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gkEuQOQOOTFoiamIk4U5H4ljoRid+CqNP4p2ld3yjezMX3qYkT7dpy0tQ5lhgGAAAAufIeqmZXR2Vm3qJ7HnnlT7c9vdeEEWWlBRvX12zeUnvpRacNqipX5z6Qo9ozzxUAAABArrzLi+z43yJiFo9XxL+Pj8ZUnTdz8VQX2bbXSfyN3rKdnbZm3ZbWto6KspIB/cuCQFRDVWcWibjcCEpudV9REZ97kbd8u7nRkh7T8OMTJduOVkTf9RmLd8bsHn15X878O/oJmnkRUeV+MAAAAHxIcuWDefEo61WbmtpfXbhm48b6ROCGDe0zduyQVDLrLKkud7eWeN/Q1plQKyrIk51eZPuooaUzEQYF+U41IRLf9eVVfH1Tev7razZuqpXQjajuu9fIQYmEV5dU2eXFvYm1t3V0dGa9xNmkoubU8gsKk4FT8WZO1d715X5uwxTJqgWqKrK7Q7GuobUgL8jLy9sdHy/GfAAAAPDec2U3z12J/7l6Q80fbnnqqTkLA6dlpSXZKF1b31BaVHLqCTNP+8S+qURSNB5Xic69+E99qwouPv8Ut7NIMO/PvPC6CdUDvvalY0VUNRCLlq/d+odbnnzm+UVhIigvLc5mszW1jaVlZf9x0vRTP75/InS2i5EN89Ef/vzE9bc+rVE2N1tFzKnLK0gO7Fsxc1L1CcdM7d+3RDWRi5l3nCvW1NL+9HOL9p85urSkcHeOrpiZ9/7wU3/0lXOOPP6wmXz6AQAAsIf7gPZdiey5+Uu/c/nto4b0ueLSUyeOrc5LOhOpa2i5+8GXbrj1mXmLVl120afyk4FIQsWpOW+h21UbqIoPTZ2qehPvM8++tOTSn9w1blS/n132nxNHD0omAzOpqW+/8/5nfnPj7PmL13//Gyclw9Quns2ZBiUFqet+9kXRKLf8l0lLa/ucl5f85Z6X73705d/971mDBvSK915857kiLU2tP7jyrht/eXZpcaHs/uEHVbUEH30AAADs+Xb3BIZ4E/o1m2q+/eO/Hrrf+KsvP3PGXiPzkk5UnbqKsuLPnnbQZRd94sV5a3941Z3R9nepvcUta9q1EaOprVy15TtX/O2YwyZeddnp08YPSyZCkUA16F1e+IXTD7vk6yc8NWfp7XfN6d44ZRfN4gb2Kx/St2pQ/8pB/SoHDagcM7L/Zz516J9+eXYyEf7pb8/G65uZxct9xb/oJmYiZmJeLPLmvZnPPcxyo0uqJma67fu6/y3mpcfz5Da+7P7ttodH5r2Z+B7vwpvFXzGLcs/jezwdAAAA8KGyu0dXzEwk+vVND/frXXrhOceGYUJ6TPtWVRG3/4xRJx45+c775r1+7IaJ44eoilpuq/td1oVt65Zrb3ps6KDK8/77iDBIuZ6jH6pm+rH9Rx83d/ytf3/ppOP3zU8Fu3pCr6aqouq6X1ediFRWFH1sn4nzF64wlfb2zKIla8aNGhiEifkLVjY3tx9y4Lh4Uv6mLY3PvLx04+ZmNRvct/SAvUf3Ki8yF3gfvb5kw/rNtU5twcKVtXXN/apKhw2uEhE1W7xi04sLVtfWNYZBYvSwqgNnjk6mQjUXv7RZJGp1de3PzX1j65Zmb1G/Pr32nTa8rLRQxElu/eUok/Uvzl2ycOmW5rbOouLUzIlDJ40ZIgET6wEAAECuvA21De1zXlj+jS8dk0zu4hra3BknH7Bq1cYNW+sn6RDJzR+xXQ6vmIg4LyYiW2ubn5+74rsXnpBIJHZaN6EmPvupQ9ZvvHvL5oYhg6veQWjFm5eYJFLmI6+iGzc3fumbN119+ZnX3vjIylW1o0b0OvjAiels5trrH73nwZdGDO8/aGBFR2fmsWfmXXPj7K+cPeuogyc7cT/71d21da2qeb+99cmkFhx92Jhzzji8saXtBz+/Z+7clRMmDO5TVdbS3HzfAy9cd+MT3/3GSRNGDRAV85bx2Rtufea2O5/r16doyNA+maz/+wPzf3bdQxddcNzB+40NTMX8/IWrL/v53e3t2b0mDC0qSK5Yvunm/5u9z/QRl3715MLCPOa9AwAAgFx5a7psxfqMt2mTh795V/vcI1QrK0quvvys7oWLRTTwYuZt5xfcXnykoiI2f+EaJzp1ynDVnTy5qqpq3z69rv7hmapvtW6Vmnrp3rXeunolm87Y8y8uG1ldJabOucCFP/3FffvNHHXV984oKSkUi664+p5n5i7/8ff+3/SJQ52GYtIZZf/4l6cu/8V9ZSWF+0wb/vurv7h5U92pn/v5L35w9sih/Z1JZ7rzvEtuDkxv/PU5g/uVqzoxaWpt+/Ev7/nGd//0+6s/P6Cql4ld/dsH7n7stYvO//gRB0xwgTOztnT7ldfc/8Of3lnxo09PHD1o0ZJ1X730lmMPmXrOfx+WnwpFVMQtXr7+kh/fcckVf/7pdz4dhAGfeAAAAJArb8G2bm3MS+aXl223KFY2m816iwsi3rjeizmVRBhv3u5fWbT2e1feE28qv0NkqPjNdU1jpL+I1NY1FRTllxbl93hBy0bmzbonv8TPHwTyFnPlTbzFM0a6vi3y0YI31vzq9w9tqG3+7tdPiitJ1A0ZWnb+5480lUD0hfkrH35i4f9+79