{"Document":{"ObjectName":"Scenario::ScenarioDocumentModel","id":1,"BaseScenario":{"ObjectName":"Scenario::BaseScenario","id":0,"Constraint":{"ObjectName":"Scenario::IntervalModel","id":0,"Metadata":{"ScriptingName":"image-to-pointcloud","Comment":"","Color":"Transparent1","Label":"","Touched":true},"Inlet":{"uuid":"a1574bb0-cbd4-4c7d-9417-0c25cfd1187b","ObjectName":"Inlet","id":0,"Hidden":false,"Custom":"Audio In","Exposed":"audio in"},"Outlet":{"uuid":"a1d97535-18ac-444a-8417-0cbc1692d897","ObjectName":"Outlet","id":0,"Hidden":false,"Custom":"Audio Out","Exposed":"audio out","Address":"audio:/out/main","GainInlet":{"uuid":"9a13fb32-269a-47bf-99a9-930188c1f19c","ObjectName":"Inlet","id":10000,"Hidden":false,"Custom":"Gain","Exposed":"gain","Value":{},"Init":{},"Domain":{"Float":{"Min":0.0,"Max":1.0}}},"PanInlet":{"uuid":"9a13fb32-269a-47bf-99a9-930188c1f19c","ObjectName":"Inlet","id":10001,"Hidden":false,"Custom":"Pan","Exposed":"pan","Value":{},"Init":{},"Domain":{}},"Gain":1.0,"Pan":[1.0,1.0],"Propagate":true},"Processes":[{"uuid":"9ce44e4b-eeb6-4042-bb7f-9d0b28190daf","ObjectName":"gfxProcess","id":9,"Metadata":{"ScriptingName":"Model Display","Comment":"","Color":"Transparent1","Label":"","Touched":true},"Duration":10584000000,"Height":300.0,"StartOffset":0,"LoopDuration":10584000000,"Pos":[-294.61069999999995,329.41523],"Size":[733.0,175.0],"Loops":false,"FoldMode":0,"Inlets":[{"uuid":"5ac86198-2d03-4830-9e41-a6d529922d29","ObjectName":"Inlet","id":0,"Hidden":false,"Custom":"Texture In","Exposed":"texture in","Format":0,"FormatSet":false,"Filter":2,"AddressMode":1,"MipmapMode":0},{"uuid":"f2ab26ea-415d-45a2-bfbc-2968c7c92a33","ObjectName":"Inlet","id":1,"Hidden":false,"Custom":"Geometry In","Exposed":"geometry in"},{"uuid":"377e8205-b442-4d54-8832-3761def522b2","ObjectName":"Inlet","id":2,"Hidden":true,"Custom":"Position","Exposed":"position","Value":{"Vec3f":[-0.12956345081329346,-0.002531814156100154,7.896360874176025]},"Init":{"Vec3f":[-1.0,-1.0,-1.0]},"Domain":{"Vec3f":{"Min":[-10000.0,-10000.0,-10000.0],"Max":[10000.0,10000.0,10000.0],"Values":[[],[],[]]}}},{"uuid":"377e8205-b442-4d54-8832-3761def522b2","ObjectName":"Inlet","id":3,"Hidden":true,"Custom":"Center","Exposed":"center","Value":{"Vec3f":[0.0,-0.8600757718086243,0.0]},"Init":{"Vec3f":[0.0,0.0,0.0]},"Domain":{"Vec3f":{"Min":[-10000.0,-10000.0,-10000.0],"Max":[10000.0,10000.0,10000.0],"Values":[[],[],[]]}}},{"uuid":"af2b4fc3-aecb-4c15-a5aa-1c573a239925","ObjectName":"Inlet","id":4,"Hidden":true,"Custom":"FOV","Exposed":"fov","Value":{"Float":28.841217041015625},"Init":{"Float":90.0},"Domain":{"Float":{"Min":0.009999999776482582,"Max":359.9989929199219}}},{"uuid":"af2b4fc3-aecb-4c15-a5aa-1c573a239925","ObjectName":"Inlet","id":5,"Hidden":true,"Custom":"Near","Exposed":"near","Value":{"Float":0.0010000000474974513},"Init":{"Float":0.0010000000474974513},"Domain":{"Float":{"Min":0.0010000000474974513,"Max":1000.0}}},{"uuid":"af2b4fc3-aecb-4c15-a5aa-1c573a239925","ObjectName":"Inlet","id":6,"Hidden":true,"Custom":"Far","Exposed":"far","Value":{"Float":100000.0},"Init":{"Float":100000.0},"Domain":{"Float":{"Min":0.0010000000474974513,"Max":10000.0}}},{"uuid":"485680cc-b8b9-4a01-acc7-3e8334bdc016","ObjectName":"Inlet","id":7,"Hidden":true,"Custom":"Tex. Proj.","Exposed":"tex. proj.","Value":{"Int":7},"Init":{"Int":0},"Domain":{"Int":{"Values":[0,2,4,5,1,3,6,7]}},"Values":[["Texture coordinates",{"Int":0}],["Spherical",{"Int":2}],["View-space",{"Int":4}],["Barycentric",{"Int":5}],["Funky A",{"Int":1}],["Funky B",{"Int":3}],["Light",{"Int":6}],["Color",{"Int":7}]],"FolderPort":"","FileExtensions":""},{"uuid":"485680cc-b8b9-4a01-acc7-3e8334bdc016","ObjectName":"Inlet","id":8,"Hidden":true,"Custom":"Mode","Exposed":"mode","Value":{"Int":1},"Init":{"Int":0},"Domain":{"Int":{"Values":[0,1,2]}},"Values":[["Triangles",{"Int":0}],["Points",{"Int":1}],["Lines",{"Int":2}]],"FolderPort":"","FileExtensions":""},{"uuid":"485680cc-b8b9-4a01-acc7-3e8334bdc016","ObjectName":"Inlet","id":9,"Hidden":true,"Custom":"Camera","Exposed":"camera","Value":{"Int":0},"Init":{"Int":0},"Domain":{"Int":{"Values":[0,1]}},"Values":[["Perspective",{"Int":0}],["Fulldome (1-pass)",{"Int":1}]],"FolderPort":"","FileExtensions":""},{"uuid":"fb27e4cb-ea7f-41e2-ad92-2354498c1b6b","ObjectName":"Inlet","id":10,"Hidden":true,"Custom":"Enable blend","Exposed":"enable blend","Value":{"Bool":false},"Init":{"Bool":false},"Domain":{"Bool":null}},{"uuid":"485680cc-b8b9-4a01-acc7-3e8334bdc016","ObjectName":"Inlet","id":11,"Hidden":true,"Custom":"Src Color","Exposed":"src color","Value":{"Int":7},"Init":{"Int":1},"Domain":{"Int":{"Values":[0,1,2,3,4,5,6,7,8,9,10,11,12,13,14]}},"Values":[["Zero",{"Int":0}],["One",{"Int":1}],["SrcColor",{"Int":2}],["OneMinusSrcColor",{"Int":3}],["DstColor",{"Int":4}],["OneMinusDstColor",{"Int":5}],["SrcAlpha",{"Int":6}],["OneMinusSrcAlpha",{"Int":7}],["DstAlpha",{"Int":8}],["OneMinusDstAlpha",{"Int":9}],["ConstantColor",{"Int":10}],["OneMinusConstantColor",{"Int":11}],["ConstantAlpha",{"Int":12}],["OneMinusConstantAlpha",{"Int":13}],["SrcAlphaSaturate",{"Int":14}]],"FolderPort":"","FileExtensions":""},{"uuid":"485680cc-b8b9-4a01-acc7-3e8334bdc016","ObjectName":"Inlet","id":12,"Hidden":true,"Custom":"Dst Color","Exposed":"dst color","Value":{"Int":1},"Init":{"Int":1},"Domain":{"Int":{"Values":[0,1,2,3,4,5,6,7,8,9,10,11,12,13,14]}},"Values":[["Zero",{"Int":0}],["One",{"Int":1}],["SrcColor",{"Int":2}],["OneMinusSrcColor",{"Int":3}],["DstColor",{"Int":4}],["OneMinusDstColor",{"Int":5}],["SrcAlpha",{"Int":6}],["OneMinusSrcAlpha",{"Int":7}],["DstAlpha",{"Int":8}],["OneMinusDstAlpha",{"Int":9}],["ConstantColor",{"Int":10}],["OneMinusConstantColor",{"Int":11}],["ConstantAlpha",{"Int":12}],["OneMinusConstantAlpha",{"Int":13}],["SrcAlphaSaturate",{"Int":14}]],"FolderPort":"","FileExtensions":""},{"uuid":"485680cc-b8b9-4a01-acc7-3e8334bdc016","ObjectName":"Inlet","id":13,"Hidden":true,"Custom":"Op Color","Exposed":"op color","Value":{"Int":0},"Init":{"Int":0},"Domain":{"Int":{"Values":[0,1,2,3,4]}},"Values":[["Add",{"Int":0}],["Substract",{"Int":1}],["Reverse Substract",{"Int":2}],["Min",{"Int":3}],["Max",{"Int":4}]],"FolderPort":"","FileExtensions":""},{"uuid":"485680cc-b8b9-4a01-acc7-3e8334bdc016","ObjectName":"Inlet","id":14,"Hidden":true,"Custom":"Src Alpha","Exposed":"src alpha","Value":{"Int":1},"Init":{"Int":1},"Domain":{"Int":{"Values":[0,1,2,3,4,5,6,7,8,9,10,11,12,13,14]}},"Values":[["Zero",{"Int":0}],["One",{"Int":1}],["SrcColor",{"Int":2}],["OneMinusSrcColor",{"Int":3}],["DstColor",{"Int":4}],["OneMinusDstColor",{"Int":5}],["SrcAlpha",{"Int":6}],["OneMinusSrcAlpha",{"Int":7}],["DstAlpha",{"Int":8}],["OneMinusDstAlpha",{"Int":9}],["ConstantColor",{"Int":10}],["OneMinusConstantColor",{"Int":11}],["ConstantAlpha",{"Int":12}],["OneMinusConstantAlpha",{"Int":13}],["SrcAlphaSaturate",{"Int":14}]],"FolderPort":"","FileExtensions":""},{"uuid":"485680cc-b8b9-4a01-acc7-3e8334bdc016","ObjectName":"Inlet","id":15,"Hidden":true,"Custom":"Dst Alpha","Exposed":"dst alpha","Value":{"Int":1},"Init":{"Int":1},"Domain":{"Int":{"Values":[0,1,2,3,4,5,6,7,8,9,10,11,12,13,14]}},"Values":[["Zero",{"Int":0}],["One",{"Int":1}],["SrcColor",{"Int":2}],["OneMinusSrcColor",{"Int":3}],["DstColor",{"Int":4}],["OneMinusDstColor",{"Int":5}],["SrcAlpha",{"Int":6}],["OneMinusSrcAlpha",{"Int":7}],["DstAlpha",{"Int":8}],["OneMinusDstAlpha",{"Int":9}],["ConstantColor",{"Int":10}],["OneMinusConstantColor",{"Int":11}],["ConstantAlpha",{"Int":12}],["OneMinusConstantAlpha",{"Int":13}],["SrcAlphaSaturate",{"Int":14}]],"FolderPort":"","FileExtensions":""},{"uuid":"485680cc-b8b9-4a01-acc7-3e8334bdc016","ObjectName":"Inlet","id":16,"Hidden":true,"Custom":"Op alpha","Exposed":"op alpha","Value":{"Int":0},"Init":{"Int":0},"Domain":{"Int":{"Values":[0,1,2,3,4]}},"Values":[["Add",{"Int":0}],["Substract",{"Int":1}],["Reverse Substract",{"Int":2}],["Min",{"Int":3}],["Max",{"Int":4}]],"FolderPort":"","FileExtensions":""}],"Outlets":[{"uuid":"f1c71046-b754-49a5-8e66-d01374773dfc","ObjectName":"Outlet","id":0,"Hidden":false,"Custom":"Texture Out","Exposed":"texture out","Address":"Window:/"}]},{"uuid":"a5bbffe0-93d2-4e70-995c-cf46c2c43520","ObjectName":"CSF","id":12,"Metadata":{"ScriptingName":"ImageToPoints.1","Comment":"","Color":"Transparent1","Label":"","Touched":true},"Duration":10584000000,"Height":300.0,"StartOffset":0,"LoopDuration":10584000000,"Pos":[-652.6107,346.41523],"Size":[344.0,158.0],"Loops":false,"FoldMode":0,"Compute":"/*{\n  \"DESCRIPTION\": \"Point cloud from image brightness. The image is sampled on a grid of about vertex-count points with the image's aspect ratio; pixels whose luminance (Rec. 601, times alpha, so transparent areas stay empty) exceeds threshold become points, pushed toward +Z by brightness x zScale. pointScale sets the cloud size (X is multiplied by the aspect ratio). Colour is the pixel colour, or its luminance in Grayscale Height mode. Points below the threshold are collapsed (w = 0) and draw nothing.\",\n  \"CREDIT\": \"ossia score\",\n  \"ISFVSN\": \"2.0\",\n  \"MODE\": \"COMPUTE_SHADER\",\n  \"CATEGORIES\": [\"Geometry Generator\"],\n  \"RESOURCES\": [\n    {\n      \"NAME\": \"geo\",\n      \"TYPE\": \"geometry\",\n      \"VERTEX_COUNT\": \"$USER\",\n      \"ATTRIBUTES\": [\n        { \"NAME\": \"position\", \"SEMANTIC\": \"position\", \"TYPE\": \"vec4\", \"ACCESS\": \"write_only\", \"RATE\": \"vertex\" },\n        { \"NAME\": \"color\",    \"SEMANTIC\": \"color\",    \"TYPE\": \"vec4\", \"ACCESS\": \"write_only\", \"RATE\": \"vertex\" },\n        { \"NAME\": \"texcoord\", \"SEMANTIC\": \"texcoord\", \"TYPE\": \"vec4\", \"ACCESS\": \"write_only\", \"RATE\": \"vertex\" }\n      ]\n    },\n    { \"NAME\": \"inputTexture\", \"TYPE\": \"texture\" },\n    { \"NAME\": \"threshold\",    \"TYPE\": \"float\",   \"DEFAULT\": 0.2, \"MIN\": 0.0,  \"MAX\": 1.0 },\n    { \"NAME\": \"zScale\",       \"TYPE\": \"float\",   \"DEFAULT\": 1.0, \"MIN\": 0.0,  \"MAX\": 10.0 },\n    { \"NAME\": \"pointScale\",   \"TYPE\": \"point3D\", \"DEFAULT\": [2, 2, 1], \"MIN\": [0, 0, 0], \"MAX\": [20, 20, 20] },\n    { \"NAME\": \"colorMode\",    \"TYPE\": \"long\",    \"DEFAULT\": 0,   \"VALUES\": [0, 1], \"LABELS\": [\"From Image\", \"Grayscale Height\"] }\n  ],\n  \"PASSES\": [\n    { \"LOCAL_SIZE\": [64, 1, 1], \"EXECUTION_MODEL\": { \"TYPE\": \"PER_VERTEX\" } }\n  ]\n}*/\n\nvoid main()\n{\n    uint idx = gl_GlobalInvocationID.x;\n    uint count = uint(ISF_WRITE(geo, position).length());\n    if(idx >= count)\n        return;\n\n    // Grid with the image's own aspect ratio, so the cloud is not stretched.\n    ivec2 texSize = textureSize(inputTexture, 0);\n    float aspect = float(max(texSize.x, 1)) / float(max(texSize.y, 1));\n    uint gridW = uint(sqrt(float(count) * aspect));\n    if(gridW < 1u) gridW = 1u;\n    uint gridH = count / gridW;\n    if(gridH < 1u) gridH = 1u;\n\n    uint gx = idx % gridW;\n    uint gy = idx / gridW;\n\n    // Points beyond the grid are hidden\n    if(gy >= gridH)\n    {\n        ISF_WRITE(geo, position)[idx] = vec4(0.0, 0.0, 0.0, 0.0);\n        ISF_WRITE(geo, color)[idx]    = vec4(0.0);\n        ISF_WRITE(geo, texcoord)[idx] = vec4(0.0);\n        return;\n    }\n\n    vec2 uv = vec2(float(gx) / float(max(gridW - 1u, 1u)),\n                    float(gy) / float(max(gridH - 1u, 1u)));\n\n    // Sampled textures in a compute pass are top-down (v = 0 is the top row,\n    // SHADER-GUIDE section 5), while the cloud's +Y is up: flip v so the image\n    // is not mirrored vertically.\n    vec4 pixel = IMG_NORM_PIXEL(inputTexture, vec2(uv.x, 1.0 - uv.y));\n    float brightness = dot(pixel.rgb, vec3(0.299, 0.587, 0.114)) * pixel.a;\n\n    if(brightness > threshold)\n    {\n        vec3 pos = vec3(\n            (uv.x - 0.5) * pointScale.x * aspect,\n            (uv.y - 0.5) * pointScale.y,\n            brightness * zScale * pointScale.z\n        );\n\n        ISF_WRITE(geo, position)[idx] = vec4(pos, 1.0);\n        ISF_WRITE(geo, texcoord)[idx] = vec4(uv, brightness, 1.0);\n\n        if(colorMode == 0)\n            ISF_WRITE(geo, color)[idx] = pixel;\n        else\n            ISF_WRITE(geo, color)[idx] = vec4(vec3(brightness), 1.0);\n    }\n    else\n    {\n        // Below threshold: hide vertex\n        ISF_WRITE(geo, position)[idx] = vec4(0.0, 0.0, 0.0, 0.0);\n        ISF_WRITE(geo, color)[idx]    = vec4(0.0);\n        ISF_WRITE(geo, texcoord)[idx] = vec4(uv, 0.0, 0.0);\n    }\n}\n","Inlets":[{"uuid":"238399a0-7e81-47e3-896f-08e8856e2973","ObjectName":"Inlet","id":0,"Hidden":true,"Custom":"geo vertex count","Exposed":"geo vertex count","Value":{"Int":6419550},"Init":{"Int":1024},"Domain":{"Int":{"Min":1,"Max":536870911}}},{"uuid":"5ac86198-2d03-4830-9e41-a6d529922d29","ObjectName":"Inlet","id":1,"Hidden":false,"Custom":"inputTexture","Exposed":"inputtexture","RenderSize":[100,100],"Format":8,"FormatSet":true,"Filter":2,"AddressMode":1,"MipmapMode":0},{"uuid":"af2b4fc3-aecb-4c15-a5aa-1c573a239925","ObjectName":"Inlet","id":2,"Hidden":true,"Custom":"threshold","Exposed":"threshold","Value":{"Float":0.0},"Init":{"Float":0.20000000298023224},"Domain":{"Float":{"Min":0.0,"Max":1.0}}},{"uuid":"af2b4fc3-aecb-4c15-a5aa-1c573a239925","ObjectName":"Inlet","id":3,"Hidden":true,"Custom":"zScale","Exposed":"zscale","Value":{"Float":10.0},"Init":{"Float":1.0},"Domain":{"Float":{"Min":0.0,"Max":10.0}}},{"uuid":"377e8205-b442-4d54-8832-3761def522b2","ObjectName":"Inlet","id":4,"Hidden":true,"Custom":"pointScale","Exposed":"pointscale","Value":{"Vec3f":[2.0,2.0,0.5962726473808289]},"Init":{"Vec3f":[2.0,2.0,1.0]},"Domain":{"Vec3f":{"Min":[0.0,0.0,0.0],"Max":[20.0,20.0,20.0],"Values":[[],[],[]]}}},{"uuid":"485680cc-b8b9-4a01-acc7-3e8334bdc016","ObjectName":"Inlet","id":5,"Hidden":true,"Custom":"colorMode","Exposed":"colormode","Value":{"Int":0},"Init":{"Int":0},"Domain":{"Int":{"Values":[0,1]}},"Values":[["From Image",{"Int":0}],["Grayscale Height",{"Int":1}]],"FolderPort":"","FileExtensions":""}],"Outlets":[{"uuid":"848061c5-e8a0-4a13-9985-e8df30ce6d4f","ObjectName":"Outlet","id":0,"Hidden":false,"Custom":"geo_out","Exposed":"geo_out"}]},{"uuid":"7be51631-fb4b-4152-9ca7-86fdafa8a989","ObjectName":"Display","id":16,"Metadata":{"ScriptingName":"Text Box","Comment":"","Color":"Transparent1","Label":"","Touched":true},"Duration":10584000000,"Height":300.0,"StartOffset":0,"LoopDuration":10584000000,"Pos":[-652.8053500000001,253.345676925],"Size":[369.0,53.0],"Loops":false,"FoldMode":0,"Inlets":[{"uuid":"9ae797ea-d94c-4792-acec-9ec1932bae5d","ObjectName":"Inlet","id":0,"Hidden":true,"Custom":"in","Exposed":"in","Value":{"String":"<!DOCTYPE HTML PUBLIC \"-//W3C//DTD HTML 4.0//EN\" \"http://www.w3.org/TR/REC-html40/strict.dtd\">\n<html><head><meta name=\"qrichtext\" content=\"1\" /><meta charset=\"utf-8\" /><style type=\"text/css\">\np, li { white-space: pre-wrap; }\nhr { height: 1px; border-width: 0; }\nli.unchecked::marker { content: \"\\2610\"; }\nli.checked::marker { content: \"\\2612\"; }\n</style></head><body style=\" font-family:'Ubuntu'; font-size:13px; font-weight:400; font-style:normal;\">\n<p style=\" margin-top:0px; margin-bottom:0px; margin-left:0px; margin-right:0px; -qt-block-indent:0; text-indent:0px;\">This simple example shows how to use a compute shader<br />to convert an input texture into a point cloud directly useable<br />in the various rendering pipeline objects in score.</p></body></html>"},"Init":{"String":"(Double-click to edit)"},"Domain":{}},{"uuid":"fb27e4cb-ea7f-41e2-ad92-2354498c1b6b","ObjectName":"Inlet","id":1,"Hidden":true,"Custom":"Auto-reflow","Exposed":"auto-reflow","Value":{"Bool":false},"Init":{"Bool":false},"Domain":{"Bool":null}}],"Outlets":[]},{"uuid":"74ca45ff-92c9-44a0-8f1a-754dea05ee1b","ObjectName":"gfxProcess","id":26,"Metadata":{"ScriptingName":"RGB Simplex Noise","Comment":"","Color":"Transparent1","Label":"","Touched":true},"Duration":10584000000,"Height":300.0,"StartOffset":0,"LoopDuration":10584000000,"Pos":[-865.4544205763784,368.3410051200789],"Size":[184.0,71.0],"Loops":false,"FoldMode":2,"Vertex":"","Fragment":"/*{\n    \"CATEGORIES\": [\n        \"Noise\",\n        \"Utility\"\n    ],\n    \"CREDIT\": \"Tuxic\",\n    \"DESCRIPTION\": \"generates a basic simplex noise\",\n    \"INPUTS\": [\n        {\n            \"DEFAULT\": [0,0],\n            \"MAX\": [500,500],\n            \"MIN\": [-500,-500],\n            \"NAME\": \"offset\",\n            \"TYPE\": \"point2D\"\n        },\n        {\n            \"DEFAULT\": 4,\n            \"MAX\": 100,\n            \"MIN\": 0,\n            \"NAME\": \"scale\",\n            \"TYPE\": \"float\"\n        }\n    ],\n    \"ISFVSN\": \"2\"\n}\n*/\n\n// https://gist.github.com/patriciogonzalezvivo/670c22f3966e662d2f83\n// Simplex 2D noise\n//\nvec3 permute(vec3 x) { return mod(((x*34.0)+1.0)*x, 289.0); }\n\nfloat snoise(vec2 v){\n  const vec4 C = vec4(0.211324865405187, 0.366025403784439,\n           -0.577350269189626, 0.024390243902439);\n  vec2 i  = floor(v + dot(v, C.yy) );\n  vec2 x0 = v -   i + dot(i, C.xx);\n  vec2 i1;\n  i1 = (x0.x > x0.y) ? vec2(1.0, 0.0) : vec2(0.0, 1.0);\n  vec4 x12 = x0.xyxy + C.xxzz;\n  x12.xy -= i1;\n  i = mod(i, 289.0);\n  vec3 p = permute( permute( i.y + vec3(0.0, i1.y, 1.0 ))\n  + i.x + vec3(0.0, i1.x, 1.0 ));\n  vec3 m = max(0.5 - vec3(dot(x0,x0), dot(x12.xy,x12.xy),\n    dot(x12.zw,x12.zw)), 0.0);\n  m = m*m ;\n  m = m*m ;\n  vec3 x = 2.0 * fract(p * C.www) - 1.0;\n  vec3 h = abs(x) - 0.5;\n  vec3 ox = floor(x + 0.5);\n  vec3 a0 = x - ox;\n  m *= 1.79284291400159 - 0.85373472095314 * ( a0*a0 + h*h );\n  vec3 g;\n  g.x  = a0.x  * x0.x  + h.x  * x0.y;\n  g.yz = a0.yz * x12.xz + h.yz * x12.yw;\n  return 130.0 * dot(m, g);\n}\n\nvoid main()\t{\n    vec2 uv = isf_FragNormCoord.xy + offset;\n\tgl_FragColor = vec4(snoise(uv * scale), snoise(uv * scale - vec2(1)), snoise(uv * scale + vec2(1)), 1.0);\n}\n","Inlets":[{"uuid":"0adbbdda-fda4-451e-91cc-1da731bde9d5","ObjectName":"Inlet","id":0,"Hidden":true,"Custom":"offset","Exposed":"offset","Value":{"Vec2f":[0.0,0.0]},"Init":{"Vec2f":[0.0,0.0]},"Domain":{"Vec2f":{"Min":[-500.0,-500.0],"Max":[500.0,500.0],"Values":[[],[]]}},"Integral":false},{"uuid":"af2b4fc3-aecb-4c15-a5aa-1c573a239925","ObjectName":"Inlet","id":1,"Hidden":true,"Custom":"scale","Exposed":"scale","Value":{"Float":17.34809684753418},"Init":{"Float":4.0},"Domain":{"Float":{"Min":0.0,"Max":100.0}}}],"Outlets":[{"uuid":"f1c71046-b754-49a5-8e66-d01374773dfc","ObjectName":"Outlet","id":1,"Hidden":false,"Custom":"Texture Out","Exposed":"texture out"}]},{"uuid":"0b1b1816-c33e-4796-a16d-5aab27fe600f","ObjectName":"LFO","id":27,"Metadata":{"ScriptingName":"LFO","Comment":"","Color":"Transparent1","Label":"","Touched":true},"Duration":10584000000,"Height":300.0,"StartOffset":0,"LoopDuration":10584000000,"Pos":[-1168.942629273164,373.569656508727],"Size":[261.0,117.5],"Loops":false,"FoldMode":0,"Inlets":[{"uuid":"b631d9b7-cbe3-4d9c-b470-f139e348aecb","ObjectName":"Inlet","id":0,"Hidden":true,"Custom":"Period","Exposed":"period","Value":{"Vec2f":[0.5,1.0]},"Init":{"Vec2f":[0.5,1.0]},"Domain":{"Vec2f":{"Min":[0.009999999776482582,0.0],"Max":[60.0,1.0],"Values":[[],[]]}}},{"uuid":"82427d27-084a-4ab6-9c4e-db83929a1200","ObjectName":"Inlet","id":1,"Hidden":true,"Custom":"Shape","Exposed":"shape","Value":{"Float":0.5},"Init":{"Float":0.5},"Domain":{"Float":{"Min":0.0,"Max":1.0}}},{"uuid":"7cd210d3-ebd1-4f71-9de6-cccfb639cbc3","ObjectName":"Inlet","id":2,"Hidden":true,"Custom":"Retrigger","Exposed":"retrigger","Value":{"Impulse":null},"Init":{"Impulse":null},"Domain":{"Impulse":null}},{"uuid":"82427d27-084a-4ab6-9c4e-db83929a1200","ObjectName":"Inlet","id":3,"Hidden":true,"Custom":"Ampl.","Exposed":"ampl.","Value":{"Float":0.00009999999747378752},"Init":{"Float":0.5},"Domain":{"Float":{"Min":0.0,"Max":2.0}}},{"uuid":"82427d27-084a-4ab6-9c4e-db83929a1200","ObjectName":"Inlet","id":4,"Hidden":true,"Custom":"Offset","Exposed":"offset","Value":{"Float":0.5},"Init":{"Float":0.5},"Domain":{"Float":{"Min":-1.0,"Max":1.0}}},{"uuid":"82427d27-084a-4ab6-9c4e-db83929a1200","ObjectName":"Inlet","id":5,"Hidden":true,"Custom":"Jitter","Exposed":"jitter","Value":{"Float":0.0},"Init":{"Float":0.0},"Domain":{"Float":{"Min":0.0,"Max":180.0}}},{"uuid":"82427d27-084a-4ab6-9c4e-db83929a1200","ObjectName":"Inlet","id":6,"Hidden":true,"Custom":"Phase","Exposed":"phase","Value":{"Float":0.0},"Init":{"Float":0.0},"Domain":{"Float":{"Min":0.0,"Max":360.0}}},{"uuid":"8b1d76c4-3838-4ac0-9b9c-c12bc5db8e8a","ObjectName":"Inlet","id":7,"Hidden":true,"Custom":"Waveform","Exposed":"waveform","Value":{"String":"Drift"},"Init":{"String":"Sin"},"Domain":{"String":{"Values":["Sin","Triangle","Saw","RampDown","Square","SquareOnChange","SampleAndHoldEveryTick","SampleAndHold","Noise1","Noise2","Noise3","Drift"]}},"Values":["Sin","Triangle","Saw","RampDown","Square","SquareOnChange","SampleAndHoldEveryTick","SampleAndHold","Noise1","Noise2","Noise3","Drift"],"Pixmaps":[":/icons/wave_sin_off.png",":/icons/wave_sin_on.png",":/icons/wave_triangle_off.png",":/icons/wave_triangle_on.png",":/icons/wave_saw_off.png",":/icons/wave_saw_on.png",":/icons/wave_ramp_down_off.png",":/icons/wave_ramp_down_on.png",":/icons/wave_square_ticks_off.png",":/icons/wave_square_ticks_on.png",":/icons/wave_square_changes_off.png",":/icons/wave_square_changes_on.png",":/icons/wave_sample_and_hold_ticks_off.png",":/icons/wave_sample_and_hold_ticks_on.png",":/icons/wave_sample_and_hold_changes_off.png",":/icons/wave_sample_and_hold_changes_on.png",":/icons/wave_noise1_off.png",":/icons/wave_noise1_on.png",":/icons/wave_noise2_off.png",":/icons/wave_noise2_on.png",":/icons/wave_noise3_off.png",":/icons/wave_noise3_on.png",":/icons/wave_drift_off.png",":/icons/wave_drift_on.png"]},{"uuid":"fb27e4cb-ea7f-41e2-ad92-2354498c1b6b","ObjectName":"Inlet","id":8,"Hidden":true,"Custom":"Lock to bars","Exposed":"lock to bars","Value":{"Bool":false},"Init":{"Bool":false},"Domain":{"Bool":null}}],"Outlets":[{"uuid":"cff96158-cc72-46d7-99dc-b6038171375b","ObjectName":"Outlet","id":0,"Hidden":false,"Custom":"Out","Exposed":"out"}]}],"SmallViewRack":[{"Processes":[9,12,16,26,27],"Process":null,"Height":200.0,"Nodal":true}],"FullViewRack":[{"Process":0,"Nodal":true}],"DefaultDuration":10584000000,"MinDuration":10584000000,"MaxDuration":11113200000,"GuiDuration":11642400000,"Speed":1.0,"Rigidity":false,"MinNull":false,"MaxInf":true,"Signatures":[[0,[4,4]]],"StartState":0,"EndState":1,"StartDate":0,"HeightPercentage":0.0,"NodalSlotHeight":100.0,"QuantizationRate":-1.0,"Zoom":933632.7185244588,"Center":581653183,"NodalCenter":[-619.3529019916664,46.708397651836236],"NodalScale":1.037137289336648,"ViewMode":1,"SmallViewShown":true,"HasSignature":true},"StartTimeNode":{"ObjectName":"Scenario::TimeSyncModel","id":0,"Metadata":{"ScriptingName":"Sync.start","Comment":"","Color":"Gray","Label":"","Touched":true},"Date":0,"Events":[0],"MusicalSync":-1.0,"AutoTrigger":false,"Start":true,"Active":false,"Expression":" { true == false } "},"EndTimeNode":{"ObjectName":"Scenario::TimeSyncModel","id":1,"Metadata":{"ScriptingName":"Sync.end","Comment":"","Color":"Gray","Label":"","Touched":true},"Date":10584000000,"Events":[1],"MusicalSync":-1.0,"AutoTrigger":false,"Start":false,"Active":true,"Expression":" { true == false } "},"StartEvent":{"ObjectName":"Scenario::EventModel","id":0,"Metadata":{"ScriptingName":"Event.start","Comment":"","Color":"Emphasis4","Label":"","Touched":true},"TimeNode":0,"States":[0],"Condition":"","Date":0,"Offset":0},"EndEvent":{"ObjectName":"Scenario::EventModel","id":1,"Metadata":{"ScriptingName":"Event.end","Comment":"","Color":"Emphasis4","Label":"","Touched":true},"TimeNode":1,"States":[1],"Condition":"","Date":10584000000,"Offset":0},"StartState":{"ObjectName":"Scenario::StateModel","id":0,"Metadata":{"ScriptingName":"State.start","Comment":"","Color":"Base1","Label":"","Touched":true},"Event":0,"PreviousConstraint":null,"NextConstraint":0,"HeightPercentage":0.0,"Messages":{"Name":"","Accessors":[],"Unit":"none","Previous":[],"Following":[],"User":null,"Priorities":[1,2,0]},"StateProcesses":[]},"EndState":{"ObjectName":"Scenario::StateModel","id":1,"Metadata":{"ScriptingName":"State.end","Comment":"","Color":"Base1","Label":"","Touched":true},"Event":1,"PreviousConstraint":0,"NextConstraint":null,"HeightPercentage":0.0,"Messages":{"Name":"","Accessors":[],"Unit":"none","Previous":[],"Following":[],"User":null,"Priorities":[1,2,0]},"StateProcesses":[]}},"Speed":1.0,"Cables":[{"ObjectName":"Process::Cable","id":8,"Type":0,"Source":[{"ObjectName":"Scenario::ScenarioDocumentModel","ObjectId":1},{"ObjectName":"Scenario::BaseScenario","ObjectId":0},{"ObjectName":"Scenario::IntervalModel","ObjectId":0},{"ObjectName":"CSF","ObjectId":12},{"ObjectName":"Outlet","ObjectId":0}],"Sink":[{"ObjectName":"Scenario::ScenarioDocumentModel","ObjectId":1},{"ObjectName":"Scenario::BaseScenario","ObjectId":0},{"ObjectName":"Scenario::IntervalModel","ObjectId":0},{"ObjectName":"gfxProcess","ObjectId":9},{"ObjectName":"Inlet","ObjectId":1}]},{"ObjectName":"Process::Cable","id":25,"Type":0,"Source":[{"ObjectName":"Scenario::ScenarioDocumentModel","ObjectId":1},{"ObjectName":"Scenario::BaseScenario","ObjectId":0},{"ObjectName":"Scenario::IntervalModel","ObjectId":0},{"ObjectName":"gfxProcess","ObjectId":26},{"ObjectName":"Outlet","ObjectId":1}],"Sink":[{"ObjectName":"Scenario::ScenarioDocumentModel","ObjectId":1},{"ObjectName":"Scenario::BaseScenario","ObjectId":0},{"ObjectName":"Scenario::IntervalModel","ObjectId":0},{"ObjectName":"CSF","ObjectId":12},{"ObjectName":"Inlet","ObjectId":1}]},{"ObjectName":"Process::Cable","id":26,"Type":0,"Source":[{"ObjectName":"Scenario::ScenarioDocumentModel","ObjectId":1},{"ObjectName":"Scenario::BaseScenario","ObjectId":0},{"ObjectName":"Scenario::IntervalModel","ObjectId":0},{"ObjectName":"LFO","ObjectId":27},{"ObjectName":"Outlet","ObjectId":0}],"Sink":[{"ObjectName":"Scenario::ScenarioDocumentModel","ObjectId":1},{"ObjectName":"Scenario::BaseScenario","ObjectId":0},{"ObjectName":"Scenario::IntervalModel","ObjectId":0},{"ObjectName":"gfxProcess","ObjectId":26},{"ObjectName":"Inlet","ObjectId":0}]}],"BusIntervals":[]},"Plugins":[{"uuid":"1f923578-08c3-49be-9ba9-69c144ee2e32","Refresh":false,"Reconnect":false,"MidiRatio":1.0},{"uuid":"6e610e1f-9de2-4c36-90dd-0ef570002a21","RootNode":{},"Children":[{"Device":{"Name":"Window","Protocol":"5a181207-7d40-4ad8-814e-879fcdf8cc31","Mode":1,"Outputs":[],"InputWidth":1920,"InputHeight":1080,"SwapchainFlag":0,"SwapchainFormat":0},"Children":[{"Address":{"ioType":"<->","ClipMode":"Free","RepetitionFilter":false,"Value":{"Vec2f":[1261.0,978.0]},"Domain":{},"Name":"size"}},{"Address":{"ioType":"<->","ClipMode":"Free","RepetitionFilter":false,"Value":{"Vec2f":[0.0,0.0]},"Domain":{},"Name":"rendersize"}},{"Address":{"ClipMode":"Free","RepetitionFilter":false,"Value":{},"Domain":{},"Name":"cursor"},"Children":[{"Address":{"ioType":"<->","ClipMode":"Free","RepetitionFilter":false,"Value":{"Vec2f":[0.0,0.0]},"Domain":{"Float":{"Min":0.0,"Max":1.0}},"Name":"scaled"}},{"Address":{"ioType":"<->","ClipMode":"Free","RepetitionFilter":false,"Value":{"Vec2f":[340.0,542.0]},"Domain":{"Vec2f":{"Min":[0.0,0.0],"Max":[1261.0,983.0],"Values":[[],[]]}},"Name":"absolute"}}]},{"Address":{"ClipMode":"Free","RepetitionFilter":false,"Value":{},"Domain":{},"Name":"tablet"},"Children":[{"Address":{"ioType":"<->","ClipMode":"Free","RepetitionFilter":false,"Value":{"Vec2f":[0.0,0.0]},"Domain":{"Float":{"Min":0.0,"Max":1.0}},"Name":"scaled"}},{"Address":{"ioType":"<->","ClipMode":"Free","RepetitionFilter":false,"Value":{"Vec2f":[0.0,0.0]},"Domain":{"Vec2f":{"Min":[0.0,0.0],"Max":[1261.0,983.0],"Values":[[],[]]}},"Name":"absolute"}},{"Address":{"ioType":"<->","ClipMode":"Free","RepetitionFilter":false,"Value":{"Int":0},"Domain":{},"Name":"z"}},{"Address":{"ioType":"<->","ClipMode":"Free","RepetitionFilter":false,"Value":{"Float":0.0},"Domain":{},"Name":"pressure"}},{"Address":{"ioType":"<->","ClipMode":"Free","RepetitionFilter":false,"Value":{"Float":0.0},"Domain":{"Float":{"Min":-1.0,"Max":1.0}},"Name":"tangential"}},{"Address":{"ioType":"<->","ClipMode":"Free","Unit":"angle.degree","RepetitionFilter":false,"Value":{"Float":0.0},"Domain":{"Float":{"Min":-180.0,"Max":180.0}},"Name":"rotation"}},{"Address":{"ioType":"<->","ClipMode":"Free","Unit":"angle.degree","RepetitionFilter":false,"Value":{"Float":0.0},"Domain":{"Float":{"Min":-60.0,"Max":60.0}},"Name":"tilt_x"}},{"Address":{"ioType":"<->","ClipMode":"Free","Unit":"angle.degree","RepetitionFilter":false,"Value":{"Float":0.0},"Domain":{"Float":{"Min":-60.0,"Max":60.0}},"Name":"tilt_y"}}]},{"Address":{"ClipMode":"Free","RepetitionFilter":false,"Value":{},"Domain":{},"Name":"key"},"Children":[{"Address":{"ClipMode":"Free","RepetitionFilter":false,"Value":{},"Domain":{},"Name":"press"},"Children":[{"Address":{"ioType":"<->","ClipMode":"Free","RepetitionFilter":false,"Value":{"Int":0},"Domain":{},"Name":"code"}},{"Address":{"ioType":"<->","ClipMode":"Free","RepetitionFilter":false,"Value":{"String":""},"Domain":{},"Name":"text"}}]},{"Address":{"ClipMode":"Free","RepetitionFilter":false,"Value":{},"Domain":{},"Name":"release"},"Children":[{"Address":{"ioType":"<->","ClipMode":"Free","RepetitionFilter":false,"Value":{"Int":0},"Domain":{},"Name":"code"}},{"Address":{"ioType":"<->","ClipMode":"Free","RepetitionFilter":false,"Value":{"String":""},"Domain":{},"Name":"text"}}]}]}]}]},{"uuid":"05e72689-e02c-4c9d-a0bf-fe84c32d3d96","Data":""},{"uuid":"aac1402f-6851-4a1a-ab50-5f213acd1262","Name":"","Author":"","Description":"","Url":"","Platforms":"","Created":"","LastSaved":"2026-10-04T15:59:57.514Z","Thumbnail":"iVBORw0KGgoAAAANSUhEUgAAAeAAAAEsCAIAAACUnPcNAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAgAElEQVR4nOy9B5Rc133m+b2cql7l0NW5G43UyAAJgAHMVrJE2rIkW+swluUw9jhpPD6eMzu7M2dm1vburI/XZ8c7HgeNFS3ZsoJlSSQVSIoUCYAgUiM0utG5u7pyejncu+e1KFGySJGURRGk6nf64JBAVfft+6q+e993v/+/GPTp06dPnxsASZLe+973CoLwzb9hX9Xx9OnTp0+fF6Qv0H369Olzg9IX6D59+vS5QekLdJ8+ffrcoPQFuk+fPn1uUPoC3adPnz43KH2B7tOnT58blL5A9+nTp88NSl+g+/Tp0+cGpS/QfZ7l+OGj995+tyxJ/Rl5RdFVpT/DfV4i3Et9YJ/XO6V84X9/3+/edtOthPjVRs1x3Vd7RK8fGAaawt1/1+Rv/eSdE8XSExevv9oj6nMjwvP8oUOHOO45WeZf1fH0uYFgKeGpM1jK/NrP/MovvONd/+W//fHpCxdf7UG95ikWcOSAeOLmwrHpMT7I8WFio9J5tQfV5zVD3+Lo8yxnLs+4jQbYJmVsicv+21/6rcF8oT87/xwEAf/hP+DXf1U5dCBGGEJZB2wPrNmf1T4vkb5A93kWPwiEwBaowTJdn69LfPpPfvcPj+za15+g742BAbzr3RgYZQNIBJQwHmVNyrVvPRjvT2mfl0jfg+7zHIfGhieGdNGL98SyB1si+Vt2H3nq4qmO2etP08ti1y7sP4xb7kNc4xmiMJRnGQrWJ7zNy5rjZGaurfen9JUmPTqA7cOxYjaZyx4+fvNovrC8vHIjT3vfg+7z3ZivV44zAxzTFmDxVLHkq4q/649+7Q9/80/+zXq9/ELPGnzg7tYzV6yVF3zADxuTk7jlTugDyA4h8MEyIcPZIeuyDGHBU5retXsUnz31ag/zNY8ksDzH3rs3N98KpJiWHBtIpnXxtj3drreeTCw8fTkd1+O8LFa7ScNbPnPx6tVZvNboHxL2eQ6PDxyxG3cGtKDpwmZY05YXRH/893/+P/+nD/2XufLC804WZ5mT73nbxf/wZ/2pVBUcuhnTB2H6GN0LPzIRQ8JaDGszXMiyARfEmKDz6Ol+iuN7J5eLDY9miuN5abSg7R33cxnl5Ly/f0d9qd6qdtqLLbHcHrg5e5OcnXv4KcGjV67NOY7zGn1x9gW6z3P4XGBJDci2w9YlcyhO1DZX7mmdhHvrb73tfe9/+C+eXjj3nfMVVGrDk8X2zz6w+oFP/eBnU9e4rhniBmBkBDcdw7Z9MBkMFsAn4FB4PGFYm2XBcuAYCK7BieXZudarPdjXEmJMUgqpsaOTTio5eHjcDrBO+euG61Ga/fQ5CrpmOqOLVV9WpHiMnVlPG+Srf/UfQ0Lw2qcv0H2ew+N9U+6Fge0wHZMJsu19AQ3gFRZ7p0ezt/7uW//t73/q/zi7fP6fTJlA/LGMbL/93ubpGfPK/A9yQo/tye49oP35h5Zf9at4+BCGJpEewWoNw0cjf8PkwDL4ujSzfPSnGIKSkHU319ZuiBXlxoVjWUlIHZr0c6nCndPGQhW7RpbnNnqXVxYqvcJYSZ8raxmdU1UyvWP1w58ff+COgYX2+S8/JXphq1p/Pd2e9A8J+zzHrsPq1L4RH7olrAcM2DDVFufS9oRCEo+cf3yyeGREH3hy/mtu8G01LIHj3Xn7cKhl+RO3Vh85SUz7BzOnCVX+d+87etVtzpxqv7pX8fBh7DyA5DBMFkQDPwouAZ+HL8CTEEgIBdjGNKwE69PPfcy6cvbVHe+NC3d0l3TXAWHfuPLALb2k7m00Rq8vdTneXtzMzK81RT6nCOXFNUeTms/MxhKJlS+dLCWy1z/x8OrVOb9rOqaF1zLfeUjYF+g+zzG6k999aPjatXoiPblRrwtyoidtyn5RYtjJ/DghfEIYKimZs2vP+GHkr34d3w3efNeQoKoti/VHx3unz9MgeKWnlQHe944f8Y7Ji+bm7COvWulHTMOb34qdR2ASCAVIYyA5KBMIeHgCfAlEQH0+19n8XcYJZXbx6tfqH/4TUIofZmSZDYJvmQJNxsQAcgmMDwzvLEzHeDUIRiU+XKpuGym2M5mEIDMhmFJBSClBSEMO28PYxtfOtedW3M1Gc2MTrxf6Av2Dhtm6yWWYSFGYb/nCDfkWbbes9Ijhu3HPT1Qbpj6kG2yZpdmQ0ppyIeZlaCiXlF37s7ufXHncC71vPvGBEwVJkX0+ToaG3GzROHXmlR7qbbsOTv38neV0eai0+viHjX/Otypm4fkIX75jWcjj/p8AFFRNCANoe6i0oB4AicETo10zw6Kz8q4Q0wnldFqcMRqVD/4hMX74CglZBqrCHz+c2Tutv+3+TL7IX71mU45DPok334yhLDOaY1oGM5rvxrXVcrsSU9a6ZqfWLs+vtUTCCUJ4dKLU4zwe6QuV2qPPlGdmKaXkld8H/IDpx+x+0OybFt/5E3phHCYXWlxgcKHBBx03vHYqvPxptJ8/FvGq0W2RKzMbew/HelZe1DQbYqNa4DNdCf7q+qYSr0shgVsayx/5sR0/+enZj3e97tefmDTrvpHICYnN9U5625jxhnt6D37plRtnYWz68C/8Bm9esOfXg93/rJ4h0xP4334Dv/TvI41+WezcjtvfgI025Dzy21HroBegdGzAzZfDICbV0yTwXPc2ju0KtBUE3XZ783/8DmlV8ENCTlcLSe22/UVO8Y8cigWi4Ynd03PeR7/srrdF/PJbcGkZ4wWtY/CF2LDMW3dPJ86t2OX2JJd4qsjv5lIXjqalfCo5NuR9/GTsE1dOPfwV/PDRPyR8ZTk/4126Wj9yUL33Xjk7osiKL/OszHuxW8jkMVrvYe0crn0UbgM3Aq6Fx/7OTxZWS4MJszaRHo57pNGR2hxrt1izrrc0QjTiseHQj+55T44v/Lfz/9UlkT4m7Cbt6jldG9VHrE7Lu/9N1oUrYXnjFRrnz/3EH+ftZYO24wNuk/0eE1Qiz/7eu5VjN5tEkbNpodN7qcU4ooATd2B4B64uYewEGmaU1nAzQl7bXxs4F+8MiSHDBDInmMtnO9zw1EHtk2at8oH/9XWuzjLPa5I4XkyN5PQTB4pK3Bd125Pbnthe5qpPLOtnruhNU5Snk2/KiTNhWNxZWlflSVGtrdSwa4zS4FJCzE8NXaCkvVe/YLM7mMHL7/+suVw3W6/yGcOrSN+DfsUhBGsb/rnz3uw5fyKXKCoiG8oCoTxDNZmmJlF4E/QD4DMw5kBf7WhQGKC+4e6+k7iWFBvkRC0TEt3i6x4n0xj1mZAhtsRUaCgO8Udkn1vszrrE3al70znOomLAsZBTlqiGh45ZZ05T+/ufP01phUMnfjLpLK1K85XcuqO3r77/ZYciRI7/Nw/sPnzEMMVEve187B+cMHxJrlMmhZuPIzGIchvJfbA1MJMwnQSXLdWlDT5uKq7G8pZTG14+PXnllH/b1MNE6f3DH4XlK3hdInDcsYmxO6a3/eTt0/feOzY4xm672eCyG25q1dTXTvryP1YGvnxlaLW0i2ayo2ldrhlPFxJdlm60ur3FzRXJz2cHFweCmCyrlHWOD6p6kvzjTPC3p5c+84i32fRfsxHm74G+B/2q4Xq03gq/+rXeuTPetkRMNKWkJLOBxBNITBjPQT+I/DvAb4NbAWVAX73jaLON2rp9589xPuOG3o7qusPGPUYRLcmzecc0egJnScJ1Du6E8KYhOvC1xlcOpsPbip7NU8eLmazoBJwp67Ze8C6c/b6fiO2efsOB4UM9ZX55tN5OrxKxtfz3dGsf/zK4a3fpgTvbdVUC9U+d75185iUNcmQIN90KNgVTBk2jTdFwwIzonhjv5TYTmqwEPDEK1x85Pv+4U5rsnbjlsuu0v/hX7MKjr59cHQNmIlUsJRJv2rP/x47tu//EzvHDQqfYWiksNicW7HBFzjW7mn9Om/jE2cknumPVFd+eyLtPXXMlph1jO441uX+yONtJ96hZEglP6GDcbrT4PUPWpbXw/U9V/u4xZ37DfwWW9hufvkC/+nSN8KmzRrPOlNREkknIgYQgJoSMEBKBEHUIiTdBuS2KARAC8ipZH90qWbvWG9kn22asvIR4YcqH4INagtUl65AYCltjF2RuNcfcxZpCPH7utgLxQBxHd+QwiB4sdEtTUCX/8qXv79iO3vqL8VQ8YBeriTlDW4NgWkswXk78eiqf+e37RSZXtSTwfPdTn6MvGgSQRBw+AFEHV0D6COS98IqotcDJw42OK09Iot7iO0lnMbNxtWjmp27adioRaxC2+5X/QRa+/HpQZ4WXDhW33Twy9Y6bbj12dHzqsO5NG0vja3OD16ql68ZIfXPSGKAem4h96droQ+HN57/su4e2TVS6WUkq9EImIRu1OuX8fCKD1aYbF6xRxUtxYilDZ6reQ5f8jz1jnJlzu8YPc8aF7/eDvhEIQ3r+cvf85W4hLd59LHX0SDIQ2HW1IKtNReoqYqCqRP1pdFy0rsC6AP8U8INtrUMI5k55hS+s7blnXlB3tOrUtv3YSNrl4GeDze56SCVCwhzzdJadeWf4UyxthOTTaidMcZUYFD1ZVWvdXIoxDt0nXLjkz37fNFrhtcHYRA+mx3VbvNGUvARFwLyM75BRlX91r05SG1e94Ry/uVQlcy/hqHbnjijm3AL0I1hsQxpHq41mF8PbBpVtnVBaVz34LX9m5mhxH3tU+nuFtgLGeuTP6OJXI7kZHUW5DO+52Mtrhj3JqSOF7VxM3DWYIrq1mttYjl2upRqtRitpBY2SH+WUciiEGLP00+vDPXuK1cTSiuHp6fmF5RovtcI2hmKlQkl+qJbRso7gVYJy8cgRcr6OT14wrz97UPF6C2R8n+h70K8mph3OzJlnLvTiVBsOGT1MUTtH7WxoFYQwlFlPSmT4m3xyFyFpUAko/0DzeSsXXFn3J25TfUYmwkTIcz6IS5lKZZ3NuD5jhNRlmEZafTDDdxiuyflMIPQ8R/MDPtRF25MsRrAnj4Vnvwr/JYjTnbdjcDTOJU7sum9h7fk/K2BP6uDeyTc31MZKfr2nLPX0hgS/dRH2S1sCcqr+O/dMpCdWL6o5Ck/iun/7SSwufbenFAsojULOQdsL6TC6aZij2FgAuzZ454FfXBv5GucTzmSbn+UXld8cLi2OMWdlUjU954n386uPBaM7cd+bsTKH9la6rpDK3rHn5lwis/rCzae+FzQOh5LYq2PZwvd0jJHQkcuh24XGaTvjE7fnj/3U1I/csuumvbszzrbQnKpeHps9NXXxire0OG3zS13sdVrjeibh6DrsXr5WPf7og2JPHtucXTFUKKKSGMz4JZHx/TEuy+QEdr3HHU8YB0I72wlPVq0/Omk+djVo9bskfhv9HfSNSK3lffDzq4rIvv3E0M074puqOsFXFrulOr9Niq0qARtzhuzjzeqPWsEigjPAx4FXfi8WT8Hs4okPbfCaPHioGHDl1oLIJlgum2BL+zec2bZT9RMkIF5AbEI3GS+q+VZ6su6bGhHjCSsdJrqu1GpQ/sd/K/zb/5s639VWZxm87R7EptxHz1Q6Lxgu0nITG3KwHDNXdc9VbQIvIBBu35qTF4MB3rF7oDh4/ZSQY103n9l85hy++4fGjI6hMIFqG8JutDIwTIZNKdub970rfd/I6G5JSVyjH/GZTnPtrnJi+23qR4XAJeWymcPZvxfcun3zuyE5+MKnYHaZA9t23TK568i2mxg+9ut/9nsvPlxAVlIcL5q9Fw5/MEBJxpCC27L4fAUnX16LD4aBruPoEdx+B/Q89AKuLCEmc3HNsMRzvnzSkgOvw1YbQXXV9ali50Mrqca1pnWLkiZMIeiWuV2rS8mNMy6Kbn7fWLhUndq9LSnFygmr3TVlJ/QDc3ZiJaWrXtFw7ab9RxY556L+PYTOf0jpx+xuFGyPfOiLK59+Ov7GPbmdpdjd+uZT+vZOe7IrjnGqJQa+YrIdOWy/yebug3kReAi4BLwse3M4Fp1qWS9+N6n8BKZuR/pJzDyMU3+z+obxZ3zw8tBhl593/FJAWF/Y4aUMe33JTboutYOQhB3EfSIERGM3Ep7dnZtMlJaSgZSS1DJfYm//X8KH//y7/chcApNZPPi0T6Gx0mg8t9yrfeejDmdOzPH22UEYaZ/oTCYMHCAcAtJA80V+qbdOTu3ftXExIZtyZ9ANPRsPfg7+C8SfGQbbdyA7HoU0FB/+NiHH73xb8cd28TcxGsMwAliGUq93fl/XQlfZOVl4yjARQ4/VhUvLTHjYTB6P9vWVU/G9peG3vOnocHKYYRIeG3//Qx/o2S9SWZPRJxOpQdvvlTeeryo8xkFisT2OIRn35HDVwEfXsPFSK+yHRzBQwP79SGQxOR3V1PgiTAFNEexBtIVuTewGAqqW0jxlXyuBDEFJFSS22VH9EQVgVGE9ecYd6bREqDRz0cpMZ7049SttmmI31fImfFiBSENbr8YmhIRWEdt+95PE/OhLHGCf5+gL9I2FYIbnzhpfO9+45cDY7YXmRjyfZ2ceje+XOHdNK4raBtcu9JKr/I6Q7AapAP8AzADP1ou8GAHBr+zB1S4eXY0aYr4wzsO4fhjesei+ufGYf+2TKzt/atgmM92VKa6Y8AhCjhr8fpa4orDu6R2PwCcogGg0UJtyTPJ00kyw3QRRc0G8sdlyt9/Fb64HFz//gh7NrZPwDbAirS3WwsJIvPidAq1LGSMWPzcga91Wt9AF7fkB9RgEiRcX6N2JxN276mdCptoyxlgmjLlnTqJSff4HZ1OY2gNmVDWD9O7R2w5p+YOJqYykMFHroyYgAtJWIpLltHTdz00Ij8XdBhs6VihcZ7zNksnoTOKMcqK5/57bJ3UxzyDVY+MhF+tUW09dfeqFBqnymYRS2la6zSSVK6tftp3vyP9mxcjH0HicGIDvIsbjP81i/UUCD4IALY5dezE8gJ17oCVBlWd1eUWAvfUfARhfoyFlKyu0LcYq6FmUMiMq2XSZwdCJVwTKx+nYworWiWcmrBxHOzHeHBNH1k5UnNWK0ubD5Vb8oOoVPLNdkfNE5QNNcjiDBp9F5W9BXuJLtM+30xfoG4umb/G7th3YdpDbqH/kKxeHttuDxfE9jpULN7+Y5wbayZYYLtnTtrTZkXuO6pKfJXCAq8AXgO/qpUaULXxoFr99AA/swmcX8ZnLL/RA2kHn9xH8Lvyp6AZ6+kqr8bHHhJ/T5QzXDdmApH1CAw7h8E0L10NvMPTiDRIgCJFzGD/TlNeHYqyjlmkqudBVdhWHC6uLT5JDP8OuXCSd1ef/kbfmYVlICkhmrIVqKT4E/FP3QdCytUSsqQRujgFrgDp+AJuBRYA7gBcOcmRF+Wen1fmwvFZHPs+DDXo9fPVrz//gHaOI//yUpE+V+EPb2X1DMoFqtjmqcS09KtmXwMjRmRYFBR/0pBhzmXF7tk+yvrcswVHoXqt4fH74UH1QKmgcKbhB1hPiPSaWduMfPP0/A/I8dzApbnSXft9QZrxFl6/WHlltXv22lSwpYEoDxyEjYVLD/jwyMjYsPFTGuPJdBHr3QUzvRSGD3DBCHoSPAoJtIeriFAhwJFAhKkkHD7PFlENar3NtkRCmFzAQPYZlrNgA+FXV4LNrI8PmFSfJqFoj6Ol2WKtxFde0xKTvhG7gpJvcXjtUG0SwMnFflaEx6HweK38D/8YownqN0hfoG47qhQtfnJsrveOB4Xf/Bje7eer0DB8X8qzwzuraYrZBCTGdChcfXteKLc2zkr1AbmDCw28SPAmcAV6g2SKvxwPDRNXGfz2Ld+/AT0/j3j341CU8NQfr+SztLsw/xPX3wR6AC4zPd/XPfcW8R2pKt3drPikGYSgE3IAxtJfpBZZnurpjUviBmzYQT29qPVvfTPVQT+gLeTDtZL7j1LmDv8Ke/u/EfD6N9nsgHSyZ4HRL0jlPKnLi5re0+wAwXrjtcoJzeVd067A7HmeGPlx2q0r7DcCHEa1VWwzsGAjcoLXZEBSOaeOnx3UjU2YHMFwENklPxamH0PiO7bPAYWqfnHzP7kTiyER3z7Ywr0jtZzIVU8J4AJ0xszQAo1GqU8pRonQDPx7OsHZj0lsWPEFx87utVNER864i0BRoDsjPp2K2pMfDREWTHr7y+Onrj3/rT4wjv4v5kZ3qCaI0bWlltv3pS81zAfnGb53goz3yniRCFkMa0gJujkOn0fJAbIy4+EUBXgo8j0eevdtID0JgMbkbpWEMDUV7Z1uKtHj569tkIWre5Itg+EiaqYhGhalxtBEtcsQLAdUP+cjZ1k2IlAlqA067VJkgwy29cBI9E467ORnspPNOMG6qA5LqtkPZqozPZ2Wxl3UzLuI0+tQCZgFn/xKNmZf2iu/zwvRTHK8+HMMyDBNtyL4BDYLu+Znykycrg0n3Dbd6e7ZdG95txcdKVWGkagwzZMzpDpKu3A6kMGOsjwaMDJ9i0MUhMDu2zo5a3xFcYrnpP/j3brcbbDTouQoOpJBVsWscB6fhkqjNz3ee3HggF9B7S/TvlIfUNmRLsfLXekbclW/2ILuUtVm5W+9ZS27Im4xGfID1wQZEZGx0NLunOUrTBe8KyY4L4giQdqPyJL4zanAiAzaNOrC0ygfauMONdBauhN/mq+7b9t65ku7kzDA5H+orCCvUoeHXY3YKcAHYijPnJwd+9YO/fO2Ja3verBKbeRvJFnZuVHR0k9jsQqVRhf2pLyH8dvs+L2Pk7Wn5x48O49ju5sEBiT89vtDGVdG6lqu7JNbYx1oCGIbITKAygUb9+Nlua23jA8NmVe+xA21tvCWNdpWUleC8IfhDPgotV3BYfXZAfXQgPN9euPixP6ZhdFVEKCXsuQO/chBvGRDSjDi3SZ96ov3wknGd0DCS2JKCnQlsSyKvQ5NwZwmTPPYK0ZljaMJrwFmHUUavjk91hK8Y2XGM7cAtb8Sho9hxAMkBsNlos9xU0JXQluCI6MpbAi3C8JiGzaz6wuUaf52ENQEmD58FDcEyrHKdhTGgmuMVk1fYjP60QGeryiz42cCql1WOynrQHd3QMmGKN8zhVW+onpNohoYDLoZt5NtY+Ds8/ZcwXqk6/9cz/UKVG5GCnPz1vfffXjhwW/am4fiYzEgJORfQ0DZb5szV8oNfqnaazs7Bxs7S2ujY+tDOleJAykttX24PmeaA0c3DQEvszQkBMoDAM4TsDnB0S7P85+xpGgTb3/FA5paj+p23c4lk8OnZIGxiSAevYttUdCdMOZQr/7RMwAHdgDGFrhqFo/V2R2BGaGqjW2lZXsmTYoQiZFXPthyHMHrXY2kIcC4YD5LFuaLlNVVfq3ihaAlJl0nARlaQrPbcP52FmwuQFAiDqDqcJRQsMWesX/Bb3xyNyqfiY29dzrNEXUFyFfI83DZ1olFFC1KISISuCOxQ4Wd//51DkxmerqisrX3Z3jlWr2fJKg8vC38VfgoPfQjut5+opePM8HsHtUO3HmrcvcMdl9OdkyNLHLUmHE9glPGcvw+WEjJsoDF+nPX10E8aoX5p+U/Z6pVcB8WWPNTSs0ZRcEZZfwThAEjxlLHx6JTA6qULbHPu4iPtj/0Vdewsxvfizffht6dxR2zLBLa480/4X37aOu8QB3EJE2ncNhaJcnpLnW/J45AaXcVsHXYV3TK6DbS7TMfVW2G+QSeb9MAd/NQknx/iERN6EmfzbCvOd1TGlOAI4Ngtu3mrJ/VGA7ML6Mzj0jLXOh9wWmgnorJVIYBQ5dP2gHQ9RZn0wFzKVrq5GY1ddTARirrAbYCNG519lZzEWNtrtFBTlbYuGANeOOBTvYzJAOMWWifxhT/H8nk8n4vT58Xpx+xuRDad1sfXHv21e96id2P7jCExt88NpTblnICp8ZoB+fzaSfJBMTiUX7ypuzLCxG2pmR9M7ZouVp388uLe7ppmbI7ExfNzQksqOJlx2D0INUy3MB1EFS6nt7aWDphaI7ltSuh58Te9uZzJdmqbXl2x4yalDOJx3HUf9t2GJ5/AtYvfJmDPAHPo/jYu5xFYvfFLT2Wsg2ap7TYu++pR8HmIXLA9ZlS+tkqoS5cdmbo6HA8FvSV30poHyW7ozPUkqxm9VtioHD02s5bB5QvfnqAwCNJ19HR4YeiSti8cCqRdYC5948YiK0/WGSYUGcQBxopq4V0KL9KXaDvOMBiZ5P/gngd2DA6PUMb1cxyqT3n7NWcjGbR1uEkwDTAaYqfhfEuGggEmdvDkFyYL7h3Tawe5rLOWnw1kc6hd9mUxLm6MiHIy9CUisoEW9d4P5CBUe4F8fuUj5txD4yaKhmqSEd0ZZlBgUKBc8lIq9Jjg4t5hXkz+ozHT/NBHuI36Xtw1hTvGcDiEFaLM4ArF0kWc+Zo/HwochgsYTCMuo20gmccYgwE2OlmrrWCujowDN4AL3kHMRtYW0g4fDzgBEuKcHfptNaCUJ3GbipRlqRtSmaciS0wWlha14qpcQaOHuI+aAO4gUAhDGT2AJyxj8MnmgHqF9wYdd93J8kVH9iRDojHfyrcKGyoRAmOfnYq7iYJPaWPUAFhkbSgM9ABpC3qIzjU8cxkPfnVrvezz/aPvQd8QXK+X/6b6yP69o8lmUjfisU4qsAZVWAMhSVn1HfKU7Yr2E636KWVxZ+biid5Glo1LzFqcJgfGsq2xWKu9b21j0uotE+PakrdKRTu7m7EZOrIBfZ2/yY9szTKsyvXC8Gg8P3D5sS8lXE7avddvWVWj4Yl+wCG6+5ZTOP7jGDmKSyexcgbkGy5AD+lPDrTeuDmbo8TolGafyXBpNzHnLWe94g5IFBwXaDs6LutsdMxsO8pYqQgtxITmumGq5ayq11P8fFve2xmaumKVbn/jX2bH8ZW//5b3c5sg34SXhygHTrfjyN1QKG0lCb9OUty9ClCOgA3AdqM7fQewtyTWB4iE+ODOJPZkOUobrBWP90LTrnWLbv7SgtUAACAASURBVEVGS0R5MWo+LJvY9XT6IOjZyAOCwiH9Rkk9eGS6ctcoW5JyLT9eSVAjTlopucsyZpwVEJgS9bggxXo8fDH0tW6QPHn5/+kufXG8x2eNrOKNJukAmFLIZTcD93Rs0c+OB4TtqqlZpcr99Wdu2rztMN6RxpiFZoh1LjKEFyuY/Qq/sMrbyG1DIYe4CF2KTta2EQhedLI210Sig6aJdsjL0Kp8wlZigaBRSWT5UCYNyaUyQtFj+KCdDJSKKFuiwrscpYJKfIG2Cbrn0FyG5SA7CEeHMwyMRaeFTAj4DBgEPAXnhbxdu91iOqKaEVb0y1NfHrZpN0Gpl2urQdtR6EgYUhnTK/DbSJUQt6C50F2srOCRq1gtY6X6w1yh/QrSF+gbAkpx8svz5dF6algaI1m9o2vNAb2Tipv8vDrEupRrzxVJbpgg622e+P9yF0qZR94irheFmGxmJCOd4lL5Yn5zcLwbTK5VScBertpfDTxf2Uf9sSDRBbeOkcqZjQ97M82J1B1cu6cPjkkdr1zb0HguO7W3KREn4QebHDUAfTsO7cLIW/H4f/zmzWrm4lCCFhfvPnu1gN5aN3vhC7mpH3UTs3WTDZ1JyBTSdirrHtMpN65YsYYtIVQw4GAk7m60QklwYvxiHpzD7fO73RoQbsf0A8zlf6DPfjbLuZXIeG0n0MtQccJ1whYRjwAPb/2jCIVlRgwOkQnLNsF0o7ppa0ugv74NJrEJNf/GbYNwfXAua6m+41hdtz6Iqh45N0wMPRc3PxqXg5FgK+8Si0F/T2ZQuH1f7dZECjSzROIbityUJEMWuhITxiiJUcRDKgQx1hU5WzW8bNnwTl34d+3rl3d6sWxvjKcDDEqmmDk35C8VO5wpdUs7Qi9zacLtFh6nz3zg+OGfG525pWNv0N5azPZUzDi48ggWTssppHcgm4ToIxuLDOWEjupKZI2Hdfgd8C7XlZRqKi5qsasCpChXEUqkJYVmzPGUIBRDzfcEBgplsy2OiVtE9m05qBH0zkeJSmEOxjDC/YCGug8UgcSz65loKJmFYmAFDBgqekT2i/WkYpPistIe8HNMeSFviwb2z8PMREcbxEA+QNaL1mL7MjbX8ZkZ1Lowfhg7Gv1A6Qv0DcTqR9uVo8zKgVpiRIyNXClWM4lWOt07z7bGq0aFGIapHmGN8sSbP3ZsmL/FE9ee2Xn+AD0t7/Rs2pDCltiLWZ6a59Nle7+lH6q7iyuNy7y42BuylZ0Qe+CuXrx4ZjMzd2L/LyQyk1bXtdY2YoWJpDRUF8mK0HSmFH+IddZ9LIroXf9WK3EOp6PAdRzhnVj10V23CjMP5id+xM58scdOUleGHIfEkqF7YSdb9pMu2/BlBCJKDKpeJWiBkdwYv5KjQjWcarVjlazv7I4PpLnax2tul8Ah6DUgKlGbqCDo+GKLCgq4bQjmgRFscwLV5wi4EMSE30TgRwJtbaXRQihQb9kzzgd2oNZki2OsoLlmLCfRUNEUYHDgBQRz+Mu6GWLGRmTXs28t7Ou+Y5gd50tNP1VGvBxqtZoYDnNtAaFEQoUQlbBSIAt2hnO00E4vV/1HT/5fhWpvf3dYd4d4OuwI6Y2UMDsQWLGY6KAnZpYFcWVyDeIn0LqMIZyK/fV16TPbl5TDc9syID1c/gBaNVBkbkKuCJVAstGtIXQwPwevC0IZixWDMUlMyawvcibL+s24CzF0Vd+PeZQPeY/oZsDZYozGoqVRsA3BthnSW4LpIOgBWWR0rrErDNNbisx/w6b3gBVgHNigdB1JqqQrokjcwK2LxVZLp2PNzad2EMIiF0DnkQ0gdJFwoRmg67i+gs+fiyI//uuh+9Nrg36K40YiQLgM5yRtnwsaTae8u10drlUSNTs5zxWavmoKyoViS2qfOSrPyPltK+reKyN07VhwfQ8aSYETFaGl8LbGdTMK41QbCTYW8w959qGKMdzu0Z5WI7vhTFtt7tq1U/bl2dHhKY7hPY5UFq8IhpeKwmE8ZEbUqbPdA+PAMlD79pYRZSAZvf8jObVcurGZZicdyvjdDTBDkWHBcGg64EW/XjF43wvAeki6CALYLgTYrOcqdmtIaV4aSLaUfC8/nnBcZ7EXOZqFIAp/SZNoD5EqyZG1HDYXov0kdmDvmjJljSgoeZDmIVyBaUWVKfZWtM7AXbt+aWjIEXyPEeuyIcqGcObkuTm2W9UiOXQTYNtoPQ6X0AAEh5G8s3TYur+oDZDBRWRmkZxFbFkQm2muocJQqaURWwv9WBBKti6aRWqMXlzxH/ncnw5tkFJtMtndzvjjs2lujqfVrL5YCgWruCGmZ8a8WuohGB/l19fYChVWdKH8TlP8V6uldweavHPpg38K69lAXNCBkIbnwO1G8+xJjBfnnbzQTYk2kWWRyIaTMLoZq5Ox3bhrp2wgFGoMo4iyGdcgCk4Yxi1H7lXbfv0sbS/DzYAMbq1YE7CzlKpb7nzkZkDoioLNh0bIr3D5XsLXHQVeqdLVSc1J1Qs1ZwBes+jrKo3xyPgYNDDYwUgD4XVcPIfHn8HnnsGFlcgJJ30r4xWjf0j4GqGB8AlYT1Br0Ku8yVseQ3ywFx9BsoeVVr1YO+O2qf2JWMEY0U90gpuaklqfDBtWoA/wsY6QbiWyq8V9DSZVZ1JtxPVmK19rHz576dbZhet+9oo0VJb2XvFqQeUvbvvRnxlLFRaFpKgXrq1egKWNh6mVESVkQu+mrHP453DtLXjoIVyfQ2+rUC8EPgO8EUjBi2HTaXbPPTwwFlvL7HBbHBwFUoigAIeDYrvByQU+NCRsV6KRBzY6XShyM+Mb4qxPduk0NYyBHd2bkrHLX+xtdLEIiB3Yy+ipIcM4P155+LP0ioc4RA9amwrR9tm34VXhdKJ0Sm9LnU0MJg8N5Tmu7fvxMm8FrBFsVjZO1tc6aThsNFSYcM4jygCmwBxlS9r+neV74iVijz/O6Zu2XoXIlPiawBKJEpFCCaMv1o6zZlp2kmFv5NFzq7OPf3aqN5INhlVaagnZcoxpmezKXp+F5pnpp4pBq7RMjc9i8QrCbODtZ3AwiO3GMA+FgDVPDx1fWTxQXX7m2UvsmmjyYEWwUeULK9ahmtB5N2Ej7lnxLuIe5IB1OXA05Bm2E+cNSRU5oe0GcqNNDDtOvfloRYvCO9uA/FZix4mWzyhhSfKRy8yGUTZGkX3NQ+DhXJPN0cx8UJqlO1dNW6fDPbR5tPegLmH31mZ5tAOjhXILcz2c34xaA/R5FelbHDc266B/AScG5xjq+8ENQc0gVfCSPZSqrUS7lb3KpS/S+EHKHWmKfCtnx0SmpgflNJdIcnKMz5mBuqnrVzLpS9N3xw1n4tr8nScvqgvmk96upY32R+Z+7+YT9+8//Gba5PmBAxZl6iJR19aDUrrYEK5NdbE3hrEfw1qAk2fxxBfgmNGongCOf935hVUz1iufz+5VNvObYWM7MhnIg1F531UG2/ZSerHKhUTACAXxoqStbdEg9EWPpjbCcjEJX/DHdusHW4O1x9ZPbm32ogLCi8kp7L4Nj9aBx2BF6bjOVk9RArcHrwU7QGdLjwzwprD/3ntYboM4Ak1W2G4CllfzjZoUFc5FN/V+VAXu14EpMFNCyTs61jvKjHacwXlen2NUuxUM7oldEJjozSDQyGblCWDL4cZk0Nnuh/j8Y7Ob56+N+4eTzPCFgpk2UxWNXB/pFGs7aFOYzQfLhR5lr9BLj4EfRPztSOaQ52hkE8zAKaI6HLuyfN+Df/bJzdlvXFcd9G5YfqTCio1chyQdxDyiO9B8iFsnpwHH1OLECEQmIQqUZ12InS7f9TiXrkSxdEhb0hwDqkBJgsUjPQpBgzwJUYzSk7AQdmGaTM9kQ0sM7VRWSAR2asiOBQwtULaLejxaiiY2oDmodDDbwUwjKmby+mGMG4O+QL8WMIAvgn4RwT5034ruCNZMLGSg2Uh1wkwT+VUMXEXpTqqWeqLfc4NWwlFVNpVEucGJWYPtELkp5FuiOjepzk3fxxEvVe/e8RUVp4Plhz7ymUtP33Xve8bsbZXGpjRWSMjDVZP0xFCqs65kRXnmMV9hDhn7d+KJMzj3OHoGvgpsB65FJoODeuPc3+UnfqaSlQkrQpYhZzF4DJszSNqUma0J8HgUSLSH9Sl8QjYcDM1Y5QkCgYBXmtN3DlxuYfHcN3/j6SPYuQLzOCoz8Jq0iicQTME/FK0Qbivqg9Haar7RwtTRt8b1FTi+E6srZsD0fMdxTs3PEg5RBSS+odGHwbB6sX57ITFJRje8/CJNzi+1D4emmEstcTw4Ggkju1Wmx3igc/uTYDgj/Pinr7sbwQhu0jGwoohlabOihNRLipX8uSSujTXdkY5Qnheclr3jCAo2spuIVcAlohO66zviVzXh1Kd78//wCEegb6mqCKjD2HYSBQ+pABqBZkZrggcELOIsVnWsphlfEl0NnAmpYaMZbrqRd5HespgKWy8JO4XUIEgBYwUIGfAaQgonRI+AOqAmR22BmFnbSgdWIvTixEqRHrVtxvQki0oGVB+8hSUDlw1UXCy8xA/xYRncshMnr/Wt6B8AfYG+IYmx0BkwW4LxzW707NatayG6aKGCXgY9BpUGxC7izaiOYeAMhs5jaBeYnAfZk4LusKFmiF5jFYZtiqHDdSgc22Fz5ZEJuxhf+eU7uX9599Dl5W2PXZ174v+dzp4Y3fO2ToN2OUbl2KbACq7Q4KXdlzSx7c9NddSYV3/zHrJ/L546ietLWLZhP2uoOk6zOfeBovGeSnI8TKehapCHkBDhJaLjL6x0BOoQML3o3c1vHetNXu3hsBu5FglQLVM+8A55Zd0Jo2+YymKPgF0r8HXM3YOZv92y542/Qo2NzhydViRPy5E6J/J7B3dK8DeteE0QLLmdoj2vyqB5ycDJrZHZgBp52Ewvm/PvSwzqZHDFy171+c3u+s16cZOTiMx2wEWRwpBsHYu6kDcSKYujrbFPf6FMqvkhjFMUlsBUuIDtTBq8WJGZ+WK7M1xHcQ3Skn/I8jMWNETFkP4g1nZhc/v4Oa9VnsPcp5vOGiS09gC5Lf8hCfCXoqu5NQ9ob6kt9w3trqrM4jBXzlPBdJlVuOtYI6gA6gDSfNSaOsxDnEAmEb02WCZqgNLYcpo9whHKhzTmOzFqJANDp0aCNuNoKnYbvs30HN5Q4k5SCLp1x77koOph3kXwTzzlWBy6zkYvPcom43THNgYEKTWqQjw0gZUlTJcif+ZXT8B3UK6j3ESli7MbaDnR3rvP95W+QN+Q8IzwhgLNBoFmgPOjDSAfROf1alTCm7ExYCBhRLelSjeyLiULbohuHGseLl9EMsTIIEa2E5YzOGL0IE4ZSo2kWCI0rY6vVmLnKzRUjZvGQ0ldnlCWp4+D4OpSa8/6k/vswwOOrHFMgkVMhC4Ips5JllhaFUyqMom6mWybd03T3btxrYPZR2Bufr2tj+u3nMqniq0HNtoBLWShqpCTwFDUo85xsbbp1p/7/Qwg3vPUi46lhZE2BSxNjzmjb8fCf496YgQorWPQRNDFpTTmB4UoWAKCC+9HOIVUFxvAQjRLxfdNivySz3QZ1HmDR8+1XHtT8lYvb/VQfjvwyWgHzdS2xeWj8ojoD8zS7IKglv1lX02cjcfE/OA6J0RnmGEI6kMwoVcYfWW0spg/93QQ1gfjGOhFyx8po9vthaakzg/UKkObJFfFwBomN6JIcJSRiKE9wdT2Cgs798w0O9VzpH627X6jG0Vhy4sIWXaNl5ZEyYk6FwWS7ys0UGmgIZQ49PKYPwyP0MRaQC9jvgf+OMguFPZiQkMqB5GJFhAnjC52GEZLSkAYCtmPXO6UH6pwM2E9QdppUkmgITandHu72jzgBEKcsh4VY0ThSWIOX/gw+VBMKen66BhLWYZAj3PDOxUaEs4zB3i3oGGlEqg2P17wGd82W4FtCuC9WDvMgZjV6FqstqELOBLD6lZ8/seGcaWBzy/j5HMtTjieYzg2SpEC2VImmYuzPCuDFLKxp5+cr9f63fpfnJfzYUF9foAIsnBo315XD2p6t6vZNu9SEoSyi2SgxumQhGGKiSaWNUxtolRDrAetC8WEZKJG0QlQk6DtQHsMThq8Ca3HmEFsQ4ivhXni11pprhLCzsSoqECORTE0jo0yGJR5x7lb9qztMFh0OZgMUxPQYhmxB4MEYX3Jzroas3ItJtpSD80Al+ew8PQ3h53ELoF7Wy09hFwMigWpA/cKLn0C39GtXwLiuWP1ew9jpBR9Dut6BksxnP7XsK/uy3D/OsXsZcOOTB/T8T/t+OKZ53kza/cc2X+/GNc3Ob3KCXaymUq0Uj0Suxojl/P1XrqKhI8fBao7pOIt2rjFD17jiwtC0IvxhA+hlEZyO1aICoUi6SBpI21gZI3JL0/NzI79nydPHgtuO4ATG9EmPHsV5wQU5+Nrm4Wym99AqoxUBwN+5DkwLMIS2geZqwfGr3RHN65tWovXcE1XyWAGIYdA4AQtqVMFl9gU6TKyExNcVaC+itU0NmRtvTtkmzHEa0hI8PbDGoa4AzKJfA+GjXZRJIxuNYIwqjAJQo4QgYSqT+IhiRM/5xsZUkvQWhKbSZ+qhI91d5vOwXQgPRnLKAJxw95slOcL9hnhI4mF+3ulA414TwlMNbQV31X8TnHD1WvMaGZFrXBLXXd3zGGscERQq6612TiZGIAu+bbpp4C4HD5Tp/vSEPmorOZ6Gw+uslqRzHbAsmDowM5xU1MDjk1ajVwuo7HheDzsmMSutStXV7yO2WwY9fqLtMP+oUWSpPe+972CIHzzb/oCfeOic+ovaSd0XlxTmjWpezlZJ4TvCIHDBo7oY9QpFt18mmTs6Hwo30S8i2wDegeJNlQDWg9KLzI267uwejMqyeh/eRvtUORtdp4ZMuyOmWU3NJgOIXkp8o4FOdIbwk3Wh944e1e+O2KyTJeNvJQOwzTByW2fSJu5O//YdNzZamzdmXBshqyu4dosnGfP+5OY5pi7G7Ei0lr0ATD1z+NbN8/fAsOk6eF3Yd8QkhmUM1jOYrON8p/czVz9HcLk9Jqh+osCPsBrj8w6z5U1fp2B/PgvTJRya2KigbiteMjUYmI3tcHLM2mzlmg6cSfatP7yIDr38ROb7PBVpbCWTASyDW8BQyfA57kwHbJ8pM4ZA/kOpubZ8MrwX5/2T1WqHgk4cHfjXzBR6oysY6UcK/dya0g0kegJKtE4pFkkJUx1MObwBU/UfYbnaSh5XSVwFIQaqI6eio4Ov4v459jmFTodtZDDBoshFm1J/og0Po84Udciref2RW3o5lNwpejzzQJx64sFR+CFDGdIfkcJ0/GAZPxAJ24ytHJhJYZWApsy33Ywmpe3xYN0hU/KU/qyKkxb1xrx3EbamTKsq3n3WMxndRd8wEqBSjzK+1wghJrlSRanepzkgvMD0WyQ4OmwZPdQ9sVLbspWewERPI73qRpocQQqWpsCnYBb4FUxZdSI57ST+ZClUugMGuscoVO9BUBzZ6+lYvIzTy1Ua4Zpul7UK6/Pi9AX6NcYaajTKB7F8CG20JAqPqWbaBkEFTa02KDGO3ap544G4e2GwNBCFe04ds1hI4ntixjchNCJyr2mPCQc1Lfj6vEoEAIXegvEQddXW0T2mGCZR1mhlg6iMZENCgJCNC/2zks/s6d2yGE4k+EMhrEIW2OEZsDyb/qDILnkUtukVsuUqgtDwWUBszP4RndQCZko9MwGIM8vzc+R2ItbfgqFJDpZLJewxqHxxX8RPv1eLHPyJUvzayweFNS/rknE/5bPcxIl6f692/euaHqT1QOoSLSQrvKWl1iU2XKiZ2qOJ8FTgb+5BSsUo1fEbCeboMk4NC0ytKUCwjhsHXKIQgfDFey+Ajoz9ftPldctc6u0M4KNYhmHLDgdpRIkW5rqpXjkGIwSFAlGQyTY6OMAGRG+AleBrcKT4ahwZDRjaMWiazF5Bsc+D7ULj2HiW+cIX7pp+hrLPsPo7vHRaFOsMxhmUanhS/twIY9QjL58gQWkMNBIqNNQRycdqinqJGkvh80YGnEtiCdTGtOrJXckCkWeF2J5lhEchvcYwSWSBcGjkkmFwBOdQDLBhabSViE1tTrLwpOsRDfl6g1baXQ3Ew2GLbNie6VwTdTCXtzWYYV5yptuTIIga66YMTtMNRBMg88MsM3WYqy43V3dSI+PN+ZjljnC1AQiKWG4OL9Zb9rLVXOzbgVhPzL98ugL9GsVBrgTu46jdBjDIjoSmAC2CasHuwxjU7ROPtCYOdrjbKQaUVaM98E50ZZ5aAPVy9hNkLOjGjBpBHNjCHfBBCbWojO0tqf0AqlrOTWN1CWYGvVjYRRooNFPLRlD7zn/qzknbzOsBcEgajtUF48/uHzHZ6kruCHjE8NgOjZnahcC+wrIpa3IxMuAw8Cd2HF/lEmojGPTiznmv8RX3o5THk7avN9mcZZh/8gf9sjyc0/aM1q4q5dPt4UkCZMQQuTKkFpoQt5QfFcOsdX7uG1L9kN55MpcOkgnkIpDUyGoUdl3qMKMY+BJiR/zR1pkxynuwpnMB69VDyD/Loy1sPEI1i9EYYgIAShIKHIYYjAIDET99SEKIDICBd6WNLsqzK0/uyrKiUiXawk0VXng5C3jl4eoSCmHy5ODtXRq6/KYEFzwLfB1hq3BqdKvNfGFOvCTPG4RIehgddAkwjRoQQ5yLKOzHT0dxiVW5m1uMM8LlEoGlRwiOVR0W/FmIDuh6Mq8Cz60JCeUHIYjgei5fMDxxOcDgWFFFpQLONbxllMe49eu5dbNQqeldRWhpwiNLDyRdzkpUEWRD0bblYGW1ZJzzno9zBcqi+VYMTsR1rTQVYmT9i2ZhgWvYVhYrHoLNbfW89aa/dT0P4u+QL/mSUCbxthxbNuLQhZURY/H/8/ee8ZYlp5nYs8XTro5VI7dVd3T3RN7huRkZmmXXJmiaCsQWEHy2rJ3YVj2egHbv2Tph+w1DK8AL1bQGrZXq8WuFWkFSyIlinE4M5yceqZzqOqueKtuPPl8wXhPzwyHyQRXFJXqxcHFreq66dw+7/d+z/u8zxMLxLk3fuL+vc/d239mPcytFWO4CdyUIOn6i9C74CmJMVRTtBRUC28cw/oypZjWISJNPJDBBD1Nub8fYFShvEMcgzoc5f7w1U/84PbjOc9CzkPTiHTr6U/8/sX3vMTSrsmqhUJmhjLdbI6GPRnhsm1fxmDvu8nUS/8QeAj7Gvn/wGH+MX78P8JrKb6SQkU0ZY5fhEjetl9sdt0PebMLO/WutS0UNbT6aO+RXkSPk1eIy0FIjcDVCXqHjLdsp4F2FY0q3AoJU8RlbTu76S1ti6YTL39V/v6z8tUBJZdPwjkBPYQZOPicwG6ZcNaJpEeDIBFwnGPTw6xLCVrWqXAOqxhRQUuc4p02em0WNYVquLZYxovvxc4jBBz5Gbwx/B5kH3LAxJaQkyrbFYjNZjT8Q8ND1Fm1yR5fFx9dq8Q1wdqdccU3wtOsEXE/t26eB4l2M8cthkFi3BxuxqXWbtavRJDWE0YKSM4Tt3CZCOCkXtE6cJRfTDqhs181e5V8WE3hHFxcncS1w6qf+Lxf9xJPJIFQVW4Ex8Y1LCzOvvHacOZYt79tirzmC6bUXWywnO0r5s+rA1XIXLFXd1NtzLO34lSZpDiqlL83cZSg/+ZEDdVH8PgH8HAFEx9hh3SGBi7CK4v9//q9l5M7DFXdITlDsQj8ItwN+oWjMFOQ/MMFReYai6tYWUHNwInBYyLd2hgHMWX9TQ+xS7OBtkqYx9r1O3529A9qLBsRx4qPWeu1B65/+Yf+xOgpkRxjSQtJketb2ty02IBOMLIk+/DGt5Dm/xbBWpA/guL3StIZHsGpf4rZFE+lUBkN6+DnyuT4Ziw3G/dPOotGdJA16ENN7aPWQ5qQcn/VoqPQKshm5DNVFBIzDloB3CoVznGV0uhhDeol3Ofy432TfYX90es2ekt05D8vV6VLTdycx/YS8g5Nt5/Jcd82kc3fYBCSBiO1SwtY0sRBA/tNDOoYdN1JW5pOBQ0frSq8NvQx/Pq9pC3KJ3BuwumL4HrFxBU2bPKsxQpXEpIy6VGxX8v8h3oPSAfaz5hXwC2YW3Cn4I5h0kxc1eZIvFxJox0E3Bm6xkpeZ07mmADSOhg7usVE6mVaGiVSn2O4V53ebOqXV5JBZ3I4NQnkqCKHFSfyxbDmphWu61JJARNyk/LxwB/1zfbNZuC6edxNJy0oT+dLAVN5VnfyRR8b4/wLN81havaTozmWv5A4StB/o6Ljf7xaebyZhM1iNK3GDQwDhHVEz+H6l+Q23lfWfq1SUSgp583GNEQuBoQz53tvWoowhul5dNto+dRClDFESMJKvVItbiyxVZIIkENA/Jf4zx7G9Bj7Y6R9uBfm0yc+/NWD2YyH6yJa9kezPEKRDTJ7SbOLMANs5ZSmv8tgwM9g7odxmJAVLb4IEPnurfCW0LkPch5pE1ENzQmm9uAfEh7RLbCUYCklxY7cwzNdVH3wGsZt7HeoTbrTxKBKAMPCazgzQP+LePrrja8eBcIabh3DYA62U9KWOzT3xypkRnjvH+LE5yjL95ps0MBhW0TtSt6tUH3e8tFyUXVotJq3ELbw5Yid09K9EYieLydNHk1x1WbwBHwB7ZXGgC7NajOOQMEzVPhLVh4loUaRMgr6DHMRbs0KEYqmdobzvpHcH+t4hmupjaMnfuFzo6TisfWUMRvN7Ori9B89HLJW5HlRwA9qbr/uZBU+rrDCSTRPZbQLacT2JT8e1aD4aNB0+bpv4ySdZcoX4DbnkmdF4foYaJph2Qtxa/TtHH+P4i8qQR/xoP8aR3/O7c+zmyH4UMyNWd2YwKi2zausVgPPnzL5U2XKOVVOQHRKaltZ/SUxyFyqTNDWYn+bNJGWj5NevHBofLFHQwAAIABJREFUTtjxKWU0NJWiN99CKhywIfareI9E5JZTMms7lewzpz/zI39mnMwgMwyBnqmP1ivxcmSOJSTmfAU0lP1WMOBDoBESUzbLim/t8W2Bf4PdMzT1QX/46Xf+G0NdEP0szTDJoUJaBcwAeoBGQhI/x0IsFyS7lAR4tEC/i12P3ushJyXmASPjw9YuVoYYvfCN2RnAFQ96inz8aJBEvDnOTrYAZEmDqydpzH23IQbtoKhLM92hvNwJSPmtzuBL8Ao5Zluf/d62c3HTdQZtNVpFJh1SBKlLeJxSs3KJk+aUJ19oCIbI0MvlpRtBNWTM2mtzGLuYsUxLfqPmFo4znuOHnFmplKNRN8otNNXRBsxm43L3c8Fxbq2OXn+8iOa0rezVg2FNjCt62JSpHEJMEPWD3gUUWa2/7cAgSU4GtsLZxjhbcuzJCoy1Cx59404Vr4d6P8ML39GJ+Cj+IuMoQf+1iVrdP3Vypkxsis1MnV7zOmuJtX/M9AQqajiDhZmh5mkhyG/7IYHDGJeuIColjDbGiBdoHCO7Ss5WVFAnpfLkW2EtNq9RNd1ooh6Q2ajwCPfdekcC/THc8/exwgn5OBUQG0JVcd07iMJPzT/16IbqDLXYi/hpxY8109m5w4eK4t0hdif4lMZFwr+Xcfxx+Pfj2j9ClgK3StWNzwJvTiN+XWTAP4G5syz6b5W/WXCObxfXhcWUxl6KcUQeTqwPvQfdQ7WH5ZAk8ZcUFm7P6OXQPoYKuwwbApcdxJycZdqbOH0Bgyu4WKo/fSM12yN9JclofaLdgCTysTOgxp4LjK7VXpmdsS0f3Ro6PpqCNigNECPYF4SquBYirv7JZTcZN1bNqdf3p1jZUZTk0xozeDU61Yy+Q/rNxKPEfsvFQULS0AXDFke1a5XD+z5nQh46wjqWaM9uqh2d+YZLq1wSNlE5fXAnohWwtTlXe+XxdPf0LdEZtNzIuxTPM52cgxp5Ny85G/ksNE+iBpRQ+qSwE2VOCwLrKzEtDB+p0lnaL/DVFHmIy1+Dk47iLzmOEvT3NxhkXbJA2nKOm3BimkRgbxHSb99h3bZdD/o3b1CRKzXEw/dBiqkH71xdn3rM9KZx0Maez2449pwsh8kyRok4FIg4CoFE0I9FFd15wkwhMCcxdDCQ5BIFUb7GSzBvlEX0U6BJYksp2+5jNMRoBK8C2ULRQj4NbFPtJTQ+ry6etfNzGFUx4xKRbski9LF732Br9Hnz6v3aTl+17n7qbuXuqSZfmTLTbXas997F3fdeJA1i4Cc3cHCTRlher6A/W6LbEviNUi7jW8UbZSF7D1qjqQ+37v2Y/sr/KPPLcYbhpFRxUyTHwW7BO8B0RO9mAXQE5aRinmOYk7XUNbfMzgUphzQuY/EqXt3F+FuZ5t0LdHKyauGMbBVNjDgjq++aQqOAUpU/Sc/a6RZlXNLEMOhoUtLwDLyCpjnJTMDCuNGHpyO7OGDix396uyVhfdp9GJeyv0kwsTR819LYqpHDy3WXKm80sCsxDKR2WOYx7VrtWe1lyrXKR+GT+ohrkYzBRsgnpAXrpwj6ixit6s3VW/2FPD0P/9XK+CUbxVP5eGXb1qzxremW32233ETNlyenVmCf0XJVMHxBY7vA5oQ0Uo58BP8KxlGC/vMGYzSCB+DEceQFkhR+hXWm5OamWV6TnVV/MjG12bomAlSQM9e0qkW1ltAFTXN/KYKCBZb5YL7gDrjXQHxP9uqDo8+vDkftMZwUfviKiHDjuRvZs1WloAqRtFvJ7Elzphm4e1V+U4iBdaj0S4CQU5qm6RJR3nL6zaQcNol5qYImYQvX3uPi/pAuyh8roYaiNAK/5iBzEcssMVmgkWgMLVat7NnZPTG17z4f3jiGuIXdPop/ga+UrlOUe70EzmvIV4DuBN6rxr858O4qkpNrC9H8mc/HKcb7lE+fP8TjBskUTAfXBPY09N3AjwK/+Sbe8s1hIffn//vBw+uba5VHL35ya+v/2Jvs2lvluzWwJfkkMdRIDEs04kz5TKZUUtoUBFlc8MnzCefALyPt4VL+rZeDedDUoU2pZM5zJDndsjGJvWUZvprOnJv9O3nHQVdRF7Kd0oS3k4CFBPyYCClDVjKiuSScSHhA9QufXFnfloo3ch5MXX81KiIjqAGbe7gi6ItIGkh8RkeVTLuUp21gjU9zKrQCGZJU5T2CZTBAlNPOwsnY6u7i1HBuffusGt9VSP5C/q/79tdpRGiMh0u2yRLQtISW5GVqVm+KQhOs9UXgJaBvy2f7NuviUfzViaME/V3H4gJVoCfXUQ1Iof7Bs1iap67O4QD1KrR2tHGV8QvjFXTrZ8bNdS2zfm68zHppEiSJG8NNbZDAj+GnplLtXlma+sI9zstBppyUMFbpIm+QSq9IwZtgGUTWr6e0LdcGw23wa656wjlYXEHnGD92oj3dawW3uKu1Y4vbJDBJU2vGkKlzzpDqOS12byOqtEPmOV2ycZ06g3GFVOVqAU63kNcJr71kMZ5gElEB6aqszm9mek84N3rFyeFwFpMv4Y3b2RkgGWeKydsGgoZ6kfhyiC9Xf5AQlakE6T5EjM0DRAMsbyNZAgtotdjPoBtldrwNZHxTWHF87wOrWB7DOb9Z8zkaabpLHrhvhSpTcwj8aXn8r8Avlb29LeCch1cSpC8C5ynT3/7o3y7eX+ayBJgUsBGCDN0eVbtPGzxFKPw+gjewfhKVIcQI+ZCct+wYOkNuaYkWHI6k0+U44CX3hbHnP3Tf89maHLWOffZ3/SIyTdp9ZD6yKk0MqQqB1Q6zum4JuJblOey/aUFQrkAcuTC5KPnVRiaiMQy8pJ2z2qGsqyLcqf3ajrhMmTiSSNSwVIE9DWo2HhKk9KYfB3sL6j9Vcrp1aSN8BGP8tYijBP0dwvexvo7FeTQamJlCq4GZLs07qAK+i1dew6k1IjkYTXMjFReTcdGoapsXjlBW53GSVnk9TNg0jyZFm6u4UNF4lEzYzGwgM+NHpivUYbGvxz/+/M0SE6zGVJD6KTyXymenlPKxBZpjKAHu0JWsyfEv10Wejy9mg0p0pfFqZb67erLd7lUX9lgjhUuedZlrClflEplrXX8vjZklkBQwjMSSoyUCUMw0escxf0g0NFEhcm+7guoBQddSUdKJxihg68i4yRznWcmdw7i4PcPRIpFlHCtF8d0yD37ua6fOvRsbK1AxeamojM5YL8YTfTy8gdVd111s5N5IoTjQsMtlQv2WFIGZWdz7OsxVZLs93KvJ0+VbhyN5repITrRuMRbS1uYHzWo/WJ5bke+bChvenzzzx/39m9/u4b8BfKWkvZwE7iyry8+RyOubkqUUGy+jsoUTCYHTzNDb1SDlaylQVKijWuXQbaRd2FmYOZgFurN5ST79z26KUC3D1EtUp1ICDcHtHqktesArwHWGOR9pldgbJiB4Xwe0m0kGBDO7BxBGVe2gntnKAMwHCfA3SDHLJUV/+mOWYq94OSaxv3u30DSkMbf2luOVAZwSRfsBhg8y6ttOGOX/24dl5CSrHfpPYQVJUb1U0H82y+lIDS3wjoPE0qvpsneaaXqUdagtaiReeZm07Y7iex5HCfo7RBAQapEV5AYyNY3uHHZ20TVIQxxfpMLZLXUjd/ZIXFNkWOngynXTH+X331GkOTt/VSxNDWvczVIWmN6r181ja0lv2DpR36gXc/3RZNFfkHkWRe3XB3Q5C0neTw6nUoyTgDyVwALkjJEFdPFyQai1zQmcZSQtb3wT1nPVnajkVnKop3pypXlH1n5ojzdz5mrrF4WvMq9IM5u5JnUATxFvwPiUWUydRp4rbRQdukO76zoR086cQVTgxh693u41dKeoXxZlGBQWeS5fxPssjrWxOAc1h0ySEEc8wtoE45gk3x9ReA+KM9gZww7LwrAEOPcdGXI2GbIPbE3Njk6NZg8mcmcsDjJZpvhv6tpRvLuBmSsYn0N2PaMNxNepJvnAcqu6tlKrzvKpFXnsZLVS91qXpmv/22ob1eW0MpgJDptev+lkU/6dP3H3q1/6rfGrT3zt8a7EYof0Tw8mGKS3yjr+S2UROiiPr6u4jcHre6Sidx+ZJFItSgaskpqq1S5N/yVTBDCwGfAuRIuGATf+DNd+O53NSIm0WnYhR+VrbJfPvv+W6e3tKvdgCexu2CUSxjPbMBeQvYSV5E0STosebmlQEMQTpNbCpLxfLmwlPwcufpcm9alIFgVWr6L7ir9wFQ7TTDKXK+WV3BEJh2tSmhOGC9LIaxq69Tgh6i2NY5Y4hQclEZBx0t5KLUSAw3OElYkOhhqHG5TZq2vkgRP8BGrvw+CXj8ry730cJejvEIMBHdeu0v3P/hkhzrML6B/g4ccxu0jX7M6zWJjH4T7Wj6PuIIrA6ySusD+x0x376J3m5SvFA4vJdkITAfcv8oP94KG5cZTxG/vnZz0nHbqh2UrXKivWSfJCWpofua1NTBgrStVfQwlaKuJmcU7ZlTN6J6xsNTINplKd60EaeO6Ejdv+51r6s6vNs1osMnk64XMZ940JdOFpkt+5zbnlDs076wpMhXqCWZsqMl2lH1Wd6sbYoDFPMPSp03Q/1qS3n2cocsg23F/FaQ/xLMLHEE1Thaw1jcE8kODffpoeFVo7SuFzODlxILilst/jsctfFaKXpx+8Lrh4V9a8oYNL8Pewor85QcuVh3hzqri468Q7tXE8CF99Z5HtCZxawvydSXc9bU6jWatyRzoIKrrp4tQYou/4u36t77l9zx/4br/rBB/56fDGdePcS7uhxoR2JdUJD4auy4LYyMOcVigfex6lvFYLqaTaMz0H9TbXLwG+WnoznnXR7KIyDdul1Jw3IRqQDYgazXvGNVz6HFHSm2X37ZWyXr76bXYJt2k0o8vlivBhhoNy5vF4gFl/U7mbRcAyR2hP5q6MXKmEExdBEQgmXAW/0H4RSCRVHbcNKoZWbm352Oept+0Er592u0URcAuJzOdGsBhyyLiQMnVtQ6vDwK4o1neLFcVuVu2ZOHt5tgvBCgeF67fUOPGqVRsO3ZY8mxSZEDPWGWuZ8uoyiw8zEeu+Nv6jqrucVQ/9we8dTF4+UoX+nsVRgv7uwlrynAfw5bf28n6Fyt6ZRXzxSaycxtwK5o6RjNpujoSTddDCQziIrVtRHGjGwGxWWPCRuN8HMmmCS2kk00u6eWU+6Wb7x/XG3ePhfC5olJewDu9NoBpuTNLPrkODf9yQT1+vQ94fr81jfg+vLRTveqZ3YyY/fXE01W9qHKiXq1MvtBY+0zrdcHqn+I27iptzxVar2AvUxNdZVRN8AcJKykxdyq/pJh2ZTwhlaCkp376NDEJDWh7hhE1CFk/wmRXz4AJpBXlfIhA2Be2EI06NyN+R+GiDJEyVT7t1TUByuRcQtBOpJqZqtw5//zeLGwu3HozkfappMK9R2SN/lrdESX247698YjF4rH/5jd2DSSObdEZ4coK3EQqvguW7UL0bbN6wKoTrSV51beBr3+hgHzP7cLf8aq/iHVT5Qc0eNOygmqS/8ys26qC+hMnYSTbc6KDeilqVsBHkDd8Gy2RLkjYQNxE2MayReUs2gVovWeTvXD82gNoUVk9S4SybkDU4NboVJZZsFGyI1UfhPI6sRzhS+CRMhp2n6LFvEnYsbc3UN/RGN0DaTqdiTBmMNZSyuU9N0My1uTZK68yg8EwhTOYwY/x+Y1xhTiqCXObx8h4CVqSNzBOqqlmgmM8T1ybCoWJZ8tTRENxck+1fV/O3amup13MTXWXtzXozc3ihs4NKY6PlMlFQ84JB6kKZsJoWiRu0kigXttIUUNbN+42W62Wm3bS8UTCT6TyqtipWpcs/3bqQ6cPzR/3H700cyY3+hQTjOH5/SStexPIK5k9BK+oqTTXJlw8F6hOwgiARZSAzeBPSPeoAImMi4Ztr+uLduHgXTcr5CR31kDJ1ENNB0s8RZe3cUqvvc2cw08PxDexWSSlp6OGOS2zlppcKb2rc4rS1bpQGLfXCre+uyHN3iisL6vJscVjJ8iAvHfAcEpVQNRR1ulUtcoSNHWKBhAxjhiHDRPPk8lT03GL4rK4c9lZMrw51ssKXmOGcAGbNyfOZHEkMIfcP3YnZVRrLC6tkJTCukWJFT2JL4fwFXPoVOk28Kh74b/T7LqJzATtX8P8mb1Ozfw4fneEf7/usV3l1Ejx9LH55OTIvpfjlcjd/ZwtTd8BbhZiHmGGVRtAWzY5tdnWtrWvFk++69KkP3fLZ9rI9WLT7i2owp/IZbfefwT/7JYaOL+6quDvT9UG3MfKkWqiXEzo1JC0MO+i3qQe5F2LYh6mV2EunBCi+CvzaO0pgxvDuD6E2TcWuW4Xj0kIteXkQiECgr+RvwlXE2Sh/JFDCEs7gWmzcQBSWPMpS+pluNcSdEAJhKJ5MHOZ6rOHwwuGFJM0j1XrS81E4UjnewIHPazsV4whhvOYNj1vEK54/8LhymbaSBTwTQjflWFgeS08w3WCJJWSZC64kV0LoISpG45p3XFg7QgXCjPz2LbsutBp7XXpdcCnCvW6dcyOtbKZKCY+LXHItecy5dXgoeSJE5PBQiJHDR1IMn/03hxeeOqLtfddxNEn4fQprcO2F8t7zxGqSPl3OtXnUF+labk6REmd1CpUWGi3aaoeJP1WkPSJRWT/SJsXZL+DkExh0ce4+XFmH5yEoMFmFyEn3uTmhR9XLo5AYVrA5jVqfmvn+BEbZm81UxOnIi3geOLYuKUfXWF5zrjTedaV+VlT328EfrO9vHm9HU35RV8QYwwh5hMxBtktEsKxCfcJQYiQw5N6Qt4bNY9nM3RpFZp5rkdiGej7m5zG9QN4pZNuUU+8oz5CnoT73PD7GcexECZaXFbQNyKnPdeC+JRx6+mH9932sTmH3ONXsc5ew+WZPrgtn2iQyDnTMJJw6Ed4ouf000GIY1rhxBOPk7keUNO4Avpv61USGr93x3O9+8AY3ux3V6xajqSLvFmgqtGP8FuEUFoP36GeriZpWul2g7ZE1X9hBr0Zg683LTrgx19/leX3itiMzlauONbdnvu8G/in4/4XmZVIMsa6LcEgrk1sqfXgBXJ+aaLeTsmIk5exwWrc0CJa6PcTtMGhGDbjcksiq6EAwJpgVlrkKUjMRkzqfVHhMF05ocCijQRCPZvqD1tWg0iLWB5PMEbmWgZAmEw1HZLmz0veaElKJJSsdLfzZvRt1HcWyJbhV0mvvX4ulN6/7oRPM6qGyJETYNpNqMtptzJ5xX8uLlls7dELHkZPEa23efN+B0UNnddwt8tHVx0IoUdXRhdB9QMWvIVjtNrYnZsltBpk9Pe73HN638mIeRluXI86zg42j7Py9iSOI4/sRqmxwD67R8c5wmnBbYC737kCw5vpBgdxWalx2TSsmJHpqgplnsfxFKpm9BFeWCXF2Ihzfx7OPEPFhoU/WUNdPkkCEX8DxIHyiyXkTuCFkrGQ4EUlCOnS6KW2SI8zgaO3HByI9uDl85jKvdeC5bPG07bQxNw05hp0gGxGtOuJIJCJHRLwRyulYTqFxHDM33ANdWIIjFNQhDl7AHcewNk1paiKQJ0gSTBKT/fOvJnftRKdO6qWTJePP0i1vYliaw7an8eM/QMpDyTzh7vBpJI+GCyl+G+d+AY86kJsYfQbXR+Q4RfGLcJVtTHg7Fg0DhxkpCtI9lpmujtTrr+w/99l7D022W09G3VhPTdDO0EhJf+Q3n8QL58vnsCeQHQdNsXeG4B7JQl118cI1DHfEj4yPNyiJx2pkih306hhMIWxj3EHUIpTefAzBAHNkjJDp0cv1TMiMVxxpBTc1x7PCVFyXM1qPXNH3unsBy0zbyqag1qywDnM5I08EIbgQQzMXoiVEwWXBpXao5s0lzyyPRXqje3hV6rwej11mJaPCms8wF1aSywqPKu2KzTxTxNVW4Qar2aFvslF12nDWzYZY5r3KwqI+d+DPAI53PJQ8uOEvFYU5dNa5yup5OGTW8sBwOemPjRmr7N2V5X3phaNbp7bE3VW3p7hpp5tCiL0wrXQ9MRVMRqPq8j2axTvp+u7lN2698jQz49H+d1L9Pop/3ziCOP4KhTeL+gypoTmCJm6J+eQSHcAUdOg5mr1mEQ228SoJwLsJaiPK3Z2QZtlchet3EaXicxkRnRuPkQeR0ze1PrRyI1ErDC8sN9oUCoocUoGMQ/VokvBtjpTbRW2Z+H3t9ZLPa4jzG1Mx5yl4a5mdGvQrPeoiErna0p0BsDWBtXc3sVbDkotEIU7oGGZ4UsEEEu85jqWTcM9idBpP/yvsfhGf/AQ+9kOk+nEQY3eMnQEubOOp/5uYxWXcheUHceY38eX4a28Oj+Iujz84WG1iiVdm88pUXmsltUaydrA/eP76Lz9x07cfLNwHi+UhVidYitDNcWMLT17FPhF/PRLgx0eoDUrLQVOg6pIQ0v+c4UJINuU/S7QVYpcF5RDjQBLqkzSJHV7UCPhR5YT7uAF+mxTn0a6j4NhJZeI4Q+lF1vdzrqquyyVkLdBa113XkL4J80ThUmKG5wSaR1U5MxS2orUnJONwLCeWG6chFc5caxyOuL+budWaCiWDb23C0YGNVHJBsKn+tcBmvlHjakdLPy1aVZvwmvGve3pRV9zMDpTfEYLpShTXZX69utxKw161253sz7mhw3SKakdPbrrHFov9vpxeyvfGYq6KWJoK4frw0riudZDGicJCmPFzO3fuXr56eOnVwZWXs8m35NwcxZ8rjtTs/hqEEOQVtd7EcR87KU0bj3PKkz4nIFvrkpfqkJ7DLResAbbMyfv7Hu60jW1ZGEtikLrcHXFGdevbk2S3f3/7UOWPWUlLGJYTZt/c16H5RgGxRPcbI/zEMdKPSAUlzMxF6tCdGIgUdkpfgFJa9CTDJ4F5S0/8p8CfvP1snJEOk3WIBzLr4ud/CtX7kdaxq7BTYDPC1QiX/ifod4grfVNwdF3/X+s1tzJ/0Jjpd6b6nVa/U+17f/TUbz15VdHrM7RPYKnAdIZajq9MiPfWupP4ut69XOQOC6t80tC9ebWzZPa6NmnzwrXFK6H+4p75+dzMAK+WIx4rQIXR+I4skfmiSgeRXCqk009k5YDkPoxf3noE4+cOyxx+fhRcW+zecqaHaFnpVMMmt25zXHFgjQc4fNB1orpTzeAqOWoSKaemFUE53NY07TU8mgy37VzBQVVpcGV0mCEMhxeTdEtLrphpFilLrXSFqvhu6AdB4giTuJVumB42mrnrTafj2K/CoLk/mMzONoqUOXw573tF5nJiP3Njb7OBSpL0bbwoKFSQFB3Lgn4805s4g7C+l8xBcG1FisroymvJQS+7dlENDixjplea8x7F9yiOMOi/BqE1+VRNQjy4QKjFF0eUY1c5Lmd0Z7HMtMGUjI878rjg89yuwWpldF7khtIukaNL9nQIKGsVdSNtOerCyvsyoZdgOemfsZiE/JEQkJ1+c4K2KfXEzEW6fwh4x1FfRjhLDTFYomTkKSYxhqGMFzymuT3/CYazpSaGLm2s319K1w3f5BFb0qC7PfnxUB3sIgYeoi4OLA4M9hNSOL0tgfrtw/iPpMdncEyPZrKwPQlbNq8XRS174eJumZ1vg8yXqai/HSfreGyFqDbeNJzCuK1MzmWO7HN2g1vY1DdpkA666aA96T/c23/qla3u1Y3b8ijnGKYkCWU0Oe0Jrg5xh8Q8Sb7R6bWazmqiEVta2joFzXDPaguj1xuhzcICG5fc6Yl0z3XuuSJOxGIhbLitsRm2hYTxYm2sLqxe2ElHDce3UrtsNkklh3WEy4zk9jDaKsxolFzPQ1WYHc/NmYuKogmRmkLscF6jHl/GMl7LJkJCMAfZfkNwFi1Fh5Hrz8T7xNTxs/lJSGhmUn5vYIXlDB6zHkP1cn8+zWcy2339qqTPUXMGytNXd7So8KUKRMNIxXu7fHaR2UM8+G4rDGc/7AoOLoqnnzCqMBvXafV9/lmER26w3+M4wqD/KkZD4JgHnWKe4WEHRVk46wdr+T0VY4x7NoC1Qth2ZoxW/FA5hFs6LFes0Dw3PAcK46TCKO0kxAwxhXESwTNiavkhASZOBptQf8y3NO7RL0fp8PWTwV8XH/4PIe5DtohJggFhzM4oqQxMu1+0h+4xwc7UggfYLIsTKFoonHI05TSBBvjFb3pC9oOHNfNMe5Q4Bwv5gch7Sh8W4USk3yDJcRo4zsj46UYd22OEfZx4H04rqs87jm5gWDUqKEwlMeLbSMgvTrDwHIIOKnUEXXjz8FpEAXS7cAL4XsqaKesOZMkwZ4IlyfK1vc5rF+aefOWenS2ZhLMVPK/RcXC8SgLNWuK1ltfm2bLFUJI/wC4jIsxQYCZD4lP6LoCZzDngzr22Zyze52wphkm3scfnDzrt89mdV/XagFcdVUiDrXrLN7qA8TI9YdwkO2n/SlbsDZMrBLKU0nqOS9NFzBK3chzQVxbTvJJxQZ0CDeUp5Nw2U505spUq0uKyaKQ5icQYqHLMPU2742SBsWKj/3B0UPT8s7u5IsLmVp/m7qsuiY84lsjdu33c+R7IPQLdaQ3XWFjGsEf6A64iir4y6Fawd4APPYKDffzoxzAa4L/9r3DxCl54kZon168TwsWAV8+95e94FP8+cZSg/0oETSQKnOzQ1XhXo0yahti0w4LK4YqkwTA31JFbM8dbYqCZ4swYXhhWaJF5rLAsV24UsMKgMCLjbuzxlBlV8IzLRJCUR8pFbpyCMRu5Bh7VPKNSZE1LpNcRczmpeDS+mBs6zDeINTz/JZy8Fx1B84ekDsUbBRZTsxKYOxaKOQdOUt+Kj0s/daJEJrE1cUbXaKZhHirr6LcvU+9ezDYxfRA24nPNyVYxtMlIhaHZzYvNd8DNFGeAO5pon0RyEv1VbDXBT2N2jK5FW6MOG+gkyMd+FnwNuxcEAAAgAElEQVSgnf36N81HrAMnQMuR3IPYg9iEuEqgvuhCTsNpQ8xQU1V44G6pryqtkJv3LW3OzN6f9qe/dCOqoueh4RGIEbnUg73lYirPhIcDFyNOfMpWuV9hBgOHJvEcRbDQRBqhFIxUmueaStZX0kXDbMLDQTTsqHPtguXZZM+MTXgtRpIISwOivNBmcluKWpSEPVHKe5ABbEkJsS6qBYERnBNP7zYxRDDKgT5MrDoCxQS6n83Fusszj1XiTXNHjjaDk/dWk9zHeJ42RtwhTF0mYA5mYmRDTM9Ah0hv0VRka0SD25GH6oAIhqxBzmkz8zSgJB1cu46zx2hl8HxaNSsBnnoRx+dQHJB4y/Q8FqfxwQ+iKDDdxee/RJjdYECzpr6Hl15Br0f3lXrbBv4o/n/iKEH/ZUa9RuIe6/M0Jt7xCH/gBeViXnYFuaaJv4aijp2rcPKNVFzcSe6p7p5dqQvDclcUCgXjuea5kFGbZZxnkmdCJi7LJHLGM0fkLtNSGFcSlVeWFG24JKgQJTjkPL45c3EiJp/uvFGtINWgPTorEYpJOTbxtq/g6BD/8hfw6N/DIx9HyFpa3zUv59cqLc8xcTAMm9UwC2RiZZK6cVRL4iyOs1GUR6EezsLcAZRACZWE9/4T0oPrZKgl4240LkoO+GhMWME3RkfSQP3sPDXpMhdLDXIJbIDmkRsWdTIfVL5J/FzcVSoKviNkjeau1WH5oWnAHSXKfgB7CL2Fog02T+qfaIK1cauKsCDe98gQyy0oNnPYVtHKSF+l4iJwSHrFd2g43JM03+8QU4MQeKnhFpSXr8TESGQcOhUvc8+6es+0YutUROEz7vOdgNHgZn18baOnI6smVtNTlLPXbx7izUOUbL23D8rdjL4XyemWKHwCo15TFI7F4mB/mXlda9JB+nFagQIL5zHYJxDME84lBLWMySXFoJWgcRPCpcdnFoVHOhqBB2+RliA3h3yYvA/EWTrzlzfQOoX4Fn3yIaMPjyqdn9klXAuxt01uaSlDrrG5h35IUuISuOMBTMY4fwPdWVQszpzF9Wsk4frQu3H6Tvi/gx/5BKVpo7C3S4v2JMSVS9jawta3kcv62x1HCfovM7wAdz1KFZCjaNCsHpNOfC2naRQ/Yrlu5roitXN5bl1Zb8ebHQsfY6u+oB6YMcd9TnvXXHS16xuGzGGpC1I+k8Rlzumg8V6qtFxL+YR0iy28UX0Q1nYuHfvipe65m7XdgVAJAadlUi7xaDF605/QEyVH+J36F0/9MS69VHvgQ+sPP+hzZsIsj9O6SYVNN7xJPRBpweJCqyTLM52nqUpHNjJ5QhBtvXyetR/E6Qaae/RhazFqEf32YEyz4t/cHOTb88aZJ3mqfgOXO/jiNUQ+zVjXcmIKBxZVcoXKPFN979f9T54GHkwxuUGimnmMUYQoRtyF6kBJa00ClQCD6lcn3nOeGJu81shrAa+avOaommeRHtb6YVzrbo5Jn46XGbOsaukQkHcSw8VllGGe9tBKMWzTtzbqopYgamqfxdMjwM+cGi1FdYPxBm4kOCThqbfsWm5nZKf8ke4LSHAuarlytNGSFlYaSuF+8/qiGc067CByKmnQZpttkXqWzRXSF0IarxBCFJ5XDW4ZvkrbBeeSlYvacARNJoQlB3GjRQBRMCatmzBT0TSiGorMNwWztiBhvRxwI+pUBG2khV2fp4w8nqJhnK6m7q4rsfEsZo/htfNYOwPbwGt/hg9+HO+axcENTK3i4rMQhySG0DIIUzz7Onmp9WIsr5GLzM1DXLmJm33MrOLKBfhNzC1iMkSri783izhEGCGNcfkSfYVXr9BtFJJC+d/iOErQ39egnTSwcDfaBZamiZE2m6IRw01cP+Ima1xqnho5zjPHTqTMH4t6xKTVLM9ykyuTRdad10pnSl+aSAxYbiTi3YbwPUaSEKcru6xxUHcP13rz3d40U4E1FQJLmJNWzLV7Xp74+cWTz+3U9w+8kKggmkorkRKxmlSnJ8Se9icsGNv6mLJn1bxZdT//tpIo4B7sFH/675yLz95d6xZG7a7MGe5v3rHmJNKmxmSFyiJkAyfu+eHAiSwJ7kgEIaZzStDxJtohzaz7MWn+mIRkSEWEzDRiSlRfuxrrqK+98MiV+YUo6+Lzdfzp/4nxyxDvd3v/sXM253cUdjXCzKFbH3hsyIuvQ2TuBLtfWblLeb+IaTM9Tmn/PYzIBGvcxqiOBEk1uPTQk8TQSNrImjxtmSSnv9x9DvoyoTPb3+6LnCUfAQLvaSYQ+05pWFXagoVlKZ8AN9sIDElxxJIMbS9NyC0c5yHZqsoP6KSQ8JV7r4k/XISG0c+aiIsSmUwLPuDBKKge1quRWwmyVVfV14b3W+1bGg/3DbYMu2gY9SK0cI3kPT9xvQVHvZ77POe5CTqF2rViltWM4I4plBYsb9e0LBzl2UAY1xiWMOICMiZcyCLQtXHNSnjGuckkF7YwjoirgQz7XojMQ6EcPtXmemQfvIsZqWohHr1P917iQcddPRa/8aoQYAEvnv1TOTevxxMdhs599xZSiuGhGg31wT6fntaf+g3+gz9kL11gYDLPdXuK7WybqTn7/AtmZRWDAVtYth/5D+wffIo/9Jj5g98hlCeJbf8Q18qU/bcsjnjQf+ExM4cTJ9BZwPQIJ+fI2LQSuTZeHwoxwfy2uzh04z1n/Wa9pUwQ8SvG8FTtymLJWC/Tl222ymyz0H2j+lZ37XgMtwO9jslr4LMk7ZMO4awi+Az/4P/jKesrkqJsRljM4ZuVRscbBtnl9c0JSN04U7AZeFYm5QReyJ1YODH3QseJuRtbN8m9NCNN6ozAFqGoSBxxnLdURZ0pYeFKgGZDOto6qUaCG6ur//JnPsmzgUz7XtKrhLuNcHt6NGmPSJHChqQ3r8e4qfFlUFL6uV8iDxRnj5xcsj0W7teuHaw/H77rOi0n/ztIv3ppDeohvKeGu16fX319fqP38i/RYlLGOvvg+sJ72D1Cn9i1C9fZzIbobp/71WzrD752zj+GsyvoNRDWvbjSLvwO+YbrKegWDWdO2uVIdweDBtQfYfu3kYRUINIh0R9St+w7xwPA2RI5IeZceRuVavm3ERWHJLxJ7qoUIDST214mtOzQn70IPF0q51P1zO+j5yJzHQ1uGFdSZa6j3ap2eeETuyPxPeXx3Herk0Ly/v07V4NJ/5FotFdagmkGXmlU4FpjM5POc6dfazvFQeywpjVRre3oiEnOhWBCMgEm+LA2JW3EhNDS9+FCFKnrKildVi0cWCEPGt1ONnKYV0hnUvEtF8oNDhvNlckw8ZzUd+s5KeoOajUtuRa8utUbVl09DuPCml4vnURuwaKd7WBxqX/xottsOY1G3O9Xp6ZG598oJqGYmlK9fW9xKb1xw11aVJMJA9Turpib17vfVlH2b3wc8aD/EuKnPiIfOdlB0t7lp3iuk/zMbtWkPBo54nozj1gQurvWMFbUqEGuSHC34BObt9XOJeufRSUhwI7wh3m63O0A8f1g2zTirGOk64h3kUY0EnfiVbz733lcNzlWqlTTRYyScmh5bLgqhEikTKln6KTCiaUbu17sOAmTmRZpJooxz1Om9G07V6uopS8MTuSE904VBIPGLhYrZC5F6TsBT8AS9JqNTz9y9xfvmUv50JqD6dGNxdH4jkNMDcvsPKHsnE9w0ZD9K2P4wOOkQpdFGEXdg/GJ3cHp3cldk3jdii5pcerz96SbHy56i1iXWDiHmV/H/xLj8tvnswPxM2g0mlyfsdkpla1GV2P9x79CAyNvx2n8p2tIZ9Bv+4NGs99oHlabI7+h3bplLRRNZE1S3gg7CBtU1z//h7j4Z+h/VwbkEvhgCabcztFuiVfcRsJLvjnPSsXkt3EMQpveUoKulNW3AomXPgVceheSNXCHSUmbLBORM4EIci6Mx7nrZhVXWqWqAePGBi4czrmuQ/3I9VeO9XfXDrYSUxQm09amDOcXVmJujBCk8pxOZKOTVwIhXSUMdGJrLVKclpwzZiY3TWsORdrLtVm/y+5tBRWfezxuzOaey4sJc2qWm6lksl9vKsmHFf/kYH+vUZ/4Tuw5Ra6M0sjo/yzfHVKrdDBRYYpLG1YbYvtcPoKVv7s44kF/P4IxPtOdqqyddFzvzPop0/IH0fBitzZmcxN3konhoLKXmVoq9lSxmOssk7HRHZVcte6C8epWHCBfI4Cv4aKzheRRcsdzD4lsperQC5D7UB7yAGyT9B+SbdR9NrkxW9vvdny/FmVA37DIyMjUUpIZrfBcOhl3U9dNhZNxJ2PU19IF5wnzJkaOjRcXSt92i5pTZMx6KisziSZcui9xXZKA3N0p3j3AxgRznFDuwpTN/Hj80U8/9b4/xnbbf/GE9+Rjyd0DnCjglgKlOsV2TJjk7brIWnzhCXyhvC+9zIod7U8h+xRYFXf/F9DDWhotD9Kpw/Z02M4Ja2koIn9/LUHXoAsMFkdYfBXnD/Frn8eLtzXulkoVUN6AeeyKPltgLxKd2ItyEWqEWg9MsY9i5CVx4CSusG7Z92sygjhWfhzZP8DrT+OZX/jJJG5FeCHCK/ptbb1vGap03c3KVHt7I8pLM0MqUctWrHzTuYrYcIZQfltKyNJDIlEma41V0PyifQW7N3B51h62ETVhKxPpkkyrqRLGpB0E4IlL33LBbeAzq43jjbT+tcc/Xio0CerCDV5AcYjwAnFNSLnJJVUmW6c/oL5w+Z5SDxWfJvGTCKvzxJskC1sQfhEMENSo0adctC0qNZq/Tw4QTXCx9Cujz2j2bvSxExKJD4xScFIQJPRtDcuO4s8bRxj09yAqU1P1Tmd1ZaXTbZnphfe2wHXiF1Hfs7n/yldr8y9uhdkgEl03m0yl4Z5utA2/pdqnCvdiXkgdtVGP0K7D3iDNz/QDkJ+GfgzNZWLeshFdZnoexRhqnyDVwkCNUDiuGa7WX2azg+qJYX1lp9/OU+MMTCvRjZhNUeGrPV5wmcHJuSyYq7SntWcyyWLmjo0YGD2xNqGduKFa8EyBU+XUoinJsz2GIceeZEOOOzz7U1uUgLI6Xsxo3Nkamm1Jc+zH1LHLYgzz9Pqp9KEY75sQtj7JSYQkTdArKM8sAqUGx9dCzf0j4CZufarU+pM4/aM8vjUbTuYrhePV9cAfh5WD1MvNWxznikddK5VdiCh9/fMYL93O26wU0b+vLFH7KTYy9UaxEWexzCPZiZwglbWEt3O2aExsi7CSHbjyUHhD6WWFoMaqFKS9+u7HMPNj5/d+7WyG9yf4+IDYCa8f4HxI0vpfH6ysnW+bVJVp3C/QSTBNjDkaY/yIJSn8P+TOS4JrSUqrVtLo3vS8p6uqCIqCjBSM8ax2oV1l5g7N3Yf0/pMAN+bIeUU0yNtQ+tSOlG4uPEhphAvmWSFL5SlBXV0my6d20HwXsoz1HHfrxcy7wQTjMdcLfkkEKW1fBEeldH+okysl+BVmORX4USalZ1Excx7NNfkV2o0VGSX6VgWXt8mc4sKABqXyI0bz9zuOEvR3eb5c169VhOOcefABZtTDJxbRCHxP3lFsu8XY0ds9f8LNZK/u7vjewE/HXjIeZOP+0D3eSMYz0c6mt3Is3T+UrabqXRfOxHGbSJ7ERUccn+Z2xoaBbV4z2UOmPzK10llJHzB1i6mUFYcBSz2RnV3bz2R4ZqW/XddpMx8JxJbfMtVIk3VHZms5q2vCO2uAa7hnBNMyrxWjgI88OQE/1N7Q2jG1CZnjMrEYuyuKzQjDld7XSBibkGYSP+TOiIkJ+KxIPjqaPGER+5ifxnIHtzSNz9zKqlJHhynpRScaB4/gHg/v2cOZiExXDxX5q2zmxIvbAC688zwyhhOPYGkT+TkCuTdLfeSlg1o0WhikHWG5CArHGwb+/qFF9eNYWMPMG2gm0Nuj/exaH69fpme+HW2Gzhhbh0iPASs52s+gnaknz+/Go4O8yocIHPf41ErlvgW/Ye9jzXlRr2FpLhly75aUAyFTR9hCkCH62j98oXnpcvZ0W2O+wGLG783kg9f4xg19blfdyGxMgAW/g+RfmwfwMuoDurQwpA45iEcZ5kYItxEdmh+IUw9pl+H5AHuS7IHfV6C1MblWGqoclr6Db4YoW46nymLcS+BeJ4KIdEph0gqkV1qR1dqDuuUuWKBcP2n4mswPSZMJcNZfx/6CM5nybeeu7I57kI7sxRdnrz/TG02KGmXyIEDIGWas4CTwQpgMK81uZsAbDNwahyRISM+pYGRqJUqzGILaGR6VtCkY+ngpxVctyXYfGRp+v+IoQX/nmD2+VF9enK4Fd51ZCVqNvyMPbla6BTNrw0sG195onlgbvvJG+3QjU74yPace6Oxmba1gcY44zh5pNC/X7np8fH2Xq6Qzu+xImU/V0skYSmXVZvHypH7C9SZVbtujUJiKo7JE29hUNYp9qxUvcl5kTBVah2dnhmsrB85cqjp6xAmRJsF3DWuttmlhxpkpUpNbMgxM6DIid4+aZ7xOth+IXRscFpWBYWPDTG6700JNq7klrWTVOIXe5TSEOGFyIJApJ7IYMCcyTsc9/Hjau+6jVsch40/D1hPbtxgp9Gx0qEuXVQ/HT+E9Q9y7h9kYL7k4FHCGuJmXOv7lFV0Olr1Vgp1cxkMBkifQ2w1Kf0NShZjtTw3TeZbXILmtFQgOtNzqP4X8szixjOMuXDpptoudHpKbXxMPecxgfh+XWrhQx8EK9EKE1ouscxJ/kBfJGJr4GC9tHYIdYPnhz80voi5ly5zW8qM3nzsbnTfexH0slVxJQRTjmZ8fq388Nrc2Dfctb2jRWRPLhXxwiPdvqL1nxs/v1tpkmuA0SdeJD2msqIShraTJn9Eq3HuwFeKNTTy+iZ/Zxg8nuB7gfAs7Aa641KRdm+CDMZ3AoabiXAc0iDe6gqQD1SxBam6pKcpAnEdNY5+B4Y71a6pya3Eh9xuYVKiy9hyIKqTanvGSZp+8fG4z3SsGD92ZTDVnrm3rF59bUMhmcNiwwx7RLac8bAYwXSzH2OSQlmRTfImwgqBqi8g2G4jqCHReaOQ+jMocS6JR+NBb3JVtUMN38xtW3aP43scRi+Nbx8q775k+tnjsPffVAukVqYRyuanVXK6zkXGmvTxjopENMsZi6urkQR6WfTWWMqEs/CKSKpoIXyoNE8tcjYQbcy9D4RYqYfkExloNlRmtjE1DpjJrMltYbYzKx9wmaJjDftGiqVroWiVHMw9PRGY5NiIgNnBcRzqHuEFX9QRIXT7Kapmpae2iV8WgyljVa2SthTxgCdBndmQQCwspGzU512TdoGCOMpTfs+J6raJsxRCozEi4PfTStCV6SvTse6e/fKx6ZY9hoEmSYmSwz4kNlxuadbAFugoP3Y87BzjRw2IfuxPsjLDRgxhiJ8JchtcL4aH9KkGkJde56+MnTyLb4Lvjxct44DI+nSP/u3fX/5OH7ztMzg6S+UHVP1hPdlu/+tTvXB1/hR7ybo5PuuSjzjIMYz6A+2WkT7/5Zf0scC/Hxjyun8L5k7i+TFN/Kvf5rXXzW9dN/51Qcjn1wYDm46jU/7utnXUSE9koZKoZ3L9LboLuDxDLwv1dQgVYqWVtONeoGjGt2GLOZvZE7VX/5mu185vBDu1S/LcGTEid6q2WYPkbypOb+MmncPoGOa4OJXYb2GniQhO7DrFMZIKZIVb7tNj4KTnQDmu4MUNAdG8amYA5j4Vr2Lgf7AGaN2XcMxOOes1BtWh47qSj/ar2A/AOTa47nlMERS0o25Wl3iAbN6+8nGnZOriqIrV8MHL+P/beO8iy9Dzve76T0z3n5tC5p3ty3NnZ3dmMDCwEkABBwgQoskQSNCnKKku2q1xiyWWzZIp2uWiZKNllibZoUqRBiyQIgFzkxMVid2c2Tk7d0/l23xxOjp/ru7MLLkyKERBgsd86f0yomtv37t73fOd9n+f3IDIcNqriRJajIBEMc8ygZKeQcxPXDgd5hB0NUxaLXtBFNItQGEsPfYMNqFOf3ZvCyXukfTb3p3ugt1i/TptsLbxff+3aV3H8lUtUZTqZgXI8rxoKpTRLUlmXQdmKfsIZmJwK2QIIhGZv/B7FsiRLpFHjKaXX7zjhT2eY4hKaSinxmSuF9WcWecUZNKM0ytDlULQmeDkdKc9nRKKNE85mNRg2UgZMoqI75sGuScjJiONsQkIiRshlmUE4hfollirNFolV3Qqmz70saX2OdrnM5bOUI2JgzHNyQyYFLaJKmE0E0JKX0tw48xMpGXSN7pgba9reXq7VEUaC1rM127mass3Wa38SR0VkWFWIFSSr+dGBD2WnH8RClzWa8gD6EKsjJvgdd5hD5DlX7PliMZt10VhlFoVV1vM+VkbJVvfCpbt46BoO9vCLQPCDRw/8zIOn++GxQZQbVUa3c7/59O9tD9Zff00N+O+AxUkT9IEOyOdB38gJ/FUmfGaP4FsHsXkAawew0sBQhZdqyd701K/tuD1v989aZOUg3YfcMsIyHIUx+JkOL8uz4ZDOQ+MZzU6/d6Kd5ECCdWolQS2mU5lQuqwlr1TWLtbvusoky/VegPa9kcW9w8+kTasZ3vUqPvolzOyx/01iGYMcuibrxdt53LGYR9yR2cOQNcLBLTauMVw2TRpaGFjYmbTyfh2BhFh5PSWWHfZz3/If8uDF6obgVKVIFxJN52iOEElI+UgzwalW3xs2quzelMQgoeYQzrurj9LqTi/f9XJdh0soMdityNPZvJpRu3nWi4MeSB3KCFYBXZ+ZDdMKhIhxOzo6U3gqkxXm1oBBtBKCwTehLSC4jGyI0bNI7Amla5/d/5eu/Qb9Pa2fLTFsm8kx7plA2ObotREz2lIO/YgtZDIOA++YNmgUcXAexSrGwr1eDJdwXZ4fEWnAaT4RYz6fcUU2WcjKSC0h0EU/54t1JDlTb84vfa5QuUQyX2QePwzMhbG5FOjzWohCf0fzQi7ixN6OYrtZIJjtVq7nyy6MIVbbzBu8M2aBik6GtT/1DgiDW5Tvg3AESfAI7X3EzukRo2qOWHPRhrAHaHYRdRHbShypvXT5ik2SpNKBtIdXI6zjMULez1f2ksPrOHIb83cwG+HnAX/aOPsr77hPlBZGGNwiz/2Lr7mRswPvT1Dwj056tDJxn3cY0n/q02opxgMI3sc+CBgESRU7B7C9iPUiNo6gq8CjKt+vPf4/N6840SsxS1X808WJyNVQ5TFPURFhKSzBBRPiswGoPNMua4CZsU4tgy3bbHtWkn3C6SmpJGh8udh+yWresrpDw4c1yceacI5e/8gSGD0c7ODB23jyq6gPGHQICsOTeipsnZ1M+zI6JWzmsK0xiUeYYb6J2hDTXZTH2MoxCMooh6aFtslGC0GKXg2pCdVlRvPRHFNjFrsYzDA+YL4POSatBSgBx1MWNyuHnBbw/VrOtIljiTlHTGjO8Dy7xClj39pYm1+htS5VYpJJ4ATKghVlNq32A+QNjGOIJWYkdFz2dkQDrshm7yOP7RSJwaZteplFOJIpOCMoVXS7cFqMLBu3MLrLmrXbhNf5rn7B/n9f+w36+7dyJh57CMeOIdaIDzLgxRERh5wy5PQxp9mcFRM54ctUKIOogi8nYsFsKY5hVdZSfiw5lh5NRQu1zy3PfVKAJ2aZmDLchpizWtbS3N4KdUO6ibwR+X3AlyWba/YKo0Euc9TNnX5vsAGweNg/rwjOC9x7YmoYxDmjdv+xW/BY8pY5muRsjSYj4jG/s8GlYyMMq72gsBFarTAXxAeb8Af4JMxN6RcwE7JzYm0NhRvINck6pN9hBhoY08YH/4sHyW5y619u/NPg0A2sfVJcvbBIqTs5vZ8G/ktgYfKTtIAvcbXfWvqZHfMkdnn2+1QBCnl24uvOY3se23PYrrNz9IBKQq965tdGzZH99TFafyZuWmLaadJgxCSTZyLCCoeyhNyEv6FPztEGncwzCHIpVMopFIHbKKq7BGKa5RM65cG6bKefGN3a8G0iRsmpLK5Sdhs12EMRH6JkY2GAg5t44ots36kIjI8tCIwozXJ6VTYFdjVsZogr6N9r1hwTFeo2pluY3WP8IhFMshEwTQdWCaN/7Bnwe1VZa9t6RdI7OY/dr6Kkmo9tr+H7abWWtNvhslrYG6aFqrVFNw7Qg+uVG+WtM3ZxIPjl+O5CGkexNEKlwy3elSojrtaB7nKETzghDZAJChVEminUD6GZ7PwOgR2ZoTG1YafHcCVGFS+9gINnJqnzPPQKu0OtrbJMXUyY2t1dtgkebDO9eX8dvs0USdF+Avibar9Bfz+WliPnniBLp+VUFb3M7EjykDMGvDkmhsdbMadT3gJfBqfrtujmLGREcoRIkknIk5hjqjlCjtY+fbL+2zo/EFI2tmb5zRHhYrrhE3+jgrC96Uj2NQGcMhjlAlJmDM+xyZ5pHR3xXdA/AetPij3PT6Y17Jp8E63DtdFTYygVdH8Zmsb8ioYN1cZoXS/LbjrkEttM3ZrTKgQ9eRBYO37BjZabgdNP+T26F+OZ3MdW5k5iqgl1G/xd7Nyau9OjAxbd9W2w0MfI2/8BLbyEa1+t3HrtVEaZeXFyHQUOTpppC3g1Z/zmQx+6aj2VuQrbVe2EJJaLKJXQV2EcRHMWzRk2ye0psDnRyeYP/sEovdR5uo0NZfIyAWFaijfDMBcmSzCLvRYnM1FfGahyqBFII6Zd0SnESaq6BhgphEgzOZayorAQQT7LNJIWCMlvjosXu+E3dgeXel0VsSkGejG2xGxwkoGWNMpgWMsxDl2EIBJFoAqLWGFcOSqxK5HYGMRVEarsBjPW0NHYEbsnMpQVG0vFsNo42oY/0XHwAnY4bOgIutD3YJdZfOWwBsU1qpHTV2qa2hrSpeV49daM5YvWUocN3Huz40PbtK+od42o5pWvvHuTxa8zUC1zIakx5tpSo7KEv40AACAASURBVCcVW1q8EZUDU0DCE+ZwzOkhJ6R7oyRnUsMC4akbI0jYMKdUhRdgp4NDh7DXQrONmQU4PnZ3kM+zdMbZJVh1XH0JkglVY0i75gbuvMSgNHdemYC2/3YLqmVZ/tjHPiaK4rf+ZF/F8b0svSgeeqRw8IniUDSv8uaIM1yixrE+lPSIN9mwl2qTySjPFkYx73ob8JrI+Iiy7wtvP8PPPVQtPHe6/A1eCMKgtAu0ImBc2LCVYCygkyNtg2vpWRhTPytlBQ5FSmvWmJM8TvJbIY1j2hoxFdyflESeiPk5kFBIV/JZs4gsZ07PT3cP+yPyEJz/FKWUSB6SWznoXpYmOdWNAiPJKlE6Fcb1QKh7SjGMKoQ3e9xaoOo21hLxOWVm7eB5NgbpZ+jsYe8aotE5cAcgb8P//Tdx88CrlaGnuKrqz3C0PgGCZBPlwObEencSrJllM4k5N1CLYze22GiXULI5FlNXhixNEnUHMDVYMooEQykeihudj8wfIfFPrQ3/VQVN+d5ObwFfbqP1hmpsnQXnMq2CyqZNDgdHwro08bNUME1wYAi5xDK+rQwyB416IwoyLJeMrpqkUmarsS2lWzN6ZawX/+5x86pT/cog/b3BaDXxxSxSbkcSiYtJVMniJmKnSGMp18jGAi9pfKLymSwyOTYE9h+c3TgS5iGddmAxXDR703sKfIMhoXsH8BWOrRZNF8Rmzv55ynzmUk5okSQZYosiDOidaYh+cngNa6dHfZdU12t23kmR8ql26HqtOT80xtnZS97quzfxImZnGeQu4dicyuVwazHaNCLrsJPnsNMfKp2C81oyfC2xB2SpYegide7GUyVBEyM3TCp5cGIaxRxFUuXpa8+CKUAS9FL0x9B1FAS0+nj+aczMYn2dNe7mgJ0BOi3Mz6PfwYNvR3MdG7f38dHfVvsN+ntQhCOlw+Xa2an8ublMzl0RVDfTnH4QZ0KacmR3mDY31ShpEKL3WnC2h1XsVpnhDemY0EzgoFUglyQ6EwX0lTYhXwyDuFOj6og1st1psV1MpW3x7ozmoOZ5I8Necpbq49TPpGVPHgSrX0j2xkyRkaRvIulLsFTpbCofzMRRLrvO+1uFWMjjoUJpcfr4r1fpWHgY9P0wPIK7imKFVE5VkpBQpKGWhNNpUKV+mbMr3LiUBVZAJEcKIgkufy0Rvylip9Kg3B/h7otsyJA64KgskqNx2UGxh5Cw5vitn8UoDOK0P8slFRHlhB2ZHZAd0KfvTcEJThdRPJkIS71CrusnBzM1Zsg5LsK6LaShhbaKmQgHRgzlvCtilGKQxUPadO9Tp3bxEzH+tyrGCoW4jo+a+JSC9Ul2DEv2nQRe3Td5oXvubYG5JQOCNo/rFRREVAQshMynouYn4+lKtz9kKWVqxOB/Qka1uF3PubdC5XAud7phPOWbV8Lap7z41SQCkl4WrtJQQSyShEdsplwxTYoZn8sg88QQPAiMd53cm34QJlhM32CpWil7cKlSLCYsE2EswSnDqzGBDZvMhyj0UilkHOYKQVYO7QiXxV53CuWg29VQibcCy5/ZLsl859Wj6ZPX9EvVpdbjr9x1Snlfos1dfshub3WFGc4rNjo+e3Lz80jKSEuD8kE0noLgoX/NW72AvS1cuBfD+0apcpZllFLWmv/8uvjcd/IL9R9x7Tfo70HVH1nOH6p3VjrrL71CQQjLT6Le3R0AeR51CbLBngQ7FWwuY2ROhg0ZCgVRymV8vgCDpKDRaHZcuiaM01DtcYyL1OL3oI840W1L7kgfq5o7PtBcLrjkQF8zA7cQeTxteWh9ma1qvs0Slif1gvEk0edCeUtMLniDtenMrMRPSvKD4qln6wu/WgwgfJD5h7kun1zOYahjyjHVMXF06udpVOJHBa1rJQPN8cgwcvskaCtpT3Rt6UYkviLBzgWwrmNuG+/J4IG7wqj7H76Uq8Qz27DusgAum7Ga7xWxrJ4w6Bcyr05YCxTZWbLWxN4k0Ap3KO60oH2WxZYIP8YOpYElI46FWOP8kNu1JXpXx64xCd9yIOsYUYYTyVOv26A3l43ZUfgP3PjjZbgKhTDCP9TxVRN/NH795e9MuvPBic66MBmtMMfPZPJLsEvRj5nQ0CLMOpjnGcg7X4PNTI7QQmYpVGMYhqvGbicbKWl+Vo+jsAbXYFkkPIVIM456AmHAbxr303AjceXYMxJfTqu8qBezy/UkbOWSwx5NRfYBJCLjNrPF3T3b4ETPx01gp/LEqs0SbCW2uBvP0YyS3Q7hYgaZNTz+wVGqlzCXgDjYy8WdWMvHvbWqPNMsvbAkqnRXH9TPy3s7VaMUoysfXJLvuHv5KWdolLG3jeI0y4s5Ms2UJ+kutBmG6a8+htOPIhngpU/j7mX03zBa+uG+1fA7XPsN+ntQu8/e2X32zrcR72Qcq6BSQVzDygzWywhi1phEMLa9vohivTrUIs6X4St9c4MmkDGo92GOewwNOuYqfbGwOyW7hWJ7mdrS0f6MkjhAN8Z6yjx3rRFDJ7CYlCrjDbGMK3Yik+Zn80+iWCfCphl+bWvYPCmWLfVDYXDePrqjPfi/TmOj0oNwH2gR2QonqJLViIzpMRdwnGuOW9O3bx+6ujX93KDgl7Yx+yXuSOuJK48nMRxh7HGDUNjgkeohexcHHRzP2Nm0iNKjePs/Uw+Hi7cwtQFpG8EkmPVbio2C6ZmeayEuTdZzgGDjVBNPgPsDJryedAHPSdY//QK+eB7/iMf9Ko5wAksuiRMakF1XZBu2j9/GiRY+9gjmFtlQok9hyv71A/V2p3DQcx5JnS/l4gl5zsUPmcgr+MOQ9XIwZBN7FhkAdbA59L2wXXWiIVHYcX84iSXMMhYbErtsueomTJlnCUSWBEkhiiQrYqYLrh1z/2b1+CutmCYBlFgRMoOjmc735wwWizIRe1AeAcmCLEIaIcs26Qe59JKW+q0ssmJPIsTMQsITgctELp30aJoJlIoZcypxGcezNYTD5mNmSIRE5LozsZymUhfT3RGXBWEiKIkfTqNOkkWaNOvc4iDsKb26HQ9SEIPP7IoFVRJIwep0FE0q+tsoSLuDk/ezyMq9NoQh2wPTNgpF9lCRdpnru1LHBz4C/+/gxsvYvovXXvrLUQD3669S+w36e1MCQUnGsoVIQGMW9hTWK7hWQjBmjUD2MHOIlBtUgMIJipOFfOrLxC4Gghwl992E0JetEVdsS97GdCE5oLZn9HG9FqgSk2zvZiwo+9kxthOMQtgBkuFEOt0jsAlD3OWpaKnHzNIZo1gE38lFX57ubvPQZ9TH5fhdK9gS3/8rBxY3p0ZBsc9EgM5NVJ5AKIpKyBeVIOuZG68+eOfVc+ubCxuBuJ7rp3NrmL6Nwz01xw0Kq4E4jDkvZtnT0AMUMiyFOOGz7myAW8P0K/xyZ6ZHF9aRX0EWcj5O+awr3juKZQWtrYdpXQryIjvABjC6aIxxjmnPwmffRGkO4H8c/2IK//A+zPF8VeKXNURaNvY5V5SQW8L//Vl8+jJOTh19y6mae9Y5f+BGbkr8ptIYu96cb88Eu9tKxO4B0hg/ZOCxDL8Qy31qRfD7zMoXuKwZsXFGESgx7R1r1ioTUWQCW2qllHFEWLjVJJaXiyj1Y9qXfeQoKWdCYVdY7h+bEYTV+DdewEYnY6fzg9OSMl/alCHkjHTnIVNDJvPcykMNp1AgHJ+INFDud5A5yJppCJoIiU+zSEYmp6GUBhrb12UcRzmeEpISPqNcMtlTlLtY4OJQSwfetm6Py+tpJnGRLKT5eFxyt81IMYt3dSmxVHBGYgnQ+9gySX23v9zNOoIwsrhsxGlCVssGnRrGPDFlOmWxm5BJ2WNEeYhhm0nRqYReGyeWGbTjxAG893F0n8Kzz+LWbaxvMQzAfn1Har9B/4euuRyOFTFTRzaFjTJ2K7iWY30566FSxOIyi582dY6mRA5SyY8VN0huI9rVK/1qYXuR9KbyoRrulYWk3xbv5qyHSFLIO0E+aYOwZOymsp6PxgE3HoupzWMksGsoYigx+bVHSTV7/JR5PsrTRNyx/K8Z6VgJOZR+IAnPDLyexGX9hV8/K4XVLb4mIhCYh8JOoF7gNTW3cb30+RcWVu6QcnTkOH2nhOEot5nObTA98/EVzAXyFmnPbIKwoyFJmTi3kGEhwlEHyyEzfN+BtYHZqw3VWVjB9BaEPThoOLh/hG/x2NO82isIdkmKLYU16D7EriDFRR0PnMTemxs0O0kj+AX8y18SfuyMUuEkReHmcqnj0as+SU4t4PIRODdOrKx/eHM9535m8H+8/Z3hh7vZQtcf255tPOGqX7M3d3lv0qNjLIv4VWr8V3G+j4Z3j7oKN2ZhWIHNorLY4tZivDxigeSQGszfQifJNtzg9ZadBVDzoZw1hawt0PwsHf5Ir703PXPx4z85urLpf/l2+HXhelRLexGf3tJaY6vVMZNMJ/n3/Lu7eTHmNd5rKKODpiRClsjmganmbD3h9XZltltreFmIxJ1oq122Fs0SMQ04kolZIiAkXKIT29lZHjlHyZATEy8ycolDXS0ZS9wGvb+auWP7KcvjMyWp9xxV7RXJbiNrF2dumHtoIL4iYnkb12a4PiWlTXJX4eaUxLaAPPt4Mg/DAePizeUwHjItXcHH9es4uYigBbeD9z6Mt51BGOA3P8ME1Ot/e8HO37Hab9D/Iaqqs+t4A3MzaJewVcHXi0yHFJbAb2N6BtVlmEWIHpe6UnQjdO8UVapn3WT9ajke8IETlsIDB/GAwiiQIhWv9mpfvnJ6tZQd+JEr3VK2Jhg9H3shv+sL3lqOPfv2FNaRBxLGInO7eAQpp86FZ87yT0JLKL9u0dXcaDvm5hT+/dCO07C4w10Yai+XIwXDTPhCPT8oum+7MZynbojNHXzp1+XdljNw+hlz9eIAOkfxjl29OZjZwOJdzF/DgY7ggGg00SYB2Sm0gDH+51IcdlFI2Mxh5Ak30QhyC735oXNgDdYO0sTs4b4hnIix5yfuPgR5xSlKrqUlhsLMyHszSvuonkxtQ/sEPvunP14H/q/Rz/2S9F5LIkSCSooaLbjoFkGPv0984dZZJxtXENVRTp6R/Kv1/o+v9p5wk1wntbVzgfn10W0bYxbKrYc4gsG/IuSfwBzSYoZqwJqhA2bbCRM2d8oC5uWRBpBUJg7jDHaspnkMS0z0lvWZ/MMtQ0ugBIkcdkXBNmh3ka4vtqrNhfL45x555Z8YnX93iTxtO85R2yzZxct74i012a6EmPdQizm64ZRWpVXNrQk4rq6dLhqaNKaWHht0pCk53tk29Uzw9yzDEEd7guT//rkmfylblJTSsqI7fCqE3MMcQWIWI79Ki4whq9vtkVUIs5abL4YSn2lRO4GAJTGjakrVJDoovrYYXp4d2bTYOh4kZgDK0ak0cyIst9GsoiOhMsPCvfIBzJDF/rIItQjvPMS8PFmG7giSiCjEJ7+CpTrW2MZgv/6mtd+gv7vVsHByGuePoJ9nGUhfy2MzYamByQ7rteUYlRN82tYGl7j11xKJFqW4KgdFnZZtN83Hs9O2KAYyl1IP7haud5Qt99zm+L6+KbmLdv19z1mc+VKgd1rKeNOIM56GHBPMDiSMJNgi86QFTADAH/LOn4keFQpRqN5WuD3NbqtJhbPeZ/jTglceYrcvf8OVbslS+1jHfGuf04ObIyO4egmXmtjbQa8PykBurxcBeQwf2pN2t2bW02M3sXQJJ5okpAYHYZKRRTlGligmmMmYLcWW2W0p4rGZL1+snznNFboLd9LGDsSeMMKCz3L8MoLHJl7uHwZ+Ia94BdmxlDQn46aE37F9t3cNuefxe86bGHAsSARnE3Z+HdxOO79oP/3fV57U5UQShFxm+enARXJ8Kbu0fMfflZxEUbLERE12PfE3Ne953f5J8/rcruMYc7J2c28rRQvUZVy3OTr4H2T6P8ZkyJLJGwRFh7GmnYy9dpixK03ZHYiPofgQuuzgDMmsotJaEOnMqiLHjAgbsEAFhQtp0szQE5LWfLeUGpWcUB5/cMp7ot76b7+4Kkre6FhQWbYt37ae38rGppfN+KhEO42A5XUFY2vK9TdjKuaTWTkxeLpbNs5IvZYpH7BGgRqFOW78cKv2zceDV1wtU+NSS7CeLqV/VOC5/O5h72ikEmLG0ubcCa7LrTYeE1GBSWve1tR4XQucrp9VDNr1s0TnXg3O1EpYtF9sJKu7NjOy2mPcuovrHAt+FzN0z0AuIEeYatugUFJ4Yzz7NSQbTEC93pnYjfbrO1r7sKTvShGCs0vckXk6s0B3LdwtoWWgf21Cm9+GXhdoR+Jc1arUog3R0qadXTevz/KBKnh5wTNIYLrOth31hv5VB8MhXeE1pG8B3s5sxOfW1LdctaqDZCyN1sw45RgbqK2ypjwWMdQQcmxSSlkytHiy9+AZ+wGJD3xlm5d2zCRQQ00IqrxfljxL9pRtYSfhh0Tomk730M7Q4e1rVnKjK1xwUq//pqW8MCE6K2ymcHhw7mH6c188eKN56jJmrmFhlzOo7iEXMYFBIrPIvPoQ8z1mPh466LnwHNLU7t9UT053jcMGuXDiRadyg4TD2W0cuIbbz+EDIc5nWJ4oVj7yzz81rrzimLdDcg3/6Dqaf4Z7YQo4h8eaeHuPbdZWUnJ5bN48PFv6Z7VzuVwSme1BZaVbdVtVfO5l7eIXjgr+0XqilLKcQaeJWGrhEqlODd+bDh9tlvWR1XJWVp24uI5iG5UxrEzcs6q/NJIJc3jLHho8k7hlEjOPeDp8DYHGKHSJwpDdGU8oDMd/fKf3jzU5eqf/b+KzG0EBBxovyYDmTQBKFGkmK0T2uWoolNQs76/y13/x5T0d3YLe0aZdeYllfuV3iPKCCKcUYspl2ZXFGPkBS28vDc2GNgSVh5XQHHOyQgI5HZcwlsnNemkQzzW39Mqq2cu7RhYKKvqzV+a6U13l9qxvlcSUqE6BY/EHRswoTjIYDBYRg2woOrbHWG6wcIb/5UuTBfWfW5wF8QjzL4kmjJPMFdX5XYRMhbRff6PaN6p8d0uRSaPMP3ZGzFWzrJjsmtnXc+iMETmc/zwEXqSrUnG2RNd1Ic1JJC8MdTlVuJGlQ4x6kjNs++6VkbcSRJ04cymbgjIgOzmO7IeY/MLq4KMvy1aQ7hQ7l2fSnRwiNuvFUGZhVN5kHnpPvSun8tHe8fM75yUSuJXrsbSbpyMr5IQsL6SmkIhK4mtJRLmIVm/KsVsZDu6U3Zdp1mlCuCaUQ/MpKFfhrDDMGWV9+QFglu3KZtuHTn3zI19euNY8ehXzl1Fvi2VqhNAmrrZQRSzBdNivXRl7ebQUDIoLQ/VMEmjohbxOOvNdf2oH4jjnozzCSy/hQMiQJKLP9BkhMCgIvilFhoI/Dt7cnUWQAju5Zm+d/CwptngMeVR85EN+iuN2L9POf8Nf+OfScZUXdapGqRsneOJh7+Ubl5KRMwyW9ZBR8g2aLZBj42hceaYiXVavfHDcPrUznbP2XmmEdJNiB7QVV13750vKb/VGPIw8Y6i4PqjHL6dp2UdMGQKbkVRTJVWDkcK5ksQrt2vm/9Rp//hK9yn6jPra9OEjzlfKy1eWFl4qG3tlaahmIYdQyryMNgVqSn+sLnpCMeZ2Yq9u3O7kmn2pPnZm4+ynI328W/pqW9tr2PmI602X+XISZl7QG8p1wnESwOmGYFNfKGxmlprV+kOI3T1BGApHO+PjAS+TnrVrSq5tKmnj0vKrIs2qkX5gML1urFepqBHXilAUoPrgEhwgZFanwQC/fJGhWf/CykYIL7BfRID7xe/qV+pve+2POL5jdf6cdvqMIpXSnubfykU9H2FOcG4IaGoCr5eLBpcaQsHkRDNOqNsbjAbDNGwPdm9xnBJHdvZGKOqbiysDH0B2irnF8rfxLh/tQnjVYhggh0O/gEhGzOgMryfjHXm+VtyS7lNnueJhJY3c0i1HbmqkV4hDOdDFNC+mgpTESmKbcSRQ99WZLZPaXy9GuwnCu6jdRc1FDeIUxCJy78TBb8L53dx69Ngom09QwtTe8vlLH7t4bHP7yGXM3eALba1OcxFjUXIEtsKmGYHM4P2tlE2ig5ySxE9myTLjJ0UsxHBkIJhvpoW26GXlGHe+wtg6JxUYGoyIdd+UwMmLiTmxWv/Ot53llqD+U8i7GNgT2VuK9jRLDqiOiRZIJV6oOcnoVbH/q+rNXxDmFaIaGZfGGeFw6ERy4+5tx+8P3FNaEKcZlWl8KK5JQ76PyuHPVLJLwp332YUZPt6cHmfbDOpEN8dHHPWpWumPW4HEPuDMghSleykaCfIp24+FLgYlUaCBR9MhBmM5HckcZn/7lvr+5TsEnCxGc3gx+2zzLbzYzldWtNzglPryiVqnIHh7TWJ9djgEV4zFssuPIfSI1xVXR3Gzm9a62WKYvD3Nzezqzy9ciaTEWJm9sKr4pQW3tV2Qyv6cHq3JWBjIPOf6IrSAz2WcqUXNuWv3Zeu2mHZbx/y9Uml4lGSCHBxUE6wurnBKHMdSvnfo6vRnpvRipranqkzNvRbSsk9EW/jwAbywl92x/3Ybrr+far9B/42KEBw+qj/4iJlvCH0t2tRCh6eOrw1eNfOzFr+nNcqWbfvubty76SBLBmuX0zD8U//MnxFQQTTwT4J7EoKL8k3UJzmFKxpWFhmorNOgk2OycOhOrbKXN1brxppevq5MPTRIjk6HZdtVV4bqtsL1ZmIvi/iIqCol+TRWE1tJB6FivzRnb3P0FQ63d1LzEpZ3Ueuj7GMGZJoZZYyE4e0kZ0kInujd05lJvnpo8z3PH9/YPngZsze5qFsrUTNm/EkkzBXtMpU2u0+wQS148PfBewf7U7oBvgXSB7yxLIuNJpGCnIvRF2FPYkVzOov8EBN2JItF/Mi//uHf/Zn/JOmIaH5b6mgT8Qb44uTgNpEmBwKuZTjU4QxHMEVxOpX3PAw/r3SOaNIHOfZPZmmYZfjgOawMaZx0Rt4rirek+LGcxi6lKZmfdiGqIrk1p/XF4bHN/qEot3Kiy5Vc2sjIRuthFwlffLUZqQxLxPgbGXZC5vQrhkxbXQ7tmPHumQxvh8pFNMdyUJruRPyZIzs2cfnrsw/1i7np3mub/gIJRq/I563bV+cLV+6OEuln03e+2Jm9OqxHMAOhRLg6FfpxsCENzHjNodN20nHNo6unF7fHz8y13g3xGfXuic3pC5GIdi1TiNyWUSBiJRJT0TMzVQyY8IOIvkTSkzMvnRZhR19or7+N05XKq2/lnGQ8z81tTl86fS3f+olBY8/mbo92pHyJpuXbJUmo+OLBOel8IBZ98Ut3/ed2vJuDfZTR97jukWv3669WgsQdOmkuHMk98lRl6a15Z4pv5slOwtmJEaybgxdJ6kgbf7jXvzxoXdzbu7g5Wmt5nYHX7dP0Lz6bEA7V8zB+CIUGDjQx2+E0Rwjy/NW3ZZ0p+Bm8wSQd9bN48lMnT/3bc9Zzbw026scXdovvM5OTsVvdHBdvp7m7Fa4rZYEHOhXIVsSXosyR7UQePXNg8Ic5/ath/UU3HazYi53sVAdzIyzbzEiyyHg+yghii1eeOTT+7Lteo4sUFQiZ9O5v/GcdXbpz/FUsXZ1p9RcEWiww1xyfsrCooYKxzBjB7OScLiH+IOz3CCutTFmBfBHJFrw27KE8GCcPOxKlD38DNz75uqPxkRoaCsqE0d3GBlatyLlx2fuUn3S/TQoQItsBPc1GviwTlRfB0Vim9UQqckqSKWNOjUJp4BTpi2Xb1MhxQogUchJ0CzsudiKkZhAqbdHnZBGKQmVe4GSp5EmcJEFWKpu8PrRkKskwCKelaT4lojcnydujLAoTlQ2d2RvUGDov0SZ5rQIjKJkp690KlSwEeYxkLhbzg3iu43DVh66+bKtlGUK7ME9EJZcRx5rrk1mRl1OFXll0mouinIVFN1FIFCaREBdnU1tKQ530FXHPSna1eMsTqu3Fozy/DDElxCgN+PJGqm8+1SteCvnGeq3Pk0qz6Im8bhpB1zNlI4hVtpWNOfF0bXVBuzPdeG1eHo3NONevi4kY5Onhi490zRzkOnrlbUVI7Om1KXcvJ3Tz8kATa1O5ty2UTlbzZ4qlrhd6SZq+mSq1X9+dEgTh7NmzPEubfL32G/RfuVRduO+JSn1Bl/JiL6EXPte++4q7/aK/+tvd3S8NWhd6o5XxeHWU+gm7/sKFy7eXnMeRH0HxKJFILhrI7R5364Cyw4UtJ6VbyK4DL4KFwt1gWJ+1oPVq/2r1TP+JH4i0s9loamVcWAvNDVPs5bJQp9TjkU/JtJv6WnR9xv26pn2aqz7vzG+NhSBay2+O77dxtI+lPg6NcChlo+YBsg74Pd74nfc0L751ky5QFCDG8gOXP+QIxavHXkumbgno17e52VOZEoPLEE+G4H2ZTZ9BLURPwPtRvDxl/utPyFufDI7cYnaIwIMX8910diMe/R164CbOfhwvTYY6OQ6PzqAqwRQYCMLRwPZmkbJzx8silhj95hogKwCmDkNlkU+8GPO82DMU22jrgsYrWZob9vJhauGFii+q/BEkkjhJuFbwYhOZikTPiNAX/TDHC6LG/gqarMciUXWFKiKvqilROF2hMuFEwEgEbXyirF1ntDxvAnGGwiJbUxnRhGRFJIg8E1KHqcVTw0QqZoTjuBLpy9W9zfnG/O1+0e7mAqdZPBDIBhXVabs/yh8s8FaWm4/UrVfPcLeXU6OX5BSq0kClkZYlUpItpKHCjTOpV8aulrQ9NWvWD7Tm3+mqhwdkSY6GckIqL92v+dfFbmWv7O3WvG0DeYFr5WJZ4vmwnBn2gKiekiRqMmvs1YX1Rv2mptziTb+wM1UY5Nvz3okrjwYlqVXG1Def2MmJoybuqF5/Xm/nJLFslOvmWw/NPjxVzzIy8sKAZazt13er9hv00ooh8AAAIABJREFUd6CSONtZdVavjNYuj7Yvjb1O7LfjoP03drmWJXyobj2pbs3X95pCm2ajru1XE+afjSb7whGLGuXHjP6u9RmX5y1L5n/+gaOHH6qFU+1+cdUursvyoEDiQKTFmJHJpjwm6fu9svh1Kf85e37Nbti+kiWbirsxcyd5NMDyCId7WBiy2KoRYUa+LrBu6n/0g/ba4zbmJhiKDG9//ucTWr82f8crrEDeMgfc4xUoSoZJdx5J6MqwBQV0EfG70H8bPtGSP3N5iftK8/4kOzk5eQUgY5S6LFN18A4c+xXy4ibLzWKMzxwemENZZNA4SWYNui3jWqLtrdz7+2+rewGzs0U0VJbxxCuUF4JCcsokjUDviRIh6miQH3sT4v5WmqwIctkkDZKVS7ixgZ7AenRsZhDGehRYfiSoHK9kIk+MRFAgEEVXEmhxqEBUuBzP8RxRUkG3j84qN21PSG0ltmVk4qRNK+xMzUDUDHIPS3BrdCymIqGmTuMa2iOuUtG2w8O20uJNx53pbw6NOiFcL9dIBdVRijKnE2XWUJYiw7l8X9R05aRT83NJic8scHpCSnFajuM8GfN830C3km5wacvO0d7s4vbxqf5ACWwr1Bug0sLLRAjKadhXd890a/4OySpZabsy5PhsLCqymnhpaXPGm0FS4sYVYW++cYHktrvl9b3F8dkrR8I8NDV3dOvkxqlgpvlYv+/0PHkoK2t1bAvIpqzjizPvPXy4rOeqitF2nOgv8Sy4X3/V2m/Q33/FAycM/OQUzuVw1fYHPl3r0W0HvZCdyhQQl50bpQ74WziygQfXUXJx9pT4U08dOn5iyauGo/zmKL9D9V6FpMwQl6ESskTmtoDfUfjPcOXbfqMTlGhoILG57IZxafyIj3MJDvUxO0YuZoK8gYzO5Lp0mP/Dnwx7D4RMyCayu8KhlSeM4OhmeadnbVJ1HYJ7fy6dNzKWNToJh2lJYpefoeR+JG/F+ln8PuWuXjlKvhEsDbrnwCTEPmBDG6A0wvSAJf7deoG8AdhB2WANOi8xGJMgoavhto7Xdjmn9YaqVphIU8qsy4NNt5lk5XCJoUQ5CbwQ8bzB8yVN0EWJT7QdzxjYKkuE8hpYn8Y3qnrcDc8I4Ca4Szo3CbXKU97ytIjIiiJKKYs+lxM9TJSM59USL+hK6Gt8gbFLqQSBUEX1BSHdiSIlFyjCgA86IfU4FrfNoPUq+wkFng09NCHmQcPUkqgSQbWIU3LH/pEsLvKI5NPNywmn9LVaxgnM1S2oRDA1qJy6XMiIf2xqZ+FW7wb17LAvZlEuEzVOTpV8khVDrsj1JX4s0nEN62rayUg6np3pnzrSP1gahxuk/ViigqaGcnPBka7XL1upJcbjYSITFOK7PDXkOIqsVtmlGUYW1RXOKPR/gG8fF+7mSq86u9b2kf7R2/V6Z+ryozcfvPVWXqytHfCElrxxAj1D6BhCT5GK07UTBxYfWT4yX6jUjfx6t83gdfv1Har9Bv39Vx8o4ceKeKGP59vYCdhM16SYZjFCvAt5FfxLbKCRrKAxwKMxTj/CPfnR+eVzh/1KNChsjqymk+8rUqjy6ITTuSy6RdILIv6Ax1eSXDupx2ERYY51Nbppbe6c7eHBODsRoO4wZW4kIZTQ09DW8MIpfOFduPYY0plJdsgG8BkI/7v84MLf3yrutq3tQF9HNjiVJu9W2I4u4NAX+T3J2hEOxdx5JI/i+UX84Rp6d+fTVxfyd26fpuF9r6cIcjaj+1dGGI/5m6/Q8E2A/oqJB5dgSCzNBDK2dawpuHQ1je9ZUhaAJyaZg8vAMZ6lm7ToMGS5AUcMiAo4kXJ8Br5OlIjIEZQBSOQZoSNOzrlcFivxikMu/HP6wAlc+AziK8AhJDVAyYTcWKKO5YS8LmtxoFA7LdRkoipJKsp1MYt1xiuVOCJwEDKNH3/+j6jJsQA+3UxzvTHFlou9kG0FlAaIwpDNAg9DiGS4eRLW6HAqa3GR6OqWlnO4BXeo1Oxw6pH28x19LhU0kZCGFwy1ghG7VD1C5HmlciY7t92vJM5mOHTR8agjxJlOMz3VIZqxWEoiJY000jOwV8k2MqHjSsJg6ah7wq3yF0PTt4OHeWtK7350u3FpeEtX5Xp2rWsWUdg+K5udJI6ohrGF63pagJCiYJfs44gXarcuLWy1je3iSFWAfmP4ji8/HuSiUCt08uNW1XM59K/0emIWG/moYommcfzY8dPzh441FrMk64zfrJnfr79m7Tfo778a+jg/YguwYALlaYBFAV4BXmZJyck2c6PRhB1Df/wQf+hHK3PvOeDU06G5u6W447wrGb5ORTmT14dHrnPNTwnRBUJXqeqmVZbQ5+fh5BE5vHDt8Mj/yK3atDKqpEw67ShMcZEK6Bl4+SCefhI35/lAoqwPAvg48H8B1zF94tHsRLmV33HlFh97s176swWfAi4hHSm3K0/tCEcc/pw0OJT7vBB066X+bTW6dZ96abgYbpxAtjgRNnvgPVg2wutYvT5Jy31TVfN4+BAUmQ1zY4U5wq+Pceulyd8tMDsKw8jdSwMUKAubykDa2I2weABTkzwRjouGBjKJE8QYsl3ZWTh89UxvemOkJhlhmSmZSse/j69/eoJb8/GOi4V6Nbd2yOMlSnMOzQVqyskkhi4qyS40XRRkGapKTJ6yTZvAaTzheUXnn/5sFLsJ30bBgOFNNoMs37rN4XYfG314CYvIEhUUxFTmY/AZx1NVDo5sdnhwhdCWS3a+0EYiGW6aCEbGa4Gki4SToFaDIBF1hQq8NK1PLcZnFb8fhq5M24/0egv94bSTxiHPPJLVNC6ksRJLVbKdy3om7agYDozy7blzu/OL/uE7DWcF4oW2a9W5By+Otr1cORWW7abSm7oTrfBqyWysncwpzV43leXMT9QXy5Bi+ZEgi+s7n3rw0kb+SqR1147fEtSBnupWmBtWBu1yzE/n+YIaqiSUESuCp4pSoQBFefz+R0/OHl1uLPq+77Mx9b6h8K9Z+w36+68cMAjFDhgraJU9/jOFxj2h7+RM0iB4i8V9+EOV4z89Z09nbrF3dTD+3QvHvqJ+8Ii1uygOXuw9/KXx8rPGlVXZ84lAUWStOchjWIadB21r8rV3bmpv2cx5jd1AxEhjkRyhxLxwLy/jiw/g+rwcdEU8G7Op8E3gmcnPA/BEnf7B9/crgwS2NUqPXvUW22Eh76qE35ZnNrWFpnSwy58tX1ft6weCeBrxSNr43H3mLavQ3VxC+8g9sga7RJ/dctoXgOzvSfixRfAHYdwjPFcKePgoBJkFyLgymgruBNi+ymw/OJcxIrPyxsWzEYds46km5nzsFLBcg8aB41OVqh3Lz4Ejkhvz/vyL7zp22doobKAYR2D3oWIbzrXXP/InaPrhq1XKWZfPDiGD530lGfI5U5BEKRtwUspJksBTnmYqSmZW5BGrmc4RodBfEbaa3i6NzeHE7Exfp0UryOK8rQdbATY6GPdJdwwxhmVlnEAJn8b5SJFsThLkhJjU9uekJfvm8eY1I4sFwqeCkQmKQPhJXqtrZAUqFFXJ4o5OCZXpUfJKKl/N9M1Q8Lw4bbtz/voH4so1zeqrVNITYmRhnl8zaUemXsrJff34Rv3g9hGtUN0s218+rL27pumjiwu9+pbsntcHTzq1wYuDa/1MKVRSzVlixNMsGnEaSXjFqf+w7ZYvR9KIDxDT3qopOp2p7vx2qTas9o04lCkhDJPK8yKhhFCiqFpGOMMq1KszcRDPFqdbw1bIPvX9+g406H0d9PdB/XvSJQwO9+t4+BHzoZ+oXrej39rtr3f1q68uZ/ffl91XAOGfH577P5vvQ+VTKK4wmEViqe2DvhyiX8Q4z+A92k3OuHnSTkq6szWbdI1J5lvKmv9uAdeneEQq2hK+bnNcApGBfrg9cGOmIYMP5fB84gdnvrB1eudGbWXrJnDtAeE3DpC30Zm9yrGOXOqQg9WLcbJeQq6q++upu7o05Ut0pzONwfTkgYBMLh7JHQy/igo+2sPft/CJKZb4sVMRuHYu41QQna002bl+gt9bYUCkIpRHIH0WKmVnZ+l1bD8SlsF6cpIie/0GLjbwlAV4lA87RWEukdoGofDZilB2Z+u/Mbt7+ebMU3AOsYi/b9UIsZtsf/D3Z4obZ/6f//oyjEzMOXBe0vaaYfGYnK5zhHKZy6HKZeBohYQ5g2Q6tC29NscyrfO714Y9nk8PlsA5kHzkwVTjMZICtktwenR5hFaA8goWTMyXGDSE4wOdbMuCHQkV04nc6WLciN554xPesLhlHt20DvoJ36/Mqn583OvtmmRgzmq8JhwW1Dndef75/vpYI/2CW5ASjKf+rddc6K0eVUxHzl3Ll7sWxxey7Xwc2enWKF13hMpYLFxY/KlNqzfT/+LS3lB426WiUnC+6m2VvshfnXdRmja9zs3D12d+d6ocD9vCXKjJpWKeRte14PD9eCK1Lwfdz980vcLNpZ6les4UqbzXO5w4tWfWnr2t3yU6ad/cCJ19ofR3t/Zldt+PpQnkqMXP1IS3//zMi4etX3s2+dwF4ebedDdbTN5xhM6pzCFDko55BdOfgdpmDSyuwq4njsl1puR+g0vT1LqOwi1VSHI8hjm6WY6HKrom7sxyt2e0tmnBzeNCxK25opxQkUVBmx3oHtPPMrB/IJb3io893377xktqv3+bxysl7BwlfMm6Iy5ks6ftoG5eHOdWgs36oyxuKmkvOk+f5C+nxag/j505xPVJS40Z/57+Oub8t1j4ORvrU2gV0B6Rjc36MF1A7RDON1iyNZXQV3Cjj0ufN4G/x8bSi1dQnqj/FPCEoyJlJ+gxfnSFgZhDiYWrzDUYWZvjIiMthGoi8WFU2hJuvhtJShA8t3dnfAEFjs327TfymTgeVeZYHKIZKHfNrSOZ10gEMSWaLwqZQlReILwIkYw4QeT5UKWmluUUKuyN7nrBtZxc4tVFyRt5HJfqR9jUmbXpyWl6stcNBHWgJTHHK6BJzHCpXMCiT3gxgxAREhMRMp/4prW7uFhPd0+0L855qznqmAgor7TM2a4xWw0inoXXijLn5ZbP5k6fFOUsGDaFBIniZIrN81mgb3sCbduN0PU4/6SqrZY4N4+OkY1Nsqemrq2rzdqpjaklfbxUoDertUV1aWwmicCNxteqG/aN4/NzezfO54XF+MDGV7ygbfena0p+410Cn6uL2gOHQ1KsNBXBVfyx5Xb4bbWycmC6cp98Ju9bCIWe303/PxOr/fob1P6I4/u9VFFYKpszM/m9I6Vbp2tf7yura7qnHxNDUTjTiM5XoU8Sf3MrmHkahZtsDhIW4DS49qyyO2cMq5Zd4XgvyN/JinegRpkCW2d9eaCjVRD7eSsUy3Sg4yrhml2B+BmyVIfgYK4FNYFDQTIQX5yJD71zKD2O6yEJrxi4VsPagpC/rxzQhY61FOSWC89seMF8s3x/KpUF52UjvPaW7PlUH9glrC9j0Jg8+0fAnVn8sq31qifxdzs4LOByFasy7F1rqzfroYx6QzxXzTKZUZY6Cr76NMLmWzIcoRbF/BVGAZ1Ij+VETFTGBVncxE+tsMm2rTLF9LMx3j3NjOY8n4z1VONiqtjcpfcjFhXQV3DdTyP7OkP5pG9YOLsm+nWUbdhcEHXd4CK39khKGxCFVBAGghArVOQFT6Q9TjI4PuW4WCTQMkNT9dc6zwG5Bt3V+VqgVBN/NRYXGOSNjBnVQpr06FySqBho8ER2cxnpsIeIM6hdaDHVwoRwSBROQqKSMDX09UPH1G16dPTNw+F1K7MN6pup3xTSLhmdubm2my/LSayqZmKqxkJdaTcj0pETleOiVAo4Ps1UP6bTcRwH7VI6PBH510zdLnJ2Dut6Gul0CFHYmbNuzZ8Yl7umV7RMf457qH6ILhxPpZX7ZZseUOru7fPnlQPHa8r06g+oQdmprsQcFT2jYbSXS6NU9PwKcQ3dyzlbDqce/LJcoEerS2cWTpaMShJxQ3/wvf3i/MdR+w36+7rqpVJ5prFd1zbLilPO034OSZHT5sR8EL2tkCyyESvkIab/GLXnSRDCz5HurNxazDfnqt2p6rBhREao7w1ql5PKCqPlT6x9sSJGkh7LU5Svch2ZugL6thj1aBTzHPgEjTYOD5jYTk1wcIiMqFV36e0d7kF6I+LiGwW8MoNrVSw8UAvVqY4854hTs9f/X/beNMqy7KwS+86583zvm9+LF1NGRkZm5JxVlVmDqqRSldCIJBtoQ+NegAA37vayG5Z/uNte9urVLC93t/2jWW3cdhuMvVAzCAkQSCqVhlKVqqSSqirnOWMe3jzfeTjneN0U9AIMbaARYJP7R/yLFy9exN333P19e+8+xPp2/T1EtCDbleL+E9E3eHw30yAswV4DIuuhfrZpwX87hWF2DD7owJND5DyM9hsEen9nfj+ppTlBF7SzpYTJOUHf6cBrnxI1eD8TrMzA0LgHjel3CDozyXe6GaUDoBu5yuGLMLWgo+fb08dMwJjKzKRigISYXPk4SiUK0Rimew8F9X/LzjnOQf9x2C8An+X7DB1Mxr+Vv1RyETiBiXjK86GMVMxNeV7m8nW4hOMTjDOJE+/gTwrCdkZKPJLKCUFiHZLt+BsSw4s5NfMhcA+T4vR8/c7T8ujX3CCu5neFVMhbV0SXFgZhOxh/JemIbzaHGxEXO91l4S5/8eZegN9ZOGG9fiK7WQn8iqDtlQ0JcZmoLsyGWRJUpAW0vICX59h4Byd9mYlKbIqpA8oYxISDEiW3CVnMDhYncUvILEfaL6Jdi04rZLs4o71i/U5z1RtK7tJuqecTNVaVoT6fsWKrZKaC2TMOnkn0zmzpG7xvc6EUW73YnAkkaCrJmjMTDXeDZFDuRJbmSpW0fjeQ3doSPTt/+vzyU4bkpCTzQpf94cbLR/jT4xFB//UE0gx7bmXNO9ZorRcyW89d3lwdYb1YwnhlEj5ugSHmB7TSbah9GWCIRqY8ahQ6K5XBfGNQq80qVlBimI0L26PyRlI8zGPKRAFjm4mF+dtL0qFNIkJnGUMptA/5zGdcHmJc6sF6D+Ymud+EB5BCuF6W6uPlE33tqexmrGS3anBjDu5UQG+ajVIzYI2OtlxMlEBYdtWVWDROb/xrRv1Vcus4vJlpcWLDg/U8/TlnVa8O/1SGzbEI2ln4UIqOx0LMoW8WZXZQ2enVe6xCoSBWreL50iyT8p2/z/4KjLzjRnIeK1Jicqx5B+YGuXTwMOIjJ2gAdw+u3s/Do1UR+g5MLHgQwxMlMASKEWCBMDFN3Sp0VinEgsS/Zc8g9oD9/mYferi0VwN3AXaOwdCAqA1JB/Ab0NyEmaRBE3jV5fFMwgUepzyKOJ7jcMZxscyJE5+04wkveVHWLKBOxB3DyTGlcicd2XTDYXMKiD6gDEKUc7SeT2KHQi4lKixPtopcSO28sbtMwOHhncZe9FU1vZb2rvcPd9v9qXVAa607zwcJqNBanvTn5bGFMWPMFTVJMS1BS/nEFEW8fBSpWB3OQJiq1JOTIgcikV2qCLlpUpCoAnjwxNRtx4mEslDi+6oyK6YHDjmEgrVfXt2sFTNoauSAT/cJ32ISjIeULN5M9b40XUjEaWgdMjHAcUaELDHyQWtZSI8Xw0yI9pFHygNqprTo9tNJUh5lhWH1iHti/uL6/OOKJPRGA5KPOx7hz4ZHBP3XCwhjvdQsnHwMH1/tHrfDxM+bTccUaqsSyyrq9cklMVwtAIfza37ltzm6Z/Ws0uHCfHtlobc8P2xWpqWCV1ESOxGTXml3YI9CMwFVbLZXxKxR3q/zvp5lPAi8p3uMnwDXxz6RB6BM4GgHLgxgbQCEy+Ob2yrs6uqR0eLJnvIMuZ4a2b0aXGvC3QpMdDhVrNbTWluZ99X63DBtFR6LUv79V372iYMvtBfXL5FXBH6QTxznYacKsQb5Ive/LMPXtgGgCkePwYszcd7jPz8vyYHTPqju+tVx7j2xnRCvHHNmshYPGHz5HciwWJid5zQ5MURS24a5g3wV5N8SNAF4CcgQxkL93YI3dGBsgqdAQuF8ETKO8BiYSHY7cme/VOBtrNLbJ4765knwAz0d5ONGG5JK/p7yJpQCJE1IPpX/LZ4FOLYP0zup//nVua3Hpb5IljYlWeC5jM+35TCHE8zFTePo14M3Eta1eRBxwsfCXHboO+ekwmGCZ2h/hRGVORlIMUxoztEapDqMxHwKmotTBgwMmKmAOLApcDrs1YfKztTBWE8MDnkyjTIu3uK4t6PqN7s1cW9wLHZrwuV5jlkM9SW9niVYWxCGUVjkWdPROQP8NtXaMktEyolUCrE4UyjGAifPsGSKwdHEn/TvuRlOJcwMCA2pK0GC5WTsoMsrj7fLq7rbNSc7QlXjIi9Ro71JK1aGrcPULgqxOSMiYyj/hL/8Mnz+M/DSL8C9T7PBZnL4dpgaQYbCtBBKC/3EIcPkWla/unKGO1r/YLOmFIxKEERR/Ef9+o/wJ+ERQf81glxoFM+9LykbkxIEcsYWViDAsHgU7KJOdqzVO+13LxFbAUTL/R7HPC4V1ndKx/aOL/UWm8O52rRqByUtKmFmBXLatyYtM/ENIc+FU0zMmbV3yLhEQxz48sSzWyD0gfpcl1kDmJ/A4z04M85Xxbpq/vj/7QZMBfXIdF7oFz9EL6c6udmE63OwVYKRmlvvIjkpc09tFZYoV50qy8l0+P7P/ZNz7Or2XHHRmGC0jTCbVeDu0ZyAclPg59bh/7oND21mz8DfUvDxqQ189YAj7Ull0KpuZ9UYihwY9Rg1b3hnlwq713fjB12AVK1MHsOamuliXG5DcytPjZNAn2hJ7noEeHAEBtVW42fOooEptcYWTE2YJXC+AI7AANM8H6N9fnK44IhFKkX9Qrpvc8BU0+vMk6AG+cccaQ/rzR8mH8EI9AP48dxdCCIB3xzenviVzQv6gwotb3KVUOB5jvM4JHJcIvJkyD2YBAxHBo1lxdjyWKkcBXvGiyW5RelAvteAkURtkTkx4DTfMjSAmnmRwiwfPOa7eamYh7KmIjgM4gYkk1gMJoHaNcREBKRS4vhGrO1LTOvildHuu2/tVHbC5CjaLcEBElnM8Qd42+KMxdJ53tTR8hyjnjnyJeQqNFNYcIWt3uIa27LuDLxaf6/oZ7JeEflmgsUsRjAT2NRVowObdy23TR1uY+HsfmVBHW1JJDa3e9Jyqb3hGwUxoCFOTSynB4f0f/iv4J1vQvsQ8rEnPCwhbEHnDTj4Ouy/lm5+LZvNfCgluKxyCyk/P3LWxivn5DMrzxw/YyiiGvhZGP4/cxwf4Q/hEUH/dQASiwvGuQ9kjjWdl9PeLlTK+VEqIhAl+clKg+SxfW+9jDjKsajWaxMhELjGi6989Nz+/PysVPaKdmDLnuviXQTNmSIO9KijkZHJ5+ysaiAqkc1PVsREJ4SbHBlFZ652L3ybzF/JA/XfvQsXOnBkPxdz3z6ZX28uQYGorPhNaVY9wlhF2bvTgDt12CvAUINUA9D1Al1l5oWxWieoTHeunP71f/He6mGrxsVzxxa5u4RmiQP31mHPhFTGcO84/He3IM0fcg1wLnIfjbSlyB6B9UAW4bC6Oa4csjIDSwG1AlwpIcqtQ7bfOsxSEGdaMTjHq0amSZEzY3N3oZCACCIRE/1hwkjnh4H8MBOO3XcuPkt+a+BkYzN/AHeT/BDNo3wbZLOvtTqFBncEpJSK/tUFHrCchkHJ75QZFTkYKA8N38WHQrkM3/ctOPZwaRsz6KXAW95lZbdIjuk3aty2y62OeZ3DfIpxxHFkIa1u3HyDLoSeOlU1nncdnT9cm2201GdkJ42dSO5ZUkeEkMtKKO+tYjwQCiaECsxEoByoLNejIym/mdVTGC6BdTMv2+KkUJBDl2+bqQPIq8dKIRGJHCnZAmubV6YL2dZROjX5/tZjRVwTNWETRZNZaWWNWhZvqEK/I+JYQdEit6OEUtKp3HGat8pVvhcdvfKgsXVYPJhMN2fDQMSZjammDktWHqQ3LqctYgm7i2cfzD+eiMj2/FIZFTsuMaf7+7RcqBoWnDiXtg/YePjH/EPTBFIPRvfg4HXY+kqydyU8uDkKONdlI1i5Z64kVnP0zHNPl6siUHE0cB9p1H8SHhH0XzGw6ojzp9HJx/0CyRYsCH04upp3B1GAmQsHh1A5hI8nUCco9FcODngym5WdM5tPf//LHzizU6t3jSTt4ezBkH5hJL3q8UGkPtvXoaOzvs5lSl5ylYfeQ2b108ab/JlfZh/9n2ZPvLR/4S2o3KP2Hix4sNQGdQfaAbx8FgZ11CfS1FSPu/VotlpCwkXxlXt1eFDJF6X7BgQWgAVcsHgCf+j+/NEMjGTnleO/9ZkPNHruQtpZPNeUe4SNsQSbS2ivAmMVsckc/PNpLriWzkIWrbG1JfWJRC1GxS1JHPn6uFW5HZRdKCKwHJALgItAgzTcyqIJN4DFbUUXLvKyTlQ5tt20sgH1meDjaC7JJY5Ihlvvg7EFTJrZjSbacpSNcX5XAC+GZQPKSs65YWcxHK92k35ZqYo4uHIEIo6nTJb9/nI4ozSPKp0oucSR6w5NePEqmLP85R0KBS7PyUuV5A18h9Ss0rSBbk18eoiqWFEEDme9vvfJX7rXCEl5KWaCRbmYx1Wf2pVklARrYimczU+VPZmBjVMhK+I8yS+EXITm8gC8mZjfTkSUMzXlc+XdkmD/KFSugYCB8QloSZLQgpElU246dzPvwYFEUIRiWqm3VzvU4fcufu1Q2r/fM5fvNpuKyqFMNkNTK2qLguubAUgonBP3V8RDf7AUu9Vu0X5n5fgmNGGa1RLveL8bbe21bh1M/IygCBLb8RaK3bDs+rI8HFeb14+fySID7JGVOUUFcWIDU1V3yPopsVQjm3fpv8MqyChEI3AP4fAt2HyV3P3Op6JhAAAgAElEQVRq1m67hw/itLptrsRnP+atPa5ZhpXEqTd+JFL/UTwi6L86KKby4k/h5/+j5MJa5m/BiWWI4/woIcsw88HzYfcBPDeFH1QL4UCOXSqE04pwau/5j776gXdfO2Okbqv8lX7p1UC7fHXuW8ZoIox4t/r3PbXW02hfQYGQAQtlb2bfo8/9PL74i9n5L++Le8ET6KooJK5MfRH8BigEdhB8u4SuryqjC9nctuiL5epoRQ6cItCnxa9sl2G7BG0b2hbMNABFhu5xc2xmp56fyWWy8bkjL33mKblqnOgc1JqWY9poc6TQgS7srZBDDaWkwX1KZ+0x4AYceZcgeu+NnhG1I53GQWa13NJ2oPQGxb2knIIjgm6CVMq7CbIBxJsQpMu3oT7VQb/Ay1ai4sSM4/IGzPeZAaVOMXBC6B2F3VMwMvNjqSJ1jKOX8KfHFhtLIHMw8LgTNlZFRnqn/V4zkBUTFbGUDQrRQUEAIsdZtDzt3IgzPckLuT39oRMAg2fA/JV8rokhl4ZFDiQ5z727h1txWbPiCj9N94YbD9T+S5d3fvF/fCuIsp1DYgyq84Uoq/eN3nOC2eekQ+K6JmixWOKrHcW15EkBR4RaGPgQ5avbeYEZ4fP1Ow7l+kpeOvOwg0YzwGf5M42AQcIgOJNUngh6Vkh1ng9G1q6Kiav1BCwxPpZAUIVCY3rucqf69uCuf4ew+r0aZ7slxXaOTU/VpYO2HCGTn53Qry3AeDJ6rOCn3Urpfn11O3isrRgaTla0qJANR3u9w8PNXW9zN94LQsUf9psHajUhoAud+tHNhWNSJohZjw/yEaliiEeO6ucuYd8n7UP6pzkI0wSmuzDagc3X2N2vxddfzhKcgByvPYePPgGKgf1x3rTzCN/BI4L+K0JtCf/tf5idXc0OvwFqDPUyXL2ep9N3epBl8OpreYHJf5Jw75WNcEpxNK3A0uDYD7zyA+vbTSse79W+2Kq8NrGu9gpXfTZoHFD7ZV458o8OG2eGKgn5hCNuaXj42FvbH/w30ZMv+bhFrORwHj1Yl+94GvXUfAl31oBeCQap+I6G2utyciJKEKcHRSk8ImfVJTZ5int9u5Qvn7UK0DNhaALVgbv/nCr2ytXv79WPorv/e+3yl0/1Lhy/+Fa3gOLaegPui3zQFrC3QNNU2HM0/DsmubYLpAHlMyDHKt57xnvPzNb79XtUG6opNyxs9msd5gCoMlhmXq1FUkhbkHbxAJ6+IfTgvGrOC6IdGl2QzdjpkMUtiUqVg/J4YQzdZdhfe/jmEJBBUD6yTN7kjV6oA8cBoaguiU0963dlv7/gS0GBa3ACAiG4fCQvbs2oaExHXDC897AVxSvlPbBAYVwB4w4YHkgoDw614SFHqzANYYfvbFFvXjyqM7THHdw9Oh1942GHCqBW+JF26+IqjuSlq6ntY7+gyJvuKDuBgi3rCbtwU5ipXbEm+3Fs24gxxQvAzauzGMpJmUd50r8AudwRS5CsAbmtQsx8gep5vizzAEmFFrP3Va86TQ8cPWDSLBbdntYRWWBQq8SVKvHqfljf7d5E90Zh7AIZOWYRzEqkO344c5KsJPeOm1f90Xl1WlUpCqrcSK/eh4t78qkZlI7Lw0UptcdhsBfub+xNtdbt+HZrszcajcxDzE3VTFN21tYyLBidEVLkvCU3tNYvGMUSC0MyHv4ZTsE0gzSA7l04vEnvfZ20N5heZY1j3MolhniYtr+bF+D/R/CIoP8qsHYOfvxnWFOAwR1QEBwc5HX2sgK+C719uHwN/o6JPuHzc4ngeT6fmXz5I29+7D1XLypZL1avbTZejvQHibLBB6PBXRj9JnzuGpDVx9CZx5DbcXq/3tx9/ek3Xn/2zaF5ozF0Nysw0/ntNfmKpnuuATEHrRBNVqBfhDav3Fi0h6czaS6iGV7cWxKTlVKqrLHuOfzWvgM7pVzZ6Fq5uJEqgCJLTA7mgrX+uY+Id36ueuuV1dapZy/cGFbijtg8YQ8xHqcq61ektoV3HY7cX8xe22VyAZISGDVwrzzrrzXYum8q09KGQYRQb3VLG7NqkDdEWQpoJmADUhdIG5Jg4RYEd+iGurpkzYuSnagckqzQbsfN2wpSpwvTTMlg6xwMFviuML/zLwP3U2TpGYILx9XXpkaefUopm82MC7UkmKwMOwkIjitzDnIEFN1YSgNNBKqmUXyp274JycQomGoxkWd53yCCURGUfVAwfCfgXwPYj6Bs5EbIEQp2uKnN5ko89ix3qLE8Eg/VQDrrg3DzoKL6zkL1XnX0LjAUW1MmES5NDuosFKotNtDlsQV+WHLZtKJwSsJ9R1fghEDNq2FMknds3/y1Z8dfOplYEnKLMvYQplriEG3CYYqD0swdmzZSI1PFbepsEW1kRpUDc1/BCY8lgyNUXN5Xsdtn5k31Cv4SNqRyVDBOXHAtOU0CDSZNZbsqXKazI3qMFaiZxmgiL3altfvKmT1WdEhppTB7hsdzm2lTZbw92+70t9vbbeVgc8rvPaDCZNyTGoO5hVovFB2mp9KRI9q7XqwPB1GnlZeK/TmQBDDYgtZdtncdZp3fS575Gw7+UaPKXyoQgu/5CHzfD4Dqg9eDrQ0IgrzSKgwh7aGvvIqsjP8Rij4YITPDKErs9MLBhR967T+eG/Mk+t1R7f5m/VUdJtSdTr9AX/1duHkrN11c+jAcK8ja3Tv6+HUn3LN2G8JkRQrEgPU0xBX53qq2mRoQSMBCoAF66wlhUiatZH6rwHtzvlYLiQCrA22cXijF/KXpq0f4va6VL2x0bTg0KyPDD2SQR1WeoWZPm9TW9dYvlneu1/qNk4bJrW63FL1SqVjiAePJvihvVbkWl82mteiTe3nCp1eG5hmgA5MOPjR5gcnz40JPBzE0d2fWTrd0GBcJWBxoIqiFXIhNx/nxeUjPXIbrh4BLp484JUEoRFrCCcXY7Hmle8yI02KSLxVvnYJJ7fmbl6vdlw+LQVob++YPHcOfT8wwEsHggKeYumULaVF3OeT7wOsFaFAxG5jRXkXAGR8w8fH94Q4bxI/haK5pz6KYj4BAUAQ6QSLJ61FkIY/Ws+X8yWMaQL0Je+NwdzxzWKWgchoh4ytZIqB8tCtIICp7QS04sCqNm6aCuHhRkvQknsVRLIgLqhPsmvPW2FJCSGRJTmhkPuw5wCTC+S+E8cNztBPdSjQvKBIeARiEk0CYioxxPI2lwDbiTJtieZb0TzTGq042Quyuw5s3jAEonUSZosxquOW4sOzNjNTqz3/NflDcQNlUngWFuRU+znjaLcruEecqTSUcgp0IJpIsaTpTohHXbFNht7j+gIlcTeOJtRZ4L0zIoEZIFsWzLgv226x6GPaTK1EQTIztTY6JYncAWu3cKnr8PQvDUTAaJH8+mv49PGLnh3hE0H+JMAz4xI/CB1+Eg/tw+ya8cyXXNJIY0p6w8W24s1t8ikt+mmaPEytLQzFZ3kou3X3+vfefBenBxHljatwJ7d24m7S+St7+FbhyAD6B5nH42HvMRczxgccq3eK4KEzOLLs9TLMy7GDAx+W7htnzH+4FixM4VLn/43slM2V9f2mjkXgVpC1MIkFcGxnNSe1itHsxu1YW0o6VL2x0HBhYMNH9lGjm/glnbBq4L2Nfi6+Vu9PCyGi4JxZObCcoRMvLJbHPJC+wYLciDKXYUyvZJ7NIcCFzytmJprg0h2aYmz7uPdUvZok+kXGaqJ1+catbHtEigI5Al3KHdBoC6UPql+6D8jY68EBqnF+xLZErRxnjdJ2qgWt1KGWCnpGhA70j4FbPbvS02Z2NCk3K7bT8PUCFhnGVqPkNkbA0jU01NdIRMjlrKkxcSbaxJbL0W3OZ02ahZWjDsMzaB3MBNMSYX7GDPpCMEDSpq2yWSTjXN0Qhz9ELNWhyMBSh2oDWJL512Juv1Bd2jn+oz39N62DaycNPBQ143KflB+3qEclzarfUeE5TDCqeN2evyVKlbt8eSjXsVQvDKREUjmJMMxWoElEigavmOvi84hf0ZHta9jgxwSKfFTNBjjOV8qlJuAQJGg8iE8byZAfNVCNNxiNTwjI3KMbFG/I9R2OJ5vLSuGicHkjiiFthhJXvOhN54E9aYUXZL/PxzIs5adloFbRDiocoAYmajUwVZXdSDEIpG+pPT0fafel4Tzg/qATPDXGBBS8GyZAjkdLNkD91pF6h9tX0/P6wDRuHVX9XHM1sFq9UyemnrZ1B7I7+fUj6EeARQf9loVGF//I/hSPzcOsGTMbg+3D1JsiZ5N+Rrj/gvGTxE/Tw71JUIvPd7L1vZj/6m+ypvQsV8YRrv5OhaxG+N215Nz9Jvv552N3Kx0eGDu99P3f+RFn1dblfVFRkjo5l/qqdjUN0aLBY4Mmc/iDRkoiHPoNKF8IIfu5vSXaMer2TW4912bmpXZiEglkfNtbH2pFkUqYjBci2VeracddmQxu6ah14T5/apNiz6SwhMxuy8gjMiVoePbVawtmpG7FVaxRiiesjnEdnTFC2V3AmLyHX7QFS1GDFqJ1K070Htbc+uHupwK/t13cH1btI9nxjv1Pan5YjZgAYDDRdCmQcTCk3QWPy2Jvc29s8jYm8cG5BsQVcIogXdIVJWaoPG535pE2i0IKwDn7lxObQHN/es4lXyaBY59CpJfkrqZa7VGQMcoZRXHFYTYoyUTRGoq9zdcSTew6ZlQS7QwJevrAzuG61oYqhwGd0+YldJxYHEeeMBQSQ5JM6DngB2groQj5LzLpQnYdxCveujXaWOzX5+AtDelUdiLRPUMgEBXgu5rQ7vSV/lK4sX9bA0cUhUY9IgMyRa5YGkyoXxEcTpBheHKh60Y1nlKlCXlrpink1TF33i6Y/HJZiHoAqM02SQEO8JKUqL03TxMTaOOO9ZU4NqdBmc0q7Wde7Qnw4r2rbsBsCq9HFQ+PNImDHOBakK3v1rto54paHzrY1kvoJx0uJPEGcTuTV2p2S2fbSIVCxSGOHNnlen+lbPoqzEhlotTY+tqc6h6ikW2HNty8QWg7CmTxjdAQNcewcvzN37CYItaQtp4HF4gbxL61SdSl/bvMioI+8KX8uPCLovxRcWoV//NMw8WBjG7Z34PY9QK6y4JudbXkSLZ9i078Nw1X4+AP2Qy+x732NLewBsY6OTq1M7SuBfK8bD77wr9M3X4bOOF9ayp3J6/h93wvzksZtl2WZyYR3ElPzpzJ1BdhVQSxLE1kbeBKwBLQxON38jvDVs1xvgRsia3h6HK/EFhenoDf68xdmUE1Dk04VFk1V6FtBz2EDJ8+J5rOkuHnWCZEJXmOU6VxWHYLmcvb0XI2V7adfYRHlV4sm3yU8CXQYCHDQMLZ+KfbSKYhoYfYkriz3a0SHw8Db+8HJf5DJhUD3kBxk2sAz2q1iPygRsB4mCqkW4RCFKdDA3AD8ppW4PolAtEarc8v5UlkhELAJIiWq99iVhdmhPtRFQFUInA9d7qPgwX4hHlUAxveS5t+tkrdEc0A4GPfANJjOdBkKeqRl/ASEQkdKSpzdqcTbRUEg4CHj/I57SLb9RgK6TMtilqyd3Vep6KdKeYwGfO4SzNdCyixf7BAx1E0YO+DY+Z7ctJt118cXgrMr/V7MpYBGmPUShkA2M5EdBtKtqbgmjrVqX/WOEjHbm5KqShtCx3cE5jZZCstutmfqVELlKFYQJTJEKRACR0y/pEbbmaNOlYGdzXQaKRxGipg4EmKKV5XkkMOEJ1kxzsZY1MKGGq0aoxD4aTr0qOCZUmPTmYgJdq23G9xaBELHnGiDedCTer/RWet5UigzD4UyqOMTdk9VRj5JeMrbFNleYdZwY68DhQiLOzNJn+r128rFB8qcm52wmXMST4+IsxIMmDawqTCwlrYNYbtUpkB0CFUEJw14chUWL+YNBv4oX+F4hD8THhH0dx/PrMM//Cm4swGvvwOf+hxAymszq79tjf3lBVhbAnQCvn8CH/4WnGzn2fP5HtLaav+sEal3v/nV/W/8WvTWp6n/+9FghgovvCidvySrM0yHTV5JtKjO05Kd9QSGEmZW+VlJ66RKkmEgHihDYFPYIvLX5TNXl+t9wR2NZ+RO6JzIMsEq+dWqXzqSjA3qKiyMRbpfgL6dJ1qEzBIybHgaJ3uscFjwU45P5zug+Vh114vu4wtPfXlamTBTL1kJ4UIQoFUCn9PvfU0afiOiC1TLmmGxmBnWB24Gt6xrZ3vL63C2W/I65fsyR5g4HhQOusVZmkcnA6gIJFPpB5nogs8ufE24u6XWosCLQCyS9fozKsxH4GfWvkarVCJPfl2nrnNnxX84VLR+/NX2mG23CkG/BGw5JsolHZhl3hAkMM2cTyUmaETXiCwATrk45gUHVQMhu93IwoKWTdV6N1WG9w/Ks4dRpJo3n/hk7fEdC4k0kfWOMuA54PmcoxHOzUM8yr9OEdRL8K5cso7fXvGeJidru/5jieLzwzjth4BY5vF8yefnrriaNWaLJ17hkO2YOuGc4ZA/qW+n1Yj6q1Kq6pRbmMZmRjMej6WMi9lUBUEA2/IKzmTXZkkmTVRmu8rYZAyrCJSRPVYTjah9Tp3KKpQyNjIn09o9d3BugZBmrESF+7XEZru9ilDZk2ID6Zqc6tn5aakfBzAySJrG2czyK5EgJBOmxMDm+elaaUcRZ26MFD5ZSJAemxPDiVVGJQbCiKOHGWMDTHbnFlxXCNFaRvXV2cRA/jq+Xid4oOpXCkfuW+WJhEUuMChdYPCeJTjyPEQ6jPpAHm3R/anxiKC/m7BN+Ac/Aj/0Ebj7CvyTT4E75U4aBb6jtd1TJ+BME56cg2MyrHuQ9sAL83Ok5MJ0vTLQ05sH+5/+Z9PtKyz4/SZrnoMTa+iF7+eXCqoYYJ4aJmdXU0JigUt3OSbbyGvIG0j1Eh64BLRpzs57FL+h1N9ULu1xC95wONk60G+nxg9hodiwZs3yuHwq7erUVWhE+aRnsZ4DQxsSXhJ9S8KBTHiZnyKRmGM4ugdKDDip6rNLc0fuxmv3fB6ZJU2XJqnEIgmuedLNK2jjF2bCkkqbDIlLTnxk3rW/uXYl6u1+3H/eFpfeWXkTKwljXmT2JkKr20zZ7x2fMWCJEZ+hxNoB7UvNXjw94qftGOSKcKx5TmVzJMs4lVqZpfrsma+kaay+cdoHUYPU/PibwYxttoqzTgmIBblLUH9vVfimqIYBAz1lOmEi0lVqWvQ041PGcRJXA57cPsICQYRDVZ2icvv2tjJhBQqGBLLmLYQjUj+9U7KwuVncinnCc/nA0M79RdBm0A2hUABTg0AFToPNhj9SolPZstmpXvIFhgdjOvJSQnkCuqP4xRuI7O7pT0pCxBMJa6YoSUwVacBVJiRoMqaLSDITulEwG6PYTokvUhHBUIYFKT5ljncgZalmjvSZFQiZwjGJ8QYGxUOmRqSROMXm1NSiOKq0F17JsjmFiXOdNXA3Ej3kyYhFPkcjPg0Gjnsy+QhS1Ny/c6iIdmS6TujKh3PTUMh8BbJIKvLTij6xtM40UnU5bWSSH7AwQ5RPSeTR3hgWMev3vKLZckoD3fGhhhCYM9ON9hXHN7jR0XTYFee3Dft20QJEdJbMZ3CpAUdPg7CKuy3Igu/qtff/Ezwi6O8aLp6F//4/h6M+dD8Pv7KhNkhVG8U3vDMr9F3P5K3VCxagBLIkt/7SAJYhp+k7jvzFUfSF35jdeiVL/0BQQcGAF96lnvkIcwBLU0dNFJYeV2IUJMjCmYHcEteWJJfIuVlAnYI4hS0Kb8jil+3CDnchyrhD642+dn+eEvPvC8F6yXarS4G4mo516iksBi4emGnfhpmRJ6tJoWLNJJkxvzqVGfW+BZffqC4xbPOy6j+vaqF+6ZW+A1gr1CwCOBrZsFFH7QP5yj/ylTqPz2CkltR0dWXQJErngLs+16HvgecCS5pZg0xzpSB2S50RHg2XHtbR5h3YSJ3gRAiAwLFXlcPrNYnvHO+zOwRS/anzR+YU1sycTKV1nbAz37hR7ik37N13jnVAbkCmf/TNqY+2+/bwsAKJATDYT+Y+VqQtXd/NcO6tQTxSqaKngsKqKppXuMZQnMmcfMDx7ZEKI0ly2cl7356ieGIClCjIGsiqvxje/9ZtczsuVue3CnsI5QQt8Llg3tWhKOfZoQIHs0JubGE29AVf0ri1SCTT1ZOhJaOWJ008hZBKAKyYSWjK5Fuh8D3FbU5rC9P1ISB51i5xMarNYq6gjxweIZWChZmGqBnSAc8UwhIVZIE2RXcyQhMNCC/1DUI48PUo0DKM+LHKGqEtxhWizAwpaiDNl2f3ETWyokaXimNVdWOEPFmQHNEMST/uX0sKms2eKFrvmhobo5keijOHE/vbElSTfiFO5WxHIGvSyFFdMUNZiqtiWmH2yFhOfB+UjGUB5REuhtm4zWmRJ0NLXdpLqDs/jw4zXeIBh3bqTZwsE3kE6r2CMZI5k4bzApwvsuPvw0INTwQuaj2aIv678IigvwvQVfjpH4ZPPCHim1r4lvxv7hh7gzklWj8DH/o4rC5BTQavD7EP8SwfStkedPbhc3fgf74H9yZk453sDzqpZBnOrogf+A/52kmqtg1+uKSFQgmHGp2VYdcAIuJ+VRoGGEsCkUJwRnBA4Ysl+Jau3ONXvXS9r2ztFb4ZI+9oBMJPauPVpuQtlmfmCpkoLJJZLLDUVcORyUIFmAByJOgRRw0XS2ncobe/CLt7JZidt9PaUW1ZjtaKz/7KrJyJMV+oWgqepiLdrEG3o73+D4JMhUW91H13VD+4gHUrc/zd4nWh1XohXF+TLm42tsdOu0hE4gw7pdbecpSYD8OJhIcNMCIDQqw7qPnpx0ZkUsDjYT/P8tP01sraaR4VUcYUTrGTdOVbt5S0cqM0vQqvQOPJub78PZcpYd1uYa9fBHcOQEsZaorJoGB2ApEalEmUCRxWSUFhisAM4EUdFRHHhdHk7/zzkhPZ+qyz3NkX06gv4tBmudAh6aBo7OpO59rtsO1GRyPXypUNjs+X109HOU2PRcgwzNO8/QCJMNFgV5rKOl8cc5+f4BeSU8ezcWB2xxqKdGBIxazAAuGt3UJTDqvrX8WRFQlNTajQ7qFWGc+UuUK/yGHFSmggSB6RVnBEE4gTOi6BpsC8PkvvZSkn8B1XFm0GAkHI1zMzsXW/GppeLAdSVI6xUOYEWWG4MJDmt7i5EGO5IhlYiFXsdaLRMetYunG9pW7yfCzzRxV7LpSHt16akiQez9i4Le7USamWjgU644OSMlGdvSqhKSVVCDRVjsTV2OQ1vBR86U2S0djBEc0QJlIaBFFhoM1NpkF33IhMoTCbjnVZSc1UC0SENyxny1BUFs+l5GwZrz2hpCtC5wBxhNCHiUuP8EfwiKC/C0CIf0IrNO8f8d9ejXdX6+n6M3DiPDRLELSgwIOY5de2moDtwpu34H/9NnxpH7b9/Fsj7w+9kqNx3/eideY9TLR4OZSluC7SDPNGmNgcBUywys1ACDEiGqG6B60U/a4Dn28q24rVonYcN1rmm67U4lJYDxB8whqs1e1ErabCUhboNJBZLLIskkJfSjORgZhTpeHJts97Tjh5QLfehJm/wIUrdlj78GJiJ49Z619lS3tjDVSnXFbcTIgmKnff417+e3GwD9Y6gtOcACcMWk0LcmG6d4B2ljrR49EZ2zy2U38AUsgLoWv0us5waFNiAKaY5T8aASXmVvnx//pHhlOUWDdW/LQ9WXYxlVT6+OkzBpsL+JaBqmac1K5cEWD+kxdf6pQ3IbtQH1vP3spSOOyWtrslNio+bCzs3CRBUqsVK8ogb6vKmMghPVOVTJWYwTiBcgJwwtTJ0lh79tvVYz03gwmlbihC20B5MIgsgWxCK4BbvTiM4D7Qk7mKyn9nowMBwSjkkYzyEsdcocawJOYOwFgN+KK87mWfHWVr2dqFCZOyw1RMPSuhsZxpxLWyyVa1cri+XvF4Z9cPJTcqHVcOGee6tm6NSwmvCJi3U2rSVOFB4yhmdKhDQYRjc9HeLOUzAXMyAzRoTyMDqZwS6rHlFVKs8wgxIRGRaDAZM566FcwLQmkU9MuOSrnhkMuSMdfWyqYVW6S/uYJP7KIbC/z3KsdjrsBLiApGyF1W2tc4coQMDfqtSlrHiWP0VoRRnzONzJVMPSotzOomt0PQr14t7C+QzcOoe+ilcVqKIOzSeoW3l0KbtZQl4A0cVrtjHqt6DQ77mjmTpG1TjQW8lHjHuHT+KMfWZOWsNLv/kKQfHan/AB4R9F88jHeR+U/s2vJhjYSFCOIeJNswr+TaJQ7ycj8zAXcbfvlV+M0b8K0W+Nkfs5WPEbxwTv7g98vWaZ/DghBY3LRaQDOJAXBtLgJN7KlopiueJ5Is0nog/Woh+6YJD4pqSxZit4mmjYMQZ9KuSLIzPqI/Vuivl/RQLwT2chjrNJRYKjLCmBwzhwkeyBnHgTly9Iz0q969rxX7O2GQFFm8KPuNi0LtXKEkFYbq2S+7Oimkckk0kDbuWeg2x77yY3S8C8iGYwVtcrIgcPPt02nRle/Wt4v7rcIOe0/1Ywdz7andTRWfE4J+8WBsReNCzs7Nf7U4ffckp1QKL/7MTwq7hWnhLuhbR1z8LfEfQ+UFzpi/sJootIlYUedUe+9OYbvFwdznnnh70O7DnUipn750k4ho1C/udCvJsAhMBfDSxJ8q6pxjeqKYchRkxlQqKkxWiM6wSPOabikV0xGhzRuqAJUAWgKLJEZbGvg6gMWDaIBmwVfu538SMa/NTRby/L/viNEFCrUMdyVwBajR3FkeceDJMBOoJswco1ya9n/DJWW08tjMVMheqEYpjzGr20FdTvTrQLzN+ly9zfNTJGQkNCWzJmfeaMnnN8FkdqIrAuXNNMM85QiUOlm7DjawM07YGai+1y73JToKRMXsulOKcFxiWiIRQTDDAt2b1/oAACAASURBVBMSHokq0zCPBz7OUtkqIs50sWTZBlfh8AhN+8GQKOkMj5upxYczbawsVH+QNjKX3Bzu4dp6JvXkWz+X4mXARfabB8BWw7q0vyCMSTRtunuFLOkeOy0uv1tqa2nLzd66A2938GWv6jzRO7gdkWHGMsgINRSqtGNziYtLU6gO+EDKXH/MWo2yJ5Jh0Txhhk+Uo6UVef75THxB8adifPDoOP17eETQf5HAIjR/FJb/s9y33AyhMIDe67Ckwtp8nrMsBkCnsP8A/s+X4LPXoD2D6E/IADuzij/2orrywUy2U8EvCsFcOCzgmGOIt2jP8JSi1NXEMANmhzTLzNfl87/R6EeUxvFCQKp42GQ3nmv7JWh8SUHepQhFP1o9OOkYQaERCXMJVfKDc8oz8KDam8zd7QvztR0ks8JI5flkx9d3v8bNwizOdBauO5Ozy+HxjxybmGxBv/hrbnWUcbimyKji90W2k6Lf/Cna3crfdmkN9BXx4LyzsnWc2NTTDlF369hBZMcnzjROHVS3WpXtWJtpjA3s0WEhizEc/RfKqdfed+8nbgAPtcvL67/4nql54BauS9KADp/clc6CjuSCdm75sBBeQIzXEJiHt+zDEYLFl568Otwfws0BRvjioCqj4bSw1y8Hg1KeiM8FeYqfH/pztZqmjDkekET1hOORrBKNQzLlecKJlMe3jhHjtbadzlswYHlPVkQEemAgYjOQVajUoO1Ba5RXkvMAPYjq+Q2A43OOthiLsWgwclPLU410lFtaFBmoSHuKt2rV0xb7Jk/bWvpUZ60W9kGZujLnGWKkw8yezhja2Z6X9Pixmpf0i1E2c7I+JsRrEjI1a2NN4LSJqnmC0oiikHLFUTbGSNHZatVtEaYOrOwoeCwM3Syx+BlLIhLropw39moh4ggGUSEGwwbPibssIxmHJUHiVd7KzHvz1bkhRyXGaCLGBLJ6QDlRLiQnyvq7PRoIi7PhAVp5WsiuZ/7LaPuX2eNV2L1Mi+PwiNTH89O9g/4857U4fda9IbQDpXZGLh8vNy8efuUz2eVO9mYneq0NiJW8xiidZJNZ2uBTXuCY6dq8CwInZV4gE866U9YPRb3bi/yBUFkyS8+p+lOF6Y0wcx+F28Ejgv4Lg7YIJ34aFr43b50uj8AeQDnNt2VxmKfw0BG8/CX4tZfhzTswC78TW//HQODh+WfQ+y6VjPVUwJwUFIXE4TKhiHoF3ndgKiKiyiOJT0WGZqn9GXbqi865q7VbUhCH1HGzBTwsp2893S0QuvwFnTtcF/D+j5WGxwt2bDZirpBwCksFRlKmev0F9Qvul964u3SKNGp9OeEEyvbuatc3qozvJIRLw8dUf9Gcrj9bzValebT+ObJylUWFtIz0Khy43LaIfudnk4PL+TtHHKwfxdvvtiz3ZG1mUY20pJ2V3fbsG3DMOVleMnrFdqYEJuUibTJypn0J6r8EhVuFQnD2zk+8I/ryx/6Lv0ci6un7kXW3yPxk+PSBuQQ6TrLKE8ffLkTnsKTJjCm337DHGWMLLz19bdgcQovSve6qdrKe0XFpY1z0ujZEBogRSBn4JNHVYtGMRTkVUlApJ4KiEEWkWl42ktdvSyM9icfE3uWkvNAlQTSRIRuqdKQDNnkm6tCcd165HgkPh5kCQAuy/HydP4vLPCxmRAThbQ+GBXYqzvNCJR72ZUj4NNCC96jGZCzcpvxYzhYHRxbCDLR+KMuaX1FTY1jNihNnKyBdD9aP7tNEyhtP4szRyWw+250hsa2WgdcJZgxkIbWmBBdQz6QWwFk7I+qsjaZ2hOxqUVN5fsqhpuqrWaAliUil/NfjAGMnse3EqGfFErMJEyQkiJkRIUngLIWNypYSRW6Q+aisk+GGE/uAxKZxhveeu/nO2/JiUlqQkcwqi9nWLSRHcOVmnkxbGiZHYbbz8mH/U99Od3vZcCcZbyfjHWQ0eb0qV9bS8b5uNYvp8v7Lr7pvHARvtdPtiVGco5oOsTpjXFoojA8zjye6GUihwDnapGb4d31zgOpzvHnK8kYk6iV/wz3f/KMsjr8Q6A24+N9A8wKIbVhGwO2D6EFJht596GzAF16GX/scbLUg+Xc+ui3Ow499XF94EuSFQMzVwypHNJyJxailcakYMk0cSTjcQKX5MHl7+sL/cvzSTnFxYnxVceOJYLO4bl0ru/fOttY8tvJZVdg8z+EHn6gYRkkldjUSzERQKEEMkn597gs6fOrWL4x3hTP1jz9zN38w9un1O/ObA5GXDyMiuPFTzmyFy+ZPQvH9TV5sXIPHPx3IIBBjrg6hmGyo6Nd/Puu/+mLGFkEpOw1hacndPbeUFdTGULi5fujsbVYuxxvX+Z987sPtxfu79U1OzBRgU3u4U0yLXwT9FvDR0YVw9cpPvXnmt58+++vv8bWxa21H1h2b8Nej7w/zrlUeBP2xE18vBk9gTlQJ0TZv6LNoqtmf/PArCSQgAbkXl6yF1UwJ7INBadwpga+BlICSQoLAjclKoyyJk1xzxlRPRT0VRFAZFjJOZFhMBbJZpM2vT3RYl8FE4HM0oSLxEIcTlDgiq80tb/T99jDTHvZsicC6kNYBEaRlmFNZNaO+pfbFTH+Y6cwjqIogiSByyUTHj5Py5c7RzeLObn3SbB+ZCwEZh56Z+VxcCCtDIxqU2skEvT5TTmlpTSGAC2wkzdvdZFmZDrjWtXfKo4mp1Ijm8FyqMWJti0nAo1K6KIN1vREr/sw5UFOVFNLpjhfGhEs5WZYjmYRyiPlsX+tu4dd+dXKkHcEB4aVMnCCuJAtdblLIlnmBxy6ryRLTJ9uTCXHSKDy0eNmkbGXlXe98dnjj1UMvSJ0lxShzlXUWh2xlHn7h58GN4HveS8Z9aivJcPAw+JlmUf9OPNqi0cxaflqtnzq4/BmSpZBQFpB415X3VP2+Ocedkwx+eLCDKxJuWKOJ3u9Fmzep1iTqammUG3zAjrITz9a0BS2akWDwN7d4hX9E0P/+qJ2G9/1TqM8Dv5UvaKUtuPMa3HwDfudX4c1v5LbB4f9bA71twXNnlCe/LysvioIFXOiIkQKxqNNQSIiCQymjqjRUMJtk5j1h/leF7/v06TJkUia8DOmMxXNz95H92sJ+eLbzRBcWPyfgnZMU7//EEpSqvKAXY8FIRZEypYvWP5ud+N3k2w/e+fWoTU+sfej5rUUt42bwjddP9qiH9cOQaG50SYkqzuSk5S58eCE0ZB6e/t8i02dRQT6aylq8AexffSpyX3oqCN4PxQ/CwgdONO4mJwbDhUUJqxtHfTRoXXjQfvt3Ya3ReNdTK7uNu+PCoBEUUtnr2lPlHaa+wosY0WTtiHek80T7Iz/7IzQjM6vlFm4z7cDwatfIR8FGD7txtTOnf6XsPYk5XpoN7h/+9vFgYWCon/rg12H8sPIVKXI2f5xZVO+4Tn9QgIn+f7P3nkGWpfd53//kfM7NuW/nnjyzE3ZmExbYACwyCJICTdNUMUim5LLNYpVLLle59MH+IFW5ZJmSSIq0XEwmAZAEISIuwmKxu5gNs7M7sWemezp339s3n5zP+76uu6TEILAIkwBYBczvY/f0ra6ec5/7nv95nv9DKxnI7wh0AJnK50tGJHApw2A9oShGUlKZogXEcIjhgaH7CnX+FYVONRZKLGAaxxQbTlS8U0VyyKWUGi8stl962+UxYqaZGhLNiN0QtUTbwLpLcwo+5rIhQ/UldDKedrxk9LR10DGAogIqn72fSm8ePjzhzXsnNhEvnejmJH6INOxoxAgLelYmQlFOlE2H5WJep3yhMAi7NYqPFJrEhcq6czfZvys5RCjPpyyvjgKRSwIk0WrSqmfKvTPsWKAZj08oIe+wBZmPhVEachrPEn6cBnmJZXNdTXG/LB1hzEHfj29C/Dbtvqo6Xu9YuLEolVLF5RgS2taQTah6rrZL7gnmtiDi2dnjsly69sLa3vUgCjFrSFqJ65v4XR8hoy689HX44EdgYsFzH4CdLYj+U54bJ3442vAOrivN01J5CWcRr+Qbx55Q9Hz/YK2gN3OTyuZvf2t0ece9apEkRaLKzWhQ1YdbWRrGRMvkWcHzk9lltbkgj7bjxEd4uj37h44HAv135czH4QP/fNoDvfYZuPYZuPp5eOWPYeceDA8h/c6CrQst5rkfgcUnSbUJLEOxkY6jMhtnIuWLNAYSFJjJdFYH6Rauf1U/9lX9Ukhq/XogZZdFL8BpKf+8Vby1fK14ZnKpA42vCOjgcRP2P2akCy3RU/JI0hOGyjjxqv707w9r+8mvT9a/GVlk7uSxpw8+OOMKXeHVa8v3dJrWO3FiuOmpvNcSgpmcc/yhinsuzytHvxjNvY2THK9Icj7eROjXPp3YlxfCg/cQfR4qObkyeFT41befWvDKQiAgbDsLm1u7nyl4dvPxlfbsKXGtfUPFKs37juL1MjLzSTQROJXwM+7ZUlA/8dIlaaKFsr2zeC1RNjje1fcW78qPQJ4CkQdKWTz++7l4WSIVxUPl7beqcXuoCJ975go4ABaAx1OBtiLkJM5xCr1hETsGEQkoCWQAEUMPTHGlwQuyLxFQE5qlJBmLLAhd4kuchml+XAD3sDu3l4uhIEEMU7dhTHi0lyOTekIkPi7NNjsjrttzNSDitAwFpaqyR2AuClS2sZqPinSJYfYEdihkFgv1d5beCdJ0HVbGe6zCng+zm+4xh+ntH9128jynZXN2CkwWiULOz8VyyhGmYs+vi+MAshlAcwWB6Rm4GOZnXcE6spf0o6gr7QwFTkkqBTUAyWQzX6HqZq602992OlbRQLKkMUj201wUxVkcgg2ZJouEo0VcNuTRGfbmgSzsszmOjjJUyHv8em3/fq5zZ7uNBoWm2GjXGJXE94cdz0ln5uu2f9h2uqWl+rlTJ4P+aG3V2nsrNftZaV7YXwfM4sc/CLv7UGuCLAFJwfOmnRN/kdTtx+Y+r5XV6jIt57XZ84Xmke7Gtbdf+JRnDtEkSfZ87w3T+XrPvzoOdyJkpeLjzf43QnKpYrsZ1FiXHlfntTyrDna9H0KNfiDQf1f69+DK78Dtz8PBLXBHEL3jlvsOKebgmUeFh54iR5cNqRjTkcGkBpNQTMZSWZxjwpT2Z1hXxXDTPfZ71KXP8c/dbPKKtbC94Be8l7hwgrpc8NlOaXj++pFT3qMdKH9dj7qPRHDr40q8tFIGKY843RXbb9qNL1jnbu57Jv43o7VbcQCL59Sno59tHUpvHn97tb1Vs2jFxomAkmXDb+GkXHBO5LPWj7fjXH7fefzfJxyD/YKy4u6l2b/8WmzdKKLr70nVFSg1oSUvyC/gk3e2lpoIaLCS8uhQ+dZ79m+fUtnqP/nYbHf5lTgsTCAypHQoB9mXFKUX+jlEoXzDPVHz2+XxTCIGnjZO+G6q3Ddwchg83WHqlGSCngOi37tSW6wV50h7tPXZyLE4hg944/PPXAH7HXPFmCZmdSGn5mjP0fv7epYY03i3lkwbBT2WZLSIYmO26vE00lOsYJamORGJEqt3GE9hcp6A45Qt3Q7ZrEJBTQCRxh5PJ56ED1VSv5agwPAvLM5+/bbPRJEMoCaYUbE4YTYBjqK+IigsarnSKbA6oqACuaqSYwy473jvuAQSza8YctsWX3PnkZA6jYGnUoSXzm5KSDGHZS/nlfN+yc6FfMr2mMlqKriUVS8PpJjOTcSsZUrVJ9ajjs2ZeNvLDixBkIHRpZRx81hkqeNMMeX3vhAOTBPqblGnOCFPuBwQhyQ1drju6gWVofV+EmXRjQPj3fsGy+K04aaIzgkMH84ebPHezsbci9kNwa4ty43FFWXrYN8KHK8t8JRakLOLZ0/VZfT22mFow/6NLA4Jw9EJpvNlYlmwtw9HzsP8Asy1Yf3eX73Os9AORttuZ7W/+o3D1Zesw038p0WzfwHsZfGG51+3x7+/DzQ1/OM+4sWorJLFIpUQbxFOP5uDQ9rs/XDlxB8I9N8PFAWzLeoXfix/7IhWOO2lkPJIQVmNjf2A4qXML3GOm4ntLNlluc8fnvmafnHALxE2MYazA70rsa/yztD7vBV+YzLHPLV+djk8fwD5lzS3+3ACa+9VsodWVFCLrqTvyEf/iK6uhw0n6XTtXxnsdjIEuQo8bXywcWflzUvXzOrNJuHVboaFKJ2Xg1nZXZH8WcM7/oGWXyz3skd/OdGcBORcQXwRuH/7TTu5rolvPupIS5BfhooKRfYS9xu33y05vEZZWPGcpV1y78VfQOHOhXr0yLPhuNABJTOMScKS9ZFovpiTNRMLUApmKuGiEVV4SvC0SbexOSmt0Vy/QPCr1i/EXDw1JGolICqz/rnlpXMLPEnXXxPi8Hg0//rC8FuX7k4FOgUYMalTKypcnY2QOglKsa1PlVGNgcXg0ZBynGuX5yuZZPhEJGUf8cDzRCa0IDE6YrmYY3tNfuUVUH0tBEkACUjMMRHhM1OCURUxOufo88fXbkUBFwlMKsYgZ8Q5qohD417JvWCWtqtibMil0UxC7wnihogvRsRiIc9OU+AJh1PeWlGzyc75bjSPuE5UshFPu7rYDLKGlw2KYSpQLOEwz/J+I+FHsVuDcf5YLmRohQyFRsthUf4giRzN5uk02WHiIcU1MlIWMjmkteiors1uh8MgfFUeDoZ2ORRz0xosigZCSoxrJn6UFqv6JOC2O6+miuZqVUuZeltCTshHHKPT9vxA9i4MLXnPzMgw16DlhXq5E/ZSCEy6CzSeP3LyiTNL1uBwYAahA1aXmIfEcaA4A/0tuP4KXL38bdT5b0FyEKa92HttMvlcL9gI/QTYmuy3VHaJF2fZZJBm9g+LweOBQP/9cOYk8zM/qUqLKZmz6Uy0zZJIyQmKVCptwViiEpzxKz56ufvcb8kXblWO1kfVZkfzuMqgiKH4EnN3x/ytw3jDLZUf7z28iFY2cflbxXH/UgbXPqClZ08YWG0NcfsPaidfj8/0+wDJzf3Bp8cdc2kBigvw3sU6u/1jbz1+A4zO7GooE5qO/WxBCxtyMCt5S3qwfEwRnqjb7PLngvnXYwEgaewxzL+8PUY7UHjttE0vpcYJKBagxqvqaCX3yasrS9KYrbrBrD8cvPrz5kBm48NPPIaVk9uxnMa5Do/kPhu/+cJioz8kZV8FRgtXSmErF1cyPvW0USyOM3EH5DEMj9+MnyFUF8oMqGU4uEsffOmhM0+vMMXkrS8vCEsi5r5yfPP2kQNwwBhD7FHgljU5NyN6qTAe6FGsT63KSgoMAp+hAzaPMnliVU/MHkqEAMeIiBEJTYOMWD5jeIrmLZGwPXZmk0fAI9BEECmIKD7yZbJTI3pM+ZI0PP/omRdfdCkSKzESEc5W6EQXImhs2ptPRQmbOiyuM4iieJEhX9ZwK51a8WgGAh4kGiUSfloKb++e7dEFpK370/w3Oyqh1n6tnnlmLnRVoqQSw9M5d3GQv+oysrs/5+RX5xUu7hUrZcgvtleDkckFCBExwbwzkDbTUq+SaQLNZfmSmOxHLAPbLdR3bdK1yj6LeV4TWbpAMTkOMbQeCKdn8wf334zwZqhollp1g5FEs1hMeaKMal1elayUH7De+IAnQ7GQOlHihTQ7ZkYGk/JUcPbdF+fEjjfyRwGkEdh92L4Ok960CPe7DklJtBG4r1vjPxk4l61gNxKX1Nl/NktzQClsvPeDv8P0gUD/PfDeZ9mP/oTALYSMjKlEj7xcnk2xJ3JiXMd2GOZ4gA33yO8yx9+SZhT/SL2P6ah5e4nZMw5p+Gr821e858fER2L7vPfe03h5Kyu/UT+cnGepqx+tk5NHOZTTb5Va35RykzsUFaopebO//+mo5y/UQVmCY2pD2v6n199zIJOt6igs9VjOxknLiMpsMKu6K2q4wCX1D85MclzmPfbLmRRiCvY4+f9YtQMvqH5zMQ6OWeoK5FtQFqHM1sQ3Vf1GyCzOOmkzHArd2s1bPwXx/XK487H306jVt4pbMpJiIbuyWTtYVRf5nSyX5VM5Fy2Xg5aelCLJHZa649K+y2woYhSOz90np0CawPIMUPLRl/+dXXJPHn9klsbZ5JpBihKi3miMVtsHtc403hL6RB1oEcUv5RNBNNN8OJSnw18lnWptzBCHw4Qqu35pvuhkh96/+GlUbjHzbcmLOIrlyVSjhZjN4kRceQ0oEIJ3yl1oSCU6zoTMkcm9+ah+SAYF2XPYueG+zRhI9nDxAJESnVQpQkt9angkO3N1wSzDCj0pYbiqas+EcZeBGYAJB4SHwMpDxdTd/M7gREBqhHhBazcsJX7Ey6O5+SAmou+oCBiaYSwZt115ENL2MDCKhJ9td7sJNIBqy/PXqLGjOowcEwFYlMHYoVbzrZfPLb34vhvimEvHeQZ2ZmDEoJFvS5tD/VqpMqgzCsYKwjla4sVFKZfu2f74JqI2cKNmVlXVynyxlIsTR8dUM8Ck0UXOXWVdts/mRrKKbFZykSwPkjAhk6MLJxeXmQaL1jth9v0K/iE7i/ci57LV/71eOs6SQSIfVcQ5EfkIhz+w6cMHAv19RVHhv/5vuIefYoW5iAUax0bg5w3iiIDKnCWlSMEky6hP2u9723/sfrHwyJ2VONtHycLtXMc5uAtf+530a+vZwZ89fMxOVPGzBMtvzu5Nzsv0tScL6NTR9h5d+TI+esWV4ntzrrhgxm+Ntv/QNJPGLA0GrDSY9uV/uPoE5qPVupM038iAJWldiuqcv8wHbc1f5JP6ST07UXJ7tT1m6QuEy9ato//BjQaTSfmNqtxb7itHkF6d+h0qLhhGW/s9RlHrfnHGn2ie/8bd/ymwbS5aOyuOnvwIOy5fZ2mMeNiO5VcuH8PBqKT0aRWXo5IRLRbCuoClUHb2WpuZMGGVjsxka/s/OeI0EIdQ4pmEKLf/cNKgTi89OhPEtG2q2dR+8WZ1uDrT8QTQHfBjigorkRMszDAyZ0daOJGBFae9uzyaupVdliR0HrAQBMXuy07/dnT9aswr+YdXaIahMkZCjEBoSA/c5uuZCDIBIQRFwiLFRjIV+zLOMnpcwYlecufPhLcns+ggAEjVFIkiTpp8brNs2j5qhoW0cFBncgHQ9PkselEl2xR8PIZDflqSomoeM1ZKRdveuGQSOWKNjB5kSpAqqaN6yGlQllxlHV/FNKVlAuTDViT0AnHEdU7vTAorbErbXK4eL/vLN+TeSAwJTKvMw7AgcuNAcCXCzUbzVwu+T1sFDMMZCESwBPAlM7yXLP5BlQz0fdtk69O9F8vHSv5ribUzYpl1nCR2RUrkXMRP9ESLmdAr2aQqMui4K/DDMMVMmZ/QsbMTypNYUHSWGpquPlN9YjG5uR4kf03e6nsFhszMsIeSbhzvxxRHkfgH9uHhA4H+/tFoUZ/4Kb59gVKrKYUVOlPS2DBQyqZYJJjjop69cMM9vnnnp2+WKIrKXbxX3JW8jlS5CTej176Bv/llMg7//FqkAH5pjhLfOrJlXVRgeyl3eO5M44v5uVf5IwNPJNbDI8l3rT/s7nQ7kXO0mWEVLxxlFl756dX3FhHsVvq92btOMoNANIIW5x9jo1reOcWlVZqiC63BrbIfLdyrVr9xGLU/5bC3w/3CVbm0OTtWap50FIwqlDioVmjFKZV+oxa0uJ6cvX7j1sajB9S7IdrWo71n5+Lyk9vAx5inQjH76q1Toy4NWadkmIoARlyv+nNGUmIptlPbjSQ7FfczZSgh4dbuTwe8C9IhLC8VtlfVvW+M5zh5ZuaIl3GeLSMiZvSbteHqbAcIsBHEHi1aOTrS9bJZFNNU9BMDKA4UNM2qJBSYbDtiEWDV8mYmmxLe3sUYbt50kvJ76vVYEgkFVMIp5uZ2+UqiQ4EGMQURQJ62DPIhT8OggPeLqZIx4fxsYEFuMOQ5nIgB0qxMj2l/ntfG5fWcW5vgZni/wRp3SVv2Owbznpj/FQ3nomnQPxOANnxRck6wzOb9h2OajTgDM26aGwYlC2X0IF3c7nqPQppNe2PkREC5uC2h3KQwhiQ9dLkKLXMuNar0HpOO3hJGXSmMaKDEmNAiLU5cyc5Y8lzv4evl2AdTTYlZBSRxDqrFzWGnMZFeo5pfq1x5bW9iW6zInHy2bl4OrZdinh5S8UbK7cXyfMjEsZyn2BERVKo48EvBxPBD0upnYT5dLk2EYbpxbe8wEEKjWDKM2mOn/UU9mNhg/T2tDyU/uOr8QKC/TzAsfPAnqUeeY9qXMlWZnqTpUEp8VSWWFkFFGTBAbWw/Y61+eJ1evF+ZEGrx6DVuX6BvKW6yej38yv8Lg+5f/n+j4B/Psa2towfesTz1zQsNiI9deDGamSSVJBPTrghIGJDnDzbVfdyfKx6yEjQvkhOX39s5c2mibFUGG62RIzMiG+bdGdY/TkeNvH2cT/MshR3VekUffLV+7cLsFzhh9EuB0bN3lDVors6k6MhAXMkUBPU6NBXQaVrrcMZLa4fPdl/9mvR27/7J/y2LLTZYXwn3fuTjvNDIEiGMpcHV4fIbtxchHBjZfrUW5zAjpq1K0NTjYsYnq4u3BJwlyg7HepNbz6zD46gWQSmBavHYt/7YxAdum6vOLpwwBT62JEzEjP0/T33LK8RAYFoHZQHt5/mAFvKluj6mZD9Qp0Y5FYP4zuHOZWmHnZkWkVI5Qs9Apwe+Qwhe2+h9Q/tAV+LOcv04QN5vP68Gxojza1kZQPJAEYnIcCnwcSSRJB6PWScql6A0N371qpH6lJzLBI8oXjJ5jlM7irZv7MhRI8lZhYXts/vlrVNm5oripsJ9NEt3AGZc8HVgmExXJ02B3e8cDRk2ZWREp1m1H6iulqWhffzKeHiCGjMGm3ImMBLFiBxWfIOkFE9bZaDpOqJiFM4F7d3SuC+EhCck4YgINB14iFaE4N29U3cNf0eZHBnCJI8zNXGFUiQJ7um9nKUc3615m8UXX7y2f8NsJ8fj3wAAIABJREFUX8irOWHw9YDcwbrmZ4ObCUzLbpDyKCZ7Ib+PxphiaLsuYDxPpUur4o325OEK6yMpvjo0LZykjHhsRju9FEoU2u0D+oEdNvz98OAE/T0nX4YP/APm1EW+diSTOZqheRRqJGB1zuYzliLsHee89dbH76KluxViSmJ7ULfvb6/OCjbHjJ//jeDeK9OM1l/hogofCy9s+/U2fW+udXpNLB8owKRywkgooJiYj/CVW7v8ILvXyG3KBp+vozOb50PjgzvLN8v0/bqFyrcUryiFDc5fZsOZonVSyDSWSjIu3K8MOpVBVBi8u37ldZu/wQf8bti6YbCo0eePuNrstESkFIMRgCLR0obTeTq99/WVu/fmoXx34UM4OpSi/TPc5OkfMQK1H8njQCJ/8PZjgZ0aVkemB0odSUQUUK3hNQIR2cZYINSk0B2VDwyUrb5+2iqfxuUI8iGI9MMvfmrbSMI5ptRo1q1IzzIZESnj/mB+Ncil09uIFMAE1iupXuAx9ELNY0V/6oQTQCJTgUYUDAQtpEVEMQAFcHWIHOh0pvfKcZAk1NbyUxXFLHQ33V7fFvDiaEbGeR5EAnzMKMJ0F1wEkPoFqV9iyXiczC2ATWyX1hIfJA6JTkF/K0xO0DQr8qBvJGQl3TluS4dHNHWfo+Rztv+rFamHMl2DBoYYWDagFnSP6s/vxaUMxIxnieCl1aFP0yoTFHr1a4Fft9eNcnX6DTXmsaBFikDA1WNwcz7lF9WginPzBcN02M3SOFDTlKEwT4mqmQjjjE2fObywofnbslUKwMcCqo2SvO8kc515JW3deP/qUZmauzHa2r069EcJTknqkWiVaAyoeZMik8i8l848gpgcjvajWV51hfFsdxAP+eTMtnhnZGBppCwUApexLEI2R0GpmTteY061o83utPryB/lM+/3lgUB/b1k8BR/9x4xep+ZOpgJLx24RhTmIsqY0ib1qEFe/MPgJY+PkN2fjnVwa0PPFQdiZ2KNmzVx9efyFf028b5dBfFim/xE6uxesVJmrC+2za8Jc1yCo3UrSlj886pBg7Ny+04FJ+vIZta+pLF9NH9Lb6ugnbn90p+hstvZIbkNy60pUzqIV2V/WvFkRcSyVWIUb3fLosOANK10uv/NQYf03Cc11rfZrnBI1o+zkROJSLYNqDZol0HLAHJBIh8G1metfmjvQmdZjd4oPUfjqonn44fNQOBVHUvg2loZ7xqudRYjHXNSNSxOtAst2oebN56NyPirQdHZ78U6oDquBZZqwcedMOH+cVBio87Nbb9Q23lyrQ6bhYrW6GAp6hpQMlJT9o7l7QeEdL20K4IM6lriEmST6bDOQJTfhp3ESGUDKgAaIKNZiqzFdACKAqwAfw9om4HdkpPA/gxtfXT62/0cvzMMuYbiCn5uoSSkwmGmVAMKswTMkVaJQRkMDF3y+V6Ohfhy2tr2Ez7MY8+DqOIZZSJoCG073aR8WmZavjcr7W8nMsi1IGiDhPA5Znsvfh5yA3Eoci/aZalfwS3tWM6UkRKtAAyp5ARdRocE7x9cgznXe1HWulLmJoIdywlB8IuBUyARbNe1COrfZYqNFoeHJ0ThwxnmCBZwIwDGIZu2ISz+2f5Fw0uVmv5BMI36Yw6Q0ilnOnHWvP3LnibvV8/G7RMjt+rtp9meutbgL0S3QQiSVEuK/lREXwwrmhTgMgHL4I9Kg1kvlMuGaeKvO+cdkaeD2I3FB2Aj4buzP6dlDF8ipWdg/BO9BYcp3gwcC/b2CE+DCs/Chn2X1EtNoI4gVhgh0zEgoUYCeDE5fHz573ztXMY3tnHSgpiWrmnW8VJ0ZxuPhS78V3Hn527+uTok/C0+ZyUKVvdluGpvzK9ZwIskR369F5tkJvTs4fGNrqJj4dlPqFsqgL5GTpULt6s/e/oinjbbKTqD33IwqxWWIjkj+shwWlRRo1mQoiHh+r7k3yLlxvoP1vfueFSOr8SYpj6pUurhXlTB1NJ3JQ70KynjaSwAE3B3h9u8s7DBPuPgLJ37MY0Dwh4vhQdjZ+WzVfbOo+Jn0lftn0iiGuJeP9itGRJVhzqkXw6aa5CzdTiTfUyZYmIiMfW9T8cbHg7klyE2jco+8/mUUDbdrgBRSrlSXE97IiJxSCaT/cWYtzqPpUS0GcEG0K7ZwFuFZTRxUimMkESJM1+qr2fR3jBg8YQshS2gAkpUhEeDm9T8T6Nkj0NMhsEb5ouBd19SoGOgNs8VlHD/1UiuOqEkUT/MRplLgYKeRjjUCeo3GhrZG8RFm5TiVfUW+xyZlTOuKMBHiCpkUyKKVoxak5v2Akk6Y1st5/VVCRIU6QaOJCgKLWByvFN2dnRM2yAnFYpoDHhGBUjpdZB1lkbopqcX9b2myDgUVM8OMFSIpRTwGji8EenZYFDsrs0poBEZQjndph8rAUoFiIeMRx1oRHzw8XmZAfKvSFyJCo2kAHeQoSxYStrZ9fl3I1t63e67NHLuPtt4JXb4DgnAf0GamBFnOsDFaz7giLnBYdyI+YQ4tsZ2z1dTkh1TpqJAttrWqhrgotLNCwWbpbsCWa+iJ4zinw14H0u/z88MfOB4I9PeEahsu/Sg89mHWKFGlcibQPJWqmasWWJeLdL935qbzBMTFgZSsFUlos6LDuMSICbXxxu8Nv/H/ZM7w27+uBsIvcc/iNLfAb5Vax9crDZvOWMlIsodNncferbXB+sDSbXh9gdk4VWADjrSWqdbXf2bjI76c9nNWr7bLMkHdr5F4kQkX6EzlpxvyJmbxCovqG+2tkUwmlR3QN2S6F9HD6hVcHggsbljUklnpB8azjIJJnYVcEagIojG1//VTt1dPHyrXIbtz7qeoqDPj78ykuxkXXnm/nva0m+6yNkBZ5tBp/8iwOz6C8xKzZM5qSYHPaJEI242tcXEwbY9iwtfeKgjxir8wC5pLcb2H37pscsFuA7AK+XphMRP0lFIzyoXg+dpmkiNTi0YCEADv6BGaYTNaEbxWvQsswdL0BK0k0ylIRyiFDB9zPibzhGZgE0G6CZN3UslzLIhPwNpNCBHn7Z5SHZ5wItYmeprzZZ4oGSUkoqxQVKRGMZ8FImESPDY4Ul3k33TyCOzEEWUSaHGR2ZLich55lOIUR1wlsm4eEbhPrmx59+QK3QTxMZbe4OjEx5URyUqQSLEeJ4tl92B7BWda+Kfb9eSscHmCbU+W5RKt3VF0ufutwshOCwVG4jkiYg4z2OVoXcuM6YRhpNfUdD4r3Mv1unwsJtPOX4JAclRGHXmSfXG4tDievVsa+lKsHxYiyQMWYTHz6cW9I7ydvz+/p16kzm3RgY/+/HYNBRBuA1pD5WrKRdto7E0rBEf72NkNx7cypZ9UYaDbsVhPezlRrNU4jRcGdiJxFXZksS5NZkrk/BGMEXT635v32A8HDwT6u8/MCXjfzzFLD3GawZeNFFKJBLpGPCOSVl8/sYYvxuOzVKodKjRBDXcQISL5+Zp35+3D53/d273+176uTmm/SF3SOeOIeMttr2wXeDZQnWguiXc0/9Hh4NrqZDB2Kcx88Tm+t1wHS8ELD9ELz//85o/nkbiTIwf1fSz4RliiwiUmPJbQ5OrxX5ufFEVCxUTrlcZjlR7mx6zxFlK8VB4Vbye1A4ojeco/s92kPX0e8gZpN0F+x7+W2uBsFde/1t4lZyb1bxz7F27T5rLNRWcEwi5T03ortZFYB1+V7TAm1ozTTeWJ04JCKp9wlmWkqlnx7sw1ifCRbKdKv9tntq8/qbKat9QA2Z7vXj935+17FejVpgPlYrVwNNHU6XyD9kj4zdJOlJuejqcCHQLrqmmiEjxHxSuLi5dpiRB+WhSuZ0ARACrr8apHnaKmLZASHrTBW50u5AaYFjjmjwGUge5n2uCEMU5Z7DIZx2rFQKcBRgplK6pOBJbJMJv6KuoV07GSEtlI8G7kBKVQx+Y+VVImuYQGWXeLiryKaZ0kxswQoecctcp37nulihjZ9FCWaYIUA0XvrKO2dXeGoIu56I1RPWQ4RBHMco2Dq4UwTcCz6YaUcQcGD8Fq0N+ZZxlQuYTnM9brRV/vS2mO0iPaJpNGzqxezJo3S+sjNssYSCWg1DgVEHAuHcdtUjx1sLzuod5Kl0oJoUIQHTAdzB3pLjDbF64s7Wcfdk7FoIyoOMV/nqXOfLDfBrxB8vVYJmMsxWgPTZPwt6ZqDVbPNu9NzrIBp3HpMRYKZd5EXBTRooXKRIFezJw4kj20QuIIBuPvwTvth4AHAv3dhBPhXT8FT/00KyiSwuFGLUmdosH6fk+68vn8p343++qS1lYvNszSVfBG5QadyTJXTVi+8x9/5fDVTyXxO5LxbdFA+wT1kTopNniHrTLOubNmh6d0w5OqHhSScPWuMzY9zFBf+SBtl3Nsly6hI+Hy9Sf99klzbqfo2aV12rhbMltUcJSKFszR6PK7/nXDzp3ontvN36HFyigXdaq7XnFVoR2e6ssHYXMT1FBGbG1CLw+MApFlqLagGEwXHqMQoiHVeeHI2trDO+xB9jM3L1UTalQP7hvUTjHyzWPyqDoTRoJkEj6MMmZciXqB6g8KcCkrNKOGhFSeiK5qbs/sUKzPU+7tbSnYW1ZFxVms0uLox7/6RcS598swnpm2aBdK6hJWtalAMzGKLxf2fOMdgY6nGi1ZLB/qhNLYVKlXr8tajHnQCejvjKkPBC2jGIepIJqnEI/26sCuw8Zguic2jdN5AHIB2MM4SjWlV5BikCUBiamAc7FoKqN/e/ILZ+3HdMImcprRjupHh2Xa4zlYPINubEhYxgzS/SAo80FxrxBRPJNhfagBkgMNZ6pTgXjfAS4AZbrDY6zoQUZyIVJ8yisi3maKIlND/M6gTSg6YAjHhEvdu4mAaJYkAQCpOEaxGG8OxoeMIshaMZFk3uw6SWYp10MUNvESExsTDI8YqaP5g4FBFF+igKOAMCTjwkidNIh81p/r7vH9ljkddiQgBYtEGTOTuldn7l3YEoO189aFhaS1lu2k8JeC1JkPwWpGdrNCLRM1HkYhrokky0DhYMNMu6b5xuX+vB0U5EgsaJkg4ZBGgItcmNWNMtGK+NJxVDTIXgeS72x92AP+Mw8E+ruGWoAP/Y/UiSe52BLbbSjpPBPzMgl+519xv/bL5ls3LTeF5575WWrCvpVDTHEeExG8bPe1P9n67L9yu3/DCoP6/0B/pE342dw6v6IOtZrnNSdYw4f9XNAMxpff6mRuHAjwpQ/TTqFM79A6XjDblZO8+8j4wqEGVm5v2NgMvdNyOENFy/deeOXO/GfQTPSBO8/5aq9lP75X7ew07zvGocJMIsVKg3D2LuQdOubLSXx6YyVQg0ZUOwqNIu2vE82AxAFr1Vj70jObaHZ46s3KY5sXOJq6Nj/xV9yJGvovf6Jhi2XwC4ZNCDJn3K5KBraBUhku4irNQT4qMhSDhdjRJrHsSCi4uTXL91JZalhLhVM719/99uvjEtyvgFWbSrCyyRxp5aYjjpS9tjfeavXd3HRgCjHoJqimIEdixuRYwhgCLtT2gQMNg4HAx3AoGj5VtZh5wtpUTKU3GtDswfVtALgUg583g/xjQI2AMLZnN1umjKlykBsasZpypUj+g6XbnpCddk7xNA4VbOVoBvBYTWJBISrrBveIpGlDn+WRn2fNyoCL5lW/4maJpo3Evtpd5FtRblvmMts7UaPNmBcJqBV2To2KJuFtIyz3ljWgmdg5WA4FalKmF8a7Sujg0Mp4jaYlnRa6RrWWHNi9TmZvr8hqWqq1R6+yTDKQwkP1Pg9JwztOby18s/o6I1tpiiNx2vBCGEhkxNKxL1lFinkEzbCHmjOmiIYxCjM+pThLsjnMzN58pO8zB7NR9qPZo4hubKfTP85/hvzp/dIVIlO4eppnTMAEY5Ymmgh6Sp7Qo7X+JBiYHOtTImeUkgNLLdO0WNzbZQKERnxFZL1HHkIiPR1MP+A754FAf3c48jh86JdoRZV50Kt5UpS5zh38rc+TX/7f/fW1lBCQVP29/9V/F3Oa3WwwbJFB8uTyC/ef/797t1/I0r9hQVfzf6GfaVLqjGFls7Q1Pz+2jjh5IhOO8azN8K37Ti7MdpvClz/ExnmW3VVF/jiriW1x633uiZTh9wtuWrrCunN5r038hdUv490MyMfuHj9sPzQ+nUmoW7R6eddWglgeiPTIGwcz98VclHmKCKS13Y5obyYuPUppFq5SRJMhCcHvMFufe2h/fKKjRcFHXztfs4pWZTwqsrcxbYpGfv34YpzkIJRCisyYuxI9apnmmGGjNrwrqcpY1WLjIL++KY0EJWJYc98W7m7MGMMKbxjmovpzX/gMzTmjEtyrgF8BKoASLS43ckpGSxFz5U0rnhuNKlPhgBRiBmiLrbhUIhgMBTqbVma3KA7yaCrQEU0f0nTCIZduAmtRcZG9s5I2J3Dvjh7L7wUW+d7esgH4KeDuR1TAZ65R8suBLCL99sJqMcoCUf7i4l2ayZ9wZ4FDQpxQwcgusmOFJcU2c7tXmuhGyor2ISUJfo4kcpCyBeBzAoVZ1Dx5DfmnZZLzqsTbDqVmXS0w1OXDJfEQ9xtEgzTRfYmQ4yoZd+JJPJNy8tYSNX/QnfPwqOIkkyQWKxq3uKdKK8leakedyU4hX8fVWcMZARZHQK5XtT3t8nJUQ8i4V5gs0FESlmPZB3ZqYol5Ar4Q5SYyDRdRK02V8SGYze70w0t1GC5MsqqCot0jaFQ7UPD+haiuJYuTbOJPb0/+EsEedq4m+XxaP8bQaQatcjp2oGvDu3NkgYkPBs5D0oTxElNkK3SFQlKBssOCUJrhcowdUTMz6JELiCYwGkP24Pnhd8ADgf67QtHw9H8Lj/4Yn8/nc0K+nO/ev0K2biSf+nX/7dfjP70KRc1438//s3CmLehNQCI1Cra+8Jvbb3wmsHt/w6trMPNP6R9tMXi+6ONiziktDG/UQjFFFGadg7dHnf5YR9R6m335qQxrGTWeFQMdqydo442z6RwtSyM1PSzdTTNGC46RaO767/a7gxb14bckZfsTe09LWd2RqMOCNy7tBcpAhr7F+SeuzTfccJhPuaRpacJQasrRaVSOk4UqKPJ0y3U0oQ5fntu+/vg+afWXtrPjrz2rU+JbZbI9a3ltH7vt/G5tNko1iOn5fkelxrpPcqG1fhIWNGk+U0pBjSOCL/QVhR0VhkHm9sfyYedoaxz3lWyW8j70xit2BQ7LsFaFuArUAIoUnxOECs8nB+LqK7Qy3+m0ACPgItBcsCeo7NFYLGCqynm4fuwuw0ElAR1BTFMek4VMOWTBYhtcQrKbR7OmDetvq151HipqPDwse6F+DvhdSMO8GcwZAZJx0y4HIiVjuulqV8WtdWbjontKp3KBmgYaG2T2qMxEok7yemjeC3J8faAB3sW8GhSTWmglMJOHbZ5DcoCao7x7jLV9VJH8/SEeSVQ0dXEYAsUFclDOEI6IQKrHmxnab/VGfmi0rJlMS+/lE4/mYhLoMkcosRnzSQmGikXumbvHg1AsGE1/H/EyixHmgrdL26WUDehRkmV5wfPpaXkXZqarE7Eao2lfQZxw0WnII6TGB7wvOpKbY9KIhoxkc2lj0yrC3QXg6IOTae7J7Mwkznpk8lcuSRyDfZf4t1HBYEQhARNn+wmxMrgxAR2QCmGUeBQdNguhQDjOz+vEHyAv5KTm3MBieQVOnUwvnkM3b0Lyw9uU8p3yQKD/TuQb8MFfYo8+rN1+njO3s9Tvv/wZ2LiFXvgTFHh/9m8EzXj8F/9Xo7YCnN67de32J/+v3dc/P9i9htHfUF1MaXDhn8BHl/jxcv0wOCpOGoKzETqFWlRLja21G2oQbZUSuDcL33oaEwWDrUO2lGrnq95XW7JyITt5qGqp8YbZK+fxUTRq7H4x3u/l5+YtcuT3HwtOzCfLpu719XiQN0NlQLMjizHJAV3wQ5rzM1pJmcqIayphoRD6w0Vg2IiwIsQOWGvqzpfP9uPlQ1Y2L11tNDZOc2rUa3uHGraXHfjGU7MdtQaRACluuEOJHs8OzT1ZP6zGLZVbCctKpmd8uq9PLMnyipaexS/db4DNGAMYyPGHbt2cTSaTKvSKsFmFpAJMFwo+e+xsUUuY9c+VTYcuVweHs8nUxQEQcEB1CBOAKmmYlSUiaeq2WkjaISgEPIbscnLKKl3mFA8phXBw+xQuB5DcSPacAlwswoHH2P25IqCTfDges7GeBWLTDwVCM7ynjs71mp864+MguL4AT47PcAxl07FEc66RjiUOF+boa4yQulpSwlRvqbPXrzWsvHDWvtEeO8MyRySVx3R9u2k+RsVJRjlRW0fHOfMKW8iL7KNxNKqAtqEE2qbBF3XNcbpHBgnBSsOpk1rHrsI4y2EmJlwijfNH9mT1zAAdHVnhjq8G3iIX58H26BxHkoDN+XwXMwpPBCoIlEM9Y6NIh4SfLgbIWOJJcST7FJ2eo3IzuLkf0drAECkqUT0iBQAikgMs4q05NC6PawfcB/gLOOZ9nLjkr7qaU5dMrmdkPxIhbn4sn+1x1JxIrITc96Dnw8O0Y4WOKiVS7Iu25IDEY0EsIE6yRiQUNCSQ9z6NZA4NBn91x/8D/iIPBPpvT/sMdexJ5vbX4eXfjSGNFDV++U9gcxUGf2HKplUaF/7BP5IKs4P7a9c++W82Xv5M6IyS+D+J918PrcHD/z2cm8+JRTUGbfkQC7Z1nKFKhC7yu6/eKsbebjGNvvaIdONSSiQCYx6iFZo9szDZWCHeOTjtqbpvbHvIwdZR2tI6/2Fro8dyK0ufoP5dMs8+GV/0Vf+gfjio7ibSiKV7A8nl3hTP3l+R2Z4RyaZactiy6LUsoxy0L6BijMuLELkQDum9Lx7vHj7Uh6c2l3eymRfPV5x2z6Bvtey4HgWFKPvM+y5AoFaHVH4yQFqw6OwlhB5Uxp0avB9ypTQnZ1qP7dMcWMZEp+OeI947WBTNAn3Ycyb753q9ho4mVegXYSMHWQ3YbVDuosUn8pzJbn+lGHOhoW3aC5gwU5MGlwEeQWBBU1MSVhNpp1ia6EV/0Z8u1NjiwBPoPqcRmjKpIxw3Eq+XwxxAepesHaZTUzenOf39hTQVzhDpoJrZfdU9yUccy9SdasrTxUi2eb/DI5OxULFyetIiUtzlU6F/OGrzIS8hxWfXg+GCqfgS4axjg/5eq20rykiZJxzFUjTBuSIylYOVwyKnFumNXkCVKi1quI9TAhVmJLFGIgDNKKQiEVUI48FsYrlmZQbnuguTPqIyHGcJlRgjryUHV+uFGUvMBeIeseNInGFJmRrGjBJTasbwAk4RK6a8LqAE3+eMfUGmiZ9DKT991ppxWSQGNB3pNHM8rW1no5hPFDMXGHtCrIhuIdZd4MAsoF5jUhzouFwaFs9M3D34doO4eAzBBmTrUfOCKEkauBlz3kD7IY4z8KMsT9zDzPJ0PAtZyLLEZnKxojVZ7RglICKKopSeO48ojAd9wA8y4t+OBwL9t8fuw8414gzIwgmi6PDqlyDw/lIqu/XQpVM//nODjbvXP/2r2689H9p/jbv5v4BS4dgv8v+wQaNqDiLCr9Ulyp8RqGFQCGL06uqcH6+X0firj0obJ2PCERhREOSAf9+xzl1Z2X5YvODkMlHsEybN8Czu8+Zv3tsNZtPW8aeKn80bd9vlMwpV65VGg7yHWd+RzD0+CsNgZWsuEg5UORrqOhMtQMrvNfKo8m4RbtJZj0lZnO2Beb+x++rFPjm5J+cni2+x+mvPlEjlyrFdYcmflKNkY6W+Wl+GSNR9JLFBLRlIUdzV4fDEIKwlj4WlYpJnKCZTg225lyihyiTXDqtjW5LNfLB9J50MLjBspYAmFdipwJ4GuALyJsgWtfguY3BZONimEzWuC4OonaY8MHham5L2IbGgLrJY0lmS1xIstYa5nlIWp6vWrsmE4GzIVYswjARVvp45UoPL7eKruylAEU6q5MCF1JxvEsj4JE59londuRxKeEHOZIZOGjb51HECpfZ2xTxmLpYymWHTRBGscubyTNpYTPdcIbaRxNMZLsRm1d8nQqGJd3GSD6ORroYqbaqBpHTak1NBLl8r+/u0wEiyYjHIRuyimLYmMJzpSeOLjXxaislB2AJKGhUblDxojN08YWM2SnQltU6IcWtnYWxkQXWU95F5O9XnZVQjtkhFFAVDrqEhP2P5WBY4MVZHCjtIxF5T8QKrhRANmEUpl3BsXBLJUVTmBjkmIDVL9zWbQ5qY6JHqMlHDKQhrS4eSf1DkpK3cMXCd6cfzfwmBaAjeeqgrGetGfChAMCZmiWmEVI7HXS+tcZMeFVzbSeYZOhVZz0niMJOoIG4FaUnJk1o9e/Jd2dZ94v3N55YfOh4I9HeBcQ96u9/m63KpdvuzvzO6f3taD/cdw2jw/n9Ov68k7hWqI3G+bU9chSv0F3fpg2zErt5jKuRlCYIvPsnsHU+m748JgKVT0jO1ZFxgbl/QnqBFuCO/be6OuBc8czuNf/f2JlzwW0fPzl39xPBL9plmTThiKmiS9z0OifTBruo7aVTu5As7dJW3kCCaqh4jMSBnmqYW5W55C60sv4RoCry+tvOlC31vuUc9vd5Yw+UXTzQ3TnaqNl1FB1Ror4TpFy88POGqjSHryPHp3fs6a8ZSYLa3h3mic8K7vKqClAwne3ynz8WqkjFCeGVfjp0ZaYK8+3eB1R5W2YoWj+qwU4aDBhAV5A2QhlTzkmp/usbbpUSKeW2Xb6BIfKfUSoRkAFlI8oRi9RLLWIJPq8loMuJPF6OhCISlJhTPM+Y28wTHONb2Kckj0dIw99LdoGYx6Hwu8yaiZbUZIrS0xLMNTx6jGvbEPE3RnJKJs6H4asEOOE5OvNcXref2TlF8NuJTKSKY9iaajFUDdTdO32h5hprzUDHZu9g92C8tdlsAMv4cAAAgAElEQVSZwChJqjIMq9CJ7BUjhVaXO5aDtnuJodItLn1c6DmscZ/N0SYn4H1B4YrNERdQw8NchrlxrcYx5qK37VCRJPs+zyZkjPiHSKEjRUx9Zz7UD9Ym+YoAs9ihWZQnk0NuViCYBTpS9Qx6YeQrScvw6cQUaSPwNaBohNkUMUnZE49U1O1UHkgWQzlyGhmBwlACBTISg4Spd0/tlZjhsUDeWfkQiSmY7H/bizbzYHIzYQGa51iBNuQ2jl7wWYrDN3qwnfBqFnx8wTOF4VUHFWKa8TiksJwajNXxWNvdSucvGU88jQw5sSbgfbtPgR9a2Aet3t87vMHh/98fEYrwgV+AD82rZrWEsLKyxvJiVuvMqfmN2wdtarSfy9aAJs+/Cw6OvpOjGwBMGJb/kWnAz3h1Ri1Z4sEV6Q3+AOev54P9Abo22mOeHTfz6kru5/qfPlihaq1lX8WDWtfWglTq7fJhnwtxipffqDLMuMWBy5QOc7Tkw6A8M56vJ3OzgAZAGRBOmO4LS/2NkyN4aEMxrMp1KFw7oftN6v9j7z1jLUnPO7/nrZzTyenm0H07T/f09HCGwzgMQ6WVuJK869VC1AqWFzAMf10bNhawsQt/WCdg1xAMWGtLllZxJdEMIjnkcBIndZxON/QNJ4c6p3Kueo1LyeGDpCUBU9SS8/taB3gLB1X/euup5/n/a+R+a+6uJSlDxS+fvZ4WSk4WW4tFIiEJzbjM7jW8uQotEG/4NbZgZ/QgY5HJBZQUJYF2cyQhr80dzPkxGTHMdSHWjNiswX4FJjUADrRHUJ0SmUoFbxshFZEMWSOHbCWJ5VNj0IQCewRFCFcGOOvwBZXLuRGZ4YDQLlftiC4sgJAkCnuHFxYLak18z0zTRlJFl568YXPgV0R12kFsYIlJVjnri1bVC62KK05jtZNXQr1AoCaSR1nvldmgG8YtKZGSC+bqQoj9uAAjtmQqLNXV+8eW6iS8iDCIecRQ5pXhsBrjScP3PIIhhIyQDcaU31/vreEM16ePnttcnQ6SdIDxZwh7U5pqclQq2QjxVEEpNGaHrcPpGBK0aNR8l2pTAxfH9Ihvnyoif8hcnzQsuvKofXebJ+enTzbMrpCeAAFFZJggDrkNJvPLLIGIXEmmMSDRQtUxmRKko+SJkBVUUkACjrhTJtiwTExlT3IMV2RDAtiYIgExdp43J81FNaYuRo8mtevR2idhuA9p/JcYeAGEk2L8WoC8sFTF6lkV2z4kIskmRZqhd028ykabXHASBAU9fv9IWMrV5SJ1c0nbTDg0HHAkjzfPgCSks/EHPR5/wQcC/bcIToLP/+fo6ZXGvr6RF7E6F0MBrS6qw+qj6KD9/vxEj449ufjtzyFz+bsTdONTIzdgXjBISoNv5drcp2Zpsqgd6eJxRXKc4NAaohdO1mtU87lfxP8DrTwpr6xSzMZciSYmkZSnR2wwgDBB2YVvrMqTqdoI1aj0RgeleGOkVzqmEbaJVCiAW4XwCKwn9d6rF+fZeg89/7B0ANoDkrx9TSaXn5RDqxnGHT/pl8tvLN+QEorL83o0b6X9nHcddT4ox64ML4a1pUTK6ZgkSZdMTNEBJj52mOGCQ+6acHO/CKiYTJ+RY9WI51XYL4NZPv1n9PcpNMPs41pP8VbcM648rDCmbMShAmIACxlmw9OG6Kd3i3SNj1ldggJSOuNYRnCeIhNbhEORIQR0n7rWod43C710i4g72Znx7dBKxxs9bvy8mAZ2OY6WMRTLnmiRDsMSXjkjRC1PXalaqC4T3GQSRlfk0Lq/Ga07tY1A9+hYS0lXzWyedY3t7HAmkkUoFcsjelGyCPBW3Cjkak4zzucUwWGZDklKtL54Mfm7T1bPD8z7y7bNtpQFQVK1VOIzjiIyih0hKqS1maYm4mg5pAV+GA8uS/5Yu5RMGHbh8CnNumi+XmZn9+ot0bjDvLej42hIpI6gaZ4gEjOfqRojk+AihynxsopybwoLhWgUKO6MXewjl2SwkEVaKE8YmshPiylALkLS0eccJETuM4jJ1BmVi5gkBg1wq9HF5J4I1Kz1UUzKMDn4S69hXEAwKsZvxLISLT1TZhW6QEK26xEqU7xtsqsytSI74yQjpBQ7boylqi/JsqSs5ExJMFqVddxayc/uZDSZ9/+yt9IfNz4Q6L8tMBL82n9LPNMwPFW/bE7O2LQ+InydYPLp7Vcu7jrm+eLBsEz+7mfIVC8g+O7eeQAE+0IdXSDVd8rFADhseKRxsCpNRHae949GgfvhPaGW1a5d1169krzSkERiZXVWPZyIoduyAmbyME1jNtl6s7V2hxicmZ7L5b2InW3YjQEDxXVzmwpbF4DI+cEtnKT88GvnZ/O1OXz6TRol5Ucg3mo4uy+wGumvm0E7iHO8eG37uYJYudrDpcQz8CzlnaWZN5Stfi1LeEjY8jMBhwjsR4UjukgMEM7fmNGpc5aeAfHO/RjIoqJcF2ypHE9qsMeAVQMigdp+oQZMb15sxjuYpQqORuKgRUeRDkkOiQCjOeAIWn1oyLRZpUVclIBIGGfAk+WK387xci8/RJ2z7J0JO7Z8Lj+4FpUYhPabu/NeBXKqJXt6TAReuw/sOrCTklNkvKuZVCkL6QabYnY9gq8LEWaYlOKYFN69MPrI8QWCggd52mDwTAWvrOaLPSoKa1blUYtUA5thbS6PrkytabniNd1iht1CLwnR+rT2f+xukEupSAEZV4pWM2MQ3wuZXKXxEmQGBgqAZ+TC9+h00rANjpoja4ee99l16UmaB1Goa24a0GyoVhyZFVoP9NevUknxxHBHpLpOM3U0s7VaQRs0YhJATrlZzyIn7PNs2Cc+Wi1GfJwcWdpKPz95ekakhRRxys1tLpKlCOUk4sOMwGHJq9NAMjFX0EmgpKN23iSHem/msJW0fgXGB5D/lc3Mi0f54Bt2fTs2Whxb0ZO9iXhZw9Fp7zWa+xFPkE9Xxu9awkeV4au7hBzTQkYgriDOIr4h19h6O1bkdDErfhBRh/8e8YFA/62gtAk//6vU0xuVnJHrPrCZLifJkYqCwj3slRz89jIc77XgKx/Fp+rsAYwAhkCw25L42bj5NY7ZK/iMn5Sko6bvUusevnuzW/Yqe9xTcftKdcX8Jft/fmTUl7eXHS21dcdCsJCt97PcY0IqIDbf1vut0Rm+oFCjF9c41DalK05bzypVTNms7WZmAsnd9cmDMxac2YULx9IQ5PcZ7uYVyl13lvzU8GytCGMxut3++ZU5bwRBJDgFb4nYtlSvXw9nUpYLyuWH/BmRZgtujOxjxoyENELZw2kT/GXyOKQO+iRaTSrJM4zHV6J5GQ7bYNeAdkA9ABSTZbeBJFHJyizmQe52aM+WIDDA+3OBjmF1CFdcfHCWZ0FQiySnsk4+tsUi1TAr4Spnzkzqwf4Vq90X7i2xVM7q+/V3xyMdvOUFP7oGdOoqGGq+OFmbLx8QGcL0rOFlssqooCgZuScFM5ajMAmLKKnTlry4PtsGLpUL8MXC4ZlIqMr37toleeu4+XBt1jY5ihkTZL4ydxaGEYQco2eZN6NbwsXbrS9XkF6Pt8/0nKE+6wrlWkAA5hl+N21Ucw1hBRWKgtTZA1wCZZ+LaLYWlMmZnVZJQi6mKU5rMyPJWgY76pdUoXNXeOeC6qUx477O1To0vZmNC5IkiCIkxIKQVBYtZcUYfDrzsywRUk3hFotCvPoahUlc/0bdw3JrHGppi4ohF6hETgkclq2qV943Aj+yA1xKTcUo6dnm/MDkN5Jzn4XRIYR/pT9BkcLoO6l1z6ufY/RVHoUFJFz47XExjpkMUAMF79iI4+wA4sSNvAUlspJQTnO6gBajMtUVtH2B0tToycMfX39p6oMa9A8dYxk+91P0izeqKSMRubhp2gjYMVN4T5x33my5/oFU5Hd3kq99BDIJwPluZeMY+LBELH9BEv60nB93FlHS3eZdWPKV6iT90sHe2ZgZoM/0WxV2Xfyp+PeOBbhQJ6FB2LoTkEVP9R64hYk8GqPlW6WAnTCz5LJQ+sbWdKL3OgsmJq8RwshtrnGLg8hLCt5sDL+1Y6edEXzyNQKKyiOCuV+z714tlSleE0daHKxEwbvLmz7zoWpQJIyvg0WSLoNcRwqGWrKQKaDbF14bry2pC1eLeRNJPuaze0GxsOsQa52vDRIvIchapJrPCD5XjccVOCLBbQMzg1IXxAVd+NxWdMmTE9kP89LRqbuFC5UIUgae+KdysDqAaxN874bBQiqmaF5kT0SlmTqJWCwUCKni6PGH0FsftZ6aqncaune8d4n68Jv7MwHMZoDdp9mMciHHlUlq6CVvGCd1LU0Zj1ebVsRjNdQjKnrDYOgc0ZKSGFWLfo9+19/Uzna5iOKzQMShUUutQftWJa+Ehic0rQK4RcG4Rl48PbDNMvKYkqqJJbBIVRkeGI8VZnnFSpGgIbAshWQdGpHSsECqwSUGKhSU8tw+mZJuMzNmGMdqKajk4+P1C9JuZkSe1OUdRSDDCXmpMCxy/SH31Q9TFssqk6+UlzcKciU7/YDKEHA6V8OUFyWjGoXl1Eq5FBEdPqJCtLS/UjReXV71R2DntzqiHKd9lb5+ojhikQh5TD9R4jKFDCSTLObFyJ80LWubOrM3Tg/3w40XisMHf2k9+v8hdfHwNdc/DtUKFrmMUBmmRBVZQjcr4KegM+4TN3+6DDlCWhATszyicZhTzDYIqCCdLEzOXgHXKpy/zBr9R54PBPqHTGMbfeE/EZ45XzHVkhKhppPGpAxF+Ae3uLs3nVLLrbPTB+eSV28A0N+tOI8ADcBIqmznHzSor4I8lHIHjtcDT2smLB3a35oOL4yIOfv0gdZJt55/kfothXqsZ0r7jOIxua34XaW4aaIpeKAkZ99qSpbbtaOncsHdEPOgmWWfL4p27/I6ZheJSKVUBmTEj9/atIYdFz7+dVAc2QX5ngyP2qODD11Zgqw9mpbJMGP991rXhHyr6WWNIEgEm0UeovyYTPt67skKOs5++tA31koU7Vni9AD5JTF/fa7ngSKOq8YbQ5SrPpukLf86OGwrG5fhiQZBGZQhrJ5AkTJkKsQSX9CEp6JMmbSyNMmz5R5sOfANFfIY1oZwfYBHm2SiEjKmlcwsWLlFO6U0P0gNuxLmX/o7KemT48sBYCYNzbPKhTeGNhuNSkWihtz8SsZCRsRQt0O+xiURsIuKTRa0rxqMlIvbCb4FwkKlUxZtHe13l88+MV9/NrmhigJVFI6UBzTjdrayyZc8SVnv1bqlgEFZIc9ZiIHA7dDfXTcwYpIok8WkPK18GVFTt352Zdjk3bBUKhaKXIcSFacWFVGMiCskI6InEz4UKLI0oIY8q0ckH1Ynuw8+u8XvG0VhQQAyXY69qdaKGCRvv4senSNnrCRMv2q0F1C6mnscSjBNUShzfSutbDiEHy+cJ6TN5nI+JZe5we3LUqUPfBE106kRc6vTgiC0PSnenBgcZkPBKTiTLTIh0DVPyLkwo+lgTVhrztgjx3nml3JzAnHw15Q7TjumF8X0dmLeClee5dQK7+9G0W2TPyv53xzK5yuon2U7wvg4NR/603sn/LmkcKlsUWaV1df+qPvgDXv7Mk4i8Gz4ceMDgf5hojfgH36Ba2hle7m5bKVMJkhpEuL89mNhaBYV8ViWvD/4DNzdATIHpge5BcQImhMDbfxkOdontYnsh/pQocOKsVhwtHfzEJcCX7fW9rRnw5J8vfpKLdtXTmpXrgeugdzydCTk91zyOApB9mWHqx5ns8Qn34JnttvvlebN+RC4jA5axxcvgeASBVs52vcLc2P89oZbXLoNKw/JAmpDKtmrZPfOkOlyPau+f9FCauHebRUp+oWOI69Z4agckJTLgQsoOqqFY5lKGJl4Z/IZO5LWyjkUC8Yi+OIuZD2PB2+tcgepj8P+WpeBTlT1nyZcuplNdDjEENVA74MxAjGWCLvs1nIOZAFLtn5QwcmASrdSqGbwTYUlQmp1lFdnBCuiyQYhYQIYzuRQh7TKZD789nr36Sn3reuIhaRgcrw+qQ+SkmT0DniHHZW9VPNh/hFEZilBnq5Ht9oz25YKAQeG5eocSUuUmirjhDrm6YjOUrpq1dfj0jD88p3Lyy8gyDGJFzKKeSX2PNrOSKTdeuZkuS8rcQjCnEB5LQU6C7qEwFBiVKRMNX+fyke+/P7exVbbUaXU5XVqfIRiWq7zkRVBTh6jsOpTMI9IRBenkyYRSkuFzAfy9KB39aKwG5G+xA8Jc0VISMwX4yqjLt/B9y+xVlGhe3d5YV9ebYHAo4QhCIw1Lgo8Wh5JsFN45SKc6qClYpWY7O+kVMrWxlikoODxfJE/M1Mz4Jcteb/qSSk2vDKwEYPLMTsBwS8IxjL0Ja6vzXp+67lErJ96APj/DgUtUpjeDO2H/uonOXUZiBRHMyazcTa0wcmKg0j8eMvpu/Eiwcow41BF3jpz41L3cff2Nxc/huoMHwj0DxFRhv/sn0rn16pZq9JxYikphCxl0+Kb36l/ay8803yUVoo/fAkGTWBnp2NcuQ3UobA0zvPtnybK9lJ6j6R99aDiTYwhkzao7PY+uT0MgacPxWccgdCX9ResV6UQsduxvJxacngsw1u28HhegL6QY3rrXb0rzie/AZ/+uHZ8OcujlST72Lj86eH5KGej0/m82LLpoD58ecfxKw5ceRnyUEMgHanxg878wXPP6MRCy0eI9lM2fFCqVsOf43Ec81HB2kruapFvSeFQwxOFzwP27HuDG3FMrxj9hA7khceHfRvm7jZOufMv5wvCpHAtJKKknj+NXLqVdmM0W9N8Mar2QB+jypgf5sl6eqkgEUXyIjvYkiYaBiEACcEXqygpoGYWHxrhgsWHT7ECYD0Kgc9lzmciNn6zevE329OKz+TPZlwciKGrRKkxXbUeruz7Ay1xjRQQQ4UrKU0jn4PWApFZwGckimPSa88MRgEgGSGh9hge4wJKRvvgsb/ePjS/YvhyW93E6DQzMKVob+1ydHiXQGir1+yL7vpCorCJqITMxOXEOexQKVsqCYF26s3M75FFCtyj0dpWY7Imz1hV92JF49PjWci3NH6UE01DOL6PCkLLtYzEAepGhcS2Jy4R9bsvbHFHhDSwpCmZVYjR1lBb9ctZ+cpX0+9cA4+okvZCyIek+mzsVSZzQc/mwqrAcgonmqKKvVFOegKRhQXVyMPRapJH8cyZlDFLE8ztiq7bXJzjtl9u2cakNM1pKxF6EtYxGfBxGRCYLb5Dy1vxHVs9l5RWcqMNvb2//rLHGSROMXwtpDDVPMc3PsymQUTyTDYDdoXz35kzqwKxYRx9eyGfJc35PiXBmZ1nGQn6D3s/hlmHH+ygfzgsb8I/+IKytr4UlA01JsQEk5igouSLt6wZXlRLdsgHf/pTeFwFwoYsOrVHF09g7YQkN35K0DIDP8iknLb0odPZpLMmst48irkZ2YmyAfXMgloOO89u6K8b0XRJHnMXIRHZgZC8fKf2JE9An7IIVJMMScf8I1yi4frzS/tlMy76K9Pau9dvAJ/mAokBcwuTce5s2McdH6oPQeySTNKMWP9BM3i0gkfnKnUmuTDNV4JgLCRDsZ5ihgORIdNy7JRCa04OJ1ViLBGmosG94/qMvEEEaN0YsxOXjb9cZOOMzNKCsZYufdEd11KyUBMgo3J8FTtoOR2xhM01XGXROgFygqqpESV6rnFsKgBLY2HA8eYehkYAFQT/tgGdqara4dkhZD47OQeElOk59UiuV7D3rUWHcVF/nYWilJNiJplFth2QXFg+DIXimbdme/XSQs+LQie9ywVVYJpgiV2vbtRs15PCapBQWSKTBU/xOp3OFw2XPQ1xnNcUI4/sYuXw9levLX2SZpiCxIEACcVmtmTTu/oiDmrcQWO2shBIZpSLNgtA4KSvq5HDiwKxlhY3PToSIY31R5OlzepM5TNaYsqFbecCn/Fhlnoi8sJEWpgUSQhYommJIDNPqGqV8JiyF/s/sS4dkshh2Fk2qNe1bj48awmczk7so83UQSTMXVZ6Q21vs6xQkFXvJC/YaJEhVRzK3HE6uRHjLhmzhazH9nCFc8sqPfIoPtKw3E6KE4Ffs9hbyfzavJXIjBCxBX36NmC4q4gKidye14OwKawcPY4ODnJtOW1swrj715c7/hz3JJneCskMrTyrx/2UFKLwkat+uJkcmUq7E7gz2igdvzsitYzkYefq1c1rZ4d73cDy4ceJDwT6h4Aowz/6FW7lzDa0JG0uEySWs/Dtb+Lf/UpjFgblSuhXpl/7OB5WgbJAODy14lX7sH4MdPvzwYZ6xn6HpCIxpbBZP4Mc2/VfC+fsiLnqze30hSM9D8vPlzp7be23thczbp1XKnCY5i+/sXlQs7DkgOLmbK6YufPHOLwDn/q0cSjkeeU5ORPuX9iKeE3IexlDQDyL0sXS7N2VIJbmUH0XiKgkJ/rUMHdbwe5WlZVb64uYYEcyDt5pFEXo7XPmFOXXfV1LbTUJUgEdVfKepIc0D3cPn/PTDSaJO/JB4X0z9yY8ZIgFb2n9LYHp+wnDuUIaE3Smhk+RLrmU9BT86OwCpVA7Ziou6HGliBW7WvhSpEb0rHS0Q9o0QCMDmYM/qOKyJYlesN6Hep6NV4m0QYuAr0RdlYz/NNc0YHYeYypkFzpLo0bMkJ5s+tzpe//Tb477pcpCNXPOLqyXMJUDF7IWW8OTfr3JhTQd2brlIJqUW0jDgm2JM5FNMDFUQ0puZS0iesxOwltXq88hVERcFjFU0GwTh7NZ1e70Ez7XU85fnorATBM2ayS5e4QIgcVlEs/9VVG+WQAoSRJr94arNcFrKp5HajqB/HEuGIKAOMzyt1C/7ts88lisnc5WInoRGs1G0s8X6OHPrhCTEHepxhSZTdESh+JWujo0/Mj0KguyMPKJzAffYFsdYJtmQatA0QgHPC1JKUS3kVXPEJojXSwlRLsCx/tb/NODMC4MkZouJ61BEdZ0JWUQtcfN+IVGyYgICNZVnSKlyiTpxJwY6tL6iictbDM00NbFYjKE72F6NosK8344fM1uXZW2PtUQluh0nhegeg9GYlkgYjbxgsTgI9eOqhMS8x/+Oy9CRo4OekX+4+Lc8YFA/xD4xV/VLp1dQZsK7QFNu3ZuvXmH+s7N8YVnHkicFfa937oB9ipABPQAohCMx9DpCpXqmrlztpG9bRtEbtfLC+Fmijej+depAbpZf4o9csjNh+XKrP5pqXH8M/5vnJsgaOTNVfnxcfFNO++X81gMQJ0BV+hjYL4Os1dgaY187sX1Hu6VZqOu9o/ikpfwZCIzkA+SUVJzX10JZ7UAggck6TC6u8QTwUltsdtK9j/2fJOYZ/pxKQgmQnwiAx2oed5anTavpgwbDjJsz8S0W6UHCp/1e7Dnfsz1Fa04KOw9IR6L4HEIYoN0jQ//PlFE7EHtpGpeWQhjQgk+RDvpWtZrQV8GLoJOD4suJaVKFDQdLWEQCygzaEzwowWGcghaBl/T2bqpkbH9VBcsijFZOj6TyAhUnCdc8S262bFyXHhESCVV1QM61w8dtetrR7FW7Nzfd+iSJ9mB7OLwGmAdWI/EAc8euctxzfYKkZCykGBSZrEs15Igz/xQW8iMWZMbkxnm6Zgbz6wcM611yUiYLOZwwnKEmSTOEY83J6V+a7pkalMF5yQ9FxFwuud9ZzlXaFdBS0IyctiZlAODEpJ/73CbzvDlyglLwZgRjbHFGCVWk8pC6xv3/88dSmIQzRGEiPmEKEIupw3rFgqK4Se2cwGThwkbUqpXn+GRtEp3DqqUR+9uRVkSkrO2H7yl1h6W1p45GSAaJImCIJPYlixX3yBO4oNsqZwHuEfEklTO7y9VG97QyyOKsBqESkUB5Qo+RQmkRhW0BBpd4FicKVGDAJ7MuUKGkJKaqtLED5xDk73+Ygg0TAffy+2QhcXwbWfv98et81r7msqJrncSsi1l8qV9cUUhYzaV2ZPv9AYHx9xV6uzVixvnNsze1J391fFDP0J8INB/o9AM/Ee/Ql290oL1tuxzEfZfHfS+87+VBw/4ZnuiiWnvSf77u5D98mloHD0FcgalCayeaBV6Y3j94yvhTWAT3c+nk+V4sbgCydfQgHson2N74uzCEbo2rtQoTb5R+22tmNVDr76h3TkMDiLCJpTh6cZrDmJkzEF9F7q/B1DASz9ZtTZ1rypsH9Dv7nwiUdOCTbnkoUcvyd47q87uUoDv8ZemQ395aixZlVgdHDS9x1ut8KyiY4uEeT3MZmw2Z4kFVSeSpTWzeoYoqOgEJGFYonsqOeW54s7b7LezT1UTQof7dHOhu3MBfBZBzJZPKpe+To8VHItEkGFXmbAy+6I6XzQzK2mMyp4UADUSl5ycS0ucXzWrISYpijBUIpLFEw9DMwKDhN9p55u9Os7nOydgFPn7VYM4Ewg0IeM0ZeH1pM7RXtPmESmnRIlnlIySM0JzpHnGE2fvHRk+MVXRXElO6/3BJ4Akc15qHTHhkjOtBoARkfsiiuUoUCWhTJLBrEkCG2PqZKsc1lvIN/AwP9Ym5/izCiJjLk0oOvER6nt0wQzWg5TGJZclCZchfIIKGxkMq5nx5mr0TEqTdJtM34ky4AngMJD8o8kSkaJNfVoSqELSCyDYgonSzNKVPznZPUsWKpkgJBYIfIriZEnQnEfkWOw9v5ZPA+WAQRhrLjvuLAyNk6bG6vtu74yF8SRCTX8wV6XHUfuSG2oyMCyP4iQI0pKiPGnMpuP0BiKnDJ5nSlsa3V5fak24hT3WCJ4SohF0arm0L3vTecgeYWKZIDHmigkCLMeiED1OJNmq1pkqqgpT3uUTsZp2NovD3e/x1sAF9L69mN91m+era58QrTtDYYkiVC489FGGeF0Xnlcf/Ms73b2D9i8uXb3yvFGpjfa7SfQjHg+l098AACAASURBVKL1gUD/zSEr8HN/j3t6c+lBoXeW2NxLXqUfpK82wVvsXNuvKcnjh8kf/hkU/w0QJSh8wDZUJ3DuCXQC7fjjn2/kb9k64Ekts2pVulelojeLnjXktvJ5fbh+q15byElQf3a98abih0owpPls2EtMih3z9IGhhJINkmV4wPah99+dqvP6inTx2UYf1R/C1p3Ln6PZiZD0YhnRYZrF5sr87eUwhkJ4k7hY35tuT+utKB/U+8fVbH+7SVW5Uui2/HCoBukIXFmKiyVtvPzS0FDliKNIOzIPV6i+wluTXerYkx/mP7mTJxKYDL9IKpOaFZMChPqll3Wpx1oS2EooRiuLmktg/Ly2MOtZl5Q8w1M9OHuScBHLJZUkqvKkPJYXUq6RrNnmB0WBqymQKfxpEzqjKpXMNk6ARDDnOLTpUWoh5rhg8MuiLCUEwYQVkx2VIpA8umgmXOyTQqikTGyqIyURgqkW5cwQ8DnIqsBgwLxOnVhVjsyB82MhikqokEJFK6GxiwuihKJgrFJEZFVExzuUcGx35d41cqtgcMKgnOXyR+PTXS3NMqzABagz4LyyL6ZuwaYl3if2zhEnpKP7VZHkEna/oIAmQURAMvffNN//k/sfelagRMFPItLDILEr6uZoYU2mtze5UoESlqQMYCe0LUtcWp0ehZLYfaltZ9SFb9ymxfqgLmVgKoZWf6grU2thpDRepH4tJpI6aU+bzTiVRcSyLMoLnl8tU9J9ofskKpz9zOBxjyidJ/tPVk+PBqhH5nzIiQaN1JFTtJuSLGzMOzEPiRhibs4nQiTkTK5QeTnQMFkpNUtHlD2NHZm8eDV2XPC+191uME0OvzK2HiYbH28JKlU6z4Y2z7bZ7u/eZSmB7fDyZn33q/fszDz30qULO1cH+z13/qPc3vGBQP8NIUjwS3+fevE85fLa0nrF3Uv+eG9v8i+2sjBcvehzEH3jz6JvvQ74EwCfB/BAmsDSHmz2WN7cPP7c30fKnnGY68ycz0g1AiKyXxWOByOuMfLOW8oTebXHbVu1TqUafYT47VI4aKcuExATiZ9T5LFanqlxIU1YItN74PwvkNgg0MLf+/nW7IzeKy0XISdIZr+6LTJHGR1FONSsh0vBoJrAK8pn/am1dYh2pmWJHpzU5wcNCFbP0eqo4jlqHsdF3DNIyJqQNqW4KivlJWwVVNxro6HCHPNEePgefjkrTdJPXARLgRGldBvzhZxCkVcH6nN/pA3FgADVpSIEFYd7rEjiJ9TuyFAnUA9LU92B+gAFwEiJosXt/ulkm6pnTQkFBLs/IaASQBXB66wcA4wC7+IRLmjquFKiVJ8oFwpZFDTxMtsG0dw+hriMZGiRSe20mbrQwtKux7CiM9vaD/q64SiLmMlBMMH7LNBJxoyaI2mxbqYEK6QBn4ZlOinSgqnQJVOnXGNuiIQzTVRjsrYC4QOwKS/tTmb+TnkpEYqU5tjHw4BUMcuN635KOQgDJjK9iIG1WAQHVw/0Vy6Q5cyRo50S+dAkXQkQRIgAYNnZm+8/uJ09f4MSpJKZiIlbkJCvrm7/5vSro3zQoLkySBRCRcbPyKhOl47Vm3tMKo4/t0JO3ZW3+/hEdzluvu52MCrPSzhDjy77cjRBlj8l5GY0e9xsWbEu5ZLIMSQdpYhNxK4+GiZwVoDNOLBA0MjZsNMZkRdb8aITxW7R5GRKTYwpT7QsKcgLJ00FjsXc3PArVEyj068CVMHhQNQqOrduLMxHXfXcdTcFbE6/D5exQfjkqxOGETRNI2JX28T+EKGccd5x6p9pB/0gZXHPPxa3+ec/9fFGs919eJREP5q2/x8I9N8EkgSf+SzxsautblKTdgzTGzy6zRGPNKoe1TcmTWHyZ3+WvHMLcAngvwbJB+l92JhDaa9U9srhhz7CKAMj6xE0aaeVajLk/OBe9ehAcrdv0TtEHDsXb7cuRlI916Wfkf+l7Eaa5/MZdllmIPIDWe/qNFBuKllSAs5vQPDdfNrzW8b2J7UjQXDNM+FalHOppVb59HgubXKL3Q3nfifK3b1n7lW2qW53fWicXxSpenRciw7rQJZblLqAzJ4pfgaAcimEDpG0cLb01Dg3RNcR45mMxjLdj/dRd4jfJp5ZKi614URGY2/lpL7wxaI2kAK7deZNtShEGzAgKWUIV+gLufpss9+tcMeNgKBCzQF2IrAFxWT6Aus56JEQUgTvqV1F6lUQlHJQSfjfl5Ltk6VpYS4fYp1GBE9OFJbfCSR86jX6TaWs27iUQNtq92Mv0V2M64jUHeOhx7BeFX3u5TumLHuiZ4sZsDYEnwJgCxY0h6rE3XEbEVSqh5h0Ap7LUMg2ibI0qJkaZVE4LKJQpZFaQb0ujpdN9pbunW8aUiQgJxKxG5JYkULW0zkhzKoOzRQhS5vAZI2kOKxTZ3/zfNixphTR0ODemMEGAxIBhg53359OovdeHi81YWtNJShO4oUAxyrWvzU/jlK/QxJhxrghXmNKj0lzVdNmrDWOm9LeRzpgkmt3exOP51PNL83pjtp6IMhmMG+4gQywCD2V3fHNd6vyrUg6x4g450myLuq9KDfLCyfJht/M/TAmcroihKieHIqcOJVJ2k+5dxtBVQz9hWPHBt06bpMcAzRKBJMtUHCCJIFlczElDhNZQ3xSqcySUUzoK/nmufT46Hvp7vgLMJiP7P7rE0EVysslii/Uy7l0QbDujUiC4Bk12k/6N4+sitX5xPKHrj+Hc2Kwd/Kj14f3gUD/wJFV+Me/wl9ps0qL8Zbyrjl17m1mPfHB8Js3nnakbPFnX8Vv3/7uT/9LoFiouLC1gOZjohNrznPXkpZbtk2EKScQGhkO7fS19UeP0oy+L66Dw9uX75R3fEHN2d6nmS+vhq4/d5ezdKCSM17wkbBbUTxhESpDBkD4XXC+dbpOSZF/6pfFKFJm5DVf5m0DU5Rnq1UjuemneMN8o5F40rhysvv53rqFx7PKonnd6c4qg/1m0VVpaW2tHdoMEQKVBIigglZorsh5lVq0/sNssjBiDPlAYfY0nD16Bbpk/K3s3DJsrsKBWDqqH3l6brGkx6Pn/7ipj7gntWllsWbS80wk521apcRrtcMH7YYjOjSkqgOdAzLkWD0sLXvL77cf2GJSD9sqiml+t59D2YMShldYsa87yoAu95ItEnNMMVaIzIiV034H4lV6g7etUhjJObsQcsTitFCBlDHve+KECpWd249jTj4p067kQZZD5oK4BWxQ5PLmwMx0x0ESHM/qS4mIM5RgpY64cY3Aki8iIkvCjPaWStS7u4WUgD6eWcG5ep3guBNg5FGeMXnAgmEbJ+sJyny78Go5lYum5Oq4c1Td+5j4Gh/8rK0jnA2iaUYSLJFL1Gko9/HAoWsHL5u1pt5ek/amYZmUKmpz4B8ezNDb3OQMDs8JWojdEm6NSbOh4j433pfD9u7P5Prj3faed8+qcVelruqvJwSCqji1J2d8zSLjh9nhk+mlxu9tLJ972+HLpMyyCFPLZGWV2/oK+5BYAhxg9xBEFVUYP9OJ3aqy1D+keILJE4I1Z8qZUlJx0lEWskGGq1DNGIvTEzc4kgiuMOstfGyWmhauE+ODSjnHc5q4+FTYG0Acfe/3Th4XswfWky/1tz+9DhOUDrP6s3RkZfPdbvVzJeRxBVvEVHri7J89s7O6uWH2TN/+kbL9/0Cgf7CwLPzT/4LRRUj1lUJL91J79O32/NtY2bCXGjaPw3/9b+Dhd1v7yV8G+kOw3IMVCzrHUm0m9D/6C5GqU4QT2GUATqXsctJ/jxk/GkUklW7Pwrp5voeW+xUt49GKePDR0ne6QWmHmk9YRAHnEeKDaskS05SfUGRSfw2Gv/kXZ/XSxxsKQw/F5l1jNWnPqSBJ6dA1qkQyMOz9VtQ1Ajz7V7/4/k+L0WlqKHtuxm3nD3pV56gOCSeqJT5hhhnyPA4UW2aC1mLWYYvambfSc7XAU9MxsTjSyHD+eBaPsi/jbAa/8GlgDbB4ehE1PK6w5NyYiM//ztJYDVWvTRV6zPIpV1iqVV2gi6vHJy0mFC0mBW0GXMBjYJhCTJEQU4SS1PgpCbqjyk90QCVE6kTxr5dSNmL5MSJO4pZAI57oGopQ90gRWBpe4aqYspJSqluZOqoVkcrTtYRgomjsKa5V19ffeb+g1ZFO2rILCQfm3mmlicsAe1JcfPiOdeeCLKnYvbuolLMU51RGqnYlPVpKmmTK6QPaJSk2rpv4jZugXYiLZIzvnjcuuxzVDQjdRZATBE4cLau79daTQwOVJJNLJU8jg3uXjy+9+pnigeU/7y+rxIPHAIUY6yw0ynD/AWZ43zUfvjoYe9GNqy1MMN1k+lLnc18c3GSo4yQlV8lCJQSGwBKoLFmDyjRMjvdRp9xXg/NvlOUY+3d6I9Qglk2xKgWhICwcV0nYcix4wpHJh2ia1Ue9VKynNZpiaYYn+CpResRMEiMx5wUxTjk5s3uw2gq+s7yujPsGIlwqLSaMKDrWSVGRuKNJ6NSCDXuDjZmAPB0GZ2lM0cv2IEHSSLtUViqBri78g7i8smIrlWLw/wmF+x7ABT55ZTB4e3b2J9bj44KioPWimrkEu5JKZxhhnefWpVnFpAv84k/8hMDLw4Nelvw7Aj//feEDgf4BIivwH3yeEUhmb4HaTxXdsPnetxNlqtKrEUv3S5zzz/97sP/8C0cZKr8G7S60J9CZKI0xObv26UVLplM7iymaiWTCnsDgtVJ/L07Az9fDZGdQ6rLbC3qJjicVcfGR+r0hgZf9KZmBGDMjSThRlJ7CJsIYszb9BJxfh+y7naklqfTZX8ZudTl2K9FZb8i3BG4EfGYLhrx4tG7frGSFdVOAhy89/HwI4ymEtV99eJQrT/rl9KgOeUvcoNSCG9tKRqZQnZZmwRleU0223bn91tlVZU6bi6p8hMMn8JbYze1XACfw6RcAa3CMm6YQnzQXIZO/+PXS2QfVgOQQ5qW487B6M5ccny2WCWZr5eh2bYukRlwMyhzRnkj4CFGqHFddLhto8wauzIw9lXFmQSGEp/78X9GAi1lxTDpH0UWRKkO816hFWlZpJzTAayDGMtGZhKvHKVU1HM3LKEjSdW/f88GMlovqwazhJ6bCTrUQ5xkkxWnCN/9cRhF0FtWjafzOkXtZ0RSfcMLQKWQOEzwePuSVgooqnC8UE1QQzQ3y7XfyigyVkTvjMuXOlnr1Vo51D8c4za0n1Wz1ztnJrGLXj5xwy0nDGZ1psjIKolLj3lkfOWkrMoE9SiWtN4jq+ulpPHyYA0KyGrxz/J2hfONGQ6bFMMh2jMqb/UHG9r10VIJcJhmMCB8FC8qVK5WTeHdt+jnSM5403tzOinnYW1pWiuMz4bZr1J40BTfevxwoTCyNGXPf4oHMVecoPEwmOz7mNEHGTAOajwXL1v10CP3X8QaHZm6yqvl3K8tK2qvjVGbokOnWiQplxKWkfCFpFhyvL1ocSxS8IyIuZR3CFdQql1uhz1TyQpaae4rAcLjsS3oaRRB+HzFDOMd5Ujz5Wjd1i/J6g2dUFGZRN/KPbWbWmb930Dnb4Q02Ramuajc++ZEkSEaH399j4G8nHwj0D5B//A/R8irJr0PpaXQ/DUb/5FLN2X4w2VtbH8y7i9/+Qwi+e4kiEaT/CpY4ODeEtilWZmTUPtu/cY6O7DBn6thqYtPPFw9q3SPeByFS3exj92pB2Hqi7rj8OzRNfab63lRILi8sF0E1JbqqaFFcT1Ft2UbMxDBx/C/Am5yuRSDiJ37GEC8JI8OYd1CP2ESEJ5MDT2TzxDk/e1kqUsGCJ//sOXhxo7/iwCKXyPZPH706K80PWngsUAqlbOdgqgufLpzfAh61U67jFtWNe/wG6tbXlQnrLVTp/u49Cg29L0NwAtUqfOQGeDLMC2lcyGZjRiTcr/16c49We6oLBDvR7HJ4yaQfOi1l3RPLy+awVpDI5mKQplSaKomAKcwJcXVlvkOC6At5zk9k7qTJZVWcUSz6sgI33r8QhsHo0H+Jz/c0XaU9m0rlTsZR8K6bBhUBsaGWo/ZYv0O4erjVp0BGVHiMoyWc4nxrMLBFYaThjI1Oz3V7Bsk1wA0MkZpN4Em/F2d0k6vUPCLNCZQhOuYGzzNdnDbyQtYcJuQo2iUWmNoFlgcsjaPHZZWa0d/s0xdXLS7ll7gsMEspxQikger7+epszZYOSDnZv36/ffAR4V2pm85WryWDAXYptcAy3mjBgztAs0kY5BytHw2fPAguPL+RCPk5/exg9PZN3wwFfCClm7miESSEqEW3BYpNq/7r7M3Vw7+rms3epe9IY3xwME+J/ZL74XglkNRRtbo/HOyYupCzBbXoBXLqqnV1RAaPe97wLq9KPEHHkecZzLDigQYEpIpFiES62oGD5YvH1LQcBiKJhbRNOvJILHCWD6OpuWytjC6o9jJi/ISz6LJDFTlN6wbF5nWB5dmG6KIgVdqtzE4CWgDn+27A8Ib+8L1xEVPZLFl5YTM1iYIYIGBTOzf3RmyTMo891qBLWml5a33aG0fe9/EY+FvIBwL9A0FV4HMvoqee4lbXDEuRBgRt/dsVV+guXXeXt2ylmP2vvw3e/z2zqv8srF+Bs4fQ7EN0oo4u/Mzi6k4SJqSXtMSDMUWKyex2ZfCQdsGkaDP75PuKdXzhcbmeizHnd69vOLpqXRiHYzFb99CUY/uifKyppkBlzBS/Isz+p9Cf/cVarab8yZ/jxpVKNKwQgIYlPpUykopmtLQ9/aKRuVoKb/0rONf7yXtfoAIqgVT+zP7Rani/XwlNUdZsnllDadkaadH8G+D9qbByfctjakXcEI5u7/gJvy1HEnMgRjh+Pcvy4Z+c+uN0WnD5OgQiHJHcSdX25ah8VJa+fS3hMuc0tUorOdsjPJ80BFKw25G6fPZm3xDpwuVCEEw2z8WCgNKszBDGvli31UM50yjGV1O7SMiWkDQL+B2NolK6OEonA/9pEag8njSq3Wq5UjZlHh57SZCXldypeHnFoSi5HFSOO4QaJ6GbDfL11NuLa4kTcsJcyyMuBFMG3QaCBHwdEymXT9tx9OCVe/yOShJZRYntTKb4OA7r3GiFzI+IehlR0tFiX1k+E8WvYleGsgnztT7/R5KYeuQwwddqUR4IIcIkjQVPserTIImniqARjMWS2XHHuv7qZ7jT1JNU3EkO+4RoW0FVA4aG2QAwkQpS4M2Mmb+36xEbnapAdOTt92YPS4lJ4rAP05WC8yBnGfBzVBV4H5EHyL80+xg5LXWfeovbj0PfDSxnpzU6zlboXNOkcTQ5Oy9RPNMTQnMR9CaVzmOV0qxYf+vxiBoppN4ijImeTRVfNuCkm2lMTgTRiuqH6nbQd3zFGnlMmU81CgWUoXNsitGTdNyiKyzmc6Y4jdTlPB4Y7yBjdIpgBVcnkASrjUOm1VYaZ+ZaHXs++N/f9HaRFvNd0+55BBCqwRcOIjIsLRNRn42CBQKidK6F6YgB5sJzV7Mom5yM4N9bPhDo//8xDPgn/ymq1liuQziSsj+nsn/2woP7850reprvGtzsf/z1/1ed2SU4/x/DpT3oDAH3eabytP9sbWGqDD9imIXDRPVw9o1693HJhC4FKP7EI6I02z5pyQ87Pl/Ql8QTthN1u8tmGL/k+EOBm/LijFNGoujn5OSPO97vHeTRX8zFMjT9c1+g+NXKWKz3FDFmOEukc65IKfCDe1LstfJg+Boc/JG2/PSnbr9UQJBRw+jzd97GxviwUcx0Mgyy5SYfKr5T5E/+OfCUUH/2oidVlOMSSt9cRQG/Xp8LaDd4P/K76T6Mb52uu70By5cgEuF+yqQ1K2Dh0pe2KgNDweS0FAqpKoWdBe/O1bcoUT6XFvr2wUJ3iQx4H7gFn2EJpRkihDEprUZsyGURm0oAibbfFNwSAJ/Bv9FYNqEd153vpxdFyCS+xlpPai2On1Z0/KiAcVMiiIih07rDpFmJ7y55XN2aNqqXRAdyq052dh+pFNnlqnE+xzQBaQ71J5B+pKAzXCRiMuoe98IHrnFdo1GAIEr5zC5kZK6ANU/YBa8YroH6q6vk0XuFDBBvAlkURN+nR8DvhuxF1auxBceGccGKphZj1uWLUODyEEw/SrTamO5f1vs6Mw3/L/beM8iy8zwTe0/O5+bct3OYnunJM8DMYAYZBANALSVK1JKiuJbXK0uWq7wu/7J/eG3XqrbW5S2Ja5VlS6tdUsulRFJiwAIgiUCEAWYwebondL7dffvmdO49OX2f64IAAQxALsOoRFXh+X3uOfek57zf+z7v83pFp8QydQpUHLhTY/TliyjwMC+GnBi4g3izu7xet2dHp2KxKTK21GsNRLAZr2RQcZwrcI4xcJN8jEj4287WLhedbd+3A9vGvs0RBN1Oq7RNHslmrREiIdeSdnu3f9hUI0C2U/1Str/FUBnRLW5nqUir3t7YDonurDCxKna2rJC4CG4WvfHX/qn9IT1oWfsmE6ZJsYxA8X3Gpcg6VMWb/fAxRdm2tXIwyJMZV+qjHssqIQ4JlSMpLMTsZKjKsQH0E0NRXrqY0ap6mM7gxpvru58FgR3UrzX1uoUDkqU5OZqkmVAZZ9XC2NYbVyzXTB/OtbabB+47lExmLNPWO/8g5dIfEvRdRkSFX3+S7jjEyH6ms8/bfm6m/B2iz+/g6M6Re2u1kv7lv4Le29bjJAP3/A+w0IFiHeheMogebT463baHHg0j5ApHSULYPh+prqfbEGLQwgObxL6tUx082VQocPuzaGV6v6esdw9K7dNWvyNQWwrXENSqImvA1155IPz23w4j2LcxOi0cOiAO8jOI6/X5tC5CU1FF6NaIEtpl9zarvOG9+n/BUfej7d/INsZYICKf+spXDspmI9GvJ4hoX+5zhjJPdVVz/U9BuwBTCwXy2OQAFfNLzby5mx8PyHShKxDt55/uTeLdr4PzZoPCAw+BMA6BAHWFBtnzA+rJPzvCU6FHcX3BJTXO4SkrirtxV2DCI4RhT7mm7DMB4gdA6jGP5D3CE6zUpD7fVXs+g0cHcZasK3Ir4QUiHQo+PMNF+66e7EntFeuADFw8xvBuIxEDvp3J4EUXvH7EF8O0bisWlsKsr/QJmTC4GXOlTE+2u7YXLJWluGxFLCvqB0NnTwGS1lDt5Z8OSL2AtF616nbdwapdfERwyh4WYXPwK5zJJ0OW927bY3mazZnQJOS0290FogsqNZz1QraG46u4m13hZNRQKVLGuG/wZqjwquunNIZ1A17pYx5tHF06+OJnLMs3anbx0GAlUKHXc7MjZDFLby2HJIlYIaRp1zcLHau3W98YS56OZNZaWxrR6kW4mBsssf58EBQ5ChGg0y6XTrRhsWd6+/qf1kOH23urdRGSaaxZ9sJ4ZWDMyXJPGSjGoGBE4g5uYK8Td7qDaMRllLFGPoybTbVHVGs6HboJ0CfBWwR2EhrYJwVqnGi8Ec30+P6g2hvYMTKCGVHYz7MyEZWHrUJUBIkkI0IsoDArCDTt0UCZmDZ5HDqRjMAMC6itlZWJw8cRLw96JiHw+GcMpWHY2GK1lztmxxFiiihx5rYfDDqMSraWrPrtspCQyrd2xQR/6pMPybK8s7yF0T8wE48PCfpuIqrCH3yBHt1Dzj5M9cT4i/+BbS/SHbt1z0eMkZzXq9lf+iro75oqf+y/huMqFCoS0+ctcV/tsTM1PV0UL82IG10/dNjgUqy0UqhDSEAVoj+Aj7WntsXihRGV825IXObQ+JbsmGYzv59tuyRZloWaHGlIcoXHrddPuxeuQ2fzR8ciCOJz/yxC71FaypjP2Jgw+6zcUOIG7qJdi/6P2v7p3at/AYNNZm7i8Qv/VEhud3Jf/c5J11DiejUJpsDQ2ItEkDcRtnpo498A9mHm3klHiKTKicJ2MxPU4gtsl+c6t1eWpsrSTdh4/a1DHzwKMAG2CCbNMGfVJ//9PsvLsCTZlT1EIlch/T5hR21LXvc98SCF2fk1U0D0m4pkz036JMNqKMopXcHlkMqEjM13kEhicTsSBiIVij5cWs6YuWCvndle7VAIHpC8tiIEslOX5ULCrAEM5xBiSUoMEjZk6JThKIQ92vTddKLXq4X2GPJeWs8WqFIsgr2ox5jQE0A0hiZVzuMhTTB4BVzNLBuBiYw62vcx2LmIb3EHCEvJIilw+33rspDfXxls99OTTON7QTABtDocf0M2gEUgGRiue3Bf1BUw49ABpcvUsFu7bxZXOMVL2lJNUmwzSGRvL9AIVQd2rDCok7IYmsZYkaxpRKuK03HPdMPAJ2mI1pp+u/nNOHNyYlIvb4akIQ0N7VrljpIh5RrSJ9mkwEGYiS7330DMwtHGmUvcsslVThTCZtUYNJzp+UFPLoikoVKe5UW7PEeKA4fExKARiGwzpbQTwqm1oBfRMQlcAF4UtBw434ZQxrVVLwg957aVnonSgu3bGiflMvQug2I7mEVUAnWbdgF6mh3hI5hCFGYZguUxr1rpbtvlVZkDW8BoAqtEvCTm4vFD9zVubiLt5wxy7a5dPrfTvNUuHC2CQ5I+xSlhbDpSvrQFJCFkGT4qR1Ox0anxdrnpWDbG/2D00h8S9F3D/Awc2E9k5whuDp2/knjlX6SUci4gmeMPdJDZv7nofeVr7xkmXzwMD52EXJ0RB/SrzknqxCkj5mfoRVkrr5UwUaQvJ1ZWc00gh+MHo2X4FT1RcY/ssKQhaOONleOZDaqAgxJ6RG0HGOoCVxPkmiw1tejqld/3b1yFG99799+b2as8+mteR5wmHdhSph3Gr0vxAHed1iV4URWfvRQrwtI3YJI+MDI2u7n9MvriN54QaumIGKb79QTuRoEiAiaJ+3m0/Cdg3B7uc/z+fb1IKnfZZrhdlLuVGpk0ffuFlTcmM8HSt8F8M3zmeXjit4e2R20JkhdOpr6uXBwqigAAIABJREFUqn7UFKSm2/JiMAiNeDdPEJEq3W3FsWhSB3gz3Fu3aWA8oLu8BtkeRzCi49nxrDnV0PJZmrAFXyQJQtwOfSPLIcGDb46rE53RntWtLvazHHEwStKsp0W4nsqmYnqZhLpX8FUiHnYlDkc9LmlN3M7cLPLZ1oolHtYG45T2VHs07ZqyQKptN2agrQmgepB3IfDAf5jB6zIe9G4Mc/lmExEUHpmC1RtXvYV7ZM8adbMeXnVZlufGWNm12GYg7GI/D2kXGgwkusMgmtdccklyT/NdI1DIhMboUYqK+WjUYxiPxD1GcNsTO4XFh9O9rIr8bcPuxcVWGAYyQcVi8dUrdqmBCQgyWdfSAYhEo0H1e5cpL5LM99HAY3lLDHyWutZVFEc2lBsFIiUwlJFmq9Y5nUudqX52e/727XIl7oKpg9Yl9401m85xGsIJvlTXT/RiWQKvcCJYmp0CeqIlV+JKxgBHMhiMIw6EceieAO3PQT0B1TpwSlAgpc2GcONm1x4PfKVd6sdPknpd75hCbg5TUVFEFkfQAmZ8CrG8Lw6XAaovYLqrh7whd+JqNFrxOtbeaDucOUkePuz4KKw2fr4X0Ok7my9uDGrm+JlZcGk5EeMllN6fX3txGRgUhD7C6ODJoyeeuH93ecv4ByKX/pCg7w72zsBv/Ap54D6CiYz90R/2Roqzbf/26Kw3fXhnIh984+veuQvv2V5U4ZO/DnM90tfHm/gUf98+d9ZKhutxrJU0VhjjLqVX15JdoDDUgN2CJ3Z5qfHkcxl9AD6tKCP5UOR0Yp07GA0x5Ws0UxelckRctw6vbX6ar5zz33gKwneSG5xA/cbvM2Q+0mQnMdOpi0mHDXssa3Zvo9ZB+OKF4py19hz4FjzO/qOrvWf55ev3xhGXYidz0I0QNocDxpd2oaZAy4TSH7+124P/5LH2qjFq8TK5FYxuZxOHVhc3y9Fq24HtF3/0hMGxj0NDgm5nmlhkZtsJm5MjBCvxrMlCxopZNMkKETdRo6K1uJCcDBWYX/MooF1AWrxLp0w2YAk95UVbTKg0+TAZ2IJOth0hocf5nkJgyYW/SsQsSZ/dTq2u1eMU7EnyDUUykdXIjgaCVaXjLqoDS3kJK9FDpuqOG7kmjVruTELSxHhUV6zWd3Yjgp+MUCHn96QQeQoILoQeRKtgPwFkI0r3O5u78OYqvLMBnZ1hdzc+lha9eTt8hY4AY1+Ojj2gETte5ihlvOLgBGBeCQjBrrolgBEAtjsgarJxb4TOehxFETxiwtB3qa45upqxlSYTG7QS9sT5+wFImce7vXW9mDRZDhUSrO2xvbqXjCE38IHAjuUjYsawBZooqQKLDZ4gCIoKKcWXXSuwps3DsthhcBiT4iW/blG+jeWPrn32+oFLV1caShcUOchMF1LqIhU3lVg9DYOKM20I+bB/W1BpAkw5qMZMifJzko+BsvgwDBmgFDAehNYfgzU0v8Vs3/zEGT6ec/QbA7nHNUc8K9LbA3KOwiWO8Wu9bbY5gaNMwAUCIjAjeLLfJFWKZ1kKRUJPpywhoUomXuqxc9sZMm4i0RbksFL7ud9Es2WWXtm0dV+MSMmJEbvaZRUGaHCcgRhL2HZfScozh/ZKotSqNH755dIfEvRdQDEPJ44RRz8Olzdmrn8lt73eP8zPN/VmvtibK8Jff825vnRnD+o//jwcBFrX9zS6I3D8kDMXSmQ1azd4F4cc8WpxeS3XAhJBFegyPLQDo/WHXstO7OQi+7vfJlPS/vhmJJTHuIbA+QZJdjhhV4xeqS9sVD9F61X3/DOgvScMOf4gc/pxaLCzbXYEmJpDMRU5buk7jsPDv16E5Wpva8jOSTL3MN5Ph9tdQuPkcM+YJEfdvoTL+UAIsVWB2jTsfAWc3eE+1WQk9rF7o04q0WxvFi5Nxa0Ev6B5r64th+4K9N4+/vwhyJ+EjStnIisHRrfJUce7IudNnvCHM51clwuxKfZ83065odTjOuyCavmz5YAEygLdGm2yEZ+2434ADT6PD3gspdAEDaaoDBjBjQoNGYHgwSvE2L3Le1rpRvlqp2bhJ3OkxzNBEnpxcUBUsWy0IU76cU9wc6bLDVfFUt+QZSqHQrlT3iGniMYzZd4wqTRbS3Ke6CIswpYwdC2Z8CFgMo6P6K5l7KKd4Ulh/OYwawSYbnp7jsdZbbKzd9dZk+UtX5wfBC5BLPuUGfqjoDpza1A/OBiOlGwATjbDTSfqjwWqwCKRJIFjfYHs9iba/VqQiHg4W1YvP9jX9AiZcEXLQTrQxEDinMnpka0lq9IKVAnLEToSxaZOkWzEMilFquSSFGM5JC9DLxU2QNRoodaxqHFHkHlSzE+vSZfNwPGIqSOVhdapdW2r9egxKN3UIqIriWDirJKuJp1g256z4ik23HRtcPlAVwWXdYo9Naqz7Ywh+YgNQRBAexy874C5Dq0QdQ2TbVOXr3rnzw1m4wQ9xV8QWSEkhSARFWKy3olJYocLVI8PMF3v9Z/59rXli+WpeCYlJfgUwQlc07CTEcREkHmzPH7vRNRG29dKv8j7GLqBtt0dNPQghPhkTpIklqWVQrRX6aydvcXF5fp6OTuVP3Ty2MbS2i+5iceHBP2LYnocfv93CDkT+z/+ha1yc+s3K1FR0anaydO2PrC//B/DlbU72XlhHj41B4GRbgdnWoVpPCvFhdtoq441qpqlvzd5ezPTAg9gC6hdOFqDw1szV9VT6+TtCJEkxch0Zp3WxES9nEiDRYJBsTdh4fmXTtalXwWrjV7+Ki4vv+cec+Rn/qlix+Umf9ghyEBTS9nMwG5qvQ58H8O3ln605dH4E0/LF67pN0ei4fgYZCUuSDulIiJIJLhw9m9A56D9zFsbZw9O08VxsR7GzNrtqVuTQihaLtFsXiGge/2dhl6M4cqzEMn8d0m/HR24SUKgCGJPEDoi2+TadnzYFRKJZNvsC10mlxcyk5zpzOxgDMSA3cb7PZpkwcwMwCcTtt+eIAsm5ygBIJ5DnCFxNQlh0YUv56JRh0s2hFu3d1CIH0hTtIBDwWzH0o6IPM7uUkXJdMOxdlrDFImzThwYzuF139+TyTmdFtcPENKqR6awFmKsBqEXC80skDXIYhBugHYGs9+0GMBX3nMrccf2zxhELz7i53yq2e/eYKPTUmLWVlTCecXS5kMm3kBSor1phwCjAFTgogGnfETwSZIWPA4zmKA5Jt92+XEgqYCmBtgTo7ePG35zhBkRBL+k73o08Ao08wvRWxewzAYU6TEczXHdTqtAcsndEh+R10aSicDyCWugRDxGqlO0ZfJ7XJNAOM7RFJHsEUaDWRXDY3PasctHXrj5Vy6PoVmFvXttzDIkETAsNS2v7aCMAQu0u+QQTFjeSijdnZQU13kO03rElYIQUUBLYJ8E+2vgORB9HF9bxb/zBUXzOEbs9S/64cYm1zeVEeSjBNeIy7KDgO/39EFgpfNKLpv58t++/NxLi+1SH7XDpCplMtm2rxCkONgpKZ22NBOOLRxsNh2n965yzc8Oq2VUL+/c+s5Sa6OjZOL52WIkLUlZeevyqm04JE8xAvmJ3/lVmqB313d+aScAfEjQvxBEAf7HP4Cd3uiFxcPL19enH8QjI2jqUO/wYc8x+t95Ct4vH2Jo+K8eIYig0A/vr6mp2AMcFW1knGqS57z+4Kn9GyW5A10MXwbmCmRK8DEiuY4fWRPvJYlv4pSUmunuI5qTyIilXZ0EC5hld+bl+m+JHDMICe7m94Mb54ek+C6ceJy95yO4whzkmIrLBG1eqQqMWW74vRj8n6+B+1ZenCKYz7OfoM0bM5JzZsavE9yRIrGb8bQopjGsvgq3F8F4h8xBnR31ad45e6EyqIQHW6ccvKsOlieQfRt23rWZZYDr0bN7H5u1ke3vsKBQwFI0lFE/zUpsqPD9pMaYRJqyE2LR7I3xlDe1BQhQP36T3ydgmyJNJQglhmKI+W69l/ZGGNbgKB7LdYmrSwiJLtyw93ViWjaQl5e2Qw/nJTKhEFYk0FWyEZnuM57HGXQoGjIHOT3hQQbAciMVQogySTpY7XW5QbujXa3OHQCLJPVmEERkqpcPk03wXMgASegxst1PA34F4N2GPz6QdB8fOxBxvBSObHsbErvMxxe6g6Hfv4HDQHAgIrJfakoHXaoz3BkUQ73Wz1FHgCRZLEYd1uNsiicFFNAEYkjXn7jOv3IkH86zgeFJtEXopMx3FNrNJaKVCt2oIRIFHnJlWRGFXk9LsNJYq6oLuVqejYdY9l2m5eJBk2BdvVdPK2yC4HTsIQWB45fJpah/38n2A2+cfmH9Wy6HoL4LCwc8l0i4ZDQqlsfF5np/DynSQa/qMbzZsXi/40VNXU4W2nQ7afs8iptApMGeAecZ6N4EYxfVBs6wCVsKX3nVjajMrtmzWaEe5/hsrVOPFYh0RqIMy4ohQcjwhZHElSub5Xpnfb3udryRdMSzglg6NzYZ61sam0EhhWISCVjqtw1Av2hBz2wbrbVmv2UQmGJpJjGWzO3P7ixuTpycffkrPzj0kSMze2Yphu7W22EQwi8ZPiTonx/xKBw5BM+/lLq1gas727bhHOUP+WxzsuCXy/2//ga0324PeTd+93GYScU3Bg9pfJa5P2vrq3hzHSyyvT74xpP1UqIGr2H4PYAXhs3Gv7IQ7UuHb+GHdyKSMbtnLN3cEyzHO5yi1AcUOACbzsIL506pXFijY3D7XPDqU0Pn83eBF+B3/2fsSqkeM8t28E5szBet7s22JknwxRuw8Y4J5En14TXz2kveLZf1+wxMFPhoErXjgSlBaQMu/w3coVCa+K0ntI36WMheXlo6KqHkBIQYkQg2XoLue60l+Yk9B8bvI4MrCUfZZViX4iU69CS0am9F6YTERt0wihJXCBqnXLogUs50CQJomTOLVibK++IwweoEVcmOuYlKXE85hJhlqACLbYapyyESXfyfshkmQIbbbF4cBD7an2AVgcSqrysQSE2T5y0ekYhjzVANdewBCoODxqRHqJ5PU7rty81BIPWvbsbTIKZpHYdYzhB1we+bIBmQB0y10w70JKDKgN47JwRVfTie82Q622Ih3XPcdqCUpdSZkOqH5QuWmMJExu22ucUBeQKc9DCIxt22WSIi6VlXYpiQCVmfx1gMgUOIhYAlnXa0JN86JoIq+CQn8QPOcyiyrzKDmYXs5Vf9AHmWi1TZ7Bt8OhmaJpD8vNnvc+lKjo34vq+4adIItgwjzfQ2zVFTmclHmLrXG5ksG68HPJsfPHjv4NjioR8QW+7RBahVYHqsQzMDh46pXJ1y0yXvTJAnJXdDSLFm04slvICkuwrwphzvh9W8DxTEs6C54JwHX4fIcQgnhlNa4jOS26OTOb9Vbfqr1ZGRGJEzMIn7DX1EVQLU4zg5k08WRpOXrmx4XlAud879YEVraHqrHxktBsl4kfHw0qqWsGQyOX/P7Ma1N5NKvxg802ut1FtbbaNrz9y/j2VZKarUN7Z837Ntc3t55+ijx1PpzO5G+ZctK/0hQf+cIEk4vAA6OrW6vPbgx+fqa/1klD96v3TwUL1dN778lffI6X6E+2bh8cPKinF/qByLfzLQujckqzM7JlXWjR88WFlPVOFfDh1HYQAEAZ/4NJn0Dr1Oj+/OHPBTFstae4LLRb+VpBoDITQJWN45/dqN45wsVl2C6lbRq9/G3p1WYZ/4LMwc4+v0/gErs8zadmSi0u7U6x6+GsDfXP7RZhwlnkk+smyd3aN6D87hKgWnR8Q1zjCK0KJh8U/Beq/lOqNIkX0z7tMXZUraqe2ceQJ607Ceg8ouLH79zrNW1Oz+4l7OW5t1hC3sC3ofGKIutkb6CaRyHqdjIbPCOQMyxm7Rc7nQnSgRHnHpVqH0rZvZEzmWMJQWyyQY2jjGaHaMSZmRrWig0NCICFsMEBetsSUpnTOFOM2sn6+EHrZDeGwUbceinmz01YzHV02esND+mL+DM45Ig8SEhE/y+vgymhwRwXJIPE7Xn1se8s4sHdpBP26BoBJIDagGxDFWgAoAUUNhdPjOZXsTIdD8Bp65HyqGrKs6qlHsrhK5DyvHSfGlfksI4i7smXK+vO3lQj4LAQWQDb2nOuFMRiETJsekbEkIgSZ9MQQGA4vDqOj1L43JWOQQKSCuYexoYdePKFaUF0ha3l4h4pLT6OOxQmDYXhBEKZpw3ZzrFkzj9nhKwa6/FfT7TopzKJe+1KrFWkRhRna0jYgTGITfUgYZY/4I9dBr0Rcu/IW7u4EOHoJo1GWInkbuzag73Y3TAyY7bGFfvcYlZSC9al/lwOM4FOuLcceXvdCQQLoXjAaEG9BZhPZVXNsJY9Puua+5yRlieYk8c1oorTUngamYhpJSI6RjQSLOOIxLZ4qp4lhqda1m2S5CuFM3WmWNwO7yayV+tli55eT3CbPTvuKJY0dmSsuN4O113i8Ct293S+3KjcrmG6UDTxyTI0okG/M9R6u39j16cPXC6sOffszSrV6z+8ujw/uQoH9OYAzVOrXv+NzG7Y2pMWX2AJpZMPZO1556xvnq18D/oMcpE4F/8ohY0ce8xCfQPYwZlDijwzuetmP8YLy0vL8Jv4fhqSEFAMA9H4OD41O39YVyYbabXGDo2ufjf1xw21GhpUl+B8ndyyeuNg6Ehi4RXY/i7W9/GVt3KodYmfzH/z3pKvldd0yXc5j0ah7T2yUNl4A/fO7di8eiND3qMbWwFJM9NoEdghqJIG8q7CRh6Slo/NAN9V3g4hG3N0gjqdIqm44ZnwM0CwYH1/+3YTx1B/JHH9sv5FB4O+MrNwUugxEv8QNeQ11gSKFudzDtcuFLUiqzh0pkM2UvXwtM8ftfcqyeVThVECibQQG2C7I20Dkbp2mgVRGQF+mRuKdQtuVxt7hRl+/Ht9nSYjXwkMqRJwrcTlRxZOxJdl9MGIJCEFZgYTZq0h1SYXDapxpARfiwcrs6tl83aLF6vmJp7lQy6GASRT2fVYV23krWQfRAHYrRGQyIhOAHd55gWAHyfoaM5MVG17L7HHhEfJPj9wV0z5fWHTSGWBs0hL/ZHzkOmg2gIuA8++u3Yvd+XAHVZYCBUOm3WJrnMGIgoPn+Rr+Ubdw31KUFmEQWUNgmnYFvurOTY+2KrQ9cRIQEDtyQkEUUBOAGKUUUDcNTRU2VQs1QNKTj0FUctuByFUaRwCURM3Ggu7PYo5HNdpPufckUe3viDfMs6AMoFocyUF4KfCpB9BfXX3XJyQMgAhNshKkMz/q8b9kGboyLkue6LFHoIZIE+kFwBPCuD3Xx0X2g7oHkPiE3DkZTWF4MScl+8Vq9p+3e8qCfkxZsNcDjHFPTWBiX81PzudffWA7fzP96brh1s603bLOjb60Ptm85E8c4dKtZXusdOFKstF3X+Bl8Sn8CrI6hN/pXvv4Gq8o0TcdyscLebHWt4eim1uk/8psfoQlaa/cc6+4c7hfEhwT984Dj+KMLx+85uu/K4iVDsxWaffQRJib3v/JX/rnzH/wTgoDf+4QsxO7d8h6WZhLBeDdubk5kxG5p8LS5vLq3A/8Iw9vz2/KT8ODp9DUtt5FO1IufAapSJJcmrKpK9MyIubVaaN++f6eb4fo1w/VAVqzLF7xa+f0HPf1xYv/9wi5eYHAqRE6PhtaqX4sl0Z9cgkrn3Vt+PPVJHGwPqNo9e7zzOsxLXHGv107Duedh86kPOh2GQV4QDPTeoIswKl2D7XNQPw/2xgdsPDF7Khbr5R3bxWyv25sghR2y60dNj0CCK8fxRE/Bg0k16bZydiQ9suMlu5U19qW/0ULDzT08ofKO4oZxUqg6hSmIelWCibeiYSwQeqK6yvtUzx9dZ7KRgCCjdulsNXSR5qLDI7IdZZHYtWTXEFWXG1hUlPF3kRDQSayyQDj+hDM6gFQvXJicWNaVsPxqz24aagaYCLa60Ge6SmMqlM1A7IMIoQSCD6EKxFVA2nvPMAQS68aZkXQpnp93+jsDOlIDZoSUVCu4ERJxl2RgvgCvd7Q1Bx4FIABGQhBifbIkcRNIjMgey1EKSQaST7DDKV2oUNRXL/pMOG0Tep7fQ+Cuz/isItewV54/Nn/+e64sBAQRIghUmaMpiaHcVhcLUq5rVxIKHmXTfBA2cCwd2hZud5ztdftTcxPVm+fdKEtEwoBcrUqDfb1PjaZHbiZf0c6CwMPUPEEJEkF4kRy7feFmc+O11GGFHQihVQkjiVpVjk0QlV12hHc9jBkCjXYB8RA5DJYC9vWh9q52FtqLgbIXbV/2GrveyD50bG+sawQn0nS2hZuYZ1IaJrisDTTjJbLi/P4Dr55b/CFHDxu4fdTeMgiC8ExkU3yYYM1bXSEjjGZkPh1vbHfh7qGyuN1Yb5hdO5JN0wxICbWyummaJs2w0WR0/vC+8vr233tW+kOC/nnwyOMf2a2VDxxMXr1289j0zBO/TkTilT/6o2D1TWfnD8RMgT999PTtwSF2djpxrNS5clEmqbULO0vXW9eVBvwrgLff+ewUfO7XIuuLxc2C2Br5nYDzTnr/7ph6PRnd0GS3c/Hg1ubJHXYCDTS+u0wWJ7VLlwe33lWVexu8CH/wv4PJj1bDERR1TJGoX3B3BdV8owHfvvjuLcei8/PS6Ir3iqrqtgIVC07Nkx0m/Ksvw84bH3w6yHGDgWE6Jno75R3qEHyQoQLJcns/8mujbjViwy0O0T4TFdkgGoSanRQTnkd2+o6aj+1WLiBlb0oX5USNSLcXzydXFocLgsJHp6KcS4Zhn4iNcT5maMoQmaiMWYOhPZFbZzFCAbtKTHpif6QXWT23FXjDl+rklJoUm7UoY8uhKViO4LqUL/lWwgXSYEQOiRSe11Nr+tRCct1opyBFbV9s23VNlCFThDYGlISwzwms7PAdLCIYzqMCnwG5D87N912QliMfDcNxRixzRliPM4FOrUajj/Kw4pFNHRKIZaHjwKs9KAKMDTkdJjykJEIyp7pywFKKz3GBLYUUh0MGY4ZxGztuq2POCCMs4mtm5XZ/hQIEsWhPocdoV2jteCQ1HI7g+s7ECMuyg2YvxXMEQ8y0Gp1MvBMLvYoXp6mdui/m0YBwA9ngKgQNVS6stcOJftglpVzaKabz8ZtweeNZqO/AaN6KJw1E0NnZsUt/WZOdbXa8Q3WAHphC2vYrGlnW+sVRI0HpvG20kBEDgoHoAXDpoTAcwuHiko7CyGOUIPP5PczKVXZ3HW92u1Wndm1rdTp12rRjlGwMWpW0JMbj4pn7jt5aLfe0d9Z/nhW4uo8DUhqLvvFsPUkYDxyVY4UY0GynaYTBXVNcuLrT2myULm001lsjC2OCzCfHMsvnr48dnLC71uknH+p3NK31tjPD3wc+JOifGdlENj+rXD5/7fD9XDqFP/I4NFu7X/xiWP/xnlmpKP+5jx6t2fdws3PioZqP7KCym1PZZ76xfPWNKlyBYb3vh/eDhU/9NoHQ1FZsqpnMeep8xlv81b1fYaO7ek8iXrqX2YUNPlfzOFS6Qe45pN9cbl9505HofTj2AIzfF3H5POZlh2Y6LXIT5Fbdhi9+f+gE9C6cyj3cMN9Y0pvH5lCLgUGXqPXI584R3dpdyMSRNDt331HaXc/Y0WRAG4jQPC2IWdN+rOlbAiGgMOkUzP50PkFw4x6dmL4Zysb5H/C7W9ZwWlhOTE9wEcIl6XBtUJCWHTohsCYDvMMIlsissRjs5tgmV6Aol8do+fWN0B2+wBmRKGSJaozuqhlT6Ns82KxDBRCzwFOBo3CcAc6mjob51+paIlKjxKlySe+vV4w+zJ8BPQCDBeN8V0rEkaT7ug9pwNww+E2wMHj+ztPEPtC8a50oqO2OEnF8gwz9AZeRGHaCJpYMknIgiqdi8PRWrgPGo28SNA5AMByakfE4Jlke8Wzo81afJ6Mc9hlAI5O2thgoRJEhMxLNeFopQAaXz+qOtTo2nSqtG5UumxQDkvAt3wbgGcbr9YsMpjmyT4IxEsW2j/xwVCG8cS/oIJlzu0tKQRkxY0rOrdT5DZETPVKeXr5fPUyttq7XroBrQzoJkXRIiVExW3zpz3aDOuzbj5E/dFMhZI7MyHKrqq1gKc7KET/l4mwfBAzhaQAWjEvDq9HfgNpruLsWkHJw43W72/N/6/cAPGE2ndkuXy91z+4v3JOjxl2KlEldEqV7j+2/fGNTG7zHi8NoOTsXOgjBbjNcXetHQE+q9OnH9yxeqYfh3cwRB65vdPT1N1bT04VYPp4aTQIQF7577uAjR48+dJwhmXat5bl/P+PDPyTonwGpZLqQHw05rVZuEoQNnv3Z3ySuL9b/5E+wNSSTH4tPPnRKzX2sk16AkbVY0mifuxR0vae/trh8806dx5O/S6QaE6uZ8VUSQnauiBtnUt9ULcS+8IC9sk+nQo9V64jtMtGTwlr52mbr2iL+IB0SQcM9n5WLsymLTAZWsoWYjct6lY4FXzoLu+9ZJ0pCbD49/3L93NEsqoZY50AnyY5H98p3p5wtT83dl3tkzO7RIZzdLc3EclSKcPhOze0GBg02k0vuw+Kzfa3N48SoH8Qntltk5mv/Xz3wh+cVmYqOznFUgARfHie4kKDHxUmFyVC8RbAGoWxL2Bl0pwg76bEUTbrrr7wVQQsMOTMRbUSEvsq05NE+1wAe+BBUD/wKIY4QEQUnQzuuj7bcfe3tnfh02HPj1fO3UAiKAolJaN6AcB92nzOkfUJI2yEFOD5MVUkY7BcBve+F9Ute5LHpMKFGje6gFkYitkNsKJEzgJf7YJlkGrFx6OvGxYEqAZ56M9gkHJAkjaaK3mGC5mmCZylV9lgeewwglraSHXWtW0rRWY8Ah5UIIM4vPb1//mi739PSmYes6wOPMAc+AhxQNFPMuJopUZRJRw4YuymtVToYs8HzAUUqpEuHjXoonx4ktlR6x+oX4rp3AAAgAElEQVQcdWl9RjCNWmVZGU8n8Wz8iLrVWuzchMAFzwxSI2F8cqS0aFZumZurMH0/DpZRMsnurpokjcNY0qPjjGRsq9jlMO+ASAB7FKgpGJx78/MDQFBQeBBIgZIT7KHHldeeYQda0EftTs8Hs/3/PnthPC8n454EPs8Tjzx88vZ6tf5B4SrGMLDwTtVNi77tucdOjLpW0O7c5RwxCsKda6Wtq6VOuTu6f2r62BQinH//v/z5wQcPHzx52OgbvebdTLD8lPiQoH8GzO+bvmdqry7slG72Pv+55OF7+l/6kvX0B6Vo3418OjM3+2BT2SePLgnkNm+3cNe49NrW0rU7MwL7T8FDc+PP/4Cp7xNDtDeWiEx6K6MdLnZlvIUidcbfdrmSL7mDrrz6ms6ly69dRj8mR5ac5T/yWR4LEx5Se15kd9Wop7PauRI8d/2OtpkjM49vw/ZRsR/wdhiHagOCkA49cLS7k33LTB6YH1VYvbHb0Za1zkEl6wY2KZhJiHgUHTVSTtpcpeJ9WSrSRlJPKqPVZq/z6vPD4v5Qy7gnmpkReVMgKbHeGyQGaSrO2WyfoC2adghpV0TuylIUcWPAsTxGt8+u+d6wRDub4vfn6d1I4ItNTaIHvUH4FSDXYfA90G5jMQNYgriIFM9l3Gk2URKjSq1C7JwfmoyQDMgFoPeBtgXe5YDN0mwucB08DKJ54Hzgd4aDCO4EAo7cNucOxUpJKXeTZ2XXdaRojaYEkuy1CMtvU5BKwys7cA1+Mwo7hSGRBXQHhIRJiImwSALFmzXJ1UWIcDigAVi10V5W0nQhJKHt90foHK2K283bsZm92sQIp7fQdoVLSwFFeX3bkUVG5G0nmOGA4DjZs0MqNLIpQveRi5wdxAv4zdgTOeMoHgo5c2cwtsUqkV2/lqIfPNB/dPfAK81Sp3QJyptw9in7/N9Wu1UrDFBoQ20Zch8Hxval7NAIFSMyEfWMQcSLUU7TMXMw2hs2S0ZGgdoH/ZuAjGG5u3EFQhd8A/u8d+m71saO3R0M1Xhz44oDuwUhyzLjmERxxsCkd+LoIYoSbqxufeCD5AewUQ1809mTh0RWElWpVjXuutrCNR2t3lt9Y7m13R4/OGMPzMLe3Itfff6ej5y65+GTjXLD6P9C7TM/Kz4k6J8W8ZQyt3f03OXzh0+Ih47YC/v8f/Uv/a133OI+GDzH//Zv/k8rJlVc2Iml+jJl2dXe5q32S9+/85dKGj7/sdjiCKeRkxa9hyMT46Q22fdy9ahD1roCusiNEgOtKyQSqN0PxeqLZ8Mfr9k8+Onknv2UT055vtBuMmtauOsA/tffuoOdeSk6kZge83avdivxNNQt8CmK4pnW8l3rf50+80k1tpXts5JOZdIjWVHQohrX9Puex9ZkiVTpmGb2L0EmHnW9yCAeXbh8dTl/7Y23vl6hE0yfjLEkQRIJKpT8nVDJRQISJzw15HsgVmRkeZ0DPEoBqWix+sorG4E7/LT0rODogUxXIixJ78lYdwL8b7C/BG4VkAvxXyWTaRyhQfaNBMS5Qg8TdqWCS+eHTcZ6B2YWQDfBOQreJXBv+5HjBMSwJwCoQ71dzoH2B2Xn8QAJ9485KplwGrVbvqR6XMoQSZYlbJqyW06IJ/fA6iCs6b0VeFKF1gh4QTjXbO5mJgKMeTqjajfD2Jxk6UpjmxZiguxuV6u8yQdIlNjAwYzkB13QiLAPmdHNRCqzdE7XfM8MmIzi6U6YjNIkpet2jON9wLLnsdBsL+SdkhWJEpjEXgt1BbsQJVGNhmJSG2RhJBDLmzXT5ciRx6zPrR9+pXe1a/XANsExwx8lfH0LOjeHziqZLLJuCw5h0AxhL7a9CqtmKFpA5TiWbSA4iOeALEL75bf0SL4BXAJGHkalFyCSZj7xhSThGwPbrbQDwkkubb3MaPPxbJz2WJ6zD+2f9BG9tLL94x6nno6uL1si4Zw6HGVlUet7jnP363ihH+rtweLzV0OEj338hBKXgaS0dvOjn3myudswBkb4btuzv0t8SND/ZfA8f2Bhf3KUevX5JZb1H37UHC0Gf/i/Bv07SvkfhI9+9L+9dPMSIi89/Ouzfq+1c3WnstF76m9u3kmUKvyzP5CapYnGYKol0OLkA0XSmDLbk92+TrBd0XN6DZ+Xa9Ex4epzXmq89/prtvZjv+SxMe7kA8n0npRBRfRNteIxu/Gs8ZcvQ/nOjMro3AlXK53dXp4bASIGLZPgU0JrxQ2cuxaZ7Lvno/sQF0HMcr9u+p7FOe10nQ69NnJEiY/HaJOdsIsDl40qpjBqZOic8a2nt1v1dxaw+cMxGxUsJsdqocrTohUJdunF3VcOKrvA6zQddEr764pCh3w04C5dvPJDgqYo4oFZwVSYluoPJL3vi/D0W98zbAGVwcoUqBEQMDIIR+2f8TituovXz79FDaEFoACZBfMm4AaQDJbHweUBCcNBK0UGuq9B8L5FdmAAE+yEp49kEKlIu3RP8AkvErUpcvgrXXYMloYuB9dbfR/2GvAFDzpxmKm7DDbXc0UWUrQwLRo1adAovPaXjRs3stpYg1tzm1EKuDRfdDFR5FI9q81gT0lEtVSunc0kbl+V4vygbhFp2eM5zw24eITV+jMSSvoaCqhBs2s/WhQUJEUwawCXDuuGR5gElNGDW25jTnMsHsUmWtJ3Y+TH78Ufb594o3m1hd+fw7HB7MDoKVDiQVQBko2ye2KcZxAdbCoiYTh6HJIm0CRER0H4GHReBvRm6s/rw/bLMPYomxrnN69qlSq+cD7QdXjgDC73OiLNr6z0GnYXO51iktg/v7dYKLxy8X112LeBEJQbwe11fSxLPvZALqSYauVnNpL+KWEPrItPvyFGFCUujy6MV7eq5dXt3/rnX6iUKnrvva0Bfzf4kKD/yxfokUdObJZXSdrfOwu/+8+pWzfdP/u3MPjp7k69UfJQ5VO/98ClF5YkBm9crzz7rZU72Jmk4IlPU8Xo3osVqZMmpJlfH+nvjDvGZFfHyG9LYdO3W7UOQKjlJ6lYynz5hc7Wj7f7IuC+Xx1lJFed2+MOpMouW1LlytMX0Hff6yIBQJDk8cK9jdbVEzOEywa2QDgUqzeRXr1rzVS0LB89+ticS+5USpblzkbyapzlkYkG2Mx7kX5CGg4KWSv7dLMH09JY2mSY2YvfedayjLdCeAJg72OpdCIQPOy0675FUhybUfLf+f7fPhjb1PYlxDAQW9OaK2CfDVf8c7fP/ejyHhlXgiReT096XKXvReHpdwoF1jVIpCHOApuElxpHaxfwZCFhk+j6C5s/bJSXY1CYAycBxg6gXfDKoMwD4YEfB+CGlUZ3Caz3Nkz+EEEtFE6lAypIU0RnxxBVn0mCRAwF1D6Few0nHC/AMxXAsNSBWRFOh+AKUGy22zF2OyrJOEHwadHclVZfDjv8aq2Zqx+q4ZYgEJ5PhJRpAXMgenDdqlRaa+nsSLVY9NoNuVEhOBphHPRMT7PMganrbjoRUygcD4woGXatoC7y7ZcsKUH210DZiwgNM+NuGGZkgdNdw1ZuECiodKg8cfhU+LHyyR+0r2rv52jPhdLF4RTNvRlY23SSM7bWjbGO5u2SyQiEFA6JYYIo6oKogHIv9DvDSzcEhv5mSMcDZYQw29juw/4jsQcfJV+7aIwmYwa5fCg1uVxujSb3KFJ5bCSTSRdfu/IeS5k74Li4tONoXeuh+9ORmLi9rf/CPeE/FvWN6sqF2+Xlciwby06mo/n42uWVyfkp3/ct4ydWn35hfEjQPwnJeOKTn7ifDODBT7OnZ5UD92n/7v8xn38avJ+6ohsi9/HP3cuwKMbjC89tnH9564ep1XfjyGm4Z27ky1ubYSSJCDanjo05O7NdBkKrIZES3tWUVFMd0YRowEf8556qLH2Q2PhtZGfE2f3FmVNRzKT16+py4K6EhP8nT8P7stVzUycl5FGk1rQ1NgH1Duk4tNkK7mL4LCVzJ/c/HJQ3b/m3OyS5kB9pS82AbVlxh6pLWsfMifFNP4e886LKS040TzEN8trTz74T6aMAJ6dFOZsx6CJptDwdj6SLKht/6gfPH8271HxaQF61sh/ktEonX3jt2WrvrUZshCGXEPgk32A1J2Jqfgr+87uWPAicOjABeU1kbtu5nZeNeydSwkjx9W9fwm9qcm0DikdBW4LeD9tSECATEicg5MEVIW6DYkJz8QNOGfugcpu9+x6J4UAh1h0N6DioPJAEMCRoXuAWVKRJsDr8M6/vgozgWAxCGhebW+uF2Y6sqCjO2VWy/H2JRKwl2gE+QJ1YYV9vaGpOjvOMSoRGURw3iUHoe2QqWS2O6mcvThfIbsOhklKQjhGFlCjy/Z6dTkQxQdMYiu3WjRKR+ELGqXqxcVy9HLKZMDsFtA4TLbmdCfiCHJrT1WvX8VEqo52YFhZ6hZvNjQ+Io1EAzTWQxmDfQWxW2VbJZaIhSmYCRhWqbquKBpOY4iCnAR8HehS0KvhvC5z0Xdyv4uxxbvZ4VBDQd5/tbG3A2GxXFNQsO/fSyuvXF/1YjKAZ+/BcLp8tvHzxJ3E0BmhrwfUb2sNHpfRIrLSlv//luoswNWPj6hpCYPRNUeU/+oUndpfLU3un6+Ua+jsb1PIhQf9Y8Dx3YN8eh2jKavvkY1a5Uf7z/9tcufVWZu2nxGOfuef4I5Oo1188t332xY33P0Bjc/CbT6aulePJwqEwU0hnPlq0N6e7URQGHbGvc67v2LfCBIrEqkRcuvRC6bXrP+FwJEXM3ZNRxqdTRbZ2i6hGopVktvOnT0H5zmCPopnJ/H5dX1OUZiQVVgcw0ClGpvs7d1NOlDxU2DuVVVjdDaDAJAjkSYLfE2tkTdBqOCskpYiEopF2ViQcf5aPpxF/sf7K4q33JPim7ovLmQRDE53LdTmu4j4ViyVeOvvyY+MuWsjJvlXYGGtLOdFTVlaWKv03vVDfxMGJiDoeqyVjmkrqvgpPvacq62hQyJDWJOdB2rw4wBVj8mjswvdW/Tf9J1EIsSisvfDO7Q66oC4AEx1ytBBCnoSttz2v74C5DmMPUEZMTGi7NMqEuuUDTshAkIBd3C57fpmBlbeWYKUuHMwPJ6WFFI7rW7eKM4R5Mxlks51nIwwisU84NMFamhlJSapERtpBPSnvXdUWy90dmVUiiYiVirQBG69fy40Irh0AYI8EQlV4gUfDYYCUjGySJfJ48OJzIT3CUgyiQxQnqO3r4YB0a6KlloQi55DSCk4PmmfraLyaDx/L5KOVyVe0Cx+cbN25Ca4PFB9MTlMuTcvsoNeV3U1DcQJhlbCKEERBdCCRGUo6O1cBvx0ehB50VkLDcPsdB2iiuQM7VWbfTPGZq2fvP1T4b05+vCDHVGJS4NcmR2Mnjhx46cKa+xP9MYIAX1s2VtcHn/+10VbX042/2+xwt9apbVYaW/X89Eiv1Zk9NJ9IJ5u7df/vxsTjQ4L+YJw+ds9HH703N2s+cip1+ITxn7689dW/8FqNn42djz0498RvH7v83aVbl3fPvvAB9URJhc9/RjL1eT2ZCdNZgTuU9K/Ot/OCO+gLNYao2TSl+1iS6Vt+Il2+tvn9133/J32rx+Yi+b0jfiSSihS0a05tNL958Zb3rbdnT70LsWRxNl0MwhVjOFQZ2zTDxnm95nv63Sy5TO5//EC0KOBes6NNKMUALFGweOz12UDuxNIxVaBiZccMzatqcSzlBBGsfO3chXb3Pe9YcoxP7k1FTSwbaihhrWMU88WXXn11JuYpx/Ni6MRLMY0tYl/4+tmv+OE7H5iB5c8fSDdivM3XNV+5g6CHX6mQyB7kTZZ3F8PKpdtHT57qmF5z462ezEbpvbcbDdk5MjlUQ1M0ZALQboD9gUOaMCipwWD/QqyjppLL3RLE9kPk/2fvvcOjOu9E//f0c6b3plEZ9QISEgKMwGDAmGpsY+NeEzvEG5xNsvvc3eze3M3v5t69e/cm2eIkv73ZrFPsteO4EpdgbGyM6aDe+4w0vfczc+p9hnFkGSQQIOFg9PlDz5S3naMz3/Oeb4VzWg5IBuJmMc7JwMlkrs4kAKwAzjpAUzGg5ADlU/KUN0ZRCobTB/uk2awWhcaDHIkxjXKLAtW+6W1VwzYBDZWpV5XJjHQmwAs8oZBHq4vCBw9DdMZUKGVpjhNARhQzvAArZSRCwCiu5JMKlPX0pT0MCitRTBQhFsQI3lQEQBqSIqROqeWUch2q46wGj7+LF+VWcV2Fbskw9V5qcKaLXgQBO4CzwGrhSR1H05TREsaLNZkKixCJG9yC3Q1ADVAmgK4CqCpyxdfYaedK4ESegywtpKlYWlGpLqoIx2O0Qi7/vweO7WgxUlI7DFAEwAYt3rik8tCpIWbG5Al/RBByeqkxR1KjxstKpK5pBoyFQOAFnuO7PulIJ9IKncJkMyg1akoiodP0vLtLLwroGaipLP32N+4uX8KNe/tPtnUcPuI/9oEwleB4jlTWW5esKsZgzu+IHD4wNKM/0P0PI5Yy2zCuQg11KW+5juxe4rdJssksMRQluSCpCNBwUCSPpy0lrKv/d+/R9CXu0pt31tJ6m6bMqrLDA0b1BOCC//Db88JS8ixr2JCOdDn8vtWrhfEERjMYx4LIyDxf2XWN6ws0CVhIDwRCxZAKMfM0OZmIZKIcTwEqDAIKSjaJqWNUSk2QGh5F0gXvtHekM5/T6wlyk6LMoiJjJw4OKWQKs94i0UiOHj4hE5iWJUAgcWZAnlSUQ6zs7TOvTe+oV+DVy4xxCRuWZ2OcSnzr82nozu3mKpdRQQ3Mh4pSXcMICQddkah3piSE50gPA1UDIJVAxIGWAb4zOaPZjCRHWGxTgVvtr0aDfBJVmuB0QFCd20TzMB8sI9iyCvDRp0/+DAfCSdBYCiAc4GyIQ0St6/ccREs5IR6FrRjcHWQRiEckviAjlqo0MCATfIYT+KGYQ45RKpWUp2TR+vLokdN6LSJyYk6CKClOLmMZLhZKohCKSRWUyFVoU2c+yCQQVLYHR5LAbIIlBSJGiPIyLhvhAANQBQMBNx/PBtIaiYaw0WvKK2vH5B8m+meWj9EAUBQA1zBQEVCGw1IBNuEGWT/ndmIlt/CsV4yWAmUWEEZAmIDvxOf20UwKeLs471DWMRInLPyB1zifH37kXiOEZhVyhcAWAYCT+KhRQzI8cabXdcmLLcuIoQgjo2C1CgtHr0VSumw6M94z2n2sS6FVytWyOx7bPdQxQKfpBRXQMLixIQjssUfXISr7KfsBudbVeZY5cUjMpfG9HCQyomltqd4oaf9w+Pcvd84Y+FS/AjRW2pwKFS7TJ91qjWmwImqUsFkPRnfipi5v2h9n/Rkoo9AWytmuF96h05e4Oa9aZUG0GoGWaNwKp1qbkkLen70F0jMsXWkpYXCBBUxBATQYQJz9PCpBgv3zb+4oqFgK+XCRRysVBUadisOTGg5WyQgZiSeRxFJ1McHVY+lRlUbh9oBUUOlA2lOZ81M+xTitwZB1+AzltVYv7f/gvU+CMb8IRJoDjjhOpcAbfaMJWN429vmqYgCMeNNedxIFWAqpgMBnl/gUybTo6eBkPI9DOTeAqDd78+4NFz8i168BkQIYD1j0Ys1y7hyvnZIQd09QK/R1uvgoAmkBAYAEAPYgwA4EIWMWWKVT7bvHwfMHACECKQCF4T6BAAk56GQBpmEwC10gF5XyePskdJuhsDt9IptWnwh+xKFQnbJCz8rtJ04ZI3RJYSXR0uK2JwkMknKsQgZz3mCKgDN65WRG7E0aJqjKLGpYVw5iHyXcr2bTBjyOICkBdowJMM9HsHQwlPH2plUEUlxhVRW0TnA/9FGDZKb8seX/R2Kb9UhP/h7ICFBfyBiFbHSQNmqCGC6YdpgSB0T6QyC1g4AExALAthw0PJq7A52HRA8prbDLLUqUiMwMd4zA//TKSJaMCcpjkLSLE+QEFH7qDnNdmRbMjcHx9Ig9bTHmyuZcMzqPtp84cPzkoeOEhPj6f9un1CgXbq4bXUDvur1JawsfPX3S7Qj86L8mXTN7zV+Crfctr6jVPf9Ph99/e2YrR0Ep2LNbN5AyxB360QO4hIwbHUotTUQkqRCaUEiiej0exZUaPcmkmehbb2UTl5CeGA4vX10sEsaMwZZ2jyXxtOv4INs9s5+2oWmVJBWKpRNGq+BxikWrZUxCEM5F7s0jpEaH4lGmyDUam5CjUg5joETGj0cSHoGlRRVGIRBIE8H+gf7R8ayQShUpKC5soOnzd/FKIuKLUtEIIC25ILnSFQUAEURITLMAhoQ0DQ4MTQqiwLIzbJr6h2OYiMn5KDTLIj29jIoBUn1O3I72Dk50XswAm9Ncu0CiFZBsLj4vc9Ei1KGDCYz+w6g+i6DesCPLCrAIAxwCUBREfySKf/7HzFh/pG8UdPQCSgAUlMtuwZDATYEfvikGsqzMmBiP0jHgjWcDK8hlCfSsCtLEsgkJqe3xdMLJrHTYURIVTdtvjwny4GTSVKGKfTBMwnx2wh/2R3wpJphORSDpe5P6/Z057UTw5ZTzJBs1Ib5hJOVFRvsEuUb0p1IlCjnMkiQnqGBOXqQcCL2WDNjVcNGuZ26nimc+TIEHJ98Cv3sJWAuFyipEiAKFAYK6xzK0KJgkTC/CZoDZDFgRlO4GDV85v3s6IEadgiBBl92hTLNM15jL1pjqCTsyRJrBGIi0Q2hIRfp+/b0ltTYFmDNu3xdQyOrEe8c8Ds+Zj08V2Kyb7rxtgWa5oQW0VifZfLfGFegZGB7/7f9Pc1f0nFTTaF2/tWKsyx0JzixVCRLcf6saxZeGKEJqNNbctrwMgSphWZQK0nhEK/EwIa87KmIQ45KUuA5+Mjlw6ee7ljXFqNTolJZQY8NjTCqokCccMycHoQqsJgbEU5NVFUIgA1NmIuYRYhPzr7ZTVcq1Ai4RSEWxEocRBmM0srQcRZKVcSREgAyGi6QnHjCt2wBJVbaSYgSST9CfmfimoEWZVkXc3JyxD3kpBVGgM4+NOFiGc8VBFSU4vdkYI6IidmLgyIV9+3sCiYQIAT2AqBkXmYzy0gSEILn/VCqedNtnSAp4Hr53Ac7lclbEZ8++ci7EBgivj+NM2dnwRv0KmxDCgyhQCrlwu3NHxQPn57x3eQH8bj/o7AQSERBwLq+FohbQevDzTwSVgltSmbhrCR1mwllo3EZoagxiNhvOcvFlppaVmvrUhLsonC2HVdo9e8K+7Phpr7ZQJgnG0AydLVLH6UyITtA4Zqi2QtCntyr/i3H/WSCsxsjbYG8YnB3KFlXDXjwGeAaGYnUooxBFwtY7lPk7COLWMf+w6a+WSctmPVh7H/j3/w1ghrPoedbHZjMAKpBzBm28j0cGsYFeoEGAhAfmW8DmHwCZ6fMnigGDb9PHfxP2R1K6Oval5zOH2xMxHOr3ObJkiMEyHAx0qsyL/32J1UCCP3laPz7T19ob9AVUWlVR2Sy3tavghhbQazcZM8jI2dOeIweYK4sihWHoplvKfvXDj/7z57MkHgVgdTNhXFqchgu0KrPIFyh5nympTFAur4xKwcmRJBIWCA5FYZ1BfeItb++lohUBkMnw0prisZR08OX94cFeWUvd6IETyY8vyOJ8jqqiutBkOy+mHL6UfVTI8Fh0nGZT8x+OpS4wIJgTARgSIQwKpYimIZCOjQtorxJZE4coRsYYYbLEd/pksH9EBHyacrLiTPo7CE6gSrs7s6yiClAiR7B6k5ahWUcMiDA8HMr9n7KJcCozg2t6luYCY4lcEjhYNuMiU3E+1J3LcgETOck51Np3yePKuEH01JzMxd4DEZ52eepTSY+TELhUNJfy/6KqEfDWfuB153QdKAIEHOhXgGE/+IePOQZwHoZOiVEDlTWr/IDWlFAFH7veH42OpbKMGtJqw+mCsGBruImqrw+NxwErKEwSLMvA426uUE2j8Kg3RnO8bX3z1FzuXyVG3uDiSUS6FpYtgXxxFqI4xivQnoSoQJRE1qhQM5qCE773w1DontCvt+zZLimZdeVhD3j7eSAyoLSEq2ui5GgK7pkEKJgMKuXjuRuPgAE9DxQNYNV3gdI6wwhROz/YyVrqJUix6EfNp4cKn/473ysfudKiA6ARrSr+v79RWFF4HcjonNLjRHs0FLVVlwIASipn1xBdPjeugK6olatM2b99avTtF69w75wzvrXY+tqcPe2z7nnVWrBiidorlSUxFPAKGR8viyEZwjGhQP3JEBZ3hzOwM4llZPpo58CRt3rmMumq5sIEJ29//3SwqxcU6F3JdOClmV3AMIlUa7NCcFqjy7AIjMixTIxnkvzn62TND2bTUoqDYlggFWEhigVoiuXSooaV2HjIidmMcgRCcuG9JaVllUY+A3BB4/TPsCmNCVqS4PyjbPf4sECLOkqT4TP5FFH6SNRlz8n0Tzo/SWdmDicb/mAMBhSAZv1hJ4YzWK7+zWXckO2/Bv4Tl27GZwD3n53y9KrU8psAKmYnkSgKqpZdtAsP9v8GDLUC7FzEh7oRwATo94P/eYzRyFmFMsrhE22eAI+Mx4ShWqW5VKZwpzyrNPVJeyjT32OL8EV33gMrFOGxaMIRK6hVS0mI63HQGBRlGFons64sw5XyT+eKC75fpXxjQtQMxxywxyXgUiFB0UCCQHIB0JF0yFGqEjLyo52Bv8jgzEbtX6x/cjn86SPADDA0eP3Z3OMFlMooJVjJcjVRrCqMhCkMZGQStx0gKsBGgKUK1D0O8M808J8RmuApHURUkG+8O/reofGjp7Pf+3F0x9O+X7zlY0Hg1hXpv/uqjsRn01f9yfHxOzkv+mT8fLPK1TCDLeVGAILAY9/RvvErfzhwhbJKIsVv2ljBMeyZT8aFWdIhIih45E65rbE6BmuhrA3mIVtE6Y8NJ7VSr1QOZTwhGkpicp0QNRLMoX8/OEfH+40b68JY3IMAACAASURBVE8eH3L05fbaloc2d//XX4jnEgZdiOWm1Uomkk27UgzNy7CQi+cywvy61uVBZeCmzRvZ5CgvjfNuiUFLcvhkMuFXyyR/aPPYEHMxYRz2+Uc5OOTrLm8q00EwESPPjg75L6zkWFRRttIsnhlUq9XjbX6CIhAp3HV08FwiKiyklg91JeUylTswc/E6NskgekWmQMHvzyVCuhCeFW03mSZPBcQ5J7EUGMBEATeHtDmMi9dtTQf0lDaLymEmq+TUqHj8jYt1yWaAoxtItEBWCngtSLoAPQH8abEvJOysEr0RfCzBq1GZL5P0JolKraxYXTMSG4+mIxAvqBQKyGJKklC0tYMOZ6RGqdQgoUM0X2sRYJinWQKjKIUkPPiZJifVxwMTKi+DMUxIBgSYBQEn5x/neY5VEAoNhhfLyJTeEHCkzPLlJXhVrOrE5MlZj5xjQX8n0FmATcnbHRmYRxIxgSHkpIQSezN0ATDqQKIf8E0AKQGRaX4dedi0GBhmWt9MdH0S8Xs/1RDGk+KR1uwv3ky/e5JeUQub1OiZ/i8m+eeVcTXRhotudp+yfD3ZdjTlc3JXHBMklRMwDHWfvZgSs7lWcvsdxSHMyDNlIq9CJ3wKaSipIydglIqOxoLxiYAA6/QMqTrzm/fpP4Y7X5yaMoPDFRseyM1LGNSpYJS2z6IchaCi5U1S3g+JXh6HHIOMpkKWcGf5zPzvn3GJoqZ5Y4GcJUTJEqqOwUI02S+VMiEvoq2UkgmJFlGMe1NBQHQMttetXIEEsyYV+fxb78xQDg7DjNuXlpBMbDRZuaa4uMwaTSW6j+SMbCtr8P4Q7Bqj/eHzXeimw3EistLE/v58u1yeLM1bymXu/rhwUR/z88ecW1IzngFKNEjUbQGiw5T0xRMwxgrB8ZyD2sUQgacHkDpAluXcRSJHc58F06JFgrRY0HCWWWZhlKhFjiuNRPURz2GrssjHJqUQPGzvsBVXCw3Vk++9I7JcypOUlaiEFMMN+zkRiKLI8YJ5iS3YNc7Rn15dIgvixzioDDKuQ3iU1ythRCJ6+nhLoRSGuAibwlICCiAab/WE3CpNabV02xh9NOpKzvbIwbNgtBNQKlBkBAzOas2EfZSCMYjTyrIqkY6xeh0IeQCkBLgeRNsveHQRc4bHC2E54A0J+4/Qo06Wvp7k81WxKKA/hWNFt/3KpbNGL2taXdx2wj5jduY8hVbwX56qykA1vSOCXGkzpqR60h+QALdUGszS1thgL1lTKkuqzLozP3k17J+TAMBQmCTQUfunP3c+lck4Z/3pq5c3GSmMhP0TkyGRQtNpCJOh0dH5dNucQl4oWbdmO0Oe4aCshtHymBeOOGU4cHjFYBiUVUrDdoAi+owWTWglZjKuwWSB9OTps0MzCOhIsOiBdVp6MhAJ2vQlwVA0Eo0Pncm513AQ7A0LsfAlFFKcLwmppHznrEY9lEQpvTzhns9H0SmiA6LxLjimq8QTAuEPqGrh+IDoHLlEL1EAvlZAWoCsBUTPAi6Sk2Mnvbxexq+xwuNBzEIpfTTPAt4kKxiO+8p0xQpcQcoUhMBTElmAjsTtYwIr0N4kqZeob7Im2lx8qR7EUpRJqW9eEjjZmw9qz5PsFxIxQBXDEljUW2AunqvAKMUIuRQrp5SEnIELTGIqpJZu4wL4hlW7Y0vfd55Jnrf/nY5jCCi0oFANkhmutCYjZGHIHUoOICJFiDVcEQc8rQArAtp1ubRTFxnnQugbRjovCujPSCeu3MlMqaYgAPo63ReRznIp9O0nLKxKYx9RFRpuJsU0yvZH5HxOOpMEHPYnvbF0kmO0hb4DH431++Y4tSCIscTcHDBguP72XWjMSaB+Ui/0n6BxBRYeSi2E9jkXQ3hLXZOlicOGSEYtFTAIdUgQdzgrhGWCRikt4cwW2MAixu4M63d2ynBQaS2lpNmPjvTOWFC5fEc93zUOR3Bcjems2uEe+0RvTtpCKpJlhGTs0tG9fIIBkVlvRRACM0kmE1+Yn36uWpYPXVVLKFKII6PQZpWi2PHJnLqGWwFmALQTsH+Mgjzl5U0kWmUQRJYsVRMJHlSoyzFUopTonXGngdCM+4etZnPKqJk4+QkQBZ7mgChiKhK1KLKDuX00k2GVJSaRFZLjn6XcErMgPSYQyyBRLwJahJLAUARPdgtyOVYkCB5BxglZUWnu6X+lyLhMihQVagomE73B8YvlDJsYAZksICjAZMSUR8yIuLlZ4QmrcV+cKxNtRjD8OlAuA/IlIHzm8mT0jcNioMo8EIvQkdAl1EzffERrtBXQSqmuVk3iUMbbG8IibpnEJZOYaKfMMeDz0hlDCRjoafvk0m4bV4Cmpgal4wwd4DFmuJcpbFFhUmTefZ8/m05b5Et2SBiTIWsT0BSGBAiCVSrRCXuaxCE5K8chBJD8xHiPTg1b6popiPMMw8K0Pd3ngGGdVWIsUicDdCKWGOv41BsvGmCiwblJ1bGLlcOITCRRbAGtL863eWnE48fKcZkYiODmJoDPLZBC5MDEv4L0NFOxIIJfDSYDaQ4lPRk+AGWRU/7Dcpw9NPJ+gqNFls0mU4akWGOoKNu8Ld+FdiaCB0dhmlFtKGGHPfFTQ/6RceP2lYTxc9EfYgaMfp/z+UBMwQtW3h3NliwXGT7jtKVj0bBVTIBYKOIn+8T/9IRGSUF31x1/ccn1D3aC/lOgvBwUWxkmSEvZWOqd8XAHkjxBxFHQvAf4fgUwBNT8txvZO+HyuEGNhAvK/bcT626q8spQPlIS6SmUoh7G4J/gqJBBW9h3AhKhQR+uLdCmvZH214/Pb721KcrXr5GCUDrowNWCvYvGVISvbQET2t78yIpCBREn+9WZQoB55eJQMJtsy9DyiF7FqVSwJODB/SipqNUyJFRhVQWGE6FkrLs/Z/q7EPyR+9GPzvhyZZ604WDCNepLnLsjMhkhXxnr6klHFjC0QWCBlJnQrkPCcJNNOoJq+HA3CFzau31maA5409xyEwrxGIxyWmGlhAI6SSkPpcJcukRX6fTZWSypaVzRe/D3ny6A4RlvUlIgBxYlJ6fSA25YKdOvWRo6cn7urehJAa4DqFawNsETnwhqElPpETEmowW2Uk6UVikoY1kUHirO3KYTy2Q3jw73jHEXzcacioEz74N7Hs75pbjGYPMyXCYHaZbK4JCsiKteBbqeBYQF6NeAcFvuhrTIdBZ10AuOTAL/l0fq/LoslKlUpVqsymRc3hNVKlk1gUw47Kg1HBZwEg9JrR3P/Z7NLsgVKm1aUn1zs4QdH+2c8E1kFeUyjhFTnoUSSRAGVq++SyrzqROVhAgj6JAUjCI82hbLOrLJXeZlQ6NJmhERleGtkycgMYuwrE1b6A54+gZmVs2aH9xky47iHIUpsEya6Tw8NI+lna8NSSco3OxLFwIiqqZTUS0u9B278tE8aaHVn1lfDGCBKFHCnR4IIxiGl8S5uElpdocnlSqVTKlI4oh/9NN7npjl+ViWqtLl0t31eAUckpRaUYpID38uOEjMgowPoIVAYuNJpRiLcEwI0tVk1CoMwrPqADceSvtHw6BiEgFGM74UsjmcI272Uhnzc7EqZsBzAikIqFTIKozxMYBaAGzmaleB7n/P2QCtu0Ho1KKu43MsqjgWFgwF/2OflZPpWFGnjNfjtN0Pjvb5Y06MHM1IIASrhvwGPIPbykZ+8Vsus1DmD2OhlfeNJiN+ARJhEhYB5Gu9aJzy1aGrlcpNKACwiLICFicgDwbTUX1Gi0u2lVbAMFChUr1EZTAXtDQqzGYpSamyDN3WM1N+5XMQkBBxpgkjYi0zQChgMtffRotNgIn/ABJxYHAirlKrTCuAZObQmbniSPAHJ9KjKXdnZKhA5fPRvd74sA4znbKf5gTOPThOBGLrt+4hJJ/5G2cdUbrHS9Xq0eWWxKHuiX9+XbO5GZGfH2OZ6gZDPwJ+DMQkHFnK9Z6lR44ACBGDbiQcIKB0an09MTkaCgsjTJLaUf4vu7/bcsnVeh3gnV8DIg08EwKWhXRJFzwWTHt1IqeIm5HN/wDobhA4BIr2XNU5uRFYVHHMJ49vMzeuNPplHJWqkzJCmGhrj6bhogKCQhlXBArH3IKWhIVTvzoUmFyomsGE1VS6pjHjHsGxmL0nBlFYysewyQU0yihVpc31N6XSQypEjcBBBdSJARoSJeW4xcwVTzozGlFFUHgA5f0KMukZxnBTURnfenYsEp5Z6yJ/cId2pNM5GJVoSedwIG8hvO5IjIKqzYAzo+EeubEyEWwTQxdzDrw03SFGggs2pagnJBrQVG00+Vm/FNcX6m3hdGjcMyyR4Ory6tH2z+oncp4EF0yRTQXiUiuik6EoKl9WHj95fsYYIQNig0C5DRDlAp4Vw04+neB5LC3IWC0j+BlQoIAj7la1vDYUils0BNo8OfpJ7JKxPqNDoLoBNNnEOA1r6iS+Y3GfnZKWyoAmW1AhON8H0TFg3gyS44u6jk9Z3EEvIBub5Ts2GzmxgEqX6pNyZ/Z4bzZmrNQCiCHTKQvtdydJqUn/8WudnuHZS1hdNeqlNVIJo9WmgoGUvJCSmMiUd2FTyZQtWyko+lRqJSEoMMRDwEkGAyLC+5XxNEmXKLRZVowzLAPxb//yTUquMeowgSZjkVkNrWouFvNkjCZVzJ1KxxY22+/CIfJg4jWAxiOqwngK0ldvutoBeREcdKTHU3GrMlqjjSsgZK2xVuDi0YS3wlRXbajKOF3FGrO+aFqosQiY/kC2ywMHYkyb3f3sW5BFgWpm2MxHPwYndoLJAZAwcoqN2QzKys0IzGGsIYtDWRVMFxWZk0aPQYvJOc2mkr9e9ZQcmoOh7/AboLUbWCgu0p0qtLIWhRDpxHEHQdWjW/8FSGDgPQwkMwWCL5Jn0Zg6P+hU8OM7bXE1nSIYfVI7wH/SHQ7TgBhjCF9AYBCpM0EpSgomWke9g1dqLZoDMEGYawtB0j3W7g3aaUSKhfoXxNt3OqRCCA4lcUEiYBESmYRRLouDJJn1KcMf9kxqMbknFivRqyZC7u13NCSCvjTNZ2kQDM76DNHjk6ZjjFan4jg+4rumde/nl+HfgrgDpOPhLAyqb5uHtBIZXnxlKPF7x0R79ORYdCTJ9JooiYFCgxHnUnWthpbZFMZbtn1ecSCI2U/svD2C1hrRzZVZSkTN6hkH52Lg5C4w9hHw+HioIdV+KoEZElItyyB+qsCn0qNm0PlJ65ta0AJHVHese6RszZzSbB58HZw4BSSYmBwXYn2pzFF/50scPCFh9OjGvwOFZSBxKSfxG5lFFcd8nEQE/P3XKkw2JccX6uMWn6pvJJZwOVnJ8lKJQkFDKnYiQIoMzaHH/u2dy6rScrkYb20x2tScZ9Q3EpIVkhyAIwMLLqCbV91iawgr00sBOq6B20SEjRMgQoqHP+JO78+W6zRLtcVnAj64rM7j60+jZgXCy1XQkcOzVvOSWDXaiDvsS+iK1F5HKOy5FgWVFwiIzdU2RLgMqsFIJzt51cIoxgiD0WyVGm7SKwqIBhYSxqIBEjeccJ7FcDIZD+rKSmia9jo/lzlX8CUBgNA9DZwnyvd4+PCsV0WkDUQcwLRTZHx8Oi4oUNJYiEQ9OI4lYxNIYbUiiciygI/5+6pr1zp8PXHfpU0prnEQD4GypaCwSiBwGJbj7a+xaiOVYNjmXeLEaZCOXO1p+XKwqOJYEPbdba6pNHKiRps0Dqe6BiYjSRE11GnZQNacjqdDmbAv5Ykjx3/+h4vEtlw9iFxq2bqKDUxKVYwg8smokFrgakDn4skhW4smGmJFNIWjEySUymCAxkEcB62vgnCSVmFSEQAZRcYTicPvnK0w0jWN+v7eGRKNToFOOgVe5AQhGkiEnAto3rwGkAigSgFfxSVQtnb7/IzpSXH/3OnCCSeOjFfKNMFIVoryCJuK0PEJ+2hkaKh++Qx2PH40yP6+R1xiYIYvodOP9YP3vwo4o6BvyQolcXcvrClN4SSnsiAWLCXVDBRTkDS+Op1y3HPX15TWOSUz8jpz6o5MRCzUM3o8W78WgWOwYDRNcuDBfwKr7r3Sc/FlZ3EHfbVUF8puX1OiUpQQHDXBDXoUSXuYK6o3CHozqtAnUbU84PVlpfbDHSHnQhkG81A2i7pYoRQ8XQfGRQTCFHigc8H3nhAEbbrXFu4TjXq5DDlJwdEYAWIkeP1nwDMEBFE0y1QKisTVUicdZJRKgU2Ul9kGu1wjIzNnO8oZCdnYuvtq0xFOEERHv5fNXsdhZ/FxoCoF7lNAkPA1DVD36+DzFb6ukDQnfugM7yqlYAiBcDTF8SqFkRdAFnAyUgYolIdEn/v8Myw6IqIgCIPnV2u8EDYOxt4DRLVgqmZNFniiDegLhKQn3nY2JSdAmIxrjDYILgXKD1ftKpsYCcfmsBXIZkDv6Vz6JAYWYm42488IA4mYwpDgUs13g9gACDrADQ66WPJqfpGRyONbiyBIjQlYXDrRlQ06Y6LaJKdReSooiqEUOuHkBTBxuM09uICGwTxlz+yBo0E6FGLSPExhickFSbtxHoYim0TEdFYRYG4l7GExkMVB51kw+MfStRPhqIygrCZ9nOfM8KRaq4knQjR7sd9zJsXyjGAoVEpVRDr+BRTLmF9GngPluwEnBxFMXHHVpsIpRmPMt4+2Q9CwhswUK7FPBo9BgrDa2phO0LIkv/X2e9Raw4W9uP09czdyfvhd8Orf814yqluSzZJpEYWMpekyHVNKpmLx0+YC9dABXJ207Hx8i8ww16Sg77wOEDqXs0mmwlUW0phiUpISXwDa+Fdg2ZbLOf4bg8Ud9FXxD08sXbmsUK7BPx7vO+71EFqKVEqUFh0QpcEEJaeT/gQ6OhgZ+mhWn995xLCmGkyO4hKGEcVUkInb57/q4IWUNjaU1oVUoJ4iu7XQWBoDYRK89GOQ/OPTQoROP9bUEiSxY8FsYLTLZBalSuPRQz3R6KzWPwiCZFoqnWRIBTF4+tJFT/7EyUZAQTXIKHIiz3MIeC9RZusycCQyBXLutwN9DboWvcLsoyezuRR2HIqQAmBNVVW901zurozgIPB6BVMTY8SlSiWcpQFMCaF4GOcldHzSaF0p58uyGWPddq798Ni0GuuzI4KhbqBWgXSYp0SRlIhCb2R4WFKwhNEXgXQIhGd9svrys7iDnk/2rLVKFRJXkD7m6lVV8/VrLRhFmdUEwaMYi5ZDcbuTibFY6+/mlinn6lDfvBQPT5orkZP/MS5CEB24RhtPs75ISVRjFKeAx0UUZDDwh5eAf5qBKphOjUR9AiLUlCttK1eWLd9k1JfHYhfzzTAUKwvKNUqt1Dlw6Yfx64LWHwFNErAQuHja0Svg709PDoQjv+p+7WZLQ5OhUU8pCJTAAcbFGI1KW1xRffVTDL4F/u9XuNPD/oCPEZGs0xUrV6BC1o3gqcJSFDFIo+wHEiL7le88qC2f65jdZwGFA1sFz/gydAqvqSFcHn3AA6//a0BeXUTPl4xFN7srpNykqCzQpXkmpnCpzKg7DGcIwqBGKAbyTbJeSNt+fBKTUmd+/UEu4c0CA5G4fufKjMc/eNBevEnvORVh4tco+k5bliWACsH8KtjHoSDGgeNvn99mMOTzxf2Dp074+9qZ5PjY2Hg2e7G9ls8ejQcy2QR73UV4zwYdAmIckBWg+hvzPHKaEzwp9kN79/935EeNJr0GlyGAi8SDTCKNBJMr1m6kpJ9WVLkaEn7wb1/nRiMhqSmTzqY4Ge2NTKb8npBvRE5mbql8DB0tKqpA1uy2wRev8TWFCE4dAb/9OZBDIOunyUja87sIiWL2DuSOvwGaRc/oP7IooK8EDIH3rCkqsSGwMcop+IiIamrlne85/+P7/eG0jEmIbM+Q6qbmnkN9CdcFFUMWAMKq54Jhgw319SchHJkxh+cCIdXQONmViIxjCJvFQG93rr7qedy7oinMAUyrkRXU4PIllETCzlICJo9CJwk4YsMdLtfwtTh71wCeAaf+EQAPwAoBNrMX8tXywdjZ507/vlZrRQVCKdUiIpaK0Dpcccu2XfMyvsCDX/wg5WGi9S2QMxRqWE7WEgm9zI/F2mEs7YqQfSfPrlq6fs/35lqRTxRALASOfgyKTODka3RJHdbzWpZgMaIEbnoEGHPl/RZZ1EFfETuaLTXVVG/EC1EQZVR4EsIvvjfYeihkLlY33VrT1RGGVeqT+zsnTl66Jum8oN2zTi1jY60DmqWK4dfdIneNBLRSo9t8zxYKIkRw0kgmYhh44xXgucAWX1lgkNYsOXC8tbiQUqiIVIQ5+Un7RYYlKLTlrhq1SeFzRPJ57L4EZKM5jw7bnSCbAOGzCzJFh2eoXG1aW9HY7x2V4tIQE4c4triuxumaiIVDVz8+kwLtRzhUSxcWYnICm4wgkVA2Mmm3GvW2ihUFRWsnh31GHSlb4hk+Ntc8M4koiCdARS2AsrymCLN3iZJyymBiiuuBvRUwX5J//lxZ1EHPDxglOOKRm1YpAYn97If2n/7lQGAy55bQsqOmf4QWlepYIOU83r2gMSnT0baU6y2CqzvOMuI1Lby7YmUi4ENwuxUKsigIp8DoTD4CBRqlioCUTMCkl+hMJb2dwxcfNh1n3KMRBIW9F03rfN3h/gCMv5HLWL9w/PPRF+zewIoS64h3FMrySlwTHrRv2HoHNJe47DkQ84Jf/YD55GSI43lI6c8wcU0ZMWgfCbr65agoZJPdHYcaKje33FM29zHddtB7FqC8KBNZNMO6DmacARJA4Osvgnla9XXMDX8CrohD7YHicuxXr/h//L8cgx2JfE7n8lqdpLKUoxSmCkvvgTZwrSCLdaLbHe50UHpi+LUFjCOfASZtttahsNOoYhgUHDuce2i9kCSbjUGizarSVzVCAHY7LxEoIdeQpBQNOGIw+mW7Prt+AIgCABasUHUoHftfH/1IzJBaUtlorYBZAcOVTXVN2+99eL6mEEXwwg+Z375rV+oguYrWGRmasTsGXk8F3DXlJTXWfRWmm3bcunv5bUVzH9PrBPtfAi47KCkEOIAtahljVAd8yOO/AdI5xZN/aVl0s7syxMERur09NX3Hes9f3eYFal/neOfbra7+aycodbfVkYBOj3tQORobWfDA7ulQClVxqdKmP0xBTAIDL/wCRGZSGq+oLPJKNYYqk1yGuhyRd3934OLDZmkOQzFcgjqHgrNVTL9OEVngeSv3d+GIZ1LuqG9LzVpa4LK8YPePh9xOY5nNH/DEQvOm0x/sECg9XVmNyggc5qWnO1I4E6mtWUZQCoaVnj7xgrbcx6JM6HMB55fA5wRGM9DK+fhk1nUsbWwhZAZOawXOdnBRv/kvD4sJ++cHngeR6OfC2yqXWWruu8VxbKDrD52+hUyHdD4QKNl7s4wJOt6fjNtTHH1Ng+4aW1bUNdIlVK+ACPYQeOWXOcvPhcAIIM36zmPHypvXHH/vmH1o/OLDioJYscI81uWNB7+EOsgFlc553DGvmlJTqEIqpWAIKjNXegP21bfffvTgu/M1hSiC7lPC6Dh96yYZRjATY6CuVutsby2vWRkO21c278JRvnRFkdc/Hp6c6y2W54F9BOAUyKRgURCDA0AkZKiKKykSAy5AX98x/3NiUQe9ICAYsvaxdb5+T88HvZGJeXd1vRgQAqMYYEORhDOdCV/TAsiUVFa0hNAYhyQIy6K5CDF+FteMhooiDcquunVNKkmfOXJ6LoNLFWRZg2WeV3wj8eLZV0kYwSGWROXhSHh94w7GF9716JPzO0tfG//X33VgOFe/nBueHAtAXDo2VmEqHek55uxVMyObH3/we7am80sEXJz+DiCT8HW1kFEDuT7OJEZx/VJ472+AQgduQL5sOr4vhJqbbIJCPdDpCwxeLAfQQqBdV4YkI97OLyAbWEFZpYKCNWJShEGCyYUezIaIAE1VHWmpOP7e8VR8TkqYZCQTmIzO53JvPP7PwR9n05wcBYgIvXHgRTSDrlzVUrF02fzO0t/F/s33RulM9uZVChxnT585TnCe5XXLlyytMhkUrokPG9bx5ZeuwfIZLAM+/gPobhNNWpYJMrF+RrpU5xqE7/5HYK4ANxqLAvpqkSmpDc9sjwRTHc+/D645pnWFYiCAq7BrP3U2k3Y6upWIj0XA8WM5BeJsiDAYGJl09I8fe/fDuY4uAv/EooC+KlJM+hcf/6ZYaQiGfBREcolsx+GjxoICMN/0dnA/+O+TR0/6rAXi2W57R283CdIVRqWRGgHMSjOy7c4ndmoKL2/MjhMg7gPWAkhGCt3/GOBiKMdAW78O5hoI82Vh0Uh4dUDg5kduTvPoR//6DpO81oYMCEOst1d4/9DPs2Jy8lqra6VyxfI1qqYSewYB//gDkJg9cV5TQ9XZjgGGB2NdvXMcnE4xhARLRq5FvqcvMfFMfCLoKTMWRlOpCnNFcWkVkECBoC8emWf/RZYVT56JibxAUuDkWcfSaqNWJiEkhkA4jVPpyuLdhZWy3u7O7OXYsAd6gQQB1kIQjqMhD4bpyUyQ2fld0H8IZK6pLfyL1EHfYPej+cZQopfarD3vtia8X4CSQVqkYJzBuJO+9tIZRpDimoqqJV0QAvxhkLioAWciGC9vajj99jtzH7+yuaD9g1G1Wk0QxDws9wbGy3j9jD/Gxl8/8QJOUmqDrnZpPU+nBWH+w+hPd4LyUhwjsXc/7jRqfb4grTPqqhtqQ/5JmPho3YPgnX8Gc5+W50BHB4imQP1NXDjMhY5B2iapqy217mvg1H/OZ86pP2UWBfRVUbtt+WTP5NjRaxQxeB7WrcXRDo+mWn7tBTQQxaJaRczLcAbw3jsX2z7nfmkwbCwtcU5cRuajkTY34BGFVhEKzUMI3A3Ou6ff29qwNZGMKwmVgTIn4VTz+o0fvvXmQszV0ZWUSdFiC2xQaSgY/PK191e5Y+VllvqV+tKuUQAAIABJREFUt4cm3tm+lz7wnJ+7nERe9mGQTIANm0GSRUbeTjXeiytU3J1/Izy3DzA3wPPVooC+cggZ2frqiXQ0Bb4gZFZJspeLjn0BCxAE8Q+/fE9zX5xtAK+9eInGk4G4auhyE65CCIIwDJNMfkmfZq8tn/Qc+fOdf+5KhyVSxTLbynZfe3n9so7jRxdirmQSjNnR5lrlXbdVSSXLT3d7CMSa9EtIZNdtm7JyzQev/HDssmR00AveeBHcvJVDEdD6MlO5VQrU9M5vC0d+A4LX2ip/rVk0El45pEqa8Mf4i+b9WTgoIyW1UGl/Nj7+hdwhxEQ4LopgwgWYS/3Yig0Sj/3y0jrPaCGUy+UwfCVXrEqlAleBQqGAIGjun58HRVE4joMvFF/M/5uPf72+5qbBsd7hoT41qr79/gdVWt3FT5FMJpuuD507R88E//2l/t9/0OvxBwkcQ9Mexju4tLzGomJMMnXT1suO4eZ4cOQAkFNg5y4o3EljCqllObbk1gWMyfwTYdFIeOWQCmk2/oVFUhRuttA+OjYcZaILH/kwC488BU6dBJ2tl2gmCFzQF4pf5rnCcZwgiGQyuX79+meeeWbZsmU333xzZ2dnJpO57bbbRkdHMQzLK1IRBMlV3tq0yW63I0gumR8Mw6Io5j8XRfHb3/720aNH81/lB5/+emoEURRRFBUEIf83b7QRBOHpp5/u7OzkeX5KHOenfvrpp/v6+rLZLATl9vvnJRGEICjffevWrSRJ+ny+qY7nHWl9fT1FUdFodGre6Ux1yR9UflXT58o3mGqW/3bqPOSPK7cPjYdQJbZu2bqe0QGFUk3KZCk2NTEynO/4ne985/jx46IoTj+rjzzyyOTkJE1/qkqYcfGz4Q9lPzzhPtPtCyfE1/5wIhkcdIx1EsRWo7G4rDEYZ4PuQXBZiCKYtAO/D9Ap0d/DZBOooYS//Sng6APxL0nSw8VIwnnlC5TOAAJLnq7q/Wk/7fsiY2DvfRj82z+D1KV28AgkZmgmk+WuTEA7HI6CgoL9+/c3nEOtVpeUlJSVla1evXpgYIAgiO9///uxWKympmbFihW33HLLXXfd1dLS0tra+uMf/7i+vt5ut9fX1zMM88ADD1RWVnZ0dNx1113bt2+XSqUtLS3V1dUIgqxcufLRRx8Nh8Nf+9rX7rnnnoaGBpqmH3zwwZUrVyoUCr1ePzo6+o1vfGPt2rVtbW0bNmzYunWr3W5fv359fX29VCq9995716xZgyBIQ0PDnj17xsfHt2/fvnPnToVCMTQ0VFlZuWnTpoaGhsLCws2bN+t0upqaGgiCnnzySfwcRUVFO3fuhGF4z549y5cvP3UqVwbl61//ejwev//++zdu3BgIBB544IEtW7aMj48nk8l77713x44dR4/mFBTPPPNMRUVFUVHRtm3bioqKVqxYsWnTprvvvjt/Bn74wx82NDRMTk7ef//9EAQ1rGyorK1oaz398GMPVxcXp2EA2MwD993n9XrvuuuuxsZGn893++23L1u2zOPxfOtb32poaGhra/vqV7+6du1am822bt26tra2y7IuIggil8tjsVhjOXjrSFxIDqgVVoWysai4xOnwRQKX/fAXDgBbOVjVAtJJCJPhHgenMgKBA9Hc7e+6ZzGS8EsCJsNwOcKmvxjtyhQfHcztaC5JMJyKxufBoBOLxZ5//vnS0lK1Wj00NKTRaORyeTab9Xq9ZrNZpVJhGPb88887nc6+vj6j0Tg5Ofn666+3tOTCJG677bZIJIKiOaPLhg0botEoRVE9PT0PPvjg2NhYeXl5UVGRQqE4dOjQxMTEq6++WlZWJoriz3/+8+XLl+fqPZaVGY3GdDpNUdT4+DhFUSqVKhwOv/DCC83NzYlE4uWXXy4sLGxubsZx/M/+7M/6+/tHR0etVmt+xldffVUikVRUVPz0pz+tra0dGRnZtWuXzWZrampyOnNq1P379zc1Nf3rv/4rgiASiQQAoNFocBynaTqTydhstmXLlgUCAY1Go1arLRaLzWaDYVgul6Mo+pvf/Gbp0qU//elPS0pKJBLJr3/9a6/X29nZabFYXC7XSy+9tG7dOo1GQ1EUSZLP/uJfNjfemuEiR49/GJ103f74kyzL6nS6wcHBN954Y/v27SRJVlVV1dbWHj58+OjRo5WVlTqdjqZpvV7/8ssvs+wVPq6dOGdHT8VcXSeeO/rusF5T9pf/eLvafCVDnT0K3nsTxDycu4vzDSLmOnTjo8BYAr6ULOqgr0tEQXS847pmeZ9n4+M5x51cJaFQiGVZv9+f/+v1eiUSiSiKMpmMoqi8+PD5fIFAIN8gHA4zDNPc3Lx79+5jx44xDPPee++p1ere3pwj9sGDBymK6u/vr62t/cEPfrB+/XqJROL3+5Pn8Hq9mUwmEokYjcavf/3rZ8+eDZ7D5/N5PJ5oNCqVSlmWVavVfr+fYZihoSGCIPbs2fPRRx/Z7fY333yT5/nR0ZwXmFwuRxAkFovRNO12u3t6evbt29fe3t7f369SqX72s5+lzjEyMrJt27a2trZvfvOb6XMAAAKBwM6dO1mWTSaTEonk7NmzoiiOjo4iCEJRlM/nE0UxkUhks9mvfe1rra2t+/btGxwc9Pl8HMd5vd5IJJLNZpuamh544IGPP/6Ypun169d3dHSsv2X968dfsUpKrMayYm1lzOFRGXJ4vd5kMskwDI7jPp+vo6Nj9erV5eXlXV1dwWDQ5XKNj49fsXTOaTz+aFPo6GU/Ovj64On28Xb/jifk8BUpWcdHgMcJSJEz6MS0G455wZ1/DkxzLRVwPfFl17Evct0ik8nkcrnHM3M1dAiCYBjm+VxyKBRFOW6Gh4mHH374xRdfnHokRxBEEIS8QhZBkHzfqdEgCDrv4f2+++7bv39/JpO5sM1cuk+fborZlgrDsCAI5w2bfzvVZerbvDJ6uj59erPZzkC+WX6iNUvWPbD1ER8dl1u0ft7/wn/81OtwzHaWZjy6OYJhmMVicfxxcIoALJf7++R9oMtT9sRfrP3VTzs/eLPjCuthWkBtE1CbYX8SE/hsYTn46EXgvZz8eX9qEATx5JNPYthngcGLRsJF/kSZ0kHP1mBKQs0mO7q6uqbLx9lez/ZJb2/veSJvqs1cus9YeGy2peYbn9cl/3aqy4Wzy2QyJlfD/XPN8jcMiUTCsmz+DEgkEo7j8g3yjSf9DoumUCFVSHFFOB6M0pFEKMQwzGxn6cJjyU89/cXFddD5txyfq9DJsMCoAH84FHGOupavvtlosQ72XKKGw4wkEyDgAwQuZmJC2AUatiFVTWLYAyLXrT56UQe9yPVHZWVlUVEu+/t5PnZ5D7ApP7ALHcLy7WEYtlqtNTU15zXLezjkcl3V1BQWFk69PW+cvJ0wF7De1KTRaC5cxqZNm6Y72019m/9QJpO1tLTk9/tVVVWFhYXnjZDfn174Or+MNWvWSKXS/OvpEyHn+OpXvzrjgVssljvvvHNqPQ899FBFRUVDQwM0jZc/fH7SMzJq719WXVffsPIv/+qvZjz5+ZVPP5n5Nezduzf/yd69e6cOdu70jgMUBZXG4JkTLxlM2eYNUnBFJGO5ZP8EIlYvBTEXxkHQ3d8GhsvM+/GnzOIOepE/9R10U1PTXXfdlclkHnroobq6utbWnFvfww8/vHz5coVCsXv37qKiorKysu3bt9fX1xcVFWm1WgzDtmzZsnnzZlEU9+7dK5fLd+7c2dfXx7Lsvffeu2LFCofD8bd/+7dNTU3t7e2FhYUWi+Xxxx9vamoqKiravHlzUVHRxMTEjh07LBbLrbfeWlNT093dvXbt2vXr1yMIsnv37oKCguLiYqvVWlZWduedd0IQtHr16nQ6feutt959990ul2v37t1btmwZGBgQRbG2tvbxxx9fvXo1QRBbtmzJH0htbW3+QDZt2vTAAw+0tbWxLPujH/1o2bJlw8PDee25wWDImxa3b99eUVGxfv16HMcHBwd37ty5YcMGu93e3NycyWQeeOCBkpISm83m9Xrvu+++xsbGm2++WRCEs2fP6vX6b37zmytWrDh16pTBYNi7dy/DMHfeeeeqVas6uzu37NqiVilXrV0Rj8YMJp3NZuvu7NyzZ09PT88999zjdDofeuihzZs3IwhSUVFx++234zje2Nh4xx13HD169Bvf+EZ1dbXL5WpoaHA6nV/5yleqqqo6OjouvoOeIhzPxXzbTOD9D3n7yNi3/lvdicO+zBV5RcXCwGkH1gIw2c+NdkBhL6hfByLuXLXD647FHfQi1yX79+9fvXr1T37yE6lUKpFIKIoym83PPffc6tWrn3322ZKSErPZ/OKLL2o0mpqamsbGxmg0umnTJoZhysvLx8bGenp6Dhw4MDk5qdVqVSpVQ0MDSZLDw8OTk5NGo1GlUun1+q6urnA4XFZW9sILL5SWlkqlUpPJpNVqcRx/6aWXUud8CV9++eWNGzem02mLxXL06NHvf//7XV1dLpfr3XfftVqtUqm0sLCws7MzEAisXbs2k8kUFxdjGGY0GuPx+KFDh+rq6t58882WlpZnn31WJpNJJBIURYuLi4uKitTqXK3vYDC4f//+jRs3rlmz5tlnn62urrZYLAUFBa+88orZbHa73W+//TaCIEuXLv35z38eDucSHt16663PPvus9RwEQZSXlxsMhl/+8pd55+UVK1a8//77x48fpyhKp9P5/f50Om2z2SQSydKlSweG+955+y0FJBvvndDrzBKt7oknnsgLU5PJhGGYwWBgGEapVO7atSuTyZSVlVmt1iVLliAI0tvb+5Of/OSOO+7I1VDesUMQBLP5sn0yglEgk4CWZWB8uOM7/6O8sKT8iq+QDw8AvxsYdKJWDUMocsfTQPWlyB+96MWxyJ86k5OTO3bsGBwc3LdvHwRB6XQ6c46nnnqqt7d33759oVAoGo3yPB+Lxc6ePcvzfCQSaWtrYximo6MjlUoFg8GWlpby8nKVSpXf0PE8n06nU6kUz/OZTCadTtM0nUwmcRx/7LHHEolENBo1m82NjY09PT1PPPGEUqkcGhp6+OGHOzs75XL56dOnt27d+t3vfnfDhg2ZTObOO+/MZrM7d+6Mx+M0Tcfj8b6+vlQq1d/fz/N8KpVKJBI0TY+Nje3cuXNgYOCZZ57JHwiCIFarNZFI5JXdzc3N99xzz5kzZ7q6uvbt2+dyueLxeDKZ5DguP/Lu3bsFQZicnNy7d69er8dx/OzZs/v27YvFYq2trV/5ylcEQYjH4w888EBeL9zZ2blly5aqqqpsNptOpxOJxMjISCgUGh4e7u7urqmpsVQY3v3k95tvvZUQcZGUrl69+uzZXGLv0dHRJ554AkXRcDhcV1d35MgRDMN6enpMJlM0mtuaGo3Gp59++uDBgxAEnTx5kqKo06fnVIphOsc6QDINsinw7z8EA2fGSirCzWs2XPl1Mg7KqgFFgpvWwX1noa2PAuz6T7S16MWxyHXgxTHlqMDz/JTBCsMwlmXzf2ccYfpXUy4Q+Wi92Yx1d9111/Hjx/NRf1OOIlN9Z1zGbH4UMy7swhHyUYj5jk899dRzzz2Xn+si3fP6H4Zh8lGCUy2nHDCm950+fh74HBzH5V+o5dpNq7eHM7GbN6/LMIn/+XffyzfLHw6GYRzHTY2Z13fnvUEgCMr7eEwFLs4YBjndi2NG7tgI9n8IKmrBljvAv/0QcFcXGLuyBaQyoHAJ3LRR+OA/wekvIEn7lbPoxbHIdenFcaGjQr7BlHPCjEz/arrLx4z+FXkGBwen+42IokiS5JSwm3EZs31+4WqnRNhsLdvb2/MHNZu/x9TKp3vjXejmcfGVTC0j/yKdSREIaTUUKaQGY2VlR/vJ5Dktx3lLneoy5XBynr/HjGd1Nh30dLIMiCZAQzlI06CwDIwNgavB48qZH30OsagaLV8uIgBMXN2A15JFHfQi1x8VFRU2m23KT6Cqqkqr1ZIk+fDDD1+k13TXiNtuu21GT4PpbfIvpna1+bdKpfLee++d/olUKl27du2Mfadeb9iwAcOw86bbtWuXwWA4byXn9RVF8cknn8x/uHLlyukJjCAIqqmpyauqp3rdcsstOI5fuIALx7+4l0XrwMlJz5iYYR3dg2s2bb2yBElXjP1cjeX+YZAMAIYDxVeuiM4hCMA9AdRq0Psx331YrGwEOx4D1y+LXhyL/KnvoC0Wi16vf+yxx5YuXdrZ2bl27dqtW7cODQ3t3bu3sLAwEok89NBDZrN5YGDg/vvvdzgcGzZsQBDkscceCwaDTzzxhEQiUSqVNTU1W7duDQaDGzdujEajDQ0NmzZtKikpGRgYWLJkyaOPPspx3N133200Gm+55Zb169dHIpHm5uadO3fmU+jt2rWLZdm9e/fm99RLlizZtm0bRVFr1qzZtm1bIpHw+Xxf/epX161bxzCMXq+PxWLf+ta3lixZMjw8/OijjzY3N0skkqGhoYqKiltuuWXdunWBQKC5uXnHjh2xWCwYDD7yyCObN28eHx9/5JFHKioqvF6vXq+HIOj+++8vKytTKpU7d+4sLy+/6aabLBbLmjVr+vr6OI5bunRpVVXVtm3bVCrV/2vvPYDjuK504c5hcp4BMEiDRAAkAAKimESKVKAoy5JlhaW9staWrcf1alelrd//ry1vreu9TbXr0nNt+bm26j1Lclx7bSWvZOmZSqSZATAAJEAABECkweQ80zM90/GvnguOQCSCBIlA4SsUqqfnds+dnu5z7z3nO9+5cuXKs88+W1tbyzDMt771rWQyuWXLli9+8Yssy+7fv7+urq66unr//v1erzeZnEO9m0knt23cFY1F9BZLJBGMBm9AvHsBLGYGDYBhiqQGjUAtbZDXB2WWJtEY8itVV3zjkMaItt0ny9LamEevz6DXsfZgsVhKS0uvXLnCMIzFosTm33777Wg02tnZOTo6+jd/8zeyLLe0KLVQKYo6cOCAx+MpKiqSZXn37t0EQXzyySfNzc1VVVWvvfbaI488Ultbq1ari4uLKYoCTtji4uIjR47s2bMHnMdgMLzzzjtbt25tbW19/fXXgTgRBEGbNm3iOO7cuXMVFRUOh+NXv/rV3r17i4qKPvroI4fDAUGQ0Wj86U9/+tBDD7lcLq1WOzIy4na7v/SlL7W1tRUXF4Oe19TU6PX63/3ud9u3b3/iiSdgGG5sbNRqtVar9Sc/+cmTTz45PDz82muvPfbYY6WlpY8//rhOp2tpabn33ntfffXVYDD45ptvplIpgiCAxIfL5SotLf31r3+9efNm8PURBDlw4MCrr746NDTU3Nz84x//+MEHH7RarYcOHXrssccwDGtoaJjzIseS0X999W8dRgeXyt730JfR/PmXE/EkNDgGneyEBkegzXdBas1STxj0Q/EwdPYjcWwAq9kE7dgPrUWsszjWsdohSZIoipIkgbCYx+M5cOCA3W4XBCGXy3V0dKjV6sOHFVmQkydPbt++/dKlS21tbRzHiXkoGj15ktzBgwcvXrzI8/yTTz6JIIjf79+xYwdN0yBmePr0aZVKdfjwYVEUeZ4XBAFMbHEc7+rqEkXx1KlTILIHTitJUiKRkCTp6aefBv10OBzf+ta3RkdHwYfu2bNn69atHR0dkUikt7e3r6+vpqYGHMvn0dvbm81mOzs70+m0RqP58z//8/b29pKSkoMHD545c0aRrejuRhDk008/9Xg8Bw8eFEXxmWeeoSjK6XSChBdwNlmWeZ6HYTgYDG7durWvr++FF15obGxkGObgwYODg4OCIGSz2YGBgUQi4fV6d+3aNed15gX+o2PvJgKhantty9adS//hbjB5ZQodxyCehR7/MmRQ3DlLAs8rIcfYkNBxGGnYBm3aBq05rLM41rH2tDhm8yWAxZzehqKogowGAEmSuVyuQIGYHWOcfR6CIHiel2W5cOwMPProow0NDb/4xS98Pt/zzz//61//GkgdFRcXb9269b333gOEBxRFgQ2dEUkrnBaGYRzHOY4DytQqleqll1565ZVXAINCFEXQsqD1PGd2NdBrFkWx8NVmdJskSTDILRBZ3bb53ta2XePBK0ePfMAsXMrsenigDeoYwE2W67A45sQLL0DhBPTGr6Clw1kBVdZCagPk3AC1fwj1KmKuqxTrLI513AlaHLNZCrMpBLOVgwrMB7Axgyo353lmHDIbbre7vb0dUIPBjBjsZxhmeHgY9GFO/tns04Jt0Jjn+Y6Ojmw2W+gSeBe8nK8z0xtPP2r2R0DzIxjx1VQ01NU2e4IT4aAfulns3Qw1VkBdw6hKvSgf9AxsqIIQEspmoOiSa1Im49DEFSgRgWwOpGmnzKagYD4suQqxXtV7HWsGoCDIMjMKbhRgJltgB0/vLVCnu+kzF0jHywxREtvPHkmm4431reGANxa9frUSDMM0mpk+44sTyp9Kg5IkaTabb7Qbkx5IxKDW5ltgoAEkHuo9CWWTiN0heW+4O8uEOYhGK9STdazjOoBhuKioiCTXfjbYGgQMw0a9WUagVCohLCgDDRwyBRGldSwF2Wz2gQcemC43ul7Vex2rFLIse73ele7F5xdff/qLoXRoePjDZEIR/ZgPMAxXV1eDKjC3CtN1sZFrxa8LO2d7jebT2l7TWGdxrGMd65gDP3/zf3W0f7p963234+rU1tYCZuS+fftmuEdomn7ppZcKiqxPPPEEkIp95JFHnnvuuU2bNkEQ9PzzzwPp1wJgGP7ud7975/2Q6zPodaxjHXMjEg0WWUudpa5J98hirpGg0aFpBpYlkaJhnkdEwfv085R3QiII9eUeLMPg8SmP8r333rt3795//ud/fvnll1944YXNmzfbbLZf/vKXZWVlX/jCF0pLS6urq7/whS90dnY6HI7R0VFgqV999dUXX3zx+9//fiqVUqvVzz77bE9PT01NjUajefPNNysqlLqEX/3qVx0OR1dXVygUamxsfO+992aQedYW1mfQ61jHOubFydMfO4sXW+wvtv2BwCNfESmV+7nvCFq9Mh12jxhPfqTtOQOhaLJpa6GlwWAYGhp6+eWXz58/X1VVtW3btlAo9NBDDx04cODYsWOCIHz9618vKSn50z/9U5CSA4KuPT09IyMjNputpaXFarW2trbyPL9169YzZ84cOHAA+EZ0Ot327duLioqefPLJtra2pdRRXA1YN9DrWMc65sXQSO/4xJDZbF/MNbJ8/DuJoq/8v983nfiIyE+WWWel+7nvBB79WuiBL8fv3i2otaClSqV65513jhw5Mjg4KEkSTdNbt24dy2P//v0IggwNDfE8f+jQoUAgALIfCYL4zne+U1RU1NfXV6hJ9thjj9E0/dBDD42PjzMM09bWdtddd4XD4YGBgZKSko6OjvkoiWsF64HXdaxe2O32Wxt9WsfNgSSpXO4aR0EikQAVA2YECWUU5YxWMjxFoO575T8keuotemyo6n9OFdbSaDQsy4qiSNO0KIoURdE0HQwGURS12Wwsy6ZSKbvdzjBMJpOhaTqZTJpMJoIgQLVyrVbL87zNZovFYv/yL//yj//4j+FwmKIoURRVKhVFUdXV1Y8++ug//MM/pFKpNc3iWDfQ61ilIEmytrZ2RgHAdawS8Dx/+fJloAe9AIsj7dpQyPjGknEyNHeN9qXAZDKBoWI61Gq1LMsgq3MNYZ1mt441g9VsmmEYxjBsrfs3l4j5ic9y7ZdiV7dP3f6OROcqbrUQNXCZIYvQ0PvXcE4Wj3UWxzrWHmQEFTRKpW0AWBSwtLKSFSlaIiiE51D2GrXKBx98cHBw0O12A7NSKK0CaLOFDcCu3b9//+bNm0VRfOedd4Dy0SOPPLJp06ahoaF33nkH1FiprKzcuXPnL3/5S8DY3b1798WLF+PxeIHAS9P0448//sknn4RCIehzB3jw3Zu0R6sKGIbV1NT4fD4wGed5HpTjAffJAnomtxCrOo92HZ9n4DhuMpnANC1d3UhEFUvH1GwkosFscZn3wMF07UamYTPTsDm9oUl3QZHAid7zEISgyZZtglYvESR+NcPi8ccfZ1n2r//6r/fu3XvffffJsqzX61944QUEQbZv337gwAEcx5uamr7yla9Eo9FLly7t3Lnz3LlzRUVF3/jGN2RZ3rZt27Fjx5577rlUKvXNb35Tq9V6PB6n07lt27ann35aFMV9+/aBqt4HDx6MxWJ+v7+lpeUb3/jGqVOnYrHCXPKOgiRJkUhEkiQYhk0mE3CbEgQBzBZN00B5ajGnAuWyoNUHgiDA3VJRUVFaWppKpaxW68aNG0tLS6PR6Jx6VUuEIAgul2t6iv/6DHodawDxu3YxtRshGBZ0Rs1Qr0IYOPweZ3EYOo+iOTa2bSqZAs2yRDSIsoyMYqlNW4iwH8tMaS2BEieJRKKzs/P+++8HsqIPP/ywRqN54403Ghsbt23b1tPTs3nz5gsXLjAME4vF/uzP/uyHP/zhCy+8EI/Hv/a1rx0+fPiBBx547bXX/vIv/3JkZKS8vNxgMLz11luPP/64KIo/+9nPNBqNTqcD3o+zZ8/29ir9/Pygvr7ebrcjCHL8+PGNGzdqNJrR0VGe54Hua1NTU39/P8uyOI7Lsgx81jzPh0KhtrY2v98Pw/BNiN7dbgwMDDgcDhDAFEVxw4YNJEl6PJ5liz2uG+h1rAEUvfW698BBCIKLf/u/wR5YliEY5o3mZNlnJZIEjW70xf8hGPJaOLKs7zoFDHQulxMEAZTxZlmW53mXy6VSqcLhcF9f3xNPPHH+/Plz587Z7fYjR46A9hzHdXV1/dVf/VVXV5fD4XjllVeGh4efeuqpv/iLvxgaGspdRTab5ThubGzs+eefP3nypCRJ9fX1Dz/88I9+9COO45ZnFbxKUFJScuTIkebmZp1ONzY2ZrVam5qa0un0xMREVVUVwzCiKDqdTq1WK0nS2NjYjh2g+YoBAAAgAElEQVQ74vF4OBxGEKS0tFSSJK/Xu6rc+rlcrr+//9KlS4BenUqlgE73csYe11kc61iloGm6urp6zlAhZ7Ylm7YWHM0STpiPH1JcHDsfTG7aAnaSIX/R2z9Z4PxAFfq5556rra39xS9+0d/fP1tCGrRZeA8AqH5NkmQ2m50uJXGngud5UAqgwOIoKSmpq6tLp9NnzpwBWt42my2ZTGIYBsMwTdPRaLSsrCyZTGYymbGxsZaWlkAg4Ha7a2trwQndbvdyGmgEkzfuSXEZ5HK7GobQWxKUXqIYyDrNbu1h9UtuLgULPJALGOhbCOD6uB3+xM+bgZ5Pw2jVYtPeFMsgKp3IRLGJHt3SnzJZlpd4I63T7NYYUBStqqoiCAK6QxEOh/3+xarCUya+bNfK5B3wGWT0489qbK9jTqwh6wwp+t0QrZFItZQMrV5HwpJ80IU0+XXcHGYX9ZgBgiBomr6DL69Op1u8gc5Gcf+RikwmA2pQZTIZrVabSqWAewFFUZqmU6mUSqUyGAyg6iB4C5QaQVGUIIhMJqPRaIAbEUEQiqJyuVxlZeXY2NicRa2WByiKqlQqlmUJgpBlubq6enBwEJQsQBBk8+bNZ8+ebWpqOnPmjFarZRiGpunW1taOjg4Mw1iWXalur2n0H9dU3ZVJhrHxHgqGZ5ZMWyW4eQtbXl4+u4zCOm4IgiCMjo4uz/oax3EURXO5HBgSVCqVkAeoU1fwmapUKo7j9Ho9y7JzBkN0Oh1JknPSezEMA6llBa6xUhHO6fR4PLeER+VyuYxGYy6XMxqNWq12bGwM1MQCXqDi4mKgz1BdXR2LxXAcr66uJknyypUr5eXlx48fv+uuuwYHB4HHE0GQQCDgdDpJkhQEgSCIQCCwgga6ra1tcnJy48aNEAQNDw8TBNHW1gYu6cDAQHl5OUhiLi8vN5vNGIaBkfuee+4hCOLjjz++IeMCLpcgCCDXBsfxgqOp8AvKskxRlE6nCwQCSmY2pnfSronMcEZcS5nTC0OW4eEz6qvbMyWnAfL3MiRJMgwr25IkowgiydKy0QJv0kDDMKzT6VZzrteaAIZhNE3fnIEWVOr4lntlBFVSaWGY9Lt1l84rgbIdD8KSKBGk+dgfprd/8cUX7XZ7NBr9/ve//9RTT+3YsWN8fHx0dHTXrl3ZbPYHP/hBPB5/+OGH9+7de/r0aYZhxvMAPzEIfFEUxTDMrl27aJp+++23aZrOZDLgkQbpG8888wzDMKOjo9XV1W+88QaYqO7fv//nP/85QRCASqFSqW46CA6MFCiKmkqlgBFJp9OBQGDv3r1jY2NmszmdTnMcF4lEXC4XSZLJZBIQcnEcB1cb1JNNp9NVVVUwDKdSKTQPiqKglQOYQaOoEqoSRVGtVgMrKUlSNpvt7+8HXx9M+QVBAK5zgiASicQNDX4IgmzZsoWiqGQyaTabh4eHQShvYGCAJMktW7ak0+lsNhuLxaxWq8ViCYfDoig+aHsqJSRaDbu74icEmcuKmRgcQeArEHRNTMyI2xghwcs5g8HgcrlGRkZAtcb5YDAYUqnU9ICqTqfjeX71rAn27KzXqqnff3R+17YNZqPm/Y+7Ht3X6g8mTp0ZXJ4OLKuPQq1Wp9NpBEE0Gg0Mw6AeqMlkisVid14phEVikYWCZBgOPfSk5fDvJQyPb7vPcvg9UaPPFZXhsRCaVi5jttQFDDQsicb2w2xxeWzbfdnisqJ3fgbOUFxcfPLkyaefflqn0z366KPf/va3bTbbnj17eJ53Op0ajSYejxcVFeVyue7u7vvvvz+Tyfzrv/4riLmPj4+DaemZM2cymQyKot/73vdsNtv777+/bdu2bDb7ySefnD171mKx7Nu3r7Ozk+f5v/3bvzWbzWfOnGlpaenq6nrxxRdff/11m822e/fuycnJV1555SauVTQadTgcPp/v4sWLhTkgqHv97rvvyrIMJoNnzpyRJAlYFtBsYGBAluUTJ04gCOJ2u0EzYLiBdQOzfmjl0N7ejmHYyMgIgiCCIJw4cQL0Bzhnuru7ZVkGJntychKktBXKHt6ogcYwDEVRs9nMsizwFKnVykQSLCaAelFxcbEoitlsFpwcg/GclMURAoVRDFEbcGs5XVdWX+9JjIdZv5HWoTjSrN9uJoogSD4U+E1zc/Pp06cxDNu9e3ckEsEwjKIosDITBGF4eNhqtRqNRjYPg8GQyWSCwWA2m9Xr9TAMl5WVTUxMDA8PQysKGIK0GjqZzGg1tNGgjkSZmkrHpDfqsC9fNOK2GOh4606ZICn3CO0Zm77/v+dhsVj+6Z/+aWho6I033nj22WeBl+3v//7v17Su9m2HLCNZdvKZvxL0RuvHvwP7NH1dmap64+lPEZ5LNm+baoggkd0Py5iS2cXrTazTRU9Oqa23trYODw+DhbxOp3v55ZcvX74Mik+7XK7Jycm33nqrtbX17/7u786fP48gSCQS6ezs9Hq9+/btQ1H0Jz/5yVe/+tWOjg6dTtfQ0NDe3i5J0sWLF59++ul///d/Bx/x2muvffvb3+7o6KisrPzBD37wzDPPYBjm8/nGxsYqKytra2vD4fD0lOjFfPPmB1P2ytzlds1ED9zV1VUIfoDstenSX4WXGCoLeV/LdJZIIT0X7Jz+1u3LZKspEdNZNBC/PkMAZOUBX3lh5+xF6nSjnF90L7Y0LbD1giAwDEMQxIkTJ3Q6XSQSMZlMIJEkkUgMDQ2BnGaz2RyLxQyGKUt0MnLIpW740P8bf8491TEJi0zG7Cpnhb6m3FBJElSNpmmY6SUQUoPpQa5mbW2tVqv1+/06nS6TydjtdpC6YjabS0tLQezB5/NRFOX3+1tbWz/88EO9Xo/juNvttlgsK26gZQiSRMlhM5Q4jIIgOYvNZy+MPP7wXaFIai0ZaP+jz1g+fRfNZiL3PmI8/SmazcgEaWw/HN3xAFtWRYZ86uEp/Vaj0QjyrNRqdTKZ1Ov1GIZ997vf/d73vrdp0yZAAl/HnIAhyPLHDyKigEfD2kvnwE6JonU9nbAoZcprCi3TtZsSrTuh/IMNcznbh2+B/b29vYcOHTpw4ABBEK+99tpLL70UCAQGBwd37dqVSqUuXboEQdB9993X1tZ26NChZDIZiUS6u7vHxsai0Whvb+/OnTu/8pWvvP/++8B1+5vf/Ka1tTUWi5WXl//oRz9qbm4+ceLE8PDw+Pj4v/3bv+n1+oGBgWefffbtt9/eunWr2WzmeT4cDnd3dz/11FMgKWuRPzRByeYS7pOfWO5/LuLuVeXnlTKKQKIE5f/DCCJLEqQi5UxuypZVFfG7N7JvHtfEp7IIVxJNLsEbRSLMioXTKUJymoVhHyEIArjsFy5cAG+BKREIJ8wQhAOu52AwCF56s2Pe7DWTrZzIelMTE7ERhWYHVatVmv7kuc2GXVEuEM75zp9PlpWVXbp0yWQyJRKJWCxG0/TExATHcWAE8vl8RqPR7/fb7fbh4WFgo3me9/v9gKsXDl+/mvgy4P2Pu2AYkmWof8gLhs///N3p5UxMvwX3DT1xxf38/0dNjKA5FskpziOJIH1f/rryHoykmu6mJsfQ7FTQvKSkRKPRjI+Pv/HGGxRFmUymsrIyq9WaSCRuwbe502E+/mFhG2WSEIpyFgdncSgzx6vFhPTnT9ITV8A2ks1Q3gmw/bOfKb6OH/7whxAEHT9+/MSJE+A++/DDDws33H/9138BXwF4WVBGP39ecZ68+uqr4OWPf/xjCIJAy+nD6rvvvgtB0MjI1IT9D3/4gyzL4Nje3l5w2p6enhu6v3lO8bBv/VI87lfuVRKX7mtm2wcoo0aqLuYH3Hidk58MY1a96I2iw16Fj+gJo74omuFWzmUByyqdlGUQSZy7DzgqY5gyx+eFhTqJwMqFkuQlfZGDDyfLbfzf/dycup1ORBmS/Dn3HwK/Bi8ZhgE3zwI+aDAkgLsFx3EwGKTTU8lHhY0VhywrK7bC8muZZUNugYHWX2iHZYk3mE0nPlQScCEosXl7pmbjFCvgSj/CTQXHT5069eijj7rd7qNHj4Ls+7fffvvZZ5/96KOPhoaGlt6TzwUQGUGVi0zwSfPZj695K7/WN/S3z95ZgCTAUP6BL9xnM264Oe8/WZYL1nnhlvM1mO/jrgtZgo/9yqgxiokQBsmQVS9KMlRfxll0ymTQG8WcViHGIE6LoKOnzpzlkZN9tCStlIGWN+9Lac0CBMvHfjW3qNveZlaUoPEgNhHElU7LEIzIHA+TikyFsibI8bAsw5UOHoahsQCOobIkw5IECaKyVshysCRDNCFzAixKEIkrG/I8dvz//F+dwyiyHAJBq5FGBrCqMrxnwGQytbS0eDwen8+HYVgul1vOwePWrLx0Fzunv7R+8q54csp2qEYvw9LUevb111+f3kyW5Y/yuCV9+JxAY+ftLcr90djYyLKs2WQ+e+5swerp9fqF1yKTJ7W55BpjrwscEg/kPTYwFE2hOR6JptALI2R1MS9JUIJB0lkknYMve/C821CxUyl2xfhFMAKZndzhn5r3fiOCEXOPRjQpJTNIKoN8c1/yWC/V7OJyPHy6n3pyJ8NysDeCIQj0QaeawJSzPbM3lc7CCAyhKPTuafWW2qxRIwXjqJqWTRpxNIDbDaIgQX+4yhibgRyPjAfX2VY3D8Dw0ev1DQ0NICoDLSNu2bOKEhJtmVpEaWKnoYLIIglBCj91SciEMIn/3N1kMAKjGIpgCATJNXenS2rZS0c1oXHaEt2VSCR4qDLk8/EGg4ExRCKRoqKiiYkJXXV1cHh4cnLy1vYEhKEW7zguKCzfcmRyyB8vAj4cfGGEVIjPE8r/U32fpfPoVCKJy3EGXRFmkCxB7j7qwf8WjvlwYR43Cy/A/RNENKUEDwNxLBAX3SHMZhAnI1gojg558XsaPwuYJzNI9xVSr5bKbHyZTVBTsoaSIAN0tIfe08SW2/hQAk2kV14MAMVkuyuXDGNMFGtubsZx/NKlS6IochxHkqTVaoVh2O/322w2j8dDEATP8yRJFoj5qxaiKPb19VVUVORyuWQyucxchqUa6ALBm6BkXQknShICI0qewtVZcwEN9fWjo6PsTX09NqqSFswhKNCkCv1BUZSkqMy0xQgMwyqVqrA8oVUqBIbnXK3MaV8QFNXrdHPL+8KwNl9jTafTza6+M70Zku8kjMiystyc4+lFUERr1WrNWpVeRVAESZM2uw2nROsGtv8M0rJvuPMNB9CljUQi4TxUKlVDQ0MqlUIQJJfL3XLrrFart23bFo1GR0dHGYYBxOfGxkbl12RZGIZJkpQkiSCIeDwuSdLGjRtJkmRZ9soVxRXucrn8fj+4bk1NTRaLpbu7e6GrdH1cx3ehU0l6tZTOIuzK5J3Al09rLp9WL9BPdxiLMQgvwhNBLJZCZAmqtAvHeykMkZMZJMshE0HlwUyklftlIoilsoioiPdhCQaRZMgTxS6NE02VORKXj/bQm6tyE/PPkdtqsmpSPtVP3e7hqu2RRC6NNO5mTr5hNJvNmUxm+/btqVSK53m1Ws2yLOCwWywWtVqt1+sZhrHb7ZFIpKenB1rFiOYxNjYGgoTL/OlLMtCyLFsqmKo2duwiEXc71Il6g97gnpxUazSZdDrFMJIkpVKpiopyn8+PmRpDF5IWs9nr8xYVFXMcR9O0JEmFSNSCuI6LCoYhmqJkWWazUw9la2srQeAwjIyOjgLSiE6nkySRICmapiKRaNOmpvHx8XBkpqUodTq33L3lvfd+v3FjI8/zyWQyHo9XVlT6A/6i4hKvb468ZJersrysvPfSpdbWtvNd5wVeUKnVKIrIshwKhUtKioeHh3leeT4okqjdkqvbmZVl5PDPTHwOImiCFmmcwlUGlc6q05q1Aiek42kmwrApFkdxpAzBSblmY7KiHk6E0FgsVlRUBGohg4wPrVZ74cIFk8kEhveKioqxsWsC7ktEOp32+XypVGrv3r1+v9/n8zU2NjIMo1KpysrKQI1Or9dbW1vr9/u7u7sNBsOJEyf27NkDKnuqVCrAEzAajSaTiWGYhx9+eGRkRBCEbDYbDocjkUgsFltkLtxinhB3CHOvfBmThUaRnlFl1g9B0LlhZTVw5CKY/sPgJQRBZ4eUDW9UeTw9EfCQohNBJZ7gO6tMlisdAkXIx3tpXxTzRReaPncNK58l3X7DojMLHScMaqNIaZS06Z6entraWp7nYRgGnOtkMpnL5WiaRhCEZVmNRuP1ek2mFau9QmnEti8k+RzcdUj37f3s3palJvQKAvQn/2yEVo+BRnF50570sTc0930t9fsfxUtKtkMQXFtTE46Ea2taItEIz/O5bM5isWAYli+fXu/xeFtbW8fHx50lTpzAM5mMSkVnMktNHJLlmcmaMAxTFDU2NrZz5w42w6YYpre3p35DPYZjmUymsaHx8uBlWXFZzsSGDRskSaqsqFCr1BRFWcyWSc9kjss1NTXPVx3D4/HarDa7XakxXFVVnUwk6urq/H5/hs20bm5NphTKWjCo2AxJkp0N7IUTrqI6rHw7moqgZBmZyw8qbIpNRVK+y75MMiPyU+sPJc/QxHEMdOI/CK1FiHoUXuqMIQ2kmd3yifN0CILAcRzP85OTk2q1OhwOkySpUqlsNhvg1UajUVEUJycnRVHMZDJbtmyJx+M0TdtstkAgYDQaw+FwJpMhSRJF0ZGRkf7+fiCdodVq77nnnkwmMzQ05Ha7F/aiLF0tbPmR4yCOX6SK0A0Y0Ste9IoXmHVp4cM/e/s2z/7OfqBvfiAZniSiPrwj1sGybE9Pj+KBYxi/359Op0H17u7ubkEQDAYDCJZMTEyxjJYfjbuZ0W5abRBdrRkYhtEl+1AlZLXNoEVYFOCqlpyshJjlYDDU399/111tHMeHwqHR0TGKIuPxBIzAHo/HoDfACFLkcIyOjiUSCRwnIEjO5XLSrRvcp58olq9dlM1mdTq9KAo8z6fTmVDeIUCRZF9/n9Pp7OtTTNt0KG6ygN991u10On0+H0EqtC0YRlyVrqHhIY1GW1paCkrbTYeSiAVDHMf5AwEMRXV6XTAY1Bv0PM93dXfr9fp4/LPA3VCnunH3SC6L95w2SRLsdruj4ajACfL81wFFUT6LRieVzlw3KQHkBxccx4sEyGKY793BQSWx9YMPPpgxBAKO1Ay6HkhyAX0Aq0LgfcrlckePHtVqtdN1PFiWnZycLC8v37RpU21tbX9//+Tk5Hw9Aalu8xlxgiCUC8Xzqyor9f0OMFlevSyFW4V4AD/x26npMMjVFgQB0JkLftuC2kmB5ryC/I3wJF69JYPh8qWjGsi+iu6Z6bhJKhIMwxs3boRhWJDZoio+MIZl0yscxKMpUpLlXG7uGZZBIxs1CvM0GIdzi74lEMWdDms0WkEQFsmtwVDIblRIURBR5PPNLDJP4IomBIIqPmjAixofH1+AK0rTdG1tLUEQi09EliQJrCtvSKRUFMUVsWssywLrTxBEdXW1y+UCAlLg0lVUVMAwXF9f73A4BgcH86Ns2mKxgBm9TqcMhGA6VldX53a7m5qajh8/DiIBCILQNF1TUzMwMJBIJAiCAB5PnU43Ojq6/N/0ztaDvlFlHrASAooiN3oUcSM3tiRJ89/YssEuCDzMRNGWKqHUutQaC5IMfdBBrS49aC4Lj19a1WrFJA599X6xsRyKMhiByRpKePs40t53nZsJhmG1igbFIGQZUkhOCCJeb6FaVyo/+6CIK7wL6F9+m1ar6Aw7pWYwHfPlL8wHmpBba7K9Y0Qyg2woVYaXGINU2ISzQ6Q4P9tXpxIby7kLIyQMQ82VuQujpFkrWvXiOcUpueoEcDmO6+vrGxkZKSkpcblcDQ0NsiwD1dCamprBwcH6+vqJiQlJkpxOpyzLGIZ5PJ6WlpaRkZHq6upMJjM6Omq321EU3bRpk9fr1ev1wWAwk8mUlZX5fD7g67z77rtRFAVyFiv9je80KE5FQkJghWkDQTKJK2xuk1ZKpJH57lJFc00lZTklXqqhJE5Q+C16tXKIPOsWla9mt6MIpFNLHA9ncrBBLTEsgmNKc/ZqKuniuxwPTJnC7it495VrUwaUiBGe4wSzUROJpQw6NZPJioJkyr806tVJhhUEaQ3Q7EiSKCsrE3hhPP/8zNdMp9UmF1dpMV98U+v1XjP91GjUKIrdaMIhAkP/z1PCsF/1/TdpkJHVVJl7bn+q300k5s+sUu4brabgIoBhCEFwrRZNKXXV5v2CDeXyn+2Tf/axUYagr92ncCqAyzWZWmrGcYVdmAjizS6uY4AyaRXrXm4T3CHMrBOD8Xl/wdoS3hPBqouVZAd3GKsv5bQq5W5WU3I6u+oMNEA2m72SB03TVqu1trYWw7Di4mIQAk2n0yBlXBTFsrIym802MjJSVlYG5sUqlSoWiyUSiVAo5Ha7E4kESZIYhsXj8fLycq/Xy+UBNDZX+ovegYBheWdDFkXkT7tVNCk/enf6N8c0VUW8KEHnrwY/Z4AmpB31uSwPdQxQOxqynAB5I5jdKMZSSO/4VBx1NjBUri/leAG+4sNbq3O8ABOYDMPy4QuqBeYrN4pal6NlU8WVsYDDZkim2GK7IZXOJhIZg0EdjTOlReZEKvPhkYvQ6jfQtTU1Pr9frVIXFTk8Hu/sBjAMV7lcZrOp+8LF60ruIgjS0FCfSqZmGGiCIDfU1Z3v6lqAhwhDkN4mWErEiT6czw+n2xokJkce7qbBgIyh8v0tmf/9gR5GUAhKXj1MdlQKBCW7B3A5/wNTlGJYZ3eMpmjmqqMDQeWyBi6TRILjUwPvMw+IvzxsCCZQHJX/S2FZKVB0vEgyuzSh4ZwAmbVijoe1tIQr8qIyxytksoXD97wAmzQSn889M2mlfLIZpKYkYS1Uy2NZNhQK6fV6BEEOHToEeDhg+AeDNOCW5CO0nhnx0lOnTikSMYuuA7COpYMi5CaXYisZASEwOc3CkxFMluFwEnUY5p0JqUjZF0NNWpEm5VAC1alEFSmP+vFi80LetpySZgn1jBGSpOTK69VSjEEEEcZQ+RYa6JHxYGW5Ta0iB4a8d7W4RsYDRTajSkUODvuaN5YPjvjKSizQ7cdSHccGgz6TYcPhiMfrNc/DmKmqciEIMnxlxFVZed0TNjY2AKGW2UilUlVVrgWOpTTS7j9Jq/TSji9PmdF7NkrHeqnCckkQoX//vX48qHi+MGzKujlr+YadWWcdt2HblBklrhVIKwDD0ILLrPVB1lwibt7HmkuUm8lqgGBYkYBQLKMIj/o/OwOOL3UUHA/gKRZR+FIw1DdBXBonOy5TvigaZxb6+fomiEQGueLDR3x4MoP0TRDnh8lhL5Fbayk/PM8DhvX0nbP9++tYQWQ5+NwQGWMQUVRi9XajGIihBCbbDUIwMe80IsogWlryRDCDRiJxORDDxgKYy8Ff8c79AALAMBRjUF6Ai8wCy8HHeqlkBuEEJMffynWhJMseX/TysK++pvjIiUs2i3541N83OFlbXfTHU32lJeaBoc9mBrcPS7UdFEn58lMVUHNIp9Mlk8rM1GI2pxgml8upaFoUxOExJWfBZrUWFxV5849WkcPhDwRm+Gddrso0kw4EgpUVFbM/K5lKiqLUUL+hr39gzs7gBJRjYe8QXlIztYbVq+XENdFLmLsqTwPDCAQpk0m1QYp40VQUBaZ2QY1mJWYI+qwxiYOdJEHKKq0UyX9QMoPM6dtdutCwKEEjeYsfSX52r183f7cwTmQ5KJJSDkxm0OTyFYxfx+cNcM/YVDjKz6H+mGJb2geoBQIesgyf7JvyfozmxbAgSDG4C8dIZBm6nGc0TeTFTCAIujgKnoVbaqAluXdAoa6+/7GicPtB/r+yYvMpXNvff6hIgC0DljqZ8gcChQIZkWhUp9UCb0BZeRkInmZYdvRq3sSVkRGHw5GP11cBjfDpsNvtarV6bHx8gY+bnJzMcZzdZpvz3VQMGb1ANOzMdryn1BjOC5sh5ba5l0vS1VzH4XMkgkC2cuHCp1PpwpIkIYi8ayOrpqQ5GWwQBHX8Xl3ZzGVS8OTlfPpABLYbRRSZgx92C3mE6wAAlUeKiormvCDT98Mw7HAoan9ms/kOrr27agBP+yvsWfwh8A3aWfjak6wAgJz97P2zS0DcXNXwW6mb4/P5NzY2THo8pU5nJByZzVflOG50bLStdXM4HBm6co0aN0mSTmdJd/eF61L6x8cnNm1s5Hh+dtqILENDZ6mhs5/t+fAscvCLmQE3wV9LnMizaac+SBTgro9VM/r5jX0iDMvt/dcEN6ZnSbAp5OTbn5VkTGchT0hqqcqdy+eATUfuqpjfTQOQmRbZGEzwZVkGZLtFHrU6K2bOh8rKSrPZbMxjcHCwubk5EAiYzWaPx+NwOJxOJ9AaLi8vHxwcLC0txXEcMPDWXJ7LWsH0ucviAWoU3OgHASy+PXQ70draClJ5c3kAk81x3NatWyEIGhsb4zgOsMItFsvsFIrr4iY1VmAYttlsSsWKaRxDSZJEQayrq81xufkmwtlsNpfLuWelvRmNRlDzJj/UKAzWGexgSZJAFF6SpGg0xrLsjEuPY5g8TdAnn0lIprO4Slc0PJkRRFlJrBElg44WRYnnFYcMkq/lO9fXk40W5+9Pcql0rtplj8VTZpMGReFI9GpccS6E0wa9Tnt5NA7BUmWpJZ5giuw6juOTqc/cCvnqd9eMt4lEYoGwJ47jZrNZvkEUar/e0CErAkEQIpEpJesZwHHcZDLN+QAbDIo+FEVRKIoyDKPX6ysqKlAUzWazdrs9m80iCFJaWjo6OgpWbGazORgMJhKJFSwLe4dBkqRIJAIsrMlkKigmLxKFk9zuo+TbfG9ns1kYhhsaGsrLyycmJh577DGPx8OybH19PagWn0wmN2zYUFRUZDAYrps2CWobTZ9r32LlyVA4HLpeKYRQaI4G05YMtEYAAAqkSURBVAso5HJcwSsybefUADVjJjsfMAylKQpBELWxGoa7d2xxoQhy7sLoPXfXZVhOFKUTnYqcBZeYg3FVVW5nOPU9d5svXZ40G9S1lZs4QUQR2OONLECFbt7UIMkShkaMenVlmTUQildX2rFq9J0PlkOf0Gq1siyr1WqTyaRWq62oqGhvbzeZTMssX7s8CIfD1dXVPp9PFMVcLhcMBsPhcKFibDAY5HlekqTS0tKBgYGioiJBEEC5xZXu+J0NmaBlgYclAbZarRUVFYODg6lUqlCjy2q1BgIBMOKCWM4q17FbDGRZBklekUgEVLt3Op2iKDIMc/78+fr6+nA4XFZWBhqTJAno+dCiscakgW8EMEXi9+6oBx6inj73traqMqd5ZCKkooj0gkJnBIGHwkmzUUPTZDiaKikyJcMJAscUUd75l3EyJDPpHIahoUjS44tsu6smkUgbDZ+5QW4fMAxraWlhGAY8AK2trZIkqVSq3bt3x+PxP/7xj9BaBq0TLaWcb4gUuCl/H8Mw3d3dhQaAUef1KhTP6fNxsB+I6o3nl3Tg8LXlz1kraNzN2F0cgsjH/tPU0NBw7Ngxl8u1efPmsbExl8sFFHHb29ubmppAMfiRkZEbMlWrE7E8Ll++DIaco0ePgv2nT59WopcXFaL08ePHaZqurq4Gk4kbOv8yMa40Gk1JSQnYrqyoIMl5WejzgabpsrJSsF1WVqqiP9P/nRP5ZDO0ptJ+pntKLyLDcrUux5g71NZciSDXVBWZgcERX3mppf3ckCQpJSM/PHIhGmNGJ4LCghTi3gE3k2YFUdxY57SYdUdP9YmifLFvObRgZFkOBoNardZisZSUlIBZs5Ijk0yu9bRmBJN3/2lUZxG2PxmHYRi/FbihpOR1LBLFdbmjvzIlQpjOokR4rFar0+kEfjaPxwP4XTAMA/kkGIZXlXW2G8S2WhFbAlAUXeBdnuf7+/sXc5JbrMWRYRel74zjuNFgCOZVchwOeyikJIPd0CdiGGY2mQL5H9Vus0Wi0Rkp9rO1OFAUnfH1jAZ1LP7Zel+6qcjGUgC0OKbvWYwWR35TBsUrQXokgOJWv1roCOgTgWG8oFW0+lHQ4pgNMOkgaWjPs9Fjvzbtfib66evWvMbWUgEcIEs/z+cZM7Q4VCqVsz7bcE8qGcE63zWQhMput8diMZ1OB7SxMAxTqVSpVAqI0PI8zzCroKbvVTSWC2110m+PKiS0FUQ6nd6zZ8+t1OIAMJlMNdVVUwIoBHFhVsagWq2urKwoKVFqqxAEkUgkQWSzAJ1OV7+hriCG0nvpUjp9DWWXoqiKivLiYoVBRRBEJpNJXe8Hnj0GhCILRflWLRBU3v5kXG0QJi7RtiTxnaemxhh3CP3Oq9abOyeY2kCrHnwOHjmv2vknsa4PdbJ8a7wTa+KLrzlM9lOTV1lPLMsCUfLp2gzAIs948FcUssYoiiLMTksvuFGQuKSh5WgKKUyVym38eJ6dfUtwaww0RZJj4xMgA7CutgZD0RkuXpIk3ZOTIHu7uroKw2Z+LkkQXq8PsDtclRWlpaVZNjvp8RSmyQRB+AOB8XHFY1BeVlZa6sxkWK/Py3F3vq6CxijKEvTxa5YHnw9nT3/eyLzwlfOqK+cBD1LhDs7ZCEMRIc+bLGygKLKAcMo6bi3y9CT0tqrZyXnm6I0eJeYx51slG3K1W9MICnV/pL05Z69RIz7UlhkL4IMeHIEhloPTWaS1KjcexKx6KZ1V0uLMWjGSQoUb1Edb1UFCn89P5V3M802XAsEgnW+w8BMIalyxLGswGBZfYwk4g7LZbH39hkgkqtFogOrxYg6kKOp2LNzScRTBoAe+GZnsp5Yj/3+tobzU0rqpoqtnnOOFra1VvQOTVrO2xGF66/3O9cny8kCpfIYrKrt5SySrSDmTg8H/BfyoIJuDwBQtdEFUNhTbreT6yigCzSmsAQ5RSpvnC5/ThJTlYUU+ElbEZ+ZsP9+nl9RmL36iVRtFewUHuW9GJrS1One0RylqU+fkSq2CRSe+cUwhBWyq4Cw6yaoXB724RSsq9cZWykBjGEbTNEVT0z0Sao0aQdFUXrsORVGVSkXT1HRunFqtTIgYhpFleaqBii4o1rPZ7PTShQpVTq1WqT6LCmbzuG7fnE5nTXU1raIRGDl77qwkyQpzFkGYdNpkMrrdk7P5ZyRJ7t2zJ5FMxmKxuto6lmUvDw5u2LAhEomYTKbx8fF7d+8+efJkQTJpOrZv2+bz+8ymhngiUVFefvbcOavFMuF2uyorLw9eBiWvbg6iAJ/4rQFBIElUhAhO9xkKPmhBXKeOQWUllq6e8YpSC5vjz18c21BTTFG4xx8zGdWR6CpydN7BwDF5T1NOEKEjF+i763JqSgrE0SKjGEsjs1O3pgND5Xs3sZIM/fEivbeZhSH5yEV6Xyt7so+K5vUJZkOnku5pzEZTyMUxcm8Tm8wgJC6jiPxJlwooVi4SvUe1O56K8Tm4/R1DtfVmvF5xBikyif4Y6jCKfRPEXTU5HFOeUIdREfXdtZElcXnIi+f1V6GVMdAkSYDE60J51mgsptfpdVpdOp0GtURBgygzlfgXj8UNBoNGrWEzGUEUcRwDDeYjUGPYVINIdO6MhvkAw5BKrfbkqzTV1tYmEom62rpQKISgCkWaIEhAgpkOnU7n8/nGxsdbWpoDwSBB4IlEor5+Q2NjA5th4/F4JpOZr+4tjCAORxHPcdFo1GIxb6ir0xv0GI7l9f6XrCAnwyA1XZahq/WwZkKjJpl0TsmpQZBQOGk0qEVRSqRWj8vvdiEYTmxtrRoc8Rv0qm1t1f1DXptFV11p7zh/TbbqOm4fKFzxw1KEjCCQipKu+PDaEn5gEq9yLOSB1NBSYzmfyCA4KuOojMAyikJWvSLcWF3Md16e20Dr1dKQF3daBINaGvXjTiufySqS0wSmTKsX3+dMAv3kdXN+E4agm5k/dY+Q9zRm923O9I6TDWWcN4LmeEXG7/IkvrUuNx7AQwk0v4aAVsxAp9OZ4TzPtIBQKDw9FYVl2RkNwpFIeBpZNZvNzWgwAxzHLdxgPmQy7JnOzmgsWlFegeGYTqdQxEPhkE6nZzMZQIydgXA4XFNdvXFjY39fv0arBdWp43lwOS4Wi/KCoNfrZzhMCIJoaWn2er0EjrPZrMNul2WFICkIgsfjNRqNy7DQtll0X9rf9tqvjui1qr07G376n0eNBvX2u2r+462T0J2Oy8O+oRE/0DxBEKX6WiEVYqW79nkBk0VwTGRYRBH/TKGVDqFrhGyqyA0vqEvHsMiZy+TddTmWQ5wWIcagECRHU2iOF2LzKzX6Y9i9m9iJIEbhcrFZGA/gWlrCUOiGrPNVLMl6ihJ8tGdqZX+1ti/UeVlZMXw0FTVZKm6LDxrDsAXqJwHC4AJpXYCpuvS8r0J24tDwMALDSD6daeHsT1mWT+UZ5vly6yGHSa4rkf1jpydDMHBRtLe3zz6K47jOzjPX0PtguJCcOl+p2VuLYDjpDcRlGSII7Fj7gKwsOBS2KfT5QEGRqrCxbp2XE7IMne6fSm6IpkAcGz584TrJCnk3HdxxeerA4SkFWfhoz0JeEV6APu2eOvNoYLoFu/m7PcdD8dQcvK9lxuyb9v8H1BpZNF+/fe8AAAAASUVORK5CYII=","AutomaticThumbnail":true}],"Version":5,"Commit":"d25496374d2ac17385a6021f031e01dbe278300c","Tag":"3.8.2"}