8990jjxo29cOS8tW3bVlatWmUOd0tqqkhmZu5l+rUuD5JEeRx/6tevn7Rp08ZcHGiBDsiHH34oxx9/vFSuXFkOPPBAufTSS2XNmjXmMKft27dPxo4dK3Xr1pWDDjpIqlatKvfee6/s3LnTHOq0Bg0aSNeuXaV8+fLe4zj88MPl2GOPDVxAXn/9daldu3aecOS81ahRI/RBeIr5re6INfHWqpV7mSu+/15k2jRzafAeRww6J+ncpHNU9+7dzbsDLZABibwg5cqVkxtuuEE2bNggS5culU6dOkmVKlW8T487duwwv80577//vveJpFboDfH444/L3r175ZVXXpGmTZvKoYce6vYk9ScN4DPPPOO9OfTf/M4773jP/bBhw7xlzZs3l6+//tr8Nuf88MMPXvDMWOR3u+mmm9z8HRW6iceckHUN3dVNP2PGSKjaeWMRtMdh0PeBzkU6J+ncpHNUoglUQMwXZMmSJeYQb1PWYYcdJk2aNJHJkyebdzth9erVcvHFF3uf1nW7eqbxxtG1j+HDh3trI6eeeqr3C3VctGDBAm/S1U/sDz30kBfAnJYtWyY9e/b0Qn/jjTd6oXeN/puffPJJL+K6Ga5evXp5QpHfrV27dqEP0N+bf218vfmmSOPGIm+9JbJli8jbb4e/1uUuiexPCn0IEd20E3ov5BKUxxGFzj06B+lcFPTN6/kJTECK8oLo9vf//Oc/3qaUk08+Wb744gtzSFxs375dhg4d6m1yO+OMM7wJNj8///yz9OrVy5uAr7/+elnvyNm4+mldV8U1gDfffLP88ccf5pBcFi5c6E20Okk/9thjsmfPHnNIXLwdmpD+8pe/yMEHHyzPPvustzalQXn55ZflhBNOyBOLWDfdpFXQz2SJ0ecy9JyGHoRIzjW9ceNEmjULH/6qf44fn32f0p25PXroi5l7eWm57TaRgQOzv37vvfC/1XxPFPQ4HKNzjc45OvfoHBSIgy6KwfmAFOcF+fXXX+WKK67wJuBrrrlGfv/9d3NIqXnxxRe9nbLNQm+CGTNmmHfna9GiRdK+fXupWbOmPPzww3GbgLdt2yZ33XWXpKSkyNlnny3Lly83h8SkBzuMC00G+gm/ZcuWMk8PzYyTzatWyQUXXCAVKlSQW2+91TuAIZoPPvjAG6eb4sxoRLsNGDCgdDdp6XMYei5DT2p4oi2Kb76R0IsooRdTQi+qvrjmiJKlh+Tq9a30OlcRF10U/h0yAaRzi84xOtfonKNzTzJwNiB+viAff/yxnHjiid4nxZEjR5bqm/zTTz+Vjh07eoeC3n///UUKYE46AT/33HPezuoWLVrI7FI+Fv6FF17wNvEcccQR8sYbb5h3F9rmzZtl8ODBobmjolzbpYvs/O47c0jJ0c0gd9wh+0L/7/+ce658++235oio9Kgr3d+hmxTNaJi3Utmkpc9Z6LnzJuDQc+mdI2FLX8vQa+qdXxF6jUuURiPnGk/XriLnnZf99erVElo9z/uLyRymc4nOKTq36Byjc00ycS4gJfmC+DUJFsZvv/0mffr08QKof+rXftgSmgTvCE2COgGfW4RJ0FZJxfe70CQ42a9JsCCh+Ibqq4eKSai+1iei6aa6Bx54wPsZMsOR86bP1TRz568f9DnS50qfM33u/Iqvvqah1zb0D5fQi60vujnCH6GfV7nwwuyvV64MP5acJ2kOHRo+49zyg1Zp0jlE5xL9edC5JRk5FZDSeEGKsxmmMHQNQ9c0dI1D1zx0DaQk6KfiwmyGsVVqm//MzTA62ftp0SKR9u1FatYUefjh8D6DYtJNiBMnTvSOoDPjkfOm+4d8Ca4+J/rc6HOkz1VJbf7T1zj0WodedAm9+PpDYI4oslybW/W9Fvp5lQULspfpvhB9TJFxuinttdecvnS7zhk6d+gconOJzinJyomAxOMFKeqO4MLQE+l0H4fu69B9HqUh2o7g4ojLAQiRHcF6fH+7drrX3RxRdD//LNKrV3gyvP76ErscuB6J1rlzZylbtmyegOhNz1PSnzVbegDCMH1O9LnR58iHABZIX/PQax/6IZBlRdzvmJP+LOomPT1fK0vovSbHHBM+8krpZsUOHcK/NMpxOkfoXKFzhs4dxXldE0VcA+LCC5LzUNSnnnoqz6GohaFHU+lRVXp0lR5lpUdblabIoaj6GI477jh59913zSGFEvdDoPUw3xtvDE/6l1wi8tNP5oiC6QmYw4eLVK0qcuqppTYx6aZEPQNffwbMiOjBD9OnTze/JV8/hR77JaHnIHII9K44HAK9O/QzcGkhj3yMRc/T0gNAdB+e2r9xo0idOiJPP22MdJe+v3Ru0PeXzhU6ZyCs0AHRN4Ip2rKcJkyY4B1xU6lSJWnVqpVMmjQp677x48eHfo7qOPGCRE6G03/P0Ucf7Z0MVxh6/oaex6EB1PMd9PyOeNIg65FA+u+56KKLCn1ZFOdOwtTDUU87TUL/IAm9MNnLC7oy62efiTRtKnLooeFrJsWBnuuiVxKoX79+npAUZpNW5CRMfS1OCz0H8T4J0zz3qjAnw+V8n+uh56mpqd4BIFn0dTJPGnSUzgU6J+jcoHNEcdfwE03+BcghWiyiLYvQo4QaNWrkXcVUd/zqSX85T+M///zznXtBNoY+Hd1yyy3efoVu3brFPJpGP5HomeN6XoNuB9czyl3yv//9T8466yxvk+CQIUNibhLUyU4/NeunXCcvA6NH40ycGP7vwlyZ9fPPw/s5HLgMjG720Q9JOvnkjIh+Go+1pq0Tb1pamncZmKKusZS0nFd/0J+ZWCeF6vJq1arJSy+9lLVMP73r9eqCRN/7OgfoXKBzgs4NyCt2AQzRYhFtWUR6erpzb4LC+uabb+Tvf/+7t+b0r3/9S7Zu3Zp13/zQxNW6dWvv2lVjxoxxKoCm1157zbuUiIZc1wYjdMfmo48+6n0y1G30er6D8wJ8Zda5c+d6P0+xNml9FvpEru8XnXj1iq22+xxKg/6s6M+M/uzoz1BkJ3lkE5XSI9V0P6DLjyMWfa/re17f+/qa6VyA2GIXwGCujkdusegPmHmJjqCZNWuWHHnkkXLIIYd4l/XWiwXqJ5KBAwf6ftRTScl5SfKTTjrJW3M66qijvE0s+gk55xvfabEurBegK7PqvrKrr77am5zKlCnj/Xfv3r29T/X659q1a81vcZL+zOjPjv4M6c/SE0884UUlcgFQDUdBV1lw0dNPP+291/U9r+99FCx2AQzRYhFtWUQiBETpJ6xRo0Z5b3I9KmlFzjNnA0R/KdJll13mTVy33Xabt1kxUGIFJGBXZlX6WujBFhoSvQDl4sWLzSGBoD9DgwYN8uYBPSdJz+0JqtGjR3tXHND3eryu9BBEsQtgiBaLaMsi9ByIol6yA4gp4FdmjUYvlKlrh0GmO9l1Hoj3zv7i0itf69GHKJrYBTBEi0XOZfrfena07mBTugqoOwR1+29kJ3oPvXgbYCPAV2aNhYC4g4DYyVuFGAoKiNJD/HTTVURGRoZ33SYNi+54jsu5BUgcejZ2gK7MWhAC4g4CYidvFYpBz8bV364HoGAExB0ExI6vAdGdgXooIoCCERB3EBA7vgVEf4j0xDU9ExpAwQiIOwiIHd8CAqBoCIg7CIgdAgLECQFxBwGxQ0CAOCEg7iAgdggIECcExB0ExA4BAeKEgLiDgNghIECcEBB3EBA7BASIEwLiDgJih4AAcUJA3EFA7BAQIE4IiDsIiB0CAsQJAXEHAbFDQIA4ISDuICB2CAgQJwTEHQTEDgEB4oSAuIOA2CEgQJwQEHcQEDsEBIgTAuIOAmKHgABxQkDcQUDsEBAgTgiIOwiIHQICxAkBcQcBsUNAgDghIO6YMGGCHHzwwbJv3z7zLuSDgABxQkDc8dhjj0nZsmWlTZs28t5775l3IwYCAsQJAXGHbsJq3Lix9O/fX8qXLy89e/aU1atXm8NgICBAHOzatcv7tHvrrbeadwVKZmamF5CPP/7YvCtQnn76aalXr5733//73//kjDPOkMqVK8vQoUNl+/btxmhEEBAgDtq3by/NmjWTAw88UG644QZZv369OcR5L730kqSlpclBBx0kVapUkUWLFplDnLdt2za56667pFKlStK6detc982cOdN7jXTNZOLEibnuQxgBAUrBtGnTJCMjI+vr2bNny4cffujdjj/+eElNTZVHHnlE9uzZk+O73PTZZ59Jx44dpVq1ajJixAj5448/5IEHHsi6f+3atTJw4EDZunVrju9yj+44T0lJkRo1angxjGb37t3eY6tevbp06NBBFi9ebA5JagQEKCE6kUboBKUTbs5lEfv375fx48dLgwYN5KijjpI5c+aYQ5zw22+/yVVXXSXlypWT3r17R30sqk+fPl5gIjZv3uzUZqBPPvlETjrpJC8cN910k7Rt29YLuO5IjxVwfez6uAp67MmGgAAlYOrUqd6klHPTlE6qY8aMyTEqty1btsjtt98uFStWlH/84x+yYsUKc0hcFOVTuK511K1bVz799NOsZbqJ7rTTTssxKj5+/fVXufLKK70IXH311bJu3TpvuQZ83Lhx3j6Qli1byrx584zvzBZZ+zos9GFg9f33684sc0hSISCAH0KfUEMfUUU2bvS+1ElJ93Po5Bmx8c/7CrJy5Uo5//zzpUKFCvLPf/5TNm3aZA4pNbofoHnz5kXaD5DzcX711VfeUU26qS5i50MPaWGzvi5p+0OT/OP33eetAaanp8vnn39uDvHomtLgwYO9gHfu3Fm+++47c0iWL3WTV1qaSLNmIjNmmHcnDQIC2Ap9opVt28L/rSegHXOMyM03Z92tk6ZOnkuWLMlaVhRvvfWWt2NXP9HrmktpnuSmRyKdeeaZ3pFIQ4YMsd4E1alTJ7n00kuzvt68fLmEyiiyYEH2oHwm6mKbNk3k8MNlZJMmMmnSJPPeqDQcXbp08QI+aNAgLyxR6XMybJiEniSR008XWbbMHJHwCAhgI7SGIUcfLXLbbdnLdFLUyVEnyT/peR666cTW3r175YknnpBatWqVyklueliu7heInAvx448/mkOKZOTIkbJmzZrsBeecI3Lhhdlfh9a2Qh/5cwfFD0uXiuhmsypVRO6+W/bv2GGOKJBuymrVqpW3aWvs2LHeWmVUer7IxReLlCsn0q+fPonmiIRFQIDCevJJkVGjsr/Wnd06+ekkGKGTo06SPtOJvSRPcouEqnbt2iUWqsw33hBJSRH54YfshV27ipx3XvbXGqzu3bM2BRbZhg0iffuGJ3Nd8/npJ3NEkejzMnr0aC/gurN92cKF5pBs778voUESGiyhb9JvNkckHAICFNbMmeHNFTk/levkp5NghE6ONWrkniR9VBInuZXaprILLhC5887sr+fPDwc458ECF10kcuaZ2V8Xlh499dhjIqmpIu3aiXzwgTmiWLw1s9DaxRQN0yWXxA6TrqWE1lZET0osgQ8SriEgQFHo5KaTXIROfjoJ6mQY8fvv2f9dQvw4yW3VqlWlu7Ne9xdFgqefzvXEvYEDs+/XtZ7QGlaR9yXMnSvSsqVI/foi48aFJ/GSopds0f0d+kFC93/ECrjuN9HNaAmOgABFoZObTnI5N/HoJKiTYSlvsijK4bU5OXG4sG7iCa3xeBOt0rWeNm1Ebrop97j86OTdpUs44LovKtbO7pIwfbq3c947EivGSYjJgIAAOT3/vEjz5uFI6J85zh7P0r9/eLKLbOrRiUsnsNCEHg+FPclNdwI/99xz3gmLLVq0iO8Ji3quRc6jovT8mNq18+6Azu/10DWmAQNy74MqTXoOyIgRItWq6Uk+epKIOSIsv8cQcAQEiJg9W6Rhw/DkplHQzVL6tS7PSSc5nezyOSkwHnJeYuT+++/3LtgYoYcU63kpTl4yRUOgayOPP557eWFfj3jTYIfC7e24v+qq7EO7VVAegyUCAkSkp+c9wW3KlPByk052xx1nLnVC5CKHuo9Ez7C+7LLLvLUTZy/aqDudo20CLMrr4QLdhKib1L75JntZ0B5DEREQIEKP4DE3oejXutykk52efe4oPTpr2LBhUqZMGe9cBtuTGUvNL7+YS4r2ergqER5DPggIEBHrza7H9QeQXpdKA6JXzA2kRHg9EuEx5IOAABG6WUEvfZGTbn4I6OYG3Seiv+xJd6wHUiK8HonwGPJBQICIN98UadxYz6zTY11F3n47/LUuDyA9P0QDopcuD6REeD0S4THkg4AAOemJaHqFVT3kUv8cP94cERj6m/Y0IHoZjsBKhNcjER5DDAQESFA9evTwAqK3yO++APxEQIAEdcwxx2QFpCQujggQECAaPZY/5/H8AaMXRNQLLkYC8swzz5hDgGIjIEA0110XvgXU999/nxUPvd1yyy3mEKDYCAgQzbXXhm8BNWvWrFwBOffcc80hQLERECCagAdk1KhRuQKilzUB/EZAgGgCHpB/XnedHBwKR+TWoFw52bVzpzkMKBYCAkQT8ID8csopsioUjpy33frLkAAfERAgmoAHRBo0CL27D8h9e/VVcxRQLAQEiCbIAdm4UaRMmbwB+fe/zZFAsRAQIJogB+Tjj/PGQ2+9epkjgWIhIEA0QQ6I/gpVMx56a9/eHAkUCwEBoglyQG6/PW889Fa9ujkSKBYCAkQT5IBccEHeeERu0X7zH2CJgABRLAjFQ2+B1KpV3nBEbvr7KACfEBAgimtD8dBb4Ojvaq9YMW84IrcnnjC/A7BGQIAoAhuQtWtF/va32DcCAh8RECCKwAYEKEUEBIiCgAAFIyBAFAQEKBgBAaLo2bOndO/e3VwcHHoyYfPmIuXLh//MyDBHBEOiPI4ERUCAKE4++WQpW7asXHPNNfL777+bd7tt9myRhg1F5s0T2bxZZP788Ne6PEgS5XEkMAICRKGbr84//3w58cQTpUaNGjJy5EjZvXu3OcxN6ekiU6fmXjZlSnh5kCTK40hgBASIolu3bnLRRRd5//3CCy+EPvg2lCOOOELeeOMNY6SDUlNFMjNzL9OvdXmQJMrjSGAEBMhh7dq10rt3bznwwAOlT58+Wcu3bdsmd955p6SkpMjZZ58ty5cvz/Fdjok18daqlXuZ6xLlcSQwAgKE7Nq1S4YMGeKFQ9c0PvvsM3OI54cffvB2rpcvX15uvvlm+eOPP8wh8aebeKZNy71MNwW5uulH/22HHSby6KO5lwftcSQhAoKkN336dDn88MMlLS1NrrjiCqlZs6accMIJsmjRInNolgULFsixxx4rderUkaeeekr26iVEXPHmmyKNG4u89ZbIli3h61/p17rcJUuXinTqJFKlisg994js2JH7/qA8jiRGQJC0vv76azn99NOlcuXKMmzYMNm+fbu3fP369XLddddJuXLlpFevXvLzzz8b3xm2b98+eeaZZ7yI9Dn6aNn9zjvmkPgZN06kWbPw4a/65/jxue/v2VNkwACReKxBbdgg0revhJ5gkUsvFVmzxhyRraDHgbgiIEg6G0ITWL9+/bxAXHLJJfLTTz+ZQzxfffWVnHLKKVK1alUZPny47Ny50xzi2bhxoyy+5RaRChVELrxQ5PvvzSHu+fBDkeOOE6ldW+TJJ8MXYSxpe/aEN1Ppvo3jjxf54ANzBAKGgCBp6Gam0aNHS61ataRt27aycOFCc0hUr776qhx66KHStGlTeeWVV8y7s33zjcjf/y5SqZLIv/4lsnWrOcItoTUoefZZkYMPFvnLX0r2Uu9z54ocdZRI/frhtYj9+80RYT/+KHLffeHYwHkEBElh3rx50qpVK6lXr56MGzcuNH/FmMBi0LWPf//7397aiK6VfPnll+aQbLqN/sgjRQ45JBhnTm/aJHLrreE1KP1lVKtWmSOsrVixQnqfd558rJeYv+228L6MaLZtExkyRCQlReScc/SoBnMEHERAkNC+++476dKli1QMTWCDBg2SzXpGczH88ssvcvnll3ubv3Q/ybb1680hYXrS4X//K1Kzpshf/yry0UfmCPd8+63IueeGf5/IHXfEnuwLYVMoSgMHDgw1qYJ07dpV1q1caQ7JNnGiSKNG4UuVvPaaeS8cRkCQkDQUgwcP9sLRuXNnLyR++igUhEtOOEG+1UCMGhV7k4teBkUvyqg7jHVfQxDopUJatBBp0CB8LaoirK3pgQVjxoyRunXrSuvWrWW+Xn4klsWLRTp0CP+u9gcfDEcXgUJAkFB005RuotJNVS1btvQ2XZUonWB1U5Vuspo1y7w329df6/Ycc6m7NIgPPyy7Q4Ec1L59voc0R7z//vvSpk0bbx/T448/HvvQZv2lV717h6N61VUi69aZIxAQBAQJQ3eKt2vXTlJTU+Wxxx4LzYEx1gr8pjvLdae57jzXnei6Mz1B7Fi/Xq6//vp8D2levXq1d/ViPbmyf//+kmmePf4nPVnz0xEjRKpVC58MGONkTQQHAUHg6WG4ejiuTnI33nijd5huXOjhu926hXdG62G9GzeaI8ICeInyaIc063kzQ4cO9c6jOeOMM2TZsmXmt2WJnKx5TlqabHnpJfNuBBQBQWDt2LFD7r77bqlSpYqcdtpp3omBTtDDYY8+WqROHZHnnst9X8AvUR45pLl+/fpSu3ZtadasmcycOdMcliXWyZpIDAQEgTRp0iTv0iP6qVY/3TpHt/8/9ZTImWfmXp4AlyjXtY/LLrvMO0AhPfTvjnZIc2FP1kSwERAETt++fb3t7SNGjPC2qwdKrCvMBvAS5XpIs+4XKVOmTNban+3JmggmAoLAuf/++71PvoEUKyABvUS5bkY84IADvIAU92RNBA8BQeA8+OCDcuqpp5qLgyHBLlEeCUinTp18O1kTwUFAEDiBDkiCXaI8EhB9Pfw+WRPuIyAInEAHRI0blzCXKM+5CQvJh4AgcAIfkARCQJIbAUHgEBB3EJDkRkAQOATEHQQkuREQBA4BcQcBSW4EBIFDQNxBQJIbAUHgEBB3EJDkRkAQOATEHQQkuREQBA4BcQcBSW4EBIFDQNxBQJIbAUHgEBB3EJDkRkAQOATEHQQkuREQBA4BcQcBSW4EBIFDQNxBQJIbAUHgEBB3EJDkRkAQOATEHQQkuREQBA4BcQcBSW4EBIFDQNxBQJIbAUHgEBB3EJDkRkAQOATEHQQkuREQBA4BcQcBSW4EBIFDQNxBQJIbAUHgEBB3EJDkRkAQOATEHQQkuREQBM6QIUPkr3/9q7kYcRAJyBdffGHehSRAQBAYO3fulOHDh0tKSoocf/zx5t2Ig3379kmVKlWkSZMmMnXqVPNuJDgCgkB45ZVXpGnTpnLooYfKlClTzLsRR7oWcs8993gh6dSpkyxZssQcggRFQOC0L7/8Uv72t7/JQQcdJPfee6/s2rXLHAJHrFmzRi677DIpV66c3HDDDbJhwwZzCBIMAYGTfv/9d7n22mu9yejyyy+XX375xRwCR3344YfeJsbU1FR55JFHZM+ePeYQJAgCAqfs3r1b/vvf/0qNGjW8HeUfffSROQQBsH//fhk/frzUr19fjjrqKJkzZ445BAmAgMAZb775phx55JFyyCGHSEZGhnk3AmjLli1y++23S8WKFeW8886TFStWmEMQYAQEcffNN9/IOeecI5UqVZI777xTtm7dag5BwK1cuVLOP/98qVChggwcOFA2bdpkDkEAERDEzcaNG+X//u//pHz58nLhhRfK999/bw5BgnnrrbekdevWUrduXRkzZox3GDCCi4Cg1Omk8fTTT0udOnXkmGOOkXfeecccggS2d+9eefzxx6VWrVrSpk0bee+998whCAgCglK1YMECLxoaD40In0CTV2ZmpvTv399bA+3Zs6esXr3aHALHERCUih9++EG6d+/uTRa62Uo3XwFq2bJlcsYZZ0jlypVl6NChsn37dnMIHEVAUKJ0h7juGNcd5GeffbYsX77cHAJ4Zs6cKc2aNZPGjRvLiy++aN4NBxEQlJgXXnhBGjZsKEcccYS88cYb5t1AHnoe0AMPPCDVq1eXDh06yKeffmoOgUMICHz38ccfy4knnuidDDhy5EhvUgCK4rfffpM+ffp4VyLQP/VruIeAwFfPP/+8lClTRq655hrvciRAcegaSPv27b2QcMCFewgIfDV9+nRp0KCBuRiw9tVXX3m/c4Q1WfcQEPhKA9KoUSNzMWCNgLiLgMBXBAR+IyDuIiDwFQGB3wiIuwgIfEVA4DcC4i4CAl8REPiNgLiLgMBXBAR+IyDuIiDwFQGB3wiIuwgIfEVA4DcC4i4CAl8REPiNgLiLgMBXBAR+IyDuIiDwFQGB3wiIuwgIfEVA4DcC4i4CAl8REPiNgLiLgMBXBAR+IyDuIiDwFQGB3wiIuwgIfEVA4DcC4i4CAl8REPiNgLiLgMBXBAR+IyDuIiDwFQGB3wiIuwgIfEVA4DcC4i4CAl8REPiNgLiLgMBXBAR+IyDuIiDwFQGB3wiIuwgIfEVA4DcC4i4CAl8REPiNgLiLgMBXBAR+IyDuIiDw1csvvyz16tUzFwPWCIi7CAh8M3HiRC8edevWNe8CrC1fvlwOPPBASU9Pl88//9y8G3FEQFBsixcvlg4dOkj16tXlgQce4JMifPfrr7/KlVdeKeXKlZOrr75a1q1bZw5BHBAQWFu7dq307t3be1NfddVV8ttvv5lDAF998sknctJJJ0mNGjXkoYce4sNKnBEQFNmuXbtkxIgRUq1aNenYsaN89tln5hCgRE2YMME7WKN58+by+uuvm3ejlBAQFMmMGTPk8MMPl7S0NHnppZfMu4FSs23bNrnrrrskJSVFzjrrLG9fCUoXAUGhfP3113L66adL5cqVZdiwYbJ9+3ZzCBAXP/74o/To0UPKly8vAwYMkD/++MMcghJCQJCvzMxM6devn7ef45JLLpGffvrJHAI44d1335Vjjz1WateuLU8++aTs3bvXHAKfERBEpW++0aNHS61ataRt27aycOFCcwjgnH379smzzz4rBx98sBx99NHy9ttvm0PgIwKCPObPny+tWrXyzukYO3as7N+/3xwCOG3jxo1y6623SoUKFaRbt26yatUqcwh8QECQ5bvvvpMuXbp4b7pBgwbJ5s2bzSFAoHz77bdy7rnnSqVKleSOO+6QrVu3mkNQDAQEsmXLFhk8eLBUrFhROnfu7IUESCSzZ8+WFi1ayCGHHCLPP/+8eTcsEZCA0msDmaIti9Dj5lu2bOl9EtPNU5MmTcq6T88e1/vmzZuX4zuAxLJnzx4ZNWqU1KxZU0444QRZtGiROQRFFHvGgdOixSLaMqWfvvSkqzlz5nhrG0uWLJHu3bubw4CksH79ernuuuu8Iwt79eolP//8szkEhRR9xoHzosUi2jKlF6HTy6wDyKZX+T3llFOkatWqMnz4cNm5c6c5BAWIPuPAeRqLaLdoUlNTvfM5AOT16quvevtG6tSpY96FAkSfceC8aLGItkwRECB/uk+wYcOG5mIUIPqMA+dFi0Vkmf6pR1T17dvX+1oveKjXsAIQ3ZQpU6RJkybmYhQg7yyEQMgvIGrp0qXemoeaNWuWd/HDuXPnZu1E12sHAQgjIHbyzkIIhIICUrZsWe8s8oiMjAzvOHhdM2ndurVMnjw56z4g2REQO3lnISQE/S2B+vs6ABSMgNghIAlI10T0dyTopa0BFIyA2CEgAJIeAbFDQAAkPQJih4AASHoExA4BAZD0CIgdAgIg6REQOwQEQNIjIHYICICkR0DsEBAASY+A2CEgAJIeAbFDQAAkPQJih4AASHoExA4BAZD0CIgdAgIg6REQOwQEQNIjIHYICICkN3XqVGnatKm5GAUgIACS3qZNm7xf+YyiISAAACsEBABghYAASHoTJkyQli1bSqVKlaRVq1YyadKkrPv0V0Sboi1LRjwLAJLa7NmzpVGjRjJnzhzZsmWLLFmyRLp37551f7RYRFuWjHgWACS19PR0mT59urk4S7RYRFuWjHgWACS11NRUyczMNBdn0VhEu4GAAEhyhQmIKdqyZMSzACCpdezYUWbMmGEuzhItFtGWJSOeBQBJbdasWZKWluadSBjZid6jR4+s+6PFIrJM/6xYsaL07dvXGJEc8j4zAJBkMjIypEWLFl4MWrduLZMnT866L7+AqKVLl3qbwZJR3mcGAFBoZcuWlbFjx5qLkwIBAYBiWLx4sVSrVs1cnBQICABY0k1ZKSkpMmDAAPOupEBAAABWCAgAwAoBAQBYISAAACsEBABghYAAAKwQEACAFQICALBCQAAAVggIAMAKAQEAWCEgAAArBAQAYIWAAACsEBAAgBUCAgCwQkAAAFYICADACgEBAFghIAAAKwQEAGCFgAAArBAQAIAVAgIAsEJAAABWCAgAwAoBAQBYISAAACsEBABghYAAAKwQEACAFQICALBCQAAAVggIAMAKAQEAWCEgAAArBAQAYIWAAACsEBAAgBUCAgCwQkAAAFYICADACgEBAFghIAAAKwQEAGCFgAAArBAQAIAVAgIAsEJAAABWCAgAwAoBAQBYISAAACsEBABghYAAAKwQEACAFQICALBCQAAAVggIAMAKAQEAWCEgAAArBAQAYIWAAACsEBAAgBUCAgCwQkAAAFYICADACgEBAFghIAAAKwQEAGCFgAAArBAQAIAVAgIAsEJAAABWCAgAwAoBAQBYISAAACsEBABghYAAAKwQEACAFQICALBCQAAAVggIAMAKAQEAWCEgAAArBAQAYIWAAACsEBAAgBUCAgCwQkAAAFYICADACgEBAFghIAAAKwQEAGCFgAAArBAQAIAVAgIAsEJAAABWCAgAwAoBAQBYISAAACsEBABghYAAAKwQEACAFQICALBCQAAAVggIAMAKAQEAWCEgAAArBAQAYIWAAACsEBAAgBUCAgCwQkAAAFYICADACgEBAFghIAAAKwQEAGCFgAAArBAQAIAVAgIAsEJAAABWCAgAwAoBAQBYISAAACsEBABghYAAAKwQEACAFQICALBCQAAAVggIAMAKAQEAWCEgAAArBAQAYIWAAACsEBAAgBUCAgCwQkAAAFYICADACgEBAFghIAAAKwQEAGCFgAAArBAQAIAVAgIAsEJAAABWCAgAwAoBAQBYISAAACsEBABghYAAAKwQEACAFQICALDy/3LHcHDVKWExAAAAAElFTkSuQmCC)
PN: 2H23-1-34
CAS: 905829-37-0
Molecule Weight: 586.763
Formula: C31H54O10
DOT/IATA/IMDG: UN 2811 - HC 6.1 - PG III
TSCA: Not listed on TSCA inventory
