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)
| Product Number | 2615-3-Y8 |
| CAS | 164334-74-1 |
| MDL Number | MFCD01631878 |
| Molecular Formula | C13H9FO |
| Molecular Weight | 200.212 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2615-3-Y8
CAS: 164334-74-1
Molecule Weight: 200.212
Formula: C13H9FO
![1-(4'-Fluoro[1,1-biphenyl]-3-yl)ethanone](data:image/png;base64,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)
PN: 2617-3-93
CAS: 886762-38-5
Molecule Weight: 214.239
Formula: C14H11FO
![2'-Fluoro-[1,1'-biphenyl]-3-carboxaldehyde](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAB6oAAAeqAFYrdovAAACJHpUWHRtb2xTb3VyY2UAAHichZRtb6MwDID/ipXPR16gQFuVTlWnSZM2nXTbSfdtSiHtkAqZAn379+fw0hXa0Rbk4PhxYjvO7OGYbWGvTJHqPCKCcgIqj3WS5puI/H1/csbkYT6L0QgN8yIin2X5NWXscDjQ+FNl8qhzGuuM1PPTY5F2bA4e1WbDXM4F+/f68lYxTpoXpcxjhVSRTotK+aJjWVa7+GEJlkmzT3NWm7PM7GtvHy63D6fHIiHfsSxxboEorNOtgrU2mSxh73KKD/8FG5UrI0uVwOqEao+OMPb57PVRx7tM5SUOrYc0ltu30uxiVGR6q+IdOsPB82NEMoGALHW2MEaewI6sWgqQLkgP5AikDzIAGYIcg5yAFBxfnBdoINBCoInwMedbZRd9P32piDzB8of/b1hiylxbKM/zQmiES4MgHLWiUWKU+GuF02idxsjBcDnu5ixbfX++5giccFWH0zDklbEnrPQoH/PKSeBa6VNvcvndzvft2+/GX7NHQf0Riu4kppidczyfrXSeXAwhTSKyEqRK/h+1Ltwm/wS0SZTBTFkH1vQScLuArdYZWNwCvC5gazsMjLqAPQnDgN8F7LkZBoIuYE/ZMBBeBX0HGHcBe4iH0zrpAvbID68geJeoOuQO0i921VF3mF696w68w/RKXnfscPyiV/W6w8+Me5Pxb6xz56yI4CrRtxF20S6svb5weHW1sYt7j+FtP/8P/nPFKBWSkpcAAEAcSURBVHhe7d0J/FVj4sdxS5ZEe1RCEi2DStamsQyy/UVJiRiMbYSMfZ1MlmxZSjHtqTFjG6LwtxbiX2RNUYRRWmiTJOT59725t3ufc+t3f88959zn3vt5v17n9f9P92z3OT/ne89znmUjAwCAg43sfwAAIBcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnfgTIN98Yc999xhx9tDE772xMtWrGbLXV2v//qKOMGTDAmIUL7a0AAAVU2ABZvdqYvn2NqV59zZlstOFF69xyy9ptAAAFV7gAWbnSmE6dgkFR0aJttC0AoKAKFyDdu2cGQ5Mmxtx7rzHTpxuzfLkx339vzMcfr62+ato0c91TTrH3BgCIWWEC5MEHMwPhnHOMWbXKXmsdfXbuuZnbjB5trwUAiFH8AaJ3GLvssi4I9CSSq/SnFj2V8D4EAAom/gB5+ul1IVCjhjFLl9prrN+SJWu3SW4/bpy9BgAgJvEHSK9e6wJA/39lpW9/8cX2pwCAmMQfIPvssy4AnnnG/rRi48ev237ffe1PAQAxiT9AGjZcFwBz59qfVmzOnHXbb7+9/SkAICbxB8iWW64LAJf+HD/8sG77qlXtTwEAMSm+ANE2BAgAFFz8AdKgAVVYAFAC4g+QvfdeFwC8RAeAohV/gFx00boAcGmGSzNeAPBC/AHy1FPrAqBmTWOWLbPXWD91OkzvSKhOiQCAgog/QH75Ze08H8kQ6NHDXmP9NIhicjsNh8JQJgBQMPEHiIwYsS4ItPzlL8b89JO91jr67PzzM7fRgIwAgIIpTIBI166ZgaDBETV0u4Zw11DuK1YY88knxgwcaMyuu2au262bvTcAQMwKFyAKiI4dM4Mhl0XbaFsAQEEVLkBE70NuusmYbbYJBoW9aJ0bb1y7TS5U7fXFF/a/AgBCUtgASVq40Jj+/Y058khjGjc2Zqut1i477WTMEUesnalwwQJ7q/X7+WdjWrVaGzxt2xrz2mv2GgCAPPkRIGGbOTP4BKPJqL780l4TAOCoNANE7DnXteip5oYb1g7ICADIS+kGiGjGwt12CwbJjjsa89BD9toAgEoo7QARvUy/887MHuzJpX17Y95+294CAJCD0g+QJL2oP+ssYzbdNDNENtnEmDPPNGb+fHsLAMAGlE+AJL3zjjEHHhh8Gqle3Zjbbzdm1Sp7CwBAFuUXIEkPP7y2mbAdJOr1rgEfAQAbVL4BIprdsE8fY6pVCwbJ4YcbM326vQUA4DflHSBJX32VOdJvcqlSxZgLLzRm8WJ7CwAoewRIukmTjNlnn2CQ1KmzdlDHXIdRAYAyUNwBoia6U6dueCj4yvr117XDzdevHwyS3Xc35qWX7C0AoCwVd4C0a7f2xt6kiTGPP25/mp/vvjPmqquM2WKLYJAcf7wxn31mbwEAZaV4A0Q3+I03zryxH3KIMR98YK+Zn08/XRsYdoisCZa5awJmlc4DAMpQ8QaIXH11METUUfC884z59lt77fy8+OLaKqzfjjN/zfLvNcsVDRqYx0eMML+q6gsAykhxB4hMnmzMAQcEnxBq1TLmnnvWDu0eFr1E18v0OnXMa2uO0WfNcsiaZeM1yz777GPeeOMNewsAKFnFHyBJo0cbs/32wSBp3tyY556z187L6kWLzJsXXmhOr1LFNFpzjI3Slh49epiv1CwYAEpc6QSIaC716683Zsstg0FyzDFr5wkJ0eyPPjKHH354RoBoqVatmunTp49ZqY6KAFCiSitAkj7/3JgTTwyGyOabG3PppcYsXWpvkZexY8eapk2bBoKkcePG5mENmQIAJag0AyRpwgRjWrcOBsm22xozZIgxq1fbWzhbtWqVue2220z16tUDQXLggQead999194EAIpaaQeIKCQGDzamXr1gkLRpY8yrr9pb5GX+/PnmzDPPNJtssklGiGy66abm7LPPNgs1rDwAlIDSD5CkJUuMueQSYzbbLBgk3boZ88UX9hZ5efvtt0379u0DTyM1a9Y0/fr1Mz+F2XseAAqgfAIk6eOPjTnqqGCIVK1qzN/+ZsyKFfYWeXnooYfMDjvsEAiS3XbbzYwfP95eHQCKRvkFSNIzzxjTrFkwSNbc7M2YMfbaeVmxJpR69+69JqOqBoLkyCOPXJNpH9ubAID3yjdARNVId91lTM2awSDROFtvvWVvkZcvv/zSnHTSSYEQ2WyzzczFF19slqiaDQCKRHkHSNI33xhzzjlZ50v/6owzzIp58+wt8vLaa6+ZvfbaKxAkdevWNQ888ID5hWHjARQBAiTde+8Zc/DBqQBZtGZ5bM1yWfXqZuittyaa6oZl9erVZujQoWa77bYLBMmee+5pXnnlFXsTAPAKAZLNo48a07ix+b81N/O+a5YOa5bN1iy77LKLefLJJ+2187Js2TJz+eWXm8033zwQJF26dDGzZ8+2NwEALxAg6/HrypXmgxtvNH+pVs3sbN3YDz30UDNt2jR7k7zMnDnTHHvssYEQUX8S/TsA+IYAqcDCOXPMqaeeajbeeOOMG3uVKlVMz549zaJFi+xN8vL888+bFi1aBILk5ZdftlcFgIIiQHL05ptvmn333TdwY69du7YZMGCA+TnEYeO1r/79+2cc54UXXrBXA4CCIkAqQZNGjRw50jRs2DAQJC1btgz9Jp/+XkQBBgA+IUAcLF++3FxzzTVmiy22CATJcccdZ2bNmmVv4iR9/wQIAN8QIHn47LPPTOfOnQMhoieHK6+80nyX53zpBAgAnxEgIdAL7j322CMQJPXr1zfDhw93ni+dAAHgMwIkJOo9fv/995s6deoEgmTvvfc276mTYiURIAB8RoCEbPHixeaiiy5KjG+VHiKNGjWyV60QAQLAZwRIRGbMmGE6dOiQCgAN6V5ZBAgAnxEgEXv22WfNVVdd5dRznQAB4DMCxGMECACfESAeI0AA+IwA8RgBAsBnBIjHCBAAPiNAPEaAAPAZAeIxAgSAzwgQjxEgAHxGgHiMAAHgMwLEYwQIAJ8RIB4jQAD4jADxGAECwGcEiMcIEAA+I0A8RoAA8BkB4jECBIDPCBCPESAAfEaAeIwAAeAzAsRjBAgAnxEgHiNAAPiMAPEYAQLAZwSIxwgQAD4jQDxGgADwGQHiMQIEgM8IEI8RIAB8RoB4jAAB4DMCxGMECACfESAeI0AA+IwA8RgBAsBnBIjHCBAAPiNAPEaAAPAZAeIxAgSAzwgQjxEgAHxGgHiMAAHgMwLEYwQIAJ8RIB4jQAD4jADxGAECwGcEiMcIEAA+I0A8RoAA8BkB4jECBIDPCBCPESAAfEaAeIwAAeAzAsRjBAgAnxEgHiNAAPiMAPEYAQLAZwSIxwgQAD4jQDxGgADwGQHiMQIEgM8IEI8RIAB8RoB4jAAB4DMCxGMECACfESAeI0AA+IwA8RgBAsBnBIjHCBAAPiNAPEaAAPAZAeIxAgSAzwgQjxEgAHxGgHiMAAHgMwLEYwQIAJ8RIB4jQAD4jADxGAECwGcEiMcIEAA+I0A8RoAA8BkB4jECBIDPCBCPESAAfEaAeIwAAeAzAsRjBAgAnxEgHiNAAPiMAPHU3LlzzSabbJIKkGHDhtmrAEBBESCe+fHHH83NN99stt5661R4aNl4443NGWecYebPn29vAgAFQYB45PHHHzdNmjTJCA57qV69urn11lvNqlWr7M0BIFYEiAc++OADc8ghhwTCYptttjHHH3+82WmnnQKfNW3a1IwdO9beFQDEhgApoG+//dacd955ZtNNN80IB1VX/elPfzJff/11Yr2VK1eaPn36mGrVqgWC5LDDDjMfffSRtWcAiB4BUgA///yzueeee0ytWrUCgXDAAQeYyZMn25skzJkzx/To0SMRMOnbVKlSxVxwwQVm0aJF9iYAEBkCJGbPPfecad68eSA4tt9+ezN69Gh79azeeOMNs++++wb2Ubt2bXPfffclAgoAokaAxGTmzJnmmGOOCdz0t9xyS3PdddeZ77//3t5kg3799VczcuRI06BBg8A+f/e735kXX3zR3gQAQkWARGzp0qXmsssuM5tvvnngRn/iiSeazz//3N6kUpYvX26uvvrqjE6HyeW4444zn376qb0JAISCAInI6tWrzZAhQ8y2224buLG3bt3aTJgwwd4kL5999pnp1KlT4FgKriuvvNJ899139iYAkBcCJAKvvvqqadOmTeBmXq9ePTN48GDzyy+/2JuE5qWXXjJ77LFH4Nj169c3w4cPT1R9AUAYCJAQffHFF6Zbt26Bm/dmm21m/vrXv5olS5bYm0RCATVo0CBTp06dwLnsvffeZtKkSfYmAFBpBEgIVqxYYf72t7+ZqlWrBm7YRx11lPn444/tTWKxePFic9FFFyUCzD6vU045xXz11Vf2JgCQMwIkT//85z/NDjvsELhBN2vWzDzzzDP26gUxffp006FDh8A5brXVVubvf/+7+eGHH+xNAKBCBIijt956y7Rr1y5wU65Zs6a56667zE8//WRvUnBPPfWU2XXXXQPnrKFS/v3vf9urA8AGESCVNG/evMSouOlDrWvRcCTnnHOO+eabb+xNvKJBGG+//XZTo0aNQJAceOCB5p133rE3AYCsCJAc6carUXA1Gq594z3ooIPMe++9Z2/itQULFpg///nPWYPwrLPOMgsXLrQ3AYAMBEgOnnzySbPLLrsEgqNx48bm0UcftVcvKlOnTjXt27cPfDc9odx5551eVsUB8AMBsgHTpk0zhx56aODmqlFxb7zxxsQouaXiX//6l9lxxx0D33W33XYz48aNs1cHAAIkG41q27Nnz8Qot+k3U42Ce+qppyZGxS1Fao11ww03JFpn2UFyxBFHmBkzZtibAChjBEgajWI7YMCAxKi29g1Uo9+++eab9iYl6b///a/p3r17oAzUn6RXr16J/iUAQID85oUXXkiMYmvfNDXarUa9LcchQF5//XXTtm3bQJnUrVvX3H///ZEOyQLAf2UfIBqtVqPW2jdJjW57zTXXJEa7LWcaFHLYsGFmu+22C5TRnnvuaV5++WV7EwBlomwDRKPTapTabMOsd+7cOTG6LdZZtmyZueKKK9ZbXrNnz7Y3AVDiyi5AVBWlUWk1Oq19I9Qotvyi3rBZs2aZjh07BsqOJzag/JRVgKhOX6PR2jc/jVqr0Wt9q9PXS31NOOXjFLV6Z9SyZctAWTZs2NCMGjWqLN8ZAeWmLAJErYpOPvnkwM1OrYo0Wm0hWhVpSBTN3TFw4MBEyyaN2qvOiuqcmK23uxb9uz7Xelpf22l77Uf7i9uGWq3tt99+ZdNqDShXJR0g6teg0Waz9WvQ6LQapTYumitEVWc9evRI/Eq3zyeMRfvV/nUcHS8uFfWbmTt3rr0JgBJQsgGi0WWz9azWaLRPP/20vXokND7WJZdcknUYlDgWHVfHj2ucrvX13N96663NTTfdZH788Ud7EyBn/zhno0oviFbJlbDGdvrDH/4QuIlpbKc77rgj8rGdVJXUr18/06pVq8A52IuejDQ/eteuXRMTUqm/yXPPPWdeeeUVM3ny5MT7j+Si/61/1+daT+trO22f7QnLXnQ+Oq84qrqeeOKJrKG58847F/3YYSgcOxxyWRCtkinh9Y0uq/+tf9fnUVJ1mKqP7Gqc9EV9KdTDe+jQoWbmzJn2LvKi/Wm/2n+2PhvJReen84y6+k6jF/ft29dss802gXM4+OCDY3sqQumwwyGXBdEq+hLWE4WeLLLNb6EnET2RREk3wi5dugSCK7m0aNHC3HLLLYnqnTjpeDqujm+fkxadr8476hu5nnhOP/30QPlo2Phzzz3X+/lT4A+CwT9FfSX0LiPbDHt69xH1DHuqVurUqVPg2FrULFgvlVXt5AOdh85H52WfqxZ9D32fKE2ZMmW9MzjefffdkVctovgRIP4pyitRyDm+VTVz8803Z33voKlh1azW15fFOi+dn87TPnd9H30vfb8ojRkzxjRq1Chw/ObNm5tnn33WXh1IIUD8U1RXQv011G9D/TfsG5D6eai/R5TUS71Zs2aBYzdt2jQxXlSx/IrWeep8dd72d9H3i7o3/ooVKxKNAKpWrRo4/tFHH20++eQTexOAAPFQUVwJ9RBXT/FsVTDqWa4e5lHSDVfNYdWvIf3Yqn5RRzrferDnSuet89f3SP9e+p76vlEHovqqqCWZfU31A0HHX7p0qb0JyhgB4h/vr4R+DWuMKvsmo7Gs1GEu6iEzdJNTr2r7+KeccoqZP3++vXpR0vfQ97G/o753HB0SJ06caNq0aRM4fr169czgwYMTIwIDBIh/vL0SGg1Xo7zaNxWNBqtRdDWabtTGjh1ratWqlXF89WVQf4xSpO+l75f+ffX9VQ5RU0gMGTIkERr2NVdflwkTJtiboMykB0guC6LnXSlrfKXDDjss0czTvpFo3g7N3xEHNQ22q6wUaKVeraLvZwe3ykHlEQcd/9JLL806bLzmZ2fY+PJlB0RFC6LnXSlfdtllgRuHZgrU6K9xUJWYfQ66mfXv399etaTp+9o3cZVL1FWGSXqRfswxxwT+FtSjHuXJDoiKFkTPu1I+77zzUjcLvUzVS964hjPXcU477bSMG5amtH3rrbfsVcuCvre+f3p5qHziuh6ioVs0hW7y+GolhvJEOPjHuytxzz33pG4Wv//97+2PI6Oboj1RkjoplnuVib6/3VlT5RRniFx33XWpY6saE+WJAPGPd1ciPUA0ZlIcVC1jP3m0bds28vGzioXKQeWRXj4qr7iqs9RnJHlc9ZpHeSJA/OPdlShEgNjvPHTcOFp5FROVh8olvZxUbnEgQCAEiH+8uxJxB4haF6XfFPVLm/DITuViP4nE0TqLAIEQIP7x7krEGSDq35DeVFd1/QsXLrRXQxqVT/o7EZVf1P1ECBAIAeIf765EXAGiHtbpnQTV2qjcX5jnSuWU3jpL5Rhlj3UCBEKA+Me7KxFHgGiMp/333z91nC222KJsm+q6Unmp3JJlqPKMauwsAgRCgPjHuysRR4BooL7kMbSUWyfBsKjc0stR5RoFAgRCgPjHuysRdYC89NJLGe89NGwH3KUPe6JyVfmGjQCBECD+8e5KRBkgmixJExcl99+kSZOSH9sqaio/lWOyTFW+YU9KRYAAfiqrANGMe+m/lqOeOKlcqBzTn+pUzmEiQAA/lU2AaM7v9GloNf8FwpM+n4jKOcw51gkQwE9lEyC68ST3W6NGjZKZDMoXKk+VaxQ3egIE8FNZBMi7776bUcWiEX4RPpVrsoxV3ir3MBAggJ/KIkC6dOmS2mfTpk2Ldg5z36lcVb7Jsla5h4EAAfxU8gEyffp0s8kmm6T2OWzYMHsVhEjlmyxrlbvKP18ECOCnkg+QHj16pPa30047RdZbGmupfFXOyTJX+eeLAAH8VNIBMm/ePFOlSpXU/gYOHGivggionJNlrvLXdcgHAYJsVq1cZlatWGL/M2JU0gHSr1+/1L7q1KljVq5caa+CCKicVd7Jstd1yAcBAtu8Wa+ZYRdsZYb23NLMnRH+6AfITUkHSKtWrVL76tmzp/0xIqTyTpa9rkM+CBDY3njkr6lhTV4bc579MWJSsgHy3nvvpfajZcqUKfYqiJDKO738dT1cESCwvf6vC1IBMnHUn+2PEZOSDZD0EXdbtGhhf4wYqNyT1yCfkXoJENgIED+UbICk90fo27ev/TFioHJPXgNdD1cECGwEiB9KMkA0O15yH1qmTZtmr4IYqNzTr4PrrIUECGwEiB9KMkCGDx+e2kf9+vXtjxEjlX/yWui6uCBAYCNA/FCSAZLeebB79+72x4iRyj95LVw7FRIgsBEgfijJAGnYsGFqH0OHDrU/RoxU/slroeviggCBjQDxQ8kFyNy5c1Pba5k1a5a9CmKk8k+/Hro+lUWAwEaA+KHkAkSz4yW318RGv/76q70KYqTyT5/Iy2UWSAIENgLEDyUXIIMGDUpt37p1a/tjFICuQ/Ka6PpUFgECGwHih5ILkF69eqW279atm/0xCkDXIXlNdH0qiwCBjQDxQ8kFyBFHHJHavnfv3vbHKABdh+Q10fWpLAIENgLEDyUXIC1btkxtP3r0aPtjFICuQ/Ka6PpUFgECGwHih5ILkEaNGqW2f/rpp+2PUQC6DslroutTWQQIbASIH0ouQGrUqJHafsKECfbHKABdh+Q10fWpLAIENgLEDyUVIGoyuummm6a2nzp1qr0KCkDXIXlNdH0q27SaAIGNAPFDSQXI999/n9pWy8yZM+1VUAC6DunXRdepMggQ2AgQP5RUgCxcuDDjRjVnzhx7FRSArkP6ddF1qgwCBDYCxA8lFSA8gfiJJxCEjQDxQ0kFiPAOxD/2O5DKIkBgI0D8UHIBQiss/9AKC2EjQPxQcgFCPxD/0A8EYSNA/FByAUJPdP/QEx1hI0D8UHIBcuSRR6a2140HhZceALo+lUWAwEaA+KHkAiR9NN6uXbvaH6MAdB2S14TReBEGAsQPJRcg999/f2r7Vq1a2R+jAHQdktdE16eyCBDYCBA/lFyAvPLKK6ntq1atalavXm2vghip/HUdktdE16eyCBDYCBA/lFyAzJs3L7W9lk8++cReBTFS+adfD12fyiJAYCNA/FByASI77LBDah8uVSYIT3qVoq6LCwIEtkcGXWAuOHKjxPLPuwmQQinJADn99NNT+zjxxBPtjxEjlX/yWui6uCBAYLvnpgvMgS03Siy3XU+AFEpJBsiDDz6Y2kfdunV5D1IgKneVf/Ja6Lq4IEBgu+LSC0ytrTdKLBeeT4AUSkkGyNy5c83GG2+c2s8777xjr4IYqNyT10DXQ9fFBQEC2wUXXJD6m/jznwmQQinJAJEWLVqk9nP99dfbHyMGKvfkNdD1cEWAwEaA+KFkA+Taa69N7WennXaq9Cx4yI/KW+WevAa6Hq4IENgIED+UbIBoDor0aqyXX37ZXgURUnkny17XIZ+5WQgQ2AgQP5RsgEi7du1S+zrttNPsjxEhlXey7HUd8kGAwEaA+KGkA2Tw4MGpfVWrVs0sXrzYXgURUDmrvJNlr+uQDwIENgLEDyUdIEuXLjVbbbVVan+9e/e2V0EEVM7JMlf56zrkgwCBjQDxQ0kHiFx88cWp/dWsWTPvmxk2TOWrck6Wuco/XwQIbASIH0o+QL7++uuMwfz69Oljr4IQqXyTZa1yV/nniwCBjQDxQ8kHiFx44YWpfdauXdssW7bMXgUhULmqfJNlrXIPAwECGwHih7IIkDlz5pgtttgitV/98SF86f9Rq7xV7mEgQGAjQPxQFgEil1xySWq/m266qZkyZYq9CvKg8lS5JstY5R0WAgQ2AsQPZRMgy5cvNzvuuGNq323atDG//PKLvRocqBxVnsmyVTmrvMNCgMBGgPihbAJEnnzyydS+tdx55532KnCgckwvV5VzmAgQ2AgQP5RVgMjxxx+f2r/q6anKyo/KL/39kso3bAQIbASIH8ouQP773/+aWrVqpY6hAf8WLVpkr4YcqNzSB0xUuap8w0aAwEaA+KHsAkTGjh2bMdDi0UcfzWi9laTyUrkly1DlqXKNAgECGwHih7IMELnyyitTx9HCnCGVkz7XhxaVZ1QIENgIED+UbYCo5dBBBx2UcRPs37+/vRqyUDmll5vKMcoWbQQIbASIH8o2QGTevHkZdfibbLKJGTVqlL0a0qh8VE7JMlP5qRyjRIDARoD4oawDRD755BOz7bbbpo5ZpUoV88QTT9irYQ2Vi8onWVYqN5Vf1AgQ2AgQP5R9gMi7776bMYLsZpttZkaMGGGvVtZUHiqXZBmpvFRucSBAYCNA/ECA/Ob111/PmDtECyP3rpU+wq4WlZPKKy4ECGwEiB+8C5Bbb7019YfRvHnzWJvXTpgwIeNJRMtZZ50V6Qtin+l76/unl4fKR+UUp27duqWOv/vuu9sfowwdfvjhqb+J9u3b2x8jJt4FyCmnnJJxw9p7771j/bU7bdo0s8MOO2Scw+9//3vz5Zdf2quWNH1ffe/0clC5qHzi8sUXX5iuXbtmnIOWP/zhD2bq1Kn26igDeud2zDHHBP4mFCjTp0+3V0fEvAuQxx57LPDHoeXkk0+OpJdzNnPnzjV77rlnxvH1y1vnVg70Pe0nMZWHyiUOK1asSFRbpU8EZi9qCaaqiwULFtibowRppstLL73UbL755oG/heSid3Sag2bx4sX25oiIdwEir7zyijnggAMCfyCqe7/hhhvMDz/8YG8SOk2OdOyxxwbO4dxzzzXfffedvXpJ0PfS97O/s8ohrkm4xowZYxo1ahQ4B/3brrvuGvj3GjVqmNtvv92sWrXK3hVKwOrVq82QIUNMvXr1Ate+cePGZueddw78e506dcygQYPKtuo5Tl4GSNLTTz+d9aah4cL/9a9/2atHQp3m0gcL1NKwYUMzevRoe9Wipu+j75X+PfW94+pcqUEZ27VrF7jWehK6++67zU8//ZRY79///ndG353kor8T/b2gdEycODFjmoDkojAZPHhwIlz0jlQtBOvXrx9YT+/LXnrpJXu3CJHXASK6cdxxxx2JX5r2H0hcdeHvvfeeadGiReD4enkXV1PWqOj89T3s76bvq+8dNXVCPP300zM6J2rR5FR6Gvrmm2/sTRJPoH//+98Drea0dOjQgbrwIre+d1+qotJEZarOsunpWcPp2D/2tKjl3meffWZvghB4HyBJqutWnbd9o4mrLlz18r169croSKdFNzq9n3n//fftTbym89V5p88iqEXfT99T3zdKqnLq27ev2WabbQL/wav5di7l+dVXXwUaXWjRjeaiiy6iLrzIbOjdlwbuzKXT6qeffmqOO+64wPYKlquvvrpkq58LpWgCJOmdd95JPHnYfyB6QtGTSrKqIyoffvhh4gZnH1+LWofosdtnOr9srVi06Hvp+0VNPdp32WWXwPFVn/3oo4/aq1do0qRJidZ69v6oCy8e63v3pab8zz77rL16hV588UXzu9/9LrC/Bg0amJEjR8baPaCUFV2AJBW6LlzHt5v7Jpe2bdsm6u2jHiMqVzoPnY/Oyz5XLfoe+j5RUzgdeuihgeNvvfXW5qabbjI//vijvUnOdEMYPnx41rrwPfbYg7pwT+X67svFzz//bO677z5Tu3btwP733Xdf88Ybb9iboJKKNkCk0HXhuuH94x//yPqiX4uqh9Q+Xb94Fi5caG8eKR1Px9Xx7Wqq5KLz1vnnc+POhSaeOv/88wPVf5pD5NRTTw21eXCyLjxbc0/qwv2xoXdf55xzTtZ3X67096ee69n+/nr06GHmzJljb4IcFXWAJKl/iOrz7RtGXHXhag3yyCOPmL322itwDulLy5YtEzdSrRv2OxvtT/vV/nUc+9jpi85T6+q8o6RfgGrFle0X4H777WfefPNNe5PQVFQXvnz5cnsTxKCid19RNtz46KOPzGGHHRY4brVq1RLD9axcudLeBBUoiQBJUo/1QteFqz5eN/G6desGzsNedGPVjVS/gm6++ebEE8PLL7+c6Afz9ttvm88//zy16H/r3/W51tP62k7bZ7tB24vOR+el84vDCy+8kDXI1FRYQ8LHVQdNXbg/wn735UozZzZt2jRwHupXoh9WyF1JBYhUVBeuG3AcVHc7bty4xJNRtibIcSw6ro6v88inLrkyZs2aZTp27Bg4F/3yv/baawvyy5+68MLS8Dfre/d14403Rl6Fmo2ehG677TZTvXr1wHlpgrRib54fl5ILkCSf6sIVauqv0q9fv8TNNapA0X61fx1Hx4vz17V6ql9xxRVZy/uEE04ws2fPtjeJHXXh8VJ59+zZM2t5692XD+U9f/58c8YZZ2R9F3P22WeH+i6mFJVsgCRtqC78mmuuKcgvYt3Y1aZdTwZqaaL/yPTSX4/yeozO1ihAi/49OXyD1td22l770f7iDIwkvUcZNmyY2W677QLnq/Gz4nriq4wN1YXrFzF14fnRE9+AAQOyPvFF/e7LlaqI7cFDtag1mH6QxfUEX2xKPkCSVCdfbHXh+qPV+w9f/3j1zilb02C9b7n//vtjeeeUjyeffJK68JD58u7L1T//+c+szfObNWtmxo8fb69e9somQKSiunAffxn5SK3eunfvHihDtXpTL/YlS5bYm3hLdeGag4a68Pxs6N1XoZ70XalHfO/evbP2iD/qqKPMxx9/bG9StsoqQJI2VDdLXfj6qd+NRkPOVsV2xBFHmBkzZtibFA3qwt1s6N1X586dvXj35Upz4px00kmB76UfSn/961+L6odSVMoyQJLUOoS68Nxo9GONgmyX1W677ZZ4B1Mq3nrrrfXWhd91113eVifGrRjffbl69dVXs/bxUlWtOuL6XlUbpbIOkCTqwtdPrbmyjdarFl933nlnyd5QN1QX/swzz9irl5Vif/flQoE5dOhQs+222wa+d6tWrRJ9tMoRAfKbiurCo+wh66P1jX6sKh3Nkx730CyFQF14porefUU94oMPVGV32WWXZa2y69KlS6LRSzkhQCwao2d9deFhj9HjIwWpZvjLFqQHHnhgYjTkclPudeGl/O7L1cyZM83//M//BMpjyy23NNddd535/vvv7U1KEgGyHuVYF/7UU09lHRhSox7HMVqv78qxLrxc3n25+t///d+sk81tv/325sEHH7RXLzkESAXKoS5coxZr1F77O6oxgUY7pjHBOhXVhU+YMMHepCjp3Vch590pJuoecO+995patWoFymv//fc3kydPtjcpGQRIDjY0U1ox14WrzvrCCy8MNGfWopn+NOMfsivVuvD1vfvS/9a7r7BHkS4l3377rfnLX/4S+O9J3QNOO+008/XXX9ubFD0CpBJUF96tW7fADaPY6sJV1TJw4MDEKMX2d9FoxnGN2FsKSqUuPPnuK9s4bXoS8fHdl375K6j1f33ywQcfmD/+8Y+BctTgkRpFuxCDR0aFAHGguvA2bdoE/kDq1avnfV24ZubbfffdA+eu0YtHjBjh/VATvirmunAf332pMYv+VvVDRy289KSvoeDVtD5bAw8t+nd9rvU0h/rFF1+cmMZBTWzVUTRu//nPf0yTJk0C56l/e/zxx+3VixIB4qjY6sI1+rBGIbbPVUNNXHXVVYnRi5GfYqsL17svDcppn6taW+ndl1pfxeWLL75ITMOgkSA0bpZ9TmEsepepWRAV6GHOgrkhetq45ZZbsk6gdcghhySeVooZAZKnpUuXrrcu/MQTTyx4XbiCQTPwKSjs89MoxRqtGOHaUF34n/70p4LXhevdl2bqVNWr/TcR57sv9a265JJLsk4yFceiJ0bNUaNqyKjpmuva628g/RzUPeC8885L/M0UIwIkJL7VhasqSqMMa7Rh+5w0KrFm6kO09OtSvzLt8i9UXbiqVlWlU8h3X6qa0vDoekq3z8Fe9CTUunVr07Vr10QjFv09P/fcc4kqKT3N6cdZctH/1r8/++yzifWuv/76xA84HSdb4xd7adeunRk8eHCicUSUdJ4HHHBA4Ph6ar3nnnu8e59TEQIkZBuqCx89erS9eiQ0w55GF7bPQTcOjUZcbH+kxU713YWuC9f7BM3IaZ+D3n2p6ijqd1+qLlP1lP1Ulr5oXC31dFfVcNhPBers+MADDyRCJdto3MlFYaN3Jwq6KOleoHuCffzmzZsnQrJYECAR0A1avyay1YXr10dUdeEaRVj/kdqPyfqPVjPxaRRiFIaeNvTUEXdd+PrefanKVTN2Rv3uS9VUatZsNwtOLvqxpXcEGtg0TurnoqeUbJ0ktajmQE3coxyZW7USqp3QsezjqzYj7BCNAgESIdVrqn5T9Zzpfxxh14Wro1+fPn0SHf/sP0SNNqwZ+OCH9dWFK+TDrAvX/BuFfPelaqVswaVFT8KaTiGqH1KVoScvPZ2pn0a2oVpUfpdeemmk85morPRkZB9bIa/3q3rP6isCJAbrqwvXr9F868I1WrCaLtr71ujCY8eOtVeHJ3TzVMss+7rpqVUtuVyrGQv97kv9SfQ3ne1mrGbBapabz997lNS4QINnZqs5UAsujdodJbXczPZuSC09Va2nlp++IUBitKG6cLUZrwzNlKdRgu19qS38bbfdlvgPGf5bX124qnb0Pq0y1vfuS3X+cbz70hwgGuLHPr5+zGjukGIZ/kS/+PVEn+1dyfHHH58YlTgqauigvmTqU2YfW33P1AfNJwRIzJJ14WqJY/+BqPdqRXXhGkZdM+TZ1WKqYz7zzDML0mEK+cm3LrzQ774UDGqOax9fA48OGDDA6461G6IWWSo/+781fS91voySRrXQ6BbZmlprNAz1m/EBAVIgG6oLVx8Cuy5c/5Gq+aP+eO0/KI0a/Pbbb2esj+KjunC9cLav7/rqwvXuSzNnFvLdl25k++23X+D46k9SKj9mpkyZEhh5Qv/dqhFC1OGocfbUC98uX7UWU9NmjdNXSARIgeVSFz5+/PisVQOql9VowSgtudSF+/DuS8ex3xfsvPPOJTk7n4JCP+DsRgkHH3xw5E1+RSN/+3gPIEA8oeEVstWFZ6vq0q8Pvewr9K8PRCdZF665Ruzrn23UA7370oyacb370pDu9tNz586dA09JpUbzBKkxQPr3VlPgTz75xF41dKqF0FxE2WohdA5x/XBIR4B4ZEN14clFM+NpVGCUhw3VhWvRuy/NoBlXdZFaeak6Lf0cFGj9+/e3Vy1ZeqekwRrTy0CdINWwJQ6aFVWzo9rvZvS3EHdDBQLEQ9nqwtWL2LcWGIiP6sLtgQ9VzaVfxHFRdar6S6Sfg5oLx3kOvlCQqiNielnoyeD111+3V42MOmna1d9h9S3LFQHisSFDhiSGNlCPWB/bgCNeekJNv1nEUW2SpPDo2LFjxvE1BPzs2bPtVcuK3lOm97JX/5c4R+JWk+L0a6KnkzgRIECRKFSA6Ne2/eTRtm1bZif8zahRozLG+NKTSFxDsxAgAHJSqACx33mo5VHUY2gVmyeeeCLjPZVaR0U5jlYSAQIgJ4UIELW2Sj+mnjwIj+w0o2d6yzS9o4p6eHgCBEBO4g4QNQtNvyHqnYdGQsD6aQiU9Gt07LHH2quEigABkJM4A0Q9zNM7Caq1Vbm/MM/VWWedlXGdomziTIAAyElcAaK+BOnNQ9X7uhyb6rpSJ9D27dunyk/9utTkNgoECICcxBUgGhgx/ThR/oIuVersm/4Ep9GVoxg5ggABkJM4AkSTK6W/99DwJHDz2GOPZVyvXr162avkjQABkJOoA0TjaKnjanL/mqem1Me2ipqGHEmWp/qKfPjhh/YqeSFAAOQk6gDRPDXJfespRBNEIT+aCrdhw4apctXMpGEiQADkJMoA0fhr6dPQaj4PhGPMmDEZ1+3hhx+2V3FGgADISZQB0qlTp9R+a9SoEdvovuVAQ8Gkt8pSL/Ww5oUnQADkJKoA0TDk6S/ONQ0twqUyTh9+XXO9hIEAAZCTqAIkfeoAzWgY9TSt5erkk08OvZwJEAA5iSJApk+fnjEc+bBhw+xVEJL3338/40kvjHchBAiAnEQRID169EjtT1O1xj2jXblJn8lQA1PmiwABkJOwA2TevHkZ81gMHDjQXgUhmzhxYsY1nDRpkr1KpRAgAHISdoD069cvta86deqYlStX2qsgAnrySJb7+eefb39cKQQIgJyEHSCaryK5r549e9ofIyJ33313qtzr1q2bV7UhAQIgJ2EGiEaHTd/XlClT7FUQEVUdpjfpHTdunL1KzggQADkJM0DSR9zVSLGIV4cOHVLl3717d/vjnBEgAHISZoCoH0JyP3379rU/RsRGjhyZKv+aNWua1atX26vkhAABkJOwAkSzDabvZ9q0afYqiNiCBQsy+oRMnTrVXiUnBAiAnIQVIMOHD0/to379+vbHiEnLli1T1+Guu+6yP84JAQIgJ2EFSHrnwXzq35EfNeFNXoeOHTvaH+eEAAGQk7ACJH1+iqFDh9ofIyaPPPJI6jpo+luX9yAECICchBEgc+fOzdjHrFmz7FUQEzXnzfdaECAAchJGgGiWweT2mkBKc1WgcGrXrp26HuPHj7c/rhABAiAnYQTIoEGDUtu3bt3a/hgx23///VPXQz3UK4sAAZCTMAKkV69eqe27detmf4yYnXbaaanr4TIuFgECICdhBMgRRxyR2r537972x4jZjTfemLoehx12mP1xhQgQADkJI0DS+x6MHj3a/hgxe+ihh1LXo1mzZvbHFSJAAOQkjABp1KhRavunn37a/hgx04vz5PVQ8+rKIkAA5CSMAKlRo0Zq+wkTJtgfI2avvvpq6npUr17d/rhCBAiAnOQbIGqymz6MuOv4SwjPO++8k7oempu+ss2qCRAAOck3QOztZ86caa+CmKnzYPo10TWqDAIEQE7sAKhsgCxcuDBj+zlz5tirIGa6BunXRNeoMggQADnJN0Ds7XkCKTyeQADEwg6AygYI70D8wzsQALHIN0CEVlh+oRUWgFiEESD0A/EL/UAAxCKMAKEnul/oiQ4gFmEECGNh+YWxsADEIowAYTRevzAaL4BYhBEgzAfiF+YDARCLMAKEGQn9woyEAGIRRoAwJ7o/mBMdQGzCCBBRc9HkPoYOHWp/jJg88sgjqetQq1Yts3r1anuVChEgAHISVoD06NEjtY/u3bvbHyMmemmevA4dO3a0P84JAQIgJ2EFyPDhw1P7qF+/vv0xYpLeJ+euu+6yP84JAQIgJ2EFyBdffJGxn2nTptmrIGILFiwwG2+8ceoauI5LRoAAyElYASJNmzZN7adv3772x4jYyJEjU+Vfs2ZNp/cfQoAAyEmYAXLJJZek9tOiRQv7Y0SsQ4cOqfLP5z0UAQIgJ2EGyHvvvZexrylTptirICJqvps+rP64cePsVXJGgADISZgBIq1atUrtq2fPnvbHiIh6nCfLvW7duuann36yV8kZAQIgJ2EHSL9+/VL7qlOnjlm5cqW9CiLQtm3bVLm7jH+VjgABkJOwA0RVKVWqVEntb+DAgfYqCNnEiRMzruGkSZPsVSqFAAGQk7ADRNI7Fe600055VaegYkcffXSqvPUkki8CBEBOogiQ6dOnJ+biTu5z2LBh9ioIyfvvv5/R9+Phhx+2V6k0AgRATqIIEOnSpUtqn+of8ssvv9irIAQnn3xy6OVMgADISVQB8u6772b8Mh4wYIC9CvKkMk5vuvuPf/zDXsUJAQIgJ1EFiHTq1Cm13xo1apj58+fbq8CR5lxp3759qnx32GEH8+OPP9qrOSFAAOQkygD5/PPPExNMJfd9yimn2KvA0ZgxYzKuWxjvPpIIEAA5iTJA5Oabb07tW1Vamr0Q+Vm+fHnG/CuHHHKIvUpeCBAAOYk6QFatWmWaN2+e2n+TJk3M0qVL7dVQCeecc06qPNXn5sMPP7RXyQsBAiAnUQeIvPTSSxkv1Dt37myvghw99thjGderV69e9ip5I0AA5CSOAJH0kXq19O/f314FFfjyyy8T09Qmy1AjHq9YscJeLW8ECICcxBUg6o2+//77p46zxRZbmLfeesteDeuh/h3pra623HLLxOjHUSBAAOQkrgARzVqY/gu6QYMGZvbs2fZqyOKss87KuE5RPsERIAByEmeAyNixYzPeh+y6665m4cKF9mpI06dPn4xrdOyxx9qrhIoAAZCTuANE7rjjjoxjagDA7777zl4Na4wYMSIjcDXfyrJly+zVQkWAAMhJIQJELrvssozjHnzwwYSI5YknnjCbbbZZqozU23zOnDn2aqEjQADkpFABoqE4TjvttIxj60lkwYIF9qpladSoURnzqtSsWdNMmzbNXi0SBAiAnNgB8sEHH9irRObnn382HTt2zDi+3omU+4v1e++9N2M4fA0HM2HCBHu1yHz22WcECICKaViM9JvF9ttvH+q4ShVRiNhPImqdVY5NfPVUdv3112eUhZ48Xn/9dXvVyPznP/9JTAKWfg5ff/21vVqkCBCgiKhPQfoNQ8uBBx6YGC48Drpx2u9ENt9880ibqvpm0aJFGTMLatluu+1iuwYaDuWPf/xj4O9A12H16tX26pEiQIAiMnPmTHPQQQdlVJto0VwT6n8QVzNbtc5Kb3GkRcOelPrYWXrasn/177jjjrG8j/r222/N+eefn/G+RYuugzoufvTRR/YmkSNAgCL09ttvZ/R2Ti6ay+POO++MZW5z9RNJ72yoZeeddzavvPKKvWrRU+/yfv36JXrlp39ftUibN2+evXqoVHWoJ7zatWsHrvd+++1n/u///s/eJDYECFDEHnroocQvYPvGsttuu5lx48bZq4dOPdZ1E7OPr/lESmVSqilTppg2bdpkfD/96r/yyitDmZZ2Q55//vnEOFp2+WqIeLX+UpViIREgQJH74YcfzA033JAxIVRyOfLII82MGTPsTUKlpx0NwGhXaemlsqbHjfomGxV1ArzgggsypqJNfq+nnnrKXj1Us2bNSvRit6+nnoCuvfbaRIMKHxAgQInQCLDdu3cP3HTUwe3iiy82S5YssTcJlSagatasWeD4TZs2NcOGDYulWi0Meo+jIUmyVRkdf/zxib4XUVFoXX755YkX4vaxTzjhBO+aTRMgQIl57bXXEh397BtQ3bp1zQMPPBDpE4EmpdLMhtmehvTyeeDAgaHNBx62xYsXm969ewfe62hRz/Inn3zS3iQ0aj2lkFVrLvvYe+65p7fvlQgQoAQV+oakOdY7deoUOLaWOnXqmJ49e5rJkyfbm8VO7xA0iZb6t2QLPVUZXXrppZFWGRUy8PNFgAAlrNBVIpoHo0uXLoFmx8lFL4hvueWW2Ib+SJo6dWqiI2C2Bgha1N/mwgsvjHQ8q0JXOYaBAAHKQKFfyk6fPt306NEj0IchfdHTkm6oQ4cOTfR3CZMaEujX/Iknnpj13UZyqVq1auLmHWXT3EI3eggTAQKUkUI3C9WNWf0pNNS5fQ72ohts69atTdeuXc3f/vY3M3LkSPPcc88lqt9U/aVqsuSi/61/f/bZZxPr6elCYaHjKBTsfdtLu3btzODBgyMffr3Qza7DRoAAZcaXjmmq3lLz31122SVwHnEsClI9fYX9tJONDx0/o0CAAGVqQ0Nj6KXy3Llz7U0iow6Jw4cPT1Rz6WnIvtGGsagl1emnn24efPDB2L6bOlOeeeaZgXdAcQ89ExUCBChz6xucb+uttzY33XRTQZrdqqpLraPU7LdXr17mqKOOSjypNG7c2FSvXj1wrlr07/pc62mwQ73LGDRoUKJqK+5e8WrOfPvtt2c91zgHv4waAQIgQcODZ6tO0vhWjz32mL16wakqTu8/9H99ol7q6jxpl6P6wcQ5/H4cCBAAKfrlrGa122yzTeAGqIED33//fXsT/Eaj4R5++OGBcqtWrVqiZ/vKlSvtTYoeAQIgQBMT6X2BPb6V6u7PPffc2Ge+85l6sKvPiP0uSYsGlfzqq6/sTUoGAQJgvTQS7QEHHBC4MWq4j7vvvrtoWw+FQT3E9Y5GPevt8tlnn33MpEmT7E1KDgECoEKjR482jRo1CtwomzdvnuibUW70gn/33XcPlEf9+vXNiBEjIu9P4wsCBEBOvv/++0QHvWzT6h5zzDGxzMpXaJ9++mliRF77+6tH/1VXXWW+++47e5OSRoAAqBT12VDvcPsmqvG2NPBgKU5rq2BQQNgzEmpRoChYyhEBAsDJxIkTE0ON2DfUevXqmSFDhiRGBC52qopSlVSDBg0C31NVWC+++KK9SVkhQAA4U0hoDCmFhn2D1TSwCpli9cYbbyRehtvfSy/N9fLc52HW40KAAMibqq00rpWGIrdvuKruUrVXsVCzWzW/tb+Hmumqua6a7WItAgRAaPQiXcOI2DdfjYirEXVXrFhhb+INdfRThz91/LPPXx0E1VEQmQgQAKHTsOpq4mvfiNUUeMyYMfbqBachRjTUiH2+GpJk7Nix9ur4DQECIBLqZKjOhjVr1gzcmDX/hjopFpoGNdTghvb5aRDE2267LTG0C9aPAAEQKQ17ouFPNAxK+k1aQ5xruJQoZ/9bHw2jfvbZZ2c9Jw2/HvfovcWKAAEQCw3EqAEZ7V/7Grixb9++sfza11ORZkTURE72eWjCJ038hNwRIABi9eijjyaGiLdv4BpK/oknnrBXD8348eMTU8fax9UUs5pqFpVHgACInSap0mRVmrTKvqEfeuihZtq0afYmzmbMmGGOPPLIwHE053rv3r3NDz/8YG+CHBEgAApGU8ueeuqpgWHj1edC0+0uWrTI3iRnS5YsScxKmK1vykknnWS+/PJLexNUEgECoODefPNNs99++wVu9LVr1zYDBgyo1KyD6iH+wAMPmLp16wb2t9dee5nXXnvN3gSOCBAAXtC4U6NGjTINGzYM3PhbtmxpXnjhBXuTAM1/vueeewa232677cywYcNKYnwunxAgALyyfPlyc+2112Yd+bZjx45m1qxZ9iZm9uzZ5oQTTgisrxGCL7/8crNs2TJ7E4SAAAHgJYVC586ds4bCFVdckQiFDYXNsccemzVsEB4CBIDXXn755azVUurLka2Xe4sWLczzzz9v7wYRIEAAeE8vxu+///6sL8aTi+Zp79+/f6VeuCM/BAiAoqGmub169coYgkTDj6jJ77fffmuvjogRIACKzuTJkxO92TWC7quvvmp/jJgQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACc/D9pnFKnAaV5mwAAAABJRU5ErkJggg==)
PN: 2615-3-86
CAS: 676348-33-7
Molecule Weight: 200.212
Formula: C13H9FO
![4'-Fluoro-[1,1'-biphenyl]-3-carboxylic acid](data:image/png;base64,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)
PN: 2621-3-X4
CAS: 10540-39-3
Molecule Weight: 216.211
Formula: C13H9FO2
![3'-Fluoro-[1,1'-biphenyl]-3-carbaldehyde](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABcEAAAXBAGuiIYDAAACKXpUWHRtb2xTb3VyY2UAAHichZRtb6MwDID/ipXP17wABVqVTlWnSSdtOum2k+7bKYW0QyrJFFhf/v05UDpoO9qCnNh+YmLHmT0cii3slC1zoxMiKCegdGqyXG8S8uftaRSTh/ksRSd01GVC3qvqY8rYfr+n6bsq5MFompqCNPbpocx7PnufGrthHueC/X15fq2ZUa7LSupUIVXm07JWPptUVvVXfBOCFdLucs0ad1bYXbPaP4+7h9NDmZGvvSzRtkAU1vlWwdrYQlaw8zjFh/+AjdLKykplsDqi2qcB7n0+e3k06WehdIVDt0Keyu1rZT9TVBRmq9JPXAwHPx8TUggEZGWKhbXyCG7k1FKA9ED6IAOQY5AhyAhkDHICUnB80S7QQaCHQBcxxpxvlQv6dvxQCXmC5Tf/X7DElHmuUL7vR3ASHg3DKGjFSYm7xF8rRiftWZ6cR7htjl91lmO0B2gP0R4HrR+BI0YdcRpFbjGP+sJJn/KY13Do8QaedOetvdWHdOI7GdGId+eXXH+OWWbnNM9nK6OzzhDyLCErQer8/1br0juVgICxmbKYLLeAc+0CXh9wBTsDi1uA3wdceYeBoA+4wzAMjPuAOzrDQNgH3EEbBqKrTd8B4qsI8XBaJ33AnfrhCIL3ibpJ7iCXxa6b6g5zUe+mCe8wFyVvmnZ4/+Ki6k2TnxnvJjO+EefOWRHhVaJvI6zTLqy9wXB4dbuxztXH8MKf/wcgRsX+8Q0Q/QAAMhhJREFUeF7t3Qe4FNX9xnEjVuxGsWLBgi1KUBHFiChGxRKxRYSoWLGXYEONDQtG7F0UFJVILNFYYguKIupfEXvv2FFRiWI9/32HO8Ps4V7uzG9n793Z+X6eZ55H2bOzM2dh3tkzp8zmAAAwmM3/AwAAkiBAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEABpcuf9siTZMR00AQAM/KJraMB01AQANCIh0qCkAaECApENNAUADAiQdagoAGhAg6VBTANCAAEmHmgKABn5vq8Y2zEBtAEADPywa2zADtQEADQiJdKgpAGhAgKRDTQFAAwIkHWoKABoQIOlQUwDQgABJh5oCgAYESDrUFAA0IEDSoaYAoAEBkg41BQAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgACAZ9rUL9xNg1Z0tw7u7H75+Uf/ZTQgQADA8+FrY6IxIV9/9qb/MhoQIADgKQuQT9/wX0YDAgQAPARIMgQIAHgIkGQIEADwECDJECAA4CFAkiFAAMBDgCRDgACAhwBJhgABAA8BkgwBAgAeAiQZAgQAPARIMgQIAHgIkGQIEADwECDJECAA4CFAkiFAAMBDgCRDgACAhwBJhgABAA8BkgwBAgAeAiQZAgQAPARIMgQIAHgIkGQIEADwECDJECAA4Jn06hh36b6zBdsUAqRJBAgAeF6aMMb12Xi2YPvkAwKkKQQIAHgef2yMa//b2YLtnbcJkKYQIADgGTNmjJttttmC7Y03CJCmECAA4CFAkiFAAMBDgCRDgACAhwBJhgABAA8BkgwBAgAeAiQZAgQAPARIMgQIAHgIkGQIEADwECDJECAA4CFAkiFAAMBDgCRDgACAhwBJhgABAA8BkgwBAgAeAiQZAgQAPARIMgQIAHgIkGQIEADwECDJECAA4LntttuiAHnuuef8l9GAAAGABj/++KM7//zzXdu2baMAWXzxxd2IESPcr7/+6hcvPAIEAEruvfdet9pqq0XB4W9dunRx48eP999WaAQIgEJ77bXXXK9evcrCYtNNNw2arsaOHes6d+4c/flvfvMb169fPzdp0iR/N4VEgAAopClTprijjjrKzTXXXFFArLjiiu6WW24pK/fLL7+4YcOGuXbt2kXl5ptvPnf66ae777//vqxs0RAgAApFgXD11VcHzzbCQJh//vnd4MGD3bRp0/zika+//toNHDiwLHBWWGEFN3r0aL9oYRAgAArjkUcecZ06dSprktpjjz3chx9+6Bdt0uuvv+623Xbbsiav7t27u4kTJ/pF6x4BAqDuvfvuu27XXXctu+hvsMEG7oknnvCLJnbfffe51VdfPdpfmzZt3P777+8+//xzv2jdIkAA1K2pU6e6k046yc0zzzzRhX7ppZd21113XSbdcn/66Sd34YUXukUWWSTa/8ILL+zOO++8oEtwvSNAANSlG264wS277LLRhX3uued2J5xwgvv222/9ohWbPHmyO/DAA90cc8wRfV7Hjh3dPffc4xetKwQIgLry1FNPuY022qisuWqnnXZyb7/9tl80c88//7zr0aNH2WdvvfXW7tVXX/WL1gUCBEBd+Pjjj91ee+3lZp999ujivfbaawfzWrW0W2+91XXo0CE6jjnnnNMdeeSR7quvvvKL5hoBAiDXfvjhB3fWWWe5BRZYILpgL7bYYu6KK65wP//8s1+8xahL8BlnnBF0EQ6PS12Hr7zyylY9riwRIABy6/bbb3crrbRS2Z3+EUccUVN3+h999JHbc889gy7D4XGus8467uGHH/aL5g4BAiB3XnjhBbf55puXPWvYaqut3CuvvOIXrRlPPvmk69q1a9kx77LLLu6dd97xi+YGAQIgN7744gt30EEHlfV2WnXVVd1dd93lF61Z119/vVtmmWWi41cX4xNPPDHocpw3BAiAmqfxFhdddJFbdNFFowvvQgst5M4999xcjrdQWCg04uNTFCojR470i9Y0AgRATbv//vvdGmusEV1oNeJ73333dZ999plfNHfUfLXzzjuXNWttuOGGQXNXHhAgAGqSlpLdbrvtyi6um2yyiXv22Wf9ormnB+p6sB6epx6468G7HsDXMgIEQE3RrLfHHHNM2ay3yy+/vLv55pv9onVFXXvVxVddkMPzVtdkdQWe1SzBrYkAAVATNM36Nddc45ZYYonoAqp1N0477bSqrbuhZxH6RaNw0voegwYNCgYjatPo9fC/9ed6XeVUvpoPvNUFWYMO1SU5rAcNStQ67bWGAAHQ6h599FG37rrrljVX9e3b133wwQd+0YpoJUH1gurfv3/Z+BHLpvdrP9pfNVYo1PQnmgYl/pmbbbZZMF1KrSBAALSa999/3/Xp06fsIrn++uu7cePG+UXNNMXJ0KFDy9YBaWz77W9/GywQpYfYWtI23PT/+nO97r8nvmn/+hx9XpY0IaMmZgw/R12YNXGjJnBsbQQIgBb33XffuVNOOcW1bds2ujAuueSSbvjw4ZlMsy4PPvhgsNZ5fMxIuGnsyIABA4Ims/HjxwfjS5JQOZXX+/R+7cfftz5Pn6vPz4q6KmuKeE0VH36OppDXVPLq4txaCBAALeqmm25yyy23XHQh1DTrxx13nPvmm2/8oiZ33nlnsFhU/KKuCRZ79uwZBFTWzU3an/ar/ccnctSm49DxZEWLVe23335BV+bwM7SolRa3ag0ECIAW8fTTT7uNN9647AK7ww47uDfffNMvaqKH22puiu+/ffv27uyzz848NJqiz9Hn6XPjx6HjyrL7sZbP1TK68c/QMrtabrclESAAquqTTz5xe++9d9nd+VprrZVZE4+6/R5++OFlTVUrr7yyGzZsWKuNUtfn6vN1HOEx6fh0nDrerIwePTp4PhN+hro+Dxw4MNPPmBUCBEBVaJr1c845xy244ILRBU4Poi+99NLMpjPX8wiNEQn3r+cCl19+eWb7r5SOQ8cTX/JWx6vjzoq6OKuLsbo8h5/Rrl27IMDUNbqaCBAAmVO7/yqrrFJ2933ooYe6L7/80i9qpnmwwrESGrmt8Rq1Or2JjkvHF07pruPW8WdJzWf9+vUrmza+c+fObuzYsX7RzBAgADKjppv4OuTatthiC/fSSy/5Rc10x61BfuH+9asmL7Px6jjj3YF1HlkPknz88cddly5dyr4DTZNSDQQIgMzo4W540VKQ3HHHHX6RikyZMiWYDyv8jG7dumU+2LDadLw67vAcdD46ryypK/SIESPKuv1mHVRCgADIjEZPhxesrB6ShzRAT2uch/tXk1BrjoGohI5bxx+ei84r6wGIovEq4Wf873//81+uGAECIDPxAHnkkUf8l810hx6frVaTLdYDnUd4Tjq/rH+J3HjjjQQIgHyoRoCo6SU+5mHIkCF+kVzT+YTnpvPMsqmJAAGQG1kHiNryd9xxx2ifxx57rF+kLui8wnPU+WY1nQsBAiA3sg4QdXUN96dnBvUs/kwkqy6+BAiA3MgyQDTYLhznoV5LeX1gnpTOL+ydpfPOYrAhAQIgN7IKEE3FEY4w17iJvHXVtdJ5huNEdP6VTklCgADIjawCRHNGaR8aVZ2XQYJZ0fmGo8lVD5UgQADkRhYBollrw4kR6/25R1PC5yGqh0pm8SVAAORGpQGi3kfhlOyagLBW57aqNp13OAGj6sPaK4sAAZAblQaIJmEM369ZbItM5x/WhXVRKgIEQG5UGiBdu3YN3qt1NGplSvbWovMP1xNRvVgQIAByo5IA0dxZ4Xu1lgVcUA9hnVjmFiNAAORGJQHSq1ev4H1aDra1VhKsNaqHcHlc1U9aBAiA3LAGiGaiDXteaU1xzKD6UL2oftLO2EuAAMgNa4AMHTo0eE+bNm0KM2gwKdWH6kX1o3pKgwABkBvWAOnUqVPwnp49e/ovoUT1ovpRPaVBgADIDUuAaC3v8D3Dhw/3X0aJ6iWsI9VXUgQIgNywBMjIkSNNF8ciiYes6ispAgRAblgCpH///kH5jh07+i8hRvWjelJ9JUWAAMgNS4B06NAhKD9gwAD/JcSoflRPqq+kCBAAuZE2QKZOnRrNPHvttdf6LyNG9aN6Un2p3pIgQADkRtoAmTBhQlR+3Lhx/suIUf2EdaV6S4IAAZAbaQNk1KhRUfnJkyf7LyNG9RPWleotCQIEQG6kDZDBgwcHZbUKH5oXrlaoekuCAAGQG2kDZODAgUFZemAlE/bEUr0lQYAAyI20AXLAAQcEZddbbz3/JTRC9aT6Ur0lQYAAyI20AbL77rsHZXv06OG/hEaonlRfqrckCBAAuZE2QHr37h2UtUxVXkThlPeqtyQIEAC5kTZA+AWSDr9AANSttAHCM5B0eAYCoG6lDRB6YaVDLywAdSttgDAOJB3GgQCoW2kDhJHoyTESHUBdSxsgzIWVHHNhAahraQOE2XiTYzZeAHUtbYAI64Ekw3ogAOqaJUBYkTAZViQEUNcsAcKa6M1jTXQAdc8SIPGL4/Dhw/2XUaJ6sYQsAQIgNywBIp06dQre07NnT/8llKheVD+qpzQIEAC5YQ2QoUOHBu9p06aN++CDD/yXC031oXpR/aie0iBAAOSGNUA+/vhjN8cccwTvO/vss/2XC031oXpR/aie0iBAAOSGNUAknKq8ffv27scff/RfLiTVg+pD9WKZ8p4AAZAblQTIgw8+GL132LBh/suFpHoI60T1kxYBAiA3KgkQ6dq1a/DelVde2f3888/+y4Wi81c9qD5ULxYECIDcqDRA7rzzzuj9l19+uf9yoej8w7pQvVgQIAByo9IA+fXXX92GG24YvH+RRRZxn332mV+kEHTeOn/Vg+pD9WJBgADIjUoDRJ599tmoR9Zee+3lv1wIOm+dv+pB9WFFgADIjSwCRA4//PBgH5p59q677vJfrms633CGYtVDJQgQALmRVYB8/fXXbvnllw/2o1X4ijK4UOcZrjqo81c9VIIAAZAbWQWIjB8/3s0555zBvrp16+Z++uknv0hd0fnpPHW+Om+df6UIEAC5kWWAyLnnnhvtr96fh4TPPbTpvLNAgADIjawDRL2Pdtxxx2ifxx57rF+kLui8wnPU+Vp7XfkIEAC5kXWAyPfff++6d+8e7XfIkCF+kVzT+YTnpvPU+WaFAKlB3333XbCoS9FHytYKTTD3wAMP+H+MVlCNAJEpU6a4ddZZJ9r3Mccc4xfJJZ1HeE46P51nlgiQGqMudgsttFDwhSy11FJu7NixfhG0EAX4ZZddFo0Z2Gijjdzrr7/uF0ML+eabb8ra8bfZZhv3xRdf+MXMdKOw9tprR/vXZ+X1wbqOO15XOq+0M+02Rz26wofyBEgre+WVV9yWW24ZfRnx7c9//rN77733/Legih566CH3u9/9bqbvYq655nJHH310xd0fkZza67Vinm6o/O9j0UUXdRdffHFmF3rdoW+yySbR/nWBzFsXX//CrvPJ8peHWkhOPfVU17Zt2+gz5p57br9YJgiQZnz55ZfBYJ6wO6G2lVZayR122GFl/2DmnXde97e//a0qKY8Z3nrrLde7d++yi5SmejjggAPcfPPNF/3ZEkss4a655hr3yy+/+LtAhh5//HG3/vrrl30f2223ndtpp52iRZC0rbHGGpk1M+oZgfYf7lvjJvIy2FDHGY7z0KbzyPKZxz/+8Y9o/Iw23VAdeuih7pNPPvGLZoIAaYKaRzSZ2WKLLRZ9GQsssIA766yz3A8//BCU+fbbb92gQYOCdA/LaO5+tTsiW6rr448/fpZ1rTu7fv36Ra9r69y5s3v00Udje0IWGqvrddddt6yuJ0yYUPZrQdv222/v3njjjdie7NTVNbyx08htNQnV6txZOi4dXzjCXMedVVddUV3/4Q9/qFpdN4UAacR///vfsrbW2WefPfjym2qj1F1xvKuhNv1E/b//+z+/KFJS88iIESNm+rV38sknN/lrr7G74t12241mxgzobvm0005L9WuvsbtiPTzOoplRg+3i+9YEhLrxq5UOLuGNaDgxojYdbxaDBEXBtO+++1bt115zCJCYt99+e6Yg0IPZpEGg4Im3yyt4+vfvX7Wfj/VOQdClS5ey7yNpEDTWLq824VkFD2bt5ptvdiussEJUn2meNyl41C6fJniS0uermTnsTKFN62hoMabWWtlQn6vPD9fz0Kbj03Emqa/maP/6BRN26NGW9fOmJAgQN7155IQTTihrHll22WXdDTfc4BdtVtgzKN7OueCCCwbrGodNX5i1SZMmBc0j4c99bWqKsvR4U88gv+lrueWWczfddJNfFE3QbLB+U5Sec1iaR9T01bdv37J9qenrscce84umpuMMp4IPNzVz6t+e/k61BH2OPi9chjbcdFyVzKobp+coq666arRvBdPBBx+caY+3pAodILpLve6669zSSy8dfRlZPQzXw3c9aI8/fNfdyL/+9S+/KBroLvX0008vu0tt165dcCdX6V1qYw/fN954Y/f000/7RdFAzSP77bdfWfPI6quv7u6//36/aGrjxo1z6623Xtn30adPH/f+++/7RVPT4ksbbLBB2b7VGtCzZ8/gV2nWYaL9ab/avz4n/rk6DutiUL7GeoJuvvnm7sUXX/SLtpjCBojaIP2/ZOqO++677/pFK/Lyyy+7P/7xj2Wfo79orfml16LRo0fP1DwycODATH7ux6n771prrVV2Ydl7771pZoxR88jQoUNnah656KKLMm0eCZsZl1xyyehz1Mx4yimnBF1RK6U1xHv16lXWtBVuuoMfMGBA0ISma0HSu3eVU3m9T++P/xIIN32ePteyhnljmuoJWgs3o4ULkA8//ND95S9/KWse+f3vf5/pqNnG/Pvf/3arrLJK2V+yQw45JPFf3Ho1ceLEsmkqtG277bZVHRCoZsZLL710pmZGTSlR9GbGu+++e6bmkYMOOshNnjzZL5oZNTMed9xxMzUzjho1yi9qos4vCsROnTqV/T3zN/190E2Mmps23XTTaNP/68/jf18a27R/fU5TnW3SStITtLUVJkB+mjbNnT14sJt//vmjL2PxxRd3V199dcXNI0npzu7vf//7THd2l1xySaZ3dnnw+eefu/3333+m5pH77rvPL1o1urNTH3n/4esdd9zhF617ah7Zaqutyi6Im222mXvhhRf8olXz5ptvuj/96U9lx6BmxmeeecYvaqbmpuuvvz7o3KK7+Phnpd30fu1H+8u6WSxtT9DWUogA+e6f/3TXrLii26jhy1DzyF//+tdMR3+m8emnn7p99tmnrL10zTXXzOwnby1TiJ533nlu4YUXjs5dXRwvvPDCVgtRNTNuscUWZRcH/f9LL73kF607X331lTviiCNmah657bbb/KItRv8O9O8hfvHUvxf9u8na1KlTg4fb6mGm528a16ULtTYN8gv/W3+u11VO5fW+aqi0J2hLq+8AmTjRlX6Dls5yNjemtB1c2vpus4177bXX/JKJ3X777cGDRd0tVUp3Vv7gH92BZbHvWnTPPfe4jh07RueqO/8DDzywqs0jaehhp9/MqF8o+qVSb9Q8csUVV8zUPHLmmWfWRPOIbib0y1y/0MPj0y/3c845pyaOL2uNDUq29gRtSfUZIJ9/7twBBzjXpk0QHtq+WW0198F//uOXTOz55593PXr0iL7cI4880i9iprZetfmG+9YvJK0PoLbheqAZWrfeeuvo/LSpLlWntUYXJ12k9EwkPFa1feuZSa0MTqvUmDFjyppHwlHcH330kV+01ekZoZ4VxpsZFfJZ9WxqbdXsCdoS6itANGjo/POdW3jhKDjcIos4d8EFuqXxSyeiu2P1toi31esuOuteVOp1ot4n8QnQ1Dvl2muvzWxxmZam5hEFbbx5pEOHDu7WW2/1i9Yc9cpS76x4M6N6b+W5mVHNI/E5pLTpAfFTTz3lF605ak5U78X4sat3o5of86qleoJWU/0EyL33Olf6lVH6FqZv+vVRuvA7Y/OIfkJfUAqe+BQEardX+301R7eqH/zuu+9e9pdK/eXVbz4vdKd+5ZVXztQ8csYZZ7hp06b5xWuaxonoQW78+9hhhx1y1cwYDpSdZ555onNQ84jWtMkbdXCIj+7WzYnGW+WpmbG1eoJWQ/4DRM8zevWaERzaevRw7rnn/JKJ/ec//wl6BIVfrn59qMeQeg61FI3M9QdaKVhqferqhx9+uGzhH/0j2XPPPWuyeSQNjVyPNzOqrVpdT2u9mVE9hJZZZpnouBUiJ510UtUeArcENTOqy7XfzKgZIGq5mVE3T4NbuSdo1vIbIOpBddRRrnQLMiM4VlzRuVtu8UsmprEHGoMQv2irH7jGKrQGNV2pCcsfaKU5hbIYaJWld955x+28885ldafmkSeffNIvmltNNTNqMFytNTM+8cQTrmvXrmXfx6677pqr5pHmNNbMqLnoNFi01vzzn/8sXZ5WjI6ztXuCZiV/AaKkvuoqV4ruGcFRSvRStCvi/dKJ6EvUqGd9qeEXrIFD+tJrge5y9VA9fnya0VOznLY23cmeeOKJZc0juuPNY/NIUmpm1LQb8YuzZv+thWZGNY/sscceZc0jGuCWx+aRpNTMGF+gSZumrdH0Na1NN5+6CY0fm1ZqrKQnaC3JV4DoH0HpH0PpW5i+lf6RlP616F+NXzKRX0thdNOwYcF8S+GXq3mY1N87y0VesqLJ6/yBVuoGrLUAWoNCwm8eUZhUq3mk1vrsa+0LTQQY/z40UWBrNDM21TxyVelmK6/NI2lpbZj4JIZqZtREmnoG1NLU3K1FzuKdb1ZbbbWgebye5CNA9LN7l13Kn3OUfp6Xfqf7JRP7eexYd8fvf+96NXy5umPTg62sR5RWg+b69wdaaU2Aagy0aoyapfzmETVfqRkrS3kYNayLs+ZF0tTk4WfpJkRrZrTUTcgtt9xS1jyiB8tHHXVU7ptHLNT1VVP2qytsWB+a0l9ryrREM6M62Jx//vkzDZRVh5zWGihbTS0TIHff7Vy/fs516OBK/7qca9t2+n/rz/RaU/RA7JRTXOnWdkZwlO54S1cBv2RyCqM//znY18TSdkJp27lLl8wWeGkp+suouf/9gVaaKqVavcT0IFwPxOPNI3pgrgfnWcnrvEWa9FGLJPnNjPoVVC3PPfdc2dgkbZrEr16aRyqhNWO0dky8brS2jNaYqZZ77703+JURfp5+fWgIQK0MlK2G6gaIZjjt3r38l0Njm0aLN7YUpeZFCssoRE44Qe0YfqlkNCjnb39zpVuTGftcemn3bgvdmVSLBlppLQB/oJUmb8yKmkfUBVddccPPUPOIuupm1eulXmZOVTOj1sqIf4bW0shqLQhpbGySLly6gKGc1pDRWjJhPenmR2vNZPkrVIGtv0Px71zBroCvd9ULEHV5Va+oUmWWbpOnP+TWyGMFgC7mGoh35pmudKs4vcxKK+lffPk+lNx/+INzffpoFFT5a2lo3ez27WcEx9xzOzdokDrI+yVzSwMbtTZA/C+x1g7QJHmV0KA/Df4L96nmEQ0O1CDBLNTr2g1aM0NLi4b71sVezYyVrNnd1NgkNZlU61dnPVAzo9aU8Z91VtrMqCZCNRXGB8qqKVFNikVRvQDZZpvpF+vf/W7WD7nVhLDOOtPL/ulP/quV0QRk3bqV/9rZcUetLuSXrBtaIyD+vEB/ubWWQNqBVv7ULdo0HYmmJclCEVaP0wVfa2j4zYxaijTtBV8PX/3mET2kbcmxSXmnZkYtwev3ttRaNGkokNQ5Qb/Cw/2o84I6MeRtoGylqhMgerhdqlS3wAIaIOC/OjM9l1BZvSeLaRUUSv37u9It5ozgUJD9979+ybqkgVa6MMYHWmlUuNYWaK7JSc0jmuAw3pSkqVs0EWIWirh+tZrStKZG/JzVnKalSZuj5hF1+wzfp03PeorQPFItjY330po0SW4a9Lwv/nxOTWLqNq3u00VUnQA5+ODpF+2//tV/pWkDB05/z6GH+q8kp1k6SxfO0pVzRnCoiax04QweyBeMHhCr55E/0EprDfh0t6wp1f3mkSynbtHzCD1YDvevz0oSai0lXMAnXgc63qw6WGhtDb+ZUWtwNNbMqOYRDTSL3y2reaRWxibVA6094884oZm2G/tVpx6Gu+yyS9l3p56IGrBZZNUJkLXXnn7xfvRR/5WmjR07/T0a52Gh5R1Ld5DBPrRphPphh2nVIL9k4WgtAa0pEP/LrzUHNLmeNPYPKeupW9RsE7YVh7O/VvI8oJp0XDq+sLeZjlvHnxUtCeA3M2pNDj1XUvOIprageaRlNHXjpB56unHSGCJN/eIPlFV3cFQrQDQDri7i/kPxWVFZvUe/GNLQw/iePWcEh7Y//lGrBPklC09rC8Tb+3Xhik+Tok0/5bOcukUPKeMzwKp7bZKmm1qg44x3B9Z5VPLQNU7NjFqaNN6zTUERD45wbFJRm0daUmNNt5piPf59KEQ0KWW1BqbmUXUCpPQllGo83RTqaibRe/TeJBQ4aioLP0vbKqto8XG/JGI00EprDcQHWmmzPExsjpph1IU1/AxNN9Eao7QroeONT5Oh88lygJ6aGfVrp7EeYVk1nSE5dR7RUr7x70KbBsqGv9gxQ3UCpNq/QIYNm941WOW1LbSQc3//+/QQQiKaVC9c/UzPRbK6sw7pwhhftEgXybyOxNVx6/jDc9F5ZTUAMaRFnuJ1leexSfVAsy/rF4d6zWU1RqgeVSdAwmcgeq6RVNJnIPqHqzmwVFa9rPbZR4uM+6WQQDiwTl0bs6Q79PiU7hqhXQ90HuE56fyy/CWi3l7hvqs5eh3IUnUCJOyFpenWk1KPLb2nuV5YmhhOEyhuvbVzrTSJYL2oRoDol4yeo4QXQ63bUE90PuG56Tyz+uVGgCCPqhMgmm9GYdBa40CQSNYBomYX9e4KL4Sagr4e6bzCc9T5ZtHcRIAgj6oTIKJfCAqEJCPRwynasx6JjlnKOkDU1TW8CKodv57Fn4lk0cWXAEEeVS9A9Fxi+eWnB0M4F9YLL0yfByucC+uss5xbbLHpZTQXVh3PWlmLsgwQ9RgKx3mo11JeH5gnpfMLe2fpvCvtMUWAII+qFyCidbA33nh6QMxq02y8PAhvcVkFiC5+4QhzjZvIW1ddK51nOE5E51/JtCcECPKougES0tiM3XefPjuv1gLRpv/u21ejtfzSaCFZBYjmjNJ+NPAtL4MEs6LzDUesqx6sCBDkUcsECGpSFgGiCejC0bv1/tyjKeHzENVDkgn5GkOAII8IkAKrNEDU+yickl1zCdXq3FbVpvMO51JSfVh6ZREgyCMCpMAqDRAtvhRe9DSLbZHp/MO6sCxKRYAgjwiQAqs0QDSdtd6vdTRqZUr21qLzD9cTUb2kRYAgjwiQAqskQDQ/UHjB02JM0BRtw6I6STt/EgGCPCJACqySAOnVq1fwXk0Pn9WCU3mneginy1f9pEGAII8IkAKzBohmog17XmnpXMyg+lC9qH7SzNhLgCCPCJACswaIVmvT+7RyYVEGDSal+lC9qH5UT0kRIMgjAqTArAHSqVOn4H09tRIkZqJ6Uf2onpIiQJBHBEiBWQJk0qRJ0YVu+PDh/ssoUb2EdaT6SoIAQR4RIAVmCZCRI0emvjgWTTxkVV9JECDIIwKkwCwB0r9//+A9HTt29F9CjOpH9aT6SoIAQR4RIAVmCZAOHToE7xkwYID/EmJUP6on1VcSBAjyiAApsLQBMnXq1Gjm2WuvvdZ/GTGqH9WT6kv11hwCBHlEgBRY2gCZMGFCdJEbN26c/zJiVD9hXanemkOAII8IkAJLGyCjRo2KLnKTWT1yllQ/YV2p3ppDgCCPCJACSxsggwcPDsprFT40L1ytUPXWHAIEeUSAFFjaABk4cGBQnh5YyYQ9sVRvzSFAkEcESIGlDZADDjggKL/eeuv5L6ERqifVl+qtOQQI8ogAKbC0AbL77rsH5Xv06OG/hEaonlRfqrfmECDIIwKkwNIGSO/evYPyaacqL6pwynvVW3MIEOQRAVJgaQOEXyDp8AsE9Y4AKbC0AcIzkHR4BoJ6R4AUWNoAoRdWOvTCQr0jQAosbYAwDiQdxoGg3hEgBZY2QBiJnhwj0VEEBEiBpQ0Q5sJKjrmwUAQESIGlDRBm402O2XhRBARIgaUNEGE9kGRYDwRFQIAUmCVAWJEwGVYkRBEQIAVmCRDWRG8ea6KjKAiQArMESPziOHz4cP9llKhe0oYsAYI8IkAKzBIg0qlTp+B9PXv29F9CiepF9aN6SooAQR4RIAVmDZChQ4cG72vTpo374IMP/JcLTfWhelH9qJ6SIkCQRwRIgVkD5OOPP3ZzzDFH8N6zzz7bf7nQVB+qF9WP6ikpAgR5RIAUmDVAJJyqvH379u7HH3/0Xy4k1YPqQ/WSdsp7AgR5RIAUWCUB8uCDD0YXvGHDhvkvF5LqIawT1U8aBAjyiAApsEoCRLp27Rq8f+WVV3Y///yz/3Kh6PxVD6oP1UtaBAjyiAApsEoD5M4774wuepdffrn/cqHo/MO6UL2kRYAgjwiQAqs0QH799Ve34YYbBvtYZJFF3GeffeYXKQSdt85f9aD6UL2kRYAgjwiQAqs0QOTZZ5+NemTttdde/suFoPPW+aseVB8WBAjyiAApsCwCRA4//PBgP5p59q677vJfrms633CGYtWDFQGCPCJACiyrANHFb/nllw/2pVX4ijK4UOcZrjqo81c9WBEgyCMCpMCyChAZP368m3POOYP9devWzf30009+kbqi89N56nx13jr/ShAgyCMCpMCyDBA599xzo4tgvT8PCZ97aNN5V4oAQR4RIAWWdYCo99GOO+4YXQiPPfZYv0hd0HmF56jztfS68hEgyCMCpMCyDhD5/vvvXffu3aOL4ZAhQ/wiuabzCc9N56nzzQIBgjwiQAqsGgEiU6ZMceuss050QTzmmGP8Irmk8wjPSeen88wKAYI8IkAKbMkllwwuWNtvv73/UsU0E+3aa68dXRT1zCCvD9Z13PFnHjqvNDPtJvH6669H+2ehLuQFAVJgbdu2jS5am266qZs4caJfpCK6Q99kk02iz1Cvpbx18dXxhr2ttOl8svzl8cMPP7izzjrLLbDAAtFn6P+BPCBACkyzxy622GLRhUsLIe2///7u888/94ua6RnBTjvtFH2Gxk3kZbChjjMc56FN55HVMw+5/fbb3UorrVRW/xtvvHGmnwFUEwFScGqeueCCC6K5nLQtvPDC7rzzzst0nQ91dQ3HiWjktpqEanXuLB2Xji8cYa7jzqKrbujFF190m2++eVTf2rbcckv3yiuv+EWBmkaAIDB58mQ3YMCAaDlWbR07dnT33HOPX9RMg+3CEevaFFqaxbZWpoLXceh44mGq4610kGDoiy++cAcddFA0d5g2dWTIyy8ywEeAoMzzzz/vevToUXZ3vPXWW7tXX33VL2qi3kaaMyp+EdU6GmpOy/IXTxr6XH1+uJ6HNh2fjrOS6UlC+pV38cUXu0UXXTTa/0ILLRT8qmmtcwayQICgUbfeeqvr0KFDdMFTM85RRx3lvvrqK7+oiWatDaeCDzctB6s1xSdNmuQXrwp9jj4vXIY23HRc1ll1fQ888IBbY401on3rF96+++5bs813QBoECJo0bdo0d8YZZ7j5558/ugAuvvji7qqrrnK//PKLX9xEiy9tsMEGZRfw2Wef3fXs2TPozpp1mGh/2q/2r8+Jf66Ow7IYVGPeeOONoHt0fP/qwTVhwgS/KJBbBAia9dFHH7k999wzeqisrVOnTu7hhx/2i5ppDfFevXqVNW2Fm54T6PnMNddcEzyP0LOEJFRO5fU+vT8cOBnf9Hn63LRrmDdFTV4acDjXXHNFn6HnKAwORD0iQJDYk08+Ga2DHm677LKLe+edd/yiZhqgN3To0CCg/It9fFP32hVWWCFobtIYlnDT/+vP491vG9u0f31OVgMC9YtMQbXEEktEnzHffPO5U089lW65qFsECFK7/vrr3TLLLBNdKOeZZx530kknualTp/pFK6LmJn1W//79y8ZLWDa9X/vR/rJuFnvsscfcuuuuW/Z5ffv2zd2gSSAtAgQmCosTTzwxCI/woqlQGTlypF80M/pMPdxWc9Dpp5/uBg0aFIzX0KZBfuF/68/1usqpfNbBFnr//fddnz59yoJj/fXXd+PGjfOLAnWJAEFF1Hy18847l11E1Yyk5q569d1337lTTjmlbCoYzSumh/NZTO0O5AUBgkyMGTOmbAZePXDXg3c9gK8no0aNcsstt1x0nnPPPbc77rjj3DfffOMXBeoeAYLMaCT3lVdeWTa/liYJPPPMM4NJA/PsmWeeCeapiv/S2mGHHdybb77pFwUKgwBB5jTY8Mgjj4zmvtKmQYm33XabX7Tmffrpp26fffYpGzOy5pprZtbtF8gzAgRVo+lPNA1K/K59s802C6ZLqXX6xXTOOee4BRdcMDp2dQ2+5JJLcruuCZA1AgRVd/fddwcTM4YXYg3eO/DAA4MJHGuRRqOvssoqZcd7yCGHJB7ACBQFAYIWoUkDNXBPU8WHF2bNenvhhRfWzB39yy+/7LbYYouyX0ya8uSll17yiwJwBAhamBar2m+//cqmjV999dXdfffd5xdtMV9++aU79NBDy57ZaGbeO+64wy8KIIYAQavQAL/u3buX3e1vu+22wdrgLUW9xi677LKyaU/0zGPIkCG57zUGtAQCBK1q9OjRwdxV4QVckxAeffTRmazDMSsPPfSQW2uttaLPVS+rvffe233yySd+UQBNIEDQ6jTZ4GmnnRZMPhhe0Nu1axcs8pTVtPGht956y/Xu3bvsl0+3bt3c008/7RcF0AwCBDVDkxz269evbNr4zp07u0cffdQvmppGih9//PHByPFw31pI6sYbb/SLAkiIAEHNefzxx12XLl3KfiXstttu7r333vOLNktzU40YMcIttdRS0b7mnXded/LJJ7v//e9/fnEAKRAgqElZXPizDCIAMyNAUNO+/fbb1E1P1WwKAzADAYJcSPLwuyUfxgMgQJAzTXW/vfrqq1ulOzBQZAQIcqexAYDxbbvttmvRAYlAUREgyC1NQXLYYYdFzzq0pG5rTokCFA0Bgtx74IEHgiVmNWEjgJZDgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACb/D2CkUvB6w3s5AAAAAElFTkSuQmCC)
PN: 2615-3-X2
CAS: 400750-09-6
Molecule Weight: 200.212
Formula: C13H9FO
![3'-Methyl [1,1'-biphenyl]-3-carboxaldehyde](data:image/png;base64,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)
PN: 2715-1-15
CAS: 216443-78-6
Molecule Weight: 196.249
Formula: C14H12O
PN: 2615-3-0D
CAS: 847754-82-9
Molecule Weight: 216.211
Formula: C13H9FO2
TSCA: Not listed on TSCA inventory
HTN: 2913.00.4000
