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AMgsDYlVp7iuAlSBq7NcneZxqclIw3r79u3rKn+Fj4bdPv7444n7JbSG1kMPPeSapdS/odc77LDD7LnnnvN3zenzzz+3ESNGuLkj7dq1s3HjxiW+oiklAgRAJmkYrobjqqL+5je/meiMX2bNmmV77723e76WHrn11lsLVlnriuiKK65wcz/0+rqiSBJsb775prv7oZ7bs2dPmzp1qr9LKhAgADJFE/80AVCVa/fu3d0VRBJa6HD06NHuimX77be3iRMnuiakYtDs9nPPPdddUei9/ud//sffpUG6EurVq5c71gMPPNBee+01f5cmRYAAyAxV/Fo6vXXr1m4pEnV4J/H+++9vWjRRTVVqdioFVfy6f4hCS8vDJ6HAu+6666x9+/bu+Vq7Ky0IEACZoWYd9S9oEcSkXn31VfvKV77iOsmb4k6Cmv/xox/9yIXXGWeckfiqZ/Hixa6TXSO20oIAAZAZGt2kYbVJ6Y6BGh3VtWtXe/nll/3NJaNO++HDh7sQ+Y//+A9/c159+vSx7373u/7DTYYAAZAZIQGi5dTVma2rj2IunJhEFCJJm7MIEAAIlDRANCxWI6wUIGm6L4euRNScpT4NdZTHRYAAQKCkAaLRWup0L+XKu3GpT0Qd6+rXiDvElwABgEBJAuSee+5xzUTjx4/3N6WGRmdpiK/micRBgABAoLgBokUOdWavJUaaaun2uEaOHOmWL4kzY50AAYBAcQNEt6hVpfzSSy/5m1JHkw3VR6NFIPMhQAAgUJwAWbRokVtH6gc/+IG/KbW07Ima2/Itx0KAAECgOAGilXNVGb/yyiv+ptTS2lmaXZ9vbggBAgCB4gSIhu1qkcSsOfbYY92xNbSgIwECAIHyBYhmnOvq46abbvI3pZ7uMaKy66ZUuRAgABAoX4BEzVe6XWzWaNKj5qzozoa5ECAAEChfgBx++OGuCSurtFKwbo+bCwECAIHyBYjWu9ISIVml2+NqSG8uBAgABGooQNQEpLkfY8eO9TdlxlVXXeWa4JYsWeJvcggQAAjUUIBosURVvpMmTfI3Zcbdd9/tjmHOnDn+JocAAYBADQXIX/7yF1f5ajRTVk2bNs0dw+zZs/1NDgECAIEaCpAZM2a4yjfpfcfTZPr06e4YdCz1IUAAIFBDAcIVSOkRIAAyo6EAoQ+k9AgQAJnRUIAwCqv0CBAAmdFQgAjzQEqLAAGQGfkChJnopUWAAMiMfAHCWlilRYAAyIx8AcJqvKVFgADIjHwBItwPpHQIEACZESdAuCNh6RAgADIjToBwT/TSIUAAZEacAJHzzz/fzQl56aWX/E2ps3z5cjd099BDD/U3bYYAAYBAcQNk6dKl1qlTJ+vfv7+tW7fO35wqI0eOdGH33HPP+Zs2Q4AAIT7/3Oycc8x69DDbeuvqf0eMMFu2zN8TZSxugMg999zjmoXGjx/vb0qN1157rerjvLWdcsop/qZ6ESBAUitXmvXtq2m6Zm+9ZbZmTfW/Q4ea9etntmqV/wyUqSQBIkOGDHFzK5588kl/U5P74osvbLfddnNXSh9//LG/uV4ECJDUmDFmuf5o9PgVV/iPokwlDRBNztOwXvUxaLHFtNi4caNbcqVZs2b2+OOP+5tzIkCApHbf3ezZZ/1Hq82cqb8q/1Fk3Nq1a/2HnKQBIgoOBYjWyXr77bf9zU1i+PDhrnltjE6OEiBAgKRatVKvqP9oNT3eurX/KDJsw4YNLiS+//3vuxFKtYUEiGiGeocOHaxr16728ssv+5tLRlceUXjkm/NRHwKkkTQs76tf/aprN3zqqaf8zShHBIijkUU//OEPXafruHHjcp6llwPN41Al26tXL5s7d+6mx3fZZRc3Yumhhx6qtXc8r776qrsKadu2rU2ZMsXfXHTq81CzlY7rjDPOcEGZxJ///Gdr06aN7brrrv6mJpOZAFEnk5Y6Vpvhtttuax07dnS/CJ2lzJ8/398d5aTCm7A0DPWGG25wZ976/Hfr1s199tW2/9hjj/m7lwUFR8+ePV3T0zbbbGNTp051jytAdez6+s53vuNGMSXx/vvvuxVv9fxTTz3VlpVoFJ/KqQ5z/f6SNlupflM9pzLrxPn666/3d2kyqQ+QNWvW2IQJE1xo6MzrrLPOctP+V65caZdeeqmb/t+yZUu78MILbcWKFf7TUQ5COtF1UtGihZmGR37wgb81M5544gnr3bu3qzy0zLeaYkS3Pt15553d41rCPE0dxEnVN0/j4IMPdhW9VtXVXA4d5+jRo93dBvX/c88919q3b+9GWOlsPtcNmOqjKze9lirz7bff3iZOnJj4aiAuNcGprKq79F5J7teu+kwr86p+Uz2n+k71XpqkOkAefvhhd8mqD4xmada+lI3oA3b88ce7fdS+qQ+Y2hlRRqou/W2PPaqH7c6bpxqg+t9hw3IP41WFMHJk9ZyRdu3Mxo0za2CRurSZV3V8Rx11lPtc77jjjvbAAw/4u7iTK93BTmfoqqDOPvts++yzz/zdUm3y5MmuWebXv/51nb/bf//3f7fOnTu7/69evdq1PkQ/C/374IMP2uLFi12fiEJE/Rt6jfrCKJdZs2a5RRejq7lbb721wYUMk9BJrpYn0RWUXl/zPOIO1dXPQfWY6jM9V/XbggUL/N1SIZUB8sYbb9ghhxzifnhq7/vjH//o77KZmTNnVtUl/dxz9KHQhwNlRBXj8OFm3bqZNW9u1r179cTCfE0Q//iH2RFHVH3Sqz7qPXua/f+mkLRSk4rOjltUXT2pYlVzx6r6ArKWjz76yDXH6IxaFdbNN99s69ev93dLpeuuu879zerrgAMO2NQcfdFFF7m+jtoV+i233OJ+LtpXwRlR38a3v/1t97iavpKc5auyvu+++6xv377u+Wrp0M9SQ2uTtmjod6e+meOOO85atWrlXu+www6LNcM88sILL2wKNV15qV5Ls1QFiDoJf/GLX1TVD81tu+22s6uvvtqdZcWly9DbbrvNXSrqw/fjH//YtXkC9qc/mX3969VB8p3vqFHa36NJ6bN7++23u7NuVR4nnniiLVy40N+tQS+++KINGjTIPX+Pqiu2LAwy+e1vf+vKq+YZXUmp8/zGG2909/PQ437/pk4MdRVSXz+Arko0wEbP00ilN99809+lQdOnT7eTTjrJdbLrNVQPDRgwwE4//XS3wq+uCtR0OGPGDHfvDn2v5nVdHamyV4Dreboa0pVRvoURa1M9pfpK9Vaxm9UKKRUBostOfZCiTsJhw4bZJ5984u8WmyYPaX0Zna3ow6BLSV0Go8Kp6etXvzJr395sq63MzjjDLEHbebHoDDXq2FWF9fzzz/u7JKIlPKKO9mOOOcbeeecdf5fUULORyqkyvvvuu3bggQe673fYYQf37zPPPOM/pUH6O9ffu/7u9fevekD1QRLqZ9DghFGjRrlAVr2ksuT60oAe9U+pv0I3g0rSDKbyjh07dlN51V+StLxNqckDREsMfOMb33C/iG9961sFHaP91ltvuTMRvbbOTH7/+9/7u6Cc6A8vzlnf4sWaUFAdIlVni/brX+ssxt+r6N577z074YQT3OezS5cudscddxSs/05DRi+55BLXlKJOWDUJJW2SKbR99tnHjUSKRlTJnXfe6Y4/ulrQ8evqIroKUPNSCJ3Rn3zyyZvO6NUy0ZgzerWO6GpIVx/Rl77X46FUH0VXTN/73vdcfZU1TRYgmhF69NFHux9ejx497P777/d3KRi1iaptVO+ltlK1maIMXXNNdROV+jzU95GPPgdVnwf3nKrPx7IEbeeNoT6Nyy+/3PVx6KzzvPPO22zCXEN0xqr+ArWX56NBJmqT12dfZ/V33XVXwUIqKY0kUoe3yjJw4EA3wixa8PD111+vs6/qh6FDhyZuhvLV7ihXH2ka+hR0o6uoz0aBqqazrCp5gOgPRX8wUSeh/pDydRIWgprJNEpD7ZP6EKuNUqM4UEbUX6aVVzXqSqOv1MkeZ1TSgw9a1amgXbZFWNt5EjpR0gmTKg+dQIUsraEOXp1V6zXUbh6nr0RNQXvuuad7jq4ESj3IRH9rem+tjKvO8KiJKmpqi4YnF0N9o5oUrKWmn8FPfvKTTaPGfvOb3yQaNZZGJQsQ/RJ1ia5Ldf0SdemuS/hS03hxjRvXL1HjyH/1q1+V9YzeiqR5H5r/seWWZp06qaHdLM+opA2rV9ttjWw7b4iaZtVEq8++mmwbuzqsRvyovTzq59NVSb5+vmiQiSajqWlHTTwflGiOjM66dexRk5ROGtUxHfUvFDNAImrC03yxUs+rUP3yX//1X66+Ucd80nkraVaSAFGnoDoH9UFRZ2GSYW3F8ve//93NZFWZvv71r9ufNEoH5WX2bLN9961uotJy8E8/7e+xmdpt56poG9t2rsEgGhSiwSGqLDVYpJBnnWo3V/u5Psdx+/kUjCNGjHBzRzTqScuiJOn4zUdNazpBU8eyZtB/+OGH9uijj7oy+p3iKotGNDXmZ5yU+i50u9voCkjNaMXy3//9365+0XupvlG9U06KGiC6tNZwRP3wNDxRwxQb80EpRkeWxm3vtNNOroxHHHGE/SNO2zmy5e67zb7yleogOfZYs3ff9ffYjN927ld8+Wj4uYahazi6zjo1PL0xn9N81I6u9nSVV+3rOuPPR011gwcPds/RsiEaBlsIP/vZz1znveZw6bUVnlGzXZpGhGmYsxYnVLk02qqQt79VPaL6RK+t+iVk7a4sKEqA6PJUE6CiTkJNjEq65kwph9JpX7XN6mxMZ2XnnHNO5mb0Ig/NZr/44uqFGfWl/+uxBkRt51F7fdy2c018jSpPTYjVxNhS0JWN2tWjfj61ty9atMjfbTPqU4kGmWgYbdL1pWrTz0x9DUceeaT7XkGmZiNVovobTjKvqxQ04VJzTlR/KOg0p0MTM0Op3lD9EV3dqV5JUhdlTcEDREsuRMsNaCkGLcmQRFNO5lF7sJYciJovNEY9KzN6EZOuPn74w+qrkaqrkrmTJ/t7bCZu27mW2tGSO/r8aQkeLcXTFNS+rqsA/e2o3V3t7/n6+bRds8Kj9aW01HjIIBM1V+v4NTw3S7T0iNbZU8WvCY2qU5KEneoJ1RdaCUD1h5ZiUdNduStYgKgTTFcA+vBo8TcN0YsrbcsJzJ492/bdd1/3XJXp6Rht58iYqhOQ16p+twdW/Y73228/+8tf/uLvsZlcbee1Kx99dpNWPsWi9vaDDjrIlVdrPak9Ph+FhsIjGmSiUMkVPvq7/bd/+zf3+vpbUx+MmqoVXFntJNZJgOoLHZMWq4xzEqCT2ajuUr0R57NULhodIOok1NVB1EmoTrMknYRpXdBM7r77bnf/AD332GOPdTNlUT42VJ01akhp0rPG2m3nappRRRs1fyT5fJWKrtSjfj5V+HH6+dSMFc0KV/NWfbddveaaa9x2nezpikc/Pz1HExizTp3+UTOkVgaurxlS9UG0vLzqCdUXlSY4QHRWog9Q1El45plnJuokzMqSyprRe/HFF7szLH3p/3oM5UPt1rpLXNR8ceWVV+Y9idEVdtQ3osq5kB2wxaDj0XFFK/fqeOP082nWuDrYdZzqcI/myGhYsvo303R3vELLVcdRJ9QIChD1c0TzOXKlc0OyeFOX2mcb6nDTpESUF52ZR00yCgWdufvUNBNdfXTv3t3uvfdef5dU0xWWrhR0xaUrL12B5evnU/hoqK86hVWRqola/1cd0Jg167Ki9lBsBXA0oEf1QaW3SgQFiJZR0AdJndlJZf22kmrvVNk1thvlSX0Fak7VZ0R9CLXH7isw9LiaQ+vrSM8KtdOr70fHovZ7fa7z0SATzWXQWbdO/BozWiuLdNWlqzH189AvWi0oQCr9xvZaKrucL92x+exhtfHr6kMzyPW5aexM8rTQDZ2ifj7OqJFUyQJEt9zUJbM+rCHr/xRDFCJJm7MIkMqheRS11y9SO3g5BYjQpo9QJQkQLVegJgEFSJru3awrETVnqW2zvlEmuRAglaf2Cqr6qq9/JOt09aHRhjo+9ZMA+ZQkQIYMGeLO4NJ41qYzLXWsa+Jg3CGYBEjl0hBVVbC172lRbrSW1Zw5c/yHgc0UPUCi9f41pT+t1BmooY3qGI2DAKlc5dYHAjRGUQNEY6Z1Zq8lRpJMLmwKWr5bQxvjzFgnQCoXAQLUKGqAnH/++a5STvskK9FkQ/XRaC2jfAiQykWAADWKFiAavaLJRlo7KCu07Ikqh3wLMBIglYsAAWoULUC0cq7+0OLclyAttHaWVlvNNzeEAKlcBAhQo2gBomG7WiQxazSMUcfW0FpIBEjlIkCAGkUJEM041x+ZbtSSNRrfr7LrplS5ECCViwABahQlQKLmqzh3b0sbTXrUnBXd2TAXAqRyESBAjaIEyOGHH+6asLJKKwXr5li5ECCViwABahQlQLTelZYIySrdGEhDenMhQCoXAQLUKHiAqAlIcz/Gjh3rb8qMq666ylUSuW7LSYBULgIEqFHwANFiifoDmzRpkr8pM3RrSh1DrvWACJDKRYAANQoeILpRjf7AsrxaqW6UpWOYPXu2v8khQCoXAQLUKHiA6M5m+gNLct/xtJk+fbo7hlx3aSNAKhcBAtQoeIBwBYJyRoAANQoeIPSBoJwRIECNggcIo7BQzggQoEbBA0SYB4JyRYAANYoSIMxER7kiQIAaRQkQ1sJCuSJAgBpFCRBW40W5IkCAGkUJEOF+IChHBAhQo2gBwh0JUY4IEKBG0QKEe6KjHBEgQI2iBYicf/75bk7ISy+95G9KneXLl7uhu4ceeqi/aTMESOUiQIAaRQ2QpUuXWqdOnax///62bt06f3OqjBw50oXdc88952/aDAFSuQgQoEZRA0Tuuece9wc3fvx4f1NqvPbaa7b11lvbKaec4m+qFwFSuQgQoEbRA0SGDBni5lak8Y/uiy++sN12281dKX388cf+5npVZIB8/rnZOeeY9ehhVWlb/e+IEWbLlvl7ljUCBKhRkgDR5DwN61UfgxZbTIuNGze6JVeaNWtmjz/+uL85p4oLkJUrzfr21RovZm+9ZbZmTfW/Q4ea9etntmqV/4yyRYAANUoSIKLgUIBonay3337b39wkhg8f7iqDMWPG+JsaVHEBop9PruPV41dc4T9atggQoEbJAkQ0Q71Dhw7WtWtXe/nll/3NJaMrjyg88s35qE/FBcjuu5s9+6z/aLWZM8369PEfLVsECFAjKECOOOIIa9myZdBaV6+++qq7Cmnbtq1NmTLF31x06vNQs5UqgTPOOMM2bNjg79IgzW9R2bt06WLLKqX9v1UrDanzH62mx1u39h8tWxdffLH77Fx66aX+JqDiBAWI5neoU7xVVcVyySWXuEo5iffff9+teKs/xFNPPbVkFbFGW6nDXH0eSZut1q5da9dee61tt912brivyt65c2e74447EodQ5hAg9uabb7qrTv3eo9+/vtfjQKUKChB555137JhjjnF/SN26dbPJkyf7uzRIFfLo0aNdZb799tvbxIkTi1YRa5Lgueee64bq6r2S3q/9sccec4MAdKwHHXSQvf76626+yIABA9xjCsM480cyq4KbsDQARHOEWrRo4VZWGDdunHtMqxboSlSPa7seAypNcIBEZsyY4foEVJHut99+9uKLL/q7NGjWrFlu0UU9X5X0rbfe2uBChklobSv9oavzXq+veR5xh+qKOv51bxM9d6eddtrsPu/qS9EViJqztM+JJ55o7733Xp19ykIFdqLrZOa2225zw7t1xXHyySe7K+fa9L0e13btp/2LdRIEpFGjA0TWr19vt9xyi6uo9cekZqkPP/zQ3y0nVcT33Xef9e3b11XE2267rXsNDa1dsWKFv3uD1Bz20EMP2XHHHeea2PR6hx12WKIrhM8++8x1suuKZZtttrErr7zS1mjoag66wjnvvPPc2WibNm3s8ssvt1VZHtrqV4Jqoqw6SXDDdufN0+Vj9b/DhtU/jNd/fsY888wzVYfVz3129tlnH3eS05DaJ0F6np4PVIKCBEgkacVbn+nTp9tJJ53kmgf0B9m8eXPXVHT66ae7FX4nTZpk06ZNc1c+uiLQ9xMmTHC3odWSKWoS0/M02kujxfItjFhbY4NQw5OPPvpo9/49evSw+++/398l3aqCsCoJrSoJzR5+uO62qt9t1S/XrFs3q/qlmHXvXj2xsL7+q6qrtaqaVzWrvyXVNChEJx76/e2www521113uZObOLSfPot6np5//PHHBw0yAbKkoAESydf0E8fKlStd38OoUaNs0KBBbtiwXi/XV8eOHd1taHUnQd0MKmkzWGOb4mp74okn7Bvf+IZ7LZWpKYcsx6JK8o47zLp0qfpEVH0kTjyxOjBC3XuvWadOVpXCZiefrLYef49U0WdNg0G0lL9GF1544YWJr3wjep6er9fR62m0ll4fKEdFCZBIfZ3PjaHFGefPn+8q++hL3+vxUI0dDJCLFo+84YYbXPDpqmjYsGH2ySef+Ls1PTXtVV3hueDYa6/q7wtBncojR1ZfzbRrZzZunFnCUC8FrdWm37t+/7r1gD4PhaDPpV4v+lzpfYByU9QAkdrDX9Uc9fOf/9yWLFni71ZyOlO86KKL3Jli6HDkOBRuZ555pjt2/QyuvvrqxM16RaHOfl1pKDg6d66+AilG34WGuaqjXe/Ts6fZgw/6ezQJXWHqylYVvK48n3rqKX+XgtDr9unTx72P3i8LtzYA4ip6gEQ0AU/9GJo/orPy66+/vkmWeFdbtdq2o7Zq3cK2FG3Vb7zxhh1yyCHuPXfddVd79NFH/V1KQx3eGlXVpk311cHo0fX3YxSa1hrr1as6SA48UDNK/T1K4qOPPnJ9W7oqVF/XzTff7Pq+ikmvr/dRM6veV++vcgBZV7IAiWg5kwMOOMBVpJrUp/6KUpk9e7YbVaP33nPPPZtktMzDDz9su+yyiyuDRofNnTvX36V4HnjAbMcdqyvxo46qHklVShq9dd11Zh06WNWZhJmWkVm82N+rKHTVd9VVV7nBHRrkcfbZZ7th3qWk9zvrrLM2DTJReVJxNQoEKnmARLSMyY5VlZkq0iOPPLKqLiteZfbBBx+4OSDReP3f/e53TTpeX5WGRo5puLIqE1UqxazM1lWFtu2/f3Vw9O6tXn5/l9JSaCg8FCLt27tQWa9wKRKN2tt5553dZ02DO5p6RWi9v04eVB6VS+UDsqjJAkRWr15tY8eO3TSjVyOuCrmsiUZiaeawZhCroh4xYkSqZgyrGUPDj9WsoeaNm266qaDNKeq0Hz5smE2sen3T4pc33KDefX+3pvPaa64565GqivR7vXolWlI/Dg3aOPjgg11FrcEcGtQRqhgDONSMqeZMlU/lVDMnkCVNGiCRhQsXurkf+kPS+lK33357o68Qpk6daj179nSvOXjw4FSvWaSO1W9+85uurOpw/fOf/+zvkogGLlxzzTWbBi7ccuaZtr4RFV2x/bXAvytV6hqsEQ1c0CAO/Uzi0omHmlY1JFzDsBXuKluur8YMIfd/Vxpw0ZhQAkopFQESef75523gwIHuj1LrSz2ba/2lBmjBxAOrzmr1Gr2KcFZbTPfee691797dlf373/++O8NNKqtntYW4WtSgDA3O0CANDdbQoA0N3ohLk041+VSTUPXz05WhJqfqKlFNjpooqDlNuvoo9CRWXS1qqLdeQ+XXEPCmGGQCJJGqABGNkrrzzjs3rS91wgkn2IIFC/zdNrN48WJ3bw9VHO3bt7frrrsu0VlnWmjSmSafRZPadFYbZ1JbubSrh/ZX6cy/d+/e7vh1NaDBGnFpmZvoZ6ch3ZqNruVwkjanFmIZHZVb5ddzdTyalAqkVeoCJKL1pbRsvCpRrS912WWX1bu+lEJCYaGzPoWHQkRhknUaWqzlMFSR6AZcOtutb1mNch3Z44+Ye/rpp/1dHA2+OOqoo9x+GpTxgEaaxaSFNRVWeq6G9GrhzUINZmjsQp46jmiQiY6vmINMgFCpDZCI1pcaMmSI+0PS+lJadDGi5ik1U2mbmq10s6pyM3PmzE0L+2nBvhdeeME9XglzC+qbs/Puu++6bTrb1+0AogUsdX+X+k4wctGS/lraX8Grpf51wlIMjbmVgI5Hx6Xj03HqeJNeFQHFlPoAiegWorvvvrurSLS4YnSZr87XB1Myu7lY1ISj+6WoAlLTjoaiag6Njr8SZjf7qwZoHpEGW+j4NfhCgzCSUKWs0NXPUH1mpdCYm5npFgG6VYCOV8etq3EgDTITIKKz7htvvNFVJGquUqdrkhEvWadOZZ3NKkQ0h6TS1lfSOlXRbH4162nQRRIKYt3GWM/XbY2LsXRNQxp7O2X1pWhxUj0/K4MjUN4yFSARjazxb+5TSTQ6q1hNLmmnwQKqQDXQIin1j+m5uuVAff1JpaD31furHCpPUrqBmZ77j3/8w98ElFwmAwSVKwoQDSpIQs1GUXikQRQiSZuzFJwECNKCAEGmhASIBluo70HNR0115eFTOVQelSvJXCUCBGlCgCBTkgaIhs5qPok6sEvd55GPyqNyqXxxh/gSIEgTAgSZkjRANP9CQ2hLNdoqKZVL5VM54yBAkCYECDIlSYBo1JJGrI3UnRFTTOVTOePMWCdAkCYECDIlSYAceuihbiZ42kesqXwqp8qbDwGCNCFAkClxA0QLGWo/LSeSBSqnyptvAUYCBGlCgCBT4gaI5lhoQcpCrW1VbCqnyptvbggBgjQhQJApcQJEqxNoSXStnZUlKq/K3dDqCgQI0oQAQabECRAt7a59dM+OLFF5VW6VPxcCBGlCgCBT4gSI7qGitdKS3pCqqam8KrfKnwsBgjQhQJApcQJEKzXrjpZZpHKr/LkQIEgTAgSZEidANCRWt5nNIpVb5c+FAEGaECDIlHwBsmTJErddd2bMIpVb5ddx1IcAQZoQIMiUfAEyZ84ct/3uu+/2N2WCyq3y6zjqQ4AgTQgQZEq+ANG91LV92rRp/qZMULlVfh1HfQgQpAkBgkzJFyAzZsxw26dPn+5vygSVW+XXcdSHAEGaECDIlHwBwhUIUDoECDIlX4BEfSCTJ0/2N2WCyk0fCLKCAEGm5AuQaBTWhAkT/E2ZoHKr/IzCQhYQIMiUfAEiHTt2tKFDh/oPZ4LKrfLnQoAgTQgQZEqcABk0aJDtvffe/sOZoHKr/LkQIEgTAgSZEidARo0a5W4Tu2LFCn9Tqqm8KrfKnwsBgjQhQJApcQLksccec/v86U9/8jelmsqrcqv8uRAgSBMCBJkSJ0BWrlxp7dq1y9x6WCqvyq3y50KAIE0IEGRKnACRk046ybbbbjtbvXq1vymVVE6VV+VuCAGCNCFAkClxAyS6qdStt97qb0ollVPlbehmUkKAIE0IEGRK3ACRvn372te+9jXbsGGDvylVVD6VU+XNhwBBmhAgyJQkAXLfffe5fSdOnOhvShWVT+VUefMhQJAmBAgyJUmAbNy40c2r6Ny5sy1btszfnAoql8qncqq8+RAgSBMCBJmSJEBk1qxZ1qxZMzv11FP9Tamgcql8KmccBAjShABBpiQNEBk9erR7zpQpU/xNTUrlUblUvrgIEKQJAYJMCQmQNWvW2IABA6xt27b28ssv+5ubhMqh8qhcKl9cBAjShABBpoQEiLz//vvWrVs322GHHeztt9/2N5eU3l/lUHlUriQIEKQJAYJMie73cfXVV/ub8nrllVesQ4cOrvJWEDUFva/eX+VQeZL65S9/6Y5/7ty5/iag5AgQZMqCBQtsyy23dIsOnnfeebZ8+XJ/lwb97W9/s06dOtmXv/xle/LJJ/3NRaX30/vq/VWOJHScOl4dt45fPwegqREgyJz33nvPTjjhBHcm3qVLF7vjjjtiDYGN6CpAE/eaN29u48ePt3Xr1vm7FJReX++j99P7Jrn60XHp+HScOt4TTzzRHT+QBgQIMuu5556zvfbay1Ws6ox+/vnn/V1y0vyLo48+2j23f//+9tJLL/m7FIReV6+v99H7JZmPouPTcUXHp++BNCFAkGlaBuT22293k/GiM/SFCxf6u+V0zz33uGYlPfcHP/hBUL9EffQ6ej29rl5f7xOXrjB0HKFXWECpECAoCzqz13yKFi1aWJs2bWzMmDG2atUqf7d6LV261C644AI3rFaV9sCBA+2mm26yf/7zn/6uDdL+ep6er9fR6+l19fpxqLyXX365K7+OQ30eSa5YgFIjQFBW5s2bZ0cddZSrwHfccUd74IEH/F1yWrRokRvlpH4KPV9f+v9xxx1nV1xxhRs6PHXqVJsxY4b7V9/rcW33n6PX0evFdf/991uPHj3c81V+HQeQdgQIytITTzxhvXv3dhXy/vvvn3jUk5qgJkyYYIMHD7auXbtuCof6vrRd+2n/pE1gmlCo8ul1VF6VG8gKAgRlS6OfbrjhBvvSl77k1ps6/fTT7ZNPPvF3i+Xzzz+3d99915555hl3BaJ/9b0eD6FyDBs2zJVL5VM5iz0aDCg0AgRlT30QZ555phtGq7v+XXPNNbZ27Vp/t5LQ++r9VQ6VR+WK20cCpA0Bgorxxhtv2MEHH+yai3bddVd79NFH/V2KSu+n99X7qxwqD5BlBAgqzrRp02znnXd2Ffnhhx+eaGJfCC07cthhh7n30/s+/PDD/i5AJhEgqEhaAfeqq66ybbbZxi0PcvbZZ9unn37q79Yoer2zzjrLvb7eR53sSVbeBdKOAEFF++ijjzbd1EkT/m6++WZbv369v1sier7mg3Ts2NG97mmnnebeByg3BAhQ5cUXX7RBgwa5ZqY+ffrYU0895e8Si56n5+t19HrFWiIFSAMCBKhFS47oPh0KAC1F8s477/i71Gv+/Pmbli7p3r17oqVLgKwiQADPypUr7dJLL7XWrVtby5Yt7cILL7QVK1b4uzl6XNu1n/bX8/R8oBIQIEAOWttKy5ToqkI3gbrrrrs2LWqof7WUSTRL/fjjj0+8dhaQdQQIkIdmnffr188FxT777GO33Xab7b333u57PT5z5kz/KUBFIECAGLRsvIJDy44oODTCSt/rcaBSESBAAkuWLLHhw4e7f4FKR4AAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAjy/wBRBy6E2iVl+QAAAABJRU5ErkJggg==)
| Product Number | 2917-1-65 |
| CAS | 36120-97-5 |
| MDL Number | MFCD00180072 |
| Molecular Formula | C23H20O3 |
| Molecular Weight | 344.41 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory