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+Mf/zjH1X9MWbJe++9F43fKDyYnXfeeYl9fmpPueyyy6L2Ff8a9txzT/fmm9X7gbeVuXMXur/+9QW3ySbHuBVX3Ch6r/vtt1+io8mHDBniNtxww/xnrdkchg4dGu6WCToOqCrJv9fNNtvMPf744+FuVaNR7Lvsskv++TWaXZO/pjm0MxkgOksu7CWkTdNqqHFL0z58+umn4V3q3pw5c9wFF1wQfU7+M+vatat75513wl0TMX36dHf00UfnX8uaa3Z0l18+uCHI5oe7ptIjj0xye+89wG2zTW/XocN5bocdfuuefPKpcLdEzJs3r+GzvbwhxFbMf94aKPef//wn3DWVxowZ47p06ZJ/b+3atXM33nijW7hwYbhrIu677z630Ua5EwZt//M//+MefPDBcLdUyGSA6MegP4wuFfVDWG211RqFibr47r777lFjZRYuIyuhwZeq5ltnnXXyn89Pf/pTN2LEiHDXNjFq1KiGg+s+bt11D3I/+9nVbrfd7m74Af6n4SThu3DXVBg/foY77rgHo+DQtuuu/dzAgeOiate2ptA+5phjGv1OzjjjDDdr1qxw11T46KOP3G9/+9toglW9H1UhdevWLapSamvz5893V1xxhVtppZXyn7eOSRNStix35gJEDbz64usPoj+Q6Ezjqaeecqeeeqpbe+21G4WJQmannXZyN910U8W9itLmxRdfdJ06dcp/Fquuuqr761//2mZnZs1RyN1//xj3y1/+I3/gPeyw+9zLL6dnuppPPvnaXXLJSLfttrnX37HjHe7qq593s2fPC3dtc6NHj46WRSj8Xmhmh1r7XjRHVUJXXXVVVEXk38Ouu+7qxo0bF+7a5j744AP3m9/8Jh9yOnapF2laQjtTAaIeV74RVnWNxRp8dZv6d5911lmN6kP91rlz56gxUW0BWVXsS3v66afX/Jf2668XuJtvHtPwN7ojHyTduz/R8H6SaZ+x+Oabb91dd6mXWZ/8a+7WbZh7553a/qwV2v369cuPqdKmubZ0IlbLHnjgAbfxxhvnX7Oqiu6///5wt5qTlpO5UKYC5JBDDok+fFVZ6SBZCp1tqcdLYZ2k3zSYSFcxGtGbBVm5bJ4+/Qt3zjlP5A/IXbrc2XCGPCYKmFry9NPvuf33vzf/Ort2HeieeWZKuFtN+/LLL12PHj0atY0dcMAB7t133w13bVPjx4+Ppi/yr1Hf8Z49e0bf+bSo9erkYjITIBpJ6j/0hx56KCwuicYjXHTRRY0GAPntJz/5STSiVD0p0kgNd4W9bdLccOeNGfOBO/TQIfkD9F57/cMNG/Z2ww8x3DNZkybNcqeeOiz/unT10afP627BgqZXxGkxefLkfM9GbQoULZ+ggGlL6hBz2mmn5autdVV97LHHpno27lrr0NKSTATIxIkT890+VRUTB/VAUXfSLbbYokmY6OB7/vnnR707al0Wuw4W+vbbRW7w4AlRY7Q/YB977INu3LjkB8apPeOqq5532213e/Q61N5x6aUj3cyZ2ZnGQoN0//d//zf/fVKbYt++faOz5ySpakftlupR5V+Lqp9feumlcNfUausu9aVIfYCoC6I/yGvgm/4dN12u66DbsWPHJmGiyQA1Z5GmzE76R9SSLA9eKkbde6+55oWocdofvC+++Bk3Y8ZX4a6xU4jde+/4RiF2/PEPuQkTsjkli3qM3XrrrY16N2677bZRj7kkPPnkk1GNgH9uVfn0798/3C0WusJR+4TGkOgYoLnfdHWg35L+q3/rdpUrvKrRjqhBvYUnskkM6i1V6gNE3Qz1oeoKJIl+65rMTgvMaOoN3wjtNzU46nJaZ2lt1S2z2AI4WZs+oSWTJ3/W8DcYnj+Q77jjXe6OO16NGrOrYfTo6e7ggwfnn09jOzTGox5ojrQzzzwzX32kTWN31B24GjTAcv/9988/l6p4LrzwwqjKJw767SgsevXqFY0ZK7y6KWdTA7he53XXXRfNNRbHgT6paYXKleoA0YhZfxDXQjpJUz/zv/3tb1EXwXCpS/2hNTGgJlVLqrqoXiZwK8W//jXFHXjgwPyBXY3Zuq2QL1Ovrvffb75awO9X6MMPv3S///1j+TI15N922yvR6PJ6oypkzRbgv3cakKjq33JnaW6OqmzU0UVVOP45Dj744Fh6SqrWQBMqqot/4cG5cNPzqjFbVcFqi9DVh98UFLpdV0SFk40WbrpC0lTvccw2Xa2JTa1SGyDqZeUvofVlamuqMtLEd5ruvPCLrk3TlqthT4371ahiq7cppEulRut+/V53O+3UNzrIq22isKeWP/hrO/vs5qe0KBYg5577fS+wP/5xRBQo9U7zlhXOAKEu9ZrfzEpn7vpNqcrGP6aqcjTpZKU0J5ZGoxd2LNGmqyl1p1Vbg96POg+UQw3d+p0rMDSLsp9p2m+aLPPee++tuIYirqUVKpXKANEXyzcMqw1CqVxLNKOnuuOpu2PhpG3adHamdR0GDx4cfYkrUa+L2JRr1qy57i9/edFdeWXjpV19APgxGi+9VLzqpViAjBgx2fXo8VTDWeVHjW6vd7ra1kzKmoPOfyc1UFc9HMuh6et1APaPoasDzRxR6YFXvcZ0cqVqJv/YCg0djDXuJe5eZWpDUS2F1rspPA5orEocMy239QJtqQwQ9e/Wh6Vqo0rXSag2hYT+oDqwF841pE1XCgceeGDUAFhOz4o4F8CpZz4Y+vZ9PfqvugSrQTxULEDQMq3pcsIJJ+TPwPVb1dovra0SqjZGnWD577VOjtRJpdJlGfwYi8KBkarB0My8SU1lr6sTTaVS2D1XHXMqbZ9sywXaUhcgGvjnG+1Uz5omurzUSFmNAi88Q9Omaq+999476l3R0mSP1VoApx75YFADuwb56f8HDRof7kaAVEAHscKzbx3k1Lisg14hVbdquV2dVPl9tSCcqmoqpV6UhZMpKji0TkdbVfGqJ2RhO4ZCVjNjVDrosS0WaEtVgKjKxtdZ6rI4joOmznjU+HzzzTdHdYjq1aHGMf1X/9btKrcsJdoSXeo/+uij0VlasckeNapWvS58t9skFsCpN4XBoBHi+n91xQ1n/CVAKqercFWv+O+vql1U/SJqE9Ayu4VlWoY3DqqW8nNi+ckha6XKWzNAFI7RUi1CHIMFk1ygLVUBcuSRx0UfiOovrV0FdUDWgVnTnhTWg5ayaX/dr/DAHoeWJntULzM9b2FXyWovgFMvwmDw3X81nqRQuB9sdAWuk7LCtV4K2wh1daJld8OrEwsdLDUTr39srf1RbjtMUnQ88VdeCjudWMYhXKBNJ6oavxOn1ATIkCGj3Fpr7dHw5Vu/7Ck4dKWiCdVURVR4IPabxkyoLlI9mQq76Onfur1wTIXf9Dh6PD1uHFdCnupq1ZahS9zCszL/I0hyAZysC4Ph3XdnRT21tOn/m9sPlVGXU3U99d9rnSRpmd3W2kdKpfYSda33j68BtW1VXVUqzRSs37c/tsQ1MNIv0ObbXRRQcUpFgEyZ8nk0IGyzzc53PXqU/kPWgV0NZ/4P4zelsgb8aX6oUhvQtJ/21/0KU90f2PU8cQaJp2ki/I+s1mfmTJtiwdCr1/PRbboa8Yrth8rtsMMO0Xc7zm74qhnQrMH+QKyeTmmhjjS+Sku/d3UzjoumfdHjatLYONV8gKiB88gj749+wFoDYv780g6i6tmg6RX8QV5tBhqLoUboOOhx9HiFYz70fJX2qAipEdJ/oRCvYsGg+az8lCQjR05pdj9Uzi9epba8OKjziZ+nS2faTzzxRLhLzVNDup9VXL95nZjGQVOt6DH1+cSp5gPkz38eFf14t9/+rmiaitboLF2jVv3IcPV00ASL1RqpqcfV4/seFXpePX9cVwsESPU0FwwDB46Pbj/ggIHRYMTm9kNl4gwQjd/wi2ApPNIw0WlzVJPhQ0THlTjaROoyQJ57blp+Bbf77299nisdzAu76+28886JzI8leh49n39uvY44QosAqZ7mgkFjQfw08RrJ3tx+qExcAaJ2Qz9Hlhqj4xip3tZ0JeLbcRSImgesEnUXIFoCdPfd745+uFp1rjVaUMYvxKLUVj/vtqDn9Vcjej16XZUgQKqnpWB48cXpUVnhSoKIV1wBcuWVV0aPo3EP1rWAapHaRHz7rUblVzJOpK4CZNGi76JlP/Wj3Wefe5r0yw9pGmnfU0oH7bjbIcql5/dhptdVyTTXBEj1tBYMmh/L79PSfrCJI0A01bmvrtZicFmj3lm+i68GG1rVVYBo9Tb9YNWd8rXXWh5v8cYbb+SnXdYAJA24qwV6HX6OGr0+vU4LAqR6WgsGzdBbuP464lVpgKhrrl+KWrMBV6MXZC3QOBF/hWU9Oa6bAHnjjRmuU6fcj7Z377FhcSNqY/Bn+jpYV3PIvoVejw8RvU5LmwgBgqyqNEA0Y67ur5HWaV7CthS+e686CliCsi4CZM6cb6J1GxQeJ544NKrKao5Gq/oGcx2ca+XKI6TX5UNOr7fcUbYECLKqkgBR26Jva7zlllvC4szRtCf+/Wq+vHLVRYBoemyFh/rh//e/La8ypq6y+kA0DqPWu+zp9fnxInrd5SBAkFWVBIjv5mo9I08jzUqs96yp4Mud1j7zATJ06Fv5uuann255pbFXXnklP+NkW/W2Kpdep16vXrdef6kIEGSVNUB09eF//2kcLGilFVD93GH33HNPWNyiTAfI1Km5qUoUHuGiPyGdbfgR5qoXTBNfj6nXX+pZEwGCrLIGyOGHHx7dr3PnzmFR5mnCVb13rWxYjswGiKYqOeqof0bhocFbrU1VoqH9+iBUH5jUIMG46PX6esxSpyggQJKlad1vvfXlogtLIV6WANHS0b46eNiwYWFx5mm6dx0L9P7LWTAqswFy/fWjo/Do0uXOhg/n+xlQi9FZux9Yo3n900ivW69f76OUqxACJFl77z0g+j6OHZvtXj21wBIgmmBQ91l33XXLbgfICj8JpZazLlUmA2TSpFn5qUqGDGn9akJTp+tD0BmIpUtsLdDr9mdQej+tIUCStcceudkPmlsfHfGxBIhfjbNHjx5hUd3QGuv6DNS7s5STUMlkgLz99qdu5537Rr2vSqH1N/QhaKGYNPML3ej9tIYASRYBkpxyA0Srgmp/bRMnTgyL64aq8fzo+1I75GQyQMqhef79YlBxTcneVvT69T70flpb2ZAASRYBkpxyA6RPnz7R/lqPp95pbix9FlpfvhR1HyD+sk1fHs2+mWZ6/X5RKr2vlhAgySJAklNugBx11FHR/ieccEJYVHfU/qHPQrMQlyIVAeLHcWj+IM0j1By/Xzn8wCGtCJgFeh96P3pfLSFAkkWAJKfcANlggw2i/QcMGBAW1R3NOqzPYvXVVw+LikpVgGjTTKbNKTdAdMauD0ofgJaVzQK9D/8FaOmKigBJFgGSnHICZM6cOfnuq5rWo95Nnjw5+iy0aSXG1qQqQPwaCs39CMsNkKlTp+Y/rNbaDNJC78O/J72/5hAgySJAklNOgPjfgRqPK1kXIyvUhdn35nzxxRfD4iZSFSB9++amY9fAwGIDssoNEE1XoDevtTWyxK9h0tJ0DARIsgiQ5JQTIJq6Q/tusskmYVHd8mPi+vfvHxY1kaoA0ejyrl0HRv8/aND4cLeyA0SzberNd+rUKSxKNb0fva+WZhMlQJJFgCSnnADxc8mlbfqiatp9992jz6SUnlipChDRlBD6f82sG64oWG6AXHbZZdGb79q1a1iUano/el96f80hQJJFgCSnnAC5/PLLo31L7XVUDw444IDoM/nTn/4UFjWRugCR004bHv37mmteKNir6X6t8VO3H3300WFRqun96H21NMU7AZIsAiQ55QSIPwaoKy9y/PGje/fuYVETqQyQd9+dFS1Lq03/39x+rTn99NOjN3/SSSeFRamm96P3pffXHAIkWQRIcsoJkKweAypRyvHDS2WASK9ez0e36WrEK7ZfS7gCIUCSQoAkp5wA4Qqkqcxfgcjs2fOidhDdPnLklGb3awltIARIUgiQ5JQTILSBNJX5NhBv4MDx0e0HHDDQLViwqNn9mkMvLAIkKQRIcsoJEHphNZXpXliFNBZEY0JU1q9fboxIsf2awzgQAiQpBEhyygkQTV+ifdu3bx8W1a2f/OQn0WdSyuJ0qQ4QefHF6VGZH6Xe3H7FMBKdAEkKAZKccgJk7Nix0b6awfqbb74Ji+uORqIvu+yy0WcyevTosLiJ1AeIaH4sv09L+4WYC4sASQoBkpxyAuTLL7/Mz4WVtqWsq+G9997Ln4BqfZDWZCJANEOvZuptbb9imI2XAEkCAZKccgJE1ltvvWj/gQMHhkV1R+vB67NYddVVw6KiUhEg1cR6IARIErp0ucx16HCeGzVqUliEmJUbIIcffni0/ymnnBIW1Z3zzjsv+iz22WefsKioug8QViQkQJLQvv2erl27bd3IkS+FRYhZuQHSu3fvaH8mVHSuc+fO0WfRq1evsKiozAbIxIkz3eefzwtvLoo10VFta6yxRvR5P/nkk2ERYlZugLzzzjvR/trUBlCvvvjiC7f00ktHn0MpDeiSyQAZM+aDqL75kEMGu3nzFobFTdx///3Rh6B58N9///2wOBX0uv08/no/rSFAkkWAJKfcABE/hXnPnj3Dorqhbrv6DNQBZ+HC1o+bkskAmTHjq3y33iuueDYsbmLRokX5L9AZZ5wRFqeCXrdev96H3k9rCJBkESDJsQTIlVdeGd1n0003DYvqxq9+9avoM+jWrVtY1KxMBogMH/52vlfWiBGTw+ImfPrqEi5t3fn0ev2lZymDf4QASRYBkhxLgEybNs0tscQS0f1GjRoVFmfexx9/bGoLzmyAyEUXPR0FyC679HUffTQnLG5EZ+3bbrtt9GGkbVoDvV69br3+Uq4+hABJFgGSHEuAyC9/+cvofpoLqt5cfPHF0XvfcMMNSz6GSKYD5KuvvonmyVKIHH/8Q0WXwS30yiuv5M9CNEdOGvi5fPS69fpLRYAkiwBJjjVAnnnmmfxv4o033giLM+urr75yq622WvTeb7zxxrC4RZkOEJkwYYbr1Ck3yPBvf2v9AOund1aD9JgxY8LimqLX5xvOW5q6vRgCJFkESHKsASI77LBDdN/WBuJmiT8J1eBBhUk5Mh8g4ida1AJUY8d+GBY3smDBAtelS5foQ1lnnXXclClTwl1qgl6XXp9ep16vXnc5CJBkESDJqSRAHn/88fzvQlckWTdr1qz81ccll1wSFreqLgJk0aLv3O9+90gUInvvPSBaS6Ql6hLrD87qlTFjxoxwlzal16PX5UPO0vWYAEkWAZKcSgJEtDaI7q9ZabM+waLvvfmjH/3IzZnTcjtxMXURIDJz5tduzz37RyFyzjnNT3PuqQ60Xbt2+RCplSsRvQ4fHnp91rpaAiRZBEhyKg0Q/cZWWGGF6DFKWVQprV577bV8z6tSe2+G6iZA5IUXprltt8117R08eEJY3IS68/m1NXSm//LLL4e7JErP76+M9Loq6W5IgCSLAElOpQEimspDj7HkkkuW1a01Lb7++uv82Lftt9/ePA9gXQWIXH/96ChAunS5002e1Pp0xePHj88ftDXWoq16Z+l5/VgPvR69rkoQIMkiQJITR4CoK6tfmU+/t1qrxq6UJo7Ue1t55ZXdu+++GxaXrO4CREvfHn30P91vNuvhRuzwG+fmzg13aUJtDL5hXdvOO++c2GBDPY+ezz+3XoelzSNEgCSLAElOHAEiGlyntgH/u9NZexbceeed+eNJv379wuKy1F2AyMz3Pnavrb1Vw6tcTFEcFheluWHUVVaXtPrAdDVw+umnx3IwL0aPq8f3Vx16Xj1/qXPUtIYASRYBkpy4AkRUfeVX6Nt3331j+/21FfUy8+0ecUweW5cBEunTJxcg2kqYfNBTO4Qfsa5N4zCOPfbY2OpJ9Th6PD++Q5ueL+72FwIkWQRIcuIMENEqn/7E8aijjkptiLz00ktRlZXex6677hpLD7P6DRA58shcgLRrp8lwwtJmqX5UvRZ8I5TftJiTVgTUF06Xv6XQftpf9/OLQflNj6/nKWdqgVIRIMkiQJITd4CIX3hOm65E0ladNXLkyHx4bL755u7zzz8PdzGp7wD54gvnNt44FyI77qgV5cM9WqQDu6ZO1/ob/rKwcFNPqY4dO0arex133HH5Tf/W7b6HV+Gmx9Hj6XGrERwyadKkaMZN/5z6N6pH1ZHLLbdc9Fk/+OCDYTFiprNrfdaaI67cAbYtUYj4KxG1iaSlYf2hhx5yyy+/fP5A39pic+U488wzo8dVW1Gc0hEg0nBZ55ZeOhcihpGYnv4ot912WzQFgqYECIOhpU376366f5x/3EIaL3LppZdGZx/h86u6TO0rWlAG8Zk7d240jsCPKdBGgFRfp06d8p93hw4d3KOPPhruYqbaAt8mot5ZOrOvVToBveiii/Lz+2233Xbu008/DXczef311xt17tFo9jilJ0DkqqtyAdJwduGefTYsNdH00I899pi7+eabo4PIhRdeGF196L/6t25XufarFk2ueMEFF