{"format":"relay-web-workflow","version":1,"title":"Form Families · Four-arch pavilion drawings","request":"ok, now lets make a reel.&#x20;\nintial surface - growth surface - subdivision and smooth of the grown surface - curve growth - pedestrian height camera move and surface disappearance - gemini visual of the pavilion\n\ncan we make a set of drawings for this single line geometry? assembly scheme, split into modules, elevations, top view, etc?\n\ndrawings should be made with web relay skills\n\nline growth should happen on the subdivided shell","workflow":{"kind":"workflow","schema_version":1,"inputs":{},"tasks":[{"schema_version":3,"id":"drawing-source","operation":"code.javascript","objective":"Decode the bound shell, projected line geometry, and proposed module zones.","inputs":{"code":{"value":"function packedNumbers(source) {\n  const alphabet='ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/';\n  const bytes=[];\n  let bits=0,buffer=0;\n  for(const char of source){\n    if(char==='=')break;\n    buffer=(buffer<<6)|alphabet.indexOf(char);\n    bits+=6;\n    if(bits>=8){bits-=8;bytes.push((buffer>>bits)&255);}\n  }\n  let cursor=0;\n  return {number(){\n    let n=0,shift=0,q;\n    do{\n      if(cursor>=bytes.length)throw Error('Incomplete drawing data');\n      q=bytes[cursor++];\n      n+=(q&127)*2**shift;shift+=7;\n    }while(q&128);\n    return n%2?-(n+1)/2:n/2;\n  },done(){return cursor===bytes.length;}};\n}\nfunction model(data){\n  const model=packedNumbers(data.modelPacked),vertices=[],faces=[],last=[0,0,0];\n  for(let j=0;j<3000;j++) vertices.push(last.map((n,i)=>(last[i]=n+model.number())/1e6));\n  for(let j=0;j<24;j++)for(let i=0;i<120;i++){\n    const a=j*120+i,b=j*120+(i+1)%120,c=a+120,d=b+120;\n    if((i+j)%2)faces.push([a,b,c],[b,d,c]);\n    else faces.push([a,b,d],[a,d,c]);\n  }\n  if(!model.done())throw Error('Unexpected shell data');\n  return {type:'MESH',name:'Verified four-arch shell',color:'#c68ba9',vertices,faces};\n}\nfunction run(inputs,controls){\n  const {data}=controls;\n  if(!data)throw Error('The project data is required');\n  const decoded=packedNumbers(data.runsPacked),runs=[];\n  while(!decoded.done()){\n    const k=decoded.number(),len=decoded.number(),last=[0,0,0],path=[];\n    for(let i=0;i<len;i++)path.push(last.map((n,j)=>(last[j]=n+decoded.number())));\n    runs.push([k,path]);\n  }\n  return {...data,runs,runsPacked:undefined};\n}\nfunction geometry(inputs){\n  return 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Lw+RAS2TAWsRZJUBB0s3Awp1O0wpJcABRwcoOxMFmwElkwGlAU1IkwExXQIY/hfyILQpmwFrOEUTeDcpKnVTPVUvlwEBAFUOKkO6AU4fAogBkwE4MBdWIAQScO4WlCHWJo4BBTqYAT5dpgEqoAF4RgRYGjsaFqkBKgo3WBgQkAEOggFgOHt8F0omDANcJFGaAQlSRhKFARoRIUYZLjwgJFQwMxQQPykXHVszHDcbMTsWKy8iPi8TYIsBBUcvCBhRIz5zFEsvCDg3JUR/GWlpHQ9pDTY9G9QBOSUSMRcRVxVpQyo7J1BZHiwnkAEgLw5QfUpORxE2Pz0RLFVFMiFVjAGRAT0sJKEBugEfQ0ZNExh7Eik7BQQCDpwWwiGAJqkBTwylAR5TMzYhB0AhNDoxWBwfEkicFNwioiRADw9iCyZcVCk4VkMlUFsfSBkGLh9eSkVeISE+AQgwrgF5MX4lcZwBAAsRGFzBAS4RZyptDDBrXBxr1AEDADIPOE49ITYBNQAsT1dCbQdWGycgIiklggE5MYIBxwEJBHkQN2NGUKEBNgFBFkU9KOUBHkACZqoTviOoJJEBgwFQAJ8BUntBKB9BIiiDASYwNS4ePDsXYB1USCV6EgSwAS92HDU+DykcwwFdLBZXigEZMy5VPRDPATdbaX1CoQFTMykjGjV3bCMtDG8vBY0BKheFAb0BbC0NEiscEi1eCAmeAR0kYjNOWktQKDNgMysyDBu6AXY7apoBVc4BAwIyGhPxAWglPVAdD0YIFDQPcGxJN6ABEhBCFVhGRZYBDlUurAErJjAZEhamEZ4ltCSWAQIzZJABTwdCI0eyARQZAxgUjQETGXU0OykkbQJOHx0gAuwC5hDWJeokRacBKq8BGW6NAZcBcAUpCjB9EyVNHGUtOHsMQFkgGIUBcBoZNQxAiwEMI18kUzcWeQgQwQF8WWEJJzUxQy0YZxleZyrOARcVmAGFAT6eAUAE1AFjFjISNFRgDEAaLQ1dTXuXAQ1JAQChAU4XRSEbHTUOB9MBDl5/AWoLHaYBfgMuBihRkQEapQF7CccBTg6nAUEROwoBBkgLjAGIAQsSchsp0gEKc3AblwECBoUBgQEHhwJKIYUBYw0/EgoDVBROZhSoAi0CNjIADDhMaeIBWlhwWgkcUEc4FkcoF18mgwFfDx8vEFoHKpYBRhRItgFX1AEmP54BrAFbXgU5WC0vPlcZEEEGF2c2X21CUxsyeTw62QG5AZABVcEBXiStATQZhQEwUWVgfRAka6kCuAEiBg9SmgFtkAEPOZABpgGtATgNI0ICAZIB0AFtPAsANEciA2dqHA80FCIFPpoBhQGIAZIBBUSSAYMBhgFIOIIBdklCIgpKFDoAGLQBIRFcRzdMNS8FT21JnwG7AShJP4QBcaEBHV+/AYYBChV8H1FCXfcBIGPhAUERBSUFSDlG6gFVLEYzLSx7CIIBcy0CDzWpAVBpb0JLIS6NASQ4c4UBlAF1AD4QSSQ8IQ+mAZABzQFwHx+kAWpXLCgSMAwsDCksHVMuRb0BKm2LATg7IRQ1QhUlAQKLAakBvAETBRItRAiBAY8C1AFdcWwVLg8ChAFPMOIC3QE1uAGbAV7wAtEBJzMKZYMCeDNPAAt4exjSAZsBLsABXVpWRljoAWFiFCBI6AFxNQ4RW38sVR8xK+sBXFNJOy2rAo4BK4kBIBUbHRE6axUDIUeFARhXZUAlEwAtYIUBbxcOHzpDBCYchhOGKhl8d4MBAEw5rgFzEMAB9wEMDiVGATsMIDEVMCVPMgYfmAFpBqwB1wEuNIcBTisXXnk+FEVIF2eiARQZFhAEEQISLIwYhCRkigGvAXQwE0wAJDBHlgEznQGEAT9NKG0NAnmDAZIBBAYkgBa6JhczThYNBgI+Ir4VjieAAWBjUhIHMhlQJJUB2AE8CDQ6PCRWnAJlDjAEGEA4HvYBYQYsCBwgPFSeAjMlHSc1iQECG1VdEfUBVCltPUP7AXIzXw83NnsKigGvAUKiAWkoMgc6UDIOQDlJMX11OPcB1QE3CWFEXQQGMKgaliEXSD0cPlkCPDSuG/4fbC45sAENIiwLHkoKggF6fFAsbiAu1AFRFtoBSgQWHQErOxGjAV0NcxgdXzgrUwJjXUFBBokBACYxHlAxugHkAQEytAFpOsQBEg4iKRNlP1mFAQc1twFqtQHJAQxTd2phLxqvAQIPBHA0ihz2HjsEMFs7pgF/GlALhQH6ARMdYisoOi+sAT0HIi4AKzIc4QFsPlktKLEBZATFAfIBGyVYHwomI1QCI4gCcUNgSCfAAT8yzgH1ASfYAUMwLG0AHnMNvAFpAV4LE0YgMU5KFxE6AiMQOIsBKxJpLAs3TllVuAE2nwEcBWtMM1GQAWMbUBFRMhghBlwRLSJPADrLAUpKOUMOOwQYxwF6G60B4gEmEys+SNsBKiMhEiEIPN0BpgFSBT8SEQgkuQHAASoNAgJKGMoR7Cs2Eh0oHyYUgQK+AogBDCwoMAsBGh9lBU0LWG1grgGTATZGJyImEihZrgEwSi4GCxoD3wHgARgEIDQuDiYxPgqRAXo34wGWAZ8BjQKeAZ8B4QG2AUOQAZsBUqgBywEqSjsgBx4gGgBMmgFPBjItCQINO2UgLQQzJRkIa/MB/AFNPE1B2AGPAgRYEKAO8i93PCMRtgHBAU9SDw+wAacBPV4FPTo2PxNgCT08FicKTgRfNkcLGMUBsAFOXxQOqQGwAVQvCihPWgR3lAGlAb8BkgJtWUKVAQIZ7wF2iQElMwwZAQmVAXZ5PS8S6wHAASE/GxgbQyNtEjEIKwdIJRaAATeCAUI8G3pdBm5VPEY0DUo3Sh5DNhtxPFsLJ4UBLF9PIgspRwYGcsUIxAjqM6EBfjc3HjdhDG0PJQMMRSiTAQN3FmFAUF1WGhAQG0orGA4KlAEtjgELehleHyiAAWlGGltIAVsaax09QTMTU0pRnQEPXXEwVVNYVw5aGxsYGSEKG0k9EWsBPVkkQz9CRRVOOyKYAR23AZQBNzlcSu0BNCYlEjIALCQlFApFCRcvGW3nATRdEQdXORAxeVAZswF0Tkk8EXlsVS06sQFTZEFzfEhJQKoBkQK4AdYBRTwOJzITBYIBnwF5kgEkFqABgSK0F5ItF4YBjQGDAWREFIIBeVeOAUYAenMZNA9VSERLQKQBM5QBCnMokgEbLAoRclkWMCeOAaYBowIRNyBTeagBEndecC+DATSJAQISKSE2A30UOLUBD0g3CTQDH2J+GzgJJ1AvBiwbGDqXAQNKCQZWOkdgqgFBFi5PWg9fClQqIFNcCGdKawweKyFAUacBEA+HAQsURTFMD0dgkAEfLgA2WjUADCMSFRUrPwADLRxWc6MBWIEBBCsx5gEQiwEgGUGqASRNMBozIxYvWwQPvwERKk0XehUCTzsoUQgFMUIDI/gBKDdODD0VEF9/CDcVHXKYAgUDaAghPlajATkkSXg4qwFLDmWIAXyJAUkWGwwOHU4GpAK1IewX1isORT5mowETBmWYASw/JHhTOXJHjwEABlNNSnMHBDckNwpuV1KEAZUBU2p1JkZPQjo1sAFUSzZKNQtULzM8I2MoVzsgFRQKJkYKD0TOAU9IGAx0TA0uvgErLoQBHwcwJREaSx+2AVskLEkSPzENzQFglQF7H0fBAZQBSXMlXXuEAUcRBA0DJQFu0wFkdiIqggFTXig/PhJrWFAHJhZcNSYmC3gSPIoBVX5SdWwGPSw/NQa/ATyBAXFhAqcBBF2fATphGyAXBFwf4wFuswGHATRBjQEpAVMKITlOOwOMAXMxHCPTAUw/fx0INTUcLBsWvgESBmQnIh4zLgyTAVayAX1gIgESjAFMINgBV34YKyAAYw7CAVtqFi0EDFMjJBsBMg4sEmRCJBgk0gEOai5MEi4QCMYBN3Y+Rgc+FBKwASdwoAFtjgEgVT51GS8aFRbaAQd0BDgTHiIARhIiRBU0KlU6dYkBFZsBD10tVzuJAjLVAYMBQkUtNgMHOAwcKBZsIDwJEgfvARWLAT91Yd0BGecBWx2FAS0NcUg9O0cPc0wbKIwBAqgBDgwiPTAeARI2igEYvAGIAQOEAbQBU1SoAS9+LikMGFkTHCMQHggqAmw6Rg5kej1aSE9gIFsoDx0TOwNPLVo1JxIxDxUdDHUUCBrRCwiWM40BS58BDFsiIRsR1wEW+wGtAVFlew1jYwp7HRhHFDQnQiwWxAEswgECai0GGN0PEv4tnAE8ugEQOBgPRAKbAWx1QQw9al0wDjEAEyUjeyebAQ8jDwYrDAiCA8EQFIotDlM0DQ8HtwEntwFTPxElLxIaRZIB6AEJ+AE4TYQBzgELqgFjQHUwPhFaLCa2AQnIAaQBIowBCTolECYOngFKvgEgBSgOSwwvmQE3iwJLwQEvISMPYQAxKyGJAmu/Aa8BAXEZHA8GRAH1AQWzARcYHRhED+8BKvUBFxUGTh9qECceRV0JlQFrSREnDRInBvQBfJwB2gEolgEuFR4JRQ2SAgOiASIXDBpTC8YBBHIuFCBbCDEbHAAWRC6IAVpsigEuYIABE0rSARSEATYbGABjJS1bT4kBS2c9ASUjNgE0Wko+KEAPCgmlAU+TAVFvVdkBhQFlTxExL0IrIQ0RHy8NB3kURW0vZTUllQEKSQctCqYBK0BcVRAoCxooMBwXWA8MNA6CAaoBaOYBemxKBDQeJw5ltQEPtwG3AV8SbwJLdTmHAYcBlQE5EydJDBctKgsVdgZBCgMtJQkRdQoxRQaHAWEFbykbLwU5GSAnGIIBHVCEAQlEakZiODQMJgMhHCVnJ0clBkMNIikIWAdolAEyggF4SoABMFQ4PzwuKhgILgUTOhklDBO3AUl1UU4p3QE5jQEYMwhyCEYsPRgXSQuXAbMBUxVBCwl3DjpbaAIjBmfVAQoxUSclGTcj5gF1RzJVQQ8lAjciWmFgBFUsLV0onQGBAQ4EkwFgNgILGGopLDgLdEYGPDYmKhgwNDtkWjJqgAEaA8YBgAENUBAHchkmfEQoYihaMjUEAScAS7EBOTlROV05FX0mD8MBjQEgLQIIUTwYswE9CFEpRzMoYS0RJxshABpPTAWDASRNSRxfGQ+jAXIfP8QBfzcyG8EBYjWdARZWGRM2D2eGAU0nJFcDAhUEBzFBQ1+BAUpJeZUBP3UOJTkbGIgB1SGlFsouMVV1I0cBW2U0NR+GAUk3KidBKx9XbyFDC5EBUXJxCcwBZWkIaTDQATsTKl1RSw45c2g1pwGSASxTCA8hIRsHeyswnwE81AFDACxNIRArDEAmMhpsJgJKXIoBEUKSAXUAUiEeLBQEDKYBFi1MNaMBfDJHLjvBAY4BYCuUARb1AUYyI0SMAY4Bem4BKB4bOiiRAT5MIyg4MhQkYBAY+AEXHXY7SyBVUV1rV5QBcztZb1kiNR8oRQO6AVUxFiEOLDwWKnJQCTwCnwFELEE0Lgh+LlxOQJsBJiAKYlpmZmJjakZGCAi/INsV3DMQEg8FACs5K2UYBO8g9RW6Mj8f1wEIPq8hlRbiMAAcZyZONRw2EERQclaMATlGOjpoBQ5KATlOJB8aHBkHVFUoEE9cESWGAVsUJkEsED1IFxNCVwxuGH+AAQ0JVncuLrMBWBerATdSgwFvkQEQDTxYQKYBZiWKAQgxVCkxIDkhBRgKix/fFdI1SxEfGxEOVANOch4mCBqtHukVtDY6RCU0IHNPSLMBChovYhoxjAFJFlhnQjA3Wk8IoAEShQGIATcCSFM2NBiYAdkcuRbaN1McGl1NeEsKAoEBCS9HDUYbFUwSATwuEANEDlNcBweKATUmSj9iCx1EJw0wrQE2KIMBKVIPCyAuEVB+KVQKAScxHE8KGC1MFCeqAT8pTjKJATYDE6QBOxZQmQEQFEM4TxBcpwGCAXRdA7QBOktiMQRKXxQegwFCBjMqVlMITBQGMDwzgAErA0RXUDYwLOwBMi8nBB99TDcVFiMtNBiPAUkgdTQNZ5IBTQ32AYECEgkIHXuWAVVWCI0BQ3ZTEgI/LB0/cn9DWokBIA4tLg0TOkM8ejB5oAESHRIOBw8KKEcZIjksQXMoKo0BByYtO3oxCCgvKhFhcqMBfRoGqRjlHPw5IhiTAQw+IxgS+xePHMQ4FxQgJxluKyY2WYoBMkGmAR0DIC0UBEVoeWUIFosZlRrCOB4lIRwVSxkAgwE/wAFVER4WAQkYNG1SCg06JSZSU3RIGBL7Gd8YzjgvJjg/BI4BHRAQiQEmGW9QWQNCVzgWJ2g7KwgS5xuTF4Q4WCmVATIIOx9kaSYATx4rOT6XASN2yQFKfNcBOQoOiRi3G6o0VlUUIj0wERFeSTByVj+OAQ2hAQAaIqUXjx7MNxNvAlEjQBmaAYQCCMsBpQEERxkaTwpERXANF0s9JHsFigEDQjYxVCVHJDdnBbEBlwESIzsoUhIKMp8WySHcNBJIGIYBXH80qAE+PDpxBSoRF04SI0ogJQwiJpUBBjlBkgEnmwE3ISEWLwlQOy6UARMqGhd2JA6qAQAlGFU+MWkGFkUEYmVLfi2CAWh3NXA3CArFFukZ0DIxThUlAgMDRw4cUzgKBoUXtRr8MhUtMisTHghKxxf3GswzUQAeRVYoMVIEJV4rCBw5PA6ZAQh2X4gBUEUAJB2PASUiRwFIBm2OASUAVlFqRkWgARMXTlE2HbUBB4IBZxQeK2QpWVxdDTwfEIABKCSCAUYCLIwBE0pmLoABJBdAHQwkSSgVhwEWMT8QbT0wM1k0H00GTHtKI3kmCgrTFckYujImFQwgCgdMkgFPAzAACArFFJMX7jE9UBkiWC1gQENsARsKCJUTrRXGMGYVLT4UEXc8FAgQ6RLzFJowNR4UF0gCEmYdNFYrXlgXhgEnBW5IBgpmnxDZEc4vek48IhcYEEEKKXcXPU8nMR0hkQEzChwZBmAIEWYWHEQdChxvDy2JASJNcyh9SxhbDAhXZhk9DxgPIxAinwEac5UBqAEmqQEaTzlEdQE8Ai0SggE5Y1ogOV5mNymUARlEaltCMCWIARQdugHCAT1OKTEViwEVT4UBCHl7XG+XARIXhwFbITUDOy8yTwvGAS9VPiFbFDlHYSktD1VjbnWPAUNBOxwdG0IaEpsWzSKkMhsbJm91PSdDZhUZLww0mwEYHgleXDosMEsKILcW3yKKMaYBmAExVGg6eoABYUZSaCQuEixGQTgHoQFDArsBay9dJy0OIWN0oQF7Sy9jeJMBhQEUHw0TGh71FtUi2i49BUdHPwUhNyYZbYQBmQFTKFUdCWsQZxImM4IBFDpUJgcuMj0gXHeCAYoBITQYJAquAacXkyK2LUoMTDQmBiYwHzhumQGQAWJWKGhtHiALtAFibHoS1AFmkgEFJCg8HGo2TmAVTFhBJiyrAaIB9gGTAQ4mRQYLN0NtOY0BhQEAQWM4KVmWAW+bAThxUUNLOWkgHgdqWFBKRgEkNBsiPHlIbi2AAVwdfHwEOkYcKIoBOCscVAoURiqiAS6GAa4BDV4qAU4FExJDHWO3AW04iwErG5sBSStDJ3EfLTfbAWF9PyFjFAZDBzCzAZsBC28JbL8BpQEye4kBT1M/OCMXA48Bb6kBIh4PcExUfko3XoABVERKCFYsFYYBC32MAXgGSioRPk8dCY0BOy9lKVNNIV8RE1UqDjsLGNcBZxxrc0GxAR02V1ctOxcKSwIuFw64ARwqZGhCaCcXIoMBTxUrHSoadNcXsSHsKjcbNH9bV2VVhgGdASsPN3WoAXFJDBclJApjzAFeKZ4BHiGwAS4AbD4QNj4aDFgyIT44azYOLAQNRiMlWqUBVzo3HQdjO40BgQFOyQJTElVbIwVBfZYBIwkLG5oBhwKJAS6/ATMNIy0dADs3fHkbFUkFMyA2I24gBjYydywOCa4BInyeATXQAVwiBkqUAZUCfmIZFkZjMBY1kgEsFDgSHzYYdwsK4QFiMIgCMCIuLh4NPBBpAAunAZMBR70BPgoFjgEuLnwHKQo8kRbdIcImPhATdmg0sAEQOYYBnAE8hAEuHa4BLQOiAWhIREwaPu4BbDJYJFosGkIVASBlAQtLC5kB1wGFAQ9VGwKlAQdbjQE9Wv8BKCVhI40BEmd5elEXXhw2hgFAHS4OiwF5SYUCJBeVAV9fcQMsGpwC4RS7IvQkWwMOW2M50QEOSG9PN0MLDFEUNjUsQgMozgFLHYIBNwsceSlhczNyNwUWXwcpKydvEAE5djpKPggdXhpnPCAcUhJUMgYNJgJFBQu9ARknUUMNLV0UFCkRHA0ROWwpPUYRCXo6UEgJAWQpPzArSxJXbS8/Kz0HBHsmIFUrRT8PB5cBREp3jgG+AW8FmAFbDAlvEV0MAh02FgFwDTA2BS0aAzVka68BgAKnAasBICtND0U7aREPZTgerQHeAdABywF8WC8GBocBKx+HASZ6RSInMyErBwQ7BgQRPiIeKBMgNBMPWhVfOicEkgEEKnQ5K0xJQSZLYXEnWRgbK7gBGzTEAW8bigEaGmIfG2JZJjBTDAZHC5cBF2UelQFbSSk1cTxZO1wlH2YNCjJKRCJwDxQUNQ4TWxFlACMtImNPHFMO0AGDAooBVNMBLhAgGBW4AQZUSh4WGDYldjIkHh5yAUQULBpDzAEBiwGEATdzWmgZOEwOMjRAJkCkASsZREIqPBgINAsTXDkUWnsGCG8dWSkvtwFGVyI1CXRPKGYjOpABXFjGAS1OEAoGISIFpwFULZkB6gEHeU4ZYzJONVh6DDo2PDIuzgEZO2h2OFIEGV4XEgoO2ROXI6YkxgFwZsYBRQpWbRkEXwhRUTd9FB8aHsMR+SSsJGUCHXF7S+MBSC8dCxOOArMBFHCxAQMcERoYMA4XQhEbThYgcjI+Hh48CRBWC0oKZK8Q9SXkJEIWMH58TugBJ5oBbnQ85AE4LAjcAT6MAWw8PzQFjwEnOxvlASctMReBAQoVW5ABNwxKCk6IAS4LxAESHEggbGpYcgNKKiQYBS4GTUAtKWARE24CAowBPC46KFoUQl6CAnRaIF4WLCYPQAhjFkktVApY8AGqAVF6GlTEAZYBM1oYfpoBlgEhcjBImAGKAXBianYhHCweJFl+LgiuAYYBFRwUcRMjMVYJqwFPNQgS3wnPCbAzcRVPHSgmLFw0MwsPK0MTP3FnJCUbNAMRCnSLC80KgDLiAUioAR4BCCw1G3IsLCoJAA1tV0NhW00fP1UqCysZIUKXAUlDqQGFARpbJV9nZTFDEzxLPRlJK2+jASF5dxQfLywdL3QTSwkGMX8lowEvO58BFE9tbgMsUFz4ATQ1NjQPMAQKTA1QggEqdp4BSy0OLllHQjcFAFU4BwJWGG7MAUZQmAEXUFIjIggdFCUjKYUCNQofExAGH1yQAi4YzgFqWww0B4wBNiEBFBslBCn/ASNxpwEETSUtK0oCHmIgCBbJDp8P9jA6jAEcQ4ABJIYB0gFKG2YSpAGiAUiAAbwBCtIBkAFuGAAGHksJgAIFlgEKcr0HvwfkNEgbHDg/AzhdKTLnAXtiGRgQeTM30wGFAW+TAYMBLRknLRARC4wBQDUpMyPDAXk8OwgKMxFT+QGtAVB3AVGzAXcUJwl4OQEE3QF3QakBP60BHUlhhQJ/AosBNSQrASIqICj4AVw+JCI8EQZQb1cGyQFdQ5MBK30VItkBtwF1NhcEkAFSOjIOBUAPGTI1KUz1AYcBHzMJX0UQGvEBTYYBmwFzETcJR0UMnwEZUkUkMC24ASobLQQPtwEPfV0VAp8BIyclD2MPFRoExQvfKPAmjQE0DQoM0wyrKOImP3AMigGaASBHAw+dAWsncwtLGqYB4w6dJ4omYxVbFB8QoAEzjAFWNxI8awRDZyVnEyNfFilHOj1noAFpEyUJGqEBQjk/G0cJPa8BJLcBbWd70QEiZRQlBpABVTpQZ3oGTSY5SSFJEUdhJIEBOUYVQZ4BCy8SFSC7ARkJZyMzJSlfOlcNEwNl3QEpHLsBB0s1TwcLKQahAkIzPRdLDYkBFlMMGBkmMiB+FDQ2UGAsECQHCUZLAkQNWm52I9QBAkCIAQycASNQMnQ6RhRWcD2eAUiRAWgsDD4HpAElSlosGCwJO+oBiwE4XkJuB3pgTWYgcSY5gQExAisGFg0aeKQBcCeeATU+YhJ4AE6MARsgoAGLATJADwwULAI5jAERVnggXCIChAEHCLoBT1ccGA0fRg4KFNEIvSmsJmt2VgCKASxYSCOkARBZXBU/QkFHBE8DM4sBHhBFGRquAcMG3ymoJTIxJQ5JURWXAQptNTzXAVKqAZMBbVATOQMcowEzkQFVQCjnAT5hOxEYPQE+GwqEAUBHCDYTLaIBGBAwFYQBYGMlsAE8MFoRPBItPhUpiAGBAVswexttgQFIKMUBTREtBj9dTh6PAQ8NRwCRAVuaAQI/HgiNARNZS2odNRITgQEKCC0iggGJAQQDYwQJQTBVPXIMiQEaGC8wHBMDEixrAmQdbESNARdMHRSIAQIFIBd/hAEDBGADKjYdOhYpMDxLG54BFA42A5IBSokBFDInG7YBDkB6Uy3SAVJwggE1Q7wBJhZOEx4waTYVjwEkO1EBW0EJUwALmwFyBsEBWwRrbg47ChQUZwBwkQELLgMHggFQBEgRCpgBbQzcAVAKPBkUTlcLLA8LygGUARmEAQUKBo0F3SjOIAo6Mg1dTBoUkQWBKcwhA10CIrkBkwENMRwbM1wnAG4dJnADMiQMpAEYFTZWChjxBc0poiQJHkAHKgwWkgE3Ij5JUES9AQ4iIx92WykInwEfPXUVdUsWeyQaqAHXBYEo8B4IRSEdhwGjAQE3FyKRATYH3wE9Ws8BbBZJAG2gAaEBJxJhG2F5AV8lEFECLldOhgET3gEMVWoFRTgTxQE9AlMuAil8DTLiAQEFWAg1KRJz7QEAbQsOWU4GL4oBExaCARk2RgOuAUIXGi4p1QEIWWeQAUCzARVNY4QBQOUBUQYZED05ggENjQFCEDNGEgsBMiSNAR5kP0pOpQErSAEdggE0HDYTMBIrehF9CxXjAQlTYQJ9IliNAfwBHjMcDRR7NVTBATtmWQKEAScCQAoGYLwBGACOAndEXjdYHBE4CSIsNUAEQSwz8wEXgAGvAhlIMQO0ASsJggGNAQTIATgKWB0tQlONAQ7hATmEAV0FZAkI4AFiLnq2ARJ4RgJUCB+yATcstAHAARdwBwoSiwbBJ9IdA2IDJrYBjgEAWhMLVEUVGpMBF0V/C2NBA5MBEhoIswafJr4bDysXCQYvDn5FChS/BsclsBoCRgEUlgF6BEAQGkQTVEw/NgyPAQcvex1JSTuDAQoaZuMFjSSYGDNVAF/JAZEBT28kDD9YKgmiARIjRhirAVAJaQ8LFicVoAFhNyTdARFMXXyoAYEBKBhvDAlzDyddCzEnF0kbQ2UALUtTDYsB5QEYAd8BGzOVASFbNYEBpQEiLTcdAnfXAQYNoQEKCA8YHigKVrQBEDYwcrgBF0BuPE5w2AEdAPABDVa0ARRGOGagARJCkgGmAT4+IUAGE1oVXRZXjwGBAVVtBiMvahgRfCIs9AEjgQFoCgAcEC+LJ+IOXAV6ZDMiYFEzMocBgwEbG1c7EFHvAaIBTxogJYkozAxBDQFzNTNZEwh1AzydASKeASsFDhEVGV5D2wEPkQHLASQfUTIQHDJ4mAEsJiTyARAjbjwwHBIl2yjWC14fOG5RDEJZJxhZVR0pYVkGdTkaFXdMDhrwDim/KrwJQwcBnwE3YzE5gQFPa3evAS8tZwcqWRR8DSRMCnaUAS0gPi03MyuBAZEBVydLX2EBN0eJARk1K0c9BaMBrQFIW9MBiQGjAcMBNhU7JQdtlQFhFyG9AT0DXQtFtAFzDSQxCuMDHqYBKyFECi1SdqEB4gEaB0ADNAo8NCEwWGFDRrcBGiBTRhAYUg+aAVAMPDCOAWJonAETIkggOS1AbZsBKgBFCweZAWNRMQxTc25hRSASWQQmTz5igwHAARQALgZoPAwEIhqdAQMSNxh8qwHsASICVgdODlv+AX10JCoOUGogVAkBVjdJPI8BEQNvEWWhAYUBGz8NDB+GAToSCIwBYA2sASsBTgpqoAFQIDQAEGRVMEbvAXJsUXxuI0Y2JA4iJBpMagEaWiE5ATeFAYcBT0EHaWNYDyGaARwQTBxOZipMFlyOARkSHhgNCSxjhQFAA00KUbUBoQEhMwEvfTZLSS0ZRy0hVQAFXTIeO1BEF3BIElwyOloQOhgLZCkqZidKMkIuZoABDuQBOyw2LC5OciJGIgw+FQcuNUMyvQEQFkc4SClacAwWHBgBAypfeyodJUBQF8IBJDiSARBiOhF2SQUeK0g68QEKKC4XIPoBbLABpgE3UQRHoQFJFKMCbjGlAb8BOa0BCmWnAdUBET8CD68BQhMfDzNZlwEnIxsjXSoIayJbnQGPAS/XAURRZzEHMUVHHQ8sdz4uQ1bEAQO8ARErL6cBQ9UBACkfMicW/AE9xgE+XoABeDioAQk6LAuYAQgwNB6OAS5sTDY0JFQ6F1oAMTIjVRpPrwEnuQFba2MXlQEKKyUbKx4pDWYhUm4uPmZaAzQKIWQhCkIKHBs+WmNAbBdmZC6gAUpsYgumASM0VCggfFIVQAszQjNTKGdHNZUBG3M/F1UCBFsgGTcRKw4zCpgBQTR6GC7GAW5YPtwBMIoBSghiDQ+qAVEOgAIyFPgBawouAQQGFhDXAbwBRkGEAg8xIzUlrwERX0cCdwUavQFYL8EBRRA7BnCJAW5eCrgBLBdCZoMBXjZnGhkELVduUzEkQycRWUNVeyNnNxCnAShdrQGLARY1CVx5KAw1FzNxU09RLa0BUY0BAYcBFSBXKy0lV3MfhQEHPzfeAU+eAWgAZDBeflg+mAEBLCYUgAEkHjQgIjkSCKMBGcAB2wEaBwcliwFgPUUcMU0bbSErRwYlE+QCcYgCJgOeAhw0mgEHLiBHclsfWCgUdBoDMikZVqEBJ2QTOdgBKhaCAXwr6gEJMjg+ThhaEBsyDz07NzlFFo0BCA47YAwIigEIKDAcoAE2BAQiA0UgEY0BEx5/Kgg1FQELLx9gcRcUvQEFIXEBRUUggQELKo8B4gECPTIPrwExVI0BVhF5aRwB2gIgRowBDk5JEyINI2YsFIYBDj2EAcUBEyAVAAQcPF3aAS5PVheDAR0UKwckPSINRTghZ00qAuQDASYkDiwEGFSBAQ42AAgJggFNE1YfFRoZcxMpATK1AVz+AURSKwMgEoMBQYABMQA6lwFQ2AESUhATJCUlG24dKQ4pAzK7AVryAS1gZzkziAEzBAbjAUBvNzwRFhYZiAEEJSgSJQceKRFqGXY4CBpGCSWeAYEBLQ0SBVlMZzkAhwEmIacBWlssQUCkAXk6QnkoESUsiwEHLBMbLgMnCYEBBkXbAVRnAToMUBQwbA4tBSY1O5YBK8EBvgG1AS1WEwFIAYYBKCQSHBklHBGHARQBYR0jJMkBEjEZEqMBFwYnhwFueSdNCx0lDhsaMgkc0gEmfAcqMxc4Dy4wJ3AMAl4ZIIwBb2AsfzR9DTRFJy0HQRPJA3TjAXd0oQI1YnEAJgg2Hp4BMFpGWEw1Cm6PAQwwFyBcHlIcfg4kFBRABxpELyokBToDKCwzTIABX0qeAjNIqgGBAUQqQwgBVwAVFRZ/DRoLHRoeEQzuAQAbECYhDHYCygFGKAa+AUlqQmkULid3B15fGRAVNRwMYTJFNQWzARwpbVpDK1AZBUQAGCwMpgEmDSBUCweOAQhXxAE7WGAoIE4TOV4ZTTwFHxUHQJEBKhUtC4MBTzXRARklbaMBGgUjDCQjDGqYARGAASIOZh8cQFEmDJ0BAjMnAJMBIQYNnwELNSUBjwEQH3FWQQ9QMwW+AS0TMCUj1wEFeSEvM3dEJz8TaRy5ATdAaRlGMwI6BUBSFJIBJl4ALimNAQxvfZsBOQM/ARZbMGBltgEWPTgPaQAnMS4RfaIBExkYISMTIR9FMQJ/QWqlAQWKAU0kQAZGFi4gKCUPFCNXADEhGR81iQEmBDkGFEcuWrUBygEMPwyjAZoBiQMRJCUPfhkdV1UJABttaosCvQH6ApsBMgASGBQwD8wBHlhkMgY8CU+wARwTFhcCDREsayUXaQYvIRkXLzcQnQENGwkRb3Y9hQGeAmkEOAcgDghiRTIQABwEJhIRLBE3Sk1VOClBSweZAYoCaxU0HG4IBASKAUxEGU5ALxg8UUBuzwEQGCcSCAYgZ94BGlF0TV9UADsUW1c8IQeXAVE5AwFZUi7vApQEngIJVCw2FQWaAaEBRWrNAYUBGDwgAwwsOAlkTCkgWk0EHg8aWERiAT42JwYDbTE/dWIXbSBdkQGQAR5pdlYVKEwwCnK4AY0BGRYANCoqLCQDaE84BW0YW4cBcCJBDW0rHDceP5UBIwEnQTIcwwGIApwBACdiTj0SJCswBwEUeUYYGWWSAQwhfh4EDnAjWzwlBUAjUCQffl0WbTkkCn8uWi0XQSOvAZQCCiuUARYaEChoW0AXKzolAGIEJg4BlAE+KBJSPD9mF39ABwhsHHAsE+YBbDaqARQI5gFaDTqIAR4fBAcURSNAgwEZAE8geREJhwFVK1UlERRxCYIBuwEKDhWBAXx7dwkbAB0GLitYbA8ILidQPHVqAxhQARlWEJkBERirAU8XWzcCGlsQdrMBdyQZAakBLQQXPxIaLQo0E0diBD2cARgLVEooHAEBGBMzLDktAS0AaRdQnQIPAzELFQgfnwGIAhAxYlIWpAE3VRckoQGcAjZoA1ILajISEjIqEyReTRAGCr4BCMABcH3mAVYJUDQkAiI0HwhaXSYYOyIlXBOBAaoBoQGFARRtIntZigHhAWEMdyMNGRVFNqEBgwEwXwB5D2lcMrUB1gIMCg4uTj0YBA45nwGkAQxNcI4BJXZCRiGgATAoJioVAERJgwGIAe8BJwkPS3dmHR8QBwgPSq4BqwE6SDdUJXYcTX5kT4YBGjVKNX9muQE7KQUrLOQEwQGoBBwADiooGUAUCtoBDIQBNTcGjQEVLwQnMlIfUKgBYpIBPlAlYEwmBVAWIUxBTwBzcYUBjQGdAWa7AWMFaR0nGXdZHrMBDVNXFkcgGAe8AR5KVFAlCiIGfkh4Gmg7Gh4BugEyagdQKSVAT1E6jQE9AF0jLx07Z0rNATlrGRcECXE6JRwtEVhHNEAfugE8WjZ8XT48ODJmgwEeGA90GlREC26PAS9DISEeNmHkAXBv0gEeowFoKyEHbxlNIycAGmtgbk2EAVKAAWBKngEjDBM2DWdQOAlUdG6SASBEJiA6BQIoK5UBCOcBD1x5ewLrAUhsVwlAf3qmARMMEzo1dzAYDX5LXzQTHTBgILQBiAGQAagBBxsMYbsBYQAvTioDVEYkcl6SAa4BBiEEK6MBYzmnAQJ7xwGRASZvNAI5EX1fOykvDigIQs4BdMABMiYaNjwRBCQSMgswEx8cDAcqiAKWAfABByQGJRQhxQEA0wErUj0CLgcSHBZGW3a0AQTCAVBHPjgOPhvEAXodZghXMaMBPWRZCzdfKQA7J2xFDVYCFAcoMFU6GkqeATxxcEoyjAEqORIHIxY78AGqARGYATYIIBMUGTMvJV0lNBM74AEFBhogFgskGGUOICMgJCpSEQgwBXkMBwAUW4YDjAIFMg4KHhVAN7EBF2IJMTwrN1m5ARMKHQBUNwQHPwhVfRVQVxkDUQSVAY8BJIcBHQVLBA0/QiJIfBIBJgh/UihXAh8AOwlYVTNLoQECTDkIFjMER2EBb0lre5EBDiAPXJYBWBNuUw22AQYcSDUSBDsSPVlLX4MBJz0ZH0VWESkKKXVDIzFJBx4bNHQsFigdAiJpKRu1AVgQxQEgEhUEkAEkTE5rBJgBbhdMYBOjAVExNUQgFToBowEhLRcgHwJmLELCAWJkZASWAYEBCApGCkOkARVWqgE5XZoBGLsBBAw1KAIHPgV8jAEflAE2AkwbCgpBCzAzBOwBGA8cKwkBRRJxowEQBD8IFi8DUjsdiAEYG3xMKNEBBwsrSi16zgEgGZgBAihcGBiFGIUf3j9fXkgbPZoBMU5iIg1kBR1CIg8qCh0tDRh/Klt7FDRzMCE1GhCLGKMfnkAWqQGJAQx1FQUpLBMUdghyogFAK8YBC1BuGAbHF8Mg9kMVEB4QO0QaBs0X7yDYRAAxLBQSOBgcuRePIbxFSYQBOIMBqAEDS0I3BjBtGywlBRASCSWmAYABW3opLlYGMEiKAfcBwQFadQFmYTwaBtMWqSHsRhYnFhUEOhjuBNMWzSG8Ry0oJB8tUiEiGKMBmAIePg1NAxwPiQGAAWqnAZ4CIB4WOwMRG1MkTQcJGUxdnwGTAYwBVQkqNQolO2KbAXcfUHVOYYEBKToLfZ4BbB5niAFdjAFsAypQBgwqKC1KZnlOMzZqBzpAVCVKCgIqQ0YuhwHmARw7Pgc3CUs2XUEHITkpEpUBJw4lFwwmEBB+PVQ4OiBuCwwIhwI+iwEWCBkLHTmTAQCjARIXZxcINUcgEiMmXiIOPJIBCZABHwsqxwJCiwEhDiUGHFUpBANhCTL7ATZ1Rx5NLAYZ7AERCgIZSSgpHYgCiwEaRjURRhEpLA83lQEUrQEHFk0qHSOaAUkbChyJATYCHXA/GwAMIXkqHW8uGCUtpAGJAUAUJx4oGxoyBgFKfB+2AS0MLmkwFN0Bch01MiApPkhzBgFZFScrE1rXASnrASkDVQYGK6ABKCSUAUc5rAElTE4bKSoLTTMHGXUMNIsBCF89S6EBSBFtAQsjTwAEQxxOQnjmAQ8iPE0WEo8BAjtDGVjPASfpATMDhwHeAQtQXjNJEB9JNwIJbSg4yQEEWzEgIBMHHOUBNYECBU9ZKCUhmAEwXDoVCUorRd4BInhCJTtKCQTkARiMAa4BDgGCAQZCUA5aFCZqIxokWQAMERIcfAYcNhURMhsdDTmXATIQgwEJAU8fBwVLFVpBBQ+DAQ9/Fx9/tAEYEQchiQEYEEsqFh9cIBiEAQyAAUwSjAEQEGxFEKIBEgYiIggLah+hAScJtQEwKM8BNQkJQR9OOQ8ZYwmRAQYBayoGIYQBGh5ycFHCASouSQNJgwEVMTMnBlVXSJ0BLxNRB5wBcScFUS+EAQMqngGfAQ8iDRQmFiaWAT0DKlENC4ECGZcBrQEoGF9XZ4EBSF5lJT9tIAwD4QGXAQxJZxAwFVgcNJYBcX1uZExmJDc0BhZmOoQBfiAENgQhLDWRAX4cFSAHHy8VKZUBSRtDPK4BNQcYORkTbT2HAS8MCmUrMm9/UX1kemMRKR0/OgCbAt0BGGQBDBobEjNpUlVbNiIDcoQBWGQiPTADQyMtH3U9LGl5TVMfJikaHBEFPBU6fg9JAgXvAaEBRDFbCjoXFBAhMp0BLZwBnQHLAR4LKQokF2fYAXQ/kAEMUDwKYg11ejwrNAM9JzEXbUkOaQ56MxUUMnUDfNEBcwBlFHJ/kwFoTYsBCBIRHTwSgQHUAX5H6AE9fA2NAWQWSzC0AcoBaEYBMAQnCSszY2ElD3GNATUpB5MBG3ArD4QBHGs0KFUTWn9lTC2PAQAqKSuMASkwEJUBADY/RmxYYEJDTEAGECp6Ck5kTGIiHjQPJgpdKj5vPlAPGiZQEyy6AUEDggFjcygAFiIePg5aVhd0BucBMCw9IEAJMHRseqoBAzhYeViaAUQwenkIHvMhkxbkKkJuDVRe+gFIvgEDQGaGAY4ByAFDHxktVWkKISMVH2WNAUObAQwhJzcrJ58BITkdP2sCGJgD8yH7Fd4pFS8UJWN0W5cBRy1nhAEzSxwtPx0nRWdXsQEmL1fVAWGDARJLa8wBHTMoGT0TDT3FAaEBjQETVT84Kz1JEBsRCC8iFX/UATClATBHArYBDjkQaH2HAToo1QELZkcYaLEBM8IBTQ5iiwEJIgM8UnhmRGNibHIEcEkyZlAUIhsRLVcbaWcReUJNX21lP2gvQWESJw8NjQG+ASqtAUwdacQBAjMuARdHMB79ARIYLypYNQQRHxs7CwERNSwY/QEiJncaMgcAMLwBDxoQNdABQxRIdwcwF0RYeFI2SRwaDBtwdA2SATcybjABRB9RbWkKMQ0meSwOOQcTR38RXR4tIRgpOVcQHQ0IJwwRZZQBHGkgGisbAzGpAS9ZGBoGqQEjcoUBAFozRh5yFDgkQ5wBBwwZJSBHCxEZCQEDPTcHZRF3JAsDE0m0AfUBCYYBYxoUJhoRiAELGjIsRBQFDKgBDyYeLipEIC4kBiQPKVQBBxweNDBYAyAWN8ABLRpAFiIiNEoRygE2dkg2Ep4BMHIuLgZKNCeSAQkdZh9BQjdTPw9j9wENXx0vRzQEDigwRgIINigINrIBCj5EUnpiQIgBiwFGhAFEFoABeXKUAVQFrgF5EQ4hESUPE5cBQmN9XwaNAVoTOxMdN0WRATaNAk+FAUUtBYkBQ4kBRz8OrQEPH0ErUzEILREqiwEqESkZKR9HCCFDLFcFBTseGSsVHxcvChHHAS9dIxkQ2wEDby4JBw9pmgLtAgwKmAExYAsJJB5AFEZoP6gBBQ4cESYWKjIyEThKO3YJESoaVFaWAQmUARVEJtgBGXICHjoaMhhAWhWIATCGAUaCAQOEAnxedAAWCSMCK4MBN5UBU0anAUegARBcgAFOHdYBIjwuHlgAIowBb2QeiwEcX4EBXQ4jIIQBggGeAQyyASkIELEjkRPIJJQBYFIIkAEHFUILIxITHRkRIZkBDW8bORgK/yOdEpgkWy5LQUotQYoBEwVWGAgk5SXFD6IjWFJEnAEpNIYBUDo6BhiQAVFMOLcBOiREFBWKAR2zAZABd0vKAUIzNAwXQxkQlQE1JT0dVSEfpwEuG31ZRxiEC7km2w7MI0sEAocBQhhVEwdndWESowF7G0M/XyMXjQEeIBsTDzw5L3IpIywFA0YoHlhcaAvCAZgBTE42TAcEXjkZSmUzIF0EFUMNdVFFItUBHUNzTWLxAR8KXx8TMSUhCStzHD1JZVcCLTEobTc9EX8nFSMeRx8INxITKx09EYMBbT5JX1IMRVRKUl54URYdVytPIDlbsgGzAWOqAW9CLEVSJkcQEisbD0V7WTqRAVcrWQohTTRdEAgRITdIuwHpAYQBNAAYBAYWYIUBdo4BNCwkxAEnFg4SEpMBRgKJARgXPT0pChMzhgF7oQFLBwC9ApABWFhGBRsUEMUBGRynAn5QESYKNCYBAigGgQGsATacAQxsDT5OFBhGWjYKZgECwgFTGU5TIRpLHylNI9cBJlUfES8HNxsmKUsuFxICDjIePCTUAS9IJAwoNowBQJsBtAFyCUpGXgk6mgJxXHBkTGYZaFSGAX4PZC5gXkgJTBC1AUljAKsBWSMrJysAKWlGO40BZgBPSAYjPEQWMB6OAQw0JB4yGWZ0nwGiAYwBC0ZAhAFQKB6AATysATQyBmBIAmQapAHmATYVJgSRAUErSxwHXYgBAgKMAQQ0PhNgJgycAWNSEioKbZgBd6cBJyNXQxQvYTApYQHFASkVUbMBK88BDhMzowECFS8XfQkfKx8ADCUHSBUPrAELIiA8Hh50AEIWAoYBHRQsEgQwrgEeSjYadBcOdncAIoUBFRl7Kb0BOy0VgQEzX0khRQUVgQEaHCkLC22FAXEImQFbYVk3Gxc3Fg0ROAIYflg2BLIBZio4Oj4QEoIBJyloUz9QY10AO0cxDSeVARkGEoEBey8zKWkNB88BQiR3L0cVJw0YJyc8Hhl0JDq0ATkfzgEYKq4BZwY6YxUXLxkxDReJAmZbdyeJAZEBHgRRASyZAVMBKQMbH0G5AWcLKx0bEgMhExw1R1plITMnAm0cHHk6sgERHiwKbEQfExQdNwUhCR6dAUTiASEwSiosDY4BHJEBOjonZkA0ehECJhA6FroBrgEjEw4xfW0lAxlpEABxVU8pHyCXASGiAT1HFNkBYLoCCRogFjgBBzIgMRUwMzkiPwxSY+gBNBpmBKoBPXsyGCVOHAZQOBAClAEuFEgPKjIQTjoHmAEjR16AATRAChBSTRE2aSUMNxUMSWuTARsRLRcUG20nby84RxMJFRkZA0t1azkVHUMGGAUfPi4zpgFEAhZMoAFIIgNyKjkYcCrCAS4WCiw+K2KSAZYBuAEOLTIScSsKRxIDywGcAUJxf0lJBwxBOCRJggE2J4QBJARaDDREFEIGCcoBa0FICRewAUgiASYIKwwBrQEXF2lOJCWcARAgNi9AMhNmCBBMUUZoQwG4ATAJLioD5QEIEqEBmAGFAckBHxVxTBk3ABAENSZYiwFOB0M0C1kCKR8MSwMaQyUDV4sBKZsBAQs1JSBgLzGkASsCbqkBHwN1HU1BFS1VIAfLAUEpIwlLEQavAUaAASczHhsbESkcBV3CARYTqAEqJBgUNB0KeBlVGhwTXl4aGD4APyIibUkTGQ0UeSxEJwsRO2MxxwGaAzKgAS8qPqABNiYaA3gFQxYsDdsBJHJDABUrdzE9AhNrbgUr/gG5ARYaBXg5YkZcF9ABHRmUAXkSMAohhgFQHbQBMUQHQD1pbE05DQOPAVskTRoOK1ozJnx5QCottgESBmI8YewBFViCAWZnXAAUOCEWtgHBAY4B1gEBNpABd0b4AQYyRkgjGkIvCSQbJxANeWs6ZQsVRxwZfXRDqQERLTUSHUd0VyBwZT42IZwBFgtEDh0lBDF3CQ9bDQxZBEo5WVYtFRjPASoXhQFdMKcBEkctBgpjTXSnAS8OJwsgjQHTAfwBcQcNWzAEUW0ePyQ3JUQ/J4oCvwGMARVObBhdvgEKDkJeUSasAaMBZ3x5RQE1DwAoYpUBoAEliQF8WyUSRQINSS4DUR1SKQcJTVhfJ4wCvwEMEAWAAWMgSCJRDChTIRgPMSQkQRM+PTYVKVY/KEmZAiAQAWBBILIBgQG7AWQFGUgCImwMyAE4BxxsHAI2FwAuFyIaH5IBSQiUAQlBRigJAzAsO1wVe5IBEjdIBhhEAYIBNgEoEgJlTQ63Ae8BFQFJJmkIDGlSC5cBPgM7ZAwnTAkwbBG6Ac4BGA9ODkYOH3KBASeYAkYHKbIBGOsB9AEWN0MORbcBAiMtHkM/C1fnAScQeRK5AfEBDA8zIEMxGVErDQsRBjosJpoBAQFMRQiUAVEKUJEBIQOLAQH5Ac0BEhAnGi07KJ8BIyEfEwYkEDpwGA14BwhKWUB8IxoBHx8fDUuZAU75AY8FGgMphgEwMVYJfS4XEUAaB2QQaDgUkgEOEJYBRxQwpQEKRTcoACEaLlA3Mr4BB2xACwJQFTcdHbECPD03WDELYAEQXCAqToIBoAFSJC7SASVoxgFPFdIBRqQBlAEZNTIdPwUVJSUJDbMBEB6pAS+PAdMBWiKJAR4xJxEtP58BqQH7ATthTRoVqQFiFlUMMz0ZQUVRBacBYE4fAipDFSIhGxcFJ1dozwGHASwZE6ABCxsdNx1nGwMNJRNk8QGdAUpJNUABBxQWCjaYAm5SpgEahgE8aDYLFoABSQ9YRzMLDyMpDBGfAUgOjwEzYWGRA4EBNU8AVQIMER0PygHrA80CJhBBPH5zIAwdHikEKmo2EVSqAQswIiUeKm8dRAA2HCpOClpIIUwMMyR/WRopdyIET2ZgX1JyFxYMFFIspAEXAdQBPRlic1A2J0RCPgwedjkdTgEYjgHKAaQBehIfOBgGVCRqJDZsG3bCAUcwOFMYCJUBGWVHowGVATEdCwdGUiZybjg8KqwBHnhCEQ7CAVcxZhIwYjJIiAECFUQQKD4keAwiXnt8pgIIJJ4BIgxU0gEBSm4RGx0LJaUBBz01EVsmPc0BTjFtSiEvYg8ElgEyeOwBGGVGCgRCBjImAkYGAFoZA2w7JnZ5GByPAQlxSQEAHBhAZhJ4JAxkDRicATEUSmUHFHUUWz0EC9sBObAB4wEVFwEHKCgFJLIBAmAiPZYBXS12uQEDCzclGNwBKTRSEAk6QC1CHmMEZpECQhhXSgoXqgEXhAGmAQoHUAl2FBd6Nz2mAXEZNF0CK0UkoQEzCQgLG1gaJXIQU0Ij2wGMAToiC2TWAW1SMglOAQ5udWJUFyAIHvEp9wWKI3oMNEpHUBhXMDuDATIgFxJCRBE4dCtJlAFXA3JLlAFmwQEbBBM5DRC1AWGKAXchHxgM9SmRBcQiMxwbFxozBlCnAUZGkQGCASZNCArzKJ8D7B6qAQleXgAPLwRJmQEEgQEYFrUooQPuHT0HFZ0BAkJFBScnCEMbE2caIdUBPBVFVBET2gEkqAGWAQIfCAaBJ90DnhtUAj8gEG0YII0mywPwGQgEpwEjBy1pHYACZwkkTQsnXyetATQQwwEyEiuUATQxVibpAVxsEUYeLEwPdhZdngEDB2oICtkkmwP0FxQBNBYEBxoQSQA2PxjsAZUk0wKWFwFEXR0mb3ESqwE5EzFnZxdFVxINHxxFGcoBbSkwUxMbowETd00RBsMBK1RBExOLASmFAZ0BGh5DCTtFN7EBGh3DASwCO1gYL1IUEJoBGJwBtAFOEn4QhAFIDCbWATSnAVZWFixCExEWNy8jOV1PDS1BImMbeDULDrEBLb8BqQFDE5sBIZcB0wFBMj0ZDX0ppwEfDwsADnRsNsoBBRh2TySCATkADk0XHW85hQEBWaMBBAExXyPpAQUFUToCc0IQP0wQD9IBPD4ZEVG1AS9VR2V/MyMXHwdAADiIAUsCiAGBASeCAW1BIi8tISlBWQYLjwOTAU3lAVWRAQ+zAdUBbDldAyGKATUCYjluogL1ASgIIRwdAY4BkQI6qgHMAV1AYgtoNqIBBgSEAhoMZioMKSgM/QFgIElYHhacAVbYAdYBYi1AHgpEMKwBGxL8ARgUXqABKJABahgUhgEgOyhGGQIWHyUZG0lRAG0ZDlcTNzUNWyAHswEsXDVWiAEA2AF2rAERHkeLARHHAQUeZRZESzxsI0JiDjYiJGg4uAE4ThoWCukqKNIIJGxsPiRgShVWPncwGDD/KCqkCx+HAWZXbQZJGztnEKEBGxErCRMGGiF0bDW6AQw5iAEjT0pdbwcfKyZAJEB8kAEWRLwB3QEsQBVMWAxGJio4EGo4WY4CKhQoEiwZBo4BqwEWEu8mNpwPCGwqJIIBWi40RDoUTi4ZODBnKBRrAwtLIRgK9SQy7BFVbQ4AKSw6LCJgagQWGLEkMMwSAmwoTf4BAwJCKCBGVC4aQkoFWk5ZPARpBynpAXscEDgwmAF4BgbvIrAC8BUghAE+HXYNFgbtIqoEoBYNNgUnLmIGBqMjjgX8Fi9Q0gEdC10WFPEj0gXwFwgvzwEjF3NbDGdrSAE1QmIFOKYBEhBKZB3AAQEAnAEGHp0lygbwGRcZ5gGWASO+AQoj7gF8C16CAQURfhN5FgqRASEEU5kBQHcKXYcClAGnAYEBAkEXKXV/MJ0CCwgImSE0yBdLTwmLAQipASkTHRgEmyMn9hUNIxQICqkjS4oWaD22AUIGWHpsKCxKIwYO2SAynBgv1AEKOExoPhFCSklWIFssBGEBCA6lHzjQGlttHwstHigGPigiIDw4ECI6DwYw3x42rBsp/gERMIoBVBEwICMNZTNXXzsKQWFqR3VuThk4VgwiXLYBR5YBEDi8ASgHgAFcC1ZWCQkcGwskPzsWY60BHi8raHViIkMQDWszVU97CD6rHTD8HDU/ARuJAYYBI0cuRzMITyEZexV3LxzXAdkBJYEBDRyXASULKyMfIjspwgHNAUWkASgEGuwBTlOCARwiLgQwOg3KAfIBKKYBxgFKGpIBAbgBFAYCABA1bU7TARJ+eSwsAlYkYn6HAaYCEkglG0RTBlarGzL2HzVqSQZYCmZ2nAEHND57M+MBRQpJW0AnGywoATRSGiBgdhGcAbwBDMACFxaSAUAI2AEtAi6RARS7AZMCHCuTAQKPAT8CFUEFLCcHbBw6jgFOIG5IACKMATkb3gEPbHZK1AF+AViQASMcGicnADFpGQe5ARIHS7IBNx4gFR0AJ4kBL0+jAR4tG1RBMBZHECVJKVVLZQgE9xcqliRbAH8GEtMYKpYjLTpBK54BBwg4FhJWggEbLBQvIWULUYUBNJ8CAQgOtxkoiiJriQEIDTMoIAYihAFkLmwLmgGIAV5iBgaZFyaGJVYkXmIncgh24RUi1iYwMV4JMxw1IRu3AS+xAR0bBykzLEcfAMUBJ3ulAQjlARkdMlAf5gE9Fz5tEROhAQJZSwyLAQwIWYwBJlsGEDXlATsKrwETmwF/AyZjBU4ZB1AbZ9YBVSsoTxUPbwxhGUiJAWJikQFqAFsaAUcFCYEBFQU3QQszWwsvdQETFQIcGgImgAEGNjAKMhAMhgFhBnh7V6IBA3nQAU3fAWIeCxQmGgBsfidoGixsVWgyowFQCT0CLzMR9QEQPT3JASvVAR87N7cBJXUvKRgIvSjXC8YkLSsLATEHWAAKCLwClSi1DLwkqgEULCqeATLMATI0SOIBMjYSENYBGzREeiQLUgxJ6gF3DG4pXjo9FnT9ATAGQ3gKGW4GalgC1AEWLWg7SUrBAVEURr8BfAVDIBtPBQhZEaQB3QEREmkzN0EnUSEZ3wE2HSUJDQQZB9gBwQEbIrEBOKQBeXQKHzgdS2gnZSg1PRNlDY8BPz8hX6sBEQ2NAVQMDyQUFBoilgEzQGYMLho0TgaAAVbAATo6RNwBalQ2WgYQhAFJXt4BJS86PDccuAFbMRMBN282KxkyOwAWXRoLjwFKZY0BZS83FWkACE8SLGM8Sl9UWgBIOk5MDGwQFWAoHzZSGg0OVm9WVkk+MCi4ARJ+mAF6lAEhhAEPZoABUB1GA9UBhwGpASqVAQFFUU+7AQdjgQFsYykwCgJCLl5waBVkEiZQJGpAStoBCXIwZiIFXAsvACFfbSnTAQFlowGxAXUEiwEbQ6UBgwFUVQ1KWTIGbwRPWQa9AQ9vZ4cBLy8NF2k8RR+IASsqWBieAVA6EJQBUlt2KFuGAQAIrAEwNegBiwEqKgJaHCJ2MWggQSQzmwEgFCcCPl4QNrABGSU2LUM+kwEMKkEqGhNoHBaGAQ5IvAEhzgEOIzwXHxqpAU8fEzMSigJgeFhIJf4BQHhaTEmSATgcLCYTGwIf0wFHXYMBS0R/FUPLARbJAR0OZSgaRVYWDt4BNmo4QCsmGArOASC2ASxQAx4UGrQBAMwBQD4gBhzFEhjIKiCCATA7cBUbGBe1ARTBAR8cDT9SICcEOQInOSRPH8QBLcABPjcyBlcDRVNLCATTEx6oKV8CbwaQAbMUILgoiwEstwE3KDklNicRVAdlSlEfIAAkVqABGhyCAQ8cRhsUHJsBJkEjDjwqAp4BVARceA8+OB07JgEYFBJQJzJI3QEkdRkOATNUPv0BQl/bARF9S0+hAYkBADFzOioKWkJSZEjOAS5uDSACuQE0UTdwLzMYGecBCimPAVsVWwIjQSoLQZgBM/cBHhU/cjEtJgchPQw4mwEuNBsGvAEJDGqdAQQ8IQ62ARcyeF5IbgoSRhkQMGMIG3ExWXdNWRtzOxALWUAcyQEtYT0QDl92GNEBHDNRfCg9FAQROyculQFXET8pERk3RydPcwsPTwA9FgrBKegF8CMtLacBCBlhJAAEKhZSBmSZKbYFvCIqEm5cATZqCRuAAS9lOgUIb1ymAQkmWDQsiAGaARpSPCkASCtRFUfRARIZPzYKMko22gFaIkpOBhpQMzMQV6UBKBKTAVgKQ14EEXYPkAFcACaeARcDQhdBAAlrMwBncR6fAUMWL50BHCq1ARx9VwoCbwpmByfwAScJLCMIKy0auQFVCll9Ax2fAR9URwAFEBI7kAEoiwEgKrkBGQ5BTRBBTwYZRwISFqQBhyeoBuQcUwAUIQQZUyavAR0gjQEIBA8oAxhuI7IBeAsPPgZTIBJpCTDBAT8YXTMcGasBBip9IKsBOQglhwECMj0noAEOH6ABdDu0AQEbWN8BSL8BMwACpQFHTqkBAD1fGDlHhgHZAWZUxQEMHkk/NsEBD0SLAQwEDyobHFY3qAEyCzCqAQArRg0MIxdCxQEdfmEzkgEVG0oYM1RgJVx6ChaoATRlVlKfAtIBBKcBHg+9ASQbOSgXNhAQ2AFAAIoBSAs8bDMfMDVFOGGPAoABe0cCPx8VS1UpHWFXDXcpJEUXPiEfugEwHT6EARMgvgEfEAcVDDEJAlECKXk4SX8CpQFLKz1XZzPDARApDhwTNoQBHLQBMEVCBmUHDWs1MYUBiQEYBsUnLtwNORdhIRJhFmqhKCiYDGfsAUm5ATrlAR9ONwdeAxBaPiJEYFQedEAFlgEkVoYBCCImIy5wY2AyRTwTjwEy5wGZAXgOQzYpjQEa2wERBmEKFXUcLY8BJicxDgNUESrgASgBdngjYlA1EyopNwxT5QEhBU1LEFEZEFUDBycIFwgkO1KIARuiAS4+WAFAtAFIE+QBMiVGSkURJClRFUFbjQEpnwJfrwHZAXkGlwEfDmEGJQMWLS6MAVWiASRpPAF9Gy2NAY0BGAatKyCsB18ntQElHj0WJrMsFrgFJ3gZA/4BGEtEQ3UedSUJP2m9AbsBJSFDpQEuuwE8nwIAHZIBAJoBC9YBhgHcAfABNBJAUB1OHlEWD3kdO09FYTNnGK4Byy4YngNLQ0M0C2aYASp6PjNmBWdKT4sBGFE3J1kFVSUYRS1+xwEVDDEPIwQ0ywGaAhoLOJwBBaIBDBNgGU9mTYcBHj9TJT8zgQEnMmUjoAHRAacBS8UBTUTLASsNRRclAwA1NDpbwgFEEGpoPG4gD0YMQ1ILX0YtETJ1MSJJJT03H5kBBQPtATcDXxMXIicJ8AFfIUZXHRNnMXUhc1kU+gGdAR4cJWYFQygeLVvwAR0eHwrEAU4NBjgFUaYBFQI0BWRKC8wCNAkbDAYtJwgaCzguIjIILh0TOFkuKAkcMwP7AhYE+QFDDG9JDAZHCkiRARIJRQhNYBkFEQFY3wEedwBSLys6E8MDlAInOT4vBCA9Ihg1RABN2AFHPMgBnQG6AagD+QIH3AIALFILFs4HzzcJACOcAQAInAIARqoHvgKKAZ4CKk5aAUgkE0IVJQpbJa8ByQSJARhFI1o/QRArFZkBiQIAhAFmABwVAAlNAHlfABtDAIoCgQIADTcAoQFbACgzAFoNAMoBIgCIAVAAI0YA6QHYAQAMSAB4ZAAcRAA/bACZAY4BAB0PAAYWAMQBpgIANBoAbglyco8BWho0Jgk0AlFIHDkoCYUBEtUBAxgNU0kMTwAkG3I4QNYBMgsRPgRBQqQBK6ABJi7KAUIDclIbRmxLBUhbYR5z5wEmO1M8uwEeB1sbTV9vtwFIwQEhCSVHZ2MUWwAOARBqVoIBwgEt2AFoqAGwAUAkVCQBJDQhmAEGEiIbOjUzNo0BOyZHMXIhLUBOEUSKASUedi8wPnmGAUZDTgKXATKVAVc+D11kUgQ8nAFEBpIBFh0iOkcmancXNkMUHicekgE1rAELDCItHAGVAU57P0oAPUIwGRgwJU+mAQAxUDYnekoPHrwBDGEyGwSAAVWeAdABpQEUlAEr4gE4FRRKJRMwKQ4YESYPGjBLRBxvNBKvASjrATkuD3skEJkBdqMBVxAIvQEHVoEBQrMBIyodXT4BFyIfCiRFdiU5GAYhLkSdAQEudStAWTsWMUkqBW8HHCcAEwEILUIMQ2ZRMRZv8wF+Zz8qOUURK5MBfRSLASuKAQU3ejQVFjYlB44BDxwYBT4zHj63AZ0BgwIXRzkMLqoF6AEnOkRtScoBABU0CEMqJjkJOiU9MiBpLgWbARA9EAspXj0vxAFLIl5BOjYZLgYVYC0xBCG1AXvuASE9jAEuAyBUGBlAOTUcLQUgcSyCAQtwwAEMEzAXFoUBCWRxBBinARCbASVWBy0sIjcIVCUlWh1DagdlYlIRWl4XF6QBBWGMAUUcfjlmBoUB7gE+P3BUHRaqAQdNThMHdEmGASA1jAEhAQSbAU6lATsQBJUBBkiNAUYrXViJAQ1o3QFnNF9dIgzZAQx6d0gbJwYtETYPpwExNj8JDwwgPaoBSm8+NGUkWM8BIxI/JwkKrwLfAbIDV8kCgAIcHTIsBByGAWAETgBCWC8uSA0DjAE2SYoBMyhcKUISKTAzDQCJARw/XwgMTU9SFIsBcDJNNlQfNkoSAnxWMyoQAAIZJJ0BnwFqWwcTYShBRUgtZ5gC0wFTMjUvExVZYRYRXVQyT4YBrgFzgAFBBQN1NDlJEFUvygHzATEmSSs7Gj3bAaYBDCs2UkGEASshA1kBRUOzAXwVf3IgCyoyGhKkAZ4BEUIEOGA3OsIBXC+IAVNOMgoUsgGIATcsEAp4I1hSV2wNCQi5AUZz4wGdATRnCzlBJiGpAVU0rQFSbUEjE2dTMm8jSRkRKgIV7AFGH6YBLA4KVDIzYiggpgEbIFAjbjoeJp4BGCWSASyJAbIBBWRECQVeAz8sDUAxBWhPAkDnARpreSNwrwEFElczHCkVE0Ega0UUL2cDD4EBRTRrFocBEQQICh3KAnAfGK4BA4wCThMqjgFUa1YwBLwBB5ABLQAehwEIPUElCF03VmE1EUkWNVcVW1smlwE9FBsnAlgEF44CGgkqXBkUUCG+AUwKLpgBPDGcAbQBalI0GGIRA1qDAXNSAQCAATgCYlQmZqYBeg8SGiMVA3uPAVdjPQ1BEig7amApDgiVAQEbWz0BrQG7AWc9HwpBEEBBDy9nTYkBRRhBIQ5CVqwB8gEqGjB+FlAbGBBfFg1UsAH0ATokRiwFDBgtKxpHmwEuBE1yBBncAeIBckgWGFYNATI/aUwEQaQBCAq6Aa4BWFQDDCwbEyJrX2nNAbsBGo0BdxQFXxcFdUcFWWECAF0nAWM1ebMBEDsvAFVeEhCsARcEiAE+eLYBDAqaARaWAkwDGpABJg9ySKQBjgE6TkITAiAlFUIJI64BHC5GCAdCBzNKHXMGJW9XH1ONAQwZlQEKNjsFEQMJQ14HVQwJPSsZlwFFB0t7EydJBEAxCIQBNDKSAQMILiEDFH0tjQHbAQhZVw+XASkJjQEQAiWqARz8AVwFIEQFCToFLToFaRYsVTk6aecBDzdTRL0BhQEmaTs0LyOAAYcBBJ4BtQE+Lj9mHDM0EwwFIShtP2AZQVAOXWgmNzZyGURsMB9KWGMVlAHPARgSERgDDjY9YhpNhgGZAZ8BvAECRYYBPAs20gEGJlBvtgFKDUB8HByYAUhFShYDDR9EaT1aIyVOHhB8LgRCXAMoSgsbHg1PTGLLAXAaNzICBI4CCaQBIgdEBgiNKNAFkh8IJYABGQsiJQQbFhbFKKIFmCBLFpsBnwEDVWcXHks7hAEyXMwChQFaggIAJCZIZlbGASsmXkoqBgjNKb4H4iVGhgFSCSIMJwcPFii5Kd4IsCaVAXc3zwEmJXuVAWVpPSdxBws9QjQDzgF8SJIBRkAeBsQBMRJ8alRARgsY9AE9ZmAZYgAOWlckCI8BCIUBsQEWbCoLBgaJKdIK+iZscAQDpgEdFhKhKOgM4CYvehGNAXQ5CTwzIFQ9fFJVjgESD0o1Ng2RAYABBiaDJ4IP8iUgQzCaAS0IJHtI+AEJGk6FAVBYMxisASkirAFuIQ8kG50BORRnEAlVQiMxeFPZAQwfN4wBXY0BJAUjIhUIcFUW+gWJJpYQ+iQPRD2tAV5fC0A1BWYhQz0KEVdUKzs2czVEZwwUPUYxA64BuwFHJClxJA8ZemXlAVgliQEZKFMYEytIHQZSZSEuG2c0CFMGAI0BLVyVAQEqRR5OEwciDiEBIh8ZYBECInfEAS4bKl45BjQINWtkJxcoQQoyV2Q+c4ABCSMsKxQEhQGQASo5A0AjIgUxRn1bkgFtByBJEjq/ARG+AT0+DhsiMwNakQEbFh11FAFFJE4RCR42OydUEwoWKT4TM1x5kwFObwUGLxooHy0iLlchigERBM4BqgFLhgFVNTwmKVwWY3AENUQNBB5LYB4REkwLA64BD1cmCBsNIAt5JCQ/GAsCYocBkAGEAbsBSBQdbBMBMCkaFIMBcjQlBXINBBwRFAJlcDE9Qnc9TvMBAiYtHxYwKwWuAQ0WwAFST2QBCUYtDBpBIhFZNjlnHmMrFLMBLAmnAXcwRwsCVTAXM6QBDScuBLMBBBArbAI1Ig19CgdDDCYFFwYwQw9kFwwoWyIcNw9IBSOUAQgKPKEBDogBTxBqCRuOAWQnehUYPnMcG5EBGD8/AisZFzcCC5cBPAixAWcNjQEoKh1IKAtUDx8eB60BIQdpPzQSGx08CheCAQEQUK8BYaoBIxcsWTkXc18nOTXTAXNpQ1M3Kxk1TxkHgQEFOCFiUhZSSkZYKqgBFgw+JBADEhCzATIYgwGeAbgBLQYcUwINTSUBmQGBAV9vEREvEDYxQm43AzB1DyNvXx1veVFBHQs5AhIRBCQhcOgBFwg6RwQbCxAQeOYBxAIoNgYgADcYb9cBLAFTjgEYDYIBkAFqUDIeWAhJPkV7LAApIggVrAEmIicmGnMDBTEQPClKNIUBE2AjHgobwgEdHRIEL7cCRDtbS1MxGzUADhEEKCt88gE/NUAPBCQWTgdotgKRATYGCxZnOSIOLRJKCQNUGCkURDMMEyzWAWswYCkoQy4iBQxgbnEgCC0gDQUwSQQMvwEYKHcZSDUUPgM1ogGQAXc0BwIyMwoIwwEmHjUKXBUNZCQxMDAVUQwqSQYFFRoID4ACHUU8CUMSAysDJpkBlwFwLwkKQy4PJ+ACBFc2CC0OSIEBZSgXekdMlAKHARIMADQ5KiwGBn5wIR4KFTotLywSKVVyLmMPCm1fHiFcOXByjwJkBBaUAThxbDUeQAtPVWYpSRApezVuPwcIBipvhAF+pwJoAhKEAR5HejMSNgUlDx4fTUAfMwwfKQABdR1GMQQVdIYBwwJqETTOATpZQQIRlwEZEiEKFwsWO+ABbGN4EyjsATYdXgkSCkMub19aZTM6swEjQA0NJBwlIDYCMVQFDVQ5TEIBDBYeGSc8QwQoJUI6U4IBXlmCAUABGgEyGEc6NgcKCXxdARpbVSEhMQIKWTQPOQgbwQJHJiMBBwEmC6oCpgF1zgEHJSs8DQomDbgCngF3MAYLJhsCY6kBUj41OAgXXGwoMjoRQAVBMmORAWieAR8aEAkcO3V2Gh1EZFVIyAEeHCIfDB5TWqwBOEhEVTQreSZFVxBhOQFVDRFVcl1LEyFXAQBbekXzARsrKTApOGxpAyoRjQE6B28CFQUlJnxBICGBAUIeMTKEAT9KvgEcHl6BATpSCgFQDio4d0YNiQE+FjMgIhgALHotOEINlAFCDoQBABQkKSoXmwE8sAFHUhSbATgGXs8k+hGqJCAdDqQBFywaNx4FiwEY0gEbWiKNASKYAUk20gJPkgFuZB5uBSpuX0RmyQEwxgFleAU2D21SS0uQARcVThYAal4lNAIrCCc5OYMBxwFif3mBAS9FERfpAWJlM64BJeEBHlsCegtgqAEMdFKWAVYLQCgnHEbDAS2EATV6SAFUEyQAhQFKYTWWATZXfEMdQgIETjANEj4QF/gBbY4B+wExNg8jNDIWLqshnhfoKBU6Cjl2lQEhMAElZExVaG8fmgFuAwNHBl2ZAQ8LowElGk0VSis5CkMLKwUqTR4CQRI71QFFIokBAi5RMFQHYCIvCiiPARNCLUgGBqkigBWUJTgeTg8uChYcgSLMFewlP0BbRb4BCFcGZyUiIx+IARAygAFIQD5uIhd0LCdIIisOOGlRRJEBoAEgWzUGFKch9Ba0JxgpAUY1OiYrBBWbAWV3X60BKUVLV20Xfw0zP0AbFvoE8yPqEqgkC4gBK6kBOkMWmAE3iQFibSRuJRJSHj1sHTsyPWEndz0AJwdcSVKoAUJWVGoaAkY8WTgmCTQOPgwhfBkMKgJEfDBCVFIWEigDG25Ea1IKADZFfCUAJh8JLoUCBjYrDEoAHZQB3AEhbgUaMCsmEOMBDR8MLTOkAQ43Dg45LQ5FhQFNTU1PI1sbHikKMA2aAdABFBIyUUECbR0lBygfUgsXGpUBxwEZKT8YCk8iFBsgiAE2qgEgNzIhUwE5Zyt3dY0BSQc/OSAvCyQrFFIhTyh7IjYfVowBHClaNzMNZR0zLBZbKEGXARsAGTo0IVITXzA+NWAUORJJkQE9owFJCkMMFScsI0KWAaEBPwpFTRoVXIoBXzdcSxkKS4MBLUUjMGFsngE7NVIbhgK2AYoBjgEgTEWxASU1PRQHIR4qAXY2clmqAcoBHnEYOwIUAv4ChgLKAS+FAQkPKWZHjQFIKiQgVpABF4ABeD4sHjwsI6oBAB4LIFinAZcBd5UBGQ01DhYhWoYBKvIBrgGKAQoBLGVHfhomBEZIMwgWEI8BFvoBIhkCOVcFWTt0NUs+BC0AIEldAh8ENUawARFCMgREJTI6GZoBcrUBLxwWvQEmqgIFARoyOUAtEixXNCBRFnZ/Du4BPDksjQEyXKUBJ7YCARUsIhED2gEZ6QETDzqjAQPmATMpbA43HHBPWQ1TemQ1L7oBBcEBKgkjBBEI0QE7ngIJS0Y2cyATITB7ogEMBHRjb04eBmJjd15aBEA7GjiFARccFX0PxAFNJ7wBGEU0C3V0cl9RBBUKYy5oXU5EFIgBjwEZKhWTASP+AQdFNDB1EB0AHic6BhUAGmG/ApYCGhURjgFgxwEuESNmZTUIWSQUQ0QnISwbFhMPhgExJS4SPQo4wQFrigJJwQG8AQtZOjQIQU5aiQEyBDN+R00+a2hKKwI2BjFoTKsBjgFXWWRFOFQDhQEiIxuLAReQAisEDlNGRz8yIC0FPE9BjAFHADo1FBw/FgknXl0lJhdRLEBbSY4BVwtuO5cBlAFAcWgsKwIFYsEBKAAxPhsNaBcOtgFvggFaLQooBSUDUKsBHAkNMEFwEFeUAY8BJFQJcaYBYy9eN50BmAEhJiEPXnscRkFWKjkUJjstapEBcVJfaxwTHx84DlecATEKWLwCyQSuBDQ8Q3gBKCgiGRhKeRlunwEYJDUSCQokqQH0ASWvAfQBfhuCAYwBKiYsHA0eEC+VARznAXhGaR9OhQGJAVKXAREiNQhGayAkMUAAbygAEwgTJEUXrAEJM1BUQ3hGGSqmAU0duAEKKDIGJikVHrUBDhljDiwJCzIkI2h7M0iAAR/OAVE5ek0vDLsBLz2XASCbASswQTUMHyERCAstLipdcrgEdv4CMAAGNA85/gFEThILHicXCI8BBRUlEiyGAkTEATQECjoXORQEDgEudnwiYBQOoSKOF8RI1ATcAkCMATAfGSknYUUlxwKlAQjNAakBWRYG0yHaFsRHCxExIAYQFBy/Ic4WokfAAY4BQI4BTAQyRCEkLkUVA01DISOfAucBFBgiH+IB0AFNNhg3ABM3KyshtwGJAR0WVskgzBeCRHEFBUcRbm8rCa0BLT2LARSdAScocQQHbx4aJyQNNg4GmgFkG4wBmAEgRDAaCSIBMR0HY5cBCLcBExBjLAJ5ugEuBB4HMwcJN2sClwHLAQ9LEwIjwAEKCmAngwFqIAB6GjAPAiKRATUULxYwEBhWfALOARkWigElCxapATUNJQBUEgQ6VBlqlAEKWGYKCDo+hwEUCoUghhiWQrIBlgE/ThRHDyc/gQF9RxYKlx+KGIZAHQlZCBZ7IhQtRBgHFPIJxx7CGPo9ZjItSgVpNhQn4gF+OW6EAWAGNpABGwY+JyUTBTN9GyU1NTEhQTEAZzM0WwaOAZkBb1YREUIOCDxydj5wbA06HiUYIVEoIEEeFDAUZoIBSkwuQkACLCwPIiQ/QgmxAQg2DB1OfkSQASQRMTBZtwEiWYEBXgsHdmyKAWIdHJABEyMyV3M+CSlIJQcyJzMuHxcCAwYTLhhlBxxRWnxLNApJDStBZWVNHgJpJxtTQTsjQT0ARUUoOxE0CxhEckhqGxC6ATMjJQMvhQFXNTmpAYcBFjE3VBYYPMgBnAF2KwiWAWYmWgsTjgFAFjZ8VCpMSgU6VDE0LnssJgkRCX4EJ0J5owFSNwsYBRAayAK4ARoYWF8sCigOIUZINhJWwAKpAQoHHRsNF2mFAQsPECcyYB9ScgMwHCgHNCA4pAJ7HlxHCCsjB3EMMTUNLQ8zGyV9FUJjEwE1CTEvI1kTQY8BOBebAawBBgVSSHgiBggiMXU0L3MRCQFHE1arASS+Ab0BKCZrCBUzSbcBCAkTFy6gATU6jAEGFBAkGRBuWogBHhhuahwSHiZRngEQGFBWXhoEWAIRQj46pgJ9GiZHBNsBLWErjQERTmslAlEHO0EnxQEEIwWRARkqcVpKqgEPiAEpElaCATYOSlI5rgFAIlABQBAVThcTLFoPQiMhrgHbARxRKQIWXR8ENxUtFQNRBiEfHQ8IHxjIASMYTAYeAjIAIXYNLgoZcl0frAHdAQwhJxcvEz0GbRUtGQKFAR4Wb0wNdUQZIw0JR00EhQEoCSsHHUt7I3sFDiWhARylARYPKEkhjgE1CCwkDyyUARZiDRxijAEGpAEpHm5eDFItDU5NLTpzIQc5Fa8BAzMpay7BASIBCRdPvgJtEiQYMhpcDpoBFYEBdI8BCyIHngE9rgEkU2YsFXIingEYTAGEARIkKBFCHSGmAcEBFQ4rPVU9nQE3pQEbCiGmAWimAR48FIMCBuMBAxE/MzMvtwE3vwEJGhEcGhpoLGoEEkRNCBflAQe/ARkFJxgdV48BHgrZAQWtAS8LTzYPE/IBF1AlRSUOHw2IAXNWdLEBITNXfzyDARolV5kBTIMBDxFBeRQtRTJRJ2hLblJpJTRVQSA3sQENBCcRDgQ1RpgBK0Y2KS4AVzRrc5QBKh0qRBRCZg82JEM+JV0YmQEfJCF6FPABMih8AS4eX4gBUWEdpQE5XakBEwEfCRIGCnyMATNsMgMyLlpxAhoNEpYBA9QBFipYSWgMeVpXIYgBNnUOHUsjJUEkRKUBoQHTASFTcxwHEX5CRj4OBVQGSQBjZR02DFcJSEMfCYUBT00nAgoPJDoZBwflAf8BzwIOERs0FgKyAWpWiAEYVTgUB0IoGi4PMiYzADh7ORFxf1p7BgIbG0UiPVViFxKCAZABI1YsJyAVKQozPyERmwEZcLkBYT1nGxqZAYkBtwEOF1cYASMmDAE+MlA2HBL4AVBBPheNATQGLVJLQkh1iwEmLw88NUQ6A+ABfDscPicpkwE+N0kH9wF3dlVRgAGGAT82QTcTAKMBEvwBYx8gW0FhZSUCBRfBASwv8wEiDwkaByZGOGayASZluAEOmwFMM2ocHwBdPLUBIxERJQsAfQKOAWMVQC8XEzUtUVcmHxozyQJUHUYIBQ9FDLUBCh/pAVIaYUgpLKYBDHEWCAweEyYiDlInD44BESBuPQMuez0vIxAHEARYyAFqXm4Ba0I3VjoIlgJGTwQaAgxYMIgCkAE3XkQLtAGaAXFSShcdOBVTCgRbiwEiVlFCG1Ug3QGZAUxvQyfjAWMLGyMmExUHfQYnfU4MT0wsLxgUOS8VC6cBB4IBIxYAKyI9BgqHAT4ad5ABPld6QzYWCBcZHjE9NEFTIwKJATlWPxsGGyYfIQ09wQENhAEXHilWNpMBigEwpwF8GRFuPh0eDh4qNSokCwEMIjEfRkERBTc3GwdfJS4vBhAPEhncAWCtAiIFBywSPHA+FygSFEYjCDQBFxE0IS0YGRcJIaEBVxIXBx8AEit+RK8BQGIaUlJ8EiQNEwRRCRoEepgCUGA6HA4jBTeFAVQKCz4kKRon/QEgRBs2MBJaCS1Gb4UBC1UtFlMhOx8QDTkXCDEVMDAUJi4bGhYEOBMxoAIYBi5uJ0ALMaYBnAEnPAVT4AESBQYsJEEoVLkBPxBVMQwDJRgjATqvAW0gLQ0IHRIcgwFQNmU4IB1gWDqAASZGEickGY8BPoYBAIgBJ1tOAA8uggE/VkF7tAHHAVHWASoBCLoBHmssDQMoESYaJUgbPXyDATdsUwYakwFIJ40BEUw7CA9TDGEOSpcBowFSWQ8aoQE/I2wBGYIBjgEvOggjPhwFfHgnclYLLnwhZ2A/NiAlwAFjJpgCNBcfZjWbATAXFV4jLjgxrAEeFw4IABMdQvUBjwE4STEiazwwXbYBMpMBRnqzAU4wXaQBNgF0EyAaOSgpmQFMeENSahEkBS4pa0hTJswBWZEBdGMSggFp3QFQZwMxGHZZUhVFPkdBHHdBBFUNBjMQHSEiQQwuTzqMATl/PlkkiAF3axVnHxQPKLgBTa8BCXUNBDEKOl1JJW9LICs88AEtN04pABYrLnJRbRINdpACTnBgJh6jARsYAFg0IyhTqQJGACMWVH0qpAF6sgEwiQF4dgxcTDksBGEcC0NMMiYIMEQfGDgjET4VhwF2Y1URRS12bTMZVV8/N1MeJRtEDxRYFzB0BzpeGlhIUH5xQk4kIkQaVh4fEBCTAVhqBrQBNJ8BEqIBD4QBJmEyF2EIX39FuwGJAQ0mESLAAUIwWp8BUHYFTCwjLCJfPCmnASRqaToUMQ43jwFIBBzHEJAlwCMHTSxee0ZDwQFkZJMBTk1zWhkJLlUKTjskCEFOPQJgqQEZMiVnailjFDIUGvET/iK8JW0BLlkwHwlwowEzBgg1adgBcls+ADFOISlWCQdaTRS0AQoJOh4NAQRGjRb0Ia4qai97QiUOMiE4JC+0ASIdIhIIdRk0vwGJAVhzETBhbFChAU4BNUwpBzBNQgFhtAF2eVwYSVgwGWYdBnyDAWBYExA+OhMOXE8dMCkORDFoBSs4WQ2MASkoNBk+GlVogQGlAUQSY0aJAVc4MW1GMR8SLhRCsRbsIcwsMRQ2QSINWTJVSzSjAZsBbgAxIB45KooBKx4qUzIBVzRXcXwwJSogGTR4IR4qN1wWATIiJB0qXnURMlelATBBLzIpBFo3ZH5pIS4dJyQre0w/K0wtMjQjegAkugIiKRtCPa8BngFTEAQQqxbcIf4tPB1lPCMBYDlYKBl+KxKsAX1EAj8KbBQYlRamIYYxGygeiwFuMzM4nAFziAEQByJyIguwAQgvERYdnwFoeQ04M6MBigGTASYEeoMWgiGAMhoXDSYLYWAzBTYxMEp7mgEGMQEuZ0UJWSAbMQUAnQGZAUoDeQwXNS1xYVoLXVAcNwkwEkUQdCKCAVB3FrQBAyhABjoaJI4BITN0UhkoEStSbQUuXTQbmQFWNSVSP3QWYQdUd2FKA7MBEh0hHrEBBUCfAVcFfxsJbSpVFzRfKiBfEEg3hwEcAj9CJxMocQAkmQFsVCVeB0BQBAYyPiliggFvD3QBDDwqKkouHBZEZgQdTjAMNDhEqAEhCEIiVVYqT44BTRSsAd8VvCDsM3GeAWglA7oBd5oBDgcOmgEPZh4pqgFbVxKtAjUkX19UaUViGhU2OAwIIBYfFjZbKS4vHDwvWiILaBYenAE5eEo4Qq4BB1oHETAhjQFa1wEtGW08kQERBR0bDR4ZZbYBHTpYuAECQDojhgFPC25YJy4JX0hHAR4UTB9WcFVYKGtFAy8GHFdGCVs7FDMChgFpwAEQMyAY+QEmBRkdFw57IDk/JEkGHlk2CldgHmfgAQyfAYABEVl4AwNACDxIJLQBFisEjgEPMVIJIRkgCWkANRUlcwAAT39L/QEBBCkLRIoCUyhgVSQLPy5zWShErQEXLgoZDqABMXAeGYABUwNOrwESC0EYhwE9JAGNAURbAgg5HRwgjQEeCTUyPykgXxYEFN0V4h/2NDBvJko9LwY5Kz+hATwjNVojDEwDSEgQWAYZNg0UEvMVhB7iNh8oGjMuhAEjfAEDDTwGbTQAPwlYPZMBCDsNBB6JFqAdwjcpVS8ie58BSB5bEgF/CysnETMAVzENoQFBQkMjhAEiClQwVDodEDArH4gBQGQyFBjLF6QbnjgtEM4BErIBFD0mmgEYhAEgDQk4K2EUI38VShGZASW3AScyArcBHz8nBKwBtRicGs44Ky85RB6tAUdHWwoSvQF7YWcTMVcuT0V8CCswNCkhIh5VDSwhFCQUMlhMRjZuMA9sHjsSAy0VKYEBbBBTLh9BAT07KTERD0cOVkcOjAF7VfoBG0E6GlUhfFkMIg84EBtuUxcSOxAqY1oqAhUDTGUSRiFGWEUd3gEtFkAFTDJDGDATDSoCUwyAASdAQCVyDASeAR8lNGUJEmUuBVFEJS9ISwtsgwFCUFNrLFEDAGEqW3OQAUSRAQMAYSATPUJdNVQJIyQeLx6GAQo1hgE/HCY5LCCNAaYBG0FIMwsc1wGyAVeLARo2NS9EEWcGND8ENlgDLBgNQg0PWkEKmAHtASg8kQEsQVUqIntyVQIK4QECPTExACFNQgY42w6WDpgxQEEkbFELEiURHzMbYwQnkQE2IbEBLBB9VBIJRg9aQhexAbIBZSsKAQsVAjhTNEMtDM0BJDefASIsYWMCfwslkQEiDzs4EBKcAWBeYBCqAQMdZFIRjAJNO0YyDQQs1xPsEdIvfiAPVgsKoAGlARGcARcccAoGZGonMT4HWTsMRwsBRQgNVzYMO1oIFW4sFGgWMD4TL0IARRkaNTURBMMBGRcrBfsBJyYGCq8UshL4L1UXEJsBRjBTeHQFWDIEHvsWsBTeMUoyF8QBR3FYSBgERgUzGhJtNxR5PEY1NANHfDEVQA4XJSAIWQQmczgzQwwGDN8X/hSSMr0BBEZDLAxZkAEShQEyhgEMkgEkBAa1G4IYoDQkFiI9BVYGBM8bkhiYNQ0KSAQI3RucGOA1bD5UITPIAWpQShQWqRr2GMY4FBwqNR6UATZARhEDLksrHzExQ0QXZwcRJ0tBM1UzCRYiixzuF8Y4mQEGF0kULgcSPGISsAFrEYYBvQEpHaEBHUEuAh2oAS4kShgLJAhXUQCBAQALJzIXS0xBKTgJAgYGuR2yF/I3gAEGEEJUXQQE9xuMGKQ3BAw5BmTzG5gY6jZneZEBSBaNAR2DATEOKQ9+BTk8Q0sgdwgrTw8FMx82BRF8dAJ+DjdgJztOgwFXC0sxKyUAowECLl8wWDcHFgUfF15TWx1jGUs5IzsDBkMqAxdoep0BShQAalo7MiqRASggcScZSzBjUUQOIyB6HD5kS1o4CSIuLjCIAUwSYlYRJkgnIQyVAckBVBNLSBIbBxQqVxp0JFiKAWlgWk0SChZQyR/gFoY3axwVR0YeCUBOJgpakwFhfp8BBBNJC5gBf1YVOw6kAZ8BKjc1CSghGCo1Gg8KHD9QD3GkATM8QA+tASQPDV5ZHlAKlQGkAQIwRCgxDShpTRlnWQI5QRAJWSVCCRI1EhoxUich2AEXcjQVCiIpGQc9X0cthQF3AmsVJokBGhkDHiEmBhDBIpAW7jI2NUZWQRMgJ08AA4MBJyJvKyotdYgBNBaoAd8iwBbiMGFqYT9CEhsWMhMRyAFKWeIBAQ42HwYLZVSJATEcFCNGFDGsAZkBFTQJGygqJQOIARRbqAEaW0hSgQECGBEuP3JIAQGUAbMBZAArHYYBtQG0ATdBL3AxRmUIKEkgDB+wAZ0BKiICiQGUAVMWJA0hCTSRASdMcS8qGUtgKAAODxwAQThJLy4IUww0gwEHdnkTVC8bQgMdGiYvBGZXngEJXRNyY4YBAm0hpAECMClGUJsBBlpTE0IdcWY6SA9XgAFbPwd5aj6FASpyCX0+lQEcai+BARwlDTCbARwBfXwcLTRUoQEXKJUBigEULQoiNSUqDtUBDmqpARE4B0luNAZkU0eoAQ0IIBkYJSdgpwEJAHlWXIEBQxN9ggGCAYMBDTZRUAZm7SLYFuAvKDEidIUBI2ZZjAGcAYkBIEY3ejYBJG4TDyQnISZBiQGEATUEIDMvDzFJNyFXGR5JJR4bW0QOW0SSAZsBngElGA0taGcJcjeXATQpFXx3Hj5DtgGWAR9QLhsFJk9DJhcTygFNGIoCBTZATgxQDA/iAVVEREUgOi8N8AFfESgTEwgvRXRZD05rFBNVCQ43IDgBHCxYAJcBygEfDzYeLgwg7gEtTCggJhJIMAT0AbEMzgy8MW1sHjE8FQ86Hx4sA04QCJYCKS4EamkcIhsyBAeWAS8oDTojowFuS4cB/AFPOkIrDYoBdzwKK5ABTRxwiwFOBC0gISUqcQgmExcOIjcSfDcMRGU2MIsBUidzVBI1HCIJAUQ4LTQJBHi/AaQBfgQodI8BeBoEAHvmAaUBHRATPw8FKRQjQ6IBfWdEO2O8AWkFUDkkUjdnwgF/BhoPXjoXJb4BdRg8G1A4DQ1KKZUBDx+BAUA9OREGAiMYgAFzWDyFAVoZSSxdEQx7JgFLLhkjigFrhwFaPSs4KQyCAX09RB8lZgRMdJkBH7QBW0RoVWQ2SSwACUQNLkBfUBuBAShNaVIFOS4iiwFKUhkwhAEcDA0sH10UJyUsHRBwWVy0ASVd4AGRAZcBHldBJhsnUB0ulAELHyAVSUELM1k8PMEBVi1TXjsnOA0EKj8kUHOCATVJRjBPICJJIA81FkcYLltQCVE6JRVIRwo6EREIIhNRajEibENYQjWaARIlKhoKTSwrsQEIDDk6EQlIGzqmAU9jdkcYfjMUrgTPD+QloiMmggEMd44BUxyeARM1XEszcCeHARpbL2wjClYCPmoisgFwrAE2UCgeZhQLNgtVpwFVNzEzZxlzJ04rClwKKHBCMkI4aiBSFiAYDygBUQwpPxUtfesBowFvNWUnKB8hggERbwDNAQdGLSFmBp0BJbMBX1I5Gx5RiwGDAXdTDmsEEBULjAEcLQgFSSUTCxYCcooCTDBSgAEwUTkkGQFmFGQwNQUOMzwaCUYGDgwJVDsZOgEpLCBtDV8fFgALKCQQZHxMlAHeATBRNyIRBh/CAcIBYMgBqgJMY0lcBSIWEQsekQFFFcMBnwE5SYEBDQgXGT4ADV4mHTw6GQYDHnd/FrUBPQgdICYDYBAdNlaFARCoAQhoNKcBMhANInY6wAFQpgFwYkAeVAoYKicFLsMBBc4BPyg6OyISQxZdmQERLLkBEhdVA2txGYcBG0kXNRMmLQ5iKT4WzwEoZAxKVCAeCDgFgwEeRRC+ARGEAZABCtIBFCouJAT7AXwtCXgVXpgBEhFSCmF6PeMBVBsXMAQQbgkLOhSZASw1I1odDkwESFgwqAJWUCMYBv0BFBsnehMrOiQ3aTcMXwwMORdXrwFZHo0BDhE/BB8rAzF9WVM3fx0sJS2AARGvAQltIyYPF1gOJn42IkxOJhpMHA9IHhcQTGEdIAQUAxgQU5gBQCM4HTcEUx8eIR2KASwrUExXCB8dGBALcIABGDhMwgFUKlwFDhwfFyVbQQgxIyYlHWqLARwkSg4tbgkLPi4gZkpTPBIeMAf4AXAeCXEiJBkRwAEdFWKTAQE0UCgfdANPMCSrARQTCSoRLEYLxgKWASY2XzLMAQU6PikMBXVBJCkXMFwkEG4wAiwNMTgE2QEKPwksERwkBaYBYA6MAQxhLBURQmUKBHA9GCAfqAIg0QEmIwcFLRxtV3ZHPSotORAdlQEYrQGZATwNNQ8OeQ49X0IfERpFIwuPAQIjIyoLD2QLJTgiKV8xADcGKIEBFIgCKzxAmwEvrgFtmwFYpQEVMi0XEiATI7IBC0JUI4QBGltiJVEwLR0YKQUZVwqbAZcBdB/1AVwILwVkYUcMaRY9VTJzTVxTC0JtKjg3QBAXVAdqugFHYe4BQk0kLLEBGCUlmgEXKzgQiwEWBlkdCxIvD5ABNQs0zQEg+gEXNiofAyR/HV2DAQMFOwdSywEyKBUMZkE3JnsII2Uca1EojwItBRQzApwBNRAiQxYJTxQ1TwhLMwX7ASEfTXsdI3cNBBDnDZYn/iNWqQFKH6UBHiQdFEBQDiZ0B1mcAUkMaAkUBvUM8CesJDhGEIgBGBAEBrULzijMJHISFFZCABTABO0JoingJHiiAQ0TjAElHEwXekhPqAEdWzoMIR84DH9KQhtMCgI2GShMO8gBjAGdAWa8AVVSVkcgPM8BA8gBbSJAXRwDcRBbmQESE1UeFlsJKHsJNDsBFEYMIeoBDyZeAVRcH8IBJAZIPgU3HBR5CBNFCEt1rAEFxwFkDStqgwEnelE0MBUyAABaIRZAK6QBlgF5RIICHURYbQU4AacBWbwBiwEadjVAGgKIAS8WQAEJChBdVT4rsQFaaVU4UQM8USpILUQ0C1IeeqoBdRe+ARdWYhleHD9ONV8ANQUnqQFCIgYZLkIvMIwBPwouEHmCAa4BC14HMFIj6gGgAZ8BD2opvgRivQMlMXUzSQcXJUIBBVZfKoIBIx0WTFuLAQkLRRgogQEHB2VPa78BEXknAEkgCit0JHLAAgwbcGEtZlUSTjc2LgWAAREaLAEJIiBXWSgDwQEqogF7qQEIMQZJmwESNmtdGAc3EiAZGKABUmi2ATcHKl8LBG0ncdEBDUDnAQA+VxDGAQBIapkBDxgJAiQuMA9aERtqEBJuVHK+ASAsFB0aI80CV9UGBB0VSktKIjcMBFddHStxIxoxFZABdC0+Hz0gYz0FkwGTAUNfDSULaF8yJZMBJ05TFx6PAXQ4V7IBESUEGQ8hRSSdAQZ2XSleSZEBZgQulAEuHzANhwEUT+cBZZcBBCMBSjsmGDUISH85YkkHfIcBvAELKRQ/bRNZWVEALCVErgEGYXaNAaMBZAc5mAFEO0YbRQgpbyFFhwOjAf8BLTFLZl9LRCsAOBUeOABUSBY0EpQBehoYHiYJDDoxCTqdAVdEQQ1WsQGUAS2VAQk6XxxsVWp2CX4iHDQkfl4mKDwaIQwHmwFJEDEDFD86NC9uPhJmOEJIDkAABXQ3HUgBAFIiRn5QMig8jgEQqAESFHgDUF4TVgMfWjcJdo0CBCgbBAwQDgV6DEXQAQNLVDCLAVIoP4YBHw2uARRgnAEFBCwZNRgne2ESqwEPAlU3CDQ3C5QBGRI4TSQSxQERX6EBATsZC2EsE4UB5AEFNwEEAm0ARqsBIN4BfUcmV2UdeSldRwptAQyBAVggPZIBB0UoFxclORClAS0fWU1fbTFrHQg5FnaDAb4BCisKC20nBzkIDkdGIC1qTBDQAT50bB5yCR1whQEZSCMCYBAkPjoaHTQOpwEaFI0BuAEWCWAWFjoLfpIBFQeMASVN4gEGlQF4FTUqaWP6ASGZAVYcUQ4YJD0MkAF3LjJ7OBOdAR5tdw5RAAUxIhcxXj019AENd4gBEW0oEFshIlVDZhGBAhMxTwBNDQQWrQOmKM4dBHdsDSfEASMQXkV8hAFJD8QBLw0mTxAsPTgOF0wVDmg7FAqzBvApsiNgcFMCOAtpMVBfeVYE/AGbB+wp+CMfswFWcydAbzkEgQGnARIDPRRGcywNRwpXWQDHAT8zGS0DHhcMpAEHRjKvATpcDx4sJxoq1wFQugE1Tiw/HghpJmepAT4YywFqcL8BhAFiCQY0KxZMuwFsFokBVBFDNFEpHBmJAVZUhQOCAh9NJFcyPQIVDChHOHRlbCZULS4cE0YVCCwxGjanAXYc2QKAAhoUFxCeAXEcUmEiDiM4ZzQIChEbclknbEczBTIjKglJ3gGJAZsBfi1f8AGjARZkRWYmORfeAZUBFiAfOgorBkAxFSgBPwwcJSADaewBaY0BKgtHkgFdAmIvdroBVx3UAVNsam0YPCMjBhKXAVNskQETHTlIJQC4AUl7Oh8nMhcMfiF8tgEPP7ABP1R8GzQmAWAUMVwHK5YBPzFqJkFGAb0BHj85HmERDmMsHz9uKwZKT1J2JwYWywFplAEBNyA8jQEkRXVEGDUOVhotUF5BAjohPZgBMVY+SyYEGYIBcb8BSCyjAQIXbQVJfwZZMwZDDgqTAZQBFKcBOSJJCAx5bB0jrgEGJz4QITcqBJ8BBpoB1wEqBacBTCMxmgF9C1AdNwIKMpQdpB2gATYVUi4pNQoltwEjEAQONt4dzhxZIipBNAItNhMPNC02So8BqAEDswECBjrkH/QZJholJQoVBBA6iCC4GYUCQLwBY1QYEVA1JD6LAU4Cd04pL7gBgwErAiw2/iD2F5ACQATIAQdqGg9sE2NgIUEQkQE7Ek0nOkgJGowBHgtUchpY1gFrcHwkLDRGFyiuAQemAXQAdi4KDT0KlwFzCi1hECJ9EIoBSRIezAbEJaYaEFAMBlI2N2K+AhAcQzAD1QEWOGMGaiENvgFWCigXFFNZDpUBTRvxAVIdqQEtG1cKAhLOBoolyhkjgQFMG0kKQ2UfQz0xWSHNAcUBBGM1Nk8DSFUSCqwC+iL2FTIeMWAMBWINNEwPVgIG7ASGI8gWIBRKJjwsElayBdYjvhdYggEsKkoZgQGvAXlHL3djQH0QREsuLB9EHglCQDKKAWCMAooBqgFsBXIoGrQBiwEapgEkNl5ZDlIvF+YBaAhGAiRreRCNAVUASQ0JRSQ5aVwnuwEdGZ0BiAFLmwE3NTE7HxFPCwRfDiJLKoABN2KcASYWJBUJCys/Wz9PdR8laz43U1pXXxeDARElkQEklwHRAg5jFAw43CX6EEcQOGENeBEjZjYhF4QBAaUBEhI2liXSEWwMCpQBBThUFV4cM2AdUVZtOTZfBQV/GEcUCDrYI5AUUzAMKQYqgAFnKhIEPKYj8BRoK2oCCKQB+iLaFSJvjgEnIyRjGw4ECjrKIZoXWSooXUoEL0glDVZVFAy7AdwjyhZTWkmPAYoBKgg9LkhPBDAvIARAnwKCJPwWGneGAU8bpgEHAFIFe4ACBjMiKm8rIicEDGF6HR2CAS0kiAEnRjoXYBgHNhsDcoUBF3AGA1w0DH7SAQFiJAFeQQMMpwEHMVcVpwGXARYxvQEKBHcDDg8JKigbQroBEDBiDkQ4CGYOCWxrFNgCwQPmJ9YcCTgdAHoYB143G1SrARkZlQEpjQFtEEMWHHt2DCkELqsBRxA5VQ9AFymkASgRTCsCMG8GDd0BCxo7DywyDSisAQlAYhB+VgJkJxk+iQEZBEcAG1kIOVMinQFNBBc9DTAVJ5gBFBlQKQE+mwENBe0BESQpAjigAiZzuAIEGIoBSAbIATJ35AEkJ/oBIKMB8gEOC14vEL4BH1xGCXQ9DDpfTE6nAhrgAZ0BKwKBAVVd7wEhAF10tAGsAiYUZhEApgEZRoIBDTgiBz4LBVJDCChJFBh3Cg1BA4UBiwEzE7UBFyE5R5UBeSknb0sBhQITbusBAhVPCpEB1wEHAVsjKGczxgGTAQseYwIxrwE4oQFlIgstNSobGTwKJWoyCyxACCziARAAmAEyvQGkASQddAF+1gERWkoLWiIdRi1HQIkBCzvXAgsYTwUwOglwpgIqOjQUQggFOB1BYpkBZRhzDQ0pCCk5TrsBhQEjM7kBMRBjfdgBywERNAEIE1RSjQGyATYNbgI4aEmOAUZDUhsxMD0XHpsDESgoET6MAhc2MCFOFg1GIzlMVU8gKYsBFKEB3wGIAQtWEiG4ATOPAfoE+QGdBDgfNwopIUNJDVstFLUBJ0yXAQVUQRI0KzQ+N5ABhgFLFDgeBDZcEWJkMR4SHy9JAXUBGT1ocXNwWS9m7QGaAUC7AR0QLT0MJ/EBYCUZSDEWJi8uBk96KQ8+PwosJ3S2AQQWvgEwFVQYGwYEGycjHbMBGlWzAVYbI4ABRwQSW2AaM5IBQDMsATTJATxAbbQCM68BhAEanwGKATEfEhYY6C7wApIBH0CAATRPFiY/NZgB2wEkLCdgLBv5ATMAJqkB+gFJIzZbDBcUUhScL5gCwQFQJK8BHc4BlQEeUl8kFm9UHUGqAdcBZ1IvmwFeET8SHgke4AEZSk4fXgVBmAF3eTBXeAJDWB9JUq0BqQHoAV4bGx0KNrECC14LBVJXTgQuV08BAhhkAGKEAQk0FAcwEQVkxwENHucBBzACATFIDhUjVCInKHQOiQEqOQs5DwAaaAE8agVGNAcSElfqMgBKDgCCAZkBAEgAAAOIAQBJqgEAVXYAKw4AHxcAFB4z/DQAgwFtDkMICMkB2gIggwJfHFhQFx8BAMEBUxpFQFYAbEpabhp0Mh2cAl3lAdACBAJWLwsS5gEJzDcApgIkAKYBEwDCBiuiAuYBbSKiAZ8BDRRJGRUdFW0GJb0EqgGHATcZHxdvN5cCngEAcpcBAGcDAJkBkAEARRUAAmUALGkAvgHLAQBABAA4NAB+pgEADRYAnAKxAQAaRwAxmQGgASA9TBIJTDASWCIyERNO1QEsdnseCAc/YBYDNBYeHBhGAhrMATcyBCJ0Jhw8qgFEJnYmDfMBxgECH0AQ7AUVjAIkGjIPKE4tNGg7HRQpLScBLUtrTY0ByQFLHasBKzITXVYbORSZAYEBuwF1hwEXIT0kJZsBtAEjPQ5HTScpGTdlDd8B5wE1Bm8ULydIXYYBwAG9AXFihwFVAw8BLTJEV3SJAbMBsAEOLU5gN2hiGzSmAiIDNgZ4GiB0iAGCAVpwYhIstgHHAVZwAYgBYJ4BWADuAT4qSAQuQS9G3QEYhAGJAb4BPgWCAUhkVVjUAT8MTEMLJAflAXIVIbgBJwkyL1VAUWUcIVUjAzMxHT/vATMzP7kBpQFNlwHhAUaDAXGnAWFfIRkVIf8BBsUB1QExHIkBAmNvJDOnATEeWQINFEIayCyoBfkBfDpRA0BXCMABAgssJBcHrAEx1wFqOxlCMQwcJz4DLXodDVRLBGpLGDCFAVQN1wEk5AHLAY4BOAsYJgonQg47AUA3BkhvdAorYCEJYhYPpgEQM0FYAbEBCBpRH1yRAU4unQFsE2uqAWUBuAET1wESLiroKuAIRCA7HF7bAS4qIVwaF0QGFrgBCZABPA4KlgEqJ0gGGIwBD5QBJEGQARVTUGU/Cl8FJaMBHHNnEwLHATtiDyUwGl9+HTM6ZSMSgQESNRQOLvgougutAWA4TwViHR2QAUwpLUoJgQGEAT03Egoswij8C2YnZCw/gAEZJU5tHSgUKDaWJ9YOPxgorwFmFtsBMOABhwFuKg0sNgQhMhRXCSYjAUZ1bAoxVCURaA4fah4lJUYKkwEViAHRATQoe4ABF4UBrAFjEUITLxLsAjrqJrwPlAEkLUogMwVwvQE4NkN2JA3cASI6VB4TAAYR9QERaUkkRxc0RRAsMzIcJWYSEZwCKaABShIFPlQqJiJADhZgBCWmAT1rYLsBxQFBa5sBmgG9AVsyJRMkBA8kdgQUrAFGJ0DAAYkBNFQAaGZgZDaMAoQBrAFqAV4QECNLSXtVMy9HGQuNAQw2eSx8SUZcHCIsViBC7gECUCYeYgwqPil6nAHFAUwR9QEdI1ETIxIWB4gBEwREbWOyASNFHBlXKz1RnQJ7nwFjJymNASMEaxMmgQEEQF8wQCk0MhhGPmByTsoCFhw3EwK7ARQ2QVaYAS1cUiooKDQqOOoBEqABfg0qRDkcgAEjCVJdlwHUAQUcGhxUAUKMAZkBogEPnQJIIlEuhAExNDInHAgjGBTBAQY6NwKAAS1mIhm+ARnJAVocGzWEAVp/pgGUAh8hXAZRDl0vAHkVQBeFAdQBJRMsHkgEEoIBqQFGFhdkNAYCMhckSHMdTDJZdMABDYUBUEsNzAE9CzgBIyQ/jwEFE9sBdQ8rBRMBIAncAaABJooBJk6QAREONC9cDu0BEh41C1oAN2JwnQEeiAFXZZ4BKSoOCFxFISIM9QFSwAFDAUQVGSoKMRasAZ0BO0RhDAelAQhQyQFzFTkIOXdWDF0IJF1RaD3xAQwnJSETRn8Y/gFDUVwncQYF6wF7Ee8BFik/KkMRjAEXEGofqAGkATkwTC0EXiMjSBlnNANBBC7XAWsdtQFwDocBIRFDAg0CRBFqUicuTFER7AEZP1IFNRoCNQUgiQFVEXVQI2OaAQkyARaIAWcHRgQnUm47AKYBBCVIEmFMCU8NGlEzCjMAAgbCBdQoriANAzQHLj4SjgWsBf4ooCEidFoTlgFdBjYHJnBoA0AQFQM7KVeLARMHb0AcrQEgem0TXBgtNmANBCYqE/wBFGRWA0ALG7gBqQEAMAIDVkoVUAIMzgGDAQMKIQQvDxPDAUYIoQFXHK8BngEEUwQLH0MfEKEBIgdnHhlBPnFjJhtfWCLdARxITwFQDx1UNB8mPnUM3AElHEY9mgFmAEILHgkzUIEBe1QJlQE2OF0angFTViy5ASZQSwJKERlYEClORD0cVGUnhgEbTToIUSwRFzghSBAbwAEvRZoBWgVEAioLM36NAYsBWgtvRiZRPKIBVy4kVww5FinPATQ40wF5EPMBIh5pPRhHVTILeRo2PQq+AQMDlAKKAWDIAUVJqAEkWr4BhQECUAhFUlCPAQB+WytOa4kBpAEjDz4HXjVSaGtePEO0ATCTATg+Lwl2EecB4AE+ClpJFSACxQFAnAFHB04YSSqcAZUBKzBPFB2RATYxPzQPOAgcpgEvJToHoQGgASYZakEbIARrKlYZA4QCCRc8EkUCWI0BkQEYRyQdfTgAQStKfy8tSSwHXU4MNxZMjQENER0uUVg8DUYcGdQBnQEEOhAHcngqsgFPDyYFR3Z2I1YHCiYUBRqGAg8jdg0rAQkvMzZhOxhFIB2TASYegQF9JEMdA1kPEoEBMgh1rgEXiwEuB0MdBF9pEjMRDLkBGARbWypLIQYbCiciOAF0jgEL7gEAK6QBrgEixgEzB0I5A1yZAQVILwRkFFmmAbgBJLIBNw0oCTlmQCJ8GgEauAERE+IBCyUQCSsfEV2fAQwjEAsFTANStAEigAE6AhZCxgFxkAIEKxYZIw1xIW0jKRViswEBCmFBNlMEDmceGz8RVRdLAgtTBiaRAQRCRQh6DUV+kgERJAwPHB8sTcEBPG9JCc0BKgFp1gEJRUAwdwEaMygDFiRJ2AFIiAEcfDwfQCgfCCItAxyPAQg1f3EipQEsITUTcw1dCQhvC1CXARWyAUkFCB8UORsB1wE4GnuqAiJVLBhjDQFhbQgxDwLlAVIaSZIBOmMoDG8EGTUVE2dVBC0aHh5MYFA8COgBAuQBgAGSAaUCCbkBXUpXB04/BmYFSnRkR8oBDxYsEIQBRnQb2gE7LlxaH1gICX4NOV4eV4ABZxmQATEVOhIARjpvvgEVAiJCbChoJFgAGBYStAFL6gEwPVICMxgTFwtPGaMBBS9dCXcnvgHHAVQTuwEbvAGbASIsbSQJMQNlRVUWPwcsbTYKIwcTMSlTK08PIxsswQEmS1M/ATkNVAdCYlRSJ9gBM35kigEnfCAPTBEMIBpWLDohuAEfHCwuUApUsgFvRyRJGQ+TAQAwPQkmTzMbdQCVAU8tStcBFXFHGg+1ARczKwlLBQFfM0MttQEGe3c/BzUEWAY4eFg+LLwBE1IyAmoJA3xRF0ZXEx55DEM5BqMBKRwjpQEUJyMBTQ0EUwwGzQFSX+MBHW1DGjMjInUVEzUAJQgaM1wCBrIG1CnCJCAVYKIBDkgSBvQHzCnqJXAGNlAjJAI+tAmuKcQmMDsoD2UY2QG/AUMyDSKEATA4VAAwUEUAEk0IP3cMgQEtC3ECK3FcNTEVEziPAUBDvwESkAF7eCgYBk18TRJOCV5ABnomGlgRC3pjBjgFCQQyDUFmAAxsBWpML+gBJEFkwAEhEgbkDrAnvCYTRBIvFwwCEqAO3CfaJjtzEjMpDGsRGGcUGGlWDilUCRJSFU42FxK+CKgL8ij+JsQBJgdAtgElqgEsHzzOAQFKFABSERtEY00agwErG3ELWx8uGykGBMUBCxBLCxIADxYkFRCoAQdcIi8gbAQKqgEWT9YBZAhuCEY4NUwXPzIxPRZjSRu9AQwWIRUgQiM0oAEBHb4BggEmqAEQGzYqGSckUX0EkQEOZicJBE2LARpHHxybARwslwGGASgldA4ONgkmHAJ+CBOwATczQA4H7QGCAUZrpgEKDjIUaCIWPs4BGBlGLENOEANwAigsDHgeKAocGhSGAQEOODRdCQEveQtVGyGBATogaW5QCUY6GBgG5AEYHzomATROCAEwRiEQDjkdOTNBBYcCIyoZhwFrJyVJXwVfgQFEOyMyDB5wCB9IEoMBhAFPGUIHCkIcWjTgARMoLABEHRIMENgClwGqA6oBP0EaKSknDRuDAQ4PMxItW0AXMxQpCB8tVE0PDiEjG5MBPy4UMDpkUhwQQsABCSZAJERgCDWIAlWFASQjDQVREqwBgQGVARIdJx2DAS1Wa2sINyUVVwadAT0kDTMtB2sAF0EhRGdHDEMVI2cSiQEpKAcjEzohDZwBEB0uRBEWjAEDAjYeSYYBWhZuEBQYFkoOA3wpMUwzHxZHPUfDAXMitwHDAQahAS0gVTkOHhEKnAEYEFhKIZgBqAEUSjoyQB9eFJkBJLoBHpYBB1dWbAcISgkJFB4REShLazylAQ5sKyMdA1ERFTEURQx4L0Zmd3o0AWAEGCgkTXBuFnIwIUJalwF+QBMsAhgaD5YDc88BFU8aGCcDXkRBQgIlfIMBrQIRKTxTC9wBETk2VUc3CyMrNAoLVDwSXCbxATQ4kQFya5UCDIcBExxKSRQCNX6DAa8CFzE0TwfEARkdOgcnEiNJDxFRMxwUFzpkBg4aHVYQ0QE2PnkeE0Fg5wFvA0cRIws2UTaQAQs1HilhAHkoZh+pASAdGyRJFFgtjQEOJyEOYTKSAReQAYIBJFQMWDCLAR5OIwBaHgxSbi8rJQdtF1szlAEbRRoxgwEjGocBfQ1FN0GFAUg2AElqYHF8M09CngEFHhQhTB9NKqoBNwoIK2AlUz6sAQdIG38YLjEkBA145QFtCmsfHQ8INygiKxBOFTcuU2kcNC0xVEhBVC9rQi4RLC8daO0BaQpTGSMTCnFORCEFDidLJAcfZCYpUwoMPxoiGXxLR0QiEyANEaQBiQJqbQcSFn84ExImc2A0gwGMAQcfIhYdGlZlFVoKbQMMLyQDKSIjFVBJHhw7QChNgAESKWIVGnYIJiwnVCFLQlw/AiBDHzIsDQI+KycogwEmfFO1ASqHAVSAAX83gAG5AWB4aT1kKTMaPglHbh45cDFDTFklcOMBIwwmDzXSAQUMMBFKHkFsYVtOfw8iVRZBjQFMGF0AJFNAO0V4AicyggEmS+wBgQEiWEZHCT5ZGQoKRT1YhQEsE3GUAWkDRDcaKB8wDiN8Rw1iHJ0BE8gBnwFODC9wdQVSa0YWP3RRDygPJSaSAQcpGgNHM2qXAUIdLUBHGxALJR2SAUEaHhFaRRaUAe0BYhY/GilBJAkBfCsIbnVSKgEZUh8xNs0BoAEOFw4iKUFmGCkqUi5dHBMTal0QXmNwCDmAASUNJJEBQA0bBxYRL0wvCiaxAWYjOxgSQTdOEDk+KgABVC471AFlIGgBiwF0DEZYEo0BjgE1WioZHTggGRYIJQkJLSMHFzUdDC8YDicQGycKOUlMRyUyYxhEd0o3GTAWdzg5PQgGcxIuF0QxELQC3QPOAS5W0gEjNEYxHhExCjMjJ4cBQ1xrJSoSCht0c0hqDBcYIgoiTgAFMiEMkAE1ckhPKyAWEVziAawDIx0CMUE9XSJJUVAcPyCEASIGFj4NOSwjAHIpWmJkLCQ4RDyaAaoCMzEJcY8BhQE9OhI5CWY+JghGKRdkggF6PDwMEiQeB5oBmgJVCqoBRDgXBhIUCaYBsgIRDDQfERhZiQGRAXUtHjEALBgmKnZCAkR0gAFYQAQJmgGWAhcWOD0LEjl1fYUBRwJPqQHHAXFXBgIuOl5kLCCMAaoBjgFMCghucF4eC+0BfPwBaQY6AGt3pwFFCjBxjQEddS1bKw6rAQ90Yz8KMw0gBiQkblgMrAESbzgaEQxaKlGKAZIBnAE8EQpqblgcBQQSEN0BXtQBNUMzqwEOYCceNK4BED0SKirZAWziASUBGFNLBYsBYTxKbYcBOZMBMA0xGQYbOyYCWTIjS0YTTVQMPSxGFFOkAYwBAiIIeG+pARhjNT1tH6EBE3pRJR4ARyU6c5UBEzMEPSMGCF2lAYMBSRUNI0FIN8UBgAEEfT4cASYiJBJQmgFiVhIYIBHUAQivAYIBXAIWARERJyV5cSOfAQqeATsnJDsxIw1FiQGdAWMxmQEFjgEXHwg/Jx07GQabAR24AWEdLD0hIRUxnQFNMy9/NwFpJXQCEqYXyCKsMUMfEkUtJSU5BTN1qgEcJho+dlcuQCo8HhASFoYXxCK4MoYBMoUBQBgZViQ0DiBuEwFkMSFqN0MugQE/CSkhGAWVATACNoAX8iD0NBQhGx4XVSdJFSq7AUAPVTk5IT+TARhFSckBBqEBBEtDWwkfNy0QWRVEcwM+FRUOJAYtjgE+GjgsUh40dhUYDBIeNMABC5wBFTpadIQBBzVUBl1IErkBFAAIoBjoGvo1PmNxBAo/CyYtAgzWGLQamjQHDhkvCRVdO4UBGx83CiUdAAauF7YZjjIHWR+BAQFfAgSkFtoYjjEtHyUACPYVuhjoMBd/RVczD3UhEAJkkBTkFqIwbxtATRYsGzQSCKwBHtUBSC0ZDhsdNikIPgl4lgFECnRtGyxPIS0EHYMBZIcBjwE9AZcBOHmRAQUkBRZuShxQJDSaASceFjECH6EBGUhdIwtrM4cBswEPYT8hSQMFNVQeLp4BBQpsIkdCDFEHFQs/D0JTChOJARxFdQVHdUAvGQRBEAGlAcMBAwDfAUpg+AEtQDAHaAkHfKwBWyoEFzIzDQwzBB9RBwAIhA/wEIIwR5kBFClJMks3SgIMxg3UDpIxIwggJUgGLysSA0UELFkGAOYB9AzYDdQxJA8HjgFSmQEmER8KMQklgwEWd7cBtAFnf1YxjwFSCT8INj0zUasBJhYZCSIIGXSgAUNeXFeEAThzJl0JQjo1DYoBDSksEtcBX7QBOw40FSgUADIdNmIhWo4BhQFsbjk63AElM34SNKYBA2CaARCcAWggOA0LEE8jXd8BCTB1K4cB1wEOLiUHQktNAV8OSV0eGDMXUjYjRmJNCDQHC3AQEzQ2OyREBFAUfNIBT2ZgSSARIwA7ISOnARUIRxeaARmDASRLMSM/DVmZAXweewUtjwFAFEMAepwBfWQ8d04JJTZNE6wBKpkBhAGiAWeKAQs/hAGUASuOAQs3I0IMZRpolQGLAQ6FAQpYLRUPT3MoSSlCLwowS1wghwEvTjUJPiEUIhU6EDx6R2o4CZABGjU4Aw6KASxaZAEOLBQ3KhuHAaQBhgFnfmoHjgEHoQGEAbwBGRhiLBRapAFBCKQCGE7KAR0rEkVnkwFRXwgzLYIBDCqmARhKMFRqA15eqgFWYiMaIgwcIHY0NEo0Mgo4Mi0QBswgsha6MToggwEIEMcBABaOIeIW7i4zN09XSSQnJQkxQYcBBxNnIiwMOkB2LioBREo1JCoeEMoBkiHuFrAtNEBUOjAFODoxLkJpjgGWAQ4eVHUSMBkAJ2wTV4ABfYcBAi9Pdn15VCM3pgEaAnBALipyfo8BVlQSLhZMNjHsATABOjIWBjI6LTBywwEzGKEBbTtPEwo9GB4VlgFcREYVvgEuFiRiNghkM5wBaEgRamhxSBIOPAk2IgMBVnBjfh5GJg0wHykceTUhM2FQHwkceSRbSTMuBVOKASo9hgE0FUY0ARJqMGmmASJEGy0kezELYTV4LwoBXxZlYXD7AS8BJUszDC8ABUM0d00rEztJRiNJeBQrigEwAFA4FiKKAThJlAEdfgohQC0LDWEaQWEfPDcCCXEzUUMMmQGpAS1ROSbnASUPRyMZFXmNAZIBmQFNTTsZRh0JlgEGEGo2HkI2FgB2Fj+IAWReFAB6KRFyJwcLDwmTAUMzNy8bDosBAUBNO10jCQGxASdmAB60HvwVjDYlGwSdASs3AD+xATstTU8RCGUCRlFcEE+MAToCRHAYAjooBhDCASsWPEB0JAAWELwBwBz+Fso3lAExBpABQlTCARsvdAY0Nh4WDBK2AX4qMAQTtgGcASEkEgIyDRxgiAEDJJABCH8+PsEBJQMlXxcVISSZAWkxACUKFQomvwEgBk0kAgcKG7gBsgFACBgplAFqFigMHT4nU+IBgAEbTjsLMH0MC0MKGp8BCpgBFQ9YZi04mAErKU4QK1gjfnQlJ0ppiAERAWI7Ew0rRE2FAUYSGS45GwFDSxQDjwEqNm0obA8IMiYATg0fUEM6GUcGc3YTswEnBUMhHjM4EJUBkwEDSxQbhwG3ATI3DgN5mwEnTSY9lQEnAy9DAhOZATAca0BqAiBKVBJsPy6EAQMKREIONtABQQEEPKABfEcoNBx4Dhc+UyQQTwJdhwFOGQIENQAvdaUBHAM3Ay8xCI0BOjedAVkpf0xFiwEAKztPJS+LATYHHwQXADzkG8AX/DcxOXebASoTOQMZRwmvARRlqwExFrkBB1s/EGUZDiUMCAYWBnRCHiAwIBNMIickPlkCCkMJBCEvLTmNARIXDzQJKDgoWD4YAHAMK15OJjgwVgsulgEiFjA0Eg5kODUQBogfhBaCNUQMRSoBZwCGAfYfjhbUMwIhaWttVyMtiQEjKwtxUxQvN4EBLSEnV0kceR2MAS0aEwAfCyIjHXAJjwEaK3EvLU9jRR0PJxmMAXhDVDCfAXh0OywePSYBfwElZx1FQStPAzEtIH8XygF5iwEDSykYHw00AQyIAW8hTIMBFhfFATV5ZwAYa2xgwwEEUAUwEjBkHkhSCHQ4A25LIVQJBIIBOzrGAR5MGCh0H4gBhgETHAEfExsCXXcnG21jASFVIiExDgJTSiKPASEvSR8KMxAUHygukQFVSllPXg0MHgcyDlb2ASI3SC4KWBgCBrQSwhTAMEB4GFpMJQA+zhOGFrIwYgkzDEkTLXVNYFFfLAQJEh4QN2ZKEn5CGjwKSC4SmgE3KmCFAQABYzNnOXsBMR+qASSSASA2Qg9wNsMB8gENFWI0Ig40cgdWFLwBXjoyWCQDKh5VggESFjYrOoYBOlt8YD6eARBa+hm2GbY4cFtUSBSAAQImMkW0AWR+E4wBJ1xuKB5QcmNoJEx+DAkceIkBXAYFSg0sWhgLFnBpIKgBR1+kARksCBs8cxS2AQAPLDYjPicWNl8sIxcsU2gNpwECCjVTDBd3MjpxggEDa1Q3BwInFEtjiwGiAXsHCDMdM1tjWlNLL7MBHlFtaQ55TqsBYwI5OysAQ2lWTR0IJwAKthmcGq44NUNpEwo5Iz4xK2gJAgqcGIgbzjYATAQCPiYBHlYBDzASBJoYoBz+NyAtQBAGuhjyG744KhMyFS4MEgbOGIwc/Dg1amcnIlECDvAXmB3CNyQljQEPfIsBKZYBTRlOAx0iRBMFXBIOjhfuH/Y1ECdgKj9SLip8JCtgMoEBaDC3AR4QBvwYyhyKOh4bHBc4LBIKghnmHNI6F4ABGhxCTAwEMCpNgAEQBLwZ3h3oPBAYLBIGzBn2HZQ9GFY4BBdUEB7oGbQeoD44O0AGLniaAZEBchpEigE0U1wqGHQJBzw1TCU1EnsxUFESOV0XCy9LRis/WgcSSv4ZnB+qQAKSAScaZjAPWbwBDxo4EVREGEV8CBQgG7wBrwEJtAFVBlwGBSJmDSAEGDZzFwJ7LFqxARAPJx0rZxGBAQIODTETAj0GNykWF5wBDwFWEpIBBg4cLAUBPhM7XgVbRBCNAlILNQkMDS8IVpcBEhk5IXlHCdcBKABDIxAE5BniHqw/AgcdEtQC5hnaHo4/EWTZAQ9ZTxUGOSFKcQ0fPzM1OwsIIzOGAYUBDsYBQw4YGw8LMzd7JBlPYSdOqQEFlAFlREAjUB4cMhKaAVp2IgIYNA8HhAEIJCgiGApKWABymAFnGihUCygyDDQJPDIrOjwWBiQuLTB+MGIwBlgPIjU5G0E1Lit7G1lLISkhVVs4G2Nxc58BbD1BCiMVIwIMpwEPOyNFUykLClkYNlVCOnFQMiU+IiIMPtIBUjY0JkgGBClDPUU5CyuHATINmwFsGHE8OkIrhAGkAhAoFmI2EBFMlAFwTAcDMiIxYIABIoABGAAgHFEBxAEMTGQISBA+jgE5BSQYUTJ0ogF2PSYqEtcCkwH+Ag4jcx8bAgtvLjxJe1+tAWgdWzETMRQdFDYOXkoKLABKdE8fOFQvOi4UVjEsKgZFCYAB4QKZAYgDJT9KHE0GFgkjUjCJAV5+mwEQJQkdd0gkcVU7ZTwNNQA0PV16EeEBDiUTH0EtGg2TAV+lASYkP38DNxEtPQ8tOQI5RUQTaxoTXV0PIHEADScHFQQWY5oBKkqUARRz2AEoMkAEciQEDCkXQU0TEjsJbmkOgAE5MlQdIjYOJUiKARRkCTZOFxEakgEmajhdBcABKzyEAQlSEA58KQU4JDcgTi9JkAEZFiIlRhRIhwLGARqpAV4VDyMTFCksTIkBLi1NEF85AyU+IS5+MUmYAToEaEapAswBCSEJEwUfP0KDARIPEwYvGAkrMjQ/bDI4TCqJAXAQDqAasCKqSESPAQIKWyNnSEkZHykeCWsXQDkSDPIZoiHuRQFMQyOaASsCKi84oQEDBHlqEJgFihqWIbRFQG0eWHEnGBUlLSN9SkE8KgNGEQYskwGyAWovLkIOIUxcSTwWDh4GPCIQBw6uAb8CGAyVATkeGRMADxwOLCQcCRiUAaMCDBs+YVI5TQwINSMcOzc6K1tsHT1WDDVWMAsoTicMRhUeAAQWLwwlgQGqAckBfw8nTRYBS0hBNSgvAAALJkU2WBACcogBpwFeRjl4ASVEUUBKDQUmJksySmcMpgE9exQqdSojBA4hKCgCBqoCTckBCQsfSQQEdVQWLS4NCxZtKBlfIAsEGgBqEBkWmgF3DXIMKuYBNYcBTh1NGQkfIQICvQEWMhUYBQMiNwQLVxwYTyg1NAQCTCIrGtABGS9CEjKIAR1FkAEm8QEMA7kBJAwZLhBIGAgPlgEo3wEqCIUBGwkbpwEBasEBFCgZJCUSVpsBTRJFBhZJKAANXAImIB8aDU+WARgTKHAJE7gBAW0mEwoEBFAUCADmATzbAiMaH8kBAH5HIAdhJDsEOo0BExw5HwwJVwgWwQEVfjEICU0ASRAQNYQBEDTEARZ9VgsLbicqAU++AUgbLNABAX94FxsWND0X+AG9AREYMQkXBYcBW5IBdSAVOy41GBYVjAELCFBCYToGGRIuDgQ4Ew/UAZkBEyA7DR8LDW0eORkwORQBdzJHHi4jggEbGDgiNwo+DSRGKgQ8GRXcAacBJYkBBTsylQFfJwMnCCkYMCVCNg8AHgIsIDhAKXYUXgfJAcwBhQIbBSMfNSdLCHcFKy0JYx4HhQGWAWWRAViLARVnWzMWOV14jQE5GS8FIxIqK3BEAy5UcUYaAVRUB1QNUjIOFiw8HwxGRxU2TYMBPKMBLQsVT0MGQw1ZXaEBiAFZCkU7IFkQFhtSAjQsFAg6mAGDAUAKWDwsDCZINRN+XSgVOFiRAaYBZiuAASQeHgw+Cw9QGhQMNlARaBAaEh0+I5kBigHFAR8GJxU/MQsMERV6A7MBqAHlAQsPJxY3CJAB8wGGASMgN2OSAW9ZugE9Ew45PzPDAhEVBhIhFFRXsAESPwUlWQMMRXxFtwEUPUGJAQgkHSo+RBQuBhIqGw0wQTkIyQElO/kBAk5qUjbEATBISAU6A1FgowELIAMkKhMlGcECIR1zGx8ICROcASYxRgpBH0FhXQAhJw8sGTBeOhcyFSEWfzUvtQEDNScaaUYEGQs/eJkBGjoNYGDYASgqFCkZ7QIkbWUrIxoLKQlcC2sgIzVSswHBAR2XATcYBBcaKgUeBSFc4wHnAQ0jCjc8xAEDC1YNHR4TZTZKowFDBgcRBSwPFYQBDBpCTzg5wQEYFnNuvwHPATIdFjQrUGksSA0BeilhWnyLAVQpL0QtBj5dMCoxPkhBdCgTDCxAkQEQGYMBJAo/BFpud14vK3JVDm5xUAitAX52qQFmCz0iiwFTQCyDAVCvARVsEYUBTqkBM0AZoQFkoQFXfiAdEJ4BGENmFQx+VT4UX0wpKyZTFRj9AVATpwE5Kp8BMBkABLIm7A6yI2F+MRA60CXqD4AjC4IBF7QBaFEJnAEvsgFEazusATUCUjVKIjGaATElIgoXGrIBZWYZPR4KMQLkAZsBNQAcF1cuCSc+hwEociG7AWifATQ0QR8yNXF8NI8BIgcvEKUBOWQMmQEmGSsSdSNCcTJIAASCJI4SyCNPchwQGrIjgBPkIwhuB3hohQEIogEkhAFYaROeAR4hAjYdiwEISSU8HzUuDZkBJWtPfBkxGAAS7CLsE8QkGZUBLTVVIFMPLEc4dBNoYAhYIGyMAVUUPAwQ+AH0IbAVjCYOehyGAUh7AI4BNhY6FSg8TWoImwEysAENIiAjNANnBqwBNRQQE1g1f0KpAVELTQAjNSBJKY4BEi8lUA+JAUB0Py4eLWwTwwGNAYYB3gEzaDIJagQiSik2GXeQAYsC2wFRigJMMlpDASApNWwKBkAEPEZnFToNVcABOCI4fxMmAB8ehAEfETwIHxgaQwxOrQExU2N8OqUBDws1ID0dYEcywAE3e155GsABDZ0BNA8fLB0QPgAmiAEEMEoKRCgiMggmKh8MRLcBPpoBYQqQAYABVEAOBig7FRKRAUUnlQIbGSEHIQQCdWAKIwIMBSEmaKUBELIBLDRMYxdKHSpDdCE9pAE0CuACEi26AQ0rEHVbCQ+bAX8dOxwTJUwEGZYBIjaiARxKPCJSJQE0A1AwZiIQYBUVEk0xURthAgs3KBJPrgFGC+ABDyEPTS2RAUdHChczOgMxYjoRhgFEGj5YZgAKCygvXTZVNRuJAQPhAQ0iYRpelwFeej8YOlMVB7UBFStbOTtDOUUAFz+AAhkrEithEzdPugFfeysjJx4vM26RAd0BAgASliGAF/QqM1tNgQGPAUwfW2MMLWsgJgIgcmJ0ggFLJDgcECakIdwW1ikaSEY6YgosNCk6NpMBapYBHC4uoQE4eAogMBsYCM8BE1uvASFFLxM/BCUfKC0lhgFXrwGeATN1PV1PjAEfNxEA4gG+IY4WrCcRNTURQwtblQFIFd8BhwFliQEsD48BSwePAQNPOySZAThIIwEiFxsCnAGdAUkkiwEFBUkaS1U2vQEuKOkCqwGAAhplKFFbTgY1FjYNEZoBXGUQIhMhbi/KAWqXAVADGXo7AbQBTFGKATsGNgYNFzIRjQF0HTGcAScSVg1AMiNGCCN6LzMwHBcRKAh/Wj4xdhwGlAEUWkhBKAsxODcfcvEBFQ46CRWSAQM4YCtaEilyQy82WREKYQoVLxRhQ0oPMyA2DwGAAS5DVA0LhgFhJBh1RiU3Kk8dIukBTgGNAh8uM3FMHk8kPAgTSHhLtAEMGWApCBgjAQxZBhlXDtsBUUJHfyZlKxpdEBx3VjDzAUdkmQFEPDkHHBEjCkpJGww7BSlTCI0BYyIDQx32AXBHYoIBBI4BWD1gAylkSy86CyPMASQvXogBF1AsFW4RJWpRH0AjL8ABLA1EKgIHJgJFDgp7HRJPGgxNXBILegM0XgtgLiVMFxGAAW0REGz2KNIK1CQoCQOmATYfwgGFASPuASQBMEIbKtgBH64BMBNW4AEfdiAhmAFlDDJXFAhRDA8/ECslFKkBLwUzuQEIxwGFAShEDRuQASYLSCoFRr4BDGQQDmIwGTDoAQ/gAQwFLGYSJjgXkgEVDzIKFjbcAQpsKgkwFh4EPABlFilDCQpLRR8xwQEJ5QEeFD1/AC0VAqkBDgnRAYgBNc0BGTItKRY9qwEctwFFBiG/ASY/USR1AgCtAYABDkEBEpEBPxhfMgQABLoo6gvIJEOGARkQ+gb2J/AMriQGWClUPhtoDge6ATMQ0gFCRSaWAVmKATgANiQdAHKJASwgK64BBxDWATF4rgFwALgBGTwoCglmVGumASZ2SoQBFSBGexFqxwFCNCcgSAoVBB8xKTNvVTQUgQGkAhc7LiUhC48BDXEzIRdDR0gvERS1ARw3Tz1IMycBOwkVjwE8aRc+MQ48LXBSO3oRBC4IGy8kM3EcETcFGo0BaVAtlwFqtwEhPgdvggEpKyaLAQ0LnwFOTSFCLQRCO74BSjsaaHuyAR5VCCIjHWwtggFuT3O6AXMJZEsoGimeAT1DhAFuOSoaOW0OKE07HmkFAnlQEoEBekMVMk1AJhMmFjOXAZ4BZwVEPx4KM3IvQxckdxYGAsICf4wBRy8NAAkyblOGATMzWgopKFgFGTwiMwgCJw0UOVdCUQcqCzIWDnQRLOwBZ2opQQECLQqSAYUBTiYWCE94Mx4uAlADHs4BT1gUEy4zVwIof6IBESUHSRkUNwYAVxwxkQF6iwEzGgkTDyI0ZXYVOygzKRTRAQsIK3+iARAhMnxKpQGQARY6dnxRRgUBfDl4Hi1uCSNgU1M2jwEVUxkZBVIfWpABFm5aZEUeFDkTXu0BEhZDRCQLIjgWMZQBvwEkKg6sAUmqAgODAWYeDB46RhaqAV+4AgQ1MAtDECSDAXRfYT4OJSx+UA8cPAorlgGDARA+EbABV64CD+cBJx4NGDxcLoYBgwICFoMBFC0nGmM6Ry0HJRkxGUN1GAtZFDAJBFRqEx4cGogBL1pIaDF+9wECFJsBGh0hEntEJEkxP2UdAkcCJT1BKSkGFc0BJA4fOQwEmwEMEikMLAYAJnYVNh4JfB0HXBkuQlAudioUQAg0cD8bJBQRLmQnuAHlAgIJbVc9DxxjUIoBZQ0srQEBW1VHfTUDI68BCjhhdVOfAQMHXzAMN2BGAMABCCcsCWmtASHLASEcGTsMJUExzQEzLTcjIUAbC94BEAdeemBaJgpwEymSAYUBSXgVEmAIH04XBYABggFgegcnQA8UfFakAWoMSlAdMVpJfW4UOyYvPxytAakBBUExHykNJw0QRyxWf2hChQEHGjUHJz0/aTsNMZ8BCiopGRHGATdlPA8SOAYoREhgRBoOSgQPpgGpAYcBXD4CFgMRIOUB2wE9CSI9Jg5NGVMbCAPRASpWY2trVRsjb0o4owHSAdIBRygaSwsUZyEGIyEXQ3ltFWNnBgAVLgoKcKABiAFsLARWGyugAcsByQG0AU1FVgAEUmZqLhoUdgktQi8bKAUQUBxaQiEpNLcBwQEBLUcfGBdpRgxrVGtDMBuTAQAaQQQVRgw9eggjJhcHPisKgAFjfkQrEQ4iSS98gwIhBCdBJQY7Kg+JAWh3kwEMHFUKFS4EMZIBDDVUNRdoP2JYGiQeIB8CKkMhYssBJx5ViQFFA20EaVsgBVkDWn0ljAI7AiBnHRBHIzojK64BYBuqATwCFHwsM2IJD1EJbHMxSC0WLlUuxAE5GB5rDR6HAQ8N5AEea0AhgQENAGFTGnc/CidjCQdFA0BXB+gBzQEfTkMeQgcYdnwEwAEEDiYvAg2XAQqXAUEJI4MBDwtDATITDpoBRhR0GigcTjgWtgEqB2ZkcLoBNhQ2Mj5REgDFAR8Gc2VzbysCZxA6a2xUOQoKBEczSokBaRlxWV8HQeMBEh8tBSkoDRmyARUTQAhDTgudAUwDI7IBFAOCATnBAeIBKF0wBsUBhQEW9QE+AQWcARF4pgEEAzAJIyARSzAudewBSEV6JocCpgEChQFkHgN4B3pKGBoiMjclePEBSTgriwEXARY4H1xKI2fYAZUBRzgrPwIHExMMG8cBelGvARp5NWQ1YeIBRQIujwEjKk19ogFNJSbvASJa5QFkUYEBBSA9KVAESYgBOkmCAXQHcCEPYC0HAmMCN1MCHlUITGUW1gE5ACwXBR8qC9cBERAtiwFAb3kGCj0PNA8VQExLwgERBKYBNSBg/wESrAGNARUxOQkKiwEErAFZBg4AEu4o4AOUH2kdIUkIMEsihAEEKHA2JmKAASowbAwbLhljEDrCKdYEqCE4Eyv6AQYQXhePAU4GCfwBMkByvgGaAVWKAXxXJjoHMylMjQGVAR1NN0tVKZsBIQErDEZPLjrPARsAOxowJUg+ClQ8ME4yogFAA6oBWWMcEgwFJhhZYEJFHCzRAUEaOSUPAIwB4CmiB+4jV7EBW5kBaQU5Bh5hVlZFEib7AQBWa3cdvQFKjgFTTwk3DwDLAQpogwFfRzMTAKUBGJoBYTUVLScnAAkpIgITjAEuAZ4BF40BuAFqRMgBC3d6OCowBgeEASOfAcQBYkJiAB1WIS8oKVcJJXU1M4EBOx85WxECdwiIATsAGKsBG00CASUkAg+aAQ4EXAx/FhL7AR0EPzUFG1kTKJkBGcABuQEzHVcFRBsMWgomnAGcARyWAQIGMEUHA40BFTvLASGAAWsZITUnJSQDMZABOgBqEk0wCWkQRcUBagyhAUQKJaoBQCLQARzfAZoBOAc6BhtgBZkBBB2dARAW5iXKA8IZDAulAS4UKkIw6AFcADxCDilwLJUBIgEBlQFBkAIxDzIpAwIAEqAn5APsG18IIW8HZD8HtgEWB7IBLgEqUAUErAENvQFmAwkQjAG2KLoD/B1uAghWEG8cGHMHLNEBHAhbLA0qMCnyAWwLWlICAUQFJ0YLRTATaUdO3wHPATSbASFG5wErD0M/FxlRDRCzARPKAX87C08pPzIGK5IBUA2qARK9AYoBMAmEATJCGghIGEO+AVIRRlQIAXQSPT4WRS4aiQE4AikgFSwJK54BTC1ohAEvOEgLFUICPxIwbyNYoQEnGDVnEjt1WLcBRw4BnQERejEGCH8fHzUbMwYELyQUF7gBMA6KARhtDhilAU0PnQFzKW1pMw2NASn0ASUVFGs/DTUTGpMBB/IB3QFTF5MBP+ABIxscdZUBHKkBGboBQ1M8ADLiI3DEFjVHFEUlNk0AWiUkWgFiYkyIAQxEKilmHJkBOhYfFwpscxfIAT8bMGktET0vHJ0BB7ABZ58BICsdHl0ahgEbeowBHyA4ES0LCbEBeyk7Ai8nLg4U6hxxmh4/VYoBCX1IOVmAAW8K0AFLJDpjSiwlQgMGOivMAUqPAgAm8hph4iA8qgESdF5VLDIGCRI0hwEvVE8ZVIEBJNQBCkZuLiYMdjAvGgwWEQYiwQExYEUtAxtljwG2AXWnAg9TI183UA4wwhlVpiJ5JbYBGX9OVyl+xQFC4AFPLjonXA5DClYLORoUNQviAWmZAUw9DRAhJgkXRlsApAFhEmiBAR5MNRgHMzwxJywGuQFCqgEdIBINSAJDJlIAcpQRIawsVzJ2CyYgFjYKaDBRagB1WjuVAQRbPyoVN2pyP7YBFr8BfD2vARZvV0IOPRpGBANAIpcBTv4BDSI8ECwmSDYF0AEsY0g+SIoBMB0iGAoAFhzvATtkWUU14wE7bltpK0knHmETWk8Mbks8kgECKCQ8KA3QATZ5Zngu2AEyaypEGvIBFo8BJGIkjgFIKwIqDvcBOXIZVRkZCwbRARGGATtbDcEBP2ZZcy0vFw6/ASuGAVdVAK0BN5IBGxcSL18Ha0NaDgTmDhOKL4MBBKYBAAbiDQ+wMF8oggFvHYABDogBkgwFsjJnU4gBAUMqBDMDMAc7DlQlLjZPahSLAWhBf0BfDuQBP80BbDcbBDFOHBcSsgFnH/YBN48BJhMHHDkM5AFldSw3FQtJBRghFVABGyZGATIsJbgBGFFkSzMqpQEp3AEZO0h7V/gBIVOWAT4EWB0RLDcVAmExJW81O00ldxsRe2hYrQFBHS07JbgBHAF8aVmqAS4oUB0PHCMVAUs1caUBe2MxGDkSFlVkKBM1AVybAS/yAS5VUjkrDEsPP4MBBHU/KkUMHGdKLjEFEk0hehEnPogBBbcBlgFTV9ABOm9WJSUUQRMeCvAioxPUIwdNFyQhFShCBBqSASoOLs4jvxLUI4UBYDYw2gEqd35uAEw+RG5WhAFMPFYEBVw9JTgWBpkBqgFepwFHFV8wHhWCAT5OuAFIUlAfngGLASdeRA1SAQdmewoG1wFXckUhagEPHgiwKO8M2iaCAVImQFAahwExHQ6YAeoo/wv8JkEhA0kADC8cEhVQIAxUHghADXTaAVUDPhMrAwaRAX1KsQFSHJEBWSaRAYIBHosBWTavAXYwmQFRJnsDNC0aFlGEARSjARVOLRIQK5IBEis2FucBRECnAR10fxpMdzYwT1AP5QEmggFxLCg7JhMFMl+zAV4oUygoiQEcjgEzLhYORDFWMGdoAnlYKV04bxu4AS+VAUJBC1w9QIgCO3FoM0icAh2PASESKakBHjg3HE+OAQ7ZAi9AbQYSN14IiQFeC1NkJyMsKSQHHUwpDZgBLgmsASkPwgEWEziGARqLAsQBFWsOAikZAhmXAQogOwQTIwJ7KCavAXYCzQE4JM8BQlCBAQCIAWNAXIcBABLEHXeeHUomPZIBCJUBXJIBITIsM1gbf0SnAeUBmgEBrQFcJFMQIMAjLYwWaJABT7QBGtEBjAG+AT2oATrpAU5wDVocB14DxQESOWcbf11VfxpHHz5lH5QBf6sBXKMBB74BY30mHgyAJa8BzBIFUVAKJxgSCw0eIFskZGUQHtglsQHkETQiKZYBDK8BYJwBSSIgL2YFnwE+iQHjAYoBFbEBTAprVpgBWx4YPUwPjQEcKWkOX1UVbRseZvIsuwHqBRuBAXRStQEBFGlME1GKAYcBTfwBH9EB4AEXJVAtIHo7KDwzWhAZVCUKZJMBggFS1wESIk0Y8AH3ARkKPiGhAdoBXzmQAUMYQHGkATgfEDQcSRxaswEAGNcB0gEuZwo+Jx4uHVwWDZQBNRG8AUEORnU2Fy8UTyUytwEXVi9VpAEFBNoBrQEPQgsXGUYppwHIAWEbhAFLFI4BH326AT0jalsmTFGGARALRBcQkgF/B0ghIRdOET9QDsoBwCO7ApwWJVleTRlyPSpIa4YBNDEcJg45HF6FAQAMTTQNQ0hJF8gBQxAkSzAXD5QChwEbJ0gvqQGYAW0P3AEGW64CexSwATAMiAKeAQt2Kg08AB/GAYEBH4YBqQFGC2MFXGktbjwVBZIBDGOaAV0QvAEKc44BWyT8AS1RcDhXdCEERAkXZk6dAQIiMykIAl8zdM0BOCpfO1ZlADZHIghbSi0PPEcDDD04Dq0BVAlNlAENGiYBLy0GQ4EBDDs9BBBpDoQBNQYaWwQhUwFPFRGRAUAZaVgVNYIBBBY2AR0fCzdpACdHPGUFJqUBShOJAUgVEUofJlw19gEaCUMZHt0BOgqhAVgTN3JDPiwtmAETHmxjOqoBBRZOQA0TciFzPAALdBY6Oh5kBRTWAU8WjgE5AAaFAQZRPwIBOglsqAEHbsABBZsBfgEcMAUhDwM/dQNjHwudASAftQFEEVc8ARkeGIoovQXGHZYBCiB8SdEBIit/LQQWbTaeAUcEEmcXU0FN6wErAikREFAaQrgBDhyMJ/0F+BsJHG4zGG4/BB5BBwtVFz8vI3VDKscBvwGCAW0XFDMEMDcsHm9SI2dGUyUeCPIj8wSQFxo3AhQLFjgZggEOCNgk0QWqGDAbigEgCxoOABseLLYl+QWyGQsWnQI4Al1MES9aIwo2ISRaS/gBUhlIbhQkSgQLdi/DAUYHH1AGJEQYSkQ+nAEHMG4fFEKjASKGAVNqzgMpEkRBAyqdAQ0hDgaMKZMFgiANBC40AkQeCrIpjQX0ID4INBgEQgQCNBMnUA4U+CmnBe4iRSFspwEFYE9BXBEpRCwPBmI+V1gSMT4FF0YdEB4kkiqfBs4kUiMwKggfBSZDRVKHARhKkQEYAWN0CZkBXAECPg5EHABUAzF+V3/cAUaFAcoBJ1UmRTUmxwE8KFM3Dg4I/Cm5CMImRXsoBicGFgAFHu4B0indCeomjAFmFc4BKSeOAZQBPyxsL0NanQEQOl9KKj28AQ89bFz3AQkIDyEHEmU1pAFfCCBFJDcJLm8BDT8cCzucARFvTAujAYIBDA1KDyMFDScvAw/hAQUEKQAsLRKIATsMPlEGIHEFJykXdRQjqwEsDUOsARdvJDeBARMvaZ8Bc50CXw9BbwoXlQE42AFnAgpXHlNVPu0BnQFkSSUaNQMsKQoyTSgKY1YnbUZRMSRjGkQl7gFAEzRgKSBaKQVKJVNGAW1YKRVGLU40H7ABLDJugAEmTnIEAQcdT58BLVsvH1NZLI8CiwFKRSscVxMOkwEQC4MBKBlbXCUlZDMuVCNiKgluBgykAYgBNcwBXDaMAYYBDE5aJGY+OogBC0iGAT8SOMUBDDAvKGIPNnxuQK4BdBpMAhU9bTurAQwzgQFyGUFyBgBCEiRKOoABKz7UAYIBXOQBHy6WAUESNpkBCCY1FkxJPaYBRFvAARUxdkEXTKcBBDJVTcgBKWkmDLMBOmWDASjdAR0yoQGTAT5NUx030wFpV1MlWQ0BezYga0MfDg6iJ/cOhiZxIS+PASwCRQMPCDUjZksrBE0/HooEzCXBELgkI3l9jgFXWw+DATMkDQtEWhQIZF4NHBpxODYLJigsXmJCPj52MD5eEwUmLykReXcYMRlkpgGgAWh0QGIIFHhZGQZfHSFhKVU1U58BLVvJAbkB+wEaCwUyEBqCAWSOAWAiNGoJAk45NRdfcbsBT6cBeQAFqQEjKroBOWM1ez0IIRVUKgxafjJIMmJ+Im48CRR0QxOUARAulgFvb2AZSlIKWg8qEIEBIllJPEYKOmZ2UrgBCIoBVhFGAJsBNgk/ngEiJwYCGUspGHcrlgFNGCQ3BwZBG2dZsQGHAR9dPxYHRToQA4QBZmtGOBcoLi40Tj54QgacATBIbCp+WjiKAQguKDMTBnUtMB8EUJgCcogB4gFVEZgBT3z6AW9BKwqFAbMBUgivAVhrnwFOTR8DvQEbPbUBkQFDcy8JPxIGJUQUCnYuNEgkLCgMUDwf1AEiL5YBjgEbLEANDbABQziEAUVIIF2eAQMrWFCRAUAcG4oBAypWHUQYE1IfHXBFgwE2AfcBYnu5ATYCIQq+Ac4BHSBUHwO6AVtEdkEoKIcBKyRpQQ5FQxApgQEaEV0KSTcmcwYkS1QYcW4LG0wVJmAnkgFCBSQEFlFFJpsBCRhpIB2DAWIGQ1IUCVYUIDQgPC4TZjgNJAcYnwFha7cBKGu/AREdM3cxa1kJHwgeOmg8eBdMhgFrMl5nGQZRJTE5LWksScsBgwFt0wEXZcsB1QGXAd8ChQELTUcZTUMcaRkEXSYhd7IBSXVMNQ56N4oBMjKIAQRUqgGAAnqUAip46AGqAUqiAVoMJA0hP4kBTaEBDzFfKClHsgElRSgxMyEHIT8SD40BDCo7AgevASltOSdVDUWzAVs/pQEXDmUoCXU+E0k2KwdYPzJQHn4MggHWASoBGiw7QQ5VfWtTzwFJJmmrAYIBLS8sImUipAFfJhJVMk1bPL8CQS4nSzYBJRwaDQxAlAFpVDYhvgEjApABZRxENRobfVS/AYMBQEUrOlcalAGhAVoekQEsHytiqwE5lAE3iQIkJy88ew46Q7ABHgF8KhNGngFrXDovARARHccBhgG/AWV+2wJV1AEPDWIxKHCLAaQBFpUCOzw4fSSqATNiQBN4FxJsdSIicWwLwwEjWAMXEBxXEs4BIzuKARetAbYBClMcMrUBFQF5VA85Uk09Zj8wdic8IClmBw2aAZcBDFAtBTQTUaIBBiKYAWUQygPGLbUBlAUgVggjiAKmASxqAi44GTwUM1gTYyZNfQJtSTe5AR4IJSlcrgGDAbIBZLUCRNgBAl+JAYgBcTemAU/IAb4CExI6jQEWpAEvM1JrvwFQnQER/AFnqwFscRN8OS5gC1RwHFIgXKwBCSCoAbABLhowUC4MLBwrMBZ5FgyLARUVgwEfbzVDeygFIw0yKF9GXhUsSgAKUjpGMPIBogFCYIoBNMgBPBoiTCoXcDZ51AFAGogBKnNQPBMWDRg5R0BHH1oNL15ITXZwHxJMAiEaHBcamgGrATY0J5wBHBVsIwceFRQXCSbXARdCH6kBvAFHOy6VAQYuZRYAmwGAAbUBXTA1SxcHfUNUMSVMAw1KFD12QjdyPhU2XAQS9AEUS/oBcWJoHwFoAjlapAG/AdYBNEc4Xt0BqgFIiQEueBce9AFfLCAPZgAMBDojsQHKAuMBMR4ZNWMeIbMCfGWXAQGXARMqTwoBICAnnAEkO0KyASUfggFTORo1Twk3XUspZUciJRkyCQdKF0dUJxMaUxEWa1UITzcHEQUbwAGYATcuHEcmHK8BpAFySTRqFSCEAYEBHDgFJCgkIDnAARYQJk4TQlQaMioyBBpYGUWiAX0vI1ETNy15lwT5Ag8HDyMqAG/yAT4pVxIAKklwmwJTHpEBOxnHAYEBK1lNJxgL2QGOAga1AS5dUYsBCzEjTj8TuAFHHSw/GwVNKXsVbSFBbTBHLVIjNGAFelqsAViGAWIurgJkOD5IKB1UKG8SB7UCGghXhgFcXWi2AQYEH0I1cSBdQVgnEaYCJw1qXSt+QT8umwF3AI0BMcABiQFREk0vIxEFOcoBfilaHI8BCSaxAT8ReT0fJ0szA4UBX9oBWzsAO5EBBRAJP2q6AU1KPpEBKitrOK8BzQGkAWzHATpH0wEeBk0UUg4ViAGwARKcAVY0GjZYJhNaKscBFDYhYv0CiQFnSgIvWQGGAaEBAS9RANcBwwEBE0EATjkAiAEpAXoEAEQiAA1EAndQABRCAGReAjgtAWvWAQJqTQEvkAOwASJAOngNSG55BjCJAS0BdUNBmwLJAQrZAgAhXwAerAHaNxMAIFcEC98CAJQB8weGBDP9AUA3hwEOMT8Ja7QBSRtSGCghQlZ1UCgjPGQSlAIOIwEAJzE5c5UCZPQBGRACDiB/SibNAqQBKhdOLBJUfG6+ARI8ah0SJBUyCEtEOyUdUyd3owETDysJFAAMlAGQATKIAb4BLgs+VlFCMGEHWBczxAGqAaACCixQHR44QwcFZw85KTwNJ2AQXwJOUQ0DhwE/7wGLASFJKzPzASsogQFvKCEnFi81TKMCNxw7WTgRKSAvQ1bBApUBaEUNNA8ceokBRAyDAQAVAswBBgJIcgcbUwIrxwJkBEMeKC8yWg48SC4gOFIKHFgPI0AzWQNBG0YvKuwCcSBWA1uHAQpgogIJGRkE3wFkBwFOAWCUAQUSSAEvLgGBASwDEAyeNIsBAJcBOACtAi8CBhoAJYEBAaQBCAAe0g3cMeMBALABIwQ0OQJTkwEGtQFxAigRBAZTApACAQJ2MQQeRQJRfwavAW0CIxZIJRFSM6sB2gEGRSioAXNcVGXiAqIBbUxIV8IClAFJQCYZTipKjALIASyWAUo6ehY2XgcuRCkiJu0BJgIbHh6cAQRA4gEhDCIZG0CBAa8BfgN/SmMgEgsQWixIZFaQARQwVhdYeBguJjgfMTppfYcBiwHtAQEnSygVKcgBrgGoAji+Aq4CeSJMLT5MNRxgOQUaexUNPwsbPy9HCz9NKHeHAS0JIX+sAb4B0wFUYDVgdhUgVgwoRmpqhAEfTsABHhwgQBFbKC+DAXV/pwEQZX84Mz9eGR1WBBA6HC4oRl4lmgGwAWROdBo8TBVSYDk+QrEBHzwvDkgbJGAxH7QBPh+iAiMVekMNZGkGQC0LE68BGpkCBRlaRD3+AUNLugEwCApyUnleKhNsBT8+FldwOJsCPxqHAiQYfz4OXz4IH2IeA3QVvgE4AwUzEuMBEWt7PEVZlgESAUpKHEJqUE0nqgJMHjdeKs0BAwJLabMBjwEoS5EBBy03NxcaWSaOAVEHGo0BMyddZXc6eYUBoAEEEUwiHTgTUzBZaTAPHyoQBB5AOIoB8gTYBDepAaIHEw9mfSgyiQEd/gFJAzg5HQszEyMvB1kMIpMBRDRZlgEJW1gkSXw4lwIFARErDxSbAUPoAWUILlkMGT8JdTcVJwkRQj4DwgEhKYQBPytO1wELkAEpLfABW1k+JScBFVEgMgQkYjorUpABVxQcjwF2CFc6AgY2DkwQA0QTG1xrmwE8CG9sKVswgQGpATp5PTBLAwBHdn21AR8GNxAfAHJPfr4BSQw6Ia8BuwEyQZcBVDCLAWxGABKEARoPNBsYBI0BWk3DAUIlKQE1BRGnAaoBN4EBUxqVATxZJwkNQ0UGnQG9AVkRgwEtFG0BJigaMtoBNIIBgAFYNAIeigFJOJABSA5CLQ5OVxmCAUZqeqICWS4uBpQBPDMwMAXaAaYCZTRoNQdsZ1CAATU8KjdmOAdCDC2+AQ2VAigTEBAVPhszngKXAQFYICkMPhkJDCUQiwGDAtYBNQ8gJxgCF6QBVSEUHS/hAaABKWEqcZUBAaUBTwxNPxQsGRiWASgGGhc8DFFgIgUwGjwVEJQBf0yKASVYREtEBiENXT6dArkEvgMdHQs3Hmc1JR1ZNXlVHA0jMAopbj8tHQIJPSYWbSekAUcWMBFKdlSmARgRJgApBGHtAc0BY1U/OWJTKQ05mQExRTWSARQlGycLhQExHlUCwgFMXiILNg4/HBYPJGIyHhAJC48B0QKlAkVcZC0VCzUxSykDPUc2ACE+DYkBFYEBoQFeLJEBX2knAAEvTAMTahgw1AFkbCxKhAEGDCQRBR5VHCALGiowJgxMDiNUH5ECEjF9QVNXuwKtAWdXUx8jRbYBLXw+fw8zUdEBnQEvlwENFTnKAQpedi0bMCcqAEAsTzI6CShSLjSQAUpkSEQaGHxjGYgBHIIBWGMOGhssnAFQLg5raUfHAa8BLQ9RQxRilwERZSMADENyBCcWJwA3JRxFCTwnUbIBFngcDUl/O7kCgQECADwbjwGXAT/PAisBEQ8IKBQ0ogITDlJhVFIlGiMDDQ1IXU8SFTspK+cBYRFZLQEAW0IUPxAvZmdRKAMbLgICfBJOJAETCBFdWyfRAb8D2QF3YRwFRwkUAQ8jJC8FCRkFpQKfAUlZEQ8dGgJigAEqEBYmLQo6UTwgLihCVjg0XjAIaggSfDUZaAgpzgE2AlQgGkEFHL8BKwxJDBYnPCZIZk4GLjSdATBqFxENYCtXBBkTOzdRhwFNJ1UhJh8ODiNEQjRqclNqPBZEIpwBdEZUAEw0IQEyT0EoCwuQARRInAElHTYdNgIqIKsBRkKZARFHc5ABWqMBEHdxQm5rDSOzAVMJDRsPKgIL1AE6GTIdKQopJ3F/SWM/BVkTHmdESjUTAEpzX9ABNEtGGwcoRR03YWMydW8jLT+VAV1PkwE/JlEoLmawAYABS0YwDQwmPwFApQFLKk0UKg1QKHqsAVITdjwASkYZEiZTDyZTJCoVNhwWhgE+mQEgMB0kKBJ4OB0QEh8ZBDGLASECOSGMATFfC3szlAGBAWVyBlEAV1NVkQE9Nzs8V0mYAQ0zGkoikwFSEVUcSRlFgwEUAhkheJgBWz46Q4QBOikoEUkWKRVVfVsWKyNWMS8kBi+sAUoxMg4rTCURDyVTR2EdLFcN+QGHAT19DVAyngE1FTIGOwPkARUXBw4hkwFFmwEuaC83gwFzZHsxVCVMDCsGGhpEhAFslgE0AwYqRTpUPJoBHwwSCgkHIl11SkljFFhPb0VXHwNPfTc5ExEVLVwDNwg1BPsCjwKUAgpMETw8ARYealiOARIGHBgtNR5lowEU0QHHAXgiDVBiInIgCUIrKwNvN2cxB0sRFj0DDBemAZwBfR4WVyMjCTVDHNkBuwG0ATAJXMQCF5QDOzgDMi4MdD5oNEAeET4TPzx/gwEQpwIGIBYwFqgBAThGGC4QHlIlFBgmFVCKARtGOxEefUQmYSQPNwZlQwoBb0VlEwk5Ag8fIRgYFZIBgAIAABR0FzouGnoROGoAR0pUACAoSwW+AUGIATxjEYoBCz4qIKABG0KEAXcoAl1IIz0gLxMLYQEOFx8sMjUeeAOPAYIBdjkGdC0fRl3bAdIBHQCGAR0eUi06MjNiaQ8gATGUAYQCCBsONH2FAT5hbBZNDR4lJyQzCiiFAZoBJD8BLlk1AAsnCRYdRXoODT4lC0J3AwaRAQIhUwx3JQovKQoJOUwEZUJ1PT4KyQEiOUUBNwU7USZ1U6IBHoQBqAEGCigBEQgbhQFFOJsBigEeZZMBJWUmJTMzJDMhggFjtgEULxIENQtBRwFzR30iIwNAGS7AAQ/wASlONoIBUTo4DTh0C4oBUEKWAR0WAXMEZY0BQGEWIgcPJASZAXTZAVNYHS88AggIFCYxNFhjImRHogEuFbABCSw0VUYbfW7HARA2JQ9EHgMsDyOYAbEBNaABMASAAWc/cDYHOjYOSyA0XxkMf3BCkwEvGkVcGBlqJg6YARJ0eiU8DE0KUxsmMxGOARYIPDYeGTQQgQEAkgEbnAEsqQFnMDVQAysAHxs1VQaXATclpQENLzUGQQUBMyZGN4IBanbAASwHHB+FAZsBXlkdMVu1ATo3A8YBDaYBODEFKg0YoAE41AEmJlAtKgiDARRnOyIfSzgZESYoPAEcdkc6nAEdgAFCRxOEASKiAV44mgEnKAGxARqVAYUBeB8PJAwSARCGAV82dhFkUCBoJkRgFzgSLywL4wEK0wFbZBoBLCI2Dx5qTQ5KA0hEQFw4EyBKUwgaSRkGZTshVWcwHxJYGGo+8gHKATU4CxU4ElQLPhgcJkisAvoBlwFnxQGNAXInb1V9Iw8RAxISTGx2VEZKeGUcwgFk6AFQjALqASkaF3llrwE9VgQhAgKbAXuFATsJC2FaGiXYAbQBrwEcAKcBXoABczpZeUBULS5qJgIGPg8lRjcFMABcCGjMAUwGdDAeHnoLM2IJKkYfK5cBF3FjBCpDByUTD00KO3UkNVNYPVtEFxdSBh5ELycsJy0inwF7NCEAHgYIggF0fHANDSIjBGRKjAFEIS4EChZ93gHkAS0RZ1FSHjELDFU5RytPcV8OBIkBUCwQBhyMASsGME5sLgwSZGJgFgYDVlklGAYsFUhob8QByAERDgIhDU0XEwl9AzphHSE9HCY8KkBSMiR4ATskBBILQmx5ygHSAT9RNWkIOp8BRQwjER0mDV0dNU95RUtvCSo7GQcfCmEUM8MBhwEjlwF7DhxXHH9NMjBHBhQpAyMpCGelAREHKQshBwNNVBOtAbYBHbcBWAYQFCLkASwDBGJxHTgCZiQVERoZPx8ViwGPAZgBGAgPtQEvCTErEANhIgy7ARScASkYBlFUQYUBLEwODPQf9xWsNiseFxkoR1BI4wFuC1deZV4eygHKIdsV7jOaAUFnal0eXFeNAUZBGR4tGDoTlAFegQE+YgqcAQ4THztF0QEgT4UBGj0ZTl8sMJMBYS4jIjgOWF6MAeIBE0BWIywYLSgLSwpZJSYRBCg4RARqogFvJERdd2p5IwyfAvcBBwkPFR4IH9IBngE9TgZfSZMBF2uBASBpO1A5HBwtDzMALVs0LSUwBB1sVoUBXlkjgAFaGTgIOzA/PQ2HAWGyARQRLiBglQEQKhRuFVikARdEMBkyBi0wNyUEZxckFV+KAQFZVHpFQgI1IHELDasBHClbKi8neGs+GEE5DV1RUoMBICGHAZEBCjklOEkGWC+IATaTARliKVZYYRwaVQkPe1lqWxQjkQGTAUxPGQQZHTsCIWdaDhp+fG9oE0CaAWIdUCIxKBlpJl1JmgEIWS6ZAWN8H3UWjwEpIh2WARjmATZYjAENOhBJbCMWmAGKAZkBdDkLVFgOFLIixxbqLhsuHnt2Sw86PDU0hAEODShOSU8kLwAwMVIcD4oBHgSgIv8VsDENKLwBDhySItcV7DIxIBxraGVVIEoxIAhJdlErEhSFASsgrwFxigFVpwEYCnVKSAesASEtPj8/KgwM2hu5F9Y2hQKjARMOCh7AAXZkGAxKEx0yHBimG+8XwDh/iwF0Xh2oAUdpeD4jaiYGSDY6LSE8gwFWZHdvDI8BIjIxblYnHhKqHLMX8jiaAQYpThEyChFAOwmiAXgOfhUfflIRXA8FPhwohB+FGPI9TTk4V0EORzMxDzhzHREBGy80AzFSBAQwigFkQiQSLAMtSoUBfY4BZBRaWlIoGx8zRQNTanpzID6jAUQyPx4Mmh/3F64+kgEoXTAQAiwIOgMLVIEBFcABHAyCINkXoEACFS44A2RJJ3BISJABfkgwHhi4IYsX4kNuCAAaAVAWJDZmOghUUlw6DAAGChlJY4cBfVMhLwCDAccBERIcBpAhiReWQzUzQwwBRx5I5iC/F4pCbgZvkAEqLZIBJlZwGhc0BBAACXIGJEBIF3sQDI0BJxcVowErGjEBIQMGT14TtQEhAmlBEycdBjggC4IBRQp8uQElaj0VBD0CGwQOU4ABErsBBQRXNwxVuQE/BkEEHxUKMRQggQFhESknAzs4DKEBQyaZAd8BFhAOHsgciReWOCMIAxENIwIKV2pucRgcOTUBdyEsNziWAS9qRk9iKBk4EQogR0BDgQGSAjxrch5Wkh+VFu42Nh8WiAETJzo7MgYTUGEPkgFYFqgBmgESAkAJkAHgAQUnQBlyZBICMgkVMAgSOCh+PwWAATALgAEiHiaYASgdWioaISy8AdIBYirGAVQ1GCAYMRZM5wE/rAEPDBsrLx3VAVs4bT1RHRBgPDhI+AFoQxIJMPMBT9oBLwUSNw4pJQAEEzWSAd0BQ7gBPwcWNQwlUwMKHJ4B4CKXFpxHmQE3Gwk/lwGdAacBSTcNYTMXGxMfKhwNVCA2QJoBoAFEChwqHQda/gFeMigCGgMNErcC0QFELRMDZwc/C0ti9QGhATJzLw8YFi3IAXyDAR4MbRsTOSknJBcdbnVFVG1dHGF3IQ0fJQMGPbwBugGDARIPRx8GQcwBmgGjAQoDKSUAPUcjMQ8jJioJXLsBjwGUAR8FUAYATLEBpwF4FSGOAVtrKgcSIh5AFKwBugETSl4gJhgwqQLbAUBX2QKbASl3YQEGKUpUJRYfTw8XW0TAARc8TH1mnAEhCAcvKxVhBjgVOFxJNSFnjAGIAZ0BBgQtOxhrmQFXPR0akwFPa70BI4QBgQE5NV0rGkcBMCs+hgE1CigxDArkGPMZ4jgXEo0BGREzFS8cBi+IARyYBKIY0xrEOEenAVhAb4ABTEB8HmmCAU5qtgEWPXZMYH5CJCAmDUJJR1gvZxgEGGoEDzAVfxo+LpABCwkuM10BH1MpEW9/JRh7B0scDB06Cww8IqABoAEGIFQZNzRZuwEMDiieAV1dPCQcZAIXBlOTA7kBC5YBJRUTMQRDVwYCT4IB3AEjIhopDRCDAQs1BwtFajtvCB+BAUEMVW8IElsg6gEEKmZ5AFWFARYFRxUwQw2UAQsNHs8BASUCAk10Kn0ZGDFYGxdeJ0S0AREPMB9tLhh5OwAfIgcVaEcalAEDggGOAS0DggE8JooBC7UBEyW/AVMEIy8DBSkbRhkLK7MBQlBbJBdPMTM0H2kcDiawAQwTGhppPyLbAZkCI1YhLApjFNABFhYQHVgfsQECHjUHNgUVoAFSClorECRPQk/hARYDcQ0gKx2GAT4DPAkVPH0AD1MYJwMmM1IBKRIgmQE9BTMsCAtAERkgMqsBVwhXUgexASMTIDQLjgFGEj4VAyotF1QYLXJ0JT6mAQA1QhDNAV8HLwIAM04hESxNGK4BFd8BFysLThAROBhhNxy1AeMBCRAXGl4APgF3KCxJCjQRA4gBIBoTPxB/SwA/B0N/dD0KfhMXGABTHSJ9iQFoBH82Xiu4AVjPAUhWYUdmSgV0dx1yUiJ6fVdqZCFKAwRkMxQpIRJBBiI1FWhvgwENaXQgc1UAcYIBal9LjQGnAbgBqwFNwgEFLRKWAgbpARYujwFyKRb8ARL1ARUSKbUBGEgGVAoCdDc6Px0BQQwSOSGkARU/UCEqjgECdY4BsAHpAT8BAbcBV3I7AgdBgAEVGIoBoQFNdhUQIjc0FStEUQUXswHIASJTGlgcD4YBRFWEARYXeIIBrQEQNkcZGCGrAV06SxsVWyQfFrYBxQENKhVHSAgDTl+JAWhcA4QBXx8qBkUUCA8OJY4BGU0uPw0Sb1R0VUMDSWRYgwEWBYcBugEwGRw0AgjSAW4jFgIWAEViFgIBjAG4AfcBbxVHSQyRAYMBAQYdEhO0ARZRZjgfKEBlEyJxaQNzRQoGYznSAT8CJk80FGVwvwFBVB8/NIwBnwEmAEkKsgGJAUxsHxwBQTZnhQE6cnEkaTseBj8wTjUaqgEHD4oBKCdiVDcGfCOJATgVCWhvHiI9VIoBTzEkDxAJBSRLDDBxREQbHAsrTmlPVgNvKIwBjQFaMFtazAHFAYoBgAElGgcpHn0MDLAWwyHCMR0WI1skEycNS4IBOxEuGS0cBr4W7SH+Lzwh7wEzEHkMFsYW/yGULWk4DW8+kgEjEAACAFMuHYMBGw/vARARR1gN9gEoDyBYLQIcygTEFoUioCw+FRI+E4wBOSKGAwoBXigTKIABTUcwLXMMB38bKusBTD3BAqoBZ2mGAS1keDGFAVIzdiwfCDopPUgJuQGOATUHVhKjAXiJASxYYagBKCEcNBkrXEzLAYYBExF8HlBeG7wBDTFqUWWqARQXalYUMnJqlwF/mAGhBkEyOHEOrwFRATNBACJFSaYBKRsqHQsIWzQoISAfdjlpaGDJAUAoN0IHC1ocKlRFjgEkGSEABn8zNJ0CSTgSRTpxNwYTeTUOUysjcDQdJAAjqAEAViYdKBINCwwHOc0Ba/EBYSoAXQs/VTcJVQAqFRKOAUUhCGUSIBZAdHhAeIIBIDpUHxlCEBgICSpBIyhPLi47NjmTAStPmQEHZM0BU0NxHCpNER1AKUdQCzG2AUg6QhAHICtRP13nAbgBCT0BCVcsAytUByNIKCmWASZeLg8ESUmBAb0BScEBORYBuwF5D1sDJA8cNBY6XjcXKDUkQhcIUFMZPC1ajAElBAalATs1PwYcFRxSIlSsARMMLGlIRDkMAqEBI0l/PoIB1wFTJI8BNDZJEQYCNyGCAUlJ+AFYM3hJZXA0EWIULEQRCSwvMSNZuwEWFTdIC1kkAwegASw2MgULIFGhAVweP0gZhwEHQXd4DTM0HCueAWgeIgkGEys/wwFd3QFdMzQPETscCFMPDR97/QFOUUskBwEmRJ4BXgAUNjE8QisGKGlNSjkoKAsOODKCAXh1CnJPHSgILRteI1Upd3EYBUU8PR0aJzdsVkNEDT8DPTs/iQE/CAMxQhIPB00YmQHlAoIBKwIIFywHB2QdECYeAQ4oExMyVRVEBJoBSCEMNIsBAkALPAgQNjxpFHJUhgJSUXJIIIQBiAF5IFRjDSQBIxOCATdTGXmBAV5pOz2ZASNvbyIpCiIvrAE4ZRsiPQouB3hKQsABUB82JGlIMikGDAUlCVJTLxA/G1WPASWHATeCAXcyXBFQDCxuIwM+B1l+YjZ2AQ40Gmd8PAJKGkxkIJ4BPBp4BBF+OylAFgEPOiJhNkAAPDhEUJQBhAEQTDYRBDgtIRhltQFgeV8mExmUAQIAaE9l4AEuOIQBHS8yFBY7LFBLAhjNASczQxggF0ReIDpiSDBgOhM4hAFDcYgBB2xiLRMmCTEkC58BngEtZW4EQjoGDzQxIR4bKlVEWDkJLG0BRUcWIGEg+gGnAVAweQhbeUp+RRwtORBbeXPlAVkVHzMaDjVMRgNEiAFnVFYPMDwUKEYaEHpUH0paRUc4M8UBKAkBGzL2AZcBaIwBQRYZWxh/Cw2BAScrVYEBIWUMJsQU7SLgJkEsAiNQSCJa1gETGFJ3YlYrGHgvDCoLElUmE5kBemlFCC1HPTWZAY8BBYMBFxcvLh8NiAEbPDBPLwBNURwItBPBI6olCRkpR0s1tQFFHQworBHtJKwkRyAOO5gBUn8iCh1UHh56PlJaUkwoKHoHdgUWHj0eD2UMY6cBgwF1swEfOykvAJ4BOSEg1QFFnAEvISJfNQldMRykBIIQ3SXoIz+VAQVynQFLQasBA0hVTRhFFS/BATAeNQVQQzkIMwlZkQEyiQE9ggE9Gh5leAo3DAYFMQBIoQEHbbEBDG67AUU2KwC4AS0LUEsGCkcEVZUBBGaTATsyGwZ8EwFqPmUjGgBpDUItDAY9QiIJMAwiQAEcQCteSIUBPhNNHksdPCkAgAEQVyYXGzRdKRANJxIeHQRQDEduFKcBAHBRekSfAS3cATUOSFduAtEBOB5LWigKWhBGQgMqEgeCAUJ7OB0zSIkBI5wBAltUXUMyCVMCUhZBciorFiRvB0BBUioBXgIkXA14cF1qBHFCjQFJNgE3XhAfMJMBP6wBUmtgI2kZPy1FnwEaUXEgURlmJSgUH1JQHQIwBSMBII8BQSgnCIwBEqEBTFshDi0rLgNlJBIjEHtZJDEIFhQJEV4XA6YBaF0PdCtUIBB4AVB+H0AoGVoMJw4jJw17LRYXKVYeQQwEJxU1MRA9EE5PCkexAUBXJgQPDQg4iwEeG28mW4UB3AERBRRLOAlvFWAjHhMTVhULOioPASINWwgUdSY0Pzh+HnUsIwoTUWx9xQG8AklYM4MBBDRHkgEJRwZoSS2KAQIlEBIJE2gHkwEmXwA6OSxiDDcgEwYKV2BhowH+AVNcS0sBJHUdDjAdGp4BFxgOJyIhJxyBAncWESoSLTwvyQEDCUcYFRdkAmB8HV4wF+oBKjlbJhTTARMg6QHNAVYPZQgeTwMsHxqSAgMWHgsMCS0PX08HiwJ1DisIDBU4GDMYFD+nAS3HApEBEB8cEAoyEJwBzAEoHywhHTQGJFYroAGqAUkeUCkjdAZNOhIfMQAgnQERHUMinwGtAUwLe0QcPRI9VxFZOQHRARqNATQtDqwBTVYSPRONAiffAYEBdCFHGCsvJFEUPA0imAFADzQtRz5nCzgtGIwBMpoBnAGGASREDgd4IA9cKYMBco8BE14CHE4kflBwmAEhciJDDgdvGwA5EnKPAY4BB3cef70BkQEusQEKFT8SR1kPDikoSCYsUlgaClwtHXQAOFhCSnQDB1gAAbQBOVMqESFGJRiKASiEAZQBA2IwB3QNDxhFCSG/AQp4Rx4kLxUKVxEiHwzwAQMTjAEkG68CMAYZqgEoe2QbFMYBCjksAYUBFgwrIg4BVBIYhAEPa0QLJ1ISEHISdKgBBQe2ASoqSAhsMAdQBA/CAWtrDTwIZ3xQIrQBCGGGASoCSgA6ehMMUOoNoye0JB20ASorSCyTARBAJx4OGc4BHOUBIjjVAXsBUQsFUzgROXIMClYeOlI8CSYQZRc1SVVHIskBRW1TcSsfZRXRAVshPZUBBzcvIBlULiycARbYAVxGTkpyHlTIATle9gGOAQJ+Fw8ebRMdXQmhAZcBJx9TC4YCoAEalAEaJT4dIx5NFwdRCSlRBhwU2gyJKOYkH1sGYosBGwxFAylDAWs9A7MBHQeDAToUEXggYJ4BDAwIqAqHKf4kADIOLwcEe2sJHF78CMkphiUzWQ0w2QE3qgFNAyhBAAWJARVvtwEFIP8BKXZlEiGRAQ5BbQRRQwZzAVktRC0A6AEEc1hdYw5DCSsLdHFiFGMQF2E5NTsvWTlPRwBFKyIxEzQXIYICPltMOwBWJRCGAQVesgGeAR+6ATByXHaQARlcOD0gFkMKB18rU1dZFzsTTgRCfG5sAUwcN84BFZMBXk03TgkSeCJqcGIMEvQG6yn8IwhEJh+4ASJyggFeBTQSYyNDW1tNItsBMztXVRwS7gXtKZgjOU83IecBQT87NxcDMyFGfR1+JQSEASo6UoABDAi4BMspuCECMigPGCE1HZ0BHOoE9AOfKaAgGTU3Cs0BRSd18QEIFxYoEqwBFBVULq0BdAx9Fy1tjwEf1QEDBDsvEzexAQcOSQUwOwVmDQ+sAX4KMAgPlAFLER45CRkrFLEBKBL/AYUBBrUBbAbVAQkHvwHCAR13Eg5NSQVF5QEDN1EKrwFXFTEHR78BfjR/bwVTRQ1GsgEpXmYuXiQ+sAGDAQVuKANMbgIWggECEVoIS3gmJxoeiQENXV9FEyMvDyMDCRsiVi5YcGRUID4ML8QBDnNKXQU4NzSIAg8EngGrAQM8FwVcFARCSBAmfBAJaihdXBr7ASVof34ilwEMFEEmggFfigEgVwYNWyG9Aa0BkQEprwE3RUkTgwE7hQFvPHEnEzEELQFOd0IIdwsbPQgKFx4QDAw6VA4EThAqUDxySIoBTARULB0sFC0OEXEnL1MBLilUjAEnVCgnCgUfF6MCJ+8BaUIrCSwrJT8BLDsB9wElzwEpFCcFYkkjJRklTxAlGR1WMJ8CDRwCRmgwQFBHLD4BAYwBaAI+BBA/fwhxaRcjGSk7BVl1aActDUQlZ6IBMP8CTV5CHTgGQmBZKDgGAa4BciB0NQ5ICkPIAXQKmgFlCFIBCmZkCFzeAQhATBmoATwLUhEKKTsgswFZC3X5AROzAZMBCnMVBmFKEEsGIq8BcSutAUABhQFLM00tGokBVDY3NVAVjwGIASbDAroChgHNAVl+KCxsJStMIU06Az9iZhZYJmSgASkaRg470gFGCNgBZwuuAUgMOgIUGhkaKzsUjwFbJlEHE5sBWgo9DiCPAS0NQx970QEoAy0HNmVdoAFpAR4xFjdjLgg1ADofH1QGMcgBUIMBMCwhbXYiQ7IBYU1SFym0AWZcuAExFF4KXZQBKhU0HZYBoQFVKlsjXdkBLBqLAUd+axI4rwFqHjkKNiMdRAAp3gFmkwGjAbQBK0gNF7YBaQ9GBCUJHjvHAWjBAQkuJTQ0BxUOAUcgIlMEeEMYMI0BVAg7ggFGIUoIDBVDQIMBX2o1I4IBDaMBXi0fgQFVDWsPM+ECiAGtAgc8L5gBYBSIAip8YRRgiQFWCDNsQB9A1AJLogGgAWca7gE7RCAjhgFOEybqAQcWJgsmEQAmowEMB3U60QGDASgfLRwCSwI+cUGiAXsNPEsQHr0BEBNhaN0BuwIgVx8YRwwGETYFFig9sAFgM2aQAREYbAEReBhBWixrPC5hAzBlXQwbhwIOJ01GlQFDVC8LPBMrHgpDRxw/F1xNQ1RhuwIJsQFlFEV6YB4GlgEBLWquATMXXQsrWQoSAVfTAQdHQwcrAwVDQgk/kAEJHZoCCW8AA6kBWgZFFCEQCADmATsSN7sBA5kB5wEPAJMBAlADCoABYBBCIwhEfwwpLQ/uAVocU1MbaBtQzAIGvAE8J0AHdU5bYRCHAS0r7wO+AacD7wINATcgBxq+AQjlNwCxAwcArwImYL0BWh5HfB04VjtAGCPmAYcBAE+KAQCAApEBAKYCPABUZgBozgEASvYCAGsTABoEAEeJAgBTjQEASz8AkQEdAGtOACWUAQAosAEApQEhAFm5AQCLAakBABorAOcBjgEACB0AUT88VxsufxokrwFUHG4SQECYAWQAFCxHYwsnaz+3ASs52AOBAjl+eQgIJxAVCQyPBCa0AbsBUCLNAYwBDN4BSgSMARpIBlRwGDoelAGwATNaxgGCAVhuGVA8XTAJhwECJUM9nQGFAQAZLxgZWUApOUABEQYuMEtgeErEAdABJzRGKSiqAURYmAE6OBxWFA5KCBdsE4cBAg8xKZkBvwFkW4cBDisze6EBnQEIHR+YAVg8eJABjgGJAXjSARROWkBKRHIuJnQKBWopN0RFTQaPAZ0BdVeTAQ4/bQWLAZkBQg4AGpYBvgFyRnYQQGoehAGEARwkFcktogRIKGBqClhUIxw8QxcOOTEVW22HAUX1AQ8VNRwTDWoIcFwonAESLF4WngG0ATVCRJkBYABfJF97EW8aDhXXLJYFWwYSTyYuKSp6Omy+AU4cMkAEAxzCAiP1KrwIwgFrCqQBCd4BJByEAR+wAcgBKgp0ggFLSlhDBDg5GyhJUxIbT5UBFfEBD02LARx1zwGEAWVPMDlvGUdpd0PhAUjHAYcCGB8fFAMKLjCEARWAAbwBYj6+AQtaeD1e2gF1WkYbKDIDRmgaIFRYBJABEDtmGF0wFls/KGGHAjh9DwwpNAkERj18TiGKAaQCSeQBLRNaKiVAfg8FzgERHEYPLCEBKrUBFTZTcVQVPUQMLV4+AT5SRg56bj9IKqcBZgQz8AEWa1wgfQ4ka08EG1sOCNEBDiU1AkeKAg8/XDOPATwEiwFPOD1/VBidAQNUYS2oAUcIBjseRQ8mcxoOQSwISWZNR5wBgQEo6AEpvAGgARkydicXejN/RCm/AS8eM0dcIa0BEt8BRQw3OzYKf2SSAXskIEGVAasCcgqVAUcwXQ0rxQE0MIUBPwU9Kx9PC0d3GhM9EwhbSUxbESNvIh0vciMqIA1qTxs8ARKkAXBasAEbHlQUR8YBYiaGAScVYAcJlgFoM0zIAQnuAVxhQtQBBrIBVCCOARxU6gFlUCL1ATxybQRcBSvIAWInogE/D4IBWwc88wEVflVVTB3BARi7AXdgBBdaVDg4igG4AVuSAVQHhgFg7QG+ARlCDDu4AT0TcCgDNkYIDlYaRdABGFc8EEMKLMEBjwEcZRArvwFuBKcBXwdRBRWrAVITITYNMiYWvAEjAW5KADhSFRiwAQssPA4mMTAY2QEkdocBA1oBJZQBiAENVgAMFuoD0SbWGhmQASsNkgFICTieARwVcgMnUglXbgltKgVLKwZpnwEDUQUcCrgDgyiaHQFpLAkfJgkBKAM8HAw2ngPTKLAeDIoBAQq8AdYBAoIBJQheUwpqvQElQosBGR21ASitAfMBFSS7ATkqJVtqIDlwaAQqTDwkgAE3tAGQAQocPFYalgEDGCYXHA+hAQ+3AQQtSS6FAYkBQzmdATqnAasBISVLYQ1xHAYYkyPsFQsbSaIBHZoBDASuAc0jvBYiDRAcHtAB2yPMFkYvATZBJRhRQwU5UUMTc2ksYUsyH11uHiUQEQQvWz5ZMQpBRR9Pfz8faxooM80m5A9LEQ1rDC51Nl4/RmQMMl6EAVxoASw4RQ0OpQFVLY8BGxRVQaIBLRCsARBmgAEgOhI4VBdOUHWQAQ9PSAAJhgEqOAoS/wHxIugVXEpIMK4B0AFZVpIBZp4B8gFdUGoLSlY8RFRoMCYMnAIt9xy+HXwpUrQBjQEiVkveASpNLBZXFQA7RyUtgQIIKRkqJc4BAa8BogEDK1wDEVRCHpwBBx4CFxIrIRyxAQJ6fQFKBAGQAYABGY4BExs6H2dg7QFfUg81ThwRWHhUIGpGGSpesQFoLDXKAQ5XPBBfDAynAWsGPwM2c0IoHU4CJhY3dCUNSBYGWFRITpYBAjIqIxonWQOjARVuPw+CAQcDgAE+EiKaAQEsIhkqVRkPfxzdAaEBEQ9PHSBJHTgpMVIDFTYmB4YBngFVcCQKNERAPH5YFtIBMDlMIqkBIRIfLgeaAWYoQowBQgBiOjkoZgcgDSoWaVAAGXAuCG5YWFBuDeABmgE2FCBGDQe2AZcBdWwaC0Q6FgLUAYYBREJACDAoMyISUS8rBc8BhwEfPR9BFQQ1EBhVXkwZgAFSHnZGXEQSFDYeGx4YhwEJHJEBrAGKAVsRCSctMxgjE2QHDDIrITSNAWMAaUsvY0FjIz8J8wG7AT8HSUdIGwsTJwY3JTBXBRhPJQJTMxNJXzMfnwFBOoMBYx/hAUUeITFMNBdUUijCAYACKgwmMhsWYqMBFRgCNgMuLjusAUgHZmYSYoQBTgV8EqQBvAFMDFgDMCgrKgM7AjsbpQHTAVcKbSfJAZMCWwBHV7ECqQMKKCHdFdImeyMTbWNtMycHMzKAAR5AQFR4RCUAIoEBkwE5QWk+RfMBYRYeHTKQAR4aLCEgDDtSL6UBIBAdJCIGeFpefgMJDBIj1xbIJVqDAVUzkQHnAV5vLR5fWw8xUYkBM6MBEGmLASEjVwrKAi2xHKYerQFBMXWTAasBVTMvWzsUPS9mGxxsGlxaMkoqgAGqAQNWblIyVmwkngHOAX0YbiFMhgE3GyoDnwHbAQoNJ2QMeRVfgQEhSTc7aSFPXww5LTAfBzoACEwqpgHKAQ8GpgEBHkwQZlQaiAEDBjAcCx82FV8eB00RG7MBpwEMGcUBE0thEVUjC6cBKAVBFwAWMwyiAVkCKHUOHW8dpwGLAUYL0wEqIkFSZEOcAQwHVCtLAy9PX32HAWBPlwERVXltWVd3DwJlEjgNAjoBGE4ucLYBKxSQAUcZgAFreVQCN1AUCJIBOrIBrAEICtoBAREiAykHEye5ARE3QQF1EwhjLB4/ajod7AEIiQFcWUOyATMolgEDLiIOPgIeZB0iVD9ARI0BFQGfAQsqKRxMuAEKODoETB4BtAEVBCAsBk86EWsgB5MBPRVJDi1JUichXicOUiMuIhlSIApKDFqAAS8TxAGmAU/EAXISmAEsKkISOBYbJB1RFrEBbwpbXS4ViwEBFEcBMhcGJrgBDWp2EJgBPh6MAQcU+AFiAwcsByUQI4kBJSdhFCsXQjcmVkHiAY4BQtIBVgruAuYBFR4cOw4AGSgMVsQBfF1OGiKKAVCuAZwC1AEyHBY0HxlacEAibYkBEYUBdT1xJU0KPhM3HUZfdRx9oQENQSc/UwQIwwGhASCDAasBO9MBORgHJRomESScAQ0oXlU8ygGEASI+CkgcR043iQE8CA8OGh47bqIBCEpcLlxQdhoaCqIBxAEgSlYMGBHZD/wtKhYsSiMHSkaMAWSgApADNAAiPkstEiAWVboBflUTJ3+IAWpvFyMKCAeXC+IzKSExDCUvHgACDBIH3wuCMzwMFjgfGTJHTRBZXy+zAeUBPR1FOR4UFR0rClYP5w6ML095lwEPf5kBHR0lWx8EZckBtQFPVyY70QGPARs9GhsQdgl+sgEMPiJCkAEGB5wBsAESXkg8gAEuWBZXXtQBwgESEA5GDStUlAG8AQcaJkM9TTcaIiUPAFu9AbUBJSMBEwEgHzhqJbIB2AEjAwxDQyEjFBIWpgK2ARmAATRUPD4mBQREvwFtIjtBZAQ5NBocaIIBnAFeIjQM0AEAoQr+NL4BCACGAUE5aAQPZIsBZXRbY2A4EFyXAsMBwAGNAVM6NiooFwmcAeEBZza9AXM/UXlQjwGXAQo/LyU7LYsBEwQZMRskIR9sEylANSMqaQ0EUUk1IyFPHAd7VExXHxYzCiSVAXxwQw4MSRUFHR0RDjkjlAEND3SFAV0L7QGDAU4iAz6qATQ6PARuCyNkOQBWGCQqaJ4BM7oBAhEoFiR+ZmOqAYQBFDBIVBsQflUrlgGtAY0BCSkVRzUjGIMCFzAKFBCOARZ4cDIteDA7TkoaUH4vKgZrBy1TLBBhVDZJkgFMF35IEkwuLgQHcj9BMAALFpoBOi8aID1NCasBcF41Lx/fAdIBSD0/FU0aCjVONnHIAuABRzcZKQ4WW2ZiCmA2SC4GYBMj2gHHAu0BEAYHF2YqVg4XmALvAT9wOSNADx0sZA90MxuYAcEBaSq7AYMBHh8JKgsDDhYEAmAWGFA0TiAYDgbKD9EOrjCOAT1FjgGFAUsM4gLmEZUQnC9s3wEPBTkKJSkGTwIA9wFsBXc5DqsBIBYxHROOAUkOTjcRSrUBJ4oBeTksWTsHZTdRTSdXrQIgN08JQwdZUWYVIxIXPy9NHx+HASckTUseJTUnJ1+jAZUBbxsYiwE8SCkJEIMBvQE7VzcAaz4CY3YgF4ABNFZgZhceCCcAE1snRx0ZOxTBAU1LLZcBACknbBOqAXhDCDRrHTWhAXcCJxEWBwiWAbYBngFcPAJo1AE2QggPSFU5UYsCPxLbAUVaPydiExMsFAsILgyRAWhED34oOsQBJGZsAlINE5ABcR0oQRMIWSk7iwE/JCMVlAGQAWrGARRAThJ0BBKWAW4n2AEPCh4jEg95Pq8BEx3XATUAUZkBLBlBYkA0PGZgNaQBDgQ8RzgpQTxtDQE5RTdNLQEfRzQLHzoeAFhCOFJQOgEUOjdWJCi8AR4GHH6JARxcC6oBbGMuOg4mACgMR24VE2IFPNIBPyQ2AjwcEH5bRigYCAQoEWumARsJfCAZWkZxYCxNiAECDGoOYiYOoAFXBLQBpwEQDj8AN1kZYtMBPZQBWVQYNw5JcwVxYRvLAQ8zJSsGekNiBq8BRjiAAQAyaD+IAWIcLgsuKC+IAVwkkgEJK0YfPyxhkQEJWU1LGwNFDGqBAQsPH0PnAVIhWR8tS1U7ClVXoAFFawO1ATMjRSgjImINkgEiLyJSRzNQQZ8BMBUhDApENTjGAQwGaDQAeHgrUCgUTqEBXCMDQAUWXCYwQlpaLkqwAZACakg2OhwIMA1PcE2BASB/xQHVATOJAScyUxeAAVNqHJABiBafIPQ0SoUBQ4ABeSoWExwmAcABPDMeHEUNIEFrGAWRAQIaV1tQWxIRKW53CmRxjwFQaV5sT21gaTYiGxuEAQHZATppFBohHzQVX2yLARk5DVhJUihFInwVKBInXBkVDhSLARryASsPeggnJi47DXqBAZ0BLHMTDlMyFz18XGsRAhkYSUQyaW4eLkyLAQA2ISVIImNqigFrogEgBB4bQi67AQUiPTEuB2lQcFVsZT82VBcaYBMDmgEBI1Q4Rx5UR09AY0QBMxgTHCo5ahdlWGYxiAFLK54BOg9KA3VkPxkljwEjHiszRg0pkAEsHzYJDA6SFtMfvDVrOFUhThQWPBZWZpoBJg9kHCEYHFCyFt0dpjcwqQEvRHNcCiMuEiq4AQwnNCg9BTS7AWckO0oOFVoLDlwCKA8TKFsZNA0ZWjgNUGA8YGQYBSgWLSgDJUAmXoYBJgRSDy1AE20WJCdkFw9OIkwfDzpNIo4BFQQmaScEXSVZjQE3Zn9jhwGxAR9SbxU1owENDD8nUCkbjAEuD0YxDC7MFo0d4jcXTHFowgE1HG53DQ5hd0GRAQwsSTJCN4YBeht0UCAsAEIpQ4IBCgc4cjhMRjAPCQYtUx1dFiZNHUZZdylNOxhDC3RXVJYBAw5O3BilFeYwWGhAThBEJiMuDoUBPCIKKgzUAUF1PHcPQhs4eCd6VB5MBwNAJQ4HiQFeFhkUMhoTOGxVHhJRXARdPCMXZnsQVlGbARMFJx0aCTtmXHGKAQC3ARqsAWEiGjMqGxuSAYsBsQF4GwEzJG5fUAVnZKsBrQEVH1ciFYUBBkFhLUcXFwwGhBjlFKwwaR41G0QdDgj+FoMU2C8PeA8lAAMZOwQMJq4WxxPILwerAQygAWVcEbUBFDKJAZIBFTkUcWUKfztDIQZFDyRHKlwvBmIDuQF8ZSl4HDp4IKcB0gEREDADQDIFygEOBA4GpBXfEqwvDjoAaQoPDAbIFJsSnC9nHgtPZg8ORJATlxGALyeSAQ4uPBJgJR1uVQ4sCAYuPgwyAAyWAU0ahgG5AQgkCQoSOAA5vAEAPIwBKZEB1AE5GR4nARYxJAgxmAEvGYIBXRamAYkBY7wBcYQBfmcFHD0jBZMB2QEmX0suPxhMF2YkGRI4fVsoJwRIN0winQFjLC8QHhSEIcMX5itgKUwmjQFrHikFND00DykxNxRRGTQrR6IBcldQWw4c2iDTF9oqN4wBYh0wB0liWU1uYCkuLRssdwADlwEYLWcuUyU+V2AaMQRQU3UoIWceErwg8xb0JmQa0QFud1d0NKUBAiYFXwZ4PTAmHToGAqABLw4GyiHnFJIkIwU0B006HgSeIbsVgCUvWXgOyAHuIJUW+CVxE6ABLS48Iy4HFGBRfmrPAb0BI+wBWWZsMRT4ATlAYC9AHTcmhwEAAilYTrUBCBofDwoQgwEv2gFlkAFSIhM2aH0QSjeMARAKTgY+aBdENik2CkMyGUsqPy0YSScDc40BRHMTXFcoGlcmCS+EAYcBKSAdJYYBE29AGhdKYh0IRAEdHg6RAWc0ewAumwGuAWiXAROiAZcBjgEEUwJsQSIEV3wSpQFIai0RKhlFMCotLCYTFyoiT0YNNUY9IZ4BXzBMEXVOUxFOayB0N14qAFQjPGRPPiq5AYoBAMkBMDYrD1YlBhr1AVwAPx1Y/wE2PU8xWnkmB31+E20AWnOYAS5PATg5MS4JOQp4DGd4kwEZigEASYIBZzTgATUJJiRBIgoD5gFRIE5MNWYXC7YBiQEaXKEBLDNLFpMCQklTQwvRAXpYT0ENLwoImwF0StMBaE49IwwMHKwO2Q30MCELBSUOHCsyFrEBggEFmwFaVhFXKCsEHFk0NmdaIlFwKi/UATZLkgGMAQ4SAg7GAaoHpwf6NGoQJ+IBjQGXATRZQ0M3IBwzMXg+WwwoBj2AAXIoQBPTAdICigI8Qg9wEi90TWMrIwgIDQm+AVufAQoPDz07A1qBAXXEATujARtJG54Bd6kBDzkFFCsQPBcROEZXhgEAV0AfB3RRJBwJFTU0OTNSCQA2FEIqF24BJYgBLBvkAUelAbgBDytmpwGDAeQBT4cBZgoHmgFELhMmINsBIQV7KDxHcnYKRkIoPiQnKigzAhB/SyWPAQMafyJU0wFivAERMDBQPA5rYG5RJjK9AQpmXSRCIT4uHEwf6wFyjgEVFAQDUEVLLBZvPEAvADBoUxcHYULmAYUBgwESEwkpNQ4MEQmWAXWLAaQCPa8BICktXz8TBA8RjAFLiQEYKTGhATMIjwEvWMcBPooBJyg8HmA29QFEvAEbRDhQOAHRAV6sAQsOEC4qAYsBaHoPLAwqUg+dAaABWCNiMjSeAUEAggHUCgG2NG6OAXFUKE+MARKJATgzYVYKWRgaCwJQOEpAG0wgM64BDKEBSmAEzAFIgQEsoAEOygE0eRR+C9IBKnkeUhsNTheDAXAaSwE0BR0QUEUTBlkWNSMiqwEhbA8hEBJXAtMBWYYBB20DGyUExwFFhgEpVQHLAR+mAZkBZVqxASueAU0SWgEkBCAqFfACvAGLAgwQCStKHuQBlAGpAQR4FfABcLEBC4wBEUh2QQkmABkIFJMBnQF4EF0EFyUWgQEzYPcBGaYBMR0kfilHIEEH4QGjAbIBAisGLj8dDyEKhQJ/xAFLXTprKl4WTh0=","modelPacked":"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"}}},"files":{"value":[]}}},{"schema_version":3,"id":"verified-shell","operation":"code.javascript","objective":"Build the bounded four-arch carrier scene.","inputs":{"code":{"value":"function packedNumbers(source) {\n  const alphabet='ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/';\n  const bytes=[];\n  let bits=0,buffer=0;\n  for(const char of source){\n    if(char==='=')break;\n    buffer=(buffer<<6)|alphabet.indexOf(char);\n    bits+=6;\n    if(bits>=8){bits-=8;bytes.push((buffer>>bits)&255);}\n  }\n  let cursor=0;\n  return {number(){\n    let n=0,shift=0,q;\n    do{\n      if(cursor>=bytes.length)throw Error('Incomplete drawing data');\n      q=bytes[cursor++];\n      n+=(q&127)*2**shift;shift+=7;\n    }while(q&128);\n    return n%2?-(n+1)/2:n/2;\n  },done(){return cursor===bytes.length;}};\n}\nfunction model(data){\n  const model=packedNumbers(data.modelPacked),vertices=[],faces=[],last=[0,0,0];\n  for(let j=0;j<3000;j++) vertices.push(last.map((n,i)=>(last[i]=n+model.number())/1e6));\n  for(let j=0;j<24;j++)for(let i=0;i<120;i++){\n    const a=j*120+i,b=j*120+(i+1)%120,c=a+120,d=b+120;\n    if((i+j)%2)faces.push([a,b,c],[b,d,c]);\n    else faces.push([a,b,d],[a,d,c]);\n  }\n  if(!model.done())throw Error('Unexpected shell data');\n  return {type:'MESH',name:'Verified four-arch shell',color:'#c68ba9',vertices,faces};\n}\nfunction run(inputs,controls){\n  const {data}=controls;\n  if(!data)throw Error('The project data is required');\n  const decoded=packedNumbers(data.runsPacked),runs=[];\n  while(!decoded.done()){\n    const k=decoded.number(),len=decoded.number(),last=[0,0,0],path=[];\n    for(let i=0;i<len;i++)path.push(last.map((n,j)=>(last[j]=n+decoded.number())));\n    runs.push([k,path]);\n  }\n  return {...data,runs,runsPacked:undefined};\n}\nfunction geometry(inputs){\n  return {version:2,units:'metres',objects:[model(inputs[0])]};\n}\n\nfunction generate(inputs){return geometry(inputs); }"},"entry":{"value":"generate"},"files":{"value":[{"task":"drawing-source","output":"result"}]}}},{"schema_version":3,"id":"drawing-layout","operation":"code.javascript","objective":"Lay out plans, all four elevations, two sections, an assembly axonometric, module diagrams, contacts and schedule.","inputs":{"code":{"value":"function generate(inputs,controls) {\n  const [data]=inputs;\n  if(!data?.runs || data.modules?.length!==16) throw Error('Attach the four-arch drawing data JSON.');\n  const sheets=[], size=[431.8,279.4], ink='#172436', mid='#516176', pale='#d4dce8', blue='#2445dc';\n  const colors=['#2552b0','#5e47a5','#116c6c','#a74663','#8a531f','#49773c','#38536c','#96609b','#4284b0','#8858a8','#178279','#bd596b','#ad7134','#619447','#516e8a','#a47bae'];\n  let elements;\n  const text=(x,y,value,s=3.15,color=ink)=>elements.push({type:'text',at:[x,y],text:String(value),size:s,color});\n  const vector=(points,color=ink,width=.18,fill)=>elements.push({type:'path',points,color,width,...(fill?{fill,closed:true}:{})});\n  const line=(x,y,a,b,color=ink,width=.18)=>vector([[x,y],[a,b]],color,width);\n  const box=(x,y,w,h,color=pale,fill)=>vector([[x,y],[x+w,y],[x+w,y+h],[x,y+h],[x,y]],color,.18,fill);\n  const titles=[\n    ['G-001','Drawing index and design notes'],\n    ['A-101','Top view and setting out'],\n    ['A-201','North and south elevations'],\n    ['A-202','East and west elevations'],\n    ['A-301','Sections through the arches'],\n    ['A-601','Module assembly axonometric'],\n    ['A-602','Crown and rim module layouts'],\n    ['A-603','Contact and seam details'],\n    ['A-701','Module schedule'],\n  ];\n  function sheet(i,note,scale='AS SHOWN') {\n    const [id,title]=titles[i];\n    elements=[];\n    sheets.push({id,title,size,elements});\n    box(7,7,417.8,265.4,ink);\n    text(14,12,'FORM FAMILIES / FOUR-ARCH PAVILION',3.3,blue);\n    text(14,20,title,7,ink);\n    text(15,33,note,3,mid);\n    text(292,12,'DESIGN STUDY   /   NOT FOR CONSTRUCTION',3,'#a33248');\n    line(7,42,424.8,42,ink);\n    line(7,247,424.8,247,ink);\n    for(const x of [125,208,286,359,392]) line(x,247,x,272.4,ink);\n    text(14,251,'PROJECT / SHEET TITLE',2.05,mid);\n    text(14,257,'FOUR-ARCH PAVILION',3.1);\n    text(14,263,title,2.7);\n    text(132,251,'ISSUE / REVISION / DATE',2.05,mid);\n    text(132,257,'DESIGN REVIEW / 00',2.85);\n    text(132,263,'11/14/2026',2.65);\n    text(215,251,'DRAWN / SCALE',2.05,mid);\n    text(215,257,'WEB RELAY',2.9);\n    text(215,263,scale,2.65);\n    text(293,251,'PROFESSIONAL SEAL',2.05,mid);\n    text(293,262,'RESERVED',2.7,mid);\n    text(365,251,'ANSI B',2.2,mid);\n    text(365,259,'11 × 17 IN',2.75);\n    text(397,251,'SHEET',2.05,mid);\n    text(397,257,id,4.0);\n    text(397,265,(i+1)+' / '+titles.length,2.65);\n  }\n  const id=n=>'M'+String(n+1).padStart(2,'0');\n  const m=n=>(n/1000).toFixed(2);\n  const ft=n=>{\n    const v=Math.round(Math.abs(n)/25.4);\n    return Math.floor(v/12)+'′-'+(v%12)+'″';\n  };\n  const dot=(a,b)=>a.reduce((s,x,i)=>s+x*b[i],0);\n  const [lo,hi]=data.bounds;\n  function view(x,y,k,i,j,center=[0,0,0]) {\n    return p=>[x+k*dot(p.map((q,n)=>q-center[n]),i),y+k*dot(p.map((q,n)=>q-center[n]),j)];\n  }\n  function drawPoints(points,project,color,width,stride=1) {\n    const p=points.filter((_,i)=>i%stride===0 || i===points.length-1).map(project)\n      .map(q=>q.map(n=>Math.round(n*100)/100));\n    for(let i=0;i<p.length-1;i+=120) vector(p.slice(i,i+121),color,width);\n  }\n  function paths(project,{colored=false,select=()=>true,stride=1,width=.15}={}) {\n    for(const [k,p] of data.runs) if(select(k)) drawPoints(p,project,colored?colors[k]:'#294a78',width,stride);\n  }\n  function seams(project,sectors=true) {\n    data.shell_outline.forEach((points,i)=>{\n      if(i>=3&&!sectors)return;\n      const p=i<3?[...points,points[0]]:points;\n      drawPoints(p,project,i===0||i===2?'#6b819b':'#ba6992',i===0||i===2?.34:.26);\n    });\n  }\n  function bar(x,y,k,count=8){\n    const a=k*304.8*count/2;\n    box(x,y,a,1.4,ink,ink);box(x+a,y,a,1.4,ink,'#ffffff');\n    text(x,y+2.2,'0',2.65);text(x+a-1,y+2.2,String(count/2),2.65);text(x+2*a-2,y+2.2,count+' FT',2.65);\n  }\n  function tag(p,label,color=blue){\n    const [x,y]=p;\n    box(x-5,y-1,10.5,4.3,color,'#ffffff');\n    text(x-4.2,y-.77,label,2.55,color);\n  }\n  function dim(x,y,a,angle,label) {\n    if(angle===0){line(x,y,a,y,mid,.15);line(x,y-2,x,y+2,mid);line(a,y-2,a,y+2,mid);text((x+a)/2-6,y-5,label,2.8,mid);}\n    else{line(x,y,x,a,mid,.15);line(x-2,y,x+2,y,mid);line(x-2,a,x+2,a,mid);text(x+3,(y+a)/2-2,label,2.8,mid);}\n  }\n  sheet(0,'Geometric study / dimensions shown at stated plot scale','NTS');\n  text(20,54,'DRAWING INDEX',4.4,blue);\n  titles.forEach(([id,title],i)=>text(20,68+i*9,id+'   '+title,3.25));\n  text(218,54,'GEOMETRY',4.4,blue);\n  const notes=[\n    'A single 1.29 km toolpath follows the folded shell.',\n    'The grown carrier establishes the four feet and crown opening.',\n    'The line has a variable round envelope. Its contacts are geometric.',\n    'Plan and elevations show the visible form and projected linework.',\n    'The eight crown modules and eight rim modules group matched runs.',\n    'A module may contain several disjoint runs in the global path order.',\n    'The companion CSV gives chainage and both ends of every run.',\n    'Module boundaries locate proposed splits. Support, handling and',\n    'splice details require prototyping and engineering.',\n    'Model coordinates are in metres. Project north is +Y.',\n  ];\n  notes.forEach((a,i)=>text(218,69+i*8,a,3.05,i<3?ink:mid));\n  box(21,173,388,57,pale,'#f1f5fb');\n  text(31,183,'REFERENCE DATUMS',4.1,blue);\n  text(31,196,'Four exact feet at ±3.60 m / 11′-10″ on the cardinal axes.',3.35);\n  text(31,206,'Ground level = +0.00 m. Crown seed level = +3.40 m.',3.35);\n  text(31,216,'Read graphic scales at 100% on 11 × 17 in paper.',3.35);\n  const scale=1/48;\n  sheet(1,'Setting out, crown opening, full outer rim and the two module bands','1/4″ = 1′-0″');\n  const plan=view(160,140,scale,[1,0,0],[0,-1,0]);\n  paths(plan,{stride:1,width:.14});\n  seams(plan);\n  const at=(x,y)=>plan([x,y,0]);\n  for(let i=0;i<4;i++){\n    const [x,y]=plan(data.feet[i]);box(x-1.15,y-1.15,2.3,2.3,ink,'#ffffff');\n    text(x+2.2,y-4,'F'+(i+1),2.65,mid);\n  }\n  const [left,bottom]=at(lo[0],lo[1]),[right,top]=at(hi[0],hi[1]);\n  dim(left,240,right,0,ft(hi[0]-lo[0])+' overall');\n  line(left,bottom,left,242,pale,.15);line(right,bottom,right,242,pale,.15);\n  dim(288,top,bottom,1,ft(hi[1]-lo[1]));\n  line(356,80,356,60,ink,.38);line(356,60,352,67,ink,.38);line(356,60,360,67,ink,.38);text(354.5,51,'N',3.3,blue);\n  bar(321,94,scale);\n  text(320,124,'LEGEND',3.8,blue);\n  text(320,136,'Blue   /   continuous curve',3.02);\n  text(320,145,'Rose   /   module seams',3.02);\n  text(320,154,'Gray   /   carrier limits',3.02);\n  text(320,167,'Crown: M01–M08',3.02);\n  text(320,176,'Rim: M09–M16',3.02);\n  text(320,198,'1 / A-301 along X',3.0,mid);\n  text(320,207,'2 / A-301 along Y',3.0,mid);\n\n  for(let pair=0;pair<2;pair++){\n    sheet(2+pair,'Orthographic projection of the line and formed carrier / ground datum +0.00','1/4″ = 1′-0″');\n    const scale=1/48;\n    for(let j=0;j<2;j++){\n      const base=195,x=111+j*204;\n      const horizontal=pair===0?[j===0?-1:1,0,0]:[0,j===0?1:-1,0];\n      const p=view(x,base,scale,horizontal,[0,0,-1]);\n      paths(p,{stride:1,width:.15});\n      seams(p,false);\n      line(x-91,base,x+92,base,ink,.32);\n      text(x-90,66,((pair===0?['1  NORTH','2  SOUTH']:['1  EAST','2  WEST'])[j]),3.7,blue);\n      text(x-89,base+4,'+0.00 GROUND',2.8,mid);\n      const top=base-hi[2]*scale;\n      line(x+51,top,x+87,top,pale,.2);\n      dim(x+88,base,top,1,ft(hi[2]));\n    }\n    bar(322,231,scale);\n  }\n\n  sheet(4,'Cutting planes through the four ground contacts / curve beyond lightly projected','1/8″ = 1′-0″');\n  for(let which=0;which<2;which++){\n    const base=126+94*which,normal=1-which;\n    const p=view(178,base,1/96,which===0?[1,0,0]:[0,1,0],[0,0,-1]);\n    for(const [k,points] of data.runs) drawPoints(points,p,'#c1cbdc',.085,4);\n    for(const cut of data.sections[which])drawPoints(cut,p,ink,.58);\n    for(const q of data.section_points[which]){const [x,y]=p(q);box(x-.35,y-.35,.7,.7,blue,blue);}\n    line(32,base,302,base,mid,.24);\n    text(34,base-8,which===0?'1  X–X':'2  Y–Y',3.7,blue);\n    text(314,base-3,'+0.00',3.0,mid);\n  }\n  text(312,58,'Cut carrier   /   black',3.05);\n  text(312,69,'Line at section   /   blue',3.05);\n  bar(338,232,1/96);\n\n  sheet(5,'Exploded by chart sector / match run ends by chainage and coordinate','NTS');\n  const ax=view(196,171,.0122,[.80,-.60,0],[.28,.43,-.85],[0,0,0]);\n  const shift=data.modules.map(({k,center})=>{\n    const t=(k%8+.5)*Math.PI/4;\n    return [Math.cos(t)*(k<8?1000:2700),Math.sin(t)*(k<8?1000:2700),k<8?180:220];\n  });\n  for(const [i,s] of shift.entries()){\n    const p=q=>ax(q.map((x,j)=>x+s[j]));\n    paths(p,{colored:true,select:k=>k===i,stride:2,width:.22});\n    const center=data.modules[i].center;\n    const a=ax(center),b=p(center);\n    line(...a,...b,pale,.16);\n    tag(b,id(i),colors[i]);\n  }\n  text(20,51,'1   Locate four feet on the datum.',3.15);\n  text(20,59,'2   Fit the eight crown modules on temporary works.',3.15);\n  text(20,67,'3   Match each rim seam using the run schedule.',3.15);\n  text(20,232,'Exploded view is diagrammatic. Support and joining sequence are provisional.',3.05,mid);\n\n  sheet(6,'Eight crown zones and eight outer rim zones / move referenced run geometry together','NTS');\n  for(let j=0;j<2;j++){\n    const p=view(116+202*j,157,.015,[1,0,0],[0,-1,0],[0,820,0]);\n    text(29+202*j,56,j===0?'1   CROWN MODULES  M01–M08':'2   RIM MODULES  M09–M16',3.55,blue);\n    paths(p,{colored:true,select:k=>Math.floor(k/8)===j,stride:2,width:.20});\n    seams(p);\n    data.modules.filter(q=>Math.floor(q.k/8)===j).forEach(q=>tag(p(q.center),id(q.k),colors[q.k]));\n  }\n  text(30,234,'The module map groups local paths. See the CSV for their complete global order and both seam points.',3.0,mid);\n\n  sheet(7,'Measured tangent contact and proposed seam match / verify the joint by prototype','NTS');\n  const contact=data.contacts[0], gap=contact.diameter*1000;\n  const circle=(x,y,r,color,fill)=>vector(Array.from({length:65},(_,i)=>[x+r*Math.cos(i*Math.PI/32),y+r*Math.sin(i*Math.PI/32)]),color,.25,fill);\n  text(23,60,'1  TANGENCY BETWEEN SEPARATE TURNS',4,blue);\n  circle(75,132,26,blue,'#dae5ff');circle(127,132,26,blue,'#dae5ff');\n  line(75,132,127,132,mid,.18);circle(101,132,1.35,'#a53162','#a53162');\n  dim(75,170,127,0,(gap/25.4).toFixed(2)+' in');\n  text(26,185,'The two modeled envelopes touch at the marked point.',3.1);\n  text(26,196,'This section shows the measured centerline spacing.',3.1);\n  text(217,60,'2  PROPOSED MODULE SEAM',4,blue);\n  vector([[225,124],[252,124],[277,130],[305,134]],blue,2.1);\n  vector([[305,134],[333,138],[363,151],[400,160]],'#9b567e',2.1);\n  line(305,103,305,171,mid,.26);\n  circle(305,134,3.2,ink,'#ffffff');\n  text(223,88,'MATCH THE SAME XYZ AND CHAINAGE AT BOTH ENDS',2.95);\n  text(223,185,'A sleeve or bonded splice can be studied at this break.',3.1);\n  text(223,196,'Sleeve material, clearances and fasteners are unresolved.',3.1,mid);\n  text(26,225,'Geometry uses variable diameters. This sheet documents the concept and its measured contact.',3.05,mid);\n\n  sheet(8,'Nominal module bounds and total run lengths / see CSV for 411 ordered run records','NTS');\n  const xs=[20,59,116,176,232,288,342,384];\n  ['MODULE','BAND','PATH (M)','X SPAN (IN)','Y SPAN (IN)','Z SPAN (IN)','RUNS','ASSEMBLY'].forEach((r,i)=>text(xs[i],55,r,2.55,blue));\n  data.modules.forEach(({k,minimum,maximum,length,count},i)=>{\n    const y=67+i*9.25;\n    if(i%2===0)box(17,y-.5,392,7.4,'#f1f5fb','#f1f5fb');\n    [id(k),k<8?'CROWN':'RIM',length.toFixed(2),...maximum.map((v,j)=>((v-minimum[j])/25.4).toFixed(1)),count,'GROUP'].forEach((r,j)=>text(xs[j],y,r,2.75,j===0?colors[k]:ink));\n  });\n  text(20,224,'Total ordered path   '+data.line_length.toFixed(2)+' m    /    16 geometric cassette zones',3.15,blue);\n  text(20,234,'Bounds exclude handling clearance. A run is a contiguous piece of the original toolpath inside one zone.',2.95,mid);\n  return {version:1,kind:'drawing-layout',title:'Form Families · Four-arch drawing package',sheets};\n}\n"},"entry":{"value":"generate"},"files":{"value":[{"task":"drawing-source","output":"result"}]}}},{"schema_version":3,"id":"drawing-set","operation":"drawings.pdf","objective":"Render the ANSI B vector drawing set.","inputs":{"geometry":{"task":"verified-shell","output":"result"},"layout":{"task":"drawing-layout","output":"result"},"display_mode":{"value":"color"}}},{"schema_version":3,"id":"jpeg-sheets","operation":"pdf.pages","objective":"Export each drawing sheet as a JPEG.","inputs":{"document":{"task":"drawing-set","output":"drawings"},"dpi":{"value":150},"quality":{"value":93}}}]}}