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Week10_Slides.html
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<!DOCTYPE html>
<html>
<head>
<title>Week10_Slides</title>
<meta charset="utf-8">
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<meta name="generator" content="pandoc" />
<meta name="date" content="2016-04-23" />
<meta name="viewport" content="width=device-width, initial-scale=1">
<meta name="apple-mobile-web-app-capable" content="yes">
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Araw2f6ICggwKv43AVD%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%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%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%2BAD8AQABBAEIAQwBEAEUARgBHAEgASQBKAEsATABNAE4ATwBQAFEAUgBTAFQAVQBWAFcAWABZAFoAWwBcAF0AXgBfAGAAYQCsAKMAhACFAL0AlgDoAIYAjgCLAJ0AqQCkAQIAigEDAIMAkwDyAPMAjQCXAIgAwwDeAPEAngCqAPUA9AD2AKIArQDJAMcArgBiAGMAkABkAMsAZQDIAMoAzwDMAM0AzgDpAGYA0wDQANEArwBnAPAAkQDWANQA1QBoAOsA7QCJAGoAaQBrAG0AbABuAKAAbwBxAHAAcgBzAHUAdAB2AHcA6gB4AHoAeQB7AH0AfAC4AKEAfwB%2BAIAAgQDsAO4AugDXALAAsQDYAN0A2QCyALMAtgC3AMQAtAC1AMUAhwC%2BAL8AvAEEAQUHdW5pMDBBRAlvdmVyc2NvcmUMZm91cnN1cGVyaW9yBEV1cm8AAAABAAMACAAKAA0AB%2F%2F%2FAA8AAAABAAAAAMmJbzEAAAAAyTUxiwAAAADJ7dhg%29%20format%28%27truetype%27%29%3B%0A%7D%0A%40font%2Dface%20%7B%0Afont%2Dfamily%3A%20%27Open%20Sans%27%3B%0Afont%2Dstyle%3A%20normal%3B%0Afont%2Dweight%3A%20600%3B%0Asrc%3A%20url%28data%3Aapplication%2Fx%2Dfont%2Dtruetype%3Bbase64%2CAAEAAAAQAQAABAAARkZUTVzEMhEAAJKkAAAAHE9TLzKiDbgUAAABiAAAAGBjbWFwjOjcmQAABUAAAAGyY3Z0IBCRGjQAAA%2FAAAAApmZwZ21%2BYbYRAAAG9AAAB7RnYXNwAAgAGwAAkpgAAAAMZ2x5ZhQyYgAAABIYAABUuGhlYWT5NRTiAAABDAAAADZoaGVhDrUE%2BgAAAUQAAAAkaG10eLHEUI0AAAHoAAADWGtlcm4Mlg8JAABm0AAAIwRsb2Nh0PO82gAAEGgAAAGubWF4cAJSAT8AAAFoAAAAIG5hbWUEDhKHAACJ1AAABs9wb3N0gnjp1QAAkKQAAAHycHJlcHism24AAA6oAAABGAABAAAAARmawtwUTF8PPPUAHwgAAAAAAMnt2GIAAAAAye3YYv53%2FhQHrgdzAAEACAACAAAAAAAAAAEAAAiN%2FagAAAgA%2Fnf%2BeweuAAEAAAAAAAAAAAAAAAAAAADWAAEAAADWAEQABQA%2FAAQAAgAQAC8AXAAAAQMAigADAAEAAwRsAlgABQAIBZoFMwAAAR8FmgUzAAAD0QBmAfYAAAILBwYDCAQCAgTgAALvQAAgWwAA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IkNTQ2Ny4BNTQ2AxQWMzI2NTQmLwEOAQEiBhUUHgEXPgE1NCYCSNDy%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%0Afont%2Dfamily%3A%20%27Open%20Sans%27%3B%0Afont%2Dstyle%3A%20italic%3B%0Afont%2Dweight%3A%20400%3B%0Asrc%3A%20url%28data%3Aapplication%2Fx%2Dfont%2Dtruetype%3Bbase64%2CAAEAAAAQAQAABAAARkZUTVzakEwAAIZUAAAAHE9TLzKhTLaOAAABiAAAAGBjbWFwjOjcmQAABUAAAAGyY3Z0IA7AFxkAAA%2B0AAAAoGZwZ21%2BYbYRAAAG9AAAB7RnYXNwABUAIwAAhkQAAAAQZ2x5Zr%2FLVRcAABIEAABJAGhlYWT4qxTOAAABDAAAADZoaGVhDj8E%2FgAAAUQAAAAkaG10eGTdQjIAAAHoAAADWGtlcm4Mlg8JAABbBAAAIwRsb2NhW7BKSgAAEFQAAAGubWF4cAJdAPoA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60YBIyIzHxwzG1UWMxVVEQEPVRAzD1UPD08PAh8Pzw8CDw%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%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%2F5oAAAAaAT4AAQAAAAAAAAA5AHQAAQAAAAAAAQAJAMIAAQAAAAAAAgAGANoAAQAAAAAAAwAlAS0AAQAAAAAABAAQAXUAAQAAAAAABQAMAaAAAQAAAAAABgAPAc0AAQAAAAAABwBSAoMAAQAAAAAACAAUAwAAAQAAAAAACwAcA08AAQAAAAAADAAuA8oAAQAAAAAADQAuBFcAAQAAAAAADgAqBNwAAwABBAkAAAByAAAAAwABBAkAAQASAK4AAwABBAkAAgAMAMwAAwABBAkAAwBKAOEAAwABBAkABAAgAVMAAwABBAkABQAYAYYAAwABBAkABgAeAa0AAwABBAkABwCkAd0AAwABBAkACAAoAtYAAwABBAkACwA4AxUAAwABBAkADABcA2wAAwABBAkADQBcA%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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%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%2F%2FQAAP9mAGYAAAAAAAAAAAAAAAAAAAAAAAAAAADWAAAAAQACAAMABAAFAAYABwAIAAkACgALAAwADQAOAA8AEAARABIAEwAUABUAFgAXABgAGQAaABsAHAAdAB4AHwAgACEAIgAjACQAJQAmACcAKAApACoAKwAsAC0ALgAvADAAMQAyADMANAA1ADYANwA4ADkAOgA7ADwAPQA%2BAD8AQABBAEIAQwBEAEUARgBHAEgASQBKAEsATABNAE4ATwBQAFEAUgBTAFQAVQBWAFcAWABZAFoAWwBcAF0AXgBfAGAAYQCsAKMAhACFAL0AlgDoAIYAjgCLAJ0AqQCkAQIAigEDAIMAkwDyAPMAjQCXAIgAwwDeAPEAngCqAPUA9AD2AKIArQDJAMcArgBiAGMAkABkAMsAZQDIAMoAzwDMAM0AzgDpAGYA0wDQANEArwBnAPAAkQDWANQA1QBoAOsA7QCJAGoAaQBrAG0AbABuAKAAbwBxAHAAcgBzAHUAdAB2AHcA6gB4AHoAeQB7AH0AfAC4AKEAfwB%2BAIAAgQDsAO4AugDXALAAsQDYAN0A2QCyALMAtgC3AMQAtAC1AMUAhwC%2BAL8AvAEEAQUHdW5pMDBBRAlvdmVyc2NvcmUMZm91cnN1cGVyaW9yBEV1cm8AAAABAAIACAAK%2F%2F8ADwAAAAEAAAAAyYlvMQAAAADJY0iWAAAAAMnt2GQ%3D%29%20format%28%27truetype%27%29%3B%0A%7D%0A%40font%2Dface%20%7B%0Afont%2Dfamily%3A%20%27Source%20Code%20Pro%27%3B%0Afont%2Dstyle%3A%20normal%3B%0Afont%2Dweight%3A%20400%3B%0Asrc%3A%20url%28data%3Aapplication%2Fx%2Dfont%2Dtruetype%3Bbase64%2CAAEAAAAPAIAAAwBwRkZUTWaiaLcAAKVwAAAAHE9TLzJyvPgMAAABeAAAAGBjbWFwVIOo9QAAA8QAAAICY3Z0IAC%2FC3EAAAeAAAAAImZwZ20GWZw3AAAFyAAAAXNnYXNw%2F%2F8AAwAApWgAAAAIZ2x5ZrbD8a4AAAmIAABdUGhlYWT7xXV0AAAA%2FAAAADZoaGVhBi4C3QAAATQAAAAkaG10eDZGLdMAAAHYAAAB6mxvY2F%2FBGjeAAAHpAAAAeJtYXhwAwgBUgAAAVgAAAAgbmFtZXFCsfwAAGbYAAA7ZHBvc3QKYvRKAACiPAAAAylwcmVwJrMjsAAABzwAAABBAAEAAAABBFos1IC0Xw889QAfA%2BgAAAAAzR8W4gAAAADNHxbi%2F%2F%2F%2FBgJVA2sAAAAIAAIAAAAAAAAAAQAAA9j%2B7wAAA%2Bj%2F%2FwAAAlUAAQAAAAAAAAAAAAAAAAAAAAUAAQAAAPAAVgAEAEgABgABAAAAAAAKAAACAACyAAMAAQADAlgBkAAFAAACigJYAAAASwKKAlgAAAFeADIBIAAAAgsFCQMEAwICBCAAAAcAABgBAAAAAAAAAABBREJFAEAADSIVAu7%2FBgAAA9gBEWAAAZMAAAAAAeYCkAAAACAAAQPoAAAAAAAAAU0AAAAAAAACWAAAAAAA4wCDAFcAVQAcACoA9QDQAHoAVABVAMUAVQDbAGMARwBiAEUAOQAnADgATQBGAEQAQwDbAMUAeABVAGsAbQAxACAAZwBCAFUAcwCHADUATwBfAFEAYgCGAFEAUwAwAGYAMQBkAEMAKgBPACsACgA2ACYAQQDiAGMAYwBvADwAuQBRAF0AUAA8AEUAZwBIAF0AWgA3AGoAUQA8AF0APABdADwAkgBIAEUATQAzAAgAQAAxAEcAeAEHAGMATAAAAOMAcQBNADoANQEHAFsAlgAeAKcAUwBVAFUAcACxAK8AVQCuAKwA6wBNAEgA2wDdANAAjgBhABwAHAAnAHsAIAAgACAAIAAgACD%2F%2FwBCAHMAcwBzAHMAXwBfAF8AXwAQAFMAMAAwADAAMAAwAGYALQBPAE8ATwBPACYAZQBYAFEAUQBRAFEAUQBRABEAUABFAEUARQBFAFoAWgBaAFoAPABdADwAPAA8ADwAPABVADwATQBNAE0ATQAxAF0AMQBaACEACwCoAM8AngC5AOsAqACeALEAlgDPANcApwCOAFAAFADRANkA2QBfAGcAZwCXAMUA0wAcAKwAOgBVABwAoQDQAK0ArACsAKkA%2BQCkAJsApQDPANIAAAAAAAMAAAADAAAAHAABAAAAAAD8AAMAAQAAABwABADgAAAANAAgAAQAFAAAAA0AfgD%2FATEBUwLGAtoC3AMEAwgDCgMnHUMdUiAUIBogHiAiIDogRCB0IKwiEiIV%2F%2F8AAAAAAA0AIACgATEBUgLGAtoC3AMAAwgDCgMnHUMdUiATIBggHCAiIDkgRCB0IKwiEiIV%2F%2F8AA%2F%2F3%2F%2BX%2FxP%2BT%2F3P%2BAf3u%2Fe39yv3H%2Fcb9quOP44HgweC%2B4L3guuCk4JvgbOA13tDezgABAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAQYAAAMAAAAAAAAAAQIAAAAEAAAAAAAAAAAAAAAAAAAAAQAABQYHCAkKCwwNDg8QERITFBUWFxgZGhscHR4fICEiIyQlJicoKSorLC0uLzAxMjM0NTY3ODk6Ozw9Pj9AQUJDREVGR0hJSktMTU5PUFFSU1RVVldYWVpbXF1eX2BhYmMAiImLjZWaoKWkpqinqautrK6vsbCys7W3tri6ub69v8AAdGZna9x6o3JtAHhsAIqcAHUAAGl5AAAAAABufgCqvINlcAAAAABvfwBkhIeZxcbU1dna1te7AMMA3%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;">April 23, 2016</p>
