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Differential_expression.html
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<!DOCTYPE html>
<html>
<head>
<title>Bioinformatics for Big Omics Data: Differential expression analysis</title>
<meta charset="utf-8">
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<meta name="generator" content="pandoc" />
<meta name="date" content="2014-01-28" />
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<meta name="apple-mobile-web-app-capable" content="yes">
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BGrZn%2F05Araw2f6ICggwKv43AVD%2BsAFQkQPd%2FCkB5o%2B0YD%2F9dgABAIX%2F7AQdBbYAGgA6QB8PAxkUCBQXAwQcGwARS1kAAAYVFRhMWRUGBgxLWQYZAD8rABg%2FKxESADkYLysREgEXOREzETMxMAEyBBUUACMiJzUeATMyNjUQISIHJxMhFSEDNgIt5wEJ%2Ft%2F%2B94JG0GWww%2F6JX59WNwLX%2FbclcwN95cfj%2Fv5PoC0zpp0BMh03AqyZ%2FkkXAAAAAAIAdf%2FsBC8FywAWACQAREAjGhELISEAAAYRAyYlDAsOHU1ZCw4OFAMUF0tZFBkDCE1ZAwcAPysAGD8rERIAORgvOSsRADMREgEXOREzETMRMzEwExAAITIXFSYjIgIDMzYzMhYVFAIjIgAFMjY1NCYjIg4BFRQeAXUBTwFIcUFNY%2Bv4DAxu7sXj%2BdTj%2FvYB646dkpFalllQkwJxAa8BqxOPGf7b%2Fsas7szk%2FvsBVcizqZGmSoJGZ7JoAAAAAQBeAAAEKwW2AAYAH0AQAQUFAAIDBwgDAkxZAwYAGAA%2FPysREgEXOREzMTAhASE1IRUBAR0CXvzjA839qgUdmYX6zwADAGj%2F7AQpBcsAFgAiAC4ATUApFw8mFCwDHQkJAwYRFA8GLzAGESkgKSBLWSkpDAAMGk1ZDBkAI01ZAAcAPysAGD8rERIAORgvKxESADk5ERIBFzkRMxEzETMRMzEwATIWFRQGBx4BFRQGIyImNTQlLgE1NDYDFBYzMjY1NCYnDgEBIgYVFBYXPgE1NCYCSMjqhpOylv7d6vwBMop463enl5WmnMKVhgE6fY52n493kQXLuqRssklVu3u22c28%2B4xOtXCfvfumeIaMemGXR0CbA2d4ZFyEQjyKXGV3AAAAAAIAav%2FsBCUFywAXACUAQUAiGxEiCgoAAAQRAyYnDh5NWQsUDg4CFBQYS1kUBwIHTVkCGQA%2FKwAYPysREgA5GC8SOSsREgEXOREzETMRMzEwARAhIic1FjMyEhMjDgEjIiY1NAAzMhYSASIGFRQWMzI%2BATU0LgEEJf1odERQZvD1Cww3tnLC5AD%2F0JXfeP4Uj5yQk1uZWFKTA0b8phSPGgEpATNTV%2BjQ5AEImf7bATC4pJClSoBGabJmAAAAAgCY%2F%2BMBiQRkAAsAFQAoQBQQBgYMAAAWFw4TT1kOEAkDT1kJFgA%2FKwAYPysREgE5ETMzETMxMDc0NjMyFhUUBiMiJhE0MzIVFAYjIiaYPTk6QUI5M0N2e0I5M0NqQ0VFQ0FGPwO7h4dBRj8AAgA%2F%2FvgBhQRkAAgAEgAiQBABDQ0FCQkUEwsQT1kLEAUAAC%2FNPysREgE5ETMzETMxMCUXBgIHIzYSNwM0MzIVFAYjIiYBXg8aYjV9G0ENFXd7Qjk6Pe4XZP73cmgBMlwC74eHQUZGAAABAGgA8gQpBNkABgAVQAkEAAUBBAcIAwAALy8REgEXOTEwJQE1ARUJAQQp%2FD8DwfzyAw7yAaZiAd%2BV%2Fo3%2BuAAAAgB3AcEEGQPjAAMABwAqQBUHAgQAAgAJCAQFUFkEAQBQWQ8BAQEAL10rABgvKxESATk5ETMRMzEwEzUhFQE1IRV3A6L8XgOiA1qJif5niYkAAAAAAQBoAPIEKQTZAAYAFUAJBQECAAQHCAYDAC8vERIBFzkxMBMJATUBFQFoAw%2F88QPB%2FD8BiQFGAXWV%2FiFi%2FloAAAIAG%2F%2FjAzkFywAbACYAOUAdIRwbAAcTEwAcDgQnKAAAJBAkHk9ZJBYQCklZEAQAPysAGD8rERIAORgvERIBFzkRMxEzETMxMAE1NDY3PgE1NCYjIgYHJzYzMhYVFA4BBw4BHQEDNDMyFhUUBiMiJgEhSGKIR4N7T5ZhO73Ov9QnTH5lQbJ4Oj9AOTREAZM2dZdUc3RSZm8lMYdjvKtJb2NuVnJfIf7XiEZCQEc%2FAAAAAgB5%2F0YGuAW0ADUAPwBFQCIjLjYOOwcUGwAAKRQOLgVAQRg4OAQ9CBELEQsRKx8yAyYrAC8zPzMSOTkvLxI5MjMzETMREgEXOREzETMzETMRMzEwARQOASMiJicjDgEjIiY1NBIzMhYXAxUUMzI2NTQCJCMiBAIVEAAhMjcVBiMgABEQEiQhMgQSARQzMhsBJiMiBga4WKBoVnYLCCiVZpap7MBErEUZhVtylP7vsd%2F%2Btq4BQgEv0uLA9P6V%2Fm%2FWAYwBANcBT7f79sPPEg5IVYKTAtmO7IJoUVdizbDMAP8ZFv4qFrLXrLUBEJO5%2Fqnh%2Fs%2F%2BuFaFVAGPAWYBBAGW37X%2Bs%2F6k%2FgE5AQUUtAAAAAACAAAAAAUQBbwABwAOADlAHgIOCwgBBQADAAcDBAcEEA8OAklZCwUODgQFAwAEEgA%2FMz8SOS8SOSsREgE5OREzETMREhc5MTAhAyEDIwEzCQEDJicGBwMEYLb9trSsAkKPAj%2F%2BZaohIxYprAHR%2Fi8FvPpEAmoBxVZ9YHP%2BOwAAAAMAyQAABL4FtgAOABcAIABJQCYTBB0KDxkZDgoEBw4EISIIDxgPGEpZDw8OAA4ZSlkOEgAXSlkAAwA%2FKwAYPysREgA5GC8rERIAORESARc5ETMRMxEzETMxMBMhIAQVFAYHFQQRFAQjIRMhMjY1NCYrARkBITI2NTQmI8kBnQEjAQSRiwFN%2Fvfu%2FgKqARi0nrDA%2BgExsbO3uwW2rryCqRkKOf7bxNwDRHGGe239kf3diZKIgAAAAAABAH3%2F7ATPBcsAFgAmQBQDDhQJDgMXGBIASVkSBAsGSVkLEwA%2FKwAYPysREgEXOREzMTABIgAREAAzMjcVBiMgABE0EiQzMhcHJgM78f7pAQ35mcSY3%2F69%2FqGpAT%2FY5qxIpgUz%2Fr%2F%2B6f7h%2Fsc3lTkBiAFp4gFUuFSSTgAAAgDJAAAFWAW2AAgAEQAoQBQOBAkABAASEwUNSlkFAwQOSlkEEgA%2FKwAYPysREgE5OREzETMxMAEQACkBESEgAAMQACEjETMgAAVY%2Fnf%2Bj%2F5rAcABVQF6tP7h%2FuX3zwEwATIC6f6W%2FoEFtv6G%2FqcBHgEi%2B3ABKwAAAQDJAAAD%2BAW2AAsAOkAfBgoKAQQACAEEDA0GCUlZBgYBAgIFSVkCAwEKSVkBEgA%2FKwAYPysREgA5GC8rERIBFzkRMxEzMTApAREhFSERIRUhESED%2BPzRAy%2F9ewJe%2FaIChQW2l%2F4plv3mAAAAAQDJAAAD%2BAW2AAkAMkAaBgAAAQMIAQMKCwYJSVkGBgECAgVJWQIDARIAPz8rERIAORgvKxESARc5ETMRMzEwISMRIRUhESEVIQFzqgMv%2FXsCXv2iBbaX%2FemXAAABAH3%2F7AU9BcsAGwA6QB8UCBkCAg4bCAQcHQAbSVkAAAUMDBFJWQwEBRdJWQUTAD8rABg%2FKxESADkYLysREgEXOREzETMxMAEhEQ4BIyAAETQSJDMyFwcmIyAAERAAITI3ESEDTAHxdPCe%2FrT%2BjrcBWOfqykLGt%2F71%2FtQBIQEYmJH%2BuQL%2B%2FTklJgGLAWTkAVe1VpZU%2FsL%2B5v7Y%2Fs4jAcIAAQDJAAAFHwW2AAsAM0AZCQEBAAgEBAUABQ0MCANJWQgIBQoGAwEFEgA%2FMz8zEjkvKxESATk5ETMRMxEzETMxMCEjESERIxEzESERMwUfqvz%2BqqoDAqoCsP1QBbb9kgJuAAAAAAEAyQAAAXMFtgADABG2AAQFAQMAEgA%2FPxESATkxMDMRMxHJqgW2%2BkoAAAAAAf9g%2Fn8BaAW2AA0AHUANCwgIDg8JAwAFSVkAIgA%2FKwAYPxESATkRMzEwAyInNRYzMjY1ETMRFAYMXjZHTWNnqsD%2BfxuRFHhxBbb6WL7RAAABAMkAAATpBbYACwAqQBUIBAQFBQILCgAFDQwCCAUJBgMBBRIAPzM%2FMxI5ORESARc5ETMRMzEwISMBBxEjETMRATMBBOnI%2FeuZqqoCl8n9tALFiP3DBbb9KwLV%2FYUAAAABAMkAAAP4BbYABQAfQA4DAAAEBgcBAwADSVkAEgA%2FKwAYPxESATk5ETMxMDMRMxEhFcmqAoUFtvrkmgABAMkAAAZxBbYAEwAyQBgIBQUGCw4ODQYNFBUBChEDBgsHAw4ABhIAPzMzPzMSFzkREgE5OREzETMRMxEzMTAhASMWFREjESEBMwEzESMRNDcjAQNQ%2FhAIDp0BAAHPCAHT%2FqoOCP4MBRCa1PxeBbb7SgS2%2BkoDrqK%2B%2BvIAAQDJAAAFPwW2ABAALkAVCQYGBwEPDwAHABESCwMHDwgDAQcSAD8zPzMSOTkREgE5OREzETMRMxEzMTAhIwEjFhURIxEzATMmAjcRMwU%2FwvzhCBCdwAMdCAIOAp8Ey9i0%2FMEFtvs6GwElPwNHAAAAAAIAff%2FsBb4FzQALABcAKEAUEgAMBgAGGRgJFUlZCQQDD0lZAxMAPysAGD8rERIBOTkRMxEzMTABEAAhIAAREAAhIAABEBIzMhIREAIjIgIFvv6d%2FsT%2Bvf6hAWABRAE7AWL7c%2F3x8%2Fj38vP9At3%2Bof5uAYsBaAFlAYn%2BcP6g%2Ftf%2BzQEyASoBJwEx%2Fs0AAgDJAAAEaAW2AAkAEgA0QBoKBQUGDgAGABMUCgRKWQoKBgcHEkpZBwMGEgA%2FPysREgA5GC8rERIBOTkRMxEzETMxMAEUBCEjESMRISABMzI2NTQmKwEEaP7R%2FuasqgF7AiT9C5niyr7JvgQM3u%2F9wQW2%2FRuSoZGOAAAAAAIAff6kBb4FzQAPABsANEAbEAoWAAAEAwoEHB0DDQcNGUlZDQQHE0lZBQcTAD%2FGKwAYPysREgA5ERIBFzkRMxEzMTABEAIHASMBByAAERAAISAAARASMzISERACIyICBb7izgFc9%2F7jN%2F69%2FqEBYAFEATsBYvtz%2FfHz%2BPfy8%2F0C3f7n%2FoxC%2FpYBSgIBiwFoAWUBif5w%2FqD%2B1%2F7NATIBKgEnATH%2BzQAAAAIAyQAABM8FtgAMABUASEAlDQEBAgwJEQcLCgoHCQIEFhcJDQANAEpZDQ0CAwMVSVkDAwsCEgA%2FMz8rERIAORgvKxESADkREgEXOREzETMRMxEzETMxMAERIxEhIAQVEAUBIwElMzI2NTQmKwEBc6oBkQENAQH%2B2gGNyf6e%2Fs%2FptKirvd0CYP2gBbbOz%2F7eZv1vAmCSj4%2BRgAAAAAEAav%2FsBAIFywAkADRAGx4TDAAAGBMFBCUmDB4DFhYbSVkWBAMJSVkDEwA%2FKwAYPysREgA5ORESARc5ETMRMzEwARQEIyAnNR4BMzI2NTQuAScuATU0NjMyFwcmIyIGFRQeARceAQQC%2Fujw%2FvyMWtRoqqw9j5LMr%2F7R2rc1tauHmDiFieatAYXB2EOkJiyBc0xhUjRJyKGpyFCUTHRnTGFRMVK8AAAAAAEAEgAABFoFtgAHACRAEgABBQEDAwgJBwMEA0lZBAMBEgA%2FPysRADMREgEXOREzMTAhIxEhNSEVIQKLqv4xBEj%2BMQUfl5cAAAEAuv%2FsBRkFtgARACVAERABCgcBBxMSEQgDBA1JWQQTAD8rABg%2FMxESATk5ETMRMzEwAREUACEgADURMxEUFjMyNjURBRn%2B0v74%2Fvj%2B36rIwrnIBbb8Tvr%2B4gEg%2FAOu%2FEa3xMW4A7gAAQAAAAAEwwW2AAoAGkALAQQMCwgDAAQDAxIAPz8zEjkREgE5OTEwATMBIwEzARYXNjcEDLf98aj99LQBUDoiJDoFtvpKBbb8TqOaoqEAAAABABsAAAdMBbYAGQAkQBAZChsaFQ4OBQkYEQoDAQkSAD8zPzMzEjk5ETMREgE5OTEwISMBLgEnBgcBIwEzExYXNjcBMwEWFzY3EzMFxaj%2B2RU0ARYw%2FuKo%2Fnu05zAWGzUBBrQBEzAhEzXmtAPTQcYUhJ38MwW2%2FHm%2BmrevA3n8f5vDjswDhQAAAQAIAAAElgW2AAsAI0ASBAYFCwoABg0MAggECQYDAQQSAD8zPzMSOTkREgEXOTEwISMJASMJATMJATMBBJbB%2Fnf%2BcLQB5v47vAFrAW61%2FjsCg%2F19AvwCuv29AkP9TAAAAQAAAAAEewW2AAgAIEAPBAUCBQcDCQoABQEHAwUSAD8%2FMxI5ERIBFzkRMzEwCQEzAREjEQEzAj0Bhrj%2BGKz%2BGboC2wLb%2FIH9yQIvA4cAAAABAFIAAAQ%2FBbYACQArQBcIAQMHAAcEAQQKCwUESVkFAwEISVkBEgA%2FKwAYPysREgEXOREzETMxMCkBNQEhNSEVASEEP%2FwTAwj9EAO%2F%2FPgDHoUEmJmF%2B2kAAQCm%2FrwCbwW2AAcAIEAOBgEEAAEACAkFAgMGAScAPzM%2FMxESATk5ETMRMzEwASERIRUhESECb%2F43Acn%2B3wEh%2FrwG%2Bo36IQAAAQAXAAAC3QW2AAMAE7cDAQQFAwMCEgA%2FPxESATk5MTATASMBugIjpv3gBbb6SgW2AAAAAAEAM%2F68AfwFtgAHACBADgMAAQYABggJAAcnAwQDAD8zPzMREgE5OREzETMxMBchESE1IREhMwEh%2Ft8Byf43tgXfjfkGAAAAAAEAMQInBCMFwQAGABhACQADBwgFAgAEAgAvLzMSORESATk5MTATATMBIwkBMQGyYwHdmP6M%2FrICJwOa%2FGYC6f0XAAAAAf%2F8%2FsUDmv9IAAMAEbUABQEEAQIALzMRATMRMzEwASE1IQOa%2FGIDnv7FgwABAYkE2QMSBiEACQATtgAECwoGgAEALxrNERIBOTkxMAEjLgEnNTMeARcDEm5BsijLIHIsBNk0wD8VRbU1AAAAAgBe%2F%2BwDzQRaABkAJABHQCUiCAseHhkZEggDJSYBAgseR1kCCwsAFRUPRlkVEAUaRlkFFgAVAD8%2FKwAYPysREgA5GC85KxEAMxESARc5ETMRMxEzMTAhJyMOASMiJjUQJTc1NCYjIgcnPgEzMhYVESUyNj0BBw4BFRQWA1IhCFKjeqO5AhO6b3qJrTNRwWHEvf4Om7Gmxq9tnGdJqJsBTBAGRIF7VH8sMq7A%2FRR1qpljBwdtc1peAAIAsP%2FsBHUGFAATAB8AREAiChcXDw8MHQMMAyAhDQAMFRIRChEGAAYaRlkGFgAURlkAEAA%2FKwAYPysREgA5OREzGD8%2FERIBOTkRMxEzETMRMzEwATISERACIyImJyMHIxEzERQHMzYXIgYVFBYzMjY1NCYCrtjv8dZrsTwMI3emCAh0zKqWmqqZlpYEWv7Z%2FvL%2B8v7VT1KNBhT%2Bhn9lpIvD5%2BfH39HW0gAAAAABAHP%2F7AOLBFwAFgAmQBQPAwMVCQMYFwYNRlkGEAASRlkAFgA%2FKwAYPysREgEXOREzMTAFIgAREAAzMhYXBy4BIyARFBYzMjcVBgJm7v77AQn1T54tMzeCMv6yo6CJkG4UASUBDAETASwiF40WHf5Wytg7kzkAAAACAHP%2F7AQ3BhQAEgAfAEJAIR0GFwAODhEGESAhEhUPAAABAQwDCQkaRlkJEAMTRlkDFgA%2FKwAYPysREgA5OREzGD8%2FERIBOTkRMxEzMxEzMTAlIwYjIgIREBIzMhczLwERMxEjJTI2PQE0JiMiBhUUFgOaCXPl1%2B%2Fw1t93DQcEpof%2BnqqZm6qSm5qTpwEmAQ8BDwEsok9NAb757He5ziPpx%2BPP0tYAAAACAHP%2F7AQSBFwAEwAaADtAHxgKFwsDAxEKAxwbFwtGWRcXAAYGFEZZBhAADkZZABYAPysAGD8rERIAORgvKxESARc5ETMzETMxMAUiABEQADMyEh0BIR4BMzI3FQ4BAyIGByE0JgJ%2F8%2F7nAQXczvD9DQW5qLGtWJ2chJ0OAj2MFAEoAQcBCQE4%2FvHeacHISpQmIQPlrJidpwAAAAABAB0AAAMOBh8AFAA5QB0UDAwTAgIHAwUDFRYKD0ZZCgABBQcFRlkTBw8DFQA%2FPzMrEQAzGD8rERIBOTkRMzMRMzMSOTEwASERIxEjNTc1ECEyFwcmIyIGHQEhAp7%2B6abExAFhV3UrYEReWgEXA8f8OQPHSzw9AZQjhR99ikcAAAMAJ%2F4UBDEEXAAqADcAQQBuQD4rGTglDB89BTETARMFAioiHB8lGQpCQxwPNQ81RlkIO0dZCiIIKg8IDwgWKioCR1kqDyg%2FR1koEBYuR1kWGwA%2FKwAYPysAGD8rERIAOTkYLy8REjk5KysREgA5ERIBFzkRMxEzETMRMxEzMTABFQceARUUBiMiJwYVFBY7ATIWFRQEISImNTQ2Ny4BNTQ2Ny4BNTQ2MzIXARQWMzI2NTQmKwEiBhMUFjMyNTQjIgYEMcscLNzAMStqSlrCsr%2F%2B3P7o1%2BmAdCo5QEVVa9jGVkX%2BEZaM0clumMdxflqCdPP2dX4ESGkYI3FHocAIOFUtK5aPtr%2BgkmSSGhNQNTxaKiOobLTDFPsAWVx9a1lFbAM8c3bs934AAQCwAAAERAYUABYAM0AZDgwICAkAFgkWFxgOCRISBEZZEhAKAAAJFQA%2FMz8%2FKxESADkREgE5OREzETMRMzMxMCERNCYjIgYVESMRMxEUBzM%2BATMyFhURA556gq2fpqYICjG1dMnJAsWGhLzW%2FcMGFP4pVThPW7%2FQ%2FTUAAAIAogAAAWYF3wADAA8AI0ARCgAABAEBEBENB0hZDQIPARUAPz%2FOKxESATkRMzMRMzEwISMRMwM0NjMyFhUUBiMiJgFWpqa0OCooOjooKjgESAEpOTU2ODg3NwAAAv%2BR%2FhQBZgXfAAwAGAAsQBYTCwsNCAgZGhYQSFkWQAkPAAVGWQAbAD8rABg%2FGs4rERIBOREzMxEzMTATIic1FjMyNjURMxEQAzQ2MzIWFRQGIyImK187RUNOSaa0OCooOjooKjj%2BFBmHFFVXBPz7EP68B105NTY4ODc3AAEAsAAABB0GFAAQADZAGxAOCgoLCwgGBAUIBBESDAAAEBAICAMHCxUDDwA%2FPzMSOS85ETM%2FERIBFzkROREzETMzMTABNjcBMwkBIwEHESMRMxEUBwFUK1gBYsX%2BRAHbyf59faSkCAIxPWMBd%2F4t%2FYsCBmz%2BZgYU%2FMc3cwABALAAAAFWBhQAAwAWQAkAAQEEBQIAARUAPz8REgE5ETMxMCEjETMBVqamBhQAAAABALAAAAbLBFwAIwBGQCMVERESCAkAIwkSIwMkJRwWFRUSGQQNGQ1GWR8ZEBMPCQASFQA%2FMzM%2FPzMrEQAzERI5GC8zMxESARc5ETMRMxEzETMxMCERNCYjIgYVESMRNCYjIgYVESMRMxczPgEzIBczPgEzMhYVEQYlcHablKZwd5yRpocbCC%2BragEBTwgxune6uQLJg4Oyuf2cAsmDg7vV%2FcEESJZQWrpWZL%2FS%2FTUAAAEAsAAABEQEXAAUADFAGAAUDAgICRQJFhUMCRAQBEZZEBAKDwAJFQA%2FMz8%2FKxESADkREgE5OREzETMRMzEwIRE0JiMiBhURIxEzFzM%2BATMyFhURA556gqygpocbCDO4ccbIAsWGhLrW%2FcEESJZRWb%2FS%2FTUAAgBz%2F%2BwEYgRcAAwAGAAoQBQTAA0HAAcaGQoWRlkKEAMQRlkDFgA%2FKwAYPysREgE5OREzETMxMAEQACMiJgI1EAAzMgABFBYzMjY1NCYjIgYEYv7y7pPkfAEM7uYBD%2Fy9qKOjqamlo6YCJf70%2FtOKAQKtAQwBK%2F7O%2FvvS3NvT0dnWAAAAAgCw%2FhQEdQRcABQAIQA%2FQCAZCwQHBwgfEggSIiMECwAPDxVGWQ8QCQ8IGwAcRlkAFgA%2FKwAYPz8%2FKxESADk5ERIBOTkRMxEzETMzMzEwBSImJyMWFREjETMXMz4BMzISERACAyIGBxUUFjMyNjU0JgKua7E8DAymhxcIQKpu2u3x7qiWApqqjqGhFE9SYFb%2BPQY0llpQ%2Ftb%2B8%2F7y%2FtUD47rLJefH5srN2wAAAAIAc%2F4UBDcEXAAMAB8AREAiChAdFgMaGhkQGSAhGhsXDx0eHhYNExMHRlkTEA0ARlkNFgA%2FKwAYPysREgA5OREzGD8%2FERIBOTkRMxEzMzMRMzEwJTI2NzU0JiMiBhUUFhciAhEQEjMyFzM3MxEjETQ3IwYCTqaYBZypkpuZfdTu8NbheQkYg6YLDXN3stMl5srjz8%2FZiwEqAQsBDQEuqpb5zAHVZEanAAEAsAAAAycEXAAQACpAFA0JCQoKAhESCw8NAAoVAAVGWQAQAD8rABg%2FEjk%2FERIBOTkRMxEzMTABMhcHJiMiBhURIxEzFzM%2BAQKkSToXRDSFvaaJEwg9rARcDJoP2KH9tARIy2t0AAAAAQBq%2F%2BwDcwRcACQANkAcHhMMAAAYBRMEJSYMHgMWFhtGWRYQBgMJRlkDFgA%2FKwAYLz8rERIAOTkREgEXOREzETMxMAEUBiMiJzUeATMyNjU0JicuAjU0NjMyFwcmIyIGFRQeARceAQNz5M7aek%2B1VIKMb6GZgT%2FavrGpO6WGdngtZI7DiQErmaZFmiguU1VAWz45VWxLhptIh0RKQSw%2BODVHkAABAB%2F%2F7AKoBUYAFgA0QBsQFBQJCwkSAwQYFwoTEBNHWQ5AEA8HAEZZBxYAPysAGD8azSsRADMREgEXOREzETMxMCUyNjcVDgEjIBkBIzU%2FATMVIRUhERQWAhIsUhgbaSr%2Bwp2dRmABPv7CXnUNB38NEQFPAoxQRer%2Bgf17Y2oAAAEApP%2FsBDkESAAUADRAGQETBwwMChMKFRYMDQ0QCBQPEARGWRAWCxUAPz8rABg%2FMxI5ETMREgE5OREzETMRMzEwAREUFjMyNjURMxEjJyMOASMiJjURAUx6gqyfpokYCTO1dMjHBEj9OYaEvNUCQPu4k1FWvtECzQAAAAABAAAAAAQCBEgACwAYQAoBCgwNBQkBDwAVAD8%2FMzkREgE5OTEwIQEzExYXMzYSEzMBAaD%2BYLLsUA4IC3XMsv5gBEj9duRENQFNAjD7uAAAAAEAFwAABiMESAAcACxAFAkbHR4XFg4NAwQNBAgaEgkPAAgVAD8zPzMzEjk5ETMRMzMzERIBOTkxMCEDJicjBgcDIwEzGgEXMz4BNxMzExYXMz4BEzMBBC%2FJEzQIKB7PwP7VrmpvCAgLMRLJtMQ4FAgEI7%2Bs%2FtECgzvRr1%2F9fwRI%2FmP%2BUEs5tTUCdf2LrHUklgLc%2B7gAAAAAAQAnAAAECARIAAsAIkARBwUGAAEFDA0JAwEICxUEAQ8APzM%2FMxI5ORESARc5MTAJATMJATMJASMJASMBuP6DvQEhASC7%2FoMBkbz%2Bzf7KvAIxAhf%2BXAGk%2Fen9zwG8%2FkQAAQAC%2FhQEBgRIABUAJEASCQ8AAxYXBA0ADRJGWQ0bCAAPAD8yPysREgA5ERIBFzkxMBMzExYXMz4BEzMBDgEjIic1FjMyPwECsvBPEwgNU%2Bay%2FilGu4hMSjdEq0k9BEj9j9ZfM%2FcCfPsguZsRhQzAnAAAAAABAFIAAANtBEgACQArQBcIAQMHAAcEAQQKCwUER1kFDwEIR1kBFQA%2FKwAYPysREgEXOREzETMxMCkBNQEhNSEVASEDbfzlAlb9zwLn%2FbICXXEDVoGB%2FLoAAQA9%2FrwCwQW2ABwALEAVGRoaCxcAAA8HFAMDBwsDHR4TAwQnAD8%2FERIBFzkRMxEzMxEzETMRMzEwJRQWFxUuATURNCYjNT4BNRE0NjMVBhURFAcVFhUB23VxvtB%2BeIJ02Lbm398MZlwCjAKqmgEvaFmNAlxgATKbrIsGwf7Z1ycMJ9cAAQHu%2FhACewYUAAMAFkAJAgMDBAUDGwAAAD8%2FERIBOREzMTABMxEjAe6NjQYU9%2FwAAQBI%2FrwCywW2AB0ALEAVFQUKEhICGQAdHQ4OGQUDHh8VJwYDAD8%2FERIBFzkRMxEzETMzETMRMzEwASY1ETQnNTIWFREUFhcVIgYVERQGBzU%2BATURNDY3Agrf47jTdoJ6fs2%2Bb3RucQI%2FJ9cBJ8EGi66Z%2Fs5hWwKNWWj%2B0ZmrAowCXGYBKXJ4FAAAAAABAGgCUAQpA1QAFwAkQBEDDxgZEgxQWQMSDwYGAFBZBgAvKwAQGMQvxCsREgE5OTEwASIGBzU2MzIWFx4BMzI2NxUGIyImJy4BAVI1fzZkkERxWUJiLzaANmaOSH5IS1oCyUM2l20cJhwbQDmWbiEgIBgAAAIAmP6LAYkEXgADAA4AK0AUAgQEAwkJDxAAAAMMDAZPWQwQAyIAPz8rERIAORgvERIBOREzMxEzMTATMxMjExQjIiY1NDYzMhbbaTPP4Xk8PD85M0YCrPvfBUyHR0A%2FSEAAAAABAL7%2F7APbBcsAGwA%2BQB4WCA0DAwoEABAQBAgDHB0ZBQITCg0CDQINBAsHBBkAPz8SOTkvLxEzMxEzMxESARc5ETMRMzMRMxEzMTAlBgcVIzUmAjUQJTUzFR4BFwcmIyIGFRQWMzI3A8tpk4XLwQGMh0uOMTGFbayin6eNjvA2BsjOIAER%2BgH8PqykAyEXjDPT2dTLOwAAAAEAPwAABEQFyQAdAEhAJhgTCQ0NGhYRAgsWEwUeHwwYGRhOWQkZGRMAExBMWRMYAAVLWQAHAD8rABg%2FKxESADkYLzMrEQAzERIBFzkRMzMRMxEzMTABMhcHJiMiBhURIRUhFRQGByEVITU2PQEjNTMRNDYCqr6qPZqPe30Bpv5aQUoDG%2Fv7zcbG4AXJVIVNfIz%2B2X%2FdZIgsmo0v9N9%2FATyyzQAAAgB7AQYEFwSgABsAJwAgQA0cACIOAA4oKR8VFSUHAC8zMy8zERIBOTkRMxEzMTATNDcnNxc2MzIXNxcHFhUUBxcHJwYjIicHJzcmNxQWMzI2NTQmIyIGuEqHXodogn9miV%2BGSkqDXIlmf4Zkh1yFSoGddHSeoHJ0nQLTemuMXIVJSYVcinF2g2eHXIVHSYVciGt8cKCfcXKipAAAAQAfAAAEcQW2ABYAVkAuEg4HCwsQDAUJAgkDDBQOFQcXGAoODgcPBhISAwATFQ8THxMCDxMPEwwBFQYMGAA%2FPzMSOTkvL10REjkyMhEzETMzETMREgEXOREzETMzETMRMzEwCQEzASEVIRUhFSERIxEhNSE1ITUhATMCSAF7rv5gAQb%2BwwE9%2FsOk%2FsQBPP7EAQD%2BZbIC3wLX%2FP5%2Fqn%2F%2B9AEMf6p%2FAwIAAgHu%2FhACewYUAAMABwAkQBACBgYDBwcICQQDBAMHGwAAAD8%2FOTkvLxESATkRMzMRMzEwATMRIxEzESMB7o2NjY0GFPz4%2Fg389wAAAAIAe%2F%2F4A5YGHQAxAD0AQ0AmMgATBioeOBkZHgwGACMGPj8VAzs2HC0GIQkhJ0dZIRUJEEdZCQAAPysAGD8rERIAFzkREgEXOREzETMRMxEzMTATNDY3LgE1NDYzMhYXBy4BIyIGFRQWFx4BFRQGBxYVFAYjIic1HgEzMjY1NC4BJy4CNxQWHwE2NTQmJw4Bi1ZOSlTPxV6fYTVih0x0dHuaupZSSpnq1NqATsJSho0wbHOOhkKShKcxiZO5RFUDKVaJJShvVXmLHSeDJxs7QDxUN0SXa1qNKVGSjJlBlCUtTEcuOjorNFpyYk1pPRNQb1NwORNkAAAAAgE1BQ4DaAXTAAsAFwAeQAwGAAwSABIYGQ8DFQkALzPNMhESATk5ETMRMzEwATQ2MzIWFRQGIyImJTQ2MzIWFRQGIyImATU1JSY3NyYlNQF9NSUlNzclJTUFcTQuLjQyMTEyNC4uNDIxMQAAAwBk%2F%2BwGRAXLABYAJgA2AEZAJycXAw8vHx8UCQ8XBTc4BgwAEg8MHwwCABIQEgIMEgwSGysjEzMbBAA%2FMz8zEjk5Ly9dXREzETMREgEXOREzETMRMzEwASIGFRQWMzI3FQ4BIyImNTQ2MzIXByYBNBIkMzIEEhUUAgQjIiQCNxQSBDMyJBI1NAIkIyIEAgN9fYd%2Fg1Z9MGVGwtDdv4B2Omz8l8gBXsrIAV7Kwv6i0M%2F%2BosNprgEtrK4BKq%2Bu%2Ftewrv7WrwQjrpqooi18FBzx2NH2PHYz%2FrjIAV7KyP6iysX%2BptDPAVrGrf7Tra4BKbCuASqvrv7XAAACAEYDFAJxBccAFgAfADdAHBcGGwoBARYWEAYDICEcCgoSGRYAAxADAgMNEh8APzPUXcQzEjkvMxESARc5ETMRMzMRMzEwAScGIyImNTQ2PwE1NCMiByc2MzIWFRElFDMyPQEHDgECFBhcjF9vmqV1lGRoK3KFgon%2BUHDJYnBnAyFUYWNmZmkGBCeFM2A4aXn%2BPLxktDEEBDkAAAACAFIAdQOqA74ABgANAClAEwMGCg0CBAsJCQQNBgQODwwFCAEALzMvMxESARc5ETMRMxEzETMxMBMBFwkBBwElARcJAQcBUgFWd%2F7fASF3%2FqoBiwFYdf7hAR91%2FqgCJwGXRf6i%2FqFHAZcbAZdF%2FqL%2BoUcBlwAAAAABAGgBCAQpAxcABQAbQAwCAQQBBgcFBFBZBQIALy8rERIBOTkRMzEwAREjESE1BCmJ%2FMgDF%2F3xAYWKAP%2F%2FAFQB2QI%2FAnESBgAQAAAABABk%2F%2BwGRAXLAAgAFgAmADYAXUAzJxcAERESBAkvHx8NCQwSFwY3OAwQEAAADhMOEggTDxIfEgIAExATAhITEhMbKyMTMxsEAD8zPzMSOTkvL11dETMRMxESOS8zETMREgEXOREzETMRMxEzETMxMAEzMjY1NCYrAQUUBgcTIwMjESMRITIWATQSJDMyBBIVFAIEIyIkAjcUEgQzMiQSNTQCJCMiBAIC02xQYVZdagGyVU3uqM%2BHlAEFppv738gBXsrIAV7Kwv6i0M%2F%2BosNprgEtrK4BKq%2Bu%2Ftewrv7WrwL6U0BLQYhQex7%2BdQFi%2Fp4De4L%2BxcgBXsrI%2FqLKxf6m0M8BWsat%2FtOtrgEpsK4BKq%2Bu%2FtcAAf%2F6BhQEBgaTAAMAEbUABQEEAQIALzMRATMRMzEwASE1IQQG%2B%2FQEDAYUfwACAH8DXALuBcsADAAYACFADg0AEwYABhkaEArAFgMEAD8zGswyERIBOTkRMxEzMTATNDYzMhYVFA4BIyImNxQWMzI2NTQmIyIGf7WCgrZSklSCtXN1UVBzcVJTcwSTgra1g1SPVLSDUnJxU1RxcgAAAgBoAAEEKQTDAAMADwAANzUhFQEhFSERIxEhNSERM2gDwf5kAZz%2BZIv%2BZgGaiwGKigMWiv5WAaqKAawAAQAxAkoCjQXJABgAI0ARBxMXAQEOEwAEGhkKEB8XASAAPzM%2FMxESARc5ETMRMzEwASE1Nz4CNTQmIyIGByc2MzIWFRQGDwEhAo39pOxZUiFQPzRiRUKDmISTWZOuAbgCSmjmVmFMNkRFJjJYb4JwUJeKpQABACECOQKNBckAIwA5QCIPBQUAAxIeCgYkJRJdE20TAkwTAQsTGxMCExMIGiEfDQghAD8zPzMSOS9dXV0zERIBFzkRMzEwARQGBxYVFAYjIic1FjMyNTQrATUzMjY1NCYjIgYHJz4BMzIWAnNSRLC4qJh0k3vT53V3Z2NQQ0JwOEU%2FjF6InQTnUGcXL6KAjzh7RKKRa09EPUQrI1otNncAAQGJBNkDEgYhAAkAE7YJBAoLBIAJAC8azRESATk5MTABPgE3MxUOAQcjAYkwbyDKLK5AbwTyPrBBFUG%2BNAAAAAEAsP4UBEQESAAWADVAGgUKCggQABMTFAgUGBcGFQ8UGw0CRlkNFgkVAD8%2FKwAYPz8zERIBOTkRMxEzMxEzETMxMAEQMzI2NREzESMnIwYjIicjFhURIxEzAVb%2Bq5%2BmiBoKb%2BWWWAoKpqYBff76vdQCQPu4k6dcVKD%2BwAY0AAAAAQBx%2FvwEYAYUAA8AJ0ASBAUBAAAFCwMQEQgIBQMPBQEFAC8zPzMSOS8REgEXOREzETMxMAEjESMRIxEGIyImNRA2MyEEYHLVcz5U2Mva6AIt%2FvwGsPlQAzMS%2BvsBBP4AAQCYAkwBiQNaAAsAF0AKBgAADQwDCU9ZAwAvKxESATkRMzEwEzQ2MzIWFRQGIyImmD44OkFCOTNDAtNCRUVCQUY%2FAAABACX%2BFAG0AAAAEgAkQBARDgsAAA4FAxMUDhERCAMQAC%2FMMjkvMxESARc5ETMRMzEwARQGIyInNRYzMjY1NCYnNzMHFgG0mZYzLS07T1FPbVhuN7T%2B32FqCWoIKDYrNRGycycAAQBMAkoB4QW2AAoAIEAOAgADAwoMCwkJAyAGAB4APzI%2FOS8REgE5OREzMzEwATMRIxE0Nw4BBycBUo%2BFBhY2h0MFtvyUAkNbWhYtX2AAAAACAEIDFAK%2BBccACwAXACVAEgwGEgAGABgZDwADEAMCAxUJHwA%2FM8RdMhESATk5ETMRMzEwARQGIyImNTQ2MzIWBRQWMzI2NTQmIyIGAr6rlpKpqJeYpf3%2BW2hpXFxpZ1wEb6S3uqGjtbaienp6ent2dgAAAAIAUAB1A6gDvgAGAA0AI0ARCwkEAgADBwIKCQYODwwFCAEALzMvMxESARc5ETMRMzEwCQEnCQE3AQUBJwkBNwEDqP6odQEf%2FuF1AVj%2Bdf6odQEf%2FuF1AVgCDP5pRwFfAV5F%2Fmkb%2FmlHAV8BXkX%2Baf%2F%2FAEsAAAXRBbYQJwDTAoMAABAmAHv%2FABEHANQDHf23AAmzAwISGAA%2FNTUA%2F%2F8ALgAABdsFthAnANMCPwAAECYAe%2BIAEQcAdANO%2FbcAB7ICEBgAPzUAAAD%2F%2FwAaAAAGIQXJECYAdfkAECcA0wLfAAARBwDUA239twAJswMCKxgAPzU1AAACADP%2BdwNUBF4AHQAoAEFAIggUHiMBHA8cIxQEKSoAHQEMAx0dESYmIE9ZJhARC0lZESMAPysAGD8rERIAORgvX15dERIBFzkRMxEzETMxMAEVFAYHDgIVFBYzMjY3FwYjIiY1ND4CNz4BPQETFCMiJjU0NjMyFgJOS2F5PRmEelCWYjvFxr7YI0BZNmVBtHk7PkI3M0YCrDN6lFRqS004ZHEmMIdguqpGaVlSL1h0XR8BK4dFQkBHQAAA%2F%2F8AAAAABRAHcxImACQAABEHAEP%2FwgFSAAizAhAFJgArNQAA%2F%2F8AAAAABRAHcxImACQAABEHAHYAhQFSAAizAhgFJgArNQAA%2F%2F8AAAAABRAHcxImACQAABEHAMUAIwFSAAizAh0FJgArNQAA%2F%2F8AAAAABRAHLxImACQAABEHAMcABAFSAAizAhgFJgArNQAA%2F%2F8AAAAABRAHJRImACQAABEHAGoANwFSAAq0AwIkBSYAKzU1%2F%2F8AAAAABRAHBhImACQAABAHAMYAOQCBAAL%2F%2FgAABoEFtgAPABMATkAsCg4OEQEACAwBEAUFFQUUCRMGE0lZEANJWQoNSVkQChAKAQYDBRIBDklZARIAPysAGD8%2FEjk5Ly8rKysRADMRATMREhc5ETMzETMxMCkBESEDIwEhFSERIRUhESEBIREjBoH9Ev3%2B47ACugPJ%2FbwCHf3jAkT7VAG%2BdgHR%2Fi8Ftpf%2BKZb95gHSArUA%2F%2F8Aff4UBM8FyxImACYAABAHAHoCAgAA%2F%2F8AyQAAA%2FgHcxImACgAABEHAEP%2FtwFSAAizAQ0FJgArNQAA%2F%2F8AyQAAA%2FgHcxImACgAABEHAHYAPwFSAAizARUFJgArNQAA%2F%2F8AyQAAA%2FgHcxImACgAABEHAMX%2F%2BwFSAAizARoFJgArNQAA%2F%2F8AyQAAA%2FgHJRImACgAABEHAGoAEgFSAAq0AgEhBSYAKzU1%2F%2F8ABQAAAY4HcxImACwAABEHAEP%2BfAFSAAizAQUFJgArNQAA%2F%2F8AswAAAjwHcxImACwAABEHAHb%2FKgFSAAizAQ0FJgArNQAA%2F%2F%2F%2FxwAAAmkHcxImACwAABEHAMX%2BuwFSAAizARIFJgArNQAA%2F%2F8ABQAAAjgHJRImACwAABEHAGr%2B0AFSAAq0AgEZBSYAKzU1AAIALwAABUgFtgAMABcAV0AyERUVCAQNAAATBAYEGBkUBgcGSVkRDwc%2FB68HzwffBwULAwcHBAkJEEpZCQMEFUpZBBIAPysAGD8rERIAORgvX15dMysRADMREgEXOREzETMzETMxMAEQACkBESM1MxEhIAADECEjESEVIREzIAVI%2Fnf%2Bj%2F57mpoBsgFRAXy1%2FcfnAXv%2Bhb4CYgLp%2Fpb%2BgQKJlgKX%2Fon%2BpAJA%2FfyW%2Fgr%2F%2FwDJAAAFPwcvEiYAMQAAEQcAxwCTAVIACLMBGgUmACs1AAD%2F%2FwB9%2F%2BwFvgdzEiYAMgAAEQcAQwB5AVIACLMCGQUmACs1AAD%2F%2FwB9%2F%2BwFvgdzEiYAMgAAEQcAdgEKAVIACLMCIQUmACs1AAD%2F%2FwB9%2F%2BwFvgdzEiYAMgAAEQcAxQC0AVIACLMCJgUmACs1AAD%2F%2FwB9%2F%2BwFvgcvEiYAMgAAEQcAxwCaAVIACLMCIQUmACs1AAD%2F%2FwB9%2F%2BwFvgclEiYAMgAAEQcAagDVAVIACrQDAi0FJgArNTUAAQCFARAEDASYAAsAGUAJBwkDAQkBDA0IABkvERIBOTkRMxEzMTABFwkBBwkBJwkBNwEDrGD%2BoAFeYP6e%2FqRlAV7%2BoGQBYQSYY%2F6e%2FqBjAV%2F%2BoWMBYAFgZf6dAAADAH3%2FwwW%2BBfYAEwAbACMATkAsFh8XHgQcFBwKFAAAEg8FCAoGJCUWHiEZDSFJWQ8SCAUEAxANBAMZSVkGAxMAP8YrABg%2FxhIXOSsREgA5ORESARc5ETMRMxESFzkxMAEQACEiJwcnNyYREAAhMhc3FwcWAxAnARYzMhIBEBcBJiMiAgW%2B%2Fp3%2BxOuUZXhssgFgAUTRnWF4asC0bv1gc7Dz%2BPwnZQKdaqjz%2FQLd%2FqH%2BbmSNT5rGAW0BZQGJXodQlMr%2BlQEQmvxMUgEyASr%2B%2BpoDr0n%2BzQAAAP%2F%2FALr%2F7AUZB3MSJgA4AAARBwBDAEYBUgAIswETBSYAKzUAAP%2F%2FALr%2F7AUZB3MSJgA4AAARBwB2AM8BUgAIswEbBSYAKzUAAP%2F%2FALr%2F7AUZB3MSJgA4AAARBwDFAH0BUgAIswEgBSYAKzUAAP%2F%2FALr%2F7AUZByUSJgA4AAARBwBqAJgBUgAKtAIBJwUmACs1Nf%2F%2FAAAAAAR7B3MSJgA8AAARBwB2ADEBUgAIswESBSYAKzUAAAACAMkAAAR5BbYADAAVADZAHA0JBQUGEQAGABYXDQRKWQkVSlkNCQ0JBgcDBhIAPz8SOTkvLysrERIBOTkRMxEzETMzMTABFAQhIxEjETMRMyAEATMyNjU0JisBBHn%2B0f7huKqq1wEZARb8%2Bqjiyr7KzAMQ4%2B7%2BwQW2%2FwDP%2FeqPpJWKAAABALD%2F7AScBh8AMABBQCIpKgUdIwAXDAwAHREqBTEyEhIqLi4mRlkuACoVDxVGWQ8WAD8rABg%2FPysREgA5GC8REgEXOREzETMRMxEzMTABFAcOARUUHgEXHgEVFAYjIic1HgEzMjU0JicuATU0Njc%2BATU0JiMgFREjETQ2MzIWBBmPWDgbR06MZsKzvGs%2FnEjXU25%2FYEVHS0CIf%2F7sptzezuEE8odzRkMhICo5M1%2BdZaCrRZonL7ZLa0ZSe1Q%2FajU5WjVQVd%2F7TASysrudAAD%2F%2FwBe%2F%2BwDzQYhEiYARAAAEQYAQ44AAAizAiYRJgArNf%2F%2FAF7%2F7APNBiESJgBEAAARBgB2KwAACLMCLhEmACs1%2F%2F8AXv%2FsA80GIRImAEQAABEGAMXYAAAIswIzESYAKzX%2F%2FwBe%2F%2BwDzQXdEiYARAAAEQYAx70AAAizAi4RJgArNf%2F%2FAF7%2F7APNBdMSJgBEAAARBgBq4gAACrQDAjoRJgArNTUAAP%2F%2FAF7%2F7APNBoUSJgBEAAARBgDG9wAACrQDAigRJgArNTUAAAADAF7%2F7AZzBFwAKQA0ADsAYUAzKgAkETA4GRkEMDkYGB8wCwAFPD0bLSctRlkZMQQxR1k4JCcRBAQOIicWNQgOCEZZFA4QAD8zKxEAMxg%2FMxI5LzkSOTMrEQAzKxEAMxESARc5ETMRMzMRMxI5OREzMTATNDY%2FATU0JiMiByc%2BATMyFhc%2BATMyEh0BIRIhMjY3FQ4BIyAnDgEjIiY3FBYzMjY9AQcOAQEiBgchNCZe%2BP64dHeQozRKx2KCpSk1q27A6P1DCAE6W51UVpVl%2Ft99UcWGo7mua1iRqJ66pAO9eYsLAgeAAS%2BhswgGRIF7VH8pNVdfWGD%2B9d5r%2FnUjJ5QmIel%2FaqqXX1mpmmMHCG0CMqaenKgAAAD%2F%2FwBz%2FhQDiwRcEiYARgAAEAcAegFGAAD%2F%2FwBz%2F%2BwEEgYhEiYASAAAEQYAQ7UAAAizAhwRJgArNf%2F%2FAHP%2F7AQSBiESJgBIAAARBgB2TgAACLMCJBEmACs1%2F%2F8Ac%2F%2FsBBIGIRImAEgAABEGAMX3AAAIswIpESYAKzX%2F%2FwBz%2F%2BwEEgXTEiYASAAAEQYAagoAAAq0AwIwESYAKzU1AAD%2F%2F%2F%2FaAAABYwYhEiYAwgAAEQcAQ%2F5RAAAACLMBBREmACs1AAD%2F%2FwCpAAACMgYhEiYAwgAAEQcAdv8gAAAACLMBDREmACs1AAD%2F%2F%2F%2BzAAACVQYhEiYAwgAAEQcAxf6nAAAACLMBEhEmACs1AAD%2F%2F%2F%2FsAAACHwXTEiYAwgAAEQcAav63AAAACrQCARkRJgArNTUAAgBx%2F%2BwEYgYhABsAJgBKQCshBgwcHAAAGBkWDhETEAYJJygJH0ZZCwMWERkODwUUCQkDFxQBAyRGWQMWAD8rABg%2FMxI5LxIXORI5KxESARc5ETMRMxEzMTABEAAjIgA1NAAzMhc3JicFJzcmJzcWFzcXBxYSAzQmIyARFBYzMjYEYv77997%2B6QEH3OJkCDnN%2FvFJ6VxeRZxm7kzPmKWotJz%2Br6%2Bir6ECM%2F7n%2FtIBDeLmAQZ5BNa%2Fm2yFPjF1SUuKa3eP%2FnL%2B6JOq%2Fpint8kA%2F%2F8AsAAABEQF3RImAFEAABEGAMcOAAAIswEeESYAKzX%2F%2FwBz%2F%2BwEYgYhEiYAUgAAEQYAQ9QAAAizAhoRJgArNf%2F%2FAHP%2F7ARiBiESJgBSAAARBgB2VgAACLMCIhEmACs1%2F%2F8Ac%2F%2FsBGIGIRImAFIAABEGAMUOAAAIswInESYAKzX%2F%2FwBz%2F%2BwEYgXdEiYAUgAAEQYAx%2FEAAAizAiIRJgArNf%2F%2FAHP%2F7ARiBdMSJgBSAAARBgBqGwAACrQDAi4RJgArNTUAAAADAGgA%2FAQpBKgAAwAPABsAM0AYFgoKEAQCBAEDHB0ZExMBBw0NAQEAUFkBAC8rEQAzGC8zETMvMxESARc5ETMzETMxMBM1IRUBNDYzMhYVFAYjIiYRNDYzMhYVFAYjIiZoA8H9rjs2NDo7MzQ9OzY0OjszND0CjYqK%2Fug8PT86OUA%2FAvQ8PT86OUA%2FAAMAc%2F%2B8BGIEhwATABsAIwBLQCkXHxwUFAocAAASDwUICgYkJRYeIRkNGUZZDxIIBQQDEA0QAyFGWQYDFgA%2FxisAGD%2FGEhc5KxESADk5ERIBFzkRMxEzERI5OTEwARAAIyInByc3JhEQADMyFzcXBxYFFBcBJiMiBgU0JwEWMzI2BGL%2B8u6acFRyXoEBDO6adFR1YX%2F8vTUB0Utyo6YClzP%2BL0dxo6kCJf70%2FtNFdU6DmAEAAQwBK0x3TIWY%2BatmAoY11tSkZP19M9sA%2F%2F8ApP%2FsBDkGIRImAFgAABEGAEPEAAAIswEWESYAKzX%2F%2FwCk%2F%2BwEOQYhEiYAWAAAEQYAdnEAAAizAR4RJgArNf%2F%2FAKT%2F7AQ5BiESJgBYAAARBgDFEgAACLMBIxEmACs1%2F%2F8ApP%2FsBDkF0xImAFgAABEGAGohAAAKtAIBKhEmACs1NQAA%2F%2F8AAv4UBAYGIRImAFwAABEGAHYSAAAIswEfESYAKzUAAgCw%2FhQEdQYUABYAIgA%2BQB8gBhsUEBARBhEkIxIAERsMFgkDCR5GWQkWAxdGWQMQAD8rABg%2FKxESADk5GD8%2FERIBOTkRMxEzMxEzMTABPgEzMhIREAIjIicjFxYVESMRMxEUByUiBgcVFBYzIBE0JgFYQqpq1%2FDx1t56DAQIpqYGAUiomAKaqgEvlAO0WU%2F%2B1P71%2FvT%2B06EiTT%2F%2BNQgA%2Fi40Whu4ySnnxwGw19EAAP%2F%2FAAL%2BFAQGBdMSJgBcAAARBgBqtQAACrQCASsRJgArNTUAAAABALAAAAFWBEgAAwAWQAkAAQEFBAIPARUAPz8REgE5ETMxMCEjETMBVqamBEgAAAACAH3%2F7AbnBc0AFAAfAFNALhgGDxMTHQANER0GBSAhDxJJWQ8PAAsLDklZCwMJFUlZCQQDG0lZAxIAE0lZABIAPysAGD8rABg%2FKwAYPysREgA5GC8rERIBFzkRMxEzETMxMCkBBiMgABEQACEyFyEVIREhFSERIQEiABEQADMyNxEmBuf9AGZc%2Frn%2BnwFcAUBmWgMO%2FbMCJ%2F3ZAk38RPn%2B%2FwEB93BXVxQBiQFqAWgBhheX%2FimW%2FeYEnf7P%2Ftn%2B1%2F7NIQR1HgAAAAMAcf%2FsBx8EWgAeACoAMQBVQC0fCA4CFhYlLxUVHCUIBDIzKygLKEZZLhZGWQIFDgsuLgURCxAYIgUiRlkABRYAPzMrEQAzGD8zEjkvEjkSOSsrEQAzERIBFzkRMxEzEjk5ETMxMAUgJw4BIyIAERAAMzIWFz4BMzISHQEhEiEyNjcVDgEBFBYzMjY1NCYjIgYlIgYHITQmBZb%2B230%2B0Ynf%2FvQBBuuDzT46wH7J7v0nCAFKXqFXWJj7IZino5mbpaaVBEd%2FkQwCIIQU63R3ATEBCAEJASx3cnB5%2Fvfiaf53IyeUJyACOdPb1dHd1djYpJ6epAABAQwE2QOuBiEADgAYQAkHABAPCwSADgkALzMazTIREgE5OTEwAT4BNzMeARcVIyYnBgcjAQx%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%2B9wAAAAABABkDwQFEBbYABwAStgUBCAkFBwMAP8YREgE5OTEwARcGAgcjEjcBNQ8aYjV6RiAFthZk%2FvdyAR3YAP%2F%2FAD%2F%2B%2BAFtAO4SBgAPAAAAAgAZA8ECtAW2AAcADwAaQAwEAQ0JBBARAAgDDAMAPzPNMhESARc5MTABJzYTMwYCByEnNhI3MwYHAZYPOHp7HjsN%2FdcMFmI4e0IlA8EW1wEIc%2F7fYRZaAQx5%2FvcAAAAAAgAZA8ECtAW2AAcAEAAaQAwJDQEFBBESDQUQBwMAPzPGMhESARc5MTABFwYCByMSNyEXBgIHIzYSNwE1DxpiNXpGIAInDhhgOH0aQg0FthZk%2FvdyAR3YFlv%2B9npkATRdAAAA%2F%2F8AGf75ArQA7hEHAM4AAPs4ACC3AQAHQA0NSAe4%2F8CzDAxIB7j%2FwLMJCUgHABErKys1NQABAKQB9AJeA%2BMACwATtgYAAAwNCQMAL80REgE5ETMxMBM0NjMyFhUUBiMiJqRxbGl0c2prcgLseX58e3eBgwAAAQBSAHUCHwO%2BAAYAGkAKBAIDBgIGCAcFAQAvLxESATk5ETMRMzEwEwEXCQEHAVIBVnf%2B3wEhd%2F6qAicBl0X%2Bov6hRwGXAAAAAQBQAHUCHQO%2BAAYAGkAKAwAEAgACCAcFAQAvLxESATk5ETMRMzEwCQEnCQE3AQId%2Fqh1AR%2F%2B4XUBWAIM%2FmlHAV8BXkX%2BaQAAAf55AAACjwW2AAMAE7cABQIEAwMCEgA%2FPxEBMxEzMTAJASMBAo%2F8eY8DhwW2%2BkoFtgAAAAIAFAJKArQFvAAKABQAPEAfFAULBwMDCQIAAgUDFRYBBQUJDxQfFAIUFAMOBx8DIAA%2FPzMSOS9dMzMRMxESARc5ETMzETMzETMxMAEjFSM1ITUBMxEzITU0Nw4DDwECtH2R%2Fm4BmIt9%2FvIGBRgeHguoAxTKymUCQ%2F3Nw4ZLDCctLRH2AAEAP%2F%2FsBIkFywAmAHFAPx0XHxYWGgsCBwcaJBEEChoXBicoCxcYF05ZCBgFHR4dTlkCHg8eHx4vHgMJAxgeGB4TIiIATFkiBxMOTFkTGQA%2FKwAYPysREgA5ORgvL19eXREzKxEAMxEzKxEAMxESARc5ETMRMzMRMxEzETMxMAEgAyEVIQcVFyEVIR4BMzI3FQYjIgADIzUzJzU3IzUzEgAzMhcHJgMb%2FsFPAf799AICAc%2F%2BQSXLqpyZkqvt%2Ft8uppgCApikJwEk7cmlR6YFNf5tgTlALYG0xUKWQQENAQGBKixQgQEFASRhi1YAAAABAAAjAAABBdMYAAAKCvIABQAk%2F3EABQA3ACkABQA5ACkABQA6ACkABQA8ABQABQBE%2F64ABQBG%2F4UABQBH%2F4UABQBI%2F4UABQBK%2F8MABQBQ%2F8MABQBR%2F8MABQBS%2F4UABQBT%2F8MABQBU%2F4UABQBV%2F8MABQBW%2F8MABQBY%2F8MABQCC%2F3EABQCD%2F3EABQCE%2F3EABQCF%2F3EABQCG%2F3EABQCH%2F3EABQCfABQABQCi%2F4UABQCj%2F64ABQCk%2F64ABQCl%2F64ABQCm%2F64ABQCn%2F64ABQCo%2F64ABQCp%2F4UABQCq%2F4UABQCr%2F4UABQCs%2F4UABQCt%2F4UABQC0%2F4UABQC1%2F4UABQC2%2F4UABQC3%2F4UABQC4%2F4UABQC6%2F4UABQC7%2F8MABQC8%2F8MABQC9%2F8MABQC%2B%2F8MABQDE%2F4UACgAk%2F3EACgA3ACkACgA5ACkACgA6ACkACgA8ABQACgBE%2F64ACgBG%2F4UACgBH%2F4UACgBI%2F4UACgBK%2F8MACgBQ%2F8MACgBR%2F8MACgBS%2F4UACgBT%2F8MACgBU%2F4UACgBV%2F8MACgBW%2F8MACgBY%2F8MACgCC%2F3EACgCD%2F3EACgCE%2F3EACgCF%2F3EACgCG%2F3EACgCH%2F3EACgCfABQACgCi%2F4UACgCj%2F64ACgCk%2F64ACgCl%2F64ACgCm%2F64ACgCn%2F64ACgCo%2F64ACgCp%2F4UACgCq%2F4UACgCr%2F4UACgCs%2F4UACgCt%2F4UACgC0%2F4UACgC1%2F4UACgC2%2F4UACgC3%2F4UACgC4%2F4UACgC6%2F4UACgC7%2F8MACgC8%2F8MACgC9%2F8MACgC%2B%2F8MACgDE%2F4UACwAtALgADwAm%2F5oADwAq%2F5oADwAy%2F5oADwA0%2F5oADwA3%2F3EADwA4%2F9cADwA5%2F4UADwA6%2F4UADwA8%2F4UADwCJ%2F5oADwCU%2F5oADwCV%2F5oADwCW%2F5oADwCX%2F5oADwCY%2F5oADwCa%2F5oADwCb%2F9cADwCc%2F9cADwCd%2F9cADwCe%2F9cADwCf%2F4UADwDD%2F5oAEAA3%2F64AEQAm%2F5oAEQAq%2F5oAEQAy%2F5oAEQA0%2F5oAEQA3%2F3EAEQA4%2F9cAEQA5%2F4UAEQA6%2F4UAEQA8%2F4UAEQCJ%2F5oAEQCU%2F5oAEQCV%2F5oAEQCW%2F5oAEQCX%2F5oAEQCY%2F5oAEQCa%2F5oAEQCb%2F9cAEQCc%2F9cAEQCd%2F9cAEQCe%2F9cAEQCf%2F4UAEQDD%2F5oAJAAF%2F3EAJAAK%2F3EAJAAm%2F9cAJAAq%2F9cAJAAtAQoAJAAy%2F9cAJAA0%2F9cAJAA3%2F3EAJAA5%2F64AJAA6%2F64AJAA8%2F4UAJACJ%2F9cAJACU%2F9cAJACV%2F9cAJACW%2F9cAJACX%2F9cAJACY%2F9cAJACa%2F9cAJACf%2F4UAJADD%2F9cAJADL%2F3EAJADO%2F3EAJQAP%2F64AJQAR%2F64AJQAk%2F9cAJQA3%2F8MAJQA5%2F%2BwAJQA6%2F%2BwAJQA7%2F9cAJQA8%2F%2BwAJQA9%2F%2BwAJQCC%2F9cAJQCD%2F9cAJQCE%2F9cAJQCF%2F9cAJQCG%2F9cAJQCH%2F9cAJQCf%2F%2BwAJQDM%2F64AJQDP%2F64AJgAm%2F9cAJgAq%2F9cAJgAy%2F9cAJgA0%2F9cAJgCJ%2F9cAJgCU%2F9cAJgCV%2F9cAJgCW%2F9cAJgCX%2F9cAJgCY%2F9cAJgCa%2F9cAJgDD%2F9cAJwAP%2F64AJwAR%2F64AJwAk%2F9cAJwA3%2F8MAJwA5%2F%2BwAJwA6%2F%2BwAJwA7%2F9cAJwA8%2F%2BwAJwA9%2F%2BwAJwCC%2F9cAJwCD%2F9cAJwCE%2F9cAJwCF%2F9cAJwCG%2F9cAJwCH%2F9cAJwCf%2F%2BwAJwDM%2F64AJwDP%2F64AKAAtAHsAKQAP%2F4UAKQAR%2F4UAKQAiACkAKQAk%2F9cAKQCC%2F9cAKQCD%2F9cAKQCE%2F9cAKQCF%2F9cAKQCG%2F9cAKQCH%2F9cAKQDM%2F4UAKQDP%2F4UALgAm%2F9cALgAq%2F9cALgAy%2F9cALgA0%2F9cALgCJ%2F9cALgCU%2F9cALgCV%2F9cALgCW%2F9cALgCX%2F9cALgCY%2F9cALgCa%2F9cALgDD%2F9cALwAF%2F1wALwAK%2F1wALwAm%2F9cALwAq%2F9cALwAy%2F9cALwA0%2F9cALwA3%2F9cALwA4%2F%2BwALwA5%2F9cALwA6%2F9cALwA8%2F8MALwCJ%2F9cALwCU%2F9cALwCV%2F9cALwCW%2F9cALwCX%2F9cALwCY%2F9cALwCa%2F9cALwCb%2F%2BwALwCc%2F%2BwALwCd%2F%2BwALwCe%2F%2BwALwCf%2F8MALwDD%2F9cALwDL%2F1wALwDO%2F1wAMgAP%2F64AMgAR%2F64AMgAk%2F9cAMgA3%2F8MAMgA5%2F%2BwAMgA6%2F%2BwAMgA7%2F9cAMgA8%2F%2BwAMgA9%2F%2BwAMgCC%2F9cAMgCD%2F9cAMgCE%2F9cAMgCF%2F9cAMgCG%2F9cAMgCH%2F9cAMgCf%2F%2BwAMgDM%2F64AMgDP%2F64AMwAP%2FvYAMwAR%2FvYAMwAk%2F5oAMwA7%2F9cAMwA9%2F%2BwAMwCC%2F5oAMwCD%2F5oAMwCE%2F5oAMwCF%2F5oAMwCG%2F5oAMwCH%2F5oAMwDM%2FvYAMwDP%2FvYANAAP%2F64ANAAR%2F64ANAAk%2F9cANAA3%2F8MANAA5%2F%2BwANAA6%2F%2BwANAA7%2F9cANAA8%2F%2BwANAA9%2F%2BwANACC%2F9cANACD%2F9cANACE%2F9cANACF%2F9cANACG%2F9cANACH%2F9cANACf%2F%2BwANADM%2F64ANADP%2F64ANwAP%2F4UANwAQ%2F64ANwAR%2F4UANwAiACkANwAk%2F3EANwAm%2F9cANwAq%2F9cANwAy%2F9cANwA0%2F9cANwA3ACkANwBE%2F1wANwBG%2F3EANwBH%2F3EANwBI%2F3EANwBK%2F3EANwBQ%2F5oANwBR%2F5oANwBS%2F3EANwBT%2F5oANwBU%2F3EANwBV%2F5oANwBW%2F4UANwBY%2F5oANwBZ%2F9cANwBa%2F9cANwBb%2F9cANwBc%2F9cANwBd%2F64ANwCC%2F3EANwCD%2F3EANwCE%2F3EANwCF%2F3EANwCG%2F3EANwCH%2F3EANwCJ%2F9cANwCU%2F9cANwCV%2F9cANwCW%2F9cANwCX%2F9cANwCY%2F9cANwCa%2F9cANwCi%2F3EANwCj%2F1wANwCk%2F1wANwCl%2F1wANwCm%2F1wANwCn%2F1wANwCo%2F1wANwCp%2F3EANwCq%2F3EANwCr%2F3EANwCs%2F3EANwCt%2F3EANwC0%2F3EANwC1%2F3EANwC2%2F3EANwC3%2F3EANwC4%2F3EANwC6%2F3EANwC7%2F5oANwC8%2F5oANwC9%2F5oANwC%2B%2F5oANwC%2F%2F9cANwDD%2F9cANwDE%2F3EANwDI%2F64ANwDJ%2F64ANwDM%2F4UANwDP%2F4UAOAAP%2F9cAOAAR%2F9cAOAAk%2F%2BwAOACC%2F%2BwAOACD%2F%2BwAOACE%2F%2BwAOACF%2F%2BwAOACG%2F%2BwAOACH%2F%2BwAOADM%2F9cAOADP%2F9cAOQAP%2F5oAOQAR%2F5oAOQAiACkAOQAk%2F64AOQAm%2F%2BwAOQAq%2F%2BwAOQAy%2F%2BwAOQA0%2F%2BwAOQBE%2F9cAOQBG%2F9cAOQBH%2F9cAOQBI%2F9cAOQBK%2F%2BwAOQBQ%2F%2BwAOQBR%2F%2BwAOQBS%2F9cAOQBT%2F%2BwAOQBU%2F9cAOQBV%2F%2BwAOQBW%2F%2BwAOQBY%2F%2BwAOQCC%2F64AOQCD%2F64AOQCE%2F64AOQCF%2F64AOQCG%2F64AOQCH%2F64AOQCJ%2F%2BwAOQCU%2F%2BwAOQCV%2F%2BwAOQCW%2F%2BwAOQCX%2F%2BwAOQCY%2F%2BwAOQCa%2F%2BwAOQCi%2F9cAOQCj%2F9cAOQCk%2F9cAOQCl%2F9cAOQCm%2F9cAOQCn%2F9cAOQCo%2F9cAOQCp%2F9cAOQCq%2F9cAOQCr%2F9cAOQCs%2F9cAOQCt%2F9cAOQC0%2F9cAOQC1%2F9cAOQC2%2F9cAOQC3%2F9cAOQC4%2F9cAOQC6%2F9cAOQC7%2F%2BwAOQC8%2F%2BwAOQC9%2F%2BwAOQC%2B%2F%2BwAOQDD%2F%2BwAOQDE%2F9cAOQDM%2F5oAOQDP%2F5oAOgAP%2F5oAOgAR%2F5oAOgAiACkAOgAk%2F64AOgAm%2F%2BwAOgAq%2F%2BwAOgAy%2F%2BwAOgA0%2F%2BwAOgBE%2F9cAOgBG%2F9cAOgBH%2F9cAOgBI%2F9cAOgBK%2F%2BwAOgBQ%2F%2BwAOgBR%2F%2BwAOgBS%2F9cAOgBT%2F%2BwAOgBU%2F9cAOgBV%2F%2BwAOgBW%2F%2BwAOgBY%2F%2BwAOgCC%2F64AOgCD%2F64AOgCE%2F64AOgCF%2F64AOgCG%2F64AOgCH%2F64AOgCJ%2F%2BwAOgCU%2F%2BwAOgCV%2F%2BwAOgCW%2F%2BwAOgCX%2F%2BwAOgCY%2F%2BwAOgCa%2F%2BwAOgCi%2F9cAOgCj%2F9cAOgCk%2F9cAOgCl%2F9cAOgCm%2F9cAOgCn%2F9cAOgCo%2F9cAOgCp%2F9cAOgCq%2F9cAOgCr%2F9cAOgCs%2F9cAOgCt%2F9cAOgC0%2F9cAOgC1%2F9cAOgC2%2F9cAOgC3%2F9cAOgC4%2F9cAOgC6%2F9cAOgC7%2F%2BwAOgC8%2F%2BwAOgC9%2F%2BwAOgC%2B%2F%2BwAOgDD%2F%2BwAOgDE%2F9cAOgDM%2F5oAOgDP%2F5oAOwAm%2F9cAOwAq%2F9cAOwAy%2F9cAOwA0%2F9cAOwCJ%2F9cAOwCU%2F9cAOwCV%2F9cAOwCW%2F9cAOwCX%2F9cAOwCY%2F9cAOwCa%2F9cAOwDD%2F9cAPAAP%2F4UAPAAR%2F4UAPAAiACkAPAAk%2F4UAPAAm%2F9cAPAAq%2F9cAPAAy%2F9cAPAA0%2F9cAPABE%2F5oAPABG%2F5oAPABH%2F5oAPABI%2F5oAPABK%2F9cAPABQ%2F8MAPABR%2F8MAPABS%2F5oAPABT%2F8MAPABU%2F5oAPABV%2F8MAPABW%2F64APABY%2F8MAPABd%2F9cAPACC%2F4UAPACD%2F4UAPACE%2F4UAPACF%2F4UAPACG%2F4UAPACH%2F4UAPACJ%2F9cAPACU%2F9cAPACV%2F9cAPACW%2F9cAPACX%2F9cAPACY%2F9cAPACa%2F9cAPACi%2F5oAPACj%2F5oAPACk%2F5oAPACl%2F5oAPACm%2F5oAPACn%2F5oAPACo%2F5oAPACp%2F5oAPACq%2F5oAPACr%2F5oAPACs%2F5oAPACt%2F5oAPAC0%2F5oAPAC1%2F5oAPAC2%2F5oAPAC3%2F5oAPAC4%2F5oAPAC6%2F5oAPAC7%2F8MAPAC8%2F8MAPAC9%2F8MAPAC%2B%2F8MAPADD%2F9cAPADE%2F5oAPADM%2F4UAPADP%2F4UAPQAm%2F%2BwAPQAq%2F%2BwAPQAy%2F%2BwAPQA0%2F%2BwAPQCJ%2F%2BwAPQCU%2F%2BwAPQCV%2F%2BwAPQCW%2F%2BwAPQCX%2F%2BwAPQCY%2F%2BwAPQCa%2F%2BwAPQDD%2F%2BwAPgAtALgARAAF%2F%2BwARAAK%2F%2BwARADL%2F%2BwARADO%2F%2BwARQAF%2F%2BwARQAK%2F%2BwARQBZ%2F9cARQBa%2F9cARQBb%2F9cARQBc%2F9cARQBd%2F%2BwARQC%2F%2F9cARQDL%2F%2BwARQDO%2F%2BwARgAFACkARgAKACkARgDLACkARgDOACkASAAF%2F%2BwASAAK%2F%2BwASABZ%2F9cASABa%2F9cASABb%2F9cASABc%2F9cASABd%2F%2BwASAC%2F%2F9cASADL%2F%2BwASADO%2F%2BwASQAFAHsASQAKAHsASQDLAHsASQDOAHsASwAF%2F%2BwASwAK%2F%2BwASwDL%2F%2BwASwDO%2F%2BwATgBG%2F9cATgBH%2F9cATgBI%2F9cATgBS%2F9cATgBU%2F9cATgCi%2F9cATgCp%2F9cATgCq%2F9cATgCr%2F9cATgCs%2F9cATgCt%2F9cATgC0%2F9cATgC1%2F9cATgC2%2F9cATgC3%2F9cATgC4%2F9cATgC6%2F9cATgDE%2F9cAUAAF%2F%2BwAUAAK%2F%2BwAUADL%2F%2BwAUADO%2F%2BwAUQAF%2F%2BwAUQAK%2F%2BwAUQDL%2F%2BwAUQDO%2F%2BwAUgAF%2F%2BwAUgAK%2F%2BwAUgBZ%2F9cAUgBa%2F9cAUgBb%2F9cAUgBc%2F9cAUgBd%2F%2BwAUgC%2F%2F9cAUgDL%2F%2BwAUgDO%2F%2BwAUwAF%2F%2BwAUwAK%2F%2BwAUwBZ%2F9cAUwBa%2F9cAUwBb%2F9cAUwBc%2F9cAUwBd%2F%2BwAUwC%2F%2F9cAUwDL%2F%2BwAUwDO%2F%2BwAVQAFAFIAVQAKAFIAVQBE%2F9cAVQBG%2F9cAVQBH%2F9cAVQBI%2F9cAVQBK%2F%2BwAVQBS%2F9cAVQBU%2F9cAVQCi%2F9cAVQCj%2F9cAVQCk%2F9cAVQCl%2F9cAVQCm%2F9cAVQCn%2F9cAVQCo%2F9cAVQCp%2F9cAVQCq%2F9cAVQCr%2F9cAVQCs%2F9cAVQCt%2F9cAVQC0%2F9cAVQC1%2F9cAVQC2%2F9cAVQC3%2F9cAVQC4%2F9cAVQC6%2F9cAVQDE%2F9cAVQDLAFIAVQDOAFIAVwAFACkAVwAKACkAVwDLACkAVwDOACkAWQAFAFIAWQAKAFIAWQAP%2F64AWQAR%2F64AWQAiACkAWQDLAFIAWQDM%2F64AWQDOAFIAWQDP%2F64AWgAFAFIAWgAKAFIAWgAP%2F64AWgAR%2F64AWgAiACkAWgDLAFIAWgDM%2F64AWgDOAFIAWgDP%2F64AWwBG%2F9cAWwBH%2F9cAWwBI%2F9cAWwBS%2F9cAWwBU%2F9cAWwCi%2F9cAWwCp%2F9cAWwCq%2F9cAWwCr%2F9cAWwCs%2F9cAWwCt%2F9cAWwC0%2F9cAWwC1%2F9cAWwC2%2F9cAWwC3%2F9cAWwC4%2F9cAWwC6%2F9cAWwDE%2F9cAXAAFAFIAXAAKAFIAXAAP%2F64AXAAR%2F64AXAAiACkAXADLAFIAXADM%2F64AXADOAFIAXADP%2F64AXgAtALgAggAF%2F3EAggAK%2F3EAggAm%2F9cAggAq%2F9cAggAtAQoAggAy%2F9cAggA0%2F9cAggA3%2F3EAggA5%2F64AggA6%2F64AggA8%2F4UAggCJ%2F9cAggCU%2F9cAggCV%2F9cAggCW%2F9cAggCX%2F9cAggCY%2F9cAggCa%2F9cAggCf%2F4UAggDD%2F9cAggDL%2F3EAggDO%2F3EAgwAF%2F3EAgwAK%2F3EAgwAm%2F9cAgwAq%2F9cAgwAtAQoAgwAy%2F9cAgwA0%2F9cAgwA3%2F3EAgwA5%2F64AgwA6%2F64AgwA8%2F4UAgwCJ%2F9cAgwCU%2F9cAgwCV%2F9cAgwCW%2F9cAgwCX%2F9cAgwCY%2F9cAgwCa%2F9cAgwCf%2F4UAgwDD%2F9cAgwDL%2F3EAgwDO%2F3EAhAAF%2F3EAhAAK%2F3EAhAAm%2F9cAhAAq%2F9cAhAAtAQoAhAAy%2F9cAhAA0%2F9cAhAA3%2F3EAhAA5%2F64AhAA6%2F64AhAA8%2F4UAhACJ%2F9cAhACU%2F9cAhACV%2F9cAhACW%2F9cAhACX%2F9cAhACY%2F9cAhACa%2F9cAhACf%2F4UAhADD%2F9cAhADL%2F3EAhADO%2F3EAhQAF%2F3EAhQAK%2F3EAhQAm%2F9cAhQAq%2F9cAhQAtAQoAhQAy%2F9cAhQA0%2F9cAhQA3%2F3EAhQA5%2F64AhQA6%2F64AhQA8%2F4UAhQCJ%2F9cAhQCU%2F9cAhQCV%2F9cAhQCW%2F9cAhQCX%2F9cAhQCY%2F9cAhQCa%2F9cAhQCf%2F4UAhQDD%2F9cAhQDL%2F3EAhQDO%2F3EAhgAF%2F3EAhgAK%2F3EAhgAm%2F9cAhgAq%2F9cAhgAtAQoAhgAy%2F9cAhgA0%2F9cAhgA3%2F3EAhgA5%2F64AhgA6%2F64AhgA8%2F4UAhgCJ%2F9cAhgCU%2F9cAhgCV%2F9cAhgCW%2F9cAhgCX%2F9cAhgCY%2F9cAhgCa%2F9cAhgCf%2F4UAhgDD%2F9cAhgDL%2F3EAhgDO%2F3EAhwAF%2F3EAhwAK%2F3EAhwAm%2F9cAhwAq%2F9cAhwAtAQoAhwAy%2F9cAhwA0%2F9cAhwA3%2F3EAhwA5%2F64AhwA6%2F64AhwA8%2F4UAhwCJ%2F9cAhwCU%2F9cAhwCV%2F9cAhwCW%2F9cAhwCX%2F9cAhwCY%2F9cAhwCa%2F9cAhwCf%2F4UAhwDD%2F9cAhwDL%2F3EAhwDO%2F3EAiAAtAHsAiQAm%2F9cAiQAq%2F9cAiQAy%2F9cAiQA0%2F9cAiQCJ%2F9cAiQCU%2F9cAiQCV%2F9cAiQCW%2F9cAiQCX%2F9cAiQCY%2F9cAiQCa%2F9cAiQDD%2F9cAigAtAHsAiwAtAHsAjAAtAHsAjQAtAHsAkgAP%2F64AkgAR%2F64AkgAk%2F9cAkgA3%2F8MAkgA5%2F%2BwAkgA6%2F%2BwAkgA7%2F9cAkgA8%2F%2BwAkgA9%2F%2BwAkgCC%2F9cAkgCD%2F9cAkgCE%2F9cAkgCF%2F9cAkgCG%2F9cAkgCH%2F9cAkgCf%2F%2BwAkgDM%2F64AkgDP%2F64AlAAP%2F64AlAAR%2F64AlAAk%2F9cAlAA3%2F8MAlAA5%2F%2BwAlAA6%2F%2BwAlAA7%2F9cAlAA8%2F%2BwAlAA9%2F%2BwAlACC%2F9cAlACD%2F9cAlACE%2F9cAlACF%2F9cAlACG%2F9cAlACH%2F9cAlACf%2F%2BwAlADM%2F64AlADP%2F64AlQAP%2F64AlQAR%2F64AlQAk%2F9cAlQA3%2F8MAlQA5%2F%2BwAlQA6%2F%2BwAlQA7%2F9cAlQA8%2F%2BwAlQA9%2F%2BwAlQCC%2F9cAlQCD%2F9cAlQCE%2F9cAlQCF%2F9cAlQCG%2F9cAlQCH%2F9cAlQCf%2F%2BwAlQDM%2F64AlQDP%2F64AlgAP%2F64AlgAR%2F64AlgAk%2F9cAlgA3%2F8MAlgA5%2F%2BwAlgA6%2F%2BwAlgA7%2F9cAlgA8%2F%2BwAlgA9%2F%2BwAlgCC%2F9cAlgCD%2F9cAlgCE%2F9cAlgCF%2F9cAlgCG%2F9cAlgCH%2F9cAlgCf%2F%2BwAlgDM%2F64AlgDP%2F64AlwAP%2F64AlwAR%2F64AlwAk%2F9cAlwA3%2F8MAlwA5%2F%2BwAlwA6%2F%2BwAlwA7%2F9cAlwA8%2F%2BwAlwA9%2F%2BwAlwCC%2F9cAlwCD%2F9cAlwCE%2F9cAlwCF%2F9cAlwCG%2F9cAlwCH%2F9cAlwCf%2F%2BwAlwDM%2F64AlwDP%2F64AmAAP%2F64AmAAR%2F64AmAAk%2F9cAmAA3%2F8MAmAA5%2F%2BwAmAA6%2F%2BwAmAA7%2F9cAmAA8%2F%2BwAmAA9%2F%2BwAmACC%2F9cAmACD%2F9cAmACE%2F9cAmACF%2F9cAmACG%2F9cAmACH%2F9cAmACf%2F%2BwAmADM%2F64AmADP%2F64AmgAP%2F64AmgAR%2F64AmgAk%2F9cAmgA3%2F8MAmgA5%2F%2BwAmgA6%2F%2BwAmgA7%2F9cAmgA8%2F%2BwAmgA9%2F%2BwAmgCC%2F9cAmgCD%2F9cAmgCE%2F9cAmgCF%2F9cAmgCG%2F9cAmgCH%2F9cAmgCf%2F%2BwAmgDM%2F64AmgDP%2F64AmwAP%2F9cAmwAR%2F9cAmwAk%2F%2BwAmwCC%2F%2BwAmwCD%2F%2BwAmwCE%2F%2BwAmwCF%2F%2BwAmwCG%2F%2BwAmwCH%2F%2BwAmwDM%2F9cAmwDP%2F9cAnAAP%2F9cAnAAR%2F9cAnAAk%2F%2BwAnACC%2F%2BwAnACD%2F%2BwAnACE%2F%2BwAnACF%2F%2BwAnACG%2F%2BwAnACH%2F%2BwAnADM%2F9cAnADP%2F9cAnQAP%2F9cAnQAR%2F9cAnQAk%2F%2BwAnQCC%2F%2BwAnQCD%2F%2BwAnQCE%2F%2BwAnQCF%2F%2BwAnQCG%2F%2BwAnQCH%2F%2BwAnQDM%2F9cAnQDP%2F9cAngAP%2F9cAngAR%2F9cAngAk%2F%2BwAngCC%2F%2BwAngCD%2F%2BwAngCE%2F%2BwAngCF%2F%2BwAngCG%2F%2BwAngCH%2F%2BwAngDM%2F9cAngDP%2F9cAnwAP%2F4UAnwAR%2F4UAnwAiACkAnwAk%2F4UAnwAm%2F9cAnwAq%2F9cAnwAy%2F9cAnwA0%2F9cAnwBE%2F5oAnwBG%2F5oAnwBH%2F5oAnwBI%2F5oAnwBK%2F9cAnwBQ%2F8MAnwBR%2F8MAnwBS%2F5oAnwBT%2F8MAnwBU%2F5oAnwBV%2F8MAnwBW%2F64AnwBY%2F8MAnwBd%2F9cAnwCC%2F4UAnwCD%2F4UAnwCE%2F4UAnwCF%2F4UAnwCG%2F4UAnwCH%2F4UAnwCJ%2F9cAnwCU%2F9cAnwCV%2F9cAnwCW%2F9cAnwCX%2F9cAnwCY%2F9cAnwCa%2F9cAnwCi%2F5oAnwCj%2F5oAnwCk%2F5oAnwCl%2F5oAnwCm%2F5oAnwCn%2F5oAnwCo%2F5oAnwCp%2F5oAnwCq%2F5oAnwCr%2F5oAnwCs%2F5oAnwCt%2F5oAnwC0%2F5oAnwC1%2F5oAnwC2%2F5oAnwC3%2F5oAnwC4%2F5oAnwC6%2F5oAnwC7%2F8MAnwC8%2F8MAnwC9%2F8MAnwC%2B%2F8MAnwDD%2F9cAnwDE%2F5oAnwDM%2F4UAnwDP%2F4UAoAAP%2FvYAoAAR%2FvYAoAAk%2F5oAoAA7%2F9cAoAA9%2F%2BwAoACC%2F5oAoACD%2F5oAoACE%2F5oAoACF%2F5oAoACG%2F5oAoACH%2F5oAoADM%2FvYAoADP%2FvYAogAF%2F%2BwAogAK%2F%2BwAogDL%2F%2BwAogDO%2F%2BwAowAF%2F%2BwAowAK%2F%2BwAowDL%2F%2BwAowDO%2F%2BwApAAF%2F%2BwApAAK%2F%2BwApADL%2F%2BwApADO%2F%2BwApQAF%2F%2BwApQAK%2F%2BwApQDL%2F%2BwApQDO%2F%2BwApgAF%2F%2BwApgAK%2F%2BwApgDL%2F%2BwApgDO%2F%2BwApwAF%2F%2BwApwAK%2F%2BwApwDL%2F%2BwApwDO%2F%2BwAqgAF%2F%2BwAqgAK%2F%2BwAqgBZ%2F9cAqgBa%2F9cAqgBb%2F9cAqgBc%2F9cAqgBd%2F%2BwAqgC%2F%2F9cAqgDL%2F%2BwAqgDO%2F%2BwAqwAF%2F%2BwAqwAK%2F%2BwAqwBZ%2F9cAqwBa%2F9cAqwBb%2F9cAqwBc%2F9cAqwBd%2F%2BwAqwC%2F%2F9cAqwDL%2F%2BwAqwDO%2F%2BwArAAF%2F%2BwArAAK%2F%2BwArABZ%2F9cArABa%2F9cArABb%2F9cArABc%2F9cArABd%2F%2BwArAC%2F%2F9cArADL%2F%2BwArADO%2F%2BwArQAF%2F%2BwArQAK%2F%2BwArQBZ%2F9cArQBa%2F9cArQBb%2F9cArQBc%2F9cArQBd%2F%2BwArQC%2F%2F9cArQDL%2F%2BwArQDO%2F%2BwAsgAF%2F%2BwAsgAK%2F%2BwAsgBZ%2F9cAsgBa%2F9cAsgBb%2F9cAsgBc%2F9cAsgBd%2F%2BwAsgC%2F%2F9cAsgDL%2F%2BwAsgDO%2F%2BwAtAAF%2F%2BwAtAAK%2F%2BwAtABZ%2F9cAtABa%2F9cAtABb%2F9cAtABc%2F9cAtABd%2F%2BwAtAC%2F%2F9cAtADL%2F%2BwAtADO%2F%2BwAtQAF%2F%2BwAtQAK%2F%2BwAtQBZ%2F9cAtQBa%2F9cAtQBb%2F9cAtQBc%2F9cAtQBd%2F%2BwAtQC%2F%2F9cAtQDL%2F%2BwAtQDO%2F%2BwAtgAF%2F%2BwAtgAK%2F%2BwAtgBZ%2F9cAtgBa%2F9cAtgBb%2F9cAtgBc%2F9cAtgBd%2F%2BwAtgC%2F%2F9cAtgDL%2F%2BwAtgDO%2F%2BwAuAAF%2F9cAuAAK%2F9cAuADL%2F9cAuADO%2F9cAugAF%2F%2BwAugAK%2F%2BwAugBZ%2F9cAugBa%2F9cAugBb%2F9cAugBc%2F9cAugBd%2F%2BwAugC%2F%2F9cAugDL%2F%2BwAugDO%2F%2BwAvwAFAFIAvwAKAFIAvwAP%2F64AvwAR%2F64AvwAiACkAvwDLAFIAvwDM%2F64AvwDOAFIAvwDP%2F64AwAAF%2F%2BwAwAAK%2F%2BwAwABZ%2F9cAwABa%2F9cAwABb%2F9cAwABc%2F9cAwABd%2F%2BwAwAC%2F%2F9cAwADL%2F%2BwAwADO%2F%2BwAwQAFAFIAwQAKAFIAwQAP%2F64AwQAR%2F64AwQAiACkAwQDLAFIAwQDM%2F64AwQDOAFIAwQDP%2F64AwwAtAHsAyAA3%2F64AyQA3%2F64AygAk%2F3EAygA3ACkAygA5ACkAygA6ACkAygA8ABQAygBE%2F64AygBG%2F4UAygBH%2F4UAygBI%2F4UAygBK%2F8MAygBQ%2F8MAygBR%2F8MAygBS%2F4UAygBT%2F8MAygBU%2F4UAygBV%2F8MAygBW%2F8MAygBY%2F8MAygCC%2F3EAygCD%2F3EAygCE%2F3EAygCF%2F3EAygCG%2F3EAygCH%2F3EAygCfABQAygCi%2F4UAygCj%2F64AygCk%2F64AygCl%2F64AygCm%2F64AygCn%2F64AygCo%2F64AygCp%2F4UAygCq%2F4UAygCr%2F4UAygCs%2F4UAygCt%2F4UAygC0%2F4UAygC1%2F4UAygC2%2F4UAygC3%2F4UAygC4%2F4UAygC6%2F4UAygC7%2F8MAygC8%2F8MAygC9%2F8MAygC%2B%2F8MAygDE%2F4UAywAk%2F3EAywA3AC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7AAAAAD%2F7AAA%2FhT%2F7AAABbYAGfyU%2F%2B3%2Be%2F%2Fy%2Fqj%2BngAXAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAIAAAAAAAAwAC4ALAAowCUAMAAzQDFAM8AugCaATEAsgAAAAAAAAAAAAAAAAA0AFoA2AFWAc4CTAJmApICwALyAyADQgNaA3wDmgPcBAQESgSmBO4FPAWYBb4GJgaGBr4G%2BAcgB0oHcgfOCFgImAjyCTIJagmiCdQKIgpUCmoKkgrMCuoLMgtuC7QL8gxKDJYM6A0MDUANcg3IDgQOMg5mDooOqA7KDvQPCg8qD4oP3hAYEGoQwBECEZwR2hISElwSnBK0EwwTRhOGE9oULhReFKwU8BUqFVoVshXsFiwWYBawFsgXGhdgF2AXkhfkGDwYmBjuGRQZjhnEGkAakhrOGvAa%2BBuCG5gb0BwMHEYclhy2HPwdMB1SHYgdsh3sHiYePB5SHmgeyB7aHuwe%2Fh8QHyIfNB%2BOH5ofrB%2B%2BH9Af4h%2F0IAYgGCAqIHwgjiCgILIgxCDWIOghGCGCIZQhpiG4Icoh3CImIpIioiKyIsIi0iLkIvYjhCOQI6AjsCPAI9Ij5CP2JAgkGiSGJJYkpiS2JMYk1iToJTAlmCWoJbolyiXcJewmRCZWJm4m0idYJ4YnwCf%2BKBQoKihKKGoojCi%2BKO4pIilCKWQpiCmmKeYqXAAAAAIAhf%2FjAa4FtgADAA8AKUATCgMEAwICERABAQ0CAw0HUVkNEwA%2FKwAYPxI5LxESATkRMzMRMzEwASMDIQE0NjMyFhUUBiMiJgFzrjQBFf7fTkhHTE1GR08BvAP6%2BsdKTVBHR1NQAAAAAgCFA6YC%2BAW2AAMABwAfQA0HBAADBAMJCAYCBwMDAD8zzTIREgE5OREzETMxMAEDIwMhAyMDAW0plikCcymWKQW2%2FfACEP3wAhAAAAIALwAABPoFtAAbAB8AikBKCB8cFQQUCREMDAkSDw4LBAoTExQWHR4HBAYXBAEAGQQYBQUGFAYKIQMaFwMYChggIQgEDAwcAQ0fABAQGRURDRENEQUXEwMKBRIAPzM%2FMxI5OS8vETMzMxEzMxEzMzMRMzMREgE5OREXMxESOTkRMxESFzkREhc5ETMREhc5MjIRMxESFzkxMAEDIRUhAyMTIwMjEyM1IRMhNSETMwMzEzMDMxUBMxMjA903AQ7%2B0VCyUPhQrkz6ARs5%2FvgBJVC0UPxQrlD8%2FQD6OfoDZv7kqP5eAaL%2BXgGiqAEcqAGm%2FloBpv5aqP7kARwAAAMAb%2F%2BJBCcGEgAgACYALQBnQDkMFBcdJSoGBAQFIQAnEQAFCBEZBS8uBQYWQA8SSBYXQB0NJAMqKgYXJQwGDE9ZAwYrHBQXFxxPWRcALysRADMRMxgvMysRADMREjkRFzMaGBDNKxDNERIBFzkRMxEzETMSFzkxMAEUBgcVIzUmJzUeARcRJy4BNTQ2NzUzFRYXByYnERceAQc0JicRNgEUFhcRDgEEJ9TIhfifVuZbVKSX17iFy7ZJnZtMvpLsUV%2Bw%2FidHXVBUAcWRvBbZ0wRI0yo5AQF2Hz%2BvgYqyE6ilB0u3Pgz%2BlB1JooQ6SyP%2BwRsC4zlMJQE3DEoAAAUAVP%2FsBpEFywAJABQAHgApAC0AV0AwLSorLBofFSUFCgAQChAfJSosBi8uHKAnAScnLQNgDQGvDQENDSwtAywSBxIEGCITAD8zPzM%2FPxI5L11xMxE5L10zERIBFzkRMxEzETMRMxEzETMxMAEUFjMyERAjIgYFFAYjIiY1ECEyFgEUFjMyERAjIgYFFAYjIiY1ECEyFgkBIwEBFzpChIRCOgHCpaGYpwE%2FnakB9jtCg4NCOwHCpp%2BYqAFAmqv%2B1%2FzVwgMrBACVkgEnASeSk%2Bbn794Bye382pWUASkBJZCV5ubt3wHJ7AMh%2BkoFtgAAAAMAYP%2FsBekFywALABQAMgBUQC4sKxIVJygGIQAbKxUbISgFNDMlDi0qBCwnAyQYAw8nHiwSHglLWR4EMAxMWTATAD8rABg%2FKwAYPxI5ERc5ERIXORESARc5ETMRMxEzETMRMzEwARQWFz4BNTQmIyIGEzI3AQ4BFRQWJTQ2Ny4BNTQ2MzIWFRQGBwE2NzMCBwEhJw4BIyIkAcNDPHFbV0hPXZW3gv6BalCL%2Fn2Ap19F2bexyoeeAVpRNvJGmgEt%2FtGVZueM5v76BHs%2FcD9Ab0VBTlH792sBeUR3TGJ7zYPDYG%2BZUpiwq5Fyul3%2BsmvP%2FuSz%2Ft2RUlPaAAAAAAEAhQOmAW0FtgADABS3AAMDBQQCAwMAP80REgE5ETMxMAEDIwMBbSmWKQW2%2FfACEAAAAAABAFL%2BvAJMBbYADQAfQA4DBAsDCgcACgAPDgsDAwA%2FLxESATk5ETMRFzMxMBMQEjczBgIVFBIXIyYCUpuSzYuUlInLk5oCMQEJAc6uvP4t9PT%2BNrmqAcYAAQA9%2FrwCNwW2AA0AH0AOAwoLAwQHAAQADw4ECgMAPy8REgE5OREzERczMTABEAIHIzYSNTQCJzMWEgI3m5LLipOUi82TmgIx%2Fvn%2BOqi7Acj09QHRva%2F%2BMQAAAAABAEoCagQUBhQADgAbQA8DBQQBBw0KCQsJDxAIDgAAP8QREgEXOTEwAQMlFwUTBwsBJxMlNwUDAqApAYEc%2Fpjsx6aVzef%2BmiMBeCkGFP6CbNkd%2FslrAVL%2BrmsBNx3ZbAF%2BAAAAAQBgAOMEMQTDAAsALEAWBgMKCgsLAQgDDQwJAQIBUlkGLwIBAgAvXTMrEQAzERIBFzkRMxI5OTEwASE1IREzESEVIREjAe7%2BcgGOtAGP%2FnG0AnmyAZj%2BaLL%2BagABAD%2F%2B%2BAGcAO4ABgAeQA8ABQMFCAcDQAZQBtAGAwYAL13NERIBOTkRMzEwJQYDIxI3MwGcMICtRSLn17r%2B2wEO6AAAAAEASAHBAkoCiQADABVACQMABQQBAE1ZAQAvKxESATk5MTATNSEVSAICAcHIyAAAAAEAhf%2FjAa4BFAALABhACwYAAA0MCQNRWQkTAD8rERIBOREzMTA3NDYzMhYVFAYjIiaFTEhJTE1ISEx9SU5RRkdTUgAAAQAQAAADDgW2AAMAHEAMAwABAgIABQQDAwISAD8%2FERIBOTkRMxEzMTAJASMBAw794N4CIQW2%2BkoFtgAAAgBY%2F%2BwEOQXNAAsAFwAoQBQSAAwGBgAZGAkVTVkJBwMPTVkDGQA%2FKwAYPysREgE5OREzETMxMAEQAiMiAhEQEjMyEgEQEjMyEhEQAiMiAgQ59fz0%2FPX79fz9DXuHh319h4d7Atv%2Bg%2F6OAX4BcQGDAW%2F%2BgP6O%2FtX%2FAAEEAScBJgEH%2Fv4AAQCaAAADDAW2AAoAIUAQAAQICQQBAQwLBAcBCQYBGAA%2FPxI5ORESATkRFzMxMCEjETQ3DgEHJwEzAwzrCBdDv3YBrsQDsKljGDqblQFSAAABAFoAAAQ5BcsAGwAxQBoHFBoCAg4UGwQdHBEKTVkRBwIaAQEaTlkBGAA%2FKxESADkYPysREgEXOREzETMxMCkBNQE%2BAjU0JiMiBgcnPgEzMhYVFA4BDwEVIQQ5%2FCEBeadtMndpVJ1nf3rmgsz2R5Or%2FgK2sgF7q49%2BSGNyPlGbZ1bVtGOyvaH2CgAAAAEAVv%2FsBC0FywAmAENAJBMHGwAABAcNFyIGKCcDFxgYF09ZGBgKJCQeTVkkBwoQTVkKGQA%2FKwAYPysREgA5GC8rERIAORESARc5ETMRMzEwARQGBxUeARUUBCEiJzUeATMyNjU0JisBNTMgNTQmIyIGByc2ITIWBAKik7Cw%2Ftb%2B7fOnXdBgqqi6x3%2BBAV56d1OaaXPJAQrd%2BARmi7kgCBavkdPlT9EuMn6EdW6%2F8l5mL0SklL4AAAACACcAAARtBboACgASAEhAJwkBAQ4LBwQSBQUEAAMUEwEFEgVNWQkGUBIBDxIfEgISEgMPBwYDGAA%2FPzMSOS9dXTMzKxEAMxESARc5ETMRMzMzMxEzMTABIxEjESE1ATMRMyERNDcjBgcBBG3F5f1kApzlxf5WCggcPP6VAT%2F%2BwQE%2FtQPG%2FEgBb8R9Ql798AABAHX%2F7AQpBbYAHAA6QB8PAxoVAwgVGAQeHQARTVkAAAYWFhlOWRYGBgxNWQYZAD8rABg%2FKxESADkYLysREgEXOREzETMxMAEyBBUUACEiJzUeATMyNjUQISIGBycTIRUhAz4BAkrdAQL%2B2%2F7y9YxR0lqfpv6yL4o0aTgC%2BP3XISNlA5Hqyur%2B%2BU%2FVLjKOiQEGEww%2BAsrR%2FpYGEAACAF7%2F7AQ%2FBckAFwAkAERAIxsRIgoKAAAFEQMmJQoUDg4eT1kODhQCAgdPWQIHFBhNWRQZAD8rABg%2FKxESADkYLysREgA5ERIBFzkRMxEzETMxMBMQITIXFSYjIgYDMz4BMzIWFRQAIyImAgUyNjU0JiMiDgEVFBZeArtuTExk6%2BwKDC%2Bqc8fe%2Fv%2Feneh9Af55g3t7TIBKmQJvA1oRxBb8%2FupRWfTR5v71lwEh9pyRfpBBcTuNwQAAAQBKAAAEPQW0AAYAJUASBgABBQACBQMIBwAYAwJOWQMGAD8rABg%2FERIBFzkRMxEzMTAhASE1IRUBAQACQv0IA%2FP9wQTlz6T68AAAAAMAWP%2FsBDkFyQAWACMAMAA3QB0DCA4UKyEGMjEFESEhKysLAAAkT1kABwsaT1kLGQA%2FKwAYPysREgA5GC8zEjk5ERIBFzkxMAEyFhUUBR4BFRQEIyIkNTQ2Ny4BNTQ2AxQWMzI2NTQmLwEOAQEiBhUUHgEXPgE1NCYCSNDy%2FvKskf724%2B7%2B%2BomchnL6RpJ9gY%2BEhh2EdAENZHosVGR4Y3sFyb%2Bg4YVWvnW12sy7esNMULJvn737smhzd2ZRhjkNOosDP2NVNFJDLzV1TlVjAAACAFb%2F7AQ3BckAGAAlAERAIyIMDAAcEgAGEgMnJgwPFQ8fT1kPDwMVFRlNWRUHAwhPWQMZAD8rABg%2FKxESADkYLysREgA5ERIBFzkRMxEzETMxMAEQACEiJzUWMzISEyMOASMiJjU0ADMyFhIlIgYVFBYzMjY1NC4BBDf%2BpP6ihTpZWu7qCww7p3DC3gEB3pzofv4CeoJ5e3eiRXwDRv5Q%2FlYQxRkBAAESWlDy0%2BUBD5j%2B3%2FafkH2Pjl9Zm1oAAAACAIX%2F4wGuBGoACwAWAChAFBEMBgYAABgXDhRRWQ4QCQNRWQkTAD8rABg%2FKxESATkRMxI5OTEwNzQ2MzIWFRQGIyImETQzMhYVFAYjIiaFTEhJTE1ISEyUS0pNSEhMfUlOUUZHU1IDnpdQR0dTUgAAAgA%2F%2FvgBrARqAAYAEQAyQBsMBwEGBgQHAxMSBAAGEAaQBgMNAwYJD1FZCRAAPysAGC9fXl3GERIBFzkRMxEzMTAlFwYDIxI3AzQzMhYVFAYjIiYBjQ8wgK1FIiOUS0pNSEhM7he6%2FtsBDugC5ZdQR0dTUgABAGAA3QQxBOwABgAmQBYFAQABBAMIBwAPAwE%2FA28DjwPvAwQDAC9dccYREgEXOREzMTAlATUBFQkBBDH8LwPR%2FSMC3d0BrnkB6MP%2BqP7RAAIAZgGwBCkD8gADAAcALUAbBAcAAwQJCAQFUlkEAQEAUlkPAS8BTwFvAQQBAC9dKwAYEMYrERIBFzkxMBM1IRUBNSEVZgPD%2FD0DwwM%2Fs7P%2BcbKyAAEAYADdBDEE7AAGACZAFgEFAgUGAwgHBg8DAT8DbwOPA%2B8DBAMAL11xxhESARc5ETMxMBMJATUBFQFgAt39IwPR%2FC8BogEvAVjD%2Fhh5%2FlIAAgAQ%2F%2BMDbQXLABsAJgBBQCEhHBsABxMADhMcBCgnBBcXEAAAJBAQCktZEAQkHlFZJBMAPysAGD8rERIAORgvEjkRMxESARc5ETMRMxEzMTABNTQ2Nz4BNTQmIyIGByc2MzIWFRQOAQcOAR0BAzQzMhYVFAYjIiYBG1Bkd0VwaV%2BiTVTL6MTmLFltXT%2Ftk0hMTUdHTAG8QG6STl5oSFRaNiawccCpS3VqVUlgUS3%2BwZdPSEdTUQAAAAIAb%2F9WBr4FvgA1AD8ATEAmGwA7FDoHFjYOIy4ADhQWKC4GQUAICz0RETIYODgECwsrHzIDJisALzM%2FMxI5LzMzETMROS8zEjkREgEXOREzETMRMzMRMxEzMTABFA4BIyImJyMOASMiJjU0EjMyFhcDFRQzMjY1NAIkIyIEAhUQACEyNxUGIyAAERASJDMyBBIBFDMyEzcmIyIGBr5ao2tPdBQMMZBao7v40Uy5SBZoT12M%2Fv6n1f7FpgE2ASLd8NL3%2Fo7%2BYuABjfvZAVO7%2B%2Fy3wRIMP0iAjwLjj%2B2EVEhOTtKzzgEBGxj%2BLxigzJ6rAQOMsP652P7e%2FshapFYBjwFlAQUBl9i0%2FrP%2Bp%2BkBJe8RqgAAAAIAAAAABUoFvAAHAA8AN0AeBgUMAAcDBAECBAcIDA8HERAPAkxZDw8FAAQSDAUDAD8zPzMSOS8rERIBFzkRMxEzETMzMTAhAyEDIwEhCQEDLgEnBgcDBEyS%2FdGP%2FAIjAQQCI%2F4xiQ81Chs0hAGW%2FmoFvPpEAmQBjiisKHuS%2FoMAAwDBAAAE2QW2AA8AGAAhAElAJhQEHgsQGhoPBAgLDwQjIggZEBAZS1kQEA8AABhMWQADDxpMWQ8SAD8rABg%2FKxESADkYLysREgA5ERIBFzkRMxEzETMRMzEwEyEgBBUUBgcVHgEVFAQjIRMzMjY1NCYrARkBMzI2NTQmI8EBsgEuAQ2EfJqR%2Fu31%2FfDv5paKlaLP%2FpaZnJ8FtrC%2BgKoWCh2rksXfA1pfcmdc%2Far%2BMXN8cm4AAQB5%2F%2BwEzwXLABgAJkAUAw8JDxUDGhkTAExZEwQMBkxZDBMAPysAGD8rERIBFzkRMzEwASICERASMzI2NxUGIyAAETQSJDMyFwcuAQMvzuzj112uXqza%2Fr%2F%2BqKcBPNXgvlZKpQT%2B%2Ftz%2B%2F%2F7z%2FuwlHc1BAYUBauQBVrZexyM1AAACAMEAAAVmBbYACAAPAChAFA0ECQAEABARBQxMWQUDBA1MWQQSAD8rABg%2FKxESATk5ETMRMzEwARAAKQERISAAAxAhIxEzIAVm%2Fm7%2Bhv5nAcQBXQGE%2FP4Vz6oCEALp%2Fpb%2BgQW2%2Foj%2BowIN%2B9sAAAAAAQDBAAAD%2FAW2AAsAPUAgBAAGCgoBAAEIAw0MBglMWQYGAQICBUxZAgMBCkxZARIAPysAGD8rERIAORgvKxESARc5ETMRMxEzMTApAREhFSERIRUhESED%2FPzFAzv9tAIn%2FdkCTAW2yv5yyP41AAAAAAEAwQAAA%2FoFtgAJADhAHgYAAAEEBwEDCgsGCUxZDwYBCwMGBgIBEgIFTFkCAwA%2FKwAYPxI5L19eXSsREgEXOREzETMxMCEjESEVIREhFSEBru0DOf20Aif92QW2yv43ywAAAAABAHn%2F7AUxBcsAGgA6QB8YAhMIAggaDQQcGwAaTFkAAAULCxBMWQsEBRZMWQUTAD8rABg%2FKxESADkYLysREgEXOREzETMxMAEhEQ4BIyAAERAAITIXByYjIgAVEBIzMjcRIQMXAhqE843%2BtP6YAZYBZOXNVLKy6v7w9eZ0hP7RAxn9IiskAYkBZgFhAY9Yx1L%2B2v%2F%2B9P7pHQF5AAABAMEAAAVCBbYACwAzQBkIBAQFCQEBAAUADA0IA0xZCAgFCgYDAQUSAD8zPzMSOS8rERIBOTkRMxEzETMRMzEwISMRIREjETMRIREzBULw%2FV7v7wKi8AKT%2FW0Ftv2qAlYAAAAAAQDBAAABsAW2AAMAEbYABQQBAwASAD8%2FERIBOTEwMxEzEcHvBbb6SgAAAAAB%2F2T%2BaAGqBbYADAAfQA4KAwcHDg0IAwAFTFkAIwA%2FKwAYPxESATkRMzMxMBMiJzUWMzI1ETMRFAYIYkJUPsTw1f5oGckV%2BAWJ%2Bn%2Fg7QAAAAEAwQAABR0FtgAOADVAHAsMAQAIBAQFAAIFDA4FEA8CDgMIBAULBgMBBRIAPzM%2FMxIXORESARc5ETMRMxEzETMxMCkBAQcRIxEzETY3ASEABwUd%2Fuv%2BNY3v72JhAYsBEP6BpgKWc%2F3dBbb9RnhvAdP%2BPr8AAQDBAAAEGwW2AAUAH0AOAwAFAAcGAQMAA0xZABIAPysAGD8REgE5OREzMTAzETMRIRXB7wJrBbb7F80AAQDBAAAGogW2ABQAPkAfEgsODg0UAAkCCAUFBgYJDQMWFQISCQMGCwcDAA4GEgA%2FMzM%2FMxIXORESARc5ETMRMzMRMzMRMxEzMzEwIQEjEhURIxEhATMBIREjETQSNyMBAzn%2BWAgR2QFRAZYGAaIBUuYLBAj%2BSQTF%2FvDu%2FTkFtvt1BIv6SgLTbQFeJfs9AAAAAQDBAAAFgwW2ABEAMkAXDAEQEAADCgcHCAgAExIDDAgQCQMBCBIAPzM%2FMxI5ORESATk5ETMRMzMRMxEzMzEwKQEBIxcWFREjESEBMyYCNREzBYP%2B2%2F0xCAUO2QEiAs0GAgzbBI1Bupr9CAW2%2B3kXASFRAv4AAAAAAgB5%2F%2BwF0wXNAAsAFwAoQBQMBhIABgAYGQkVTFkJBAMPTFkDEwA%2FKwAYPysREgE5OREzETMxMAEQACEgABEQACEgAAEQEjMyEhEQAiMiAgXT%2Fpv%2Buf61%2Fp0BZQFLAUYBZPuk2tbV2dfV19sC3f6b%2FnQBiQFqAWoBhP52%2Fpr%2B8v7pARQBEQENARb%2B6gACAMEAAASJBbYACgATADJAGQ8ACwUFBgYAFRQLBExZCwsHBhIHE0xZBwMAPysAGD8SOS8rERIBOTkRMxEzETMxMAEUBCEjESMRISAEATMyNjU0JisBBIn%2B1P7rmO8BpQESARH9J3%2B4rJqjpgP85fT93QW24P4WgIh%2BfAAAAgB5%2FqQF0wXNAA8AGwA7QB8FBAMGFgAQCgAEBgoEHRwNGUxZDQQFBwMHBxNMWQcTAD8rEQAzGBDGPysREgEXOREzETMRMxEzMTABEAIHASEBIyAAERAAISAAARASMzISERACIyICBdPLwgFe%2Fr7%2B7Cf%2Btf6dAWUBSwFGAWT7pNrW1dnX1dfbAt3%2B9v6USv6HAUgBiQFqAWoBhP52%2Fpr%2B8v7pARQBEQENARb%2B6gAAAAACAMEAAAUKBbYACAAVAERAIxIVBBAUEwAKCgsLEBMVBBcWEgkACUtZAAAMFAsSDAhMWQwDAD8rABg%2FMxI5LysRADMREgEXOREzETMRMxEzETMxMAEzMjY1NCYrARkBIxEhIAQVEAUBIQEBsKanlqKjnu8BnQEbARD%2B5AGd%2FvD%2BogMOfHp8bP1c%2FbgFttTW%2Fu90%2FXkCSAAAAAEAZP%2FsBAwFywAkADRAGwwAHRIFEhcABCYlDB0DFRUaTFkVBAMJTFkDEwA%2FKwAYPysREgA5ORESARc5ETMRMzEwARQEIyInNR4BMzI2NTQmJy4BNTQkMzIXByYjIgYVFB4BFx4CBAz%2B5vj4nmThYY6HfMLIpAEE29LQTMOZdHgwbo%2BhlkYBjcPeTeIvNmxbUnJOUdCSt9Jcw1JlUzlRSDtDdJIAAQAdAAAEaAW2AAcAJUASAAEBAwYDCQgBEgcDBANMWQQDAD8rEQAzGD8REgEXOREzMTAhIxEhNSEVIQK67%2F5SBEv%2BUgTpzc0AAQC0%2F%2BwFOwW2ABEAJUAREAELCAgBExIRCQMFDkxZBRMAPysAGD8zERIBOTkRMxEzMTABERQGBCMgADURMxEUFjMgGQEFO4v%2B%2Bbf%2B8P7S8KiuAVIFtvxOovODASD8A678Y7WsAWMDmwABAAAAAAT6BbYADAAqQBQDAgkAAQUEAQQJAw4NCQMABAMDEgA%2FPzMSORESARc5ETMRMxEzMzEwATMBIwEzAR4BFz4BNwQC%2BP4A%2FP4C9gExGDYIDTYRBbb6SgW2%2FHNBzTJMyDAAAQAMAAAHgwW2ABwAQEAhAQAYCgkQFRQFGxwNDAUMEBgcBR4dEAUYAwobFAwDAQoSAD8zPzMzEhc5ERIBFzkRMxEzETMzETMzETMzMTApAQMuAScOAQcDIQsBMxMWFz4BNxMzExYXNjcTMwYG%2Fvz4EDAFCi0P8v78vcD00TEVCywS7u30IycPOdDyA2g51ypAzDL8nALcAtr8rM2dVdJBA1b8pnftj90DUgAAAAEABAAABPYFtgALADVAHAEACQoHBgMEBAACBQYICgsIDQwCCAQJBgMBBBIAPzM%2FMxI5ORESARc5ETMRMxEzETMxMCkBCQEhCQEhCQEhAQT2%2Fu3%2Bkv6P%2FwAB5f46AQoBUgFSAQL%2BNwJW%2FaoC9gLA%2FdcCKf08AAAAAAEAAAAABLwFtgAIACxAFQECCAcABAQFAgUHAwoJAAUBBwMFEgA%2FPzMSORESARc5ETMSOREzETMxMAkBIQERIxEBIQJeAVoBBP4Z8P4bAQQDGwKb%2FIH9yQIvA4cAAQBCAAAEWAW2AAkAOEAdAwcIAgACBAcECwoHBAUFBExZBQMCCAEBCExZARIAPysREgA5GD8rERIAORESARc5ETMRMzEwKQE1ASE1IRUBIQRY%2B%2BoC4f0zA%2B79HAL4pgRDzaj7vwAAAAABAJr%2BvAJxBbYABwAfQA0EAAYBAQAJCAYBBQIDAD8zLzMREgE5OREzETMxMAEhESEVIREhAnH%2BKQHX%2FwABAP68Bvqw%2BmcAAAABABAAAAMOBbYAAwAcQAwCAQADAwEFBAMDAhIAPz8REgE5OREzETMxMBMBIwHuAiDd%2Fd8FtvpKBbYAAAABADP%2BvAIIBbYABwAfQA0DAAEGBgAJCAAHAwQDAD8zLzMREgE5OREzETMxMBchESE1IREhMwEA%2FwAB1f4rkwWZsPkGAAEAHQIXBC8FvgAGACdAEgIBBQQDBgAAAwUDCAcFAAQCAwA%2FzTI5ERIBFzkRMxEzETMzMTATATMBIwkBHQG0eQHlwv6j%2Fs0CFwOn%2FFkCtv1KAAAAAAH%2F%2FP7BA3P%2FSAADABG1AwUCBAECAC8zEQEzETMxMAEhNSEDc%2FyJA3f%2BwYcAAQFqBNkDUAYhAAkAE7YIAwsKBYAAAC8azRESATk5MTABLgEnNSEeARcVArJF0zABESaDLATZNMU6FUa2MxkAAAIAWv%2FsBAQEZgAbACYASUAmDAEfHxskCAgUGwMoJwIFFwwgSlkMDAUXABUXEEhZFxAFHEhZBRYAPysAGD8rABg%2FERI5LysREgA5ERIBFzkRMxEzETMzMTAhJyMOASMiJjU0NiU3NTQmIyIGByc%2BATMyFhURJTI2PQEHDgEVFBYDXC8IUKJ%2Fo7f%2BAQS%2FY2hVnEhMWtZf09f9%2BoCbjqaXWJplSbChq64IBjtqaTIiqC8xuMX9F6CPgWAGBmNmSlEAAAIAqP%2FsBJMGFAATAB8AQEAhCRgRAw0eAw0LCwMhIAgRBgAMAAsVABRGWQAQBhtGWQYWAD8rABg%2FKwAYPz8REjk5ERIBOTkRMxEzERczMTABMhIREAIjIicjByMRMxEUBgczNhciBgcVFBYzMjY1EALdz%2Bfq0NJ0ECuw6wgCCnCdjn0CgJF9gQRm%2FtT%2B8f7w%2FtGXgwYU%2Fo4pohalwKfEEMq1xrsBeQAAAAEAZv%2FsA7QEZgAVACZAFA0DAwgSAxcWBgtGWQYQABBGWQAWAD8rABg%2FKxESARc5ETMxMAUiABEQACEyFwcmIyARFBYzMjcVDgECZvv%2B%2BwERAQKvjEeVYf7hj4qdjD%2BPFAElARIBFwEsQb06%2FoO6u07NJSAAAgBm%2F%2BwEVAYUABIAHwBAQCEQFwkDDAwOHQMOAyEgCREABgwADxUGGkZZBhAAE0ZZABYAPysAGD8rABg%2FPxESOTkREgE5OREzETMRFzMxMAUiAhEQEjMyFzMmNREzESMnIwYnMjY3NTQmIyIGFRQWAh3P6OvQ2nIMEey4KQtxm5GEAoiRfIaCFAEsAQ8BEAEvoXdFAZP57JGlvqO3IdGwybq4wQACAGb%2F7AQ5BGYAFAAbAEdAJxkKGAsLAwMKEQMdHBgLSFkMGBwYAhADGBgABgYVSFkGEAAOR1kAFgA%2FKwAYPysREgA5GC9fXl0rERIBFzkRMxEzETMxMAUgABEQADMyEh0BIR4BMzI2NxUOAQMiBgchLgECi%2F7%2B%2Ft0BDuzb%2Fv0fBaSVYqlhVrCccIcNAfYCgBQBLQEIAQ8BNv726X%2BhrSUrvykiA8iOiImNAAAAAQAjAAADQgYfABUAO0AeDRQUBwICAwADBQMXFgMVCxBGWQsABQEUAUhZBxQPAD8zKxEAMxg%2FKwAYPxESARc5ETMSOTkRMzEwASERIxEjNTc1NDYzMhcHJiMiBh0BIQLT%2FvLstra4vXx4PldPUEkBDgOg%2FGADoG5ISMS9KbIcY2NIAAAAAwAX%2FhQETgRmACsAOABDAHJAPSsCJT4FOSUMHzITLBkABRMZHyUGRUQiCAg8SlkICBYoHDYPDzZGWQ8PFigoQUpZKBArAklZKw8WL0lZFhsAPysAGD8rABg%2FKxESADkYLysREgA5ERI5GC8rEQAzERIBFzkRMxEzETMRMxEzEjk5MTABFQceARUUBiMiJwYVFBY7ATIWFRQEISImNTQ2Ny4BNTQ2Ny4BNTQ2MzIWFwEUFjMyNjU0JisBIgYTFBYzMjU0JiMiBgROvRoi7M81K0xHX8G3vv7K%2Ftvi7oF0Lz1GRVZr49IvZxr%2BGol8wLxnjLJld2VrZMxlZ2ZpBFKBIyNmOavECC8%2FJiack7zMoJRmixsUWTE%2BViolp3C0xg0H%2BwJMUm5bSD1fA0docNpsdXQAAAABAKgAAAR1BhQAFQAzQBkBAA8NCQkKAAoXFg8KExMFRlkTEAsAAQoVAD8zPz8rERIAORESATk5ETMRMzMRMzEwISMRNCYjIgYVESMRMxEUBzM%2BATMgEQR17GdwlIvr6wwPMKtyAZICqIB%2BsdD92wYU%2FnVfbFBY%2FmsAAAAAAgCaAAABogX6AAMADwA2QCIKAAQAAQEREA0fBy8HAl8Hbwd%2FB58HrwffB%2B8HBwcCDwEVAD8%2FL11xzRESATkRMzMRMzEwISMRMwM0NjMyFhUUBiMiJgGT6%2Bv5RUA%2BRUU%2BQEUEUgElP0REPzxFRQAAAAL%2Fh%2F4UAaIF%2BgAMABgAQ0AqEwoKDQMDBwcaGRZADxAfEC8QTxBfEI8QnxDPEN8QCQ4DEAgPAAVGWQAbAD8rABg%2FL19eXRrNERIBOREXMxEzMTATIic1FjMyNREzERQGAzQ2MzIWFRQGIyImN2pGREeW67NGRUA%2BRUU%2BQEX%2BFBm6EqoE0%2Fsdq7AHYz9ERD88RUUAAAABAKgAAASJBhQADgA6QB8CAwYFDgwJCQoDBAUHCgUQDw4IBwQECgILAAIPBgoVAD8zPz8REhc5ERIBFzkRMxEzMxEzETMxMAE3ASEJASEBBxEjETMRBwGLhQFOAQ%2F%2BQwHZ%2Fuz%2BnYHp6QwCSKYBZP4l%2FYkB5Wr%2BhQYU%2FQnVAAAAAAEAqAAAAZMGFAADABZACQABAQUEAgABFQA%2FPxESATkRMzEwISMRMwGT6%2BsGFAAAAAEAqAAABwYEZgAjAEZAIxwbEwAAAQ0JCQoBChsDJSQUDQoRCw8cAQoVIAURBUZZFxEQAD8zKxEAMxg%2FMzM%2FERI5ORESARc5ETMRMxEzEjkRMzEwISMRNCYjIgYVESMRMxczPgEzIBczPgEzMhYVESMRNCYjIgYVBEzsYGaIf%2Bu4IQwur2kA%2F1MQMbJzxrXrYWaJfwKqf32xzv3ZBFKRT1auUlzIzf0vAqp%2FfauxAAAAAQCoAAAEdQRmABMAMUAYDQkJCgEACgAUFQ0KEREFRlkREAsPAQoVAD8zPz8rERIAORESATk5ETMRMxEzMTAhIxE0JiMiBhURIxEzFzM%2BATMgEQR17GdwlYrruCEMMrhwAY4CqIB%2BsM%2F92QRSkU9W%2FmsAAAACAGb%2F7AR9BGYADAAVAChAFA0HEQAHABYXChNGWQoQAw9GWQMWAD8rABg%2FKxESATk5ETMRMzEwARAAIyImAjUQADMyAAEQISARECEiBgR9%2Fur4m%2B6AART78AEY%2FNsBGwEY%2FuaUhQIr%2FvH%2B0IwBBq0BDQEu%2Fsv%2B%2Bv6BAX8Be8QAAAIAqP4UBJMEZgATACAAP0AgGAsDBgYHHhEHESEiAwsADg4URlkOEAgPBxsAG0ZZABYAPysAGD8%2FPysREgA5ORESATk5ETMRMxEzMzMxMAUiJyMWFREjETMWFzM2MzISERACASIGHQEUFjMyNjU0JgLZ0nQODuu%2BCBkMbtzP5%2Bv%2B%2BIyBgJF6hIMUl4we%2FjsGPh91qP7U%2FvH%2B8f7QA7qktCPKtci5ur8AAAIAZv4UBFQEZgALACAAQEAgHhYDGhoZCg8ZDyIhGhsXDx8WDBISB0ZZEhAMAEZZDBYAPysAGD8rERIAOTkYPz8REgE5OREzETMRMzMzMTAlMjY9ATQmIyIGFRAXIgIREBIzMhYXMzczESMRNDY3IwYCXpSBhZR%2BhMPN6OzPaKVBCBrD7AgDDWioq60lzbTIu%2F6FvAEtAQ4BDgExTViR%2BcIB1SxiGqUAAAEAqAAAA04EZgAQACNAEA0JCQoCChIRCw8NChUFABAAPzI%2FOT8REgE5OREzETMxMAEyFwcmIyIGFREjETMXMz4BAtlHLhcyNo2v67gfDDexBGYK2wy4k%2F2%2BBFLDY3QAAAEAYv%2FsA48EZgAhADRAGwoAGxEABhEWBCMiChsDFBQZR1kUEAMISFkDFgA%2FKwAYPysREgA5ORESARc5ETMRMzEwARQGIyInNRYzMjU0LgEnLgE1NDYzMhcHJiMiFRQWFx4CA4%2Fs3N2Gw6jZMG5iv4flxcOuTLN6umGjiXw8ATuirUPLWoMqODwmSpR2jp1PsUpqNEg%2FNVhzAAAAAAEAJ%2F%2FsAvAFSAAVAD1AHw8MExMIAggKEQQXFg0PQAkSDA8PEkhZDw8GAEZZBhYAPysAGD8rEQAzETMaGBDNERIBFzkRMxI5OTEwJTI3FQ4BIyAZASM1PwEzFSEVIREUFgJEVlYne0L%2BspeiUJEBO%2F7FVaobsREXAWACVGhW6vay%2FbBVUQAAAAABAJ7%2F7ARtBFIAFAAwQBcBEREUCwgUCBYVAgUSCQ8AFQUORlkFFgA%2FKwAYPz8zEjkREgE5OREzETMRMzEwIScjDgEjIiY1ETMRFBYzMjY1ETMRA7QhDDG1dMnG7WhvlIvskU1YyMsC0%2F1Wf3%2Bx0AIn%2B64AAAEAAAAABEgEUgALAChAEwkKAgELAAUBCgUDDQwJAQ8FABUAPzI%2FMxESARc5ETMzETMRMzEwIQEzExYXMzY3EzMBAaT%2BXPjhOgwICT3h%2Bv5aBFL9faJkSL4Cg%2FuuAAAAAAEAFAAABnMEUgAdAD5AIR0AFxMSBAgHDhscCgkECQ4XHAUfHgANFwMIFQkbBAMSDwA%2FFzM%2FFzMREgEXOREzETMRMzMRMzMRMzMxMCEDJgMjAgcDIQEzExYXMz4BNxMhEx4BFzM2NxMzAQQzjxpECToik%2F78%2FsrwjTAUBgopD6gBAqMPLQQIDzeP7P7IAgRSASv%2B8nH9%2FgRS%2Fd%2FKkEm9LwJG%2Fboxyjh73QIh%2B64AAAAAAQAZAAAETgRSAAsAM0AaCAcEBQIBCgsAAQUGBwsGDQwJAwsEAQ8ICxUAPzM%2FMxI5ORESARc5ETMRMxEzETMxMAkBIRsBIQkBIQkBIQGe%2Fo0BDPz%2BAQr%2BjAGH%2Fvb%2B7%2F7w%2FvYCNQId%2Fn0Bg%2F3j%2FcsBnv5iAAABAAD%2BFARKBFIAFAAzQBoUCgQICQEAAAQJDwQWFQQUFQgADwwRRlkMGwA%2FKwAYPzM%2FMxESARc5ETMRMxEzMzEwESETFhczPgETMwECISInNRYzMj8BAQDhMxEICTDm%2Fv4ngf7TTko1RKpFKQRS%2FY2GdjedApv7G%2F6nEboMxWgAAAEARAAAA4sEUgAJADhAHQMHCAICBAcJBAsKBwQFBQRIWQUPAggBAQhIWQEVAD8rERIAORg%2FKxESADkREgEXOREzETMxMCkBNQEhNSEVASEDi%2Fy5Ai%2F98wMV%2Fd0CM5EDDbSk%2FQYAAAAAAQAt%2FrwC6QW2ABwARUAnCxgSAg4HFRUcAhgcAx4dEQICDwN%2FA48DrwO%2FA88DBgMDChgZCwoDAD8zLzMSOS9dMxI5ERIBFzkRMxI5ORE5ETMxMAE0ITUyNjURNDYzFQ4BFREUBxUWFREUFhcVLgE1ATf%2B9oeD2dlyZ%2BXlZnPnywEfur9bXQE3nJO2BVNS%2FtfHJwwkyf7VUlQCtwKZqwAAAAEB2f4fAo0GEAADABS3AgMDBQQDAAAAPy8REgE5ETMxMAEzESMB2bS0BhD4DwAAAAEALf68AssFtgAeAEVAJwsbEgQXDgcHAAAEGwMgHwwbGw8afxqPGq8avxrPGgYaGhMEAxITAwA%2FMy8zEjkvXTMSORESARc5ETMSOTkRMxE5MTAFFAYHNT4BNRE0Njc1JjURNCYnNTIWFREUFjMVIgYVAc%2FH219qanvlW27fw399e4EUnJICtwFLXAEGeYQVDCfHASlSUwW2ma7%2B4WRUv1VlAAAAAQBgAjsEMQNoABUAQEAkDwMXFg4GAxERC1JZABEQEQIJAxEGQAYAUlkPBh8GPwZvBgQGAC9dKwAaGBDNX15dKwAQGMQQxhESATk5MTABIgYHNTYzMhYXFjMyNjcVBiMiJicmAUoyez1jl0J2WINZNH06aZFBfVR%2FArQ8Pb9sGiU3Pjq%2Bbx8jNwAAAAACAIX%2BjQGuBF4AAwAPAChAEgQCCgIDAxEQAAANAw0HUVkNEAA%2FKwAYLxI5LxESATkRMzMRMzEwEzMTIQEUBiMiJjU0NjMyFsGuM%2F7rASFLSkhMTEhITQKF%2FAgFOEpOT0lFVFEAAQCm%2F%2BwD9gXLABwASkApDgILAgUWCAUIEBwEHh0FAgIZTVkAAhACAhADAgQZDhNNWQuQDgEODAcAP81dMisAGD%2FFX15dKxEAMxESARc5ETMRMzMRMzEwJQYHFSM1JgI1NBI3NTMVFhcHJiMiBhUUFjMyNjcD23eLnM%2FIyc6emINGkmiSjJCKS4dX7jsFwsgfARj6%2FgEeIKqiBT28O77BwrIeJQABAEgAAARWBckAHQBVQC4aCAsLFw8TAgkQExcYBh8eCxgZGE9ZCA8ZAQsDGRkSAAAFTVkABxMPEg9OWRIYAD8rEQAzGD8rERIAORgvX15dMysRADMREgEXOREzETMSOTkxMAEyFwcmIyIdASEVIRUUBgchFSE1PgE9ASM1MxE0NgKywrVMonrNAY3%2Bc0JQAvT78mJevLzjBclStkfb9Ky2W4Atz8MehHC4rAEAvNQAAAIAdQECBBsEpAAbACcAOkAlIg4cAAACBQkMDhATFxoKKSgJDBATFxoCBQgfFSUPBx8HbwcDBwAvXTPEMhc5ERIBFzkRMxEzMTATNDcnNxc2MzIXNxcHFhUUBxcHJwYjIicHJzcmNxQWMzI2NTQmIyIGukCFeYNkc3NihXmDPz%2BBd4Vjcn5Zg3eDQKiIXmGIiGFdiQLTbWiFd4E%2FQYN1hWRzd2KBd4E9PX93gWN0YoWFYmGIiAAAAAABABIAAAR9BbYAFgBbQDMABxADCwsMAgUJDA4SFQcYFwYSExJQWQADDxMfEwIJAxMTDBUKDg8OUFkHDw8MARUGDBgAPz8zEjkvMysRADMREjkYL19eXTMzKxEAMxESARc5ETMSFzkxMAkBMwEzFSEVIRUhFSM1ITUhNSE1MwEzAkgBQfT%2BceP%2B5wEZ%2Fufh%2FuUBG%2F7l4P529gMdApn9CJeamfT0mZqXAvgAAAAAAgHZ%2Fh8CjQYQAAMABwAkQBADAgUFBAQJCAMEAwQHGwAAAD8%2FOTkvLxESATkRMxI5OTEwATMRIxEzESMB2bS0tLQGEPzm%2FkX85AAAAAIAc%2F%2FyA4kGIwAtADkATUAsNBcmGy4AEQUyGTcDAAMFCxcZGyEIOzoDGTcUMioGHggID0lZCAEeJElZHhYAPysAGD8rERIAFzkREgEXOREzETMRMxEzETMRMzEwEzQ2NyY1NDYzMhYXBy4BIyIVFBYXHgEVFAcWFRQGIyInNR4BMzI1NC4BJy4CNxQeARc2NTQmJw4BgU1Jktu5W6ZjRHR4PcJuiK%2BWi4vs0NSGTcBR6ypkYY2CPbgwbYxtfJ82RQMnUIMrU5iBkiIqojIabTZPM0SdbbFZUI%2BOpUezKDODKzY2JjdddWEtRkQ4QWdLZzUQWwACASUFAgOWBewACwAXAB5ADAwSBgASABkYDwMVCQAvM80yERIBOTkRMxEzMTABNDYzMhYVFAYjIiYlNDYzMhYVFAYjIiYBJUMwNT9ANDBDAYlDMDVAQjMwQwV3Pjc%2BNzVAOjs%2BNz43Nj86AAADAGT%2F7AZEBcsAFgAmADYARkAoAw8vHycXCQ8UFx8FODcAABIQEgISEhsGDwwfDJ8MAwwMIzMbBCsjEwA%2FMz8zEjkvXTMROS9dMxESARc5ETMRMxEzMTABIgYVFBYzMjY3FQYjIiY1NDYzMhcHJgE0EiQzMgQSFRQCBCMiJAI3FBIEMzIkEjU0AiQjIgQCA31veGx7N34uc3jF2dzEiohBavyGyAFeysgBXsrC%2FqLQz%2F6iw3upASSoqgEkp6n%2B26eo%2Ft%2BsBAqhjpOeHhWeM%2FHe1vdGjzf%2B0cgBXsrI%2FqLKxf6m0M8BWsaq%2Ft2oqwEhqagBJaim%2FtwAAAIAOQMCApMFxwAXACEAOUAdCwEhIRcbBwcRFwMjIiELCxMdAQAABBAEAgQOEwQAPzPUXcQzMxI5LzMREgEXOREzETMRMzMxMAEnDgEjIiY1NDY%2FATQmIyIHJzYzMhYVEQEOARUUMzI2PQECIx0udkdxcaioa0VFWng2kI2Kiv7%2BR21gW1wDDmE3NmlqaG8GBEhIOHNGfX3%2BQQE8AkAxWFJSKwAAAgBSAGgEIQPhAAYADQApQBMDBgoNAgQLCQkEDQYEDg8MBQgBAC8zxDIREgEXOREzETMRMxEzMTATARcJAQcBJQEXCQEHAVIBZKj%2B5gEaqP6cAcIBZaj%2B5QEbqP6bAjEBsF7%2Bov6kYQGvGgGwXv6i%2FqRhAa8AAAAAAQBgAQAEMQMrAAUAI0AQAQADAAcGAQQEA1JZLwQBBAAvXSsAGBDEERIBOTkRMzEwASMRITUhBDGy%2FOED0QEAAXmyAP%2F%2FAEgBwQJKAokSBgAQAAAABABk%2F%2BwGRAXLAAgAFQAlADUAXUAzBAkLDg0MABAQES4eJhYJDA4RFh4GNzYPAAASDQ8RHxECEREaCAASEBICEhIiMhoEKiITAD8zPzMSOS9dMxE5L10zEjkvMxESARc5ETMRMxEzETMRMxEzETMxMAEzMjY1NCYrAQUUBxMjAyMRIxEhMhYBNBIkMzIEEhUUAgQjIiQCNxQSBDMyJBI1NAIkIyIEAgLsRUpMSU9DAZmZ7dPAWr0BBq6i%2B9%2FIAV7KyAFeysL%2BotDP%2FqLDe6kBJKiqASSnqf7bp6j%2B36wDAkZBSDl9qz7%2BcwFa%2FqYDh4j%2BxcgBXsrI%2FqLKxf6m0M8BWsaq%2Ft2oqwEhqagBJaim%2FtwAAAAAAf%2F6BhQEBga4AAMAEbUABQEEAQIALzMRATMRMzEwASE1IQQG%2B%2FQEDAYUpAACAG0DOQL%2BBcsADAAYAB9ADRMGDQAGABoZEAkWAwQAPzPEMhESATk5ETMRMzEwEzQ2MzIWFRQGIyIuATcUFjMyNjU0JiMiBm2%2Bi4q%2BwIhYmViZZkpKZmhISGgEgYfDwIqLvVeYWUZoZ0dMZmgAAAAAAgBgAAAEMQThAAsADwA3QB4GAwoKCwwPAQgLBREQDA1SWQwSCQECAVJZBp8CAQIAL10zKxEAMxg%2FKxESARc5ETMSOTkxMAEhNSERMxEhFSERIwE1IRUB7v5yAY60AY%2F%2BcbT%2BcgPRApiyAZf%2BabL%2Bav7%2BsrIAAAAAAQAzAkoCpgXJABYAJ0ATBhEVAgIMERYEGBcJDh8CFRUBIAA%2FMxI5PzMREgEXOREzETMxMAEhNTc%2BATU0JiMiByc2MzIWFRQGDwEhAqb9jeZ1QUAzXWxei6qIl1yJiwGNAkqH4XBqOzQ2WHl3hHJTl3%2BBAAABAC0COQKiBckAIwA5QB8XABAGAAYLEx4DBiUkAxMTHxQBHxQBFBQJGiEfDgkhAD8zPzMSOS9dcTMSORESARc5ETMRMzEwARQGBx4BFRQGIyInNRYzMjU0KwE1MzI1NCYjIgYHJz4BMzIWAoVRT15fuq2UepF9s8dzabhFODlhOVQ9kmKGnQTjS18nFW5Nf4o%2BnU%2BHfYWBNDgoJXIuO3sAAQFqBNkDUAYhAAkAE7YFAAsKBYAAAC8azRESATk5MTABNT4BNyEVDgEHAWo5eSMBETTPRwTZGUasPRU9wTUAAAEAqP4UBHUEUgAYADtAHQoFBQgRABUVFhYIGhkRCw4GFw8JFRYbDgJGWQ4WAD8rABg%2FPz8zEjk5ERIBOTkRMxEzMxEzETMxMAEUMzI2NREzESMnIw4BIyInIx4BFREjETMBk9qSiuy3Ig0wj2iMTwQDB%2BvrAab8sdACJ%2Fuuk1NUWhyyJP7ABj4AAAAAAQBx%2FvwEdwYUAA8ALUAVAQAEBQAFCwMREAEFCAgOBQ4DS1kOAC8rABgvEjkvETMREgEXOREzETMxMAEjESMRIxEGIyImNRA2MyEEd4m%2FiT5U2Mva6AJE%2FvwGf%2FmBAzMS%2BvsBBP4AAAABAIUCOQGuA2oACwAXQAoGAAANDAMJUVkDAC8rERIBOREzMTATNDYzMhYVFAYjIiaFTEhJTE1ISEwC00lOUUZHU1IAAAEAAP4UAaoAAAARAC1AFw8MCgAABQwDExIMD0ALDkgPDw4HAhsOAC8%2FMxI5LyszERIBFzkRMxEzMTABFCEiJzUWMzI2NTQnNzMHHgEBqv7PQjc2RTY%2Fs1SYKVBa%2FvLeD4kOIS1VGaZYFV8AAAEAVAJKAhQFtgAKACJAEAAECQMBCAEMCwcJASAECR4APzM%2FEjkREgE5OREXMzEwASMRPwEOAQcnJTMCFLoDBREvdlgBGacCSgIAZ1sSLFlw0QAAAAIAPQMCAs8FxwALABcAJUASEgAMBgAGGRgPAAMQAwIDFQkEAD8zxF0yERIBOTkRMxEzMTABFAYjIiY1NDYzMhYFFBYzMjY1NCYjIgYCz6%2BdlrCxmZiw%2FhBOWFhOTlhYTgRkpL6%2Fo6m6vaZvbm5vcW1tAAAAAgBQAGgEIQPhAAYADQAlQBILCQQCAAMHAgoJBg4PCAEBDAUALzPELzIREgEXOREzETMxMAkBJwkBNwEFAScJATcBBCH%2BmagBG%2F7lqAFn%2Fj3%2BmqgBGv7mqAFmAhf%2BUWEBXAFeXv5QGv5RYQFcAV5e%2FlAAAP%2F%2FADwAAAYxBbYQJwDTAqYAABAmAHvoABEHANQDXP23AAmzAwIRGAA%2FNTUA%2F%2F8ALgAABkgFthAnANMCgwAAECYAe9oAEQcAdAOi%2FbcAB7ICEBgAPzUAAAD%2F%2FwA3AAAGaAXJECcA0wL4AAAQJwDUA5P9txEGAHUKAAAJswIBBxgAPzU1AAACADf%2BdwOWBF4AGwAnAEhAJhwiABsHExMbIgMpKAQXFwAbEBsCCwMbGxAlJR9RWSUQEApLWRAiAD8rABg%2FKxESADkYL19eXTkRMxESARc5ETMRMxEzMTABFRQGBw4BFRQWMzI2NxcGIyImNTQ%2BATc%2BAT0BExQGIyImNTQ2MzIWAotSZnw%2BbGtaqFJS3MzP6CpWcl4%2B70tKSExMSEhNAoU%2FapZQYmJLTl43JrNuv6lJcmhaTGFPLQFASk5PSUVUUf%2F%2FAAAAAAVKB3MSJgAkAAARBwBD%2F%2BQBUgAIswIZBSYAKzUAAP%2F%2FAAAAAAVKB3MSJgAkAAARBwB2AKoBUgAIswIZBSYAKzUAAP%2F%2FAAAAAAVKB3MSJgAkAAARBwDFADsBUgAIswIcBSYAKzUAAP%2F%2FAAAAAAVKB0gSJgAkAAARBwDHAC0BUgAIswIYBSYAKzUAAP%2F%2FAAAAAAVKBz4SJgAkAAARBwBqAEYBUgAKtAMCJQUmACs1Nf%2F%2FAAAAAAVKBwkSJgAkAAARBgDGVm0ACbMDAiQDAD81NQAAAAAC%2F%2F4AAAbTBbYADwATAGVANgYTExERCg4OAQgABAUFAAEMEBIFFRQKDUxZCgoBBhADTFkQEAEGBRIJEwYTTFkGAwEOTFkBEgA%2FKwAYPysRADMYPxESOS8rERIAORgvKxESARc5MxEzETMRMxI5OREzETMxMCkBESEDIwEhFSERIRUhESEBIREjBtP81f4IvPYCpgQv%2FcUCFP3sAjv7NwGeewGW%2FmoFtsr%2Bcsj%2BNQGZAoEAAP%2F%2FAHn%2BFATPBcsSJgAmAAAQBwB6Ag4AAP%2F%2FAMEAAAP8B3MSJgAoAAARBwBD%2F7cBUgAIswEVBSYAKzUAAP%2F%2FAMEAAAP8B3MSJgAoAAARBwB2AE4BUgAIswEVBSYAKzUAAP%2F%2FAMEAAAP8B3MSJgAoAAARBwDF%2F%2FkBUgAIswEYBSYAKzUAAP%2F%2FAMEAAAP8Bz4SJgAoAAARBwBqAAQBUgAKtAIBIQUmACs1Nf%2F%2F%2F%2FoAAAHgB3MSJgAsAAARBwBD%2FpABUgAIswENBSYAKzUAAP%2F%2FALMAAAKZB3MSJgAsAAARBwB2%2F0kBUgAIswENBSYAKzUAAP%2F%2F%2F7UAAAK3B3MSJgAsAAARBwDF%2FtIBUgAIswEQBSYAKzUAAP%2F%2FAAEAAAJyBz4SJgAsAAARBwBq%2FtwBUgAKtAIBGQUmACs1NQACAC8AAAVeBbYADAAYAEdAJQ0AEggWFgQABAYUBBoZFQYHBkxZEgcHBAkJEUxZCQMEFkxZBBIAPysAGD8rERIAORgvMysRADMREgEXOREzEjk5ETMxMAEQACkBESM1MxEhIAADEAIrAREhFSERMyAFXv5u%2Fob%2Bb5KSAb4BWwGE%2FPn0xQEz%2Fs2gAhIC6f6Y%2Fn8Cb8gCf%2F6H%2FqQBBAEJ%2FknI%2FloA%2F%2F8AwQAABYMHSBImADEAABEHAMcAsgFSAAizARoFJgArNQAA%2F%2F8Aef%2FsBdMHcxImADIAABEHAEMAdwFSAAizAiEFJgArNQAA%2F%2F8Aef%2FsBdMHcxImADIAABEHAHYBJwFSAAizAiEFJgArNQAA%2F%2F8Aef%2FsBdMHcxImADIAABEHAMUAugFSAAizAiQFJgArNQAA%2F%2F8Aef%2FsBdMHSBImADIAABEHAMcArgFSAAizAiAFJgArNQAA%2F%2F8Aef%2FsBdMHPhImADIAABEHAGoAywFSAAq0AwItBSYAKzU1AAEAgwEOBA4EmAALABxADwEDBQcJCwYNDC8AXwACAAAZL10REgEXOTEwCQE3CQEXCQEHCQEnAcn%2Bun0BSAFJff63AUV7%2Frf%2BvH0C0wFGf%2F66AUZ7%2Frb%2BuH0BRv66fQAAAAMAef%2B0BdMF%2FAATABsAIwBOQC0WFx4fBBQcFAAcCgAFCAoPBSUkFx4WHwQhGQ8SCAUEAw0NIUxZDQQDGUxZAxMAPysAGD8rERIAFzkREhc5ERIBFzkRMxEzERIXOTEwARAAISInByc3JhEQACEyFzcXBxYDNCcBFjMyEgEUFwEmIyICBdP%2Bm%2F651ZRejWK8AWUBS8ebWo5jw%2F5Q%2FbZhi9XZ%2FKJOAktci9fbAt3%2Bm%2F50UYlekMQBeQFqAYRSgVyMx%2F6Q4Yj8rjwBFAER54MDUjv%2B6gD%2F%2FwC0%2F%2BwFOwdzEiYAOAAAEQcAQwA3AVIACLMBGwUmACs1AAD%2F%2FwC0%2F%2BwFOwdzEiYAOAAAEQcAdgDuAVIACLMBGwUmACs1AAD%2F%2FwC0%2F%2BwFOwdzEiYAOAAAEQcAxQCLAVIACLMBHgUmACs1AAD%2F%2FwC0%2F%2BwFOwc%2BEiYAOAAAEQcAagCYAVIACrQCAScFJgArNTX%2F%2FwAAAAAEvAdzEiYAPAAAEQcAdgBYAVIACLMBEgUmACs1AAAAAgDBAAAEkQW2AAwAFQBGQCURAA0JBQUGBgAXFgkVTFkACRAJAgwDCQkGBw0ETFkNDQYHAwYSAD8%2FEjkvKxESADkYL19eXSsREgE5OREzETMzETMxMAEUBCEjESMRMxUzIAQBMzI2NTQmKwEEkf7c%2Fuuo7%2B%2FFAQwBEP0fhbusnKykAwjj9P7PBbbz4P4Vfox%2FewAAAAEAqP%2FsBQIGHwAzAEFAIiUABh8ZDiwtAA4UHy0FNTQZJRExLRUxKEZZMQARF0hZERYAPysAGD8rABg%2FERI5ORESARc5ETMRMxEzETMxMAEUBgcOARUUFh8BHgIVFAYjIic1HgEzMjU0JicuATU0Njc%2BATU0JiMiBhURIxE0JDMyBAR9TUJaNi05X1xXLNbMvm06okPARXl3aERHS0CGb3%2BG6wEB7%2BEBBATlSoUzRTocHjMmQD5fcEelrEHHJTGXPVhKSXxUP2k1N1UzSFFsaftzBJHBzagA%2F%2F8AWv%2FsBAQGIRImAEQAABEGAEOZAAAIswIwESYAKzX%2F%2FwBa%2F%2BwEBAYhEiYARAAAEQYAdkwAAAizAjARJgArNf%2F%2FAFr%2F7AQEBiESJgBEAAARBgDF6AAACLMCMxEmACs1%2F%2F8AWv%2FsBAQF9hImAEQAABEGAMfkAAAIswIvESYAKzX%2F%2FwBa%2F%2BwEBAXsEiYARAAAEQYAavUAAAq0AwI8ESYAKzU1AAD%2F%2FwBa%2F%2BwEBAacEiYARAAAEQYAxg4AAAq0AwIqESYAKzU1AAAAAwBa%2F%2BwGuARmACYAMAA3AHNAPyEPFgQtNBYWLTUVJwAAChUaLQU5OA8hJA0ELUpZBAQkDTQWSVk0NCQNETFIWQ0HSFkRDRAeGEdZJClIWR4kFgA%2FMysrABg%2FMysrERIAORgvKxESADkYLysREgA5ORESARc5ETMRMxEzETMRMxI5OTEwEzQ2PwE1NCMiByc%2BATMyFzYzMhIdASESITI3FQ4BIyImJw4BIyImNxQzMjY9AQcOAQEiBgchNCZa8%2Fm8yY2mSljRY%2FFjeOLO9P04CgEjuKxWq26M2UNewZGlu%2FSmfJCHm5ADpHCDCQHZdQE9rK0IBkzCUqYvMZub%2FvPkf%2F6wUL8pIm1ufV60m5uRf2AGBmECEYuLgpQAAP%2F%2FAGb%2BFAO0BGYSJgBGAAAQBwB6AWQAAP%2F%2FAGb%2F7AQ5BiESJgBIAAARBgBDrwAACLMCJREmACs1%2F%2F8AZv%2FsBDkGIRImAEgAABEGAHZgAAAIswIlESYAKzX%2F%2FwBm%2F%2BwEOQYhEiYASAAAEQYAxQAAAAizAigRJgArNf%2F%2FAGb%2F7AQ5BewSJgBIAAARBgBqDgAACrQDAjERJgArNTUAAP%2F%2F%2F7sAAAGhBiESJgDCAAARBwBD%2FlEAAAAIswENESYAKzUAAP%2F%2FAJwAAAKCBiESJgDCAAARBwB2%2FzIAAAAIswENESYAKzUAAP%2F%2F%2F5wAAAKeBiESJgDCAAARBwDF%2FrkAAAAIswEQESYAKzUAAP%2F%2F%2F%2BcAAAJYBewSJgDCAAARBwBq%2FsIAAAAKtAIBGREmACs1NQACAGb%2F7AR9BiEAGwAnAFBAKwwcHAAiBgAGEBMYBSkoFhkRDhAFFw8PFAwDCQkfR1kJCQMXFAEDJUdZAxYAPysAGD%2FGEjkvKxESADkSORgvEhc5ERIBFzkRMxEzETMxMAEQACMiADU0ADMyFzcmJwcnNyYnNxYXNxcHFhIDNCYjIgYVFBYzMjYEff7t%2B%2Bv%2B4gEG3NZXCD6l%2BljMVlFUjHbnWLyYn%2FCXg5eGlImUhgI3%2Fun%2BzAEQ5ecBDW8EvZyWhXc7K5I%2FUYqBcYz%2BhP7pf5aknpmitgAAAP%2F%2FAKgAAAR1BfYSJgBRAAARBgDHIQAACLMBHBEmACs1%2F%2F8AZv%2FsBH0GIRImAFIAABEGAEO7AAAIswIfESYAKzX%2F%2FwBm%2F%2BwEfQYhEiYAUgAAEQYAdm8AAAizAh8RJgArNf%2F%2FAGb%2F7AR9BiESJgBSAAARBgDFDAAACLMCIhEmACs1%2F%2F8AZv%2FsBH0F9hImAFIAABEGAMf%2FAAAIswIeESYAKzX%2F%2FwBm%2F%2BwEfQXsEiYAUgAAEQYAahIAAAq0AwIrESYAKzU1AAAAAwBgAOwEMQS2AAMADwAbADRAGhYQCgQAAwQQBB0cBw0ZEw0TAQEAUlkvAQEBAC9dKxEAMzMYLzMvMxESARc5ETMRMzEwEzUhFQE0NjMyFhUUBiMiJhE0NjMyFhUUBiMiJmAD0f2YP0A9QEQ5PEM%2FQD1ARDk8QwJ5srL%2B%2FEBHSD8%2FSkcC%2FEBHSD8%2FSkcAAAAAAwBm%2F7gEfQSLABMAGwAiAE9ALhYXHh8EHBQcABQKAAUICg8SBiQjFx4WHwQhGQ8SCAUEAw0NGUZZDRADIUZZAxYAPysAGD8rERIAFzkREhc5ERIBFzkRMxEzERIXOTEwARAAIyInByc3JhEQADMyFzcXBxYBFBcBJiMiBgU0JwEWMyAEff7q%2BJBqTIdSjgEU%2B5ByRYhOh%2FzbJQGHPFeUhQIzIf59NlYBGAIr%2FvH%2B0DltWnWbAQkBDQEuP2RcbJj%2FAIdUAi8nxLd5Uv3XIQAA%2F%2F8Anv%2FsBG0GIRImAFgAABEGAEO3AAAIswEeESYAKzX%2F%2FwCe%2F%2BwEbQYhEiYAWAAAEQcAdgCLAAAACLMBHhEmACs1AAD%2F%2FwCe%2F%2BwEbQYhEiYAWAAAEQYAxSEAAAizASERJgArNf%2F%2FAJ7%2F7ARtBewSJgBYAAARBgBqJwAACrQCASoRJgArNTUAAP%2F%2FAAD%2BFARKBiESJgBcAAARBgB2JwAACLMBHhEmACs1AAIAqP4UBJMGFAAVACEAQUAiHwYMEhUaBA8PEBAGIyIMFQkDEQAQGwMWRlkDEAkdRlkJFgA%2FKwAYPysAGD8%2FERI5ORESATk5ETMRFzMRMzEwAT4BMzISERACIyInIx8BESMRMxEPAQUiBh0BFBYzMhE0JgGTPaNqzujpzdtvDggG6%2BsHAwEZjoGAkf57A8FWT%2F7S%2FvP%2B8P7RlUhc%2FjcIAP5SihsbpLIlyrUBgb67AAD%2F%2FwAA%2FhQESgXsEiYAXAAAEQYAasoAAAq0AgEqESYAKzU1AAAAAQCoAAABkwRSAAMAFkAJAAEBBQQCDwEVAD8%2FERIBOREzMTAhIxEzAZPr6wRSAAAAAgB5%2F%2BwHGwXNABQAHwBWQC8NAA8TEx0YBgAGER0EISAPEkxZDw8BCwsOTFkLAwkVTFkJBAETTFkBEwMbTFkDEgA%2FKwAYPysAGD8rABg%2FKxESADkYLysREgEXOREzETMRMxEzMTApAQYjIAAREAAhMhchFSERIRUhESEBIgIREBIzMjcRJgcb%2FMxmbf7A%2FqUBWAE%2Fc14DOv3AAhv95QJA%2B%2F7Q1tTQgVRQFAGJAWoBaAGGF8r%2Bcsj%2BNQQ1%2Fur%2B8%2F7z%2FugjBAAlAAADAGb%2F7AdMBGYAHQApADAAb0A9DQIkLRQUJC4THgcHExokBDIxDQIECi0USFkMLRwtAhADLS0ECg8qSFkPCgonRlkKEAAXR1kABAQhRlkEFgA%2FKxEAMysAGD8rEQAzKxESADkYL19eXSsREgA5ORESARc5ETMRMxEzETMSOTkxMAUgJwYhIgAREAAzMhYXNjMyAB0BIR4BMzI2NxUOAQEUFjMyNjU0JiMiBiUiBgchNCYFnv7ni4T%2B9Oz%2B6AES9XnMQoP43QEA%2FR4LlZpmqmBUr%2FtHg5KNg4SRj4EEGW6HCwHxfhTCwgE2AQkBEAErYmDC%2FvXof6SqJSu%2FKCMCP73Cv7zAv77Mi4uGkAAAAQDjBNkD5QYhAAwAKEASCQgCAAwEBQIFDAMODQIJgAUAAC8yGs0yERIBFzkRMxEzETMzMTABJicGByM1NjchFhcVA0Z7aWd6nr8%2FAQQ%2FwQTZSWtnTRnGaW7BGQACAWAE1wM7BpwACwAWACpAFgwAEgYGABgXD3AJAQ8JHwkvCQMJFAMALzPEXV0yERIBOTkRMxEzMTABFAYjIiY1NDYzMhYHNCYjIgYVFDMyNgM7g2xsgH9taIeFPC4vPGsuPAW8Zn99ZmV9fGYyOTkyajcAAAEA7ATXA%2F4F9gAVADJAGBITBwgTCBcWEAAFCwALAAt%2FE48TAhOACAAvGsxdOTkvLxEzETMREgE5OREzETMxMAEiLgIjIgcjPgEzMh4CMzI3Mw4BAwgqUU5KIlEcegyDZitSTkkiTxt9DIIE2SMrI3OLkiMrI3OGlwAAAAABAFIBxwOuAoUAAwARtQMABQQAAQAvMxESATk5MTATNSEVUgNcAce%2BvgAAAAEAUgHHB64ChQADABG1AwAFBAABAC8zERIBOTkxMBM1IRVSB1wBx76%2BAAAAAQAZA8EBcwW2AAcAF0AJAQcHBQkIAAQDAD%2FNERIBOTkRMzEwEyc2EjczAgclDBRmNqpAJQPBFlMBGnL%2FAPUAAAEAGQPBAXMFtgAGABdACQEGBgQIBwQGAwA%2FxhESATk5ETMxMAEXBgMjEjcBZA81e6pFHwW2FtH%2B8gEh1AAAAAABAD%2F%2B%2BAGcAO4ABgAeQA8ABQUDCAcDQAZQBtAGAwYAL13NERIBOTkRMzEwJQYDIxI3MwGcMICtRSLn17r%2B2wEO6AAAAAIAGQPBAxQFtgAGAA4AIkAQBw0ABQMFCw0EEA8GDgIKAwA%2FM80yERIBFzkRMxEzMTABNhMzAgcjJTYSNzMCByMBuDV9qkUf6f5SFGY2qkAl6QPXywEU%2FtjNFlMBGnL%2FAPUAAAACABkDwQMUBbYABgANACJAEAcMAAUDBQoMBA8OCgMMBQMAPzPGMhESARc5ETMRMzEwAQYDIxI3MwUGAyMSNzMBczV7qkUf5wGwNXusRSLnBaDR%2FvIBIdQW0f7yAQ%2FmAAACACv%2B%2BAMpAO4ABgANAClAFgcMAAUDBQoMBA8OCgMMQAZQBtAGAwYAL10zzTIREgEXOREzETMxMCUGAyMSNzMFBgMjEjczAYc3eaxCJOgBsDCArEIk6NfW%2FvcBBPIXuv7bAQTyAAAAAAEAgwHRAn8EBgALABO2BgAADQwJAwAvzRESATkRMzEwEzQ2MzIWFRQGIyImg4R6eYWGeHiGAuyKkJGJh5SRAAABAFIAaAJeA%2BEABgAYQAoDBgIEBgMIBwUBAC%2FEERIBFzkRMzEwEwEXCQEHAVIBZKj%2B5gEaqP6cAjEBsF7%2Bov6kYQGvAAEAUABoAl4D4QAGABhACgMAAAIEAwgHAQUAL8QREgEXOREzMTAJAScJATcBAl7%2BmqgBGv7mqAFmAhf%2BUWEBXAFeXv5QAAAAAAH%2BdwAAAo8FtgADABpACwMABQECAgQDAwISAD8%2FEQEzETMRMzIxMAkBIwECj%2FyowANaBbb6SgW2AAAAAAIAEAJKAtUFvAAKABEAPkAgCQEBCwcEEQYABAYDExIBBQUGCQ8RHxECEREHAyAOBx4APzM%2FEjkvXTMzMxEzERIBFzkRMxEzMzMRMzEwASMVIzUhNQEzETMhNTQ3Bg8BAtV9wP54AYy8ff7DBjQklAL6sLB%2FAkP9zbJhZGg22QAAAQA%2F%2F%2BwEhQXFACYAcUBCDAMICBYfAxsFChEYGx0kBygnBh0eHVBZAw8eHx4vHr8eBAkDHhcJGBcYUFkMAxcBFAMXFxMiIgBNWSIHEw5NWRMZAD8rABg%2FKxESADkYL19eXTMrEQAzGBDGX15dMisRADMREgEXOREXMxEzMzEwASIGByEVIQcVFyEVIRIhMjcVBiMiACcjNTMnNTcjNTM2ADMyFwcmAx%2BNsx4ByP4pAgIBmP55QAEsj5aDrvH%2B0y6YiAICiJYmATLyyJ5UmgT%2BqKqaLTcnmf7IPss9AQj6mSUlQZr7AR5Yu0wAAAAAAAEAACMAAAEF0xgAAAoK8gAFACT%2FcQAFADcAKQAFADkAKQAFADoAKQAFADwAFAAFAET%2FrgAFAEb%2FhQAFAEf%2FhQAFAEj%2FhQAFAEr%2FwwAFAFD%2FwwAFAFH%2FwwAFAFL%2FhQAFAFP%2FwwAFAFT%2FhQAFAFX%2FwwAFAFb%2FwwAFAFj%2FwwAFAIL%2FcQAFAIP%2FcQAFAIT%2FcQAFAIX%2FcQAFAIb%2FcQAFAIf%2FcQAFAJ8AFAAFAKL%2FhQAFAKP%2FrgAFAKT%2FrgAFAKX%2FrgAFAKb%2FrgAFAKf%2FrgAFAKj%2FrgAFAKn%2FhQAFAKr%2FhQAFAKv%2FhQAFAKz%2FhQAFAK3%2FhQAFALT%2FhQAFALX%2FhQAFALb%2FhQAFALf%2FhQAFALj%2FhQAFALr%2FhQAFALv%2FwwAFALz%2FwwAFAL3%2FwwAFAL7%2FwwAFAMT%2FhQAKACT%2FcQAKADcAKQAKADkAKQAKADoAKQAKADwAFAAKAET%2FrgAKAEb%2FhQAKAEf%2FhQAKAEj%2FhQAKAEr%2FwwAKAFD%2FwwAKAFH%2FwwAKAFL%2FhQAKAFP%2FwwAKAFT%2FhQAKAFX%2FwwAKAFb%2FwwAKAFj%2FwwAKAIL%2FcQAKAIP%2FcQAKAIT%2FcQAKAIX%2FcQAKAIb%2FcQAKAIf%2FcQAKAJ8AFAAKAKL%2FhQAKAKP%2FrgAKAKT%2FrgAKAKX%2FrgAKAKb%2FrgAKAKf%2FrgAKAKj%2FrgAKAKn%2FhQAKAKr%2FhQAKAKv%2FhQAKAKz%2FhQAKAK3%2FhQAKALT%2FhQAKALX%2FhQAKALb%2FhQAKALf%2FhQAKALj%2FhQAKALr%2FhQAKALv%2FwwAKALz%2FwwAKAL3%2FwwAKAL7%2FwwAKAMT%2FhQALAC0AuAAPACb%2FmgAPACr%2FmgAPADL%2FmgAPADT%2FmgAPADf%2FcQAPADj%2F1wAPADn%2FhQAPADr%2FhQAPADz%2FhQAPAIn%2FmgAPAJT%2FmgAPAJX%2FmgAPAJb%2FmgAPAJf%2FmgAPAJj%2FmgAPAJr%2FmgAPAJv%2F1wAPAJz%2F1wAPAJ3%2F1wAPAJ7%2F1wAPAJ%2F%2FhQAPAMP%2FmgAQADf%2FrgARACb%2FmgARACr%2FmgARADL%2FmgARADT%2FmgARADf%2FcQARADj%2F1wARADn%2FhQARADr%2FhQARADz%2FhQARAIn%2FmgARAJT%2FmgARAJX%2FmgARAJb%2FmgARAJf%2FmgARAJj%2FmgARAJr%2FmgARAJv%2F1wARAJz%2F1wARAJ3%2F1wARAJ7%2F1wARAJ%2F%2FhQARAMP%2FmgAkAAX%2FcQAkAAr%2FcQAkACb%2F1wAkACr%2F1wAkAC0BCgAkADL%2F1wAkADT%2F1wAkADf%2FcQAkADn%2FrgAkADr%2FrgAkADz%2FhQAkAIn%2F1wAkAJT%2F1wAkAJX%2F1wAkAJb%2F1wAkAJf%2F1wAkAJj%2F1wAkAJr%2F1wAkAJ%2F%2FhQAkAMP%2F1wAkAMv%2FcQAkAM7%2FcQAlAA%2F%2FrgAlABH%2FrgAlACT%2F1wAlADf%2FwwAlADn%2F7AAlADr%2F7AAlADv%2F1wAlADz%2F7AAlAD3%2F7AAlAIL%2F1wAlAIP%2F1wAlAIT%2F1wAlAIX%2F1wAlAIb%2F1wAlAIf%2F1wAlAJ%2F%2F7AAlAMz%2FrgAlAM%2F%2FrgAmACb%2F1wAmACr%2F1wAmADL%2F1wAmADT%2F1wAmAIn%2F1wAmAJT%2F1wAmAJX%2F1wAmAJb%2F1wAmAJf%2F1wAmAJj%2F1wAmAJr%2F1wAmAMP%2F1wAnAA%2F%2FrgAnABH%2FrgAnACT%2F1wAnADf%2FwwAnADn%2F7AAnADr%2F7AAnADv%2F1wAnADz%2F7AAnAD3%2F7AAnAIL%2F1wAnAIP%2F1wAnAIT%2F1wAnAIX%2F1wAnAIb%2F1wAnAIf%2F1wAnAJ%2F%2F7AAnAMz%2FrgAnAM%2F%2FrgAoAC0AewApAA%2F%2FhQApABH%2FhQApACIAKQApACT%2F1wApAIL%2F1wApAIP%2F1wApAIT%2F1wApAIX%2F1wApAIb%2F1wApAIf%2F1wApAMz%2FhQApAM%2F%2FhQAuACb%2F1wAuACr%2F1wAuADL%2F1wAuADT%2F1wAuAIn%2F1wAuAJT%2F1wAuAJX%2F1wAuAJb%2F1wAuAJf%2F1wAuAJj%2F1wAuAJr%2F1wAuAMP%2F1wAvAAX%2FXAAvAAr%2FXAAvACb%2F1wAvACr%2F1wAvADL%2F1wAvADT%2F1wAvADf%2F1wAvADj%2F7AAvADn%2F1wAvADr%2F1wAvADz%2FwwAvAIn%2F1wAvAJT%2F1wAvAJX%2F1wAvAJb%2F1wAvAJf%2F1wAvAJj%2F1wAvAJr%2F1wAvAJv%2F7AAvAJz%2F7AAvAJ3%2F7AAvAJ7%2F7AAvAJ%2F%2FwwAvAMP%2F1wAvAMv%2FXAAvAM7%2FXAAyAA%2F%2FrgAyABH%2FrgAyACT%2F1wAyADf%2FwwAyADn%2F7AAyADr%2F7AAyADv%2F1wAyADz%2F7AAyAD3%2F7AAyAIL%2F1wAyAIP%2F1wAyAIT%2F1wAyAIX%2F1wAyAIb%2F1wAyAIf%2F1wAyAJ%2F%2F7AAyAMz%2FrgAyAM%2F%2FrgAzAA%2F%2B9gAzABH%2B9gAzACT%2FmgAzADv%2F1wAzAD3%2F7AAzAIL%2FmgAzAIP%2FmgAzAIT%2FmgAzAIX%2FmgAzAIb%2FmgAzAIf%2FmgAzAMz%2B9gAzAM%2F%2B9gA0AA%2F%2FrgA0ABH%2FrgA0ACT%2F1wA0ADf%2FwwA0ADn%2F7AA0ADr%2F7AA0ADv%2F1wA0ADz%2F7AA0AD3%2F7AA0AIL%2F1wA0AIP%2F1wA0AIT%2F1wA0AIX%2F1wA0AIb%2F1wA0AIf%2F1wA0AJ%2F%2F7AA0AMz%2FrgA0AM%2F%2FrgA3AA%2F%2FhQA3ABD%2FrgA3ABH%2FhQA3ACIAKQA3ACT%2FcQA3ACb%2F1wA3ACr%2F1wA3ADL%2F1wA3ADT%2F1wA3ADcAKQA3AET%2FXAA3AEb%2FcQA3AEf%2FcQA3AEj%2FcQA3AEr%2FcQA3AFD%2FmgA3AFH%2FmgA3AFL%2FcQA3AFP%2FmgA3AFT%2FcQA3AFX%2FmgA3AFb%2FhQA3AFj%2FmgA3AFn%2F1wA3AFr%2F1wA3AFv%2F1wA3AFz%2F1wA3AF3%2FrgA3AIL%2FcQA3AIP%2FcQA3AIT%2FcQA3AIX%2FcQA3AIb%2FcQA3AIf%2FcQA3AIn%2F1wA3AJT%2F1wA3AJX%2F1wA3AJb%2F1wA3AJf%2F1wA3AJj%2F1wA3AJr%2F1wA3AKL%2FcQA3AKP%2FXAA3AKT%2FXAA3AKX%2FXAA3AKb%2FXAA3AKf%2FXAA3AKj%2FXAA3AKn%2FcQA3AKr%2FcQA3AKv%2FcQA3AKz%2FcQA3AK3%2FcQA3ALT%2FcQA3ALX%2FcQA3ALb%2FcQA3ALf%2FcQA3ALj%2FcQA3ALr%2FcQA3ALv%2FmgA3ALz%2FmgA3AL3%2FmgA3AL7%2FmgA3AL%2F%2F1wA3AMP%2F1wA3AMT%2FcQA3AMj%2FrgA3AMn%2FrgA3AMz%2FhQA3AM%2F%2FhQA4AA%2F%2F1wA4ABH%2F1wA4ACT%2F7AA4AIL%2F7AA4AIP%2F7AA4AIT%2F7AA4AIX%2F7AA4AIb%2F7AA4AIf%2F7AA4AMz%2F1wA4AM%2F%2F1wA5AA%2F%2FmgA5ABH%2FmgA5ACIAKQA5ACT%2FrgA5ACb%2F7AA5ACr%2F7AA5ADL%2F7AA5ADT%2F7AA5AET%2F1wA5AEb%2F1wA5AEf%2F1wA5AEj%2F1wA5AEr%2F7AA5AFD%2F7AA5AFH%2F7AA5AFL%2F1wA5AFP%2F7AA5AFT%2F1wA5AFX%2F7AA5AFb%2F7AA5AFj%2F7AA5AIL%2FrgA5AIP%2FrgA5AIT%2FrgA5AIX%2FrgA5AIb%2FrgA5AIf%2FrgA5AIn%2F7AA5AJT%2F7AA5AJX%2F7AA5AJb%2F7AA5AJf%2F7AA5AJj%2F7AA5AJr%2F7AA5AKL%2F1wA5AKP%2F1wA5AKT%2F1wA5AKX%2F1wA5AKb%2F1wA5AKf%2F1wA5AKj%2F1wA5AKn%2F1wA5AKr%2F1wA5AKv%2F1wA5AKz%2F1wA5AK3%2F1wA5ALT%2F1wA5ALX%2F1wA5ALb%2F1wA5ALf%2F1wA5ALj%2F1wA5ALr%2F1wA5ALv%2F7AA5ALz%2F7AA5AL3%2F7AA5AL7%2F7AA5AMP%2F7AA5AMT%2F1wA5AMz%2FmgA5AM%2F%2FmgA6AA%2F%2FmgA6ABH%2FmgA6ACIAKQA6ACT%2FrgA6ACb%2F7AA6ACr%2F7AA6ADL%2F7AA6ADT%2F7AA6AET%2F1wA6AEb%2F1wA6AEf%2F1wA6AEj%2F1wA6AEr%2F7AA6AFD%2F7AA6AFH%2F7AA6AFL%2F1wA6AFP%2F7AA6AFT%2F1wA6AFX%2F7AA6AFb%2F7AA6AFj%2F7AA6AIL%2FrgA6AIP%2FrgA6AIT%2FrgA6AIX%2FrgA6AIb%2FrgA6AIf%2FrgA6AIn%2F7AA6AJT%2F7AA6AJX%2F7AA6AJb%2F7AA6AJf%2F7AA6AJj%2F7AA6AJr%2F7AA6AKL%2F1wA6AKP%2F1wA6AKT%2F1wA6AKX%2F1wA6AKb%2F1wA6AKf%2F1wA6AKj%2F1wA6AKn%2F1wA6AKr%2F1wA6AKv%2F1wA6AKz%2F1wA6AK3%2F1wA6ALT%2F1wA6ALX%2F1wA6ALb%2F1wA6ALf%2F1wA6ALj%2F1wA6ALr%2F1wA6ALv%2F7AA6ALz%2F7AA6AL3%2F7AA6AL7%2F7AA6AMP%2F7AA6AMT%2F1wA6AMz%2FmgA6AM%2F%2FmgA7ACb%2F1wA7ACr%2F1wA7ADL%2F1wA7ADT%2F1wA7AIn%2F1wA7AJT%2F1wA7AJX%2F1wA7AJb%2F1wA7AJf%2F1wA7AJj%2F1wA7AJr%2F1wA7AMP%2F1wA8AA%2F%2FhQA8ABH%2FhQA8ACIAKQA8ACT%2FhQA8ACb%2F1wA8ACr%2F1wA8ADL%2F1wA8ADT%2F1wA8AET%2FmgA8AEb%2FmgA8AEf%2FmgA8AEj%2FmgA8AEr%2F1wA8AFD%2FwwA8AFH%2FwwA8AFL%2FmgA8AFP%2FwwA8AFT%2FmgA8AFX%2FwwA8AFb%2FrgA8AFj%2FwwA8AF3%2F1wA8AIL%2FhQA8AIP%2FhQA8AIT%2FhQA8AIX%2FhQA8AIb%2FhQA8AIf%2FhQA8AIn%2F1wA8AJT%2F1wA8AJX%2F1wA8AJb%2F1wA8AJf%2F1wA8AJj%2F1wA8AJr%2F1wA8AKL%2FmgA8AKP%2FmgA8AKT%2FmgA8AKX%2FmgA8AKb%2FmgA8AKf%2FmgA8AKj%2FmgA8AKn%2FmgA8AKr%2FmgA8AKv%2FmgA8AKz%2FmgA8AK3%2FmgA8ALT%2FmgA8ALX%2FmgA8ALb%2FmgA8ALf%2FmgA8ALj%2FmgA8ALr%2FmgA8ALv%2FwwA8ALz%2FwwA8AL3%2FwwA8AL7%2FwwA8AMP%2F1wA8AMT%2FmgA8AMz%2FhQA8AM%2F%2FhQA9ACb%2F7AA9ACr%2F7AA9ADL%2F7AA9ADT%2F7AA9AIn%2F7AA9AJT%2F7AA9AJX%2F7AA9AJb%2F7AA9AJf%2F7AA9AJj%2F7AA9AJr%2F7AA9AMP%2F7AA%2BAC0AuABEAAX%2F7ABEAAr%2F7ABEAMv%2F7ABEAM7%2F7ABFAAX%2F7ABFAAr%2F7ABFAFn%2F1wBFAFr%2F1wBFAFv%2F1wBFAFz%2F1wBFAF3%2F7ABFAL%2F%2F1wBFAMv%2F7ABFAM7%2F7ABGAAUAKQBGAAoAKQBGAMsAKQBGAM4AKQBIAAX%2F7ABIAAr%2F7ABIAFn%2F1wBIAFr%2F1wBIAFv%2F1wBIAFz%2F1wBIAF3%2F7ABIAL%2F%2F1wBIAMv%2F7ABIAM7%2F7ABJAAUAewBJAAoAewBJAMsAewBJAM4AewBLAAX%2F7ABLAAr%2F7ABLAMv%2F7ABLAM7%2F7ABOAEb%2F1wBOAEf%2F1wBOAEj%2F1wBOAFL%2F1wBOAFT%2F1wBOAKL%2F1wBOAKn%2F1wBOAKr%2F1wBOAKv%2F1wBOAKz%2F1wBOAK3%2F1wBOALT%2F1wBOALX%2F1wBOALb%2F1wBOALf%2F1wBOALj%2F1wBOALr%2F1wBOAMT%2F1wBQAAX%2F7ABQAAr%2F7ABQAMv%2F7ABQAM7%2F7ABRAAX%2F7ABRAAr%2F7ABRAMv%2F7ABRAM7%2F7ABSAAX%2F7ABSAAr%2F7ABSAFn%2F1wBSAFr%2F1wBSAFv%2F1wBSAFz%2F1wBSAF3%2F7ABSAL%2F%2F1wBSAMv%2F7ABSAM7%2F7ABTAAX%2F7ABTAAr%2F7ABTAFn%2F1wBTAFr%2F1wBTAFv%2F1wBTAFz%2F1wBTAF3%2F7ABTAL%2F%2F1wBTAMv%2F7ABTAM7%2F7ABVAAUAUgBVAAoAUgBVAET%2F1wBVAEb%2F1wBVAEf%2F1wBVAEj%2F1wBVAEr%2F7ABVAFL%2F1wBVAFT%2F1wBVAKL%2F1wBVAKP%2F1wBVAKT%2F1wBVAKX%2F1wBVAKb%2F1wBVAKf%2F1wBVAKj%2F1wBVAKn%2F1wBVAKr%2F1wBVAKv%2F1wBVAKz%2F1wBVAK3%2F1wBVALT%2F1wBVALX%2F1wBVALb%2F1wBVALf%2F1wBVALj%2F1wBVALr%2F1wBVAMT%2F1wBVAMsAUgBVAM4AUgBXAAUAKQBXAAoAKQBXAMsAKQBXAM4AKQBZAAUAUgBZAAoAUgBZAA%2F%2FrgBZABH%2FrgBZACIAKQBZAMsAUgBZAMz%2FrgBZAM4AUgBZAM%2F%2FrgBaAAUAUgBaAAoAUgBaAA%2F%2FrgBaABH%2FrgBaACIAKQBaAMsAUgBaAMz%2FrgBaAM4AUgBaAM%2F%2FrgBbAEb%2F1wBbAEf%2F1wBbAEj%2F1wBbAFL%2F1wBbAFT%2F1wBbAKL%2F1wBbAKn%2F1wBbAKr%2F1wBbAKv%2F1wBbAKz%2F1wBbAK3%2F1wBbALT%2F1wBbALX%2F1wBbALb%2F1wBbALf%2F1wBbALj%2F1wBbALr%2F1wBbAMT%2F1wBcAAUAUgBcAAoAUgBcAA%2F%2FrgBcABH%2FrgBcACIAKQBcAMsAUgBcAMz%2FrgBcAM4AUgBcAM%2F%2FrgBeAC0AuACCAAX%2FcQCCAAr%2FcQCCACb%2F1wCCACr%2F1wCCAC0BCgCCADL%2F1wCCADT%2F1wCCADf%2FcQCCADn%2FrgCCADr%2FrgCCADz%2FhQCCAIn%2F1wCCAJT%2F1wCCAJX%2F1wCCAJb%2F1wCCAJf%2F1wCCAJj%2F1wCCAJr%2F1wCCAJ%2F%2FhQCCAMP%2F1wCCAMv%2FcQCCAM7%2FcQCDAAX%2FcQCDAAr%2FcQCDACb%2F1wCDACr%2F1wCDAC0BCgCDADL%2F1wCDADT%2F1wCDADf%2FcQCDADn%2FrgCDADr%2FrgCDADz%2FhQCDAIn%2F1wCDAJT%2F1wCDAJX%2F1wCDAJb%2F1wCDAJf%2F1wCDAJj%2F1wCDAJr%2F1wCDAJ%2F%2FhQCDAMP%2F1wCDAMv%2FcQCDAM7%2FcQCEAAX%2FcQCEAAr%2FcQCEACb%2F1wCEACr%2F1wCEAC0BCgCEADL%2F1wCEADT%2F1wCEADf%2FcQCEADn%2FrgCEADr%2FrgCEADz%2FhQCEAIn%2F1wCEAJT%2F1wCEAJX%2F1wCEAJb%2F1wCEAJf%2F1wCEAJj%2F1wCEAJr%2F1wCEAJ%2F%2FhQCEAMP%2F1wCEAMv%2FcQCEAM7%2FcQCFAAX%2FcQCFAAr%2FcQCFACb%2F1wCFACr%2F1wCFAC0BCgCFADL%2F1wCFADT%2F1wCFADf%2FcQCFADn%2FrgCFADr%2FrgCFADz%2FhQCFAIn%2F1wCFAJT%2F1wCFAJX%2F1wCFAJb%2F1wCFAJf%2F1wCFAJj%2F1wCFAJr%2F1wCFAJ%2F%2FhQCFAMP%2F1wCFAMv%2FcQCFAM7%2FcQCGAAX%2FcQCGAAr%2FcQCGACb%2F1wCGACr%2F1wCGAC0BCgCGADL%2F1wCGADT%2F1wCGADf%2FcQCGADn%2FrgCGADr%2FrgCGADz%2FhQCGAIn%2F1wCGAJT%2F1wCGAJX%2F1wCGAJb%2F1wCGAJf%2F1wCGAJj%2F1wCGAJr%2F1wCGAJ%2F%2FhQCGAMP%2F1wCGAMv%2FcQCGAM7%2FcQCHAAX%2FcQCHAAr%2FcQCHACb%2F1wCHACr%2F1wCHAC0BCgCHADL%2F1wCHADT%2F1wCHADf%2FcQCHADn%2FrgCHADr%2FrgCHADz%2FhQCHAIn%2F1wCHAJT%2F1wCHAJX%2F1wCHAJb%2F1wCHAJf%2F1wCHAJj%2F1wCHAJr%2F1wCHAJ%2F%2FhQCHAMP%2F1wCHAMv%2FcQCHAM7%2FcQCIAC0AewCJACb%2F1wCJACr%2F1wCJADL%2F1wCJADT%2F1wCJAIn%2F1wCJAJT%2F1wCJAJX%2F1wCJAJb%2F1wCJAJf%2F1wCJAJj%2F1wCJAJr%2F1wCJAMP%2F1wCKAC0AewCLAC0AewCMAC0AewCNAC0AewCSAA%2F%2FrgCSABH%2FrgCSACT%2F1wCSADf%2FwwCSADn%2F7ACSADr%2F7ACSADv%2F1wCSADz%2F7ACSAD3%2F7ACSAIL%2F1wCSAIP%2F1wCSAIT%2F1wCSAIX%2F1wCSAIb%2F1wCSAIf%2F1wCSAJ%2F%2F7ACSAMz%2FrgCSAM%2F%2FrgCUAA%2F%2FrgCUABH%2FrgCUACT%2F1wCUADf%2FwwCUADn%2F7ACUADr%2F7ACUADv%2F1wCUADz%2F7ACUAD3%2F7ACUAIL%2F1wCUAIP%2F1wCUAIT%2F1wCUAIX%2F1wCUAIb%2F1wCUAIf%2F1wCUAJ%2F%2F7ACUAMz%2FrgCUAM%2F%2FrgCVAA%2F%2FrgCVABH%2FrgCVACT%2F1wCVADf%2FwwCVADn%2F7ACVADr%2F7ACVADv%2F1wCVADz%2F7ACVAD3%2F7ACVAIL%2F1wCVAIP%2F1wCVAIT%2F1wCVAIX%2F1wCVAIb%2F1wCVAIf%2F1wCVAJ%2F%2F7ACVAMz%2FrgCVAM%2F%2FrgCWAA%2F%2FrgCWABH%2FrgCWACT%2F1wCWADf%2FwwCWADn%2F7ACWADr%2F7ACWADv%2F1wCWADz%2F7ACWAD3%2F7ACWAIL%2F1wCWAIP%2F1wCWAIT%2F1wCWAIX%2F1wCWAIb%2F1wCWAIf%2F1wCWAJ%2F%2F7ACWAMz%2FrgCWAM%2F%2FrgCXAA%2F%2FrgCXABH%2FrgCXACT%2F1wCXADf%2FwwCXADn%2F7ACXADr%2F7ACXADv%2F1wCXADz%2F7ACXAD3%2F7ACXAIL%2F1wCXAIP%2F1wCXAIT%2F1wCXAIX%2F1wCXAIb%2F1wCXAIf%2F1wCXAJ%2F%2F7ACXAMz%2FrgCXAM%2F%2FrgCYAA%2F%2FrgCYABH%2FrgCYACT%2F1wCYADf%2FwwCYADn%2F7ACYADr%2F7ACYADv%2F1wCYADz%2F7ACYAD3%2F7ACYAIL%2F1wCYAIP%2F1wCYAIT%2F1wCYAIX%2F1wCYAIb%2F1wCYAIf%2F1wCYAJ%2F%2F7ACYAMz%2FrgCYAM%2F%2FrgCaAA%2F%2FrgCaABH%2FrgCaACT%2F1wCaADf%2FwwCaADn%2F7ACaADr%2F7ACaADv%2F1wCaADz%2F7ACaAD3%2F7ACaAIL%2F1wCaAIP%2F1wCaAIT%2F1wCaAIX%2F1wCaAIb%2F1wCaAIf%2F1wCaAJ%2F%2F7ACaAMz%2FrgCaAM%2F%2FrgCbAA%2F%2F1wCbABH%2F1wCbACT%2F7ACbAIL%2F7ACbAIP%2F7ACbAIT%2F7ACbAIX%2F7ACbAIb%2F7ACbAIf%2F7ACbAMz%2F1wCbAM%2F%2F1wCcAA%2F%2F1wCcABH%2F1wCcACT%2F7ACcAIL%2F7ACcAIP%2F7ACcAIT%2F7ACcAIX%2F7ACcAIb%2F7ACcAIf%2F7ACcAMz%2F1wCcAM%2F%2F1wCdAA%2F%2F1wCdABH%2F1wCdACT%2F7ACdAIL%2F7ACdAIP%2F7ACdAIT%2F7ACdAIX%2F7ACdAIb%2F7ACdAIf%2F7ACdAMz%2F1wCdAM%2F%2F1wCeAA%2F%2F1wCeABH%2F1wCeACT%2F7ACeAIL%2F7ACeAIP%2F7ACeAIT%2F7ACeAIX%2F7ACeAIb%2F7ACeAIf%2F7ACeAMz%2F1wCeAM%2F%2F1wCfAA%2F%2FhQCfABH%2FhQCfACIAKQCfACT%2FhQCfACb%2F1wCfACr%2F1wCfADL%2F1wCfADT%2F1wCfAET%2FmgCfAEb%2FmgCfAEf%2FmgCfAEj%2FmgCfAEr%2F1wCfAFD%2FwwCfAFH%2FwwCfAFL%2FmgCfAFP%2FwwCfAFT%2FmgCfAFX%2FwwCfAFb%2FrgCfAFj%2FwwCfAF3%2F1wCfAIL%2FhQCfAIP%2FhQCfAIT%2FhQCfAIX%2FhQCfAIb%2FhQCfAIf%2FhQCfAIn%2F1wCfAJT%2F1wCfAJX%2F1wCfAJb%2F1wCfAJf%2F1wCfAJj%2F1wCfAJr%2F1wCfAKL%2FmgCfAKP%2FmgCfAKT%2FmgCfAKX%2FmgCfAKb%2FmgCfAKf%2FmgCfAKj%2FmgCfAKn%2FmgCfAKr%2FmgCfAKv%2FmgCfAKz%2FmgCfAK3%2FmgCfALT%2FmgCfALX%2FmgCfALb%2FmgCfALf%2FmgCfALj%2FmgCfALr%2FmgCfALv%2FwwCfALz%2FwwCfAL3%2FwwCfAL7%2FwwCfAMP%2F1wCfAMT%2FmgCfAMz%2FhQCfAM%2F%2FhQCgAA%2F%2B9gCgABH%2B9gCgACT%2FmgCgADv%2F1wCgAD3%2F7ACgAIL%2FmgCgAIP%2FmgCgAIT%2FmgCgAIX%2FmgCgAIb%2FmgCgAIf%2FmgCgAMz%2B9gCgAM%2F%2B9gCiAAX%2F7ACiAAr%2F7ACiAMv%2F7ACiAM7%2F7ACjAAX%2F7ACjAAr%2F7ACjAMv%2F7ACjAM7%2F7ACkAAX%2F7ACkAAr%2F7ACkAMv%2F7ACkAM7%2F7AClAAX%2F7AClAAr%2F7AClAMv%2F7AClAM7%2F7ACmAAX%2F7ACmAAr%2F7ACmAMv%2F7ACmAM7%2F7ACnAAX%2F7ACnAAr%2F7ACnAMv%2F7ACnAM7%2F7ACqAAX%2F7ACqAAr%2F7ACqAFn%2F1wCqAFr%2F1wCqAFv%2F1wCqAFz%2F1wCqAF3%2F7ACqAL%2F%2F1wCqAMv%2F7ACqAM7%2F7ACrAAX%2F7ACrAAr%2F7ACrAFn%2F1wCrAFr%2F1wCrAFv%2F1wCrAFz%2F1wCrAF3%2F7ACrAL%2F%2F1wCrAMv%2F7ACrAM7%2F7ACsAAX%2F7ACsAAr%2F7ACsAFn%2F1wCsAFr%2F1wCsAFv%2F1wCsAFz%2F1wCsAF3%2F7ACsAL%2F%2F1wCsAMv%2F7ACsAM7%2F7ACtAAX%2F7ACtAAr%2F7ACtAFn%2F1wCtAFr%2F1wCtAFv%2F1wCtAFz%2F1wCtAF3%2F7ACtAL%2F%2F1wCtAMv%2F7ACtAM7%2F7ACyAAX%2F7ACyAAr%2F7ACyAFn%2F1wCyAFr%2F1wCyAFv%2F1wCyAFz%2F1wCyAF3%2F7ACyAL%2F%2F1wCyAMv%2F7ACyAM7%2F7AC0AAX%2F7AC0AAr%2F7AC0AFn%2F1wC0AFr%2F1wC0AFv%2F1wC0AFz%2F1wC0AF3%2F7AC0AL%2F%2F1wC0AMv%2F7AC0AM7%2F7AC1AAX%2F7AC1AAr%2F7AC1AFn%2F1wC1AFr%2F1wC1AFv%2F1wC1AFz%2F1wC1AF3%2F7AC1AL%2F%2F1wC1AMv%2F7AC1AM7%2F7AC2AAX%2F7AC2AAr%2F7AC2AFn%2F1wC2AFr%2F1wC2AFv%2F1wC2AFz%2F1wC2AF3%2F7AC2AL%2F%2F1wC2AMv%2F7AC2AM7%2F7AC4AAX%2F1wC4AAr%2F1wC4AMv%2F1wC4AM7%2F1wC6AAX%2F7AC6AAr%2F7AC6AFn%2F1wC6AFr%2F1wC6AFv%2F1wC6AFz%2F1wC6AF3%2F7AC6AL%2F%2F1wC6AMv%2F7AC6AM7%2F7AC%2FAAUAUgC%2FAAoAUgC%2FAA%2F%2FrgC%2FABH%2FrgC%2FACIAKQC%2FAMsAUgC%2FAMz%2FrgC%2FAM4AUgC%2FAM%2F%2FrgDAAAX%2F7ADAAAr%2F7ADAAFn%2F1wDAAFr%2F1wDAAFv%2F1wDAAFz%2F1wDAAF3%2F7ADAAL%2F%2F1wDAAMv%2F7ADAAM7%2F7ADBAAUAUgDBAAoAUgDBAA%2F%2FrgDBABH%2FrgDBACIAKQDBAMsAUgDBAMz%2FrgDBAM4AUgDBAM%2F%2FrgDDAC0AewDIADf%2FrgDJADf%2FrgDKACT%2FcQDKADcAKQDKADkAKQDKADoAKQDKADwAFADKAET%2FrgDKAEb%2FhQDKAEf%2FhQDKAEj%2FhQDKAEr%2FwwDKAFD%2FwwDKAFH%2FwwDKAFL%2FhQDKAFP%2FwwDKAFT%2FhQDKAFX%2FwwDKAFb%2FwwDKAFj%2FwwDKAIL%2FcQDKAIP%2FcQDKAIT%2FcQDKAIX%2FcQDKAIb%2FcQDKAIf%2FcQDKAJ8AFADKAKL%2FhQDKAKP%2FrgDKAKT%2FrgDKAKX%2FrgDKAKb%2FrgDKAKf%2FrgDKAKj%2FrgDKAKn%2FhQDKAKr%2FhQDKAKv%2FhQDKAKz%2FhQDKAK3%2FhQDKALT%2FhQDKALX%2FhQDKALb%2FhQDKALf%2FhQDKALj%2FhQDKALr%2FhQDKALv%2FwwDKALz%2FwwDKAL3%2FwwDKAL7%2FwwDKAMT%2FhQDLACT%2FcQDLADcAKQDLADkAKQDLADoAKQDLADwAFADLAET%2FrgDLAEb%2FhQDLAEf%2FhQDLAEj%2FhQDLAEr%2FwwDLAFD%2FwwDLAFH%2FwwDLAFL%2FhQDLAFP%2FwwDLAFT%2FhQDLAFX%2FwwDLAFb%2FwwDLAFj%2FwwDLAIL%2FcQDLAIP%2FcQDLAIT%2FcQDLAIX%2FcQDLAIb%2FcQDLAIf%2FcQDLAJ8AFADLAKL%2FhQDLAKP%2FrgDLAKT%2FrgDLAKX%2FrgDLAKb%2FrgDLAKf%2FrgDLAKj%2FrgDLAKn%2FhQDLAKr%2FhQDLAKv%2FhQDLAKz%2FhQDLAK3%2FhQDLALT%2FhQDLALX%2FhQDLALb%2FhQDLALf%2FhQDLALj%2FhQDLALr%2FhQDLALv%2FwwDLALz%2FwwDLAL3%2FwwDLAL7%2FwwDLAMT%2FhQDMACb%2FmgDMACr%2FmgDMADL%2FmgDMADT%2FmgDMADf%2FcQDMADj%2F1wDMADn%2FhQDMADr%2FhQDMADz%2FhQDMAIn%2FmgDMAJT%2FmgDMAJX%2FmgDMAJb%2FmgDMAJf%2FmgDMAJj%2FmgDMAJr%2FmgDMAJv%2F1wDMAJz%2F1wDMAJ3%2F1wDMAJ7%2F1wDMAJ%2F%2FhQDMAMP%2FmgDNACT%2FcQDNADcAKQDNADkAKQDNADoAKQDNADwAFADNAET%2FrgDNAEb%2FhQDNAEf%2FhQDNAEj%2FhQDNAEr%2FwwDNAFD%2FwwDNAFH%2FwwDNAFL%2FhQDNAFP%2FwwDNAFT%2FhQDNAFX%2FwwDNAFb%2FwwDNAFj%2FwwDNAIL%2FcQDNAIP%2FcQDNAIT%2FcQDNAIX%2FcQDNAIb%2FcQDNAIf%2FcQDNAJ8AFADNAKL%2FhQDNAKP%2FrgDNAKT%2FrgDNAKX%2FrgDNAKb%2FrgDNAKf%2FrgDNAKj%2FrgDNAKn%2FhQDNAKr%2FhQDNAKv%2FhQDNAKz%2FhQDNAK3%2FhQDNALT%2FhQDNALX%2FhQDNALb%2FhQDNALf%2FhQDNALj%2FhQDNALr%2FhQDNALv%2FwwDNALz%2FwwDNAL3%2FwwDNAL7%2FwwDNAMT%2FhQDPACb%2FmgDPACr%2FmgDPADL%2FmgDPADT%2FmgDPADf%2FcQDPADj%2F1wDPADn%2FhQDPADr%2FhQDPADz%2FhQDPAIn%2FmgDPAJT%2FmgDPAJX%2FmgDPAJb%2FmgDPAJf%2FmgDPAJj%2FmgDPAJr%2FmgDPAJv%2F1wDPAJz%2F1wDPAJ3%2F1wDPAJ7%2F1wDPAJ%2F%2FhQDPAMP%2FmgAAAB4BbgABAAAAAAAAADQAagABAAAAAAABABIAxQABAAAAAAACAAcA6AABAAAAAAADACcBQAABAAAAAAAEABIBjgABAAAAAAAFAAwBuwABAAAAAAAGABEB7AABAAAAAAAHAFICpAABAAAAAAAIABQDIQABAAAAAAALABwDcAABAAAAAAAMAC4D6wABAAAAAAANAC4EeAABAAAAAAAOACoE%2FQABAAAAAAAQAAkFPAABAAAAAAARAAgFWAADAAEECQAAAGgAAAADAAEECQABACQAnwADAAEECQACAA4A2AADAAEECQADAE4A8AADAAEECQAEACQBaAADAAEECQAFABgBoQADAAEECQAGACIByAADAAEECQAHAKQB%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%2BAD8AQABBAEIAQwBEAEUARgBHAEgASQBKAEsATABNAE4ATwBQAFEAUgBTAFQAVQBWAFcAWABZAFoAWwBcAF0AXgBfAGAAYQCsAKMAhACFAL0AlgDoAIYAjgCLAJ0AqQCkAQIAigEDAIMAkwDyAPMAjQCXAIgAwwDeAPEAngCqAPUA9AD2AKIArQDJAMcArgBiAGMAkABkAMsAZQDIAMoAzwDMAM0AzgDpAGYA0wDQANEArwBnAPAAkQDWANQA1QBoAOsA7QCJAGoAaQBrAG0AbABuAKAAbwBxAHAAcgBzAHUAdAB2AHcA6gB4AHoAeQB7AH0AfAC4AKEAfwB%2BAIAAgQDsAO4AugDXALAAsQDYAN0A2QCyALMAtgC3AMQAtAC1AMUAhwC%2BAL8AvAEEAQUHdW5pMDBBRAlvdmVyc2NvcmUMZm91cnN1cGVyaW9yBEV1cm8AAAABAAIACAAK%2F%2F8ADwAAAAEAAAAAyYlvMQAAAADJTOp9AAAAAMnt2GI%3D%29%20format%28%27truetype%27%29%3B%0A%7D%0A%40font%2Dface%20%7B%0A%20%20font%2Dfamily%3A%20%27Open%20Sans%27%3B%0A%20%20font%2Dstyle%3A%20italic%3B%0A%20%20font%2Dweight%3A%20400%3B%0A%20%20src%3A%20url%28data%3Aapplication%2Fx%2Dfont%2Dtruetype%3Bbase64%2CAAEAAAAQAQAABAAARkZUTVzakEwAAIZUAAAAHE9TLzKhTLaOAAABiAAAAGBjbWFwjOjcmQAABUAAAAGyY3Z0IA7AFxkAAA%2B0AAAAoGZwZ21%2BYbYRAAAG9AAAB7RnYXNwABUAIwAAhkQAAAAQZ2x5Zr%2FLVRcAABIEAABJAGhlYWT4qxTOAAABDAAAADZoaGVhDj8E%2FgAAAUQAAAAkaG10eGTdQjIAAAHoAA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T%2FHwYD%2Fx9KSTMfSUYlHxMzElUFAQNVBDMDVR8DAQ8DPwOvAwNHRhkf60YBIyIzHxwzG1UWMxVVEQEPVRAzD1UPD08PAh8Pzw8CDw%2F%2FDwIGAgEAVQEzAFVvAH8ArwDvAAQQAAGAFgEFAbgBkLFUUysrS7gH%2F1JLsAlQW7ABiLAlU7ABiLBAUVqwBoiwAFVaW1ixAQGOWYWNjQBCHUuwMlNYsCAdWUuwZFNYsBAdsRYAQllzcysrXnN0dSsrKysrdCtzdCsrKysrKysrKysrKytzdCsrKxheAAAABhQAFwBOBbYAFwB1BbYFzQAAAAAAAAAAAAAAAAAABEgAFACRAAD%2F7AAAAAD%2F7AAAAAD%2F7AAA%2FhT%2F7AAABbYAF%2FyU%2F%2Bv%2Bhf5e%2Fqj%2F6wAW%2FrwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAIAAAAAAAAiwCBAN0AmACPAI4AmQCIAIEBDwAAAAAAAAAAAAAALgBMAKQBDAF6AeYB%2BgIcAjwCZgKGApwCrgLKAuADHAM%2BA3oDzAQIBE4EpgTEBSgFfgWuBdoF%2FAYaBj4GjgcKBzoHiAfAB%2FYIJAhKCJIIugjOCPIJHAk2CW4JmgnaCg4KWgqYCuQLBAs2C1oLmgvCC%2BIMCgwmDDoMVgxyDIQMnAzmDTINZg2yDfwORg7ODw4PMA9mD5YPqBAAEDoQdhDCERARQBGIEcgSABIiEmYSjhLGEu4TOBNKE5QTxhPGE%2FAUNhSAFNAVGhU6FaQVzhY%2BFnwWshbIFtAXQBdSF4AXsBfiGCIYPBh6GKQYrhjSGPIZIBlUGWoZgBmWGeQZ9hoIGhoaLBpAGloapBqwGsIa1BrmGvobDBseGzAbRBuQG6IbtBvGG9gb6hv%2BHCochhyYHKocvBzQHOIdHh2QHaIdtB3GHdgd6h38HoAejB6eHrAewh7UHuYe%2BB8KHx4fgh%2BUH6YfuB%2FKH9wf7iAgIH4gkCCiILQgxiDYISghOiFMIaQiGCI8Im4inCKuIsAi2CLyIwgjLiNWI3ojlCOyI9Ij6CQcJIAAAAACACv%2F4wIrBbYABAAQABhACwICDgQDDghPWQ4WAD8rABg%2FEjkvMTAJASMSEwE0NjMyFhUUBiMiJgIr%2Fu5tMX%2F%2Bz09ELThOQjE3Bbb73QEzAvD6mExYNzZEXjgAAAIA4QOmA0IFtgADAAcADbQGAgcDAwA%2FM80yMTABAyMTIQMjEwHlmWtIAhmaa0gFtv3wAhD98AIQAAAAAAIAPwAABTsFtgAbAB8AM0AYAB8QEBkVERETBAgMDAEcDQ0KFxMDBgoSAD8zPzMSOS8zMzMRMzMROS8zMzMRMzMxMAEDIQchAyMTIQMjEyE3IRMhNyETMwMhEzMDIQcBIRMhBAxiAR0N%2Fst9i4H%2B0X%2BFef77DQEcZf7rDQEte4t9ATF%2FhX0BCAz8xQEvYP7RA4P%2BrIH%2BUgGu%2FlIBroEBVH8BtP5MAbT%2BTH%2F%2BrAFUAAAAAwBI%2F4kELwYQAB4AJQAsADpAHx8MAykiLBwNJQYGEwYMS1kbJhMmS1kWEwYTBhMVBRUALy8SOTkvLxEzKxEAMysREgAXOTIRMzEwARQGDwEjNyYnNR4BMxMuATU0Nj8BMwcWFwcmJwMeAQE%2BATU0JicDDgEVFBYXA67hxTGFMcN4UrtJYot92L8nhSeffD95f16Vf%2F53a35CUQhsdkVJAeyiyhbh3w46miktAcQxlXKfwBGwsgxAhz8J%2Fkg3jP6iDXxcNlQgAkoLdGI1WRoAAAUAqP%2FsBfwFywADAA8AHgArADoAJUASBBwcAyUxMQIDBgIYHzgHChUZAD8zPzM%2FPxI5LzMROS8zMTAJASMBAyIOARUUMzI2EjU0FxQCDgEjIiY1NBI2MzIWASIOARUUMzI%2BAjU0FxQCDgEjIiY1NBI2MzIWBbz7w5gEPiFDaT9qQWhFiz9ljVZuemWscnR4%2FCNCakBrNFQ%2FJoxAZYxXbXplrHJ0eAW2%2BkoFtv1Ogfh0rYIBC2eml2v%2B%2FrFjlZGmATGYjwJcfvl3rE%2BVyUemmGz%2B%2FbBilpGmATGYkAADAEL%2F7AUfBc0ACwAWADUAMEAbKioaBRAnBA8oMC0EHy8SHwBKWR8EMwxKWTMTAD8rABg%2FKwAYPxIXORc5OS8xMAEiBhUUFz4CNTQmATI2NwEOAhUUFiU0NjcmNTQ2MzIWFRQOAgcBNjczBgcTIycOASMiJgLhaXRSi2g%2BVf6lV6Jy%2Fs6AcDuF%2Fti01WfUr5WvQW6RUQEWf0ioZbbLyXV43ImoygVEeG54c0dOXDpNWfszQlsBsUNidUlqgd%2BU22alkKTJnoVOdmJSKv57brnssP7ypmRWwAABAOEDpgHlBbYAAwAJsgIDAwA%2FzTEwAQMjEwHlmWtIBbb98AIQAAAAAQBS%2FrwC5wW2AAsACrMDAwonAD8%2FMTATEBIBMwoBERATIwJS8AEInfb7coOTARABUwJAARP%2B8v2o%2FsL%2Brf79AQoAAAAB%2F2D%2BvAH0BbYACgAKswgDBCcAPz8xMAEQAgEjABEQAzMSAfTz%2FvucAfBxg5IDYP6r%2Fb%2F%2B8gInAn0BVQEB%2FvMAAQDXAmoEgQYbAA4AC7MGBg4AAD8zLzEwAQMlByUTBwMBJwElNwUTA1Z7AaYI%2Fne0pnH%2B%2FnQBNf6LNwFzKQX4%2FoESnS%2F%2BgTQBlv6oeQEcbZq5AZAAAQB%2FAQgEFwSgAAsADrQJAQEGAgAvMzMRMzEwASE1IREzESEVIREjAgT%2BewGFjQGG%2FnqNAouOAYf%2BeY7%2BfQAAAAH%2FnP74ASsA7gAGAAixBAAAL80xMCUXBgcjEjcBIwhxnYF%2BTu4X6%2FQBHtgAAQA3AdUCOQJzAAMACLEAAQAvMzEwEzchBzcjAd8iAdWengAAAQAr%2F%2BMBIwDyAAsADLUJA09ZCRYAPysxMDc0NjMyFhUUBiMiJitRRys1UEQuNkpNWzQ1R180AAAB%2F6IAAAN9BbYAAwAKswMDAhIAPz8xMAkBIwEDffzTrgMtBbb6SgW2AAAAAAIAef%2FsBEQFzQAMABkAF0AMCw1LWQsHBBRLWQQZAD8rABg%2FKzEwARACBCMiAjUQEiQzIAUiBgIVFBYzMjYSNRAERJ3%2B8bOwvKQBDa0Bbf6JccB3ZG9zvHED9v7Z%2Fhj7AP%2FyAQ4B6fmQ5%2F5h2Ky45AGs7wFDAAAAAAEBLwAAA4UFtgAKABC2BAcBCQYBGAA%2FPxI5OTEwISMTEjcGDwEnATMCTKzEOx0yWbJQAcGVA5EBBWI1Om5%2FARwAAAAAAQAMAAAENwXLABsAHEAOAhoRC0tZEQcBGkxZARgAPysAGD8rEQAzMTApATcBPgM1NCYjIgYHJzYzMhYVFA4BBwEVIQOP%2FH0fAdFmlWEveGdNk1lSv96wzU%2B3y%2F6gAqaTAaRdjX17S2N0OURzmrGbb7rQsf7NCAAAAQAv%2F%2BwEMQXLACgALUAXAxgZGRhLWRkZCyYmIEtZJgcLEUtZCxkAPysAGD8rERIAORgvKxESADkxMAEUBgcVHgEVFA4BIyInNR4BMzI2NTQmKwE3MzI2NTQmIyIGByc2MzIWBDHKs3yOfO6k0q9e0lWitJ6Ngx%2BLpdp0Y1CaYlDD5bPEBIec2SAJF6d9hctyT6QxNZ%2BKg4eProxcbDZCdpCuAAACABAAAARMBb4ACgATACVAEgYTDwcBBRMFTFkJExMDBwYDGAA%2FPxI5LzMrEQAzETMRMzEwASMDIxMhNwEzAzMhNhITIw4BBwEEK%2BlIpEr9cB0DQsTP6P51LkBUCBFjF%2F3rAU7%2BsgFOngPS%2FCncATIBJB2HHf2PAAABAFD%2F7ARIBbYAHAAtQBcbBwAAEk1ZAAAHFxcaTFkXBgcMS1kHGQA%2FKwAYPysREgA5GC8rERIAOTEwATIWFRQGBCMiJzUWMzI2NTQmIyIGBycTIQchAzYCVrbXkv76scGJpKq%2F1pODMGJaSsUCnCH99n9XA33RsqH0eU%2BkZsCsfpMNGDkCrJn%2BSRcAAAIAhf%2FsBFoFywAaACgALUAXDRgFESFNWRERGAUFCktZBQcYG0tZGBkAPysAGD8rERIAORgvKxESADkxMBM0GgEkMzIXByYjIgADMz4BMzIWFRQCBiMiJgUyPgE1NCMiDgIVFBaFec4BHrhvSSNEZtT%2B30QIO69qmrSF5JO2xwGPXpNR3UJ8YDB5AajRAZwBI5MXkRb%2B1v7aT17FrKH%2B9Y3mWWy%2Bcfg5X3JiiZ4AAAAAAQCuAAAEeQW2AAYAFkAKBQIAGAMCTFkDBgA%2FKwAYPxEzMTAzASE3IQcBrgMA%2FTEfA3sb%2FQQFIZWL%2BtUAAwBg%2F%2BwEVgXNABkAJQAxADJAGxMGKSMEDQAsGktZLCwNAAAmS1kABw0gS1kNGQA%2FKwAYPysREgA5GC8rERIAFzkxMAEyFhUUBgceARUUDgEjIiY1NDY3LgE1ND4BAw4BFRQWMzI2NTQmEyIGFRQWFz4BNTQmAuWuw5y8f2p44Zi%2B2L7JX1Ftxgq5mYpwi6ZoCHKITlihhnMFza2VgcBQTq5zer9mxamU2ExFl2Bvr2H87zynd2t%2BlHpjlgK9g25SfDY8j2ZaagACAGL%2F7AQrBcsAGgAoAC1AFw4FGCERTVkhIQUYGBtLWRgHBQpLWQUZAD8rABg%2FKxESADkYLysREgA5MTABFAoBBCMiJzUWMzISEyMOASMiJjU0EjYzMhYlIgYVFBYzMj4CNTQmBCtwt%2F78rIhqhnDK%2BkAKM6NjqbiB55C0x%2F5%2FlrZtbEyAWSl2BArC%2Flf%2B2Ywini8BGgEsS1fFvpkA%2F4%2FlV%2BKxfIQ5anpag5kAAgAr%2F%2BMBwwRkAAsAFgAXQAwPFE9ZDxAJA09ZCRYAPysAGD8rMTA3NDYzMhYVFAYjIiYTNDYzMhUUBiMiJitRRys1UEQuNqBQR2FTQS42Sk1bNDVHXzQDpU1baEldNQAAAv%2Bc%2FvgBwwRkAAYAEQAVQAkEQAYKD09ZChAAPysAGC8azjEwJRcGByMSNxM0NjMyFRQGIyImASMIcZ2Bfk5jUEdhU0EuNu4X6%2FQBHtgCzk1baEldNQAAAAEAeQDyBBAE2QAGABdACQECBQUGBAMAAwAvLxEzMjkRMzMxMCUBNQEVCQEEEPxpA5f9FQLr8gGmYgHflf6N%2FrgAAAAAAgB%2FAbwEFwPlAAMABwAStwUABAEEBAABAC8zMy9dMzEwEzUhFQE1IRV%2FA5j8aAOYA1qLi%2F5ijo4AAAAAAQB5APIEEATZAAYAG0ALBQQBAQMABgIDBgMALy8RMxEzEjkRMzMxMBMJATUBFQF5Aun9FwOX%2FGkBiQFIAXOV%2FiFi%2FloAAAAAAgCe%2F%2BMDmgXLABoAJgAlQBIHEQAAJBEkHk9ZJBYRCklZEQQAPysAGD8rERIAORgvEjkxMAE%2BATc%2BAjU0JiMiBgcnPgEzMhYVFAYHDgEHAzQ2MzIWFRQGIyImAQQWZXOAUC5nYFGUQj1cyFKnuIOgfVgX7VBHLDVTQS42AZOCp1tkWGQ%2BXWUzH4EzMqiae894W3Fo%2FrdNWzQ1SV00AAAAAAIAb%2F9GBo8FtAA1AEEAKkATJisHCTYQGD09BAkQCRAJKx8yAwA%2FM8Q5OS8vETMzETMRMxI5ETMxMAEUAgYjIicjBiMiJjU0PgEzMhYXDgEXFDMyPgE1NAAjIgQCFRAAITI3FQYjIAAREBIkITIEEgUiDgEVFBYzMhsBJgaPbsh6xRAIb7Rzg4jxjEF9WEBEA2ZOf0r%2FAPLk%2FpvFAR8BCsXf2%2BD%2Bxv6X%2FQGyAQ2%2FARSR%2FUpeoFxCQbtVRj8DVLP%2B3qS4uJeGnf6QGCTy%2FC51hul%2F7wEA1v6H5P7y%2FtdWf1oBcQFBAQUBwfaX%2FuxfbsRyXVMBOwECFwAAAv%2BLAAAEEAW2AAcADgAdQA4LBA4BSVkODgMEAwcDEgA%2FMz8SOS8rEQAzMTABIQMjATMTIwsBJicOAQMDLf4Q9b0DH664qksjGAUlV84B0f4vBbb6SgJtASuzq1iu%2Fn0AAwBWAAAEsgW2AA4AFwAgAC1AFwUgDw8gSlkPDw0ODhdKWQ4DDRhKWQ0SAD8rABg%2FKxESADkYLysREgA5MTABIBEUBgcVHgEVFAQjIQETMzI2NTQmKwEDITI2NTQmKwEDAgGwrp5ze%2F7Q%2F%2F4xATUn%2BJy6hY%2FT%2BgEKtcKVjOwFtv6wjcIdCiCdbtTxBbb9jpJ%2BaGf7bqGTdHsAAAAAAQCW%2F%2BwFCgXLABgAF0AMFABJWRQEDQdJWQ0TAD8rABg%2FKzEwASIEAhUUFjMyNxUOASMiABEQEiQzMhcHJgOurv7tocOri7dWnG7y%2FuzTAWThxZdFigUzwv6J3bvfOZUfHAErAQIBBQHB7FCNRQAAAAIAVgAABRQFtgAJABMAF0AMBhJKWQYDBRNKWQUSAD8rABg%2FKzEwARACBCkBASEgAAEyJBI1NCYrAQMFFNL%2Bev76%2FqABNQFWARQBH%2FytygEyo87HsvoDbf77%2FnDYBbb%2B1fwItwFO19fd%2B3AAAAEAVgAABGoFtgALACZAFAYJSVkGBgECAgVJWQIDAQpJWQESAD8rABg%2FKxESADkYLysxMCkBASEHIQMhByEDIQM1%2FSEBNQLfIP3KYgIPHf3vcgI1BbaZ%2FiuY%2FegAAQBWAAAEagW2AAkAHUAPBglJWQYGAgESAgVJWQIDAD8rABg%2FEjkvKzEwISMBIQchAyEHIQECrAE1At8e%2FchuAhAg%2Fe8Ftpn965kAAAEAlv%2FsBU4FywAdACZAFAAdSVkAAAQLCxJJWQsEBBlJWQQTAD8rABg%2FKxESADkYLysxMAEhAwYjIAAREBIkMzIWFwcuASMiBAIVFBYzMjcTIQM1Acua2Mv%2B%2BP7bywFo23XNaEJNsWqp%2FuuazbiaamD%2B3wL%2B%2FTlLASEBAwENAbn1KCyYIjLL%2FpThvtonAbwAAAEAVgAABXMFtgALABpADQgDSVkICAUKBgMBBRIAPzM%2FMxI5LysxMCEjEyEDIwEzAyETMwQ9p4%2F9bJGqATWqgwKUhagCsP1QBbb9kgJuAAAAAQBWAAACNQW2AAMACrMBAwASAD8%2FMTAzATMBVgE3qP7JBbb6SgAAAAH%2Bwf5%2FAjUFtgAMABG3CQMABUlZACIAPysAGD8xMAMiJzcWMzI2NwEzAQKmaTAGRUxkgxkBM6r%2By0%2F%2BfxmTFH14Bar6RP6FAAEAVgAABSsFtgANABVACQoEBwsIAwEHEgA%2FMz8zEjk5MTAhIyYCJwcDIwEzAwEzAQQKukiVSK59qgE1qpcCvNH9gbUBZbeD%2FbIFtv06Asb9gwAAAAEAVgAAA1YFtgAFABG3AQMAA0lZABIAPysAGD8xMDMBMwEhB1YBNar%2B7AI1IQW2%2BuSaAAABAFQAAAa4BbYAFAAZQAwKAhMDBwwIAwAPBxIAPzMzPzMSFzkxMCEDIw4BBwMjATMTMwEhASMaATcjAQKkpggHKxC%2BogE19JUJApMBCv7Rrn6GGwb9MwUQSPtK%2FH0FtvtMBLT6SgJOAndN%2Bu4AAAAAAQBUAAAFqAW2AA8AFUAJAwsHDggDAQcSAD8zPzMSOTkxMCEjASMGBwMjATMBMzY3EzMEc7X%2BNAYgKqyiATW0AcsGHiqupATH3cX82wW2%2BzzgtQMvAAAAAAIAlv%2FsBYMFzQANABsAF0AMCw5JWQsEBBVJWQQTAD8rABg%2FKzEwARACBCMgABEQEiQzMgAlIgYCFRQWMzI2EjU0JgWDsP641%2F8A%2FuLAAU%2FS9AEY%2Feed%2BInEqJjxjLwDi%2F7z%2FlfpASsBDgEIAbTs%2Fsycyv6Y2sffwwFs3cffAAAAAgBWAAAEhwW2AAoAEwAdQA8LBEpZCwsHBhIHE0pZBwMAPysAGD8SOS8rMTABFAAhIwMjASEyFgEzMjY1NCYrAQSH%2Frj%2Bw4d7qgE1AUrW3P0Thdjgi5CjBD34%2Fvr9wQW2vf3YtrB9bwACAJb%2BpAWDBc0ADQAfACNAER8QHRAHFwBJWRcEEAdJWRATAD8rABg%2FKxESADkYEMYxMAEiBgIVFBYzMjYSNTQmAQcjIAAREBIkMzIAERAABwEjA2qd%2BInEqJ7yhbz%2BxBEQ%2FwD%2B4sABT9L0ARj%2B6uwBEtsFNcr%2BmNrH38gBadvH3%2Fq5AgErAQ4BCAG07P7M%2FvL%2Bs%2F4aTv6aAAIAVgAABIkFtgALABUAJkATCAAODgBKWQ4OAwoCEgMMSVkDAwA%2FKwAYPzMSOS8rERIAOTEwAQMjASEgERAFEyMLAQIHMzI2NTQmIwGBgaoBNQFAAb7%2BkO%2B60WlmDqjB0IeYAmD9oAW2%2FpL%2BpGX9eQJgAsH%2BEkGqn3ltAAABACf%2F7AQjBcsAJgAgQBAfDBUDFRxJWRUEAwlJWQMTAD8rABg%2FKxESADk5MTABFAQjIiYnNRYzMjY1NCYnLgE1NCQzMhYXBy4BIyIGFRQeARceAgOR%2Fuf%2FaqFHorKivmmPl3UBCNdjq19CQqRFhqMiSmmTZzUBqNPpHSKqVJeETndRVap0u%2BsmLpYmLIt3Nk1EPVhkeQAAAAEAugAABLQFtgAHABZACgESBwMEA0lZBAMAPysRADMYPzEwISMBITchByEB56wBFf5qIQPZHv5oBR%2BXlwAAAAABAKT%2F7AV%2FBbYAFQAUQAkVCgMEEUlZBBMAPysAGD8zMTABAwIEIyImNTQ3EzMDBhUUFjMyNjcTBX%2FNN%2F7j9ubeGL2qvxaSkay%2FLM0Ftvw6%2Fvn90MNReANu%2FIVqUnWHr8oDugAAAQC8AAAFHwW2AAsAELYLBgMHAwYSAD8%2FMxEzMTAlNjcBMwEjAzMTFhUB3z1lAd%2B%2F%2FPO0oqphFMWQwgOf%2BkoFtvxexIsAAAAAAQDfAAAHgQW2AB0AGUAMBA8YAwkcEwoDAQkSAD8zPzMzEhc5MTAhIwMmNSMOAQEjAzMTFxQHMzY3ATMTFhUHMzY3ATME6aoxCAYZSP4srj6qHwIKBllDAZWyKwkBCUs4AYO2A8WIkkil%2FA4Ftvx7WGKg84wDYPykmZdT4IIDfQAB%2F5gAAATRBbYACwAVQAkIAgQJBgMBBBIAPzM%2FMxI5OTEwISMDASMJATMTATMBA7y01f4fugJU%2FvmsywG7uv3VAoH9fwMIAq79zQIz%2FUoAAAEAvAAABMMFtgAIABC2AAUBBwMFEgA%2FPzMSOTEwCQEzAQMjEwMzAhkB6cH9jXGsd%2B6qAssC6%2Fxn%2FeMCJQORAAAB%2F%2FAAAASTBbYACQAgQBAHBAIIBQRJWQUDAQhJWQESAD8rABg%2FKxEAMxEzMTApATcBITchBwEhA3X8exwDnP1xIANaGvxkArmJBJKbi%2FtvAAH%2F8P68AvAFtgAHAA61BQIDBgEnAD8zPzMxMAEhASEHIwEzAXP%2BfQF9AYMf4%2F7C4%2F68BvqN%2BiEAAQDdAAACUAW2AAMACrMDAwISAD8%2FMTABEyMDAXfZmtkFtvpKBbYAAAH%2Fav68AmoFtgAHAA61AwQDAAcnAD8zPzMxMAczASM3IQEhd%2BEBQOMeAYX%2BhP58tgXfjfkGAAAAAQA1AikEAgXBAAYADrQFAQAEAgAvLzMRMzEwEwEzASMDATUCVm0BCpHJ%2Fi0CKQOY%2FGgC6%2F0VAAAB%2F0T%2BvAKN%2F0gAAwAIsQECAC8zMTABITchAm%2F81R4DK%2F68jAABAj8E2QOHBiEACAAIsQYBAC%2FNMTABIy4BJzUzFhcDh2g9hxy1K2gE2T26PBWIpwACAGL%2F7ARgBFwAEgAgACdAFAoEDAAFDwgVABpGWQAQDBNGWQwWAD8rABg%2FKwAYPz8REjk5MTABMhYXMzczAyM3IwYjIiY1NBI2AzI2EjU0JiMiBgIVFBYCf1yQKAtDf%2BmFGgizxouejvopYcB4cFtos2ZeBFxjXaz7uNHlxqzQAWTK%2FBu5ASmVZ3qs%2FtqjcnEAAAAAAgA7%2F%2BwEOQYUABUAIgAnQBQLBAAPBwAGFQ8WRlkPEAAdRlkAFgA%2FKwAYPysAGD8%2FERI5OTEwBSImJyMHIwEzBgIHMz4BMzIWFRQCBhMiBgIVFBYzMjYSNTQCIWGTJQpGfQFKqDM3MAldtWCNnon1IGDHdW9pY6toFGZYqgYU8v7%2FrHZvxq3R%2Fp3HA%2BO%2B%2FuCXbnWiASuo4wABAGL%2F7AOqBFwAGAAXQAwHDEZZBxAAE0ZZABYAPysAGD8rMTAFIiY1NBIkMzIXByYjIgYCFRQWMzI2NxUGAfrC1pQBBaOJgy94Y3C5aYV1SIA%2BfBTWw8gBUr0zjTOZ%2Fu%2BggI4oG48%2FAAIAYv%2FsBMMGFAAUACEAJ0AUAwsOAAYACRUAHEZZABAOFUZZDhYAPysAGD8rABg%2FPxESOTkxMAEyFzM2NxMzASM3Iw4BIyImNTQSNgMyNhI1NCYjIgYCFRQCf8JXChEcTqb%2BtosWCGWwXouckPUmXsh1bGdlrWkEWr6bdwFm%2BezRfWjErtYBZML8HbsBI5dvdKX%2B1aXjAAAAAgBi%2F%2BwDtARcABgAIgAmQBQcDkZZHBwABwcZRlkHEAASRlkAFgA%2FKwAYPysREgA5GC8rMTAFIiY1NBI2MzIWFRQEISMHFBYzMjY3FQ4BEyIGBzMyNjU0JgHsuNKV9pSZmv60%2FsshBHuBP4VjXpA0Z7UwDOTzSRTawbwBWcCFd7TNUIOTJDCSLCMD4bynd3E1RgAAAAH%2FG%2F4UA4MGHwAgACpAFgwaCR0QFkZZEAAaHUdZGg8ABUZZABsAPysAGD8rABg%2FKxEAMxEzMTADIic1FjMyNjcTIz8CPgEzMhYXByYjIgYPATMHIwMOAWhFOEAwTFIZ48ENzhcuo6AodCArTD1XXR0Z7hnt6Cei%2FhQVjRZ8cwQ6Q0JkyKUXDoEdYYFsf%2Fu2va4AAAAD%2F4H%2BFARMBFwAKAA1AEMASEAoGzMzDkZZBzlHWQQgCQMHJjMHMwcVKCZAR1kmECgCR1koDxUsR1kVGwA%2FKwAYPysAGD8rERIAOTkYLy8REhc5KysRADMxMAEPARYVFAYjIicGFRQWHwEeARUUBCEiJjU0NjcmNTQ2Ny4BNTQ2MzIXARQWMzI2NTQmLwEOAQEUFjMyPgE1NCYjIg4BBEwZ0ynpwzcdi0I%2FdbWj%2Ftz%2B98LckKFOZls%2FUO%2B6Tkz9SoKAts1sgp94gAEWWlBPdj9YUk51QQRIaxg%2BYL%2FjCDVOKRsIDhaEgLjKk4ZpmjYpUEVjKyB9U8L4FPr1TVp%2FdD5IDhAZfgMSVVlUk1ZSVlGRAAEAOwAABCkGFAAdAB1ADhILFgwAAAsVFgVGWRYQAD8rABg%2FMz8REjkxMCETNjU0IyIOAQcDIwEzDgMHMz4BMzIWFRQHBgMC2ZQSk1mpgSFlqAFKqBIhIykbC163ZIOPFydqArReKZR24Z%2F%2BJwYUUpqfrmZ7apCEPmjB%2FiEAAAAAAgA7AAACHwXfAAMADgAOtQwHAg8BFQA%2FP8QyMTAzIxMzAzQ2MzIVFAYjIibjqOqoeUAzWEMsKDQESAEYOEdaN0wxAAAC%2Fv7%2BFAIdBd8ADAAXABZAChUQCA8ABUZZABsAPysAGD%2FEMjEwAyInNRYzMjcBMwEOAQE0NjMyFRQGIyImh0U2PTp9KwEIpv72JJ0BVEAzVkMsJjT%2BFBWNFs0E2%2FsWq58HTDhHWjdMMQAAAAABADkAAAQhBhQADgAYQAsGDgkBCgABDwUJFQA%2FMz8%2FERI5OTEwCQEzCQEjAwcDIwEzCgEHAUoCDsn%2BKwEnu%2BuYUqoBSqpIci0CLwIZ%2Fi39iwIMe%2F5vBhT%2BsP3sgQAAAAABADkAAAItBhQAAwAKswIAARUAPz8xMDMjATPhqAFMqAYUAAABADsAAAaHBFwALAAnQBMWDwwTDQ8AIQwVJwYTBkZZGhMQAD8zKxEAMxg%2FMzM%2FERI5OTEwIRM2NTQmIyIOAQcDIxMzBzM%2BATMyFhczPgEzMhYVFAcDIxM2NTQmIyIOAQcDAriUEj5LVJ95IWWo6osWCletXHF6CwhWwmN%2FixaQqpQURUpRnncfawK0XilGTnjfnf4lBEjLd2iCdH15iIJEbv1gArRoKj5LdNWS%2FgwAAAEAOwAABCkEXAAZAB1ADg8MEw0PAAwVEwZGWRMQAD8rABg%2FMz8REjkxMCETNjU0JiMiDgEHAyMTMwczPgEzMhYVFAcDAtmUFEdOWamBIWWo6osWCmCzYH%2BTF48CtGgoP0x43p7%2BJQRIy3pli31PZf1gAAAAAgBi%2F%2FAEHQRWAA0AGwAXQAwAEUZZABAHGEZZBxYAPysAGD8rMTABMhYVFAIGIyImNTQSNgE0JiMiBgIVFBYzMjYSAoO%2B3JD2m8DakvgBg31rba1ff3dopl0EVuHFvP6ytuLEvgFPs%2F5xc4%2BU%2Fvmhg4%2BSAQ0AAAAAAv%2FV%2FhQEOQRaABUAIgAnQBQEDAAPCg8JGw8WRlkPEAAdRlkAFgA%2FKwAYPysAGD8%2FERI5OTEwBSImJyMHDgEDIwEzBzM2MzIWFRQCBhMiBgIVFBYzMjYSNTQCIWGSKAoEAw9rpgFQixoIs8GJnor0IGDHdW9pY6toFGRaJhla%2FgMGNNHjw7DU%2Fp7FA%2BO%2B%2FuCXbnWiASuo4wACAGL%2BFARgBFwAFQAiACdAFAQLAA8FDwgbAB1GWQAQDxZGWQ8WAD8rABg%2FKwAYPz8REjk5MTABMhYXMzczASMTNjcjDgEjIiY1NBI2AzI2EjU0JiMiBgIVFAKBXo8lDUN9%2FrCmZQkwCF%2B0YIyfkfcpXMR5bWJlsGgEXGVbrPnMAeAtsHlsw6%2FUAWjC%2FBu4ASKbaXqp%2Ftej4wAAAAABADsAAANoBFwAEgAbQA0OCwAMDwsVAAVGWQAQAD8rABg%2FPxESOTEwATIXByYjIg4BBwMjEzMHMz4CAvBFMyQ1NFufdxxrqOqLFgpIXmcEXA6WDXjVgv4KBEjLX1MtAAABAAj%2F7ANEBFwAJAAgQBAMHgMVFRtGWRUQAwlGWQMWAD8rABg%2FKxESADk5MTABFAYjIic1HgEzMjY1NCYnLgE1NDYzMhcHJyYjIgYVFBYXHgIC393JqYhGokV%2BgEZ0gmzKpaufNjhld11qR29rXS4BN5yvRZ4qLmROOU5ESYxgiqlKiRkrV0U4UD88VmMAAAABAFr%2F7ALbBUQAGgAnQBMQEkAMFQ8SEhVHWRIPBgBGWQYWAD8rABg%2FKxEAMxEzGhgQzTEwJTI3FQ4BIyImNTQ3EyM%2FAjMHIQchAwYVFBYBizdZImQefYUSf6wOuX1iNwESGv7vgRI6dRqBDhR3dkJUAlpJTuT8f%2F2kVy04PAAAAAEAcf%2FsBF4ESAAYABtADQ8SChgPDRUSBUZZEhYAPysAGD8%2FMxI5MTABAwYVFDMyPgE3EzMDIzcjDgEjIiY1NDcTAcOWEpNYqoIiZKbnixYMYrJfgJIWkgRI%2FUlZMo944J4B2%2Fu4y31ii4E%2BbgKkAAABAGIAAAQSBEgACwAOtQkBDwUAFQA%2FMj8zMTAzAzMTEhUzEjcBMwHffahAGAZ%2FNAFFsv2xBEj9m%2F7%2BaAETYAJc%2B7gAAAEAdQAABgYESAAfABlADAUPGQMJHRMKDwAJFQA%2FMz8zMxIXOTEwIQMmPQEjDwEBIwMzExUUBzM2NwEzExYdAQczNhIBMwEDPyAECTJT%2Ft3KK6QSCAYvWgEntiUGAgYcbgEMsv4GAlpeTpx2vf2RBEj9rliTenzGAnX9rqheNSpWAQkCWPu4AAAB%2F7YAAAQGBEgACwAVQAkGAAIHBA8LAhUAPzM%2FMxI5OTEwCQEjAQMzEwEzARMjAdP%2BpsMB2%2B%2BqrgFKwv45%2FKgBsv5OAjUCE%2F5kAZz95f3TAAH%2FO%2F4UBBIESAAYABhACwUPCgAPDxRGWQ8bAD8rABg%2FMxI5MTATMxMWEhUzPgE3ATMBDgEjIic1FjMyNj8BYqhKChMGI2gZAUWy%2FUhdtoBIRD9EUnU3TARI%2Fd9F%2FvNSV%2BIrAmH6%2FqyGFYcSZWOIAAAB%2F%2BMAAAN9BEgACQAgQBAHBAIIBQRHWQUPAQhHWQEVAD8rABg%2FKxEAMxEzMTApATcBITchBwEhArL9MRcCtv4hGwKRHf1YAhN1A1Z9jPzBAAEAG%2F68Ay8FtgAnABlACxsKCgsLJhQSAwAnAD8%2FMzI5LzMSOTEwASImNTQ3PgEnNCM3MjY3Ez4BOwEHIgYHAw4BBxUWFRQPAQYVFBYzFQG6jZcUISUE0SB2jxZEIqerIR9pXBRHHH5olxIvD0lT%2FrxpdzRZkqMVj49XaAFGoICNSVf%2Bv3t6EQUprDtI0zooNTGOAAABAh3%2BEAKoBhQAAwAKswAAAxsAPz8xMAEzESMCHYuLBhT3%2FAAB%2F7b%2BvALBBbYAJwAbQAwcCwsKChQTJgADEycAPz8yETM5LzMSOTEwATIWFRQPAQYVFDMHIgYHAw4BKwE1MjY3Ez4BNzUmNTQ%2FATY1NCYjNwEdkJkVMRDRIXeOFkMkprUNc2gTSBl%2Ba5YSMg5RYxwFtml2MF3bRCuPkFZo%2FrqkfY5IVwFCdX0SBiqpO0jVQSI1MY0AAQBzAlAEMwNUABcAErYPAAaADAMSAC8zMxrNMjIxMAEiBgc1NjMyFhceATMyNjcVBiMiJicuAQFcNoEyYpFFdFZAYTI3gTNkkEh%2BSEtaAslFNJdtHSUbHEI3lm4hICAYAAAAAAL%2F8v6LAfIEXgADAA8AGEALAAAHAyIHDU9ZBxAAPysAGD8SOS8xMAEzAyMBNDYzMhYVFAYjIiYBBG2wzwEIUUYsNVFBMDYCrPvfBStMXDQ2R10zAAEA4f%2FsBCkFywAeAChAFQIeDAkJEU1ZHhhLWR4JHgkBCgcBGQA%2FPxI5OS8vKysRADMRMzEwBSM3LgE1NBI2PwEzBxYXByYjIgYCFRQWMzI2NxUGBwJGfSuEj3%2FmkSN7JXdiL21ucLlphHZIgD57oxTXIs%2BauQE%2BxxWqqAkojjSZ%2Fu%2BgfZIoHI8%2BBAAAAf%2FpAAAEmgXJABsAMUAZCxcYF05ZCBgYEgAABUtZAAcTDxIPTFkSGAA%2FKxEAMxg%2FKxESADkYLzMrEQAzMTABMhcHJiMiBwMhByEHDgEHIQchNzY%2FASM3MxMSA0q4mEKShNUyRQFyGv6NLxZYUALVIfxHG801L8gayUxLBclWhU%2Ft%2Frp%2F22KJK5qNLvPdfwFeAWEAAAIAqAEhBBAEhwAbACcAJEATBQIaFxMQDAkIBxIYFQoEHxUlBwAvM8QyzjIQzjISFzkxMBM0Nyc3FzYzMhc3FwcWFRQHFwcnBiMiJwcnNyY3FBYzMjY1NCYjIgblRIFcf2dycmWBXIFGRn9agWJ1d2J%2FWn9EgY9naJKSaGaQAtN1YoFcgUZGgVqBaHF3Yn9af0RGf1p%2FYHdnj49naJKRAAABAH8AAATsBbYAFgA9QCEKDg8OTVkHDwYSExJNWQMAExUPEx8TAg8TDxMMARUGDBgAPz8zEjk5Ly9dERI5MisRADMRMysRADMxMAkBMwEzByEHIQchAyMTITchNyE3MwMzAkYB67v96%2Bcc%2FtchASkd%2Ftk5mjj%2B3R0BIiH%2B3R3hyqMCywLr%2FP6FoIX%2B9gEKhaCFAwIAAgId%2FhACqAYUAAMABwAXQAoDAwcEBAcAAAcbAD8%2FETkvETkvMTABMxEjETMRIwIdi4uLiwYU%2FPj%2BDfz3AAAAAAIAO%2F%2F4A%2BUGHQAsADgALUAZGTMCLQ8tNjAzJwYeBx4kR1keFQcMR1kHAAA%2FKwAYPysREgAXOREzETMxMBM0NyY1NDYzMhcHJiMiBhUUFhceAhUUBgcWFRQGIyInNR4BMzI2NTQmJy4BAQ4BFRQWFz4BNTQmru53z7C9hDWUdmZ5THxkYjR6b3LkzLB3OKFMhY5lZopwAVRSamWUUF9jAwLJakaFf55EezxRRTFFOCxPZEBhpjhHdpirPZQiLFlVMFIuPYsBURp7RkZeQCx%2BRDxbAAAAAgHJBQ4D6QXTAAoAFQAMsw4DEwgALzPNMjEwATQ2MzIVFAYjIiYlNDYzMhUUBiMiJgHJOC5OOycjLwFsOC9NOycjLwViLkNQMUQsKC5DUDFELAAAAwCL%2F%2BwGagXLABYAJgA2AC1AGQYMABIPDB8MAgASEBICDBIMEhsrIxMzGwQAPzM%2FMxI5OS8vXV0RMxEzMTABIgYVFBYzMjcVDgEjIiY1NDYzMhcHJgE0EiQzMgQSFRQCBCMiJAI3FBIEMzIkEjU0AiQjIgQCA6B9hYKAUoFCXjnA0ty%2BgnY8avyXyAFeysUBWtDJ%2FqfNz%2F6iw2muAS2srgEqr67%2B17Cu%2FtavBCOumqmhK3ocFO%2Fc0PU8eDX%2BuMgBXsrC%2FqLQzP6nys8BWsat%2FtOtrgEpsK4BKq%2Bu%2FtcAAAACAKoDFAMMBccAEgAeABtADAkDAAcTDAAEHhoAHwA%2FMj8Q1DLEEjk5MTABMhczNzMDIzcjDgEjIiY1ND4BAzI%2BATU0JiMiBhUUAfJyJwYlVotcDgQoZElNY1OWFj1nRTk5XH0Fx2da%2FWd1OEp4an%2FXe%2F20YrFPPkXOjIsAAgBYAHEDqAO%2BAAYADQAhQA4NBwoGAAMKAwUIAQwFAQAvLzMRMxI5OREzMxEzMzEwEwEXARMHAwUBFwETBwNYAYdO%2FtescecBiwFvVv7lnnHXAkgBdlH%2BuP59MQG6DgGVRf6T%2FqIxAY0AAAAAAQB%2FAQgEFwMZAAUACrICBAUALzMvMTABESMRITUEF4z89AMZ%2Fe8Bg44AAP%2F%2FADcB1QI5AnMSBgAQAAAABACL%2F%2BwGagXLAA8AHwAtADUALUAVJSkpBDUqKgwEIycnLi4MHAQEFAwTAD8zPzMSOS8zEjkREjkvMxE5LzMxMBM0EiQzMgQSFRQCBCMiJAI3FBIEMzIkEjU0AiQjIgQCJRQGBxMjAyMRIxEzMhYBMzI1NCYrAYvIAV7KxQFa0Mn%2Bp83P%2FqLDaa4BLayuASqvrv7XsK7%2B1q8Dtl9V45XPcX%2Flo53%2BWlzDX2ZaAtvIAV7Kwv6i0Mz%2Bp8rPAVrGrf7Tra4BKbCuASqvrv7XCE5%2BI%2F5%2FAWD%2BoANwfv7llUw%2BAAABAOMGFAQXBpgAAwAIsQECAC8zMTABITchA%2FT87yEDEwYUhAACANcDXgNGBcsADAAYAAyzEAoWAwAvMy8zMTATNDYzMh4BFRQGIyImNxQWMzI2NTQmIyIG17WCU5FUtYODtHF0UlNyc1JQdgSTgLhTkVSAtbWAUHR1T1J1dQAAAAIAfwAABBcEmAALAA8AIUAOCQEBBgILAgsCDQUNDAUALy8zERI5OS8vETMzETMxMAEhNSERMxEhFSERIwE1IRUCBP57AYWNAYb%2Beo3%2BewOYAoONAYj%2BeI3%2Bff8AjY0AAAEAYAJKAvYFyQAXABK3Cg8fAhYWASAAPzMRMz8zMTABITclPgI1NCYjIgcnNjMyFhUUBg8BIQKR%2Fc8XAQhzVyg%2BO1ppO32VbX1pkd0BiwJKauRkY1cvNUBQWmVxXmOhfbsAAAABAHcCOQL0BckAIgAbQAwiEBAREQYYHR8LBiEAPzM%2FMxI5LzMSOTEwAR4BFRQGIyInNRYzMjU0KwE3MzI2NTQmIyIHJzYzMhYVFAcCJUVOtqJ9bH1yzbJaFl9hdEU7Zl43bZ9ygM8EDBFmRYSTOH9IqolrUkc8PURdWHBftDYAAAECFATZA7oGIQAJAAixBAkAL80xMAE%2BATczFQ4BByMCFDiLJb4mzEtpBPQ8tzoVMcw2AAAB%2F9X%2BFARqBEgAGgAgQBASDA8HFw8KFRYbDwJGWQ8WAD8rABg%2FPz8zEjk5MTABFDMyPgE3EzMDIzcjDgEjIicjDgEDIwEzAwYBJ5NZpoMiaaPpixgMXbRicDMJCxdIpAFQqJQSAQqTduCdAd77uM15aGBOjP6iBjT9SVwAAQDH%2FvwEtgYUAA8AGkALBggIDgUBDgNJWQ4ALysAGC8zEjkvOTEwASMRIxEjEQYjIiY1EDYzIQS2ctVzPlTYy9roAi3%2B%2FAZ9%2BYMDMxL6%2BwEE%2FgD%2F%2FwCqAksBogNaEAcAEQB%2FAmgAAAAB%2F1b%2BFADTAAAAEQAMswgDEA8ALzPMMjEwExQGIyInNRYzMjU0Jic3MwcW06KFKS0mHq5OPGVqPYP%2B7GJ2CWQGbi4rCLZ5JgABAQICSgKPBbYACgAOtQkGAyAAHgA%2FPzk5MTABMwMjEzY3DgEHJwIZdrqHcBkhGTJ4MwW2%2FJQCDmd6GStPWgAAAgCoAxQC6QXHAAwAFwANtBMDDQofAD8zxDIxMAEUBiMiJjU0PgEzMhYnIgYVFBYzMjY1NALpsZhxh1SXY3V%2B9WZ1TEVedQTDv%2FCOfXXFboYfr45VVbGQpgAAAAACABcAcwNoA8EABgANAB9ADQAGAwcNCgoDBQgBDAUALzMvMxI5OREzMxEzMzEwCQEnAQM3EyUBJwEDNxMDaP53TgEprHHp%2FnX%2BkFYBGp5x2QHl%2Fo5SAUMBhzL%2BQQ7%2Bb0YBaAFiMv5u%2F%2F8AewAABVIFthAnANMCYgAAECYAe8oAEQcA1AJm%2FbcACbMDAhIYAD81NQD%2F%2FwBCAAAFpAW2ECYAe5IAECcA0wIpAAARBwB0Aq79twAHsgIQGAA%2FNQAAAP%2F%2FAFcAAAXoBckQJgB14AAQJwDTAvgAABEHANQC%2FP23AAmzAwIqGAA%2FNTUAAAL%2F%2FP5xAvgEWAAZACUAI0ARBhkZECMjHU9ZIxAQCUlZECMAPysAGD8rERIAORgvOTEwAQ4BDwEGFRQWMzI2NxcOASMiJjU0Njc%2BATcTFAYjIiY1NDYzMhYCkRZkc1%2BfZ2BQlEI%2BWsZXqLaEn4RRFu5RRys1UEMvNgKogqRdS3%2BUXWYzH4EwNKeafNB3Ym1kAUpNWzQ0R18zAAAA%2F%2F%2F%2FiwAABBAHcxImACQAABEHAEP%2F2AFSAAq0AhAQBSYAKxE1%2F%2F%2F%2FiwAABE0HcxImACQAABEHAHYAkwFSAAq0AhgYBSYAKxE1%2F%2F%2F%2FiwAABDgHcxImACQAABEHAMUAQgFSAAq0AhUVBSYAKxE1%2F%2F%2F%2FiwAABI8HLxImACQAABEHAMcAYAFSAAq0AhgYBSYAKxE1%2F%2F%2F%2FiwAABCsHJRImACQAABEHAGoAQgFSAAy1AwIiIgUmACsRNTUAAP%2F%2F%2F4sAAAQQBwISJgAkAAARBwDGAAIAgQAZQA8DAu8YAd8YAW8YAQ8YARgAEV1dXV01NQAAAv%2BJAAAG3QW2AA8AEwA8QCAKDUlZCgoBBhMDSVkTEwEGBRIJEgYSSVkGAwEOSVkBEgA%2FKwAYPysRADMYPxESOS8rERIAORgvKzEwKQETIQEjASEHIQMhByEDIQETIwEFqP0fYv5K%2FtvFA6oDqiH9y2QCEBz973MCNv1%2Fk1T%2BTgHR%2Fi8Ftpn%2BK5b95gHVArD9UAAA%2F%2F8Alv4UBQoFyxImACYAABAHAHoCIwAA%2F%2F8AVgAABGoHcxImACgAABEHAEP%2F%2BwFSAAq0AQ0NBSYAKxE1%2F%2F8AVgAABGoHcxImACgAABEHAHYAfQFSAAq0ARUVBSYAKxE1%2F%2F8AVgAABGoHcxImACgAABEHAMUARgFSAAq0ARISBSYAKxE1%2F%2F8AVgAABGoHJRImACgAABEHAGoAQgFSAAy1AgEfHwUmACsRNTUAAP%2F%2FAFYAAAJRB3MSJgAsAAARBwBD%2FsoBUgAKtAEFBQUmACsRNf%2F%2FAFYAAANCB3MSJgAsAAARBwB2%2F4gBUgAKtAENDQUmACsRNf%2F%2FAFYAAAMoB3MSJgAsAAARBwDF%2FzIBUgAKtAEKCgUmACsRNf%2F%2FAFYAAAMpByUSJgAsAAARBwBq%2F0ABUgAMtQIBFxcFJgArETU1AAAAAgBIAAAFFAW2AA0AGwAtQBcaBwgHSVkXCAgFCgoWSlkKAwUbSlkFEgA%2FKwAYPysREgA5GC8zKxEAMzEwARACBCkBEyM3MxMhIAABMiQSNTQmKwEDIQchAwUU0v56%2Fvr%2BoIeVIJaNAVYBFAEf%2FK3KATKjzseybwFKIf62agNt%2Fvv%2BcNgCiZYCl%2F7V%2FAi3AU7X1939%2FJb%2BCv%2F%2FAFQAAAWoBy8SJgAxAAARBwDHAQgBUgAKtAEZGQUmACsRNf%2F%2FAJb%2F7AWDB3MSJgAyAAARBwBDAGgBUgAKtAIdHQUmACsRNf%2F%2FAJb%2F7AWDB3MSJgAyAAARBwB2ASEBUgAKtAIlJQUmACsRNf%2F%2FAJb%2F7AWDB3MSJgAyAAARBwDFANUBUgAKtAIiIgUmACsRNf%2F%2FAJb%2F7AWDBy8SJgAyAAARBwDHAOUBUgAKtAIlJQUmACsRNf%2F%2FAJb%2F7AWDByUSJgAyAAARBwBqAM8BUgAMtQMCLy8FJgArETU1AAAAAQCoATED8AR3AAsAFkAKAwYACQQCCggEAgAvMy8zEhc5MTAJATcJARcJAQcJAScB5%2F7BYgFAAUNj%2FrwBQmH%2Bvf7AYALTAUFj%2FsABQGD%2BvP6%2BYAFA%2FsJgAAMAd%2F%2BsBbYGBAAXACAAKQAjQBMfIx4kBCYYDxhJWQ8EBCZJWQQTAD8rABg%2FKxESABc5MTABEAIEIyInByc3JjUQEiQzMhYXNxcHHgEBIgYCFRQXASYTNCcBFjMyNhIFg7D%2BuNfIhIFwiWrAAU%2FSY59Ig3KVMDL95534iSkC4VrRIf0jW46Y8YwDi%2F7z%2FlfpYKBcqojrAQgBtOw2OaZcuD68AT%2FK%2Fpjah1wDl1j%2BWnZX%2FHFKwwFsAP%2F%2FAKT%2F7AV%2FB3MSJgA4AAARBwBDAFgBUgAKtAEXFwUmACsRNf%2F%2FAKT%2F7AV%2FB3MSJgA4AAARBwB2ASMBUgAKtAEfHwUmACsRNf%2F%2FAKT%2F7AV%2FB3MSJgA4AAARBwDFAMsBUgAKtAEcHAUmACsRNf%2F%2FAKT%2F7AV%2FByUSJgA4AAARBwBqALoBUgAMtQIBKSkFJgArETU1AAD%2F%2FwC8AAAEwwdzEiYAPAAAEQcAdgBUAVIACrQBEhIFJgArETUAAgBWAAAEUgW2AAwAFQAlQBMJFUpZCQkGBw0ESlkNDQYHAwYSAD8%2FEjkvKxESADkYLysxMAEUACEjAyMBMwMzMhYBMzI2NTQmKwEEUv64%2FsGFRqoBNao1oNXd%2FRCH1%2BKMkaYDPfj%2B%2Bv7BBbb%2FAL792bawfm4AAAAAAf8A%2FhQEWAYfAD8ALEAYNhUnAx4MDDlGWQwAHiRGWR4WAAVGWQAbAD8rABg%2FKwAYPysREgAXOTEwAyInNRYzMjY3AT4BMzIWFRQOAQcGFRQXHgIVFAYjIic1HgEzMjY1NC4BJy4BNTQ%2BATc%2BAjU0JiMiBgcBDgGFRTY9MkFUFwEYK%2BLCorQqUYpuXy9sM9m4r10zhz5xiBUuQlhFJT5dUD4iaVl3hhz%2B7iii%2FhQVjxZfbgUiyMaOfTljW2lTRDhCImtxQ6%2FHR6ApM3RlKD44N0VuPDVWR0U4P0MlQEl9gPrpva7%2F%2FwBi%2F%2BwEYAYhEiYARAAAEQYAQ7EAAAq0AiIiESYAKxE1AAD%2F%2FwBi%2F%2BwEYAYhEiYARAAAEQYAdkQAAAq0AioqESYAKxE1AAD%2F%2FwBi%2F%2BwEYAYhEiYARAAAEQYAxfcAAAq0AicnESYAKxE1AAD%2F%2FwBi%2F%2BwEYAXdEiYARAAAEQYAxxIAAAq0AioqESYAKxE1AAD%2F%2FwBi%2F%2BwEYAXTEiYARAAAEQYAav0AAAy1AwI0NBEmACsRNTX%2F%2FwBi%2F%2BwEYAaBEiYARAAAEQYAxtoAAAy1AwIkJBEmACsRNTUAAwBi%2F%2BwGWARcACoAOABCAEJAJBUYAwYEChE8IUZZPDwFFg8FFTkyETJGWRoRECUrCitGWQAKFgA%2FMysRADMYPzMrEQAzGD8%2FEjkvKxESABc5MTAFIiYnByM3Iw4BIyImNTQSNjMyFhczNzMHNjMyFhUUBCEjBxQWMzI2NxUGJTI2EjU0JiMiBgIVFBYBIgYHMzI2NTQmBI1soygfchoIbaVfeoqN8o5SficLQ20fe9F3k%2F6z%2Fs4nBH2DN3t1pPxrX7t3W01jsGRKA9V1vC8O4vVGFE9Qi9GEYcaqzgFmzGFfrJKmiHS2y1CDkyEzlkuLtwEqlmd6rf7epHJzA1a9pnVvPUIAAAD%2F%2FwBi%2FhQDqgRcEiYARgAAEAcAegF9AAD%2F%2FwBi%2F%2BwDtAYhEiYASAAAEQYAQ4IAAAq0AiQkESYAKxE1AAD%2F%2FwBi%2F%2BwD7wYhEiYASAAAEQYAdjUAAAq0AiwsESYAKxE1AAD%2F%2FwBi%2F%2BwDxgYhEiYASAAAEQYAxdAAAAq0AikpESYAKxE1AAD%2F%2FwBi%2F%2BwDvQXTEiYASAAAEQYAatQAAAy1AwI2NhEmACsRNTX%2F%2FwA7AAAB7AYhEiYAwgAAEQcAQ%2F5lAAAACrQBBQURJgArETX%2F%2FwA7AAAC6gYhEiYAwgAAEQcAdv8wAAAACrQBDQ0RJgArETX%2F%2FwA7AAACxAYhEiYAwgAAEQcAxf7OAAAACrQBCgoRJgArETX%2F%2FwA7AAACwQXTEiYAwgAAEQcAav7YAAAADLUCARcXESYAKxE1NQAAAAIAWv%2FsBHEGJQAgAC4ANEAcGQ8WHgAIBQQDHxYoRlkWFg8fDwYDAQ8hRlkPFgA%2FKwAYPzM%2FEjkvKxESABc5ERI5MTABJic3FhclFwceARUUAgQjIiY1NBI2MzIWFzc1NCYnBScTMj4BNTQmIyIOARUUFgKkQlBfdkYBBEDwV0%2BP%2Fvm0ts2H75RpmSMGSUr%2B8jgxa6Zmg3FtoFdzBT86N3VURpJphXP7kP3%2BfMTQuaABFJ5bTwIRiNBdlWz7vXDgcnaKc8%2BAfoL%2F%2FwA7AAAEUAXdEiYAUQAAEQYAxyEAAAq0ASMjESYAKxE1AAD%2F%2FwBi%2F%2FAEHQYhEiYAUgAAEQYAQ5cAAAq0Ah0dESYAKxE1AAD%2F%2FwBi%2F%2FAEHQYhEiYAUgAAEQYAdjkAAAq0AiUlESYAKxE1AAD%2F%2FwBi%2F%2FAEHQYhEiYAUgAAEQYAxe8AAAq0AiIiESYAKxE1AAD%2F%2FwBi%2F%2FAENQXdEiYAUgAAEQYAxwYAAAq0AiUlESYAKxE1AAD%2F%2FwBi%2F%2FAEHQXTEiYAUgAAEQYAaugAAAy1AwIvLxEmACsRNTUAAwB%2FAPwEFwSoAAMADgAZABC1AAEBEQwRAC8vEjkvMzEwEzUhFQE0MzIWFRQGIyImETQzMhYVFAYjIiZ%2FA5j9xG81Ozw0NDtvNTs8NDQ7AouOjv7qeT08Oj8%2BAvV5PTw6Pz4AAAMAPf%2B0BFAEkwAVAB4AJwAwQBsSDwcEBgkiHB0hERQIDwQPFkZZDxAEJEZZBBYAPysAGD8rERIAFzkYEMYQxjEwARQCBiMiJwcnNyY1NBI2MzIXNxcHFiUiBgIVFBcBJhM0JwEWMzI2EgQXi%2FSakmRiaW1Ek%2FSWkmpoaXc%2B%2FnBsr2QRAgY2jA39%2FjllZ6tfAsG9%2Fqq%2BQX1Sh2eiwgFOsESBT4FhaZL%2B%2FpdcLQKFL%2F7lVCP9fy2PAQIAAAD%2F%2FwBx%2F%2BwEXgYhEiYAWAAAEQYAQ5kAAAq0ARoaESYAKxE1AAD%2F%2FwBx%2F%2BwEXgYhEiYAWAAAEQYAdmgAAAq0ASIiESYAKxE1AAD%2F%2FwBx%2F%2BwEXgYhEiYAWAAAEQYAxQoAAAq0AR8fESYAKxE1AAD%2F%2FwBx%2F%2BwEXgXTEiYAWAAAEQYAagAAAAy1AgEsLBEmACsRNTX%2F%2F%2F87%2FhQEEgYhEiYAXAAAEQYAduAAAAq0ASIiESYAKxE1AAAAAv%2FV%2FhQEOQYUABcAJAAnQBQEDQARCQAIGxEYRlkREAAfRlkAFgA%2FKwAYPysAGD8%2FERI5OTEwBSImJyMGBwMjATMCBgczPgEzMhYVFAIGEyIGAhUUFjMyNhI1NAIhYpQnCggRZqYBsKhfKBMJZbBfi56K9CBgx3VvaWOraBRmWGhI%2FhoIAP5HokR9aMOw1P6exQPjvv7gl251ogErqOMA%2F%2F%2F%2FO%2F4UBBIF0xImAFwAABEGAGqGAAAMtQIBLCwRJgArETU1AAEAOwAAAc0ESAADAAqzAg8BFQA%2FPzEwMyMTM%2BOo6qgESAAAAAIAlv%2FsBykFzQAVACEAOUAgEBNJWRAQAQwMD0lZDAMKG0lZCgQDFklZAxIBEgEUSVkrABg%2FPysAGD8rABg%2FKxESADkYLysxMCkBBiMgABEQEiQzMhchByEDIQchAyEFMjcTJiMiBgIVFBYF9P1eTlD%2FAP7iwAFP0phVAsUf%2FctkAhAf%2FfBzAjX8pEU29kxznfiJxBQBKwEOAQgBtOwXmf4rlv3mFRMEiRbK%2Fpjax98AAwBi%2F%2BwGrARcACEALgA4ADtAHgIOBQwyGEZZMjIFDC8iDCJGWREMEBwpBSlGWQAFFgA%2FMysRADMYPzMrEQAzERI5GC8rERIAOTkxMAUgJw4BIyImNTQSNjMgFz4BMzIWFRQEISMHFBYzMjY3FQYBIgYCFRQWMzISETQmJSIGBzMyNjU0JgTj%2FvJWRc17uNiW%2FJsBDllLzXeLnP63%2FtApBHuBS4xQov0Cba5gfG6xyncCiX2%2FLBLn8EAU4Wty5MLBAU6x4W16g3m3ylCDkzEjlksD3ZL%2B%2FpuNkgFBAQt8hgS9pnp0MEUAAAEBjwTZA%2FYGIQAOAAyzAwsGAQAvM80yMTABIyYnBgcjNT4BNzMWHwED9mc5aIZsbZF3F54lWyoE2TCNd0YbhYEnY4hCAAAAAAICJwTZA90GgQALABcAFUALDx8JLwk%2FCQMJFQMALzPMXTIxMAEUBiMiJjU0NjMyFgc0JiMiBhUUFjMyNgPdeGNldnxfZXZoQDMxQjs4M0AFsGN0c2JedXJhNT4%2BNTY9PQAAAAABAVAE2QQvBd0AFQAStgUTC4AQAAkAL8QyGt3GMzEwASIuAiMiBgcjEjMyHgIzMjY3MwIDRihLR0MgLDMWZDqtLE9HPhssMxpkQgTbIysjOToBAiQrJDY%2F%2Fv4AAAEANwHVA5ECdQADAAixAAEALzMxMBM3IQc3IwM3IgHVoKAAAAEANwHVB2gCdQADAAixAAEALzMxMBM3IQc3IwcOIgHVoKAAAAEAewPBAggFtgAGAAmyAAMDAD%2FNMTATJzYTMwIHgQZirH%2BTOAPBFtMBDP6nnAAAAAEAfQPBAgwFtgAHAAmyBQcDAD%2FGMTABFw4BByMSNwIECCiOWIGGRQW2Flv%2FhQEqywAAAAAB%2F5z%2B%2BAErAO4ABgAIsQQAAC%2FNMTAlFwYHIxI3ASMIcZ2Bfk7uF%2Bv0AR7YAAIAewPBA3sFtgAGAA0ADbQABwMKAwA%2FM80yMTABJzYTMwIHISc2EzMCBwH0CFDAf6Ip%2FdEGYqx%2FkzgDwRa1ASr%2BhXoW0wEM%2FqecAAACAH0DwQN%2FBbYABwAPAA20DAUPBwMAPzPGMjEwARcOAQcjEjchFwYDIzYSNwIECCiOWIGGRQItCl60fzl1HAW2Flv%2FhQEqyxbO%2Fu9%2BASVSAAL%2FnP74ApwA7gAGAA0ADLMLDQQAAC%2FNMzIxMCUXBgcjEjchFwYDIxI3ASMIcZ2Bfk4CKwlfsIGMP%2B4X6%2FQBHtgXzf7uATy6AAEAxwHsApED6QALAAixCQMAL80xMBM0NjMyFhUUBiMiJseTfVxelIBZXQKskaxiXI2yYwABAFgAcQItA74ABgAStgYAAwMBBQEALy8SOREzMzEwEwEXARMHA1gBh07%2B16xx5wJCAXxR%2FrL%2BgzEBtAABABcAcwHsA8EABgAStgAGAwMFAQUALy8SOREzMzEwCQEnAQM3EwHs%2FnhNASiscegB8P6DUgFNAX0y%2FksAAAAAAf4ZAAAC8AW2AAMACrMDAwISAD8%2FMTAJASMBAvD7wpkEPQW2%2BkoFtgAAAAACAFwCSgLfBbwACgAQACFADw0HBhABBQUJEBADBx4DIAA%2FPxI5LzMzETMRMxEzMTABIwcjNyE3ATMDMyMSNwYPAQLJgSt%2FK%2F6TFwHhhXl%2F%2FkUVFFrNAxTKymUCQ%2F3NAUJJJHH2AAAAAAEAP%2F%2FsBNcFyQAmAEtAKQsXGBdOWQgYBhwdHE1ZAx0PHR8dAgkDGB0YHRIhIQBMWSEHEg1MWRIZAD8rABg%2FKxESADk5GC8vX15dETMrEQAzETMrEQAzMTABIgYHIQchBgchByEQITI3FQYjIgI9ASM3MzY3IzczEgAzMhYXByYDoIzkSwGqGv5HFQsBfR3%2BlwEpe4V%2Fl9TpqhuaCBaXG59hAUXPWY5GUHEFMcbHhUFjg%2F6LN5M7AQv1DINQVIUBCwEaKzGKTgAAAAABAAAjAAABBdMYAAAKCvIABQAk%2F3EABQA3ACkABQA5ACkABQA6ACkABQA8ABQABQBE%2F64ABQBG%2F4UABQBH%2F4UABQBI%2F4UABQBK%2F8MABQBQ%2F8MABQBR%2F8MABQBS%2F4UABQBT%2F8MABQBU%2F4UABQBV%2F8MABQBW%2F8MABQBY%2F8MABQCC%2F3EABQCD%2F3EABQCE%2F3EABQCF%2F3EABQCG%2F3EABQCH%2F3EABQCfABQABQCi%2F4UABQCj%2F64ABQCk%2F64ABQCl%2F64ABQCm%2F64ABQCn%2F64ABQCo%2F64ABQCp%2F4UABQCq%2F4UABQCr%2F4UABQCs%2F4UABQCt%2F4UABQC0%2F4UABQC1%2F4UABQC2%2F4UABQC3%2F4UABQC4%2F4UABQC6%2F4UABQC7%2F8MABQC8%2F8MABQC9%2F8MABQC%2B%2F8MABQDE%2F4UACgAk%2F3EACgA3ACkACgA5ACkACgA6ACkACgA8ABQACgBE%2F64ACgBG%2F4UACgBH%2F4UACgBI%2F4UACgBK%2F8MACgBQ%2F8MACgBR%2F8MACgBS%2F4UACgBT%2F8MACgBU%2F4UACgBV%2F8MACgBW%2F8MACgBY%2F8MACgCC%2F3EACgCD%2F3EACgCE%2F3EACgCF%2F3EACgCG%2F3EACgCH%2F3EACgCfABQACgCi%2F4UACgCj%2F64ACgCk%2F64ACgCl%2F64ACgCm%2F64ACgCn%2F64ACgCo%2F64ACgCp%2F4UACgCq%2F4UACgCr%2F4UACgCs%2F4UACgCt%2F4UACgC0%2F4UACgC1%2F4UACgC2%2F4UACgC3%2F4UACgC4%2F4UACgC6%2F4UACgC7%2F8MACgC8%2F8MACgC9%2F8MACgC%2B%2F8MACgDE%2F4UACwAtALgADwAm%2F5oADwAq%2F5oADwAy%2F5oADwA0%2F5oADwA3%2F3EADwA4%2F9cADwA5%2F4UADwA6%2F4UADwA8%2F4UADwCJ%2F5oADwCU%2F5oADwCV%2F5oADwCW%2F5oADwCX%2F5oADwCY%2F5oADwCa%2F5oADwCb%2F9cADwCc%2F9cADwCd%2F9cADwCe%2F9cADwCf%2F4UADwDD%2F5oAEAA3%2F64AEQAm%2F5oAEQAq%2F5oAEQAy%2F5oAEQA0%2F5oAEQA3%2F3EAEQA4%2F9cAEQA5%2F4UAEQA6%2F4UAEQA8%2F4UAEQCJ%2F5oAEQCU%2F5oAEQCV%2F5oAEQCW%2F5oAEQCX%2F5oAEQCY%2F5oAEQCa%2F5oAEQCb%2F9cAEQCc%2F9cAEQCd%2F9cAEQCe%2F9cAEQCf%2F4UAEQDD%2F5oAJAAF%2F3EAJAAK%2F3EAJAAm%2F9cAJAAq%2F9cAJAAtAQoAJAAy%2F9cAJAA0%2F9cAJAA3%2F3EAJAA5%2F64AJAA6%2F64AJAA8%2F4UAJACJ%2F9cAJACU%2F9cAJACV%2F9cAJACW%2F9cAJACX%2F9cAJACY%2F9cAJACa%2F9cAJACf%2F4UAJADD%2F9cAJADL%2F3EAJADO%2F3EAJQAP%2F64AJQAR%2F64AJQAk%2F9cAJQA3%2F8MAJQA5%2F%2BwAJQA6%2F%2BwAJQA7%2F9cAJQA8%2F%2BwAJQA9%2F%2BwAJQCC%2F9cAJQCD%2F9cAJQCE%2F9cAJQCF%2F9cAJQCG%2F9cAJQCH%2F9cAJQCf%2F%2BwAJQDM%2F64AJQDP%2F64AJgAm%2F9cAJgAq%2F9cAJgAy%2F9cAJgA0%2F9cAJgCJ%2F9cAJgCU%2F9cAJgCV%2F9cAJgCW%2F9cAJgCX%2F9cAJgCY%2F9cAJgCa%2F9cAJgDD%2F9cAJwAP%2F64AJwAR%2F64AJwAk%2F9cAJwA3%2F8MAJwA5%2F%2BwAJwA6%2F%2BwAJwA7%2F9cAJwA8%2F%2BwAJwA9%2F%2BwAJwCC%2F9cAJwCD%2F9cAJwCE%2F9cAJwCF%2F9cAJwCG%2F9cAJwCH%2F9cAJwCf%2F%2BwAJwDM%2F64AJwDP%2F64AKAAtAHsAKQAP%2F4UAKQAR%2F4UAKQAiACkAKQAk%2F9cAKQCC%2F9cAKQCD%2F9cAKQCE%2F9cAKQCF%2F9cAKQCG%2F9cAKQCH%2F9cAKQDM%2F4UAKQDP%2F4UALgAm%2F9cALgAq%2F9cALgAy%2F9cALgA0%2F9cALgCJ%2F9cALgCU%2F9cALgCV%2F9cALgCW%2F9cALgCX%2F9cALgCY%2F9cALgCa%2F9cALgDD%2F9cALwAF%2F1wALwAK%2F1wALwAm%2F9cALwAq%2F9cALwAy%2F9cALwA0%2F9cALwA3%2F9cALwA4%2F%2BwALwA5%2F9cALwA6%2F9cALwA8%2F8MALwCJ%2F9cALwCU%2F9cALwCV%2F9cALwCW%2F9cALwCX%2F9cALwCY%2F9cALwCa%2F9cALwCb%2F%2BwALwCc%2F%2BwALwCd%2F%2BwALwCe%2F%2BwALwCf%2F8MALwDD%2F9cALwDL%2F1wALwDO%2F1wAMgAP%2F64AMgAR%2F64AMgAk%2F9cAMgA3%2F8MAMgA5%2F%2BwAMgA6%2F%2BwAMgA7%2F9cAMgA8%2F%2BwAMgA9%2F%2BwAMgCC%2F9cAMgCD%2F9cAMgCE%2F9cAMgCF%2F9cAMgCG%2F9cAMgCH%2F9cAMgCf%2F%2BwAMgDM%2F64AMgDP%2F64AMwAP%2FvYAMwAR%2FvYAMwAk%2F5oAMwA7%2F9cAMwA9%2F%2BwAMwCC%2F5oAMwCD%2F5oAMwCE%2F5oAMwCF%2F5oAMwCG%2F5oAMwCH%2F5oAMwDM%2FvYAMwDP%2FvYANAAP%2F64ANAAR%2F64ANAAk%2F9cANAA3%2F8MANAA5%2F%2BwANAA6%2F%2BwANAA7%2F9cANAA8%2F%2BwANAA9%2F%2BwANACC%2F9cANACD%2F9cANACE%2F9cANACF%2F9cANACG%2F9cANACH%2F9cANACf%2F%2BwANADM%2F64ANADP%2F64ANwAP%2F4UANwAQ%2F64ANwAR%2F4UANwAiACkANwAk%2F3EANwAm%2F9cANwAq%2F9cANwAy%2F9cANwA0%2F9cANwA3ACkANwBE%2F1wANwBG%2F3EANwBH%2F3EANwBI%2F3EANwBK%2F3EANwBQ%2F5oANwBR%2F5oANwBS%2F3EANwBT%2F5oANwBU%2F3EANwBV%2F5oANwBW%2F4UANwBY%2F5oANwBZ%2F9cANwBa%2F9cANwBb%2F9cANwBc%2F9cANwBd%2F64ANwCC%2F3EANwCD%2F3EANwCE%2F3EANwCF%2F3EANwCG%2F3EANwCH%2F3EANwCJ%2F9cANwCU%2F9cANwCV%2F9cANwCW%2F9cANwCX%2F9cANwCY%2F9cANwCa%2F9cANwCi%2F3EANwCj%2F1wANwCk%2F1wANwCl%2F1wANwCm%2F1wANwCn%2F1wANwCo%2F1wANwCp%2F3EANwCq%2F3EANwCr%2F3EANwCs%2F3EANwCt%2F3EANwC0%2F3EANwC1%2F3EANwC2%2F3EANwC3%2F3EANwC4%2F3EANwC6%2F3EANwC7%2F5oANwC8%2F5oANwC9%2F5oANwC%2B%2F5oANwC%2F%2F9cANwDD%2F9cANwDE%2F3EANwDI%2F64ANwDJ%2F64ANwDM%2F4UANwDP%2F4UAOAAP%2F9cAOAAR%2F9cAOAAk%2F%2BwAOACC%2F%2BwAOACD%2F%2BwAOACE%2F%2BwAOACF%2F%2BwAOACG%2F%2BwAOACH%2F%2BwAOADM%2F9cAOADP%2F9cAOQAP%2F5oAOQAR%2F5oAOQAiACkAOQAk%2F64AOQAm%2F%2BwAOQAq%2F%2BwAOQAy%2F%2BwAOQA0%2F%2BwAOQBE%2F9cAOQBG%2F9cAOQBH%2F9cAOQBI%2F9cAOQBK%2F%2BwAOQBQ%2F%2BwAOQBR%2F%2BwAOQBS%2F9cAOQBT%2F%2BwAOQBU%2F9cAOQBV%2F%2BwAOQBW%2F%2BwAOQBY%2F%2BwAOQCC%2F64AOQCD%2F64AOQCE%2F64AOQCF%2F64AOQCG%2F64AOQCH%2F64AOQCJ%2F%2BwAOQCU%2F%2BwAOQCV%2F%2BwAOQCW%2F%2BwAOQCX%2F%2BwAOQCY%2F%2BwAOQCa%2F%2BwAOQCi%2F9cAOQCj%2F9cAOQCk%2F9cAOQCl%2F9cAOQCm%2F9cAOQCn%2F9cAOQCo%2F9cAOQCp%2F9cAOQCq%2F9cAOQCr%2F9cAOQCs%2F9cAOQCt%2F9cAOQC0%2F9cAOQC1%2F9cAOQC2%2F9cAOQC3%2F9cAOQC4%2F9cAOQC6%2F9cAOQC7%2F%2BwAOQC8%2F%2BwAOQC9%2F%2BwAOQC%2B%2F%2BwAOQDD%2F%2BwAOQDE%2F9cAOQDM%2F5oAOQDP%2F5oAOgAP%2F5oAOgAR%2F5oAOgAiACkAOgAk%2F64AOgAm%2F%2BwAOgAq%2F%2BwAOgAy%2F%2BwAOgA0%2F%2BwAOgBE%2F9cAOgBG%2F9cAOgBH%2F9cAOgBI%2F9cAOgBK%2F%2BwAOgBQ%2F%2BwAOgBR%2F%2BwAOgBS%2F9cAOgBT%2F%2BwAOgBU%2F9cAOgBV%2F%2BwAOgBW%2F%2BwAOgBY%2F%2BwAOgCC%2F64AOgCD%2F64AOgCE%2F64AOgCF%2F64AOgCG%2F64AOgCH%2F64AOgCJ%2F%2BwAOgCU%2F%2BwAOgCV%2F%2BwAOgCW%2F%2BwAOgCX%2F%2BwAOgCY%2F%2BwAOgCa%2F%2BwAOgCi%2F9cAOgCj%2F9cAOgCk%2F9cAOgCl%2F9cAOgCm%2F9cAOgCn%2F9cAOgCo%2F9cAOgCp%2F9cAOgCq%2F9cAOgCr%2F9cAOgCs%2F9cAOgCt%2F9cAOgC0%2F9cAOgC1%2F9cAOgC2%2F9cAOgC3%2F9cAOgC4%2F9cAOgC6%2F9cAOgC7%2F%2BwAOgC8%2F%2BwAOgC9%2F%2BwAOgC%2B%2F%2BwAOgDD%2F%2BwAOgDE%2F9cAOgDM%2F5oAOgDP%2F5oAOwAm%2F9cAOwAq%2F9cAOwAy%2F9cAOwA0%2F9cAOwCJ%2F9cAOwCU%2F9cAOwCV%2F9cAOwCW%2F9cAOwCX%2F9cAOwCY%2F9cAOwCa%2F9cAOwDD%2F9cAPAAP%2F4UAPAAR%2F4UAPAAiACkAPAAk%2F4UAPAAm%2F9cAPAAq%2F9cAPAAy%2F9cAPAA0%2F9cAPABE%2F5oAPABG%2F5oAPABH%2F5oAPABI%2F5oAPABK%2F9cAPABQ%2F8MAPABR%2F8MAPABS%2F5oAPABT%2F8MAPABU%2F5oAPABV%2F8MAPABW%2F64APABY%2F8MAPABd%2F9cAPACC%2F4UAPACD%2F4UAPACE%2F4UAPACF%2F4UAPACG%2F4UAPACH%2F4UAPACJ%2F9cAPACU%2F9cAPACV%2F9cAPACW%2F9cAPACX%2F9cAPACY%2F9cAPACa%2F9cAPACi%2F5oAPACj%2F5oAPACk%2F5oAPACl%2F5oAPACm%2F5oAPACn%2F5oAPACo%2F5oAPACp%2F5oAPACq%2F5oAPACr%2F5oAPACs%2F5oAPACt%2F5oAPAC0%2F5oAPAC1%2F5oAPAC2%2F5oAPAC3%2F5oAPAC4%2F5oAPAC6%2F5oAPAC7%2F8MAPAC8%2F8MAPAC9%2F8MAPAC%2B%2F8MAPADD%2F9cAPADE%2F5oAPADM%2F4UAPADP%2F4UAPQAm%2F%2BwAPQAq%2F%2BwAPQAy%2F%2BwAPQA0%2F%2BwAPQCJ%2F%2BwAPQCU%2F%2BwAPQCV%2F%2BwAPQCW%2F%2BwAPQCX%2F%2BwAPQCY%2F%2BwAPQCa%2F%2BwAPQDD%2F%2BwAPgAtALgARAAF%2F%2BwARAAK%2F%2BwARADL%2F%2BwARADO%2F%2BwARQAF%2F%2BwARQAK%2F%2BwARQBZ%2F9cARQBa%2F9cARQBb%2F9cARQBc%2F9cARQBd%2F%2BwARQC%2F%2F9cARQDL%2F%2BwARQDO%2F%2BwARgAFACkARgAKACkARgDLACkARgDOACkASAAF%2F%2BwASAAK%2F%2BwASABZ%2F9cASABa%2F9cASABb%2F9cASABc%2F9cASABd%2F%2BwASAC%2F%2F9cASADL%2F%2BwASADO%2F%2BwASQAFAHsASQAKAHsASQDLAHsASQDOAHsASwAF%2F%2BwASwAK%2F%2BwASwDL%2F%2BwASwDO%2F%2BwATgBG%2F9cATgBH%2F9cATgBI%2F9cATgBS%2F9cATgBU%2F9cATgCi%2F9cATgCp%2F9cATgCq%2F9cATgCr%2F9cATgCs%2F9cATgCt%2F9cATgC0%2F9cATgC1%2F9cATgC2%2F9cATgC3%2F9cATgC4%2F9cATgC6%2F9cATgDE%2F9cAUAAF%2F%2BwAUAAK%2F%2BwAUADL%2F%2BwAUADO%2F%2BwAUQAF%2F%2BwAUQAK%2F%2BwAUQDL%2F%2BwAUQDO%2F%2BwAUgAF%2F%2BwAUgAK%2F%2BwAUgBZ%2F9cAUgBa%2F9cAUgBb%2F9cAUgBc%2F9cAUgBd%2F%2BwAUgC%2F%2F9cAUgDL%2F%2BwAUgDO%2F%2BwAUwAF%2F%2BwAUwAK%2F%2BwAUwBZ%2F9cAUwBa%2F9cAUwBb%2F9cAUwBc%2F9cAUwBd%2F%2BwAUwC%2F%2F9cAUwDL%2F%2BwAUwDO%2F%2BwAVQAFAFIAVQAKAFIAVQBE%2F9cAVQBG%2F9cAVQBH%2F9cAVQBI%2F9cAVQBK%2F%2BwAVQBS%2F9cAVQBU%2F9cAVQCi%2F9cAVQCj%2F9cAVQCk%2F9cAVQCl%2F9cAVQCm%2F9cAVQCn%2F9cAVQCo%2F9cAVQCp%2F9cAVQCq%2F9cAVQCr%2F9cAVQCs%2F9cAVQCt%2F9cAVQC0%2F9cAVQC1%2F9cAVQC2%2F9cAVQC3%2F9cAVQC4%2F9cAVQC6%2F9cAVQDE%2F9cAVQDLAFIAVQDOAFIAVwAFACkAVwAKACkAVwDLACkAVwDOACkAWQAFAFIAWQAKAFIAWQAP%2F64AWQAR%2F64AWQAiACkAWQDLAFIAWQDM%2F64AWQDOAFIAWQDP%2F64AWgAFAFIAWgAKAFIAWgAP%2F64AWgAR%2F64AWgAiACkAWgDLAFIAWgDM%2F64AWgDOAFIAWgDP%2F64AWwBG%2F9cAWwBH%2F9cAWwBI%2F9cAWwBS%2F9cAWwBU%2F9cAWwCi%2F9cAWwCp%2F9cAWwCq%2F9cAWwCr%2F9cAWwCs%2F9cAWwCt%2F9cAWwC0%2F9cAWwC1%2F9cAWwC2%2F9cAWwC3%2F9cAWwC4%2F9cAWwC6%2F9cAWwDE%2F9cAXAAFAFIAXAAKAFIAXAAP%2F64AXAAR%2F64AXAAiACkAXADLAFIAXADM%2F64AXADOAFIAXADP%2F64AXgAtALgAggAF%2F3EAggAK%2F3EAggAm%2F9cAggAq%2F9cAggAtAQoAggAy%2F9cAggA0%2F9cAggA3%2F3EAggA5%2F64AggA6%2F64AggA8%2F4UAggCJ%2F9cAggCU%2F9cAggCV%2F9cAggCW%2F9cAggCX%2F9cAggCY%2F9cAggCa%2F9cAggCf%2F4UAggDD%2F9cAggDL%2F3EAggDO%2F3EAgwAF%2F3EAgwAK%2F3EAgwAm%2F9cAgwAq%2F9cAgwAtAQoAgwAy%2F9cAgwA0%2F9cAgwA3%2F3EAgwA5%2F64AgwA6%2F64AgwA8%2F4UAgwCJ%2F9cAgwCU%2F9cAgwCV%2F9cAgwCW%2F9cAgwCX%2F9cAgwCY%2F9cAgwCa%2F9cAgwCf%2F4UAgwDD%2F9cAgwDL%2F3EAgwDO%2F3EAhAAF%2F3EAhAAK%2F3EAhAAm%2F9cAhAAq%2F9cAhAAtAQoAhAAy%2F9cAhAA0%2F9cAhAA3%2F3EAhAA5%2F64AhAA6%2F64AhAA8%2F4UAhACJ%2F9cAhACU%2F9cAhACV%2F9cAhACW%2F9cAhACX%2F9cAhACY%2F9cAhACa%2F9cAhACf%2F4UAhADD%2F9cAhADL%2F3EAhADO%2F3EAhQAF%2F3EAhQAK%2F3EAhQAm%2F9cAhQAq%2F9cAhQAtAQoAhQAy%2F9cAhQA0%2F9cAhQA3%2F3EAhQA5%2F64AhQA6%2F64AhQA8%2F4UAhQCJ%2F9cAhQCU%2F9cAhQCV%2F9cAhQCW%2F9cAhQCX%2F9cAhQCY%2F9cAhQCa%2F9cAhQCf%2F4UAhQDD%2F9cAhQDL%2F3EAhQDO%2F3EAhgAF%2F3EAhgAK%2F3EAhgAm%2F9cAhgAq%2F9cAhgAtAQoAhgAy%2F9cAhgA0%2F9cAhgA3%2F3EAhgA5%2F64AhgA6%2F64AhgA8%2F4UAhgCJ%2F9cAhgCU%2F9cAhgCV%2F9cAhgCW%2F9cAhgCX%2F9cAhgCY%2F9cAhgCa%2F9cAhgCf%2F4UAhgDD%2F9cAhgDL%2F3EAhgDO%2F3EAhwAF%2F3EAhwAK%2F3EAhwAm%2F9cAhwAq%2F9cAhwAtAQoAhwAy%2F9cAhwA0%2F9cAhwA3%2F3EAhwA5%2F64AhwA6%2F64AhwA8%2F4UAhwCJ%2F9cAhwCU%2F9cAhwCV%2F9cAhwCW%2F9cAhwCX%2F9cAhwCY%2F9cAhwCa%2F9cAhwCf%2F4UAhwDD%2F9cAhwDL%2F3EAhwDO%2F3EAiAAtAHsAiQAm%2F9cAiQAq%2F9cAiQAy%2F9cAiQA0%2F9cAiQCJ%2F9cAiQCU%2F9cAiQCV%2F9cAiQCW%2F9cAiQCX%2F9cAiQCY%2F9cAiQCa%2F9cAiQDD%2F9cAigAtAHsAiwAtAHsAjAAtAHsAjQAtAHsAkgAP%2F64AkgAR%2F64AkgAk%2F9cAkgA3%2F8MAkgA5%2F%2BwAkgA6%2F%2BwAkgA7%2F9cAkgA8%2F%2BwAkgA9%2F%2BwAkgCC%2F9cAkgCD%2F9cAkgCE%2F9cAkgCF%2F9cAkgCG%2F9cAkgCH%2F9cAkgCf%2F%2BwAkgDM%2F64AkgDP%2F64AlAAP%2F64AlAAR%2F64AlAAk%2F9cAlAA3%2F8MAlAA5%2F%2BwAlAA6%2F%2BwAlAA7%2F9cAlAA8%2F%2BwAlAA9%2F%2BwAlACC%2F9cAlACD%2F9cAlACE%2F9cAlACF%2F9cAlACG%2F9cAlACH%2F9cAlACf%2F%2BwAlADM%2F64AlADP%2F64AlQAP%2F64AlQAR%2F64AlQAk%2F9cAlQA3%2F8MAlQA5%2F%2BwAlQA6%2F%2BwAlQA7%2F9cAlQA8%2F%2BwAlQA9%2F%2BwAlQCC%2F9cAlQCD%2F9cAlQCE%2F9cAlQCF%2F9cAlQCG%2F9cAlQCH%2F9cAlQCf%2F%2BwAlQDM%2F64AlQDP%2F64AlgAP%2F64AlgAR%2F64AlgAk%2F9cAlgA3%2F8MAlgA5%2F%2BwAlgA6%2F%2BwAlgA7%2F9cAlgA8%2F%2BwAlgA9%2F%2BwAlgCC%2F9cAlgCD%2F9cAlgCE%2F9cAlgCF%2F9cAlgCG%2F9cAlgCH%2F9cAlgCf%2F%2BwAlgDM%2F64AlgDP%2F64AlwAP%2F64AlwAR%2F64AlwAk%2F9cAlwA3%2F8MAlwA5%2F%2BwAlwA6%2F%2BwAlwA7%2F9cAlwA8%2F%2BwAlwA9%2F%2BwAlwCC%2F9cAlwCD%2F9cAlwCE%2F9cAlwCF%2F9cAlwCG%2F9cAlwCH%2F9cAlwCf%2F%2BwAlwDM%2F64AlwDP%2F64AmAAP%2F64AmAAR%2F64AmAAk%2F9cAmAA3%2F8MAmAA5%2F%2BwAmAA6%2F%2BwAmAA7%2F9cAmAA8%2F%2BwAmAA9%2F%2BwAmACC%2F9cAmACD%2F9cAmACE%2F9cAmACF%2F9cAmACG%2F9cAmACH%2F9cAmACf%2F%2BwAmADM%2F64AmADP%2F64AmgAP%2F64AmgAR%2F64AmgAk%2F9cAmgA3%2F8MAmgA5%2F%2BwAmgA6%2F%2BwAmgA7%2F9cAmgA8%2F%2BwAmgA9%2F%2BwAmgCC%2F9cAmgCD%2F9cAmgCE%2F9cAmgCF%2F9cAmgCG%2F9cAmgCH%2F9cAmgCf%2F%2BwAmgDM%2F64AmgDP%2F64AmwAP%2F9cAmwAR%2F9cAmwAk%2F%2BwAmwCC%2F%2BwAmwCD%2F%2BwAmwCE%2F%2BwAmwCF%2F%2BwAmwCG%2F%2BwAmwCH%2F%2BwAmwDM%2F9cAmwDP%2F9cAnAAP%2F9cAnAAR%2F9cAnAAk%2F%2BwAnACC%2F%2BwAnACD%2F%2BwAnACE%2F%2BwAnACF%2F%2BwAnACG%2F%2BwAnACH%2F%2BwAnADM%2F9cAnADP%2F9cAnQAP%2F9cAnQAR%2F9cAnQAk%2F%2BwAnQCC%2F%2BwAnQCD%2F%2BwAnQCE%2F%2BwAnQCF%2F%2BwAnQCG%2F%2BwAnQCH%2F%2BwAnQDM%2F9cAnQDP%2F9cAngAP%2F9cAngAR%2F9cAngAk%2F%2BwAngCC%2F%2BwAngCD%2F%2BwAngCE%2F%2BwAngCF%2F%2BwAngCG%2F%2BwAngCH%2F%2BwAngDM%2F9cAngDP%2F9cAnwAP%2F4UAnwAR%2F4UAnwAiACkAnwAk%2F4UAnwAm%2F9cAnwAq%2F9cAnwAy%2F9cAnwA0%2F9cAnwBE%2F5oAnwBG%2F5oAnwBH%2F5oAnwBI%2F5oAnwBK%2F9cAnwBQ%2F8MAnwBR%2F8MAnwBS%2F5oAnwBT%2F8MAnwBU%2F5oAnwBV%2F8MAnwBW%2F64AnwBY%2F8MAnwBd%2F9cAnwCC%2F4UAnwCD%2F4UAnwCE%2F4UAnwCF%2F4UAnwCG%2F4UAnwCH%2F4UAnwCJ%2F9cAnwCU%2F9cAnwCV%2F9cAnwCW%2F9cAnwCX%2F9cAnwCY%2F9cAnwCa%2F9cAnwCi%2F5oAnwCj%2F5oAnwCk%2F5oAnwCl%2F5oAnwCm%2F5oAnwCn%2F5oAnwCo%2F5oAnwCp%2F5oAnwCq%2F5oAnwCr%2F5oAnwCs%2F5oAnwCt%2F5oAnwC0%2F5oAnwC1%2F5oAnwC2%2F5oAnwC3%2F5oAnwC4%2F5oAnwC6%2F5oAnwC7%2F8MAnwC8%2F8MAnwC9%2F8MAnwC%2B%2F8MAnwDD%2F9cAnwDE%2F5oAnwDM%2F4UAnwDP%2F4UAoAAP%2FvYAoAAR%2FvYAoAAk%2F5oAoAA7%2F9cAoAA9%2F%2BwAoACC%2F5oAoACD%2F5oAoACE%2F5oAoACF%2F5oAoACG%2F5oAoACH%2F5oAoADM%2FvYAoADP%2FvYAogAF%2F%2BwAogAK%2F%2BwAogDL%2F%2BwAogDO%2F%2BwAowAF%2F%2BwAowAK%2F%2BwAowDL%2F%2BwAowDO%2F%2BwApAAF%2F%2BwApAAK%2F%2BwApADL%2F%2BwApADO%2F%2BwApQAF%2F%2BwApQAK%2F%2BwApQDL%2F%2BwApQDO%2F%2BwApgAF%2F%2BwApgAK%2F%2BwApgDL%2F%2BwApgDO%2F%2BwApwAF%2F%2BwApwAK%2F%2BwApwDL%2F%2BwApwDO%2F%2BwAqgAF%2F%2BwAqgAK%2F%2BwAqgBZ%2F9cAqgBa%2F9cAqgBb%2F9cAqgBc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cBMwJ97r0cNjlOu2oB%2FMYDZpauNy91qgE9AAH%2F7gAABD8FywAbAB1ADxEKTVkRBwIaAQEaTlkBGAA%2FKxESADkYPysxMCkBNwE%2BAjU0JiMiBgcnPgEzMhYVFA4BBwEVIQOP%2FF8kAdewfThjWkaKZXN43nW11k6oyP7JAm60AaafkHtGVWM8T6BhU7qebLrDq%2F74CAAAAAABAB%2F%2F7AQ%2FBcsAKAAtQBcDFxgYF09ZGBgLJiYfTVkmBwsRTVkLGQA%2FKwAYPysREgA5GC8rERIAOTEwARQGBxUeARUUBgQjIic1HgEzMjY1NCEjNzMyNjU0JiMiBgcnPgEzMhYEP8aqf4uI%2Fv%2Bw4aBUy16dsP7qhSVqpM9jWkiVWGh403m3zgSBntQfBxike4XPck%2FXMTWPfdu3lX1PWzM7oVFBsQAAAAAC%2F%2FwAAARCBboACgASAClAFwEFEgVNWQkPEh8SAlASARISAw8HBgMYAD8%2FMxI5L11dMysRADMxMAEjAyMTITcBMwMzIRM2NyMGBwEEF8lE5UX9kiUDI%2F7Jyf5RRB9FCDNU%2FloBPf7DAT3FA7j8SAE1iPFWZP4MAAABADX%2F7ARYBbYAGwAmQBQAEk9ZAAAHFhYZTlkWBgcMTVkHGQA%2FKwAYPysREgA5GC8rMTABMhYVFAYEIyInNRYzMjY1NCYjIgcnEyEHIQM2AmK114z%2B9L7WjaevrcJ8fl%2BCWMgCyS3%2BBmpdA4vPtqH0hU%2FZZKaTaX8jRALE0f6UEgAAAAACAG%2F%2F7ARtBcsAGQAoAC1AFw0XEBAgT1kQEBcFBQpNWQUHFxpNWRcZAD8rABg%2FKxESADkYLysREgA5MTATNBoBJDMyFwcmIyIAAzM2MzIWFRQCBiMiJgUyPgE1NCMiDgMXFBZvedEBJcR1VitIbc3%2B%2BEEGfcmcr4nqmcLRAaNRfESyM1lFMB4CYwG%2BzQGSARySGcIW%2Fv3%2B%2BarGraL%2B6o%2FwLmGsZsgmOkddQ26GAAAAAAEAfQAABJwFtgAGABhACwAYBQIDAwJOWQMGAD8rERIAORg%2FMTAzASE3IQcBfQLy%2FV4rA6Qh%2FQoE6c2o%2BvIAAAADAEz%2F7AReBc0AFwAjAC8AKUAUBhIYGCoqDQAAJE9ZAAcNHk9ZDRkAPysAGD8rERIAORgvMxI5OTEwATIWFRQGBx4BFRQOASMiJjUQJS4BNTQ2Ew4BFRQWMzI2NTQmEyIGFRQWFz4BNTQmAtuz0J6peGl75J3L5QFwW0%2F%2BQpWGdmNzi2EaXXJOQXN9YAXNspaEw0JOr3J5v2nIqAEph0aWV7Pb%2FNM2kWhdcIBnW4UCqXBcU2wnK3xfUVsAAAIAXP%2FsBDcFywAZACYALUAXDhAXECFPWRAQBRcXGk1ZFwcFCk1ZBRkAPysAGD8rERIAORgvKxESADkxMAEUCgEEIyInNRYzMjYTIwYjIiY1NBI2MzIWJSIOARUUFjMyNjU0JgQ3dL3%2B%2BbOFa3lzvOw7BnHApbWG75vAzf5hUn9EXFh1omAD%2Bs3%2BXf7phyDPK%2FYBCqDMupwBCo%2FvLF6mYGluvJJsgQAAAAIAIf%2FjAfoEagALABcAF0AMAwlRWQMQFQ9RWRUWAD8rABg%2FKzEwEzQ2MzIWFRQGIyImAzQ2MzIWFRQGIyImzV5UOENhTUI9rF5UOENfTUI%2FA7RTYz89T2ZH%2FN5TYz89TmdHAAAC%2F5z%2B%2BAH6BGoABgASABVACQRABgoQUVkKEAA%2FKwAYLxrOMTAlFwIHIzYbATQ2MzIWFRQGIyImAU4IfY2wX2drXlQ4Q2FNQj3uF%2F7829YBIALGU2M%2FPU9mRwAAAAEAcwDdBBsE7AAGAAixAAMAL8YxMCUBNQEVCQEEG%2FxYA6j9RwK53QGueQHow%2F6o%2FtEAAAACAHUBrgQdA%2FIAAwAHAB9AEQQFUlkEAQEAUlkPAQGQAQEBAC9dXSsAGBDGKzEwEzUhFQE1IRV1A6j8WAOoAz%2Bzs%2F5vtLQAAAABAHMA3QQbBOwABgAIsQYDAC%2FGMTATCQE1ARUBcwK2%2FUoDqPxYAaIBLwFYw%2F4Yef5SAAAAAgCi%2F%2BUDwwXLABkAJQAlQBIHEAAAIxAjHVFZIxYQCk1ZEAQAPysAGD8rERIAORgvEjkxMAE%2BATc%2BAjU0JiMiBgcnNjMyFhUUBgcOAQcBNDYzMhYVFAYjIiYBBBJre2tPJVVRTZJOTs%2FLq8R%2FqGhcD%2F7ZXlQ4Q2JMQj0BvIWvWk1QUTBGWDclsHGrnXjDd0p2Vf6iU2M%2FPU9kRQAAAgBk%2F0YGqgW0ADgARAAsQBQHCjkRESg1BAoaPz8KCi0hNQMoLQAvMz8zEjkvMxEzETMREjkvMxI5MTABFAIGIyImJyMGIyImNTQSNjMyHgEXAwYVFDMyPgE1NCQjIgQCFRAAMzI3FQYjIiQCNRASJCEyBBIFIg4BFRQzMjY%2FASYGqnfWhGJpDAZlsHuFh%2FGPNFVKXGUeT0h8R%2F7%2F69b%2Bqr8BGfvI5tvr0v7GqfUBuQERyAEkm%2F0zVpFScFJ3KUA1A06w%2FtumXEqmnYyXAQGVChAf%2FnhyLVyF2Hrk78f%2BlOD%2B%2Ff7kVptapwE40QEOAbb6lf7odmu1Z52QlPAQAAAAAAL%2FhwAABE4FuAAHAA4AGkANDgFMWQ4OBAcDEgsEAwA%2FMz8zEjkvKzEwASEDIwEhEyMDAiY1BgcDAzv%2BG9H%2BAw8BEqbqOSgLN1esAZb%2BagW4%2BkgCZgGgrzSLqP6wAAAAAAMARgAABMsFtgAPABcAIAAtQBcGIBAQIEtZEBAODw8XTFkPAw4YTFkOEgA%2FKwAYPysREgA5GC8rERIAOTEwATIWFRQGBxUeARUUBCkBARMzMjY1NCsBAzMyNjU0JisBAwre462ZbHf%2B1P71%2FhUBNW7Hi5jftePfk6d4dMgFtqikksIeCByXbNn4Bbb9pHlvrPvbiH5iZwAAAQCH%2F%2BwFIQXLABgAF0AMEwBMWRMEDAdMWQwTAD8rABg%2FKzEwASIGAhUUFjMyNxUGIyIAERASJDMyFwcuAQOcmvKRpaGNvLTC%2BP7n0wFg4tmsXj%2BOBP6y%2FqvMtL9EzUMBKQEMAQQBvuhcwyIwAAAAAAIARgAABR8FtgAJABMAF0AMBhJMWQYDBRNMWQUSAD8rABg%2FKzEwARACBCkBASEgAAEyJBI1NCYrAQMFH8j%2Bgv7%2B%2Fm8BNQFxAQ8BJPzEsQEIjbCokuMDff7x%2FmzaBbb%2B3vw1rAE4yLjB%2B9sAAAEARgAABIMFtgALACZAFAYJTFkGBgECAgVMWQIDAQpMWQESAD8rABg%2FKxESADkYLysxMCkBASEHIQMhByEDIQNO%2FPgBNQMIK%2F3lVAH2Kf4IYAIbBbbN%2FnXL%2FjgAAQBGAAAEgQW2AAkAHUAPBglMWQYGAgESAgVMWQIDAD8rABg%2FEjkvKzEwISMBIQchAyEHIQEz7QE1AwYr%2FedgAfYt%2FgwFts3%2BOssAAAEAh%2F%2FsBVwFywAdACZAFAAdTFkAAAUMDBJMWQwEBRlMWQUTAD8rABg%2FKxESADkYLysxMAEhAw4BIyAAERASJDMyFhcHJiMiBAIVFBYzMjcTIQMSAgCdcNWE%2Fvv%2B4M0Bd%2B9vzGdarqCe%2Fv6VsqRtalD%2B6wMZ%2FSAoJQEkAQsBCAG28ikxy1a1%2FrHNt7whAXMAAAEARgAABYsFtgALABpADQgDTFkICAUKBgMBBRIAPzM%2FMxI5LysxMCEjEyEDIwEzAyETMwRW7oz9yovtATXtfwI2f%2B0Ck%2F1tBbb9qgJWAAAAAQBGAAACaAW2AAMACrMBAwASAD8%2FMTAzATMBRgE36%2F7JBbb6SgAAAAH%2Bvv5oAnMFtgAMABG3CAMABUxZACMAPysAGD8xMAMiJzcWMzI3ATMBDgGYaEIFVEXJNQEr7v7PLuf%2BaBnJFfoFh%2Fpa2c8AAAEARgAABWYFtgAMABVACQgCBQoGAwEFEgA%2FMz8zEjk5MTApAQMHAyMBMwM3ASEBBD%2F%2B%2BvyVde0BNe2XjQHsARz9mAKPZP3VBbb9PqYCHP1jAAAAAAEARgAAA3kFtgAFABG3AQMAA0xZABIAPysAGD8xMDMBMwEhB0YBNe3%2B9gIbKwW2%2BxfNAAABAEQAAAblBbYAEwAbQAwRAgIJBgsHAwAOBhIAPzMzPzMSOTkRMzEwIQMjBgcDIwEhEzMBIQEjEzY3IwECh3MGCS642wE1AUNtBgJeAVj%2Bz%2BO2Jy8G%2FX0Evnbe%2FJYFtvuDBH36SgNoupz7QgABAEQAAAXdBbYAEQAVQAkDCwgQCQMBCBIAPzM%2FMxI5OTEwKQEBIwcOAQMjASEBMzYSNxMzBKj%2B%2FP5mBgoYF6zbATUBDAGPBwYyD6DbBItFlX%2F8zgW2%2B4M2ARVBAvEAAAACAIf%2F7AWNBc0ADQAbABdADAsOTFkLBAQVTFkEEwA%2FKwAYPysxMAEQAgQjIAAREBIkMzIAJSIGAhUUFjMyNhI1NCYFjb7%2Bs9z%2B%2Ff7kxQFW2fsBF%2F3biuB%2Fo5KK3XueA5r%2B6f5M4wErAQgBCwG56v7WXcD%2Bq8qtvL8BU86qvgAAAAIARgAABJYFtgAIABMAHUAPDQBMWQ0NEA8SEAhMWRADAD8rABg%2FEjkvKzEwATMyNjU0JisBBRQAISMDIwEhMhYB0V6yw3V5dwJX%2Fq3%2B0W5z7QE1AU7l6ALsn5JtZMn4%2Fvb93QW2yQAAAgCH%2FqQFjQXNABAAHgAjQBEFBw4RTFkOBAMYBwcYTFkHEwA%2FKxESADkYPysAGBDGMTABEAAHASEDIyAAERASJDMyACUiBgIVFBYzMjYSNTQmBY3%2B%2FOEBCP7fyh%2F%2B%2Ff7kxQFW2fsBF%2F3biuB%2Fo5KK3XueA5r%2Bvv4eW%2F6JAUgBKwEIAQsBuer%2B1l3A%2FqvKrby8AVPRqr4AAAACAEYAAASaBbYADQAWACZAEwoADg4AS1kODgMMAhIDFkxZAwMAPysAGD8zEjkvKxESADkxMAEDIwEhMhYVFAYHEyEDJzMyNjU0JisBAa577QE1AVLf7q2r%2Bf78z497qqh2fHcCSP24Bba9xKXjNP2HAkjGloNpXAABACf%2F7AQ7BcsAJAAgQBALHgMWFhtMWRYEAwhMWQMTAD8rABg%2FKxESADk5MTABFAQjIic1FjMyNjU0JicuAjU0PgEzMhcHJiMiBhUUHgEXHgEDov7f%2FtKKrbGJnlKDaWQ1e%2BGNzbBWoYZthB4%2FZ5t2AazS7kvgYXVoRWtTQ26DT4DGbFy%2FTnVeL0c9QWG1AAABALAAAATDBbYABwAWQAoBEgcDBANMWQQDAD8rEQAzGD8xMCEjASE3IQchAhDtAQj%2BhS0D5iv%2BgwTpzc0AAAAAAQCY%2F%2BwFiwW2ABUAFEAJFQoDBBFMWQQTAD8rABg%2FMzEwAQMCACMiJjU0NxMzAwYVFBYzMjY3EwWLyjj%2B0PvZ7RTB7cAVd3mRqifHBbb8RP71%2Fv3Ux1NXA4X8d1hGZnGhtQOoAAEAugAABUgFtgAMABC2DAYDBwMGEgA%2FPzMSOTEwJTY3ATMBIQMzExYXBwH6RkMBx%2F79BP7%2BkOhKCQIB%2BLKDA4n6SgW2%2FHdngkwAAAABAMsAAAe0BbYAHAAbQAwXDgUOCRsSCgMBCRIAPzM%2FMzMSOTkRMzEwKQEDJzcjBgcBIQMzExQHMzY3ATMTFwczPgE3ATMFJf7%2BJQYEBi9G%2Fn%2F%2FADXlEw0GUzsBg%2BEfAwMIHFQTAWb2A0q5apCT%2FLYFtvyuiNLdhgNJ%2FLmpvFjbKwNOAAAB%2F5EAAAUlBbYACwAVQAkCCAQJBgMBBBIAPzM%2FMxI5OTEwKQEDASEBAzMTASEBBBD%2FAMD%2BSv73Akr69rIBkgEK%2FdkCUP2wAwICtP3kAhz9OgAAAAABALoAAAUABbYACAAQtgAFAQcDBRIAPz8zEjkxMAkBIQEDIxMDMwJGAbABCv2Rcu537vIDGQKd%2FG%2F92wIpA40AAf%2FZAAAEogW2AAkAIEAQBwQFBExZBQMCCAEITFkBEgA%2FKxEAMxg%2FKxEAMzEwKQE3ASE3IQcBIQOF%2FFQhA1L9qisDgSP8rAKFqAQ%2Fz6z7wwAB%2F%2BX%2BvAMQBbYABwAOtQUCAwYBJwA%2FMz8zMTABIQEhByMBMwGT%2FlIBfQGuJ93%2B0d3%2BvAb6sPpnAAEA3QAAAocFtgADAAqzAwMCEgA%2FPzEwARMjAwGs29HZBbb6SgW2AAAB%2F3H%2BvAKaBbYABwAOtQMEAwAHJwA%2FMz8zMTAHMwEjNyEBIWrbATHdJwGu%2FoP%2BVJMFmbD5BgAAAAEAJQIZBBQFvgAGAA60BQIABAIALy8zEjkxMBMBMwEjAwElAmB%2FARC4vP5OAhkDpfxbArL9TgAAAf9E%2FrwCk%2F9IAAMACLEBAgAvMzEwASE3IQJ1%2FM8eAzH%2BvIwAAQIdBNkDlgYhAAgACrIGgAEALxrNMTABIy4BJzUzFhcDlpBBhiL1L1UE2T%2BxQxWalQAAAAIAXv%2FsBH8EZgASACAAJ0AUCxEABwwPBxpGWQcQDxUAE0ZZABYAPysAGD8%2FKwAYPxESOTkxMAUiJjU0EjYzMhYXMzczAyM3IwYnMjYSNTQmIyIGAhUUFgGPjaSL9JJhjCcKPrTsthUGnmlSnmZeTFWWWlEUy7jKAWDNW1ee%2B66wxL6bAQSaWGua%2FveOZmUAAAIAL%2F%2FsBFAGFAAWACMAJ0AUBAwAEAcABhUQF0ZZEBAAHkZZABYAPysAGD8rABg%2FPxESOTkxMAUiJicjByMBMwMOAQczPgEzMhYVFAIGAyIGAhUUFjMyNhI1NAJCYo0oCkCyAUrrRw0yDwhallaRoovyDFGiY11VVZRWFFpWnAYU%2FrM%2Fuy9xV8%2B2yv6dyAO6oP77jGBrnQEHj8kAAAEAXv%2FsA80EZgAXABdADAcMRlkHEAASRlkAFgA%2FKwAYPysxMAUiJjU0EiQzMhcHJiMiAhUUFjMyNjcVBgH6xNiTAQqppIVGemOWyHBjSoFBjBTUxc8BU789uDX%2BzeJveCwgw0cAAAAAAgBe%2F%2BwE3QYUABQAIQAuQBgDCw4ABgAAHEZZABAJCkhZCRUOFUZZDhYAPysAGD8rABg%2FKwAYPxESOTkxMAEyFzM2NxMzASM3Iw4BIyImNTQSNhMyNhI1NCYjIgYCFRQCb7NZCA0YTOn%2BtrgTB1ikXI%2Bij%2FAMUqFhV1lVlFgEZrKSaAFm%2BeywalrLus0BZMT8RKQBCIdbbpr%2B9IvLAAAAAAIAXv%2FsA%2FoEZgAJACMAJkAUAxhIWQMDChERAEhZERAKHUdZChYAPysAGD8rERIAORgvKzEwASIGBzMyNjU0JgMiJjU0EiQzMhYVFAQhIwcVFBYzMjY3FQ4BAphgqSUdvNRA18XdmwEJpKGz%2FrP%2BzCsCcXBIjmFgoQOyrI1rYjM5%2FDrex8YBVbqRhbbNHx1vfiYuuywlAAAAAf8f%2FhQDrgYfAB4AKUAWDxRGWQ8ACBsLGBgbSFkYDwAFRlkAGwA%2FKwAYPysRADMRMxg%2FKzEwAyInNRYzMjcTIz8CPgEzMhcHJiMiBg8BMwcjAw4BTFo7QDKGK9mzFcIVLLWmc2A9Sj5FUxYS5SXl3yi2%2FhQXvhTNA%2F5qTFzGpyuwHFZiVrL7472yAAAD%2F4f%2BFAR3BGYAJwA0AEEASEAoGygoDkZZBzxKWQQgCQMHJSgHKAcVJScCSFknDyU1SVklEBUuSVkVGwA%2FKwAYPysAGD8rERIAOTkYLy8REhc5KysRADMxMAEPARYVFAYjIicGFRQWHwEeARUUBCEiJjU0NjcmNTQ2NyY1NDYzMhcBDgEVFBYzMjY1NCYnEyIOARUUFjMyPgE1NAR3H8Ac7sg0KG8%2FPH%2BwmP7S%2FurL34uaTF1kh%2FXJUFD%2BTHB4b3KjuFpxhUFiNkdCQV81BFKJITpPweMIKEAmHAgQFoN6xNaWg2eWNC1SRWUvUavE8BT7wBJqTkFNbGUzOgwDxU2FT0dNTohRjgABAC8AAARKBhQAGgAcQA4QChQUBUZZFBALAAAKFQA%2FMz8%2FKxESADkxMCETNjU0IyIGBwMjATMDBg8BMz4BMzIWFRQHAwK%2BjhKBcMMtYuwBSus5Gy4TCFSpXYiRF4sCoFolh%2FrZ%2Fi0GFP76fqdLal6bkExi%2FXMAAAACAC8AAAJWBfoACwAPACVAGgkfAy8DAl8DbwN%2FA58DrwPfA%2B8DBwMODw0VAD8%2FL11xzTEwATQ2MzIWFRQGIyImAyMTMwFKTkc1QlBBNUYv7OzrBWJEVDU2R1I0%2BtYEUgAC%2Fvr%2BFAJWBfoADAAYADBAIBZADxAfEC8QTxBfEI8QnxDPEN8QCQ4DEAgPAAVGWQAbAD8rABg%2FL19eXRrNMTADIic1FjMyNwEzAQ4BATQ2MzIWFRQGIyImcVo7QDWDJwEE6f72JrMBKUxHNkFQQTVE%2FhQXvhS6BMP7IbWqB05EVDU2R1IzAAAAAQAvAAAEhwYUAA4AGUANAg0FBgQICQAADwQIFQA%2FMz8%2FERc5MTABIQkBIQMHAyMBMwIGBzMDdwEQ%2Fh0BI%2F760YhN7AFK64cxIwQEUv4b%2FZMB12D%2BiQYU%2FY3NfAABAC8AAAJkBhQAAwAKswIAARUAPz8xMCEjATMBGeoBSusGFAABAC8AAAauBGYAJgAlQBIDJAAXDSEVEhwAHEZZBgAQIg8APz8yKxEAMxg%2FMzMSOTkxMAEyFzM%2BATMyFhUUBwMjEzY1NCMiBgcDIxM2NTQjIgYHAyMTMwczNgMn3CIIS79nhYsWjOuPE3lsuytl648RdW67LWLs7LgVCZQEZut0d5mLQHX9cwKgXyaB%2BM3%2BHwKgUi2H%2FtP%2BKwRSzeEAAAAAAQAvAAAESgRmABgAHEAODgsSEgVGWRIQDA8ACxUAPzM%2FPysREgA5MTAhEzY1NCMiDgEHAyMTMwczPgEzMhYVFAcDAr6OEoFIjHAcYuzsuBUJU7BnhpMXiQKgWimDcteI%2FisEUs12a5iMRXD9cwAAAAIAXv%2FuBDcEZAANABsAF0AMGQNGWRkQEgpGWRIWAD8rABg%2FKzEwATQmIyIOARUUFjMyPgE3FAIGIyImNTQSJDMyFgNKYltdk1FjYVqQUO2S%2F6bA4o8BAqnD3AK%2Ba3mP9Ytvdoj1icr%2BtbHlxccBTLnoAAAAAv%2FJ%2FhQEUARmABMAIAAmQBQDCgANDRRGWQ0QCA8HGwAbRlkAFgA%2FKwAYPz8%2FKxESADk5MTAFIicjBgcDIwEzBzM2MzIWFRQCBgMiBgIVFBYzMjYSNTQCQrVYCgcSYOkBUrgVCZ27j6KM8QxRoGVdVVWUVhSwYVj%2BMQY%2BvNDOt8z%2BncYDup%2F%2B%2Boxga50BB4%2FJAAAAAAIAXv4UBH8EZgAVACIAJ0AUDAMPAAQPBxsAHUZZABAPFkZZDxYAPysAGD8rABg%2FPxESOTkxMAEyFzM3MwEjEz4BNyMOASMiJjU0EjYTMjYSNTQmIyIGAhUUAnG3WwpAsv6s6UsMPwcIVKBai6CS7w1QnmFbUVaUWQRmsp75wgFdOPgRbFrNttABZsH8RKIBCIlea5v%2B%2BI7LAAAAAAEALwAAA4kEZgAQABRACQUNCgAQChULDwA%2FPz8ROTIxMAEyFwcmIyIGBwMjEzMHMz4BAx0%2BLjM2MH7GJ2rs7LgVCVOmBGYM2w7it%2F4MBFLNeGkAAAEADv%2FsA3EEZgAiACBAEAscAxQUGUdZFBADCEhZAxYAPysAGD8rERIAOTkxMAEUBiMiJzUWMzI2NTQmJy4BNTQ2MzIXByYjIgYVFBYXHgIDDuzSvoSZn2F4RWt9Z9a2xJZMjH5JW0JmaVguAVStu0PLWlBFM0k9Q4tfm7BUsExCOy1GNztUYwABAFz%2F7AMlBUgAGQAnQBMPEUALFA4RERRIWREPBgBGWQYWAD8rABg%2FKxEAMxEzGhgQzTEwJTI3FQ4BIyA1NDcTIz8CMwchByEDBhUUFgHHRFMjeDz%2B7hB5ohW%2BgZI0ARcn%2Fut6DTKqH7IRGvc5SgI6blLo9rL9xDclKzMAAQBv%2F%2BwEhwRSABkAG0ANDxIKGQ8NFRIFRlkSFgA%2FKwAYPz8zEjkxMAEDBhUUMzI%2BATcTMwMjNyMOASMiJjU0NjcTAfqBH39Ijm4eY%2BnpuRUIUrJnhpIYDHsEUv2ejTSFctOOAdX7rs10bZiOP3s%2BAkgAAAABAGQAAARQBFIADAAOtQUKAQ8AFQA%2FPzMyMTAzAzMTFhUzPgE3ATMB54PoNw4HHFQXATf6%2FaoEUv2qn4pKtikCVvuuAAEAeQAABl4EUgAbAB1ADRQMAwwHEBAZCA8ABxUAPzM%2FMzMREjk5ETMxMCEDJzcOAQEhAzMTBgczNjcBMxMXBzM%2BAhMzAQNMEwEDGTX%2Bwf76L90NAgkGQisBFv4TAQMGEVAv5PT9%2BgJzRsg%2Bfv07BFL9eleesGACa%2F2kNeoy2W4CAvuuAAH%2FqgAABFQEUgALABVACQAGAgcEDwsCFQA%2FMz8zEjk5MTAJASEBAzMTASEBEyMB6f7P%2FvIB2%2Bf1kAEfARL%2BM%2Fj2AYP%2BfQI5Ahn%2BiwF1%2Fdv90wAAAAH%2FVv4UBFIEUgAXABhACwUOCQAPDhNGWQ4bAD8rABg%2FMxI5MTATMxMeARUzNjcBMwEOASMiJzUWMzI2PwFk6D8JDgZWMQEl%2Fv1QWtSPTENLMkp4QDMEUv3tPuFF12ICPvsApZkTvBBXcFwAAAH%2F2QAAA6IEUgAJACRAEgcEBQUESFkFDwIIAQEISFkBFQA%2FKxESADkYPysREgA5MTApATcBITchBwEhAs%2F9Ch0Ce%2F5JJwLBJf2RAeaTAw2yqv0KAAEACP68A0oFtgAnACBAEBsJCa8KvwoCCgoTJicUEwMAPzMvMxI5L10zEjkxMAEgNTQ%2FATY1NCM3MjY3Ez4COwEHIgYHAw4BBxUWFRQPAQYVFBYzFQHJ%2FsQRLQ7RJ3iPFjscWpZ7PClgVxJGGH50oBArC0FN%2FrzsPUjJQSGNu1VlAROGhzy4RFL%2By2x9EQYtqiZTwjAaMy%2B5AAAAAAEB8v4fAqQGEAADAAmyAAADAC8%2FMTABMxEjAfKysgYQ%2BA8AAAH%2FqP68AtEFtgAmACBAEBoKCq8JvwkCCQkmExIlJgMAPzMvMxI5L10zEjkxMAEgFRQPAQYVFDMHIgYHAw4BKwE1PgE3Ez4BNzUmNTQ%2FATY1NCYjNwEOAT4RLQ7RJ3mOFj8is7Qdal0SRhh%2BdJ4RKwpWTiMFtus9SMtBIY66VGT%2BzqWGtwJFUAE1bXoRBjCnN0LFLB46KLgAAQBvAjsEKwNoABcAH0AODwYDEhIMUlkSBgBSWQYALysAGC8rABAYxBDGMTABIgYHNTYzMhYXHgEzMjY3FQYjIiYnLgEBWDN6PGSVQG1cRloxMn06Z5M%2Fek1MVwK0Pju%2FbBgnHhk%2BOr5vISEgFwAAAAL%2F0%2F6LAgoEXgADAA8AF0AKAAANAw0HUVkNEAA%2FKwAYLxI5LzEwEzMDIQEUBiMiJjU0NjMyFt2upv7uAjdeUDtEYk5BPAKF%2FAYFVlBkPzxSZEcAAAEAw%2F%2FsBDEFywAeACRAEgIeHhhNWR4BGQkMDBFPWQwKBgA%2FzSsRADMYP8UrEQAzMTAFIzcuATU0EjY%2FATMHFhcHJiMiDgEVFBYzMjY3FQYHAkKcLYSMf%2BWTI5wlfGFFfWFjollwY0qBQYWgFNUiyZ6%2BAULHFqSkDC25NY%2F2j294KyDCRQUAAAAB%2F%2B4AAAS4BcsAHAAxQBkLFxgXT1kIGBgSAAAFTVkABxMPEg9OWRIYAD8rEQAzGD8rERIAORgvMysRADMxMAEyFwcmIyIHAyEHIQcOAQchByE3Nj8BIzczEz4BA1i8pFiPc7kqOQFNIv6wIRVfUwKyLfw0JsgyI8QkxT0m5gXLVrdKzf7qrJhihirPwS3npKwBK7nCAAAAAAIAjQEOBBkEmAAbACcAGEANCQwQExcaAgUIHxUlBwAvM8QyFzkxMBM0Nyc3FzYzMhc3FwcWFRQHFwcnBiMiJwcnNyY3FBYzMjY1NCYjIgbRPYF3f2ZpbGN%2FeYE9PX93f19weFd%2FdX89qH1cW4KCW1x9AtNuX4F3fz0%2FgXWBY2xyX313fzs7fXd9X3BbfnxdXX6AAAABAGoAAAT6BbYAFgA9QCEKDg8OUFkHDwYSExJQWQMAExUPEx8TAg8TDxMMARUGDBgAPz8zEjk5Ly9dERI5MisRADMRMysRADMxMAkBMwEzByEHIQchByM3ITchNyE3MwMzAlIBsPj9%2Btkj%2Fu4fARIh%2FvA13TP%2B7yEBER7%2B8CPTx%2BgDGQKd%2FQiblJv09JuUmwL4AAAAAgHy%2Fh8CpAYQAAMABwATtwMEAwQHAAAHAC8%2FETk5Ly8xMAEzESMRMxEjAfKysrKyBhD85v5F%2FOQAAAAAAgAn%2F%2FID9AYjACwAOAAlQBUCLRQzGikGHwgIDklZCAEfJElZHxYAPysAGD8rERIAFzkxMBM0Ny4BNTQ2MzIXBy4BIyIGFRQWFx4BFRQGBxYVFAYjIic1FjMyNjU0JicuAQEOARUUFhc%2BATU0JqLbLz7fubKaRD6HTVZhSXB%2Fd2lsZvbPvH%2BYp3R0TmaCdgFcRVNdfz5LYwL8vHcgZEGKpU6eHStFPCtDMjiPYFyePUx1nbBDu11RRytJMDyPAUEaaj49VzkkbTw8WQAAAgGqBQIEFwXsAAsAFwAMsw8DFQkALzPNMjEwATQ2MzIWFRQGIyImJTQ2MzIWFRQGIyImAapGPzA5RzovPgF%2FRj8wOUc6Lz4FZDxMLzBBSi8zPEwvMEFKLwAAAAADAIP%2F7AZiBcsAFQAlADUAL0AbBQsPCx8LnwsDABEAERARAgsRCxEiMhoEKiITAD8zPzMSOTkvL10RM10RMzEwASIGFRAzMjY3FQYjIiY1NDYzMhcHJgE0EiQzMgQSFRQCBCMiJAI3FBIEMzIkEjU0AiQjIgQCA6Jxfe4vgix1e8XU48eKgERq%2FIfIAV7KxwFdy8X%2BpM7P%2FqLDe6YBJKutASWipP7draj%2B26gECpib%2FtMgE54z99TY%2BUKTN%2F7RyAFeysb%2Bn8nH%2FqTMzwFaxqj%2B36yuASGmpQEjran%2B2wAAAAIAoAMCAzsFxwASAB0AH0AQBwgDEwAMEAwCDAAEHhkAHwA%2FMj8Q1F0yOTnEMTABMhczNzMDIzcjDgEjIiY1ND4BEzI%2BATU0IyIGFRQB8nE1Bid2k3sKBDJgPVtpXpcHMl87ZlJxBcdnWv1UaT43hHKA3XL9umCfT3fDhX0AAAAAAgBQAGQEEgPjAAYADQAMswwFCAEALzPEMjEwEwEXARMHAyUBFwETBwNQAYuH%2FuCZstkBuAGBif7ok7TRAj8BpHb%2BtP6PTAHFAgGycP6h%2FqJMAa4AAQB1AQAEHQMrAAUAEbYCBQUEUlkFAC8rABgQxDEwAREjESE1BB2z%2FQsDK%2F3VAXe0AAAA%2F%2F8ALwG%2BAlICiRIGABAAAAAEAIP%2F7AZiBcsADwAfACwANQAzQB0lKQ8pHykCNSoAKhAqAictKSoqKS0DDBwEBBQMEwA%2FMz8zEhc5Ly8vM10RM10RMzEwEzQSJDMyBBIVFAIEIyIkAjcUEgQzMiQSNTQCJCMiBAIlFAYHEyMDIxEjESEgATMyNjU0JisBg8gBXsrHAV3Lxf6kzs%2F%2BosN7pgEkq60BJaKk%2Ft2tqP7bqAPAW1XTyKxbsgENAVH%2BVEhUWltTSALbyAFeysb%2Bn8nH%2FqTMzwFaxqj%2B36yuASGmpQEjran%2B2wlTfCT%2BiwFF%2FrsDbv5nSD9JOAAAAQBvBhQEJQa6AAMACLEBAgAvMzEwASE3IQP8%2FHMnA48GFKYAAgC8AzsDTgXLAAwAGAAMsxAJFgMALzPEMjEwEzQ2MzIWFRQGIyIuATcUFjMyNjU0JiMiBrzCiIjAwIhYmliYaEpIaGdJSmgEgYjCwoiJvViWWEZoaEZKaGcAAAACAHUAAAQdBMMACwAPACRAFAwNUlkMQgkBAgFSWQYQAgFwAgECAC9dcTMrEQAzGD8rMTABITUhETMRIRUhESMBNSEVAfD%2BhQF7tAF5%2Foe0%2FoUDqAKRtQF9%2FoO1%2For%2B5bS0AAAAAQBOAkoDEAXJABkAErcKEB8CGBgBIAA%2FMxI5PzMxMAEhNyU%2BAjU0JiMiByc%2BATMyFhUUDgEPASECqv2kHAENb0sjODBbZFBElV5ziS9ldq4BcwJKh99fUkgmLjRQezY3eF9Fb25bjgABAGgCOQMQBckAIwAnQBYDFRUPFh8WAg8WHxYCFhYKHCEfDwohAD8zPzMSOS9dcTMSOTEwARQGBxUeARUUBiMiJzUWMzI2NTQrATczMjY1NCMiByc2MzIWAxBtaE5Kx6qKcH56WmOSbBxdWWt1XGBEfqV8igT4WnYaBBJiQoGaOJ9HSkVxhURBZEF5Wm8AAAABAfwE2QPlBiEACAAKsgOACAAvGs0xMAE2NyEVDgEHIwH8YYABCDbQR5wE8mzDE0K%2FNAAAAf%2FJ%2FhQEkwRSABoAIEAQEgwKBxcPFhsKFQ8DRlkPFgA%2FKwAYPz8%2FMxI5OTEwARQWMzI2NxMzAyM3Iw4BIyInIwYHAyMBMwMGAWZCP3HBLWbn67gWCkucV2wvCAkeQukBUuuNEwEzQUj71AHZ%2B66%2Bb2NRSaL%2BwgY%2B%2FWJUAAEArP78BLQGFAAPABO3CAgBAw4ABQEALzM%2FMxI5LzEwASMRIxEjEQYjIiY1EDYzIQS0i7yMPlPYzNrpAkX%2B%2FAZm%2BZoDMxL6%2BwEE%2Fv%2F%2FAJYCOQHDA2oQBwARAHUCVgAAAAH%2FRP4UAOwAAAASABpADQ0QQAsOSBAQDwgDGw8ALz8zEjkvKzMxMBMUBiMiJzUWMzI1NCYnNzMHHgHspI5ANi8xiUZFYpIySED%2B%2BGp6D4cOYCgrCahgGVQAAAAAAQDBAkoCtgW2AAoADrUJAyAGAB4APzI%2FOTEwATMDIxM2Nw4BBycCFKK6v2MRKBU5fU0FtvyUAc1PihQuUIEAAAIApAMCAwgFxwANABcAFEAKEwAEEAQCBA4LHwA%2FM8RdMjEwARQOASMiJjU0PgEzMhYlIgYVFDMyNjU0AwhUnm56ilija3yC%2FvZRZ3BNZQS2fsZwkoN6x2%2BPCq%2BBja%2BEigAAAAACAAoAXAPPA9sABgANAA60CAEBDAUALzPELzIxMAkBJwEDNxMFAScBAzcTA8%2F%2Bc4YBH5m02f5I%2Fn%2BMARmSs9MB%2Fv5edwFKAXJM%2FjkC%2FlBxAVwBYEz%2BUAD%2F%2FwCVAAAFxQW2ECcA0wKTAAAQJgB71gARBwDUAsH9twAJswMCERgAPzU1AP%2F%2FAHkAAAYeBbYQJwDTAncAABAmAHu5ABEHAHQDDv23AAeyAhAYAD81AAAA%2F%2F8AbAAABi8FyRAnANMDIQAAECcA1AMr%2FbcRBgB1BAAACbMCAQYYAD81NQAAAv%2Fd%2FnUC%2FgRaABkAJQAtQBgHABkQGQILAxkZECMjHVFZIxAQCk1ZECIAPysAGD8rERIAORgvX15dOTEwAQ4BBw4CFRQWMzI2NxcGIyImNTQ2Nz4BNwEUBiMiJjU0NjMyFgKcGW10a00lVFFMk09Lzcyuv4CnXWAWASdgUjhDXU9CPwKDkqpTT05QMEdXNyaxcKuceMZ1QHVfAV5VY0E8TmZEAP%2F%2F%2F4cAAAROB3MSJgAkAAARBwBD%2F%2F0BUgAKtAIQEAUmACsRNf%2F%2F%2F4cAAASsB3MSJgAkAAARBwB2AMcBUgAKtAIXFwUmACsRNf%2F%2F%2F4cAAASFB3MSJgAkAAARBwDFAFoBUgAKtAIVFQUmACsRNf%2F%2F%2F4cAAATLB0gSJgAkAAARBwDHAHMBUgAKtAIYGAUmACsRNf%2F%2F%2F4cAAARzBz4SJgAkAAARBwBqAFwBUgAMtQMCJCQFJgArETU1AAD%2F%2F%2F%2BHAAAETgcHEiYAJAAAEQYAxhttAAmzAwIkAwA%2FNTUAAAAAAv%2BHAAAHJQW2AA8AEwA8QCAKDUxZCgoBBhMDTFkTEwEGBRIJEgYSTFkGAwEOTFkBEgA%2FKwAYPysRADMYPxESOS8rERIAORgvKzEwKQETIQEhASEHIQMhByEDIQETIwEF8Pz3Vv5Q%2FwD%2B%2BgOiA%2Fwr%2FeVUAfgr%2FgpiAhv9TYpS%2FnABlv5qBbbN%2FnXI%2FjUBmwKD%2FX0A%2F%2F8Ah%2F4UBSEFyxImACYAABAHAHoCKwAA%2F%2F8ARgAABIMHcxImACgAABEHAEP%2F8QFSAAq0AQ0NBSYAKxE1%2F%2F8ARgAABIMHcxImACgAABEHAHYAfQFSAAq0ARQUBSYAKxE1%2F%2F8ARgAABIMHcxImACgAABEHAMUAPwFSAAq0ARISBSYAKxE1%2F%2F8ARgAABIMHPhImACgAABEHAGoANQFSAAy1AgEhIQUmACsRNTUAAP%2F%2FAEYAAAJ2B3MSJgAsAAARBwBD%2FuABUgAKtAEFBQUmACsRNf%2F%2FAEYAAAOIB3MSJgAsAAARBwB2%2F6MBUgAKtAEMDAUmACsRNf%2F%2FAEYAAANpB3MSJgAsAAARBwDF%2Fz4BUgAKtAEKCgUmACsRNf%2F%2FAEYAAANgBz4SJgAsAAARBwBq%2F0kBUgAMtQIBGRkFJgArETU1AAAAAgA1AAAFHwW2AA0AGwAtQBcaBwgHTFkXCAgFCgoWTFkKAwUbTFkFEgA%2FKwAYPysREgA5GC8zKxEAMzEwARACBCkBEyM3MxMhIAABMiQSNTQmKwEDIQchAwUfyP6C%2Fv7%2Bb4GSLZCJAXEBDwEk%2FMSxAQiNsKiSXgEdLf7lWgN9%2FvH%2BbNoCb8gCf%2F7e%2FDWsATjIuMH%2BScj%2BWv%2F%2FAEQAAAXdB0gSJgAxAAARBwDHAQABUgAKtAEbGwUmACsRNf%2F%2FAIf%2F7AWNB3MSJgAyAAARBwBDAG8BUgAKtAIdHQUmACsRNf%2F%2FAIf%2F7AWNB3MSJgAyAAARBwB2ARcBUgAKtAIkJAUmACsRNf%2F%2FAIf%2F7AWNB3MSJgAyAAARBwDFAMkBUgAKtAIiIgUmACsRNf%2F%2FAIf%2F7AWNB0gSJgAyAAARBwDHANkBUgAKtAIlJQUmACsRNf%2F%2FAIf%2F7AWNBz4SJgAyAAARBwBqAMUBUgAMtQMCMTEFJgArETU1AAAAAQCTAR8EAASHAAsAFkAKAwAGCQQCCggEAgAvMy8zEhc5MTAJATcJARcJAQcJAScByf7KfQE4ATl%2F%2FsUBN3v%2Bx%2F7IegLTATd9%2FssBNXv%2Bx%2F7HewE1%2Fs17AAMAbf%2BqBbQGBAAVAB4AJwAuQBodIRwiBCQWERQJBgQEDw8WTFkPBAQkTFkEEwA%2FKwAYPysREgAXORESFzkxMAEQAgQjIicHJzcmNRASJDMyFzcXBxYlIgYCFRQXASYTNCcBFjMyNhIFjb7%2Bs9zBfXaFgWfFAVbZvYB3hYVe%2FduN4IIYApxQvxP9a0t3i998A5r%2B6f5M41OVaKCK4wELAbnqXpVopoKOuv6oz1hMA0RB%2FpZYN%2FzHOL8BUgD%2F%2FwCY%2F%2BwFiwdzEiYAOAAAEQcAQwBOAVIACrQBFxcFJgArETX%2F%2FwCY%2F%2BwFiwdzEiYAOAAAEQcAdgEbAVIACrQBHh4FJgArETX%2F%2FwCY%2F%2BwFiwdzEiYAOAAAEQcAxQC2AVIACrQBHBwFJgArETX%2F%2FwCY%2F%2BwFiwc%2BEiYAOAAAEQcAagCwAVIADLUCASsrBSYAKxE1NQAA%2F%2F8AugAABQAHcxImADwAABEHAHYAZgFSAAq0ARERBSYAKxE1AAIARgAABGQFtgAMABUAH0ARCRVMWQ0ETFkJDQkNBgcDBhIAPz8SOTkvLysrMTABFAAhIwMjATMHMzIWATMyNjU0JisBBGT%2Bs%2F7KbELtATXtM2Hj6%2F06YLDFd3l5AzHz%2FvP%2BzwW288r%2BAZ2UbWIAAAAB%2Fv7%2BFAS2BhsAOQAsQBgxFCUDHQwMNEdZDAAdIkhZHRYABUZZABsAPysAGD8rABg%2FKxESABc5MTADIic1FjMyNjcBPgEzMhYVFAcOARUUFx4CFRQGIyInNRYzMjY1NCYnLgE1NDY3PgE1NCYjIgcBDgF1RUg9NEFTFgEGMPrgvNGzdj1Ka0gm6Ma2ZX5%2BaXYvWFJOWVtiUV5V0jT%2B%2BCq5%2FhQXwRVXaATS58ygh6mCV0EjLDlUVmM8rMhByVZYUDBKRkBzRUuAPEJcNEFI7%2FsUxa4A%2F%2F8AXv%2FsBH8GIRImAEQAABEGAEO5AAAKtAIiIhEmACsRNQAA%2F%2F8AXv%2FsBH8GIRImAEQAABEGAHZaAAAKtAIpKREmACsRNQAA%2F%2F8AXv%2FsBH8GIRImAEQAABEGAMX9AAAKtAInJxEmACsRNQAA%2F%2F8AXv%2FsBH8F9hImAEQAABEGAMcSAAAKtAIqKhEmACsRNQAA%2F%2F8AXv%2FsBH8F7BImAEQAABEGAGr%2FAAAMtQMCNjYRJgArETU1%2F%2F8AXv%2FsBH8GmhImAEQAABEGAMboAAAMtQMCJCQRJgArETU1AAMAXv%2FsBo8EZgApADcAQQA%2FQCM7IUhZOzsGAhQXBAkQFQ84MRAxRlkaEBAEFSUqCSpGWQAJFgA%2FMysRADMYPz8zKxEAMxg%2FERIXOTkvKzEwBSInByM3Iw4BIyImNTQSNjMyFhczNzMHPgEzMhYVFAQhIwcUFjMyNxUGJTI2EjU0JiMiBgIVFBYBIgYHMzI2NTQmBKLeUxeXFAhVoV6Gl4rvjViALAk%2FlBkzoGSMof6z%2FswtBHlzfbSv%2FIZVm2BNS1WVU0oDn2erJR%2B71EQUiXWwalrOtckBYsxXW551P0qZfbbNPHV4VL1PvqEBDoRbbqD%2B%2BotpYgMIrI1rYDo0AP%2F%2FAF7%2BFAPNBGYSJgBGAAAQBwB6AYEAAP%2F%2FAF7%2F7AP6BiESJgBIAAARBgBDlwAACrQCJSURJgArETUAAP%2F%2FAF7%2F7AQWBiESJgBIAAARBgB2MQAACrQCLCwRJgArETUAAP%2F%2FAF7%2F7AQJBiESJgBIAAARBgDF3gAACrQCKioRJgArETUAAP%2F%2FAF7%2F7AP6BewSJgBIAAARBgBq2gAADLUDAjk5ESYAKxE1Nf%2F%2FAC8AAAIYBiESJgDCAAARBwBD%2FoIAAAAKtAEFBREmACsRNf%2F%2FAC8AAAMdBiESJgDCAAARBwB2%2FzgAAAAKtAEMDBEmACsRNf%2F%2FAC8AAAMJBiESJgDCAAARBwDF%2Ft4AAAAKtAEKChEmACsRNf%2F%2FAC8AAAL7BewSJgDCAAARBwBq%2FuQAAAAMtQIBGRkRJgArETU1AAAAAgBQ%2F%2BwEewYlAB0AKwA2QBwFCAAbBAYcHAMZDhUVJUdZFRUOBgMBDh5HWQ4WAD8rABg%2FMxI5LysREgA5EjkYLxIXOTEwASYnNxYXNxcHFhEUAgQjIiY1NBI2MzIWFzMmJwcnEzI%2BATU0JiMiDgEVFBYChyxbaoFQ%2BkbZm5L%2B%2BrXF24Puk2CQKQYKe%2FpIUFyLTmhcW4tKYgUtKTeYSEqKf3nN%2Fs3%2F%2FoW%2F1sOiARKcTUbzjI6B%2B%2B53x2phdHDDc2hvAAAA%2F%2F8ALwAABH0F9hImAFEAABEGAMclAAAKtAEiIhEmACsRNQAA%2F%2F8AXv%2FuBDcGIRImAFIAABEGAEOfAAAKtAIdHREmACsRNQAA%2F%2F8AXv%2FuBDcGIRImAFIAABEGAHZIAAAKtAIkJBEmACsRNQAA%2F%2F8AXv%2FuBDcGIRImAFIAABEGAMXzAAAKtAIiIhEmACsRNQAA%2F%2F8AXv%2FuBFoF9hImAFIAABEGAMcCAAAKtAIlJREmACsRNQAA%2F%2F8AXv%2FuBDcF7BImAFIAABEGAGrvAAAMtQMCMTERJgArETU1AAMAdQDsBB0EtgADAA8AGwAcQAwHDRkTDRMBAQBSWQEALysRADMzGC8zLzMxMBM1IRUBNDYzMhYVFAYjIiYRNDYzMhYVFAYjIiZ1A6j9rj8%2BPkFFOjpDPz4%2BQUU6OkMCd7S0%2Fv5AR0g%2FQElHAvxAR0g%2FQElHAAAAAAMAM%2F%2BmBFoEkwAVAB0AJgAuQBocJBslBB4WERQJBgQEDw8WR1kPEAQeR1kEFgA%2FKwAYPysREgAXORESFzkxMAEUAgYjIicHJzcmNTQSJDMyFzcXBxYlIgIVFBcBJgMyPgE1NCcBFgQ1lP2iiWJpe3NGjQECqYhnVn1kP%2F5YjbwIAbotyVmUVQb%2BTCkCvND%2BsK47g2CNaJ3IAUq6PWxgdWRO%2Ft3bJyMCJSP9AIXrjC0W%2FeIh%2F%2F8Ab%2F%2FsBIcGIRImAFgAABEGAEOhAAAKtAEbGxEmACsRNQAA%2F%2F8Ab%2F%2FsBIcGIRImAFgAABEGAHZzAAAKtAEiIhEmACsRNQAA%2F%2F8Ab%2F%2FsBIcGIRImAFgAABEGAMUQAAAKtAEgIBEmACsRNQAA%2F%2F8Ab%2F%2FsBIcF7BImAFgAABEGAGoGAAAMtQIBLy8RJgArETU1%2F%2F%2F%2FVv4UBFIGIRImAFwAABEGAHb5AAAKtAEgIBEmACsRNQAAAAL%2Fyf4UBFAGFAAWACQAJ0AUBA0AEAkACBsQF0ZZEBAAHkZZABYAPysAGD8rABg%2FPxESOTkxMAUiJicjBgcDIwEzDgEHMzYzMhYVFAIGAyIGAhUUFjMyNhI1NCYCSl6OKwgHEmDpAbDrMDIzCJutkKGI6RxUnmBcVlaTVlIUW1VbXv4xCADf6K%2FIzLnM%2Fp3GA7qi%2FveGYmmaAQiRZGUAAP%2F%2F%2F1b%2BFARSBewSJgBcAAARBgBqmQAADLUCAS0tESYAKxE1NQABAC8AAAIGBFIAAwAKswIPARUAPz8xMCEjEzMBG%2Bzs6wRSAAACAIf%2F7AdSBc0AFQAhADpAIBATTFkQEAEMDA9MWQwDChtMWQoEARRMWQESAxZMWQMTAD8rABg%2FKwAYPysAGD8rERIAORgvKzEwKQEGIyAAERASJDMyFyEHIQMhByEDIQUyNxMmIyIGAhUUFgYd%2FTNUVv79%2FuTFAVbZkU4C%2BCv95VQB%2BCv%2BCGACG%2FxsSkHeRHGK4H%2BjFAErAQgBCwG56hfN%2FnXI%2FjUTGwQOH8D%2Bq8qtvAAAAAADAF7%2F7AbDBGYAIgAvADkAO0AeDgMFDDMYSFkzMwUMMCMMI0ZZEQwQHCoFKkZZAAUWAD8zKxEAMxg%2FMysRADMREjkYLysREgA5OTEwBSImJwYjIiY1NBIkMzIXPgEzMhYVFAQhIwcUFjMyNjcVDgEBIg4BFRQWMzISNTQmJSIGBzMyNjU0JgTJeLkwie262pMA%2F6btYknKfZ%2Bv%2FrX%2Bzi8DcXFFg29bqP1dV41XYVuPrWMCiWmuIh%2B90jwUXFy258XOAU2vwFtnlYG3zDxvfiMxvSskA7aA9ZF0egEl6291EKuObGUwOAAAAQFiBNkEKwYhAA0ADrQDC4AGAQAvMxrNMjEwASMmJwYHIzU%2BATczFhcEK5hMVYNppIp%2BG%2FgmiATZP3NuRBmAhyhjzAACAh0E1wP0BpoACwAXABlADg8PCR8JLwkDcAkBCRUDAC8zzF1dMjEwARQGIyImNTQ2MzIWBzQmIyIGFRQWMzI2A%2FSEamp%2FgmdohoM8Ly07NTMvPAW6aHt6Z2d7eWkyOTkyMTc3AAAAAAEBRgTXBFgF9gAVACFAEBAABQsACwALfxSPFAIUgAkALxrMXTk5Ly8RMxEzMTABIi4CIyIGByMSMzIeAjMyNjczAgNULUtEPyAmMhKJOccuTkM8HSgyF4lCBNkiKSI3OAEdIykjNTz%2B4wAAAAEALwHFA6AChwADAAixAAEALzMxMBM3IQcvKwNGKwHFwsIAAAEALwHFB3cChwADAAixAAEALzMxMBM3IQcvKwcdKwHFwsIAAAEAdwPBAjEFtgAHAAmyAAQDAD%2FNMTATJzYSNzMCB30GIpFXsHpNA8EWTAEKif7i1wAAAAABAHMDwQIvBbYACAAJsgUIAwA%2FzjEwARcGAgcjNhI3AicIJZNSsit%2BHQW2FlP%2B839fAUBWAAAAAAH%2Fmv74AVYA7gAGAAixBAAAL80xMCUXBgcjNhMBTghsnrJpX%2B4X6fbuAQgAAgB3A8EDyQW2AAYADgANtAAHAwsDAD8zzTIxMAEnNhMzAgchJzYSNzMCBwIXCVS3sHpN%2FXsGIpFXsHpNA8EWvgEh%2FuLXFkwBCon%2B4tcAAAACAHMDwQPHBbYACAAQAA20DQUQCAMAPzPOMjEwARcGAgcjNhI3IRcGAyM2EjcCJwglk1KyK34dAoUJYquwM3QgBbYWU%2F7zf18BQFYW3P79cgEmXQAC%2F5r%2B%2BALuAO4ABgANAAyzCwQNAAAvMs0yMTAlFwYHIzYTIRcGAyMSNwFOCGyesmlfAoMJXK%2BweE%2FuF%2Bn27gEIF87%2B7wEZ3QABAJgBzQKkBAgACwAIsQkDAC8vMTATNDYzMhYVFAYjIiaYp4xkdaSRZnECrJzAbXKcwHMAAQBQAGQCYgPjAAYACLEFAQAvxDEwEwEXARMHA1ABi4f%2B4Jmy2QI9AaZ2%2FrL%2BkUwBwQAAAAEACgBcAh0D2wAGAAixAQUAL8QxMAkBJwEDNxMCHf50hwEhmrPZAgL%2BWncBTgFuTP5AAAAB%2FgIAAAMCBbYAAwAKswMDAhIAPz8xMAkBIwEDAvvFxQQ9Bbb6SgW2AAAAAAIARgJKAwQFvAAKABAAJUAUDQcBBQkFBgMPEB8QAhAQAwceAyAAPz8SOS9dFzMRMxEzMTABIwcjNyE3ATMDMyE%2FAQYPAQLneie3J%2F6QGgHdxXl7%2Fs80IiBCuwL6sLCJAjn9zd2BM1DbAAAAAAEAM%2F%2FsBNkFywAnAFNALwYcHRxQWQMdCxcYF1BZCBgPHR8dAgkAGHAYAgsDHRgdGBMhIQBNWSEHEw5OWRMZAD8rABg%2FKxESADk5GC8vX15dXl0RMysRADMRMysRADMxMAEiBgchByEGByEHIRQWMzI3FQYjIgI1IzczNjcjNzMSADMyFhcHLgEDkXbBQQGDIf5uEgoBVCH%2BwXmHeIqBsdjkoiGLDwyJIJRcAUfQWJlQZjZqBQKuqJpDSJuhkzzLPQEE%2FJtfLJoBBAEbLDe0IiwAAAAAAAABAAAjAAABBdMYAAAKCvIABQAk%2F3EABQA3ACkABQA5ACkABQA6ACkABQA8ABQABQBE%2F64ABQBG%2F4UABQBH%2F4UABQBI%2F4UABQBK%2F8MABQBQ%2F8MABQBR%2F8MABQBS%2F4UABQBT%2F8MABQBU%2F4UABQBV%2F8MABQBW%2F8MABQBY%2F8MABQCC%2F3EABQCD%2F3EABQCE%2F3EABQCF%2F3EABQCG%2F3EABQCH%2F3EABQCfABQABQCi%2F4UABQCj%2F64ABQCk%2F64ABQCl%2F64ABQCm%2F64ABQCn%2F64ABQCo%2F64ABQCp%2F4UABQCq%2F4UABQCr%2F4UABQCs%2F4UABQCt%2F4UABQC0%2F4UABQC1%2F4UABQC2%2F4UABQC3%2F4UABQC4%2F4UABQC6%2F4UABQC7%2F8MABQC8%2F8MABQC9%2F8MABQC%2B%2F8MABQDE%2F4UACgAk%2F3EACgA3ACkACgA5ACkACgA6ACkACgA8ABQACgBE%2F64ACgBG%2F4UACgBH%2F4UACgBI%2F4UACgBK%2F8MACgBQ%2F8MACgBR%2F8MACgBS%2F4UACgBT%2F8MACgBU%2F4UACgBV%2F8MACgBW%2F8MACgBY%2F8MACgCC%2F3EACgCD%2F3EACgCE%2F3EACgCF%2F3EACgCG%2F3EACgCH%2F3EACgCfABQACgCi%2F4UACgCj%2F64ACgCk%2F64ACgCl%2F64ACgCm%2F64ACgCn%2F64ACgCo%2F64ACgCp%2F4UACgCq%2F4UACgCr%2F4UACgCs%2F4UACgCt%2F4UACgC0%2F4UACgC1%2F4UACgC2%2F4UACgC3%2F4UACgC4%2F4UACgC6%2F4UACgC7%2F8MACgC8%2F8MACgC9%2F8MACgC%2B%2F8MACgDE%2F4UACwAtALgADwAm%2F5oADwAq%2F5oADwAy%2F5oADwA0%2F5oADwA3%2F3EADwA4%2F9cADwA5%2F4UADwA6%2F4UADwA8%2F4UADwCJ%2F5oADwCU%2F5oADwCV%2F5oADwCW%2F5oADwCX%2F5oADwCY%2F5oADwCa%2F5oADwCb%2F9cADwCc%2F9cADwCd%2F9cADwCe%2F9cADwCf%2F4UADwDD%2F5oAEAA3%2F64AEQAm%2F5oAEQAq%2F5oAEQAy%2F5oAEQA0%2F5oAEQA3%2F3EAEQA4%2F9cAEQA5%2F4UAEQA6%2F4UAEQA8%2F4UAEQCJ%2F5oAEQCU%2F5oAEQCV%2F5oAEQCW%2F5oAEQCX%2F5oAEQCY%2F5oAEQCa%2F5oAEQCb%2F9cAEQCc%2F9cAEQCd%2F9cAEQCe%2F9cAEQCf%2F4UAEQDD%2F5oAJAAF%2F3EAJAAK%2F3EAJAAm%2F9cAJAAq%2F9cAJAAtAQoAJAAy%2F9cAJAA0%2F9cAJAA3%2F3EAJAA5%2F64AJAA6%2F64AJAA8%2F4UAJACJ%2F9cAJACU%2F9cAJACV%2F9cAJACW%2F9cAJACX%2F9cAJACY%2F9cAJACa%2F9cAJACf%2F4UAJADD%2F9cAJADL%2F3EAJADO%2F3EAJQAP%2F64AJQAR%2F64AJQAk%2F9cAJQA3%2F8MAJQA5%2F%2BwAJQA6%2F%2BwAJQA7%2F9cAJQA8%2F%2BwAJQA9%2F%2BwAJQCC%2F9cAJQCD%2F9cAJQCE%2F9cAJQCF%2F9cAJQCG%2F9cAJQCH%2F9cAJQCf%2F%2BwAJQDM%2F64AJQDP%2F64AJgAm%2F9cAJgAq%2F9cAJgAy%2F9cAJgA0%2F9cAJgCJ%2F9cAJgCU%2F9cAJgCV%2F9cAJgCW%2F9cAJgCX%2F9cAJgCY%2F9cAJgCa%2F9cAJgDD%2F9cAJwAP%2F64AJwAR%2F64AJwAk%2F9cAJwA3%2F8MAJwA5%2F%2BwAJwA6%2F%2BwAJwA7%2F9cAJwA8%2F%2BwAJwA9%2F%2BwAJwCC%2F9cAJwCD%2F9cAJwCE%2F9cAJwCF%2F9cAJwCG%2F9cAJwCH%2F9cAJwCf%2F%2BwAJwDM%2F64AJwDP%2F64AKAAtAHsAKQAP%2F4UAKQAR%2F4UAKQAiACkAKQAk%2F9cAKQCC%2F9cAKQCD%2F9cAKQCE%2F9cAKQCF%2F9cAKQCG%2F9cAKQCH%2F9cAKQDM%2F4UAKQDP%2F4UALgAm%2F9cALgAq%2F9cALgAy%2F9cALgA0%2F9cALgCJ%2F9cALgCU%2F9cALgCV%2F9cALgCW%2F9cALgCX%2F9cALgCY%2F9cALgCa%2F9cALgDD%2F9cALwAF%2F1wALwAK%2F1wALwAm%2F9cALwAq%2F9cALwAy%2F9cALwA0%2F9cALwA3%2F9cALwA4%2F%2BwALwA5%2F9cALwA6%2F9cALwA8%2F8MALwCJ%2F9cALwCU%2F9cALwCV%2F9cALwCW%2F9cALwCX%2F9cALwCY%2F9cALwCa%2F9cALwCb%2F%2BwALwCc%2F%2BwALwCd%2F%2BwALwCe%2F%2BwALwCf%2F8MALwDD%2F9cALwDL%2F1wALwDO%2F1wAMgAP%2F64AMgAR%2F64AMgAk%2F9cAMgA3%2F8MAMgA5%2F%2BwAMgA6%2F%2BwAMgA7%2F9cAMgA8%2F%2BwAMgA9%2F%2BwAMgCC%2F9cAMgCD%2F9cAMgCE%2F9cAMgCF%2F9cAMgCG%2F9cAMgCH%2F9cAMgCf%2F%2BwAMgDM%2F64AMgDP%2F64AMwAP%2FvYAMwAR%2FvYAMwAk%2F5oAMwA7%2F9cAMwA9%2F%2BwAMwCC%2F5oAMwCD%2F5oAMwCE%2F5oAMwCF%2F5oAMwCG%2F5oAMwCH%2F5oAMwDM%2FvYAMwDP%2FvYANAAP%2F64ANAAR%2F64ANAAk%2F9cANAA3%2F8MANAA5%2F%2BwANAA6%2F%2BwANAA7%2F9cANAA8%2F%2BwANAA9%2F%2BwANACC%2F9cANACD%2F9cANACE%2F9cANACF%2F9cANACG%2F9cANACH%2F9cANACf%2F%2BwANADM%2F64ANADP%2F64ANwAP%2F4UANwAQ%2F64ANwAR%2F4UANwAiACkANwAk%2F3EANwAm%2F9cANwAq%2F9cANwAy%2F9cANwA0%2F9cANwA3ACkANwBE%2F1wANwBG%2F3EANwBH%2F3EANwBI%2F3EANwBK%2F3EANwBQ%2F5oANwBR%2F5oANwBS%2F3EANwBT%2F5oANwBU%2F3EANwBV%2F5oANwBW%2F4UANwBY%2F5oANwBZ%2F9cANwBa%2F9cANwBb%2F9cANwBc%2F9cANwBd%2F64ANwCC%2F3EANwCD%2F3EANwCE%2F3EANwCF%2F3EANwCG%2F3EANwCH%2F3EANwCJ%2F9cANwCU%2F9cANwCV%2F9cANwCW%2F9cANwCX%2F9cANwCY%2F9cANwCa%2F9cANwCi%2F3EANwCj%2F1wANwCk%2F1wANwCl%2F1wANwCm%2F1wANwCn%2F1wANwCo%2F1wANwCp%2F3EANwCq%2F3EANwCr%2F3EANwCs%2F3EANwCt%2F3EANwC0%2F3EANwC1%2F3EANwC2%2F3EANwC3%2F3EANwC4%2F3EANwC6%2F3EANwC7%2F5oANwC8%2F5oANwC9%2F5oANwC%2B%2F5oANwC%2F%2F9cANwDD%2F9cANwDE%2F3EANwDI%2F64ANwDJ%2F64ANwDM%2F4UANwDP%2F4UAOAAP%2F9cAOAAR%2F9cAOAAk%2F%2BwAOACC%2F%2BwAOACD%2F%2BwAOACE%2F%2BwAOACF%2F%2BwAOACG%2F%2BwAOACH%2F%2BwAOADM%2F9cAOADP%2F9cAOQAP%2F5oAOQAR%2F5oAOQAiACkAOQAk%2F64AOQAm%2F%2BwAOQAq%2F%2BwAOQAy%2F%2BwAOQA0%2F%2BwAOQBE%2F9cAOQBG%2F9cAOQBH%2F9cAOQBI%2F9cAOQBK%2F%2BwAOQBQ%2F%2BwAOQBR%2F%2BwAOQBS%2F9cAOQBT%2F%2BwAOQBU%2F9cAOQBV%2F%2BwAOQBW%2F%2BwAOQBY%2F%2BwAOQCC%2F64AOQCD%2F64AOQCE%2F64AOQCF%2F64AOQCG%2F64AOQCH%2F64AOQCJ%2F%2BwAOQCU%2F%2BwAOQCV%2F%2BwAOQCW%2F%2BwAOQCX%2F%2BwAOQCY%2F%2BwAOQCa%2F%2BwAOQCi%2F9cAOQCj%2F9cAOQCk%2F9cAOQCl%2F9cAOQCm%2F9cAOQCn%2F9cAOQCo%2F9cAOQCp%2F9cAOQCq%2F9cAOQCr%2F9cAOQCs%2F9cAOQCt%2F9cAOQC0%2F9cAOQC1%2F9cAOQC2%2F9cAOQC3%2F9cAOQC4%2F9cAOQC6%2F9cAOQC7%2F%2BwAOQC8%2F%2BwAOQC9%2F%2BwAOQC%2B%2F%2BwAOQDD%2F%2BwAOQDE%2F9cAOQDM%2F5oAOQDP%2F5oAOgAP%2F5oAOgAR%2F5oAOgAiACkAOgAk%2F64AOgAm%2F%2BwAOgAq%2F%2BwAOgAy%2F%2BwAOgA0%2F%2BwAOgBE%2F9cAOgBG%2F9cAOgBH%2F9cAOgBI%2F9cAOgBK%2F%2BwAOgBQ%2F%2BwAOgBR%2F%2BwAOgBS%2F9cAOgBT%2F%2BwAOgBU%2F9cAOgBV%2F%2BwAOgBW%2F%2BwAOgBY%2F%2BwAOgCC%2F64AOgCD%2F64AOgCE%2F64AOgCF%2F64AOgCG%2F64AOgCH%2F64AOgCJ%2F%2BwAOgCU%2F%2BwAOgCV%2F%2BwAOgCW%2F%2BwAOgCX%2F%2BwAOgCY%2F%2BwAOgCa%2F%2BwAOgCi%2F9cAOgCj%2F9cAOgCk%2F9cAOgCl%2F9cAOgCm%2F9cAOgCn%2F9cAOgCo%2F9cAOgCp%2F9cAOgCq%2F9cAOgCr%2F9cAOgCs%2F9cAOgCt%2F9cAOgC0%2F9cAOgC1%2F9cAOgC2%2F9cAOgC3%2F9cAOgC4%2F9cAOgC6%2F9cAOgC7%2F%2BwAOgC8%2F%2BwAOgC9%2F%2BwAOgC%2B%2F%2BwAOgDD%2F%2BwAOgDE%2F9cAOgDM%2F5oAOgDP%2F5oAOwAm%2F9cAOwAq%2F9cAOwAy%2F9cAOwA0%2F9cAOwCJ%2F9cAOwCU%2F9cAOwCV%2F9cAOwCW%2F9cAOwCX%2F9cAOwCY%2F9cAOwCa%2F9cAOwDD%2F9cAPAAP%2F4UAPAAR%2F4UAPAAiACkAPAAk%2F4UAPAAm%2F9cAPAAq%2F9cAPAAy%2F9cAPAA0%2F9cAPABE%2F5oAPABG%2F5oAPABH%2F5oAPABI%2F5oAPABK%2F9cAPABQ%2F8MAPABR%2F8MAPABS%2F5oAPABT%2F8MAPABU%2F5oAPABV%2F8MAPABW%2F64APABY%2F8MAPABd%2F9cAPACC%2F4UAPACD%2F4UAPACE%2F4UAPACF%2F4UAPACG%2F4UAPACH%2F4UAPACJ%2F9cAPACU%2F9cAPACV%2F9cAPACW%2F9cAPACX%2F9cAPACY%2F9cAPACa%2F9cAPACi%2F5oAPACj%2F5oAPACk%2F5oAPACl%2F5oAPACm%2F5oAPACn%2F5oAPACo%2F5oAPACp%2F5oAPACq%2F5oAPACr%2F5oAPACs%2F5oAPACt%2F5oAPAC0%2F5oAPAC1%2F5oAPAC2%2F5oAPAC3%2F5oAPAC4%2F5oAPAC6%2F5oAPAC7%2F8MAPAC8%2F8MAPAC9%2F8MAPAC%2B%2F8MAPADD%2F9cAPADE%2F5oAPADM%2F4UAPADP%2F4UAPQAm%2F%2BwAPQAq%2F%2BwAPQAy%2F%2BwAPQA0%2F%2BwAPQCJ%2F%2BwAPQCU%2F%2BwAPQCV%2F%2BwAPQCW%2F%2BwAPQCX%2F%2BwAPQCY%2F%2BwAPQCa%2F%2BwAPQDD%2F%2BwAPgAtALgARAAF%2F%2BwARAAK%2F%2BwARADL%2F%2BwARADO%2F%2BwARQAF%2F%2BwARQAK%2F%2BwARQBZ%2F9cARQBa%2F9cARQBb%2F9cARQBc%2F9cARQBd%2F%2BwARQC%2F%2F9cARQDL%2F%2BwARQDO%2F%2BwARgAFACkARgAKACkARgDLACkARgDOACkASAAF%2F%2BwASAAK%2F%2BwASABZ%2F9cASABa%2F9cASABb%2F9cASABc%2F9cASABd%2F%2BwASAC%2F%2F9cASADL%2F%2BwASADO%2F%2BwASQAFAHsASQAKAHsASQDLAHsASQDOAHsASwAF%2F%2BwASwAK%2F%2BwASwDL%2F%2BwASwDO%2F%2BwATgBG%2F9cATgBH%2F9cATgBI%2F9cATgBS%2F9cATgBU%2F9cATgCi%2F9cATgCp%2F9cATgCq%2F9cATgCr%2F9cATgCs%2F9cATgCt%2F9cATgC0%2F9cATgC1%2F9cATgC2%2F9cATgC3%2F9cATgC4%2F9cATgC6%2F9cATgDE%2F9cAUAAF%2F%2BwAUAAK%2F%2BwAUADL%2F%2BwAUADO%2F%2BwAUQAF%2F%2BwAUQAK%2F%2BwAUQDL%2F%2BwAUQDO%2F%2BwAUgAF%2F%2BwAUgAK%2F%2BwAUgBZ%2F9cAUgBa%2F9cAUgBb%2F9cAUgBc%2F9cAUgBd%2F%2BwAUgC%2F%2F9cAUgDL%2F%2BwAUgDO%2F%2BwAUwAF%2F%2BwAUwAK%2F%2BwAUwBZ%2F9cAUwBa%2F9cAUwBb%2F9cAUwBc%2F9cAUwBd%2F%2BwAUwC%2F%2F9cAUwDL%2F%2BwAUwDO%2F%2BwAVQAFAFIAVQAKAFIAVQBE%2F9cAVQBG%2F9cAVQBH%2F9cAVQBI%2F9cAVQBK%2F%2BwAVQBS%2F9cAVQBU%2F9cAVQCi%2F9cAVQCj%2F9cAVQCk%2F9cAVQCl%2F9cAVQCm%2F9cAVQCn%2F9cAVQCo%2F9cAVQCp%2F9cAVQCq%2F9cAVQCr%2F9cAVQCs%2F9cAVQCt%2F9cAVQC0%2F9cAVQC1%2F9cAVQC2%2F9cAVQC3%2F9cAVQC4%2F9cAVQC6%2F9cAVQDE%2F9cAVQDLAFIAVQDOAFIAVwAFACkAVwAKACkAVwDLACkAVwDOACkAWQAFAFIAWQAKAFIAWQAP%2F64AWQAR%2F64AWQAiACkAWQDLAFIAWQDM%2F64AWQDOAFIAWQDP%2F64AWgAFAFIAWgAKAFIAWgAP%2F64AWgAR%2F64AWgAiACkAWgDLAFIAWgDM%2F64AWgDOAFIAWgDP%2F64AWwBG%2F9cAWwBH%2F9cAWwBI%2F9cAWwBS%2F9cAWwBU%2F9cAWwCi%2F9cAWwCp%2F9cAWwCq%2F9cAWwCr%2F9cAWwCs%2F9cAWwCt%2F9cAWwC0%2F9cAWwC1%2F9cAWwC2%2F9cAWwC3%2F9cAWwC4%2F9cAWwC6%2F9cAWwDE%2F9cAXAAFAFIAXAAKAFIAXAAP%2F64AXAAR%2F64AXAAiACkAXADLAFIAXADM%2F64AXADOAFIAXADP%2F64AXgAtALgAggAF%2F3EAggAK%2F3EAggAm%2F9cAggAq%2F9cAggAtAQoAggAy%2F9cAggA0%2F9cAggA3%2F3EAggA5%2F64AggA6%2F64AggA8%2F4UAggCJ%2F9cAggCU%2F9cAggCV%2F9cAggCW%2F9cAggCX%2F9cAggCY%2F9cAggCa%2F9cAggCf%2F4UAggDD%2F9cAggDL%2F3EAggDO%2F3EAgwAF%2F3EAgwAK%2F3EAgwAm%2F9cAgwAq%2F9cAgwAtAQoAgwAy%2F9cAgwA0%2F9cAgwA3%2F3EAgwA5%2F64AgwA6%2F64AgwA8%2F4UAgwCJ%2F9cAgwCU%2F9cAgwCV%2F9cAgwCW%2F9cAgwCX%2F9cAgwCY%2F9cAgwCa%2F9cAgwCf%2F4UAgwDD%2F9cAgwDL%2F3EAgwDO%2F3EAhAAF%2F3EAhAAK%2F3EAhAAm%2F9cAhAAq%2F9cAhAAtAQoAhAAy%2F9cAhAA0%2F9cAhAA3%2F3EAhAA5%2F64AhAA6%2F64AhAA8%2F4UAhACJ%2F9cAhACU%2F9cAhACV%2F9cAhACW%2F9cAhACX%2F9cAhACY%2F9cAhACa%2F9cAhACf%2F4UAhADD%2F9cAhADL%2F3EAhADO%2F3EAhQAF%2F3EAhQAK%2F3EAhQAm%2F9cAhQAq%2F9cAhQAtAQoAhQAy%2F9cAhQA0%2F9cAhQA3%2F3EAhQA5%2F64AhQA6%2F64AhQA8%2F4UAhQCJ%2F9cAhQCU%2F9cAhQCV%2F9cAhQCW%2F9cAhQCX%2F9cAhQCY%2F9cAhQCa%2F9cAhQCf%2F4UAhQDD%2F9cAhQDL%2F3EAhQDO%2F3EAhgAF%2F3EAhgAK%2F3EAhgAm%2F9cAhgAq%2F9cAhgAtAQoAhgAy%2F9cAhgA0%2F9cAhgA3%2F3EAhgA5%2F64AhgA6%2F64AhgA8%2F4UAhgCJ%2F9cAhgCU%2F9cAhgCV%2F9cAhgCW%2F9cAhgCX%2F9cAhgCY%2F9cAhgCa%2F9cAhgCf%2F4UAhgDD%2F9cAhgDL%2F3EAhgDO%2F3EAhwAF%2F3EAhwAK%2F3EAhwAm%2F9cAhwAq%2F9cAhwAtAQoAhwAy%2F9cAhwA0%2F9cAhwA3%2F3EAhwA5%2F64AhwA6%2F64AhwA8%2F4UAhwCJ%2F9cAhwCU%2F9cAhwCV%2F9cAhwCW%2F9cAhwCX%2F9cAhwCY%2F9cAhwCa%2F9cAhwCf%2F4UAhwDD%2F9cAhwDL%2F3EAhwDO%2F3EAiAAtAHsAiQAm%2F9cAiQAq%2F9cAiQAy%2F9cAiQA0%2F9cAiQCJ%2F9cAiQCU%2F9cAiQCV%2F9cAiQCW%2F9cAiQCX%2F9cAiQCY%2F9cAiQCa%2F9cAiQDD%2F9cAigAtAHsAiwAtAHsAjAAtAHsAjQAtAHsAkgAP%2F64AkgAR%2F64AkgAk%2F9cAkgA3%2F8MAkgA5%2F%2BwAkgA6%2F%2BwAkgA7%2F9cAkgA8%2F%2BwAkgA9%2F%2BwAkgCC%2F9cAkgCD%2F9cAkgCE%2F9cAkgCF%2F9cAkgCG%2F9cAkgCH%2F9cAkgCf%2F%2BwAkgDM%2F64AkgDP%2F64AlAAP%2F64AlAAR%2F64AlAAk%2F9cAlAA3%2F8MAlAA5%2F%2BwAlAA6%2F%2BwAlAA7%2F9cAlAA8%2F%2BwAlAA9%2F%2BwAlACC%2F9cAlACD%2F9cAlACE%2F9cAlACF%2F9cAlACG%2F9cAlACH%2F9cAlACf%2F%2BwAlADM%2F64AlADP%2F64AlQAP%2F64AlQAR%2F64AlQAk%2F9cAlQA3%2F8MAlQA5%2F%2BwAlQA6%2F%2BwAlQA7%2F9cAlQA8%2F%2BwAlQA9%2F%2BwAlQCC%2F9cAlQCD%2F9cAlQCE%2F9cAlQCF%2F9cAlQCG%2F9cAlQCH%2F9cAlQCf%2F%2BwAlQDM%2F64AlQDP%2F64AlgAP%2F64AlgAR%2F64AlgAk%2F9cAlgA3%2F8MAlgA5%2F%2BwAlgA6%2F%2BwAlgA7%2F9cAlgA8%2F%2BwAlgA9%2F%2BwAlgCC%2F9cAlgCD%2F9cAlgCE%2F9cAlgCF%2F9cAlgCG%2F9cAlgCH%2F9cAlgCf%2F%2BwAlgDM%2F64AlgDP%2F64AlwAP%2F64AlwAR%2F64AlwAk%2F9cAlwA3%2F8MAlwA5%2F%2BwAlwA6%2F%2BwAlwA7%2F9cAlwA8%2F%2BwAlwA9%2F%2BwAlwCC%2F9cAlwCD%2F9cAlwCE%2F9cAlwCF%2F9cAlwCG%2F9cAlwCH%2F9cAlwCf%2F%2BwAlwDM%2F64AlwDP%2F64AmAAP%2F64AmAAR%2F64AmAAk%2F9cAmAA3%2F8MAmAA5%2F%2BwAmAA6%2F%2BwAmAA7%2F9cAmAA8%2F%2BwAmAA9%2F%2BwAmACC%2F9cAmACD%2F9cAmACE%2F9cAmACF%2F9cAmACG%2F9cAmACH%2F9cAmACf%2F%2BwAmADM%2F64AmADP%2F64AmgAP%2F64AmgAR%2F64AmgAk%2F9cAmgA3%2F8MAmgA5%2F%2BwAmgA6%2F%2BwAmgA7%2F9cAmgA8%2F%2BwAmgA9%2F%2BwAmgCC%2F9cAmgCD%2F9cAmgCE%2F9cAmgCF%2F9cAmgCG%2F9cAmgCH%2F9cAmgCf%2F%2BwAmgDM%2F64AmgDP%2F64AmwAP%2F9cAmwAR%2F9cAmwAk%2F%2BwAmwCC%2F%2BwAmwCD%2F%2BwAmwCE%2F%2BwAmwCF%2F%2BwAmwCG%2F%2BwAmwCH%2F%2BwAmwDM%2F9cAmwDP%2F9cAnAAP%2F9cAnAAR%2F9cAnAAk%2F%2BwAnACC%2F%2BwAnACD%2F%2BwAnACE%2F%2BwAnACF%2F%2BwAnACG%2F%2BwAnACH%2F%2BwAnADM%2F9cAnADP%2F9cAnQAP%2F9cAnQAR%2F9cAnQAk%2F%2BwAnQCC%2F%2BwAnQCD%2F%2BwAnQCE%2F%2BwAnQCF%2F%2BwAnQCG%2F%2BwAnQCH%2F%2BwAnQDM%2F9cAnQDP%2F9cAngAP%2F9cAngAR%2F9cAngAk%2F%2BwAngCC%2F%2BwAngCD%2F%2BwAngCE%2F%2BwAngCF%2F%2BwAngCG%2F%2BwAngCH%2F%2BwAngDM%2F9cAngDP%2F9cAnwAP%2F4UAnwAR%2F4UAnwAiACkAnwAk%2F4UAnwAm%2F9cAnwAq%2F9cAnwAy%2F9cAnwA0%2F9cAnwBE%2F5oAnwBG%2F5oAnwBH%2F5oAnwBI%2F5oAnwBK%2F9cAnwBQ%2F8MAnwBR%2F8MAnwBS%2F5oAnwBT%2F8MAnwBU%2F5oAnwBV%2F8MAnwBW%2F64AnwBY%2F8MAnwBd%2F9cAnwCC%2F4UAnwCD%2F4UAnwCE%2F4UAnwCF%2F4UAnwCG%2F4UAnwCH%2F4UAnwCJ%2F9cAnwCU%2F9cAnwCV%2F9cAnwCW%2F9cAnwCX%2F9cAnwCY%2F9cAnwCa%2F9cAnwCi%2F5oAnwCj%2F5oAnwCk%2F5oAnwCl%2F5oAnwCm%2F5oAnwCn%2F5oAnwCo%2F5oAnwCp%2F5oAnwCq%2F5oAnwCr%2F5oAnwCs%2F5oAnwCt%2F5oAnwC0%2F5oAnwC1%2F5oAnwC2%2F5oAnwC3%2F5oAnwC4%2F5oAnwC6%2F5oAnwC7%2F8MAnwC8%2F8MAnwC9%2F8MAnwC%2B%2F8MAnwDD%2F9cAnwDE%2F5oAnwDM%2F4UAnwDP%2F4UAoAAP%2FvYAoAAR%2FvYAoAAk%2F5oAoAA7%2F9cAoAA9%2F%2BwAoACC%2F5oAoACD%2F5oAoACE%2F5oAoACF%2F5oAoACG%2F5oAoACH%2F5oAoADM%2FvYAoADP%2FvYAogAF%2F%2BwAogAK%2F%2BwAogDL%2F%2BwAogDO%2F%2BwAowAF%2F%2BwAowAK%2F%2BwAowDL%2F%2BwAowDO%2F%2BwApAAF%2F%2BwApAAK%2F%2BwApADL%2F%2BwApADO%2F%2BwApQAF%2F%2BwApQAK%2F%2BwApQDL%2F%2BwApQDO%2F%2BwApgAF%2F%2BwApgAK%2F%2BwApgDL%2F%2BwApgDO%2F%2BwApwAF%2F%2BwApwAK%2F%2BwApwDL%2F%2BwApwDO%2F%2BwAqgAF%2F%2BwAqgAK%2F%2BwAqgBZ%2F9cAqgBa%2F9cAqgBb%2F9cAqgBc%2F9cAqgBd%2F%2BwAqgC%2F%2F9cAqgDL%2F%2BwAqgDO%2F%2BwAqwAF%2F%2BwAqwAK%2F%2BwAqwBZ%2F9cAqwBa%2F9cAqwBb%2F9cAqwBc%2F9cAqwBd%2F%2BwAqwC%2F%2F9cAqwDL%2F%2BwAqwDO%2F%2BwArAAF%2F%2BwArAAK%2F%2BwArABZ%2F9cArABa%2F9cArABb%2F9cArABc%2F9cArABd%2F%2BwArAC%2F%2F9cArADL%2F%2BwArADO%2F%2BwArQAF%2F%2BwArQAK%2F%2BwArQBZ%2F9cArQBa%2F9cArQBb%2F9cArQBc%2F9cArQBd%2F%2BwArQC%2F%2F9cArQDL%2F%2BwArQDO%2F%2BwAsgAF%2F%2BwAsgAK%2F%2BwAsgBZ%2F9cAsgBa%2F9cAsgBb%2F9cAsgBc%2F9cAsgBd%2F%2BwAsgC%2F%2F9cAsgDL%2F%2BwAsgDO%2F%2BwAtAAF%2F%2BwAtAAK%2F%2BwAtABZ%2F9cAtABa%2F9cAtABb%2F9cAtABc%2F9cAtABd%2F%2BwAtAC%2F%2F9cAtADL%2F%2BwAtADO%2F%2BwAtQAF%2F%2BwAtQAK%2F%2BwAtQBZ%2F9cAtQBa%2F9cAtQBb%2F9cAtQBc%2F9cAtQBd%2F%2BwAtQC%2F%2F9cAtQDL%2F%2BwAtQDO%2F%2BwAtgAF%2F%2BwAtgAK%2F%2BwAtgBZ%2F9cAtgBa%2F9cAtgBb%2F9cAtgBc%2F9cAtgBd%2F%2BwAtgC%2F%2F9cAtgDL%2F%2BwAtgDO%2F%2BwAuAAF%2F9cAuAAK%2F9cAuADL%2F9cAuADO%2F9cAugAF%2F%2BwAugAK%2F%2BwAugBZ%2F9cAugBa%2F9cAugBb%2F9cAugBc%2F9cAugBd%2F%2BwAugC%2F%2F9cAugDL%2F%2BwAugDO%2F%2BwAvwAFAFIAvwAKAFIAvwAP%2F64AvwAR%2F64AvwAiACkAvwDLAFIAvwDM%2F64AvwDOAFIAvwDP%2F64AwAAF%2F%2BwAwAAK%2F%2BwAwABZ%2F9cAwABa%2F9cAwABb%2F9cAwABc%2F9cAwABd%2F%2BwAwAC%2F%2F9cAwADL%2F%2BwAwADO%2F%2BwAwQAFAFIAwQAKAFIAwQAP%2F64AwQAR%2F64AwQAiACkAwQDLAFIAwQDM%2F64AwQDOAFIAwQDP%2F64AwwAtAHsAyAA3%2F64AyQA3%2F64AygAk%2F3EAygA3ACkAygA5ACkAygA6ACkAygA8ABQAygBE%2F64AygBG%2F4UAygBH%2F4UAygBI%2F4UAygBK%2F8MAygBQ%2F8MAygBR%2F8MAygBS%2F4UAygBT%2F8MAygBU%2F4UAygBV%2F8MAygBW%2F8MAygBY%2F8MAygCC%2F3EAygCD%2F3EAygCE%2F3EAygCF%2F3EAygCG%2F3EAygCH%2F3EAygCfABQAygCi%2F4UAygCj%2F64AygCk%2F64AygCl%2F64AygCm%2F64AygCn%2F64AygCo%2F64AygCp%2F4UAygCq%2F4UAygCr%2F4UAygCs%2F4UAygCt%2F4UAygC0%2F4UAygC1%2F4UAygC2%2F4UAygC3%2F4UAygC4%2F4UAygC6%2F4UAygC7%2F8MAygC8%2F8MAygC9%2F8MAygC%2B%2F8MAygDE%2F4UAywAk%2F3EAywA3ACkAywA5ACkAywA6ACkAywA8ABQAywBE%2F64AywBG%2F4UAywBH%2F4UAywBI%2F4UAywBK%2F8MAywBQ%2F8MAywBR%2F8MAywBS%2F4UAywBT%2F8MAywBU%2F4UAywBV%2F8MAywBW%2F8MAywBY%2F8MAywCC%2F3EAywCD%2F3EAywCE%2F3EAywCF%2F3EAywCG%2F3EAywCH%2F3EAywCfABQAywCi%2F4UAywCj%2F64AywCk%2F64AywCl%2F64AywCm%2F64AywCn%2F64AywCo%2F64AywCp%2F4UAywCq%2F4UAywCr%2F4UAywCs%2F4UAywCt%2F4UAywC0%2F4UAywC1%2F4UAywC2%2F4UAywC3%2F4UAywC4%2F4UAywC6%2F4UAywC7%2F8MAywC8%2F8MAywC9%2F8MAywC%2B%2F8MAywDE%2F4UAzAAm%2F5oAzAAq%2F5oAzAAy%2F5oAzAA0%2F5oAzAA3%2F3EAzAA4%2F9cAzAA5%2F4UAzAA6%2F4UAzAA8%2F4UAzACJ%2F5oAzACU%2F5oAzACV%2F5oAzACW%2F5oAzACX%2F5oAzACY%2F5oAzACa%2F5oAzACb%2F9cAzACc%2F9cAzACd%2F9cAzACe%2F9cAzACf%2F4UAzADD%2F5oAzQAk%2F3EAzQA3ACkAzQA5ACkAzQA6ACkAzQA8ABQAzQBE%2F64AzQBG%2F4UAzQBH%2F4UAzQBI%2F4UAzQBK%2F8MAzQBQ%2F8MAzQBR%2F8MAzQBS%2F4UAzQBT%2F8MAzQBU%2F4UAzQBV%2F8MAzQBW%2F8MAzQBY%2F8MAzQCC%2F3EAzQCD%2F3EAzQCE%2F3EAzQCF%2F3EAzQCG%2F3EAzQCH%2F3EAzQCfABQAzQCi%2F4UAzQCj%2F64AzQCk%2F64AzQCl%2F64AzQCm%2F64AzQCn%2F64AzQCo%2F64AzQCp%2F4UAzQCq%2F4UAzQCr%2F4UAzQCs%2F4UAzQCt%2F4UAzQC0%2F4UAzQC1%2F4UAzQC2%2F4UAzQC3%2F4UAzQC4%2F4UAzQC6%2F4UAzQC7%2F8MAzQC8%2F8MAzQC9%2F8MAzQC%2B%2F8MAzQDE%2F4UAzwAm%2F5oAzwAq%2F5oAzwAy%2F5oAzwA0%2F5oAzwA3%2F3EAzwA4%2F9cAzwA5%2F4UAzwA6%2F4UAzwA8%2F4UAzwCJ%2F5oAzwCU%2F5oAzwCV%2F5oAzwCW%2F5oAzwCX%2F5oAzwCY%2F5oAzwCa%2F5oAzwCb%2F9cAzwCc%2F9cAzwCd%2F9cAzwCe%2F9cAzwCf%2F4UAzwDD%2F5oAAAAeAW4AAQAAAAAAAAA5AHQAAQAAAAAAAQASANQAAQAAAAAAAgAGAPUAAQAAAAAAAwAuAVoAAQAAAAAABAAZAb0AAQAAAAAABQAMAfEAAQAAAAAABgAXAi4AAQAAAAAABwBSAuwAAQAAAAAACAAUA2kAAQAAAAAACwAcA7gAAQAAAAAADAAuBDMAAQAAAAAADQAuBMAAAQAAAAAADgAqBUUAAQAAAAAAEAAJBYQAAQAAAAAAEQAPBa4AAwABBAkAAAByAAAAAwABBAkAAQAkAK4AAw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SktMTU5PUFFSU1RVVldYWVpbXF1eX2BhYmMAiImLjZWaoKWkpqinqautrK6vsbCys7W3tri6ub69v8AAdGZna9x6o3JtAHhsAIqcAHUAAGl5AAAAAABufgCqvINlcAAAAABvfwBkhIeZxcbU1dna1te7AMMA3%2BHd3gAAAHvY2wCGjoWPjJGSk5CXmACWnp%2BdxMfJcwAAyHwAAAAAALgAACxLuAAJUFixAQGOWbgB%2F4W4AEQduQAJAANfXi24AAEsICBFaUSwAWAtuAACLLgAASohLbgAAywgRrADJUZSWCNZIIogiklkiiBGIGhhZLAEJUYgaGFkUlgjZYpZLyCwAFNYaSCwAFRYIbBAWRtpILAAVFghsEBlWVk6LbgABCwgRrAEJUZSWCOKWSBGIGphZLAEJUYgamFkUlgjilkv%2FS24AAUsSyCwAyZQWFFYsIBEG7BARFkbISEgRbDAUFiwwEQbIVlZLbgABiwgIEVpRLABYCAgRX1pGESwAWAtuAAHLLgABiotuAAILEsgsAMmU1iwQBuwAFmKiiCwAyZTWCMhsICKihuKI1kgsAMmU1gjIbgAwIqKG4ojWSCwAyZTWCMhuAEAioobiiNZILADJlNYIyG4AUCKihuKI1kguAADJlNYsAMlRbgBgFBYIyG4AYAjIRuwAyVFIyEjIVkbIVlELbgACSxLU1hFRBshIVktALAAKwCyAQECKwGyAgECKwG3AkA2KiEUAAgrALcBTUAyJBcACCsAsgMHByuwACBFfWkYREuwYFJYsAEbsABZsAGOAAAAABQARABWAAAADP8zAAwB5gAMAj4ADAJ%2BAAwCkAAMAsgADAAAAAAAAAAAAAAAAAAAAAAAOABEALoBJAE0AeYB%2FAIeAj4CdAKYAr4CxgLoAwIDZAOcA%2B4EYASyBRgFjAXCBkgGvAbIBtQHBgcSB0QHlggMCFAItAkECUIJgAm2ChYKUgqICsQLFAs6C5AL4Aw0DH4M8A1EDbIN3g4gDlgOuA8UD1IPiA%2BmD8AP3hAIEBwQJBCqESYRdhHuEkwSnBNqE8IUABRWFKYU3hViFboWDhaIFwAXTBeyGAIYVhiQGQIZYBm%2BGfQaVhpqGswbChsKGzgbohwKHGQcxhzkHXAdeB4AHggeFB4qHjIeqh6yHu4fLB82H0AfSB%2B%2BH%2FAf%2BiACIAwgFCAgIDAgQCBQIKAgrCC4IMQg0CDcIOghQiFOIVohZiFyIX4hiiGWIaIhriH%2BIgoiFiIiIi4iOiJGInQi%2FCMIIxQjICMsIzgjfCP4JAQkECQcJCgkNCRAJPglBCUQJRwlKCU0JUAlTCVYJWQl8CX8JggmFCYgJiwmOCZ4JwAnDCcYJyQnMCc8J7YnwifqKDwo5CjsKPQo%2FCkOKSIpQil6KY4pwin0KiIqdiqyKsYq2isAKyQrLis6K0YrVCt6K5IrqivGK9AsTixiLGospCzGLQQtWC2SLaQtuC3YLhQuSC56LqgAAAACAOP%2F9AF1Ap4ABQARAC0AuAAARVi4AAEvG7kAAQANPlm4AABFWLgADy8buQAPAAM%2BWbgACdy4AAXcMDEBJzMHAyMHNDYzMhYVFAYjIiYBBgJQAgo4LSseHisrHh4rAkBeXv6opiMpKSMkKioAAAD%2F%2FwCDAWAB1gKvEiYADI4AEAYADHMAAAAAAgBXAAACBwKKABsAHwCLALgAAEVYuAAILxu5AAgACz5ZuAAARVi4AAwvG7kADAALPlm4AABFWLgAGy8buQAbAAM%2BWbgAAEVYuAAXLxu5ABcAAz5ZuwACAAEAAQAEK7sABgABAAUABCu4AAYQuAAK0LgADtC4AAUQuAAe0LgAEdC4AAIQuAAf0LgAEtC4AAEQuAAZ0LgAFdAwMTcjNTM3IzUzNzMHMzczBzMVIwczFSMHIzcjByMTNyMHpk9WE1VbGDUXhBg1F1FXE1ZdGDYZhRg22ROFEsw5lDq3t7e3OpQ5zMzMAQWUlAAAAAABAFX%2FkgIAAuwAMQBHALgAFi%2B4ACwvuAAr3LkABQAB9LgAFhC4ABfcugAIABcAKxESObgAFNC4ABcQuQAeAAH0ugAhACsAFxESObgAKxC4AC7QMDEBLgMjIgYVFB4EFRQOAgcVIzUuASc3HgEzMjY1NC4ENTQ2NzUzFR4BFwHDER8iKBkzOy9HUkcvGS9BJzw4ZCMnJls5PD0vRlNGL1lJPDdKHgHtDRUPCC0mHCQeHio8LiA3KRsEkpEFLB05GykxJh8pIB4pOSw%2FUAiEgwUqHQAA%2F%2F8AHP%2F0Aj0CihInAOT%2FewFNECYA3wAAEAcA5ACGAAAAAwAq%2F%2FQCQQKcAA0AGwBHAJAAuAAARVi4ADMvG7kAMwANPlm4AABFWLgAIS8buQAhAAM%2BWbgAAEVYuAAcLxu5ABwAAz5ZuAAhELkABQAB9LoACAAhADMREjm6ABEAMwAhERI5uAARELgAK9C4AAvQuAAzELkAGQAB9LgACBC4AB7QuAARELkAOwAB9LgAHhC4AEXQuAA%2B0LgAHBC4AEfQMDE3FB4CMzI2Ny4BJw4BExQWFz4DNTQmIyIGASYnDgEjIi4CNTQ%2BAjcuATU0PgIzMhYVFA4CBx4BFz4BNzMOAQcWF3oUIi4aHzoaMFUiICpGEA4VJR0QGyEjJgFqQUgkVzgsSDMdFCMsGBUXFSU1IT1CGSgyGiBTLRwpDkwSNCQ8Na8bLSARHBgqZDYcPQEtGzoeDx8hJRYdKzb9yRQ3IygbMEMoIDYtJxIpTyMhOCoYSDogNC8pFDNeJyhfOUF2NC4RAAABAPUBYAFjAq8ABQALALoAAgAEAAMrMDETJzMPASP3Am4CGTgCQW5u4QAAAAEA0P9QAd4C3AAOAAsAugAGAAAAAyswMQUuATU0NjcXDgEVFBYXBwGxaHl5aC1lX19lLbBR5JGR5FEqVch%2Ff8hVKgAAAQB6%2F1ABiALcAA0ACwC6AAcADQADKzAxFz4BNTQmJzceARUUBgd6ZV9fZS1oeXlohlXIf3%2FIVSpR5JGR5FEAAAEAVABvAgQCLAAOAC8AuAAOL7oAAQAOAAUREjm4AAEQuQAEAAH0uAAH0LgAARC4AArQuAAOELgADNAwMT8BJzcXNzMXNxcHFwcnB4psohCnCTAJpxCibCp4eI2lRi43vb03LkalHp%2BfAAAAAAEAVQBoAgMCLAALAB0AuwACAAEAAQAEK7gAAhC4AAbQuAABELgACdAwMQEjNTM1MxUzFSMVIwELtrZCtrZCASs%2Bw8M%2BwwAAAAEAxf8rAYwAmwASAAsAugAMAAYAAyswMRc%2BATcOASMiJjU0NjMyFhUUBgfFPj4CBQkFIC4wIC0tXVOhHE88AQElJiUnRTtYeR8AAP%2F%2FAFUBKwIDAWkSBgDiAAAAAQDb%2F%2FQBfQCdAAsAGAC4AABFWLgACS8buQAJAAM%2BWbgAA9wwMTc0NjMyFhUUBiMiJtsvIiIvLyIiL0gmLy8mJi4uAAABAGP%2FYAH1AsYAAwAYALgAAEVYuAACLxu5AAIADz5ZuAAA3DAxFyMBM61KAUhKoANmAAAAAwBH%2F%2FQCEQKKAAsAGwAnAEsAuAAARVi4AAYvG7kABgALPlm4AABFWLgAAC8buQAAAAM%2BWbgABhC5AAwAAfS4AAAQuQAUAAH0ugAcABQADBESObgAHC%2B4ACLcMDEFIiY1NDYzMhYVFAYDIg4CFRQWMzI2NTQuAgMiJjU0NjMyFhUUBgEsa3p6a2t6emshOCkWVUNDVRYpOCEZJSUZGSUlDK2goaiooaCtAlQeQWNFiYKCiUVjQR7%2BvSMgHyMjHyAjAAAAAAEAYgAAAhACfgAMAD0AuAAARVi4AAovG7kACgALPlm4AABFWLgAAi8buQACAAM%2BWbkAAwAB9LgAANC4AAoQuAAF0LkABwAB9DAxJRUhNTMRIzU%2BATczEQIQ%2FlK1iDNMHj1EREQB1jUIFxD9xgAAAAABAEUAAAIKAooAHwBDALgAAEVYuAAPLxu5AA8ACz5ZuAAARVi4AB4vG7kAHgADPlm5ABwAAfS4AADQugAFAA8AHhESObgADxC5AAgAAfQwMTc%2BAzU0JiMiBgcnPgEzMh4CFRQOAgc%2BATsBFSFJUX1VLERHLU0fLytjRDBNNh0rTmxBHT0d0v4%2FMUh0YVQoN0YtIC8sNRsxRiotW2FpOwIERwAAAAEAOf%2F0AgYCigAzAFMAuAAARVi4AB0vG7kAHQALPlm4AABFWLgAMC8buQAwAAM%2BWbkAAwAB9LoADQAdADAREjm4AA0vuQAOAAH0uAAdELkAFgAB9LoAJgANAA4REjkwMTceATMyPgI1NC4CIzUyPgI1NCYjIgYHJz4BMzIeAhUUBgcVHgMVFA4CIyImJ2MgWT4hOCkXGThYPzlPMhdHOy1QICwoZj4tTTkgTDwgOSwZJD9UMFNwI4QeLhEeKxscLyISPxIgLBkvNiQdNCMtFik8JzpKFAQHGyk2ISpELxk3IwAAAAIAJwAAAiECfgAJABQAWQC4AABFWLgAES8buQARAAs%2BWbgAAEVYuAANLxu5AA0AAz5ZuwAOAAEAAAAEK7gAERC5AAQAAfS4AAAQuAAJ0LgADhC4AAvQuAAJELgAENC4AAAQuAAT0DAxJTU%2BATcjDgEPAQUjFSM1ITUBMxEzAXABAgIFDyIQrQGfY07%2BtwE%2FWGPyxho9GhcvF9pCsLA3AZf%2BdAAAAQA4%2F%2FQCCgJ%2BACgAVQC4AABFWLgAEi8buQASAAs%2BWbgAAEVYuAAjLxu5ACMAAz5ZuwAZAAEADQAEK7gAIxC5AAUAAfS6ABYAIwASERI5uAAWELgAEdC4ABIQuQAUAAH0MDE3HgMzMj4CNTQmIyIGBycTIRUhBz4BMzIeAhUUDgIjIi4CJ2EQJCs1ICI7LBlVSCg4IiwVAWn%2B4BEcNSUuUDsiJ0JVLitFNy0SgQ4bFAwVJjYhQkoUExwBM0e9DA4YMUs0NFA3HQ8YHxEAAgBN%2F%2FQCFgKKAA0AMABXALgAAEVYuAAtLxu5AC0ACz5ZuAAARVi4ACMvG7kAIwADPlm7AAgAAQAZAAQruAAjELkAAAAB9LoAFgAjAC0REjm4ABYQuQALAAH0uAAtELkAEQAB9DAxJTI%2BAjU0JiMiBgceARMuASMiDgIHPgEzMh4CFRQOAiMiLgI1ND4CMzIWFwFBHDIkFUZCJlQpCVXhGUIkJkY1IQEmXzAsSTUdIzpNKzRZQiUsSmE0O1cgNRQlMyBCRScvXWAB3hcbHEBpTSYtGTFKMS5LNh4mTXNNYIdVJycdAAAAAAEARgAAAhQCfgAPADMAuAAARVi4AAcvG7kABwALPlm4AABFWLgAAC8buQAAAAM%2BWbgABxC5AAUAAfS4AAnQMDEzPgM3ITUhFQ4DByPiBBoyTTf%2BkAHOP1IyFgNWW5WGfkNHM0iEiZheAAAAAAMARP%2F0AhMCigANABoAQABXALgAAEVYuAApLxu5ACkACz5ZuAAARVi4ADwvG7kAPAADPlm5AAMAAfS4ACkQuQATAAH0ugALAAMAExESObgACy%2B4ADHQuAAxL7gADty4AAsQuAAg3DAxNxQWMzI2NTQuAicOATc2NTQmIyIGFRQeAgc0PgI3NS4BNTQ%2BAjMyHgIVFAYHFR4DFRQOAiMiLgKPV0pITB82SSovPtFQQj82QhouPfgYJjEaKDkdNUgrL0kzGzkoGi4iEx86VTc2VzwhqzZEPjIhLSAZDhpBgTpGMEE4Lx0pIBnEITQqHwwEGUkzJTwrGBktPyUtTxwEDR4mMyIkPi4aGi9AAAACAEP%2F9AIMAooADQAwAFcAuAAARVi4ACMvG7kAIwALPlm4AABFWLgALS8buQAtAAM%2BWbsAAAABABkABCu6ABYALQAjERI5uAAWELkAAwAB9LgAIxC5AAYAAfS4AC0QuQARAAH0MDEBMjY3LgEjIg4CFRQWBx4BMzI%2BAjcOASMiLgI1ND4CMzIeAhUUDgIjIiYnARklVCoKU0cdMSQVRVkYQiUmRTUgAiddMSxJNB0iO00qNFpCJS1KYDQ7VyABNicuXmAUJTQfQkXLFxwcQWhNJiwZMUoxLks2HiZNc01gh1UnJh0AAAD%2F%2FwDb%2F%2FQBfQIDEicAEwAAAWYQBgATAAD%2F%2FwDF%2FysBjAIDEicAEwAAAWYQBgARAAAAAQB4ADAB7QJoAAcAOwC7AAAAAQAHAAQruAAAELgAAtC4AAIvuQABAAH0ugAEAAAABxESObgABxC4AAXQuAAFL7kABgAB9DAxEyUVBRUFFSV4AXX%2B0wEt%2FosBa%2F1PywTLT%2F0A%2F%2F8AVQDBAgMB1BImAOIAaxAGAOIAlgAAAAEAawAwAeACaAAHADsAuwAHAAEAAAAEK7gAABC4AALQuAACL7kAAQAB9LoABAAHAAAREjm4AAcQuAAF0LgABS%2B5AAYAAfQwMQEFNSU1JTUFAeD%2BiwEt%2FtMBdQEt%2FU%2FLBMtP%2FQACAG3%2F9AHfAqoAHQApACoAuAAARVi4ACcvG7kAJwADPlm7ABEAAQAKAAQruAAnELgAIdy4AADcMDE3Jj4ENTQmIyIGByc%2BATMyHgIVFA4EFwc0NjMyFhUUBiMiJvIGEiMsJxo3NyZBGzEiXDoqRDEbGyctJRUFZiseHisrHh4r6CQ4LignKhoqNx8bLSMuFik5JCEzKygsMyCmIykpIyQqKgAAAAIAMf9wAiICewA0AD0APwC7AB4AAQAlAAQruwAvAAEAFAAEK7sAOAABAAYABCu7ADsAAQAOAAQrugACAAYALxESObgAAhC5ADoAAfQwMSUjJyMOASMiLgI1NDY3NTQuAiMiDgIVFB4CMzI2NxcOASMiLgI1ND4CMzIeAhUFFBYzMjc1DgECIjIHBBZHJxsvIxSIgBEkOSctUj8lJD5UMS1DHRwnUjI7alAvLVBrPjRMMhn%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%2FW%2Fso%2FQz05%2BAAAAQBC%2F%2FQCKgKcACEAOQC4AABFWLgABS8buQAFAA0%2BWbgAAEVYuAAdLxu5AB0AAz5ZuAAFELkADAAB9LgAHRC5ABYAAfQwMRM0PgIzMhYXBy4BIyIOAhUUHgIzMjY3Fw4BIyIuAkIrTmxAPFodLxpAKi9NNh0dNk0vLUYgMCdiPz5pTSwBSE9%2BWC8wIDUbISVFYj0%2BY0YmJiMzLTIuV38AAAIAVQAAAiUCkAAKABMAOQC4AABFWLgAAC8buQAAAA0%2BWbgAAEVYuAAKLxu5AAoAAz5ZuAAAELkAEgAB9LgAChC5ABMAAfQwMRMzMhYVFA4CKwE3MjY1NCYrARFVoJWbJ0xwSaSbcG9vcEgCkKidTntVLUSKfX2E%2FfgAAAABAHMAAAISApAACwBNALgAAEVYuAAALxu5AAAADT5ZuAAARVi4AAsvG7kACwADPlm4AAAQuQADAAH0ugAHAAsAABESObgABy%2B5AAQAAfS4AAsQuQAIAAH0MDETIRUhFSEVIRUhFSFzAZX%2BvwEP%2FvEBS%2F5hApBGzkfuRwAAAQCHAAACGAKQAAkAQwC4AABFWLgAAC8buQAAAA0%2BWbgAAEVYuAAJLxu5AAkAAz5ZuAAAELkAAwAB9LoABwAJAAAREjm4AAcvuQAEAAH0MDETIRUhFSEVIREjhwGR%2FsIBDf7zUwKQRt5G%2FtoAAQA1%2F%2FQCFQKcACcATQC4AABFWLgABS8buQAFAA0%2BWbgAAEVYuAAjLxu5ACMAAz5ZuAAFELkADgAB9LgAIxC5ABgAAfS6AB0AIwAFERI5uAAdL7kAHgAB9DAxEzQ%2BAjMyHgIXBy4BIyIOAhUUHgIzMjY3NSM1MxEOASMiLgI1K01rQCE2LSMOLxg%2BMC5LNh0bM0wwIzwTg9AgZEA%2BaEwqAUhPf1cvDhccDzUaIiVFYj0%2BY0YmFRKrRf7sICwuV38AAQBPAAACCQKQAAsASQC4AABFWLgAAC8buQAAAA0%2BWbgAAEVYuAALLxu5AAsAAz5ZugAJAAsAABESObgACS%2B5AAIAAfS4AAAQuAAE0LgACxC4AAfQMDETMxEhETMRIxEhESNPVAESVFT%2B7lQCkP7tARP9cAE1%2FssAAQBfAAAB%2BQKQAAsAQQC4AABFWLgABC8buQAEAA0%2BWbgAAEVYuAALLxu5AAsAAz5ZuQAAAAH0uAAEELkAAwAB9LgABtC4AAAQuAAJ0DAxNzMRIzUhFSMRMxUhX6OjAZqjo%2F5mRwIDRkb9%2FUcAAQBR%2F%2FQB7QKRABMANQC4AABFWLgACS8buQAJAA0%2BWbgAAEVYuAAQLxu5ABAAAz5ZuQADAAH0uAAJELkABwAB9DAxNx4BMzI2NREhNSERFA4CIyImJ4cdSCZHQf7tAWYWM1M9OGkikywqS1EBckb%2BQS5RPCM0OQAAAQBiAAACQwKQAAwAawC4AABFWLgAAC8buQAAAA0%2BWbgAAEVYuAAELxu5AAQADT5ZuAAARVi4AAsvG7kACwADPlm4AABFWLgACC8buQAIAAM%2BWboAAwAHAAAREjm6AAkABwAAERI5uAAJELgABtC4AAMQuAAK0DAxEzMRMwEzBxMjAwcVI2JUAwEUXs%2FnXb5yVAKQ%2FrcBSfr%2BagFVhdAAAAEAhgAAAh0CkAAFACsAuAAARVi4AAAvG7kAAAANPlm4AABFWLgABS8buQAFAAM%2BWbkAAgAB9DAxEzMRIRUhhlIBRf5pApD9t0cAAAABAFEAAAIHApAAHQBNALgAAEVYuAAALxu5AAAADT5ZuAAARVi4AB0vG7kAHQADPlm7ABIAAQAEAAQruAAAELgABtC4AB0QuAAJ0LgAABC5ABYAAfS4ABDQMDETMxMXMzcTMxEjETQ%2BAjcjDwEjLwEjHgMVESNRXF0hBCBcXEcCAwMCAytaLVosAwEEBAJGApD%2B6WpqARf9cAFxFDY3NRSM%2Ff2MFDU3NhT%2BjwAAAQBTAAACBQKQABMAWQC4AABFWLgAAS8buQABAA0%2BWbgAAEVYuAALLxu5AAsAAz5ZugACAAEACxESObkABAAB9LgAARC4AAjQugAMAAsAARESObgAARC5AA0AAfS4AAsQuAAS0DAxEzMTFzMuATURMxEjAycjHgEVESNTVdVCAgIJT1XVQgICCU8CkP5ihjFrNAFU%2FXABnoYzZzP%2BqQAAAAIAMP%2F0AigCnAATACcANQC4AABFWLgACi8buQAKAA0%2BWbgAAEVYuAAALxu5AAAAAz5ZuQAUAAH0uAAKELkAHgAB9DAxBSIuAjU0PgIzMh4CFRQOAicyPgI1NC4CIyIOAhUUHgIBLDhcQyUlQ1w4N11DJSVDXTclPisYGCs%2BJSY9KxgYKz0MMFl%2FT099Vy4vV31OT39ZMEkmR2M%2BPWJEJSVEYj0%2BY0cmAAIAZgAAAiECkAAOABcARwC4AABFWLgAAC8buQAAAA0%2BWbgAAEVYuAAOLxu5AA4AAz5ZugAMAA4AABESObgADC%2B4AAAQuQAWAAH0uAAMELkAFwAB9DAxEzMyHgIVFA4CKwERIxMyNjU0JisBEWbJNlo%2FIyNAWTZ2U75XU1VVawKQFC1KNjRMMhn%2B%2FAFIQUZHN%2F77AAACADH%2FXQIpAp0AEwA0AEsAuAAARVi4ACQvG7kAJAANPlm4AABFWLgAGi8buQAaAAM%2BWbsAMQABABcABCu4ABoQuQAFAAH0uAAkELkADwAB9LgAGhC4AC7QMDETFB4CMzI%2BAjU0LgIjIg4CAQ4BIyImJy4DNTQ%2BAjMyHgIVFA4CBx4BMzI2N4YXKz0mJT0rFxcrPSUmPSsXAaMQJBZXbRkvTTceJEJcODdcQiQdNEstEUozDxkJAUs9ZEcnJ0dkPT1jRSUlRWP94wYIWEMIN1d2R099Vy8vV35ORnRXOAkqKwYEAAACAGQAAAIpApAACAAYAFMAuAAARVi4AA4vG7kADgANPlm4AABFWLgADS8buQANAAM%2BWboACwANAA4REjm4AAsvuQAAAAH0uAAOELkACAAB9LgADRC4AAnQuAALELgAF9AwMRMzMjY1NCYrAQEDIxEjETMyHgIVFAYHE7dtTVFRTW0BE551U8wyVD0iUEOnAVk%2FQEE0%2FbMBFf7rApATLEYzTVwR%2FuIAAAABAEP%2F9AIZApwAMwBJALgAAEVYuAAWLxu5ABYADT5ZuAAARVi4ADAvG7kAMAADPlm5AAMAAfS6AAYAMAAWERI5uAAWELkAHQAB9LoAIAAWADAREjkwMTceATMyNjU0LgIvAS4DNTQ%2BAjMyFhcHLgEjIgYVFB4CHwEeAxUUDgIjIiYndSViNkZMEiArGV4ZMikaIDlPLz5oJCwgTTE8RhUhKhVcHjUnFyA8VjZIeS2PJS07MBkjGRQLKQocKDckJUAvGi0kNh0hMy0YIRkSCSgMHyk3JCdEMx00LQAAAQAqAAACLgKQAAcAMwC4AABFWLgAAi8buQACAA0%2BWbgAAEVYuAAHLxu5AAcAAz5ZuAACELkAAQAB9LgABdAwMQEjNSEVIxEjAQLYAgTYVAJKRkb9tgAAAAEAT%2F%2F0AgkCkAAZADMAuAAARVi4AAAvG7kAAAANPlm4AABFWLgAFC8buQAUAAM%2BWbkABwAB9LgAABC4AA3QMDETMxEUHgIzMj4CNREzERQOAiMiLgI1T1QVJTIeHjImFVEhOlEwMFI7IQKQ%2FmYzRysUFCtHMwGa%2FmhHYj8cHD9iRwAAAAEAKwAAAi0CkAAPADMAuAAARVi4AAAvG7kAAAANPlm4AABFWLgADy8buQAPAAM%2BWbkABQAB9LgAABC4AAzQMDETMxMeARczPgM3EzMDIytYahEcEgQJEA8PCGlV0GECkP6eO2Q6HTU0Nh0BYv1wAAABAAoAAAJOApEAIQBNALgAAEVYuAABLxu5AAEADT5ZuAAARVi4ACAvG7kAIAADPlm7ABwAAQAKAAQruAAgELkABgAB9LgAD9C4AAEQuAAU0LgAIBC4ABfQMDETMxMeARczPgE%2FATMXHgEXMz4BNxMzAyMDLgEnIw4BBwMjClM1AgkDAwsVCkU7RQkVCwQDCAMyT2FcSwcMBQMGDAhIWgKR%2FmQqTykpUCny8ihRKSlQKQGc%2FW8BEx08HR08Hf7tAAABADYAAAIiApAAGQBdALgAAEVYuAACLxu5AAIADT5ZuAAARVi4ABgvG7kAGAADPlm6AAAAGAACERI5ugAGABgAAhESObgAAhC4AAvQugANABgAAhESObgAGBC4AA%2FQugAUABgAAhESOTAxEwMzFx4BFzM%2BAT8BMwMTIycuAScjDgEPASP6t1xcDRgQBA4VDFpYt8RcYw4bEQQOGg1iWAFTAT2oFysdHSsXqP6%2F%2FrGxGDMeHjMYsQAAAQAmAAACMgKQAA8AQAC4AABFWLgAAS8buQABAA0%2BWbgAAEVYuAALLxu5AAsADT5ZuAAARVi4AA4vG7kADgADPlm6AAcADgABERI5MDElAzMXHgEXMz4BPwEzAxUjAQLcWGMTJBQEFCYTX1bcVOoBpsMmSygoTCbC%2FlrqAAEAQQAAAhsCkQAJAD0AuAAARVi4AAMvG7kAAwANPlm4AABFWLgACC8buQAIAAM%2BWbkABgAB9LgAANC4AAMQuQABAAH0uAAF0DAxNwEhNSEVASEVIUEBb%2F6xAbX%2BkAF1%2FiYyAhlGMv3oRwAAAAEA4v9oAfYCxAAHABcAuwAFAAEABgAEK7sAAQABAAIABCswMRMhFSMRMxUh4gEU09P%2B7ALEMP0EMAAAAAEAY%2F9gAfUCxgADABgAuAAARVi4AAAvG7kAAAAPPlm4AALcMDETMwEjY0oBSEoCxvyaAAABAGP%2FaAF3AsQABwAXALsAAAABAAUABCu7AAQAAQABAAQrMDEFESM1IREhNQE10gEU%2FuxoAvww%2FKQwAAABAG8BHAHpAp4ACQAmALgAAEVYuAAALxu5AAAADT5ZuAAC3LoABQAAAAIREjm4AAnQMDEBMxMjLwEjDwEjAQhImUhCMQQxQkgCnv5%2BsIWFsAAAAAABADz%2FdAIc%2F7sAAwANALsAAAABAAEABCswMQUVITUCHP4gRUdHAAD%2F%2FwC5Aj0BbQLREgYAygAAAAIAUf%2F0AgMB8gAhAC8AgAC4AABFWLgAEy8buQATAAc%2BWbgAAEVYuAAdLxu5AB0AAz5ZuAAARVi4ABcvG7kAFwADPlm6AAUAEwAXERI5uAAFL7gAExC5AAoAAfS4AB0QuQAnAAH0ugANAAoAJxESOboAGQAXABMREjm4ABkQuQAqAAH0uAAFELkAKwAB9DAxNzQ%2BAjcuAyMiBgcnPgMzMhYVESMnIw4BIyIuAjcUHgIzMjY3NQ4DUSdVhl4BDh4xIzBYIiASMTc%2BIGRhQwcDKWM0IjwtGlASHScVKlEqTmk%2FGn4pPSwcCBksIRQlFTgMGRQNbVv%2B1kIgLhMjMycVHRMJJSOABhYfJwAAAAACAF3%2F9AIcAsgAFgAnAIMAuAAARVi4AAYvG7kABgAHPlm4AABFWLgAAC8buQAAAA8%2BWbgAAEVYuAAQLxu5ABAAAz5ZuAAARVi4ABYvG7kAFgADPlm6AAMABgAQERI5ugAUABAABhESObgAFBC5ABcAAfS4ABAQuQAaAAH0uAAGELkAJAAB9LgAAxC5ACcAAfQwMRMzFQc%2BATMyHgIVFA4CIyImJyMHIzceATMyPgI1NC4CIyIGB11SAiNXKzFMMxokPVArI1EjAwdCUiNHGiA2KBYQITQkIEkmAsjCXiIoI0FbOD5iRCMjHzZyHxobMUgtKEIvGiMmAAEAUP%2F0AhsB8gAhADkAuAAARVi4AAUvG7kABQAHPlm4AABFWLgAHS8buQAdAAM%2BWbgABRC5AAwAAfS4AB0QuQAWAAH0MDE3ND4CMzIWFwcuASMiDgIVFB4CMzI2NxcOASMiLgJQK0pjNzxXHikeQSYqRjEcGzFFKi1LHyQoYzY5YUgo8j1fQiIqHTUaHhsyRSoqRDEbIxo1JCgiQV8AAAACADz%2F9AH7AsgAFgAkAIMAuAAARVi4AAUvG7kABQAHPlm4AABFWLgACi8buQAKAA8%2BWbgAAEVYuAASLxu5ABIAAz5ZuAAARVi4AAwvG7kADAADPlm6AAgABQASERI5ugAOABIABRESObgAEhC5ABoAAfS4AA4QuQAcAAH0uAAIELkAHQAB9LgABRC5ACAAAfQwMTc0PgIzMhYXJzUzESMnIw4BIyIuAjcUFjMyNzUuASMiDgI8JT1QKy1EIgNSRAcDHlMtME04HlVLREhBIT8gIDcpGPI7X0IkIh1au%2F04QB8tIkFePlhiSfIfGhsxRAACAEX%2F9AIZAfIAHgAnAEMAuAAARVi4AAUvG7kABQAHPlm4AABFWLgAGi8buQAaAAM%2BWbsAJwABAA0ABCu4ABoQuQATAAH0uAAFELkAIgAB9DAxNzQ%2BAjMyHgIVFAYHIR4DMzI2NxcOASMiLgIlNCYjIg4CB0UqRVkvNFI5HgEC%2FoQBHTFDKCtHIh0kXDs2X0cpAYhMRB43LB4F8jxfQiMhPFQzDRkJJz4sGBgVNhciI0FeZElOFCc4JAAAAAEAZwAAAkIC1AAWAFYAuAAARVi4ABQvG7kAFAAPPlm4AABFWLgAEC8buQAQAAc%2BWbgAAEVYuAAMLxu5AAwAAz5ZuAAUELkAAwAB9LgAEBC4AAfQuAAQELkADQAB9LgACtAwMQEuASMiBh0BMxUjESMRIzU3NTQ2MzIXAi8eMyBCOczMUYuLX2VIRAJ6DglDPCxD%2Fl0Boz4FKVlsHAAAAAADAEj%2FIAI2AfIAEQBFAFUAsgC4AABFWLgAJS8buQAlAAc%2BWbgAAEVYuAAoLxu5ACgABz5ZuAAARVi4ACcvG7kAJwAHPlm4AABFWLgAQy8buQBDAAU%2BWbgAAEVYuAAMLxu5AAwAAz5ZuABDELkAAwAB9LgADBC4AA%2FQuAAV0LgADBC5ADoAAfS4ADLcuQBGAAH0ugA1AEYAMhESObgANRC4ABzQuAAoELkAKQAB9LgAJxC5ACoAAfS4ACUQuQBOAAH0MDEXFBYzMj4CNTQmKwEiJicOAQc0Njc1LgE1NDY3NS4BNTQ%2BAjMyFzMVIx4BFRQOAiMiJicGFRQWOwEyFhUUDgIjIiYTMjY1NC4CIyIOAhUUFo9RTipEMBk3OF8VJRAjG0cpJxQeHhwZIx80RScoIMmCERwdM0UnEysUJjUwbV5bJkZkPmt12y9BEh4pFxcpHhJCUSYwERwkEyMYAwUTKR0dOBcECyYfFzETBBM%2FLChALRkMPxI0ICc%2BKxcJCRggHRs0PiI%2BLhxGAWs%2BNRkqHhERHioZNT4AAAAAAQBdAAACCwLIABYAZQC4AABFWLgAAC8buQAAAA8%2BWbgAAEVYuAAGLxu5AAYABz5ZuAAARVi4ABYvG7kAFgADPlm4AABFWLgACy8buQALAAM%2BWboAAwAGAAsREjm4AAYQuQAPAAH0uAADELkAFAAB9DAxEzMVBz4BMzIWFREjETQmIyIOAgcRI11SBCdYOVdRUjQ8FiUkJhVSAsjCcyk2Y2H%2B0gEjRUMLFiEW%2Fq0AAAACAFoAAAGeAskABQARADsAuAAARVi4AAAvG7kAAAAHPlm4AABFWLgAAi8buQACAAM%2BWbgAABC5AAQAAfS4AAAQuAAG3LgADNwwMRMhESMRIyUiJjU0NjMyFhUUBloBNFLiAQIdJSUdHCYmAeb%2BGgGjpyIdHSMjHR0iAAAAAgA3%2FycBngLJABUAIQBBALgAAEVYuAAALxu5AAAABz5ZuAAARVi4AAcvG7kABwAFPlm5AA4AAfS4AAAQuQAUAAH0uAAAELgAFty4ABzcMDETIREUDgIjIiYnNx4BMzI%2BAjURIyUiJjU0NjMyFhUUBloBNBQvTjsmSB0bGjkcJDAcC%2BIBAh0lJR0cJiYB5v4OLUs3HhMOPQ0OEiIxHwG1pyIdHSMjHR0iAAAAAAEAagAAAj4CyAAMAG0AuAAARVi4AAQvG7kABAAHPlm4AABFWLgAAC8buQAAAA8%2BWbgAAEVYuAAMLxu5AAwAAz5ZuAAARVi4AAgvG7kACAADPlm6AAIAAAAMERI5ugAJAAAACBESObgACRC4AAbQuAACELkACgAB9DAxEzMRMwEzBxMjJwcVI2pSBAEGXsLcXLNzUgLI%2Fh4BAMH%2B2%2FNvhAABAFH%2F9AIZAsgAEAA1ALgAAEVYuAAALxu5AAAADz5ZuAAARVi4AAsvG7kACwADPlm5AAUAAfS4AAAQuQAQAAH0MDETMxEUFjMyNxcOASMiJjURI1H4MywoNBUhOihOUaYCyP3VNi8XPgwRWFcB4gAAAQA8AAACLAHyACAAowC4AABFWLgABi8buQAGAAc%2BWbgAAEVYuAALLxu5AAsABz5ZuAAARVi4AAAvG7kAAAAHPlm4AABFWLgAIC8buQAgAAM%2BWbgAAEVYuAAYLxu5ABgAAz5ZuAAARVi4ABAvG7kAEAADPlm6AAIAIAAAERI5uAACELgACNC4AAsQuQATAAH0uAAIELkAFgAB9LgABhC5ABsAAfS4AAIQuQAeAAH0MDETMxczPgEzMhc%2BATMyFhURIxE0IyIGBxEjETQjIgYHESM8QAcDEjEqShIWNCkzN081GiYTQjcaJBNPAeZAIipUJi5NSf6kAVVWJSb%2BoAFVViUm%2FqAAAAAAAQBdAAACCwHyABYAZQC4AABFWLgABi8buQAGAAc%2BWbgAAEVYuAAALxu5AAAABz5ZuAAARVi4ABYvG7kAFgADPlm4AABFWLgACy8buQALAAM%2BWboAAgAGABYREjm4AAYQuQAPAAH0uAACELkAFAAB9DAxEzMXMz4BMzIWFREjETQmIyIOAgcRI11EBwQmWDlXUVI0PBYlJCYVUgHmUyk2Y2H%2B0gEjRUMLFiEW%2Fq0AAAACADz%2F9AIcAfIAEwAnADUAuAAARVi4AAUvG7kABQAHPlm4AABFWLgADy8buQAPAAM%2BWbkAGQAB9LgABRC5ACMAAfQwMTc0PgIzMh4CFRQOAiMiLgI3FB4CMzI%2BAjU0LgIjIg4CPCdCVzAwV0InJ0JXMDBXQidVFik5IyM5KRYWKTkjIzkpFvI9X0IiIkJfPTxfQSIiQV88KkQxGxsxRCoqRTIbGzJFAAACAF3%2FMwIcAfIAFgAlAIMAuAAARVi4AAkvG7kACQAHPlm4AABFWLgAAy8buQADAAc%2BWbgAAEVYuAATLxu5ABMAAz5ZuAAARVi4AAIvG7kAAgAFPlm6AAUACQATERI5ugAWABMACRESObgAFhC5ABcAAfS4ABMQuQAaAAH0uAAJELkAIgAB9LgABRC5ACUAAfQwMRcVIxEzFzM%2BATMyHgIVFA4CIyImJzceATMyNjU0LgIjIgYHr1JEBwMiWS0xSzMaJD1QLCJPIQIjRhlCVBAhNCQgSSYppAKzPiAqI0FbOT5hRCMhHj8fGmZbKEIvGiMmAAAAAgA8%2FzMB%2BwHyABYAJACDALgAAEVYuAAFLxu5AAUABz5ZuAAARVi4AAsvG7kACwAHPlm4AABFWLgAEi8buQASAAM%2BWbgAAEVYuAANLxu5AA0ABT5ZugAIAAUAEhESOboADwASAAUREjm4ABIQuQAaAAH0uAAPELkAHAAB9LgACBC5AB0AAfS4AAUQuQAgAAH0MDE3ND4CMzIWFzM3MxEjNTcOASMiLgI3FBYzMjc1LgEjIg4CPCU9UCstRiMDB0JSBCBRLTBNOB5VS0RIQSE%2FICA3KRjyO19CJCIgNv1Ns1gfKyJBXj5YYknyHxobMUQAAQCSAAACGQHyABIAVAC4AABFWLgAAC8buQAAAAc%2BWbgAAEVYuAAGLxu5AAYABz5ZuAAARVi4ABEvG7kAEQADPlm6AAIAEQAAERI5uAAGELkADQAB9LgAAhC5ABAAAfQwMRMzFzM%2BATMyFhcHLgEjIgYHESOSRAcDJm9EGy4XExojHTdlLFIB5nM7RAkLRwkIP0z%2B4wAAAAABAEj%2F9AIOAfIALQBJALgAAEVYuAATLxu5ABMABz5ZuAAARVi4ACovG7kAKgADPlm5AAMAAfS6AAYAKgATERI5uAATELkAGgAB9LoAHwATACoREjkwMTceATMyNjU0JicuAzU0PgIzMhYXBy4BIyIOAhUUFhceARUUDgIjIiYncCleQkJARVkmQzIeGjNNMjdoJCggTi0iLhwMUkJjXxw3UTRIeS12HiQsIBwsFgkaIyoaHTMlFSUZNRccCxMaDh4nERlAOB40KBctHwABAEX%2F9AIiAm4AGwBNALgABS%2B4AABFWLgAAy8buQADAAc%2BWbgAAEVYuAAWLxu5ABYAAz5ZuAADELkAAQAB9LgAAxC4AAfQuAABELgACNC4ABYQuQAPAAH0MDETIzU%2FATMVMxUjFRQeAjMyNjcXDgEjIi4CNc6JjAtE7%2B8MHDAjIzgaEiFQKDVIKxMBoz4FiIhD5yExIhEMCjwMER01Si0AAQBN%2F%2FQB%2BQHmABQAZQC4AABFWLgACi8buQAKAAc%2BWbgAAEVYuAATLxu5ABMABz5ZuAAARVi4AAYvG7kABgADPlm4AABFWLgAAC8buQAAAAM%2BWboAAgAGABMREjm4AAYQuQAPAAH0uAACELkAEgAB9DAxISMnIw4BIyImNREzERQWMzI2NxEzAflDBwQlVzlYUVMzPSpEKVJVKzZjYQEu%2Ft1FQysvAVEAAQAzAAACJQHmAA0APAC4AABFWLgAAC8buQAAAAc%2BWbgAAEVYuAAKLxu5AAoABz5ZuAAARVi4AA0vG7kADQADPlm5AAUAAfQwMRMzEx4BFzM%2BATcTMwMjM1NwDxsNBA0ZD3BPyVwB5v7sJUcjI0clART%2BGgABAAgAAAJQAeYAIQB0ALgAAEVYuAAALxu5AAAABz5ZuAAARVi4AAovG7kACgAHPlm4AABFWLgAFC8buQAUAAc%2BWbgAAEVYuAAhLxu5ACEAAz5ZuAAARVi4ABcvG7kAFwADPlm6AAYAAAAhERI5uAAGELgAD9C6ABwAAAAXERI5MDETMxMeARczPgE%2FATMXHgEXMz4BNxMzAyMnLgEnIw4BDwEjCFQ7BwwFBAcOCDtGPAgOCAQHCwY7TmpjOgcMCAQGDAk4YgHm%2FucjQiIiQyL8%2FCNCIiJCIwEZ%2Fhr2I0UlIEQq9QABAEAAAAIXAeYAGQBlALgAAEVYuAABLxu5AAEABz5ZuAAARVi4AAsvG7kACwAHPlm4AABFWLgAGS8buQAZAAM%2BWbgAAEVYuAAPLxu5AA8AAz5ZugATAAEAGRESObgAExC4AADQuAATELgADdC4AAfQMDE3JzMXHgEXMz4BPwEzBxcjJy4BJyMOAQ8BI%2FmrW00NHQ8EDhwNSVetulpVDyEQBA8eD1BY%2FOprFCoUFCwUafH1cBUuFRYrF3AAAAEAMf8vAicB5gAcAFsAuAAARVi4AAgvG7kACAAHPlm4AABFWLgAEi8buQASAAc%2BWbgAAEVYuAAZLxu5ABkABT5ZuAAARVi4AAcvG7kABwADPlm4ABkQuQADAAH0ugAOAAgABxESOTAxFx4BMzI2PwEDMxMeARczPgE3EzMDDgMjIic3VAoXCzNAEg%2FjU3cOHw8EDRsMak7WDiQyQSkkHBGGAwQ7LSQB5%2F7zIEojI0khAQ398iQ%2BLRoKQQAAAQBHAAACFAHmAAkAPQC4AABFWLgAAy8buQADAAc%2BWbgAAEVYuAAILxu5AAgAAz5ZuQAGAAH0uAAA0LgAAxC5AAEAAfS4AAXQMDE3ASE1IRUBIRUhRwFN%2FtgBnv6yAVj%2BMywBd0Ms%2FolDAAAAAQB4%2F2gB9gLEADkAKwC7ADMAAQA0AAQruwAZAAEAGgAEK7sACwABAAoABCu6ACcACgALERI5MDEFND4CNTQuAiM1Mj4CNTQmNTQ%2BAjsBFSMiDgIVFBYVFAYHFR4BFRQGFRQeAjsBFSMiLgIBAAMDAwwgOSwsOSAMCRYuRi89NCYxGwoGJzQ0JwYKGzEmND0vRi4WExsxLi4ZDxsWDjQOFhsPMF00JzMeDTAKFSMYK1svMTMJBAkzMTNULhgjFQowDR4zAAEBB%2F8GAVEC7gADAAsAugABAAIAAyswMQEzESMBB0pKAu78GAAAAAABAGP%2FaAHgAsQAOQArALsAAAABADcABCu7ABoAAQAXAAQruwAnAAEAKAAEK7oADAAoACcREjkwMRcyPgI1NCY1NDY3NS4BNTQ2NTQuAisBNTMyHgIVFAYVFB4CMxUiDgIVFB4CFRQOAisBNZYmMRwKBiY0NCYGChwxJjM9L0UuFgkMIDksLDkgDAMDAxYuRS89aAoVIxguVDMxMwkECTMxL1srGCMVCjANHjMnNF0wDxsWDjQOFhsPGS4uMRsnMx4NMAAAAQBMAP8CDAGVABkAJwC7AAMAAQAWAAQruwARAAEACAAEK7gAAxC4AA3QuAARELgAGdAwMRM%2BATMyHgIzMj4CNxcOASMiLgIjIgYHTBpIJh4vKScVDBUVEgk1GkgmHi8pJxUXKREBFkY3GiAaBxMiGhhGNhogGiI0AAAAAAIA4%2F9IAXUB8gAFABEAHAC4AABFWLgADy8buQAPAAc%2BWbgACdy4AATcMDEFFyM3EzM3FAYjIiY1NDYzMhYBUgJQAgo4LSseHisrHh4rWl5eAVinJCkpJCMqKgAAAgBx%2F98B%2BgKNAAYAJQBcALgAAEVYuAAYLxu5ABgACz5ZuwAiAAEACgAEK7sAGgABACEABCu4ACEQuAAA0LgAAC%2B4ACIQuAAG0LgABi%2B4AAoQuAAN0LgADS%2B4AAzcuAAaELgAF9C4ABcvMDEBDgEVFBYfAQ4BBxUjNS4DNTQ%2BAjc1MxUeARcHLgEnET4BNwE6OEA%2FOcAeSCczLUo1HR82SiozLEAXKBQtGiA0FQHdDVhCQ1gNCRoiA2doBSQ9VDU0UzwkBmpnAiIWNBIWAv6oAhsSAAABAE0AAAITAooAKQBXALgAAEVYuAATLxu5ABMACz5ZuAAARVi4AAEvG7kAAQADPlm7AAgAAQALAAQruAABELkAAAAB9LgAA9C4ABMQuQAaAAH0uAALELgAINC4AAgQuAAj0DAxJRUhNT4BNTQnIzU3LgE1ND4CMzIWFwcuASMiBhUUFhczFSMWFRQGBxUCE%2F47Pz0IdWMLFR43TTA%2BVR0wFzsqQkUTC72tBiUmR0cyHF85Gh00BCA9ICpEMBorIC8XHkE0IDsgOBsdNUYfBAAAAgA6AFMCHgJBACAANAAXALsAJgABAB0ABCu7AAwAAQAwAAQrMDE%2FAS4BNTQ2Nyc3FzYzMhc3FwceARUUBgcXBycOASMiJwc3FB4CMzI%2BAjU0LgIjIg4COlQRExIRUyxXMD8%2BMVcsVBETExFULFgXOR4%2BMVdQEyArGBgrIBMTICsYGCsgE4BVFzojIzsXVi1aJSVaLVYXOyMjOhdVLVkTEyZZ9h4xJBMTJDEeHjEkExMkMQAAAQA1AAACIwJ%2BAB0AbAC4AABFWLgAAC8buQAAAAs%2BWbgAAEVYuAAJLxu5AAkACz5ZuAAARVi4ABMvG7kAEwADPlm6AAUAEwAJERI5uAAFELgAC9C5AA4AAfS4ABnQuAAY3LgAD9C5ABIAAfS4ABXQuAALELgAHNAwMRMXHgEXMz4BPwEzAzMVIxUzFSMVIzUjNTM1IzUzA4pcESETBBIiElxSuqK3t7dStbW1obkCfqshQyMjQyGr%2FsAvQTCenjBBLwFAAAIBB%2F8GAVEC7gADAAcAEwC6AAEABQADK7oAAwAHAAMrMDEBMxEjFxEjEQEHSkpKSgLu%2FjVN%2FjAB0AAAAAIAW%2F%2FAAf0CrAAPAEcATwC7AC8AAQAoAAQruwBEAAEAEwAEK7oAMgAoABMREjm6ABYARAAvERI5ugAgADIAFhESObgAIBC4AADQugA8ABYAMhESObgAPBC4AAjQMDElPgE1NC4CJw4BFRQeAhMuASMiBhUUHgQVFAYHHgEVFA4CIyImJzceATMyNjU0LgQ1NDY3LgE1ND4CMzIWFwFzICMpPkkgHyUpP0lUGjgjKiYqP0k%2FKjEpDg8YKjskN1wgMho9KiktKj5KPiozKA4REyY4JjJRHsAOJiIiLCEdEhApHyErIRwBaxQaJRobJB4eKz0uMDwWECcaHjIkFSYhLRgcKB0cJh4dKj0uLUAVECcaGi8kFSIXAP%2F%2FAJYCTAHCAroSBgDPAAAAAwAe%2F%2FUCOgKNABMAJwBFAE0AuAAARVi4AAUvG7kABQALPlm4AABFWLgADy8buQAPAAM%2BWbkAGQAB9LgABRC5ACMAAfS4AC3QuQA0AAH0uAAZELgAQdC5ADoAAfQwMRM0PgIzMh4CFRQOAiMiLgI3FB4CMzI%2BAjU0LgIjIg4CFzQ%2BAjMyFhcHLgEjIgYVFBYzMjY3Fw4BIyIuAh4pSWM5OWNJKSlJYzk5Y0kpLiA7UzIyUzsgIDtTMjJTOyBGGy47ISMxFCIQHxQuODUtGiYRHhc0JiI7LBkBQ0x7VS4uVXtMTXtXLy9Xe01Ca00qKk1rQkJqTCkpTGpCK0YyGhsUJw4RSztCTRQOKhQbGzNJAP%2F%2FAKcA%2FAG6Ak4SBgDSAAD%2F%2FwBTADQB%2BAHEEiYA3Y4AEAYA3XMAAAAAAQBVAGgCAwFpAAUADQC7AAEAAQAEAAQrMDETIREjNSFVAa5C%2FpQBaf7%2Fw%2F%2F%2FAFUBKwIDAWkSBgDiAAAABABwAT8B6ALJABMAJwA1AD4APQC7ABQAAQAAAAQruwAKAAEAHgAEK7sANgABADIABCu4AB4QuAAp0LgAMhC4AC%2FQuAAUELgANNC4ADHQMDEBIi4CNTQ%2BAjMyHgIVFA4CJzI%2BAjU0LgIjIg4CFRQeAgMzMhYVFAYHFyMnIxUjNzI2NTQmKwEVASwnRTMdHTNFJydEMx4eM0QnHzcnFxcnNx8gNigXFyg2KUwgLxURLi4jKSlDFBgTFxwBPx00SCwsSDQdHTRILCxINB0lFyo7JCM7KxgYKzsjJDsqFwEIHSQSHwZTRkZmEREPEkMAAAD%2F%2FwCxAlkBpwKSEgYAzgAAAAIArwGtAaoCrQATAB8AFwC7AAoAAQAaAAQruwAUAAEAAAAEKzAxASIuAjU0PgIzMh4CFRQOAicyNjU0JiMiBhUUFgEsGS0jFBQjLRkZLiIVFSIuGSIqKiIhKioBrRIhLx0eLyISEiIvHh0vIRIuLiMlLi4lIy4AAAIAVQAAAgMCLAALAA8ARAC4AABFWLgADi8buQAOAAM%2BWbsAAwABAAAABCu4AAMQuAAE3LgAAxC4AAbQuAAAELgACNC4AA4QuQAMAAH0uAAL3DAxASM1MzUzFTMVIxUjByEVIQELtrZCtrZCtgGu%2FlIBMD6%2Bvj6xQT4AAP%2F%2FAK4BuAGnAvUSBwDmAAEBuAAA%2F%2F8ArAGsAaQC9RIHAOcAAAG4AAD%2F%2FwDrAj0BnwLREgYAywAAAAEATf9FAi4B5gAoAHMAuAAoL7gAAEVYuAAALxu5AAAABz5ZuAAARVi4AAsvG7kACwAHPlm4AABFWLgAHy8buQAfAAM%2BWbgAAEVYuAAYLxu5ABgAAz5ZuAAfELkABQAB9LoAHAALAB8REjm4ABwQuQAKAAH0uAAYELkAEgAB9DAxEzMRFBYzMj4CNxEzDgEVFBYzOgE3FwYjIiYnIw4BIyImJxwBHgEXI01TNDkTJiYnFFMCAxALBAcHDBMdJiQFAyBRLyM7FAICAlMB5v7dQ0UJGCsjATxjz1gUEAI%2BCDU6ODUVICY7NDMeAAAAAgBI%2F7AB5QKQAAMAEAAlALgAAEVYuAAALxu5AAAADT5ZuAAARVi4AA8vG7kADwANPlkwMQEzESMDIyIuAjU0PgI7AQGUUVE2IDVaQiUkP1YyKwKQ%2FSABMhk1Ujk7UTMWAAAA%2F%2F8A2wEHAX0BsBIHABMAAAETAAD%2F%2FwDd%2FysBdgADEgYA0QYA%2F%2F8A0AG4AWEC6RIHAOUAAAG4AAD%2F%2FwCOAPwBygJOEgYA0wAA%2F%2F8AYQA0AgYBxBImAN6OABAGAN5zAAAA%2F%2F8AHAAAAj8CfhInAOX%2FewFNECYA3wAAEAcA6ACGAAD%2F%2FwAcAAACPAJ%2BEicA5f97AU0QJgDfAAAQBwDmAIcAAP%2F%2FACcAAAJVAooSJwDn%2F3sBTRAmAN8ZABAHAOgAhgAAAAIAe%2F88AewB8gAbACcAKgC4AABFWLgAJS8buQAlAAc%2BWbsACgABABEABCu4ACUQuAAf3LgAG9wwMSUWDgQVFBYzMjY3Fw4BIyImNTQ%2BBCc3FAYjIiY1NDYzMhYBZwYSIywnGjg3JkEbMCFdOlRlGyctJBQEZyweHisrHh4s%2FiQ4LignKxkqNh4bLSMuVEghMysoLDIhpyQpKSQjKioAAP%2F%2FACAAAAI4AzISJgAmAAAQBgDpAAAAAP%2F%2FACAAAAI4AzISJgAmAAAQBgDqAAAAAP%2F%2FACAAAAI4AzISJgAmAAAQBgDrAAAAAP%2F%2FACAAAAI4AzMSJgAmAAAQBgDsAAAAAP%2F%2FACAAAAI4Ay0SJgAmAAAQBgDtAAAAAP%2F%2FACAAAAI4A2sSJgAmAAAQBgDuAAAAAAAC%2F%2F8AAAJPApAABgAWAGYAuAAARVi4AA4vG7kADgANPlm4AABFWLgACC8buQAIAAM%2BWbgAAEVYuAAMLxu5AAwAAz5ZuwAAAAEACgAEK7sAEwABABQABCu4AA4QuQABAAH0uAAIELkABwAB9LgAARC4ABHQMDEBESMOAQ8BBRUhNSMHIwEhFSMVMxUjFQE9AxQrFC4Blv7unklXAQQBQ72TkwECAUw2aTZ3u0e%2FvwKQRs1H7%2F%2F%2FAEL%2FKwIqApwSJgAoAAAQBgDvLwAAAP%2F%2FAHMAAAISAzISJgAqAAAQBgDpHwAAAP%2F%2FAHMAAAISAzISJgAqAAAQBgDqHwAAAP%2F%2FAHMAAAISAzISJgAqAAAQBgDrHwAAAP%2F%2FAHMAAAISAy0SJgAqAAAQBgDtHwAAAP%2F%2FAF8AAAH5AzISJgAuAAAQBgDpAAAAAP%2F%2FAF8AAAH5AzISJgAuAAAQBgDqAAAAAP%2F%2FAF8AAAH5AzISJgAuAAAQBgDrAAAAAP%2F%2FAF8AAAH5Ay0SJgAuAAAQBgDtAAAAAAACABAAAAIrApAADAAZAFMAuAAARVi4AAQvG7kABAANPlm4AABFWLgACy8buQALAAM%2BWbsAAwABAAAABCu4AAsQuQANAAH0uAAEELkAEwAB9LgAAxC4ABXQuAAAELgAF9AwMRMjNTcRMzIWFRQGKwE3MjY1NCYrARUzFSMVW0tLoZSbm5Gkm3Bvb3BIj48BQSoFASConZ2uRIp9fYTcL%2F3%2F%2FwBTAAACBQMzEiYAMwAAEAYA7AYAAAD%2F%2FwAw%2F%2FQCKAMyEiYANAAAEAYA6QAAAAD%2F%2FwAw%2F%2FQCKAMyEiYANAAAEAYA6gAAAAD%2F%2FwAw%2F%2FQCKAMyEiYANAAAEAYA6wAAAAD%2F%2FwAw%2F%2FQCKAMzEiYANAAAEAYA7AAAAAD%2F%2FwAw%2F%2FQCKAMtEiYANAAAEAYA7QAAAAAAAQBmAH4B8gIVAAsAKQC6AAUACQADK7oACgAJAAUREjm4AAoQuAAB0LgAChC4AAfQuAAE0DAxPwEnNxc3FwcXBycHZpqaLJqaLJqaLJqaq5%2BeLZ%2BfLZ6fLaCgAAADAC3%2F4gIsAq4ACgAVAC8AfQC4AABFWLgAKy8buQArAA0%2BWbgAAEVYuAAeLxu5AB4AAz5ZugAVAB4AKxESObgAFRC4AADQuAAeELkAAwAB9LoACgAeACsREjm4AAoQuAAL0LgAKxC5AA4AAfS4AAoQuAAW0LgAABC4ACDQuAAVELgAI9C4AAsQuAAt0DAxNx4BMzI%2BAjU0LwEuASMiDgIVFBcBHgEVFA4CIyInByc3LgE1ND4CMzIXNxfAFTcgJT4rGBkfFTghJj0rGBsBTB0eJUNdN1pANTA%2FHR8lQ1w4XD82L3QaHSZHYz5ZQDgaHSVEYj1fQAGFK3NIT39ZMD1PIF0tdklPfVcuPU8gAAAA%2F%2F8AT%2F%2F0AgkDMhImADoAABAGAOkAAAAA%2F%2F8AT%2F%2F0AgkDMhImADoAABAGAOoAAAAA%2F%2F8AT%2F%2F0AgkDMhImADoAABAGAOsAAAAA%2F%2F8AT%2F%2F0AgkDLRImADoAABAGAO0AAAAA%2F%2F8AJgAAAjIDMhImAD4AABAGAOoAAAAAAAIAZQAAAiECkAAQABkAOQC4AABFWLgAAC8buQAAAA0%2BWbgAAEVYuAAPLxu5AA8AAz5ZuwARAAEADQAEK7sAAwABABcABCswMRMzFTMyHgIVFA4CKwEVIzcyNjU0JisBEWVUdjZaPyMjQFk2dlS%2FV1NVVWsCkG4ULkk2NE0yGJbaQEdHNv78AAABAFj%2F9AI0AtQAOQBaALgAAEVYuAAFLxu5AAUADz5ZuAAARVi4ADkvG7kAOQADPlm4AABFWLgAGy8buQAbAAM%2BWbkAIgAB9LoADwAFACIREjm4AAUQuQA0AAH0ugAlABsANBESOTAxEzQ%2BAjMyHgIVFA4CFRQeBBUUDgIjIiYnNx4BMzI2NTQuBDU0PgI1NCYjIgYVESNYHDRKLyg9KhUcIhweLDUsHhcrPCUqRiAhHDQdKi0eLTQtHhwiHCwqNz9SAgcuTDYdGCk1HiY1LCkaGCAbGiQ1JyA2KBcYFToUEy8fHSYdGSEtIyIxLS8gJTFLS%2F4FAAAA%2F%2F8AUf%2F0AgMC0RImAEYAABAGAMoOAAAA%2F%2F8AUf%2F0AgMC0RImAEYAABAGAMsOAAAA%2F%2F8AUf%2F0AgMC0RImAEYAABAGAMwOAAAA%2F%2F8AUf%2F0AgMCsBImAEYAABAGAM0OAAAA%2F%2F8AUf%2F0AgMCuhImAEYAABAGAM8OAAAA%2F%2F8AUf%2F0AgMC1xImAEYAABAGANAOAAAAAAMAEf%2F0AlUB8gAuADcARAClALgAAEVYuAANLxu5AA0ABz5ZuAAARVi4ABMvG7kAEwAHPlm4AABFWLgAJi8buQAmAAM%2BWbgAAEVYuAAsLxu5ACwAAz5ZuwAvAAEAGwAEK7oAAwANACwREjm4AAMvuAANELkABgAB9LoAEAAmAA0REjm4ACYQuQAfAAH0ugApACYADRESObgAExC5ADQAAfS4ACwQuQA7AAH0uAADELkAQgAB9DAxNzQ2Ny4BIyIGByc%2BATMyFhc%2BATMyHgIVFAYHIR4BMzI2NxcOASMiJicOASMiJiU0LgIjIgYPARQWMzI2Ny4BLwEOARF8fAEnLxpBFx8eUC0wOw4YRTAlNyUSAgL%2B%2FgM8OxwvFR0ZQSY1SBgpTyY8RgH%2FCBQhGC85BfEoIho%2BGggHAQFcT4FJVxM2RRkQOBQgOCovMyQ9UC0OGg1MXRINNhEaMCstLkvXHzgrGVJJkScoJCMWNR0ZEDr%2F%2FwBQ%2FysCGwHyEiYASAAAEAYA0SoAAAD%2F%2FwBF%2F%2FQCGQLREiYASgAAEAYAyg8AAAD%2F%2FwBF%2F%2FQCGQLREiYASgAAEAYAyw8AAAD%2F%2FwBF%2F%2FQCGQLREiYASgAAEAYAzA8AAAD%2F%2FwBF%2F%2FQCGQK6EiYASgAAEAYAzw8AAAD%2F%2FwBaAAABnQLREiYAxAAAEAYAyjAAAAD%2F%2FwBaAAABzwLREiYAxAAAEAYAyzAAAAD%2F%2FwBaAAAB4ALREiYAxAAAEAYAzDAAAAD%2F%2FwBaAAAB8gK6EiYAxAAAEAYAzzAAAAAAAgA8%2F%2FQCGALaABQAOQBrALgAAEVYuAA0Lxu5ADQADz5ZuAAARVi4AB0vG7kAHQADPlm7ACcAAQALAAQruAAdELkAAAAB9LoAKgA0AB0REjm4ACoQuQAIAAH0ugAVADQAHRESObgAFRC4AC3QuAAVELgAN9C4ADDQMDElMj4CNTwBJy4BIyIOAhUUHgITHgEVFA4CIyIuAjU0PgIzMhYXLgEnByc3LgEnNx4BFzcXASwoOycTASNSJyg9KRUaLDx7QlAhPlg3L1ZCJyI9UzIvVBwOPS6WF4QaPCImKEoihxc4HTVILAsWCy8mGCw7IiY9KxgCKj2reTxjRycgPVc2M1M7IComRWUoTSlEEyERNBMqGkUpAAAA%2F%2F8AXQAAAgsCsBImAFMAABAGAM0SAAAA%2F%2F8APP%2F0AhwC0RImAFQAABAGAMoAAAAA%2F%2F8APP%2F0AhwC0RImAFQAABAGAMsAAAAA%2F%2F8APP%2F0AhwC0RImAFQAABAGAMwAAAAA%2F%2F8APP%2F0AhwCsBImAFQAABAGAM0AAAAA%2F%2F8APP%2F0AhwCuhImAFQAABAGAM8AAAAAAAMAVQBgAgMCMwALABcAGwAlALsAGQABABoABCu4ABkQuAAA3LgABty4ABoQuAAP3LgAFdwwMQEiJjU0NjMyFhUUBgM0NjMyFhUUBiMiJichFSEBLBcfHxcXHx9NHxcXHx8XFx%2BhAa7%2BUgHIHhgXHh4XGB7%2BzhceHhcYHh7rPgAAAwA8%2F%2BkCHAH9AAoAFgAwAH0AuAAARVi4ACwvG7kALAAHPlm4AABFWLgAHy8buQAfAAM%2BWboAFgAfACwREjm4ABYQuAAA0LgAHxC5AAIAAfS6AAoALAAfERI5uAAKELgAC9C4ACwQuQAOAAH0uAAKELgAF9C4AAAQuAAh0LgAFhC4ACTQuAALELgALtAwMTcWMzI%2BAjU0Ji8BLgEjIg4CFRQWFwEeARUUDgIjIicHJzcuATU0PgIzMhc3F8kpOiM5KRYODR4TMh0jOSkWDg0BNRsgJ0JXMFM%2FMyU1GyAnQlcwUz8zJVwmHDFFKiE6FyYSFBwyRiohOBcBICBZNzxfQSIwOx0%2BIFg2PV9CIjA7Hf%2F%2FAE3%2F9AH5AtESJgBaAAAQBgDK%2FAAAAP%2F%2FAE3%2F9AH5AtESJgBaAAAQBgDL%2FAAAAP%2F%2FAE3%2F9AH5AtESJgBaAAAQBgDM%2FAAAAP%2F%2FAE3%2F9AH5AroSJgBaAAAQBgDP%2FAAAAP%2F%2FADH%2FLwInAtESJgBeAAAQBgDLBAAAAAACAF3%2FMwIcAsgAFgAlAIMAuAAARVi4AAIvG7kAAgAPPlm4AABFWLgACC8buQAIAAc%2BWbgAAEVYuAABLxu5AAEABT5ZuAAARVi4ABIvG7kAEgADPlm6AAUACAASERI5ugAVABIACBESObgAFRC5ABcAAfS4ABIQuQAaAAH0uAAIELkAIgAB9LgABRC5ACUAAfQwMRcjETMVBz4BMzIeAhUUDgIjIiYnFzUeATMyPgI1NCYjIgYHr1JSAiNWKzFMMxslPVArJEwhASNFGiA3KBdBSSBIJs0DlclXIigjQVs5PmFEIyIdXJsfGhsxSC1QYyMmAAD%2F%2FwAx%2Fy8CJwK6EiYAXgAAEAYAzwQAAAAAAQBaAAABjgHmAAUALwC4AABFWLgAAC8buQAAAAc%2BWbgAAEVYuAACLxu5AAIAAz5ZuAAAELkABAAB9DAxEyERIxEjWgE0UuIB5v4aAaMAAAACACEAAAJPApEAEgAbAE8AuAAARVi4AAMvG7kAAwANPlm4AABFWLgADS8buQANAAM%2BWbsACAABAAkABCu4AAMQuQAGAAH0uAANELkACwAB9LgAFtC4AAYQuAAY0DAxEzQ2MyEVIxUzFSMVMxUhIi4CNxQWOwERIyIGIY19ARrClJTM%2Ftk%2BYUQkVlRWFRVWVAFLnqhGz0fuRy1Ve05%2BiQIIgwAAAAMAC%2F%2F0AlQB8gATADsARACNALgAAEVYuAAZLxu5ABkABz5ZuAAARVi4AB8vG7kAHwAHPlm4AABFWLgAMi8buQAyAAM%2BWbgAAEVYuAA3Lxu5ADcAAz5ZuwA8AAEAJwAEK7gANxC5AAUAAfS4ABkQuQAPAAH0ugAcADIAGRESObgAMhC5ACsAAfS6ADUAMgAZERI5uAAfELkAQQAB9DAxNxQeAjMyPgI1NC4CIyIOAgc0PgIzMhYXPgEzMh4CFRQGByMeATMyNjcXDgEjIiYnBiMiLgIlNC4CIyIGB1gNGiYaFiUaDg4aJRYaJhoNTRswQCUvRRQUQTAiNSMSAQLxBDo2GicUHRc7IzBIFitdJkAvGwIFCBIeFi0wBvMqRTEcHDFFKipEMhsbMkQqPV9BIj04Nz4kPFEtDhcQTF0RDjYRGjk3cCJBX2AfOCsZU0gA%2F%2F8AqAI9AbAC0RIGAMwAAP%2F%2FAM8CHgGJAtcSBgDQAAD%2F%2FwCeAkMBugKwEgYAzQAAAAEAuQI9AW0C0QADAAsAugABAAMAAyswMRMzFyO5Wlo%2FAtGUAAEA6wI9AZ8C0QADAAsAugACAAAAAyswMQEjNzMBKj9aWgI9lAAAAAABAKgCPQGwAtEABwAZALsAAQABAAQABCu4AAQQuAAD3LgABtAwMQEzFyMnIwcjAQlGYT9DBEM%2FAtGUY2MAAAAAAQCeAkMBugKwABYAJwC7AAgAAQAOAAQruAAOELgAE9y5AAMAAfS4AArQuAAOELgAFdAwMRM%2BATMyHgIzMjczDgEjIi4CIyIHI54FKygSHhkYDB8JLwUrKBIeGRgMHwkvAkMwPREUETYvPhEVETcAAAEAsQJZAacCkgADAA0AuwABAAEAAgAEKzAxEzMVI7H29gKSOQAAAAACAJYCTAHCAroACwAXAB0AuwAAAAEABgAEK7gAABC4AAzQuAAGELgAEtAwMRMiJjU0NjMyFhUUBjMiJjU0NjMyFhUUBswYHh4YFx8fqRcfHxcYHh4CTCAXFyAgFxcgIBcXICAXFyAAAAIAzwIeAYkC1wALABcAFwC6AAwAAAADK7gADBC4ABLcuAAG3DAxASImNTQ2MzIWFRQGJzI2NTQmIyIGFRQWASwpNDQpKTQ0KRQcHBQUHBwCHjMqKjIyKiozJR4aGR4eGRoeAAABANf%2FKwFwAAMAEQAdALoAAQACAAMruAACELgAEdC4AAvcuQAKAAH0MDElMwceARUUDgIHJz4BNTQmJwEZNRkYIxgoNRwIKDEhHgM1CCAfFiAWDQMpBRcUFBUIAAIApwD8AboCTgAZACMAOQC4ABIvuwAdAAEAFwAEK7sADQABAAYABCu7AAMAAQAhAAQrugATAA0AFxESObgAExC5ACAAAfQwMRM0NjcuASMiBgcnPgEzMhYdASMnIw4BIyImNxQWMzI2NzUOAadmbQEeJx00FhkaSCg%2FPTQFAhg5ICs8PyIZFysXUUMBWTU4Cx4sFQ0rDxtIP8MlExoyLxgXFRNSCSUAAAIAjgD8AcoCTgATAB8AFwC7ABcAAQAPAAQruwAFAAEAHQAEKzAxEzQ%2BAjMyHgIVFA4CIyIuAjcUFjMyNjU0JiMiBo4aKzkgIDksGRksOSAgOSsaQjErKzExKysxAaUoPysXFys%2FKCg%2FKxcXKz8oNUBANTRBQQAAAAEAUADYAggBIAADAA0AuwABAAEAAgAEKzAxEyEVIVABuP5IASBIAAABABQA2AJEASAAAwANALsAAQABAAIABCswMRMhFSEUAjD90AEgSAAAAQDRAV4BfAK7ABEACwC6AAUACwADKzAxAQ4BBzYzMhYVFAYjIiY1NDY3AXwvNQMMDh8nKiAnM0xEAosbTzQGKCAjKj85S3cjAAAAAAEA2QFeAYQCuwARAAsAugAFAAsAAyswMRM%2BATcGIyImNTQ2MzIWFRQGB9kwNQMMDiAnKiAoMkxDAY4aTzUGJyAjK0A5S3Yj%2F%2F8A2f8fAYQAfBIHANcAAP3BAAD%2F%2FwBfAV4B7wK7EiYA1o4AEAYA1nMAAAD%2F%2FwBnAV4B9wK7EiYA144AEAYA13MAAAD%2F%2FwBn%2Fx8B9wB8EicA1%2F%2BO%2FcEQBwDXAHP9wQAAAAEAlwBzAcEBmQATAAsAugAKAAAAAyswMSUiLgI1ND4CMzIeAhUUDgIBLB42KRgYKTYeHjYpGBgpNnMVJzYhITYnFRUnNiEhNicVAAABAMUANAGFAcQABgALALoAAgAGAAMrMDE3NTcXBxcHxZknf38n1FCgI6WmIgAAAAABANMANAGTAcQABgALALoAAgAFAAMrMDElJzcXFQcnAVJ%2FJ5mZJ%2FylI6BQoCIAAAACABwAIAI8AnAAAwAHAAsAugAHAAMAAyswMT8BFwcBByc3HLchpwHvtyGnTbweywIjvB7LAAAA%2F%2F8ArAG4AbkC6RIHAOgAAAG4AAAAAQA6%2F%2FQCNgKKADEAbQC4AABFWLgAFS8buQAVAAs%2BWbgAAEVYuAADLxu5AAMAAz5ZugAoACIAAyu4ACgQuQArAAH0uAAG0LgAKBC4AAnQuAAiELgAD9C4ACIQuQAfAAH0uAAS0LgAFRC5ABwAAfS4AAMQuQAuAAH0MDElDgEjIiYnIzU3JjQ1PAE3IzU3PgEzMhYXBy4BIyIGByEVIQYUFRwBFyEVIx4BMzI2NwI2Jlw%2BYocTQDsBATtAE41qM1geMRo7JkpaDgEm%2FtUBAQED%2FQ5YRStBHlEsMYF2KwQJEgkIEAgsBXaFLSEvGiFiVzEHDggKEwkwVWAkIwAAAQBVASsCAwFpAAMADQC7AAEAAQACAAQrMDETIRUhVQGu%2FlIBaT4A%2F%2F8AHAAgAjwCcBIGAN8AAAACAKH%2F9AG3AT0ACwAXACgAuAAARVi4AAAvG7kAAAADPlm7AAYAAQASAAQruAAAELkADAAB9DAxBSImNTQ2MzIWFRQGJzI2NTQmIyIGFRQWASw9Tk49PU5OPSAuLiAgLi4MWE9OVFROT1gyOTw8NTU8PDkAAAEA0AAAAWEBMQAIAB4AuAAARVi4AAgvG7kACAADPlm7AAUAAQAAAAQrMDElIzU%2BATczESMBIlIhKRUyP%2BYqBRAM%2Fs8AAQCtAAABpgE9ABgALAC4AABFWLgAFy8buQAXAAM%2BWbsADQABAAYABCu4ABcQuQAVAAH0uAAA0DAxNz4BNTQmIyIGByc%2BATMyFhUUDgIHMxUjt05THx0UJg4nFzskNj4TISwZiO8kO04hGyAXEyEaIzUyFCcnKRY1AAAAAAEArP%2F0AaQBPQAkADwAuAAARVi4ACEvG7kAIQADPlm7ABYAAQAPAAQruwAJAAEACAAEK7gAIRC5AAMAAfS6ABsACAAJERI5MDE3HgEzMjY1NCM1MjY1NCYjIgYHJz4BMzIWFRQHHgEVFAYjIiYnzA8xGxsjYConGh0SKA8eEz0jLzs4ICdGMyNDGVESGRYZMyYcFxQXEw8mFBksKDcUCCYfLTAcGgAAAAIArAAAAbkBMQAFABAAOAC4AABFWLgACS8buQAJAAM%2BWbsAEAABAAYABCu7AAIAAQANAAQruAAQELgAANC4AAYQuAAK0DAxJTU3Iw8BFyMVIzUjNTczFTMBTgQDLTbNMjmilEcydDhSQUkrSUkfyb0AAAAAAQCpAsIBXwMyAAMACwC6AAEAAwADKzAxEzMXI6leWEUDMnAAAQD5AsIBrwMyAAMACwC6AAIAAAADKzAxASM3MwE%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%2FKwFrAAMAEQAdALoAAQACAAMruAACELgAEdC4AAvcuQAKAAH0MDElMwceARUUDgIHJz4BNTQmJwETNhkYIxgoNRwIKDEhHwM1CCAfFiAWDQMpBRcUFBUIAAAAGgE%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<p style="margin-top: 6px; margin-left: -2px;">January 28, 2014</p>
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<slide class=''><hgroup><h2>Setting up some options</h2></hgroup><article id="setting-up-some-options" class="smaller ">
<p>Let's first turn on the cache for increased performance and improved styling</p>
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</article></slide><slide class=''><hgroup><h2>Outline</h2></hgroup><article id="outline" class="smaller ">
<ul>
<li>Classical approaches (t/F-test, adjusted p-values)</li>
<li>Two conditions (t-test)</li>
<li>Multiple testing (FWER, FDR)</li>
<li>Alternative to the t-test</li>
<li>Bayesian and Empirical Bayesian approaches</li>
</ul>
</article></slide><slide class=''><hgroup><h2>The two condition problem</h2></hgroup><article id="the-two-condition-problem" class="smaller ">
<p>Let's assume that our data have been normalized and probes summarized.</p>
<table class = 'rmdtable'>
<tr class="header">
<th align="left">Condition</th>
<th align="left">1</th>
<th align="left">–</th>
<th align="left">1</th>
<th align="left">2</th>
<th align="left">–</th>
<th align="left">2</th>
</tr>
<tr class="odd">
<td align="left">Replicate</td>
<td align="left">1</td>
<td align="left">–</td>
<td align="left">\(R_1\)</td>
<td align="left">1</td>
<td align="left">–</td>
<td align="left">\(R_2\)</td>
</tr>
<tr class="even">
<td align="left">Gene 1</td>
<td align="left">x</td>
<td align="left">–</td>
<td align="left">x</td>
<td align="left">y</td>
<td align="left">–</td>
<td align="left">y</td>
</tr>
<tr class="odd">
<td align="left">Gene 2</td>
<td align="left">x</td>
<td align="left">–</td>
<td align="left">x</td>
<td align="left">y</td>
<td align="left">–</td>
<td align="left">y</td>
</tr>
<tr class="even">
<td align="left">Gene G</td>
<td align="left">x</td>
<td align="left">–</td>
<td align="left">x</td>
<td align="left">y</td>
<td align="left">–</td>
<td align="left">y</td>
</tr>
</table>
<p>Our goal here is to find genes that are <em>differentially expressed</em> between the two conditions.</p>
</article></slide><slide class=''><hgroup><h2>Goal</h2></hgroup><article id="goal" class="smaller ">
<p><strong>Note:</strong> Here I will focus on oligo based arrays</p>
<ul>
<li>For each gene: Is gene g differentially expressed between the two conditions?</li>
<li>Is the mean expression level under condition 1 different from the mean expression level under condition 2?</li>
<li>Test an hypothesis about the equality of the means of the two distributions</li>
</ul>
</article></slide><slide class=''><hgroup><h2>Two-sample t-tests</h2></hgroup><article id="two-sample-t-tests" class="smaller ">
<ul>
<li>For each gene, are the mean log expression values equal?</li>
</ul>
<p>Welch's t-test: \[t_g=(\bar{y}_{1g}-\bar{y}_{2g})/\sqrt{s^2_{1g}/R_1+s^2_{2g}/R_2}\]</p>
<p>If the means are equal, \(t\) approximately follows a t-distribution with \(R_1 + R_2 - 1\) degrees of freedom.</p>
<p>p-value \(p = 2\cdot P(|t_{R_1+R_2-1}| > |t_g|)\)</p>
</article></slide><slide class=''><hgroup><h2>Error rates</h2></hgroup><article id="error-rates" class="smaller ">
<p><img 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t4/Ps241tprPet5vmuftfez121AZ2enAn8gAAIgAAIgAAIgAAIgAAIgAALWInCLtSpCPSAAAiAAAiAAAiAAAiAAAiAAAl0E4IbhPgABEAABEAABEAABEAABEAABqxKAG2ZV3KgMBEAABEAABEAABEAABEAABOCG4R4AARAAARAAARAAARAAARAAAasSgBtmVdyoDARAAARAAARAAARAAARAAATghuEeAAEQAAEQAAEQAAEQAAEQAAGrEoAbZlXcqAwEQAAEQAAEQAAEQAAEQAAE4IbhHgABEAABEAABEAABEAABEAABqxKws2ptqAwELEagtfLwxleOON3mZPYarv92/aGXXg/ydTa7ZAkIrD9zMHHfGYVjjyktLaNWx2/wddDPssbSlF0f/krnJYX9121Y6EMnIAACIEAIoHPrl9vApM6tXzRGpSAAAmIjMKCzs1NsOkNfEBAg0Fya5qIMF7hgjqTk4oYNk1zNIUlqMs6kLPLbmMOwSlXUdGiKfh5r85kUF7+NjLIK/+Tigg2TmCkIgwAIoHPrl3vAlM6tXxRGpSAAAqIjgEmJomsyKAwCNkTAfjDX5bLXXzv7wZy8Lpw4oiAAAiDQTwRM6tz6SWdUCwIgIC4CcMPE1V7QFgRAAARAAARAAARAAARAQPQE4IaJvglhQA+B9jZLosAqSkvShWwQAAEtBNC5aYGDSyAAAiAgWgJ4uRRt00FxNgHH0fOP5d+n0DYlbtCg9rLo2aGF7ILZRcV3/H7td3YiKzbI7d5J3Kl3rAyIgAAIgIDFCKBzsxhaCAYBEACB/iQAN6w/6aNuMxKwc/WZEaBrk70OJ09OlaqMv06ZpOfGfpyiiIIACICAFQigc7MCZFQBAiAAAtYngEmJ1meOGvuPQEc7t+6mNl4SNwviIAACIGDrBNC52XoLQT8QAAEQ4BKAG8YlgjgIgAAIgAAIgAAIgAAIgAAIWJQA3DCL4oVwEAABEAABEAABEAABEAABEOASgBvGJYI4CIAACIAACIAACIAACIAACFiUANwwi+KFcBAAARAAARAAARAAARAAARDgEsBOiVwiiMueQEd1qfpS38Yd7fZD75rg46odS0djpfrHK33b5bcrRtyl9HLt+n11NFerf7jUd4kryN5pqJOLy3B3t+7c3Kv6xFsrT3115Ojnp4vP1ygULgqFs/PIO+66e9LkKdP/4ufhLPPfuPFwOhqr1T/2Nly7Yuid433c6D01G08dPvBR9onzzc3OI0dPfvDh+YFzfBgNaEpZDU3e0Vhbc+GXn+sb22/19FDU116zv9XNbZS3t5czrZSGklSyBVTSWh8u2igBc/Zv6Nws08jotXq4oteyzA0GqbZEoBN/ICAfAi3FwZxfn39qE8f8piJ/Th5FsLqFk4kTbcnmylUkq3sENxUnc+UJx5WqsOiMnGM1XIU4dbGiVccyVMLSelKD47Jr2llFzBtRp3IsVxXrrX+TOpWjuyq52IzqmQinOJl1IygTiijdWqryOTZTVkSkHqNNN6Usl0BTTW5GHEsVNjVVRPKxsjpuKV7cnCrxhCOh/wno07kRLc3av6FzM3u7o9diIkWvxaSBsCQJKCRpFYwCAWEC+r2pFCVzXZuwrDJhgd2p7TU5SvabscI/uaG3AN/Z4OTlRyNS8+nivWL4/9ZlR2t5OWdKDSuqs5QrZqtumBngcEyjXMSWimxuWzNJq5Iruj12U8oyWrqlKCuOKV5L2D8itYL2Ahki6KCZVKLlIWBjBPTr3IjSZuzf0LmZ9SZAr8XFiV6LSwRxyRHA2jAtLza4JFMCU0Ke4/g36SvSKjs00ji2J0nNvhj36uM6ZjGy83NiSeGzh0+MPFWvucqO6p0B7kviCzkFNUTTp7qHnmrUcFF6yRaCM9hJ0XrmsTFLOG3N4pez8VRNKyuFihhRtrl85yLHqStiBaQJJRUmhY9xCdh7pl7oolCaESoJiUGa6Aj0b/+Gzk34hkGvJcyFnYpei80DMQkQgBsmgUaECeYm4DojPoHjiCW99Vm1cDWNx7fFst0hZdxTM9yEM+ufqk6a6j43r1bQE2veH+odxa6TEuyvCiZ//gLjNZlTF6fIwxGzFJyRih/3bvTL0dqC/nHHlvsILNUyuGz98UUu46K0VyagSWGon/vmw5UCV3hJBqvEk4AEsRLo9/4NnRv31kGvhV6Le08gLhcCkhvfg0EgoJmA3vN2OhuOcfwwhSK6SkhwcSp3BmN0Lisjf96OMjo1I7XrLyMjIzU5IToimFcX3f/E1fAqrTuWQF+mAxEZ+XUt9MzD9hp1bhjPGYvL172CiFebjgTOpBGFop/XhpkRDs80GrYiIjWnrKqqoqwoKyGiL5WxhtCUsp2dVdEMoYygMiIhI/9Y0bHu/2Uka5yTmlUmsJbRNJV03Aa43P8E9O/ciK5m6t/QuZml3dFrkV4OvZZZ7iUIER0BrA0TXZNBYRMIGPKmcoy3LUJ0Ps8nalGHMV6Tu4MRFbQ31K0p700lWM3O0J2rvaFKnRHN9eiIwGDusrS6BK5/5Z9dJrgqqIa7fYZ/qh5LzgzDy3u57183zJxweKZRLe2fw16D1d6gTuhuN6b7bUrZYt7SRFJxWGqu0Pq+pqIsIZdNmcC7UztNUcmwewK5+4WAIZ0bUdAs/Rs6N3M0NXqt7q4VvZY5bibIEB0BuGGiazIobAIBg95U6vK5g1TKBM5wUkU2czCk61nC38yD96aizVEp4wkkIpljGzxpirhc/it3L6IGrgnZVQIuYG9uY/7lvdxrs45TAd8WE3dK5As0BQ7PNNK8SsFPtp2ddbnZrF1VjC/Lv+sUyoxizn3HAim4cyPTJ6RyG68SqzZEbJWAQZ0bMYJ/pxnev/F+cdp+/rLq3PS/S3gMTerSTfmZG1+Wfy+h19L/DkBOeRPA2rDuzzD4PxDgE3ALeJUzIKaOyjjO3AKhes+SJHa54HWP+rJTDIv5BiXmc+eapR8+3VfpD4W5LIn+yeHzPFgpzIhrwBa2CV+c1rDCjVlKtGFLw/FPSF/uK7D0S6FwmxcUoH1TFj3LnvkwhbPoLy4/d+UkbUsNHbwCMqq4e3XGR33cd9NoaFA9VdJQGskiJ2D1/g2dm+Adg16LxoJei0aBgHwIwA2TT1vDUoMJzAjfwpkAGPXyh/RGF/UFH8SzRapSIycIvqWzs2mPBUS/zpmbmPftT71Fmv9bwNq3Iezp+dre0BUK38lTe8t2/VtUJmE3zNJw/LeETmHCNCSsZ9n6Lw+x2lehSl0XoNnN7tXAzmthBmcqozqrWHh/l94yCj1VovMjIDUC1u/f0Lnx7iH0Wgwk6LUYMBCUCQE7mdgJM0HAGAJuAYnRytnxjC3KCzfuOxOyYRIZ+Wj8cBtnM3FV9NJJxtTCKeOsDI9Q5jD2wC/M+2/jpildgy2t506w39LTV4y5eMC/qYkjojfq4lKYwyqgLjzbGKNj3Ka3sNj+tTQc/2WTtbu8WoDpWbb1l2/YY2EJ0Uu72l2Pv0mh0aqNzMZWny6vm+eh2YXTUyU9qkYWsRKwfv+Gzo1zr6DXQq/FuSUQlRkBuGEya3CYayCBgHUJyvhAhh+m2BiXE3popX3pgY3sN2b/uOe6XSUDKxDIbqd8eL6C4YYpXBT0D7WZlz8nh60HLwMrwWUwLYqVLomIZeGMHWFvNCX9yrZWqVlOs0L14F16emEKhfP4RSoF0w8rPPtrjJaRNP1UMtpiFBQFAav3b+jcuPcFei30Wtx7AnE5EcCkRDm1Nmw1goDHvIRo9szEnNDPK+uPvhXOFqbcFD6DnWJ8bLjnXazCjMEuZ9YFwyPn2wRPIjNckC2WsCgc1aQ/GT3hVM+y7e1tHKz2BjjNrb+wfTgXjix2VE+V2IUQkxwBq/dv6Nw49xB6LSYQ9FpMGgjLgYABD3k54ICNIMAnMG/dVmW8ijkgtmSMOycbOdFpjtEz1jiyFIqWdobjxbvKTAhOyFrhO+R3ZpKW8O+//z7kT45aMkjrkpnhtLUbj8eUsvrWajeYfC5g3qbaC1pDJe0a4KpNELBy/4bOTXuro9fSxge9ljY6uCZKAnDDRNlsUNqqBDweSYhQBjJnCfKqj4mYY8bf0oXTpzk1aBrCeiDw0Xmm7wrCqUwqUdHBsVcMZrNvutxKZhuy0zTHho42xA3TLAdX5EXAuv0bOjftdxd6Le18cBUEJEYAkxIl1qAwxxIE7OZEbNUmNzjrr15m9MIU9XU1rOo8exd0OYx+gH2WWW7hD6ycco6IH47DWCV7k8zCk+U6t53vbfLGsx+zJyUGPEDcMvyBgE4CVu3f0Lmx2gO9Fnot1g2BiOwIwA2TXZPDYCMI2Hk9khPBXiHGkJKxaYHRq4YYYnqD9QWRsaxdN1QP+PWOiDh7TWWpkbMx8QwZMMFfFwHxw3EYNZ3VvIrYdRl6+mGn3n2DddMoFIMNWViGO0jOBKzXv6Fz495n6LVYRNBrsXAgIgMCcMNk0Mgw0QwE7B6JiBEWo0pdPKHXSxLOYVhqXmIkZ4FP4HTvXhF2foEresPUv5mhuwrYKRpjzZVnztRK2GmTAByPB59ij4epo7bsL9fYor0XOioPTo1if1VWRDw4zpy3ZW9V+FeSBKzUv6Fz49096LWYSNBrMWkgLAsCcMNk0cww0nQCdl6LBAfEkqOXmvFtt/zg5kDmMWVEb2XCAoab5zY5MIxtjDp2dkjacR3eVUd9QVqkyxi/L39pYZeWVEwCcKYEhbPHwxTpK8ZtPliqpZ2ayw/PHbOEkyEse52vOefJcsQjKjUCVujf0LkJ3jTotWgs6LVoFAjIhwDcMPm0NSw1kYDd3NWRXBHKhMcNPiysqa5ByGnqqD+8c9G4JfGcKuISg1lH8DpMiMziOGKKzPCZjgGbCwTWEXU01pYfTts80d59dngSkexg/NFXHL1sMioBOB7z3kpgr/9TKOKXKCeG7DxTzTthqLU2L2W1yzgVZzqiQhG9aZGPTbYQlLJZAmbp39C5Gd6+6LV6mKHXMvzmQQnxE8D3UvG3ISywFoEfvs7nVEV8JMO3qS8M9HZUhcUF/23WPWP/OMLFqb3pkvrU4Z0rongv0wqFKnUd7wRe3+XbEt5L5+YujJ89Ll7hHxw9b/Jd7i5NTXW/nq8sKkgv5Exw5BgguagE4Mx4dndE1Lgup5nxp86M8suMUqrCVgROu33EEMXVS5UlJ2KTMhlZ+oLJRS/4oGvv44GQXgTM0b+hc9MLNScTei0CBL0W565AVCYE8KyWSUPDTJMJtJ5JDOe89Ub/necj6VlNTnpsTrrOvMFFGatdBXK5bfo4P899toDbVpgZX8hRUqC8pJPED8fOd1dVbol3IL991Tnp5D/tzReRpd5g8AitdpG4KgMC5uvf0LkZfrug10KvZfhdgxKSIIBJiZJoRhhheQLlHyVy/JuI7Ke8LFevf7S6aZ/G12m3gBx1lhGVy2IfKvHDsfOaV9BQHM2dnKizwZUZRTWJyyfozIcMIMAhYNX+DZ0bhz6JotfiM0EKCMiAANwwGTQyTKQJtCt4y2vaNJ2MTBfqCnSUJ4ZyvLCw1RZbfhOWnNtUsJ2xMQdLFyriPGF5S80x/d/UlcFx+RUNq7ULFahHlElSgOM6aXtB07GMaD0bwD8itaKpZOUU1kJCPcsimxQIGN25EeOt2L+hc9N0s6HX0kQG6SAgYQJwwyTcuDCNR8B51HT2CINy6l367HNY/VkaZypYcIYJO9Gpgtla9OkZHJ1RXNOStmGePlo5eMzYXtBZVZwbF8be5bxPHtloURWdkFVcUVeyLybAR2iGIzOz4WF7Zyd2IX0U7ylh78TLPJgtzISY+eGYopuRZZ1nrNze3lCRk6rF3VaGRacWVTUUJK724eHUxs9IlbSJxLX+JGBs50Z0Nmf/hs7NhJsAvZYOeOi1dADCZfERGNDZ2Sk+raExCFiVQPXmAd7xrBqDi5v2TdLvrbe5NM1FGc4oHVzWvs/XjuxhWHPx0qXr9kOdrtfWXhvk5jHK28vL2Y6R0aBga3PtxbpLl660KxT29mQ/RHsX8jfc3dV4iQZVb9uZpQCH3DDVF379rf7y716+Plcqy68NGuY26g5vTzcHo+8Z2240aGctAsb3b+jcLNhG6LUsCBeiQcBWCOABbistAT1slkB9wQdsH0zhn7BOTx9MyKjmK+TsLmc7Vw8v8l93Bh9foXyGpTk4e3iR/wwrJJfcUoBDbhgf8l9Pk3lg8qFcbl5L22nW/g2dm/maC72W+VhCEgjYLAFMSrTZpoFiNkKgPmNbLFsV/y2rprBTDItJ++wuw1ggNwiAQH8SMHP/hs6tPxsTdYMACIiNANwwsbUY9LUugcZTH3JO6FJGbwkw/xor61qF2kAABEBAoUD/hrsABEAABPqRANywfoSPqm2fQPOB+I1sLZVb181kpyAGAiAAAmIkgP5NjK0GnUEABKRDAG6YdNoSlpidQGv5J+E5bKlhWx/xwIpKNhPEQAAEREgA/ZsIGw0qgwAISIoA3DBJNSeMMSuB1n8nhnIEZkXOhRPGYYIoCICACAmgfxNho0FlEAABaRGAGyat9oQ15iPQUf3vJbzDwhb4OpivBkgCARAAgf4hgP6tf7ijVhAAARBgEIAbxoCBIAj0Eej4MmlrX6w7lBq5WL+jwjjlEAUBEAABmyKA/s2mmgPKgAAIyJQA3DCZNjzM1kGg/suoJDUrj3/yUhMOC2OJQgQEQAAE+pEA+rd+hI+qQQAEQKCXANywXhL4FwQYBI6n7mQ7YYq4Vx83cpv6dobc7iAvgZsBcRAAARCwHAGz9W+8voyXYDkjIBkEQAAERE8AbpjomxAGmJ9AR2VmbCFbbNxTM9zYKfrGHEeMYGd1dsIRp2wiiIEACFiPgPn6N3Ru1ms11AQCICBFAgM6OzulaBdsAgHTCHS0Nrf0fdi1d3R2MGGHxNbmZrPJMs0slAYBEAABhfn6N3RuuJ1AAARAwGgCcMOMRoeCIAACIAACIAACIAACIAACIGAMAUxKNIYayoAACIAACIAACIAACIAACICA0QTghhmNDgVBAARAAARAAARAAARAAARAwBgCcMOMoYYyIAACIAACIAACIAACIAACIGA0AbhhRqNDQRAAARAAARCQL4G2tjb5Gg/LQQAEQMBkAnDDTEYIASAAAiAAAiAgJwKtra3JycleXl5ffPGFnOyGrSAAAiBgTgLYKdGcNCELBERBoL29PSsrq6KiYtu2baJQGEqCAAjYDoHvv/9+wYIFNTU1RKXp06efPHnSdnSDJiAAAiAgIgJww0TUWFAVBMxA4O23396xY8eFCxfs7e1/+umn22+/3QxCIQIEQEA2BK5cueLt7X358mXK4k8//fSvf/2rbKyHoSAAAiBgNgKYlGg2lBAEAqIgcPbsWeKDEVXJmBjxx0ShM5QEARCwHQJDhw59+eWXaX3QjdAoEAABEAABgwhgNMwgXMgMAqInUFZWdvfdd3d2dhJLhgwZ8ssvvwwbNkz0VsEAEAABKxK4evUqGRC7dOkSVecnn3zy6KOPWrF+VAUCIAACUiCA0TAptCJsAAH9CYwbN27JkiVUfvIu9eabb+pfFjlBAARAgBAgX3Di4uJoFBgQo1EgAAIgAAL6E8BomP6skBMEJELg22+/JQvrKWPc3d2rq6sdHBwkYhvMAAEQsAqBlpaW0aNHX7x4kapt//79jz/+uFVqRiUgAAIgIBECGA2TSEPCDBDQn8C0adPmzJlD5a+rq3vnnXf0L4ucIAACIEAIODo6vvbaazSKhIQEOowACIAACICAPgQwGqYPJeQBAakRyM/Ppz2xO++888cffxw4cKDUjIQ9IAACliRAjm/28fGhdq4n9ezdu/eJJ56wZIWQDQIgAAKSIoDRMEk1J4wBAT0JzJ49+5577qEyk23rMzMz9SyIbCAAAiBAERg8eHB8fDxNgwyI3bx5k44iAAIgAAIgoJ0A3DDtfHAVBCRLIDY2lrYtOTmZDiMAAiAAAnoSeOyxx8iWiVRmsgvre++9p2dBZAMBEAABEMCkRNwDICBTAh0dHWRC0c8//0zZf/jw4QULFsiUBcwGARAwlsCBAweWLVtGlR4zZkx5eTlmOBvLEuVAAATkRQCjYfJqb1gLAjQBOzu7zZs309GkpCQ6jAAIgAAI6Elg8eLFY8eOpTJXVFRgyx89uSEbCIAACGA0DPcACMiXwPXr1//4xz/SZ7AeP378gQcekC8OWA4CIGAUgUOHDv3tb3+jinp5eZ07d87e3t4oSSgEAiAAAjIigNEwGTU2TAUBDgEnJ6fnn3+eTsSW0zQKBEAABPQnsHDhwvHjx1P5yTmEKSkp+pdFThAAARCQLQGMhsm26WE4CHQRIENhZECMDIuR8C233ELWddDziwAIBEAABPQkkJub+8gjj1CZPT09KysryT6KepZFNhAAARCQJwGMhsmz3WE1CPQQGDFixNq1a6kI2Wx627ZtQAMCIAAChhIIDAycOHEiVYqcJPbmm28aKgH5QQAEQEBuBDAaJrcWh70gwCVAJhGR/c3IxonkAvmAXVVVNWrUKG4mxEEABEBAKwHmofAjR448f/68o6Oj1hK4CAIgAAKyJoDRMFk3P4wHAUKALKl/4oknKBRtbW07duwAFhAAARAwlAA5FH7y5MlUqYsXL2KtqaEAkR8EQEBuBDAaJrcWh70gIECgtLRUqVRSF1xcXH755Rfy/wL5kAQCIAACmgkcPXr04Ycfpq6TCc9kaH3IkCGas+MKCIAACMiawMBXXnlF1gBgPAiAgEJBZhART6ysrIzAIANiZCrRgw8+CDAgAAIgYBABciL8t99+S/bnIKVaWlrI/5MhMoMkIDMIgAAIyIcARsPk09awFAS0ESCHhs2cOZPKQdaGkc/Y2OhMGy9cAwEQECLw1Vdf+fv7U1eGDRtGepKhQ4cKZUQaCIAACMidANaGyf0OgP0gQBGYMWPGrFmzqPCvv/6anp4OMiAAAiBgKAHSjSxYsIAqdfny5bi4OEMlID8IgAAIyIQARsNk0tAwEwR0E8jLyyO7TlP5yOlh5AwxcpKY7mLIAQIgAAIMAmRe4vTp06kEZ2dnsmUiWSfGuI4gCIAACIBAFwG8Y+E+AAEQ6CFA1tb7+vpSkXPnzn344YdAAwIgAAKGEpg2bdrixYupUs3NzViCbihA5AcBEJAJAYyGyaShYSYI6EWAuF7Lly+nst5///2nT5/WqxgygQAIgACDQHFxMelAqAQnJ6effvqJ7APEuI4gCIAACIAARsNwD4AACDAIBAUFeXp6Ugnfffddbm4u4yKCIAACIKAXAT8/P/qDzvXr12NiYvQqhkwgAAIgICcCmJQop9aGrSCgi4C9vX10dDSdCwew0igQAAEQMIhAVFTUgAEDqCIffPBBTU2NQcWRGQRAAAQkTwBumOSbGAaCgGEEnnjiCbLNNFXm66+//v777w0rj9wgAAIgoFCQE+FJZ0KRIKcRvvTSS6ACAiAAAiDAJGDS2rD29nZyQghTHMIgAAISIJCZmUm+XlOGkB3PsMJeAm0KE0DA+gR+/vnnVatWdXZ2kqoHDhy4d+9erBCzfiugRhAAATMSIFsQDRkyxGwCSf9o9N+lS5fMpgcEgQAIgAAIgAAIgAAIgAAIgICtEigpKTHab+IXxKREW21n6AUCIAACIAACIAACIAACICBRAnam2EVW306cOJFIUKlU/v7+pohCWRAAAZsiUFtbGxIScvPmTaIV2bfj448/dnV1tbSGO3bs+PXXX++5556nn37a0nVBPgiAgHUIpKSk/Otf/6LqmjFjRlxcnHXqPXjw4IkTJxwdHePj461TI2oBARCQKgGyTv79998n1tE7D5nFUpPcMDK4RsbmiB7kdW3WrFlmUQhCQAAEbITA0aNHqU6HrAI9efLk66+/bmnF1q9ff/bsWS8vL/QnlkYN+SBgNQKjR4/+97//TboRUiPpScjysHHjxlmh9uzsbPKKMnToUPQnVqCNKkBA2gTq6uool4f4Pma0FJMSzQgTokBAUgQiIiJoe/bs2XP16lU6igAIgAAI6EmAfFjZuHEjlZkMsL/wwgt6FkQ2EAABEJA2Abhh0m5fWAcCxhO49957Fy5cSJW/fPkymVlkvCyUBAEQkDGByMjIwYMHUwA+++wztVotYxgwHQRAAAR6CMANw60AAiCgkQBzQGz37t3UtCKNuXEBBEAABIQIeHh4PPfcc9QVMqXn+eefF8qFNBAAARCQFwG4YfJqb1gLAgYRIFvvPPDAA1SRmpoaMjXRoOLIDAIgAAIUATIv0cnJiQp/8cUX3333HciAAAiAgMwJwA2T+Q0A80FAB4GoqCg6R3JysnkXp9KSEQABEJA2AXd3d2ZnEhMTI217YR0IgAAI6CQAN0wnImQAAVkTeOSRR8aOHUshKC8vP3DggKxxwHgQAAFjCaxbt87Z2ZkqnZeX9+WXXxorCeVAAARAQAoE4IZJoRVhAwhYjsAtt9zC/G6dlJRkubogGQRAQMIEhg8fvnnzZtrA7du302EEQAAEQECGBOCGybDRYTIIGEZg6dKlf/jDH6gyRUVFZF2HYeWRGwRAAAS6CTzzzDPDhg2jYBQWFh45cgRgQAAEQEC2BOCGybbpYTgI6EuA7DTNXNSRkJCgb0nkAwEQAAEGAXKYcmxsLJ0QHx9PhxEAARAAAbkRgBsmtxaHvSBgDIHQ0FAXFxeqZH5+fmlpqTFSUAYEQED2BFatWnXbbbdRGE6ePPmvf/1L9kgAAARAQKYE4IbJtOFhNggYRID4YMwzxOLi4gwqjswgAAIgQBEYMmTIK6+8QtPAgBiNAgEQAAG5EYAbJrcWh70gYCQBsqiDzE6kCh86dKi6utpIQSgGAiAgbwJPPvnkyJEjKQanT5/+6KOP5M0D1oMACMiUANwwmTY8zAYBQwmMGjUqLCyMKtXR0YFdzgwFiPwgAAIUAUdHx23bttE0duzYgQMJaRoIgAAIyIcA3DD5tDUsBQFTCaxfv57sX09JyczMvHTpkqkSUR4EQECWBEJCQjw9PSnTS0pK9u3bJ0sMMBoEQEDWBOCGybr5YTwIGESAnOP8+OOPU0WuX7/++uuvG1QcmUEABECAIkBmODNH1MmA2M2bNwEHBEAABGRFAG6YrJobxoKAqQSYG3Wkp6dfu3bNVIkoDwIgIEsC5JuOt7c3ZXpZWdmePXtkiQFGgwAIyJcA3DD5tj0sBwEjCNx///2BgYFUwYaGhrffftsIISgCAiAAAvb29mQQjOawc+fOGzdu0FEEQAAEQEDyBOCGSb6JYSAImJnAiy++SEskbhjZroOOIgACIAAC+hMICgoiU52p/BUVFampqfqXRU4QAAEQEDsBuGFib0HoDwLWJjBz5sz77ruPqvXnn3/eu3evtTVAfSAAApIgMHDgwISEBNqUXbt2tbe301EEQAAEQEDaBOCGSbt9YR0IWIRAbGwsLTc5OZkOIwACIAACBhFQqVTjx4+nipDTCP/xj38YVByZQQAEQEC8BOCGibftoDkI9BuBBQsW3HnnnVT1Z8+e/eSTT/pNFVQMAiAgZgLkDAwyCEZb8Oabb7a1tdFRBEAABEBAwgTghkm4cWEaCFiKAJlK9NJLL9HSk5KS6DACIAACIGAQgUceeWTixIlUkZqamsTERIOKIzMIgAAIiJQA3DCRNhzUBoF+JrB8+XJ3d3dKiRMnThQWFvazQqgeBEBAtASYhxCSzzrkWELRmgLFQQAEQEBfAnDD9CWFfCAAAkwCDg4OmzZtolOY6+zpRARAAARAQB8Cc+bMmTx5MpXz4sWLzGmK+hRHHhAAARAQIwG4YWJsNegMAjZB4KmnnnJ2dqZUOXr06A8//GATakEJEAABERLYtm0brTXZqOPq1at0FAEQAAEQkCQBuGGSbFYYBQLWIDBs2LD169dTNXV2djLfoqxRPeoAARCQEIG5c+c+9NBDlEGXLl2Kj4+XkHEwBQRAAAQECMANE4CCJBAAAT0JrFmzZtCgQVTmgwcPXrhwQc+CyAYCIAACHAKbN2+mU3bv3n3lyhU6igAIgAAISI8A3DDptSksAgHrEfD09HzyySep+si5q/iAbT30qAkEJEdg1qxZ8+fPp8y6fPny1q1bJWciDAIBEACBPgJww/pYIAQCIGAEgY0bNw4YMIAq+P777zc2NhohBEVAAARAgBBgnoSRnp5OZicCCwiAAAhIlQDcMKm2LOwCASsR8PX1Xbp0KVXZtWvXyOmrVqoY1YAACEiOwLRp0x599FHKrObm5ldffVVyJsIgEAABEOghADcMtwIIgICpBCIiImgRaWlpLS0tdBQBEAABEDCIAHOF2J49e8j+9QYVR2YQAAEQEAsBuGFiaSnoCQK2S2Dq1Kn0Fmf19fXvvPOO7eoKzUAABGybgJ+f32OPPUbpSM5xjo2NtW19oR0IgAAIGEkAbpiR4FAMBECASSAqKoqOvvXWWzdu3KCjCIAACICAQQSio6OZK05ramoMKo7MIAACICAKAnDDRNFMUBIEbJ3A7NmzlUolpeX58+f37dtn6xpDPxAAAVslQDqTv//975R2bW1tW7ZssVVNoRcIgAAIGE8Abpjx7FASBECASSAmJoaOJiUl0WEEQAAEQMBQAi+++OItt/S8omRlZVVXVxsqAflBAARAwMYJwA2z8QaCeiAgGgKLFi3y8vKi1C0pKTl8+LBoVIeiIAACNkaAbMH61FNPUUqRMwnJNEUbUxDqgAAIgICpBOCGmUoQ5UEABCgCdnZ2zC3OEhMTQQYEQAAEjCZAVpySXoUqfuDAgYqKCqNFoSAIgAAI2CABuGE22ChQCQTESiA4OPi2226jtP/qq6+OHz8uVkugNwiAQH8T8PHxCQ8Pp7Qgu/6QaYr9rRHqBwEQAAFzEoAbZk6akAUCMifg5OT0/PPP0xASEhLoMAIgAAIgYCgB0p/Y29tTpf71r3+VlZUZKgH5QQAEQMBmCcANs9mmgWIgIEoCq1atuvXWWynVP/vssx9//FGUZkBpEAABGyBAlpuuX7+eUuTmzZubNm2yAaWgAgiAAAiYhwDcMPNwhBQQAAGKwPDhw9euXUuFOzs7t23bBjIgAAIgYDSB5557zsHBgSp+5MgRtVpttCgUBAEQAAGbIgA3zKaaA8qAgBQIrFu3jl5Y//HHH9fW1krBKtgAAiDQHwQ8PDwiIyOpmsmXnRdeeKE/tECdIAACIGB+AnDDzM8UEkFA5gTuuOOOlStXUhB+//13rBCT+f0A80HARAIRERFk3Skl5OjRo999952JAlEcBEAABGyBANwwW2gF6AACUiNAXpsGDBhAWZWRkXHlyhWpWQh7QAAErEXA3d2dOQjGPCneWiqgHhAAARAwPwG4YeZnCokgAAJ33333o48+SnFobm5OSkoCExAAARAwmgDZqMPZ2ZkqnpeXl5+fb7QoFAQBEAABGyEAN8xGGgJqgIDUCNDLOYhh77zzTltbm9QshD0gAALWIjBixIjo6Gi6ttdee40OIwACIAACIiUAN0ykDQe1QcDWCfzlL3/x9/entLx48WJ6erqtawz9QAAEbJjAmjVrhg0bRilYWFiYm5trw8pCNRAAARDQTQBumG5GyAECIGAcgaioKLpgSkoKOfaHjiIAAiAAAgYRGDp06JYtW+giGBCjUSAAAiAgUgJww0TacFAbBERAYO7cuePHj6cUraio2L9/vwiUhoogAAK2SmD16tW33XYbpd3JkycPHTpkq5pCLxAAARDQTQBumG5GyAECIGAcAbJZInNPM2zUYRxGlAIBEKAIDBky5OWXX6ZpbN++nQ4jAAIgAAKiIwA3THRNBoVBQEwEFi9eTI4RozQuLi7+7LPPxKQ9dAUBELAxAk899dTIkSMppU6fPn3gwAEbUxDqgAAIgIC+BOCG6UsK+UAABIwgYG9v/+KLL9IFcZQzjQIBEAABIwg4OjrGxcXRBcmAWGdnJx1FAARAAARERABumIgaC6qCgCgJPPHEE8OHD6dUP3bs2JkzZ0RpBpQGARCwDQKkS7n99tspXUpKSjIzM21DL2gBAiAAAoYRgBtmGC/kBgEQMJTArbfeyjxDjPkl21BRyA8CIAACgwcP3rZtG80hPj4eu7DSNBAAARAQEQG4YSJqLKgKAmIlEB4eTqYSUdp/+umnlZWVYrUEeoMACNgAgeXLl3t7e1OKlJWVZWRk2IBSUAEEQAAEDCMAN8wwXsgNAiBgBAGyx/QzzzxDFSTfrXHgjxEMUQQEQIAmQBadMrdJ3LFjx40bN+irCIAACICAKAjADRNFM0FJEBA9gfXr1w8cOJAygxwgdvHiRdGbBANAAAT6j8DSpUvHjh1L1U+OJUxLS+s/XVAzCIAACBhDAG6YMdRQBgRAwFACZAZRSEgIVaqtrW3Xrl2GSkB+EAABEKAJkM86ZBCMjpIupb29nY4iAAIgAAK2TwBumO23ETQEAYkQiIiIoC157733mpub6SgCIAACIGAogUWLFo0fP54qVVVV9fbbbxsqAflBAARAoB8JwA3rR/ioGgTkRWDixIkLFy6kbL5y5UpKSoq87Ie1IAACZiVwyy23MI8ifP3118lIu1lrgDAQAAEQsCABuGEWhAvRIAACHALPPvssnbJ79+7ff/+djiIAAiAAAoYSmD9//r333kuVqqmpSUpKMlQC8oMACIBAfxGAG9Zf5FEvCMiRwIMPPjhjxgzK8tra2j179siRAmwGARAwE4EBAwbs3LmTFpaYmHj9+nU6igAIgAAI2DIBuGG23DrQDQQkSCAqKoq2Kjk5ubOzk44iAAIgAAKGEnjooYcmT55MlSJbsL7xxhuGSkB+EAABEOgXAnDD+gU7KgUB+RJ45JFH/vSnP1H2/9///d/HH38sXxawHARAwBwEtm3bRoshH3euXr1KRxEAARAAAZslADfMZpsGioGANAmQSUQvvfQSbRuZRESHEQABEAABIwjMnTt3zpw5VMFLly4xN7I3QhqKgAAIgIB1CMANsw5n1AICINBHYNmyZR4eHlT8P//5z9GjR/uuIQQCIAAChhNgftwhO9dfvnzZcBkoAQIgAAJWJQA3zKq4URkIgAAhMGjQIOYKMeaW0+ADAiAAAkYQmDVrFpnwTBUkPtj27duNEIIiIAACIGBNAnDDrEkbdYEACPQQCA0NHTp0KBUpKCgoKSkBGhAAARAwhcCWLVvo4qmpqa2trXQUARAAARCwQQJww2ywUaASCEifgLOzc0REBG3n1q1b6TACIAACIGAEgWnTpv3tb3+jCjY3N58+fdoIISgCAiAAAlYjADfMaqhREQiAAIvAM8884+DgQCUdOnSoqqqKdRkREAABEDCQAHOFWFlZmYGlkR0EQAAErEoAbphVcaMyEAABmsDIkSPDwsKo6I0bN7CWgyaDAAiAgHEE/Pz8yA5AVNmOjg7jhKAUCIAACFiHANww63BGLSAAAgIENmzYcMstPb1QZmYmXpsEGCEJBEDAEAKbN28mp2LQJW7evEmHEQABEAABmyIAN8ymmgPKgIC8CPj4+CxfvpyyuaWl5bfffpOX/bAWBEDA3ASUSmVISAgtFRt10CgQAAEQsDUCcMNsrUWgDwjIi0BkZCRtcENDAx1GAARAAASMIxAdHU0Ps7e3t1dXVxsnB6VAAARAwKIE4IZZFC+EgwAI6CAwadIk+rQfTB/SAQuXQQAE9CDg6+v75JNP0hmZ+3bQiQiAAAiAQL8TgBvW700ABUBA7gSYRzkTFnDG5H5DwH4QMJnAiy++SK8Q++ijjyoqKkwWCQEgAAIgYGYCcMPMDBTiQAAEDCUwc+ZMsr8ZXeqXX36hwwiAAAiAgBEEyLrTu+++mypINmIl0xSNEIIiIAACIGBRAnDDLIoXwkEABPQiEBMTQ+errKzs7OykowiAAAiAgBEE7rvvPrrUP//5TxwjRtNAAARAwEYIwA2zkYaAGiAgawILFiwYM2YMheDq1avknUnWOGA8CICAyQScnZ1pGWSqM5mmSEcRAAEQAAFbIAA3zBZaATqAgNwJkG3NyGk/NIU333yTDiMAAiAAAqYT+PTTT0tKSkyXAwkgAAIgYC4CcMPMRRJyQAAETCJADhAbOHAgJeKbb74pKCgwSRwKgwAIgIBCMXjwYAoDmerM2Q0IeEAABECgfwnADetf/qgdBECghwB5W3Jzc6NxJCQk0GEEQAAEQMA4AoMGDXJycqLKfv755999951xclAKBEAABMxOAG6Y2ZFCIAiAgJEEXF1d6ZJffPHF//7v/9JRBEAABEDACAJkwvPzzz9PF2TuBkQnIgACIAAC/UIAbli/YEelIAACAgToSYnkGplBtG3bNoFMSAIBEAABQwhs2LCB3q4jLy8PE54NgYe8IAACFiRgZ0HZ/S66o7WxsaHhUtOV61fa27u0sbcncxOcXEYMJz2ys4Okbe93+EYr0FhZ8H21vb09EdDePsh3+hQPB6NloaAoCZBDV6kN6w8ePEimJv7xj38UpRlQGgRAwDYIjBgxgmyT+NJLL1HqkO87AQEBtqEatAABEJA1Aem5Ih31leqvj3/5RX5eemahtrZV+gcH+M/+y2S/+5Rjfaz9qt9cvl+17D2X0S6Uhk3nz4+NzExbOYGjsJ7ZOKX6N2qiztX5O2cvSadNiMip2jWxLMg78LxSSSdaJqBWKzOa9q3s2+HYMtVYWWr5/shlCSWjqTutqem8YmL6x7umuNn0D9/Ly6uqqoqA6ujo2LFjx+7du60MDdWZQoB1y+kQ1NTUROVwcfEcOfqO20ff5XPPuAk+d3p7ujmbfo8aoolGRZvON/09M2flBIl1DBrtleqFtWvX7tq16/Lly8TAwsJCMiY2b948qRqr3S7W76LnoZA4pW9ZrvbS+lxt3h+pSihRjHah33Bk9CNi4dVBCx2gDkByuGz6k85mKLXWFnyUmZIYlaPWTyV1YSb5L4nKrAyOfmqFav5f/HzM8PDXp/725kJ1oYKhqktT94Adp6ye2Til+jdqks6tp7/o88EUCv+Hp3m1/JKXQyxSM2BZyMARbRYS3I9i25vPq9WFDHiFX/8UO8WtbwlWP+qmqeo777zz559/Juf8kAwffPAB+XQ9fPhwTZmRbmsEeLeccQr6R8QtWzB/zuRJPkY7QGbSRLGovcM4G1DKdggMHTqUjIa98MILlEqkV5GtG8b7XRROdXesaN/uY773webznBccGf2IeHiN+xGgAzSOm/hKSWNtWPPx/VsHOHrODtXbB+O2lDozfmPg1DEu9hMjd+4vr2/mXkfcOgRaz+UwvTDlPD/yia5rfiL+jCbAfYl1sHmeQ4YMWbp0KWXwtWvXcIaY0W3fTwW5t5xRahQmxYbP9hvjMmDi5pSD5fWtRgkxiyZG1YxCtkcgPDz8tttuo/Q6efJkTk7X9z1Z/vF/F/FjgtLqzcei54gA8wkUlSQ+XiPURwdoBDRRFhG9G9ZafTxyosvMFbFmwq9Oiloxbk5Go5nEQYxBBJrPfZPJKOC/4kFzTpRgSBYO9kygEL6IVGsSiIyMpKtLS0u7fv06HUVAZgTU8RuXjHN3DNl6sBaDUjJre/OaS77vxMb2vSq89tpr5pUvbmk54XM2Hzbua4e4Dbd17dEB2noLmaifuN2wyrydjt4zk8w+W230YPMNzpvYQPIqfq4wl2nwojl3MaMWDze14TXP4pD1q+DPf/7z3Llzqby//fZbamqqfuWQS7IEMmOXeNqHFNTiRVGyTWwFw55++ulRo0ZRFZ0+fTo7O9sKlYqlCnW8alXaGbFoKzc90QFKtcXF6250nEpbOzWcOYNNYxsp/f1He3qOdHK6fv1iTc35wkJdfluTRlG4YEkC9V8eYs4SCfYfTy1hGqxUKEf4j9Cj6ksCjUuaX4+ily5dmrpsClWfHhUhi8UJREVFHT16lKomJSWFbDltZyfe/sriuGy9AqVSqe5bDEs23FF3L1gkG+/o6o6ZlmXO9lRnl50I8jVh2g9bE6Z0DWH1YAVuPA1sxJbs6Oj4yiuvkNmJlOJkQCwoKIhszSo2Oyylb2a43x1/qNq+0MtSFchWLrvbQQco2xuBb7hIny6teVsfCYzVthGiUhW2JnjZg5MneHu6OnDe3jo6mpvras5XnjnxVe6hWO37KfKRIcVSBOpLs5hNGhw4tnureucJK0s6V+pVaWtpiKMyk501NTNnNXY5YzMRRYzsKD1x4sSSkhKibXV19b59+0JDQ0WhOZTkEvBPbShYzfvGQcaeex5AHR2tLc0tzU0Nv/78vydyj+yJT9fsm6mXjFPlVh2d52XUw0tYE66+iEuYwMqVK8n+HBcuXCA2ku4lKysrODhYwvYaalq8yturuGH1JN7v1VBByE8TEO520AHSgGQdEOWkxDNpq7T4YP4RqcVVTSWH0lYHBfh6uXF9MNLcdnbOrh6+k2Ys3xCzr6Czqa4iNyNBJevbwCaMry3+kvnuFaaaYviBYQK7TbZhlzObaF5jlIiJiaGLJSYm0mEEREdAyGfqS7Ozc3B2dfXw8pk0Y+GG7Wkl7U3q/KxgMlIm/FcY6L221Nh9lPpqFRaOVIkTGDx48NatW2kjt2/fTm3KSqcgEO63OK+aOAn4MxsBoW6nLw0doNlAi1CQ+Nyw5jNpfuGZGlCrstV1BYmrJ3kZMGXF2c1n3spNhzpbyo5lh/lrEIxkixPo+O7zI4xKlPMnY14Egwcn2FhdWS/9x+SiRYtGjx5NmV5aWirjnc04zS/1qJ3zhIDl+0painMSNJiargzZa6wjpkEkkmVDYMWKFd7e3pS5ZWVle/fulY3pehra9aXjjFR/YLb/9EQHqOd9KolsYnPDOipj/XpmdXP5q5IrWg4FTTB6az0H3xlBaQXtFccyVJ6Dpf+Gy8XX3/GOiiOsvVaC7jdu0lF/22GN+hvPhAz33v+TVB+SfQgHDhwYHR1Nx7FzPY1CHgGHSQs3tdccCxO0Nif0+f3lgleQCALaCdjb2zO3SYyPj79x44b2IvK7mu73wNZq6ZktpqcnOkDp3X8CFonMDTuz57me85bZtigjshsObfAxfBIbWwyJ2fnMWHlo30pMi+aRsWxCa0URc7sV/7hZHpatULTSG8+sHu5HhoOH2vzxX2ZBTJZtuLn1fFs51v1nFrEQIhYCdh4z0loq4oTmKaSvWJaHPezF0pA2pueyZcvGjh1LKVVRUZGeznz+2Jiu/aWOOtZbYmPOInx6ogPsr9vfavWKyg1rPP58eI4AmuCMrxKD4DgJkBFP0rmv85nKzpvly4wi3EOg8VTIcD9ZvS+Qnc2ee+45+gZISNA0S43OgoDkCDj4xHymFhoTUwfu+gwzFyTX3tYwiIy0k0EwuqadO3e2twssLaYzSDsQnJydKvQDU2SGqrYWSOQnJt6nJzpASf/8xOSGHX/3ZeZGer3toirajcGrXhhi/bfxm4+Z6/1UD95r9ORSsSLQrXf98ZDhU5mYdBeRRI6wsDBy7iplSm5ubnk5pqJJol0NMsJhwuvqDIESSUnH6gWSkQQCOgn87W9/Gz9+PJWtqqpq9+7dOotINUPz4HtWp1VECJlXGDt77d5SoSuiShP70xMdoKhuN4OUFY8b1lqaHiXghUXkJE8xYD8Og+Boy9zaWF9bXUneCMlfaXl5dW29bZ4q2trcSPSkFK2srK5vbDbLl62OVrLKtfTMqVOnzpA/AqCytr6RkuxoP1gbOMFrjWc/ZratatH4/mhTQdV6EzsIR9LWhKGZEPYK1vNf8hRxn8n0wQbbO+pZVEe21mb6Ti7vvkN05Lf6ZVdX17Vr11LVdnZ2Mhd1WF0XVNhvBJwnBOdG8DdPLMw4Are83xpF1BXfcsstO3bsoE3YtWtXW1sbHZVXoO26QuGTWHdMcMvo9FDl1oJaEQOx3NPTilDQAVoRtlWrsrNqbSZU1liSy3wH7ZGkjHvBuucM1pcfP5L9zw8OJgkdAa0Mi4tc/dTiSR7970M015Z//ml25sexOUz3hqKm9I9Y8feQZapJXkZM5OyoPH5oT/rueOHT1pSqiBXTr0cZ2s71Z79iqhm8aKpVCbaWb1312gUnp161r18fsWT39oW0DpXH976yLjSTsZu+f1jclsjwAF/WkF3l4a3PZV8Y2SvmusJn0+ubdJxYxqn6+vW7V7yyYZ5PryY9/3bUFgR5zubMx90ds+oMXRmjwPXrt7/0boyvHuskW2vPvP9WYng874elDE6OWReyaIqrzXQP69atI/tzULOGPv74Y/Ly5OnpyTAaQTkQsJu3OUGZFMj4IXZZnfnB0ZSVvkb0ZXJABhu1E/jrX/967733/ve//yXZampqkpOTN23apL2IlK+6zfioLNtx3BK+jbGzPX3Kmpabcmw6X6iWlNb60tPffvNt0ZnSXy7W1DhPnOj02/lzzQrPkeMnT5s0Zep0P18PPZ9OFnp6atHdYpfQAVoMbf8KJl+Xjf67dOkSpfzrr79utBA9Cx5LEFijHZ1bo2dxM2RrUOt5uFhwXHZdu44Km9SpnHZXJRfzy+iZjVWwvSYrWvCTFqdChX9ERpUuPZmSG8qEPkZzpQrEBU1jSs6PZn3kzqpoYV41INxSHMyrP7m4QYeElmIuL3LYYk+ZpuxogRuPqsQ/OruOIVqdyhWTUNQrhpGNFeRXrUzmlGmvyefK5dnITlAVNfVVok7lIkkuJnhbjqUKzkBhSvLPKmba1yfTcqF77rmHaLBw4UJ+FatWraKVW79+PT8DUmyEAP+WU/inMm5JU9RszxEYEFNklQn3GJbUxBQrUNZKBNasWUM6jaFDh2qp7/PPP6c7lpEjR167dk1LZmlc4v8umM/oumPJNBB2QJWv7wOhKYP30NL9IO6G21KnzojjPrPYanTHlKrknK4nmfY/E5+e2oVrusrHiw5QEytxpZNPwNStSI59N6PmYpmUWPtVFnO8hEIRHPQXK22n11x+MGC4MoozHiHQN3QlZcYucbffXN4fkxQ7ao+H2HuuiNdL0cKkUG/71acaNZjBSm49nrZ6+LhA1pbyrAymRKq/jGd+4I6Y4qXHUI4pFfLK0gNf7CvN+1e7LInn33g9uQrjl7hP3FzaB5ArxkGPzQy5ZUYPZn7k66jOm8sbB2MrKRDTXq1L+7n9q6fMDBfcc5QprXCFn/tehnnMa9YPR0ZGDhgwgKo3IyPj8uXL1tcBNfY3AbtpC4L4Opz98SI/UTjFRTgZqbIlMHfu3D//+c+U+RcvXsSpGG4zNpRlCX6ky5ntHllqwReb5oK0SEd3ZWgsb4IG/+5U52xU+TlOXJ1X3vcA5uSyxNOTU4XVo+gArY7c8hWKxA1r/rWY+aJOcVHNHst9h7UMsNbSNeOWaHwZF64zftyq/Rbsr4Qq7e50WMuHhHJx0tKnDl+t65TG+r1db+2W2p+vo/J0335VCoUy+mEfpiPC0ddaUbLu6vjOkBU6jVbH/1+TWdu5qc/CVuKDeQcaeOP1FdcUCp2qXJHO/zkJZw9VvmjJ565wpYKp48aNW7x4MXXp6tWrSUk63UhBMUgUNwG3CX/hD08XVV3S16omBbWEVd/8hmbXWy4y2g6BrVu30sqQjqW5uZmOyjPguzzxmPDknyTlIymWWCXWUX9m80SX2bo/DrIbRJ0eOG545N5T/B+1hZ6e7Or7IYYOsB+gW7hKkbhh9gq+w6UKUPITLYKrvd2YXjlzRcpxK+7h1VoaquWVXan0V7Im/jFApfup0jR+UFK0HgMJzmIAAEAASURBVI6cE6rlrV3pr1KpNAtn1KMhWHHqC+aVoDma9GTmsnDY07nqVMpMPUY/VclFQZYZu+uozZuipUG1AWgyaN9lVVh0akZWVkZyGP/1tquW9I0pp7TVZsVrZECMru2dd95pbTWrA0yLRsCWCbh6TeWp56L/rkCF4cPJoKoBf/aLUs7wKkSCpAiQAbGAgADKJLLUgmxeLynzjDJmxqZ9WYJb2Bdu9Iw8aN6el8w28nP3Y82JMUTnpNCpfpEHmS9pVnt6GqKmmfKiAzQTSNsRYwPjDnrAaD6n5o9ST7/vDj2KmiOLgBOojEiIfHia0ttjqH37lf/9+khMeCx/fCEq89tnZyy0CuKOvLhgPiKFwj8h+9Xghyd7OHdP8+toLv/289fWLWHuNtEFqDD8rYIFMQECMzzrC3apNMxEjE7NXb10lpdr7wTCjtba6h++ObJv60YNBYSbornoAHPIyX/WfQJqCBe1XGrminEMmqro5PDA+wY1/nLyyHux6czRqYgda6ZYSgtHz8iEhLpu6Q4OivMFWUk5rFtMFREXMHow3xNpa3O/TfusxF6NVXHZyRGLvJx77tDlK9esOxirXMIcm+zKWhj11pkNUyb1tnNv6X74d/r06eRtqaCggNRdV1dHTlzdsGFDP+iBKvuRgJ37XSqFgj3tOidX3bx6kpW+yvWj7ajaYgRiYmKojoXU8NZbb5GzCocNG2ax2kQh2Hl5Ws2Fc54CG1QnLXls9LFDG2aYx4zG4yHjlrCebQy5/sERix7wba27MtTdofpMQXw6+5ffm1OdtET1h2MFm3pVsvzTs7dmq/+LDtDqyC1eoSnrzKy2RQd/pwrCRc8Vn6YY2FOWtfGDMi67qIG/s0VTmdAeIhFl/JzdQvkWMdfI0jrrma29JkdgCEmVrGGriwaBbSeUCUKLb4UPElGo4tQCCHq0bipO5dy1gqb15i4i71R9f/7cDSpoFHoFWC3VI1X3fSJUqlclVW4Za3OBppqiuF6N4/JZO8TwF+YaU7WGzQzKMrirllPVOtcndzHja0WZlpxfJYi0Kjeu1/a+f1PVLAiCBc2SqGWLDko+cz39nXfe2dHRYZZ6IcSMBARuOQ13tVGVCqz+JyvgORvbUJIFNOm7qfUNaeu+jDIAhaxGQJ8tOmhlAgMD6XuC7JdIp0svwP9daLzJmwSPTe/iFJFdoZmMwI9Uw9NQICfVCsEJ2VX814yWuqLsBIG3ne4ymp5TRj89NRuo7Qofr/m26CD1ChFDB6itQcx2TeZbdFA/TNb/n77QwopbIeJP3I+SmCChjbydfTdl5vJ6h/NXrKLjsT28AShlXNWhDT7CIxiuQds/4e7qp446Usoc1e+iWX34Lf76G2VYVsOhmAla9jLXbyiGaq7GH75mft1SLXvA1QrtqG8VwcfqDs1jb9Hr7DEl5lBTbpy/QpURITR+qK9sA/O1886zaWs3+t5SZhQ3bAjwElTBa14E995QKE4UVwlmtn4imT5EuWqk6p9++mn//v3W1wE12hwBF4VVJh3YnN1QyIwEyIAYLY3Meaa/MtOJcgw4T3i7JldwunrSkjEpp0xddlF//J1Q5htAD2JVTlnDvk1BXvzXDAe3KUGbSprKkrmfJbtKhge/I6iQWZ+eNnkXoAO0yWbRUylxrA2zVwjM/X9gtPUmoRAHRRmR3VBA3A/NYD3+sobXXRnikmiWrP1Ka2lGLHOmXFfujMwI4bfsHlGuT2zN4Ej9IPcHdkpjjsAuCNH/TFuuhQFbgu7Y2aN5zEyLpo9lRvs3nKrePYN1MBitjvO8mIL2Qyutd//RNZsjEJ2bu3KSljZ0fnQDd0Cspo4c7mkrfy+99BKtSmJiIh1GQCYEeF8kFIqmNv4afZnQgJnmIjBt2jSyzpmSRnbpYO7bYa4qxCjHzmNejpr7tkAZsnHqnIOVpiwTq01dF8VjElzUcGih9oMAnX037GsSOLtCHZVhzQX5PNWtk4AO0DqcrVaLOL4hOoxVkm8fjNU6XXzIF/rVEyZYg1S7Ynx09r7tQbpeux3H+vsrCrkekaU1bD1XzCFDBmoW6zg2WOEwYT4Z2o9izMguzPtv46Ypfa/njWcP8UyJzl3HPVrYJPNqvzrIrCNs6jhdjE2qzpDCwVlPaGUojl+OkMVe7jogU3sxMRuGe28IibVaWlBQUFRU1M8//0xq/P77748cOTJ//nyr1Y6K+plAa9WJHK4K/v739HVc3IucONlTaLQLJ01LtOn8aD2XWmoRgksiIUAGxHJyem6vd999Nzo6mpwkJhLdLaim84SVVbm/eAfG8upQLxmzqqhhH+O9gZdFc0Jr6VH+kvrkohT9pDkvTPxndNIYzlLmqPQvNsxYLjwNSLMmYrqCDlBMraWXriJ5mWxXcCfMKRTqH2s6FBOsYYDzpO3bJ+mB087jDk9ONoP2rOOU1TNaVfwtJ2fY0hk6XrS7CrjeOZVAZBQtPHG+ebVrb8nm898zX8S780U8Ncec+2d0VH93kKlA2ENjrNGcDJM1B1MjF0i1K2/TuQe38zDufWxLcx7s7OxefPFFatUHacCEhAS4YZpvZKld6agpzeTZ5DJU790UVGs+O7Raqj9tHhgkGEbAz89v6dKlBw4cIMWuX7/+6quv7t692zAREs3tNS+mOONHv1D+jy9z6qw7Koq3G3HMzLlv8rm0gjNC9XPCugv6vHAsIX4mezwtM/eHd5fbwoZSXNPMFEcHaCaQNiRGHJMSFY5DR/OgqeNPU/vI8a5YP6GjvvLU/p2Ra7id1Egny89KbG/jThhLXzGGbCg3UftfwNytRRxQLFe36vRpzmX/hMeM6Go5QpjR6tOFTC8sYv5km/HCVJOtdCYdk4cNh5tsS7cnnnhixIgRlE7Hjx//7rvvbEs/aGMxAtXfc/slUtX4u3puBt3VNimMXlKpWzhyiJ8AmfNMjjOg7Pif//mfmpoa8dtkHgsmrczIjeatuyCy1fFjgrSceaOp9ubiXK5Tlxyp6v0OrKkUK911xqpkrkaZp8+x3mRYBcQfQQco/jbkWiASN8zOc7LAiszYr0yal8xlYUS8vrr0YNrWgIn27mOmrohK4g0fXbxu8eGw5uIT3L6MGFJYWKjW/teVgWNxU12z1hUWDub1KVtP5TB3AFE+fD93DIajn/WiyumjDHoaWE8z1NRFwMnJiXmGGFZxyOa2aPwyk9lpUHb7z/Hz0p+AzXzr0V9l5LQeAaVSuWLFCqq+tra22Fj+TDzrKWNjNdnN2/4Jb8vebh1zwmdtztP69iBgCm+Nk2rKaL0nF/fIc75nKtcPE6hJOknoAKXTlrQlInHDFA6zQuNopelAwp6v6LA1A43VpYf37lw0cYC7t3JJeCxrTIeth3kdF7bsnlib2T79FKp/0SbL/55RggoYmdh6jvUtTLnCz8NmXpBGD4UXZmSzWqtYeHg4ccao2v7973+fO3fOWjWjnn4j0FqaE85bGKZQzpsgvJVOv+mJikVNgAyI3XJLz6vRvn37qqurRW2OWZV3XZlREcfbEppUoY4PDE07Y0Bdref4izztDX4FsHPz4n69PVMq2QFMdIAG3GDiyWrwXd9fpnlMnqtSxHIewer4qMOr5yz0sp4VHfVn3nw2NIp7/nF/UdFUr79KZcAq9C4pTU1NCk/lKEdNEkm6u5s5fZPmH77JZFTmv+JBG3qVsrE5eAxOCPYQIJMSn3nmmTfeeIPEb968uX379oyMDNCRNIHmj2JC+Qaq1gTaUNfB1w8pYiPg6+sbGhq6Z88eonh7e/uWLVuIMyY2Iyymr51PzFdFPw6fynx8U5Vlhvvd4VW1fZ5+Q9N2Q+8g7hxrSs75y4YOqAlZee437jINoVxiTEMHKMZW062z9RwY3bpoz+Hs92SEMod7PpZatSWzaZ+Vtg4vz9s5LpC9HrRbZ6UqLDJ8tWrepIt7Q8Zxl4dpt8r0q45j/fwVOazpkKnqz1ZPMHUVOn9XlPL/q1No3TzQIGN+OJHLzL9ozl3MKMIgoJPA+vXrk5OTyQnOJOeHH34YHx8/apRZB2x1aoAMViRQX5AkdMSQ/3NLJ1hRC1QlCwJkj8T333+f7ltefvnlMWPGyMJyfYx0nZJRlaP2VrF8qO6C8YHedxU3rZxkz5twyJPbcf0St7xymLbvwDwJGhLG3tYzS0LDdbEmowMUa8vp0lsskxKJHXb+T64RMCczNPZgpUC6mZM6jqeE8H0wVURqcVVTyaG0lfO6TmLinxJoZi0ExNm5uXMH5atrGgQyGpg0dMRoTonztVc4KSZE67/ewxzaDH5gPOGHPxAwgICXl1dISAhVgKzi2LVrlwGFkVVcBBpPrZotsErHP+HVGeg5xNWUYtDWx8dn1apVlKY3btzYvHmzGLS2no52Xgu/KkoWrC/UT3W8vnmEzqkzDt7Teg5po8WoL1w0dDistZS3Nn7SBO4bEV2BiAPoAEXceDpUF5EbpnCesDyD+7vtMo+c5p5m8mnu2jlV58XO3MgZhFdlq+sOJa6e5KWzv9Eu2/xX4z//ztDOjK+E5z0TOYnnz18wXWyPzPriLOaXsODA8aaO3nGUtYnoYMOnutuE3uJRgrlRx3vvvdc1tRZ/0iPQXLp51lTmZ5teE1Xxz8zoDeNfEDAnAXI44aBBgyiJn3zySVlZmTmli1+W65QNFTnRQnYUzpwzZwnndUkgn/2QkZxUdeFpA5fhtZ77mlfRYI5UCUTRAUqgETWbICY3TKFwXrk7l0wn5v+FT3XfmmeeMbH60sMhAwbsLWVsVtFauj2Qc0hg10HvQbaxMHzsg4FcIEmqQybvIeng7RfMlqtOivmylp1kbKy2+BjTCwsLnCIBL6ydt1mKhdcK2xmLXzrlJkyYoFL1fJshPlhKSop0bIMl3QQ6ao+vdlHGM/uLXjJh2W9MsbmPYL3K4V+REyCD7fThhGT1KZmmKHKDzK++z8LtRclCn8Z5uzAL1e1w34NhnPSkJa+UtnLStEXPpMekc6+H+el12Ixonp7oALktLLm4uNwwhcJj3j+zIwRbITZwzKKdhxsFr+mX2Fh9aufqAHelinxeaWrvG/ipP32I81OPzk0w4IxB/Wo3OpeD71/4z4clq9LrDZLYWltezfA8SVmHsYEcP0yhjnqrwCCpGjJ3fPevI4xLyof+ot+iXkYZGwyOnjKdo1VRpS63tb2dDZ0jQFu09ZohzyttksR97dlnn6UNePvtt8nsRDqKgMgJdJTnpdh7zuR0vz1GqVJ3BPmI3ECob9MEXnjhBQeHni+Ehw8fLikpsWl1+0O5KRs+yo4Q/DauWxuvWfN5mTKD4/J4icIJHdUHQzfyxsjDHhqnxzddkTw90QEKN73EUsXmhikUPkHx2dxvKD2NkhOlGj4gZP+pyj4XSq/maq08k7c1JGC499SodNZeF1TpX74v5ojx8rSpb7BeQfwvUoUb50Qe1NMprT61f5Gj57iFGWyXwCFwHXfytzp+9tY8A6cNcNiRaEfFkXTmx+35k6241yVfHXOl2DkN5YhSx36pFVbj3jWCU604Yrqi3tMf4KRmfVXOSZFndGb3H2X7r7/+Su1vJk8Utmy1YX1yR3P58YOrA+zHBW7UYFRwUcZqVw3XtCcbpol2WbgqaQIeHh4bNmygTOzs7HzxxRclba5xxjkEJX7JfwHRR5adx9ysYG5GsvF9SMpxnZ8YWyvzgryXMF8jKEGp6x7mj3PZwtPTsG4HHSD3vpByXHxuGBmmCXq7SvDkiu6GylwxdYz9xJCU/XnltY1abv3W5sbKMwV7d0YGDHAc4xcYmynggFEtbz+Y63RduS4s2L6fZiVPCnlOxbtL1UlLhk+MLKjU4ou1Vp46HLlogPfUFV3flEZztXed8ngC7ztXbKB35P4zwvZ366DzqLTWiiLm521l3BwpjIWRKbO3j/fntkL8B3maBsTq964ebsq2murY9DNsv5mqvKOxcm9kyF7Ba1z1JBInqzhoS5KSksgMIjqKgE0QcFHw341YinV0NDfWV1eWHs87uHPz6on2LuNmLhH6JkYVUuXXZBg5H0GnJiy1EJE7geeee44+nzAvL++7776TOxEB+902fFQmPElJIDMzyWHpK9nMOBXO3DjTcdHWM7WafLHmU/u3Oo4J5A2EKRTBWU/ot5mztZ+eOrsddID8+0A2KToejjbKwc4r5kTxBRc/5ts8S1V15sYVZGoh+SObyQf4+Yy+w/22rtW2v//+W13dr/+vsqggXcuZyyxRXfsfct92o6L3hRZs4BxW01x5eA3/tbrXKamvrXf1cLMUbtcZb2RH5CxJ4miuUCfNHpPkHxy3Jmz+ZJ87XBztOjparjc1/Vr946kvj+yJZ41JKZq4pRUKt2cyUqP8wjkXklb4Jb0XnPx31X3j/uQxaoSLk72dHZHc7ZrZOVw6r3UESKE493U+U+CKWROYURGHXX3mKRWc+yo20FORXRwdNInZ9I3lBXHLZnMPX9Bqub2Ai5/p98Bt+f+MDfDpGhUgnxVqzn3/5cGM8PiuOz85JEWrPEldDAwMHDduHLWGnpzjfODAgccee0xSFordmJxwVcDHmoy4dKlQr7UkPeUjihsSu/alNe5PqyYaRF665Bl5wlrHomjQAcn9Q8Dd3Z14Ylu3bqWqJ1988vNZz6/+UcvWanXwTaw7dt59poBrpFVVO5+gYwn+M6N4H8FzYv1yYlURyRtC5k4Y7ensaE9OcGtuqCk9eTRlBX8mIlWHf/6bywUnJPb/01Nrt4MOUOs9IoOLZKjd6L9Lly5RhF5//XWjhRhfsKHYqA8wejVqcnEDrVhNLn/tFfnuklzW0ELlaWmoykkWniiZcKympaEsK44MVvkXNdEiO5vUqRw9VMnFfZd7Q3pm687elBHMEWlgVJXKULBXg87OYwn8kTbDJLNNa0hmjRmpmFj6ajUu1FLMZ8BsSmGp/FL+wiiEizNS1ZraQBmckJqVk5OdlZocpuKNMDJxaqy6Sugu7C6pJH9MEV1h2mp1KhcJfYmhODtoPiBsubpj99xzD1F+4cKFurOyczDPV73//vvZFxGzKgH+Lce9O42NK8NSq9oNsMVsmmj8VRqgDLJanwC1x8bQoUNNqfq3335zdu6bEXPixAlTpNlCWf7vgv2MNlLHlrIsLb9szc+dmgTWK4EWGdouxeXXaNbbyKenZoHarvDxatPbkGvoALVxt/y1jz/u+ZhIlomasTYxTkrsvW1dJyW212REmOMX3CtS8F8PvzkCdWRuHDfccWLAooCJEx2He6s2Co/MRc30dBw+bkUs+Ujk0jswJliJ6YnOK99VC/uCeso+39Y9nsXNPWPTR/kme2J9QhvPHmJ++VIFju97wPXlEmlowsptcYKqqzOjwleoVEtWhG9Mz+FPaBcsw0n0+nuWhuZVkz9OZtlFly1b5unZc1wMmTj0+eefyw6BxA1WJuSoS9JWS2IZqcSbSmLmjRgxYtOmTbRRMTExdBgBJgEH3+U1+QnMFP3CHps+qzDxFSMhtyImwENzdRJ4eqID1Ny8Ir8iZjeMoLfzWJlYUFOcHSbgJxnZMkpVdE5x1RrmrBe3gGTekAIlXV2Yo/98mnYjNdK7mMOEtIZiDa/quoXExfhrmOnjELDpkDpb42CMbtGMHPXff8X0woIXTZeQF0bs9IquEj5TgcGADiqTswVPwqMzsAK+y7cZtxKaJUWiEXt7e+YKsYQEI94GJIpG/GaFJWRXNZVsWjhB/KbAAlESWL9+/bBhwyjVCwsL8ZVHUyt6BGwq0/S5UFMZku7gs+lQU76GKUVaynVdUoblVzRtmqdj01RRPz3RAeq4B0R+WeRuWDd9j0lBaQXtVcW5ccGmeGP+0clZ6qqGkkPbF07ifnKdsHp3drQO4WHJuUXCpxl2a6maPsrR8jeL66S09rqcBMN8seC4rIqG9pggbW85E4K2t9QUJ5vq73YUf3mQSSFw6lhmtH/C7Qru4j+ym6Oxqth5zTtRlqN7Hid5eFQVbwjyM8QLddtwsCZLv+FfF/mdHB0aGurq2vMlgbwqff/998a2IcqZSID/ezJGoFIVkZFbVNfSmbYpyMuQ3wmjMvNowhCIoBwJkGmNmzdvpi2nl4rRKQjQBHyXv50fp+Nlic7MCDgHbEhrKMvV7/nWUy4641hTSVqAjz69gzWfnubpdtABMm4PKQeZGweI2k47r0nzYvbNeyGl+vTxwtwjh+LT9VksqlQFBwQE+j8w5X6lj4dWFs5B2wvKZqatCQxnDuZ0I1OGxUWue+qxCR5kdeiU7OiiJfHsLMrgjMSXggN8mfL5a0ZHewzlN4Ce2VgF7dwWbkprX7Xps5z9/5MYq2UGnCo4InDJowv8p3k4M1VjCWNGHDwmbUgrCNtRW3Lqq6+Pnf6mqOR8IWdDCmb2vvDI25x6Ih0V/2KdwxoxZYzgktq+sqaHuPs/8iU6Oo3mJI4dYYrL7Oy78FB7w/ED776xIop/F5JNY6I2RD4a4NtleTNviNSFowo7auexPLFgVsjhXXExSYJNq1TFrXly+dJHfFx72tTeuRd+ryTdQHpz9v2rXau+fP0ZGjJkyMaNG1955RVKiddee+3gQZbP35/KyalupxHk9ySwXlELAzLvy8XFxXnkyNtG3D7a6467xvsp7xnr4Wpq52BvuCZCSqrVnsb8aIREIU2sBJ555pmdO3eSdWLEgJMnT3766acLFiwQqzF8vc15g9sFxORkXXhgBWsLMP+7Rul2llx95yUWtK879dmet5LiNW9eTXZeS4jaELwgwEO3SIaphj89GYUNCKIDNAAWsioUA8g6M6M5NDQ0kMcnKU626CC7CRktxyIFO1obGxsu/vpr/eXL16793lfFoEG33jrMbeiIESOHu7rq53/0FSah1uryH36ut/fxdfrlpyu3jbrD09PNge3FNNdX/lB6rvF3BanKzct3nI/FNkhkKSYcaa6vremCcE1B1FEQnW51GkqMH06M56gtXN7Mqc2nDn9eSbToEvu7YsiERfMmsOGZub7+FtdRX13xU2Xt78PcBl2r//1WD5/R3qa/XFJGNddXnyuvrOu+t6mb+o47PD3cDHou9TceXv0TJkw4e/Ys2aIjJ4fvwPJy8xLq6uq8vLxaW7t2Oh44cOCPP/5455138nIhAQRAQBYE1q5du3v3bjKWdfnyZdMNTk5Ojojo2Rds8uTJ//nPf0yXCQmaCJA3uOqq87W1dY1Xfx/U9fLyO/nH1d3T5w5v0x9zknx6aiKJdHMRIJswk1XoRBrZosOwD41aNZDuO7Cdg6ubB/nPV6v9hl908PKd5NUt1IOzY32vLGc3nykBOmYq9+a1+L/OhID5IRittvOUhUFTjC4tvoJ2xA8n/1lCcWc3r0luXpaQLF6ZZHfpsLCwlJSuzfpv3LgRHx//7rvvitccaA4CIGA7BEjfsmPHDnJGPFHp9OnTZLA9KCjIdtSTmCbkDc7Hl/xnEbPw9LQIVgg1ioAU1oYZZTgKgQAISJAAmZdIxsEowzIzM8n4mASNhEkgAAJWJ+Do6Pjyyy/T1W7bts2UyUS0HARAAATkTABumJxbH7aDgNQIkFmIy5cvp6wisxPfeOMNqVkIe0AABPqJANkH6Pbbb6cqJxOTPvzww35SBNWCAAhIhADcMIk0JMwAARCgCDz77LM0ivT09KtXr9JRBEAABEDAaAKDBw9+9dVX6eJkQOzmzZt0FAEQAAEQMJQA3DBDiSE/CICATRO4995758+fT6lIlua/9dZbNq0ulAMBEBAPgZCQEG9vb0rfsrKy999/Xzy6Q1MQAAGbIwA3zOaaBAqBAAiYSIB5lDNxw9rbeQcDmFgBioMACMiSADkpngyC0aZv376d7AZERxEAARAAAYMIwA0zCBcygwAIiIDAjBkzyI7SlKI1NTUZGRkiUBoqggAIiIHAY489NnbsWErTioqK9957TwxaQ0cQAAFbJAA3zBZbBTqBAAiYSGDLli20hMTEROxpRtNAAARAwBQCZC9Wcjo8LYHsYo/xdpoGAiAAAgYRgBtmEC5kBgEQEAeBv/71r/QX6/Ly8k8++UQcekNLEAABmyewePHi8ePHU2pWVVW98847Nq8yFAQBELBFAnDDbLFVoBMIgICJBG655ZbNmzfTQrBzPY0CARAAARMJkO6FnA5PC9m5c2dbWxsdRQAEQAAE9CQAN0xPUMgGAiAgMgKPP/74H/7wB0rpoqKi/Px8kRkAdUEABGyVwIIFC8imrJR2ZAHqP/7xD1vVFHqBAAjYLgG4YbbbNtAMBEDAFALkkJ/nn3+elpCQkECHEQABEAABUwgMGDCAOSD2+uuvX79+3RSBKAsCICBDAnDDZNjoMBkE5ELg6aefHjp0KGXtF198UVpaKhfLYScIgICFCcybN+/Pf/4zVcnFixfJVkAWrhDiQQAEpEYAbpjUWhT2gAAI0ARcXFzWr19PR5n7m9GJCIAACICAcQS2bt1KFyRuWHNzMx1FAARAAAR0EoAbphMRMoAACIiYwNq1a8nsRMoAsl9idXW1iI2B6iAAArZEYO7cuf7+/pRGly5dIlMTbUk76AICIGDrBOCG2XoLQT8QAAFTCIwaNeqpp56iJHR0dJBDfkyRhrIgAAIgwCQQGxtLR1NSUi5fvkxHEQABEAAB7QTghmnng6sgAAKiJxAREUE2mKbM+OCDD3777TfRmwQDQAAEbIPArFmzyCIxShfig+FDj200C7QAAXEQgBsmjnaCliAAAkYTIOc4L1u2jCpOdjPDSnqjSaIgCIAAnwBzQGz37t1kdiI/D1JAAARAgE8AbhifCVJAAASkRuDZZ5+lTUpLS7t27RodRQAEQAAETCEwbdq0hQsXUhLILh3YCsgUmCgLArIiADdMVs0NY0FApgTuv//+hx9+mDKefKtOTU2VKQiYDQIgYAECzAEx8qGH7F9vgUogEgRAQGoE4IZJrUVhDwiAgCCBqKgoOp2spCfbddBRBEAABEDAFAJ+fn5LliyhJJCZz3FxcaZIQ1kQAAGZEIAbJpOGhpkgIHcCZF/p++67j6Lw888/k7065E4E9oMACJiPwJYtWwYMGEDJ27NnT01NjflkQxIIgIA0CcANk2a7wioQAAE+AfKeRCeSjTo6OzvpKAIgAAIgYAoBpVK5fPlySkJbW9srr7xiijSUBQEQkAMBuGFyaGXYCAIg0EVApVLdeeedFIuzZ8/m5OSACwiAAAiYiwD50EOfjfH+++9XVVWZSzLkgAAISJIA3DBJNiuMAgEQECAwcODA6Oho+sIbb7xBhxEAARAAARMJ+Pr6rly5khLS3t7O3LfDRMkoDgIgIEkCcMMk2awwCgRAQJhAcHCwu7s7de3EiRPHjh0TzodUEAABEDCcwObNm+3s7KhyH374YUVFheEyUAIEQEAuBOCGyaWlYScIgAAh4ODg8Nxzz9EoduzYQYcRAAEQAAETCfj4+Dz99NOUELIdK3M9qomSURwEQEB6BOCGSa9NYREIgIA2AmFhYc7OzlSOvLy8H374QVtuXAMBEAABQwi8+OKLgwYNokpkZ2eXlZUZUhp5QQAEZEQAbpiMGhumggAIEALDhg1bu3YthYJslrh9+3ZgAQEQAAFzEfDy8nrmmWcoaTdv3iTTFM0lGXJAAAQkRgBumMQaFOaAAAjoJrBu3Tr6c/WBAwcuXLiguwxygAAIgIB+BDZt2kTmP1N5yY6sJSUl+pVDLhAAAXkRgBsmr/aGtSAAAoSAp6cnc0OznTt3AgsIgAAImIuAh4fH+vXrKWlkyB0DYuYCCzkgIDECcMMk1qAwBwRAQC8CkZGRAwYMoLJmZGQ0NjbqVQyZQAAEQEAPAs8//7yTkxOV8bPPPjt9+rQehZAFBEBAXgTghsmrvWEtCIAARYCc8LN48WIqfPXq1aSkJJABARAAAXMRIAdjPPvss7Q05omFdCICIAACMicAN0zmNwDMBwH5EmDuXP/OO++0tLTIlwUsBwEQMDeBiIgIelPW/Pz8kydPmrsGyAMBEBA3Abhh4m4/aA8CIGA0galTp86ePZsqXl9fn56ebrQoFAQBEAABDoERI0a88MILdGJMTAwdRgAEQAAECAG4YbgNQAAE5EsgKiqKNj45OfnGjRt0FAEQAAEQMJHAhg0byAkZlJDCwsKjR4+aKBDFQQAEpEQAbpiUWhO2gAAIGEbgoYceUiqVVJnz5/8/e2cCH+O1/vFRiUhIiCU0URGqRSsprqoWrehGl5RLURStG1uJNSG1uxVBEVot1avaaLVUm94W7f+Se9Giiiax1RZLxRKEBIkk2v+Po6/JzGQyyzsz7/Kbz/3oed/3nOc8z/fMncxvzjnPyVyxYoV97VmbBEiABEonUKVKFeNdYdOmTSu9Lp+QAAnojgBlmO6GnAGTAAkYEzDOJT137lzjRyyTAAmQgJMEhgwZUqNGDWEE28O+/fZbJw2yOQmQgGYIUIZpZigZCAmQgCMEkC8xNDRUtMQpq/yS5AhEtiEBEiiFQOXKld98803pISfEJBQskAAJUIbxPUACJKBrAl5eXuPGjZMQJCYmSmUWSIAESMB5AgMHDqxdu7awgwPEvvzyS+dt0gIJkIAGCFCGaWAQGQIJkIBTBF599VVp1dCWLVt+/vlnp8yxMQmQAAkYEfD19Z00aZJ0Y/r06X/++ad0yQIJkIBuCVCG6XboGTgJkMBtAn5+fiNHjpRwvPXWW1KZBRIgARJwnsBrr71Wp04dYQeLn1euXOm8TVogARJQOwHKMLWPIP0nARKQgcCgQYMqVaokDGF72G+//SaDUZogARIggVsEfHx8pkyZIsHAhNgff/whXbJAAiSgTwKUYfocd0ZNAiRQgkC1atWgxMQtfD1KSEgo8ZgXJEACJOAcASx+rlevnrCxf//+jz/+2Dl7bE0CJKB6ApRhqh9CBkACJCALgZiYGKTrEKY+++yzrKwsWczSCAmQAAmAgLe3NybBJBRY/FxcXCxdskACJKBDApRhOhx0hkwCJGCBwD333IOfq8WDwsLCOXPmWKjEWyRAAiTgKIGePXs2bNhQtD58+PC//vUvRy2xHQmQgBYIUIZpYRQZAwmQgCwERo0aVa5cOWFq6dKlly9flsUsjZAACZAACJQvX/6f//ynhAKLn4uKiqRLFkiABPRGgDJMbyPOeEmABEol8MADD0RFRYnHeXl5CxYsKLUqH5AACZCA/QS6du3apEkT0e7YsWPvv/++/TbYggRIQCMEKMM0MpAMgwRIQBYCo0ePluy8++67169fly5ZIAESIAEnCdx1110zZsyQjOC8eH7ISDRYIAG9EaAM09uIM14SIAFrBNq0afP444+LGmfPnsXSRGu1+YwESIAE7CTw4osvPvTQQ6LRqVOn3nnnHTsNsDoJkIBGCFCGaWQgGQYJkIBcBOLi4iRT8+fP5/E+Eg0WSIAEnCeADajGE2KzZ8++du2a82ZpgQRIQHUEKMNUN2R0mARIwLUEnn32WWnzBrKZff75567tj9ZJgAR0RqBjx44PP/ywCBqz7vi5R2cAGC4JkMBNApRhfB+QAAmQQAkC+K06Pj5euvX2229LZRZIgARIQBYCxmfEz507FzmBZDFLIyRAAioiQBmmosGiqyRAAm4i8PLLL+MYMdHZzp07169f76aO2Q0JkIA+CERGRmInqoj1woUL/LlHH8POKEmgBAHKsBI4eEECJEACIODt7R0bGyuhQDYzqcwCCZAACchCYPr06ZKdpKSkS5cuSZcskAAJ6IEAZZgeRpkxkgAJ2E2gf//+1apVE83++9//7tq1y24TbEACJEACpRN44oknnn76afEcGow/95SOik9IQJsEKMO0Oa6MigRIwEkClSpViomJkYy89dZbUpkFEiABEpCFwJQpUyQ7OKgQqxOlSxZIgAQ0T4AyTPNDzABJgAQcJDB48GBfX1/R+Ouvvz5y5IiDhtiMBEiABCwRaN269QsvvCCeIEuHcSJ7S9V5jwRIQFMEKMM0NZwMhgRIQEYCNWvWjI6OFgZxephxZjMZe6EpEiABPROYPHmyFP7777+P/PXSJQskQALaJkAZpu3xZXQkQAJOERgxYkT58uWFiRUrVvAbklM02ZgESMCMQIsWLf7+97+L2zjH2Thvh1ld3iABEtAUAcowTQ0ngyEBEpCXQL169Xr16iVsFhQUMKm0vHhpjQRIAAQmTZqE4woFiqVLl546dYpYSIAE9ECAMkwPo8wYSYAEHCcwatQoqfGSJUt4yqpEgwUSIAFZCISHh/fs2VOYun79+tSpU2UxSyMkQAIKJ0AZpvABonskQAIeJhAREfH8888LJy5fvoxsZh52iN2TAAlojsDEiRPvuuv2V7KPPvro2LFjmguRAZEACZgSoAwzJcJrEiABEjAhEBcXJ91ZuHBhYWGhdMkCCZAACThPoFGjRq+++qqwU1RUZJy3w3njtEACJKBMApRhyhwXekUCJKAgAm3atGnVqpVwKCsra9myZQpyjq6QAAlogsCECRO8vLxEKJ9++unhw4c1ERaDIAESKJUAZVipaPiABEiABCQCb775plSeN2/en3/+KV2yQAIkQALOE2jQoMHrr78u7BQXF2OZovM2aYEESEDJBCjDlDw69I0ESEApBLA97P777xfe/Pbbb998841SPKMfJEACWiEwfvz4ChUqiGi++OKLffv2aSUyxkECJGCBAGWYBSi8RQIkQAImBJBOGt+QpJuJiYlSmQUSIAESkIVAaGjowIEDhSkcGY9lirKYpRESIAFlEqAMU+a40CsSIAHFEUBG6eDgYOHW1q1bN23apDgX6RAJkIDKCYwbN65ixYoiiK+//jotLU3lAdF9EiCBUglQhpWKhg9IgARIwJgAFguNGTNGusMJMQkFCyRAAnIRwG89b7zxhrCGPajGu1Ll6oJ2SIAEFEKAMkwhA0E3SIAEVEBgwIABVatWFY6uW7duz549KnCaLpIACaiKwNixY/38/ITL33333Y4dO1TlPp0lARKwlQBlmK2kWI8ESIAE/P39hw0bJjjgh2pOiPEtQQIkIDuBoKCgESNGSGbj4+OlMgskQAJaIkAZpqXRZCwkQAIuJzB06FBp58bKlStPnDjh8i7ZAQmQgM4IjBo1Cj/6iKD/85///PjjjzoDwHBJQBcEKMN0McwMkgRIQC4CtWrVMj7b5+2335bLMu2QAAmQgCBQvXp1452oPEOMbwwS0CQByjBNDiuDIgEScCGBkSNH3nXX7Q/PpUuXXrhwwYWd0TQJkIAuCcTExAQGBorQU1NTMSemSwwMmgS0TIAyTMujy9hIgARcQaBBgwadO3cWlq9du7Zw4UJX9EKbJEACeiZQpUqV2NhYicCUKVOkMgskQALaIEAZpo1xZBQkQAJuJRAXFyf1984770CMSZcskAAJkIAsBJC5vkaNGsIUtocha6IsZmmEBEhAIQQowxQyEHSDBEhATQRatmwZGRkpPMaiRCxNVJP39JUESEANBCpXrmycJnHq1Klq8Jo+kgAJ2EqAMsxWUqxHAiRAAsYEjCfE5s6dW1xcbPyUZRIgARJwnsCgQYNq164t7OAAsa+++sp5m7RAAiSgEAKUYQoZCLpBAiSgMgJPP/30Qw89JJw+fvz4Z599prIA6C4JkIDiCfj6+k6YMEFyExNiOLFQumSBBEhA1QQow1Q9fHSeBEjAkwSMJ8Rmz57Nr0eeHAz2TQIaJTBgwIA6deqI4NLS0j7//HONBsqwSEB3BCjDdDfkDJgESEAuAt26datfv76wlpGRsXbtWrks0w4JkAAJCAI+Pj6TJ0+WaEybNu2PP/6QLlkgARJQLwHKMPWOHT0nARLwMIHy5csbH7GamJjoYYfYPQmQgBYJ9O3bNywsTES2f//+5ORkLUbJmEhAdwQow3Q35AyYBEhARgL9+vULCgoSBjdv3rx161YZjdMUCZAACYCAt7e38blh06dPZ04gvjFIQAMEKMM0MIgMgQRIwGMEsIF++PDhUvczZ86UyiyQAAmQgFwEevXq1bBhQ2Ht8OHDy5Ytk8sy7ZAACXiKAGWYp8izXxIgAY0QGDJkCI73EcH8+9//xpIhjQTGMEiABBRDAEugMQkmuTNjxoyioiLpkgUSIAE1EvByxuly5crVq1cPFgoLCw8ePOiMKbYlARIggerVq+Mjxc/PT3WfJ8jVIX6cRrLEN998k3NifDOTgMcJ3HXXXfg8qVSpkuo+T0pDFxERce+992IqDBWOHTsGVda7d+/SKvM+CZCAjAQuX74sJA+0j4xmDfjS4PDrwoULcrpCWyRAAiRAAiRAAiRAAiRAAiSgSAI4NMJh3WTekIsSFTnIdIoESIAESIAESIAESIAESEC7BJxdlPjYY48BTqtWrcLDw7VLiZGRAAm4g8CXX3558eLF0NDQp59+2h39ydpHVlZWfHy8MIlzfubOnYvVULL2QGMkQAJ2EPjxxx/37dtXoUIFZHu3o5niq+LH+Hnz5gk3AwICcHA8PnAU7zUdJAF1Ezh69OiGDRsQg7yLEp2SYZhcw8ccfOrcubPGPubU/Wah9ySgTgJz5szZs2cPdoip9PNk+/btKSkpYH/9+nXoSaTuUOc40GsS0AKBn3/+GV9RqlSpsnHjRi3EYxQD4kJ0uJGbm4uPmnHjxhk9ZJEESEB+Al988QVOToddaB8ZrXNRoowwaYoESEDXBOLi4qT4FyxYkJ+fL12yQAIkQAJyEXjrrbckU/j1Ki8vT7pkgQRIQEUEKMNUNFh0lQRIQNEEWrdu3a5dO+FidnY2D/ZR9GjRORJQLYEnn3yyTZs2wn0kS8MSaNWGQsdJQNcEKMN0PfwMngRIQF4CxhNi+JX6xo0b8tqnNRIgARIAAeMzxObPn3/p0iViIQESUB0ByjDVDRkdJgESUC6BTp06NW3aVPiXmZm5atUq5fpKz0iABFRL4IknnnjqqaeE+9BgSNSh2lDoOAnolwBlmH7HnpGTAAm4gkBsbKxkNjExUSqzQAIkQAIyEpg6dapkbeHChTzKVaLBAgmohQBlmFpGin6SAAmog0CPHj2Qc1/4+uuvv37//ffq8JtekgAJqIoANqM+//zzwmVk6UhISFCV+3SWBEjAQBnGNwEJkAAJyEnAy8tr9OjRkkVOiEkoWCABEpCXwJQpUySD77333tmzZ6VLFkiABJRPgDJM+WNED0mABFRG4PXXX8fpZ8Lp1NTUHTt2qCwAuksCJKAGAi1atOjSpYvw9Nq1a8aJ7NXgPn0kAb0ToAzT+zuA8ZMACchOwM/Pb9iwYZJZTohJKFggARKQl8DkyZPLlSsnbC5ZsuTUqVPy2teYNWSvvX79+tWrV7GM8/KtF47AvnLlCkRsUVGRvCfzagwdw3EFAS9XGKVNEiABEtA5geHDhyNhPf66g8OaNWsOHDjQqFEjnTNh+CRAArITCA8Px37Uzz77DJYhMKZNm7Z48WLZe1GdQQiq/Px8yC0hsQpuvcDnjz/+sB6Lt7d3xb9elStXrlSpEv7FUnPrrfiUBBwjwDeWY9zYigRIgASsEQgMDBw0aBCUGCrhCwF2zy9fvtxaAz4jARIgAYcITJo06fPPPxcCA6fGjx8/vl69eg5ZUncjEEDu/pycHMxyYY6ruLjYgXgwJ4YX5sqM22KBQ5Vbr2rVqqFs/IhlEnCGAGWYM/TYlgRIgARKJRATE5OUlIS/6KixcuXKGTNmhISElFqbD0iABEjAIQKYae/Tp4/4oQcfOEhkDzHmkCVVNsJE17lz586fPw8NZnGy66677sIcF16Y1EJZvLCSUyzmxM9keCFyrFdEc/wL/QaM+FfcxyMsWcTr9OnTKGOqDFt/a9asCUkGU6pERqcVQ4AyTDFDQUdIgAS0RaBOnTqvvvrqhx9+iLAKCwsxMzZv3jxthchoSIAEFEFg4sSJK1asEPM/ycnJ8fHxDRs2VIRnLnMCH6pnbr0w8WXSCRQXxJKPj88t8eXtsFgSegwdYTUjxJ7QeChgAx5eEHU1atQIDg7G2geh6Ezc4CUJlEmAOr5MRKxAAiRAAg4SGDVqlPTnGXoMP9Y6aIjNSIAESKB0Ag0aNHjttdfEc4gH5O0ova7qn+Cg6rS0tM2bNx88eFDSYOXLlw8ICAgKCqpbty7WHWDCCnu6oMQc1mDABKHl6+uL1YjGZrEoUXyqgzNk4K5du3788ccjR45AqqmeLANwOwHKMLcjZ4ckQAK6IdCkSZOXXnpJhIvNBgsXLtRN6AyUBEjArQQwA1ahQgXRJbaK7du3z63du74zTEb9/vvvW7du3b17d3Z2tlgxCKVUtWpVTEndc889YuOWM7rLehCYW/P39xeSDP8ie4fQY5gfy8zM3LJly549eyRZaN0Un5KAIEAZxncCCZAACbiQwJgxYyTr77zzDv5gS5cskAAJkIBcBEJDQ6Ojo4U1KBbk7ZDLssftYL/WiRMnMOmElLNIfgh/oH+giO6++26s/YYMk/Sne1xF75gTw/YwaD+sS8ScG/qFLMTk2M8///zrr78iR4h7PGEvaidAGab2EaT/JEACiibw6KOPPv7448JF7CNfunSpot2lcyRAAqolgByJ2BMl3Mc5GVi5p9pQbjsObYNdWBBgWH8oVv1h8SEWHEL/4F+hfzwYI2besPQRahDTcSiIyTEkC9mxYwfEmFCMHnSPXSufAGWY8seIHpIACaibwLhx46QAkKUDv+xKlyyQAAmQgFwEIAaGDh0qrEHATJgwQS7LHrFz8eLF7du379+/H0ky4ADWH4oJKMyDuW7loWORYjoO02KYmsP+NEmMbdu2DdN3IlmuY2bZSvMEKMM0P8QMkARIwMMEnnnmmQcffFA4cfToUWzb8LBD7J4ESECjBGJjY7FnSQT37bffYlpGjYFCd2GfFbJf4PBl+A/RBQEGkSOFpsygMFOH/WnwE0IRHkIJYzPbTz/9JDLdK9NneuVZApRhnuXP3kmABLRPAD+OYrGQFKc401m6ZIEESIAE5CKA1BHDhw+XrKlxQgyiBdIF+6wQBT48IWywBFHhAkwCjoJYNolsjciyiEvMhu3duxeSkhuDjSmxLAhQhvGdQAIkQAIuJ/Dyyy8jjbLoBmm+1q1b5/Iu2QEJkIAuCYwePVrMxiD6H374ARur1IIBiiU9PR2iRRyABullvMxPLVEIP5FWsVatWlDFYv0kFlhijaLQluoKhN66lABlmEvx0jgJkAAJ3CSAXQ1jx46VWCQmJkplFkiABEhARgLIXQElJhnEyc5SWckFHKsIoYI8RnAS0gUaBgsRMbOkZJ/L9A0JFYWSRE1oS6y0xIvbg8vkpp8KlGH6GWtGSgIk4EkC/fv3x9cj4cH//ve/X375xZPesG8SIAHtEhgxYkRgYKCILzU1dcOGDQqPFfnod+7cKXIhikkwsaJP4W7b4h4kJdZVQlWKaTGR1J5JFG1Bp4c6lGF6GGXGSAIk4HkC+G4RExMj+TFjxgypzAIJkAAJyEigSpUqxtPvkydPltG4vKZwxBkmiJCPHgktsBMM+QYxCSYUi7wdedYaVCWmxYS2hAbD8WIXLlzwrEvsXQkEKMOUMAr0gQRIQBcEhgwZgjUqItSUlJRDhw7pImwGSQIk4HYCw4YNg6QR3WJ72Nq1a93uQtkdIiMicleIHVNYf4gDuHD6VtnN1FlDrLTEYdNwH+sScbAY8iiqMxR6LRsByjDZUNIQCZAACVgngEWJ0dHRog5+A545c6b1+nxKAiRAAo4RgJ4xTtCqwAmx/Px85NPHljAEiFOnkVoQp285FqyKWkGGYYEi5v0w+4dTxQ4fPqwi5+mq7AQow2RHSoMkQAIkUCoB7NlAug7xeMWKFUycVSopPiABEnCOwODBg2vXri1sYDPq119/7Zw9OVtjYR5cghKDUShGaeuUnH0o1RaWJmLeTyy8PHbsGMQYJJlSnaVfriVAGeZavrROAiRAAsYEQkNDe/XqJe5gP/rbb79t/JRlEiABEpCLAL7uv/nmm5K1KVOmKOTrPg5llhJyYHYIiycxOyT5qYcC5v2Cg4PFT3JYmrhv3z6FDI0e4CsqRsowRQ0HnSEBEtA+AeNc0kuWLMnNzdV+zIyQBEjAEwT+8Y9/IDOE6DktLe2LL77whBcl+rx27Rr2g2FXGO4inaPYK1Wihj4uoMEwJ4bjxRAuTqzGnJg+4maUJQhQhpXAwQsSIAEScDWBpk2bvvDCC6IXaLB3333X1T3SPgmQgD4J+Pj4TJo0SYp96tSp2JUqXbq/UFBQIGkwpHFHRkf3+6CcHkVWEqHETp06hXSRyvGNnriHAGWYezizFxIgARK4Q2DMmDHSxcKFC8VpOdIdFkiABEhALgL9+vULCwsT1vbv348tqXJZttdOUVERNBiUGBpiHiwgIMBeC9qrjx1imBMTqxNxeBq2imkvRkZkhQBlmBU4fEQCJEACLiHQrl27xx57TJjGcpRly5a5pBsaJQES0D0BTLYYp0mcNm1acXGx+6lgFi49PR0rEtE1JsF0Pg9mzF8oMcyM4SYSJ549e9b4KcvaJkAZpu3xZXQkQAIKJRAXFyd5NnfuXM+uFJI8YYEESEB7BHr37n3fffeJuPBF/6OPPnJ/jNj7lJOTg35xkD2mwtzvgJJ7hAZDTkuRp2Tv3r3cMKzkwZLXN8oweXnSGgmQAAnYROD5559v3LixqIpznFevXm1TM1YiARIgATsJ4Fs+doVJjf75z39ifaB06YYCNj5lZWWhI+xVkw6VdkO/KuoCk5bI2g+HxbShmwdIRaA05iplmMYGlOGQAAmogwB++Bw3bpzk65w5c6QyCyRAAiQgL4GXX375gQceEDaPHz/+wQcfyGvfijXM7Yg0gFh9J04utlJZz49whnX16tVBANvn9uzZwxT2engzUIbpYZQZIwmQgBIJ9OzZMyQkRHi2Y8eO//znP0r0kj6RAAmonwAkEHaFSXHMmDFDpMqQ7riogH1oGRkZUBT44UlXZzQ7xtPf3x+LNtH2woULUMuOGWErFRGgDFPRYNFVEiABTRHAKhTjlIkzZ87UVHgMhgRIQEkEOnfu/NBDDwmPsErwvffec4N3SMKen5+PjpCeHisS3dCj2rvAok2ROPHIkSN5eXlqD4f+WydAGWadD5+SAAmQgAsJDBgwQNqtvmHDht27d7uwM5omARLQMQHMR2FXmAQgMTFR5C2U7sheyM7OFlvCfH19Mc8ju31NGsQwBQUF4V9MIWJpIrM3aXKUpaAowyQULJAACZCAuwlUrlx52LBhUq8JCQlSmQUSIAESkJfAc8899/DDDwubSIyOQwvltW9sDcsRpS1hTMthTKbMcoUKFapWrYpqV69e5UliZeJSdQXKMFUPH50nARJQPYGhQ4diZ7YIY82aNUePHlV9SAyABEhAqQSMJ8Rmz57tumVvWFMnDqZH2glxKJZSkSjRL5yrBjEGzzIzMyHGlOgifZKDAGWYHBRpgwRIgAQcJYD1J1iaKFrfuHFj1qxZjlpiOxIgARIog8BTTz3Vpk0bUQl5IObNm1dGA4ceIzviyZMn0RS/MYmcEw6Z0XUjMYWIpYliUlHXLLQbPGWYdseWkZEACaiEwMiRI6Vfi5cvX37u3DmVOE43SYAE1Edg+vTpktOQYZcuXZIu5SrgLESYwgYnLkd0GClmwzAnhuY49hq77By2w4ZKJkAZpuTRoW8kQAK6IFC/fv3u3buLUJFF2kW/T+sCJYMkARIoi8ATTzzx5JNPilrQYLIfWgjNAOUA+wEBASLpX1ke8bllApBhOGkAzyBrmavDMiOV36UMU/kA0n0SIAFNEBg7dqwUx/vvv3/lyhXpkgWZCRTnHNi+fsH0+D4vRUbg5/q/XhERkQPjZ63enJFTLHOHNEcCSiMn1Y7EAABAAElEQVRgfIbYggULsDpRLg+xiO7w4cOwBv0gJnPksqxDO2AoUukip+Xp06d1SEDzIVOGaX6IGSAJkIAKCOA8n44dOwpH8fu0e470UQEXeV0szvpmwchy3tUaP9IxZlJCckpqupH99PTUJQlx3dqFV/OOmP7pZp7XY8SGRa0RaN26dadOnURUyNIh46GFWFMtUkpAP4iZHK2xc288yKYrlqwjVwcnxNzL3h29UYa5gzL7IAESIIEyCcTFxUl1kpKSCgsLpUsWnCdQcHxjH++QqJj5NphKn9SrXUC5geuPUIvZQItV1EnAeEJs0aJFyF/vfByYCoNagB0IMOgH5w3SAmbrxYQY1qtzQkx77wfKMO2NKSMiARJQJYHHH3+8ZcuWwvVTp0598sknqgxDkU4XHFndql6HZPt8W9Lx3oCPMqjE7KPG2moh0KJFi86dOwtvseZtxowZznuOxY1iQTWOvYJ+cN4gLYAAUk2KecXjx49D6JKJlghQhmlpNBkLCZCAugmMHz9eCgD75vkXV6LhVCF7Y6d7uxmvPzS2Fo6X8XXJcv/wMRkFJW/xigS0QmDKlCmSWFq8eDF+/XEyshMnTsACbPr7+ztpis0lAtKEGNSyjLv4JPsseJCAlwf7ZtcKIXDg05HdE9PCwgJs8AdngYhaAQEhtcLuqRN2X4MHGzdtUL9eSE1/J99M9rhRqqe5mbmvJqf0a8o/AKUi4gMlE4iKimrYsKHI9YyzYr766qsuXboo2WE1+Ja9oHuHVDNHw3tPmxf7asuGIf4V8dFVnJd1+Pvkt7rFmU+YLYlZ8NrG2FZmBniDBFRPAD9BvPzyy59//jkiwVHLSGSP/EAOR4V5sIsXL6I5EiRK6s5ha2xoTAATYmCLH+ZwGhvPADAmo/ayk9+c1R4+/b9JoCgvE3vT00v7rdhWSO1HTOv+wnNPtmzewDENJJMbhpeKmObM1jFjPaURwMqTcePGvf7668Kx2bNnq1WGFWSM7NQ7LUD6dQe/kDScl/xuZLC7/+hkb34/xkyERSVtWj28rZErXv7BjbrGfnKxY9QT4abzZqlx72QMb9W0otLeLPSHBGQggAmxVatWidwP//rXv/D5U69ePcfsSpNpnApzDKCVVvjTAHF7+fJlzIbl5+f7+vpaqcxHKiLARYkqGizXueqYbjLxJ3X+pEEdWtwbUC4ifsHqA9kOrOORxQ0Tr3hJAioj0KtXr7vvvls4vW3btv/+978qC+C2u0WZqempKdILF0v2nHT/PqucNZMnmQKMXrGyhAa78zywadfPV0Tfub5dSv7pkPs9N/OCN0jABQQaNWrUu3dvYbioqMg4b4ddvUHInTlzBk2gEHhWmF3obKwspTxhog4biamiGmWYKoZJXU6mJ8R0axzk22f66izOS6lr6OitAgj4+PiMGjVKciQxMVEqq6tg4WcVb3dHUHx8wyDTqbDwdf98xcrMVqMXerc3c/NA5jmze7xBAhohMGnSJEk4ITOQWBRtb2znz5+HikMrToXZi87G+t7e3hUqVEBlyjAbiamiGmWYKoZJlU4mT+oW4t1nY5YD02KqjJdOk4BcBKKjo6VjT9evX5+RkSGXZb3ZSV9vtter98jHalrF4N/gWTMdlnnsstU2fEgCKibQoEGDfv36iQCKi4uxTNGBYES+e2wJ43o5B+jZ2ERIXCxKxOpEG5uwmsIJUIYpfIA8597N7GHIH3b7f1IuMVzb80ruENJq9QEn1vOUdEPyp/SCwcdgtOPDHl9ZlwQUQgB7AIYMGSI5k5CQIJVZsIdA3o51KSb1ozu2tTBNV6JStaCAEte8IAHNE5gwYYKYaUGkK1eu3Ldvn10hY0UiZsPQBJkkmJzDLnR2Vfbz8xP1cUa2XQ1ZWbEEKMMUOzQedaz9+xfT0tL+TPvzr//dvPqzCFl68B+8iorycy9ePHXs8M5NKUnjo61qs/RujaPWH3doeaKZG5I/pRf+HNi8rG9ZHkXLzknAFgLDhw/H6kRRExvocVyMLa1YpwSBgmNbTFVY+85PhZaoY35RfCzNtJUhslWYeUXeIQHNEAgNDf3HP/4hwoGmmjx5sl2hIW/EjRs30ETSCXY1Z2UbCZQvX178XaAMs5GY8qtRhil/jDzjoaUZpTv3vLwq+gcGBoc2aN72xeEzFqcV5aZvWNG7VDWW2rHeUMcOQb3TpWcwsFcS8AyB2rVr9+/fX/SNZUJImegZP9Tca/FF81OQAoJupqe3+iq+lmn+3O272sxd4B0ScCmB+Pj4ihVv75r88ssv8dur7d2Jw6y4ItF2Yg7XFIk6sC4RZ4g5bIQNlUOAMkw5Y6FmT7z8m0a+8kla/s6U0tIJLAnv85ETaxPVDIe+k4BDBJCoA0mKRdNly5aJNT8OWdJpo/wzx03Tc+B8jrJgFBxLN5sMi2oVFlhWOz4nAXUTCA4OHjx4sIgBa14mTpxoezxChkHFcUWi7dAcqylJZXFEm2NG2Eo5BCjDlDMWGvCkYvMXY4tObTLP93wztpT+Yz49oIEgGQIJuIcAznHu2rWr6As/fCYlJbmnX+30YmEKq5afhZvGEResmXd7ElK6Gz5+UCuqMAkHC9olgEPDsLlLxPfvf/97x44dtsSKmRm8UFMVyTkK8y5lZR7aj8RHGRm7d2fsP3Ti0rWbyynV8kK+RPHznJC+anGbfpZGoKzlGaW1430SKIWAV3DbxfmH63S6d5LZD9FLenXv/MTOZ91+fmspnvI2CSidwNixY7/44gvh5XvvvWf8JUnprivBP/OZr6jm9azkqjcY8jKW91pi6vrE158wvcVrEtAigaCgoGHDhs2cOVMEhwkxZGotM9BLly6JOtJETZlNPFCh8PzuLRu+X7t0Q5qFziM6DXj9lRca17qdAMOsxqVNn395qOiv3bqG6941m7/wTLPSaps1l/kGNuBduXJFwi6zdZpzLwHOhrmXt056q9hg4tp0S3Ni6R1nr3UoWYdOwDFMEihB4G9/+9tTTz0lbuG3zyVLzCRCieq8KEHAt3po+xI3DIZck2uTyyMJ4YNMbrVP3NS1gVXpZtKAlySgZgJjxoyRDv76/vvvf/zxxzKjEcnTsRxRyrVYZhP3VriRuSn5qed6xiZY1mBwJm3t0uG9o+Z9m1Fo0bNLmclLV65cLr1WLp2zy4ObLESWDpzSJiYhLbrMm2ohQBmmlpFSm58Vm85JX2bB6fnzN2VbuM1bJEACFgnExcVJ9+fPn490HdIlC9YJ5Oda2BtWepOsxX3uNT0ZIOr9z2Pblt6ET0hAawSqV68+cuRIKSpbdogJGSZldpXaKqNwbdN7g6OnL7fFmbVJo+KTd5uvULx08qBJ2p6Ivg/XssWia+pIqHl6mGsAu9UqZZhbceuqM/+mvdeNME+emLrsO+4Q09UbgcE6RaBDhw7NmjUTJk6cOLFixQqnzLGxRQI5GfGRIYOSSz4LH3949UDrRz2XbMArEtACASQHCgy8vRsyNTV148aNVqJCMo+rV6+igqQNrFR2+yNosBHT15hoKGtepC2P/einsyY1Tu8z3SP3WIt6JnXceYntYaK7vDwPzsm5M2It90UZpuXR9XRsXs/GJ5rrsOSPf8jxtGfsnwRURGD8+PGSt3PmzMH3HumSBWcJFOfsWj0rolp4QmpJS+Hj92+f0YC7p0tS4ZUeCFSpUgVLE6VIrU+IYV0czhlDZQWuSNz/1UyLGiyiU9/xEyfGDOgSJgVpVFg5eXbJ83Uupe8w2U/W4aEGnjyeFOs/hRITAtjIdxbVR4AyTH1jpiaPaz453XxCLDVm3YECNUVBX0nAowS6dOlSv3594cKePXuQwcyj7qi+8+KsXR999NGnHy2eFT8wwrtai25x6SVjCo9edmrnjEbcEVYSC6/0QwDHx9eoUUPE+9NPP1lJ1IFcEaKaNEWjEErXDn07fNFWc2eGzEqeM7J3ZLt2z3cfvCTlwwGtzaukjVq66c7SxEuZpiqsU7u6FcxbufWOEL0SfLf2zc5kJUAZJitOGjMl4NX6hdsZt42f7DloOulv/PROOeBOkSUS0C2B8uXLx8bGSuHzKGcJhWOF/DNbcDR2r/6D4hKWmAiwmwZHpGxf3I/5XB1jy1baIIAzgo13pVqZEJOyRHh5KWru+NK/ZyeZj0XfWZ91bma0q8uvbvdpnw2IMKu4dvp/Mm8fjnw+c6/JXFjfJ5uUN2vh5htChhUUFIipSDf3zu5kJEAZJiNMmrJAoGbTx0yTlRkM245dsFDV/Fauwc50BHZWN++Rd0hAkQT69u2LXNLCtS23Xop0Ux1OeXv7WHN0fpRvRJ/F6zP4aWKNEp9pncDQoUNr164tovzll19SUlIsRgwlgPtYJiedNW+xmptv5u1PXWq2Iyysx6zezW5P8Rn5U6P7uBnmqxPnLNt8S4fdOLhtk1FlFDu1a1K15B0PXEmi9/r16x7onl3KR4AyTD6WtGSRQGDoI2b3A6x+C7pTPXVQNXy62/HyfmnBrjvNWSIBrRDAgTzG6csSExO1Epki40hPHtQx3Dty5ObjXD6tyAGiU64ngLOY4+PjpX4mT55scVeqmA2TVIFU36OFwh0pi8wc6DC2ZzOzm7du1Gg5PqaD6aOtczafQPr6U9tLZviIGPJsXY/PhRkMWCIhHBYy2NR5XquHAGWYesZKpZ56Bd0XZep6yrp05vcxhcJrErBKYNCgQdJ5Pt99992+ffusVufDUgkUFdn2+3Hq/Hb1fKd/c6BUQ3xAApomEB0dXadOHRFiWlra6tWrzcMtLLx51JayZFjeb2s3mHoaMeC5hqUftxzW8dUupi0Mc75LO5+ZvrbE/bDube8rccNDF5IM42yYh0ZAtm4pw2RDSUN2EMi9zgU/duBiVRIwGKpWrQolJkjgZ+mZM2eSimME/MOitm3btjM9fefObRtSViVNG9HePKPrX6YnRTXus2AzP6/+4sH/6ogActBPmDBBChgTYuY7kXCIMCpIqkCq7MHC2YwtJru54MwTDzew5lL54C5Te5hWWBPfMzqpxM0OvSNqKGAuzGCQloDyJMkSA6TCC8owFQ6aBlwOMChqM68GiDIEPRCIiYmRskKvXLny999/10PU8scYGNqqVavmTZs2b94q8sWuwyfO25hWdGr/pqQRZhP3t/pOjmn39KyNVGLyDwQtKp7Aa6+9FhZ2e+fU/v37P/30UxOXlSfDbhxJ223iJDZ0PRBS+lzYrdq1Hn3eTIeZmon5+988nSLxtkuSDBOzkaaO8lo9BCjD1DNWqvXUwgIgzoapdjTpuAcJhISEvPrqq8IBfPvBGWIedEZbXXsFN2o7fN7Xucc2TbOkxVLjOgxdfURbITMaEiibANLQT5o0Sao3depUk+mXGzfupHaXqnm0kHfyiGl2jrAurWxIMV/r+anmKxONQokY0sbKukajim4oYsu86EV5/N0Qvaa64JyEpoZTicEUHNtilmCpffsHA23yNbx9VJgdWetzM8Nq3D5d3ibzrEQCaiMwevToDz/8UOyVRwHLhAIDbfs/k9oi9Yi//qFtJ35d9PTioY8MWmLiwJJu/+h9cWNbwjbhwkutE+jTp09CQsLBgwcR6OHDhz/++GNMkUlB47Po0KFDWKz4zDPPSDc9WSjMNk0wbzDUvuduW5YS1mr1XCfDmpKbwe6E0rdXW89nSLzjzs3slICPl9E9FtVHgDJMfWOmLo+LT2Ukm3kcUMW2T7OoIWu/HsgzVM348YZ+CTRq1Khz585r1qwBApzduXDhQuPfqvXLRc7IvVoNXLzp8qF2caklraZOfmfzxoltS97kFQlonAD2feHnnl69eok4p02bBmEmDmuG+kKmxLfeemvUqFEKoVB4/qT5mc3XimxbU1y+7vNDWq+1dOizwdD3WQvJ7j0ZtJBh5rv1POkT+7afABcl2s+MLewhcHz3DvPqTe6rbn7Twp1cQ76Fu7xFAromMHbsWCn+d955Rzo+VbrJgvME2sYuG29mJXXS5I3Ztn2fM2vLGySgXgI9evR44IEHhP/Hjx9funSpFEtSUtKpU6eUIwaKr1+TfJMKjWvZuqqmYfvOEVIzo0KPGc+anzhm9JxFEnCQAGfDHATHZrYRyPlP8nyzmu2fbBFqdtPyDb5BLXPhXR0TeOSRR5544on//ve/YJCdnY2vRMOGDdMWj7xPR0YlphnCAsr88pSbmdtwXvK7kcGyf1SEjt2WmPBIXEmwqf/ZeSryWVs/vkq25RUJqJUAEkJgV1jXrl1FAJj+6t+/Pw4zxALFDRtu5oZX+A6lWnf724q+anj3LmFpJc8KMxginmqpOBUmliNKm8RsDZD1FEZA9j9dCouP7niUQEFGyiCzjWGG8Geb1vSoW+ycBFROYNy4cUKGIY558+YNGTJEUQmjnaebl5manmpIt8lQ6p6TMyOD5d+zFdji7yMMcSY/I+07eMFAGWbTuLCSpgh06dLloYce+vXXXxEVpr8WL17csWPHN954QwSpcBlm45rEW7GUj3i2o2HNopKDl3v2/I26ykhVX9KxO5nrTe7zUi0EuChRLSOlRj/zVk7sb+531JCOVGHmWHiHBGwngN3w4eHhon5mZiaS19veVhU1fezy0kV5ebxCnxlxG7LkTu7lS1KZBRLQDwHMumBXmBTvjBkzunXrdvXqVXFHOYsSJQ+NC1evWFipaFzBuJx7/qLx5a1y5ufr95nd9OSNW7k5bibn0NgPcJ5k6qG+KcM8BF4H3WZvnN/ffCrM0H70y011ED1DJAHXEsCEmNTB7NmzpTIL8hHwCokwlWGpqXty5OuAlkhARQReeOGFhx9+WDh86dKl9PQ709UmWeyVFtSvx2z/f+3ZlHgLv2qlLV+1P09BYUkJEkWuFAV5RlfsJMBFiXYCY3UbCeRs/0eHO4eNSI3aJ05lxmeJBgsk4DAB/BQ9fvx4bJeHhbS0tHXr1mGNkMPW2NBWAgE+/KtpKyvWUzOB06dPIxErTgfGgkO8MN+Ff6tXr+7l5XXfffft21didgiPlBKrpRw6fjZPmJ/f8a0FEXYztq2f/e/QtOcbKiRMafqRMkwhI+KwG/yD4jA6NiydQF5G/BOPWJgJM0QlDGa659K58QkJ2EwAX4aQMlHamzFz5kwtybDcTJtBGAwFRXZUtqdqQWband/7bzfMNVj6mmePVdYlATUQuPvuu5977rmePXuePHnSxF8TDYanOE3epI6nLn0Ca4UZDCafH2fOXoJMtOHosKxVlqbCRCxbk77MfHpcWAVPRVaiX0n3UoaV4KLCC8owFQ6asl0uzto8NKSd6dGnt3yOXvV2K5vzFSk7SnpHAp4ngGRlU6ZMOX/+PFzZtGnTzz//LC0Z8rxzTnng+/S8dSmFBlu+8ODX+rD6vk71VmrjotOZpjKs/bMPyZ8MpFQH+IAEPEngsccew0w7Dmv++uuvrfuhHBlWPqBGYzMZlrlyy6k+LeuW9YFy4vvP11iLc8PXW14ZGVnXWhV3PZNWgSJfpbv6ZD8uIUAZ5hKsejVafGD9osYdYyyHH/X+zK4NLD/iXRIgAfsJ+Pn5xcTETJw4UTRNSEj46quv7DejwBZejSKfbeRpv4qPfG+e6DWivuLyVnuaE/vXMoHAwEB8quB8wjFjxly/fr20ULFGDruVFJE8vUKtJq0Na02PcF67/9TAumF+pfl/835exoI5a61VMBjWJnzX/fHBwTZMq1m34/xTaTaMMsx5mJ61wBQdnuWv3N7tW3hTnHdg8+qBkd6lajBD723LBjrwK7J9bigXJz0jAZcQQKr6SpUqCdPffPPNb7/95pJu9Gi04Isp3czjbt+Sh4aZU+EdjRPA4uft27fff//9pcUJGSbNz5RWx133/e57uIN5X//34xHzm0Z3Cje+OyrN6Dqs79yU5eZHuK9Zt+vm6gOPv7AKAD5UqFCBmRI9PhZOOkAZ5iRAjTYPMJQxT1pcnJeTffxIxub1q2fFD4zwDmjcrtuS1NJoRG04tayVAyKsTDdK65D3SUAfBKpVqxYdHS1ixTehWbNm6SNuR6MMsLVh1vrZvZLNKrdPahtaxkejWRveIAEtEIiIiNi5c2e/fv0sBoPJGeWsS6zb8lFzJ9OWL99d+mETZ3/6JGGDcaOwfzzb1C+45ZAI45s3yys/2FC6GdPKrrsWMqxy5cqu64KW3UOAf1Hcw1ltvaQMior8vDSnL1xINUpUW1ot6f6InRfnNXdAg8GAVTekDkoWLlwIGbnlk37cg1YSC680S2DEiBFYMiS+AyUnJ0+fPj04OFiz0ToZWO51WybYj29cUK+jhUSviVN7OvZJ5qTXbE4CSiCAifdly5Y9+eSTgwcPzssrkb4dKxIhDLBMWgl+lq/VLCbCkGQ8t3XTrbTYud+umfa8+XeDayc29p5cIj9iRN9hLW+uPvZv273HorQSjwyZS1MPderc0NyMW0MXH/jSUgi39s3OZCVAGSYrTg0ZS00tdW7L9ijDo9//5t2Bzvx87Igb7Utdv26756xJAmohULdu3VdeeWX58uVwGN+E5s6dO2fOHLU4724/U2OqRe5dFjvwuSfCa1a09OevOPubuaOi4pItONZ72eC2PHneAhje0hWBXr16tWrVqkePHpgckwLHVLyVnWNSNXcV/Nv0HZA0aqlpd1uTpn5Ya8brLY1TdZzf/338cJMPzA5D/zrdtEbzpzoZVprsGFv05Y7nxkUaGzHtyMXX0GDi3DDOhrmYtDvMc1GiOyjrso/wxJT0tMVOaTBdcmPQJGA3AWSulzbHf/DBB5cvX7bbhH4apC7p37FFkK93ZJ+RCz5avXl7xpHjWdnZ2ccP7Fq9eHqEd5BlDWaI2jSXc+z6eZcwUmsE7r333p9++gnz8FIlyLCCggLp0uOFqk07ma8nhFdpK+Ofm5ScceJsXt6lrMyMr94b03P4HJPs9n1nDbqTlb583eeHtDYNZ0PCtrNIgO+xl1iRiO6rVKniMSfYsUwELP0cKJNpmtEtgejEVfGDu4Z6eNJet/gZuO4IPPDAAy+88AJSdCDy3Nzcd999Nz4+XncU7Aw4NXk+/mdbo/AV6Z9wJsw2VqylCwJIDjFv3rwOHTrg2AycmQEZhvkZzNIo5hgr/84TZu3uFmuaMRGDs3X5qK031w5YfEX0ndW7WVXjRw3bdw5btNVEqiV/u6vd6y2Nq7mzLCYekZyDixLdid1FfXE2zEVg1WW2xCJvh10PjxqxbN22c/l/Lo51TIPJ44bD/rMhCaiXACbEJOcXLFigqF+mJcdUWQgfse3czlea8lclVY4enXYpgeeff/7XX39t06YNZBg6UtK6RIOharMJH07EUc52vDqMmdy7mWn9quH9Opney1z5+Q7PZeq4evUqHMJUmLQIwtQ/XquHAGfD1DNWLvPUrzo+qcLDw+3ooHr16gEBAf61atWoXics9J77mrQIf7BhcKBTxwh62++GJY/T00N8LN3nPRLQMgF8E8Jry5YtCPLs2bPYSY9t9J4MuMiggZ9Vxi/bNL5fWyowT76R2LeyCYSEhPzvf//77LPP4GZ+fr6iditVqNvuneUz/tk33sKcmBnV1gOmjuv+qKUcI+X/9vcxhrUm+8fSPv92d0tzzWZmVvYbOBhAHBqGNLmyG6dB9xOgDHM/c8X12KDrvD//9LxXjZThhudB0AMScIhAXFyckGFojUQdAwcOvOsuz6138ParZRaFAn4gCY/qXT0lucz8Q+Ejkqa/0adTg0D+iTQbRd4ggZIE8DmDdPZnzpy5du1aySeev6oQ3HLa+s9++mbVR4vWmCwsvONc6x4zBvy9Zd0SaxHvPMXxXHUfjWltSCop5tKWbzvRs1ldtx/lLK10wK/hxk6yrFIC/Buj0oGj2yRAAiRQgsBzzz3XpEmTffv24e7hw4dXrVrVvXv3EjXceVGx0eI//1zszh5t6Stq5MpP+nktyjl+KvP4waOHjh09d+bSRd/Qx+45939bf/erXqfRfY0fatGySeNQf/5ttIUn65DALQI1atSADMP2MIiEihWdWhcjP9HyNR7tPPjRF/tmHT1y4LfDWWcv5t06+9hQwf+esPsfeKBRWK0yJ7z9n5/2f8/L75kjFoXWxd48RU08OhIJ29wiwD81fCOQAAmQgBYIYJ/AuHHjXn31VRHM7NmzPSnDlEk093q+wRDoH9igEf7XPNLIya79jC5YJAESsIcAZBg+fyDDIBIUJ8NEIOX9ghs2xf/sCUtxdbEHDys/4VbNmjW5MUxxw+OQQ55bsuKQu2xEAiRAAiRQGgEc5nPPPfeIpzjV5//+7/9Kq6nb+/zpUbdDz8BdR8DLy0tsVbpy5YrreqFlaDBxYlhQUBBpaIMAZZg2xpFRkAAJkIAB2aJHjx4tgUhMTJTKLJAACZCA6wjUqlULxpV2gJjr4vWIZaFy8TkfGBjoEQfYqewEKMNkR0qDJEACJOAxAgMGDJAyaG3YsGHXrl0ec4UdkwAJ6IYA5mdETqC8PA0kSVXisCFBoliRWLt2bU+mX1IiGxX7RBmm4sGj6yRAAiRgQgAHer7xxhvSzYSEBKnMAgmQAAm4iADWJYoJMWwPE8eIuagj3ZqVFnwGBwfrFoL2AqcM096YMiISIAFdE4AM8/X1FQjWrFlz5MgRXeNg8CRAAm4hgDPE0A82L0mCwS3d6qITUL18+TJCvXlkq3+ZqR11wUQbQVKGaWMcGQUJkAAJ3CaAJFpYmigu8LP0rFmziIYESIAEXE2gatWqQiFcunTJ1X3pzb40xyglYdIbAa3GSxmm1ZFlXCRAAvolMGrUqPLlbx8s+vHHH589e1a/LBg5CZCAuwgIkYBff65evequPnXRj5gKw3FhYuWnLmLWR5CUYfoYZ0ZJAiSgJwL16tVD8noRMQ5UnTdvnp6iZ6wkQAKeIYDsET4+Pug7JyfHMx5osVdk5ii8deR03bp1mZxDYyNMGaaxAWU4JEACJHCTwNixYyUQ77//vh7TlxVdlwj8Vbhe/FeJ/yUBEpCdAEQCfgOC2eLiYk6IyYVXaFokQalTp45cNmlHIQR4lKVCBoJukAAJkICcBCIiIjp16rR27VoYxYKW9957LzY2Vs4OFG/Lu/qD08ZP86l687f5W6/r16s8eDt1yV+3+F8SIAF5CSBRR2ZmJmZvLl686OfnV65cOXnt680adoWJqbDQ0FAoMb2Fr/l4OaKaH2IGSAIkoFMCcXFxQoYh/qSkpBEjRmBrgX5YVAyNnDgjUj/xMlISUAIBTIjVr1//wIEDOOcKk/DI7KcEr1TqAxIkXrhwAc7jo5vJOVQ6iNbd5qJE63z4lARIgATUSqBdu3atWrUS3mdlZSFXh1ojod8kQALqIYAJMRxgCH+xmo5niDkzbtCxULOwAGXLqTBnSCq2LWWYYoeGjpEACZCAswTGjRsnmZgzZw6/Ekk0WCABEnARASxEbNiwIYxjMgdLE13Ui+bNYn+d2BUGTSvOZNN8yDoMkDJMh4POkEmABPRC4MUXX7z//vtFtL/99ttXX32ll8gZJwmQgOcI1KhRAwcYon8c5YxkrZ5zRMU9Q8FCxyKARo0acYudigfSquuUYVbx8CEJkAAJqJkA9mlgh5gUAY9yllCwQAIk4FIC+AFInF6YnZ0t5IRLu9OYceSZRHIOBBUcHBwYGKix6BiORIAyTELBAgmQAAlokECvXr3wh1wE9vPPP6empmowSIZEAiSgMAIVK1a899574RR2N3Fpol2DA2Lnz59HE2TmEMs77WrOyioiQBmmosGiqyRAAiRgNwH8IR81apTULDExUSqzQAIkQAKuI4BzrqpVqwb7SDUh5nZc15eWLEvzh02aNPH29tZSaIzFhABlmAkQXpIACZCA1ghER0dXrVpVRPX999+npaVpLULGQwIkoDwC2NH0wAMPiBR/kBbIOaE8HxXn0aVLl8RuOohYbLFTnH90SFYClGGy4qQxEiABElAeAX9//yFDhkh+zZw5UyqzQAIkQAKuI+Dj44MpHdjH9rBz585xk5h11Pn5+ZBhqFO5cmUuR7TOShtPKcO0MY6MggRIgASsERg+fDi2aogaq1atyszMtFabz0iABEhAJgJBQUGhoaEwVlhYKA4jlsmw1swUFRVBqSIqpDYJDw8XCU60FiTjKUmAMqwkD16RAAmQgBYJ1KpVq3///iIy7P/GGWJajJIxkQAJKJEAcnWIdH/IXy9me5TopUd9wqGOZ86cEbOFWMnp5+fnUXfYuZsIUIa5CTS7IQESIAHPEhg9ejTy1wsfli1bhq0anvWHvZMACeiEADaJYXpHSAvIMIgxnQRuY5hQX2fPnsUPZKgPyYr5QxsbspraCVCGqX0E6T8JkAAJ2ESgQYMG3bp1E1WxA2HBggU2NWMlEiABEnCaADL+PfTQQyLvH7KxM3GiRFRosOvXr+MODhepV6+e9IgFzROgDNP8EDNAEiABErhNIDY2VmKxaNEi/iYt0WCBBEjA1QQwGwYlJp3pjB+DXN2jKuxjYYJIjYi8iI0aNVKFz3RSLgKUYXKRpB0SIAESUDqB5s2bP/XUU8JLHKi6ZMkSpXtM/0iABDREoEqVKhEREVgdjSkgpKPQ+ZyYMQTsnWvatKm0blxDY85QrBGgDLNGh89IgARIQGMExo0bJ0U0f/585OaSLlkgARIgAVcTwIHO2CeG3WJChFy9etXVPSrTvliLKIQoznWU5gmV6S29chEByjAXgaVZEiABElAigcjIyBYtWgjPTp48uWLFCiV6SZ9IgAS0SwCr75o1ayZmfrAkLzc3V7uxWo4M2ThOnz4t1iJCl4IG09NbJqX1u5RhWh9hxkcCJEACJQkYT4jNnj0bP8qWfM4rEiABEnAtAWgPrJH28vJCN1ggravzxLAG4dSpUzhFDbFDkXIezLVvNWVbpwxT9vjQOxIgARKQm0CXLl2QE1lY3bdv3zfffCN3D7RHAiRAAmUQwEq8v/3tb+JY+by8PJyaJTK2l9FM5Y+xCjErKwunhCGOOnXqiJ1yKo+J7jtOgDLMcXZsSQIkQAJqJIC1QGPHjpU8nzVrllRmgQRIgATcRqBy5cotW7YMCAhAj1ihhzkikbfdbQ64uaOcnBwkJhELEBo2bIi8iNgj52Yf2J2iCFCGKWo46AwJkAAJuINA3759a9WqJXr66aefNm/e7I5e2QcJkAAJlCTg4+OD3ao4Lwu3MUeEHVM437lkFS1cFRcXI7TLly8jGByehs1goaGhWgiMMThHgDLMOX5sTQIkQAIqJICvPiNHjpQcT0xMlMoskAAJkIA7CSA7RZMmTRo3biySdkCGQbFAt7jTB5f2hSWX0kQfpv5atWpVvXp1l/ZI42ohQBmmlpGinyRAAiQgJ4FBgwaJtUAwunbt2r1798ppnbZIgARIwB4CISEhDz/8MJYpohGWJkK3YO5I7QmEkI0DkhIJSEQgmAGTtsPZw4Z1NUuAMkyzQ8vASIAESMAKAZyjCiUmKuArAifErLDiIxIgATcQgAaDEhOr9fChhJ1UEGP5+flu6Fr2LrDAEv4jG4fY7YZMJFh7if1gPKBZdtSqNkgZpurho/MkQAIk4DiBmJiYChUqiPafffbZiRMnHLfFliRAAiTgNAGoFGgViDF/f38Yw9LEs2fPIomiig6ah4DEKsTff/9dzOYhCQeEZevWrQMDA53GQwNaI0AZprURZTwkQAIkYCMBbIt/9dVXRWV83Xn77bdtbMhqJEACJOA6AlgvDSV23333iYPFRBJF5BhUuBiDALty5crJkyexClGkpEdSfgQCYcnTmV33blG1ZcowVQ8fnScBEiABpwggc720SObDDz/EOapOmWNjEiABEpCDACaR6tat+9hjj91zzz0iqztO3MIaRYgxqDI5epDTBkRXbm4uBNj58+eFAPP19Q0PD8dOMDGtJ2dntKUhApRhGhpMhkICJEACdhLA782dO3cWja5evbpw4UI7DbA6CZAACbiKAHK733///Y8++iim7iUxhjWKWPKHhX9C8Liqb9vsYusX5r4gwPAbliTAkPURqxCDgoJss8Fa+iVAGabfsWfkJEACJAACsbGxEod33nkHPzlLlyyQAAmQgMcJYGYJGe0hxurUqSNW92ERtRA/2dnZ+MjCakA3O4nlkZj+ghpEIkQIQuEAUozATwgwZH2UVhm42TF2py4CXupyl96SAAmQAAnISwBbF9q3b5+amgqzWFGzdOnS4cOHy9sFrZEACZCAkwQgxho1anTvvfdiaSL0DzIoQvxgDh8vTJThqZ+fHxISiu1kTvZlsTm6w9wXlkRiA5jxsWbovUaNGlg8Wa1aNYsNeZMESiNAGVYaGd4nARIgAb0QiIuLEzIMAc+dO3fIkCGu+yqjF6aMkwRIwAUE8NGExIN44ZRnpIPHVjEoIggkzInhhQ4xDQU9hhPq8UJlJ2elYBwTX0J94V8x6yWFhemvu2+9pJSz0iMWSMAWApRhtlBiHRIgARLQMoFnnnkmIiIiLS0NQR4/fnzlypW9e/fWcsCMjQRIQOUEkIQQL8yPYVMWxBhm8gsLCxETNmhhtgovER9kGPQY9phBkmFBIy7xL+avxAt1hLLCvzdu3EBbvCC9hPqCQRPdJWzi0MWaNWti6xf0nrjDf0nAMQKUYY5xYysSIAES0BSBcePG9ezZU4Q0a9YsyjBNjS6DIQGNEoCswoJAvBAfpBckGQ5NxoFdQpLhJmQVli/i5QwAaDZMfEF9Ydkhjv+CqHPGGtuSgESAMkxCwQIJkAAJ6JdAt27d4uPjMzMzgSAjI2Pt2rWdOnXSLw5GTgIkoDYCUEp4Ic09HMcOLqTQwLYxaDMsVsSl7WeOQXRhjxlelSpVEjaRdJ4Hf6nt7aAOfynD1DFO9JIESIAEXEoAXzLGjBkzdOhQ0cvMmTMpw1wKnMZJgARcR0DoKGP7WHOIzV0QY3hJ6w+x5hDzaeKFVYvY4oWZLvwLJWbclmUScBEBZ2UY3rXCM7ytXeQizZIACeiEAJSA2FHNzxOPjDgWIk6ePBlbLND75s2bt2zZ0qpVK494wk5JQBYC+DzBt2p+nsgCUwNG8GbAq8xAsDGszDqsoDcCWN0qSR45Y8cvAQ6/cGiDnK7QFgmQAAmQAAmQAAmQAAmQAAkokgByWTmsm8wb8vhmRQ4ynSIBEiABEiABEiABEiABEtAuAWcXJT7++OOAg9P0cG6ddikxMhIgAXcQ+Pnnn7GjGjmvmjZt6o7+2IclAt9///3WrVvFk4ceeuill16yVIv3SEDpBA4ePIhzfrGOqG3btkr3lf6RAAkomwAORdi7dy98xE5CGT0thwkyh80hMWj16tXRfM6cOaNHj3bYDhuSAAmQAAhAfe3Zs+fFF19MSUkhEE8R+P333+vXry+202Cr+tGjR0NCQjzlDPslAYcJIN/MokWLkGQc5/w6bIQNSYAESAAEvvjii+7du6OARYnh4eFyMZFT0snlE+2QAAmQAAl4ikCdOnV69eolesfZO3PnzvWUJ+yXBEiABEiABDRMgDJMw4PL0EiABEjAEQJjx46V8jV/8MEHnExwBCLbkAAJkAAJkIBVApRhVvHwIQmQAAnoj0CTJk2wNFTEnZeX9+677+qPASMmARIgARIgAdcSoAxzLV9aJwESIAE1EoiNjZXcXrBgQUFBgXTJAgmQAAmQAAmQgPMEKMOcZ0gLJEACJKA1Ao8++qiUXw4ZopYtW6a1CBkPCZAACZAACXiUAGWYR/GzcxIgARJQKoG4uDjJNaTDvXHjhnTJAgmQAAmQAAmQgJMEKMOcBMjmJEACJKBNAp06dXrwwQdFbEhbv2rVKm3GyahIgARIgARIwBMEKMM8QZ19kgAJkIDiCSBZovGE2KxZsxTvMh0kARIgARIgAdUQoAxTzVDRURIgARJwM4EePXrUrVtXdLp79+4ffvjBzQ6wOxIgARIgARLQKgHKMK2OLOMiARIgAWcJeHl5jR49WrKSmJgolVkgARIgARIgARJwhgBlmDP02JYESIAENE7g9ddfr169ughy48aNv/zyi8YDZngkQAIkQAIk4BYClGFuwcxOSIAESECdBCpVqvTGG29Ivs+cOVMqs0ACJEACJEACJOAwAcowh9GxIQmQAAnogsCwYcP8/PxEqF999dWhQ4d0ETaDJAESIAESIAFXEqAMcyVd2iYBEiAB9RPAosQBAwaIOP7444/Zs2erPyZGQAIkQAIkQAIeJkAZ5uEBYPckQAIkoHwCo0aNQroO4efHH3985swZ5ftMD0mABEiABEhAyQQow5Q8OvSNBEiABBRBIDQ0FMnrhSvXr1+fP3++ItyiEyRAAiRAAiSgWgKUYaodOjpOAiRAAm4kEBsbK/X23nvv5ebmSpcskAAJkAAJkAAJ2EuAMsxeYqxPAiRAAnok0LRp006dOonIocGgxPRIgTGTAAmQAAmQgEwEKMNkAkkzJEACJKB1AuPGjZNCTEpKwupE6ZIFEiABEiABEiABuwhQhtmFi5VJgARIQL8E2rZt27p1axH/6dOnkatDvywYOQmQAAmQAAk4R4AyzDl+bE0CJEACeiIQFxcnhYvM9chfL12yQAIkQAIkQAIkYDsByjDbWbEmCZAACeidwIsvvti4cWNBAec4r1mzRu9EGD8JkAAJkAAJOESAMswhbGxEAiRAArokUK5cubFjx0qhz5o1SyqzQAIkQAIkQAIkYDsByjDbWbEmCZAACZCAoXfv3iEhIQLEjh07Nm7cSCgkQAIkQAIkQAL2EqAMs5cY65MACZCArgl4e3uPGjVKQpCYmCiVWSABEiABEiABErCRAGWYjaBYjQRIgARI4DaB6OjowMBAcfHDDz/s3r2baEiABEiABEiABOwiQBlmFy5WJgESIAESMFSuXHnIkCESCE6ISShYIAESIAESIAEbCVCG2QiK1UiABEiABO4QGD58eMWKFcX16tWrjx49eucZSyRAAiRAAiRAAmURoAwrixCfkwAJkAAJmBEICgp67bXXxO0bN27MmTPHrIqhqKjI/CbvkAAJkAAJkAAJgABlGN8GJEACJEACjhAYPXp0+fLlRctly5adO3fO2EpxcfGECROM77BMAiRAAiRAAiQgEaAMk1CwQAIkQAIkYAeB+vXrd+vWTTQoKChYsGCBcWNkU9y2bZvxHZZJgARIgARIgAQkApRhEgoWSIAESIAE7CMQGxsrNVi0aNGVK1fE5SeffLJw4UIfHx/pKQskQAIkQAIkQALGBCjDjGmwTAIkQAIkYAeBZs2aPf3006JBTk7O4sWLUUb++oEDB6Ig5fCwwyKrkgAJkAAJkIA+CFCG6WOcGSUJkAAJuIZAXFycZHjevHmnT5/u3Llzfn4+bnI2TCLDAgmQAAmQAAmYEKAMMwHCSxIgARIgATsIREZGtmzZUjQ4derUk08+efz4cXFJGWYHR1YlARIgARLQGQEvncXLcEmABEiABBwncP369d9++w36Sryw7BCFMWPGdO/eHUZr1Kixb98+yToeSWUWSIAESIAESIAEjAlQhhnTYJkESIAESMAaASirzZs3jxw50uRMsHLlylWoUOH8+fPGjSnDjGmwTAIkQAIkQALGBLgo0ZgGyyRAAiRAAmUQGDp06MaNG2vXrm1c788//8REmfEdlCnDTIDwkgRIgARIgAQkApRhEgoWSIAESIAEbCLQpk2bnTt3PvLII9ZrU4ZZ58OnJEACJEACeiZAGabn0WfsJEACJOAggeDg4P/973/R0dFW2lOGWYHDRyRAAiRAAjonQBmm8zcAwycBEiABBwlgMxgOCvvggw9Kk1ul3XewPzYjARIgARIgAQ0RoAzT0GAyFBIgARJwO4EBAwZs2rSpTp065j1Thpkz4R0SIAESIAESEASYKZHvBBIgARIgAacIPPzww9gq1q1bN+gxY0NOyrAbN24U3Hoh+UdhYWFxcTHSM/7xxx9IB4J/kZvxrlsvLy8v71svdIcE+r6+vuXLlzd2g2USIAESIAESUCAByjAFDgpdIgESIAGVEQgKCtqwYcPo0aMXLFgguW6vDIPmunz5cm5u7tWrV69cuYJLyZRdBfRbqVKlypUrBwQEVKlSBcLMruasTAIkQAIkQAJuIEAZ5gbI7IIESIAEtE8As1JJSUl/+9vfBg4cmJ+fj4BtkWGY6br418s85b0JNcx+4Q7+xVQY5sSMX8Y1YQcvWBU3MVUWGBhYvXr1atWqUZIZg2KZBEiABEjAgwQowzwIn12TAAmQgNYI9OnT58EHH+zSpcuxY8esyLBr166du/XC3Jc5Aggn5P/AC9IOLywyFOsPzWuKO9BjWMEoXli7iBWMeGEFI+6jAgqiL5QxRYaJO7xQKM0a75MACZAACZCAGwhQhrkBMrsgARIgAR0RaNas2S+//NKjRw9zGQaNdPbs2aysLCw+NCaC2S3MU+El1BcujZ+WWUZ9IdiMa0KDQYCJmTGoPmwnw1OsdcTr6NGjkGHIuY9DqNGjcSuWSYAESIAESMA9BCjD3MOZvZAACZCAjghgBeD69esvXbokxYztXidOnDh9+rSQQ+I+tBPkENSXuWCTGjpcgDYTos7f3x9GMD+GzWbQYCjgEoWDBw8eOnSoVq1adevWxS4yhztiQxIgARIgARJwgABlmAPQ2IQESIAESKAMAlhJCDGGShBjmZmZFy5ckBpghSFkD7JoYPGhdNPVBSHJ0C9m5DA5hsWQKGDG7MytFzJ5hIWF1ahRw9Vu0D4JkAAJkAAJCAKUYXwnkAAJkAAJuIQABNiRI0dycnIk635+fhBCSCsv3XF/AVNw8AEvrFfMy8vDNB3EGBZJ/vrrr7hZv359ijH3Dwp7JAESIAEdEqAM0+GgM2QSIAEScC0BTDcdPnwYiTFEN1gfCIWDxYGQQK7t2B7rWAmJF5IoQoxBhkGMYYoMYgx37rvvPrGU0R57rEsCJEACJEACdhBQ0F9EO7xmVRIgARIgAUUSQLpCJMDANjCoGjgoBBg0mGKPVIZjVatWhYcQY5i+g9uYvtu+fTsSeDRs2NCdyyYVOZ50igRIgARIwFUEKMNcRZZ2SYAESEBvBM6fP3/gwAHp2GWk38DMkmIFmPHoYLsatodhBkycHw0xhnSO2dnZ999/P7IpGtdkmQRIgARIgARkIUAZJgtGGiEBEiABXRNAugskHoR0ERSw2A87rFQ3lQQxBt0IMYaEIjiBGvnu9+zZgwz7jRs3Zl57Xb+/GTwJkAAJuIAAZZgLoNIkCZAACeiJANby7d27F7oFQWMVIhIkqvpwZGxgQxZ7bG/D5B7S62NODFNkTZo0YeoOPb2pGSsJkAAJuJzAXS7vgR2QAAmQAAlolwC2ge3cuVNoMJwAVqdOHVVrMGmgkNQRsSCrPu7gqDGk7kDSEbHhTarDAgmQAAmQAAk4TICzYQ6jY0MSIAES0DUBZOPAJJhIh4hJsGrVqmksuyDWKNasWRNKDBNiEGDHjh3DtFjTpk25QFHX73sGTwIkQAIyEeBsmEwgaYYESIAE9EQAh2798ssvQoMhCcfdd9+tMQ0mDSamxUJCQoT0QhLFHTt24Kgx6SkLJEACJEACJOAYAcowx7ixFQmQAAnolwByu//888/4FwiMVYpWiWC3GHSmWGyJ5ZdQYhcvXtRqsIyLBEiABEjAPQQow9zDmb2QAAmQgEYIICEHNoNhNgzx4LitoKAgLN7TSGylh4FVl0jRgTyKqIK0kLt375YOpy69EZ+QAAmQAAmQQKkEtP+3s9TQ+YAESIAESMBOAsjkvmvXLugQtENGROwHs9OAuqvjbDHITkgybBXLyMg4c+aMuuOh9yRAAiRAAp4jQBnmOfbsmQRIgARURQAaDAkDkcMdXiN3hVY3g1kfEyzCRDp7ocRwqtjp06et1+dTEiABEiABErBIgDLMIhbeJAESIAESKEEAaxHT0tIwCwQFghkhkcm9RA3dXFSsWLF27drggIj37dvH1Ym6GXkGSgIkQAJyEqAMk5MmbZEACZCAJgnk5uZiN5SYB4MGw4yQJsO0PSgfHx+hxMTqRMwT2t6WNUmABEiABEgABCjD+DYgARIgARKwRqCgoABrEXFKGCphLSLOaLZWWzfPoMSk1Ynp6elXrlzRTegMlARIgARIQAYClGEyQKQJEiABEtAqAWTjgAYrLCxEgMjJoee1iOZDjNWJ0KW4D40KSiJ7pHk13iEBEiABEiABcwKUYeZMeIcESIAESOA2gb1794p5HiQJ1GdODutvBazPFOkiMWeIOTGxbtN6Ez4lARIgARIgARCgDOPbgARIgARIwDKBY8eOZWdn4xnEhjgyy3I9fd/F4WlCoF6+fPnQoUP6hsHoSYAESIAEbCVAGWYrKdYjARIgAV0RyMnJOXz4MEL28vLCycW6it3eYDEhhq1iaHXy5EkeJmYvPdYnARIgAX0SoAzT57gzahIgARKwRgBbwrAcETWQlh2JKO66i38srOESSfwFpQMHDmCBorXafEYCJEACJEACXJTI9wAJkAAJkIA5AUlLIC2Ht7e3eQXeMSFQvnx5ka5DKFgksjepwEsSIAESIAESMCbAHziNabBMAiRAAiRgwHnEYmUdtoRVrlyZRGwkgFT+2CeGyljPidWJNrZiNRIgARIgAX0SoAzT57gzahIgARKwTACTOb/99hueYYkdt4RZZlT6XSQywbQYnh85coRLE0vnxCckQAIkQALMlMj3AAmQAAmQgBEB6Adx/hWWI3JLmBEYm4rYJCadJCbUrE3NWIkESIAESEB/BDgbpr8xZ8QkQAIkUAoBHBEmVtPhYGKe1FwKpDJuA51YyYlc/xcuXCijNh+TAAmQAAnolQBlmF5HnnGTAAmQgBkB6dgrTIWZPeQNWwkgfz2mxVAbPJmrw1ZqrEcCJEACOiNAGaazAWe4JEACJFAKAUzdiNkb5JlgdsRSINl0G4s5xWnXmF08ffq0TW1YiQRIgARIQGcEKMN0NuAMlwRIgARKIYBdYXiCaZyqVauWUoW3bSXg7+8vdtYdPXr0jz/+sLUZ65EACZAACeiGAGWYboaagZIACZBA6QQwD5abm4vnVapUYWaO0jnZ+gRqFksTURv5EjkhZis11iMBEiABPRGgDNPTaDNWEiABEiiFQGZmJp5APIiTr0qpxdt2EECOEyFojx07xh1idoBjVRIgARLQBwHKMH2MM6MkARIggdIJXL58+dKlS3jOqbDSIdn9RJoQy8/PR9ZEu9uzAQmQAAmQgKYJeGk6OgZHAiRAAiRQNgGRpB6yATuayq7tkRo38k4cPLBzZ/pvB/cf3Zp2c+bu1issLKJxq5YtHn64WZMw/5vHJivrhQmxixcvYm/YiRMngoKClOUcvSEBEiABEvAoAcowj+Jn5yRAAiTgaQI4rPns2bPwApqhfHnlSZkb53/6ZtXkRWsscsrMTMP/1q5cajCE9R0/rEtkUz+L9Tx0UyzyxEwjXnl5ecpVuR7iw25JgARIQM8EuChRz6PP2EmABEjAcObMGbFzSYG7wgrP7p75bM/SNFjJwctcnjAq6ql5O7Kulbzv4StxlDOcyMrK8rAr7J4ESIAESEBJBCjDlDQa9IUESIAE3E5AyAMvL68KFSq4vXNrHRZmbXqjd+wGa1XMn62N7xv1faaClBjA+vr6wlHIXWauNx8w3iEBEiAB3RKgDNPt0DNwEiABEjAgSf3Vq1cBQnFTYZd2x/edLu0BMxmqMLxMbhldzolenFlodO3poliLWFRUJE7H9rQ77J8ESIAESEARBLg3TP5hOPDpyO6JaWFhATdN5+ZmGiKWfD6vVU0ZO8r7dGRUYpohLOBWF+gkM/fV5JR+TZW6t17G0G+ZKkG4DOPiJCRUCggIqRV2T52w+xo82Lhpg/r1Qmr6O/nud4HzAgAALvpJREFUt8eNUr3U29iVCoIPPETg3LlzomdsDPOQCxa7vfTVP2PTzJ6Edeg7uPtT94fU8KuAPWw3rp0/9cuGT6cvNZ8wW/vuV8/O6d7YzIBnbmA2DJvEsPITtGvWlPOPgWfiYa8kQAIkQAJyEHDyi6gcLmjORlFeZnp6anq6FFjqI0G+h4tmNJAPdl5manqq4U4PBsNLRcVSf5ovmBF2LOL2I6Z1f+G5J1s2b+CYfpXJDX2NnWNDxVauIyBkmI+Pj6KSc1zK+HaRmQhrPWTu5M5NjVKIlPerUbdd93FrHn50dLTpvFna0pTMzo3DlLHKEhrMz88Ps45IW491iTwd23XvZ1rWFIGCjJGdeqcFiF+1ERl+t2w4L/ndyGD5vk5piheDUR8BLkp0xZiZf6tPuLfrYhlPjfFxhddqsmlO2AHvU+dPGtShxb0B5SLiF6w+kF1gvwlZ3LC/W7YgAZkIQBhcu3ZzG5WURkImw06ayduyfLmpiU7jJ5TQYHee+4e1mzC+053r26UNe08paIeYmGwsLi5GykQzV3mDBEjAIoGim785p0gvXCzZczLPYlXeJAE1EqAMc9eopQx6Mv4bB77pu8s/PfeTnhDTrXGQb5/pq7N0NKeo5xFn7LcJSFuVKlasqBwoN87uTjKdCgub0T/SysxW3UeejDAL4ORpBQkeibDE3Mxf3iABEjAlYOHHTm/TOrwmAfUSoAxz39ilJ0T9Y/Eu9/XHnuwkkDypW4h3n41ZFMt2gmN11RLAycLwHWvkvL0V9NXm6I7/mBLt8PcHqpreK3Htd3dLMx12+uzN1CMKeQEyVn7CGcFcIV7RDRIgARIgAQ8S4Ppat8JPHtTinruPzXgx1K296qSz8PDw9Dv75cLDDem39ueFG+7ctIFEcoeQ9FX7t3RtZOE3OBuaGwwl3bChSbqPgf83tIETq8hNABkjcnJyYFVhyTmu/fbzVpNYOz1c5qHMAVUVdWyzSQC3LrE9DCdl4xBnpExUlO615CzvkQAJkAAJuJwAv/+5HLFJBwlR9UJ3XhzYPNDkPi+dItD+/YsbB5oxxRLD2+/w4uKC/Lz8vNyLZ07s3bLuuw8TlhgnOCnZdXq3xlHrjv3wbKj9/++w7EZJ87wiAWUQwMawGzduwBdpvZwi/Co8u8dUhUW0aV6rDN9unDlq2srQrFHtMlq597GYDUOfly9frlGjhns7Z28kQAIkQAKKI8BFiR4YkkEt/r7+ODchyUzekma6c8/Lq6J/YGBwaIPmbV8cPmNxWlFu+oYVvTFTZvmV2rHe0AyHtgHf6dKyZd4lAaUQgBgQrijq1OYbuefPmxLyq3ozPb3V143rp82fK+z/jRJniby5y7xDAiRAAiSgHwKUYR4Z65vf8nc59C3fI+7a3WnO8SPZytaZXv5NI1/5JC1/Z0piKdEtCe/zkYaHqJSoeVtHBIQYQC51RS2Qu55z1jQ9h8FQ5qdJoYXJsNaNaju6tNg17wJpD550mqFr+qFVEiABEiABdRCgDPPUOC1p0Wb6cU917tJ+c3b1qVbv06OqkDAVm78YW3RqU7RFICn9x3x6wOIT3iQBDRDAokREIa2UU0pEFqawAitauGnsb+GWL+cYX6Mc1uOFxspSYTcdFLSvXLli4i0vSYAEVEegICf7SMau7ZtvvjZu3Lx914HsvDJ/MlJdlHTYtQTK+OPm2s51bj19Ur0+9+R+0k95XxWcGJicXQOrtUg2GJIUlHetjHC8gtsuzj9cp9O9k1JNay7p1b3zEzuf5UmRpmB4rQUCQgxIK+WUEpL515jWDWtZyVVvMFzL/CFhran7vTuaZU40reKBa0EbiTpwgJiXF//+emAI2CUJOEugIGvjmuRlS+OSzb4zwHL76MSE+MGtQkv7Zpe9eta8Xdd9fW87ke9zz5OD+0WWVttZV9le8QT4Z8AdQ9Q7aVWbvd0GLTHrK7l/1H11f5gYqZFhyNnep9oj0GDqe1VsMHFt+u++4WZDlN5x9tqieS9qZIDUNzD02FUECgoKRH4Opckwn4Ba0E8l1iWWcQhz1mfRSSaYIgbMbRdsVbqZNHDXpbT+E1ORVapUcVe37IcESEAWAsUZqxPCu02yYit1SdwjS+Ki39+UNLCthdMYszOmxyWYZAjrThlmBajWH3FRojtGOM/nwYGLD4+w1FXqpA5DP8qw9ERt97I3q1WDCdIVm85JX2YB+vz5m7It3OYtElA1Acgw4b/S5mSuX7OwN6x01Oe/ndl3pcnj1jETujc1uaeQS4l2fn6+QlyiGyRAArYRyFs9soV1DSbZWTKoXafpG82n9rMP/GKiwdpP68gjjCRuOixQhrll0K/j59wG885tirLU25L+4dM3Zll6op570GBB7YznwXy8/5pyV08Q/k17rxthnjwxddl33CGmnlGkp7YRkGRY+fJlJSG0zaAHauVlfjimZ9KGkj2H9Vg++XnrRz2XbODWK4m2xN+t3bMzEiABBwlAg7XpNt9EQ1mzhR/ZJ31jmgHg6Nb1Jm1eevpBkzu81BUBLrZy43DXbLty/yrfxt3Mu5zUIaTB/txXHD4y2Nyi9TsF2Rk7tv60dduujJNnT53yj4jwO595KM8QUqtJy9bNWz3yaItGdmyHKs7a2DWkQ0rJHhdN/MeuWhaOU712rc6bH0xsZGGqvmR7z1x5PRufGD6/o8kHbfLHPyzo1yjQMy6xVxJwCQFJBkjCwCXduMjojbxDP66dPX1ppon9sB4fvvN6sIJ1JZIlIjUlDs7G9jAT33lJAiSgWALbF/SxqMHaR08b8FTjvKM/LoqzINESovp3vLix7Z1vD9n/W2+yn6x3+4g7jxUbPh1zHQHKMNextWC5YqOu5zYlBbWLMX/Wq3Gf2ue+jqxp/kTOO9BfK9+f1X+S8cSVwZAqfS6kJIvdUeFRSdMnRb/YvEy5ZFGDweP0lGQTMfNXGFFvLMJ5sX9dKe2/NZ+cPiI8yuTjNDVm3YHoV5SqHZWGkP6ogkBRURH8hCSAMFCFwzfOH/rPzqPehqLs3w9tWLnWVIAhNWKnMTOGP1NDwRpMcIbuRX6OwsJCVWCnkyRAAnm7Fj8SY/JT800qSRuODY8MvcWn68DBA2f1aRxnWiu13bjVRYu73v6qnZ1hqsKiuzVW7NchDrxbCKjjD7BbULipk5pth+9fYXGbWEqHoJEZt/druMKZvI2LR/oGhZtqMItdpafERLXwjRi4/kCOxefiZvHx9U+bzYNZqS8eKTuHolfrF7qah7Dn4FnzmxbuBFi4x1skoEACkgxToG8WXbqes2fOnDkJc5KWWtJghi5T3xmpAg2G0MT0o+BvMVLeJAESUBKB7Pf6DzL3Z9qGU39psFsP/RvFfn0qsb1ZxSXdkjNun9+TlfGj9Ju3qDetd2tOhpgh09cNyjAPjHejV+ZtSrS4TWx+eKcFrtglVpy9Kz4ioMOg+fZFm76kY+NqIz/abr7NFHYKoMHqdTT5TLHPviJr12z6mPkH6bZjF2xyNrfsc2ZL2rGItmQVXpGACwgIGaCiFYleXlZ/wFkz+bnomd/uyLzhAlbymhTMMSEmr1laIwEScAWBnO2fxZmt7Qkfv2FiZLBZd8GxyevM95f3n/jlLR1W/Mu/V5dsEt2ttYtXQJXsj1cKJEAZ5plBaRv7yYpoS12nxoSMXC3vlFjegdUtglqYZki11LnFe/P7P9Ji5GqTw5iLs9a3clCD5d5cC6XkV2DoI2buBfiY3bJ4I3VQNSzzsuPl/dKCXRYt8SYJuJTAH3/8AftqWZFoE4rMDUnx0c+OeS/jrKLX++HjAeEI/jbFxUokQAIeI1Cw7h3zXSS9l42PtOxR8LPJ7/c2fZTS/8sD+Fp3+LuS+x3aJ73WiHNhprB0d823gKeG3P+Vxad+PxQSZz6dNL9bj7BNXw9vK49nOZv7NO5m9lPObdvte494qU2jgnOXqwRVPL5rY8IS03XNol76/G5Rd2/aGGvkkm/IyMTEc7ceV6xoyNy4Yn5KiU6iRkyLDPP5Kyf2nVCuXw+qYfVH7TtVPVXyCroPU5UlSaSsS88b2JwHLHpqTNiv7ASQJQI2hSSQ3bgrDBYX2/YDTtqaUb3X9J36Ye9H67rCDedtUoY5z5AWSMBNBHJ2LE027ap9YrSVbwNNX58yYlCyydKj/ov/+/Rrx8XW+7/Mhcd2bfFXmf/VLwHKMA+OfXBsSvqRAPMjgw3/3969QEdV3wkcH80EwiNAgAAmQBIDOKgJC9gG3ZI1wdXQB2kpWAuxglaCbE+ArkJhF9rGHiLWQsLxAVRPtARrq6XE9QhbxbTQBxxXbYJbOAsIiImGQAIJhEiC7C+5EDL3zmRmMq//3Pud44G5d/73//j8h3F+83/c8sWZSxMOr5+V6nflml6cn+kcUFzJMm/tqz97+JtJcV3fAAVrSur2vVG6YLZxBN5WsTxz0/TG/LQrkYg9Lm3esmt35jk4YL8uDJv+4GP5aSZaedr4OVOI/H43koFCAhE3GtN3xB0bNjjs8qtPW8u5urpjH/3vX3ZvqzzqmvSlHz/0yaJ1j30rTdkNO7Qw2HXtOYsAAmoIHN+zzfhT+Xem/1N3tbOnLilfUZxb5JSmeHqiLjLLW3WnDztSO2XGgZkEmJQY1t6MTXumeodxJZLUqXj2mA37/L1tcN2e5+a7CMJyyw/Ub1k2yzkG63CIic+Ytayy8UCJYVBdXl6Y95y7CrUa9l7+vNVcNycdYOsasIb1TUPhCARAIILGwa60Nnb4+PHjx6akjB07fuIdmd/Ke+SpzTt//cK6RTNvd8mx69kfLv/NB8ouFYs8f5fKnETAzAJtlRXvGNq34I6xHmbGJM3IX2G4THdi49J7TPRDta5xHPogQBjmA1YwktoTcsqrSl3mvHjKXa8d8WeZWM3GHyw35Jy3t377jO5vghXrKNjSWG68kXHV8tI97gIxQzmRfMIQVNpsjIZFcodSd6OAtioswsdkooaOTvvWI4XlZesecBWLVT6/bMPuYOx5ZOT04UzETQf1oW0kRcBUAg0HK51WW0jj0pd8zYst5pPyy5d0J5FVMrObeY3dXclrZhPgJ/7w92hs2rxjO04kT19tqErV7DEP763fkhFneMWLEy37/7Ba/wFiK9m7wbvcYmes37aieIzzsLpt+ea3CqbOMflPOC3H/mwYQszKutW7TkjPyk3xYdf6xqMpqi+V8+KtRpIIFNBGYyI8DLvi3nd4Wl7hzslvbCgoeVPXFW8+vu6ubU9dnUytezE8h5q5qTZHCQ8kpSIQZIGWE381TElMcaR487056av5C2zFzovBrtW28D9nsUPiNQ5rP/Pm7WRtoZC0Piln1Xul/zd5fpmhtLIpd446/N6aVN876tBfd+lzyyud710Q1nFh6mO71xZlOo+nle34xy/neL6ps77gSDpuq95v7IYBAwd51YbcRW9uzzd5mOoVBIlUF4iObt8q59IlZWft+QoYNf7rS9edr/7h85XOV1a+VL7/qbxrC1mdXw3DkbYqz273/TM9DJWlSASsK9BSfdDwk6zMjPFuryC7I78kd7Ormz7bbIUPudjs3rrOFm85kxJVeQNMmle6Y4WrZWJVRWNmberuJsquW9D03g59NFGyNNfDjGbnrOKmPlyir1HZu4d0e9c7XxP5R8c/eNfYiJvHDTGedHGm0WauJXEumsgpcwhoYUDEbdTRPX7adx67z5Ci8qWXPjijULSphb5aGGyoLCcQQEAVgdZmF992piR792XAZpv03QL9F6iOlq3Y8ZDxjmOqtJl6hFyAH+RCTu62QHvOmt+VnhjsYkisfOGdK5PeW5PjU28ZFjjlZqR4N7HuWg1jb52SZaswjMpfS2C+Zw1v63ealTZm3TU5ycum+tRHXuZJMgQCLqCFATJBTh4m2i5i+L0bvv9KwfPOXJXvHzo18UvDnU+G7YgwLGz0FGw5gaaXl+aurbSlDPC4VqDxaOPY9WXPZHvavTApZbC3ivGZy5akVzjfK0y+TnwvhyjMW0IrpONLo1K9HDev9PCJqjHGNV1VRdPnJ723JX+St9VtOWRc4BTtc2/b45MSdSW+v7/alubQnTTNYcv+8oXGWQjpOWnM4zZNH9OQDoHeva/cklyiAjNNkIsdN3Wm7fltzr18/JNGmxphmAS92ghkp79zTTlCAIFACjQdraiqsBmWybssouLDE09kJ3j4tdrLOYkdBdjvfPAhW7Hu7s+nj9W0OTwFey7rx0lTCjApUbFutaeu+uNeV9vF28oWTl6587i31bUPHJWuS3v0TCBufXXoVLMuXxMdNr2yar6xObmLphOFGVk4E9ECffr00epvouVhHQ2KGn7bzBRd1zSfP6c7E67DTu0YuQEaDwQQCLLAlV+bvCylfcGsh8fZMy5mKrq7pr76M8NLVU++8DfDSU5YV4AwTL2+j8soPVauj6E6qlk0PfnF9+UjINow4dDQirbm0/rff9IHXfneZUjsy4mxQ/v6kjyS0ta9U+zqNmtZ/36vQuv7IwmUuios0BkGtLUF4ucZhVoaNfTGG3XVqfz7MR++OukuDuhhp3anf0CzJzMEEAiuQMWHxsjKXYnHn56u2226PWXF6l/s8325v7syOB/pAoRhKvagPWnGH/eWuKzZ/Mm5e+qahnjcaiMm+fZcXQZVn9T6+n2rZf+fy3S5TErTT1PUJYjUw4Z9D08z3jPAlrX2p1M9TFKI1BZTbysLSBigLQlrbfVu46+IxuobHaVG/Tu1+/Xrp0aNqAUCCLgRcPXROMDr8bWanZtcBGHtRZUX/fZ9N0Vy2nIChGGKdnlcRsHh8hWuKleReddds/XBkTFhdH/9ivSqine9ntOo5ddy6E+Ggrz+CDJWSeEzTftX3jnFuCjMZsstemSqwvWmagj0UEDuW9W3b/vI9sWLF3uYhaKXXfz0o4/0VWu2KbJVohaGyWI81obp+4hjBIIg0HjUh0xbnOOuPiOSjPOSjh4/6d3v2Ud+7mooTKtN+cL1+1t8qBhJTSzg86YNJrZQrWmpM9bsLfnHFON9J6r00w1d1Txm4r8ssG12unlg8eyfPHhhS5rXSxLe37zK6fr2YhZMHutxJE6rTsS8tdpq9vxbYqahpR2tffUXGV42V2s0fyIQOQL9+/c/f/58S4vJvg601X+q/+Y14Uupivw7/vzz9hnlDIVFzr8SahrRAn3uXr+j/KKtlxeNkB+kUm50WrlhH5w4xabf3qOq6PeHV+c4PH2POvjik8XdFVr29Lb/2DTH0V0SXrOGQMR8V7ZGd+hbmVHwyqtHM2brNzzVJ3N5nHTn12w2XXBRllc4t3JNjsv0upNtx1+bb4wAF/zreE+fPlo+Leflu50i33x0Let62HZw57Pjp+s2MrqaIHfjE7NSrx7wNwJmE4iNja2trZWN+2TfiKgoRWbt+Yt8qeZ/Sv6mzyT1hoH6U+E4lm0StbHHAZ63zw5H/SgTAbMJ2B3ZOT2PdToWd2zWz5PZvPfQU460br/eNOxZNF/37Usvu3nupmX3rk/lO7gexnLHTEpUvMtjZq1/u0S/ysurOtsT7t6ap08pG9/fv2GPx1+/W47snJU82zjotvEH97j80Ei+4yu6krb+8aDuTLAPvZsncLUWbU0H97yWnx3tNgaz5e0tze/BojDfqnG1OvyNQOgFBg68EpyYaF7ixT/96nGj5ISb9FO0jWlCcEZmJEokJgV1yoegUIpAAIGeCsROnm74FmWz/Wr737vNsOXlgsyKLinSC3c3Ht7a5YT2tPiFt2sMJzlhOQHCMPW7PL7glQNLelLNmHt/8qrxurLFmX2++fj7Ne5isaZ9Lz/eZ8x0/Q9AklHe1ge6/wWoS2FVqze37+loeLQ1HHlx6f0d+z0aXvPnxACby/jwWpZtbU0NdceP7N+z87UnV+ZPiB4wPnP25q6flNeSyrPcXdWlGT0IwjxWw6kUDhAIp4CMyWi7dGgz5cJZle7L9npz1lPv/rZolyGvCYvShisx1tfpTBhm6CROIKCiwPgcF7+CV6z+8Tt1bmt7/PXCuWVdX01f+9DU2NTpJVldT7Y/L1pe5j4bfWKOzSrg4burWZsdYe2Kcaw/ufvosEwXoVG3LbGnztq9NitzuSHaKF89uXx17pKSgvvvTktJjO0TbWttbaqv3v+XP2yYa5yJqJWRtWvdHHcTEqOjjTt3lE3+ytBd21Znp7ZHMy1NDdWHPnj7tdKFRe2fTyX3b+i24r6/WL4wN/s37i47fbrCq/V0V65f8l79+kk9iMHk8m6r4aZ6p08nLv3zlnndTnFwcymnEfBDQCYiSiR29uzZ5ubmQYMG+ZFTkC9tbvVmg43aD36ft/IlY1W+/0CWIv+4Lly4INWTzTk6b9pmrC1nEEBAHQF70rSNWbaF+u9QFdMe3lS/3cV8maaDLyfnOu2PmFX4dE6CNChu1rIViyucXrJVLf/1+w8X9PDbhjpI1MQvAcIwv/hCd3H81FcObO0zfq6vJU5dVrZ2Z6IxEJN8yosXl3e7hrRrWYW7yrLd38M4xpEluzo6f8DIytbiaWOKbenp6bYqX6KgrsX68LyiQv9J6cPFV5OmL9j4+jP5SX78s+hJNbI83wfuagX5G4FACgwePFjCMJmUKCvEZO/EQGYdwLwqn5356LFHv/P1jAk3Durlalzr0pm/vrbxx88bB8JstmmPfiNNiQhTpiNqYdiQIUMCaENWCCAQTIG4mT9du7Biub6I8oXfXpn05pqcrr9N1+x7cfqU+c4p80oem6qdSbjrewtsRboVY4vX71iwxe0P3M5ZcWROAVX/v2tObb9aFeOYU71rre9ZJCx78/BaF+PqPuS0dsfhVdntv+e4fyR9b+sC169KCGZcZOY6aXjPpq8tr6rc5FcMFt4GUDoCvgp0hgRahODr5aFLX/nmUysXzf5azqNPPPf7/969/8DRmtpTZ86cqf340O43yhbkzHYdg9luX7fwHq+nNAa3NTIjUVsYJqFvcEsidwQQCJxA/NSHjfMJJfuKoumyvmPPweMNDXWy3GHD0uzEKfN1X3YKd627tje13ZFvXOhfNveN46woD1xvRWBOfvzsH4GtjfQqJ2QvO7D1yPi5ut9TPDUrJnXZ9sbbNjw6bbGPF0rG6Qt2bXsq24vdnh1zflby283uZjR6qmKYX1+w9tWVj8xKUmTqUpgxKN5CArJIKTo6WraOkJ3rI2IX9cpd2+Q/73ooZcXmH6kxEtZeXy3QlcV4naGvd60gFQIIhFcgruA3u94ZNs3FqpDy1Znlq91VLqtw1yrnSUSTvluQvrhcF6o9vuntWd7tX+2uIM5HtACjYRHWfY45z+wqNKz09NyI2OyCTfUHdizx5dIVpbsbKzd5E4N1lB9f8Fr1Vu8KGBDtZ/zvavcPzwj6FOm5S0p37D154fKmZT2LwQJTDX21OEYgVAISFcTHt882liBBG6sJVclBLidl5oZXn8tOUWQkrL2xTU3tHxdxcXES9wa58WSPAAIBFYjPfuXAq8ZbOXdXRl7p71Zl6xPEZz5umDZUVfTkTnbq0EtZ6NjPb8MWkvKrqcYNLHqenT17VfnWT74yd3PXn1Syxo3wPJQT58hZ/07rD/a9+cLTxUVl7ldSpeeuXV6Q943sBM9ZOjfDnjBn/Tt33v/6zwtXFet/8elImZ5buOjBOfd+NTXOrzde3yEpMk4na868f8gv0LIbQezw4UOHjExJGjXu5snpt45NiOs6r9v7zK6kjPa9Gq7KqKpKDOT7w1URnEPArcCwYcNqamq0lUt9+yoUt7itsacX7nt03XfvSVOqJTIjUVbfScVF21P1eR0BBK4KtNoU+bEzxjFr3+Ed97ncRPpqZTv/zl1bvmXZDFdfoOx3Ly21bdatH6t4cuM7OcaYrTM7nphawK9vw6aW6Xnj0vK3XM7f0vPrPV8ZO2dT5ZxNntO5SmFPzZixJmNG4S8bjh87WlNzsuHcxV69etlkkX6vXnHDElNHJSfEu/r0cJWXy3MJk2as3z6jsO74oYNHTp6/KGl69erXb1D8qFGJfubcWVzqrPUdd9/pPBGeJw41qhGexlOqWQRkqZI2L1GGa1QNw1Junzbgb7sqPZGnzFw0L/eujIRYV9t4eLo4qK+fO3dO8pexx+HDlbiDWVAbS+YIBEwguq/xH0y4fraMSc3Z3lr9+rM/X7W4uOuv4E6NzV2x44mlOQ63G5rFOHI35toWOk9wrFj9XwdXZDv4Pu5EaZUDut0qPa1rpz0mLtUh/+lOB+wwNj5pUnxSwLIjIwQQCI6AbJA4YsSIEydOyLzES5cuyS72wSnHj1xv//Z//uieqIKm2lOf1X7yaXXtp2fqzzX1Hn5L/Jn3/lEXMyB+1MjRqeNuSho9vK96dZdmy0ijFobJ/E9mJPrxPuBS6wnEODZdvtzD35yDoWVPmFGwfsaiwiNVf9/37gdHjn9W33EXClufwY5bv3THP2ekJXm8101c/vbL+cGoG3lGpgBhWGT2G7VGAAEEAiSQkJAgYZhkJgNiKt5ArLlVbukQ2zc2YbT8N3Zil1Zn3tPlQNWnsv2Jtu5OnFWtI/VCAAGvBeyxqZOmyn9eX0BCBNwKsEWHWxpeQAABBKwgEBsbK1smSksbGxvV3KhDyVEub98asrG+JI2JiWGPRG/JSIcAAghYQ4AwzBr9TCsRQAAB9wKjR4+WF2UbCRm6cZ+KV3wWaGlpaWtrvy/QqFGjZG2Yz9dzAQIIIICAeQUIw8zbt7QMAQQQ8E5Ali3JcI2k1YZuvLuIVJ4FGhoaJJGsuEtMTPScmhQIIIAAAlYSIAyzUm/TVgQQQMCVgGzUkZTUvqeODN0wIOZKqCfnZChMtqqXK2UozG5nJXZPDLkGAQQQMLEAYZiJO5emIYAAAt4KyHBN+70rbDZtAMfby0jnXkAbWpQQV5vz6T4hryCAAAIIWFGAMMyKvU6bEUAAAZ2ARAspKXJj9PYBMdkyUfcqh74KyA0AZDRMrpKhMC2+9TUH0iOAAAIImFuAMMzc/UvrEEAAAW8FZECsT58+kloGxGS7Dm8vI50rgdOnT8tpuVFYcnKyq9c5hwACCCBgdQHCMKu/A2g/AgggoAnIgNjYsWPlucRgZ8+ehaXHArL1v7ZBogwwcsvmHjNyIQIIIGBuAcIwc/cvrUMAAQR8EBg2bFhcXJxcIGHYxYsXfbgyUEnbWg05tV4ynFL5hARg2vq6fv36jRw5UuWqUjcEEEAAgTAKsHdTGPEpGgEEEFBOwOFw7N27V+7jfOrUqYSEhBDXzz4g+YH7HojuH3213NbWfsm9rx5ExN/19fXaXbBFUgYYI6LOVBIBBBBAIPQChGGhN6dEBBBAQF0BGcORqXQfffSRjIbJXn+DBg0KZV17DZ+Y99DEUJYY2LLOnTvX3NwseUoEq40rBjZ/ckMAAQQQMI0AP9SZpitpCAIIIBAYAdlVon///pKXhGHhmZoYmHaEOheZjqjtzNG7d29tlV2oa0B5CCCAAAKRI0AYFjl9RU0RQACBkAjIVLpbb731uuuuk9Jqa2vZNdEbdZmIWFdXp01HvOWWW9iZwxs00iCAAAJWFiAMs3Lv03YEEEDAtYCMho0ZM0Zeu3TpkiwSc52Is10EZFuOzz//XE7IzZoHDx7c5RWeIoAAAggg4EKAMMwFCqcQQAABBJKSkuLj48VBFjvJDuyAdCNw/vx5jWjgwIFa+NpNYl5CAAEEEEBABAjDeBsggAACCLgWkMl12g2dZfc/becJ1+msfVYGwbQBQ5mImJaWxu6I1n470HoEEEDAWwHCMG+lSIcAAghYTcBut0+YMCEqKkoaLguf2K7D+AaQbTlk+ZwsCZOldOnp6TExMcY0nEEAAQQQQMAoQBhmNOEMAggggMAVAVkkJtGFxBgSaXz22WetrcbbK1vXShbOffrpp9oWJuPHj2eHeuu+FWg5Aggg4LsAYZjvZlyBAAIIWElgyJAhcidiabHEGxJ1yPiPlVrvtq2iIXGpRGKSQu60FvpbXbutGS8ggAACCESCAGFYJPQSdUQAAQTCKpCYmKjtPEEkpvWDFoNpY4MjR45MTU0Na/9QOAIIIIBA5AkQhkVen1FjBBBAIPQCck9neUi5Mv5TU1Nj5TExbS6itlLuhhtuuOmmm0LfHZSIAAIIIBDpAoRhkd6D1B8BBBAIkYAMiGmRmIwFSSRmzXViEn92tl1isJtvvlm7z3WI+oBiEEAAAQTMIkAYZpaepB0IIIBA8AUkEtMm4GmR2IULF4JfpkIlyN70EoNp68FkLiIxmEJ9Q1UQQACBSBMgDIu0HqO+CCCAQFgFZDsKbRqe7J0oe7U3NTWFtTqhK1zunCZ7ckj8KUUKgmxbwjhY6PQpCQEEEDCdgN10LaJBCCCAAALBFRg1apTc1nn//v0yLnT69GkZI5LdFM0dkzQ0NJw9e1ZYpZmyNz37Igb3HUbuCCCAgAUEGA2zQCfTRAQQQCDQAkOHDr3tttu0uxWfO3euc7lUoMsJf36yGEy26ddisOjo6IkTJxKDhb9XqAECCCAQ+QKEYZHfh7QAAQQQCIdAbGzsl7/85cGDB0vhsl2HRGLmm6B4/vz56upqGe6TNg4YMCAjI0Nrbzi8KRMBBBBAwFQChGGm6k4agwACCIRSoFevXjI6dOONN0qhslRMJijK6ilz7GUv8y1PnjxZV1cn7ZLWyYYcnaN/oRSmLAQQQAABswqwNsysPUu7EEAAgVAIyFopCcNkbdiHH34oGye2tLTI8NGgQYNk7ChyV4vJsF59fb0WgEmoKTsiyiTMUGhSBgIIIICAZQQIwyzT1TQUAQQQCJrAwIEDp0yZcvjw4RMnTkj0IhtaNDY2SmzWt2/foJUZlIwljJQxvc5boo0YMWLcuHESiQWlMDJFAAEEELCwAGGYhTufpiOAAAKBE4iKipKN7CVuOXjwoIwmaZP6evfuHRcXp+3kEbiigpLTxYsXJXrsvBOabAUpW9JLJBmUwsgUAQQQQMDyAoRhln8LAIAAAggETkCGxWTfDpmXeOTIERlTks0tZLWY4sGYVPLMmTOdAZjEk3JbMNmUX54EDoacEEAAAQQQcBIgDHPi4AABBBBAwE8BWRImG1rIsNixY8dkjqIMi2nBmN1ulzVj/fr1U2TNmEyelNBLdqLXNkKUVkvFEhMTZakbsxD9fA9wOQIIIICARwHCMI9EJEAAAQQQ8FlAgq4xY8aMHj36448/1oIx2UHx1KlTsvKqf8dDhsh8zjRAF8gwndzrTGZOfvHFF1qW119/vdwNLDk5OSLmTwaIgWwQQAABBMIpQBgWTn3KRgABBMwtIMNKEoxJeCPTFCUYkw0wZAxK4h95yJQ/CcdkD4+QxWOy+qu5uVkCsK5b6ksNZexOHoyAmfutSOsQQAAB1QQIw1TrEeqDAAIImE1ARsaSkpJkZExGw+Quz/KnBGMyWVEmBMpDRqJkPwx5SDwWHR0d2MZLxCVzDmXyoQRgnWNfWhFyI2YZARs2bJhUILCFkhsCCCCAAAIeBQjDPBKRAAEEEEAgAAKy8iq+4yGjUrW1tXJzZNmZUPKV6Oh8x0OeSxqZFqjFYxKSSfzmU4wkWUl0J3MOpQh5yOCbLvSSIuSGZhJ6ydI15h8GoFPJAgEEEECgpwKEYT2V4zoEEEAAgR4JyPQ/2YdQHhIpaavF5F7J2q26tG0zOjctlOwlMJPpixKPyZ8Sksmh9pCU2kMLvST6koEvOeOyRnK57Jsvu8/LXZiJvlwScRIBBBBAIMQChGEhBqc4BBBAAIErAhKPybRAeUj4JONh2hxFue+zPO8MqOSJxFfy8ElNQjWZ5SgDX7KBvjxiY2PljE85kBgBBBBAAIGgChCGBZWXzBFAAAEEPAtIjKRtnyj7xUtqGeCSATEJxmRWoTyRxV0yVqY95CUJzORPbWRM/pSRLpm+KA8Z5tIesie+7Pzh02xGz1UkBQIIIIAAAgEVIAwLKCeZIYAAAgj4LSARlIRS8vA7JzJAAAEEEEBAUQG2h1K0Y6gWAggggAACCCCAAAIImFWAMMysPUu7EEAAAQQQQAABBBBAQFEBwjBFO4ZqIYAAAggggAACCCCAgFkFCMPM2rO0CwEEEEAAAQQQQAABBBQVIAxTtGOoFgIIIIAAAggggAACCJhVgDDMrD1LuxBAAAEEEEAAAQQQQEBRAcIwRTuGaiGAAAIIIIAAAggggIBZBQjDzNqztAsBBBBAAAEEEEAAAQQUFSAMU7RjqBYCCCCAAAIIIIAAAgiYVYAwzKw9S7sQQAABBBBAAAEEEEBAUQHCMEU7hmohgAACCCCAAAIIIICAWQUIw8zas7QLAQQQQAABBBBAAAEEFBUgDFO0Y6gWAggggAACCCCAAAIImFWAMMysPUu7EEAAAQQQQAABBBBAQFEBwjBFO4ZqIYAAAggggAACCCCAgFkFCMPM2rO0CwEEEEAAAQQQQAABBBQVIAxTtGOoFgIIIIAAAggggAACCJhVgDDMrD1LuxBAAAEEEEAAAQQQQEBRAcIwRTuGaiGAAAIIIIAAAggggIBZBQjDzNqztAsBBBBAAAEEEEAAAQQUFSAMU7RjqBYCCCCAAAIIIIAAAgiYVYAwzKw9S7sQQAABBBBAAAEEEEBAUQHCMEU7hmohgAACCCCAAAIIIICAWQUIw8zas7QLAQQQQAABBBBAAAEEFBUgDFO0Y6gWAggggAACCCCAAAIImFWAMMysPUu7EEAAAQQQQAABBBBAQFEBwjBFO4ZqIYAAAggggAACCCCAgFkFCMPM2rO0CwEEEEAAAQQQQAABBBQVIAxTtGOoFgIIIIAAAggggAACCJhVgDDMrD1LuxBAAAEEEEAAAQQQQEBRAcIwRTuGaiGAAAIIIIAAAggggIBZBQjDzNqztAsBBBBAAAEEEEAAAQQUFSAMU7RjqBYCCCCAAAIIIIAAAgiYVYAwzKw9S7sQQAABBBBAAAEEEEBAUQHCMEU7hmohgAACCCCAAAIIIICAWQUIw8zas7QLAQQQQAABBBBAAAEEFBUgDFO0Y6gWAggggAACCCCAAAIImFWAMMysPUu7EEAAAQQQQAABBBBAQFEBwjBFO4ZqIYAAAggggAACCCCAgFkFCMPM2rO0CwEEEEAAAQQQQAABBBQVIAxTtGOoFgIIIIAAAggggAACCJhVgDDMrD1LuxBAAAEEEEAAAQQQQEBRAcIwRTuGaiGAAAIIIIAAAggggIBZBa67fPlyj9vW0NDgcDjk8uuuu+7664noegzJhQgg0C5w6dIl+ZPPE94NCCDgv8AXX3yhfcOJioryPzdyQAABKwvIh4l8pIjAW2+9lZ6eHigKuz8ZSZ1OnjzpTw5ciwACCCCAAAIIIIAAAghYTcCvMKx3797z5s2zGhntRQABBBBAAAEEEEAAAasJxMXFBbDJfk1KDGA9yAoBBBBAAAEEEEAAAQQQsIgAC7os0tE0EwEEEEAAAQQQQAABBFQRIAxTpSeoBwIIIIAAAggggAACCFhEgDDMIh1NMxFAAAEEEEAAAQQQQEAVAcIwVXqCeiCAAAIIIIAAAggggIBFBAjDLNLRNBMBBBBAAAEEEEAAAQRUESAMU6UnqAcCCCCAAAIIIIAAAghYRIAwzCIdTTMRQAABBBBAAAEEEEBAFQHCMFV6gnoggAACCCCAAAIIIICARQQIwyzS0TQTAQQQQAABBBBAAAEEVBEgDFOlJ6gHAggggAACCCCAAAIIWESAMMwiHU0zEUAAAQQQQAABBBBAQBUBwjBVeoJ6IIAAAggggAACCCCAgEUECMMs0tE0EwEEEEAAAQQQQAABBFQRIAxTpSeoBwIIIIAAAggggAACCFhEgDDMIh1NMxFAAAEEEEAAAQQQQEAVAcIwVXqCeiCAAAIIIIAAAggggIBFBAjDLNLRNBMBBBBAAAEEEEAAAQRUESAMU6UnqAcCCCCAAAIIIIAAAghYRIAwzCIdTTMRQAABBBBAAAEEEEBAFQHCMFV6gnoggAACCCCAAAIIIICARQQIwyzS0TQTAQQQQAABBBBAAAEEVBH4fwZRTa/U55LrAAAAAElFTkSuQmCC" width=600></p>
</article></slide><slide class=''><hgroup><h2>Multiple testing</h2></hgroup><article id="multiple-testing" class="smaller ">
<ul>
<li>Fix the type I error rate (0.05)</li>
<li>Minimize the type II</li>
<li>This is what we do for each gene with a p-value cut off of 0.05</li>
<li>Problem?
<ul>
<li>Look at many genes!</li>
</ul></li>
</ul>
</article></slide><slide class=''><hgroup><h2>Multiple testing</h2></hgroup><article id="multiple-testing-1" class="smaller ">
<ul>
<li>1000 t-tests, all null hypothesis are true (\(\mu_1=\mu_2\))
<ul>
<li>For one test, Pr of making an error is 0.05.</li>
<li>For 1000 tests, Pr of making at least one error is 1-(1-0.05)^1000 which is 1!</li>
</ul></li>
</ul>
</article></slide><slide class=''><hgroup><h2>Multiple testing</h2></hgroup><article id="multiple-testing-2" class="smaller ">
<ul>
<li>The error probability is much greater when looking at many genes!</li>
<li>We look at \(G\) genes with \(G\) very large! For each gene, \(\alpha\) error probability</li>
<li>Multiple testing is used to control an overall measure of error (FWER, FDR)</li>
</ul>
</article></slide><slide class=''><hgroup><h2>Family Wise Error Rate</h2></hgroup><article id="family-wise-error-rate" class="smaller ">
<p>Controls the probability of making at least one type I error</p>
<p><strong>Example:</strong> Bonferroni multiple adjustment</p>
<p>\[\tilde p_g = G \cdot p_g\]</p>
<p>If \(\tilde p_g \le \alpha\) then \(FWER \le \alpha\)</p>
<p>Many other (more powerful) FWER procedures exist (Holm's step-down, Hochberg's step-up).</p>
</article></slide><slide class=''><hgroup><h2>False Discovery Rate</h2></hgroup><article id="false-discovery-rate" class="smaller ">
<p>Proportion of false positive among the genes called DE</p>
<p>First procedure introduced by Benjamini and Hochberg (1995)</p>
<ul>
<li>Order the p-values \(p_{(1)} \le \dots \le p_{(g)} \le \dots \le p_{(G)}\)</li>
</ul>
<p>Let \(k\) be the largest \(g\) such that \(p_{(g)} \le g/G\alpha\) then the</p>
<p>FDR is controlled at \(\alpha\)</p>
<ul>
<li>Hypothesis need to be independent!</li>
<li>Alternative approaches exist for dealing with the dependence at the cost of losing some power when the test are in fact independent.</li>
</ul>
</article></slide><slide class=''><hgroup><h2>False Discovery Rate</h2></hgroup><article id="false-discovery-rate-1" class="smaller ">
<pre class = 'prettyprint lang-r'>library(ggplot2)
p <- rbeta(1000, 0.1, 0.1)
p_sorted <- sort(p)
qplot(1:1000, p_sorted, ) + geom_abline(intercept = 0, slope = 0.05/1000) +
xlim(c(0, 500)) + ylim(c(0, 0.1))</pre>
<pre >## Warning: Removed 570 rows containing missing values (geom_point).</pre>
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' title='fig:'/>
<ul>
<li>Look at the <code>p.adjust</code> function in R!</li>
</ul>
</article></slide><slide class=''><hgroup><h2>t-test - revisited</h2></hgroup><article id="t-test---revisited" class="smaller ">
<p>Microarray experiments are expensive, and as such the number of replicates is usually small. These can lead to the following issues:</p>
<ul>
<li>The test statistic is not normally distributed</li>
<li>The variance estimates are noisy, with thousands of test, some of the estimated variances can be extremely small!</li>
</ul>
</article></slide><slide class=''><hgroup><h2>Modified t-test</h2></hgroup><article id="modified-t-test" class="smaller ">
<ul>
<li>Small variance problem:</li>
</ul>
<p>Regularized t-test: \[t_g=(\bar{y}_{1g}-\bar{y}_{2g})/\sqrt{s^2_{1g}/R_1+s^2_{2g}/R_2+c}\]</p>
<p>where \(c\) is a positive constant used to regularize the variance estimate (e.g. 95% of all standard deviations \(S_g\))</p>
<ul>
<li>Small sample size and distributional assumption:</li>
</ul>
<p>Estimate the null distribution by permutation. Under the assumption of no differential expression we can permute the columns of the data matrix.</p>
<p>This is the main idea behind SAM.</p>
<p>Tusher, V. G., Tibshirani, R., & Chu, G. (2001). Significance analysis of microarrays applied to the ionizing radiation response. Proceedings of the National Academy of Sciences of the United States of America, 98(9), 5116–5121. <a href='doi:10.1073/pnas.091062498' title=''>doi:10.1073/pnas.091062498</a></p>
</article></slide><slide class=''><hgroup><h2>Linear Models for Microarray Data - LIMMA</h2></hgroup><article id="linear-models-for-microarray-data---limma" class="smaller ">
<p>LIMMA is popular Bioconductor package for the analysis of microarray data that provides a flexible linear modeling framework for assessing differential expression.</p>
<p>Smyth, G. K. (2004). Linear models and empirical bayes methods for assessing differential expression in microarray experiments. Statistical Applications in Genetics and Molecular Biology, 3(1), Article3. <a href='doi:10.2202/1544-6115.1027' title=''>doi:10.2202/1544-6115.1027</a></p>
</article></slide><slide class=''><hgroup><h2>Linear Models for Microarray Data - LIMMA</h2></hgroup><article id="linear-models-for-microarray-data---limma-1" class="smaller ">
<p>Let \(\mathbf{y}^T_g=(y_{g1}, y_{g2},\dots, y_{gn})\) be the expression vector of gene \(g\). The response would be log-ratios for 2-color microarrays or log-intensities for single-channel data.</p>
<p>Smyth (2004) assumes that the mean expression value of \(\mathbf{y}_g\) can be described through a linear model:</p>
<p>\[ \mathbb{E}(\mathbf{y}_g)=\mathbf{X}\boldsymbol{\alpha}_g\]</p>
<p>where \(\mathbf{X}\) is a full column rank design matrix and \(\boldsymbol{\alpha}_g\) is a coefficient vector.</p>
</article></slide><slide class=''><hgroup><h2>Linear Models for Microarray Data - LIMMA</h2></hgroup><article id="linear-models-for-microarray-data---limma-2" class="smaller ">
<p>It is futher assume that</p>
<p>\[\mathrm{var}(\mathbf{y}_g)=\mathbf{W}_g\sigma_g^2\]</p>
<p>where \(\mathbf{W}_g\) is a weight matrix. Certain constrasts \(\mathbf{C}\) of the vector \(\boldsymbol{\alpha}_g\) are of biological interest, and these are defined as:</p>
<p>\[\boldsymbol{\beta}_g=\mathbf{C}^T\boldsymbol{\alpha}_g.\]</p>
<p>The goal here will be to test if some of these contrats are equal to zero.</p>
</article></slide><slide class=''><hgroup><h2>Linear Models for Microarray Data - LIMMA</h2></hgroup><article id="linear-models-for-microarray-data---limma-3" class="smaller ">
<p>As an example of the difference between the design matrix \(\mathbf{X}\) and the contrast matrix \(\mathbf{C}\) consider a time course experiment for times \(t_0\), \(t_1\) and \(t_2\) in which there are two replicates for each time point. A design matrix for this experiment would be:</p>
<p>\[\mathbf{X} = \left(\begin{array}{ccc}
1 & 0 & 0\\
1 & 0 & 0\\
0 & 1 & 0\\
0 & 1 & 0\\
0 & 0 & 1\\
0 & 0 & 1\end{array}\right)\]</p>
<p>If we are interested in the difference between \(t_0\) and \(t_1\), as well as the difference between \(t_1\) and \(t_2\), the transpose of the contrast matrix would be:</p>
<p>\[\mathbf{C^T} = \left(\begin{array}{ccc}
-1 & 1 & 0 \\
0 & -1 & 1 \end{array}\right)\]</p>
</article></slide><slide class=''><hgroup><h2>Linear Models for Microarray Data - LIMMA</h2></hgroup><article id="linear-models-for-microarray-data---limma-4" class="smaller ">
<p>It is assumed that the linear model is fitted for each gene to obtain an estimator \(\hat{\boldsymbol{\alpha}}_g\) of \(\boldsymbol{\alpha}_g\), and estimator \(s^2_g\) of \(\sigma_g^2\) and estimated covariance matrix:</p>
<p>\[\mathrm{var}(\hat{\alpha}_g ) = \mathbf{V}_g s^2_g\]</p>
<p>where \(\mathbf{V}_g\) is positive definite and does not depend on \(s_g^2\). Then we have \[ \mathrm{var}( \hat{\boldsymbol{\beta}}_g ) = \mathbf{C}^T \mathbf{V}_g \mathbf{C} s^2_g \]</p>
<p><strong>Note:</strong> So far no distributional assumptions are made, and the fitting is not necessarily done by least-squares. However the contrast estimator will be assumed to be approximately normal with mean \(\boldsymbol{\beta}_g\) and covariance \(\mathbf{C}^T \mathbf{V}_g \mathbf{C} \sigma^2_g\)</p>
</article></slide><slide class=''><hgroup><h2>Linear Models for Microarray Data - LIMMA</h2></hgroup><article id="linear-models-for-microarray-data---limma-5" class="smaller ">
<p>Let \(v_{gj}\) be the \(j^{th}\) diagonal element of \(\mathbf{C}^T \mathbf{V}_g \mathbf{C}\), then the distributional assumptions made are equivalent to:</p>
<p>\[ \hat{\beta}_{gj} | \beta_{gj} , \sigma_g^2 \sim \mathrm{N}(\beta_{gj} , v_{gj} \sigma_g^2)\]</p>
<p>and</p>
<p>\[ s^2_g|\sigma_g^2 \sim \frac{\sigma_g^2}{d_g}\chi^2_{d_g}\]</p>
<p>where \(d_g\) is the residual degrees of freedom for the linear model for gene \(g\). Under these assumptions the ordinary t-statistic</p>
<p>\[ t_{gj}=\frac{\hat{\beta}_{gj}}{s_g\sqrt{v_{gj}}}\]</p>
<p>follows an approximate t-distribution on \(d_g\) degrees of freedom, which can be used to test the null hypothesis: \(H_0 : \beta_{gj} = 0.\)</p>
</article></slide><slide class=''><hgroup><h2>Linear Models for Microarray Data - LIMMA</h2></hgroup><article id="linear-models-for-microarray-data---limma-6" class="smaller ">
<p>This approach still suffers from the small sample size problem mentioned previously. One solution is to use a hierarchical model to borrow strength across genes. In particular, we will place a prior distribution on the inverse variances as follows:</p>
<p>\[\sigma_g^{-2}\sim \frac{1}{d_0 s_0^2}\chi^2_{d_0}\]</p>
<p>where \({d_0}\) and \(s_0\) are fixed hyper-parameters. Similarly, a prior distribution can be placed on the unknown contrast parameters:</p>
<p>\[\beta_{gj} |\sigma_g^2,\beta_{gj}\ne 0 \sim \mathrm{N}(0,v_{0j}\sigma_g^2)\]</p>
<p>with \(\mathrm{Pr}(\beta_{gj}\ne 0) = p_j\) where \(v_{0j}\) and \(p_j\) are given hyperparameters.</p>
</article></slide><slide class=''><hgroup><h2>LIMMA - Hierarchical model</h2></hgroup><article id="limma---hierarchical-model" class="smaller ">
<p>Under the above hierarchical model, the posterior mean of \(\sigma_g^2\) given \(s_g^2\) is</p>
<p>\[\tilde{s}^2_g=\mathbb{E}(\sigma^2_g|s^2_g)= \frac{d_0s_0^2+d_gs_g^2}{d_0+d_g}\]</p>
<p>and we can define the following moderated t-statistics:</p>
<p>\[ \tilde{t}_{gj}=\frac{\hat{\beta}_{gj}}{\tilde{s}_g\sqrt{v_{gj}}}\]</p>
<p>The moderated t-statistics \(\tilde{t}_{gj}\) and the residual sample variances \(s^2\) are shown to be distributed independently. The moderated t is shown to follow a t- distribution under the null hypothesis \(H_0 : \beta_{gj}\) = 0 with degrees of freedom \(d_g +d_0\).</p>
</article></slide><slide class=''><hgroup><h2>LIMMA - Estimation of hyperparameters</h2></hgroup><article id="limma---estimation-of-hyperparameters" class="smaller ">
<p>All parameters except \(p_j\) are shared across genes and can easily be estimated using an empirical Bayes approach using all genes. The most difficult parameter to estimate is \(p_j\), but this parameter is only used in the calculation of the posterior odds and is not required for inference via the moderated t-statistics.</p>
<p>This is typical of frequentist inference where the alternative does not matter.</p>
</article></slide><slide class=''><hgroup><h2>Other Bayesian approaches</h2></hgroup><article id="other-bayesian-approaches" class="smaller ">
<p>Here are a few other Bayesian approaches that are available for the analysis of gene expression microarray data: - Kendziorski, C. M., Newton, M. A., Lan, H., & Gould, M. N. (2003). On parametric empirical Bayes methods for comparing multiple groups using replicated gene expression profiles. Statistics in Medicine, 22(24), 3899–3914. <a href='doi:10.1002/sim.1548' title=''>doi:10.1002/sim.1548</a></p>
<ul>
<li><p>Gottardo, R., Raftery, A. E., Yeung, K. Y., & Bumgarner, R. E. (2006). Bayesian robust inference for differential gene expression in microarrays with multiple samples. Biometrics, 62(1), 10–18. <a href='doi:10.1111/j.1541-0420.2005.00397.x' title=''>doi:10.1111/j.1541-0420.2005.00397.x</a></p></li>
<li><p>Lewin, A., Bochkina, N., & Richardson, S. (2007). Fully Bayesian mixture model for differential gene expression: simulations and model checks. Statistical Applications in Genetics and Molecular Biology, 6(1), Article36. <a href='doi:10.2202/1544-6115.1314' title=''>doi:10.2202/1544-6115.1314</a></p></li>
</ul>
<p>However, in my opinion, LIMMA provides the best user experience in terms of analysis in R and Bioconductor.</p>
</article></slide><slide class=''><hgroup><h2>The LIMMA package</h2></hgroup><article id="the-limma-package" class="smaller ">
<p>Let's first install Limma:</p>
<pre class = 'prettyprint lang-r'>source("http://bioconductor.org/biocLite.R")</pre>
<pre >## Bioconductor version 2.14 (BiocInstaller 1.14.3), ?biocLite for
## help
## A newer version of Bioconductor is available for this version of
## R, ?BiocUpgrade for help</pre>
<pre class = 'prettyprint lang-r'>biocLite("limma")</pre>
<pre >## BioC_mirror: http://bioconductor.org
## Using Bioconductor version 2.14 (BiocInstaller 1.14.3), R version
## 3.1.2.
## Installing package(s) 'limma'</pre>
<pre >##
## The downloaded binary packages are in
## /var/folders/_r/hy8xh8lx3xx0jqslfghgw7jr0000gn/T//RtmpmrOGBh/downloaded_packages</pre>
<pre >## Old packages: 'codetools', 'devtools', 'dplyr', 'Formula',
## 'knitr', 'Matrix', 'matrixStats', 'robustbase', 'shiny'</pre>
<p>Now we're ready to start using Limma</p>
<pre class = 'prettyprint lang-r'>library(limma)
library(Biobase)</pre>
<pre >## Loading required package: BiocGenerics
## Loading required package: parallel
##
## Attaching package: 'BiocGenerics'
##
## The following objects are masked from 'package:parallel':
##
## clusterApply, clusterApplyLB, clusterCall, clusterEvalQ,
## clusterExport, clusterMap, parApply, parCapply, parLapply,
## parLapplyLB, parRapply, parSapply, parSapplyLB
##
## The following object is masked from 'package:limma':
##
## plotMA
##
## The following object is masked from 'package:stats':
##
## xtabs
##
## The following objects are masked from 'package:base':
##
## anyDuplicated, append, as.data.frame, as.vector, cbind,
## colnames, do.call, duplicated, eval, evalq, Filter, Find, get,
## intersect, is.unsorted, lapply, Map, mapply, match, mget,
## order, paste, pmax, pmax.int, pmin, pmin.int, Position, rank,
## rbind, Reduce, rep.int, rownames, sapply, setdiff, sort,
## table, tapply, union, unique, unlist
##
## Welcome to Bioconductor
##
## Vignettes contain introductory material; view with
## 'browseVignettes()'. To cite Bioconductor, see
## 'citation("Biobase")', and for packages 'citation("pkgname")'.</pre>
<pre class = 'prettyprint lang-r'>library(data.table)</pre>
<p>but we need some data!</p>
</article></slide><slide class=''><hgroup><h2>Getting some data with GEOquery</h2></hgroup><article id="getting-some-data-with-geoquery" class="smaller ">
<p>We're going to look at the dataset used in:</p>
<p>Nakaya, H. I., Wrammert, J., Lee, E. K., Racioppi, L., Marie-Kunze, S., Haining, W. N., et al. (2011). Systems biology of vaccination for seasonal influenza in humans. Nature Immunology, 12(8), 786–795. <a href='doi:10.1038/ni.2067' title=''>doi:10.1038/ni.2067</a></p>
<pre class = 'prettyprint lang-r'>library(GEOquery)
# Download the mapping information and processed data main
# serie #gds[[1]] = LAIV/TIV 0809, gds[[2]] = FACS, gds[[3]]
# = TIV 0708
gds <- getGEO("GSE29619", destdir = "Data/GEO/")</pre>
<pre >## ftp://ftp.ncbi.nlm.nih.gov/geo/series/GSE29nnn/GSE29619/matrix/
## Found 3 file(s)
## GSE29619-GPL13158_series_matrix.txt.gz
## Using locally cached version: Data/GEO//GSE29619-GPL13158_series_matrix.txt.gz
## Using locally cached version of GPL13158 found here:
## Data/GEO//GPL13158.soft
## GSE29619-GPL3921_series_matrix.txt.gz
## Using locally cached version: Data/GEO//GSE29619-GPL3921_series_matrix.txt.gz
## Using locally cached version of GPL3921 found here:
## Data/GEO//GPL3921.soft
## GSE29619-GPL570_series_matrix.txt.gz
## Using locally cached version: Data/GEO//GSE29619-GPL570_series_matrix.txt.gz
## Using locally cached version of GPL570 found here:
## Data/GEO//GPL570.soft</pre>
</article></slide><slide class=''><hgroup><h2>Getting some data with GEOquery</h2></hgroup><article id="getting-some-data-with-geoquery-1" class="smaller ">
<p>but before we can use this, we need to clean up the pData a bit (see code in .Rmd file by clicking on the pencil icon above, which will bring you to this slide in the .Rmd file).</p>
<pre class = 'prettyprint lang-r'>### Sanitize data and metadata
gds_new <- gds
sanitize_pdata <- function(pd) {
keepCols <- c("characteristics_ch1.1", "characteristics_ch1.2",
"description", "supplementary_file")
pd <- pd[, keepCols]
colnames(pd) <- c("ptid", "time", "description", "filename")
pd$ptid <- gsub(".*: ", "", pd$ptid)
pd$time <- gsub(".*: ", "", pd$time)
pd$time <- gsub("Day", "D", pd$time)
pd$description <- gsub("(-\\w*){2}$", "", pd$description)
pd$filename <- basename(as.character(pd$filename))
pd$filename <- gsub(".CEL.gz", "", pd$filename)
pd
}
pData(gds_new[[1]]) <- sanitize_pdata(pData(gds_new[[1]]))
pData(gds_new[[2]]) <- sanitize_pdata(pData(gds_new[[2]]))
pData(gds_new[[3]]) <- sanitize_pdata(pData(gds_new[[3]]))</pre>
</article></slide><slide class=''><hgroup><h2>Model set-up and estimation</h2></hgroup><article id="model-set-up-and-estimation" class="smaller ">
<p>Let's create seperate <code>ExpressionSet</code>s for the datasets of interests.</p>
<pre class = 'prettyprint lang-r'>TIV_08 <- gds_new[[1]][, grepl("2008-TIV", pData(gds_new[[1]])$description)]
LAIV_08 <- gds_new[[1]][, grepl("2008-LAIV", pData(gds_new[[1]])$description)]
TIV_07 <- gds_new[[3]][, grepl("2007-TIV", pData(gds_new[[3]])$description)]</pre>
<p>TIV_08, LAIV_08 and TIV_07 are expression sets containing data from three time points (variable name is "time", with values D0, D3 and D7), for several probes (i.e., of form GSMXXXX) and patients (variable name "ptid").</p>
<p>We then use the limma R package to identify genes that are differentially expressed at D3 and D7 compared to baseline for each study.</p>
<pre class = 'prettyprint lang-r'>mm_TIV_08 <- model.matrix(~ptid + time, TIV_08) # design matrix
fit_TIV_08 <- lmFit(TIV_08, mm_TIV_08) #Fit linear model for each gene given a series of arrays
ebay_TIV_08 <- eBayes(fit_TIV_08) # compute moderated t-statistics, moderated F-statistic, and log-odds of differential expression</pre>
</article></slide><slide class=''><hgroup><h2>Testing specific hypothesis</h2></hgroup><article id="testing-specific-hypothesis" class="smaller ">
<p>Let's first look at the estimated coefficients</p>
<pre class = 'prettyprint lang-r'>colnames(fit_TIV_08$coef)</pre>
<pre >## [1] "(Intercept)" "ptid2" "ptid29" "ptid3" "ptid32"
## [6] "ptid35" "ptid38" "ptid39" "ptid4" "ptid42"
## [11] "ptid43" "ptid44" "ptid46" "ptid47" "ptid48"
## [16] "ptid51" "ptid53" "ptid63" "ptid65" "ptid68"
## [21] "ptid70" "ptid72" "ptid73" "ptid74" "ptid78"
## [26] "ptid80" "ptid83" "ptid85" "timeD3" "timeD7"</pre>
<p>In this case, the design matrix contains 1's and 0's, indicating which patient and time point matches up to a given measurement in the vector, \(\mathbf{Y}\). There is no column for timeD0, since it is the reference point. When both timeD3 and timeD7 are zero, than we know that the measurement is from timeD0.</p>
<p>Now we can test specific hypotheses.</p>
</article></slide><slide class=''><hgroup><h2>Testing specific hypothesis</h2></hgroup><article id="testing-specific-hypothesis-1" class="smaller ">
<p>Here we look for genes differentially expressed at day 3 and day 7 wrt baseline:</p>
<pre class = 'prettyprint lang-r'># Test t3=t0
topT3 <- topTable(ebay_TIV_08, coef = "timeD3", number = Inf,
sort.by = "none")
# Test t7=t0
topT7 <- topTable(ebay_TIV_08, coef = "timeD7", number = Inf,
sort.by = "none")</pre>
<p><code>topTable()</code> extracts a table of the top-ranked genes from a linear model fit and outputs a <code>data.frame</code> with the following columns:</p>
<pre class = 'prettyprint lang-r'>colnames(topT7)</pre>
<pre >## [1] "ID" "GB_ACC"
## [3] "SPOT_ID" "Species.Scientific.Name"
## [5] "Annotation.Date" "Sequence.Type"
## [7] "Sequence.Source" "Target.Description"
## [9] "Representative.Public.ID" "Gene.Title"
## [11] "Gene.Symbol" "ENTREZ_GENE_ID"
## [13] "RefSeq.Transcript.ID" "Gene.Ontology.Biological.Process"
## [15] "Gene.Ontology.Cellular.Component" "Gene.Ontology.Molecular.Function"
## [17] "logFC" "AveExpr"
## [19] "t" "P.Value"
## [21] "adj.P.Val" "B"</pre>
<p>as you can see it contains information about the probes contained in the <code>ExpressionSet</code> as well as values calculated by LIMMA.</p>
</article></slide><slide class=''><hgroup><h2>MA plot d7 vs d0</h2></hgroup><article id="ma-plot-d7-vs-d0" class="smaller ">
<pre class = 'prettyprint lang-r'>lm7 <- rowMeans(exprs(TIV_08)[, grepl("D7", pData(TIV_08)$time)])
lm0 <- rowMeans(exprs(TIV_08)[, grepl("D0", pData(TIV_08)$time)])
M <- lm7 - lm0
A <- (lm7 + lm0)/2</pre>
<pre class = 'prettyprint lang-r'>dt <- data.table(A, M, abs_t = abs(topT7$t), p = topT7$adj.P.Val)
ggplot(dt, aes(x = A, y = M, color = abs_t, shape = p < 0.01)) +
geom_point() + geom_point(data = dt[p < 0.01], aes(x = A,
y = M), color = "red")</pre>
<img 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' title='fig:'/>
</article></slide><slide class=''><hgroup><h2>MA plot d7 vs d0</h2></hgroup><article id="ma-plot-d7-vs-d0-1" class="smaller ">
<p>Let's compare to ordinary t-statistics</p>
<pre class = 'prettyprint lang-r'># Ordinary t-statistic
ordinary_t <- fit_TIV_08$coef/fit_TIV_08$stdev.unscaled/fit_TIV_08$sigma
ordinary_t <- ordinary_t[, "timeD7"]
# p-values based on normal approx with BH fdr adjustment
ordinary_p <- p.adjust(2 * pnorm(abs(ordinary_t), lower.tail = FALSE),
method = "BH")</pre>
<pre class = 'prettyprint lang-r'>dt <- data.table(A, M, abs_t = abs(ordinary_t), p = ordinary_p)
ggplot(dt[is.finite(abs_t)], aes(x = A, y = M, color = abs_t,
shape = p < 0.01)) + geom_point() + geom_point(data = dt[p <
0.01], aes(x = A, y = M), color = "red")</pre>
<img 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' title='fig:'/>
</article></slide><slide class=''><hgroup><h2>Setting up your own contrast</h2></hgroup><article id="setting-up-your-own-contrast" class="smaller ">
<p>Suppose you want to look at the difference between timeD7 and timeD3. We need to create a contrast matrix that will get this information from the design matrix. This can easily be done using the <code>makeContrats</code> function as follows,</p>
<pre class = 'prettyprint lang-r'>cont_matrix <- makeContrasts(timeD7 - timeD3, levels = mm_TIV_08)</pre>
<pre >## Warning in makeContrasts(timeD7 - timeD3, levels = mm_TIV_08): Renaming
## (Intercept) to Intercept</pre>
<pre class = 'prettyprint lang-r'>fit2 <- contrasts.fit(fit_TIV_08, cont_matrix)</pre>
<pre >## Warning in contrasts.fit(fit_TIV_08, cont_matrix): row names of contrasts
## don't match col names of coefficients</pre>
<pre class = 'prettyprint lang-r'>fit2 <- eBayes(fit2)
topTable(fit2, adjust = "fdr")</pre>
<pre >## ID GB_ACC SPOT_ID Species.Scientific.Name
## 211430_PM_s_at 211430_PM_s_at M87789 Homo sapiens
## 215946_PM_x_at 215946_PM_x_at AL022324 Homo sapiens
## 214669_PM_x_at 214669_PM_x_at BG485135 Homo sapiens
## 213502_PM_x_at 213502_PM_x_at AA398569 Homo sapiens
## 215379_PM_x_at 215379_PM_x_at AV698647 Homo sapiens
## 215121_PM_x_at 215121_PM_x_at AA680302 Homo sapiens
## 214677_PM_x_at 214677_PM_x_at X57812 Homo sapiens
## 213182_PM_x_at 213182_PM_x_at R78668 Homo sapiens
## 216576_PM_x_at 216576_PM_x_at AF103529 Homo sapiens
## 209138_PM_x_at 209138_PM_x_at M87790 Homo sapiens
## Annotation.Date Sequence.Type Sequence.Source
## 211430_PM_s_at Aug 20, 2010 Exemplar sequence GenBank
## 215946_PM_x_at Aug 20, 2010 Consensus sequence GenBank
## 214669_PM_x_at Aug 20, 2010 Consensus sequence GenBank
## 213502_PM_x_at Aug 20, 2010 Consensus sequence GenBank
## 215379_PM_x_at Aug 20, 2010 Consensus sequence GenBank
## 215121_PM_x_at Aug 20, 2010 Consensus sequence GenBank
## 214677_PM_x_at Aug 20, 2010 Consensus sequence GenBank
## 213182_PM_x_at Aug 20, 2010 Consensus sequence GenBank
## 216576_PM_x_at Aug 20, 2010 Consensus sequence GenBank
## 209138_PM_x_at Aug 20, 2010 Exemplar sequence GenBank
## Target.Description
## 211430_PM_s_at gb:M87789.1 /DB_XREF=gi:185361 /FEA=FLmRNA /CNT=1 /TID=Hs.300697.0 /TIER=FL /STK=0 /UG=Hs.300697 /LL=3502 /UG_GENE=IGHG3 /DEF=Human (hybridoma H210) anti-hepatitis A IgG variable region, constant region, complementarity-determining regions mRNA, complete cds. /PROD=IgG /FL=gb:M87789.1
## 215946_PM_x_at gb:AL022324 /DB_XREF=gi:3702433 /FEA=DNA /CNT=2 /TID=Hs.296552.1 /TIER=ConsEnd /STK=0 /UG=Hs.296552 /LL=3545 /UG_GENE=IGLL3 /UG_TITLE=immunoglobulin lambda-like polypeptide 3 /DEF=Human DNA sequence from clone CTA-246H3 on chromosome 22 Contains the gene for IGLL1 (immunoglobulin lambda-like polypeptide 1, pre-B-cell specific), a pseudogene similar to LRP5 (Lipoprotein Receptor Related Protein.), ESTs, Genomic markers (D22S...
## 214669_PM_x_at gb:BG485135 /DB_XREF=gi:13417414 /DB_XREF=602503756F1 /CLONE=IMAGE:4617445 /FEA=mRNA /CNT=101 /TID=Hs.325722.1 /TIER=ConsEnd /STK=0 /UG=Hs.325722 /LL=28875 /UG_GENE=IGKV3D-15 /UG_TITLE=immunoglobulin kappa variable 3D-15
## 213502_PM_x_at gb:AA398569 /DB_XREF=gi:2051678 /DB_XREF=zt73g04.s1 /CLONE=IMAGE:728022 /FEA=DNA /CNT=47 /TID=Hs.296552.0 /TIER=Stack /STK=35 /UG=Hs.296552 /LL=3545 /UG_GENE=IGLL3 /UG_TITLE=immunoglobulin lambda-like polypeptide 3
## 215379_PM_x_at gb:AV698647 /DB_XREF=gi:10300618 /DB_XREF=AV698647 /CLONE=GKCBJC12 /FEA=mRNA /CNT=4 /TID=Hs.289110.4 /TIER=ConsEnd /STK=0 /UG=Hs.289110 /LL=28831 /UG_GENE=IGLJ3 /UG_TITLE=immunoglobulin lambda joining 3
## 215121_PM_x_at gb:AA680302 /DB_XREF=gi:2656270 /DB_XREF=ac83d05.s1 /CLONE=IMAGE:869193 /FEA=mRNA /CNT=18 /TID=Hs.181125.2 /TIER=ConsEnd /STK=1 /UG=Hs.181125 /LL=3535 /UG_GENE=IGL@ /UG_TITLE=immunoglobulin lambda locus
## 214677_PM_x_at gb:X57812.1 /DB_XREF=gi:33723 /GEN=immunoglobulin lambda light chain /FEA=mRNA /CNT=199 /TID=Hs.289110.2 /TIER=ConsEnd /STK=0 /UG=Hs.289110 /LL=28831 /UG_TITLE=immunoglobulin lambda joining 3 /DEF=Human rearranged immunoglobulin lambda light chain mRNA.
## 213182_PM_x_at gb:R78668 /DB_XREF=gi:854949 /DB_XREF=yi74c04.r1 /CLONE=IMAGE:144966 /FEA=EST /CNT=286 /TID=Hs.106070.2 /TIER=ConsEnd /STK=0 /UG=Hs.106070 /LL=1028 /UG_GENE=CDKN1C /UG_TITLE=cyclin-dependent kinase inhibitor 1C (p57, Kip2)
## 216576_PM_x_at gb:AF103529.1 /DB_XREF=gi:4378387 /FEA=mRNA /CNT=1 /TID=Hs.247910.0 /TIER=ConsEnd /STK=0 /UG=Hs.247910 /DEF=Homo sapiens isolate donor N clone N88K immunoglobulin kappa light chain variable region mRNA, partial cds. /PROD=immunoglobulin kappa light chain variableregion
## 209138_PM_x_at gb:M87790.1 /DB_XREF=gi:185363 /FEA=FLmRNA /CNT=660 /TID=Hs.181125.0 /TIER=FL+Stack /STK=584 /UG=Hs.181125 /LL=3535 /UG_GENE=IGL@ /DEF=Human (hybridoma H210) anti-hepatitis A immunoglobulin lambda chain variable region, constant region, complementarity-determining regions mRNA, complete cds. /PROD=immunoglobulin lambda-chain /FL=gb:M87790.1
## Representative.Public.ID
## 211430_PM_s_at M87789
## 215946_PM_x_at AL022324
## 214669_PM_x_at BG485135
## 213502_PM_x_at AA398569
## 215379_PM_x_at AV698647
## 215121_PM_x_at AA680302
## 214677_PM_x_at X57812
## 213182_PM_x_at R78668
## 216576_PM_x_at AF103529
## 209138_PM_x_at M87790
## Gene.Title
## 211430_PM_s_at immunoglobulin heavy locus /// immunoglobulin heavy constant gamma 1 (G1m marker) /// immunoglobulin heavy constant mu /// immunoglobulin heavy variable 4-31 /// hypothetical protein LOC100290146
## 215946_PM_x_at immunoglobulin lambda-like polypeptide 1 /// immunoglobulin lambda-like polypeptide 3 /// glucuronidase, beta/immunoglobulin lambda-like polypeptide 1 pseudogene
## 214669_PM_x_at immunoglobulin kappa locus /// immunoglobulin kappa constant /// immunoglobulin kappa variable 3-20 /// similar to hCG1686089
## 213502_PM_x_at glucuronidase, beta/immunoglobulin lambda-like polypeptide 1 pseudogene
## 215379_PM_x_at immunoglobulin lambda variable 1-44
## 215121_PM_x_at cyclosporin A transporter 1 /// immunoglobulin lambda variable 1-44
## 214677_PM_x_at Immunoglobulin lambda locus
## 213182_PM_x_at cyclin-dependent kinase inhibitor 1C (p57, Kip2)
## 216576_PM_x_at immunoglobulin kappa locus /// immunoglobulin kappa constant /// similar to Ig kappa chain V-I region HK102 precursor /// similar to Ig kappa chain V-I region HK102 precursor
## 209138_PM_x_at Immunoglobulin lambda locus
## Gene.Symbol
## 211430_PM_s_at IGH@ /// IGHG1 /// IGHM /// IGHV4-31 /// LOC100290146
## 215946_PM_x_at IGLL1 /// IGLL3 /// LOC91316
## 214669_PM_x_at IGK@ /// IGKC /// IGKV3-20 /// LOC100291682
## 213502_PM_x_at LOC91316
## 215379_PM_x_at IGLV1-44
## 215121_PM_x_at CYAT1 /// IGLV1-44
## 214677_PM_x_at IGL@
## 213182_PM_x_at CDKN1C
## 216576_PM_x_at IGK@ /// IGKC /// LOC652493 /// LOC652694
## 209138_PM_x_at IGL@
## ENTREZ_GENE_ID
## 211430_PM_s_at 100290146 /// 28396 /// 3492 /// 3500 /// 3507
## 215946_PM_x_at 3543 /// 91316 /// 91353
## 214669_PM_x_at 100291682 /// 28912 /// 3514 /// 50802
## 213502_PM_x_at 91316
## 215379_PM_x_at 28823
## 215121_PM_x_at 100290481 /// 28823
## 214677_PM_x_at 3535
## 213182_PM_x_at 1028
## 216576_PM_x_at 3514 /// 50802 /// 652493 /// 652694
## 209138_PM_x_at 3535
## RefSeq.Transcript.ID
## 211430_PM_s_at XM_001718220 /// XM_002347483
## 215946_PM_x_at NM_001013618 /// NM_020070 /// NM_152855 /// NR_024448 /// NR_029395
## 214669_PM_x_at XM_002345544
## 213502_PM_x_at NR_024448
## 215379_PM_x_at
## 215121_PM_x_at XM_002348112
## 214677_PM_x_at
## 213182_PM_x_at NM_000076 /// NM_001122630 /// NM_001122631
## 216576_PM_x_at XM_001724425 /// XM_942302
## 209138_PM_x_at
## Gene.Ontology.Biological.Process
## 211430_PM_s_at 0006955 // immune response // non-traceable author statement /// 0018298 // protein-chromophore linkage // inferred from electronic annotation
## 215946_PM_x_at 0005975 // carbohydrate metabolic process // inferred from electronic annotation /// 0006955 // immune response // non-traceable author statement
## 214669_PM_x_at 0006955 // immune response // non-traceable author statement
## 213502_PM_x_at 0005975 // carbohydrate metabolic process // inferred from electronic annotation
## 215379_PM_x_at 0006955 // immune response // non-traceable author statement
## 215121_PM_x_at 0006955 // immune response // non-traceable author statement
## 214677_PM_x_at 0006955 // immune response // non-traceable author statement
## 213182_PM_x_at 0000079 // regulation of cyclin-dependent protein kinase activity // traceable author statement /// 0000080 // G1 phase of mitotic cell cycle // traceable author statement /// 0000122 // negative regulation of transcription from RNA polymerase II promoter // inferred from electronic annotation /// 0007049 // cell cycle // inferred from electronic annotation /// 0007050 // cell cycle arrest // inferred from electronic annotation /// 0007050 // cell cycle arrest // traceable author statement /// 0008285 // negative regulation of cell proliferation // traceable author statement /// 0030511 // positive regulation of transforming growth factor beta receptor signaling pathway // inferred from mutant phenotype /// 0032582 // negative regulation of gene-specific transcription // inferred from direct assay /// 0033673 // negative regulation of kinase activity // inferred from direct assay /// 0042326 // negative regulation of phosphorylation // inferred from direct assay /// 0042551 // neuron maturation // inferred from electronic annotation /// 0050680 // negative regulation of epithelial cell proliferation // inferred from mutant phenotype
## 216576_PM_x_at 0006955 // immune response // non-traceable author statement
## 209138_PM_x_at
## Gene.Ontology.Cellular.Component
## 211430_PM_s_at 0005576 // extracellular region // inferred from electronic annotation /// 0005576 // extracellular region // non-traceable author statement /// 0005624 // membrane fraction // non-traceable author statement /// 0005886 // plasma membrane // inferred from electronic annotation /// 0005887 // integral to plasma membrane // non-traceable author statement /// 0016020 // membrane // inferred from electronic annotation /// 0016021 // integral to membrane // inferred from electronic annotation
## 215946_PM_x_at 0005576 // extracellular region // inferred from electronic annotation /// 0016020 // membrane // non-traceable author statement
## 214669_PM_x_at 0005576 // extracellular region // not recorded /// 0005576 // extracellular region // non-traceable author statement
## 213502_PM_x_at
## 215379_PM_x_at 0005576 // extracellular region // non-traceable author statement
## 215121_PM_x_at 0005576 // extracellular region // non-traceable author statement
## 214677_PM_x_at 0005576 // extracellular region // non-traceable author statement
## 213182_PM_x_at 0005634 // nucleus // inferred from direct assay /// 0005634 // nucleus // inferred from electronic annotation /// 0005730 // nucleolus // inferred from direct assay /// 0005737 // cytoplasm // inferred from direct assay
## 216576_PM_x_at 0005576 // extracellular region // not recorded /// 0005576 // extracellular region // non-traceable author statement
## 209138_PM_x_at
## Gene.Ontology.Molecular.Function
## 211430_PM_s_at 0003823 // antigen binding // traceable author statement /// 0003823 // antigen binding // inferred from electronic annotation /// 0003823 // antigen binding // non-traceable author statement /// 0004872 // receptor activity // inferred from electronic annotation /// 0005515 // protein binding // inferred from physical interaction /// 0008270 // zinc ion binding // inferred from electronic annotation /// 0046872 // metal ion binding // inferred from electronic annotation
## 215946_PM_x_at 0004553 // hydrolase activity, hydrolyzing O-glycosyl compounds // inferred from electronic annotation
## 214669_PM_x_at 0003823 // antigen binding // non-traceable author statement /// 0003823 // antigen binding // inferred from electronic annotation /// 0005515 // protein binding // inferred from physical interaction
## 213502_PM_x_at 0004553 // hydrolase activity, hydrolyzing O-glycosyl compounds // inferred from electronic annotation
## 215379_PM_x_at 0003823 // antigen binding // inferred from electronic annotation /// 0003823 // antigen binding // non-traceable author statement
## 215121_PM_x_at 0003823 // antigen binding // inferred from electronic annotation /// 0003823 // antigen binding // non-traceable author statement
## 214677_PM_x_at 0003823 // antigen binding // inferred from electronic annotation /// 0003823 // antigen binding // non-traceable author statement
## 213182_PM_x_at 0004860 // protein kinase inhibitor activity // inferred from electronic annotation /// 0004861 // cyclin-dependent protein kinase inhibitor activity // inferred from electronic annotation /// 0004861 // cyclin-dependent protein kinase inhibitor activity // traceable author statement /// 0005515 // protein binding // inferred from physical interaction /// 0005515 // protein binding // inferred from electronic annotation /// 0016301 // kinase activity // inferred from electronic annotation /// 0016563 // transcription activator activity // inferred from genetic interaction /// 0016564 // transcription repressor activity // inferred from mutant phenotype
## 216576_PM_x_at 0003823 // antigen binding // non-traceable author statement /// 0003823 // antigen binding // inferred from electronic annotation /// 0005515 // protein binding // inferred from physical interaction
## 209138_PM_x_at
## logFC AveExpr t P.Value adj.P.Val
## 211430_PM_s_at 2.7674612 8.427690 8.970877 2.624795e-12 1.436157e-07
## 215946_PM_x_at 1.0410176 6.039067 6.587058 1.881578e-08 3.468005e-04
## 214669_PM_x_at 0.8635100 11.327501 6.533285 2.300599e-08 3.468005e-04
## 213502_PM_x_at 1.0441970 9.142830 6.410658 3.637000e-08 3.468005e-04
## 215379_PM_x_at 1.1873632 9.664309 6.401504 3.763385e-08 3.468005e-04
## 215121_PM_x_at 1.0060274 10.416652 6.387251 3.968904e-08 3.468005e-04
## 214677_PM_x_at 1.0212244 11.183803 6.340074 4.732293e-08 3.468005e-04
## 213182_PM_x_at -0.7084388 5.203281 -6.321544 5.070646e-08 3.468005e-04
## 216576_PM_x_at 1.2227860 6.012631 6.282835 5.857118e-08 3.560803e-04
## 209138_PM_x_at 1.1115976 10.681856 6.241708 6.826052e-08 3.734874e-04
## B
## 211430_PM_s_at 16.626413
## 215946_PM_x_at 8.873759
## 214669_PM_x_at 8.695609
## 213502_PM_x_at 8.289495
## 215379_PM_x_at 8.259188
## 215121_PM_x_at 8.212009
## 214677_PM_x_at 8.055878
## 213182_PM_x_at 7.994573
## 216576_PM_x_at 7.866542
## 209138_PM_x_at 7.730570</pre>
</article></slide><slide class=''><hgroup><h2>Your turn!</h2></hgroup><article id="your-turn" class="smaller ">
<p>Ok, let's try to repeat what we've done with the TIV07 cohort.</p></article></slide>
<slide class="backdrop"></slide>
</slides>
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