| Product Number | 4756-3-34L |
| Synonyms | 4,4'-(1,1,1,3,3,3-Hexafluoropropane-2,2-diyl)bis(2-aminophenol); BIS-AP-AF |
| Purity | 97 % |
| CAS | 83558-87-6 |
| MDL Number | MFCD00039147 |
| Molecular Formula | C15H12F6N2O2 |
| Molecular Weight | 366.263 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4756-3-34
CAS: 83558-87-6
Molecule Weight: 366.263
Formula: C15H12F6N2O2
PN: 4756-3-34L
CAS: 83558-87-6
Molecule Weight: 366.263
Formula: C15H12F6N2O2
PN: 4756-3-0E
CAS: 2573217-07-7
Molecule Weight: 446.393
Formula: C21H20F6N2O2
PN: 4756-1-0E
CAS: 1220-78-6
Molecule Weight: 258.321
Formula: C15H18N2O2
PN: 3830-3-Y9
CAS: 47250-53-3
Molecule Weight: 334.265
Formula: C15H12F6N2
PN: 3730-3-34
CAS: 116325-74-7
Molecule Weight: 362.319
Formula: C17H16F6N2
PN: 4756-5-08
CAS: 58999-69-2
Molecule Weight: 277.79
Formula: C16H20ClNO
![2,2-Bis[4-(4'-aminophenoxy)phenyl]hexafluoropropane](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAAy+AAAMvgF+WXSHAAADjnpUWHRtb2xTb3VyY2UAAHiclVdhT9swEP0rVj6vTmwncYJoEQIhTQImDSbt22TSAJGaBKUB2n+/Zzu0jSnxRovOnN/znX1n33F6tqlX5K3s1lXbzANGo4CUTdEuq+ZpHvy6v5plwdnitAAIwGY9D577/uUkDN/f32nxXNZq0za0aOvAzp9s1tUI8y5o2z2FPIpY+Pvm+s5wZlWz7lVTlGCtq5O1UV63heqNF1+YCGvVvVVNaOFh3b3Z1f7wSH8julkvg/1eLjB3Dip5rFYleWy7WvXkjUcU3+gbeSqbslN9uSQPW6gFjbH3xenNZVu81mXTY6hXqAq1uuu71wKKul2VxSsWw+D75TyoGQiqb+vzrlNbokdarRhRnChBVExUQlRKlCQqIyonikX4xTwDgAHBAGHAMIAYUAwwBhwHjut1gOPAceA4cBw4DhwHjgMngBPACW0QOAGcAE4AJyRiuSr1Zu63L+U8uCUXw+fHbjT+7PW3B9or89nLC4SNI1limsooITuZ0iiK2V6684IKkWZ7yYGD8yyiaZrHeznoc8CSjGT4C0cxiBSYLCYJ5mJJELMIR8qhlCBCKSRBePHzIWaDdhADdOAPq2U0SWFJUpkbwQXX5rPcesUiaCEzadyRErOM0Vjo6fGmArLFycwEzRJtG2ZyLVPKUi1hwfiU0Vga3+AkGwYyMwNOBTcDQaN8rNlhdqwdBgaNAZbQ2O4aJuX/a3brHKzsmviMYVQmqTCOxRwpqn1O+KDJMzOIMYXz17ZkggjoAcuNRtA00YOP07GnhbsV7i7X4vShbZYHQ1It58EDC8yt+1k+rvlw8QLSdsuyQ3rqBTT0kMDHBH1rdoTzYwQxJuhLPU2IxwT9BEwTkjFBPxjTe0jHBP28TBPkmKAfo2mXsjFBP13ThHxMMA/dNEPPj0JnHkYPxw23eUg9HP5p816KOOKamD5i5oTdvu0ejhN5Wws8vjnBt7XDw3Hib2uNh+OkgK1Nnv04WWBrmec+umlgat+0b9xJA1srPRz34pva6uE4eWBrsWc/8RGO58XgTh7YWu/huHmQ/wPHzQPdR3hyhzt5YPsPD8fNg9jPEW4e6J7Hk2/CzQPTE3k4bh5kuofycNw80Bzm4Rx5D4SnNgknD2xP5+GkRzied0fII5zEw3HywLSYnpA6afDRkk4WTycN+FeU8KAdCD/6cgw/9ezhQUMf4t+YxV88IZiaVf5GOgAAOUNJREFUeF7t3QeUFFX+9nFXkSCsGTErZsWACq4RI2LAsGJ2wbCKihgwYAAz6hpWwUAUURGVvwFRUFgJCrqAK6CgIkFQkSCCZMn83nku7+BwZ3qm+k53T3X393POHKTqdtXF7qmnq27ayAAACLCRvwEAgCgIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAYAYOfzwLnb55X38zW57Sf9dVKLt6UKAAECMKARatuxvAwdOKba9pP8uKtH2dCFAACBGFAJTpsyzv//9TVu5cs0G20v676ISbU8XAgQAYqQwBNq1+9R69RpXbLv/30Ul2p4uBAgAxEhhCMyb94c1btzLFi1ascH2wv9O9JNJBAgAxEjREOjefYy1bz+i2PZEQZFoe7oQIAAQI0VDYPnyVa4tZObMxUkHSOEdSaNGPe3tt78tUip1CBAAiBE/HPr3n2Rt2gwuFg4l8bevXWs2evRMa9CgxwbbU4UAAYAYKSkEmjXrExQgMmLEdLv++n7+5pQgQAAgR3322U927rlv2IwZi/xdKUGAAEAOevPN8Xbmmb3shx9+93elDAECADmosBG98GfFitV+kXIjQAAghp55ZoQNHjzV3xwrBAgAxFDTpu/ac8+N8jfHCgECADFEgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgSKNGLa1du+7+5lghQAAghurXr2933XWXvzlWCBAAiCECBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABA0latWmW1atWyM844w98VKwQIAMTIoEGDrE6dOrbxxhvbRhttZOecc45NmTLFLxYLBAgAxIBC4txzz3WhoT/198GDB9uBBx5olStXtjvvvNMWLVrkv6xCESAAUIEUCmrrqFKligsL3YEUtXr1anvhhRdsm222se23395eeuklW7t27QZlKgoBAgAVQCHQo0cPFwoKB4WEwiKR33//3W688UarVKmS1atXzz777DO/SMYRIACQYZ9//rnrZaUwUCgoHKL67rvvrGHDhu5R16WXXmo///yzXyRjCBAAyJDp06fbZZdd5i7+CoFvv/3WLxLZ+++/b3vvvbdtttlm9uCDD9off/zhF0k7AgQA0mzZsmXuIl+9enXba6+9rG/fvn6RICtWrLAnnnjCNt98c9ttt93szTff9IukFQECAGnUu3dvd3HXRf7xxx93F/1U+/XXX+2f//yn6/p73HHH2ZgxY/wiaUGAAEAa6CLeoEEDd1G/6qqrbPbs2X6RlBs9erQde+yx7pwKFAVLOhEgAJBCc+bMsauvvto22WQTdzH/8ssv/SKlWrp0qU2bNm39j/6erDfeeMN23XVX22KLLezJJ5+0lStX+kVSggABgBTQRfqpp55yF21dvF9//XW/SDHqyqseWffdd5+ddNJJVrNmTdfA7v9ou/arnMpHGQeiRvUHHnjANbKrsf2DDz7wi5QbAQIA5dSvXz/bZ599rFq1anb//feXedcwd+5ca9eunWsbUUDUrl3b3bV06NDBBg4caEOHDnUj0fWn/q7t2q9yKq/X6fU6TlnUzfeSSy5xrzv11FNtwoQJfpFgBAgABNLFuFGjRu7ifPHFF9tPP/3kF9lA4V2BGtR1V3H77be7cR3JUHm9Tq/XcXS8KF14hw8fbocffrhtuummdtNNNyU19iQRAgQAkjR//ny7+eab3cX4sMMOcxfnsgwbNsx14d1yyy3t0UcftSVLlvhFkqLX6zg6no6r45dlzZo11r17dzfTr0a/d+rUqdTR72UhQAAgIl1sddHddttt3UVYF2NdlMuihmw1qmtm3RkzZvi7y0XH03F1fJ0nioULF1rr1q3dJI0HHXSQDRkyxC8SCQECABF88skntssuu7iL7h133OEuwmVRuKjtQlOWPP300/7ulNLxdR6dL0qoyeTJk+3ss892j+AUJGW13fgIEACIQDPmqpF80qRJ/q4S6SLetGlT95oPP/zQ350WOo/Op/NGDRF58cUXXYgkOwCRAAGACJ5//nnbYYcd/M0J6S6latWqbk2PTNL5dF6dPyrNyaUASbZBnwABgAiSCZCePXvaX/7yl0hjQdJB59X5VY8oCBAASKOoATJ16lTXvVZdbSuSzq96qD5lIUAAII2iBogG69WtWzctkyYmQ+dXPVSfshAgAJBGUQJEa3To0ZGmG4kD1UP1Ub1KQ4AAQBpFCZBDDjnEjUiPE9VH9SoNAQIAaVRWgAwYMMB92//666/9XRVK9VG9VL9ECBAASKOyAqRJkyZ2yimn+JtjQfVS/RIhQAAgjUoLkAULFrixFy+//LK/KxZUL9VP9SwJAQIAaVRagLz99ttuGpEo05tUBNVL9VM9S0KAAEAalRYgLVu2tL/97W/+5lhR/VTPkhAgAJBGpQWILs6tWrXyN8eK1gBJFHIECACkUWkBstVWW1mXLl38zbHyxBNPuHqWhAABgDRKFCBqmNbF9z//+Y+/K1Y0L5bqWVJDOgECAGmUKEC05rguvqNGjfJ3xcqgQYNcPVVfHwECAGmUKEAmTpzoLr7jxo3zd8WKBhSqnqqvjwABgDRKFCDTp0/PijsQ1U/1VH19BAgApFGiAMmWNhDVjzYQAKgAiQJE1Lupc+fO/uZYUf3ohQUAFaC0ADnyyCPt5ptv9jfHiuqnepaEAAGANCotQHRxPuyww/zNsaL6JQo5AgQA0qi0AOnbt69tvPHG9ttvv/m7YkH1Uv