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<slide class=''><hgroup><h2>Multiple Testing Correction Part 1</h2></hgroup><article id="multiple-testing-correction-part-1">
<p>Discussion will be about this paper</p>
<p><a href='http://www.nature.com/nbt/journal/v27/n12/pdf/nbt1209-1135.pdf' title=''>http://www.nature.com/nbt/journal/v27/n12/pdf/nbt1209-1135.pdf</a></p>
</article></slide><slide class=''><hgroup><h2>Multiple Testing Correction Part 2</h2></hgroup><article id="multiple-testing-correction-part-2">
<p>Multiple Testing Correction works with the idea that when I run a test on a huge number of iterations, I am going to get an incorrect result.</p>
</article></slide><slide class=''><hgroup><h2>Motivating Example</h2></hgroup><article id="motivating-example">
<p>Suppose we are studying CTCF. This is a highly conserved zinc-finger DNA-binding protein that exhibits diverse regulatory functions.</p>
<p>It may play a major role in the global organization of the chromatin architecture in the human genome</p>
</article></slide><slide class=''><hgroup><h2>Multiple Testing Correction Part 3</h2></hgroup><article id="multiple-testing-correction-part-3">
<p>One way to find out biologically meaningful these scores are is to asses the proability a score would occur by chance.</p>
<p>We have done this by defining a null hypothesis</p>
<p>Figure 1C demonstrates this. This is a histogram of scores produced by scanning a shuffled version of human chromosome 21 with the CTCF motif.</p>
</article></slide><slide class=''><hgroup><h2>Multiple Testing Correction Part 4</h2></hgroup><article id="multiple-testing-correction-part-4">
<p>When all 20 nucleotide segments that match the CTCF binding site were looked at (all 68 million of them)</p>
<p>Only one of these had a score greater than 26.30. Then the probability of this is then 1/68 million or \(1.5\,*\,10^{-8}\). This is the probaility a score at least as large as the observed score would be observed or the P-value</p>
</article></slide><slide class=''><hgroup><h2>Multiple Testing Correction Part 5</h2></hgroup><article id="multiple-testing-correction-part-5">
<p>Alternately, a score of 17 is equal to the percentage of scores in the null distribution that are greater than 17.0. In the data there are 35 of these yielding a p-value \(5.5x10^{-7}\)</p>
<p>The P-value associated with a score \(x\) corresponds to the area under the null distribution of the right of \(x\).</p>
</article></slide><slide class=''><hgroup><h2>Multiple Testing Correction Part 6</h2></hgroup><article id="multiple-testing-correction-part-6">
<p>What we just saw is empirical null model. This is relatively painful to compute.</p>
<p>Algorithmic approach can be used based on distribution of four basepairs: Thymine, Adenine, Cytosine, and Guanine</p>
<p>We can then compute the top score from (1B) with a score of \(2.3 \times 10^{-10}\) compared to much higher result from earlier.</p>
<p>This P-value is much more accurate and much cheaper compared to empirical null distribution approach.</p>
</article></slide><slide class=''><hgroup><h2>Multiple Testing Correction Part 7</h2></hgroup><article id="multiple-testing-correction-part-7">
<p>Usually we would compare to a threshold \(\alpha\) either 0.01 or 0.05.</p>
<p>What our threshold is depends heavily on the cost of false negative or false positive.</p>
</article></slide><slide class=''><hgroup><h2>High Throughput Data</h2></hgroup><article id="high-throughput-data">
<p>High Throughput data is one where we get a lot of biological data out of an experiment thanks to massively parallel sequencing.</p>
</article></slide><slide class=''><hgroup><h2>Why can't we use P-values</h2></hgroup><article id="why-cant-we-use-p-values">
<p>The P-value is only statistically valid when a single score is computed.</p>
<p>Example is if a single 20-bp sequence had been tested.</p>
<p>However, we didn't do that. We need to apply a multiple testing correction</p>
</article></slide><slide class=''><hgroup><h2>Why can't we use P-values Part 2</h2></hgroup><article id="why-cant-we-use-p-values-part-2">
<p>Most common (which is sometimes too strict) is Bonferroni Correction.</p>
<p>If \(n\) seperate tests were run with a threshold of \(\alpha\) then the P value must be less than or equal to \(\alpha/n\)</p>
</article></slide><slide class=''><hgroup><h2>Why can't we use P-values Part 3</h2></hgroup><article id="why-cant-we-use-p-values-part-3">
<p>In our case our new threshold would be</p>
<p>\[
\alpha_{C} = \frac{0.01}{68 \times 10^6} = 1.5 \times 10^{-10}
\]</p>
<p>So none of our scores are deemed significant.</p>
</article></slide><slide class=''><hgroup><h2>Why can't we use P-values Part 4</h2></hgroup><article id="why-cant-we-use-p-values-part-4">
<p>Practically speaking, this means that given a et of CTCF sites and our Bonferroni adjusted significance threshold of \(\alpha = 0.01\), we can be 99% sure nonoe of the scores would be observed by chance when drawn according to our hypothesis.</p>
<p>This can be too strict. It might be better to identify a set of scores for which a specified percentage of scores are drawn according to the null. This is the general idea of False Discovery Rate estimation.</p>
</article></slide><slide class=''><hgroup><h2>Why can't we use P-values Part 5</h2></hgroup><article id="why-cant-we-use-p-values-part-5">
<p>Using the empirical null distribution in (1e), FDR estimates were generated.</p>
<p>We are also able to compute FDRs from P-values using the Benjamini-Hochberg procedure (which is also why it is a correction)</p>
</article></slide><slide class=''><hgroup><h2>Why can't we use P-values Part 6</h2></hgroup><article id="why-cant-we-use-p-values-part-6">
<p>If the P-values are uniformly distributed, then the P-value 5% of the way down the list should be about 0.05.</p>
<p>We can sort the list then divide each element by its percentile rank to get an estimated false discovery rate.</p>
</article></slide><slide class=''><hgroup><h2>Conclusions</h2></hgroup><article id="conclusions">
<ul>
<li><p>Multiple Testing Correction needs to happen. In our example we brought 35 different loci down to zero.</p></li>
<li><p>Cost and Benefit help to determine the best correction method.</p></li>
</ul>
</article></slide><slide class='segue dark nobackground'><hgroup class = 'auto-fadein'><h2>Extra Content</h2></hgroup><article id="extra-content">
<p>Will not be on final exam</p>
</article></slide><slide class=''><hgroup><h2>What are Haplotypes</h2></hgroup><article id="what-are-haplotypes">
<p>A haplotype is a group of genes within an organism that was inherited together from a single parent.</p>
<p>The word "haplotype" is derived from the word "haploid," which describes cells with only one set of chromosomes, and from the word "genotype," which refers to the genetic makeup of an organism.</p>
</article></slide><slide class=''><hgroup><h2>Haplotypes part 1</h2></hgroup><article id="haplotypes-part-1">
<ul>
<li><p>Haplotypes are notoriously hard to compute.</p></li>
<li><p>One trick today is to estimate it via GATK Haplotype Caller</p></li>
</ul>
</article></slide><slide class=''><hgroup><h2>Haplotypes part 2</h2></hgroup><article id="haplotypes-part-2">
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BAgQIAAAQIECBAgQIAAAQIEJhEQQE/CaqUECBAgQIAAAQIECBAgQIAAAQIECBAgIIDWBggQIECAAAECBAgQIECAAAECBAgQIEBgEgEB9CSsVkqAAAECBAgQIECAAAECBAgQIECAAAECAmhtgAABAgQIECBAgAABAgQIECBAgAABAgQmERBAT8JqpQQIECBAgAABAgQIECBAgAABAgQIECAggNYGCBAgQIAAAQIECBAgQIAAAQIECBAgQGASAQH0JKxWSoAAAQIECBAgQIAAAQIECBAgQIAAAQICaG2AAAECBAgQIECAAAECBAgQIECAAAECBCYREEBPwmqlBAgQIECAAAECBAgQIECAAAECBAgQICCA1gYIECBAgAABAgQIECBAgAABAgQIECBAYBIBAfQkrFZKgAABAgQIECBAgAABAgQIECBAgAABAgJobYAAAQIECBAgQIAAAQIECBAgQIAAAQIEJhEQQE/CaqUECBAgQIAAAQIECBAgQIAAAQIECBAgIIDWBggQIECAAAECBAgQIECAAAECBAgQIEBgEgEB9CSsVkqAAAECBAgQIECAAAECBAgQIECAAAECAmhtgAABAgQIECBAgAABAgQIECBAgAABAgQmERBAT8JqpQQIECBAgAABAgQIECBAgAABAgQIECAggNYGCBAgQIAAAQIECBAgQIAAAQIECBAgQGASAQH0JKxWSoAAAQIECBAgQIAAAQIECBAgQIAAAQICaG2AAAECBAgQIECAAAECBAgQIECAAAECBCYREEBPwmqlBAgQIECAAAECBAgQIECAAAECBAgQICCA1gYIECBAgAABAgQIECBAgAABAgQIECBAYBIBAfQkrFZKgAABAgQIECBAgAABAgQIECBAgAABAgJobYAAAQIECBAgQIAAAQIECBAgQIAAAQIEJhEQQE/CaqUECBAgQIAAAQIECBAgQIAAAQIECBAgIIDWBggQIECAAAECBAgQIECAAAECBAgQIEBgEgEB9CSsVkqAAAECBAgQIECAAAECBAgQIECAAAECAmhtgAABAgQIECBAgAABAgQIECBAgAABAgQmERBAT8JqpQQIECBAgAABAgQIECBAgAABAgQIECAggNYGCBAgQIAAAQIECBAgQIAAAQIECBAgQGASAQH0JKxWSoAAAQIECBAgQIAAAQIECBAgQIAAAQICaG2AAAECBAgQIECAAAECBAgQIECAAAECBCYREEBPwmqlBAgQIECAAAECBAgQIECAAAECBAgQICCA1gYIECBAgAABAgQIECBAgAABAgQIECBAYBIBAfQkrFZKgAABAgQIECBAgAABAgQIECBAgAABAgJobYAAAQIECBAgQIAAAQIECBAgQIAAAQIEJhEQQE/CaqUECBAgQIAAAQIECBAgQIAAAQIECBAgIIDWBggQIECAAAECBAgQIECAAAECBAgQIEBgEgEB9CSsVkqAAAECBAgQIECAAAECBAgQIECAAAECAmhtgAABAgQIECBAgAABAgQIECBAgAABAgQmERBAT8JqpQQIECBAgAABAgQIECBAgAABAgQIECAggNYGCBAgQIAAAQIECBAgQIAAAQIECBAgQGASAQH0JKxWSoAAAQIECBAgQIAAAQIECBAgQIAAAQICaG2AAAECBAgQIECAAAECBAgQIECAAAECBCYREEBPwmqlBAgQIECAAAECBAgQIECAAAECBAgQICCA1gYIECBAgAABAgQIECBAgAABAgQIECBAYBIBAfQkrFZKgAABAgQIECBAgAABAgQIECBAgAABAgJobYAAAQIECBAgQIAAAQIECBAgQIAAAQIEJhEQQE/CaqUECBAgQIAAAQIECBAgQIAAAQIECBAgIIDWBggQIECAAAECBAgQIECAAAECBAgQIEBgEgEB9CSsVkqAAAECBAgQIECAAAECBAgQIECAAAECAmhtgAABAgQIECBAgAABAgQIECBAgAABAgQmERBAT8JqpQQIECBAgAABAgQIECBAgAABAgQIECAggNYGCBAgQIAAAQIECBAgQIAAAQIECBAgQGASAQH0JKxWSoAAAQIECBAgQIAAAQIECBAgQIAAAQICaG2AAAECBAgQIECAAAECBAgQIECAAAECBCYREEBPwmqlBAgQIECAAAECBAgQIECAAAECBAgQICCA1gYIECBAgAABAgQIECBAgAABAgQIECBAYBIBAfQkrFZKgAABAgQIECBAgAABAgQIECBAgAABAgJobYAAAQIECBAgQIAAAQIECBAgQIAAAQIEJhEQQE/CaqUECBAgQIAAAQIECBAgQIAAAQIECBAgIIDWBggQIECAAAECBAgQIECAAAECBAgQIEBgEgEB9CSsVkqAAAECBAgQIECAAAECBAgQIECAAAECAmhtgAABAgQIECBAgAABAgQIECBAgAABAgQmERBAT8JqpQQIECBAgAABAgQIECBAgAABAgQIECAggNYGCBAgQIAAAQIECBAgQIAAAQIECBAgQGASAQH0JKxWSoAAAQIECBAgQIAAAQIECBAgQIAAAQICaG2AAAECBAgQIECAAAECBAgQIECAAAECBCYREEBPwmqlBAgQIECAAAECBAgQIECAAAECBAgQICCA1gYIECBAgAABAgQIECBAgAABAgQIECBAYBIBAfQkrFZKgAABAgQIECBAgAABAgQIECBAgAABAgJobYAAAQIECBAgQIAAAQIECBAgQIAAAQIEJhEQQE/CaqUECBAgQIAAAQIECBAgQIAAAQIECBAgIIDWBggQIECAAAECBAgQIECAAAECBAgQIEBgEgEB9CSsVkqAAAECBAgQIECAAAECBAgQIECAAAECAmhtgAABAgQIECBAgAABAgQIECBAgAABAgQmERBAT8JqpQQIECBAgAABAgQIECBAgAABAgQIECAggNYGCBAgQIAAAQIECBAgQIAAAQIECBAgQGASAQH0JKxWSoAAAQIECBAgQIAAAQIECBAgQIAAAQICaG2AAAECBAgQIECAAAECBAgQIECAAAECBCYREEBPwmqlBAgQIECAAAECBAgQIECAAAECBAgQICCA1gYIECBAgAABAgQIECBAgAABAgQIECBAYBIBAfQkrFZKgAABAgQIECBAgAABAgQIECBAgAABAgJobYAAAQIECBAgQIAAAQIECBAgQIAAAQIEJhEQQE/CaqUECBAgQIAAAQIECBAgQIAAAQIECBAgIIDWBggQIECAAAECBAgQIECAAAECBAgQIEBgEgEB9CSsVkqAAAECBAgQIECAAAECBAgQIECAAAECAmhtgAABAgQIECBAgAABAgQIECBAgAABAgQmERBAT8JqpQQIECBAgAABAgQIECBAgAABAgQIECAggNYGCBAgQIAAAQIECBAgQIAAAQIECBAgQGASAQH0JKxWSoAAAQIECBAgQIAAAQIECBAgQIAAAQICaG2AAAECBAgQIECAAAECBAgQIECAAAECBCYREEBPwmqlBAgQIECAAAECBAgQIECAAAECBAgQICCA1gYIECBAgAABAgQIECBAgAABAgQIECBAYBIBAfQkrFZKgAABAgQIECBAgAABAgQIECBAgAABAgJobYAAAQIECBAgQIAAAQIECBAgQIAAAQIEJhEQQE/CaqUECBAgQIAAAQIECBAgQIAAAQIECBAgIIDWBggQIECAAAECBAgQIECAAAECBAgQIEBgEgEB9CSsVkqAAAECBAgQIECAAAECBAgQIECAAAECAmhtgAABAgQIECBAgAABAgQIECBAgAABAgQmERBAT8JqpQQIECBAgAABAgQIECBAgAABAgQIECAggNYGCBAgQIAAAQIECBAgQIAAAQIECBAgQGASAQH0JKxWSoAAAQIECBAgQIAAAQIECBAgQIAAAQICaG2AAAECBAgQIECAAAECBAgQIECAAAECBCYREEBPwmqlBAgQIECAAAECBAgQIECAAAECBAgQICCA1gYIECBAgAABAgQIECBAgAABAgQIECBAYBIBAfQkrFZKgAABAgQIECBAgAABAgQIECBAgAABAgJobYAAAQIECBAgQIAAAQIECBAgQIAAAQIEJhEQQE/CaqUECBAgQIAAAQIECBAgQIAAAQIECBAgIIDWBggQIECAAAECBAgQIECAAAECBAgQIEBgEgEB9CSsVkqAAAECBAgQIECAAAECBAgQIECAAAECAmhtgAABAgQIECBAgAABAgQIECBAgAABAgQmERBAT8JqpQQIECBAgAABAgQIECBAgAABAgQIECAggNYGCBAgQIAAAQIECBAgQIAAAQIECBAgQGASAQH0JKxWSoAAAQIECBAgQIAAAQIECBAgQIAAAQICaG2AAAECBAgQIECAAAECBAgQIECAAAECBCYREEBPwmqlBAgQIECAAAECBAgQIECAAAECBAgQICCA1gYIECBAgAABAgQIECBAgAABAgQIECBAYBIBAfQkrFZKgAABAgQIECBAgAABAgQIECBAgAABAgJobYAAAQIECBAgQIAAAQIECBAgQIAAAQIEJhEQQE/CaqUECBAgQIAAAQIECBAgQIAAAQIECBAgIIDWBggQIECAAAECBAgQIECAAAECBAgQIEBgEgEB9CSsVkqAAAECBAgQIECAAAECBAgQIECAAAECAmhtgAABAgQIECBAgAABAgQIECBAgAABAgQmERBAT8JqpQQIECBAgAABAgQIECBAgAABAgQIECAggNYGCBAgQIAAAQIECBAgQIAAAQIECBAgQGASgc1//dd/nWTFVkqAAAECBAgQIECAAAECBAgQIECAAAECF1tg9stf/nK82ATePQECBAgQIECAAAECBAgQIECAAAECBAhMIaAExxSq1kmAAAECBAgQIECAAAECBAgQIECAAAECgwBaIyBAgAABAgQIECBAgAABAgQIECBAgACBSQQE0JOwWikBAgQIECBAgAABAgQIECBAgAABAgQICKC1AQIECBAgQIAAAQIECBAgQIAAAQIECBCYREAAPQmrlRIgQIAAAQIECBAgQIAAAQIECBAgQICAAFobIECAAAECBAgQIECAAAECBAgQIECAAIFJBATQk7BaKQECBAgQIECAAAECBAgQIECAAAECBAgIoLUBAgQIECBAgAABAgQIECBAgAABAgQIEJhEQAA9CauVEiBAgAABAgQIECBAgAABAgQIECBAgIAAWhsgQIAAAQIECBAgQIAAAQIECBAgQIAAgUkEBNCTsFopAQIECBAgQIAAAQIECBAgQIAAAQIECAigtQECBAgQIECAAAECBAgQIECAAAECBAgQmERAAD0Jq5USIECAAAECBAgQIECAAAECBAgQIECAgABaGyBAgAABAgQIECBAgAABAgQIECBAgACBSQQE0JOwWikBAgQIECBAgAABAgQIECBAgAABAgQIbCIgQIAAAQIECBAgQIAAAQIECBAgcKEEZrOlt5v5scbl+5Yenny2fnZ+fBsOZ/odpgTWXkAAvfab0BsgQIAAAQIECBAgQIAAAQIECBA4tkDC5xZAL6b99ndC6WOv7e0XTOY87g/DwUFNF2F4y6GF0W+Paw2rICCAXoWt4DUQIECAAAECBAgQIECAAAECBAickkCFvJc2h7HGYaOq025cGobN7fk0+e9pDwmed58Ns71nixC6bh9UID0KoE97U/h50wgIoKdxtVYCBAgQIECAAAECBAgQIECAAIFVFEjI3Ho9V/g8q/A5IXTC6Eu5VNoZJNCzCpvzs5/n9SR0PoPXsIrbyWs6NwIC6HOzKb0RAgQIECBAgAABAgQIECBAgMA5E1gulZG3lrB4lqC4hpbT5vbiRi+lkTtyX1tuMd8WaQvO70/gvFljej8nhN66PJ+eRRmO9Ha+XD2wL+8uej73HtA1zZCe0Okl3ebrv/Y26r7eQ3q/nt+LSOe+cbFsls+6M/Rlj863B/1HYFoBAfS0vtZOgAABAgQIECBAgAABAgQIECDwgwQSHlfAfHlrPk34vLk1jDW2HsN5bCPBcaa17Obl+WO9d/PWlUXAnMS2xksVNLdwOuu9NIyt/EYey3rzWE1z87SHBMYVIs+eV1ic+RYWL6a5/XxvPrZgeRFG9+UqYJ49fTQPqPO8LLufIDvPP6h11nyWze02LgLp036Pft6FFhBAX+jN780TIECAAAECBAgQIECAAAECBFZUoGXDG8OY3sHpqVwB8njl2jBuX5v3Xm49l+uxTNOjefvKMG7tzJfN8tdv1v2LgDoh9aUE2YuEebm3dN7+YfB8OHOKKPPezPNOypnP61lM04N59/EwPKsx8z1kzjS3K3CePfiqQufn89u7T4bZ7tP57dz3rN5PplXmYzZkmQqie2/pU3yHftTFFhBAX+zt790TIECAAAECBAgQIECAAAECBKYX6MFvflLmW8i6CHsTDn/n8UVP5NazuYLk7auLADohc4XPOzUmWE6P5svVyznTjTxWy20vAujcd+3WfLnW0zkBdMLqswiY34I35TWeVXB+ud5v5hM871cv5x5A71UP5+d18cIeQCd4z5hlcl+G9ljN79V9szw3IXQNWcdyGN3C6SP3t2WysIHADxcQQP9wO88kQIAAAQIECBAgQIAAAQIECBB4nUBC3xYyVwjcajjPqvxFRVK5P7fbBQDTUznhcN3eymM1XQTQYwug89wKVhMwZ0zAnJ7P6R3dekAv5ntv6cP1ZrnFz3/d61zFx5tRvYfWk7umCYTj0kpwVJCc+Z13qmfzondzvf/xefmkpEcFzwc7T9s0vaXHCqtnCaHbc2s9rTxHTbPOum/Wg+3cTmjdAuyaT0idyXJYvYpWXtPKCgigV3bTeGEECBAgQIAAAQIECBAgQIAAgXMgkBC112dOcJz5K9fb9HB+58Y8iE4wfeN2PVa9fhM4Z+hhda1n7D18W6i8CJaX5/N4bqemRi4ymIA2Q+76c52N3FiPIe8loXqZzXss18te7qlcYfF44+78sZqf5bFx3lN6TJCc4HkxHSqAHhM6p3RHxird0WpEp2d1hc3j429bcJ0we/bkcdWWTtmPCqITWLf1thR6Pdy8ypUSEECv1ObwYggQIECAAAECBAgQIECAAAEC502gQtQEw4uezu0igtWLeczFBROuXr01jNeqXnNC1ixz64Oar/vTizlDC5TbTLv5nTD58LG+XEuaF1lzPX9xc/7Edfx/YZde3j3/TaB8ONT8WFaLoYXNfcEsF58WQFeIvFelOvaqPnTC5AqcZxUsj4vyHbOU8sjFC1vP5+olnYsZ7uZn1rJt6NPFTRMCbyAggH4DLIsSIECAAAECBAgQIECAAAECBAiUwPeC37ovvZZzf3usB6eL6VaFpFup11whc4Lma1U2ItME0KnpfKXqN/cAOhcSTDjdey9fZPDiK4i5wGLyHfvj2iR0zvM36r9FAN3c92obpJfz5dSSrtA5889rjH1OGmQ+IXQC6kx7b+o+v3y7v5bcZyCwJCCAXsIwS4AAAQIECBAgQIAAAQIECBAgcDyBsYeUCZyr5/J4PaUzKtBsPZ0rcrpaIXMriVFhZuo2J4Cu2ymjMVvMt2Uz32+n13Oe00PX470US71OINsopUw2a5qA+FKFyderdEcC5wqkx5Tk2Kle6AmWU7ajekvPe0Xn8RqfPZlP00P6WZXmaOU55qU8Nh7en/ec7qH0bBFUv+41efzCCAigL8ym9kYJECBAgAABAgQIECBAgAABAiclkECzguJeZzk9lm+9N4xbi57MFSiPdz6a93jOcunpnDE1oCtcbuF1QuYWjCZ0rrHdrkmWb72oT+q1Wk+zbScGyrZ1UK7a0dlmCY3bUHemFnSGBNR1/7x2dD2eutFPH8ynKePx4Jth9vCb+e3qNT3uVlhdi7S60i3A7utsa/MfgUEArREQIECAAAECBAgQIECAAAECBAi8mUBlxy0kbr2gF72W04v5SvV0TimOzKcHdLuYYD3eAuj0gE7QbDh1gWyv1qs8of/ip7ee5kuvpDqvf29IGJ0AOqU7Mt2tGtIpx7FbPaJzkqCdQFicMGgnDfrKv7cmd1xgAQH0Bd743joBAgQIECBAgAABAgQIECBA4KUCLVyswLiHzC1wrCiph46XU8N5Uas505TZuFwhc6/tnN7OraRG1iGYfKnzyj9Q2+5SbcOxtmd6vG8ttnW27/NqA6nnnRMM6UE91phwutWBrvA6pT320yM6varnPavnj638m/YCT1BAAH2CmFZFgAABAgQIECBAgAABAgQIEDg3AlUzeLx6fRh3rrcezWP1ap7d/LDKbFTInMAxgXPG1BaugLmV30go2YLqCix7OJ3sOSF2RsN6CWRbpnRH6kPn4oUJka/dHca71Qt6ESgfVAmO9liFzbOU6Lj/xwqmq1Z09ZiePfh2GB7WmPv394ZZakfXVAi9Xs3gbV+tAPptBT2fAAECBAgQIECAAAECBAgQIHAeBVr4WD1cEzhvVdB85dowvnN7GGvawuXtmm5XOL2o6zwPnntP55r2chu5q3JLw5oKtB7w2Z6L158e7gfVJtpQtaRbEF0bOBcvrBIds4MKm6s2dAudazrbrdB5qJ7Qs1ombarVANEg5n4X438B9MXYzt4lAQIECBAgQIAAAQIECBAgQOD7Ar23cgsG6+FMe23gXss5AXR6OrcgetH7eat6QPee0C2A/v6qv3NPckfDegq0bVf/9W04S2mVGo8O6SGdIe2iX0iyt5mE1HneVupJV5LdelPX8v05ebyX6Wgr8d95EhBAn6et6b0QIECAAAECBAgQIECAAAECBF4psEgRe6hYF5drpTMSCqana8Lk7avz+erpOu7cqDIcNxbh886fy29cql6wPWR85c/z4IURSJtKO0ronLId1T7Ga1W6I+FyynTkIoapEZ5p1YueZfq87u9hdJYZF/WiLwzaxXijAuiLsZ29SwIECBAgQIAAAQIECBAgQIDAvBdrq8dcQXN6O1cv5/H9nwxju4Bg6jpfHcaP/s+8xnPCxEt1wbkWNtd8C6grSmrPL8xMD7vFwr3wAmkPm1eG8fbH85IrCZ4rXB5zYcJ2McKaPnvUwuehynLMvvmsjcPe01ayY+Prqh2d+YP0hjacJwEB9Hnamt4LAQIECBAgQIAAAQIECBAgQOC1AhU8t9IbNU3InFIbuahgeq6m93N6rWa+leNIT9aEzuneaiDwGoHqUT9sVHs6OiSM3q8LE25WW+rTJw+rnVW7GxalO9IWndA4Kncubgugz8Vm9CYIECBAgAABAgQIECBAgAABAksCy4Fxgr1WtzfTBM5VPiOhc+Yv13QnFxOsGs8thK5AsC2/CKmXVmmWwFsJLJ/0SKmXtL2c8OgnQVLqJW2zynO0sh37VaIjwfWiJ3Urz5F5w9oJCKDXbpN5wQQIECBAgAABAgQIECBAgACBVwj0oC+9SVOnObWcr76zCJ4rYL56vdV2bqU1qlbvePPdYUwYmLq9CaY3E0LXfOv0XCG1XqmvwPbQsQRam1yc/DhI+ZeN1u7aSY/0iK5x/+rNYbaX+tB7VYpjd5jd/7yV5mjlO549GWa7VZ4j5TwMaycggF67TeYFEyBAgAABAgQIECBAgAABAgReJ1BhX3o4V5A81oXfxht35nWe0+P05nvDeOu9eY/n9D69nF6oi5rQrVd09UJN6JwAWofT10F7/LgCaVs5wZE2dbn+qx7347U7daPm0+s5J0IyrYsTzlKeIxckXNSHnuU5uWhhakkb1k5AAL12m8wLJkCAAAECBAgQIECAAAECBAgcEWglNxIaL8aUMmgXEKzoJ6FzK7NR0ys1Xqve0NXbtNXfzfKXFmU3jqyy3UwIbSBwEgKtLeXEyGJlOemRcx0Z6mKFQz3Ugujn1QM6JTquVmmY3ZomeE45jr1n9dxaqJXkqCC6leNIMl1Dmyzm5/f4f4UEBNArtDG8FAIECBAgQIAAAQIECBAgQIDAmwtUopdgLhd0yzTh3dbVYawxdXbH3H/t9vzxrar1nAsMbtYyh7We3/wnegaBkxWoNpxAug1j9dqvNnv1VrXVCp0TSLca5vV4QujqBT17+njeGzo9ohNeZyp/PtlNcoJrE0CfIKZVESBAgAABAgQIECBAgAABAgROXSC9mKu0wcE7dyt8ri6lCZxvfTiMtz+s3s8VNm9UDeidCqNr2kK+1HvuFyFsvVHT9dRA4AwFWhuudptezZs1Xq4TJZ9U200ZjqoJPVZJjozDbtWCrvB5/PJ38xC6AulWG1p96DPceK//0QLo1xtZggABAgQIECBAgAABAgQIECCwugIJ79KbufVsrnB5e2cYr9+cX+QtJTfSK7rqQLfpRi2b26l30MLn1X1bXtkFE0jP/cNezFW7PBfFzJCLFOakSU6sJGi+fH+YPfiiBdPtooT79bzsA4aVFRBAr+ym8cIIECBAgAABAgQIECBAgAABAguBw4AtAXLCthpbyY2atpIb1WN0p+o6X04P6Mxfr3rPi3IbrdRGej8neDYQWEGBNOm06TZdzG8u2mtOmIx1AmVInejMV7mNq1XHPPtBSnW00h01n6A6PaZTsiNlOXqa3WpFZ52GsxIQQJ+VvJ9LgAABAgQIECBAgAABAgQIEDi2wKx6hFZPz/QKTSC3WT1Eb300D+DqgoNjej/frdsprVFlONIDuvV63sjyCfYOk71j/0QLElgJgbT3XFCz/s0vrFl1zT+o+d2qB733dBgf3x+Gx/fmwXOV69j48o+HtaJbSY9ZhdFC6DPdlALoM+X3wwkQIECAAAECBAgQIECAAAECxxBIgJzwuff4rMB5fP+Tqu1cPZ1zX8bbCaCrp3O6kVZA3ZbvvUpHAfQxlC2yigJp++3ESrXpZMlb9d/OjcqUa7q3OwwPvxlmj76pALrmq0b0+PDeMGs9oOvNZJk+v4rv7YK8JgH0BdnQ3iYBAgQIECBAgAABAgQIECCw5gLpCZpyAxlzscHtqu+8HEBfqTA6wfOLBvnzi1Tctw4Cre3Wf7O0/bzgmqbUTIbNCp2r1/NwUNO9uq+fqEmt84M8sT25Leq/sxN4yVHp7F6Qn0yAAAECBAgQIECAwOoKbFTtxa2trfp+N6syjBtVdvRSZR2bbX51X/V0r+ygelXt7u5W56qD6ok1tmluZ95AgACBtxZIvduU0Mg0vZ8TOOeigplPyY06Hrcez7md8hyytrcmt4I1E2iBc7X91vO/XvtB6kPfmJd/To/og6oL/fTRvCd0fjenR3Sb+j19mlu6jlAGAgQIECBAgAABAgQIvF4gYfPVq1eHn/3sZ8P29vZw5cqV4YMPPhg+/PDDNv/6NZy/JZ4+fTr8x3/8x/Dw4cPh2bNnw+PHj4dPP/20zZ+/d+sdESBwqgLp5by9MxzcqmK3NR22r1XN55q//X71/qzwuULpMT2eEz4nhGthdT3HQOAiCeQETV18c8zJmYMKlStwPrh2Z94rugLo2eMHw/C7f63SHE/bRQpnTx8Ps2eP5xcsvEhOZ/xeBdBnvAH8eAIECBAgQIAAAQLrIpBez+ntfP369WFnZ6eN77///vDjH/+4za/L+zjJ1/nkyZPh888/bz3BM58hPcMNBAgQeGuBOuaOixB6vHJtXmrjxq1hvPnevPdzujvneJOyHBla72ddoOcY/r8wAjn50srO1MmXdGquHs5j7ktP5/SArp7Rs606gZNez+1ihnXhwjxuOFUBAfSpcvthBAgQIECAAAECBNZbICF0SnBkTA/oBNHXrl1r43q/sx/26hM2xyC9n/f396sk5aIm5Q9bnWcRIHBRBXoglmlCsowpKZALC7ZSG9XjeTslN2rcXFxw8KJaed8ElgValrx0Emas+a3aR3LhwexH2Wey7ySQTpmadqHCCqEzJJROyY5MDZMKCKAn5bVyAgQIECBAgAABAudHIOFzxl73OWFrQugE0OkVfVGHhPHpGR6XjDEyECBA4NgCh6FzHTvS47l6a44JzC5vzcsKXLtVAdqi9nMC6VxczUCAwMsFEjwnk67fyWP2meu32341PK+LFWYfyz63l4sX7g+z3ZTjSAhdAXWGlkULpOcYJ/e/APrkLK2JAAECBAgQIECAwLkWSLCa0PnmzZstcM70k08+GX7xi1+0+871m3/Jm7t3797w29/+tj0am1yMUAmOl2C5mwCBFwhUEFZh2ZgemwnN6gKDB+/9dBjf/0ldSK1O7KW3cwLoTNN7M/WeE6AZCBB4iUDtU5fqrweSIW/UfrN5ZRh/+X/Pezk/r57P3345jPe+GIZnj4bZk7o44ef/NZ8mnG4hdMLol6za3T9YQAD9g+k8kQABAgQIECBAgMDFFOg9fTNN6JoLEma8iEPe93Lv55gYCBAgcGyBdGbuPaDbRQQrpknJgITPOzcqPNuqULrqP2ea5QwECLxaoO0m9V/bt7Jo7VM5cZNhr4Lpnbpew24Fz0P1eN5/vjipUyd/+v4lfG5UJ/2fAPqkRa2PAAECBAgQIECAAAECBAgQIPAygQRdvQxAej0nHLtaYXPuS6mNlN9I/efW4zl1BFqi9rK1uZ8AgWML1L6U/arK2wz7tZ/tV6/n7TrZc1Cp82aV5NirHtIZ0xO61YWu+9WHPrbuqxYUQL9Kx2MECBAgQIAAAQIECBAgQIAAgZMUSMmNBM0JnmvM/PjBX8xDserpPL7zbgXSN+cXIEwonZ7RBgIE3l6g9qdxu/6iIDU2EjxfuVFzdX2LZ9UrusbZw6+H2YNv5hcqTAidOtGtLIdu0W+LL4B+W0HPJ0CAAAECBAgQIECAAAECBAgcV6B6QI9V67n1wqwLpI3Xbg7jj3/Z6j8PswqcU4IjF07LfHpL9/G467ccAQIvFsjJnJS0yT5WFx4cn1fAXKW02rTqQc++3Bw2ct+zWu6gLlCYEh2tN/SLV+fe4wsIoI9vZUkCBAgQIECAwMoK5OJwy2Nq0mbMfRdxGOvPJffri0UuCJf5TPt4ET28ZwIECBA4Q4H2u3gpSM4F0rZ35iFzgrAr1RPz6juLALqW26ioJuMF/R1+hlvKjz7vAtmncmInf1lwqXo1J5BOrfWEzu0ioLUvth7StVwF0MPu03kJjsOSHAWkJMcPaiUC6B/E5kkECBAgQIAAgdURSMi8UR+gczG4TLe2tobbt28Pt27davetzis9vVfy/Pnz4dGjR23c29sbMj58+LBNE0gbCBAgQIDAqQnU7+kxFxHMmMAr0+u3qxTAIoTeqdCrThq3x1pAVuGXgQCB6QV6Dfb8pMvV27nC6PHGnfkJoud7w6zXhE4YXZ0ZWlA9/as6lz9BAH0uN6s3RYAAAQIECFwkgQTQCZ0TOG/XnxHeuXNn+Lu/+7vhV7/6VbvvIln095qw+dNPP23jt99+O9y/f3/4z//8zzZNOG0gQIAAAQKnJpBazymzcb2CrVz87HL1ev7JX817PreLDVaP6K0qC5BemS17zn9C6FPbPn7QxRTIyZ7sc/kLhITLtQ+OW1Ua5/b7rTzHsPtk2P/0/x1mj+/Pg+cKpDdSHzplOQxvLCCAfmMyTyBAgAABAgQIrJZA7wGdEDoB9PXr14ePPvpo+MUvfjG8+25dyOgCDgmcU4LjwYMH7d2n13PvIX4BObxlAgQIEDhLgVx0MBcXTN3nlNzY2qkw+va87EbC6RaEVQgtcz7LreRnX0SB9IDeSBBdb/5ShdA1P+YkUUpuPHs8zHKx0FyIMDtn/oAu+6rhBwkIoH8QmycRIECAAAECBFZP4NKlS0PG1H6+cuVKC6Jv3Ki6dhdwSL3nnZ2dFsgnmE/4fFHrYV/Aze8tEyBA4IwFEmil1EZFLpkmdE6ZjdR53qqLC+Z2ekGnFEcCaAMBAmcj0PLk+q9Na1/N/phAOuXaEkJfzefomqYW9G7tr4/vzUPoPJ5e08u1oc/mHazNT3WkW5tN5YUSIECAAAECBAgQIECAAAECKy+QAOvy9nBw8+48aK5elOPtD4bhVv1pfwueK4qpx9tFz1b+zXiBBC6KQILoCqETRqe3c/bVdz8Zxt33qhf0s2H25GHNJ4iuMTWhnz0ZZu0ihTVveK2AAPq1RBYgQIAAAQIECBAgQIAAAQIECBxTICU30tP55gfDmB6UV6q+8833h7EF0AmeK+HqFyQ85iotRoDAKQi0ALpC6BZAXxrGCqCHsQLm51WG42H1fr73ZQXPj+p2XaAwy+T+hNGG1woIoF9LZAECBAgQIECAAAECBAgQIECAwDEF+sXNEkJv71QAXXVkM2Y+PZ8NBAisnkB6PvdC7JnPfpx9NkMFzkMuYl1l3YaDms9QZe/UhJ5THOd/AfRxlCxDgAABAgQIECBAgAABAgQIEDgq0C9Klp6TqR+bMRcxu1I1n3ut59xOWNXDraPrcJsAgdUWSCCdeu65KGGGS7VPP39WY5XjyL6detAJqDNt3afbUv5bEhBAL2GYJUCAAAECBAgQIECAAAECBAgcSyCh88aiF2SFzePdj4eDOx/Nw+fqOdnqPqcH5ebleWB1qaYGAgTWT2Bjs8rp3ByGn/9qHjJXTejx/pfD7N4Xw/C0SnLUuPHF/8zn9yuINnxPQAD9PRJ3ECBAgAABAgQIECBAgAABAgSOIdBqxlb3yAqXx1xs8PqtYUjd51zA7Oo78+mlCqqHjOlGaSBAYO0E8pcO9dcN47UKoVP7ORcl3N8bxtSArh7Q2bPHenxmH3/pphVAv5TGAwQIECBAgAABAgQIECBAgACBFwi0Os8VKveLCW5WbedW87mC51Z6o25Xr8l5D+mEzwYCBNZaoIXQi79iGCuFTj337PPp8bxV5ThyLLicx+uxPD5WOY5MDU1AAK0hECBAgAABAgQIECBAgAABAgReK1D9HFsn5kwTPlev5xu3Ww/I1IYddxY9nxNEpdxGasb2GtGvXbcFCBBYG4Hs19nPe03oCpvH/OVDhr2nw6x6SA+7NY778/v8PwigNQICBAgQIECAAAECBAgQIECAwOsEEj6nV3MLn7dauY39v/qHqvl8bR4471TJjZTdSPjce0gLoF+n6nEC6yeQchw37gxDSnI8r1Iczx4Ns8tV972mw+MHw8bXfxxmX/9hGJ49Wb/3NtErFkBPBGu1BAgQIECAAAECBAgQIECAwDkTSKDcw+XNilQSPqfnc9WBHbar/Ebr/VzzBgIEzq9AOw7Ufp6LkGY8qJ7OV+qCo0OV3UhJjlx41Mmn72x/AfR3ONwgQIAAAQIECBAgQIAAAQIECCwJ9CApQdPW1QqbK0pp9V8rfE7QlPA5Y3pGG05XoJXYTa3dxY9ttXf7jSMvpdflPVy4Hj9ujd6UU+lDaw/pDp/xyJDHlF45gnIBbi5K8syPC3vzk1HbCaRrSC3ovbrvoKbLba89eHH+E0BfnG3tnRIgQIAAAQIECBAgQIAAAQLHFehBY6YZ60KDB+//eF73tQLoced69X6uP8HPhcgSOvbSG8ddv+XeXiDh3v4i3EuYfFC9TzN+L1jOYwfD7NnTeSCYjDrPTY/Vl+TVhy8u275v29YWNobxctX/zfzy0JbLyYkKHnOS4ujjy8uaPz8CvR78tVvzY0MFzwf7+8PGWO1jt0pwVImOWZXkSG3o4eB1je38sBx9JwLooyJuEyBAgAABAgQIECBAgAABAgQi0ALH9G6uMCmh83s/brWfh60qt5Fe0Ic1n9vCtdxST1mC0wr0Hs3PdyvYqxIIGfdq/nku/pZweWnIsgmqH92fL9eem+ckgH5NKJhtmu3dyi3UfKa5+Nxyr+j8qCyXYPpSxlrmRT2kl16S2XMi0E481F9CXK8LkqY91QUIx9r2B2kfuRhh1YHeePj1MEs7zQmPCzoIoC/ohve2CRAgQIAAAQIECBAgQIAAgVcJVOicsLHVc00IWYHzlfR6rgsNZr7Ve16U4HjVajz2fYFkvrP67zD7zfzhjXmQ15/V7u6PZbnFAwmZEzrnQm+HAXQFfgn9vhdA17LPq2f004cVRNdzspJM+3z/WS+aJlhOXd9eZiVtIq/haACd21nf5bye+nn98cOe0OkxXU88vF03l09YZL4/1hat/zI1rL5A29a1/XLeIRstJyiu1rFib3Eyop2UqAi2nfhI46lxub2v/jt861cogH5rQisgQIAAAQIECBAgQIAAAQIEzp1AhUpjer4mTEpJhVxwsPd8buFz3dcDw3P35qd+QxXAJaztgVwLkHvpjHrs+eKxFtRV6YxeViPLt2Ur4O0B9O6iB/RYz0kv0yp58P0AuvqkZh1PHszD4ax3PwF2jZl/1dAC6FrnIiAeK4Cepaf10W2fx9MuEoBnmqC6LZMgeZEkL5fmSPtKMJnH8tw81kPu3JfnS6BftWVW87Fsu5y0aseNmtbt8UodQ9pJjHlbnaUchwB6NbefV0WAAAECBAgQIECAAAECBAgQODWBhEg33x3GOx9VmFR1fVNy49b7NV9BdMLC9HpM2GR4M4HkvQl+UyojYXKCuaePhtnTx3W75vPY0wTF9ViNswTV7bHcrjA6dXUzZrkWQtcKW4/nTGtsdXbzQ44Muf+gAsD2UP13uMjhzJEn9JsJg/+8rWfZ5rOcfOiP92nur+UuJ3jO8jVWOxl76Jx1VNtptzNfdaVn16tucILmmp/XFL8xDy9z3+ai7Mf3fk7/eaYrKbBRbePqzWHMMSNt7tmjYfjm8/rLiXt1cqKC592n85rQab8XaCgVAwECBAgQIECAAAECBAgQIECAwHcEKkAcU/f5aoWC6f1cvVrHy4vaz613ay2dC40Z3lAg4W+NLXyuUDmlMVqt3ArqEkbn/scVQLeLC9Z83Td7VOFdWz5h9eO6mGAF0Fk22fF3SnnU7Zf2LF383Dd8tW3x75xoeMU2bw8lfM7rqvazuVlZdXrB1n3VZtKWZu3kRQXTqRfdwueK5rJM7s8FDLNshvY+2huc3/b/egikrWR71raft8+6XT2gx4PqRX9pY37eom/j9XhHJ/IqBdAnwmglBAgQIECAAAECBAgQIECAwHoLVFCUnqkJjjK9UmHgTgXPO1XLNX9C30PChEc9kEzQaJgLJCtNT+QeAGeachhJ4XqY2nos1zLp1bybwDkBcy2T0hiPqz5z6wFd9+V2D6Mz7T2gs3zC5/SAzvwqD2kn+9WW8voznzbVA+eU2ojNZvWqT/BcPaDrwRoTXlYwnce3EljWNM9rbS7TNLgsU8/JfRlaG8xj85v+P2OBvj3yMjKfHtE5jqRETOsNX9sqJx/6ftF78vf9Js87h0MpGAgQIECAAAECBAgQIECAAAECF1xgo9Ki6vF8cPNuTaunc4VG4+0Ph+FG3c6f0/fwsIfPF5zre28/4fJeSmNU0JZQLQHrw28Ob8+q9EArQVCPp6zGmFIECZETOldN5VkvyZEgLgFzArvM17pmu4sLC/b1rkVYV3Wn8x7qXwuODyp4rFIjPYyepT2llvQimB7vfzWvMV6B5VjB86zqjWfaAsxqf62kQ2uDdd+12/PQuj231psgWwL9vSa5EnckdL71QSvL0Xr6V+/+8cHXf754Zp1QaftG2so5HgTQ53jjemsECBAgQIAAAQIECBAgQIDAMQWqR+m4VUHezQ8WZTeq53PmE0AnkG69GVNOoXVxPOZKL9BiCYUTQCd4Tq/fCpFnX/2+blfIWrdnFbzNHt+v+Tx+MGykHm4uBNjC5EwTOMcroXONfb7drsfbQ7k/D7QH5/et8v8JzDMu2swsLn3IffHIUPOzw17OFShXqYaUe5nVtJV+SeCcetGttEOVgtmodpiTIgk3Wyi9uJjhfG3+XyWB2kZjHUfmJ2VqX3j47TB89Yc6ptTJiNpXUkGm7SM5cXOOBwH0Od643hoBAgQIECBAgAABAgQIECBwTIEEggnzEkIn3EsJju1Fzef2J/PHXM9FXiyBcno1t7rOFbamXEbqO/cyG48qcE0gnbAtvX8zXYvezD9goy6/rz6fMPp1Q2+HlyugT3vMxS8TNKcN7tfYQu1ya8F2wu0KqQ2rK5DtWb3Z2/C8Thyk/bdtWSdiMqSXe5Y554MA+pxvYG+PAAECBAgQIECAAAECBAgQeIlAD/sS4iUUSth3ONbthENKG/wZL6Fneiq3ad2dADklNNKLM9NcPLD1eK5wLSU3MuZ2Aun0jG69nLOOekIb/7xqcwuBWB76lFWMY5cyJC18rvvSczr3pXZ02miWT1id9jyr6eF8TqpU274AAedatJ/kzNke21VTPkO237PH8+2VbZbtmJ2pTdsS5+Y/AfS52ZTeCAECBAgQIECAAAECBAgQIPBGAvnz+Gs32zhsV83nmh8+/vl82nqeJoSukMgwDz9TVuP+F628RgLRWcoJPKo6zwlDKyj/7KBIAABAAElEQVSdpYdzejv3iw0+qwC6X5iwAupWgmI5XF2XUhqnuv0TQFbd6/QQT3CcafUin92vusEtYK4A84+/nQeZFVqO1U7Hm+9WO62Iry5gOF5flOtI+80FDa9Wm85UCH2qW/GFPyz1vbM9fv6r+f6Ui23+4TfzwDknFbIP5aRNTjqcsxBaAP3CFuFOAgQIECBAgAABAgQIECBA4NwLpOdzQruU3NipXolXrg7jlar9vF3j5QTP9bge0ItmUMFoeuDmAoFPq9dmem7WRQZnuXheymwkPGs1nhOe1XIJl1OOI0PCtPT+zNCDtT6d3+v/ZYFmU4bFluB4thvPMu4h8tOHeaD1nJ1Vz/2D2OZESTtpUqF0Sj60sLoeaL3V4983QC1rOBuBbIPFSa+2besEwuzKtfkJgnaiqx4/p9tJAH02Tc5PJUCAAAECBAgQIECAAAECBM5EICFPfnD9lz+Hb8HdotZz6j9XL8XWmzSlDC7isBx+JiVrZR9qmgvo5cKB6dWcaS+xkekigJ7Xe67lXhQuJ0w1HF+gG/bp8jMXuX5rv9lG2Sabi16zfbskyExuvV3BdW/rae8p9ZAh+8BY/2VqOD2BFkIv/qoiPdNz0iDHnb0an9f2yQme+cY5vdd0Cj9JAH0KyH4EAQIECBAgQIAAAQIECBAgsCICG5W4pVxBgqCEPzvV+/najZpWr+f0RsxjFzWVS0icwHmvejcf1I2q2TzbrRIQGau0xqzCsTG9nhOStaCzpr3mc+9puyKb+UK8jL69sg1aqZMq3fG4ekdvVMCZC0CmrnnuzzRhZ/WMHi/XyZaE0Amec7Llorb1VWggdUKg/fVFyqZkm9SJhLZv9ZM+eY3ZxvP/MrO2gwB6bTedF06AAAECBAgQIECAAAECBAi8kUDrfZi6z7cqaK7AZ+fGcPBB1Xz+0S/bfOtRmqAuPUUv4pCLBFa4PPvivyuETvBcgdg3nw0bNbZetnk8vZ/bxQQrGUuJjf10s01YnaSsTy8i3hm854TLFT5v3PtyfkIlYfLXf5qHmQk0U14mJ1fSpneqxvm7n9T4k+oVXSdd0sar7vnhBQvP4OVf+B+ZEwIf/GwYb39Y+9fjYXbvq2H89f/Tpu0ETytlk57t6y8lgF7/begdECBAgAABAgQIECBAgAABAscSqICuhdAVzrWLtlUskj9/357Xfz7WKs77Qgm9Fhe+ayFY6g0/ujfvUZvHUoqjBWPnHWJN3l+C/2yTPvTZ1DdPHfPW039R8qEuHNmWTQ/bDC8q7zF/xP+nIdC2UZ0cuFTbKicEUlc9JYEyn+2W4RyEz3kbAugoGAgQIECAAAECBAgQIECAAIHzK9DDnF5+o134q4KefgGw/vj5FXj5O0sIeVCpZULJXuc5FxlMXedW33lv/liWE1i+3HHlHllsr7o45LBfgeZebceU5Xhyf76d8xcAuchmTsQk8MyYntIXeV84i20Y74zxz7bYqt7p6Zme3uzPax/Mfpi/OFjzQQC95hvQyydAgAABAgQIECBAgAABAgReIdACngp3Mq3ehWOFOwcf/sU86Knez+ONO/Neh69Yxbl+qILn2cNv57Wcq5xDqyH85e9bKY4E0rNHFVj2iwy2APqcdMk81xt18eZyUiH1ulud7tqWX82GjfRoT9Ccnrbv/mgYqwxECz6rHvp484N6TFR4ek0j4XPC//xFRm2TOiF2cPfjYVblUoYnD4fZ/a9qrPIqOYmw5oNWteYb0MsnQIAAAQIECBAgQIAAAQIEXiOQkCdjQrcr14fx/b8YhqvvzHsdXq4eh5t1/0UdEm49+mbeOzYlGh7fGza+/J8/l9xoPaNrmV52Qy/o9Wgp2U61bWfZpjn5kt7sTx9VTe/P57crcD44qF7R+SuAdjHOugjnjbv13kSFp7qB27Gpts/mbBjr2DTc/ahOilWN+sf3h43q+Tx7VCeHcgJozQetas03oJdPgAABAgQIECBAgAABAgQIvEog4U4FzOllmHrP6fGZoGenxvan7xWNZHqRh1amocpw7FcgmXE3FyCs0Gu5x7Pgef1aSLbZcvmG57Vth+oRnSH7QXq350KSmU/H9gSdbV+o/aGX5UgpiOwe42Ka5xpORiCubYhtekLXsSi9n1sv9NogKceRk2YpzdG2ZfVoX9P9UADdt7UpAQIECBAgQIAAAQIECBAgcP4EKkgbd25UL8/6E/cK2sarNZ+AJwFbwraLHj7n/SfoypC6wBVGj+kVm/tb7+e9YZZQek2Dr/kb8//3BNKjvWpC11ZuNaHHg3GY3fui9pMKo7PPpE0kmO5B9KzaRkJSwzQC2d9incA5+1pKotTFUcd2oqx+ZErl5CKFOVm0hvuiAHqaZmOtBAgQIECAAAECBAgQIECAwCoIVL3b8cOfDeO1KrmRQG27ej5vVcC6kQuu5QXmvzazCq/29F9D9bocb743D7ZSK3jn3jB881mFk4+qdnCFz4/qdsaE0YbzI5D63t/Wds5fBtQ4S+D5uEqxJADNfnL7w2GscdiuIDo9cLPfJCTNaDh5gbjG/urN+b6W0kDPng5jeq0neN6r+uyHpXEqhF6zQQC9ZhvMyyVAgAABAgQIECBAgAABAgTeQCC9OavX83i96qomWGt/1r7oAf0Gqzm3iyb4ikl6VdaF0MaUZLhydZ7JpyRDhV8zPV/P3+av7T2rHtDzULl63qZGdNpCAun0vK1xyD6TXvEZeg3w+S3/TyGQ/SzlglIOpbxbL/T8NULrGV1hdE4UrOkJAAH0FA3GOgkQIECAAAECBAgQIECAAIGzEUhA0+qppmRAzecCa+nFmUAtAXRKcaxpiDMJaBFVwlUmNbmUEDq9MKu3a4LH52WXHph7NVZP8hZC5nbCyMMe0fWcNSwJMInlOq0026zXh277Q91OT9sE0ElAnz6sC+E9mG/rbPs6OdG2edpFlsk+Zj862S2+vC/GOMer7IspGZRgOvtm7m/brrZRttOa7HsC6JNtKtZGgAABAgQIECBAgAABAgQInKVABTRjBc6tB2dKB6QH4fXbw3CtenMmfM59evS+eAvFJTWA7/xoHjxX2DxevTUcvHN3flHC6iU7u/f5vLdsSjikt3RNWxD24jW6dx0EkmWmxnC7CGG1gZrf+ObzYdyrbdv2pTqBc/tZ26+GrdqHUo5ju/ar3jt6Hd7jur3GXJDwapUNSij9vLbD00fD+Nl/17ap+ZTKadurpq279Oq/OQH06m8jr5AAAQIECBAgQIAAAQIECBA4rkBKbqSEwI0788C5grKEqMNO1VZNL8L02hRAv1gzf+pfvS7HBNDpWZlwuXrCjk+rJ+xuXbAuPWIr/JrNarpXJRuGBGG5KNqLV+fedRFIT9rq1b5bJVeyf6TecJ18mD2s2t+poV4X8RyzkXMxz5RnqVR0zIkKAfR0Gzi2cc9fbmRfrH1vFv9+kiD7ZvtrhOlewkmuWQB9kprWRYAAAQIECBAgQIAAAQIECJyxQAVo6eWc3s4pv5Eemwme25+xi0Feu3ESQqdkSYb0cC7OVOhopvsVUvZe5Pspw5AHDedCoJVySBBd72ZW23mvZhJwZntv1HauC+K1EhDZt9IunHWYdrNn38pxa8hYQ7ZFjmEpwdHKcNQ2WqPBkXeNNpaXSoAAAQIECBAgQIAAAQIECLxAoAehmSZATXCTELUF0NVTM/f1ZV7wdHe9QiDhY3pjJvzaKtcrVX4h9Z97qH+pbBNIpgdtSgXksR5Orkl92le8+4v7UILobMdsz/S2Te/oXr5mu2pFX6kLGOaxFpQmpM5ZCsNkAnFOr/Mc1zK/lxNAVad7TQYB9JpsKC+TAAECBAgQIECAAAECBAgQeJFAhTFVUmNsvQMrBMufqd/90TD+6Bc1v7iYXupAp9eg4c0EEipuVQmAzepJfuVgGK9VLegb79e16yqQrFIAswdfDcODryt4rlIcdXvjT59WT9kKJvN4u1BhgumWZL7Zz7X02Qq0TZZtV+PefnWIrt63//vrYZYTEdtVouXWB8Nw68NqG9Uu6iTP+OH/qfZhH5t0o6UUysc/r/I45Z5a7I/uVUmc+/N9bdIffDIrF0CfjKO1ECBAgAABAgQIECBAgAABAmchUPlzKxMxS4/ACkxz8a6qY9zC54TRCVGFzz9wyxRu+5P/MkwoWb2ex/QqT7hcdYLHZP8tpKwAumpEjxWSzXZrPiUc2lABpmENBWpj9/MG2b61vWcH1du29byt7X65euGmJ+7z9MitsfWA709Yw7e7Di+5jmNjC/lrX8xfH+Qkzxr1OhdAr0Mj8xoJECBAgAABAgQIECBAgACBlwskeE7vzFb7ucKZBDSXFtOEZnk8U8ObCRySxbCempD/MMyvO3qJk/gmsUyJgK3qLfu8biekzn3pAd3HfvvNXoWlz1og2y+BZ4Zs/1wILzWh6+7WMNIDvl0Qr+7IfpaTQGkvhhMUKNAc17JfZXukNnffH3N7vjHmj53gTz2pVQmgT0rSeggQIECAAAECBAgQIECAAIEzEEjgdWneOzChTPV6HtMDOoF0egi2APoMXtZ5/5FxTSC2XSU6EvZX+D++c6cC6OoZu18hdMYnD6pOcPWgTa3gCilnCSpbWHbecc7x+0tv6GzHp1UHOqF09X6ePfq2ctHazu3ET7WDqzdrv8tJCcOJCWR/y36W/acF0FUKJT2iEzy3Ot17wyz73IruXwLoE2sJVkSAAAECBAgQIECAAAECBAicukAFzWNqPac+6rUKvnKRvJvvzaeXqlxE5TatVsSpv7Bz/gPT2/z6nTK/NQ+9KgQb3/tkHjinN+yzx8PsD7+d95ZNveh7X9T4ZT1evWcN6ytQ23Z2/6u6/t2385M7ddLn4NmjYZYTD3Xip+2DP//V/MTE+r7L1Xvl6Xl+vWqwJ2CubTBevjocfPgXtZ89auVwZlWLffbwm9q/6uTACg4C6BXcKF4SAQIECBAgQIAAAQIECBAg8AYC6W3ZykGkNm31fk5PzGHR+zmrSQhtOFmB1iNzKVZKMHapoFtvzOoZ2y5YV9sjy2VIYN3n5/f4fx0Fsp1bz+dFSY6UhHhaIWgrDVG9oPNXCCvaC3cduQ9fc3aj7FNtqG2QY9xWWR8stkP2rxU+0C0dKRbvwYQAAQIECBAgQIAAAQIECBAgsMoCCTJbmFnTXus5gczlGjNNb0Fh5+lvwb5dMs02SCmUNl8nA3JByGdPavskoKzQMiFmpgmsE1i2ALOmhvUS6IH0XvV6T03i1IdOIJ0h2z7BaPbRzBtORqDvU9m/4p/b7bi3dNJtxU4CCKBPZtNbCwECBAgQIECAAAECBAgQIHBaAi1wqSAzwVZCmCq7MV67XWPVIN5OKYD0vK0wxnCKAhWCtYuixb3G5My3P1z0lq1wcued4eDGuxVQ1sXrUpLjfpXjSFiZ2tB7VTYg82P1oDWsl0CdQJil1vdubddntdH3a1t+9l/z/bBC0fH67VaqZf5XCev11lb21S7+4mO89cH84o8V+M/i/6BKcPSLQQ6LEzsr8iYE0CuyIbwMAgQIECBAgAABAgQIECBA4JgCix5/Y4LmK1erBnT1rk395wqhh62q+9x6QPc/Vz/mOi329gJxTyfmZNDp+Xrro5qpO+pCdeONx8O4Wz2gdyt8fnK/ynLP2rQFl8PD+YXt3v4VWMNpC1TP9RZAJxStEhGzvcfDwXZdHC+lOHKByhra/pkeuoaTEegn4HKCJ39B8Pj+MNyv8PlSmc8qiD4Mn1fnLwoE0Cez6a2FAAECBF4gMMsvxsXQ5/u037883chVyhfDq5bry6zqdKw/d8rYh+X5fl+my/f3+T5dXs48AQIECBAgQIDAEYEWdlWkkbA5PaC3a3q5prmdEg+G0xdoH/3TC3rxo9MbentxEiAh2WbNJ5Tcqh6yG7VQLhyZHs/5DlAB9dBKONR8Pke3chz1nD4sfbbud5muiEC2zfNFHeL9bO/ahnWCYdirbX1Q2zU9c1NuJfPt+2HaSG8kK/Ie1u1lxK+XuGn+9RcGOfa1EkR1XGxlbdIDOs5//l56lm9TAH2W+n42AQIELoDApToLnrGHyz1Y7tNOkNvb9cVhebk+35dZl+l+fYDOmCGB8vP6QHaQDwFHhjyW+zPt87n9omWPPNVNAgQIECBAgMDFFqjPjmMFzmOVdRh2rg1jleBogcxh+nmxeVbv3Sd0rGAyF1EbN4exThrMqsf6mF7Se9UrOqVUMu5XkFafh2dPq6RDPk8nXGt1ohfzq/fGvKJlgWyvfO9poXMC59rmTx/Pa0InC01oulknitpfKCw/0fwbCzTPxQmb7Fd1cmdM+aGU4Kj9aJbAv53IeeM1T/IEAfQkrFZKgAABAhFIgLyzs9PGzc3NdruH0UcD6Nx/9+7dOml7uS2X5yaQPrrcqssmPH769Gkbe5j84MGDFkgnZF4eElLv7u62MSF1bue5PZBeXtY8AQIECBAgQIDAkkDCynfuDuOHfzEMVyuEruBlzJ/7L/1F3dLSZs9aID02s82yfS6ll3p6q1dYlp6xVQN6fFQlOVJGIAF06kP/4TcVQteF7BY9Z2fPKsQ88ln6rN+Sn/8CgWyj2p4b97+ah88pj1Mnig5SfuNqnSSqbT6+89582yecNryFQPltlGu+YuZkXMoPpeRNyp/UxT5n+3+c9zpfkbrqAui32NSeSoAAAQKvFkh4nGA5oXIPlvv0aLCcgPqdd95poXMPqZd7RL/6J63OowmRnzx50sbM93Gv/qTwRQF0HHJ/pn1cnXfjlRAgQIAAAQIEVlSggszx8nb1fK7az+kFndIO6U2boNOwmgLt5EBtn+SO9dl/bDWBKz1L6JxwOrczn/As4XQr65Dt2cfVfFte1bJAbc/0un1WZTfavljb7lmdSMjYTw6lh/SKlIVYfuVrN5/dIjtTpht17EsP6Ct1Yuegej/XNhirl/nR79xn+R4F0Gep/4Kf3cOH3kgyTS/AfjsBTYZ+u68it3uo0+972TTLJtzJdHk9y/Mve26//2iIktvp6Zeg5UVDf7w/r/cKXL6d5+V21pHH++3c15drd/qPAIFJBHIM6MebzPcQOPP9dp9fnubF5NjU7+svrj/n2rVrw/Xr19syWX/vCZ3Hl4fc//777w9bW1uHP/tK/QI9utzyc1ZxPsewBNDpydyPZwnS08P56LEsjz979qyNeTxjnptpjoP9+Nef1+/L+859fZ19uf54bmfd/f7l6SqaeU0ECBAgQIAAgWMJ9BIO+RyZOs+peZrAJfWfE162HpXf/Yx5rPVaaHqBw81SM22+/ttc9IDNdksd7wrOhv3ajgkqr9VJhdSJTl3ohNJDZQ31+XZejqPygj6fV16ffQ0rJNC2R4Loek0H1cO9erQPTyqA7vtn7kvm0wLp2sZZrrWJFXoP6/ZSckzMSbjUVc8Qz5yQi/HBEu4Z7isC6LZlVuO/hCwJZxK+9BAogUyC5QRBmU/vwB7eLL/q3Hfnzp3XhtD5GVlfAqEeWGfdPZBeXuer5nuY0cOPHpr0wGX5uVk2ocjjx3Ul1JpmTE/AjAlI+nMzXQ5j+rL58/TMZz0GAgSmEcixIceBq1evtuNPjim9dEaOFbmdxzLNcrmvH6tyO8emfkzpx5l+TEv42pfNsa2PR99J7l8OqvN41pn1rNOQ41WOZznG9WNXQuU+v/xe+rJZPvM5BvZjY2738hyZz5j1ZJk+3r9/v83nsV72I48dPa729TiOLuubJ0CAAAECBNZKIJ8JK1AZWzBZ9U53bszrP29X4JI/OU9N2YySrLXarO3FJpis3uxt09Xn2mGryjZ89PN5cJnweffZMH5d5QQyXyU5ZlWuY/Y4NaIryExOMKvnyAtWc7vXd5Nsq43ZZxVCPxzG61Um4vYH7a8XWk/4XKiyzazmy1+bV5Ue0PlLkAw7Va7mwTfD+FXtM3t1wc/sIr2O+nyJM/lfAH0m7C//oQlgEtYk0Ml8ev9lTAiT6YcfftimeXx5SLjz05/+tAVERx9bXi6PZf3vvfdem2a9fczPO+6QECMhR0KNPv3222+He/futfBkeT1ZNsvl8R6aJETJmKAlj3311VeHQcvDhw+HR48etQClBykJVwwECEwn0APonJxKyJzjwu3bt9uYY0+OMTnJlWnGhNEZc0zJsh9//HE7pvSAOs/JMSXrXR7zDl51rMnz+/JZNseP3F6nIa85Y4Y+zTGszy+/l35fpn0+x70MmeZYmLEfC3MczXEzAXMC5z/96U+Ht1NnOmOOqelVneNxprkdwx5yL/988wQIECBAgACBtRHoAfTVm/PezrnoYOYz3aoAOo+3cW3ekRfaBVoAXT2g06s9H6Pz2bi265jQLCFz1X+ebVZA/bx60ubidhVazlqwVgu3YK09qa/NdJUE0tu5AuhZnURInfZsz3G3AtL92mcvVQaVXu7Zb504erutVt/Lx1YLv+rgp/xJBdKzK6kFXT3PUwM6+1HL1ebfU9/uh/2wZwugf5jbZM9KSJBAp489HE7gk0BnOfRZfhF5LOFQD4+WH1ueT/CTXo0JsjNN2NMDpVeFQsvryHyCkgQivcdzAo4E23m9CUeWhwQvywFIQpAsl5/dg5L0ju5hVb+vhzHrFj4tv3fzBNZJIPta9st+XMg+neNEjjuZv3nzZptmPseafrzJ/tyPKf3Ylee8yTFlnZxO67XmWJkTchkzn2NuP27mdo6/OZGXY2aOu/24nG2QbZnjap6TY7BtcVpbzc8hQIAAAQIEphOokCqdplJqI39qXp9B68PR/M/M6/OPYY0FWv6YDnFLneKyfTMcVHiWUgI7Fazt1XZOWJnH0hYyL7hsTCv7XzrmpOd6ws9sr5TjqO8o7XYey5jNaHg7gdhmP8mY+Sd1QifHxZzcaWPdF+ezy5+HemWGkxbIF/8+9lA1oUHuy+0e0OR2huXHMp8/Qe/LJOjJ2APo9EhM2JzHl4csk6DoRY8tL5fnZV2Z9tfYp8vLvW6+P6dP874SQuV1HA06eviRsKqHKPn5ea8JTdJDL8v0nno98OrLJsjKfJbJmPkELRlzOwFLv91DmNzuw/J8v2/qaVziEOtMc/uiDX2bJBzr831b9OlFMzmN97vc1vr+mX2zt8nse2mTfT9NG+2PZf7u3btt38z8rVu32pjjSvbtHJv68Sj7aeazH2f9b3tMOQ2bdfsZfbvENkNu92NKjoMZsk1y3MuYx7NsP5ZmPvtfxhx/s2x/Xt8vs46jx9UcU5ePq33/zbIXcYjr8hjX/nt7lTyyT/ffn5lm7Pv+Kr3O03wt2W7ZVjlWdZPsC9lHsi+t69B/h/Z9M/twjgGZGgicJ4HlY2+f78e13DZML9CPMzlu9vn+U/uxqN8+tWmClNQKTrmGTBO2SK9Ojf/MflDrIb343Z3v+im7kt6euXBhAuq96vGZaX4X9lIDS5nAmb1uP3gu0OKZ+i/bp22vKguRILo+v7ZUMmU4HNdPtrX0fSbHyewTu+W/+A55sj/o+GsTQB/f6thL5ktgQtN82ckXnEx778DMJ9RJT8I8li9GuehWvhzlS23GhARZR/+glfk+Zrn+2PILyn1Zd57/ug9kWbavJ+t40fqW1/2y+TwvwVT/MJL3/O6777bby8/pjy+Hwz04zjSP98d68JH7+zJffvllC1ASnKTH3+9///vDHn/5E/P8SXruz/jZZ5+1aZbt61p+Lac1n+2Qmri/+MUvDut2n9bPXpWfE/+UDvjNb35zeJKhh2Fn9oF1VXAmfh39WJLjS/bRDz74oE1zjMg+mpA5x5+Mn3zySTt29BA5x59+HMl9WSb7esasr8/3n9GPU/k5eSxDv2/it3nuVx/PHFdzvO77TE5C9mNqjpF//dd/3Y6VuS/HvYyZz2PZ3/pxNF8cM2a/zP3/8z//c1gGKcfOP/zhD+04nMe+/vrr4ZtvvjlcPo/nef01nHv4pTeYtpy2nu2Q7ZFtkd/ZvYzV0qJnPpvXl/01nzH69KOPPmrzZ/7izugF5BiWfeYnP/lJc+nHwvxVQT53rOuQ/bp/7sn7yF87/O///u/hXz2s6/vyugkcFchxLZ9dcgzOsTjHtuzP/TvP0eXdPnmBfK7IMfPf/u3f2nEnnwXO8jtW6juP9Sfl44//r1b/uT6czmtAp2yD4fwKJJzc2hnG939a4WVCzOqIUfP7z55UoPZ0mD19PIxf/r5Nh90nVR/6XhuH5+v7u/5cbczaZNXluULQnCiok4ePq373578bhkff1n5cJxJuvj+M77xX27hOKhlORiC18K9UHfX3ap+5VjW3q/b28M1nw+ybP1UQXdvhjAYB9ATw/Qtrvvjky2o+JCVwTq+bfIDKF9eM+RCV8Uc/+lELhxLuLH/RzUtbDnL6fKYvGvLclz12dPl8oHvbIT9reT39g+GL1psPK8vhxfLtfn+f5otVn8+HntjlC1aCkV4bOkFKbudnZtk4Zj7muX/Zqq/rRa9rqvviktdy48aNwzBgqp+1quvNNss2yT7QQ7Bsz+O20VV9X6v+upbbfm+HOfb0MQF0D2Gybf7yL/+yHZfSXnMM6kFb3mee37fX8nrzWL+d+QzLx4L5Pf5/W4EYZx9ats126kOObdm3MmS+H+v6tD+WaT9m9vksk9Aq92eaMCvzfcyxNsse3c79Z1+kaQz67+fsM9mXEvLmd/sqDXmd+V3YT3Dn909e73L7WaXXexqvpZvkuJY2n9vZdtmeCVDWdchr79fSyD6bIe8p789A4DwJpE33z/dp4znZ3b9T5bZheoF8ns/vkXhnuvzZoH/emP5VLP2EHOdaCF2hVV2AsBpIHQArfHb8W0I6h7P59Vbtb9iuEhwJM6s355ge8Klv+7z+2nar6gtXqDmmHeRfgun0/jSsiEBttBZC18vptYhTAzr7b+o/1zasD2or8lrPy8uYDWMdK2dVc3uMee0zs5QtOuP9wm/uY7av5Q/1fb5/2O+380s587k/X1D7l7/0KMx8pvkS1OfzxTBfFnM7H6jyAStjntvXecyXd2aLLb/O5fmTekH5kpUvVwmVe6AZr7gdvT/+vfd4Xz7PyQelDJnvH5SOTk/q9S6vJ9uyb++83os2dPvsD7HIkG1keHuB7Gt9zNoy34PJGGc+Y9pdb4OZZv/ox6McczLmdo45fTut0/Hn7SVXfw3L2/mHvtoc7/oxM/NpG/kLjeyXuT/TtIPMZ+zBVpbLfpzX0PfnHE9zXM56MuZ2pud5yPuPUcbsJ32/yT61SkPf9/O6su3yOjO9yMfdvu3SrtOG+7aLSU6IruuQfTDtMe8v7yXvLdPcNhBYd4G04z72Y24+m+R4lu9O/XtU9gHDyQks/y7PfP+9n/kzt+7HtkzrWJcAutWATh3ofrsvc3Ik1rRqAm0b17bPr7qx2kGSrLb9az71hVNmoNUZrrAt4XTGDPmYmh7Th59X64720fV8f35t731V/0s5iPROTwmOvcpJcnG8w4R6VV/0mr2u7CcJm3OczMU7N1PuJPvP2X5WFEC/QTvKL9/+gT/TfGHv9+UDUj4c5QtA5vuHo3xQSi+poyU4eoiaZfPFKNM8N+szfFcgHzgzxCcfgtJ7KR+KMvYPo+m9l9AkjpkmnE6vvsznS2a+rN2/f7/NJzDJmOdPNeS1ZrvmT3/T2z1fei/a0HuoZxulXWfb9S8UF83ipN9vHNO+0s4yxjg9gvrxKAFUjkdZJm2v93jOsSg9oNMu81jGHKOy3/TnnvRrtb7VEEib6fth2kvaR