0RLdYahoTORAw88sFHZmmuuGfXQqNaVTz0ZOHCg22CDDfKf7cYNV7q33HJLuBuqQNUzaiD2Z93adFX/1ltvhbuaqJ3S987SFYlOzOK80onDhx9+6Pbcc8/8+9fo+i+//DLcrWyffPKJO/nkk/NXYgqn/fbbL7bP1ktXgOiAufvuuRBZf31NEBPukRovvPCCO+ecc5q0p2hTY7wWztESnt63337r/v73v0erkPn9fv7zn7vnn3++4FFRKrUt7bjjjvnPcpVVVnHXXXddzR1g6sHUqVPd4Ycfnv9bqEejfhtx1P+r7XKPPfbIP7baK2th7iyd/OlERd87H3D6zVsHCnr6/l5//fWNqt018eTYsWPDXWORrgCRhsR2a6yRC5GGM/O0UADoMlpdfv2Ax8JNf2QdwFqbikU/qj/84Q/5bsPajjjiiKpeIWWJ6sNPOOGEfHWBfrgnnXRSdMaGtvXcc8+5rbfeOv+9VoeG22+/veIrbd1fI9YLqygPPfRQ8/RClXriiSeiair/WjbaaKNYQu2RRx6JqgL9467fcJJ9zz33hLvFKn0BIsOHO6deSQqRoUPD0prxbcPZgL4sOkCp2qkwMHTgUuOhzkI++OCD8K6t0qWoX9pSm6oBdImetl4nSVFXyGuvvdb94Ac/yH9mO+20UzTPEGqHDvZ33HFHo9/LVlttFUv3e52cde3aNf+46tmo6uFKphoqld7XsGHDXOfOnfPPr5PA8847r+LfbFseC9IZINLwwbvllnMNf5WwpG3Nm+fcww+7z3/7W3dNu3Zu/YLQ0BdG9Z36gcTVM0RnHX7SRm1JnHWkzcMNf4/27dvnPyNVGw4aNCjcDTVk9uzZUffewnFWumpo7Qq9FBqkp3ml/ONq0/fjiiuuiOXxC02cONGdf/75bt11180/l4JLnXEmTGh9nr+W1EJtRHoDpJYo6YcMce6oo5xbaaXclVHDdnfDtntDyKlhTFMRfPbZZ+E9Y5F0vWda6Mdb2EC54oorussuuyzqdYV0ePvtt6PxHP5vqG7W6rFU7oJKxajaaK+99ooO6IVhog4rmoNKJxk6yJfaLqarXM19pxM4VZOG7ZsKQ7X1VDo/nqrDe/fu3aQ9VFWASSNArNRTYsAA5379a+dWWCEfGtGmfzecYcxo+CLNM8zdb1Ws54W+yKUOlswKBbX6vReO+Tn66KPd9OnTw12RErpqKBwQrDN6DY6Lg8b/qAG7sP2gcFPAqExVzsXGiun2wlqAcFMVnJagjaOdTe2oW265Zf6x27pHJgFSDvX66tvXNZwSObfsso1DY+WVXcNRKjfdShuf4YZ9v1Xvf80118QyJUIt05nZrbfeml+5TZt6tCVRx43q09QkOhD79X+0aaBgnEtaa8ZbNdzrSmG99dZrEgalbLry0AlLnz59YqtOUtWaqr38c+hqpnv37m0+JixbATJxonOnneYaThecW3HF3JVAw5mB69YtV2ahs/eGy0W3xx7fD2T026qruobTkFyj/vz54T3b3ODBg92GG26Y/9Lp0nxoDXc6qMTTTz8djZnx73XttdduyPq+FXeLRO3RIDvN0OCvtHWFoPEkH330UbhrxTQmQ1XB9957b1RNXDhWTFVp+rdu13gidQ23rBbYElXV6Xn8DAnaNJ6jVmalyE6A9OqVG2BYeIAv3FTWcBZeElV13HyzaziNd26JJRo/zlprOXfyyc6NGKFTovCeNWfevHnu8ssvj+r//RdQ/eKTmua+2iZPnuwOOuig/HvT6GM1WsYxGAu1bdy4cfnpULRpDqmrrroqM1fa/fv3b9T4rqV71auzlmQjQBoua6ODu7r2nniic7qk1ZmAGrc1O+5JJ33f7femm8J756iB+9prXcM1cdPwabiUdWeeqaGtucGMKaT6fz95nTa1D2id5VkpHYypgOjRo0d+ugptBxxwQEWL7iCd/vnPf0ZjKfz3QLMJPPDAA+FuqaHZeAu7+6rK7qaG41Ytzi6c/gDROh/LLJM70Gvq9+b4aeG1b7HGVF1VFIZGwxfSde+u9XLDPVNt9OjRjQYxqb1AY1Fq8ctZjKqk1KPNT1GhTfOGPfXUU+GuqCPz58+PGsJXWmml/Pdit912a7PBghaa1kRLRPheYTrJ0+zfcc2LVQ3pD5ALLsgd8A85JCxp6uCDc/teeGFYokmRnNtll1zZq6+GpZmig7DaB9J2EA7DT5Nbpin8UH1pPAinOfzSHyANB5QoFEqpG3z88dy+nTqFJXWpWDWQRubWWjVQ1qrfUH1pqQZS9Zuq3PzrTFv1W/oDRItMKRRKOZjMnJnbN+YpjdOuVhuis94BANVXqw3RurrIQgeA9AdIw9loFAqlnFloRKn21X3QRC11hR0yZEjddEFGddVSV9gkuyAnIf0BwhVIrIoNxlO7Q1KD8ep1ECSqr9hgvKQWaEtiEGRbSH+A+DaQUtaw1qWr9u3YMSxBIOnpQIpNw3L88cfX3TQsqL6kpwOp5jQsbS39AdKjRy4UDj00LGlKPbW0r3puoSTNTUio9ok4MBEk2kJzC7TFOSGhqsiqNRFkrUh/gGiuGT/FSP/+Yen37r47t4/GgWjsCMpSbEp0TZVSibZYAAcoVI0p0as5FX2tSX+AyHXX5cJBo801IFCjzzUKXZMavvKKc6ec8v1I9BtuCO+NEsW1KFNbLoADFBPHd7Kai2HVqmwEiPTs2XTeqsJNZVdeGd4LBtZlYatxtgfEybpAW3PL8aqqLMuyEyCiFb4082779rmZeBvOIqL/P/XUXBlipdlHd9xxx/yPZpVVVonWdQ8X4EmivhmISzntclOnTo2mfvf76eTo7LPPjk6W6kG2AgRtQlNdb7DBBvkfkc7ghmuKe5d8jxcgLsV6BvoF2lS1dckll0RVXf67vffee0dVYfWEAEEstEys1kZYoeHKz/+gCqdIqZUFcIByhWOT9B0vvDpRR5BHH300vFtdIEAQKy0PeuSRR+Z/XNraatQvEKdwgTZ1JrnhhhuaVNnWEwIEsVNdsZ8NVVstzD0ExEHjnw477DD3i1/8otVOI/WAAEHs/MBD9UTRf7fZZps2mU8LQHURIIiVJmRUaOgKZNCgQfmpUCoddAig9hAgiFXHjh2jwNDysnLiiSdG/1bPrFpbiwFAZQgQxEaL4ygs1O1xwv8fd6PJF/002r179w7uASDNCBDEQoMFtViPgkLrGxRS913drllI1d0XQDYQIIjFXXfdFYWExn5odG4hLT2rUeoq79WrV6MyAOlFgKBi6tqoOYMUEJrrqpiePXtG5VpQp16meQCyjgBBxTT/lcJB6zrP1KqPRWgNBC2Rq/203jqA9CNAUBFNTeKXv9VUJi255ZZbov00FURa14AG8D0CBBXRCmsKBQ0anDNnTljciKZ82HjjjaP9u2nWZACpRoDATLOSrrTSSlEg3HjjjWFxUQMGDIj217TX77zzTlgMIEUIEJidccYZURhoeVutVlgKTeO+xRZbRPfTYlIA0osAgcl7772XX/O5X79+YXGLtFaI7qf1FcpdDhdA7SBAYHLMMcdEIbD55pubFofSWuq6/1577RUWAUgJAgRlGzduXH499KFDh4bFJRk1alR0f21atRBA+hAgKNt+++0bHfi33377sKgs+++/f/Q4nTt3DosApAABgrK8Ne55t32Hxdx6qy3mnn322bC4LOPHj4+uZNZp1/BYIx4MiwHUOAIEZbnvqh3dufsv5q46Z++wyOSSc3/jDu60mOt12k/dd4u+DYsB1DACBCWbNm6Y633KYu72U5dwn0x7PSw2mfXxFHfD8ctEj/v2qL5hMYAaRoCgJN99t8jdd/kW0YH+6TuODIsrMmrgmdHj3tPjx+7bhfPDYgA1igBBSSa99I/oIH/HaUu7Lz55NyyuyNwvZ7g+Z64UPf4bT/0lLAZQowgQtGrRwm/cvRdsFB3gn7/ntLA4Fq88fEn0+Hefu4ZbMO/LsBhADSJA0KoJz/w1OrjfdeaK7uvZ1ZlFV6Fx9zmrR8+jMAFQ+wgQtGjB/Dmuf/e1ogP7yw9eEBbH6o0RN0TP0+eslaNqLQC1jQBBi14dfnl0UO939qrum7mzw+JYqQH9nvM3iJ5v1KCzwmIANYYAQbPmffWp63vWD6ID+r+fuDYsroq3RvWJnu/O3y3rvvx0SlgMoIYQIGjWi0POiQ7mA/64nlu4YG5YXBUaTDjk0p9Gzzuyz7FhMYAaQoCgqDmfve/uPH256ED+5nO3h8VVNeW1B6Lnvb3bku6zDyeExQBqBAGCov519wnRQXzwxR3cokULw+Kqe/DqTtHzP35r17AIQI0gQNDE5/99093RbanoAD557JCwOBEfvvVM9PzaPn53VFgMoAYQIGjiydt+HR24H7hyW81hEhYn5pGb9opex8N/3iksAlADCBA0MuO9l1zvUxePDtwfTBwRFidq5vuvRRM36rVMG/9IWAygjREgaGTY9btGB+zhN+weFrWJp24/PHo991++ZZteDQFoigBB3rw5M3PtDg1XIJ9MeTksbhOzZ0yKJnDU61LbDIDaQYDgew1n+K8+coWbMPKWsKRNvT26XzSNyqJvF4RFANoQAQIAMCFAAAAmBAgAwIQAqSN+YF5LW60LX2+xDUAy+LXVkfBAW2yrdeHrLbYBSAa/tjqShQNsFt4DkBX8EutIFg6+WXgPQFbwS6wjWTj4ZuE9AFnBL7GOZOHgm4X3AGQFv8Q64g++zW1pEL7mcAOQHH5xdSQ82IZbGoSvOdwAJIdfXB3JwkE2C+8ByAp+iXUkCwffLLwHICv4JdaRLBx8s/AegKzgl1hHsnDwzcJ7ALKCX2IdycLBNwvvAcgKfol1JAsH3yy8ByAr+CXWkSwcfLPwHoCs4JcIADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmPw/uOHaz7MCh+sAAAAASUVORK5CYII=)
| Product Number | 4H56-3-F1 |
| CAS | 1823265-27-5 |
| MDL Number | MFCD27978607 |
| Molecular Formula | C13H12F2N2O2 |
| Molecular Weight | 266.248 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory