| Product Number | 2615-3-Z0 |
| Synonyms | 4'-Fluoro-2-formyldiphenyl ether |
| CAS | 320423-61-8 |
| MDL Number | MFCD01568770 |
| Molecular Formula | C13H9FO2 |
| Molecular Weight | 216.211 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2615-3-Z0
CAS: 320423-61-8
Molecule Weight: 216.211
Formula: C13H9FO2
PN: 2615-3-88
CAS: 289717-89-1
Molecule Weight: 234.202
Formula: C13H8F2O2
PN: 2615-3-1D
CAS: 82097-82-3
Molecule Weight: 216.211
Formula: C13H9FO2
PN: 2615-3-83
CAS: 887267-45-0
Molecule Weight: 216.211
Formula: C13H9FO2
PN: 2615-1-0A
CAS: 19434-35-6
Molecule Weight: 212.248
Formula: C14H12O2
PN: 2615-3-87
CAS: 886361-01-9
Molecule Weight: 234.202
Formula: C13H8F2O2
![[2-(4-Fluorophenoxy)phenyl]methanol](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACJwAAAicAGtk9ioAAACL3pUWHRtb2xTb3VyY2UAAHichZVZb+IwEID/ysjPi4+cgAgValVppVYrbVtp31YmMTQSiSsnXP9+xwkBTNmEa5yZ+XzMYWYPh2IDO2WqXJcJEZQTUGWqs7xcJ+Tj/Xk0Jg/zWYpO6FhWCfms668pY/v9nqafqpAHXdJUF6S1Tw9V7vjsfarNmnmcC/bn9eWtYUZ5WdWyTBVSVT6tGuWLTmXd7OI/S7BCml1estadFWbXzvbX4/bD6aHKyOUsj2hbIAqrfKNgpU0ha9h5nOKH/4C1KpWRtcpgeUS1TwM8+3z2+qTTbaHKGod2hjyVm7fabFNUFHqj0i1OhoOfTwkpBAKy1sXCGHkEO7JqKUB6IH2QAcgQZAQyBjkGOQEpOH7RLtBBoIdAF4E+IsK4b5Rd+P34pRLyCx6d9+X52f5i4LyEhNT3gxhw5xwnPomT0rV5NIrioBMCbX7cCQwHvjrh2hyOwBEXPfmNOI1jKz3qCyt9ysdWBjTyrMQNTK6fO3vnf+LPy4YBt/tsjD4dhxdl64KxZudgz2dLXWZXQ8izhCwFabLwW60q75QIAtpkymBt2wms6zXguYBNWz/gu4BN8hlY3AMCF7Al0Q+ELmALqB+IXMCWWz8Qu4Atzn5g/O3QA8DEBWzt94dVcJdoWmUAuU1201r9+xI3+W5bcYC5SXnbugPMTdbbVh84T3iHGagVcZP77irpZeI7cbvLsKseY93lh8NvFyO7ujUZ/lfM/wFyitadeClIkgAAS91JREFUeF7t3QmYFMXB/3E5BeXyABVEQVEMIuCBYhCPiImYBF8E4gFBDi8iJgF5JSoqeAUPxKgYBAVEBKKvGg3eJ3iA8UARQQTxQAQEFRQRQaz//mb/s8xU9yy73T093T3fz/PU8yjb1dNTtVu/me6u6h0MAAAe7GD/AwAAFUGAAAA8IUAAAJ4QIAAATwgQAIAnBAgAwBMCBADgCQECAPCEAAEAeEKAAAA8IUAAAJ4QIAAATwgQAIAnBAgAwBMCBADgCQECAPCEAAEAeEKAAAA8IUAAAJ4QIAAATwgQAIAnBAgAwBMCBADgCQECAPCEAAEAeEKAAAA8IUAAAJ4QIAAATwgQAIAnBAgAwBMCBADgCQECAPCEAAEAeEKAAAA8IUAi6K7zdvBUACBMjDoRZAdDRQsAhIlRJ4LsYKhoAYAwMepEEKEAIA4YoSKIAAEQB4xQEUSAAIgDRqgIIkAAxAEjVAQRIADigBEqgggQAHHACBVBBAiAOGCEiqDMAKloAYCwMfJEkB0OFSkAEDZGngiyw6EiBQDCxsgTQQQDgDhghIogAgRAHDBCRRABAiAOGKEiiAABEAeMUBFEgACIA0aoCCJAAMQBI1QEESAA4oARKoIIEABxwAgVQQQIgDhghIogAgRAHDBCRRABAiAOGKEiiAABEAeMUAAATwgQAIAnBAgAwBMCBADgCQECAPCEAAEAeEKAAAA8IUAAAJ4QIAAATwiQmPhpyyYzc0zn1Oz0Fyf3tX8MAKEjQGLik3cfy1ri5OsVC+xNACBUBEhMLJk7NStAVi191d4EAEJFgMQEAQIgagiQmCBAAEQNARITBAiAqCFAYoIAARA1BEhMECAAooYAiQkCBEDUECAxQYAAiBoCJCYIEABRQ4DEBAECIGoIkJggQABEDQESEwQIgKghQGKCAAEQNQRITBAgAKKGAIkJAgRA1BAgMUGAAIgaAiQmCBAAUUOAxAQBAiBqCJCYIEAARA0BEhMECICoIUBiggABEDUESEwQIACihgCJCQIEQNQQIDFBgACIGgIkJggQAFFDgMQEAQIgagiQmCBAAEQNARITBAiAqCFAYoIAARA1BEhMvDt7qrmyxw5l5bMPCBAAhUWAxMTLT001fzh6h7KyeD4BAqCwCJCYmPnIVNNmnx3Kyrw3CRAAhUWAxMS0+6eaGtV3KCuvvUaAACgsAiQmpk6danbYYYey8uqrBAiAwiJAYoIAARA1BEhMECAAooYAiQkCBEDUECAxQYAAiBoCJCYIEABRQ4DEBAECIGoIkJggQABEDQESEwQIgKghQGKCAAEQNQRITBAgAKKGAIkJAgRA1BAgMUGAAIgaAiQmCBAAUUOAxAQBAiBqCJCYIEAARA0BEhMECICoIUBiggABEDUESEwQIACihgCJCQIEQNQQIDFBgACIGgIkJggQAFFDgMQEAQIgagiQmCBAAEQNARITBAiAqCFAYoIAARA1BEhMECAAooYAiQkCBEDUECAxQYAAiBoCJAY+/fRTc+ihh2YFSNeuXc1XX31lbwoAoSFAIuz77783V111laldu3ZWeKTLrrvuam677TazZcsWuyoA5B0BElH333+/adq0qSM03EqrVq3MM888Y+8CAPKKAImYN954w3Ts2NEREir77befOe+880zDhg0dP1PRaa0lS5bYuwSAvCBAImLVqlWmX79+pmrVqo5gqFOnjrnuuuvMpk2bUtuuW7fODBkyxNSoUcOxbc2aNc0ll1xi1q9fb70CAASLACmwH3/80YwaNcrUq1fPEQZVqlQxffr0MStWrLCrpSxevNiccsopjnoqe+yxh7nnnnvM1q1b7WoAEAgCpIAeffRR06JFC8fgr9KhQwczd+5cu4qrJ5980hx00EGOfagcfvjh5uWXX7arAIBvBEgBvP/++6Zz586OwV6lSZMmZsqUKXaV7dq8ebMZM2aMadCggWOfKmeeeab57LPP7GoA4BkBEiLN2xg0aJCpXr26Y4CvVauWGT58uNmwYYNdrVLWrFljzj//fFOtWjXHa+y0005mxIgRZuPGjXY1AKg0AiQEmqdxxx13pOZt2IO6So8ePczHH39sV/PlnXfeMccff7zjtVT22WcfM23aNLsKAFQKAZJnzz33nDn44IMdg7hK27ZtzYsvvmhXCdSDDz5omjdv7nhtlWOOOca89dZbdhUAqBACJE+WLl1qTj31VMegrbL77rubcePGmZ9++smulhe6/ffaa69N3Q5sH4tuG+7fv79ZvXq1XQ0AykWABOzbb781w4YNS83HsAdrzdv461//ar755hu7Wih0O/Af//jH1O3B9rHpNuIbb7wxdVsxAFQEARKQn3/+2UycONHsueeejsFZ5eSTTzYffPCBXa0g5syZY4466ijHMaoccMAB5rHHHrOrAIADARIALa1+xBFHOAZjlZYtW5rHH3/crlJwCrx7773XNG7c2HHMKieddJJZuHChXQ0AyhAgPixfvtz06tXLMfiqaD7G6NGjU/Mzouy7774zl19+udlxxx0d70G3G1900UXm66+/tqsBAAHiheZRjBw5MjWvwh50Nf/i3HPPNV9++aVdLdKWLVtmTjvtNMf7Udltt93M2LFjQ7voDyAeCJBKmjFjhtl3330dg6zKcccdZ+bNm2dXiZUXXnjBtGnTxvHeVFq3bm2ef/55uwqAIkWAVNDbb79tOnXq5BhUVZo1a2YeeOABu0ps6ZvGP//5z9TtxvZ7VenWrZv56KOP7GoAigwBsh06FXXOOee4Lg2y8847m6uvvtr88MMPdrVE0LWPv/zlL67LxuuayaWXXpq6bRlAcSJActDF75tvvtnUr1/fMXiq9O7dO3URvRgsWrTI/OY3v3G0gcpee+1lJk+enLqrC0BxIUBczJw50xx44IGOwVKlffv25rXXXrOrFAXaBUAmAiQDn7S3j29mANIIEMO5fi+K+doQgFJFHSDcbeSf7k479thjHW2nkrS70wBkK9oAYb5DsJI+PwaAU9EFCDOu8yeJM/QB5FY0AaI1ny677DLWfApBEtYIA7B9iQ+QuK86q0fdquhag55emC76//TPoqq8VYp1O3AUVykGUHGJDpA4PPdi/fr1Zu7cualbhPUgKl241yNw3R5IVV7R9qqn+tqP9qf9av+FFKfnpAConEQGSJSfvPf999+bp59+OjXIa/KdHilrH2OQRfvX6+j19Lp6/UKI8pMaAXiTqACJ6rO/V65cmTrvr8UY3QbQMIteX8eh49FxhS1Kz4oH4E9iAuTBBx80zZs3dwxKKsccc4x566237Cp5pUl006dPN126dEldpLePKVfRReYjjzwydRFaD3oaMWJEaua3TkmpPPPMM2X/rX/Xz7Wdtlc91bf3mavouHR8Os6wJ/0999xzqVNu9jGptG3bNnWdB0C0xT5A3nnnHXP88cc7BiGVffbZJzU4hkm3CQ8cODB1qsw+HrtoeRQN/HfeeaeZNWtWYN+OtB/tT/vV/vU69mvbRcer49bxh2XLli3mjjvuMLvuuqvjeFR69OgR6ZsEgGIX2wBZs2aNOf/8812X0tA8BH0y17yEsGgdrT59+pT7bUNLfHTv3j0110Tbh0mvp9fV6+s47GNLFx2/3keYx/fVV1+ZQYMGubZdrVq1zPDhw82GDRvsagAKLHYBovkDY8aMyXmq5swzzzSfffaZXS1v5s+fb3r27JnzYrj+vXPnzmbKlCkFu4Bt03HoeHRc5R233pfeX1jef//91DHZx6LSpEmT1DEDiI5YBciTTz5pDjroIMfgonL44Yebl19+2a6SN+vWrUt9anb7BqSidaBGjRplPv/8c7tqpOj4dJw6Xvs9qOj96X3q/Ybl0UcfNS1atHAci0qHDh1StycDKLxYBMjixYvNKaec4hhMVPbYYw9zzz33mK1bt9rV8ua+++7LOa+hZcuWZtKkSbGbaa3j1XHr+O33pKL3q/cdFt1mfcMNN7heS9Lt2TrNptu1ARROpANEn3qHDBniusy6bke95JJLQp0opwlvuS7Ya2FGLSgYZpDlg45f7yPXQpN6/2FO/Fu1apXp16+f66k23a593XXXpW7fBhC+SAaIBrHx48ebhg0bOgYNla5du5olS5bY1fJKt826XXzWAow61qQ9aErvR+9L789+z2oHtUeY3nzzTdOxY0fHsajo9u2HHnrIrgIgzyIXIC+99JJp166dY5BQadWqVWoeRJh090/fvn0dx6LTKJqYuHbtWrtKouj96X26zepXu4R9d9T9999vmjZt6jgWlRNOOMG8++67dhUAeRKZANH9/rrrxx4UVDRP4LbbbkvNGwjTggULUqFlH88hhxySWiiwmOj96n3bbaH2UTuFSXeRXXXVVaZ27dqO49FF/wsuuCDxwQ5EQcEDROsfacJYrmXW//SnP6XmCYRt5syZrqeszjvvvNBnbUeF3rfev90maie1V9g+/fRTc8YZZziOR6Vu3bqp54/E7WYGIE4KHiC5rnOceOKJ5r333rM3D4XO79uT2jQgTZs2zd60KKkd1B6Z7aP2Cvu6SNrs2bPNYYcd5vgdUtHTJQHkR0EDRKek7D/4/fff3zzyyCP2pqHRSr32+X5dk/nwww/tTYua2sO+VqV2U/sVgm68uPvuu02jRo2yjkl38AHIj4IGiO71z/xj1102hVpmXXcd6ZZhO9D0vIqwLxTHhdpF7WO3mdqxUHel6bZufQhJH4tWLACQH5EKED0TolDcwkMLEXIOvXxqH7fH16o9C0W3eaePY++997Z/DCAgBEgJzXi2B8DBgwcX7FN03Kid1F52G6pdC4EAAcJR9AGiC7/2NY9rrrnG3gwVoHbLbEe1ayEurBMgQDiKOkB066l9t5U+ScM7+5uI2jfsW3wJECAcRRsgmvxmz/Po3bs3p618UvupHTPbVe0c5mRDAgQIR1EGiGYy2zPMdTcRF8yDoXa0785Se4f1PBQCBAhHUQaIvbaV5jNwq26w1J72PBG1exgIECAcRRcguqib+ZqaUa3njSB4ald7xnoYF9UJECAcRRUgeo6Ffd1j+vTp9mYIkNo3s73V/vl+nggBAoSjqALEfhiUFgZE/tkLMKof8okAAcJRNAEyderUrNfSInvFuqpu2NTOau/M9ld/5AsBAoSjKAJEj8bNfIa5Ho9abM/zKDS1d+ZjadUf6pd8IECAcBRFgAwaNCjrdQYMGGBvghCo3TP7Qf2SDwQIEI7EB8j8+fNTT6lLv4ae8b1mzRp7M4RA7Z75jHX1i/onaAQIEI7EB4j9mNzx48fbmyBEav/M/lD/BI0AAcKR6ABZtGhR1nn3Nm3asFRJgan91Q/pPlH/qJ+CRIAA4Uh0gPTp0ydr/zNmzLA3QQGoHzL7Rf0UJAIECEdiA2TZsmVZK+22bNky9dhTFJ76Qf2R7hv1k/orKAQIEI7EBsjAgQOz9j1p0iR7ExSQ+iOzf9RfQSFAgHAkMkA2btxo6tevX7bfZs2asdJuxKg/1C/pPlJ/qd+CQIAA4UhkgNjrL40aNcreBBGgfsnsp6DWJSNAgHAkMkC6dOlStk/NNVi+fLm9CSJA/ZI5R0f9FgQCBAhH4gJk5cqVWRfPO3fubG+CCFH/pPtK/ab+84sAAcKRuAAZPXp01j6nTJlib4IIUf9k9pf6zy8CBAhH4gKkU6dOZfurU6cOTxqMOPWP+indZ+o/vwgQIByJChANRjVr1izbX/fu3e1NEEHqp3Sfqf/8hj4BAoQjUQHy1FNPZe1v7Nix9iaIIPVTZr+pH/0gQIBwJCpAhg0blrW/hQsX2psggtRPmf2mfvSDAAHCkagAad++fdm+GjdubP8YEab+Sved+tEPAgQIR2ICZP369VlzCnr16mVvgghTf6X7Tv2o/vSKAAHCkZgAmTNnTta+xo0bZ2+CCFN/Zfaf+tMrAgQIR2ICZPLkyVn7mjVrlr0JIkz9ldl/6k+vCBAgHIkJkL/97W9Z+1q1apW9CSJM/ZXZf+pPrwgQIByJCZBu3bqV7adBgwb2jxED6rd0H6o/vSJAgHAkJkBatWpVtp+jjjrK/jFiQP2W7kP1p1cECBCOxATIjjvuWLafoB+RinBkPoJY/ekVAQKEIxEBogcRZe5n6NCh9iaIAfVbZj96fcAUAQKEIxEBsnr16qz9jBw50t4EMaB+y+xH9asXBAgQjkQEyNKlS7P2c8stt9ibIAbUb5n9qH71ggABwpGIAJk3b17WfiZMmGBvghhQv2X2o/rVCwIECEciAmT27NlZ+5kxY4a9CWJA/ZbZj+pXLwgQIByJCBB7GffHHnvM3gQxoH7L7Eevy7oTIEA4EhEgfANJBr6BAPGSiADhGkgycA0EiJdEBAh3YSUDd2EB8ZKIAGEeSDIwDwSIl0QECDPRk4GZ6EC8JCJAhLWw4o+1sIB4SUyAsBpv/LEaLxAviQkQngcSfzwPBIiXxAQITySMN55ICMRPYgKEZ6LHG89EB+InMQEyZ86crH2NGzfO3gQRpv7K7D/1p1cECBCOxATI+vXrTbVq1cr21atXL3sTRJj6K9136kf1p1cECBCOxASItG/fvmxfjRs3tn+MCFN/pftO/egHAQKEI1EBMmzYsKz9LVy40N4EEaR+yuw39aMfBAgQjkQFiL2s+9ixY+1NEEHqp8x+87qMexoBAoQjUQGyYcMGU7NmzbL9de/e3d4EEaR+SveZ+k/96AcBAoQjUQEinTp1KttfnTp1fA9GyC/1j/op3WfqP78IECAciQuQ0aNHZ+1zypQp9iaIEPVPZn+p//wiQIBwJC5AVq5caapXr162z86dO9ubIELUP+m+Ur+p//wiQIBwJC5ApEuXLmX71JyC5cuX25sgAtQvmXN31G9BIECAcCQyQKZPn56131GjRtmbIALUL5n9pH4LAgEChCORAaIHEdWvX79sv82aNTObN2+2N0MBqT/UL+k+Un95fYCUjQABwpHIAJGBAwdm7XvSpEn2Jigg9Udm/6i/gkKAAOFIbIAsW7Ys62J6y5YtzdatW+3NUADqB/VHum/UT+qvoBAgQDgSGyCS+YhUlRkzZtiboADUD5n9EvQjiAkQIByJDpBFixaZqlWrlu2/TZs25ueff7Y3Q4jU/uqHdJ+of9RPQSJAgHAkOkCkZ8+eWa8xfvx4exOESO2f2R/qn6ARIEA4Eh8g8+fPz5prsNtuu5k1a9bYmyEEane1f7ov1C/qn6ARIEA4Eh8gMmjQoKzXGTBggL0JQqB2z+wH9Us+ECBAOIoiQNatW2f23HPPstfRefdXX33V3gx5pPbOvB6l/lC/5AMBAoSjKAJEpk6dmvVarVu3Nj/88IO9GfJA7az2zmx/9Ue+ECDwTY9U1soIukOw5HfXNGpkTI0axjRsWPr/emT2/ffr06lds3wlv5NlxQu/9QNW0KMIM0Dk+OOPz3q98847z94EeaB2zmx39UM+ESDwrGRMMmPGGLPbbtmDda6y667G3Hxzab2KyKzrhd/6ASvoUYQdIB988IHZeeeds14zqPWX4M5el0ztr37IJwIEnnz9tTHHHusMiYqUjh2N+eore49OmXW88Fs/YAU9irADRCZPnpz1mnXr1jWLFy+2N0MA1K5q38z2VvvnGwGCStOpqFatsgfopk2NGTHCmDlzjFm1Sgu4GbN6tTGvv27M1Vcb06xZ9vYtWxrzzTf2nrNlbu+F3/oBK+hRFCJApG/fvlmv265dO55cGDC1p9o1s53V7mEgQFBpevx15uB82WW6eGdvlW3TJmOuvDK7Xrdu9lbZMrf1wm/9gBX0KAoVIN9//33Jh41WWa998skns2JvQNSOas/M9lV7q93DQICgUrTEUebAPG6cvUX57r47u/60afYW22Ru54Xf+gEr6FEUKkBkwYIFjushvXv3ZqkTn9R+asfMdlU7q73DQoCgUkq+KZcNyv372z+tGM0tS++jbVv7p9ukt1Hxwm/9gBX0KAoZIDJz5sysFXtVBg8ebG+GSlD7Zban2lftHCYCBBWm+WDpAblWLS2XYG9RMaqn+ul9vfKKvUWp9M9VvPBbP2AFPYpCB4joom6VKlWyjuOaa66xN0MFqN0y21HtGsZFcxsBggrTxfD0gOz3Gp3qp/el/bpJ/1zFC7/1A1bQo4hCgMgNN9yQdRwq+iTN6ayKUTvZ3zxU1K6FQICgwk46aduA7Hdyq+qn96X9ukn/XMULv/UDVtCjiEqAyJAhQ7KORaVXr15cWN8OtY/ayW47tWehECCosBYttg3Ifm/n1/ym9L4OOMD+aan0z4MoEVDQo7ADpFOnTgUbsPUp2i1EdDcRt/i6U7vYd1ulw6NQ396+/fbbkr/dA8qOpUGDBvYmwDa77LJtQN7eHI7t0UTC9L40Q91N+udBlAgo6FFs2bLF2IOP/vj/85//2JuG5sYbb3RcE9F8hg8//NDetKipPex5Hmo3tV8hKLD0nPXMRTNVamj9IiCX6tW3Dcgl45Evqp/el/brJv3zIEoEFPwoMp8PkVl+/etfm4ULF9qbh0IXfu27szSjelp593cXEbWDPcNc7VWIC+ailX7bt2/v+B1S0fwTIKdCfgPxwm/9gBX8KL4qafRu3bqZmjVrOv749enxz3/+s/laa9SETLee2vNEVLQwYLGu4qv3bS+MqKJ2CvtWXVm+fLnr9Zf0MfXr1y91mhTIaf/9tw3IQV4D0bUVN+mfq3jht37AonEUJT766CNz2mmnOQYCFX1LufPOO81PP/1kV8srTX6zZ6yrHHLIIUX3PBG9X71vuy3UPmFOEhQF2dVXX+0a8HrK4TnnnGO+/PJLuxrg1LnztgE5yLuwtF836Z+reOG3fsCicRQZXnjhBdeBKj1wP//883aVvNKFYnvtLBWd7+/fv79Zu3atXSVR9P70Pu3rQipql7BvMPjXv/5l9t13X8exqBx77LHm7bfftqsAuWmxxB3+/4Dsdx5IyTfesn2NHGn/tFT65ype+K0fsGgchUXfNPSNI9f1EZ3y0jeWMOn8vtsnXh3j+PHjC3bXUb7o/eh9ufWB2iHs6x3z5s1LBYR9LCoKFAULUGkvv7xtQK5d2/tMdH2QVP30vrRfN+mfq3jht37AonEUOejah66B6FqIPWjsuOOO5tJLLzXfffedXS1v9BwL+6FU6dKmTRszY8YMs3XrVrtarOj49T70fuz3qKL3n+/neWTSqSidktKpKftYFGQ6lVWs16QQkJLf9ZJfqNJS8rvmybnnbtuH9pdLehsVL/zWD1g0jmI7dDeW7sqyBxCVvfbaK/VpOMxvAPfdd5/jdtF0admyZep20kLNZ/FKx6vj1vHb70lF71fvOyw6nptvvtnUr1/fcSwquniui+iAb7q7coeMgXnCBHuL8pX83WTV16Nuc8nczgu/9QMWjaOoIM0PyZwkllmOPPJI89prr9lV8mbdunVm0KBBrp+MVZo1a2ZGjRplPv/8c7tqpOj4dJw6Xvs9qOj96X3q/YZFd3QdeOCBjmNR0e26xXYDA0Jw6qnZg/MVV5Q+76M8usNP1zqqVNlWr2tXe6tsma/hhd/6AYvGUVSCPpnedNNNrp9MdaFXS4mHOWjPnz/f9OzZ01StWtVxPCr6986dO5spU6aE9jyM7dFx6Hh0XOUdt96X3l9YFi1a5DqzXUXfgPQNKcxvmkgAneIeO9aYO+8s/7nlmiqgJwrukDFA77NPaUDoCYS6q09nFXSN5I03jLn2WmOaN8/eXsuXbO+xtpnbe+G3fsCicRQerF692gwYMMB1ANS5ca0MG+a5cQ1+ffr0cUxAtI+re/fuJb/PY1Pbh0mvp9fV67vdDJAuOn69jzCP75tvvkmtg5brWtff/va31BIlQIXpg4Zu9Nhrr20D7tCh9lbZdCFczzZPb1+Z0qFDxS7AZ9bxwm/9gEXjKHx46623Umto2QOPik7LPPDAA3aVvFq2bJkZOHCgqVevnuN47KLrNzqXrzvOZs2alQrFIGg/2p/2q/3rdezXtouOV8et4w+L7rYbN26c2X333R3Ho/I///M/ZunSpXY1oHw6lX3kkc5BvksXe0snfUu56abSmeR2fbeitda06vT2TnelZdb1wm/9gEXjKAIwffr0km+c+xh7EFI57rjjzDvvvGNXySt9+9ExdSn5pS3vW4ldtPifrudo4L/88svNiBEjUheTdaOAyjPPPFP23/p3/VzbaXvVU317n7mKjkvHp+MM89uavPjiiznv9GrdurV57rnn7CpA+XTqunfv7GsS6VK/vin5VGXXyG39+tKL4drfwQcb07ChMVpXreTDjtHyOGedpbtpKr/8SeYxeeG3fsCicRQB2bhxY2pA3WmnnRyDki4GaxmONRX5mhmwlStXmtGjR6e+Kbkt2RJm0evrOHQ8Oq6w6RuOTqPZx6WiOSc6zRb2igOIOX340UPgdt7ZGRxVq5Y+bjagb/fIlqgASfvss89KPiCc5RigVPQJ/ZZbbinYbba6gP3000+bYcOGpe4ocruGE2TR/vU6ej29bqEu5Gu+jr4p6ZqGfYz6JnTRRRel1kUDKkWnqJs1cwaHSskHJcPKBHmVyABJe+WVV8wRRxzhGLBUNN/hiSeesKuEbn3JV+W5c+emTklpkNcs+4NLvjJX9puKtlc91dd+tD/tV/svJN01de+995rGjRs7jlnlpJNOMu+//75dDSjfvHnGHHecMzRU9t3XmBkz7BrIg0QHiGgAmzhxYs6Jf7oGEObM6sr6+OOPU0VrPOm6Qbro/9M/iyoF2FFHHeVoc5UWLVqYRx991K4ClE+noDXru1o1Z3DstFPpbbcbN9q1kCeJD5A03QaqT+Zun+x1+6ie6a3bSeHfihUrUrcCuy3AqLu99Kx0lllHpeiU8+jRpXc92cGhoovan31m10KeFU2ApC1ZssSceuqpjoFNRbeT3nXXXVzE9WjTpk3m2muvNXXq1HG0ra7FaFXfVatW2dWA8ulUsz3JL12OOELnqu0aCEnRBUjas88+m7pmYA90Km3btjUvvfSSXQXl+L//+z/TvHlzR1uqHHPMMebNN9+0qwDl06llzd2wQ0Nlzz2NmTixdMIgCqZoA0T0TPbbb7/d7Lrrro5BT6VHjx6RvsYQBe+++27OFYqbNm3KY4BReTqVPHhw6bwLOzhq1jRm2DCdk7ZroQCKOkDSdPvohRde6Drhr1atWmb48OGhPzgp6jSf5vzzz3ddTLJ27drmqquuKtgtw4gpnTq+667SyXp2cKhowUNWJogUAiSDHs164oknOgZElSZNmoS6nHlUaf7MmDFjzC677OJoI5UzzjjDfPrpp3Y1oHw6Zdy2rTM0VDQT/Nln7RqIAALExb///W+z//77OwZHlQ4dOpjXtTpnEXrqqafMQQcd5GgTlcMOO8y8nOspbEAuOkXco4czNFS0HtUdd+hcs10LEUGA5KDbTPWcDLdFEXV76tlnn22++OILu1oiLV682Pz2t791tIPKHnvsYe6+++7YP4kRIdMp4eHDjalVyxkc1asbc+GF218aHQVHgGyH1ovq16+f65IjdevWNdddd13q9tUk0kOkLr74Yte5M/q3//3f/y34THfEz5YpU4xp0sQZHCqdO+tcsl0FEUWAVNAbb7xhfvnLXzoGUpX99tvPPPTQQ3aV2NK3iQkTJpiGDRs63qvK73//e/Phhx/a1YByLXv9dfNYhw5mgR0aKi1a6NyxXQURR4BU0v3335+6PdUeVFVOOOGEUJ/glw96jsihhx7qeG8qv/jFL1LLyQOVoVO95559tjmxShVzecnv0cySsjYdHPXqGTNqVPlPC0RkESAe6PbUK6+8MnW7qj3I6lZgPZhprZ5uFiOffPKJ+cMf/uB4Pyq64+q2225LzZsBKkqndnWKN70yQfOSclZJub2kvKll1vv10zliuxpihADxQYPu6aef7hhw04PuP/7xj8gPukkMQxSeTunq1G7m71OVknK0AqRjR/O1niuO2CNAAjB79uxyT/voORxRNHXqVLP33ns7jlnlV7/6lXnvvffsKkC5dApXp3Lt3ycVnfp9WE/5Q2IQIAFJX3hu1KiR4w9H5Xe/+11kLjz/97//LfeGgIcfftiuApRL31IvuOCCnCsT6FsuKxMkDwESMN36OnTo0Jy3vupnhbr1Vbck9+3bN+ctyddffz3LrKNSdIr21ltvzbkygU7x6lQvkokAyRN928g1+U7fUsKcfKdQ+Pvf/54KCftYim1SJIKjU7M6RWv/TqnolK5O7SLZCJA8297yH/n+I3vkkUdyLsty9NFHp05nAZWhD0c6JWv/PqmE/eEIhUWAhGB7X/PzsQChLoDnWhhSF85ZGBKVVZHTs9oGxYMACdH2LjQGsQS6lqb/05/+lHNp+iuuuIKl6VEp+jahbxVxuEEE4SJACmB7tzpqtntlbe/hWD179uThWKg0nWLVqVb790klyreoIxwESAG5TbZKl44dO6bW36oIPZ63VatWjn2otGvXjsfzotJ0SrW8SbI6JRv1SbLIPwKkwOzlHjKLbrfVSsCrVq2yq6UsWbLEdO3a1VFPRQshjh8/nouZqJTyVibQqVedgmVlAqQRIBGxYsUK06dPn9RttfYfrp5JomeTpOdoaB7JJZdc4noxs0aNGmbIkCFczESlJX2hUASPAImYuXPnpp56aP8Bq7Ro0cIMGjQo9RAn+2cqp5xySurhT0Bl6AmbOmVq/z6pJO1RBQgWARJRU6ZMST2H3f6DdistW7Y0Tz75pL0LYLu6dOni+H1S0SnVJD8sDcEgQCJMt9sOHz48dfut/Qeu0qBBA3PLLbeYzZs321WB7dL1Mft3ipUJUBkESAzo9ts2bdpk/aHrdNWaNWvsTYEK++GHH7J+p/baa6/U6SygogiQmNDS65l/7K+++qq9CVApdoBcfPHF9iZAuQiQmCBAEDQCBH4RIDFBgCBoBAj8IkBiggBB0AgQ+EWAxAQBgqARIPCLAIkJAgRBI0DgFwESEwQIgkaAwC8CJCYIEASNAIFfBEhMECAIGgECvwiQmCBAEDQCBH4RIDFBgCBoBAj8IkBiggBB0AgQ+EWAxAQBgqARIPCLAIkJAgRBI0DgFwESEwQIgkaAwC8CJCYIEASNAIFfBEhMECAIGgECvwiQmCBAEDQCBH4RIDFBgCBoBAj8IkBiggBB0AgQ+EWAxAQBgqARIPCLAIkJAgRBI0DgFwESEwQIgkaAwC8CJCYIEASNAIFfBEhMECAIGgECvwiQmCBAEDQCBH4RIDFBgCBoBAj8IkBiggBB0AgQ+EWAxMRTJQHSoeSPPF3mEyDwiQCBXwRITLxTEiDDS/7I0+VTAgQ+ESDwiwCJiVUlAfJiyR95uqwjQOATAQK/CJC4KAmQkr/ybYUAgU8ECPwiQOKCAEHACBD4RYDEBQGCgBEg8IsAiQsCBAEjQOAXARIXBAgCRoDALwIkLggQBIwAgV8ESFwQIAgYAQK/CJC4IEAQMAIEfhEgcUGAIGAECPwiQOKCAEHACBD4RYDEBQGCgBEg8IsAiQsCBAEjQOAXARIXBAgCRoDALwIkLggQBIwAgV8ESFwQIAgYAQK/CJC4IEAQMAIEfhEgcUGAIGAECPwiQOKCAEHACBD4RYDEBQGCgBEg8IsAiQsCBAEjQOAXARIXBAgCRoDALwIkLggQBIwAgV8ESFwQIAgYAQK/CJC4IEAQMAIEfhEgcUGAIGAECPwiQOKCAEHACBD4RYDEBQGCgBEg8IsAiQsCBAEjQOAXARIXBAgCRoDALwIkLggQBIwAgV8ESFwQIAgYAQK/CJC4eP31beFRo4YxX3xhbwFUCgECvwiQOBk3zpju3Y156CH7J0ClESDwiwABihQBAr8IEKBIESDwiwABihQBAr8IEKBIESDwiwABihQBAr8IEKBIESDwiwABihQBAr8IEKBIESDwiwCJsvXrjZk+3Zg+fYxp3dqYRo1KZ6E3bFj6/716GXP//casW2fXBLaLAIFfBEgU/fijMWPGGLPbbtuWLymv7LqrMTffXFoPqCACBH4RIFHz9dfGHHusMyQqUjp2NOarr+w9Aq4IEPhFgESJTkW1apUdCk2bGjNihDFz5hizapUxmzcbs3p16eKKV19tTLNm2du3bGnMN9/YewYcCBD4RYBEiRZKzAyDyy7TX7m9VbZNm4y58srset262VsBDgQI/CJAomLGjOwQ0Mq7lXH33dn1p02ztwCyECDwiwCJinbttg3+/fvbP62YAQO27aNtW/unQBYCBH4RIFGgpwumB/5atYxZs8beomJUT/XT+3rlFXsLoAwBAr8IkCjQxfD0oN+3r/3TylH99L60XyAHAgR+ESBRcNJJ2wZ9Pfvcj8xnp2u/QA4ECPwiQKKgRYttg/7ixfZPK+eDD7bt64AD7J8CZQgQ+EWARMEuu2wb9P3O4dBEwvS+NEMdyGHDhg1ZAdJHS+YAlUCAREH16tsG/S1b7J9Wjuqn96X9Ai5efPFF06ZNm6wAqVq1aupbyDrWVkMFESBRwDcQhOTjjz82PXr0yAoOuzRs2NBMmDDBbN261a4OZCFAomD//bcN+kFeA9G1FcCUnq4aPny4qVWrliMwcpVDDz3UzJo1y94VUIYAiYLOnbcN+kHehaX9ouhNmTLFNGnSxBEQKp1Lfkfmz59vbrvttpIvwrs4fq7yhz/8wXzyySf2bgECJBK0WGJ60Pc7D6Rfv237GjnS/imKyNy5c02HDh0cgaDSouTb6b///e+s7deuXWsGDhxoqlev7ti+du3a5oorrjDff/99Vh0UNwIkCl5+edugX/KH6nkmeskAkKqf3pf2i6KzYsWK1B1VVapUcQRBvXr1zKhRo8yP5Tw75r333jO/+tWvHHVV9t5775IvuT6/JSMxCJCoaNNm28B/zjn2Tyvm3HO37UP7Q1HZtGmTue6660ydOnUcA7/usOpX8u10lR4JUEEPP/yw2W+//Rz7UvnlL39p/vvf/9pVUGQIkKjQ6rnpwV9lwgR7i/JNmpRdX4+6RdF46KGHcg72HTt2NG+88YZdpUL0TeX66683devWdexXodS3b1+zcuVKuxqKBAESJaeemh0CV1xR+ryP8uhUhK51VKmyrV7XrvZWSChdAD/hhBMcg7tK06ZNSz5HBPNB4osvvkiFhdtpMYXL3//+93JPiyGZCJAo0eNs9UTBzBDZZ5/SgNATCL/8svSJhLpGok+U115rTPPm2dtr+ZKKPNZ2xYrSayaIJV3wvuCCC0y1atUcA7oueF911VV5ueCt01ZHH3204zVV9t9/f/PII4/YVZBgBEjUaFDXs80zQ6GipUOHil2Av/760u1r1jRm6NDSR+kiFrZs2WJuvfXWnLfcnnHGGebTTz+1qwXuvvvuS11Qt19f5cQTT0xdiEfyESBRpFMBN91UOpPcDgm30qCBMTfcsP3TXWn77Zddv1Gj0icaMvM40p566ilz0EEHOQZslcMOO8zMnj3brpJXmpyoW3vdJifqVuA//elPJV+GK/BtGLFFgETZ+vWlF8N79zbm4IONadjQmBo1jNl9d2NatTLmrLP0UbDyy5+cf74zhFQOPdSYkAchbN+HH35ofvvb3zoGaZVGJeF/d0n4F3LZES2P0rNnT8exqexa8iFIkxT1zQnJQ4AUo59+MubWW7PX4Mosp59uTAinQVA+LWo4dOhQU7NmTcfArH/Tz9brQ0ZEvPTSS6Zdu3aOY1VpVfKB59lnn7WrIOYIkGKm6y0XXGBMtWrOENGExCuvNCYPF2JRPn2b0GKG+nZhD8Qqv/vd71LfSqJIxz5+/PjUgoz2cat07drVLFmyxK6GmCJAoHtBjTnhBGeIqDRtypySEOk6hhYxtAdelV/84hfm6aeftqtEkr49DRkyxNSoUcPxPvTt6ZJLLonUtyd4Q4Bgm4cecl5gTxfdGeZxMhq2T4sVnn766Y7BVkV3XP3jH/+I5XWExYsXm1NOOcXxnlT22GMPc8899xT0+g38IUCQTXdyXXedMXXqOEOkatXSxRqZeRwYzdW48sorU3M37AFWdzJpcUPN+Yi7J5980rRs2dLxHlUOP/xw88orr9hVEAMECNx98YUxZ5+dPcM9XerVM2bUqNLbjeGZZolrtrg9oKpodrlmmSfJ5s2bzZgxY0yDBg0c71flzDPPNJ999pldDRFGgKB8mgGvCYp2iKjogVXWkuDYPq1LpcUI7QFURetZaV2rJFuzZo0577zzXGfR77TTTmbEiBFm48aNdjVEEAGCipkyxZgmTZwhoqIHVy1YYNeARYsOakVcLUJoD5xaT0or6WpF3WLxzjvvmOOPP97RFir77LOPmT59ul0FEUOAoOI2bDBm+HBjatVyhkj16sZceGHF1uEqMlpkUM/g0LM47IFSixOeffbZqcUKi9WDDz5omjdv7mgblWOOOca89dZbdhVEBAGCyvv4Y2N69HCGiIqWX7njDi3aZNcqSnrqnxYZtAdGFT0t8HWdIkTqm9c111yT81kmAwYMMKtXr7arocAIEHj30kvGtG3rDBEVLb1SxDOPFyxYkFpU0B4MVfR8ci1GCKfPP//c/PGPf3RdNl7f4G688UaWjY8QAgT+aFmUu+4qXZ/LDhEVPeNk6VK7VmJp8cALL7zQ9bniWnRw+PDhqUUIUb45c+aYo446ytGGKgcccIB57LHH7CooAAIEwdCCjoMHly72aIXIDzVrmqXDhpkfv/3WrpUYmuR3++23pxYPtAc8lR49eqQWHUTF/fzzz+bee+81jRs3drSnykknnWQWLlxoV0OICBAE64MPjOnSJStAFpaUe0rKxXvuaR6ZODE1MCSJFgk8+OCDHQOcStu2bVOLDMK77777zlx22WVmxx13dLSvvulddNFF5ms9jA2hI0CQH088kXq64tclf+SPl5ThJaVzSdm5pBxxxBGJmHm8dOlSc+qppzoGNZXdd9/d3HXXXeYnneJDIJYtW2ZOO+00R1ur7Lbbbmbs2LG0d8gIEOTP5s1m9ejRZkKDBqZ3yR/5/tYf/VlnnRXLmcfffvutGTZsmOsy61o8cPDgweabyj6jJUQ6laby9ttvmxdffLGs6P/TP4uyF154wRxyyCGOtldp3bq1ef755+0qyBMCBHm3Yc0ac8O555oaOWYejxw5MhYzj3XqbeLEiWbPPfd0vA+VLl26mA90Cq/AtMrt3LlzzeTJk1NB161bt9QpNrfAK69oe9VTfe1H+9N+o7CKrr5p/POf/0x907OPW0XH/NFHH9nVEDACBKGZN2+eOe644xx/7Cr77ruvmTFjhl0lMnTKTafe7ONW0SKBT+iUXYFoQUYt865Bvn379q4z3YMs2r9eR6+n19XrF4quffzlL39xXTZe10wuvfTS1DdG5AcBgtA98MADplmzZo4/eJVOnTqlTqVEhU6x6VSbfZwqWhTwlltuSS0SGDYtizJ69OhUe1X2m0XQRa+v49Dx6LgKYdGiReY3v/mN49hU9tprr9S3p6TdvBEFBAgK4ocffkjNPN55550df/BRmHmsU2pa1E+n2Ozj0yKAWgxQiwKGSW2m9aF0qsxtnkmuoqA78sgjTa9evczll1+eel8333xzalBVeeaZZ8r+W/+un2s7ba96uVbPdSs6Lh2fjlPHG7aZM2eaAw880HFcKnovr732ml0FPhAgKCjNPO7du7frzOP69eubm266KfRP+DqVpsX87ONR0Sk4LQIYJt19pOeCuK2lZRd92tbAf+edd5pZs2YFFsLaj/an/Wr/eh37te2i49Vx6/jDpN8X/d7o98c+Jv2e6fdNv3fwjwBBJOiToT4h2n/wKpp5/J///MeuEjgt2qdTMfbrq+iUm069hUmnZfr06VPutw19g+vevXvqFlZtHya9nl5Xr+/2TTJddPx6H2Efn0LvnHPOcb0mpOO9+uqrC/ItKUkIEESGzlHrNEquT7e//vWv8zIIaaDRKbNcA41OtYU50OhBUj179nQ9HhX9e+fOnc2UKVMKegE7k45Dx6PjKu+49b7CflCWrqlF6YNBkhAgiBzNPNbdM24zj3W3zZ///OdAZh5H7VTHunXrzKBBg1wftJQe7LQsfJjH5IWOT8eZ60YJvT+9T73fMOnUpO72s49HRacmdZcgKocAQWTpPn7dz2//sato5rHmAXideaxTYjo1Zu9XpRAXW7U6b675JbpNeNKkSaFfC/JLx6vjzvUsdL3fsFcl1s0RmneU6+aIc88913z55Zd2NeRAgCDyNLM418xj/btmJleUFt/TqTB7PyqFuN1TEw9zPZWvTZs2qU/NW7dutavFio5f70Pvx36PKnr/YU/AXL58eepmAPtYVHTXmW5JjltgFwIBgljQNw3dAaRvHvYfvIrWSCpv5rFOeenUV3kTznTqLEwKK7eLz3qP48ePDzXIwqD3o/fl1odqB7VH2F599dVyJ4g+/vjjdhVkIEAQK9sLAq3amhkE2wueQix5oeeB9O3b13Esuu7Sv39/s3btWrtKouj96X263bqtdgn7eSnbW6Lm5JNPDv0bUlwQIIil8k5F6fkR+jS7vVNfhVh0T08qbNWqlevx6NNwMdH7desftY/aKWzbWyTzr3/9a6QXySwEAgSxpifT5boY7lb0TUTfSLxefPdDs6TdTllpVnuYtwlHid633r/dJmontVchlLdMv8JFqy2jFAGC2NMzsvWsbLfbcdMlyNt/vdA3IntCYN26dc20adPsTYuS2kHtkdk+aq9CXBdJe+6553I+KCzs1QiiigBBYqQnBNp/7DrVVchHnyrc7PP97dq1Mx9++KG9aVFTe6hdMttJ7ab2KxQ9qviOO+5wfHPkmeylCBAkztFHH132h65bMgtFF2eHDBniCDRdlA37QnFcqF3UPnabqR0LeVea5hxlHo+eiwICBAnUtWvXsj/0vffe2/5xaNzCQ3MPmF9QPrWP2xwNtWehaJkWAsSJAEHiRCFAbrjhBscAqIuvhfwUHSdqJ7WX3YZq10IgQNwRIEicQgeILvza1zy0ICMqT+2W2Y5q10JcWCdA3BEgSJxCBohuPbXvtuK2T3/sbyJq37Bv8SVA3BEgSJxCBYgmv9l362hFX05b+aP2UztmtqvaOczJhgSIOwIEiVOIANHzMOwZ5rqbiAvmwVA72ndnqb3Deh4KAeKOAEHiFCJA7LWtNJ+BW3WDpfa054mo3cNAgLgjQJA4YQeILupmDi6aUb148WJ7MwRA7WrPWA/jojoB4o4AQeKEGSBapdW+7jF9+nR7MwRI7ZvZ3mr/fK+WS4C4I0CQOGEGiP0wKC0MiPyzF2BUP+QTAeKOAEHihBUgU6dOzRpUWrduXbSr6oZN7az2zmx/9Ue+ECDuCBAkThgBsm7duqwHEFWtWrXonudRaGpvtXu6D9Qf6pd8IEDcESBInDACZNCgQVkDilYBRvjs1ZfVL/lAgLgjQJA4+Q6Q+fPnm2rVqpW9hh5StWbNGnszhEDtnvm4YvWL+idoBIg7AgSJk+8A6dmzZ9ZgMn78eHsThEjtn9kf6p+gESDuCBAkTj4DZNGiRVnn3du0acNSJQWm9lc/pPtE/aN+ChIB4o4AQeLkM0D69OmTNZDMmDHD3gQFoH7I7Bf1U5AIEHcECBInXwGybNmyrJV2W7ZsabZu3WpvhgJQP6g/0n2jflJ/BYUAcUeAIHHyFSADBw7MGkQmTZpkb4ICUn9k9o/6KygEiDsCBImTjwDZuHGjqV+/ftl+mzVrxkq7EaP+UL+k+0j9pX4LAgHijgBB4uQjQOz1l0aNGmVvgghQv2T2U1DrkhEg7ggQJE4+AqRLly5l+9Rcg+XLl9ubIALUL5lzdNRvQSBA3BEgSJygA2TlypVZF887d+5sb4IIUf+k+0r9pv7ziwBxR4AgcYIOkNGjR2cNHhpMEF32YK/+88veJwFSigBB4gQdIJ06dSrbX506dXjSYMSpf9RP6T5T//lFgLgjQJA4QQaIBqOaNWuW7a979+72Jogg9VO6z9R/fkOfAHFHgCBxggyQp556KmvgGDt2rL0JIkj9lNlv6kc/CBB3BAgSJ8gAGTZsWNbAsXDhQnsTRJD6KbPf1I9+ECDuCBAkTpAB0r59+7J9NW7c2P4xIkz9le479aMfBIg7AgSJE1SArF+/PmtOQa9evexNEGHqr3TfqR/Vn14RIO4IECROUAEyZ86crEFj3Lhx9iaIMPVXZv+pP70iQNwRIEicoAJk8uTJWYPGrFmz7E0QYeqvzP5Tf3pFgLgjQJA4QQXI3/72t6xBY9WqVfYmiDD1V2b/qT+9IkDcESBInKACpFu3bmX7adCggf1jxID6Ld2H6k+vCBB3BAgSJ6gAadWqVdl+jjrqKPvHiAH1W7oP1Z9eESDuCBAkTlABsuOOO5btJ+hHpCIcmY8gVn96RYC4I0CQOEEEiB5ElDlgDB061N4EMaB+y+xHrw+YIkDcESBInCACZPXq1VkDxsiRI+1NEAPqt8x+VL96QYC4I0CQOEEEyNKlS7MGjFtuucXeBDGgfsvsR/WrFwSIOwIEiRNEgMybNy9rwJgwYYK9CWJA/ZbZj+pXLwgQdwQIEieIAJk9e3bWgDFjxgx7E8SA+i2zH9WvXhAg7ggQJE4QAWIv4/7YY4/ZmyAG1G+Z/eh1WXcCxB0BgsQJIkD4BpIMfAPJLwIEiRNEgHANJBm4BpJfBAgSJ4gA4S6sZOAurPwiQJA4QQQI80CSgXkg+UWAIHGCCBBmoicDM9HziwBB4gQRIMJaWPHHWlj5RYAgcYIKEFbjjT9W480vAgSJE1SA8DyQ+ON5IPlFgCBxggoQnkgYbzyRMP8IECROUAHCM9HjjWei5x8BgsQJKkDmzJmTNWiMGzfO3gQRpv7K7D/1p1cEiDsCBIkTVICsX7/eVKtWrWxfvXr1sjdBhKm/0n2nflR/ekWAuCNAkDhBBYi0b9++bF+NGze2f4wIU3+l+0796AcB4o4AQeIEGSDDhg3LGjgWLlxob4IIUj9l9pv60Q8CxB0BgsQJMkDsZd3Hjh1rb4IIUj9l9pvXZdzTCBB3BAgSJ8gA2bBhg6lZs2bZ/rp3725vgghSP6X7TP2nfvSDAHFHgCBxggwQ6dSpU9n+6tSp43swQn6pf9RP6T5T//lFgLgjQJA4QQfI6NGjswYPDSaILnuwV//5Ze+TAClFgCBxgg6QlStXmurVq5fts3PnzvYmiBD1T7qv1G/qP78IEHcECBIn6ACRLl26lO1TcwqWL19ub4IIUL9kzt1RvwWBAHFHgCBx8hEg06dPzxpARo0aZW+CCFC/ZPaT+i0IBIg7AgSJk48A0YOI6tevX7bfZs2amc2bN9uboYDUH+qXdB+pv7w+QMpGgLgjQJA4+QgQGThwYNYgMmnSJHsTFJD6I7N/1F9BIUDcESBInHwFyLJly7Iuprds2dJs3brV3gwFoH5Qf6T7Rv2k/goKAeKOAEHi5CtAJPMRqSozZsywN0EBqB8y+yXoRxATIO4IECROPgNk0aJFpmrVqmX7b9Omjfn555/tzRAitb/6Id0n6h/1U5AIEHcECBInnwEiPXv2zBpMxo8fb2+CEKn9M/tD/RM0AsQdAYLEyXeAzJ8/P2uuwW677WbWrFljb4YQqN3V/um+UL+of4JGgLgjQJA4+Q4QGTRoUNaAMmDAAHsThEDtntkP6pd8IEDcESBInDACZN26dWbPPfcsex2dd3/11VftzZBHau/M61HqD/VLPhAg7ggQJE4YASJTp07NGlRat25tfvjhB3sz5IHaWe2d2f7qj3whQNwRIEicsAJEjj/++KyB5bzzzrM3QR6onTPbXf2QTwSIOwIEiRNmgHzwwQdm5513zhpcglp/Ce7sdcnU/uqHfCJA3BEgSJwwA0QmT56cNbjUrVvXLF682N4MAVC7qn0z21vtn28EiDsCBIkTdoBI3759swaYdu3a8eTCgKk91a6Z7ax2DwMB4o4AQeIUIkC+//5706pVq6xB5uSTT2bF3oCoHdWeme2r9la7h4EAcUeAIHEKESCyYMECx/WQ3r17s9SJT2o/tWNmu6qd1d5hIUDcESBInEIFiMycOTNrxV6VwYMH25uhEtR+me2p9lU7h4kAcUeAIHEKGSCii7pVqlTJGnCuueYaezNUgNotsx3VrmFcNLcRIO4IECROoQNEbrjhhqwBR0WfpDmdVTFqJ/ubh4ratRAIEHcECBLn97//fdkfeuPGje0fh2bIkCGOAbBXr15cWN8OtY/ayW47tWehECDuCBAkTubdUFor6fbbbzdbtmyxN8s7fYp2CxHdTcQtvu7ULvbdVunwKNS3tw8//NBx+/ALL7xgb1aUCBAkzn777ecYgA4++GDz7LPP2puG4sYbb3RcE9GApIEJ27gN1Go3tV8hrF+/3gwdOtTUrFnT8fv0+OOP25sXJQIEiaPHm2Y+ryOznHrqqWbJkiV2lbzThV/77izNqJ42bZq9aVFSO9gzzNVehbhgruer33333aZRo0aO3x+VAw880K5StAgQJNI333yTughbo0YNxwCgT5TDhg0z3377rV0tr3TrqT1PREULAxbrKr563/bCiCpqp7Bv1ZXZs2ebww47zHE8KgcddJB56qmn7CpFjQBBommRvS5dujgGAxU9P2LixImhnlvX5Dd7xrrKIYccUnTPE9H71fu220LtE+YkQfn000/NGWec4TgWlV122cXceuutBbmOFnUECIrCE088YVq2bOkYHFSOOOII88orr9hV8kYXiu21s1R0vr9///5m7dq1dpVE0fvT+7SvC6moXcK8wUBLoVx11VWmdu3ajmPRadALLrgg8f3hBwGCoqHbQ2+55RbToEEDx2ChctZZZ5nPPvvMrpY3Or/vdkpLz/geP358qN+MwqD3o/eV+QzzdFE7hH294/777zdNmzZ1HIvKCSecYN599127CiwECIrOmjVrUufd3S6077TTTmbEiBFm48aNdrW80Ck2+6FU6dKmTZvUDQG6qBtnOn69D70f+z2q6P3n+3kemd58803TsWNHx3GoNG/e3Dz00EN2FeRAgKBovfPOO+a4445zDCIq++yzT6gPhrrvvvuynrGeWXTqbdKkSbGbgKjj1XHnOnWo96v3HZZVq1aZfv36ZT1HPV3q1KljrrvuOrNp0ya7GspBgKDoPfDAA6ZZs2aOQUWlU6dO5q233rKr5MW6devMoEGDXL8ZqegYR40aZT7//HO7aqTo+HScudpU70/vU+83DD/++GNqCZR69eo5jkXXYfr06WNWrFhhV0MFECCAKb2dVAv3uV2T0CfWAQMGmNWrV9vV8mL+/PmmZ8+erp+U08fTuXPn1PIaYT0PY3t0HDoeHVd5x633pfcXlkcffdS0aNHCcSwqHTp0YEkSnwgQIIM+PevZE253CNWvX9/cdNNNoZ1KWrRoUerTsT0BMbMo8Lp3727Gjh2b2j5Mej29rl7fLXjTRcev9xHm8b3//vupMLOPRaVJkyapsIN/BAjg4rXXXjNHHnmkY/BROeCAA8x//vMfu0reLFu2zAwcOND1FIxd9tprr9RChHfeeaeZNWtWYN+atB/tT/vV/vU69mvbRcer49bxh+Wrr75KnR5zC91atWqZ4cOHh3qbcNIRIEAOuu1Ut5bmGix//etfm4ULF9rV8kan2XRhXxMj3QbIXEW3LSsMNfBffvnlqbvMbr755tR7U3nmmWfK/lv/rp9rO22verlue3YrOi4dn44zzNn1muR3xx13mF133dVxTCo9evQwH3/8sV0NPhEgwHZ899135rLLLjM77rijY2DSUil//vOfzddff21Xy6uVK1ea0aNHpy7yuy32F2bR6+s4dDw6rrA999xzqcUy7eNSadu2rXnxxRftKggIAQJU0EcffWS6devmGKRUNDlOp3d++uknu1re6QL2008/nVrfq3379jkvYgdVtH+9jl5Pr1uoC/lLly5NLY5pH5/K7rvvbsaNG1eQ/igmBAhQSXoWhNsaTir690I/K0LLkOvuIp2S0iCv0NMn9Mp+U9H2qqf62o/2p/1q/4WkRTB1PG7vR98I//rXv6YW00T+ESCAB/pkq28cbstyqJx22mmpbyxRpGsBKm+//Xbq9E666P/TP4siXZPSxMRcEy71IKowZ7SDAAF80bUPXQNxWzZe10x07UTXUOCPVu7Vopd2G6vo+Rw84KkwCBAgALobS3dl2YObiu7i0umfpC2OGIbly5e7Ph9dRXeH6cJ9WPNy4ESAAAHS/BDNE7EHOxXdEjtnzhy7ClxoMcuRI0emFre021FLoZx77rnmyy+/tKshZAQIEDB9ItaMdc1ctwc/zXD/4x//GPn1rApJK/fuu+++jrZT0eKX8+bNs6ugQAgQIE80e1traLndVqulP7T2VpiT7aJOF/GPPfZYR1upaGHGf/3rX3YVFBgBAuSZVvPVRDt7UEwPjFoNuJjpVNQ555zjugqxgvbqq68maCOKAAFCouU99JwRe5BU0akZPZ+kmOhUn5ZOcTvVp6JFLXURHdFFgAAh0sVhrTWV6+KwnpSoJyYm3cyZM1O339ptoKJZ7lrMEtFHgAAFoGev6xns9uCpottT9ez2JN6eqiXdf/Ob3zjeswq3O8cPAQIU0CuvvJJzgpweBfvEE0/YVWJJEy7/8pe/5Jxweemll6aWKEG8ECBAgekT98SJE3Mu0aHl0eO6RIeWfPnnP/+ZWtzQfl8qWmcrqku+YPsIECAitEjhJZdcknORwMGDB8dqkUAtKtmmTRvHe1Fp3bq1ef755+0qiBkCBIiYJUuWmK5duzoGXZWGDRuau+66K9LLlOsJhFpM0j52FS0+qcfgRvn4UXEECBBRzz77rGnVqpVjEFbRg5Jeeuklu0pBadFIPcnQ7cFbelLhRRddFPqDt5BfBAgQYXpU6+23357zUa09e/Ys+PLruoZz7733msaNGzuOT+Wkk04K9dG/CA8BAsTAV199ZS688ELXZ6HXqlXLDB8+3GzYsMGulndaHPKoo45yHJOKFpV87LHH7CpIEAIEiJEFCxaYE0880TFYqzRp0sTcd999dpW8WLFiRWpRSC0OaR9HvXr1zI033mh+/PFHuxoShgABYujf//632X///R2Dt8rRRx9tXn/9dbtKIDZt2mSuvfZaU6dOHcfratHI/v37pxaRRHEgQICY0if8UaNGmbp16zoGc30zOPvss80XX3xhV/PswQcfNM2bN3e8lsoxxxyTWjQSxYUAAWJu5cqVpl+/fq7Lxitcrr/++tQ3B6+0yOPxxx/v2LeKFoecNm2aXQVFggABEuKNN94wv/zlLx2DvMp+++1nHn74YbtKubSo4/nnn++6zLoWg9SikFocEsWLAAESZurUqaZp06aOQV/lV7/6lZk/f75dJYsWcRwzZkxqUUe7vsqZZ56ZWgwSIECABPr+++/NlVdeaWrXru0IAN0KPHDgQLN27Vq7mnnyySfNQQcd5Kijcvjhh5uXX37ZroIiRoAACfbJJ5+Y008/3REGKrvssov5xz/+kZqsuHjxYnPKKac4tlHZY489zD333GO2bt1q7x5FjgABisDs2bPNoYce6ggHFc1yd5ugqEUdtbijFnkE3BAgQJHQN4gJEyaYRo0aOcLCLlrMUYs6AuUhQIAis27dOnPxxRe7LhuvxRufeeYZuwrgigABipSue6Rns2sOyRVXXJG6HgJUFAECFLn33nsvVg+qQnQQIAAATwgQAIAnBAgAwBMCBADgCQECAPCEAAEAeEKAAAA8IUAAAJ4QIAAATwgQAIAnBAgAwBMCBADgCQECAPCEAAEAeEKAAAA8IUAAAJ4QIAAATwgQAIAnBAgAwBMCBADgCQECAPCEAAEAeEKAAAA8IUAAAJ4QIAAATwgQAIAnBAgAwBMCBADgCQECAPCEAAEAeEKAAAA8IUAAAJ78PzLp4rCC1SUTAAAAAElFTkSuQmCC)
PN: 2607-3-4U
CAS: 70764-39-5
Molecule Weight: 218.227
Formula: C13H11FO2
Melting Point: 54-46 ℃
Boiling Point: 120-122 ℃
TSCA: Not listed on TSCA inventory
HTN: 2913.00.4000