1Uz5IQIACQRqUFyNKlS+2vf/2rvfDCC/6uWFC9VD/VsyQECACkUWkBIpdffrkdfvjh/uZYUL1Uv0QIEABIo7IC5Msvv3Qr/8WtO6/qo3qpfokQIACQRmUFiJx++uluxtu1a9f6uyqE6qH6qF6lIUAAII2iBMj48eNt0003ta5du/q7KoTqofqoXqUhQAAgjaIEiLRu3do233xzmzx5sr8ro3R+1UP1KQsBAgBpFDVAVqxYYfXr17e6deva4sWL/d0ZofPq/KqH6lMWAgQA0ihqgMi0adNs++23t4YNG0a6gKeSzqfz6vyqRxQECACkUdu2ba169eo2c+ZMf1eJxo4da1tuuaW7mGfqTkTn0fl0Xp0/qt69e7sAGTNmjL+rVAQIAETQr18/23rrrd2AvEcffdSWL1/uFynmq6++cncCepyU7jYRHV/n0fl03igUhldccYXr5rvrrruWOFNvaQgQAIhIodGuXTurUaOG7bHHHvbuu+/6RYr58ccfrV69eq5BW72iUt3FV8fTcXV8nUfnK4secykEFYa1a9e2t956yy8SCQECAEmaMWOGNWvWzH1zP+mkk8pcjXDlypWuN5S61GpcRqoGG+o4Op6Oq+PrPGVR6Cn8FIIKwyh3UokQIAAQaOTIke4CXqlSJbv++utt7ty5fpENfPPNN3baaae59gZNL6I5qpKdgFHl9Tq9XsfR8XTcsmgsiMJOode0aVMXguVFgABAOegR0quvvmo77rijW7CpQ4cOtmrVKr/YBkaPHu3aHnQXoAu6wqBVq1bWsWNHGzRokA0dOtT1oNKf+ru2a7/Kqbxep9frOGVRqLVo0cKFnMJuxIgRfpFgBAgApIB6QLVp08aqVKli+++/vw0cONAvUoxmx9UU61qnQxd3BZDuKvwfbdd+lVP5RLPqFqUQe/bZZ13Dv8LtlVdeSXn7CwECACk0depUa9KkibvwN27c2CZNmuQXKdX8+fPd3Ufhj/6eLLWNKMQUZgq1dHUjJkAAIA30+Onggw+2ypUr2+23324LFy70i6ScuvKeddZZLrzOO+88F2bpRIAAQJqsXr3aOnfubNtuu61tt9129uKLL9qaNWv8YuWmcLrjjjtcWCm0hgwZ4hdJCwIEANJMj6FuueUW191Wa5MPGzbMLxJEYdS9e3erVauWC6lOnTq50MoUAgQAMmTChAnru/FefPHF9tNPP/lFIhs+fLjrlaVQUuN6SFtJeREgAJBh/fv3t3322ceqVatm999/f6ReVYUUOpdccokLoUaNGrlQqigECABUAI0af+qpp2yLLbawXXbZxXr16uUX2cAff/zhwmazzTZz4aO5uSoaAQIAFWjOnDl2zTXX2CabbGLHHHNMiWuXv/76626yQ4WNQifKlCWZQIAAQAxo+vUGDRrYxhtvbFdeeaXNnj3bhcmxxx7rwuXqq692YRMnBAgAxIjW5thtt93c1COatkShkuw6HZlCgABAzCxbtsx1yz3xxBP9XbFCgABADGk987vuusvfHCsECADEEAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCdC0IkI8JEABA0goCxAgQAEDSCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAkAcfNOvXz98aKwQIACAIAQIACEKAAACCECAAECdq96hTx6xy5XV/xrgdhAABgLj46iuzmjXN3n/fbOFCsw8+WPf3r7/2S8YCAQIAcXHhhWYvvLDhtuefN7voog23xQQBAgBxsfvuZj//vOE2/b127Q23xQQBAiArDRgwwGrVqmWPPPKIrV692t+dnapUMVu+fMNt+nvVqhtuiwkCBEBWmThxop155pm20UYb2f7772+VK1e2gw46yIYMGeIXzT7cgQBA6i1YsMBuu+02FxiHHHKIffLJJ2775MmT7ayzznKBct5559nUqVO9V2aRCy4ouQ1EbSMxRIAAiLU1a9ZYt27drGbNmu6nS5cuJT6y+s9//mMHHHCAValSxe655x5bvHixXyT+xoxZ1+tKva/UC0tdePX3sWP9krFAgACIrU8//dQOPfRQ23TTTa1Vq1Y2f/58v8gGVq1aZc8++6xtvfXWtuOOO9orr7xia9eu9YvFw7RpZs2amb377obb+/a1giS0gn/0uj/VpTemCBAgTbo036jYD6L58ccf7cILL3SPpU4//XT7/vvv/SKlmjt3rrVo0cIqVapkf/vb32zEiBF+kYqzZIlZ27brGsb32y+2dxdR8IkG0oTASN7SpUvtvvvus2rVqtm+++5rH374oV8kKePHj7eTTjrJ/vKXv1jTpk3tl19+8YtkVs+eZjvtZLbVVmbt2+uWyS+RVfiEA2lCgCTntddes5133tm23HJLe/rpp23lypV+kWB9+vSxPffc02rUqGEPP/ywLfe7yqbbqFFmRx1ltskmZtddZ/bbb36JrMQnHEgTAiSaL774wo4++uiCa+sm1rx584Jra3ouritWrLDHHnvM/vrXv1rt2rXtrbfe8ouk3syZZpdfbgW3QGYnnhjbKUlC8QkH0sRv/yBQNjRr1iy74oorbOONN7bjjz/evtI8UBlQeF491jrhhBPSc17d4Tz6qBWk1boxHG+/7ZfICXyigTQhMEpW9E5g9913D7oTUG+sadOmrf8pq3dWSXTnc9RRR6X8zmfQu+/amD32MKtRw6xdu+Ijy3MIn3AgTQiQ4grbIqpXr+7aIpYtW+YXKUYN63379rWbb77Z9ajaaqutXO8s/0fbtV/lVF6vi6Jo28szzzwT3PYybty49Q32PdU9d8YMv0jO4RMOpAkB8qdvvvnGTj755KR6Q40ePdo9alLDt153+OGHu7EgHTt2tEGDBtnQoUPd3Yf+1N+1XftVTuX1Or1exynLkiVL7N5777WqVau63l8fffSRXyQhdRm+/vrrXZfhI4880kaOHOkXyVl8woE0IUDM5s2bZzfccIO7uB5xxBGRxmMobE477TR3V6EweOGFF5J+vKTyep1er+PoeDpuWYqOPznjjDPcvFuJaNBihw4d3J2PBi2++uqr8R20mCZ8wgGknC6uzz33nBsRvsMOO9jLL79c5sVVj45at27tRp3rUZSmJkkFHUfH03F1/CiPqDQCvm7duu41t956q5uHq6iBAwe6iRw1bUqbNm2yc9qUFCBAgAxauXyxTRrxqr85p3z88cdJz0mlb/716tWzzTff3Lp27Vpm2CRLx9NxdXydR+cri+bg0msK5+DSf2tEfOPGjd0dSpMmTbJ74sYUIECADJo/a4J1vXZjmzrmHX9XTmjUqNH6WXF/+OEHf3eJ1I12++23d9/4NbNuOun4Oo/OF7X7ru4+dBei3lpqWzn44INduwsIECDjhr7UzN64Zw9bvSo+3Tv98Sqh7TdqKD/11FP9zQmNHTvW9X5q2LBhpDuVVNB5dD6dV+ePSlPJq+txSTMB56uwTwmAYEvnz7CXbqxhYz981N9VYUIDw6c7j8suu8zfXCL1oNKdgC7mGhuSSTqfzqvzqx5RPP/88649B39KzacGQFLGfPiIC5GlC2b6uypEpgNEF/D69eu7x0mZuvPw6bw6v+oRJcAIkOJS86kBkBQ9vnr9ntrucVYcZDpA1BtKDdrpbvMoi86veqg+ZSFAikvNpwZA0tSQrgb1X6eN8ndlnN/+ERooUQJEU6yre6x6NcWB6qH6qF6lIUCKC/uUAEiJD/59ovX515HqZ+rvyqjQwPBFCRAtEKVxGanuqhtK9VB9VK/SECDFpeZTAyDIvOlfW9frNrFJI3v6u9Jq1Yql9u2nnWzZkrnu75kKkC+//NJ1hU3VIMFUUX1UL9UvEQKkuNR8agAEG/7adfZa651s1fIl/q60mDyql/W6cxfrccuW9vuMddN7ZCpALr/8cje9SBypXqpfIgRIcan51AAItmzxb/byLVvZF++18Xel1Jwf/2d9Hz/G3fF82vMaW7Zozvp9mQgQzY6rcRSaoyqOVC/VL9EsvgRIcan51AAol/GD2tv1p1e1GdOn+bvK7Y+Fs+2Tl690DfbvP3W8zf05+uC5ZJUWIJpiXYtHJTsxYqaoXqqf6lkSAqQ4AgSIgVWrVlrdg/e3888/398VbM2qFTZ2wL+sx02b2+t3724//K+3XyTlSgsQrdNx2GGH+ZtjRfVTPUtCgBRHgAAxMWDAADePVCrmWZr21Xv2Rtu9rPuN1W10v4ds9cqyF25KhdICRGtlJLo4x4Xqp3qWhAApjgABYkQzvR5yyCFuJtgQUyd9Y+88cYpr0xjS/R+25PfpfpG0Ki1AtG5G586d/c2xovqpniUhQIojQIAY0QJGlStXTvpCq4WbWrZsaTWqVbL7m9e32T/81y+SEYkCRDPa6u4qbt13faqf6umv/yEESHEECBAzmvVV60/Mnz/f31WMFm7Sha1w4aYePXpU6AC9RAEyffp0d2EeNariR92XRvVTPVVfHwFSHAECxIy+/W633XZufe/SaB3wOnXquIWb7r77blu0aJFfJOMSBYjurHRhHjdunL8rVlQ/1bOkpWwJkOIIECCGunXr5uZnmjBhgr/LpkyZYuecc4670P3973+PvHBTJiQKEO5AchMBAsSQGtEPPfTQDeZn0h3GnXfe6dpIDjzwQBs8eHCRV8RDogChDSQ3ESBATA0bNszNz9SvXz976aWX3OJH22yzjRsxHddV8RIFiNALK/cQIECMHX300W50dKVKlezGG2+033//3S8SK6UFCONAcg8BAsSQnsFfeuml7nGKfu644w6/SCyVFiCMRM89BAgQI3/88Yc9+OCDttlmm9nee+9t77//vt1333225ZZb2pw5f05+GFelBQhzYeUeAgSIiTfffNN22203t8TqE088sX6dbs0Ou8suu1jz5s29V8RPaQHCbLy5hwABKtiYMWPsuOOOc99+r7rqKvv111/9ItarVy/bZJNNbOzY9M2kmwqlBYiwHkhuIUCACqKguPrqq11wHHvssaWuhqfR5WpQP/744/1dsVJWgLAiYW4hQIAM09TtTz75pG2xxRa266672uuvv+4XKdH//vc/FzZvvfWWvys2ygoQYU303EGAABn009cfWLur97Y9dtzMHnjgAddonowrr7zSdt99d1u2LDPTsycrSoCMHz/ejbLv2rWrv6tCqB6qj+pVGgKkOAIEyID5syZY/w6N3DTrg7tdYr/N/tkvEsmsWbNcQ+/DDz/s74qFKAEirVu3dp0FJk+e7O/KKJ1f9VB9ykKAFEeAAGm0fOnv9nnvm63b9ZvaO48cbrMmD/eLJO1f//qXVa9e3X755Rd/V4WLGiDqYVa/fn2rW7euLV682N+dETqvzq96FPZ4Kw0BUhwBAqTB2jWr7dtPO9krt25rr95ey77/rLutXRu2SJRPF7s999zT/vGPf/i7KlzUAJFp06a56VkaNmwY6QKeSjqfzqvzqx5RECDFESBAis34foi99eBB1q1FZRv5TmtbsWyhX6Tc3nvvPddr6L//rZiFoxJJJkBE3ZI1SFIX80zdieg8Op/Om0y3aAKkOAIEiEjtF/5PUYt+m2r/6XSe2z7g+bNs4a/pfb5/yimn2BFHHBGb3kwjRoxwj9bURlNad1jfV1995e4E9Dgp3W0iOr7Oo/PpvFHpcaF6alWrVs3fldcIECAiPzCK+vGrvvZiiyr2f/cfYNO/y8wYB/Ua0iSLL7/8sr8ro2bMmGFNmzZ1d0S6OGtN98JBkbNnz/aLl+jHH3+0evXquQZt9YpKdSjqeDqujq/z6HxRqLfbQw895IJxjz32sOeee84vktcS/0YA2EBpATLvl3E24bMXbc2aVf6utLrhhhvcY5VMPf4pavny5dauXTurUaOGa5N599131+/r3bv3+mlZHn/88UhtHCtXrnS9odSlVt/2UzXYUMfR8XRcHV/nieL//u//XJdp/RvUcSHKvyHfJP6NALCB0gKkosybN8+th37XXXf5u9JKgxlr167tHlc9+uijJV5c9e1dE0Pq2/tee+2VcJJC3zfffGOnnXaam4VY04tojqpkJ2BUeb1Or9dxdDwdNwq1i2jEv+6iNO5GXadRsvj9RgAx5bd/xCVQ9FhF66JnYmlbtRuccMIJ7nHVFVdcYTNnzvSLFKOp6dWwrgu52m2+/fZbv0iJRo8e7c6hOxydT2GgdeI7duzo1oMfOnSo60GlP/V3bdd+lVN5vU6v13Gi0GzH11xzjZtz7JhjjnEj/1G6ePwGAFkgLoHhW7VqldWpU8etj54u+kZ/7bXXuovrUUcdZV988YVfpEyff/65G3OhdpuWLVu6u6coNDuu7l60ToceRWnFwMJ1Uor+aLv2q5zKJ5pV16dHWv/+979dryzNeqyJKxFNPH8jgBiKa4BI4VreqV4nXRfXZ555xl1cd955Z+vZs6dfJClqzO7Ro8f65XnVNVYBmKz58+e7u4/CH/09RP/+/W3fffd1vau07krU0ME68f2NAGImzgEiZ599th100EEpWy/9o48+sv3228+qVq1q9957ry1ZssQvEmzRokWu3UaP3nT3pEdQmfT999+vb2e56KKLIvfKwobi/RsBxEjcA0RjHHRBLu+CTRMnTrQzzjjDXVwvvPDCtF5cp0yZYueee647l/7U39NJdyq33HKL65F16KGH2rBhw/wiSEK8fyMAJEXdVLfddlv7/fff/V1lWrBggd16663u4qrxHJ9++qlfJG10B3LggQe6ANSdie5QUkl3ZV26dHH/b7bbbjt78UV1uU7N1DL5jAABcoguvGpfuOmmm/xdCelCqkF2NWvWdD/674q4uKotRHdPahvRv0FtJakYUKheWhrcWLlyZbv99ttdUCI1CBAgx7z00kvuLiJKd1ndZehuQ+V19xGHi6t6Z6mXlnprqdeWem+FUOP6+eef7x6PNW7c2CZNmuQXQTklHSCHH97F3+Qk2i7ad/nlffzNpb4GQBjdPWgsxKmnnurvWk/tGhdccIG7uKq9Q+0ecaMA1LgR1VHjSDSeJAo19rdt29Y1/u+///42YMAAvwhSJGMB0rJlfxs4cMMGstJeAyDcZ5995gbTvf/++xts18VVPap0cVUPK/W0ijuN6dBIdo1o18j20lZjfPXVV22nnXZyY0Lat28f1EUY0WUsQKZMmWd///ubtnLln89WS3sNgPK55JJLbO+9914/zYjGcGgsh8Z0aGxH1Dmh4kD/Bs2ppXmpNMeW5toqauTIkXbkkUe6gY7XXXedzZ07d4P9SI+MBYi0a/ep9eo1rth2AKn3888/22abbeYa1DV6XBdXjSZPdl6pONHsvprlV/NUNWjQwAYOHGjNmjVzd1snnniijRv35/UF6RcUIIl+EincN2/eH9a4cS9btGjdN6LSXpNN/vjjD7v//vvdh1rPavn2kz0035Gm6dY326iT/WULzVOl2WTVhnD00Ucntf5F3Gm9Ec1XpX+bph955513/CLIgKAAKUmi7VJ0X/fuY6x9+xHFtmerN998c/201QqPwuevHTp04PlrjGmGVc20qtDXxVW9dJKd7C+u9LhHM+RqptzC6cj/+c9/+sVygto89AUOFSPjAbJ8+SrXFjJz5uJSXxN3Y8aMseOOO279wjm//vqr2651Gdq0abO+B4husREfurhqbQddVHVx1ZoPhUIn+4sTrcmhOyrNRKu1OrRmh77k6HMadVZaIKqUB0jh46xGjXra22+v+ybnv6Z//0kFF9nB67drrNDgwVMLLr7rHm3FmYLi6quvdr+Qxx57bMJfyqlTp1qTJk3ogx4jWke8sDePVpkrqTdPqib7yzStTnjSSSe5tgCtDqhVAovSlx39AKmU8gARBcLo0TOtQYMexfYV7m/WrM/67borUeCccsor1qfPBFuzpvyjT1NNPVaefPJJ22KLLWzXXXe1119/3S9SIo2CPfjgg9ePgl24cKFfBGmmhYT0aEoX13/84x9ufeuyVPRkf1Gpva1FixburklTmWtd8pLoi46+9OhuBEiVpAMkqhEjptv11/fzNyeku4+nnx5R8EvQzS699B0XQHHxwQcfuO6Q6tHywAMPJP3MVfPwdO7cmXl4MkyPoLTkqy6uRxxxhP33v//1i5Sp6GR/55xzTton+4tKd0XPPvusW41wxx13tFdeeaXMaT9056wvP8l+foFE0hIgn332U8Ev3RsFt9HJT4j244/z7aabPnJ3J3fd9bFrK6koEyZMKLgzauQuHupTr26R5VF0JtDDDjuMmUDTRBdXrdKni6vWC3/55ZfLvLiWJd2T/SVDa3+ofU11UXtb1PXQ9fhVbT/6EgSkQsoD5M03x9uZZ/ayH35IfjbQoj7//Gc777zedvTR3a1Tp//ZsmWZew6tmUy1qpku9JoSYvjw4X6RclEwFa5FcPHFF9tPP/3kF0Ggjz/+2D1y0sX17rvvTumFXneS6ZjsLypN137WWWe5z815553n2tmSpcewupMu75chQFIeIIWN6IU/K1aEL26zatUaN/DwhBN62Omnv2YffjjZL5JSukB06tTJPWqqVauWde/ePa2PmrQa2j777ONWQ9M4ElZDC6dHS3rEpIurlnZN5/rg+oJx4403ukdj9erVC57sLyq1m91xxx2uHU3taUOGDPGLRKZeaHocqzvqOPHXmo/72itYJyvepfnzl9kjjwyz+vW72pVXvmfjxkWbVC0Z+qXUam76JdWaCplq7C5cj1mN86zHnDzdYdx5553ufdMjplQv6VoajRdp2LBh0pP9RaUvL/oSoy8z+lKjLzepWG1QbXrqUKD5suKCwMhOWfWuTZw415o3/8B22KGhXXHFFW4wWHnpMYAeB+gioMcDekyQrFSszzxnzhy75ppr3HQTGmGrEdJITI+ONG15YXdbPVoKubim4r1LZrK/qPTYVI9P9RhVj1ND6lUate3p+Om8w04GAZKdsvJde+edvm4QmEbaPvbYY+sni0uGGh7vuece96z8gAMOcA2TUegxky4Y+qVWt0mNOlf4+D/arv0qp/JRH0+NHTvWzfGjLpcaKa25f7AhfXPWoyM9QtKjpKir76XzvfMn+wvtLqv2MD1eUj10kVd7WTro7knhpDucOCBAslPWvmv6lvfwww+7Ebd77rmn9elTfL2Rkuibq7o8quujeumoK2SUgWLqR6+7Hp1Pt//69taqVSvr2LGj66Gj8R76Bqs/9Xdt136VU3m9Tq9PNPDQp9lGC6eh0MjpkJDMNWr4vfTSS93FVY+OvvvuO79IiTL53vmT/WnGgigK51NTA7faxfr1i94FPpQmWdTjsVR2NAjlt38QKNkh698lDQrTyFv9op988sluRG4iGmSlb5b65qrBV1GmqtAgtMIeU7qg6FFJsrOZqrxep9frODqejlsWhaRGTOvRiB6R5Npkf1Hp4qpHQ7q4qgHYX+MikYp87zTZn2Yq0CNJjb/QI8pENChV4zPUDvbUU09lbJp13bmpbUVtfhWNwMhOOfOuKRw0WKykcEgmZArpl1i/WLrNV+hEfcRVFh1Hx9NxdfwoFws1zmoEtS5guTDZXzKKTlb5xBNPRLoTi9N7V1o4JBMy6aK7LT3GDWn7K6/5s/58PEeAZKecetf8x1NPP/20++aa7GMuLfepZ+y6aHXt2jXlff11PB1Xx9d5dL4oNJI62yf7i6roZJWaSbZwssqyxPG98x9Pvfbaa0GPudJBHQ/U+/Dss8/2d6XN/JnfWf9nGlrXaze2hb+uCy4CJDvl5LtW2ECuOw59u0umoV1rJqhnT926ddP+rUzH13l0vqhrNRRO9qdV5XQRy0VffPGFu9vSCnNR2h0Kxf29UwO5Bo7q36b3L7ShPdXU9Vl1StWdWiLLl/5un79xo3W7rpK9+0g9mz3lz/EzBEh2yul3TY8HLrjgAn9zQuoBpV9sNdBGnR6ivHQenU/n1fmjUihq3EguUmjogpbMSOtseu90R6xHR3GiwZcawR+lQ0my1q5Zbd8OfcFeabWN9bx9e/v+85fWzaiKrJfTAXLGGWdEXkhHvXD0bVIXhKh3K6mi8+m8Or/qEYWep9euXdvfnBOSDZBse+8UOHHpPltII/fVFqI5xFJpxoTB9tYDB1q3FpVt1Dt32splFd/jC6lDgNi6i4DaFvRIIlPfXn06r86vekS5CBIg62TjexfHABHNHaa2w1Qsybzwtx9sYMdz3aOpgS+cYwvnxGMWY6QWAVJAPWrUnpDu5+Zl0flVjyjdKgmQdbLxvYtrgCgI1QFFU+CH+mPpIhvV5257sUUV+78H6tgvE+K5jgpSI+8DRF161S1TPWviQPVQfcrqakyAZO97F9cAEU19r15+Zf0bfIWdOw4/YAe795Kt7Zuhz9uaNalvT0G85H2AnH766a5vf6q7e4ZSPVQf1as0BEj2vndxDhD9GzSeSuOlovK7ly9akLvdy7GhvA4QDeRSV990d19Mluqjeql+ieR7gGTzexfnABENytW/QWvIl8Yf4BplhD5yS14HyOWXX+6mqIgj1Uv1SyTfAySb37u4B4goGDT4dvny5f6uYlPslBU0yF15GyCaYVWz+WqeozhSvVS/RDPB5nOAZPt7lw0Boul/NF5FE3kWxSSfKCpvA0QTE2oqiWQn18sU1Uv1SzSBYj4HSLa/d9kQIKLZrhWEWneHZQZQkrwNEK31cNhhh/mbY0X1Uz1Lks8Bku3vXbYEiB5V7bTTTlazZk0WOkOJ8jZANM9Sol/wuFD9VM+S5HOAZPt7lw0BUrjUskan673Q3Qjgy9sA0apznTt39jfHiuqnepYknwMk29+7uAdI//793azB1apVc7MIa1bko48+OjbdpREfeRkgCxYsyMjso+Wl+qmeqq8vXwMkF967uAbI999/v34BrosuusjNHiyabViPsHr16uW9AvkuLwNE/df1SzJq1Ch/V6yofqqn6uvL1wDJhfcubgEyf/58u+WWW9woerXdDBs2zC9izZs3t5133jlhzzLkp7wMkIkTJ7pf7nHjxvm7YkX1Uz1VX1++BkguvHdxCRAtJqVHbVrWdrvttrMXX3zR1qxZ4xdztFqi6n3vvff6u5DH8jJAcuFbbL4GSC68d3EIkKFDh9ohhxxilStXtttvv90WLlzoFylGK3yqXSTKKozID3kZILnwHD1fAyQX3ruKDJBFc6dZ+7bnW6VNNrLGjRvbpEmT/CIJqWfWvvvuaxdeeKG/C3kqLwNEsr0nT74GiGT7e1cRAbJq+RL74r029uINVe2lO/e3kcMH+kUi+fDDD908WZ9++qm/C3kobwMk28cS5HOAZPt7l+kAmTTiVXut9U728i1b2fjBHco9zbpmGz700EMTtpcgf+RtgGT7aOZ8DpBsf+8yFSC/Th1pff51pHW7rpIN73W9LVtS/pUGRd1947QOCypO3gZIts+nlM8Bku3vXboDZOn8GTb0pWbW5dq/2Af/PtHm/ZL6HmutWrVyPbdKauNB/sjbAMn2GV3zOUCy/b1LV4CsXrXcxnz4iL10Yw174549bOqYd/wiKaOxI/Xr1LTXnrvN34U8krcBItm8pkQ+B4hk83sXGiBdmm9U7KfQrMnD7fV7arvwUIgoTNLty4+7WLcWlW3B7OJjXZAf8jpAsnlVu3wPkGx+78oTIIlM/LyHfdrzGlu6YKa/K23Wrl1jbz90iH303Jn+LuSJxJ/IHFBWgEi2rqud7wEi2frepSNAKsrMiZ+4ev38zUf+LuSB+H0iUyhKgIwfPz5WPUpUD9VH9SoNAZK9710uBYh83Pl8633//rZm9Up/F3JcPD+RKRIlQKR169Zuic7Jkyf7uzJK51c9VJ+yECDrZON7V54A8X/iQKPbu99QzcYPau/vQo6LxycwTaIGiNZ1rl+/vtWtW9cWL17s784InVfnVz2irDNNgKyTje9deQIkrv73Xls3UHHZ4nh2rUZ6xPcTmQJRA0SmTZtm22+/vTVs2DDSRSCVdD6dV+dXPaIgQP6Ube9dLgaIpkrRaPfhr13n70IOi+8nMgUaNWpkV1xxhb85obFjx7pfbl0QMvVtVufR+XRenT+qxx9/3HbZZRd/c05INkAkm967LbbYIucCRCaN7Gldr9vE5k3/2t+FHBXvT2Q57bHHHla9enV75ZVXIvfU0epr+japRxLpfq6u4+s8Op/OG9XAgQPdRUsX2bZt29qSJUv8IllL62do+VT923QHGfVbvcT9vdPgO43gVjffNm3a+LvLFPcAKfgls/f+dZT1e/pkfw9yVMw/keUzY8YMu+6666xSpUque+WIESP8IiXSegf16tVzjaLqWRM1fKLS8XRcHV/nibq+gqbe1hTcuried955duedd7oZX3faaSd79dVX/eJZRVNi3HbbbW59Cq1T8dBDD9l+++1nVatWdYsYRQ3JOL53WripS5cuVrNmTffz7LPP5uxEhHN/HmuDu1/mb0aOyukAKaRulSeffLL75te0aVP75Zdf/CLFaO0D9ahRt0yFT6oGrOk4Op6Oq+PrPGXRYj933HGHu7gefPDBbjGgQnPnznUhqTWrNfvryJEj/3xhFtCFtFu3busvrrrQ6oIr+n/zzDPPuLstLafas2dP79Uli9N798knn6xfuEkBydxRyCV5ESCF+vTpY3vuuafVqFHDHn74YVu+vOzpHr755hs77bTT3Ld+TVGheY6SncRP5fU6vV7H0fF03LLo4qplRjVpnZYd1RoThRdXn5ZQPfHEE11INmvWzN19xZ3WlNC04Log69GOHvGURP//rr32WheSRx11lH3xxRd+kRJV5HunR28XXHCBe82ZZ55Z4tK2uc7vchz7R3BIWt69o+o189hjj7nJ7nbffXd76623/CIlUsOuGuQVPrpI64Kii17Hjh1t0KBB7q5AFw39qb9ru/arnMrrdXq9jhPF8OHD3ZTgurjecsstCS+uvnfeece1/eh8jzzySKSQzDQ99tGqdrq4atS2pgeP4uuvv7YTTjjB/f/U/8uZM6NN25HJ906P2tQupUdvegQ3YMAAv0jeIDByX96+w7NmzXIXBU27rYtS1IZQzbCqabq11oMeZ6gNQhdC/0fbtV/lVD7RzKy+n376yS6++OL133YnTJjgFymTQkPhoQufwkShEgfLC/4f3HfffW5dbS2NqtXtQij01YVZXwIeffTRyF130/3e6RGb2qP0+vbt29uqVeVbuCnbESC5L+/fYT0OUa8fPR5p3rx50o84RHcH+gZb+BP1bqEoXaTuv/9+d3HdZ599rF+/fn6RpOkbumaFbVLwLXrhiSfqOZdfJHNee83e33ln23XLLe3pp5+O1H5QGoVku3bt1ofku+++6xeJJBXv3ahRo9yjNX2G1B4V8hnKRQRI7uMd/v9eK7jAqaFWDbapuMAlo1evXm5Mh8YHaIBgqs89r+ACZ1peteACV3CFU8u7XyR91F5RENDu3AUBvTjFF1e19ahjhB41nXTSSWXOQ5VKhQGtc6v9SY/Y8Ce//YNAyT28o0Xo+bW6jOr5tR6xfPRRemcY1ZTfxxxzjPvmevXVV9ucOXP8Iqmlrr477WS21VZm7dubpfMRy6xZZhrEufHGZscfr0EafomUUhdtPXZSl+0WLVq43mnporsfPTrTIzQ9Snv77bf9IjDuQPIB73AJijbyajBbqnvQzJ4926666irX/tKgQYOkRjGXm8ZTtG1rBSlptt9+Zqlu5FV7xGOPWcHV1Wz33dVg4ZdIG43R0KDRHXfc0bbeems33iLV7RB6VFbYSUGP0OLYSSEuCJDcxztcCnUz1Whj9YS69dZby92HX429moJEg9B222036927t18kczTC+/zzCz4BBR+BM8/UEHC/RPL69DHbc0+z6tXNHn7YbNkyv0RGaIoRjfSuUqWK7b///ikZB6Ju0npElk3dpCsaAZL7eIfL4A900yjkkFHE6s2z1157ualVNMp6WQVdXIv55BOzQw4xq1zZ7LbbzBYt8kuU7dtvzU4+2QqurmZNm5pFGKiZCZpLq0mTJu5O8qyzzgqa3kSPwq6//nr3aCwbB2pWJAIk9/EOR6S7D92FaESx7ko0wjiKbwsurqeccoq7iF122WU2ffp0v0jF0+DELl3Mtt3WrF27DfepN1idOusCRn+W1Dvs0EPNjjhCDRH+nlgYMmSIG8Gv904j+jWyvyx69NWhQwfXJVePxDRVTKqnRQGyHQGSJLWHqF1EgaCRxur6WZJ58+ZZy5Yt3TdXrRPx+eef+0XiR8/zi/YAU8N3wV2Xvf++5lMx++CDdX/3extlaPbb8tAI/k6dOrkR/bVq1XKz4Sa6k9RklXr0pUdgehSWqdl9gWxDgARSD62SJvvTN9fnn3/ettlmGzdTa48ePbL3m+uFF5q98MKG2wr+bXbRRRtuyyIa56EBgmrX0kh/jfgvVHSySj36SmY6eSAfESDl4E/2d88991idOnXcN9e77rrLFoW0J8SJelH9/POG2/T3HFjISiP8tV6MwuL88893c22VNFklgMQIkBTQyONrrrnGXYy0wNCUKVP8ItmpIAjdY62i9Hd1Ac4RGvGvzhEK/dImqwRQHAGSQiHTYMRaDt+BFKXQyPq7RaACECBI7IILSm4DUdsIgLxHgCCxMWPW9bpS7yv1wlIXXv09kyPnAcQWAYLS9e1rdsABZptuuu5PdekFACNAAACBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABPl/5ENVOjSm2ZcAAAAASUVORK5CYII=)
PN: 4756-3-22
CAS: 69563-88-8
Molecule Weight: 518.459
Formula: C27H20F6N2O2
Melting Point: 245-248 ℃
TSCA: Not listed on TSCA inventory
HTN: 2922.19.6000