{"id":4668,"date":"2023-08-07T07:18:56","date_gmt":"2023-08-07T07:18:56","guid":{"rendered":"https:\/\/i-wapp.es\/imarkt\/admin\/?p=4668"},"modified":"2024-10-25T08:56:40","modified_gmt":"2024-10-25T08:56:40","slug":"4-3-product-cost-flows-in-a-process-costing-system","status":"publish","type":"post","link":"https:\/\/i-wapp.es\/imarkt\/admin\/4-3-product-cost-flows-in-a-process-costing-system\/","title":{"rendered":"4 3: Product Cost Flows in a Process Costing System Business LibreTexts"},"content":{"rendered":"<p><img decoding=\"async\" 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oBk+elTzGKigYpQcaEYoCcY4moIpSgqKUoDwxQCgGanPDGKbtBQEYHOopigHnoMxUg8MVBOaDhQZE8cZzUVO97Kg8aFdOBFSRilDx7KEFKUoBSlQRkYoCQR20A4ZoBQeehRQY7aE5oDihOINSTmo5mm9ns5UKSMcqgjFKUIOGK1uoh\/qC5HP5q58JrZVrdSD\/Z+4\/srnwmsZ+FklkUYTkUHmoDigOK84coha0NIUtxQSlIJKjwAHnrDtd6tF7aW\/ZrnFnNtLLa1x3UuBKhjgSDwPEVzG2HUK9N7PbtMjk9Zfa6pHA5lxw7oA76qbZZe3dn9\/v1gbsc6IiVZG7pDiy0bi3H2G8OYAPHe8o\/\/AAr6bPs7tLJzWfD+z6bPs7tLNzWfyp+jaEcM1RLG0LWFu2YztpK9aR7vOfjpLdrTGaS3BUt0J3ju+Wd0H8o8TzrMvOqdXWCy2WNH2lR7m\/qKe0w5deqMBFvQpOSEpSN0knlvebsq7pOtKrOnHhnw+cC7rKtK8acf54F1UNfn6ftN1xa7HqeCNStz3dP3iFFavLcZoB5l1flpUACjIHDIFZ1+2n6lRddfCy6hbciWazRZUAtttLS08pKN8g7vlcSeBJAq7laVz+Yfku6T1+YfkvPHDJNQCDyOaoyHqPaMu8I05c9YiSm\/6ZcubLrcBpCobgSDhGB5XDI8rPPPCui+xwVKVs3iOyL918LUspjlKAqJ5aspJHE5+V5XHjWNp2Z2cHNtcPrX8GM+zuEHNvQtKtppb8ZLZ+0t\/EK1ZPsraaW\/GS2ftTfxCtNn411NEPEi8M8cVNKY4ZzXojqHylS40GM7MmPtsMMILjjjiglKEjiSSeAArRWDaJoTVUtUDTWsLPdJKElZZizW3HN0czug5wPPWPtV\/wDppqj\/ANplf\/tmvytso0DrOdp\/Z7tMi6Js1kt2jbTIn9fiPJVNvZLY3UOJQkEAlPJRPBSsc+OcYpqrNsLNSjVs\/adK\/JOx3bRtr1dfYFyuL0mbZLrAnPSw7GhtNQHUNLW0pgtnpVJCkpQQ4DzzWJadsW22BsNtu0q8a4hyJGpp0e0xnnLc0lu1pLqkrlL3UgLVw5EboA5U2brQuwdaVP2EMcqg8K\/L+03aRtD2d2jS+mrPtKlapkahuD\/T36JBgdM02htBEdtBwxvEneyrjgn2VrE7Udvdwa2Y6emagTYLnqS63W2TJi4MZ8yGGgz0T5bGUBad9YwkhO8k5GOFFBsbFtVqfrJSgkFSiABzJ7KnjX4W2lay2j6t2TJb1NrpRd0zr9NlkS24bTQlp3d5p9wJACejwfJHkq3uOcA1+1tNtvt2GCiVfk3p4MJC7iEIQJRx903UeSM8\/J4VJRumM7O4szZ1ze0H8VZfzt\/GK6YDFcztB\/FWZ87fxitNt5UujNNov2Mp7ma+UuXFt8dyZNktR2GU7zjriglKR5yTwFfSqu+yBuq29KwtLx2n3n7\/ADmoymWBlxbKSFLCR5+ArhWVntZqGpz7KG0monfO6n0+1ZHNSG7xlWtpJWuW2sLbABwTlOc8eFeYeqtPXC6Js0O6NOzVxEzksgHeLCjgL5cjkV+foV0ETZrtN0SuDIgJgOLmw4shO641HeWkpSR2Y8nvrPiXuVpvW8u+wo\/TyIOz9l5ts5wpQUkjNfY+xrFJ9PpT7n1Psixo+n0p9z9D8a9fk1RWnNoetIF\/0+iZqhjUzGobbJmPRGozbaoS221LTulAzgkbvlf2199Na8vkjQ1w2jah2jpHSRHVJtcWEwowVlYSggHylEEj5Rx5XGtL7HNcfv8Ajka32WceP3\/HIu3HDOaxJV3tdvfixps9hh2c50UZDiwC6vGcJHaa\/PkTWuu75b9V6ZuWopCkIsgucd9xiP07aTzQei8nBB+cVk6eu91tti2WspvjF2RMmHeSuIwtcZIZbwwlW6VJUnJ8oEKO9x7Kz3JrN\/KVMt0azfylT9C5zUV+fE7UddJiRNajVUZ0SL94LVpsRW8hnfUngrHSb\/kg5zjj+6o1Br\/aZGiav1Jb9WtsxdMXhEZuEqC0oPNqI8lS8ZwM9nHnxqblOtKr5hoNznWlUfoXIxW30r+FT+od+A1o4z3WIzUjd3ekQlePNkZre6U\/Cp\/UO\/Aa1dmwt4dUaLHC1j1R+qtk\/CIyfYKuyID0CSe2qT2T\/ebPzCrshjDIr17PSo8z\/uB+Y1RG1wkxH8+Y\/wBlXvO+4H99UTtbP+iP+wGiDODtP4Mjfqk\/2VljHbWJafwZGI\/m0\/2Vl1z5Zs5ksxUEgc6mvzn9lXr7U1vuVg0LovV32v3CRFm3iTJD6Wj0TDZ6NslXYtW8AO0ppFXnQsIX3Q\/RgPaKE5qjY\/2RbEXZpoS9W+xyNQ6j1mlESBbGHkNF2SgAPFbqvJQlJIyT2qHZkjPu+3HWUG62nRNu2TP3DWs+Gu4S7Q3d2EswY6Vbu8uSRuKJJHADtHHsq3GZbKRcdFYKcVRWp\/slrrY7jeItr2XzrtG0kww5qaSzcWkpgOOJSpTbYIy+UhXEpwOH763DX2QltmanuNktliXJiRNJN6sYmdY3esNOAFLe5u+TkEHOT81LrGzki3QB56A9gqgz9lFcZY0fE0\/sxl3a5ayszt1iRGbk230amySUKWtITu7qVKKvZgAk1zWqPsoNc3W16BvGgNFFvw\/fha50SRKaC1yG3QhUNKlDCd7+dxgZ9lFBsqspVP1CefGlfCC7KfhR35sXq0hxpCnmN8L6JZA3kbw4KwcjI51kYBHtrE1tYkUpShBTPZSlAMdtTjhwpxx7KZNC4AcKjGacTQHFAKUOOymO2hBQAdtBwpQClKHHZQDlQ8aUoADioIzzqaUBJGKipPHlUUK8wPbQ0pQgoDilQCDyoCfZSnKmcnjQZilD7KHGKAHHZUjOKjGacRwoXmMdtKZ4YpQgpShx2UAIHLNAcDFKYPOgGeGK12oz\/s\/cR\/6Vz4TWxxmtdqPhYLj+zOfCaxn4WHkUVSpxmntNecOSYVzstpvTbbN3t0eY2y4l5tDzYUErTyUAe0V4lWGyTbnHvMu1xnp0RCm2JC2wXG0qHlBJ5gHJ761m0edLtmhL5cLfIWxJjwnFtOIOFIUBwIqnNlms7\/J1vYbcdSXl6PNtbkiezegG0vOBJKeq5AK+IznzA19NlYztLNzi8j6bOxnOzc08i6IWgtG25yY9C0xbmVT21NydyOkdKk8woY4g182Nnmh41uftDGlraiHJWHHWBHTuLUORIxzHZXI2XbQ1eNW\/aXcLNHiPSm3+rOxbozLBU2lRKVhv5BwknifZXOaC2j3XTOyKy3eTFZur8l59C3Jt2ainyVHGC6crPsFZ7G3pVvHDj1p9jLY21MXjhx6\/gtmPozSkWzu6ej6fgN218kuxgwno1k9pGOJ9tfKPoHRUSPIiRdLWxtmUyI76ExkgONg5CFYHEZ7K4xO3NiZZ9N3KyaVlT39SOPRmoqZCEKafbOCneI3SCfysjh3V7Z24wjpR29yNNy27q3dfAgtKXUqWuZjISF4xu44lWPZxrHY9oWuevzQmxt1r7nfI07Ympse4t2iKmVEj9VYeDQ322fQSexPsrzZNNWDTaX0WCzxYCZK+keTHbCAtXnOK4a\/7X5+l4tui3\/S0aBeriXVIhv3hhtltpH5a5CvIGeQTzJrrNDaxt+vNORtRW1lbKHipC2lqCi2tJwpORwI8xHMGtcrO1jC88uphOFpGN55dToCc1tNLD\/aS2Z9ab+IVqxjtra6X46ktn7S38QrCzxmupqj4kXhSlK9EdQ+E6DEucN633CM3IjSEFp1pxIUlaCMEEHmCK+Fqstpsdrj2Sz26PCt8VvomYzDYQ22j0QkcAK+lzuEa026TdJrnRx4bK33lY+ShIJUe4GqRsX2T8q5z7DJuWzSfbtOaulOQrBd1zml9ZfBIQHGgN5oLI4Enlx4jJqpN5GcYyksCzLVsq2bWO6vXyz6Ks8Oe+laHJDMVKVqCwQsZA\/KBOfPWajQeiWtNfaY3pi2CxYKfBwjI6vgnONzGOfGqE+xtm622gar2gan1WzdYbypL9rZkJuyXGofL+RbYHDfRgEOYwc4rV6fh6msu2DWFn1Htp1g5YtBwIt7WVvNqMhAJW424AjikhBGBgnNZ3XWlTZcdWql\/N7INl7envtTToWzC0dOZPVDFSW+mIA38Y+VgAZ58BWXC2baBtqbUiBpK1sixuOvW3cjJHVFuEFxTfDySogZI54qrtN\/ZMXO9T7K1dNltwtUDV7bytMy3bgyvr60AltDiB9wKwAQVEjj2jjWo2S7fdpd82d6o1rq3R8FxNonutRnnLxFhMrIWEqYUpeAjowclxXBWcDjUuyFy0pi\/qXPJ2abP5lpuFik6OtLlvusjrc2OqKjckP8AD+UWMcVcBx58K3lrtVvslvj2q0w2okOI2llhhpIShtAHBIA5CvydtU+yHd2kbDtTv2Vh6wXiw3a3x5HUrkiShSHHhhTb7WApJAIOPNX62jKKorJJzltJ\/hUkmliYTjKK\/cfU47K5vaCM6Wl\/O38YrpMYrm9oP4qy\/nb+MVptvKl0ZptPCynsYPCsKXZbTPnRbnNtsd6XBKjGeW2CtkkYO6ezIrNyedDxrzybWKOYm1kamZpHTFykS5c+xQX3pzIjyXHGUlTzQOQhRxxHAcK9M6Y09HmG4MWaGiSYwh9KloBXQDk3n0eXCuM21ajuFrtVrsdmvItc+9TkMIlFwI6JsAqUok8AOGM+2tNpva+9bdkMbVVxjuXedBmC1SkIdCVrcDgSFb2CCSlSFe3NfTGxtZWaknm6UPojZWkoKSeeHz2LFs2i9J6elOzbHp6BCkPApW4ywlKiCckZHZ7K+LWz3RDT8qS1pS2JcnILckiOkdKknJCuHHJAzXAS9vN1hJuyZGzWel2xFDtwSZzW6xHXjcXkfKUfRAOME54Vur3tfdYmt2\/SWlJN+eTbUXaViQhgMx1J3k8VZ3lEfkirse0J9ef+ldjb1\/3\/AE6u2aH0hZ1rXa9N2+Kpxjqy1NMJSVtegfOPZXmDoXRttTHRA01b2BDkKlx9xhI6J5QAK0+YkJSM+wVzdo2wWy\/XTTkO1211xjUMJ+Yl1bgSpktHdUgpwcneBGc9lalrbouVabHcIOj5EmRfZ8m3sRW5aQoLaOAd5QA8ontxj202XaG8a+\/X8Mmyt2+Pv1\/DO7b0No5q8HUCNOW9Nx3t8SegTvhXpZxz9tfR3R2lX4s6G\/p+Ati5Oh6Y2WU7r7g5KWPyjwHE1VGrdt+pPtFkXmw6cNvuEK6i1z0PvIcEZeQQBw8vezjIHCrjtUifLtzEm6W7qEtxGXY3TJd6JXm308FfOKxtIWtklKT5Z6EtIWtmlKT5Z6GUhCUJS22kJSkBKQOQArdaVx4UP6h34DWn5Vt9K\/hU\/qHfgNTs3nw6owsfMj1R+qtlAzEZ+YVdsT7iPmqk9k5Ahs58wq7IeOhGOVevZ6VHmd9wNUTtcx1R\/wCY1e077gaona4cxH\/mNI5lODtP4Mjfq01mcMVh2n8Gxv1aay658s2cuWbAx21Wty2E6T1FtKuO0XVyG76qXbm7bHt82MhbERtJyVIzx3id457N41ZVcvdbLr6TcHn7Rri3woayC1HdsxeU2MDIK+mTvccnkOdE2sixbWToVij7FOzw9M2yyWjWl1gzNP3iRd7JcGm0b8DpiCtlKTwUglIPGtndtgN4uF1tGrom1O8QdV2+GqBIu7cZkqmMKVvbq2yN3h2Y8wrsPte2of8AEa1\/1fP+Yp9r21D\/AIjWv+r5\/wAxWV56my\/LU4TUf2NAvNwvEqDtDvFuj6nYYa1Aw002RPW2kJLmSPIUrHHd85r7ao+xns93vcS76d1ddNOIasLenJDENCFJkQkAhCCVg4IGBkeiK7X7XtqH\/Ea1f1fP+YqRp7ah\/wARrV\/V4\/5il56hTl6vnscrpn7Hazaavei72zqKa8vRdpkWmO2ppAEhDqVpK145Eb\/Z5q1Mr7Fy2HSNv07bNZ3KFNtF\/d1DBuSGmy4zIWvfxunySAcYz5qsD7XtqH\/Ea1\/1fP8AmKDT+1DP\/wBRrV\/V8\/5ilXqL8q1vHVwGHosKPGkylyXWWkNreWAFOqAAKyBwyTx4eesjIzWFaY9yi25li73BudMQCHZDbHQpWcnGEbyscMDmeVZlYGqpORmhx2VFAR20ISRnlUUoOdBmOPKlFcKUDJBxUAZpU49tCrEjFKUFCChxQ8+FKAUoRigIxQClBxoeFAKUoCO2gFOGKUoBSmRigx20AoBSlAMYpSgoBUjhxNBgmoNC5Yg5FOdSBntqKEGMUpSgFSccKilADjspmgIxSgAODWu1JxsNxx6s58JrYj21rtSfgC449Vc+E1jPwskvCyjACKgY7aZPnpXnDlGt1PZGdS6fuFgefUyiewphTiRkpB7RmuEtGxRqPMtkq+6qnXRFliuRbeyW0NIYStO6T5PEnHn8wrurxBv0pbZs96jwUpB3w7D6bfPZx304rX+Cdcf74QP6JP8AjVvs7SUI0jKnzob7OcoRopU+dDktN7DIWnbtZ7mnUsuQixh9EZhUdtI3XUKSd4gZJ8snJ8wrwxsHgQoFiiwNTTGnrF04afUw2vfDpycpPAEdhrsfBOtyMfbfA\/ok\/wCNQ2rW2MDV8DP\/ALSf8atm3tG6317deXNmx28263\/p15c2c1Yti1rsbOm2Wr3KdGm5j8xorbSC6XTkpVjkB7KiTsTtEm1XG3+GJjb829eHGJSEpC4r+6Ejd84xnn5\/ZXTeCdbjnq+B\/RH\/APbQWrW2OOr4Gf8A2g\/41TbWla3\/AJnoTazrW\/8AM9Dmb1sfcv7Ntk3fVciXd7YXA3OeiMrDjavyFNkbpA8\/Ouz0vYk6aszFpS+h4tbxU6mOhnfJJOd1ACRzx+6sHwVrfOftwgf0Sf8AGrOtULUUZ9S7tfo01opwENQehIPnz0iu7FYTtJSjdck10\/wwnNyjRyr86G0ra6W\/GS2ftTfxCtZkDsrZ6W\/GS2ftTfxCtdn411NUPEi8aHnwpSvRHUMa5wI11t0m2TGw5HlsrYdQfykKBBHcaprTf2MkOy3PTwuOubrdbFpOWubZrQ+22luO6SSkqWBvLCSeANWnqG3aqnLYVpvUsS1JQFdMH7d1rpCcYx\/KI3cYPnzmtOdPbUOzaNav6vH\/ADFZJtZM2RbisGedmWzGFs0ZvjUK5vzPDl0dujhdQE9GtzGUDHMDFYQ2MWF3WWrtWXCdIlI1lbEWqbDUkJQhpKSCUqHHJCj81bAad2oH\/wDMe1\/1eP8AmKfa9tR5jaPav6vH\/MU51LV1rXM4nR32NkfTV509Mu+urrfLfpEOeA4EhttCIpVnBKkjK90HAz2VrHvsUIDun79pMa9uws91uiLvEillsphSA5vqIyP5QK4AhXDgDzqyPtf2o\/8AEa1f1fP+Yp9r21D\/AIj2r+rx\/wAxVq9S7SXq+exW8r7E603Cx6mtFx1xcn3dUyYUqVJERlBbXHUVAIQnCQDyx2VfLSA0y20DncSE5+YVx32v7Uf+I1q\/q+f8xW607b9TwOm+2TUcW67+Oi6C39V3PPn+UXvfwqNt5sxlJyzZuc1ze0H8VZfzt\/GK6QEdornNoP4qy\/nb+MVptvKl0Zpn4X0KdHPjQjtqK1Vzg6jkyAu03+NCa3cFt2D0xJ8+ekT3Yrz6VXi6HMSq8WajUWzmz6q1RbtRXxfW2baw403AdaSplSl81nPM8B3VoHdhdlEK9WuHd5MWBeLixcUxm2k7kZbas4QPMeA+YCup8E63\/wB74H9En\/FqTadcD\/8AGED+iT\/i19EbWcUkp5f+6H0xtJRVFP5noaO47JLdcXNUuLu8hH20xmIzwDaf5EN5wU+cnPbWNcdjyXHmJdj1TOtMkWtu0SXGW0K6wyhASCQeSsdorpPBWuP974H9En\/FoLVrj\/fCB\/RJ\/wAaqrWaymvn8BWsl\/39P8Obk7E7U3G0+3p++zrQ7p9hyO0+yEqW4hw5XvbwxknJz7aWfYtbLOxp6O1e5TidO3F64NFaE5dU4QSlXmAxzFdL4J1weWsYH9En\/GqPBOuAfxwgf0Qf8am2nlf+Y8ubG2nSl\/57cznJ+xa0XCw3+xu3iUBfbkm6F0ITvMOjdwEjkR5Pb567mywpdutceDPuTlwfZQErkuJCVOnzkDgK1RtWt\/8Ae+B\/RB\/xqeC9bf73QP6JP+NWE5OapKS+v4MZSc1SUvnsdEOfGtzpXHhU4\/mHfgNc9AamsRG2rhLRKkJB33kNdEFcTjCcnHDA59ldBpX8KEdvQO\/Aadm8+HVfcwsfNj1P1TsoGYbPzD+yrtiDDKR7KpPZP95s\/MKuyJ9xFevZ6VHmd9wP76ona5wiPj2Gr3nfcDVEbXOMR8+w0jmVnB2n8GRv1YrLrEtP4MjfqxWXXPlmzlyzYqSc1BAxQY7TUGOQJzUgZ7a88udMjz0J1JPClOHbwpQEq7KcuHnryRk5qaFqDwqBU1IA89CZjmMVGKk4xUA4oVipxg1FKEQPOhHDNKUAqU1FAM0CFM8MUOOyg50LkxQnNDzzShBx7aUOaADFBQne9lR89KABXPlQZilOXAUoBSlKAUoB56GgFKUoCR56gnNKUApQDNDQAnNKUoMyc44VHM0pQtRyNSBmopQlRSpIHnqCPNQUFa7UZ\/2fuPsjOfCa2OOGa1upM+ALjj1Zz4TWM\/Cw8EyjAM1FKmvOHJHEjnQCmccKigJPA1FKkHFAKA8MUB9lKAZ4YpnIxinKmeOaAAZraaV\/GW2ftTfxCtWCeeK2mlvxktv7U38QrOz8a6mUPEi8j2VBOaUr0R1Wxnhimc8MUoDihKjiKUJzSgFKCh58KAUJzQDz0oBXN7Qc\/arL+dv4xXSA4rnNoRzpWX87fxitdt5UujMZ+BlOUqeZ40NeeOWRSlKAVIHZTPZTlQA5HDNRUnjUUBJGKA8MUAHbQY50AxxxW40sP9an9Q78BrTk5rcaV43Qj\/yHfgNb+y+fDqjbY+ZHqj9VbKOMNn5v\/tV2Q\/uA7qpPZP8AebPzCrsicGRXr2elWRE4kMKqiNrmOqPj2Gr2nfcD++qI2ufej\/zGizDOEtI\/1ZG\/VJ\/srLGO2sSzn\/VkbP8ANisvhmufLNnNlmKq7Um0W96W1JrS1TlsKah2WJdbIA2ASVlbLiFH8rDqUH5nAKtGq82ibMpWstW6Y1BDmsx2bW4pu5NqB3pUUuNuhsEf+Y0k8fOaRpXEsGq4nM2Tanq+82jQsAiM3fLkbg7fcMgpbagtqS+An8nL62Eg9mTWJp7X+u9Wv6ZjjVcOyCdpRd7mSTBbcT0yXijJ3zhKAnifmrp9N7KJtj13q7VLsxh2Nd2FM2tkZzF6ZZdk73Z5bgbPDsRWq05sGhNzNMK1pbbHfYlh08bUWJcNEhPT9Nv9IkOJIAxwzzrOsTZehmbGFtLu8\/YG7tJmPMwZyIL75fZj9O0ejcUgPIbKhvJWEhYG8OChxrOuu2jT1juNztEi1Xua9Yo8aTc3YkLfbjsvN76XVHeHk4zlIyrgcJIBNbvaRpSRrHZ9fNH2x5mM9coK4jKljyEEjAyB2Vzq9md2XO17J69HCdWWyFCjDjlpTMdxpRX7CVgjHmqKnExTjLM3HjU0sIupJinX0taYYalzFKQPLYda6Vtxrj5QUnIGceUkjhisWRth05GcSp2DdEw21sMzZxjp6vb3nt3cbfVvZBytIUUhSUE+URzrnLvsTuVxuemHmrpHbgsW+NbNRMEH\/TmYzqHmN3276XEnP5DhFY8\/YnKc1Pd1vWm23qy32d1x4S7lLYUwFbu+gtNq6NwcCRkebNEolpA6R\/bbpaNcJkNy23vq1tuabTOuAhZixX1boRvr3s7pK0jeSDjPlbvCsWDtrjL1Tq6y3nTNztdt0mW+mubyW1MkKaDgJCVlQ3gRuAAkgjOCcDHuOya8zNH61063Pipe1Le03NhZzutthbCt1XbnDR5ecV8L\/sl1Ldb1rRpmdBbterWochLxK+miy4rKG0AoxhaCWwTxz2UV0JQ+fwb+Ptk04pE1N0tl5s8qHbF3hEW4RQ27Jho+U61hRSoAlIKSQpJUMgZr6ab2u6e1PcbZb4tuu8Pw3Hfk256dE6FuShrd39wlWTwWFDhxGTXN3nZnrfW0py66slWiLIg2CfZrczCU4pCnZYbDjzilAHGGUYQAcZJzWJtdtUyBovRmmdPTw3reE\/FYsqmkFfFLaWJTivRaDLjhUo+ZPbwolEKMXgWdpPVVu1lalXq0tviIZD8dpbqAnpuicU2VowTlBUk4PaOyt0OdavS+noOlNO23TVsTuxbZFbitechCQMn2nGT7TW1xw41gzVTHAeTUEUHtoTQVqKA4pRODQiA9tDjspSgJz2GoxnlUE4qc4oK6g8eFMGlMmg6jdBTxqAMDAqRnlQ8KAAZNTwyc1GcUIxQoOOymDSpz56DAjPDFKH2UAyaEzFBjtoedQDmgJpSlASAfNUGmTQjtoXgKUIxShBUgDGTUUz2UCwJABNQedM4pQCpGP31FKBYEnNa3Uf4AuP7K58JrYkkitZqM\/wCoLiDz6q58JrGfhYk6plGjPZQEiiSKkAGvOHJOI1ZqW6RdWWzTUG4QbWH2etIfnZ3Jiwvd6ujBHlY8o8c4IxXaN74Qnpd3fx5W7yz7K5LaBaNRX+H4DgwLbJt9wSGXlyUqUuMrJPSpHI44Y5HOK6iBEMKCxELynegbS3vq5qwMZNbZ3bkaZm2dLioa3UTepXG0qsFyt8NKAVuLlMKczjs4KAA85rip20u4O2fTU7wlarCq8xlSH3pySplOMAAHIwFE5BJ5YroNe2TVGoGo9stK4RtiyTcGHnVtqkp\/mt5IJCD+VjiRw4AmsmazrBVnYt8K12JKnWFMPtrcX0TXMJ3QE+Undxw4eatkLqiq0ZnC6oqtGfS9X+Tp3SHhqQ5HnSkMthKmhutPPLwARxOEkkdvKubuOvNQ6Wen2q\/tRJk4QGZsFbKC2hanHwwW1Ak\/JWtHEcwqvuNIXJywo2eNuAW+3WmOlqc4nJXLSvyQBn5KQgEj\/wAQHZXzuGgb\/qczrlqCXDj3FcFmFCEfeW20W3g90iicElS0o4DkE1lBWS8XzKhnBWa8XzKh5uWu9Q6ZVcLReGoc25huKq3qaSptDq5DvQpSocSAlZ4kcx7a3mnb1exqCdpbUDkWRIjR25bUhhsthbaiQQUknBBHPzGtNctBX3UYuN0vMmFGuriIqYHQby22FR3Q6lSicE7yxxHm9tbvTtivSL5M1RqIxES5UduIhmKVKQ22kk5KiBkkmpPZ3XSlf7wy+pJbO66Ur\/5\/p03HHGtppfH2yWzHrTfxCtXxNbTS34yWz9qb+IVos\/Gup88PEi8QaHHZQY7aYOM16I6gzwxSlKA11+RfXLY61puRDYnrKQ27LbU42gZ8olKSCSBnHHnVVStqesLHpTV7d4ftj120zPiQG7i0wpMZwvqbytbeSQW0rJUAeyrF15G1pM0xLiaAlwIl6eAbZkTQpTbIPyl4HNQHIHhnurm9Gaf1\/o\/Sblrh2Swdcae6ZJM95ZlrVxddecUjJcUeOcY+YACslShtglTE1Nn19qObYrW9E1xpi\/Kvlz6kzdLa1\/o8YBsqKVJ3zlzgOBIIyMisvS+2KFeXLF4Zu9ntCZEfMtUmShoSZawOjjx98gqVuqS6oDJCVtenWTp\/ZrJEfVlx1la7FdJuqZLUt229AHYKFNMpbbCg4ny1eTlSiP7K1N02NXJMdLNmft5NxtD1ruKn0EBDjryXVPNpSMdm7u8MBLYHBPDL9pf2FvdvGoIxXiMz0EdpkqKujQE7yjknA5mvpxNazVQiub2g\/irM+dv4xXSHHZXN7QfxVl\/O38YrXbeVLozC08LKdpSleeOWc1tB1BK05YDKiLQwZDyIypjoPRQwvh0y8die7z1srG7cHbIy7LmwpslTZUh+LnoXRx3VA5PMYyQanUKry3a3nbHEiSpCEKV1eSSEugA+QCO08uPDjWv0Lpx\/TNkciSCyhyVKemqYYTusxy6d4tNjsSDn95NbcNnzNuGz51NMzrq727S+o71fI0VyVZZTkZtqPkIcV5IQnJ48VKAzWwsd71ExqRWmNTqiOvPQxOYejIKEgb26tBBJzg4we2vjK0K9PsWprM\/LQg3uW7KYcSCeiJ3SgkduFJBrEdtmtWZzmqZbMBy7dA1bYbMcqU0hKnR0jyyccMEqx\/4cVt\/+ck0qfKU\/s2\/sknSnyn+nyuet9RNG8X+C1D8C2KeIDzS0kuv4KA6sKzhO6V4A7cGvMnXd\/LE3VUREQ2KBcjbywUEuvISsNuPBecDCicDHJPHnX2uGhr887drLDkwk2O93AXB9ayrp287hcbSBwO8pGQc8N414f0DfC3N01FkQk2CfcfCClne6dtKlhbjITyOVA4VnkayWyosv8w+pktlTh\/n5PMnXV\/bjSdWsohqsEO5CAtgpPTLb6ZLSngrOAQpWd3GN0GrCrgH9BXxbUnS7cmEnT8u5JuC1ne6wlAeDqmQMY4qSBvZ4JJ4VYBGK021zC78XA02tzC6OzNbjSmPCh\/UO\/Aa0+a3GlPwqf1DvwGr2Xz4dUSx8yPVH6q2T\/ebPzCrsiZ6EZqktk5\/0NkduBV2xDlkV69npUeZ33A1RO137zfPsNXtP+4K+Y1RG13jDfx5jSOZThLPjwZG\/Viss1h2n8GRsD\/s01l1z5Zs5cs2SRwzXDah2lv2fWbmibToq8Xyc1bGbo6qI4wlDbTjrjaR\/KLSc5aVyHaK7oDPbVT3XR79+28zbo+9e4cJGkoLTciDMeioW6JkolsqbI3iApJ3TyyPPVjTiZQSzZ3Np1dGuEm4RpkJ62qt8huMoylthLi1tpWN0hRz8rd48SQccKXjWFut1lF8gpN1YMlmN\/oTra8Fx1LeclQThO9k8c4Bxk8KpXVukbrcbhqaE7ZpsiLN11p93JQs9LGQhgOLzzKRhWT2YOaa60fc4czW9q07p+S3b5Fy01LjsxmD0SlplMl9aABjgEZVjljjVuozuRb+ci8brqW12yPOJmR3JcGI5LXES8npShCSr5Oc8cc8Vj6Q1jatX2O23aI802\/PgR56ofTJU6wl1sLSFAHI+VzxVRyob1t1vqmDp6HJvDV2j3F6YqTZ3mn7a8WN0JblKAS80sgBKACe0EisO0aBm6etGy6XpWwO2+8Ks70a4PoaKVBa4BOHz+uCflciOyl1UFyNC\/WbpbZMp6FGuEZ6RGx0zLbqVLbz6SQcj99c9dtoVnt+p9P6ZjONTX75MfhKLD6VGKpuOt4lYHEZDZGPbVJaQ01f50eAmFepFv1RZrZNbeiDTMiIt55xhSSh+UpakLHSFC0q\/KUkYrL0tarNI1RsnNh0XdYdwsT0lu+SH7Y6z0Lire8lQddUkBwqdzggq5jiMjK6NmkfoSbdLbbEoVcZ0eKHFbqC86lAUo8gMnifZXyfvdojwxcZF0iNxCop6dbyUt7wOMbxOM5BH7qrHW8WJG2oou2stMXG9WJ2zGNAEa3OzUMyt8lwKQ2lRSpScYUQBwPEVXOzeM1G0ps7veq7HPnaWYgXZstJiOSxGmLmKLTjraAokFsLSFYIBPPiKXcCKzqqn6YkXO2xIfhGVPjsxMA9O46lLeDyO8TivL9xtLMQXaRNiIjJTvCSt1IbCT2hZOMHh21+eLXZLpaH9LXbVmn7q5oZi4Xt5m3LhuPrgJdWhUFb7CQV7oQl8DIO4VpzgnhMSyzbdOst7vunLodAN6guMpq3rhOuKitrbT1Z52OAVhvfDpAKfJK0kgdi6i7JLiXNYdotmvU7UbC1tRIunpjcRctyQnont9lDgWFZwBhYH7q2191HGs1ge1A0y5PZaQlxKYqkqLiSQAUkkJI45znFfn1nTVtMTVNwbi3XTUBWqWbjaEPWB+Sy9iOgfysUDeLalb+ASkjIxg8K7\/U6L\/qH7HR1D+ll226SrRHBtUdpWWVZR5CUfKSAB8k8QOB4g0ccQ4JNFkuahsrCkNSrnFYdWpKAh19CVb6gFBGM\/KwQceY19zcYARIdM1gIiZ6dXSJw1gZO8c+TgceNUPdNCG5ydrlym6adflSIFvRbHVsEqUpu3I4sn0g4kAlPHKQOyse66S1XIuELSEe3zVWraLDtjl6kJQoCIphAM0LP5KnmkJbGfylml1ajZp8S\/Td7UJbUA3KL1h9HSNNdMnfcT6SU5yR7RXhN9s3WhBF0iCQtakIa6dG+pSflAJzkkdo7KoE6cu0jVtzst+urtqnvaiRMt77emJEl1UdC0FropaF7iEBI3FAgBIKsjjmvMnQspOl9b3hrTkjw2rXj0uE+GFdOWBIa3VtnmEYKzw4cTS6tRs1qXnadb6UvtyuNotN9hyZlqd6GWy28kqbUEpUeGeIAUMnkDw51nMX2yyo70yLdobzEfPSutvoUhvHPeUDgY9tfn67aZkxXdqNktGmJbd7uVwZuUdUeCtBlWwtRQ+hp4JCSpRS6ncCt4nPCo1Tam9QQtaTtm2lblBszuhZtvkMm3OxRKnH7ihDS0grWlAWkkA\/LAzS6Nmj9CsXe1y3VRos+M88jO8226lShjgcgHPA8K+sWbEnN9NDkNPN5Kd9tYUnIOCMjtBBB9tUZr6zvbLdP6X1zomyIFwiNG1OxGxhclyW2A2VZ+UrrAbKieOCo1bGz7SsfQ+jrRpaO50pgRUtvOnm88fKdcPtUsqUfnqNJKpjKKSqdDQYxTPOlYmvIDnQ86UoASMVAOe2pofmoBUZGcVJGKUAHtpnjwpSgFCRmlKAHHZSlSDigzIpU8zQ8qFpxBOaig51J50GeJFMjFTyNCc8MUBFAM1PLjUZoTIEioBzyqaAcM0GYrW6kGbBcf2Vz4TWyrW6jOLBcT\/wCmc+E1jPwsjyZRuABxqOIqKnia84cofPQmpxg1B50Bp7\/qFVjSjo7Jc7ipY3imGxv7qRzJPAfu5mtdK2g2pEK1zrXAuF1Td21Ox24bG+vcA4lQOMYzj56+G0DVUyyssWm1x5aZVwJQZyITshqE3+U4UoBKl+inkTgkgc9LcLfoeJp2ztMt6ibVFhratrkSNLRIyDg53UjyyoZwrGefKvohZpxTknifRCzTinJPE7h6+RIdi+2C5NvQmEMB9xDyMONgj5JT6XZjz1qY+0OyKYnu3BmXbnLcwiU6zKZKHFMrJCFpH5QJBHDjnhzrnbs7fLvodnStxZef1I1a41yltpSCFbrgykkcN9RSoYHMg1qdUw7jrabP1FY7VNMaBaYzIbdjrZXJdRMQ+ttCVgFW6lvd5c14FZwsYvxa\/j7mULKL8XzL7nctbQ7GIVwlXNmZbl2xtDr7Mlkpd3FnDZSkZ3t48ABxzw51nWDVES\/PyYPVJcKZECVOxpTe44EK+SodhBx38KrvVESfq2bcdV2W1z3ItvbtqkMuRltLmFiUHnUJQsAqwkYHDirgK6nTTqr5rW5aoiRZbVvVAZhtuSGFsl1wLKlEJWAcDIGcc6k7KKg3x+2WAlZRUa\/FkdoDitppb8Zbb+1N\/EK1ZHDNbTSxzqS2cPzpv4hWiz8a6nzx8SLy4HlTjnGagHFBzr0R1cGDwpQ86E5FCGBf7wmw2x25G3zpxQUpTHhMF11xROAAke08+Q5muTY2wWBzTV2v8m2XWI\/Y3W4822vR92W264pIbQEZwoq304wcHNbnX2rxofS8vUQstyu7rACWIVvYU6884rglIAB3Rnmo8AMnjwBrLTydHXbRl7uGufDE2Td57M29LZs9wjJbdTgtIZHRpcLbe4kBeOYyrGcDJKqqbYxqqtHcxtqDDluRMm6S1Bb5EiUIkWFLiBt+SvGcoBOMAA5JI5VtLPrqy39dpRaemfN2jLmJARgsso4FTgPyfLIQBzJz5jit9Iafm3m3XyVIvGqINitFyRM0zMmJKp7TaY6Q9upkIUpbRUVBIcSSeOOw1z69Mao0mxGXBcv0Z2daFu20QS4pXXUuoDEZ8oGFBLR3t1fkKWt9WPNbqyLci8D9FEcOdK+cdTyo7ZkY6UoG\/u8t7HHH76+lYGklVc1tB\/FaX87fxiukrm9oP4qzPnb+MVrtvKl0ZjaYxZTxIA5VFegO2mMmvPHLIIwPnry4tLTa3VZ3UAqOBk4Fej5qDt4UBz8DXFinWa430qfjRLYtxEhUhotqTuDJO6ePKvVh1fCv0t23CFNhSm2kv9BLZ6NS2VHCVgdoPeO2uRumn7tcdI64gxYbhkSbk7IjtlJBfCFIWEpzz3t0p\/fX2Oooz+qHNcdQuTVsgW1EElyIttx2Q68AltKVgFRBIB7MnnX07KLTp8y+59Wyi07vzL7m\/n7QbLAuj1vdYmLaivIjypiGSWGHl4KUKV5zvDPmyM0k7QrJGuLkIsy1R48lMJ+clomO1IVjDalefygCeQJwa4y6R5rELU+iPBk12feryZUR1EZamlsultRX0mN1O5uqByQfJHnr5PQrgzY7ts9NsnLucu9OPsOiMstOR3Hw50xdA3QEgkHJyCnHmrNWMGvmWGJkrGFF8w1O5e2g2SPc1QXGZfV0SkwXJwZJjNyFEANlfzkDPLJAzmumqopcK4J09cdnKbZOVc5d6S8291dZZMcykvGQXcboAQD253gBjjVuk5rTbQjCl35zNNrCMaU+cyK3OlPwqf1DvwGtOBwzW30rxup\/UO\/AavZfPh1RLHzI9UfqvZOP9DZ+arsifcgKpPZRwhs\/MKuyJ9xHzV69npUeZ33A1RO1vyYj\/bwNXtO+4H99UTtbP+ivk+Y0QZwdn\/BsYn+bFZSieysW0n\/VkYf+WKy8ZrnyzZzZZ0JAzWvvWoNP6bieENRX232uKFBPTzZKGG948hvLIGTWw4iqohs2267f71H1Wyy\/It1lgu6dakJCkhpanetOtA8N\/fS2lShxCQnsolUsEnmWXaLzaL9ARc7HdYdxhu56OREfS80vHA4UkkHjWUFDPMVWl\/mXm47SmtnFivh03Cj2M3px6Ky300lxT5a3U74KQhGN5XDJK08RXFP7QtfP6Utuq7pcZsXT9sVOYu90tDDSnMsOlKJKm3M5ZKUkqCOOfZVu1Mrlcj9AbyVHgRn56nKexQz89VFs7h3d7bHr6a9qy5SoTK4KmYbhQWSh1pShgbuQE9mCM545NfG\/6j1beL5r9236u8AMaHS0I0UMtqTJUqKh8uvlYJ6NRUUJCcfJJznhS7jQlzGhZVy1jpu03qDpu4XiMzdLlxiw97edcTnG9ujJCc8N44GeGc8K3IUkHGRn56onZaLtqPbNeNXTbvNYU7pizSXIG4jo8Pda\/kySneCUqG8MHJJ45rL1ZqfV89e0S7W\/V3gJGiIqzEiBltSH1Jjl3pHisZKVHyU4Ixjt5Uu40K4Y0LL1Voi1asUyq4T7nGLKVN4hzVsBxB5pWEniP41s7TabZYrXFstnitxIUJpLDDLYwltCRgAVT1j1LrHXDqrenWq9P+CdNW65rdQy2VSn32d9Trm8MdECkghOOZ4ivjpLXGs9qT1shqv69K7ulYl9eUyygqkPvLcRvDpAQGU9GFcBk744il1lcG8Kl55AHMVhWm9Wq+xDOtE9mXHDi2ulaVlO+hRSpPzggiqV0fr7We0u72XT67\/4ACNOm8yJMVlBXOd6ythJRvggNDows4GT0iRkDnz2l7vrOw7M7deI9ynt6eiS7w\/erhaWmlyG1JfWpL245kFngsqCfK5Yq3CbI\/TOakq7DXC7R5mrXtMwp2hFPvJdfZclKh7nWVQyMqLPSeRv\/J+V2Z7a5C06uuuvr1adOad1vNt9uTplu8+EDHaEqa6p1TRCkqBSncLZKwBzUBkCsVGpFB0LadvdqYvEewPT2UXCWw5JYjlXluNNlIWoDzArQD\/zCky9WyBcINqlzmWpdzLiYjKlYU8UJ3l7o7cJ4n2V+dm9ol7lXnTWvZ0duTcYGjNSKPRJKUSFMSYyQsDsSrdCvmNbyNHvo2j7JbpetaKvK7qxcpZbU02hLa1QsktbvHc8rGDnlzquNDLZUzL7pThgYpWJpJzkVFSMYqKFeJpbtpGzXy82293Rt1560qU5FbU4eiQ4RjpCjkVAZAJ5ZNbkDAx5q9AeeoNA2+IpSlCDAxzpTGKUAoTmlSMdtAQQOylKkeegzZGeGKD20POlAQCe2pAHaaUoBSlPZQClTwA9tRQDlQnNSqoAoXkhUjAGag47KnHDNAiKkjzVFTxFCIjB81KnJpwxQEVrdSfi\/cf2Vz4TWyrW6jGbBcf2Vz4TWM\/CyPJlGEDz1OQOVRiorzhyhU4PmoM86bxoD4Sp0KCgOTZjEdJOAp1wIBPm415Xc7c3HRLcuEZLDhAQ6p1IQonkAc4Oa5vXWlJeo5NumssWiS3bg8VRbkx0rLpWEjJHYQEnj7a5XTTtl1herQ5dbDCj21dgW7FgqbSWEL6TddKBjdxgcCByNb42UZRvV6m+NkpRvV6lpIjxm33JaW0JdcSlK3McVJTndBPmG8e81EedDmoU9ElsvNoJSpTbgUARzBI5Yqq2LhLGw2M2uUrfUz0eVL\/lDCEgoCvPjot3j7a1+uo0Sx3e5wdONNxLbJsMFVxRGSEICTNQgKITwCiyXePaBWa7Pebi3xp7UMlYVd1vjT2LkjzIcxsvQ5bL7YJSVtOBQBHMZFIsyJOa6eFKZkN5Kd9pYWnI5jIqndcxYlout4tdlYah2iSxaUXRMZIbbQ0uWELOE8BvNZBPo12Nghw7ZtIvEGzxmY0NVtjOussICGw7vKAO6OAO6O4CsZWKUbyfzD8klYpRvJ\/MPydtW10t+Mls\/am\/iFavGa2mluGpLZ+1N\/EK1WfjXU0w8SLxpgY50OOyleiOoKY4cKUBxQI8PSI8RlyTKfbZabSVLccUEpSBzJJ4AViw71Z7gy5IgXaHJaa+6OMvoWlHDPEg4HCtJtN0tM1tom5aWgyo8d2eGklchsrbKEuoWtKkjmFJSpJ\/5qpW5yIbduXoOXpLT1oYh6utUK9GzRksw5rLiStIWgAc1hCVJVnmPPWSVTbGF9H6ERfLK5bReG7vCVAI3hKTIQWSM4zv53cZ9tZJlxUllJktAySQyCsfyh3SrCfPwBPDsBNUKrSb6tqGqoWkLPBftNol2u5yLSpSWIy5S2HUuYGClKijoVnhxOCedYWmNQ6h0m1Elm3w5jdhsDsmOH3VJQmEl9KHFMYHFbigQCeAbab5b5q3NBstD9GUr5sOh9ht9IIDiQsAjBAIzxr6VgagQOyub2g\/irLHtb+MV0lc5tB4aVl\/O38YrXbeVLozGfhfQp3HCoqSc1FeeOWTUbwSCVYAHaanOK+E5qG\/EeauLbS4ykHpkugFBRjjvZ4YoiiJOgz0KdhTGJCEKKVKacCwCOYJHbXhKrXdm\/5N6NLQy6D5KkrCHEn2ciD3VUl8htIsOr9V6Vt6LVaX7ezCa6s0GhIQlwl6SEpAx5ClAK7QM+aumt8Oy6e2hhixsxYVvNjS5KDQShoFLmG1HHDJGeJ519DsUk2n8w\/Jvdkkm0\/mH5O4cmwm5SIbkthMh0FSGi4AtQHMhPM0VNhIlJguTGUyFpK0slwBakjmQnmR7aqO8RIUizazvUxho3yLqBLUV5SR0zQSWugQgniAUnOBz3jXykRmHtJ37UEths6ha1KpIfKQXm3EPpSy2lXMDo93AHYo+esl2dNZ8vt9DJdnVM+XzkXEZkMShBMtnrCklYZ6Qb5T593nj219apmbGjL0hdNQux2vtka1K2Gn90dOl4TEIQ2k88dGSnd5bpPCrmrVa2ezyNVpZqGQrc6V\/Cp\/UO\/Aa0+MVuNK\/hU\/qHfgNZdl8+HVCx8yPVH6q2T\/AHmz8wq7IYwyMVSeyjAhsk+YVdcL7iK9ez0qyIn\/AHA\/vqiNrnGG+PYavef9wPzGqI2uH\/Q5HzGkcys4S0\/gyN+qT\/ZWXnFYlp\/Bkb9WmsuufLNnLlmxkmtFqnQmjdbsNR9W6cg3RLBJZU+1lbRPMoX8pOcDkRW9oCO2pkE2nU5SXsp2cTrTCscvRtrchW3e6o2WR\/Ib3y91XygFY8oZ8rtzX0uezDZ9eW4DNz0fa32bYjoorKmAGm2853NweSU547pBGeOK6eqn2\/W65Q9NDVNo1ZqC1ykTrdDDcG4rZaKHpjTSyUDhkpcVx+aslVulTKFZOlSwBo\/S41MNZCyRU3sR+q9eSjDpa9Ekcx8\/KsS\/bONCapubV41DpS23CaylKEvPsBSilJylKvSSCSQFZAPGuQ+3K5aQfuumtMWO86sRpxpMq6y591HTNhxO+GmisEur3ElW6d0cvKycV8bPtW1XqDabEs9ksEGTpadpyPfGJRmdG+W3VfdCkpPL5O5kct7e44CjzMrss0WVGslnhXKTeY1uZamy2Wo7z6E4U423vdGgnzJ31Y+c1W+03ZPO1\/cZHQWnSCW5kQwzdZcFTtwiJUkpUpsfJWoZygqUN04PGsabtecu69S6NlW9m3XNiwzLnEeh3NEsFtshCwspSno3EqcbO6N4EE+VwNd3s2kPy9n2m5cp5br71qiuOOLOVLUWkkkntJNKOOI\/dBVMedsp2f3eHbYV90rb7km0xkQ465LIWsMpSAEKP5SeAyk+ST2Vlah2eaG1WiK3qHS1unJhJ6OP0rAy0jhlAI4hBwMp5HHEV0eRjjzqMcM1KswvM5y9bOtC6iZgx71pS2ym7YN2GlTAHQI4ZQjGMJOBlPI4GQaxpmybZvcIkWBL0XanIsIqLEcsANJCjlSSgcFJJ47pBHsrrCRipz5qVYUmuJptQ6R03quCi26htDE2M2oLQ2sEbih2gjBHm+bhWDdNmez+9QINruej7W9EtiOihtdXSlMdvAG4jdxupIABSOBxxBrpqVKkUmuJqUaT0yzJiS2bFCbcgRHIEUoZCQzHc3d9pIHAJO4jI\/8ACK1tl2W7O9N3Bu72HR9sgzWVqW0+ywErbKklKgk\/kjClDdGBxPCuopSrF5ipwDyqAM1PEUBGMHjQ8+FM5pQgyaUoBmgzFKYxTGKCgzmlOR41JHbQUIpShGKAUzSlAMcM0AzU54YqM4oMCd01FN8HgKEjNC4EkDmKihPmpQjA58aDHbTIxyqRw4mhSKZoCPNShBU\/k1GRip\/JoVEHGKnINRQ4PKgqKUxjnQ+yhKDhj21rtR\/gC4\/srnwmtjWu1Hw0\/cT\/AOlc+E1jPwsjyZRYyaipwRxqK84co1F5v8i1SEMM2C5TwtG8VxmwpKTkjBJPOsD7cp3+5V9+gT9dafXdwmxdR25Nyu06z2NtkPInRWEODrm\/gIeK0qCEbpBHAZJPHhWy2iTLzB0bJu1kviorkRrpi6hpCy+kDgMkEJBJySBnzYrfGzX7U+PU+iMF+2vHqa+9P2rUTjTl72Z3aYpnIQXI4PA80nyuKfYeHsqLm9Z71GjwrpsuuMhiIAGG1Q0ANADG6nB4DHDHLFZ18mXS76qhaUiXiVbWDblz5D0UIDqzvhCEgqBAAOScDjwHKud05qHU2tZUfTrt+ft70CPIM2VEbbSt95t9TKFDeSQE+TvEADJOOXCtsVKienN4GcU6J6c3gbNuVHTcnrgvQV7Uh2A3bURjFR0LbCVKJSE5xg5GezCRwqba7Z7RCk2627LrkxGmDEhtMNBDwxjCsniMHGDwAqGtcXdeypnVCi2Lo4nqpWE+R04eLJcx5t5JVjlxrVX7UmpdDzZ9hTenrk5KtkeVEkS0oK4765KY6\/kpAUnLqFAEcMEcqqhKTcf4zfAqjKX7f4zfA2sB6zWy3ybTB2W3FqJMBEhnqaCl4EYIXk+UMcMHs4VtdGptsHpLfadFy7K0v+UWtxgJDhHAZVkknHLPZXL33UmpdHS5+mWb49PfltwRAly0IUthyRIDCyrdABCc74BHs5V0mnJN0t2rrjpOZd5Nyjtw2prD0oJLqd5RSpJUlIBGQCOHDj2VjOLut\/28cvyScXdbr9+R12cVtdL5+2S2ZOf9Jb+IVq8gdlbPSx\/2ktn7U38Qr57PxrqfNDxIvGlKg16I6hNavUN5fscDrseyz7orfCOghNhbmDnysEjgMVtE8OfGsW6x5su3yI9sniDKcbUlmSWg50SyOCtw8FY8xoVZ4lfX\/VMfVNtXZ9Q7IdTToa1JUWnYicbwOQoYXkEHkRxFYEaVp2Hp57ScfYVekWiTkvw\/BrZbdUealje8pWQDvHJyAc8K1EfXWs2NlVqKb8t6+3vUzenW7o8y2VMpclltT24EhBUltK90YxvY4HlWPeNY6y0lfJuzCPqiZNfl3C1sQLtKbaXJjMSd8u5IQELWkNK3SpPDeGQcVmkb7vBHSWa7WnT1mfsFk2L6jhQJO8X2mISU9KVDdUpagveUogAEk5wBx4UuV3s13EE3TYpqCT4NTuRd+Ag9GjySUfK4pJQglJyCUpJGQMc7M1VqfTep7ns\/uur7iu0QZUGQq8uJQZbESQ27lta0o3eDrWAvd3t1YBPDNZ2ltri3TaF6tukplqDBWqWpqItRkyCUpLjoQnDTTaVo3icJLjuOBbObQl2mKLkiul+M08plbRcQlZbX8pGRnB9or61CVJUkKSQQRkEVIGa1mgVze0H8VZfzt\/GK6Qc65zaH+K0v52\/jFa7bypdGYz8DZTlTwx7aileeOWa69XZ60ttLZtE2f0hKSmKgKKfacmtFcNRG6QnrdcdA3qRGkoLbrS2ElK0nmDxr77RJF4Y08pNqTI6N11LU12M2HH2oyuDi20kHKgPYcc8V9LHfLRC0iLwrUblzhRULKpjyUIXhJPkKSlKQFD5OMA551ujGkVJLjzN0VSKklx5nP2ljT1kLyrTspuMXrDRYdCIqcLbPNJG9jBxyrHXAsjdrdtFu2bXeDHkPtPSEsRUAuhtYWEE5zu5SBjljIrXo2g6lixtX3WVMYLrEWK\/bYeUlMYvFSUBWOKiMoKu7hXU2N682PWI0xcr5JurMq3ddS7ISgLbdSvdWBuADdOQQOyt8lOOL+75P6VN8lKOL+75fYxJD1omXdF\/lbLrk9cG8bshcNBVkfJJ48SOwniOyjj1nevQ1E7suuS7kN09ZVEQV5SMJVz4qA4BXMDgDWuumoNSOMah1hFvbzDFhunUWbelCC0602UJdK8p3ipRUrByMACvnI1LqKRarjr5i8vNMQLsqIxbghHQKjNuhpe\/kbxWo7yt7PDgB25KEqV\/jN+wUH\/Wb9jbKdtDt7TqBzZhcTcQQRJMRG8FYxv8APG8ASN7njhmu7SSUpUUlJIBweYqsJWpNR+B5m0Fm9vpYhXdMVFtKEdAuKJCWVBXk72+clQVngQBjFWjjFaLaLVK9DTbJqlRnJ41uNK\/hU4\/mHfgNafBrcaU\/Cp\/UO\/AavZfPh1RjY+ZHqj9VbJ\/vNn5hV2QxhkCqT2T\/AHmz8wq7If3EZr17PSrI8zvuB\/fVEbXPvN8ew1e8\/gwT89UTtbP+iP8AzGizKcHaB\/q2KP8Ayk\/2VlYwTxrFtP4NjfqxWXXPlmzmSzYqSc1FKhiTu+2uc13pBnXenTp+RMXFQZkSX0iEhRyxIbeAwewlsD99dFyPCh+amRa0dUcBftl0+beLvdtO6wk2VOomEMXRpuOh3pN1JQHGyr5C904zxHLhXyc2Px4t0t0rT99ftsOJYBpt6MlpKy7DTxRurPFCwSfKGc1YmBilWrMr8ipbHsGVbHWnJerFyUxbFNsDDaILTKUsPqaVvq3eKlgsjJPPPZVj6ZsqNN6etun2n1PItsRqKlxQwVhCAnJHtxWzpRtskpuWYzwxilMnGKA4qGIqVcqg550JzQoJzSlKEFQampyR2UBANKUIHZQAcanHHFQAMUoAeFMY45qeQzmozQoPz0pmlCMUoBxwaHgaAAZoaUoARilKZ7KAkcRioPClKAEjzUJyaEDz0oUcjQnNKZ4YoQAZofNQY7aUHAEYpSgAxQZ5CmeGKdme2iePPhQCgOKgjNTQZEgZ7abvtqABilCitbqQ\/wCz9xz6q58JrZccVrdSD\/Z+4\/srnwmsZ+FmMsnQowcaAZqK9cBXnDlHE7QG2ZTrdsla5h2iJMa6KZFkOsoU4ySrKkFY3go8vNw89TerloK66Xf0ujWloYYdjiMlYmtEpSAAOavZWz1Foazaoltzbi5JS4030Q6NSQMZJ7Unz1qTsh0tn7tO99H9yvojKFFV5cj6IyhRVeXI+d7n6TnXGJe7RtDtNvuEVlcYuiSy6lxpRBKSkq7CMg+etYzA0XbGoC9O7SrbAmQ2HI7shUlh0vpcWVrUoE43t8lQPYTW28UOlv56d76P7lT4odLfzs730f3KzVpBKl5+xkpwSpefsahlrR3UV6TOtrSiwMWxEdnFwZLq5JcUpbxOeYwk+0qVwo5b9E3Jm4L1DtIts+ZNiNQkSUymGzHbbXvp3ADje38KJPMgVtzsg0sf+3ne+j+5UeKHS389O99H9yrtYep+xdpDhJ+xqXoOirpGuRv20i2zJ9wQw2JiJLDZYDK99ooSDgELG9x5n2cK32kG7Mu7S7j9uMK+3aU0htamHGxuNIzgBCCcDJJJ89Y\/ih0t\/PTvfR\/cra6e0JZdNTFTbc5JU4tBQekUkjH7kisJ2kXFpP6GM7SLi0n9Do8YGa2uljnUls\/aW\/7RWq7AMVtNLfjJbP2pv4hWmz8a6miPiReNCc0pgY516I6grBvF9s2nonX77dodvjFYbD0p9LSN48hvKIGeBrPHmNaLV+kLXrS1eB7u4+lgOpeyypIVvDOOYIxx81EVJcStHYuyV3Q\/2nHazY21tXIXeHORcowdjSkyOnbWkFWDuqAGDzGR21huW3ZncotwmXzbRZJWoZsuLNRdETYrfV3I\/wBxDbe8U7oyrIOc7xroj9jroTtlXX6Vr\/DoPsddBj86uv0rX+HWyq1Nt+Op8NM3jQNhXfLvM2waeuF+v\/R9PNXMjIQ2G29xpKGwvASnJOM8So5Nau6wtlMplhm37W7DCC7a5argfCEZapTK3Q6pWSryXCvfO9x+Wcg8MbsfY66DxjrV1+la\/wAOoP2OmhOXWrr9I1\/h0qtS3orGpZkMxzEYMRxC2C2nolIOUqRjgQe0Yr7V8YcVuFDYgslRbjtpaQVc8JGBnur7VrNDBGK5vaD+Ksv52\/jFdKRiub2hEnS0v52\/jFa7bypdGY2nhZToOOyhOeyg4UPGvPHLNBrGb1O1notURLJLVkx3ZK20oWsAkJVvg5HLOONaOxP7O7bZH7TcNWWS4mdIXMmqfmMlLr6yCo7oIAGQMDHZXQ6k0pbNUsss3JbyUsqK09EUg5Ix2g1ofFDpYcnp3vo\/uVvhKF2jdDfCULlG6fwap2xbI3JF7cb1HY2W7zEREKGZbKSyEg+Uk55kkH50ivDr9ujh65N7TrTMvD6GYSJS5LDYjxg4C4QkHiop3uPnxyrc+KHS\/wDPTvfR\/cqPFDpb+enfSI\/uVt2sOMn7GzaQ4yfsayfE0ZMnTQ3tItjNquctE6ZATJYIcdTu5wvOUhW4kkecV4fgaJdlSWEbSLaizTJwuL9vEpjBe3gogLzkIUpIUU+fPnrbeKHSx\/7af9Ij+5TxQaVH\/bT\/AKRH9yorWK\/6fsNpFf8AT9jVvQdFPyXYo2j21NlkT03F23CSx5TwWF7u\/nO4VpCinzjnirLStK0haFBSTxBByCK4lOyLSyVBQencDn5aP7ldo2gNNpbTyQAkfurVayUqUdTVayUqUdT2STW30r+FT+od+A1qBjnW40rxup\/UO\/AavZfPh1RLHzI9UfqrZR95s\/N\/9quyH9wFUnsoGYbPzD+yrsh\/cRXr2elR5n\/cD8xqidrhHVHyT2Gr2nDLBqitraCYj3DsNFmVnBWjhbY2P5tNZdYlq\/Bsb9WKy658s2cuWbFKUqEAxUnB+eopQVFOHnpjtqMcc0BJx2UpSgHHnQ5PGmTypnsoBxPClTkY4c6gY7aFAOKE5pQe2hK8AOdCrJxQ+yoxxzQvIkY7aYzSmcUIMUqQeFRQClKUApShx2UA3uNDxqAAKmgqSADUZxTOKDHbQvQUpjFKEGeGKUpQClKUApSlAMZpg0zimTQClKUAxilM5pQEHPYKk47KVIHnoWnAilKDnQgzwxWu1Jx0\/cR\/6Vz4TWxPOtbqQ40\/cf2Vz4TWM\/CySyZRdKUrzhyiQcUPGoqedACDimeFDnkaigFTzoQRTlQDHD20wfNTJ503leegBPZW00t+Mls\/am\/iFas4\/fWz0t+MlsP\/AKpv4hWdn411Mo+JF58uVR89KHHZXojqg+ylKcMUICc0OOylKAcqHjSnDHtoADipxnlUUGeyhVoM551zm0LH2qy8edv4xXR1ze0H8VZZ9rfxitdt5UujMJ+FlPY44NDTOaYOM1545ZFTjzVFSDigB4cBThihxwxTHDNAAcVFKUApSvRHmoCAB2mtxpX8LH9Q78BrT4rcaU43YgDmw78Brf2Xz4dUbbHzI9UfqrZP95s\/MKuyIAGRVKbKUlMRnPmFXZF+4p+avXs9KhLSVMkCqf2lWtUmM6AkngauRad5JFcvqGyCY2obmc0RT86RWiww2yofIGK+pIPAV2V\/2dLkLUWekRn0VEf2Vyj2yueVkiVK+mV9daH2errU+V9nbMfl2VI+apOyq4n87l\/TK+up8VNw9bl\/TK+upu3Mx3Z6nlRGeVQOPZXrxVXD1uX9Kv66DZVcMcJkv6Zf103bmXdmRxqM+w168VVw9cl\/TL+unipuHrcv6Zf103bmN3epFQTg4r14qrh63L+mX9dPFTcPW5f0y\/rpu3Mm78zzn2Uxx3sV68VVxJ+\/Jf0yvrqfFTcOXXJf0y6btzG78zxnJxivRx2Cp8VNxH53L+mV9dR4qrj63L+mV9dN25l3dkcfNUfur14qrgfzuX9Mr66eKq4D87l\/TL+um7cxuz1IB7cU51PiquGPvuX9Mv66eKm4ety\/pl\/XTduY3fmRx81OPmqfFVcB+dy\/pl\/XTxVXH1uX9Mv66btzG7PU85x2UzxxXvxU3A\/ncv6VdPFTcPW5f0y\/rpu3Mm78zyPaKZ48K9eKq4+ty\/pl\/XUeKm4Dj1uX9Mv66btzLu\/M88uygOeVevFVcfW5f0yvrp4qrgPzuX9Mv66btzG7PU8544xU8fNU+Kq4euSz\/wDrL+uniquHrkv6ZX103bmN2epHHzVHLsr2NlVxP53L+mX9dR4qrh63L+mV9dN25k3fmQc9tQDnlXrxVXH1uX9Mr66eKq4ety\/plfXTduZd2epH7qA44kV68VNxP53L+mV9dR4qrj63L+mV9dN35jdmR+6o\/dXrxVXH1uX9Mv66HZTcfXJf0yvrpuz1G7vUjj5qcfNXrxVXH1uX9Mv66eKm48uty\/pV\/XTd+Y3Z6nnj5qj91ejsquI5y5f0y\/roNlVw9bl\/TL+um7cybs9SBzoSM4qfFVcD+dy\/pl\/XTxVXD1uX9Mr66btzG78yKcfNU+Kq4c+ty\/pl\/XTxVXH1yX9Mr66btzLuz1POfYanJqfFTcD+dy\/pl\/XU+Km4j87l\/TL+um7cxu71PH7qZ49tevFVcPW5f0yvrp4qbgPzuX9Mr66btzG7PUjjWt1H+ALj+yufCa2fiquPrcv6Zf11C9k01xCm3JElaVDCkqdUQR7eNSXZapqpH2ZtUqfnnPz04+Y1ffiRY9V\/hU+JJn1Yd1czuaXrXsfH3ZL1FB548jUk8eANX34kmPVh3U8SLPqo7qdzS9a9h3bL1FB5z2HuqR7RV9+JJn1Ud1PEiz6sO6nc0vWvYd2y9RQZV5891M5PEHuq+\/Ekx6sO6p8SLPqw7qdzS9a9h3bL1FBk47DQHPn7qvzxJM+rDup4kmeyMO6nc0vWvYd2y9RQhIx7fmrZ6WI+2O28fzpv4hV0HYi1jjG\/hXpvYqhpYcaZKFpOQpOQQfnqx\/R5Rknf+hV+myTrePvnHCp4+ap8VVw9bl\/TL+up8VVx9bl\/TL+uunu3M+zdnqeePmqOXZXvxVXHn1uX9Mv66jxVXD1uX9Mr66btzJuz1I4+aoz7K9eKq4ety\/plfXTxU3D1uX9Mv66btzLuz1PIPaAannxqfFVcPW5f0yvrp4qrh63L+mX9dN25jdnqRUE4r14qriPzyX9Mr66eKq4ety\/plfXTduY3d6kAgcxXN7QuGlZfzt\/GK6XxVXD1uX9Mr668O7I5UhstSHpDiDzStxSgf3GsbTsjnBxrmYy7M3Fqp+fAQRwH8KjJ5YNX54kWM8I38KHYiz2xR3Vze5petex8ndsvUUHn2Gg49hq+\/Ekx2RR3VPiSZ9WHdTuaXrXsO7ZeooTeT5v4VBV7KvzxJM+rDuqPEix6qO6nc0vWvYvdsvUUICO0HuqT56vrxJM9kYd1T4kWfVh3U7ml617E7tl6ig8g1IVn\/wDyr78SLPq38KDYmwPzYd1O5petew7tl6ihCfZXQaDZ6zqRqOBkradH\/QauGPsVjpcG9FSR\/wAua7LTOyqDb30PIgNJcTyWGwD31nZfpUrKcZ3snoZ2f6fKE1K9kdNs6tq48doFOOAq2GButAVz2n7MIbaQEYxXSAYAHmrsM6iJrwttLgwoV7pQpgu2phzJ3RXw8BRic7o7q2tKA1XgGN6Ce6o8Axj+QnurbUoDVeAY3oJ7qeAY+fkJra0oDVeAY3oJ7qjwBG9BPdW2pQGp8ARvQT3VPgGN6Ce6trSgNV4BjegnuqPAEb0E91balAanwDG9BPdTwDH9BNbalAanwBG9BPdTwDG9BPdW2pQGq8AxvQT3VHgCN6Ce6ttSgNV4BjegnuqPAEb0E91balAanwBG9BPdTwBG9BPdW2pQGq8AxvQT3U8AxvQT3VtaUBqvAMb0E91PAMb0E91bWlAanwBG9BPdU+AY3oJ7q2tKA1XgGN6Ce6ngGP6Ce6trSgNV4BjegnuqPAMb+bT3VtqUBqfAMb0E91T4Bjegnura0oDU+AI3oJ7qeAI3oJ7q21KA1PgGP6Ce6p8AxvQT3VtaUBqvAMb0E91R4AjegnurbUoDU+AI3oJ7qnwDG9BPdW1pQGq8ARvQT3U8AxvQT3VtaUBqvAMb0E91PAMb0E91bWlAarwDG9BPdTwDG9BPdW1pQGq8AxvQT3U8AxvQT3VtaUBqvAMb0E91R4AjegnurbUoDVeAY3oJ7qeAY3oJ7q2tKA1XgGN6Ce6oNhjjkhPdW2pQGp8ARvQT3VPgGN6Ce6trSgNT4AjegnuqfAMb0E91bWlAarwDG9BPdTwDG9BPdW1pQGq8AxvQT3U8AxvQT3VtaUBqfAMb0E91PAMb0E91balAanwBG9BPdTwBG9BPdW2pQGq8AxvQT3VHgCN6Ce6ttSgNV4Bjegnup4Bj+gnura0oDU+AI3oJ7qnwDG9BPdW1pQGq8AxvQT3U8AxvQT3VtaUBqvAMb0E91PAMb0E91bWlAarwDG9BPdUeAI2c7ie6ttSgNT4BjZ+QnuqfAMb0E91bWlAarwDG9BPdQWGN6Ca2tKA1YsUYHO4O6vu1bGG+SR3Vm0oDw22lsYSK90pQH\/\/Z\" width=\"200px\" alt=\"the journal entry to apply overhead cost to processing department\"\/><\/p>\n<p><p>This is different from the FIFO method that accounts for the beginning inventory differently and separately from current period costs. For example, Job 105 had revenue of USD9,000 and  costs of USD 5,500.Third, managers would compare actualoverhead on the left side of the Overhead account, with theoverhead applied to jobs on the right side. If the actual overheadexceeds the applied overhead, they may wish to learn why the actualoverhead is so high. Also, they may ask the accountants to increasethe overhead applied to jobs to give them a better idea of the costof jobs.<\/p>\n<\/p>\n<p><img decoding=\"async\" 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j2mqjsf8TQv2CP7KuHi6wt22vbU\/wAk1UFoQW7VEbIwUsoB9VfiP+uP\/S7r\/wCx\/wDyfZdC\/wDmbT\/x\/U7lKUr+aD9GFKUoCGcQeHA11OsF1Y1HNs07Tsh+RFfjMsu5LrKmVhSXkLSfIWrGQevWq8f\/ACQtBKh2q3Q7\/e2ItrgtQkIWWHlKCJZlbwtxtSm1KcJ3cspBThPcMVe1K9y59JMqZPso2N2tXGMdmpYt4a6OUmq7KulKmO1yfdreTnaRq32\/Tku2hT9\/\/Jq0vqS8X293HUN0Q9fVsl1EVqNHbCW5SJCSpLbY5qwpARzHNy9mRnJJMu0hw58S79ebja9U3V213mZJuS7RIDK2GZb7gW642vZzQCrcdm8pBWo4z3TKlc7fL+UbzY+T21pWFKUaVNiWrVqdIrWtfFkwuNhZzz4xo8df15lRXz8na26qeu8rVWudQ3KTcrW9ZmXyiIw5GiuOIcUkKZZSXTlpIy5u8nI85J47R+TPpOztoQzfLmrF0m3c4bjtJ50qCYbiQhttKUoCCVJSkDB+rpVw0ruulGVo2ehjbUjsolFLZR0SVFVYdu0p5turlnOOv7ylnvyX9PqhN2yJrXUcSIvT8TTE1plTA8MgMFR2rJbJSpW7BUnBxkDGTWxf\/Jz0pIvbk1V6u6bSu9DUYs6FtJYRcw1y0vpWEc0bQAoI37dwBwe6rYpSXSnK8tts9+5b6a9m3UqPatzQWTbqv9njxuKPtv5KGjrbYrvYRqS8utXe1sWlbvLituNoZkmQ25lDSd7m8+Ute4qHf5sXNaokiBbIkKXcHZz8dlDTkp1CErfUEgFaggBIJPUhIA69AK7VKyZRy1fsq\/8AOWmdrrsW1pJ7FvSVexHWwudjdvdRpqp44ilKV5ZpFKUoBSlKAUpSgFQXXPC5WsNUWfV1v1jddP3KzxZUNt2C1HWVNP7N\/wCmbWAfIGCB0qdUrVc77bXC101g6So1sT1NUaaaadU6a0c7WxhbxzJrVy1lMzPyV+Ha41matrkiO7aIr0MvSosW4GUh13mrU6mU04jmFwqUFpSCNxHveld538nfTzbqplo1JeLXMTqVzU8aRFEfMZ9bCWFNIQtso5fLTgApOCfi6VbFK9V9KMrvrW7e3bR1q6utVrTe51W7YZfNt1WyFNnd+RSx\/Jc0v4DpeEjV2oUeJiCbItLrQMZ8yQ+t8jZha1YDZ3dNvmz1qQaG4FaV0DqmXqazuhfhDsl5tl23w+Ywt9ZW5tkhoSCnJICVOEAHHUAYsmlRb9J8q3mzlY2ts3GVaqi\/3Or3b22+1vF1mGTrtZyU4w1qndqXj6LAq3UnAW36x1FJ1BqjWl+mHwWfDt7TYjMGA1LQUOBDjbSXF7UnCOYpWPrrVad\/Je0lp24R7mxf7m49Hu1tvASGYzLZdhMPMtp2NNJSEqS+oqwMkgHPfm56Uh0nyrZ2Pk8LakKZtEopUrWmpatet02vW9YeTrtKWe4661rr2lHMfkqaegwkwLTrrUkBtVmlWCSWvBiZEKRLekuoVvaOCVPqSFJwQAPrzt3fycdJ9podh3u8RbQZNtmybO2tox5EiC2huOtSiguDyW0bglQCikE\/XbVKvPpXli0blK3dXXct7Trs21Sae1PZQqsmXWKoofn2f3jvKVtP5LGjbZJukhWoLxJF1tFyszocEcLLE1ZU4pTiWwtxwEkBbhUcYHmq1dK2R\/TenbfYZF2kXNcCOmP4XIQhDjoSMAqDYSnOMDoPN8dbWlY8oZbv+VI5t7tM5VrrS+uC+uvHfsR2sLnY3Z1so0FKUryjSKwr3qvsNZrCven7KmPWRD2Em4Dfxax9gr0C3+jT9lULwMjLZtzAWkjyRV9NjCEj6q\/0FZ+Do+qVhSgkFSj0Fae46jiQQd7gGPrqCTc0qFO8RbchWOegH6zXH7pFuPdJb9qlATmlQb3SLd6Sj1090i3eko9dATmlQY8SLd6Sj1090i3elN+1QE5pUG90i3eko9dPdIt3pKPXQE5pUG90i3eko9dPdIt3pCPXQE5pUG90i3+ko9dPdIt\/pKPXQE5pUG90i3eko9dPdIt3pLftUBOaVBvdIt\/pKPXT3SLd6Sj10BOaVBvdIt\/pLfrp7pFu9JR6xQE5pUG90i3eko9Yp7pFu9JR66AnNKg3ukW\/0lHrp7pFu9JR66UBOaVBvdIt\/pKPXT3SLf6Sj10BOaVBvdIt\/pLfrp7pFu9JR66UBOaVBvdIt3pKPXT3SLf6Sj10BOaVBvdIt\/pKPXT3SLd6Sj10BOaVBvdIt3pKPXT3SLf6Sj10BOaVBvdIt3pKPXT3SLd6Sj1igJzSoN7pFv8ASW\/XT3SLd6Sj10BOaVBvdIt3pKPXT3SLf6S366AnNKg3ukW70lHrp7pFu9JR66AnNKg3ukW70lHrp7pFv9JR66AnNKg3ukW\/0lHrp7pFu9JR66A7+sbH2nFWgJzkGqSu+lNQ29RbgRWnEju35q2neIdrcG1UhHX\/AGq6TurrG6cqcbP9NeRljIGTsv2cbLKVkrSMXVJtqj2bmjVdL9eLjJzu8s1vxvKYVbNcDOLVF9aqx2Zrj6Ki+0qri8ZdPn+W1\/VTxk0\/n37X9VeB6t+i3yceMv3G\/wBIcp\/GfBcinezNcY\/iqL61U7M1x9FRfaVVxeMmn\/lt+sU8ZNP\/AC2v6qerfor8nHjL9w9Icp\/GfBcinezNc\/RUX2lU7N1x9FRfWqri8ZNP\/LarHjJYPnG\/6qerfot8nHjL9w9Icp\/GfBcinuzNcfRUX1qp2Zrj6Ki+tVXEdSWD5bX9VY8ZLB843\/VT1b9Ffk48ZfuHpDlP4z4LkU92Zrn6Ki+tVOzNcfRUX1qq4fGTT\/zjX9VZ8ZNP\/Lap6t+i3yceMv3D0hyn8Z8FyKd7M1x9FRfWqnZmufoqL61VcXjJp\/5bfrFPGTT\/AM43\/VT1b9Ffk48ZfuHpDlP4z4LkU72brj6Ji+tVOzNc\/RUX2lVcPjJYPnG\/6qz4yaf+W36xT1b9Ffk48ZfuHpDlP4z4LkU72Zrj6Li+tVBbNcEfxXF9aquLxk0\/8tr+qseMlg+cb\/qp6t+ivyceMv3D0hyn8Z93Ip7szXA\/1VF9aqdma4+iovtKq4vGXT\/y26eMmn\/lt\/1U9W\/RX5OPGX7h6Q5T+M+7kU6bZrj6Ki+tVOzdc\/RUX1qq4vGTT\/y2\/wCqnjJp\/wCW3\/VT1b9Fvk48ZfuHpDlP4z4LkU72Zrj6Ki+tVOzNcd3ZMX2lVcPjJp\/zONf1Vnxk0\/3Fbf8AVT1b9Fvk48ZfuHpDlP4z7uRTvZmuPoqL7Sqdma5+iovtKq4vGTT\/AJltU8ZdP\/Lbp6t+i3yceMv3D0hyn8Z8FyKe7M1x9FRfWqnZmuMfxVF9pVXD4yaf+W36xTxk0\/8ALap6t+ivyceMv3D0hyn8Z93Ip3szXP0VF9aqdma5+iovtKq4fGTT\/wAtqnjJYPnGv6qerfot8nHjL9w9Icp\/GfBcinuzNcfRUX2lU7M1x9FRfaVVw+Mmnx\/5jf8AVWfGTT\/y2\/6qerfor8nHjL9w9Icp\/GfBcinezNcfRUX2lU7M1x9FRfWqri8ZdP8Ay2vWKeMun\/ltU9W\/Rb5OPGX7iPSHKfxXwXIp3szXGP4qi+0qnZmuPoqL61VcPjJp\/wCW3\/VTxk0\/8tv+qnq36LfJx4y\/cT6Q5T+M+C5FPdma4+iovtKp2Zrj6Li+tVXF4yaf+W3\/AFVjxk0\/8tv1inq36LfJx4y\/cPSHKfxnwXIp8W3W5P8AFUX1qrZ2vTeqpiwmTCZbB86Sas7xl0\/8tr1iu\/b7\/ZXFgNqbz9RFF\/pv0W+Tjxl+4j0hyn8Z8FyPvQellWeM22UY2gVPQMDFdC1y47zf5ojr8VbCvtjxzpXZ8sRFKHxVQOttRSJd2Xb231JASVHacHvxV66iJEBzHya8yXxZVrKUknuZP3hVZ6oNo52rai2jqPWxD6ipyXKyfidIriNkYP8A6uX++NbGlZNJPEx58sTXdiMely\/3xp2Ix6VL\/fGtjSmkniM+WJruxGPSpf7407FY9Kl\/vjWxpTSTxGfLE13YrHpUv98adiMelS\/3xrY0ppJ4jPlia7sRj0qX++NOxGPSpf741saU0k8RnyxNd2Ix6XL\/AHxp2Ix6VL\/fGtjSmkniM+WJruxI\/pUv98adiMelS\/3xrY0ppJ4jPlia7sVj0uX++NOxI\/pUv98a2NKaSeIz5Ymu7EY9Kl\/vjTsVj0uX++NbGlNJPEZ8sTXdiselS\/3xp2JH9Kl\/vjWxpTSTxGfLE13YjA7pUv8AfGnYrHpUv98a2NKaSeIz5Ymu7EY9Kl\/vjTsSP6VL\/fGtjSmkniM+WJruxGPSpf7407EY9Kl\/vjWxpTSTxGfLE13YjHpUv98a1OqoyrRYpNwhzJIeaCdpU6SOqgO6pPUe198FZv8AuffFc7W1mrOTT3FJ2k1FtMrPxu1B39pOU8btQ9\/aLlaYd9ZINeJ5ZePtvied5Ta\/aZuPG7UP0i5WPG7UP0i5Wox35rW6ivLOnLBctQPsrdatsV2WttBwpSUJKiBnznFFe7xJ0U3xJV4tm6KTJV43ah+kXKDV2ofpFyqxtfFexuyLhA1Mx4uyraplLqJshsoVzW1OI2rSSCdiFHHf0qQN6t0y9dBZGr9BVPUjmCMHk8zbt3936vlfZ17qvK8XuO2TLStLxHa2S7xv1D9JOUGr9Qn\/AFk5VawOKmlLpfplsg3SE9BgW4XB+4okpLSPzhQUH4iMA5z5xXLJ4qaDjTbTB8YIrqry6tmOtpYUhKkg53nPk9cJHn3ECp018Wqsic+81pVlieN2ofpFys+N+ofpFyoSddaMSJhVqi2jwAgSsyE\/msr2ZV17t5Cc\/H0rre6dw8S4hpWs7QFOY2hUpIzkZB6nux56hXi97pS7yNLeHvfeT\/xu1D39ouU8btRH\/WLlV+9xD06DbJEO4w5VuuCZS1TUS2w20hhsrWrBOVY2nO3u7z0rtRde6LmxZs6Hqi2PR7cEmW4iSkpZCjgFRz0yeg+unlF7X+5jS3hb2TYau1Fj+MXMU8b9Q\/SLlQC88SdHWewi+r1BAWy828qIBISPCVtglSE\/WDgH4iRmtrpm9o1Lp23X9Ecx03GM3JDRVuKApIOM4Gah3i9JZzk6EO1vCWc26EqGr9Q\/STlPG7UPf2i5WnI+I0OR0qvll4+2+JXym2+0zceN+ofpFyrOscBM+0QpkiXKLrzCHFkOkAkgE9KpkEfFV46X+Dtt\/mrX3RW243m2nJ50mzRdre0lJqUmffYkf0qX++NOxI\/pUv8AfGtBxD4kQtAptUNFnnXu836SqJa7VBKOfJWlBWtWVkJShCRlSycJGM99cY4q6bs8O1p4iSoejbvdNwbtVyuDCnk4cKB5Taigg9CCDjqB39K9PPnibaz2kj7EY9Kl\/vjTsSP6VL\/fGovq3jXw00XHvS7xqmGqRYGBInQ2HA5IbSVISBsB7ypxsY\/20\/HXU1LxltVs05pfUOmLU9qVGr57dutrcSQ02FuLbcX1Ws7QBylA9e+mfaYis2TPsSP6VL\/fGnYjHpUv98ahVj46aMlQJ72r3To+dapy7dOg3l1ttxp5LQe6KSopWlTR3pUDgjOK2Ng4raYu0m4wp82FbZEKbOjNtrnNOl9qIEl14bCdoSFgqSryk9MjqKZ9piG7QknYkf0qX++NOxI\/pUv98a1Ebifw8m3CLaYus7S7Mmx0yo7CZKStxpTZcSoD62wVj40jI6da7+mdZaV1nFem6Tv8G7R2Fht1yI6HEoWUhQSSPPtUk\/0imfPFjOmjrajhdm2OZOizJSXmW9yCXSRnPxVWnjfqE99xczVp6y+C9x\/Yn+0VSf1V5d+vNtCaUZNajFeLa0jJUkzcnV2ofpFynjdqH6RcqF6u1ZD0fbWpsqNIlvSpDcOJFjgFyQ+s4ShOSAPOckgACtbZOJFpuMqXa75GcsFzhS2ITsSY4gkuvpKmQhSCUq3gHGD5jWZXi9OOcpOnaclaXiSzk3QsY6u1B9IuU8btQ\/SLlQl7XejY6I7j+p7chEpxbTKlSEgOKQvYoA\/UroT3ZrXak4oaY0+2NlwiS3Wp7EKW2mSlJihx3lqcX34CSDnOO40Vve26KTCtLzJ0TZY41dqD6Scp436h+kXKhC9faKbtTF7Xqi2iDJcU00+ZCdi1p98AfjGOvxVzjV+llXZqxC\/wTPfSFNR+cN6wU7hgefKeo+rrUeU3r7T7yNNeMWTDxu1B9IuU8btQfSLlVrE4n6fumto2jLLIYuCnYz770mPICksqbIBQQB1Jz3581TGkrzeodaTX3iVtbwpnSZY2gZc3UCpguU59QZCNm1e3vzn+ypf2JH9Kl\/vjUM4Te\/uX2N\/3qsMnHWvVuttaTsk5SZtsbWcoJtmv7EY9Kl\/vjTsSP5pUv98ag+l+Mp1hc3n7Noq5+KUZ+VHd1RIkxmYgMcL3rCFOc1Te5BTvCcZ78YONzG4v8Lplllaii69sjtthPIjyJKZaChtxfvEnr3q64HnwcVpz7TE7Vmjf9iR\/Spf7407Ej+lS\/wB8ajNg4zcO9T6ye0JYtRR5d0ahMzkpbWCh5pxJWNhz5RCNqj06BaT56jZ\/KCYi3B9y66Fu0TTrGoX9NKvofYcYRKbfLG5xsK5iGysY3FOBkZqc+0xJraFldiR\/Spf7407Ej+lS\/wB8aikvjLopU+322wXq23h+VdWrXJbYuDSVRCtLp3FKjlZywsbE5UepAwDW0HFHh0YqZw1paPB1QDdA74UnZ4JzOXzs5xt3+Tn5XTvqM+0xZFZm37Ej+lS\/3xp2JH9Kl\/vjWkTxW4bKbtzo1xZyi8LU3APhSf8ASFpcS2pKOvVQWpKSO8E1LKjSTW8jOmtrKt1heLrZb67AgXB5LKUIUApWTkjr1rSeN2oB3XFyu\/xH+FL37Jv7tRg\/EK8S2vdurSSU3txPOtLxaqbSkzceN2ocfxk59lPG7UP0i5VU3Li3AgSJ0lFguMix2qYIE+7tlvksPbglfkFW9SUqUApQSR399SdvV2l3ClKL9CJXIcigc0fpW07lo+1KQSfiFJW97jrcnxDtLxFa2yX+N2oPpFynjdqDH8YuVB0cQNEKgruadU2wxG3eSt7whO1KykqAJ+tIJHxgVr9PcT9N36+3DTipkaLOiTVRY7K5CSuWkNpXzEJwDjCj069xqFb3ujec9Q0l5o3V6iyPG7UP0i5Txu1D9IuVCm9c6OebmvM6lty0W\/BlKS+khoFW0E4827p9vSuCfxE0ZAsrd+XqS3KiyN6Yy\/CEhLziB1Qk\/H5j8VPKL3szpd5GlvD1VZPBq\/UQ\/wBZOV3YHEXVkBxK2Ll1B\/lJBqDaXvqdT6btmokRjHTcorckNFW4oC0g4zgZxn4q2g7xVXe7wnRzfEh3i2i6OTPcHC\/Ui7rEaWpecgeerUScgGqA4EOKVbWMnPQVfzfvE\/ZX1j2n0SNXqP8AgDn6teYr18NJX7A\/eFendRfwBz9U15ivXwzlfsD94VztOoznbdRn3SlYUoJSVE4A76xGEzSvLnCr8pq6TdSazuOtb6mfYUWyXfrRFjxm0ORI0eU62WQQElxSmuSvKlHvHUdam8rjLxP7W0BHTw0tsONrKc63tcvQecEYRy8lYUlsJQvaFKIO4eRtByoKF3Bo6OyknQuyledbd+U45prS1smajsU64uXaFdZNvkuSmw5LlsXJUZELahpKRkLawsDonvBIKj8zeOXEa1apkWi1afYupka4a08tmbOQhEYKhJd5TKkNJOCQs717sbe7yhhmMaKR6MpVVaO44SdWayY0L4nLiXRiTc2bygzd4tyIim0oczyxzA6Xmin3vRWeuKtWqtNbSrTjtFKUqCopSlAKUpQkUpShApSlAKUpQkUpSgFKUoBSlKECo9r74KTfsR98VIaj+vRnSs37EffFcrb3cuxlbTqPsKZrOTTOPNmhI6V8+eSD9VarVVkVqTTN20+iQI5uUJ6IHSncGytBTux0zjPdmtr1rXaiuq7Fp66XtEcvqt8N6UGk97hbQVBP9OMVMK5yptLRrnKm0it64S2GXDskKyxoVtbtt6iXeSExgrwvkpWChXXvO\/vOcfFWom8DbfP1Dc7hKuRdt9zekyS2pT\/OjuPsltXLIdDWBnIKmyQPJ7gMdC3621zantK3CXdWtQp1fb35abcmO3HEZ1LAeShtxIJ25IQSvd8f1V2\/d+tarcq5MWJxxpQhMNK8IO0zJDanFMKIQSnlpQrcoAnOPJ6ityjeY9R1\/v6\/U2KN4j1XX+\/qfHuJ3OZBkQrtqqO4FWiLaY640EsltMZ9LrS1YcyonYAcFPnwR0rv2zhPNtJs86BdobNwtt0fuDqgzIdbfD7PKcB5ry17ynqFbsZ81dNzjLMvLQt1j0tKakyLK\/cnHXX0tmIEOONLVtUny8KQFJx1UFDonrXU0zxpftmlGntYWiUZUexxbm3JS8hwzg44lnJAA5ZLi09OvQk9MYqWry1r4at+olq8tfpq7Djb\/J7DVpnWVF9YU27GRDjPuNPrdQyJLT5SpKni1j81jCEJyTnp1B3F\/wCDQvF0v05q7sMN3hy2LQz4JkMiIRke+Gd2PiGPrrpzePbUSwIu6dLuLlB99l6IZC0qUlpCVqcZ\/NFTiNqh5SkIAIIUR0J1vELjDdZtikO6IhyI7Efsx1+5LeQhbfhRQ4ltLRB3AoUAVZGCe499Sle5SVf0xX6pEpXqUlX9MV+tDc3Dgu\/MRJbTqFtsPyr5ISPBiQgXBlTYT77+Ruz9f1V8S+B\/hTa0DUHKPY9ttzZbZUjDsRaVhw7VglKinGAQR3hWQDWo4wcQdWaZ1q9bLPfJ0KHG04LmhuNb2pCVSfCFNgvKWklDRGAVZGOnnPWRTeMC7dqqJpFdibmvykNspkRpRLfhimA4lpXkFKQSQM71KAIVtxULynNUovdX9SF5RmqUX9f1OingjKjNtSLVe4cOc5HmRJijGfkNOok43LSHXlKDnkjyt2D8XSrD0pZFaa0zbNPrkCQq3RW4xdCdu\/akDOMnGcd2aq+0cerinRdlv160007cLyqYtlqK8pLa2GHNqle9WpKskJCT0JBJUkGrbtk9q6W2Lc2G3G25jCH0JdTtWlK0hQCh5iM9RXG8aZKlrsr+Ryt9MlS02VO0B8ZpWKVlMpnHTrV46X+Dtt\/mrX3RVHE\/HV4aW+Dtt\/mrX3RXoZP68uw1XXrMjPEvhtL1nO09qfT1\/RZNS6UkvSLZNci+EtbHm+W+y40VJyhxGASCFDAINQ\/WnAvWeui7JvGubO1KvdkRp++qasW5LkZEpx9Co250lpeHCkklQJCV4BSBV11Wf5QuurroLh2udp+8M2q73O4RLXAmvNpcRHcddG5woUlQUEtpcURtPRJOOlevFutEelGUqpIj14\/J1l3ibrXOrUW+2astb0Ew4UZ3YX1cvZLfQt5SFupDSUktpb3gnJFbrVXC\/Wd\/0toqGxqm1M37SFyYuPharc4qM+ptl1oJ5QcCkjDgPvj1Hmz0iuhfyiLxd9E6GhRrENSa01GJcVxpUlEFkuQsiQ845sIQVABQQlGMqwMDFc9y4w6\/7Ru9vuunGbRHtutrPp9iTCuCHXHEPrjKUhxK2yCFNvZKk7SAvaMKTvNvaqWpOuvd\/R3R+TxIlXW1ai1Bq1u7XdvUydSXZ923hLcooY5LcdtG48ttCAkJyVnofjrpXv8AJmcu9luEBrVbcWbM1Ncr0iYiFlbUScwWJEUZV3qbJ8vOMhJ29BWvvP5S0m76Z1JBtenZlqvdis93l3VTctClW1yK+WGkoLjJS4pwhSuqAEgdQa7rvH\/Wtkn61fvGgo0qxaPetqHpTFwxIQxIbaWp5aA2QrCHS6doSEpSQc43U9smlocsr8mC0K4gP6ni3Bnsl+THnotzvhSfA5MdkNslnlSENFKdqSA42rABSPJOBYfCPh8jhdw+tOiRLZmOW5tSXZTbHKD6itStxTk9eoHUnurs8Ptar15bbjeW7T4HBj3WXb4LwkpeE5lhwtGQnAG1KlpcAHXokHOCKlFVcm9TOcpSepml1l8F7j+xP9oqlKuvWXwYuPX\/AMn\/AKiqUP2V4+UOuuw869dZEd1xpHxvt8Nti4eAzrZNauEKTyg4G3mz03IJG5JyQRkVGJnCWZd7dfpF41Ild\/vb0SQmbHjFtuIuL1YDbZUTgeVkk5O491cfGrXl00kzbYNgvDUCdIEmYta2kOhTTDRIbIUDjmOKbTkdcbiD0rQa14jXpyQ9cdOXd6PCkWO0T46AEnYp+eELPcepQdpqtjC2zY5ronzX6l7KFtmxzXqfNfqbOfwGiPx7NHjXVtSIFsRbJTb6Xw3IAcLpdw082QorUo7VFQ6j4q2rfCVtuHNii5MFUzVKNQqWY2Ty0uIWGDlWT70jd9fdX2ri02xfFxZun3mbR4bLtzdxEhKlLkRkKU6CyBkJ\/NrAVk5x3DIrpzeL10g6Xi6pf0e2lu6KQq1xu0t78plSCvfsbaUUqCQnKRkDd1UMVNbzKi5Ct4dFyOC78El3Fo8m9NBYulznBtbTyGlMzFJKmlcp1CvJCQM7sHqCOtZk8GJsjUFtuZ1MnwK1yYb8eMWXSWkMtBBabJdISk43ZwVZPVRxk\/CONM4Xh6SuwI8XWtOs35boe\/0lCHEkgbfeqO4bNuRj32cdK7Fu40O3aGw3A0k85dZc9MKPFVK5bLgLRd385aB0CUqBG33wwM5Bqf8AKS\/reT\/kpf1vObR3Ci4aYvtouUjUTEuLY4Mi3RGUwuUssuKCkla95BUDnJAGfXVkHr5qp\/RuoOKV\/wBPabulvUmUzIky03Fx5Te4JRMUlIJ29MISE5TnKd\/TISauAnzVnvCnne203\/JwvCnne203\/JYPCf39x+xv+9VhkZGKrzhP7+4\/Y3\/eqxK9S5+5Xjea7v7tFL2\/gPqW06cu\/DODruKNCXRE9KIa7WTOiiTvUW0PhwJKUuL3glBJGU+fI1sn8nG\/XKzXRN41XZ5N4nNWyIxIbtLsZqK1BS4GXUJafSsPguFW\/fgYCQnbV9V5ytXH+6P\/AJRMrTcvUsfxTXKmWNiB4OgKalRmG3OeXAnermLEhsJ3EeSnpk1tTk9hsjKcq0LD0dwu1BpDWbOpTrLtVl+wQrPdPDIpMiU9F5nLfS4F4Tu5qtySFHp39c1H0cBdRz5M2zX\/AFrDc0lK1TI1Ou2x7aUyJC3JSpCWHX1OEctKinO1AKtveK11+\/KD1w9w9icQ9KcPIabbdrzAg2lc66AuS4z7q21OLbQn8yrclCQN68czcfelJ5W+PkrS17vp1XbpLloZ1NItDstyU3stqm7c3IQhKUNArQshwAqJIV5zkCppLaKTO\/ZPye1Wa2adgpv8dT1l1i9qp55MLaZKV87DJ8rIIDwG4k+97utaRj8ku3sWnVluTq18LvExp60KSwpCbZHamLloj4QtKlpLritxSpB6JI2kZrS378ojiHbY1\/1FbtLpQ\/HtdgmC0zpqFMQUTXFDdlLSHFLO5tKklWElWe5JBn6OPMxnXTHDO4aIUzqN26xYZjt3AON+BvRVvmYlfLG4I5biSgDvT77qKe2if+IjraG\/J6jaU1Np\/U8iZb3XbSm5OSGW2JDiX5MstfnguS+6sKSGupz1znp1zc1KVRtvacnJy2lQ8SPhS9+yb+7UXqUcR\/hS9+yb+7UWdcbabU84sJQgFSiTgADvNfPW\/vZdp5Np12VxP4Sz5LN209F1OljTV8nKnzIZibpAUtYW4229uAShRT50kgEiuWZwegzNTXe8KuamoNziPtNw228eDyH2kNOvpVnvUhsdMd5V161ArHxe1Rd7LrRci+IU8LS9eLQW2UIVEbDriQ3kJG4hPJVk5PXqaktq4l3e2TbpHltPXiVJlWmDbIqnUso5r8Bt1e5zHkpKt6icE5OAK2SheIVVda\/jxX6Gxwt41Vdf9HJbeBpiQ4UeRdYrrkW62+c67yn1+EtRAoJbUHXlhJIWR5OEjuwRjG1d4T824PTe1m087Uqb\/wCTHwpKAwWiyDu+vO7+qlu4svXqXb7PZNLuP3eR4QZkZ6YlpuIlh3lOnmbTzDu96AOo6nFai7cc3mXtRW606fafkWuFKlwpIkqVHkpYVtcJOxI6d+EKUDgjck1T\/KnL+iv+TJ\/X7jFr4GzLPa58C36nDMh2OmJFmpEkOpYDwdLaxz9oBxg8sIPUkYyRXJC4K3G2x4vgWp4yJDMq4rWpcAuNliYEhaUpU4SlSdnRRUe8g58\/K7xuFtmWy1XXTTpmvRo8iemO6pwMJeOEFACDzOnlEEpwDgFRGK6T3EzUuotW6ba09bvA7XMnXKKyt6UnE5TDC8cxASVNJDiQRjJx1+qrf5Lq2\/ruwLf5L2\/pgWRpKxL0xpe1adXIEg22I1FLoRtC9iQN2MnGcd2a21RvQr2tXba8dbMsNSuYA0G1JOUbR1O0AD4z3+UVdwAqSGsU6qbq6mKaak6up6z4DfxbHwfMK9At\/o0\/ZXn7gKP\/AA2P9gr0C3+jT9lfZs+nRq9RfwBz9U15ivXw0lfsD94V6d1Gf9Ac\/VNeYr18NJX7A\/eFc7TqM523UZ9107u3bnbVMau7qGoK2HEyVrd5aUtFJCiV5G0Yz1yMfHXcr5WhK0lC0hSVDBBGQRWIxFcPW7gJIj2aI\/cdKuMafhvW+3NKuLRQzGdaDTjWN+FJUgAEKz3Z7+ta+LpL8nSFbIFnjz9OJiWuem5wmzegrweQkYCkEu5AwMbc7cearR7PgehMfuxTs+B6Ex+7FWqWziul2b8n9232W1Oz9LLi6dnqudsQq5tnwaSpxTilgleTlaiog5GcdOgr4u1i\/J+vjU1q6XHTL4uFzReXybsgKVNQjYl4EOZSoJ8npjoT8dWR2fA9CY\/dinZ8D0Jj92KZwzirtEQeHuldYap13cOJWnrheNTyEbnESo7KI8RobWWUgLOSE43LJ8ogdBirWadafaQ+w4lxtxIWhaCClSSMggjvFcRt8DzwmP3YrnACQEpAAAwAKhupDdTNKUqCopSlAKUpQClKUJFKUoBSlKEClKUJFKUoBSlKAVH9e\/BSb9iPvipBUe198FZv2I++K5W3u5djKWnUfYU3n6qY+ugx3Ghx5q+fPJGa43ywlh1cpTaWUoJcLhASE465z0xiuQ9KwQFApUAQehFCSD2K0cIdNXBVzsj1hiySlTaXBNQrlpUclKAVEIBPmTisptHCJFnfsCHbCmDIlGatpMxA\/wBIOPzgO7KVdAMgjA6VM\/BYuekZr2BTwWKe+O10\/wBgV1dq261fE66Srq2+JD4kHhXCWHI9wtAX4E5bt6riFKMda1LUgkrJOVKUc9\/WsG18JDHEVcixLZFvFr5a5qFDwUKCg3gq8ygCD35HfUx8Fi+jNewKeCxfRmvYFNK8XxI0n1fEgbumeDT8ZqI\/Is7rbKnFJ5l0KlfnEpSsFRcyUkISCknHTurEvSnBOc4y5JFhWphhmOgickeQ0AlvOF+UUgAAnrgYzU98Fi46xmsfqCseCRs\/wZr2BU6aWL4ltK8XxIvckcMrxOk3K5XGzPyZdvVanlqnI8uIpRUW\/fYxuOc9\/wBddJFk4Qt3Ri8ok2UTI7jbzbguA8lxCAhK8b8btoAJxk4Gc1NhFi+jNewKGJFHdGaP+4KhWtFRN8SFaU1JviQRWmuDBitwkuWRtpmQ5Ka5dxCC044AF7FBYKQrAykEDoOlTmEiKmIwiGtKo6W0hpSV7gUYG3Byc9Mda+vBIuf4M0P9wVyAADAAAHQAVWc3Pa395Wc3La2O+lfWMeesEY8+aocx39c1eOl\/g7bf5q190VRxx5qvHS\/wdtv81a+6K9DJ\/Wl2Gq69ZnYul5s9kYTJvV1hwGVr5aXJT6WkqVgnaCogE4BOPqNRm63zhRe7ha7ndNVafkSLM+qTCKrs2EtOqQpsr2he0nYpQBIONxxjNS91ll9IS80hwA5AUkGuLs+B6Ex+7FesjeqFXXLSX5OV3Q+mdJ0soyLo9eVOIuyW3BMeCQ66laXApJWEpyAQDgdK7T9k4Ayb1I1E9dNNquEp+HKee7XTlbsUpMdZHMxlGxPXHXAzmrH7PgehMfuxTs+B6Ex+7FTUtnFeu2zgG87qV5dx0tv1e2hq9FNzbT4YlKSkBWF9OilZIwSSScnrWp1fp7hLeomoJWnNaaXst+1HbUWiZczLaf3xRsQpKmi4EqVyk7EqPUdO8DBtjs+B6Ex+7FOz4HoTH7sUqFKhENIXfhbojTFs0lY9Z2NMG0xURWN90YK1JSMblEKGVE5JOB1JqWW262u8xvDLRcos6PuKObGeS6jcO8bkkjNffZ8D0Jj92K5WmWmU7GWkITnOEpwKhlW6mo1n8F7j+x\/6iqNlzYdvYMmfLZjMpIBcecCEgnu6npV5ay+C9x\/Yn+0VSS0IcG1aQofERkV5GUPeLsMF666I2\/M4eSbob3Iu9ldmmKqEXFzWz+YJyUY3YwT9VakWPhAIyYQkWXkojtREpNwBw007zW0e\/wC4L8ofhU28Eij\/ANM17Ap4LF9Ga9gVlVpTY3xOStKbG+JEGLbwlYvrupG5FhFxeUta3TNQQVrGFq2lW0KUOhIGT566DekeCTbKYyFWQNJdLqUdpeSkkEEJG\/okhRBSOhB6ip+YsXzRmvYFPBYuP4M17AqdM1vfEnStb3xIUuy8H1uxHnHbEpUGCbazumpIEYpUnlEbsKThSh5We+uM6f4PLtQsjkqzrhofTJQhdz3FDgG0FKivKenTAIGKnPgkXzxmvYFPBIpP8GaH+4KaV4viNK8XxNBZbjoDTltbtFkvFmhw2VLU2y3Mb2pKlFSseV08pROPrrbQr5Zbm6WLdeIUt1Kd5QxIQtQTnGcA93Ueuux4LF9Ga9gV9Nsst+U2whBPTISBXOTT17yjaeveWLwm9\/cfsb\/vVYlV3wnHl3Hz9G\/71WJXs3P3K+\/8zfd\/do0TuvNDsuLZf1nYm3G1FK0KuLIUkjoQQVdDUTFv4Di3wrX2tpox7fdTe4wN1QVInFxThf3czcVFS1HqfP8AFVgmBBUSVQ2CT1JLYp2dA9CY\/ditdUjQmkVWnRX5Nbdoulgae0s3bby83IlREXZKWuYhRUhSEhzDWFKJ8jb313p1l\/J\/udnudguFx0w\/AvMxE+cyu6oIekIShKVk8zIIDaB0x3VY3Z8D0Jj92KdnwPQmP3Yqc4nOK8vNs4Cah7XF4uel5IvsZiHcAq6NgPNMHLScBfk7T1BGDWsstk4Y2vidI4kvcRNPPrYtDFjtEQS2EiFFRgr3OFZU4tSs+UcYScde+rW7PgehMfuxTs+B6Ex+7FM4Z241sXW2jJ0luHC1dZZD7yghtpqe0ta1HuASFZJ+oVuq4EQYTagtERlKh1BCACK56qV7CoeI\/wAKXv2Tf3agF3u2lXmJVlvF5tyEvNqYkMOS0Nq2qTgpPlAjIP8AXU\/4j\/Cl79k392ooqNHWoqUw2onvJQDXgWzStZN4nlzorR1IfNg8KrixFjS5tkW3Dhrt7KROQnbGWkJU30V1ThKe\/uxXxKtXCWaxIjSpVkWiUth1z\/T0hW9lsNtKCgvKSlCQAQR0qZGJF9Ga9gU8Fi+jNewKhWrW98SdJTe+JCXLFwecj26NzbEhFp3eBluclCmtx3K8pKwSCepyTk99fMbT3BuG+\/Jju2JK5LL8ZxPh6SktPfpEBO\/ASrJ6AAdTU38Ei5\/gzXsCs+CRR\/6do\/7gqdK8XxGleL4kIZsPCCO5Afjy7O05bUJbjLRctqkoSsrSlRC8qAUSQFZAzX3DsnCCBe06jhSLEzcUPOSEvInJG1xaSlagnftG4E5wOtTMRYo7ozXsCsiLF9HaH+4KaV4viNK8XxNd426V\/wDctq\/+a3+NbNp1p9pDzLiXG3AFIWg5Cge4gjvFfIiRfRmh\/uCuQJCUhIGMd1cnTcc3Tces+Av8Wx\/1RXoBv9Gn7K8\/8Bv4sj\/qivQDX6NP2V9rI+oRrNR\/wBf6teYr18NJX7A\/eFendRfwBz9U15ivXwzlfsD94VztOoznbdRn3WFdEk1msEAjBrEYijeH+udcxLZp6+XZi8TLRe41niOO3ZbCFKnylAOPMbAV8oJIOF4BJTtx5Vb17jZMRNcZa020qPEN+elOmYdyWLY+22soSEeWtwOZCSQAR1J76mcJvQWqbK5pu2mz3O1wQ0wuJHW260xyyC2naknZtKBt7sbendXat+jtKWrlm26dt8blJfQjlR0p2pfUlTwHTuWpCSr4ykZq1VgXbi3rRCrpqPXz9y0dIj2+2Mv3N6StMRu6uFhxvwRS0h1wNeUUnBGEkE4wR3117Rxzj3uLpm4QbQlbF9bg+EspW6t6C7KJDaVKDXKxkD3y0qUDkJ6DM5tGm9G2t9MSzWu3MPW4hxDTKU7o29BSCE\/yAU7gMYGM1xMcPNCxXIrsbSdqaVBS0mNsjJHKDRJb2gDptJOD5snFKoisd6IHL4xXBCLXJm2lUKcmVORMtaZKkrY5VtflJQ+HGQSTy8AoO09FBSh5J5fdquzV3jaZmaXit3e6JtjlvCJ6lR9s1MlQ5qy2CkoER3ICTuJQBjPSeNaF0cynajTVvxzHHcqZCjvW0WlHJ69WlKR+qSO6uG+aHsV2hvtR7bbWJLzMePz3YSHvzTCytpBScZSkqUU9RtKiRilYk1jgRxvipcVaGuGqlaejiZAvpsRiCaS2twT0xN\/N5eQMq3e882K4bXxZuq5ymr7YrfBiMXSdZpEhNwUsIfjRnJBcwWh+aLbZ653AnuI61JNL8PdP6a0yNLiK1MimW5PdDzSdq5C5Bf3hIG1O1wgpA7tqfizWzVpfTaw4F2OCoOyHZawWUkKecbLbjh6dVKQpSSfOCRSqIrEruPxW1bd7tEtFtsEGO8i8swZPhLkhtLrDsR19CkBxhC0nLZBynHkjHRR28S+O8xWnJ2rImjZLtuZiuSYy1l5oK2yUMhtxa2QgKWFlY2KXjYoH46nLmi9A2m2yFOWC1xYbRRLfWW0pCSyk7XFK+NCcgEnoOndX09pbQjTT6n7Pa0M3dwJdStCQ3JWtYXjaehUpYCu7JIz1pVYE1jgRqfxEullbubT8OM\/dm7kIjUIvvOJWUwGJDgZ5MdSykcwjKk4GSokZCK1zfE+5RYs7VDFtckW6XKhOOLkvOcm1xnLc08Vr5aFqCdxwSE7QV7lEAGrAuWj9K3hZcutggSll8ySp1lKiXS2Gion4y2kIPxpGD0r5kaK0lKhi3P6egLi+R+Z5I2EJbDaQR3EBCQnB6YAFKohOOBuUKCkhQIIPcR56+qwAAMDurNVKClKUApWKzQClKUJFKUoBSlKECo9r0Z0rN6+ZH3xUhqPa++Cs37EffFcrb3cuxlbTqM8\/azZvUixOsWMOqdcUEPpjuJbkKYPvwypRCUuY7ien1g4Na+83yWrSlrv1muj6Q7LgIUp1lve6h2Q20tKwU4ScKVnbjB7q394s1uv0By23SMl5h0EEHoUnBG5JHVKhk4I6ivia3YYcFiHcBBjxELaSw08UobC0EKbCQemQUggD4hXiRkqJU3nnRkqJUNFqO73S13cqtVxelCPGflzISmkFllpLC+Wd4QFBSnQjAKjkb8DA6cmlbjc1uLauF8RdQq0wp4WG20eW7zdxTsA\/NnYNuckYPU1sm7VpZi+uSGosBu7vgvuEbQ+sY2byO8jHk5\/or6s9v03GZksaeagtoKuU94JtwlSRjadvdjPd5qlyjm0p3EuUc2lCMscSJqbfbp8+xMoF4t7U6IhiUp0je6w2EOAN5HWQg5SFdAoYzjOzt2qrvPucO1mxIZU8JDjrrrjjYDTRZG9tK2wpWedjBCcFJ6kdT2rLofTdmszNmTa4z6ExG4bq3GUkvoSAPK83UjcR8Zz31tItptsFTa4kJttTKFttqA8pKVlJUAT1wSlJP2CkpWW5EylZ7kRu865k2ibMYVaUuMsTo9tZWl1aluPutocBUhLZKUhKj1GSSAAOtcLuu7wIkt5jTrSHbbAcny25UhbBKAt1KOWFN7juDKlZUBgFI7z0lUi0WuW0+zJt7DiJa0uPhSAeYtISEqPxkBKcHzbR8Va67aM07drcu3vWyOMx3YzbnLBU2hed2Ce\/qd2D0yM0jKyoqoRlZ6qo6zGsFSJcyGYHL8FvYs4Vzeqsx0PczGP9vGPqzmo67xCuEbSguD9veaQvTYubEl1\/85Id8FW6UIWGi3vTs67gCclQQQMGbq07YnLl2yu0xDOKkuc8tDfvCdoVn4wnyc9+OlcKtKabW2GV2OGpoR\/BA2WgUBnZy9gHdjZ5OPi6d1TGdktqCnZrajRWnUl7mKuK57bKI8W7RojBZdy4pC2mF4XlGP8AzcnGPOOmMlH17cHI0GS5Y2ALvb+0belEzcSjeynY6dmEn\/SEHKdw98PMCZM3ZbS2+5Jbt7CXHeWVqCB5RbxsJ+sYGD9Q+KuOJpywQnHHIlniMqdxvKGgM4VuA+obuuPj61GfZvcRn2eBwWC+Sbq\/dIE6G0xKtUpMZ3lOlxtW5lt1JSSlJ964ARjvBrceburhYhxIzr8hiM227KWHH1pSAXFBISCo+chKUj7AK5zgdK5Sab1HOTTeowT8dYrJ7+lYqCo89Xjpb4O27+atfdFUd1znFXjpb4O23+atfdFehk\/ry7DVdesza0pSvVNwqCtyrzI4ndkW\/WFyfg22KuddYa40YsoLxKYzAWGQse9dc9+VYbRnIX1nVaG8WHTN\/g3vSchTKDfGFdptR3Qh91txAaKlY8oZQkI3d+BgEYqUWToVPqjitrWywrpqmJMSsRb7erO3ZlsNqQGocGS627u2hzcVx0uHyinY4QB3GtsrVGso2t4PD86olyWJ64DiryI0YOpDkSe6ttsBrlYKoTeNyVEB1XX3pFht2DRiL64+3bbX2spjywEo53K2hvJT34KUhGcdQkDuGK1jNj4Ut6dkpYi6dTZWZCXH3Era5DbzeEpKl5wlScJSOoKegGKtVYFs5YGw0JcrhddMsSbpK8KktPyoqpOxKPCAzIcaS7hPkjelAV06eV0qQV1LXFtkG2xYlmYjswGmkpjNxkgNJbx5IQE9NuO7FduqFHtNLrL4L3H9if7RVGzxNMCSLYppMwsrEcvA8sObTt3Y64zjOKvPWXwYuP7H\/qKpB9lmQ0uO+0lxtxJQtCxlKkkYII84xXk3\/wB4uww3rroj2iJ0iRb34NwcuHaEB7ly25vLK21qSF+SpsbVIIVlJ78HBxjFbq5SDDt0uXzkNchhxzmOAlKNqSckDrgYzXxarPbbJGMO1Q247RUVqCE43KPnJ857h9gFdtxtDqFNuICkLBSpKhkEHvBrFKScqozyacqore3az1M3FlRbhGntXBxiJ4OiXHQ6WS6lzdIPg6McryDhKgFbk4O3cMdFGvNSvabVemZ7inrZYbdcVNGMhPh77q1hwEFOQDy9o2beqiRnpU9tg0haYsmVanLZHjoIbfdacQEJ29yVKzgYz0HmzWXLdpALtgcj2wKQlKLcDsGUpwpIbHnAwCAO7ANaNJCvVO+khXqkb1lqm\/W24X0W6QppFhs8a5NMJaQozHHHXgUKJBO3DISNuDlZ691dF7WGpG7V24m5bVS37pHEdbLZbhhhxxDbncFHbyxu3KIJX5ulS1OndI2sQYkqPD5wdcVGVJUnmuOqc5qyCeqlFZ34+PrXOi16TXcZqUxLYqa42rwxGEFzYvG7envAVgZz34FQpwSpm93jt7iFOCVM062m5lxXdr5aJtwVNRbn2Qy84hCVgLZSsoVsSlJIJyOg6KFSHzd9a+xx7DHhE6fREEVxZUVRSkoWruJJHeegH9GK2BwOnnrhNpvUcJOrLB4Te+uX2N\/3qsSq64T533H7G\/71WLXs3P3K8bz0Lv7tClKxWo7GaiPFCTqqDpaTP0f2ku4sNuFtuF4L37SQtwSEnKEkAlKPLOegNS6tbedOWLUTaGb5a481DYUEpeRuGFY3DHnBwMjuNStRKdGRa63y73W4aRtNq1Iq3sXuFInPTozDRW\/y2myhDYeSpKdxdK+qScNkdOtRGy8QdZXaxMatevCmVRpWn4i7Y3HZ5UsTGoinl5UnmAky17dqgByRkHyqnt40nw9hxpUrU0S1iLLmIkqXcChLaHeSlhIQVYCfzaduB3gqHnNdl2y6AGoIDz0GypvKWkmECGw\/y2woJLae8hIUoAgdATjGTUpoumsCH8ONZanut7sMa73jtFnUOlk351vkNo8Cf5rY2IKEg8sh4gBZUrLXf31adaLT1s0XCl3Bel41qbk8wNzvAygrSsEqCF7eqeqlHacdVE46mt7UMq3VlQ8R\/hS\/+yb+7VW64n3G0+CXZb8xmzQ971wehcsus427XFJWDuaA37gkFXvSAcGrS4j\/AApe\/ZN\/dqEXSw2e9OR3LnAakGKvmNcxOcH4vrHccd2QPirwbRqNvJvFnltqNq29h30qCwFJOQetRrXM+8WmIzcbU7LQ004gyVoDBZZaC071uBYLiht3dG+v2d9SUVpr2NI+FNK1C9bEPpSFNiW6hJIByDhR6gH+uuVnqlVqpSzaUqtVIo\/rTUEeNdLxIbW3HUq5R7akcotJXFS4QXB78lXJcOdwHm2joTsnb3eLMzqtldyNzVZrcidGcdbQlQWWnCW1ctKUnq2FdwOF1u2bfpNy7SlMx7au4bVeEpTsLgCxhRUnvG4YySOvnrgt9g0m9yJVnahqjxnHFBMYpLSnSjlkqx3kIykdegJHxY6ucPsnVyhgRdzUWo2NXxdGi+uusy1x1qn8lnmNBUeQtTQwjZlRYSQSkkBSu\/oR1LLrTU10iSLk9ceWq2KgM+DIZb\/0zmSFNqcVkEgOJA27SkAg9\/dUybt2hkWh0ttWhNtS8FuOJUjlJdThIJVnAIGB39B0rsO2zSaJsBTsW2plJbSiCCEBZQjqkIHnCc5GO7ORVtJD7PcTnw+z3G4AoTmmTQ5HSsqM56y4DfxZH+wV6Aa\/Rp+yvP8AwF\/iyP8AqivQDX6NP2CvtpbT6lGs1H\/AHP1a8xXr4aSv2B+8K9O6i\/gDn6teYr18NJX7A\/eFc7TqM523UZ91wzA2YjwdbWtBbUFJbBKlDHUDHXP2VzVg9BWIxHn9q6a\/iafatWnY9\/d0jaJMOOZ0qySolz8EDb4WwI7aUPupbWmIOY0gKKVrxu2qVXVvel7\/AHMXVU1Op7nKvGhXo8CU0xcIqXH0OyFJadQSC25y1sja7grOehJUKtDSfFq1aiVHbudrk2NU63xbpEMx5koeYkLCGhuQs7XCtSU7FAElQxu643lx1\/oi0BRuurbRE2uOsnnTW0Ycb28xPU96d6Nw824Z76vVo6ZzT2EBU1fbxf4jVkVqiHYZr9ry643KZf8ABvB5pdS4t4c1GVBlKiohaSpOClRSajWp7rrOw6curl7lavabtlvvDVllRUvE+EMS5IZdlLSMFPIRHKFvfm1hSz1JFXO5rXSDN0asbup7Ui4yChLUVUtsOrK0hSQE5ycggj4\/NUcu914SX9Vtu2tm9NplsurTCF0djLcQUvFAKDuUOrjfmPRSeuCOhMJ4oxqO\/Xuw3TTFzVBvc62yLfJiym7fEckqEtYYUwpxCASkeQ8OYrCUlXlEA5qsrffddvzXbM9L1W5qOPadPqt7CGXzFamrZCpXhZQnYgK2nfzyBjds8vNXodYaURefFxWo7aLplKfAjKRzskZA2Z3ZI64x3EGujM1Tw705epabhqCxW66ytokh6U00+7y29yQoEhRwhWQD\/JOR0onTcRF03EJ4kxdcytR352wy9RR48LTcaTbfAOYG1XDwl3dgAFLi+WEgtnIKVAlJ8kjS6lk65s7Oo9Ox4mqnoaL0puz3BCJ0p1pCrc04gAskOPIMlbiQtai0gghZ8kJq2la40clu3Oq1Rawi7nEBRlt4k9QPzZz5XUgdPOQO81pNccWtKaNt0yQLnAmzLfIhsSoSJqEuspflMsFax1KQjnJUcjux3ZBom9lAm9lCBqm6rvNs1DG1rbtUds3Kxk2WNFhSvAeWu2J5qV8pPLS8ZBfBQ+d+eWEDuzsG7drOy3wWaI5qCbbAuwSkuyg49tcU68mWErIwlO1tpSkDCUbugSCBU+TxC0q94C\/CvMGVAmolOeHNTWOS2I6QpzJKwTgZztB24O7HTPYY13oqVAk3WLqu0PQ4bgakPtzG1NtLONqVKBwCcjA8+RilfoKvAqpMbiZbdN2uVDl6lkz7npxb918IS44piQiTE8lCMDlu8h2UEoThS+WD1UCqvqLcNTsnTsuNO1LdI8i7upbty7TdoZSypTAKnXnE70hoh5aRIw24lak5O1Jq2GNYaUlT4drjaktj0u4siTEYbltqW+0QSFoSDlScJUcj5KviNbiozhnYoUpSqnMUpSgFKUoSKUpQClKUIFKUoBUf158FZv2I++KkFR7X3wUm\/Yj74rlbe7l2MradRlNnvqv+KUGVLVEDTU9LbkGdFLsSAuYVKdS2A0pCQdgVgnmHG3bjI3dbAAzQ4rwrOejlnHmWc8yWcVE3Y9UPuP21VtkQ769cVXJEoNKWy1HMHlBsSMbcg5axu3fysY8qpLoZplCZD8DT8y0MsWqHCU3IjKYIeaDu5ICgN+0KSOYMpV5icVv5up4ttuabdPhymEOIcWiUrlllQQ2Vq7lFYASD1KQMjGeozix6niagS4lMCbExHalBMttKSth3dsWMKOM7FZSrChjqBmu07SUo61qO07SUo61qK6stw1ZcNOQ5tkf1A86uzMOXN2W055TqnGFFUfcAFq5Jf\/Rf7GfLxUj06xeJ9ztjrtzuyrchE2ThTEmN5QWwG2neeOYoZLqhnGQMdQDmR2vUOklQjHtF5tfglvYQSlh9HLYZAwk9DhKcDoe6udvUunnhFLV8grE1RRG2yEnnKBAKU9epBIBA7s0laN1pEStG60iRDUEnU6L5fGLILhIUYqFtr5MltuMkcoLQ305TylJ5qgUHeFZSemMde2MSXp9nu81++SY\/h7zLAMWeyY+5CNqXEOeWW94X+ccG3ysE4AqaytU6agS12+df7exKRncy5JQlafJ39Uk5975X2daydTadSIalX2ABcMeCEyEDn5OBs69epA+0gd9RnySpm+KEKcqUUSpb3qXWkfT8d5Z1BBdgWi3xZzrkZxvdP8Njod2KUNriikrAUnKVAnBPWrE0O7c33Lw44J4tCpSDa+0EOokcvlJ5m4OgOBPM3bdwz3+bbWdVar0pGhvxZztuuJYlRESIankEtb5LSA4sHONiloX17sDuyDXeOr9P5iuN3OK5FlNyHhKTJa5aUsgFwnKgSBnqQDjHXFWnJzhRRp4TLSk5Qoo+NRugM06g1rEan045EeuDV9gLjMOclx1MhJShfTCSc95yMDz5FdPUWsrdp6NaJ7zjLsS7TW4iZPOSlttK21uBzd3FOEf11nUJN0SOChJuiRvyMd1YrWPap04wxFkv3+3oZnDMZapKAl0fGk56jqPWK7TV0tr63G2Z8damnlRnAlxJKHUo3ls9eignysd+OtRmtbiM14HaH9dY7zXVtl3tV5i+GWi4R5rBO0Ox3Q4gnAPeDjuIP9Ndqoaa1MhpraZGQavHS\/wdtv8ANWvuiqOGcdKvDS+fF22\/zVr7or0Mn9eXYabr1mbWlKV6pvFVnc0w9H8UtQa9l2l1i2NaSQ\/NmMxTh51p9wlO4Dy3eWlACc7sbR8VSrUOtI9gvFvsDdmuNznXFl6Q21DLCdrbam0qKi84gd7qcAZJ69OldOPxKsEzUTWnURJ2yTPkWqPPLaDFemsNqcdjhQUVhaUtu9VJCctqAJIxVkmWSZDNa6SvVz11qSdpizuxZd50HJiImpZ5YXOLm1tC3R5PMCQkDJyAAe4VoBbwrUsXW8HRd3jaPt8m2Jk2s2N9MgOsRJzRdTDDe90Nrfhp3ISr9DuSSGwasmbxe0nbp0qPLRNbgw5EmG5cw2lUTwmOwp95kFKivclttzOUBOUKSCSMVhHFi1KWmA5p69s3h11hti0OoYTLeDzbriFgc3YlOxh8netJHKUCAcAzVlk5JbDY8N7e7bNHQojlvXb0b5DseG42G1Ro7j7i2WSgdElDakJ2+bGPNUnrX2C9xdRWmPeIjL7Lb4UC0+ja60tKilaFgE4UlSVJPU9QeprYVRnN7TS6y+C9x\/Yn+0VSgGR9dXXrLPixccfMn+0VSmD1HxV5OUOuuwwXrrIz3V07sl1y1TG2WOe4qO4ENbtvMUUnCc+bPdmu31rX2i8x7vBXPRHfjobddZWiQkJWktrKVZAJwMg\/0fFWFV2mdV2lUQYV4jw0PNt3d2PEctqFTlWJbL0cMoeCkpiBGXgklA3BJ\/SkgnljHwNP31qyu2sWmaJdxt7EWzyPBVjkOty3nC85gHwYkKaewrbjG0dUBNWHb9eQrjZ4l6Zs1yS3clNIgtK5HMklxBWAkBwgYSkqO4pwAa41cSLElkSDGnBppCXJq1NpSIKS8pn89lQxhxtwHbuxsJ7utbHa2leqa9JaV6vjxyIrqrw3Ucq6y7XBnPi9Wxq3WWQIqymPKZkvcxwqAPKSTyXA4rAUEDBJAFcKrHdHob9oRZJirnFeuz057wYhEtl9xZQhDxASsrSW\/JBJTswrGBU8vWsrTYJbkOUzJcEWOiVLcaSnlxGFrKEuOFSh0JSvokKOEk4rgOv7MnnvKjTREa8JS3KDaVNyFsEpdQ2AoqKgQoDKQDtOCaqrSaSzY6v45cyqnOipHx\/XM4tFtJcn327xLXIgW+fJZVHbfjqjrWUMpQtfKWApGSAnqBnZnuINSvPxd1auzX5i8rlxxDkxJMFxLUiPICQtBUgLScoUpJBSoHIJ847wa2gwO+s9o25azPNtvWWDwn9\/cfsb\/vVYlV1wnHl3E\/U3\/eqxa9i5+5Xjeb7v7tClKVqO4pXw881HZXIfcS222krWtRwEpHUkk9wqDxuMFguEGJMtNmvU92c7KRHiNR0IfW1HxzH8OLSEt4UgjcQo70jbk4qaVCTZ8cUoBMix3tmI9PlRHJEZiCLIu5Nvqfb2nIStCWThJAdcWlAC1JJ8qoBbdI3izoh6RuWn5srUSpOnpEO7NwVOR48eGzGTIzJxsb2luXhBUFK5\/QK3qxas7iDamYFkm2q33C8r1Cx4Vb2IDaC44wGw4XCXFoQlISpPUqHVSQMk10mOLGnZbsRyFBuUi3yTCQu5NtI8HjuS0oUwhzKwsKUHWu5BA5iMkZqybRdNpUIfwjs10Y1FanjYbhbBZdMJs96ckxXGBLuIeQoFBWkB8Jw+vmp3JPP6KJJxctRTS3EeyaruCLbDhT4rkmELnCVKbQlM2IVbec1tUo7clPRYSrC0nHWpXVZbSsqt6yoeI5\/\/ACl\/9k392oxjz1J+JHwpe\/ZN\/dqMCvnrf3su1nk2nXZio5qy2G+SbdZezwtmS6XZkhTO4IjtEKLYVjAK1FKcZ6pLhHdWyu18jWiZbYciNIWbpJ8FaW2kFCF7CobySMAhJ7ge6vm938WFsSH7ZNfjJG559gNlDCc4yoKWFH\/dBNVgpJpoQUk00Qa9Aaivt1iW7T9yhPw7dPixXDaXmUTH3UeWvwgpDezKRt8rKlEnzAnkQ4mS1qFuxWmZbRf4XgduYdiqirXJbjObneWoAoSBym9xABKRjIwakzmu7Qw4+Xos1uIyqSgTS2ksuLYSpTqE4VuJAQvvSAdisE4rniargPsXJ+bDl25dpaD0pqUhO9DRQVhY2KUCCEq7jnKSDXfPklTN8f2ds6SVKeP7ICYjx1DG1VF09cWNOxXoqZEPs51Lq3UR32+aI+3eoJLjKchJztyMhOa4LPp+825sW25WWYqdPFuVbZAjqcREZakKc5S1gFLJaSc4URuzhOT0qcjX9vLwgLtVyRcluNttQFIaDzgWha0rT5ezbtbcJJUMbSD1wDhjiJY5imjEjzXmSmOX30tpCIpeWUIS5lQO7cCCEhW3vOB1q2ktKdXD+PG8tnzp1fG7xvJTmncKY89Cfi7qxoyI9ZcBv4sj\/YK9ANfo0\/ZXn\/gL1tsf9UV6Ab\/Rp+wV9tI+pRrNRfwBf6przFevhpK\/YH7wr07qL+AOfqmvMV6+Gkr9gfvCqWnUZztuoz7rBGQRWawTgZNYTEVBbuAx09aI8DTVxgwlJgWhMhsRilmRPgSEPJkFIPTmBKkLx196epFbGz8JLrFvDt7ul5hPvSF3p1xDUdQQlU8RsBOSThHg5GT37h3Vp9E8bbhdpGqnJsZNxRHYXd7NGgoJdVCDzjIbOBlS8Nsuk4JxJA67akquL9rjuRXJrcNuC\/bXLj4a3MK2XggOlbcZWwB5aQySpJ2KSFDocHF3nHR561GmgcEZ0TTLdiXfo630O6bc5\/IV17L8H3efP5zkKx8W7z12zwckq0\/frOq7xy7d7FPtDbpYP5lUiRIdC+\/qBz0jHnKM12YPF1+4IitRtJyVSp0iLHYa54CAX2nnBvWpIAKAwrmBIXgEFJXkCtDqHjXdntGXaZAsMiz3FViuVyt7i3WnyHYbyGXkKTjaCHHElPeFJyTtPSntD2zLuktSR9ZWSzQGlyrbC1Ou\/SJLkFxBaSqM6FDnKOxY5jgSkIBVggEAJJMvunD1VxnyZ3hbAU\/qKDfAVNZIRHZZb5efjPKUQfNv+2tBeOJl6GprJpZUJdpni8Q25rYWh9EiFIiTFoKV7fJPMjEEYBBR0JByeSxcYXZsWJiwypLLMWyLmzFvNtq3XEIDZS2BhRSpeVjyQB73d72mse0dKZwa1M9EbtTWrWxbxImSfBwX2kIdeuTksL2trSHTscDe1zKQU7gOpFd+68Lb9ctLXDRXa1tFukXpu8MyCyvnjFybmqacGdqverQFAjoU9OhzubFxFevV1tkU6deYg3rwxUCWqQlRUiOrBUtvGU7wdycFXT3209K6C+LrbM6WJOnn2rZEvytOqmGQkqVK25QQ2BnlqUUo3E5ClDpjKgrIisma288F5t0ud6nt31htN1fuzyUFgnliZb2IoB69dqmSs\/Hux9dc2peD0u830X+HevB3GOzFsstuOsBa4rcptQU40oLAUiX0KeoKBnI6VyWrjBcLzp+NqCBomQpt6yJ1EtpU1sLRCWCWsdMKdWEuFKOgwjylJJArNy4k3e4SLa\/p61rRaHL9Htjs5TqNzqSjcvDZGQjPkbgd24e92+VT2ifbOSycLZVg1DZ7tY5Ea0sxQsXNLD77yrg2ovr5K+aoggPSC4HD5Y8pIwFGrHqByOK8Ni1Wi5Issp5d6s7F0jMIcQFFbzsdppjKiEglcpsbiQBgk1wXLiDq60amXaZmkor0diwSbw61ClrfkrW24EpbaHLSFE5AxgHJ7+mFQ02VpKW0sOlarS9+Z1LY416YciLRI3jMWRz2wUrUkgLKUkkFJBBSCCCCMitrVSopSlCBSlKAUpSgFKUoSKUpQgVHtfDOlZv1BB\/\/ALFSGo9r74KTfsR98Vytvdy7GVtOoymwcVj7KzjFY\/618+eSRm8aTcvl5RNkphMNoaeYU+y2fCXmXGlI5Sld20KVvx1GUp6DGa5bFZLxAQ89eLgxLf8AAWISSy0UBQaC8uEEnClFfUDoMDFbm5zW7XbpVxdQVoiMrfUlPeQlJJA9VR\/R9\/vFyamJ1DCkRJraESfB1MpQ2lle7bsUFKKveKBK9qsjJQnIFdazlD6I7JzlH6EetPD++XPS9lZucuPBk2+zx4rLbTS0qSsOMPEOlKgoEFhKTtI6lSsgkASWzaS7Nuke7OFAdbalJdSXnHytx0sYXvcJV0Sxj+mtc3xLQm2w7nPsL8Zu5wUToKQ8hZcCnGmwlWOiTl9s+fyST0I213rfrN643GHbI9ldU4+qRzXObhtptotZcBUAVg85GMDOehxgkdJu2addmv8AkvJ2rrX6nHcdDuz7ku4Ca0nffYt4wWySEsx0NFGfjOwnP11rHeHN3VERbe3W\/BEvPP8AL\/OoSla5i5GdqFgL8laUeXkApyB1IOw1Lqq6R1PMWmEpLcO62+BIllaehdcZKwEEdU7HQndnIKug6Ej4GvfBWXFvW599mLDMyRJK0Ixl11ttsJ86lKbwO4YySRjBmLtc1NBaVRTR9ytIXSXa3bC5LgiH2k3cG1hpQcO2aiSUKHcegUnd58g4786m68K5dymXWT2w0lNwVdChJaJ5YlxWWQO\/+SWio\/HurbQtfm4T0WSHZ1quS3HQhC1qQwtpttta3UulHVILzaMbc7iRjAJrmsOprteFapRLiRmE2ae7DjLaWVKUEstrBUCMZ\/Od46ebHTJhO1hr2fzqCdrHX41msufDiTLvr1+j3QNqL0N5tlKnGs8lh9lQK21BQyl\/II7tuCCDWyk6IZXA07AhOIjNWO5ouKkKUt4LIQ7uSlSju986SCe7FdCy8QMxtOQ7kEvSbtGjNrfbXlSZK4pf8tATtSDtVgZz1Hk461iz6+ntWS0uXyzO+F3G2xpMZSHUHwlxa2WiFAAcs732ye8AL7+hFS9Nw\/olq12M+EcOrlGjTY0K5wz2lGmQ3y9HJ5bb0l55KkYOcgPqSU9ASlJyMYrt2rQ8+y3N3wS5Mqtr1wVcSl1ClyCtUTwcpKs4IyAvOM94+uuzH1o9IuosTdkWZ7UxcSUgSE8tkJaQ7zN+MqSUOJwMZycEDqRxXTV82x3uamXCU9a2XrfHLqVoSWVSXOUCE4ysBSklWSMA9M9RUZ1q9T39njsIravVibrS1mOndNWmwKdQ6q2wmIqnEJ2hakICSoDzZIz\/AE1s\/NULc4lxG7d22LY65bZEebIhSEOA88RkqUQU48jelClJ7+g67T0r7ufEVuDfPF9izuyJK5USI2eclCSqQy86kkkdAkMEHvPXpXN2VpJ1aKOztJOrRMsnvzV46X+Dtt\/mrX3RVHY7gavHS\/wdtv8ANWvuiteT+tLsOl16zNpSla6\/iabW8qDeGrWpsBxyW4yHA22nqs4UQkHaD1OQO\/B7q9U3kf4j6Jla6ta7I2i1NNyGy2Z0hguSYmVA8xjGMLGMpORhQSeuMGOXXhrqa2OLnablwpQtd2uOpLREkAgu3KUw8gIfXkfmUuSXlnaQogpH8nytNM4kcQE6YuF0ZnRWXrBp+dqEuu2xQTdGW33RGyhSgWg4ywVKSPKBdQQQAUnZ6d4n6hvV6s11yym0XzUlw02m3loc2N4NHfWHt46lRXEcyk4AS6jHVJKr0aR0pJI+rrwRevjE2w3C9NCxzLjcLuUNtHniVMjOtOJ6kgISuQ86nz9UpPRJKu57muqHr7H1xMvFrXqOI7E5exhxMVxlliSyoKG7cFK8MfVkZCTsGFYJOgv\/ABj1JZWLpq9ptiRaod6u9jRbOX+cBhRH3Q8XB1yp2KvI7g24nplJKu6rWmuoer4vDOXfYblwnOwHDdUQEpDLTsWa862hoqwTugLCFHOEujIUU5VPtE+0WNpGxyNO2Bi2TJbcqVvekSXm2y2hx951brpSgklKd7isDJwMdTW4rQ6Iulzu+m2JN6Wyuey9IhyXGWy2264w+tlTiUEkpSot7gMnAPea31c2cntNNrL4MXH9if7RVJZ65q7NZfBe4\/sT\/aKpSvJyh112GC9dZDORg1pY9uudsbEaH4O8iTPkvyFOJOENOcxYAGep3lAPf0J6Vua0umJV4n2h\/tOXGdnNSpMcvNMFDZKHVJSQgqJxgDpuz9dYo1SbOCrRs0yNETW5qrzHVbYktEtiSzHjsqTHJbbcbUV+cqUl5Q3ADG1HQ469NfDGSuNOhrujK2760lu7q5RSVnwh15ZawemectHXuASepBB5O39RouCrKi7NSW5FzZt7Vx8DCOWvlOuPoCc7VlPKCQe4KWQdxQa1T3EPUbNvus11cfOl2QuYlDOEz1CW8yrbk+QCiOSMZwpfnCcHUlavY8P47zQla7nh\/Bt52ibzqET5NzehxTfoaLdcWEJUdkZt51TexWf0nLdUlR7t2COgwcucPJrkRVqN0YTDjuTpEFQZJdbdkKUobsnBCCtY\/wBoEd2OuNY6xutomXlUEobY07a490eQpsKMvmOOAtgn3oCGFgEfyljzJIPSVrbUaYBvqXYy2Zz1xixopYOI6mFrQ0tSwckHlKKx\/tADGOsLStJp6v45BaVpNeNXIl1hs86DKuV0ukll2VcnW1KSwkhtpCGwhKRnqeoUok\/Kx5q3Pd0NaDTVwurtxvFlustqWu2vNBt9DYbK0ONJXhSQcBQO7u8xT5+\/f+fpWadc7WZ51rrLB4Te\/uP2N\/3qsSq64T+\/uP2N\/wB6rFr2bn7leN56F392hSlK1HY1uo7BB1RZpNiua5CYssBLvIeLalJCgdu4dcHGCO4gkHIJFQRnhTebNcU3zT+o0uT0PXFI7RC3WzHl7CU+SQQpK2mlZ7lYUOmcid6leu8bTl1kWCPz7o1CfXCawk8x8IJbT5RA6qwOpA+Miqyga81RepMPStr1A5GupFxeuL1xtjaXoa4zbBTGLSFFskmU04VhRBRkA5IUmyruLRrTUbeDoTVdqTZm7JMtsfxTYNot3hTS1iVBVFZSpTpSvIXzmgoYx5KMH324cFv4RXG1xGdORb1EXYlvWqVMDkdXhC3YLbKAEEK2hLngrBORkYX37gU9hvWOptVWzRCLFLj2aTqi0KvEmQ5H5\/JSlhpXLQkkAkuPoOT\/ACEKAwSFDR2jiZrG9WqPrNEiGxAiybHDlW1MQqVIVNajKdWlzdlO0zG9gAx+aVnO4FM6y3tEl0Rw5uOm7nbp10uzEpFisosNtQy2Uksb0qU47k9VkNMpwOg2qP8AKwJ9VZcPddalvN7s8S9yIshjUunBqFhLTQQqEQ62CzkHy07X28KPXchfmUAmzarKtdZSVa6yoeJHwpe\/ZN\/dqMZ6YqT8SPhS9+yb+7UYAr56397LtZ5Nr12aq+WZd3etLqH0ti23BM1QKc7wG3Ebfq9\/n+itPcLRq++GIZztsbisvuPOQylzDpS6SxvUFHICQklPcVfUMVLKjWtbtd7IzHn259wN81tLqfBQtlKOYnet5ecoSEE9R3EZ691LOUm1FE2bk2kjpSNCTpjL1peujCbbzZ8iPtZPOSuUlwEKOcEJ57pHTrlPdg5+n9M6gmu3Bm5PxHBfoxhTXWUFKI8dLK0pSgFWStTjqlZOQE5HxE9CXq\/UMKK9qHmxnIjj9zjMwyzgtmKh4oUV5ycmMvIx3LTjG052A1Be7LH1K1dZLFxdskBFwadQ1yt4LSyUKSCcHc0rGP5Kk5yRk9XpFh4fM6vSfTw+ZwHQ93dvTGrJFxiKu8RbKWUpbUGOShp1spPXdlRfWrPmwkdcEnit\/DeVa2lwI90ZXCneCuzwto71PNOlxakYPQOE4wfegdCa4DqjU0fU0bRD1xYckzVMOpnojgcptTDy1o2ZI3bmDtz\/ACV9ckZPWtOvdRXeK7dd8Zlm1KhsSWEs5Mpxx8turBJylOACgDz5ySKtS1ptW7+CaWtNuH8FmEeYVg081M9MVjRlR6z4C\/xbH\/VFegGv0afsFef+Ao\/8Mj\/qivQDX6NP2V9sz6hGs1H\/AABf6teYr18NJX7A\/eFendR\/wBz9WvMV6+Gkr9gfvCudp1GUteoz7rhlxmZsV6HI38p9tTS9jikK2qGDhSSFJPXvBBHmrmrCven7KxGE0UjRempsSCwmK8y3b4S4MNyJMeYWzHWEApQttQVjDbfXOfJBBrpN8LtFI8ASq2yHmbaHORHfnyHWCtZWVuLaWsoccJdcJcWColZ61V+kp2vYlgtfgt3uMSLY7dpdpq3phNFuQJCWm5KXCpsrO1JJ8lSSk5Jz3DF411q+1vvQZ2s5LaXtVRYTlxitMPRmYT\/hQDbQ5ALbrYbRzA5zNpCF7ilRFXo8Trmy2JlsWrh9pizIjNQ2Z624UhMqKiTc5MhMdaW1tpDYdcUEJCHFjYPJ693QY4ZXC\/Qs2J4BKsfMYMSbB2GS8PzEt1LshHRefKWhJz3jGAQMiqnla04qqXEtsK+JjwT2gbbep6m4wuXKfCGecfBXEdUnohKWlOp8tBrZ6zuWp7vprXXK1zfbbfIDU5uJZoLDLe1hrymnmypkuub0BKt6V4yspGCnoo8RmyrtLEg8NNEwnm32ba89IjzUTkvyJz77weQ0ttGXFrKilLbqwlBJSNxIGetc8Lh1o63RlxIdn5bS0QG1J8IdOUwtvgwyVZ8jan9bHlZqrEzdWq1Ui12HUVwRDuuoLfFfu7MCMX5MQ2ZxwuKXydhJdQ35e3AOEjA6VotQ8S+JUXRl1ud01DcrHJtGn5Ei2PsWxpYus1qTKZWXQtpQBShmOvYgI\/TKX70AJUb3jNk95ZFu0LbNGaw8cb3frRb4SXJLcGOFvMoDklYJ\/TPrbQo7fetIQFKJUR3Ad+w8I7Dbr1dr\/dVOz5Fwu8i6MoL7yWGS4gJH5nfy1OJAUA5t3YPQjFRfjfatQP6gt14sV9u0Ny3aavkplEWNHeb8JbTHLeQ6y51XuUkjvIThOMqzxMai4iJ1E9cnrtcHYTOqLbZ025UJoMLhyIUcvOFQb5hKXXFqCgsAEEHI6U1tbRRtVqTqVwx0A9aLbBdtzjNvstvRbo4auMhlPgSEgBl1SXAXmsJGUuFQPUnvNc44c6Lfu6dRot7pfL7cxARNfEfnJSAl4MBfK37QBuCckdCSKpnSV51cNEabttwlOhifo5bS7TCjMsKYleDyFKcfjhnclohKEpU2tASsBJSd2a202+8StJtuWGLeJk+Ku3WWWZ0llqP2cH3JDb6ELRHWkITyWeq0OFAcKlHHUKPEZstlSxBwt4cWeFLcetqmoiozjLqpNxfUiPHK0uFKCtzDKEqbSpOzaEFOU7etdtvhxpUqhyUquy3ocZ+MzKN7mKfLL+N6VO83esZAKdxOwgFO0iqS19fOIN00JqOx6o1MW2laVmOW120NNyUXx9bklssrcLA3LQymPuDSW8lxaxhIG2x9c36VbLjpOyr1jN01BuFsmuSZMWK045zGUxy2MutuJR79Y7vKJCR1KaUeIzZYk+sGn7Vpi2ItNnYcbjpW46S68t5xbi1Fa1rccJWtSlKJJUSTmtiSACScAdSaopzVXFV21N3ebcrhAS3FsiJqWrY3ujolLxKlFCkKVvbQkK2e9RuUVpUE4A6s1o9KRaLnqq5wtOc66Jg6hagMrfuXJTH8HbXlotAKU5LCSltJdEdG0+V5UZrIzHiXlHkMS2G5UV5t5l5AcbcbUFJWkjIUCOhBHUGuSvPWj9Y6s07pCx6eeemR3lWnR6LXHMHKuU5ym5o94e4BQXu6oyD5OQa25vGor3o+bdrvr6+2e8x7swbjbYbEdHZUduelKyhKmFOKRysq3qKkrAyPJJTTNDgXdSq80hery5xBu1nm3+Rd4JiJdhLaLJZYQhLSSH0paStDylKUoHepK0lRCUbQKsOoaoUaoKxWaVBApSlAKUpQkVHtenGlZv2I++KkNR7X3wUm\/Yj74rlbe7l2MpadRlNGmcVkA+amcZr588k+HW2321svNpW24kpWlQyFAjBBHxVrLTpi0WJp9q1svIL6EtlTshx4pQkHahJcUSlCdxwkYAyelRG9QeVq+VNsyoc+6zkPNgGNmRbtsMhBQ7nCUlYSMEDJdOD0xXZ0Ci1spku2GNIYjm1wy9zUKSTKw6XOYFd72Nm8nrnGTXd2bjCqeB3zGo1TwNjYuHWn7TZY9slMuTHUQWYTjzj7p6ICSS0Cs8kFaAvCMdQD3gGtzBsFuty2H2RJddjtustuyZbr6whxSFLBU4ok5LaO\/OMYGOtVpbdXasc09GuluvMu7PSrOzJncyIlIgvF1lJKNjRP6Nby8FK8hsKAKTgyLTsjVc+5WyPMv4cibZchbsZTUgPobXHDba3A0hIOVujyUgkDvzk1ednaa3KX5lpwtNblI383R+nrhcVXOVEdU+p1p5YTKdQ2p1opLa1NpUEFQ2pGSM4AHd0rnb01ZG2ZMdMEcuWwIzyS4o7mwpagOp6eU6s5HXr9QxFbk9f16sNrt0yRb49wvJakSI0Zvfyk2xKwdykEZ3oCdxB+LzDHSnX7VMFUdx69OL\/8HfVy2m2krEltp5XOebLZOw7EYKVJCVgApIVUKzm0lnbiMybp7RLXdFWB2OzGcTcFqjuKdZkKuUkyGyoAKCXi5zAkgAFIVg47q7kTT1pgyrjLix1oXdVBcsc5ZQ4oJCN2wnalRSACQATgZziq0b1frNdsamWq5u3GPLhQZE2U40hvs951wBaEBLRwNuSdyXC2AFKyDW9g3W9OyLfCvmqFQmFMLeamQ+U6mY4HlJDS3VMhGQjl9EpSVlRx0TUysrRLXL8+0mVnaJa5G+Y0DpSLKiyWLe4hcQtKYQJT2xC22uUlewq2lYbwncQSQOpNfUbQOlY0Z2G3b3Sy40hgIclvOcptJCkpa3LJaAUlJGzbgpSfMMVnJn6utkuO\/bn516uEW46g2MzYqHFNbG3iwElLYUkLAQQARuBAThJArbzL\/qzw+FbLFqK4TbdKucBhdyMNoOgOtyC+2PzYRhGxhWSnKVL2knuFnZWn2\/zxLOztPtfniT6JYbDZA3Ibb5Sm3FHnvyFrWtxzakla1qJWo4QkbiT0AFclw05Zroh9E+JzRKcjuujmLTuWwsLaPQ9Nqkg9O\/HXNRG8C93PhyGZkl9yc3emIwf5CQ4UNXVCEulIG3OxAUTjb3nGOldBm\/6nTMfst3v0+DAgzZ8cXdMRsvPFtDC2EKy2W\/KDrw8lA3lkAdSc81ZylrUtaf5FVZyetPXyJmjROlw\/IfVbA54S280ptx1a2kId\/SpQ2olLYX\/K2gZ89cUTh\/pSHJZmM291chh5qQh56W86vmNIcQ2oqUslWEvOJ65GCPiGIbbNX65S4WdRJdiTJz9hXFjIjDyGnS0mYPekgBXNCtxyjI6joammjFXeRb5M+83KRJdfmykNtONIQlhpD7iEJSEpBOUhJyokmk1aWa1y7yJxnBVcu8kGPN56vDS\/wdto+KK190VR\/wBtXhpfpp22\/wA1a+6K0ZP68uwtdesza1p9V6TsWtrM7p\/Ucd+RAfUlTjTUt6OVFKgoZW0pKsZA6ZwfPW4pXqm+tCJSeFmjJsOHAmw7hJZhBxCA\/dZbqnW1qCltPKW4VPNkgfm3CpPQDGK+Lzws0pd3rlOQ3LhTrkw8yZMeU4PB1PN8px5hskttPKR5JcSkKx5+\/Pc1jbY8t6xzlRi6\/CusdTShk8sKVhSsDp73Iye4E\/HUAn37QUTinM1SmU1ZhpmLNXeJaWyly5qSyFKbUAkrdaZQhS8\/LSkIztUKsqsuqveT48ONGrvDt8dswckvpWlaHH3FxyVtcpawwpRaC1N+QpYTuKcgnBNdZnhXoli1LtDUCaGlPNvpe7TlGS0ttJS3y5Bc5rYSklICVABKlDGCc07qCHqeTLvEmwxpfj07d7ytEhLakPdkKt75hpyMEN5VECUnueByNyVVzog6dN9jqtltDfDVyXbBcYy4ixGMgxJu9T6FJyfzqoHMKugWkbyClVTR4ls14l\/Wm026xW2PaLTFTHiRGw2y2kk7Uj6zkk+ckkknJPWu3UW4YpWjRNvAZfZjlUhUNt9C0OIhl9wxkqS55aSGS2MK6jz1Kaozk9TNLrL4L3H9j\/1FUn31dmsvgvcf2J\/tFUpnFeTlDrrsMF66yMd3Sta7YIDiW2kF5ltMl2UpLTyk8xbiVheTnOMuFXQ9CARjArZ+bNdG9rnt2ae5akb5qYrqoyfjdCDsHrxWGNa0Rni3WiNVD4faWt9r7HhxpqIoUhaEm5SVFlSc7VNqU4VNnqeqSM565rlOiNMZiFNs2CElKG0oecSlaUr3pDgCsO4XlXl7vKJPeTUBjJj7Y0N1DE6xmRCeus1URaFPlbb4LcneVKXtcDClbve7sKAANa56FclwJaUxZCZao6PFLnIXvZJnP7Nu7O0hsx92eobAz0BrXo5t9d+PHA1aOTeuT8eOBZiNDWI+DuTESJT7ClqLzkhwKe3Ol3a4EkBxAWolKFApT5gK5vEzTfhEuSq27zOQ6h5tbzimsOfpNrZVsQVnqopAJPU1A9YyTfbhdJlvKpDptzTGm3uUrai4tyXm3i3kdFBQZyodCgZyU5NdZceWI8osxpRv\/Mu3a7jbaw+5F3r5QCh35SWuUAe4Hb3KqFZzaq5ePHeQrOTVXLx47y0LRYrbYWXGLc04nnL5jrjry3nHFYCcqW4SpWAkAZPQACu\/US0KzCamX02Njk2ZUlrwNKEFDO7ko5haHyd2M46bgvz5qW1mtE1LWzPNNS1lg8J\/f3H7G\/71WLVd8JwN9xx8Tf8AeqxK9m5+5Xjeehd\/doUpStR2Orc7dHu0B63S1PpZfTtWWJDjDgH+y42UrSfrSQajjvCrRD9uatq7bK2syHJQkJuMlMpbridrilyA5zl7kgJUFLIKQAegGJbVTcc4y50zT8NxUJmKW7g6t+6xVSbfzQykNIW2kj88VKy2oqGNrmApRAqVtoTGrdCWy+GWlrg2tmczLU2mSmRF5M16MuIAwljlsrZUlSGyhOCkHB3KznNcx4caN7ViXhNoLb0FDKGW25DqI45I2tKUwFcpakA4SpSSU9MEYGK7ul207e4ejWNaW+W5Z4MJTN3hzWHXkxriqEy6yiQQnC1BtTuDg\/nFIHRZSK0dphzQi2IvsOYvXKH9O9lPvMOqebh8mP4WN+MBOUTubk96hu6qRVqMvmum0ufTuhNL6UlSJtjty2XpCQ2VOSHXuW0FFQaaDiiGmwpROxG1OT3Vv6pTg7DcZ1LbXrfEkMKGmUp1QpSCkO3jnJALpI8p8bZGT37VIz0KKuuqtUZSSo9ZUXEfHjU9n5pv7tRfGTUn4j\/Cl79k392oxjuNfPW\/vZdp5Nr12CMCtXddOWq9PNvXFElwNgDlJlvIaWAc4W2lQQsZ+UDW0PWoJxKYv8pDAjW51+3xXor4DDyQpx\/whHRaSR5KU9R35KsnG3rWyTcqJ0Fmm5UToSIaO06Z0m4Kt+9yUlwOoW8tTX5wYcIbJ2JKh74gAnrnvNcMbRVkhlCYyZHJ3LW+27IW8ZJU2WwHFuFSlJSgkBJOBnu6VBZbDyjNVAiSk6mLt48McQ2sOmPy3vBxv7inyo2wZ7wcdQqu9GkQIcTUsXR6HI0efEDNqbaaWhK5wjOrWWxjp5Ib3HoN4IPlV3cJ01SOzhJLrMlbehNMIhqhJhyAFOpf53hjxfStKSlJS9v5icJJSAFYAJHcTXINF6aTJiy27by1w0NNtht5xCFJaOWwtAVtc2kkp3g4JyOtV14HblXxgw4W3RSn4vhzSmSI6pHgz+VKSR3bjH35GN4GeoNcVoh3Da2L1Gkm8bbcqxLeQoqajmQrISf5Kg3jmjv243dMVbRy+0\/H38SdHLbnePG0uWnm+usk5rFY0ZUes+Av8Wx8\/JFegW\/0afsrz9wG\/iyOfqFegG\/0afsFfbyPqEazUf8AAHP1TXmK9fDOV+wP3hXp3UX8Ac\/VNeYr18NJR\/8A8D94VytOoytr1GfdKUrEYRUP4h3uwWNm2z9R6euFwYjXCO5GdjISoMS1uBlnOVpOSp0JHQjr1xUwqM8Q9Mz9W6fatNueYbebultnFT6iE8uPMZfWMgE7iltQHTGSMkDrUraStus2Teo7UIy3psluE4xHMmRHkOoDsdsDJK0pUcAAZznFYtmqdO3mHAn2y9Q32bo0l+GQ6AX0EZylJ6np3jGR56gieGd8cuJYfi2RMRFzuVy7SQ4szJIlNPoDLjZbAwkPpTu5ispZQNo\/k6ZPC7iK5aNJWVa7EwxYGLOhwMTHE7XYcpK3XEnkbnOa0hOEkoCVbgc53VNETSOJZ+n9WWrUNh8Y46lxoYekMlUnagpLLy2Vk9SANzZwc92O7urgu9p0lqZKH7pITLjpaDpbE5YjuNBWdzjaVBDiQR\/KBHSoxG4d36JoKBp7mW6TNt97eu3IccWIspCpzshLS1bCR5LiTnYQFoHeB108rg\/f5sVsA2aGLncJibzCYW5yE2uUptTzDKtgKllTKSSUoGXXT0z1UWISWJavatr5i2e0Y3Mab5q0c1O5KPlEZ6D6610XWVglX6Tp5uc2JMdth1KlOI2Pc0uBKWznKlAtLyMdOn9FZzuDGoZUTUVt50Nzw9N3Xb5qp62yFzAsJQ6ylknahLgTnmKGG0EJGABuNU8IjdXry5Z4VnjeEsWVq3EoKDG8ClLeWBtQdgwobduevfjvpRCkcSxlXW2JW+0q4xguKnc+nmpy0PjUM+SPtrhk3+zRYKbk7c4vg7gJaWHk4dIHcg5wo\/ZVWL4U61jOXCTbZcHtBtUwwLg9OJ5rcmUl11t1nwchJKEkbypwJUEqCT3D7i8K9VQ+W+u3aeuJdZukZ2JMluKajplvIc5iFcg7yAkpUChOc9COoKixJzViWZbtSWqfp6DqdchMSDcIrMttUpSW9qHEBSQrrgHBHnPWi\/F+Xe4kpUiK5c48dwRsPDmJZc2FeE56g8tBzjzCoZK0BqBiz6ETEZtNyk6RjpafhTHltx31+ChnmIWEKIWk52lSD0Ur3pOa17nC\/Ur94LjzVmMdd\/RfzP8ACHDLQA0E+BpAbA2YHLC936IkbM0oiKLEn72r9Lx5UOG7f4IeuDy48ZAfSeY4hO5SRjzgf9B3kV32LlbpTTr8adHdbYUUurQ4lSUEd4UQehHnzVXWDhpq60JsYdjWV6PZLotUWE5LUsx4C4nJ2c8MJLq0rypO5AO3AKyRmthpLQ2s9NaHvmmYki2QlLaUzYWA8ZSISAwlCUuOqZQXBvBIKkKISQCV91GkHFYm51dxS0xo+KzOlqfmx34Nwnocg7HUluGyXnRncBuKQQnzE9CR31I4l5tstTTKJjIkPMpfTHLiebsIyCU5zVKXXgbra72+5tGXaGHJ6L4G21zXXQ2Ztsaitgr5Kc4dQtSsJGEqyAT0qRI4W6jMxqKvshDKLsLsLwl1ZntnkcvlIRywOg8gLK\/0fTbmposSXGNNpZC7\/Ym0urXeoKUsrDTqjIQAhZ7kq69D9R61xNan089cplnbvEUzbe2h6UzzAFNIUCUqP1YGfV8YquzoPXvixZ9MsWvTMWPbgiNLSxMWPD2QwtsL3KjEtkKUlRSNxOVDeP5WuPB\/WIs5tQkWguKt1iS5JElYU7IgLSXGlZaP5pwJ9+ckHGUEdKiiGasS1Lpqex2m0uXqTcY5jJaW62pLqPzwSkkhGSAo9DgA12LLdGL5aIV6ipWlifHbktJWAFBC0hQBAJGcHr1NVNI4Q6jQpc2Jb7PLXcbVcLfJiXO4uutwnZLoWp1hYYwoKxlaOWjrjCu\/No6UtUixaYtFllrbW\/Agx4rimySgqQ2lJIJAOMg4yBRpJFWklqNrSlKqQKUpQGKj+vvgpN\/3PvCpDUe198FJv2I+8K5W3u5djKWnUZTQ6mskY89YrIr588kxWFpCgUKGQRgivr7KxQHDBhxrdCj26E0Go8VpDLKB3IQkAJH9AArnPSmawBTaSK45UdibFdhymw4y+hTbiD\/KSRgj1GuSsnrQHFFjMQ4zMOK2G2WG0tNpHclKRgD1CuTHWsihPSgBGKY6ZrBp5sUIFKyDigOKAx0+PrWcGh+IVigFXjpb4O23+atfdFUdV5aX+Dtt\/mrX3RXoZP68uw1XXrM2lKUr1TcK4ZUSLOYXFmxmpDLmNzbqApKsHPUHoeormpQGAMVmlKEilKUBpdZHGmLj+xP9oqhb5vTa5Dybuu2JYQXnJSUIVy0JGVEhYIxgHzVfWsvgvcf2J\/tFULfJ9st1rfkXaXAjx1ILalTnUtsKKhgJUVdMHu\/GvKv3vYmG8e8RHLIzfL3A7RZ1ne4zZJwJVsjtKKe8KAU0MgjBz\/1Brjs6rnerX2zH1zeWYamkvodkW2M0FtlO4LGWuox1zWv0pqbSNqtU6LL1jppDT6z4LbzfG3m4zewJ5YcUc7CQTgDCQrAFdC33rSECFOtDepdKQYV4BimLDviHGYTfIcBdTu24KlbE7UgDuPfmubg6ui7kTmur1dyNtDuU+cw49E1nqJxaENOhkWZgOracBKHAkte9O1XXzEEHB6VxJvyFsxZDXEm6LZktNvlxNujbWW1uctKnfzXkDeFJ69xSrOACRq3dUDbKuMPXOhmLpIiRbcCL4nloabU4pbyVbCQs8zCUkEDAJJ7j0pg0m\/b5Foi6x0hEh3a2xrZMQi+oWqMhlxw721FI5ilJcOdwThXXrk1dQxXcvv3F1BV1ruXIlU9bunn27W7r64tctpDi0M26KURmVL2JWvDWEIKsgH\/ZUe5JI4lXdSXJIc4i3ZLUUSCqQq2R+UssHDqUq5WFFJ6YHeQcZwcR67Xawam7UkO6v0tDb1HARa5jTl6aLkZlp54ocRjIUpTbxyk42qA6nrWVO6cXBNm90DSKYsN6fJhP9roLi3H1rUhLiBgBKeYoEhR3YBwOtFDVr29i5Y8yFDHb2LliWBpKauYmah6+Tpz0Z1LTrUyI2w5HVtCgNqUp6KSpJz1\/tqQGoTpz\/wDIRfLlb9U2vw2a6woG0S0S0RQhsJQFqKRu3EKJBA6HAPTNbq2X93wxNjv7CYdyO4tEfoZiQAStlR+LPVB8pPXvGFHLaQdXQzTjrdC3OE\/v7j9jf96rFqu+E3v7j9jf96pvZIWutZ6wu2ktEWexPrsttg3GU\/dbq9EBEp2U2hKA3Ge3Y8EWSSU++TjPWvYuMXKxSX1\/M33aLlBJHdpW69yDjz9B6C\/5mmf\/AF9Pcg48\/QWgv+Zpn\/19bNFPA06GeBpaVufcg48\/Qegv+Zpn\/wBfT3IOPP0HoL\/maZ\/9fTRTwGhngaJqNHYU6thlDanl8xwpSBvVgDcfjOABn6hXJW59yDj19BaC\/wCZpn\/19Pcg48\/Qegv+Zpn\/ANfTRTwGhngaalbn3IePQ\/1HoL\/maZ\/9fUWsFyfu9pYnSozcd9ZWh1pt0uIStCylQSopSVDKTglI6eYVWUJR2lZWcoKrKw4kZ8anv2Tf3aqrUsi4W+5MtN6pvCFTSpbcSFbmZBabTtC1n82pW0FSckk9VDFT\/jJe1wNVm221lMq6zGkeDsE4SlIACnXCPetpyMnzkgDqRVSaynWhuNCtDmtLIi+w1KQq4ybo3GkwnFjJcDYI3I7vzRwCNoOe+vElBu2l2s85RekZt7sbtZXEJm64vYbVt3votcdTTQUraCtYawOvf8Q6nA61xXmTMsT5jzuIF23IYMp7lW6MsMM7tvMWQ15Kc59SviOOlqjWNpukqFFgay0c9amil6Uh+\/IZcfcSrKUEJQscsEBR6gqOB0Gd2vv970nq1hS3NWactr05p+BLdGoEBfgYdVsGxPRalJJV1I2lRHlDIqYwlqcl3LkWjB6s5dy5G5VcXkPutO8Q7s22zzwZCrbGDRUwMugK5WCU4PsqxnBr6hc65CVcXNc3Nh20oPOMu1xmnY7akBZPlNZCSkA9Pk4PUECKOM6SdnXF4a50kwqamc2uYm9IUp1t9CkoQWDhCNv5rKkqJVyxn3xxsJOprHcV3Zq5au0q0vUMRVvcVGvLTjcRlDLgCypW0rUpx3uwMJ8\/SrOGH5LlgWcMF3LkbRu8vOJIGvL2JHNbZTEVao6X1qcQVowgtZIKEqOf9lWcEEVlq9c9yO3H4jXZ5MhDDhWi2xyhoPKKGuYeV5BUoFOD1BHXFaJy5WZ\/UEfWj2t9Gi5QlMttQ03tHJWyhp5CiXNuQol8qHkHASB58jgtY01aWHbW1xB0k9EuSor01xV2bS40628XHA2OoUlWcJyU7cZ691MxYdy+\/cMxU2dy+\/cXE0laGUNuOl1SUgKWQAVHHeQMDr9VfeOma+WXWn2kPMuocacAUhaFAhSSMggjvFfRPxVg3mLeesuA38WR\/sFegW\/0afsrz9wG\/iyP+qK9ANfo0\/YK+3kfUI1mo\/4A5+qa8xXr4Zyv2B+8K9O6j\/gC\/wBU15ivXw0lfsD94VytOoytr1Gfdda5Nz3rfJatUpmNMW0pMd59gvNtuY8lSmwpJWAcEpCk5+Md9dmlYjCU9o\/iNr1szTqXwfUskXa42iFbLDaRFfX4G8UOSFOSJZbCMbfJJBBWkAqJrd23jGi7XO6MwNG3R2222zR7v4eZMRpKg7zhylIddSW1BTC05V0CkL3FICVL2x4Y2Jsb7bcbpb5YuUy6Ilxn0h1DkpRU+jyklJQon3qknBSkjqkEdZ\/g9pVyOuHHkXKLHdt0e3OttSAQ4mO6p1hxRWlRU4lxa1ZJwrcdwUDVqou3Fmp05xbb1nq\/SsfT60JtN3t16dltqU06tEiI9FbSA40tbZH51w5QpQUCk5rbv8VITKJ81Gmby9bYr5hRZzYjlu4TOeGBHYRzeYVF0lIUtKG\/JUdwGCezY+GOn7DeouoWpdwkz4vh5D0h5KuYqYtlb6lAJAyVMIIAAA6gDGMfL3DCyvRp1v7UuyLfMkmc1EQ+lKIcsvB\/nsKCd6FB0bgCooBJ8nBxTUPZqayRxlhR0CN4m6hduyDLS\/am0Ri+wqOllbgUrnco\/m321pIWQoHAO4hJ+GON9jeiSnzpy+tvsi3Ox4immedMYnOFuK83h0pCVqSoYWpKk48pKa3cHhrYYUxNzXJnypxEsvSn3Ulb65KWkuLWEpCchLLaUhIAASABWk1Fwdts2MwLHOlxJSG7LCLxfwUxbfJLqNmE\/pMLX1PQ9MjGaeyPZPm78c7BYLKb1fLJcbeI05dvuMeS\/DadgupSlflBT4DuW1pWkMlxSknoM9K7TvF+3ou062I0vfHW4EuTblS0Nscp2YzHVILCAXd5UptJ2naE5wCQTXxP4JaXuTLolXS9eFTG5jU+YmSkPTESg2HQs7MJGGWgNgTtSgJGBkHdJ0HZ4Tr1wgtPOSjdnb8hDj+1CpimCzgkJOEbT8RwevXup7I9k1qeMekX5bTcJciVBdYZfNxZSkx0c2K5KQhRKgoKLDW\/3uMOI69enWZ4vWi8G0m0B9hMow3pfhMXPIQ+X08leHBsdSqOsK98Bt7jkENP8HbDF0KnSV4jtIMmeq6TRAWptvnqXuLSCfK5QbwwAe9pIT0rcReGelIbsx6PFdSZ94N7fG\/IVIKNpHd0R747fjUo+c09kj2URRzjW21cmrncLDc7VYFWV+5NLmpjpVOzIitR1tKDpCAvnkbXS2RvSVbR1qQWzizpu6aQm6waafDUCT4C9FQ4y86ZJUhLbSFNOKaWVlxsJIWR5YyQc44W+DemQwmNJud6ktsQezYYdmfwOOHWnW0tYSMKQtlspWrcryQFFQAxu3tFQJ2m39M3e4TZ7T6gtUhwttPJWlSVoWksoQlKkKSlSSE9CkHrR5pLzTSxuLdp8IMO82O62WQyZKJbc1LJ8GWywJG1Sm3FpXvZKlpKCoYbWCUkYrXxOPWkpN3ZsjkKdFlLQlL7UhyOh2NJMfwjwZbXN5u8IIBUlCmwryd+QQNtL4TaZuNskW+6yrlNemz27lKmuyAH3nUIDeCUpCQgtAtFCUhJQpQx1JruDh7Z2b1crzEmzoybwpTs+IhTamH3i0GuZ5SCtCtiU52KSCUgkE5JeyPZIi5xv5KEalVpK+rsDtmbu6trLAdjxS4vMpwF0fm+WEqCE5cIydnQ42yeNuj3dVr0jGWuRKLj0ZlbT8ch+S00XVsBHN5iVbULwpaEt7kkbs4ztXOGmmntOvaZV4X4E\/YE6cX+dG\/wRKFIHXHv8KPlf1V1ZPCXTcpi7W5cu4Itd8afam29C2w04Xmi24sK2c1ClAknasJ3EqxknL2RWBrrTxstF+tqZFh03dbncFTnIPZsJ+E+4FNtpcWvnJkGPsCHEdeb3qCcbuldyz8Q3E6Ds2orjbZs65XhwsRbfEZSH33iVkIAWpKEYQhSlFSgkBCiTXM1wrtTGySxqC+N3FEoyxcUyGw9uLCGFI27OXsLbaBt2YBSFDChmu2vh1Yk6btmm40u4xUWV5MiBLakkyWHU7hv3qB35C1pIWFBQUQQc01EPNNXK4vW6BLVGn6avLDcJcVi8SMR1t2l+Rt5TT+x0qJIW2SWgtKQtJUQDkdNXGdcpTC7BoG9XVh29uWTmNS4LZDjYc3K2LfCknLavIcCFY6kDIB28vhVYLhNXMnz7k+JTkV+4slxtDdyejEFl19KEDKk7UAhO1KghKVBSUgVk8L7SqVJuS71dlXKRKjyvDt7KXWywFhtIAbCCAl1xJKklRCupOBh7I9k7mjNcw9bLuqrdbJjEe1znYHPfWzh5xtakLAQhxTiMFPc6lCsKSQMHpJq0Fh0bAsN5ueoETZky4XZLTb70kozymistoAQlIwnmL8ogqORlRwMb4EHuNQ6birpXUZpSsVBBmo9r34KzR+p98VIAf6qj+vvgrN\/3PviuVt7uXYytp1GU3gisZJrPfWK+fPJM5xTHnrFZ6g0BigNZPX7fPTHSgMefpWaZ6YrFAKz0xShOaAAjuNM5GKxWTjuFABkdaxSs4zQAfX0rBx5qZ6YzQgihJnuq8NLfBy2\/wA1a+6Ko7z1eOlvg7bf5q190V6GT+tLsNN16zNrSlK9U3ClKUApSlAKUpQk02seumLj+xP9oqh7raYd6hqt87wjlLIUeRJcYXkHI8ttSVD11fGsvgxcf2J\/tFUn0HcTXk39tWiawMN6dJpoi3ubaW7t16\/49P8A86nua6W+Ve\/+Pz\/86pQCD1BBH1VmsmltPtPicNLP7T4kW9zbS3yr1\/x6f\/nUHDXSxON17\/49P\/zqlPQnrTp56aW0+0+I0s8WRc8NdLeZd7\/4\/P8A86se5tpf5V6\/49P\/AM6pSTWVCmltPtPiNLP7TNZZNO2zTyHk2wzCHyCvwmc\/JORnGOatW3v82M1zXS1QLzDXAuLAdaV1HUhSFDuUlQ6pUO8KGCD3V3OmKwOlUzm3nV1lc5t1rrO3oPWqOGTF0ma7lOrsLSEqF7De7kAZ2tyEIGdys4StKdqiMEJJG70z+TbJZlcXdeS4riXWntK6ZcbUk9FJMq8EEf0VSXDu1Wy9xrrbrzbo06K4GitiS0lxtWCSMpUCDVs8E5o0tr3iXNtdsS8m26Q02WIjYWlJSmVdwlCQ0hagMDACUKP1V9Dk51s4vtPYuLTSLS4VcSNQar1JqWz6oVbrbNhyFOR7Atl5qfDjJcU0h1algJfad5fMS62NoKyjKtua0nDbjlqDWPFCXo2e3avA1tXZ1lpqFIjvRDCmojBPPcWWp4c3KUVMJSGSjavJUKhOmNYT9OasuetHdFXu7XSc14JHduM28P8AgUPcFmO1m24CS4Csk5UfJBJCEgR6Q7dWXWpVgsmoYL8JbqLZveui0WuNIlNPzWo+21oWC6lstha1rLQV5GANp9M9KhNtU\/lM6v0YlrUNysVnuFi1K5c4WnGYyXWpLEuLKTGZEpa1lLiHysrJQhBaCduHCcjut8aOK8nVszg7Fa0mdaWl2VIl3RcGSLa9CZiw3wW43P5iHFmc01gvKCdi3PKyEVBJjdkusu4SL1wzu9xjzGLgxGhyJV1LFt8OdS9KXGAtYUha3UJWFqKlIIw2UAkHD6mnm\/CvFLUrd9clyJki\/tS7kifIL7CI7qFqFo5exTLTKAlKBt5Tak7VpCqE0LikcVtX6usHD5fDeHZ4F113ZTqAO3pp2QxCioYZcUgttLbU4srktIB3pABUvytoSqO2j8oHWOoIELXkC0WWLpSM\/YIF2hvpeXPVIujMRwLZdSoNpQz4ewClTai5tcwpGE7oE9cJ0htltrTOobb2U+kWJdtl3ZlVqh+BNxFRGgq2LSW1JQVnKc71BQwpCVDmZl26Jc4Eu38ObxEt8Ds9fY7My7iDIdgoCIjrqDaypS20pbx5QCi00VBRQnAihaPCjjBrDVuo7Ta9VW20txNX6a8bbGqA24hcSKHGkKjSStag64BIZVzEBCTladg2hSvNM7ifYdDwrPp6Sov37UUqazZ4AO3wp1MnaUlw+SgDmpJJ8wVgKICTefAxqBb9aJaj6RucY9mm3QX5r85xNtgNrLiYjHNgMIS3uV\/KWVkJQMqCEgVlpizWiVDi3WTbIj02M\/LSxIcZSpxoGQskJURlOcDurjbbFU4W9KKpVV9sEuzaglS7zOTcLzObacnSgkpQVbejbSSTsaT3JTk+cklRJMUuGhdPXSY7cJarrznjlfKvExlHdjohDoSO7zAVY\/Ef4Uvfsm\/u1FyQPP39BXy9tOStpNPeeBaTkrRtMi\/ubaXz0Ve8f\/v5\/wDnUPDbS3fm9f8AH5\/+dUp\/tp9RqmltPtPiV0s8XxIt7mul8996\/wCPz\/8AOrPubaX+O9f8en\/51Sjr30z0xTS2n2nxGlni+JFvc10tjoq95\/8A30\/\/ADqz7m2lu7desf8A76f\/AJ1SfzZrOetNLafafEaWeLONllEdhuO3u2NpCE7lFRwBgZJySfrPWvs92KUrmUPWfAXHZkf7BXoBr9Gn7K8\/8Bf4tj5+IV6Aa\/Rp+yvt2fUo1mo\/4Av9WvMV6+Gkr9gfvCvTuo+sBf6przFevhpL\/YH7wrnadRnO26jPuupdnJ7VrmO2ppDs1DDioyFnCVOhJ2An4icV26VhMRRlulsOo0Kvh9qBb+pZ69t65shT6+WYbpeXMaKspKHw3gHaQrCBjJFdlni9qmdCizy1EhRlzGLPMeUhCRGnIjOOygFuuIbwHeW0nJ98FjyjgVdISkEkJAJ7zjvopKVJKVJBSehBHQ1bOLZywKL1xqXWV90leoU+bbGW4lltM1YjNc0PSJEx1G8OJcICAGEK2gn3xG7p17dw4qavtN+maTluQz4HeXYKrvym2WwgQWJLbakuupQFqU+oZKuqWjgZORdOB8QrCkIWClaAoHvBGaZywJz1gU3L4v6ii3mzwUMxZMtwsxrlbmi0cvLgKkZjqDhWtO8ISF7NhCiMkjI7PD\/UEnUfESJcJOpLddVvaUD7ghNbExnVvoKmz5Su7uAOFDz99W5tTndtGcYzjzVgISnO1IGTk4HnpVEZypShUJ4oXlVlgXI6lszb9yubUKcyWOlhbUpeVPDfu3ApS0SvanesHoOh44fFPUq7haW7hPtybZJub9qRKitpcenq8KSyw+hlTgPIIUoKW3vwpJV0QDVxFCDnKEnd0PTvpsQSCUjKe447qVWAzlgU9A13qSy8CZ+rn9Qxrlerc84267JbBEdYkhstupSoHKQc4JBAIrpzeLmp4d+csMe4W6fbPDkso1EyhtEcExS6Y+Vupa5gWB13+9OMbqty\/wCnbVqa0SLHdmC5DlbS6hCigq2qCh1HXvSK2HKbKOWW0lJ7xjoaVWBOcsCAaA1bqrUep7vbb2u3tMWq2210tRU798iSzvWQ6FEFCSlW3Gchff06xKZxsvKdMqlwpVrdu0Wz32ZNj7CTHkRHkIZS4gKyjIUrIOCrGR3Vd2B8VAlIyQkDPU9O+lVgRnKuwq+ZqDU7eqGdLz58WS+zcghmW1GU0UJctct0eQFkKIW10zkbSBjI3VGVz7zqr8nXRci46kE6XeJenY9xfUgL5vOmR23mXQD5RypSVg9+FJIGTV7YFAlI6AAdc0zhnFHT+KmobFZ5DtodtBdiMXtvsRuNtctTcFl9TDjmF9EEstJIIAPOTtIx1leqtZ6l0vprTD7z0d5+9TUx51wDSGmoiFMOuhQDiwhOVIQ0CteMrHeSEmxglIJUEjJ7zisKQlSSlSQUkYII6EUqsBnLAp73WNQtXSx22U5BROdegMz4qFsrbeblPKQh1lYd3KynavyUqQnJSVK6kaq56ou+s7Boe7eMlvTdJmpbc47CaZBValqakbmXEb9xUMFJ37fKQegHQXuEpBBCQMDA6eagSkEkJGT3nHfTOWAzlgVde+IWorNwsGp1zLci4s39uzvSXmCGOWLuIS3SgKyPzeV43YB+qtTE4m6xl6thaagT7dOhKuc9hNyZjbhOYjw48gJbwvaFb3XGVKGRlPQZBFWtftP2zUsFu3XZlTjDUqNNSlKykh1h5DzRyPiW2k48+MGtglCEAJQhKQO4AYxSqwGcqbClI\/F3UyrXBmN3iyy1XC2RZk5xtghFhddlRmVpfHM7kIfeUQsoV\/oyycDO3GndfKsWspyZ2prXKtF41O9Gk3XAbYUW7LEW2Er3FCSVIUk9cEpOAD0F2bEdfIHXqenfTYjATtGBjAx8VKoZywKp0dxFveq5VujXLUNrsjsi0QJjTLkfDk52Qle8thah5KSlKdqcqB78dAehw9smrte6U0dqebxMmpmW5Cu0GmmGSpbuU7mnMg4WMHIUDghBCQRk3LsSSCUjI6g47qyEhIwkAefpSuAzsERXQ+j7xpV27OXXWE++JuMsyGhKbbTyAR3eQAMnzhISnp0SCST2te\/BWb\/uffFSGo9r74KTfsR98Vxt\/dy7GcrV1i2U4BjrWOnXNMmn9FfPHkmKyftoCCOgp0oATgZxTNOuOtMdM0Bj66z0xSmCfNQAfZQ9euKDPmpjzUAyPirFZ82TWKAyB8fdTHXpWDnuzWeuaAHA6UPXrin20zigHT+mrw0t8HLb\/NWvuiqPNXjpf4OW3+atfdFehk\/rS7DVdeszaUpSvVN4pSlCBSlKEilKUINLrL4L3H9j\/wBRVFXVCl2yYhuf4CpTDgTKwDyDtP5zr08nv6\/FV66y+C9x\/Yn+0V5\/1K1fnrUtGm3ktTtydilOJQAM9eqm3B3f7Pqryr8q2sTFeNdojTcOJDarVJt6G2yqC\/ylyGJi5LElRQlRcbWvqM7vKT5lZ6nvqW4x31W7Nq4vx2wyxcIzaE5wlMuOAMnPoX11ydn8ZPpSP\/8AMY\/7OuE7LPk3nLiVnZKTrnLiWJUd1PvbvulnmpD7ZXc3GFpQ6oIWgxJCiFJB2q8pCSCR0x0qOdn8ZPpRj\/5jH\/Z07P4yH\/Wkf\/5jH\/Z1EbLNdc5cSI2Wa65y4nW1rfZT10vC7bdcuRrWwqxIZk4Q\/PEh5DyBtIDiwpDKFIOcAkEDJr5tt3vSH0SbeXrlqEyrqiZb1S8BLaXVhnKFKCUJGGcHplKiRkmuWJYeLMGO3FiTYjTTWdiUy44Cc5JP8D7ySfXXN2dxiB\/jSOCfP4ZH\/wCyrt7NM1NcfHb2naipRNcfHb2mw4Wv3Z6HfY93emvPxry+3zJa0FXvEEpASpQSASfJBwM9M1Naj+kI+r47ckaskoeWVJ5BQ8heB13e8Zbx5u\/P9HnkPTFZbV1m3+RltXWb\/QsHhP7+4\/Y3\/eqYL07DN5kagiz71b58uKzDkPW68zIXOZZW6tpK0sOoSrap90gkZ8s9ah\/CfG+44+Jv+9ViV7FybViqfX8zfdm1Zpo6fgE7\/wB460\/5tuf+fTwCd\/7x1p\/zbc\/+4ruUrXnyxNGknidPwCd\/7x1p\/wA23P8Az6eATf8A3jrT\/m25\/wDcV3KUz5YjSTxOn4BO\/wDeOtP+bbn\/ANxTwGd\/7x1p\/wA2XP8Az67lKZ8sRpJ4nTMCae\/WGs\/+bLn\/AJ9Ztdsh2aAzbICHEsMAhAcdW6s5JJKlrJUokkkkkk126VDbe0hyctrKh4j\/AApe\/ZN\/dqoeJD6ICrfd5DyH2IfMWq2pmLjvyFeThbGwgrdTggIPRW89QcVb3Ej4Uvfsm\/u1TuobXxJl3d121S44hNuhyMlchkFB24yAqKsg9T\/KPfXhv38m3vZ5y9622TlJyArBGeuD319E581Vz2fxk+lWP\/mR\/wDs6dn8ZPpRj\/5jH\/Z1z0P\/AHLiV0P\/AHLiT6e7FYgyXZ74ZjNtLU84XCgIQAdytwIKcDJyD0qDaant3KxX1+xaiZbRdluCytvzC4uOfBvJKtxKkFSkLc2HqlPeAcgcXZ\/GT6UY\/wDmMf8AZ1wu2Li0\/JZlvToq3o4UGlmYxlG4YVj\/AEPzjpXSFmoprOXEvGCiqZy4mmevF08LKLe8pi2OTYzTJl3NaobryY7xfCpAJKUH81jaVArSBjJUBy2q9S5bTbkm6zxcmmbSi2MvPKRzwXil5YSDh0KIWFKO7yAk9M5rcm28YlDaq5xyPiMyP\/2dZ7O4x5ybpHOP\/wDsY\/7Ou1U1u4nVtPeuP8FjGnT464YYkJiMplqCnw2nmkEHKsdeoAHf9Q+wVy15+8w7Ges+A38WR\/1RXoBr9Gn7BXn\/AIC\/xbHz8Qr0C3+jT9lfbM+pRrdQpKoK8fFXma\/x1t6vkOKBAUyR\/wD0K9ST4\/hEdSPqqmdbaJlvSlTIaAHMEdR31SSzotIraJyi0ivqVmTYNZNLKWokYgfGhX41w9i649Bi+wr8az6CZl0MzlpXELJrj0GL7Cvxp2Lrj0GL7CvxpoJkaGZy0ri7F1x3eAxfYV+NY7F1x6DF9hX400ExoZnNSuLsXXHoMX2FfjTsXXHoMT2FfjTQTGhmctK4uxdcegxfYV+NOxdcegxfYV+NNBMnQzOWlcXYuuPQYnsK\/GnYuuPQYvsK\/GmgmRoZnLSuLsXXHoMX2FfjTsTXHoMX2FfjTQTGhmctK4uxNcegxfYV+NOxNcegxfYV+NNBMaGZy0ri7F1x6DF9hX407F1x6DF9hX400ExoZnLSuLsXXHoMX2FfjTsXXHoMX92r8aaCY0MzlpXF2Jrj0GL7Cvxp2Lrjv8Ciewr8aaCY0MzlpXF2Lrc\/+ii+wr8adi649Bi+wr8aaCY0MzlpXF2Lrj0GL7Cvxp2Lrj0GL7CvxpoJk6GZy1HtffBWaP1Pvit52Lrj0GL7CvxrpXnSGsb1bnbZIix0IexlSEKyMEHzn6qpaXa0lBxW9FJ2E5RaRRhFMZqyvcQv\/wAtfs0HA+\/\/AC1+zXkearzguJg8gtsCtKyRVle4ffvlL9mnuIX\/AOWv2aearzguJPkFtgVpWSelWV7iF++Uv2ae4ffvlr9mnmq84LiPILbArSs56VZQ4H3\/AMy1+zT3EL\/8tfs081XnBcSPILbArSsg1ZXuH3\/zLV7NPcPv3y1+zTzVecFxJ8gtsCtT1HSgHmqyvcQv\/wApfsUPBC\/9+9fs081XnBcSPILbArQ4zisju76sr3D798tfs09w+\/fLV7NPNV5wXEeQ22BWoGax0B+OrL9xC\/8AmWv2ae4ff\/lK9mnmq84LiT5DbYFa1eGlvg7bf5q190VGfcPv\/wAtXs1LbfpjWltgsQGYkdaI7aWwVIVkgDHXrWu6XC2sZNyXedrC6Wtm6yR3qVxdi649Bi+wr8adi64z\/AYvsK\/Gt+gmatDM5aVxdi649Bi+wr8adi649Bi+wr8aaCY0MzlpXF2Lrj0GL7Cvxp2Jrj0GL7CvxpoJk6GZy0ri7F1x6FE9hX407E1x3eBRfYV+NNBMaGZqtZfBe4\/sT\/aKpQ\/HV63XSmtLtb37c9EYQh9O1SkIVkD11FPcQv8A8pXs1597uFtbSTiu8yW90tbSScUVqPsrB6+arL9w+\/j+Uv2ae4ff\/lr9msvmq84LicPILbArSsnGM1ZXuIX7u3r9mnuH375avZp5qvOC4k+QW2BWox56xVl+4ff\/AJSvZp7h9\/8AlL9mnmq84LiPIbbArUfXTPTuqyfcQv8A8tR\/3Kz7h9\/8y1+zTzVecFxHkFtgdXhN7+4\/Y3\/eqxaj2m+HOq9MqfMNlDvPCd3MQemM92D9dbzsXXHoMX2FfjXp3a6WllZqMtpssrvaQgkzlpXCLJrg\/wDoYvsK\/Gs9i649Ai+wr8a76CZ00MzlpXF2Lrj0GL7CvxrHYuuPQYvsK\/GmgmNDM5qVw9ia49Bi+wr\/ABVnsXXHoMX2FfjTQTGhmctK4uxdcegxPYV+NOxdcH\/0MX2FfjTQTGhmVNxI+FL37Jv7tRgd3Xvq2r7wp1Nf7gq4yUpbWtKUlKEnHQY85rX+4ff\/AJS\/ZrybXJl4nNySWt4mGdytpSbSK0rPn7qsr3D7\/j3yvZrHuIX\/AOWr2a5+arzguJTyC2wK2NY+urK9w+\/498v2ae4hf\/lr9mnmq84LiPILbArXIpVl+4ff\/lK9mnuIX\/zKVj9Wnmq84LiT5BbYFaVkdSKsocD78T1Wr2a2tq4ATpTqRLlPoB79qRTzXeMFxHkFtgW3wMiuMW5gLT\/JFXy2MISPqqC6E0wLRHQjZjaBU7AwMCvpW6numa6z8CPI9+geqlKgk6Z09BUclpPqrHi5A+aT6qUoB4uQPmk+qni5A+aT6qUoB4uQPmk+qni5A+aT6qUoB4uQPmk+qni5A+aT6qUoB4uW\/wCaT6qeLsD5pPqpSgHi5A8zSfVQacgfNJ9VKUA8XIHzSfVTxcgfNJ9VKUA8XIHzSfVTxcgfNp9VKUA8XIHzSfVTxcgfNp9VKUA8XLf80n1U8XIHzSfVSlAPFyB80n1U8XIHzafVSlAPFyB80n1U8XIHzSfVSlAPF2D82n1U8XIHzSfVSlAPFyB80n1U8XIHzafVSlAPFyB80n1U8XIHzSfVSlAPF2B5mk+qni5A+aT6qUoB4uwPmk+qni5A+aT6qUoB4uQPmk+qni5A+aT6qUoB4uwMfok+qni5A+aT6qUoB4uQMfok+qni5A+bT6qUoB4uQPmk+qni5A+bT6qUoB4uQPmk+qni5A+aT6qUoB4uQPmk+qni5A+aT6qUoB4uQPmk+qni5A+aT6qUoB4uQPmk+qni5A+aT6qUoB4uQPmk+qni5A+aT6qUoB4uQPmk+qni5A+bT6qUoB4uQPmk+qni5A+aT6qUoB4uQPm0+qni5Aznlp9VKUA8XIHzSfVTxcgfNp9VKUAOnIB\/8tPqp4uQPmk+qlKAeLkD5pPqp4uQPmk+qlKAeLkD5pPqp4uQPmk+qlKAeLkD5pPqp4uQPm0+qlKAeLkD5pPqp4uQPmk+qlKAeLkD5pPqp4uQPmk+qlKAeLkD5pPqp4uQPmk+qlKAeLkD5pPqp4uQPmk+qlKAeLkD5pPqp4uQPmk+qlKAeLkD5pPqp4uQPmk+qlKAeLkD5pPqp4uQPmk+qlKAeLkD5pPqrlaskJo5S2n1UpQHdaZbZGEJxXJSlAf\/2Q==\" width=\"202px\" alt=\"the journal entry to apply overhead cost to processing department\"\/><\/p>\n<p><h2>Intercompany Transactions Journal Entries: Importance &amp; Examples<\/h2>\n<\/p>\n<p><p>Also, they may ask the accountants to increase the overhead applied to jobs to give them a better idea of the cost of jobs. If the actual is less than the applied overhead, they may ask the accountants to reduce the overhead applied to jobs. The company compares the cost of each job with the revenue received to be sure the jobs are profitable. Sometimes the company learns that certain jobs are too costly considering the prices they can charge.<\/p>\n<\/p>\n<p><p>Job16 had 875 machine-hours so we would charge overhead of $1,750 (850machine-hours x $2 per machine-hour). Job 17 had 4,050machine-hours so overhead would be $8,100 (4,050 machine-hours x$2). The journal entry to apply or assign overhead to the jobswould be to move the cost FROM overhead TO work in processinventory.<\/p>\n<\/p>\n<p><p>Choose your accounting partner carefully to optimize your overhead costs and manage your accounting operations end-to-end correctly, smoothly, and compliantly. Keeping tabs on your overheads enables you to avoid multiple business, market, and regulatory risks. Granted, not all companies have similar costs, operations, size, or markets, but overhead costs remain a constant in every company\u2019s formula for growth and success. As a business owner or executive manager, you must learn how to calculate overhead costs. These include, as noted, all your indirect expenses such as lease, salaries, insurance, legal costs, utilities, office equipment and supplies, etc. The production department employees work on the sign and send it over to the finishing\/assembly department when they have completed their portion of the job.<\/p>\n<\/p>\n<p><h2>Compare to Labor Cost<\/h2>\n<\/p>\n<p><p>As with your dollar-amount-to-overhead ratio, your overhead-to-labor-cost is better when less. That means you put your labor force into optimum utilization at minimum overhead costs. To understand how you use your labor resources efficiently, you need to know how your labor cost compares to your total overhead cost. This post explains step-by-step how to calculate your overhead costs using specific formulas and with a practical example. Understanding overhead costs is a critical first step to managing overheads efficiently.<\/p>\n<\/p>\n<p><h2>Financial and Managerial Accounting<\/h2>\n<\/p>\n<ol>\n<li>Overhead costs are generally classified into fixed, variable, semi-variable, and other (administrative, general, etc.) costs.<\/li>\n<li>Each production department hasits own work-in-process inventory account when using processcosting.<\/li>\n<li>The overhead absorption rate\u2014a company\u2019s overall costs spent on goods and services\u2014is also critical to understanding its cost structure and performance.<\/li>\n<li>If the actual is less than the applied overhead, they may ask the accountants to reduce the overhead applied to jobs.<\/li>\n<\/ol>\n<p><p>For example, Creative Printers recently learned that cookbooks were not profitable. On the other hand, printing instruction manuals was quite profitable, so the company has focused more on the instruction manual market. To illustrate a job costing system, this section describes the transactions for the month of July for Creative Printers. The weighted-average method assigns the beginning inventory and the costs added during the period. The weighted-average method does not differentiate between the beginning inventory and the units started in production.<\/p>\n<\/p>\n<p><p>Conversion costs are the direct labor and manufacturing overhead <a href=\"https:\/\/accounting-services.net\/bookkeeping-illinois\/\">bookkeeping in il<\/a> involved in the production process and exist regardless of the accounting system used. Calculating your overall overhead cost involves aggregating your overhead and, more importantly, comparing it with your sales and labor costs. The designation \u201cindirect\u201d indicates all costs and expenses incurred by a company separate from production-related costs, which defines overhead costs.<\/p>\n<\/p>\n<p><p>By learning what overhead costs involve, you, as a business owner or executive manager, are prepared to calculate all your overhead costs professionally and compliantly. If you do not manage your overhead costs properly during your growth journey, you may encounter cost hiccups, unpleasant regulatory surprises, and business disruptions. While conversion typically occurs evenly throughout the process, materials are not typically added evenly, so the ending work in process can be different. For example, when materials are <a href=\"https:\/\/www.bookkeeping-reviews.com\/equipment-lease-accounting-under-asc-842-trullion\/\">equipment lease accounting under asc 842 trullion<\/a> added at the beginning of the process, materials can be 100% complete and conversion can be 50% complete.<\/p>\n<\/p>\n<p><p>Using the weighted-average method,  prepare the company\u2019s process cost summary for the month. Because Wrigley produces identical units ofproduct in batches employing a consistent process, it likely uses aprocess costing system. With such a system,Wrigley would need a separate work-in-processinventory account to track costs for each stage of the productionprocess. The company assigns overhead to each job onthe basis of the machine-hours each job uses. Overhead is assignedto a job at the rate of $ 2 per machine-hour used on the job.<\/p>\n<\/p>\n<p><p>Try us out for 14 days for free, and rest assured your overhead costs will be kept in check. As an ERP and online accounting software of record, Enerpize is geared to complex, automated expense calculations. The range of accounting, sales, operations, and inventory management features, to name a few, help businesses of all sizes optimize costs efficiently and compliantly.<\/p><\/p>\n","protected":false},"excerpt":{"rendered":"<p>This is different from the FIFO method that accounts for the beginning inventory differently and separately from current period costs. For example, Job 105 had revenue of USD9,000 and costs of USD 5,500.Third, managers would compare actualoverhead on the left side of the Overhead account, with theoverhead applied to jobs on the right side. If [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[146],"tags":[],"_links":{"self":[{"href":"https:\/\/i-wapp.es\/imarkt\/admin\/wp-json\/wp\/v2\/posts\/4668"}],"collection":[{"href":"https:\/\/i-wapp.es\/imarkt\/admin\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/i-wapp.es\/imarkt\/admin\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/i-wapp.es\/imarkt\/admin\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/i-wapp.es\/imarkt\/admin\/wp-json\/wp\/v2\/comments?post=4668"}],"version-history":[{"count":1,"href":"https:\/\/i-wapp.es\/imarkt\/admin\/wp-json\/wp\/v2\/posts\/4668\/revisions"}],"predecessor-version":[{"id":4669,"href":"https:\/\/i-wapp.es\/imarkt\/admin\/wp-json\/wp\/v2\/posts\/4668\/revisions\/4669"}],"wp:attachment":[{"href":"https:\/\/i-wapp.es\/imarkt\/admin\/wp-json\/wp\/v2\/media?parent=4668"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/i-wapp.es\/imarkt\/admin\/wp-json\/wp\/v2\/categories?post=4668"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/i-wapp.es\/imarkt\/admin\/wp-json\/wp\/v2\/tags?post=4668"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}