SZE4fHcWRiySD479MOXLtp67U3Pjxz6shAVEy9hs6CwDmz7G13v7BpU+PN15zdp7JMu76ruDD13QtP+uwF193wp9kXX3DCoqUb73xg7kXnHXPkQRNy6yurFiTzv3HeCQuWbr7ymvuu/8Xnrrzuob3GDTn/7COdhpqrLR1d3e+H3zrlrK/c+NzcNw6YMY5PPAAAAMiVt+IjUY1UtptXcuOts2++/XlxZmKiYhYlw9TJx075wpmHOTFnYSrUkoKUaY/s6JErmtujRc2bxPP2u57dRK696f7b73tFLBBRNbXAO29XXHr6jEnDdnqEKtLSFn3ijKtMI2caT5lPZ6JMu00Y3/fK7/2/kUP7xK/hTY47fIYLAhETs6eeXTxscNWMySPicRzp2nhEXXDa8fv991d/u3bd5sGD+qmL34ePR4Qen7PwkP0n9qksj7eakdwoUJhM+BOPnv6H/3s6nfWPzp5XWVFyxCFTnAu6ostUNRUmvvv1E9vbsuu3NCxbvvHHl54euMA5172IgnPB6OEDJk0c+PjT5AoAAADIlX/CysuLO9Odra1tyURRd1SccOSU/fcbpRa3ioj58799c8ZnVUxEIonGjh701bMPF1WRNy1x5eW1RRviX5aWFrW2dLS1dRQV5ovmdqY/9eP7H37wFFEfb2nvI/vSt24Q87s8RJH8ZHDp104RzXZPtM/LSwzqX1FSlGcSeQkCjfe5jwb176WqZmLi129uHjakwm3fU6pqokMHVCQTqfUb6gcN6ivbjfS49VuajvlY5U62nlQdNaxvY1NLS2vHps1No4b3TfSYMa+5RLPR1X1E3NwFa7Ki1YMqdjrFZ8SQPouWb+LjDgAAgA9lruy2VW5VdcjQPj7jFy9bv++0kd03dlVWllVWlnUdjG9s7uxoj+IlwUR8EK/nq7mBhR3v33LiJLf35PDqPlEm+8by9VP3qlZz8bV7VWVZVdeTi0hDY2tHZ9fl/i7eeBDqtL0GObeTxQBUwq5v9GKBcy638aWYqjmR+Dh3fObAOU1koqhr+kjuj1UlIRKPq9iOCzebOFV1UTab9ZbMS6rqmw9YJRAvoZqpaCBO3JsfEzgXZaPtnnq3/MTZ1R4AAADvxbYVhHcPMxnQp2zIwMoHn1xku3hZMVuwaHk6ym0ar6K67R87e3zusl9FtXpQ795VxQ89scDHgfOmR5rZS3OXReLEv8Wz5V74zWem51e6H6SqKupEqqpKN21u9OZ3+EZRqalr6Ui3lZUXmWjXm5L45rTK3sUbNzXITo5Et26uTYSJ4qJkr/LCTZsbTOxNj7HNm7e+smhFcUm+mW3eWv/msyoiG7fWVZYW9kyc3fPj5j8wAAAAvA+5svtez7kwCM741L6Pzp739AvLoqiz571d3kfe+9a29K9vnB049y4GAIIg/Owp+z/w2GuvzF3uLWve54Y+ujQ2t/z2ltkipvp+Di+YiKnuO3X4a8vWL1+12cxHPopf1/vIosxdD73Qu6xwZPUAlSgj8RJnaubFon2mjnzk6ddb2zq6d640M++9+czfHlowaXz/RCpxwN6jFi/duHT5Zu+jOIfMLIoy3md+9ruHL/nxXyvKS4YNqrzrgXkm2dwhmZlZ5DPrN9c9/9LyvacP4+MOAAAAcuWfO/LgKUcdPP47V9z+0BMLo567wYut2bD1wktuLirOSwb2Lv56XsUff9T0Q/cf863Lb3vsqfmReZNtDbBm7eYLLrm5qqrEWeTl/b0bysTc3tNHTBg54Ps/+9vm2kb16n28y3z2/scX3H7PS2f9x4GFqcDEFaRSzsK167eamBd36sf3jiL54VV3tnVmIsltX5+OOn99w2MLlq46+9MHO5F9p4+YPG7Ad6+4fe3GWulxvm6964XnXlpx0bkfLy1KnXX6gQ89vvDuh+aaRXH5mFltfdull9/et2/x0YdO5uMOAACAD5cPYGUwVQ0C+eaXTxrY78krfnXfzbc9N2Pa0D69S1rb0wuXrJ37ytoD9h31tS8de/pZ13hRETXxXr2Yj6e47yQULIrfSCQWiAsCvfiCE2/4v9mXXXXvH297YdqUYZWVRW1t6YWL170yb9Wsgyac9/kjTvjMNepzi2vtJDxE1IJ4PorsrJi6Jn6oacbMx8+jKilNXPbNk772w9vPPPfaY2ZNGTSgV2tr55yXVi9YsvKcM2Ydd+Q01UBMepUUDRlWfsUv73viuSX7TKs+5tC9rrjkkxf9+C9nfvnaIw6ZXNErr6am9amnl21pbrj8G6eOGjnYqROVy751yvd+csdnvvT7g/YfPbK6KrJozksr57+x5pvnHbv/9NHqglkH7LVla8NV1z30xFOLZs4YkZdwS1fXPPrkgkGDKn/+rU+nUon4OE2dieejDwAAgD2fxn8Hv5unGZh5My9iNfWtT8xZvHjp+samzoKEGzSw4oC9x4weXuXF3ffAC/0HVU2fWK1iz768OC8vb8r4Yd3L+O6QK/c+NreyvGTm5Gqngaqa916yW2rbZj/32htLtzQ3dyaT4dDBvQ7cZ9zI6kqL9I4HXzhwxuh+fSre/Ma9+dcXrV66YtMJR09X55wGO4RK9xyYhsbmR2e/OuugqWWlhd1ftMino8zTc9547pWVdQ3NeXmJUcOqjvjYXv2ryiJxgVMRiXx2S03zA4+83NQa7Tdj+Iy9qk18c0v64afmv7pwfVtzprQsOWFMv1kHTiwpKlDReDa/95H38sr85bNffGPT5qbABdVDeh8za6+BfSrFSfyYKIpWr695+MnXVq6uyWajqqrSfaaN2G/aiDB0YiqqZnb3g89PGj9k2JD+fPoBAABArrxFtLxpwd+dzVbp+fWdHueb//TtP/M/PbYdHtPzXL2j133z87zF8bzTZ36Ln2D8sDcvg8Y8eAAAAJAr7ylmOKr3flQ9cwUAAAD4cAlFxLw1Rc0b2jbUt2ytKqkaUDg41FBNVQPVSEVEgo/2Fa/Fa22JqHkRE3UiYtI9tKGmXiTedLJ7iMLFN39J/DAVMW9qKoGYWG4LR1MVk/jf4k2ykWUzPpuJstlsNspmo0hVnWoYJBKJMJkKwoQGgap5Eafm4u+Lt498dz8AQgUAAAAfXmpm5iMzFfPt0jlv8ytPb3yyLmoYVzpqeOnokaVjKvLLnTiRYDdfCv8rxjHiCTM990vJxYd5kw6zdpFW801emsRaxTrEOlUyZlkRLxJ/r1MN490dzZLiUiqFpnmqBaLFYnlb6/zqDa1bNjfXN3TUNrc3NDQ0N7fVN7U1NXe0tnd2dnZm0t6bqJqXSERFgvg+LREJQ8nLS5YUFfbpXd6vb8mQQRXVAyvHjuhfXlbcfbZ3dTscWQIAAICPaK5sPy/Ce7+iYcnvlvzh9eaXQx/2y++1T0X7kX2LK/NHezfZheMC1y+riUDENHCWFQ3MxGk88hComKnpB7REcryulzDSZp4AACAASURBVJhJj1ENFedNRMXMq28zq7FolUULva10mbXm13pfZ9Ig0qJmKqZiJmqiaj0HWbrbYPszGI+siHnnTSQTuWwm1d6R39qaamzN39pQUteUV19TtqmheEtdYV19YXNDWUc27BBRCzTwzmXEm6iZuXjvSBNzYqZOTEQCEz9iaMVh+40/7JDJ/aoKVVQsMPWi8sGd5Lf98SKiAAAA8N5zZYcp3ZGJWXph7cI71t42r+bVwNQCPyKvaWxp46SCmqHFQUlY4oNqpwMtHKKun7g+GgxW7adarBbvQB/ETy4iol7EVILuMY23lR1ve8TALDLxKk7ExccuZiaR+XrzK320Um2NZVdItMqitSa1Yi1m4lTU4qEWVRWLe6ZH8mxbwniHWfG6Yx/FXzAVMSfiVCIR82IqpipmJhqKmQZi5tLm2zvCtuaihsbirXUFWxvLttaV1jTmb9xatmFTaVNLvvdqYaTm4o3tzUzNokBDzY4fNvDgA8YfetD43pVFLgrigZm3nmoPAAAAfHRyJceLOfPei8m65pW3r/vrC+uf79AWZ0nTKBQbmtc6vKh5dGHd6MKOymSHs8ibqXM+KDdXGUilD/o56SOur3N9JeilrrdqhUqJaoFpQlVMXG4gRE3EqXjNXfZr1whJjxZQi4cdTJx038slIpIx3+atXvxmidZbtMb7VeLXmV9j0TqxBmeioiZiGk85F7XcyI91bbAiomIuvtdLe+x1v/NaMeueq/KmbIqP10ScicQpFM9hEe16o2IicdKYF6+ipqLmnak5MdG6loL1m8tXrKlasrZqwbKhGzZUpr136pxFPjcfxiWczpg8+MRjZs6cOjwZhCJqak4dn2YAAAD8e+RK7srcRMRLJN7VtG/6+5p7nlr/SLO1eBFnquK8mNeoV9g2rKhjZF7DyIKW6oLmokTWmZqZxTPT1YtpfKntJKmWJ1qgrlhcidditTLRQnV5TgtEE2ZJlYRpSsR1VUlGpFMsLZI2y4i0e9+qvlGkzmyrWINYs1nGREWdmqqomhP18eT4HcdJ3rP3bRzjzVXU9VsvQeDNi7gg3dqev3jZ4FcXD5yzYOiqtVVpC3PT/cWLycCq0pOOmXrMETNKCgIXpPg0AwAA4N8oV3K8mFokPohcQ1T/wNr7H1r7QENmi1p8fWxxk3hRM01YtlcqO6qgaXhR3ej8lgEF6XyXVgsizaiJaCTqzJxKPOoRTyxRE7PciEX8J377a3mNByY0Hl/JjViY5CZ7xIt6xdsgelFvItsNwLyftfK+5crOxnBMTFRc141pXiQw8yrOxGsQ1LcUvvjqiKdfGfbi6yPb0uqclyh06grywwP3G/mJo6eNGzlAxKmoOm4MAwAAwL9JrvQsF5/1XtujtifXPX7vhjs2dGxxXneYiq5eLIhMAvM+pZn++R3VBa1jCupGFDdVJTMJyYpqvNDvtmkf/8oweH99gEelYhI571xnOnx5wdBHn5/40rzBjdmUs8g0EC9Txw8+/eQZe08ZEYZJYZo7AAAA/t1ypWubEfNimSg9e9Ps+9fcvaJ5qZOEatZbIBqvxuVz8zfUXLxIlyVMfFHYOryoc3RB/cjCxuEFrcVhZ2ReJV5MzHkxZz02OyFXtnthMXGiUTyLx8QFGrVmiufMq35yzvAXXx/e0pGnYeSyieqBxScdv/dRsyblJZ1q0D1+Q70AAADgI54rPWW9d95HFs2tf/XuVXctqp+fjaeobH8jVs8rbjUxzYoPTMJk0N43r3NcYePYksbR+Q3lyYz4rGnYPdedXPmnPzuRrEaBD6UzGy5+o/+jz0949tXhW5tLExqVFqeOO3Tq8UdPHtC3Qt5yzxYAAADgI5gr26biS2BRtKhp0f2r//7sludMs2oJE79Ds8QLZlk82UW8iBMRJz5rQaDZfnlNE/Lbx5bWTyhuLA3TZpGZU/VqmnUWmMqecaW9B+WKqcTLnZm53BYz5i352rL+T7869pmXhmyoqQgTbu9JQ48/YtLe00YnkyaS0O6VzUgXAAAAfKRzZRtvXr2YyKaONfesvnv2hkebfVrtbV0Wx9ETiIpX7zKBuP6p1r3K6kbnN4wo6ShPtrisiKqRK2/jqEzFRc6rSCBr1pc898q45xcOXrR4UGFxwREHTz3ikHEjq/u6OBQdCx8DAADgQ5Ir78MVczxgYiaR1US1ty++9eHND5iKi8IoiNRyuxnu8tvViUZioUpWRF2kWWd51jGmqP2Qis2TetUWubR4Z868mIiEFmU0DCwyYZQg/klq7sep3pl6UTNxpk6lPl3wzMuj/zF7wrxlfcaPGHLqSft+bObIRCJQc5bLQP2XHRQ/HQAAALznXHl/FuftUSOR92uaVz+05p4ntzzeGaW9iKi8izu6vKiZz9eoOr9xYlnDmIKG4YUtBZr14kRM1Wz3XhB/+GbUmIpmRdU7a24qfu2NAXMXDVxXO2FQ1YHTZ46aOWlwKpFQdapKWgAAAOCjnCvbR4t58eq1Mdv4xLqHH1z74Ib0JmfiTLyTroWM3+pltx2V+dyO8RqIaSjZgfmt1UVN41Itg4sb++R35kvG5zYtUTEnuZ3kJbehYjx0Izu/m2yH4R59G++ux0H33D3Ferxq1+9Fcke13ZLNJiYiTsS65vDEx+y7jtfHm9nEAyQi4nLvTkw1zjOz7lERM1ERdRqJqRfXdQSRWiASeYmHrQIRddK1ZJuT5o7EslX9VqwbFqZm9q742MgRU/v1LVGNN74xMWcaHyIZAwAAgI9Qrrz5+t77KGOZ+VvmPb7lkZe3Pp+OspKbOGFvkQm7Oqqur8eX1Nk8yfTNzwzOa+2f3zowr3VwXlt5Kp1vmcibODV1ZubEi+y4P8y765Xtjsq6wkR7/Hq7fpEeoaI9XtCLeLWg63vjhzozU2cmoUigJiqhWCDirHvbRzPN1U6cZpH5rDMv4iP1It5JIJoVCbqOQNWyYoG5nb9njVTVqcqG+oKWlnElZfski2aWFExJFA506rruFHPdZRm3KAEDAACAj06uiIiYj2uhOdPy8taXXtj43Gv1c5usUdWpOTXxTtRUeqwA1mMLlh36Ir6Idibemam6SLqWyBITkzyXLklGVamOfqm2AcmOyrCtLJUtT3YWhZmU84FYbsjFNL7sN1EVVfG+a4zEqZqomIg5iR9lZmqmXkTFApFIReOXNRUVrxYv3xw4zaqIOfOmYklxRarFpuWmJaolzpWIlElQ6qSXaYFIibh81WJxJaoplXzVlEhCREVC0dBERZxK2DVGkzt20UjMVDIiXiQSyZpFIlnvW8U6zZpN2tQ3mLSpb/HS5HxdZE2BbzZpNdvqfbNJY+DT3reJpJ0m1ZvXyJmqWlZCF1aajsmGo5OJfTUcEbgRXktUvKk5C0RM1XWFlqp5ccGec5ucfu43/IcNAADwEWC/+8K/PFd24L2Pf9EetS2rXzavbu4r9a+ua16Tlg4Rcardf/VvIu9q9eKuQQ1VEVUTb+LFRHxCfUHgS4JMSZguDDMFgS8Ks0VBpsClU85SQTZfM3lOAo3CwCck8M2B82ZxfJh6c9nI+ciiyKXTqXQmme4M29OuvSNs60w1d+a1tuW3thW2doR5+RUzp8w4YNrUysoq1YJ4hk3PoRenzsSrBNsVnci7nkBiXVN4dr6WgUbxoEjcYJYbaUqrdZi1ibVGVmdW76zefI1Zo/jNGtWLNUS2SX2t+vZIO0Qrg2CshCMDN0qCsRKOUFdumnLmvWq82lj3uyBXAAAA8KHMle0XB4vHLHyrb1nVsHxRw8IljUtWtiyvS9eIWu4+qHiSRjxN3zS+F0rNRCX3J7uakhLPYFG1eC6Gxl9Syz1pPChi5kycqEloQbot6KzNS28qjDZVpDfkWUeeWjx7xIt4jWd0iIrzIk41UjVnLlIJRNUHqaTsv8+IY2ZNmrZXdRjGKZJ7VYtHcXLjEfHZ1vdxK5l/8hM0EYksN1vGRJyI17heRCW+U27bMXqLV3jLzYqJd8ppE2m2qMZ8ndlmtdrIN6hkvRaa9g61NKt5oasS1yfQCueSu94qFAAAAHgHdneu7DRdVNW8mcSrEkcN6ab1revWNK/Z0L5+Q9vGlXUrGjubNZkxzQWOmGiPv87vLqAdJsFrvNOkWdcMdS8+mxu/8GHUkfRNyWx9ytcUR7X5nfVJ35IXz/7ouqzfNmFfdx4GJhqYZUdVDzj+sAmzDppUWpinzsluH2F433+CPeeomEQiIj2mv5hEqnHWdNWjhCKdJp0mnYHr1TV5BgAAAPjQ5kpP3rxum4xuampdf7nf0tFx7Y0P3fPU3KCoIyzodAVZV5CR/LTkRS6V1YTX0Gtg6kTUd11Qq0VikfhMwjpDSwfSnrTWZNQRZlsT2dakb01opxNx4kwkElHJbUIS3yylb14GIDdnxsRUzJxK1Lus8JADJh49a8Ko6v6iqpYbvPkI5MrbeTmzqHvASnucLu0ayOK/LgAAAHxEcmWn18Tbfh35eYtW/eK3Dy5ZVes1EnHOnDMnpqbeNB5A8Zq7r0lE1eJ1f3NfUpGo+/6x3MSWd3w8qmZOJD8/PHDv0YcdNHHKpKHJhHMSqtMP/FyxWhcAAAA+srmyhx+lF1PvOyP/+1sev/Xvz0YWOMnGCwFbPDslFyrbXbLnFu+Kp52I+K5WeVvnRVRywwTmzdRcoH7i2P7HH733ATNHF+cnugYUnHVt9YKdnEYiCgAAAO89Vz4UO7Wbt0gyS5dv+eOtTzzz4rKsxUMo/5KDt3ghZZNk4CeMHbrvtOqD9h03oG+5qjmX2PPPFQAAAECu7NZLcB9PljAx8avX1d394IsPP/laXVOnxbu9x3PBTcSpWW4Si26/RWP3M4uIxhNNNP5tvBKwU1NvFkhmYP+KaZOGzZhcPWXiiJLiZG5Ci737tYbJFQAAAOCjnCs9/8gsEnGdmexLc5c98/yK515ZsrmuQV2gFm9J6bp2meye9m07FktuRnho4r2PivISI4f2Hjty4NjRA/aaMLSqV4mKiVq8O0r3kXzozhUAAABAruzuS/CuKTdxcvjI64YNDa+/sXrxig1r1tWu29BQ19jamc5moqwT17WniBexRBCkkkFxUV7fyoo+vUsGDCwfNrBy5LB+ffuUJxLOqeu6Cyze2XHH2RfkCgAAAECuvINL8O2XCvAizptls1Fra0d7R2dnOpOJTM2SiTCZTBTkp/Lz8xJhvHCY2+FV/ukrkisAAAAAufIuL8HNTMTndnkUU4tv5RLZdjeYz01w6ZrQ8o5ehVwBAAAAdpvwo5ZfqiJBj+ESedMvA37qAAAAwIeC4xQAAAAAIFcAAAAA4B3QPX9LewAAAAD/nhhdAQAAAECuAAAAAAC5AgAAAIBcAQAAAAByBQAAAAC5AgAAAADkCgAAAACQKwAAAADIFQAAAAAgVwAAAACQKwAAAABArgAAAAAAuQIAAACAXAEAAAAAcgUAAAAAuQIAAAAA5AoAAAAAcgUAAAAAyBUAAAAAIFcAAAAAkCsAAAAAQK4AAAAAIFcAAAAAgFwBAAAAAHIFAAAAALkCAAAAAOQKAAAAAHIFAAAAAMgVAAAAAOQKAAAAAJArAAAAAECuAAAAACBXAAAAAIBcAQAAAECuAAAAAAC5AgAAAADkCgAAAAByBQAAAADIFQAAAADkCgAAAACQKwAAAADIFU4BAAAAAHIFAAAAAMgVAAAAAOQKAAAAAJArAAAAAMgVAAAAACBXAAAAAIBcAQAAAECuAAAAAAC5AgAAAIBcAQAAAAByBQAAAADIFQAAAADkCgAAAACQKwAAAADIFQAAAAAgVwAAAACQKwAAAABArgAAAAAAuQIAAACAXAEAAAAAcgUAAAAAuQIAAAAA5AoAAAAAkCsAAAAAyBUAAAAAIFcAAAAAkCsAAAAAQK4AAAAAIFcAAAAAgFwBAAAAAHIFAAAAALkCAAAAAOQKAAAAAHIFAAAAAMgVAAAAACBXAAAAAJArAAAAAECuAAAAACBXAAAAAIBcAQAAAECuAAAAAAC5AgAAAADkCgAAAAByBQAAAADIFQAAAADkCgAAAACQKwAAAABArgAAAAAgVwAAAACAXAEAAABArgAAAAAAuQIAAAAA5AoAAAAAcgUAAAAAyBUAAAAA5AoAAAAAkCsAAAAAyBUAAAAAIFcAAAAAgFwBAAAAQK4AAAAAALkCAAAAgFwBAAAAAHIFAAAAAMgVAAAAAOQKAAAAAJArAAAAAMgVAAAAACBXAAAAAJArAAAAAECuAAAAAAC5AgAAAIBcAQAAAAByBQAAAAC5AgAAAADkCgAAAACQKwAAAADIFQAAAAAgVwAAAACQKwAAAABArgAAAAAgVwAAAACAXAEAAAAAcgUAAAAAuQIAAAAA5AoAAAAAcgUAAAAAyBUAAAAAIFcAAAAAkCsAAAAAQK4AAAAAIFcAAAAAgFwBAAAAAHIFAAAAALkCAAAAAOQKAAAAAHIFAAAAAMgVAAAAAOQKAAAAAJArAAAAAECuAAAAACBXAAAAAIBcAQAAAECuAAAAAAC5AgAAAADkCgAAAAByBQAAAADIFQAAAADkCgAAAACQKwAAAADIFQAAAAAgVwAAAACAXAEAAABArgAAAAAAuQIAAACAXAEAAAAAcgUAAAAAyBUAAAAA5AoAAAAAkCsAAAAAyBUAAAAAIFcAAAAAkCsAAAAAQK4AAAAAALkCAAAAgFwBAAAAAHIFAAAAALkCAAAAAOQKAAAAAJArAAAAAMgVAAAAACBXAAAAAJArAAAAAECuAAAAAAC5AgAAAIBcAQAAAAByBQAAAAC5AgAAAADkCgAAAAByBQAAAADIFQAAAAAgVwAAAACQKwAAAABArgAAAAAgVwAAAACAXAEAAAAAcgUAAAAAuQIAAAAA5AoAAAAAcgUAAAAAyBUAAAAA5AoAAAAAkCsAAAAAQK4AAAAA+DDniplxIj5w/BQAgP8hAwB2+B9y+NqCNzgRAAAAAPZA3AwGAAAAYA8Vxv8qK6/kXHyAGupr+CkAwJ7zP+REXi9OBQB8sDIddcLoCgAAAIA9FrkCAAAAgFwBAAAAAHIFAAAAALkCAAAAAOQKAAAAAHIFAAAAAMgVAAAAACBXAAAAAJArAAAAAECuAAAAACBXAAAAAIBcAQAAAAByBQAAAAC5AgAAAADkCgAAAAByBQAAAADIFQAAAADkCgAAAACQKwAAAABArgAAAAAgVwAAAACAXAEAAABArgAAAAAAuQIAAAAA5AoAAAAAcgUAAAAAyBUAAAAA5AoAAAAAkCsAAAAAyBUAAAAAIFcAAAAAgFwBAAAAQK4AAAAAALkCAAAAgFwBAAAAAHIFAAAAAMgVAAAAAOQKAAAAAJArAAAAAMgVAAAAACBXAAAAAJArnAIAAAAA5AoAAAAAkCsAAAAAyBUAAAAA+BcJOQV7job6Gk4CAOwJMh11nAQA2BMwugIAAABgD8Xoyh6krLySk/AvEo9ccYY5yZxkvM2TnMjrxan414kHrzjJnGFOMt7OSWZ0BQAAAMAeilwBAAAAQK4AAAAAALkCAAAAgFwBAAAAAHIFAAAAALkCAAAAAOQKAAAAAJArAAAAAMgVAAAAACBXAAAAAJArAAAAAECuAAAAAAC5AgAAAIBcAQAAAAByBQAAAAC5AgAAAADkCgAAAAByBQAAAADIFQAAAAAgVwAAAACQKwAAAABArgAAAAAgVwAAAACAXAEAAAAAcgUAAAAAuQIAAAAA5AoAAAAAcgUAAAAAyBUAAAAA5AoAAAAAkCsAAAAAQK4AAAAAIFcAAAAAgFwBAAAAQK4AAAAAALkCAAAAAOQKAAAAAHIFAAAAAMgVAAAAAOQKAAAAAJArAAAAAMgVTgEAAAAAcgUAAAAAyBUAAAAA5AoAAAAAkCsAAAAAyBUAAAAAIFcAAAAAgFwBAAAAQK4AAAAAALkCAAAAgFwBAAAAAHIFAAAAAMgVAAAAAOQKAAAAAJArAAAAAMgVAAAAACBXAAAAAJArAAAAAECuAAAAAAC5AgD4/+3bvYojRxiG0a+hlQgs/LM9QaVucN+Y8TUZX5YdyKC0agPZu0YDmkAw7UDDMDiRk57+xJyTiElfFWIfqhYA5AoAAIBcAQAA5AoAAIBcAQAAkCsAAIBcAQAAkCsAAIBcAQAAkCsAAIBcAQAAkCsAAAByBQAAkCsAAAByBQAAkCsAAAByBQAAQK4AAAByBQAAQK4AAAByBQAAQK4AAAByBQAAQK4AAADIFQAAQK4AAADIFQAAQK4AAADIFQAAALkCAADIFQAAALkCAADIFQAAALkCAAAgVwAAALkCAAAgVwAAALkCAAAgVwAAALkCAAAgVwAAAOQKAAAgVwAAAOQKAAAgVwAAAOQKAACAXAEAAOQKAACAXAEAAOQKAACAXAEAAOQKAACAXAEAAJArAACAXAEAAJArAACAXAEAAJArAAAAcgUAAJArAAAAcgUAAJArAAAAcgUAAJArAAAAcgUAAECuAAAA966rtVoBAF7Nc3z5+mgHgAx6EwDAW11ng2X98P03EfH3F01oYSNze+SX25VSikVW1FrzLVjYyBjZyEbGwkbmPyP7vysAAEBScgUAAJArAAAAcgUAAJArAAAAcgUAAJArAAAAcgUAAECuAAAAcgUAAECuAAAAcgUAAECuAAAAyBUAAECuAAAAyBUAAECuAAAAyBUAAECuAAAAyBUAAAC5AgAAyBUAAAC5AgAAyBUAAAC5AgAAIFcAAAC5AgAAIFcAAAC5AgAAIFcAAAC5AgAAIFcAAADkCgAAIFcAAADkCgAAIFcAAADkCgAAgFwBAADkCgAAgFwBAADkCgAAgFwBAADkigkAAAC5AgAAIFcAAID719VaI6KUYosVtdZ8CwAZ7A/HiHkaH0wBkChXAICreY7Hp40dFvbsiYeFjcxNP/34qbcCALzVdTZY1m57iYjT2b/zLGxkboz8+fPnl1zxDGldHoNZ2MgYOdXI0ziYwsgWxsgZRlaEAABAUnIFAACQKwAAAHIFAACQKwAAAHIFAACQKwAAAHIFAABArgAAAHIFAABArgAAAHIFAABArgAAAMgVAABArgAAAMgVAABArgAAAMgVAABArgAAAMgVAAAAuQIAAMgVAAAAuQIAAMgVAAAAuQIAACBXAAAAuQIAACBXAAAAuQIAACBXAAAAuQIAACBXAAAA5AoAACBXAAAA5AoAACBXAAAA5AoAAIBcAQAA5AoAAIBcAQAA5AoAAIBcAQAA5IoJAAAAuQIAACBXAACA+9fVWiOilGKLFbXWfAsAGewPx4h5Gh9MAZAoVwCAq3mOx6eNHRb27ImHhY3MTdM49FYAgLe6zgbL2m0vEXE6+3eehY3MjZFbay+54hnSujwGs7CRMXKqkadxMIWRLYyRM4ysCAEAgKTkCgAAIFcAAADkCgAAIFcAAADkCgAAIFcAAADkCgAAgFwBAADkCgAAgFwBAADkCgAAgFwBAACQKwAAgFwBAACQKwAAgFwBAACQKwAAgFwBAACQKwAAAHIFAACQKwAAAHIFAACQKwAAAHIFAABArgAAAHIFAABArgAAAHIFAABArgAAAHIFAABArgAAAMgVAABArgAAAMgVAABArgAAAMgVAAAAuQIAAMgVAAAAuQIAAMgVAAAAuQIAAMgVEwAAAHIFAABArgAAAPevq7VGRCnFFitqrfkWADLYH44R8zQ+mAIgUa4AAFfzHI9PGzss7NkTDwsbmZumceitAABvdZ0NlrXbXiLidPbvPAsbmRsjt9ZecsUzpHV5DGZhI2PkVCNP42AKI1sYI2cYWRECAABJyRUAAECuAAAAyBUAAECuAAAAyBUAAECuAAAAyBUAAAC5AgAAyBUAAAC5AgAAyBUAAAC5AgAAIFcAAAC5AgAAIFcAAAC5AgAAIFcAAAC5AgAAIFcAAADkCgAAIFcAAADkCgAAIFcAAADkCgAAgFwBAADkCgAAgFwBAADkCgAAgFwBAADkCgAAgFwBAACQKwAAgFwBAACQKwAAgFwBAACQKwAAAHIFAACQKwAAAHIFAACQKwAAAHIFAACQKyYAAADkCgAAgFwBAADuX1drjYhSii1W1FrzLQBksD8cI2IaB1MAJMoVAODV6bwxAsDqpnHwGAwAeFe77WW3vdjBwkbm5sittf76h2dI6/IYzMJGxsipRvYYzMgWxshJRna7AgAAJCVXAAAAuQIAACBXAAAAuQIAACBXAAAAuQIAACBXAAAA5AoAACBXAAAA5AoAACBXAAAA5AoAAIBcAQAA5AoAAIBcAQAA5AoAAIBcAQAA5AoAAIBcAQAAkCsAAIBcAQAAkCsAAIBcAQAAkCsAAAByBQAAkCsAAAByBQAAkCsAAAByBQAAkCsAAAByBQAAQK4AAAByBQAAQK4AAAByBQAAQK4AAADIFQAAQK4AAADIFQAAQK4AAADIFQAAQK6YAAAAkCsAAAByBQAAuH9drTUiSim2WFFrzbcAkMH+cIyIaRxMAZAoVwCAV6fzxggAq5vGwWMwAOBd7baX3fZiBwsbmZsjt9b66x+eIa3LYzALGxkjpxrZYzAjWxgjJxnZ7QoAAJCUXAEAAOQKAACAXAEAAOQKAACAXAEAAOQKAACAXAEAAJArAACAXAEAAJArAACAXAEAAJArAAAAcgUAAJArAAAAcgUAAJArAAAAcgUAAJArAAAAcgUAAECuAAAAcgUAAECuAAAAcgUAAECuAAAAyBUAAECuAAAAyBUAAECuAAAAyBUAAECuAAAAyBUAAAC5AgAAyBUAAAC5AgAAyBUAAAC5AgAAIFcAAAC5AgAAIFcAAAC5AgAAIFcAAAC5YgIAAECuAAAAyBUAAOD+dbXWiCil2GJFrTXfAkAG+8MxIqZxMAVAolwBAF6dzhsjAKxuGgePwQCAd7XbXnbbix0sbGRujtxa669/eIa0Lo/BLGxke32JAgAADL1JREFUjJxqZI/BjGxhjJxkZLcrAABAUnIFAACQKwAAAHIFAACQKwAAAHIFAACQKwAAAHIFAABArgAAAHIFAABArgAAAHIFAABArgAAAMgVAABArgAAAMgVAABArgAAAMgVAABArgAAAMgVAAAAuQIAAMgVAAAAuQIAAMgVAAAAuQIAACBXAAAAuQIAACBXAAAAuQIAACBXAAAAuQIAACBXAAAA5AoAACBXAAAA5AoAACBXAAAA5AoAAIBcAQAA5AoAAIBcAQAA5AoAAIBcAQAA5IoJAAAAuQIAACBXAACA+9fVWiOilGKLFbXWfAsAGewPx4iYxsEUAIlyBQB4dTpvjACwumkcPAYDAN7VbnvZbS92sLCRuTlya62//uEZ0ro8BgNI9YPsMZiRLYyRk4zsdgUAAEhKrgAAAHIFAABArgAAAHIFAABArgAAAHIFAABArgAAAMgVAABArgAAAMgVAABArgAAAMgVAAAAuQIAAMgVAAAAuQIAAMgVAAAAuQIAAMgVAAAAuQIAACBXAAAAuQIAACBXAAAAuQIAACBXAAAA5AoAACBXAAAA5AoAACBXAAAA5AoAACBXAAAA5AoAAIBcAQAA5AoAAIBcAQAA5AoAAIBcAQAAkCsAAIBcAQAAkCsAAIBcAQAAkCsAAIBcMQEAACBXAAAA5AoAAHD/ehMAwKvTeRMRxRBLKsXAFjYy/3fkrtZqCwB4mysAZDCNg8dgAABAUt08z1YAAAAScrsCAADIFQAAALkCAADIFQAAALkCAADIFQAAALkCAAAgVwAAALkCAAAgVwAAALkCAAAgVwAAAOQKAAAgVwAAAOQKAAAgVwAAAOQKAAAgVwAAAOQKAACAXAEAAOQKAACAXAEAAOQKAACAXAEAAJArAACAXAEAAJArAACAXAEAAJArAACAXAEAAJArAAAAcgUAAJArAAAAcgUAAJArAAAAcgUAAECuAAAAcgUAAECuAAAAcgUAAECuAAAAcsUEAACAXAEAAJArAACAXAEAAJArAACAXAEAAJArAAAAcgUAAJArAAAAcgUAAJArAAAAcgUAAECuAAAAcgUAAECuAAAAcgUAAECuAAAAcgUAAECuAAAAyBUAAECuAAAAyBUAAECuAAAAyBUAAAC5AgAAyBUAAAC5AgAAyBUAAAC5AgAAyBUAAAC5AgAAIFcAAAC5AgAAIFcAAAC5AgAAIFcAAADkCgAAIFcAAADkCgAAIFcAAADkCgAAIFcAAADkCgAAgFwBAADkCgAAgFwBAADkCgAAgFwBAACQKwAAgFwBAACQKwAAgFwBAACQKwAAAHIFAACQKwAAAHIFAACQKwAAAEvnyjzPhgDwe4hzCM4h2c5h//sffxoCAABIyGMwAAAgqf768e13n2wBfHD/fP3L7yHOITiHpDqHblcAAICk5AoAACBXAAAA5AoAACBXAAAA5AoAACBXAAAA5AoAAIBcAQAA5AoAAIBcAQAA5AoAAIBcAQAAkCsAAIBcAQAAkCsAAIBcAQAAkCsAAIBcAQAAkCsAAAByBQAAkCsAAAByBQAAkCsAAAByBQAAQK4AAAByBQAAQK4AAAByBQAAQK4AAAByBQAAQK4AAADIFQAAQK4AAADIFQAAQK4AAADIFQAAALkCAADIFQAAALkCAADIFQAAALkCAADIFRMAAAByBQAAQK4AAAByBQAAQK4AAAByBQAAQK4AAADIFQAAQK4AAADIFQAAQK4AAADIFQAAALkCAADIFQAAALkCAADIFQAAALkCAADIFQAAALkCAAAgVwAAALkCAAAgVwAAALkCAAAgVwAAAN7oaq1WAAAAEnK7AgAAJNVfP0optgA+uNaa30OcQ3AOSXUO3a4AAABJyRUAAECuAAAAyBUAAECuAAAAyBUAAECuAAAAyBUAAAC5AgAAyBUAAAC5AgAAyBUAAAC5AgAAIFcAAAC5AgAAIFcAAAC5AgAAIFcAAAC5AgAAIFcAAADkCgAAIFcAAADkCgAAIFcAAADkCgAAgFwBAADkCgAAgFwBAADkCgAAgFwBAADkCgAAgFwBAACQKwAAgFwBAACQKwAAgFwBAACQKwAAAHIFAACQKwAAAHIFAACQKwAAAHIFAACQKyYAAADkCgAAgFwBAADkCgAAwEK6WqsVAACAhNyuAAAASfXXj1KKLYAPrrXm9xDnEJxDUp1DtysAAEBScgUAAJArAAAAcgUAAJArAAAAcgUAAJArAAAAcgUAAECuAAAAcgUAAECuAAAAcgUAAECuAAAAyBUAAECuAAAAyBUAAECuAAAAyBUAAECuAAAAyBUAAAC5AgAAyBUAAAC5AgAAyBUAAAC5AgAAIFcAAAC5AgAAIFcAAAC5AgAAIFcAAAC5AgAAIFcAAADkCgAAIFcAAADkCgAAIFcAAADkCgAAgFwBAADkCgAAgFwBAADkCgAAgFwBAADkigkAAAC5AgAAIFcAAAC5AgAAsJCu1moFAAAgIbcrAABAUv31o5RiC+CDa635PcQ5BOeQVOfQ7QoAAJCUXAEAAOQKAACAXAEAAOQKAACAXAEAAOQKAACAXAEAAJArAACAXAEAAJArAACAXAEAAJArAAAAcgUAAJArAAAAcgUAAJArAAAAcgUAAJArAAAAcgUAAECuAAAAcgUAAECuAAAAcgUAAECuAAAAyBUAAECuAAAAyBUAAECuAAAAyBUAAECuAAAAyBUAAAC5AgAAyBUAAAC5AgAAyBUAAAC5AgAAIFcAAAC5AgAAIFcAAAC5AgAAIFcAAAC5YgIAAECuAAAAyBUAAECuAAAALKSrtVoBAABIyO0KAACQVH/9KKXYAvjgWmt+D3EOwTkk1Tl0uwIAACQlVwAAALkCAAAgVwAAALkCAAAgVwAAALkCAAAgVwAAAOQKAAAgVwAAAOQKAAAgVwAAAOQKAACAXAEAAOQKAACAXAEAAOQKAACAXAEAAOQKAACAXAEAAJArAACAXAEAAJArAACAXAEAAJArAAAAcgUAAJArAAAAcgUAAJArAA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2. Emissões
Controle Operacional
2.1 Resumo das emissões totais
GEE
Em toneladas do gás Em toneladas de CO
2
equivalente (tCO
2
e)
Escopo 1 Escopo 2 -
Abordagem
baseada na
localização
Escopo 2 -
Abordagem
baseada na
escolha de
compra
Escopo 3 Escopo 1 Escopo 2 -
Abordagem
baseada na
localização
Escopo 2 -
Abordagem
baseada na
escolha de
compra
Escopo 3
CO
2
19,409 78,586 0,000 0,000 19,409 78,586 0,000 0,000
CH
4
0,001 0,000 0,000 0,000 0,028 0,000 0,000 0,000
N
2
O
0,002 0,000 0,000 0,000 0,530 0,000 0,000 0,000
HFC
0,089 0,000 0,000 0,000 171,268 0,000 0,000 0,000
PFC
0,000 0,000 0,000 0,000 0,000 0,000 0,000 0,000
SF
6
0,000 0,000 0,000 0,000 0,000 0,000 0,000 0,000
NF
3
0,000 0,000 0,000 0,000 0,000 0,000 0,000 0,000
Total
191,235 78,586 0,000 0,000
2.2 Emissões de Escopo 1 desagregadas por categoria
Categoria Emissões (tCO
2
e)
Emissões de CO
2
biogênico (t)
Remoções de CO
2
biogênico (t)
Combustão móvel 16,894 5,252 0,000
Combustão estacionária 3,056 0,044 0,000
Fugitivas 171,285 0,000 0,000
Total 191,235 5,296 0,000
7
Invent. preliminar
Inventário 2022 - TRT 13ª Região
14/08/2023 16:08