25nP00byDE0x8TcTpvJ76h+ku/Bgwft/hxLc0zNsTXH1IyZz/3Zv8/j0I9Z2c/iFbvY5LiezwCrNOS1Zl/Ots00+3vGvPaLOuS95ziXY2I/VqaNp72n/a7rkH0un2nSHvv+mG2eNmAgsM4CacN9X820f27J96j8bsr+nNJC2adzTDacnED/fpQ15hiTEoiZ5rNB/z3fTzrnd/6p/95PL+f8Prtc36kSLGb7p/Zzek+233OOfyfXGtZkTfmdl23fTkhU+9ip3tBpDxW4jQk4M6RnbdUbnqX8QOoO5/7KAVrgeT4/us7f9yr/n0wgHVgqfJ4tTiaNCaDP6XeJs9sUi/2jSte0IZ97E0Rnn2m9oGsHaPvA6e4IAuhjtoh8yOmhTj7k50PQ3/zN37Qvov3L+l/91V+1D0p5PF9MM+bLQf9S2D9UZV0Z+xeFo18a+v3HfGnnerE4JVjrH3IyzQfP/sEnH4TyJTLTfDjqJTryhSw1Tf/4xz8eBib/8i//MqRmdEKVfJhKndM8Z4oh2z11dv/xH/9x+OUvf9nayRQ/Z5XXmW3wu9/9bvj3f//31t7zpT/bKf6GtxPIftFPbCQ8zD7y93//9+0YlS9rH3/8cSvt08OnLJ8vcv1Y1I8//XYe64PjT5c4P9Ns0xyT8rsmQ9rFcu3oHE/7l8vM93A59yWo67X1E3j913/9VxtzrM1jv/71r1ttyKmOpWe9Ffo+0k8a5wTO3/7t3w7/9E//1E7mnPXrO/rz83r7vt5fe7b9RR3y3vtJtxj0zwqZrvOQfe+LL75oY+q1p/7zp59+2kLpdX5fXjuBHLfyuSafofP9KvvvP/zDP7TPOHfu3GmfJ3M8zu+z5c8u5N5OIMfEfDfKmPn8vv/nf/7n9vs99Z9zIjrHnXyWz+eEUx8qpDq4UTVM8+fj1ct1vPFufZipi89dqRPBLXfOf23m1F+aH3hWAgnX8rm2TkRsVLuoExPjdpVkScBcYeb49MEwPK3QOcFm1YTe+O//bx5CJ5Cunrez1B5e4xPRZ6V+Ij8326guGDmresTtJNL1m3VV9brGTesFfSI/wUoikO/3qZt+90fzky5VF31M7e2v/lD7xKLkyXf+MuB02ATQb+CcDzr5wJMxZ+DTyygfgvJlPn/OnF6Gmc/jPYDOvOHtBBKWLQ8v+jLdQ5Nsk94rLx+S0luv9/DMNM/tgfXyOqeYz+tOO0g4mHZy0YZY5/1nH4hFDz0vmsMU7zdf0OKbMe06J8fylwHxzjEoF0nLiZrMGwhEIG0mYx+OHlf7/cvTfAnNMTTH10zzey9hV46zPcC7KAFAP4bleNZ/5+fYblh9gWyz8/ZZLMFcwqCcCMpJ3dz2O3b126JX+HqB/rtq+TNOPkMniE4ond85vffz8u+016/ZEq8SyO/0fG/qnUXyXSm+uT9j/+7Uf/e/al2TPJbPL+ntfKlOqGbM9+v0nFzqQDHJz7XS1RU4/EhbM5nPRQq3F5lBguVZnShJb+jMp+2k13yFnq3+cLXp+ZNW9+2d+1eWE1kpl5IwOqU40jtdCY6T3+ztGFlBdHaN9lckOXamB/ThDnTyP/M1a6xXYOgC+UXbw7J8wMmH+XwA6tN8AMrYv4AuBz75Qp5ll5/vg1GXnX4a6+Ux2y/BXLZL5vNYPrxmG+XLWsaEKum1d/RDV+7PfZkaCJyVQNrt8ti/jOW+BIFpzwnCEjwkCEtb77ezrOPPWW258/Vz047yey1tKsfUnOTI777cTgCWE69pezmW5gtqD6xzDM19/Rh7vlS8GwIECBA4KYH+e6Z/38rvlJQKyzShc6b5PdQ/z2d5n3HeXn/5+05+V/eezpnPX4zmdv6aMb/X+/emt/+pP3QNFZYkPOl1fTOvx/MPxbwYz0uJgd6JLTVwr+TihSlBUPOXq/fnboXRLQCt7/sJP1t5jsV3fxnAtG0kzDFuYwXQOSGQEwV9bCcUzjYknRbgjNZevzvbPtGPpXHPPnGw2Ban9LIE0EvQ+XDTQ+aEOglzei/CHvIk6OlBUK9Hlufli3m+lPcPSAmIfDhawj2F2Xhn2+QDbD6k9sA5H6RyRj8fYPMhKvMJTlIeos9//vnn7c/M83gPUTIVQp/ChvMjvieQtpxjSdps2nSOPym5kTadY03Gn/3s/2fv3prlOq77gO8BcSUJXkQSAG8gSFGMZFOOTZm2lEq5yuWkEpef8gHyBVOVlzzmKZVyyVFctBRRIiWSonkDLyAoggCJOzBZv55ZB0PwADhnbmfPzOo6fXrPvu9/91691r9Xr/188wIia8iqZ599thHTjiOnlJUKgVkQSJlqhg+PM1l7RAgwRk3Vfe6557am5TJU34sQHbaRrV988UULdWS5UiFQCBQChUAhsB0C9JW0v+g9Qm3823/7b1tJnzl58mSbaZq2VdlX26G4u3XsG3YOe0hpNoX+W9aXy++8885W6EL9uv32LCESH3ykG94fM0p9aO5IlEku7tlN1YV7iwCiDdE8CNIZyRZxb4fHT3XDqxEGMkjnQYTk6PbHLFHhOIR9iFAdLUa05UY+I+bGZHRvH3KVb2xMeML7ZhDNYU+0jxFe/SbqhYdu1N+BqDuzHJDRleaDQMwSGB56oBs+9L3AOQbxvAvnzozekSV6nxdDMVGdiEsKEI8uJUL55ZdfbiWFyGh8fryL8oMEUsrplZhKkd9ypeUhAO8k3ZAkFFX1RcmST5061TybkSYULYoVxUtcM3GKkSTOYbvl8oJeXt3Vlb6NADmiLfM2RT4jAF988cWWc53Y4klQa7f2S3nkWPKsUiEwCwLZDrU/MpRMRAykVzNjVJxIMpNxKjzHP/3TPzX5SsY6Jj9gOMt91LGFQCFQCBQC64vApP3F9uL84xsqSgOf7C06TtpVWa4vIst5Mn14Oub4Ls7bb7/dvfbaa60vZweJLZ+OOTmraTl3ts1VgogaihErDjQC2ke1kFOVCoHtEGjez0GwCdeCR8YFHI92k/GhL30TH8GL9UJy+BDeufg2F2cJnqBdks9FQG8H7fzWxYcIEdBh83bXY2a6QYGrF0cDS2zY+yJkSuPSioGeG+aB5zBmAtxEQJOj0fb3ff1lNzAQs8TmvnEENIOa4pJETRrYyiR6GNgMbuSlWKrKJKBtQ25W6icCk0ophRYJnQlxJ+VIP+IEacJ71Md8KL0IE0qX7PgkWibJaPtUKgTmhQDZIym1ORmBrF2SQ0ptk/czeWRwjDFmmVyyf6VCYFEIZB+Z59f2MpGF2ieZSpbalh/H1J+eO3euO3v2bJOr9iVPleSpZFmuVAgUAoVAIbBZCNDX6Tppf9HR2VuyWTZ0nuxPNguZxT5t2jNKto7BYs44Qm6YtWRGaH6kPQeQs89e7J3d4exjHblDKCJMDoVXpFIojnKNvANotbo1DW1mMoW8aYknv20PBC9wNTida5EvB/F5afzdHDrqjfCUvhn2GcJaaqpq6asjMOb0P/V/5XhgoHlCHxAXeryuAV8E9JwQH7V7MwMOaeuBK4K/eZkvF+ONI6ApPEbT00MQmYxURuIwmHk/I3YoQsgfGcljm32TLJpbQ6gTLR2BJPpyOrkbEE7FdDNtQYm4VlLOlOkBkGRJlku/+brgWiGgLWYmk8gdGZGnfT799NOtJIfIpZRHZBGZVfJorZrDSj5MDoBok8hopIG2S24ipRmu4kimh7QSEY20TkJ6JR+8broQKAQKgUJgKgTYYvoMZDPdR5/B2/mpp57aGnCnB006lUx1oTroWwiwXdLJJmeDfvTRR42ERj4bME6PaH10ktXfOsmyfjTiOUgRpYwkMWU8M8/Wts+ybqiuszYI4Nq0p8MPjDyktamjV4MDDW/ccVzowTfnW3iCUWzoIKFbfOi1QaB/D4Lbb8R/kM8+SIh4biR0LKqvSvNBgMzU3iMMRzcIGthATJtJslyQN46ApugkqZOeha+++urWVHaehjLFh3KUU9wZ2Ulaz6cF1Fn2CgEKrQGFZ555pnnfIUHEz33llVcaacJr7/XXX2/ee5ZNQZMRKpQ3SlsR0HtVe+t1XQQyOaNEPGeYDUYZT+cXXnihlWQVA00mh+yvDZdxtl7tYdWeRjs0WEce6jNl/SnDlZHLi0rmRcW4/ed//udWIqQz76ln1aoBXvdbCBQChcAaIMCmMqAuzjM7i/4jrNgPfvCDtl5fwiGEvlNpfgiwd9g12S+b/fnzn/+8zQI1K1QYLVn/rV/f20HiQTeMdhLeFiOSJNpE90CE33jw8fCAHk/N571XqRDYLQJjb/rhY8+OSc/wiH7kRDeMONAIaLGgh5++O4oJHSE6Bkhp2cfaKi0GAR7QQqEE9iF8YoZD2Bbe9WXGhVjMk/XrrPdFnyqW/qEgoc0EuBgDLR+8Gd7/F+L38m5143p2hA0SB7lD6THN6/nnn2+/KTrWy5btS0lKkoexLVdafQTUq/qXKFmUX557pqGlFwBiRTswLS3bAbIk20GR0KvfDvbyCbIdKckYRDSDzCwMbdHyqVOnWqktZhtMGeR3pUJgrxHI/tF9aJParmSgjow1oIuANojy1ltvtYE828jabMvtgPpXCBQChUAhsBEIkP10HjZY2l10Hx7QfqdONNm/bAQwC35INkzO7NQvI6I52Hz88cfNC9oMJX3znno+JwbM7WgnXXw0KxpElEFZRJtp5LPwG80cb//yiCoLgZ0hoF01D+gI59I8b290Q4NdQrsgmoOkGxyOEAXCcAzDK/qGQZBqazsDd9q9oiJ4mccgWfOANkiQ4U+mPWUd910E4MoD2tideOdicJcH9HdxmmYNxSYz5cVIOgLHMq/BjKPKODbC7gvLFB7Gs3UI6iJ3pkF+tY6ZrOP0sqAQI0d4oCKYtSMENM8AHns8+3gH2CcVtCxX6+nrbvcCAe2JHMqSXEovH4SzeIcMsvSANjBCJmX73It7rmsWAndDQFvOZFl/K2mzZKOkzTNstW9yFRlN/tpu/WRZA3sNsvpXCBQChcBKI3B73+A3+yptMXoOfYfuQ89hiyn1D5XmhwC7RVgNfauSDcPzWSnkBhsHGZ2hBu3fj344dAvees3bOQhAusW++B36RMvzg6jOtIkI0F0NakhIuQNBxlFnta8bEQLi/qMjAlS8XNsbWTeOTWz7WL9tx9e/2REwEIBwFgYFKcrJKmRWOUDPDu23zpBtfBDtel/gi4xuA3tRto9vRh3wjIb9AtP4zVvgFZZ8agoO5QaRqKTIiCsmI5/lP/mTP2mEM0OZsoMAsmx/hNCk0rTk26/L7TEC2gAF+eTJk82TD+nMg49nBuVMGI5f//rXjZDmRUBRy9Ace3zrdfkVQIBsSfKNzGGA/fVf/3XzwLdeeCCZXLK9wmysQKXWLW6LgLauP5X0xwjnv/zLv2yGLoP3gw8+6N5///3mdUWW+p0G8LYnrJWFQCFQCBQCK4VA2mRKOo2wYvQbejby+Uc/+lGzx/QVZs/oKyrND4G0Ud59993m+eyDg++9917LQnEgnjPkhn1z0Hh+dzDDmcYxeocPPjwiSY7ErFVkCTKwUiEwTwRCPrXBDufkcR9M9PDY8yNv6CsRfvP8F113IXKEiECO7vP72tURYTrP+9jocwXh2Tygg9y/L7ANPmZEgi6WCN08yKOtk6GIaNBGLP3h/Q+N2vOB8P6PwZUW/3zB4WbWjoDWkJJI5oFlZP3555/vXn755baM0PnhD3/YCJ9JktoxeWwutxX1b6MQQJJQjJ977rlGLvPOQz4jpC0jTngOUKaRJTmVvFdK20bV2Go9bA5wkD2MMHHI//Zv/7YZYtoej2fZsn1TRq3WU9bdFgLf7ocNrmjXBvMYueToG2+80QZjzC5hFJOrZKztlQqBQqAQKARWHwF6DFuMzky3FuOZ049Zp0oOQfoG25HQRUDPt87ZJpxk3nnnndbPIpx///vft3BY+t4kqHtHPoMh2s4wPpQ1PBphvYRGOHQkwiTwRsWcVCoE5olAtCkDHrig+yL2sBAvh+4P/jP00SuXuu7IJ93AuquxHCT08OKFbuBDecWNzq8SeNwioHmXX4+6CDu4QnDMD95vnakR0Aj+WBuDesMjQUALfYKAFvNcHG51scC0lgQ0RYbSg8Sh0CB6eBrKRuCNuifJs0Bs69QrikCS0G7fgEUqZshm7co67SrDcKzoY9Zt7xEC2heDjKGlLQlLIGtb2pVsuVIhsOoIaMfZlrO9eybL+mMkRA7eeS/03ZUKgUKgECgEVh8B8jyzfoCMJ/MNRLLBhNzI8Bur/7T9fAKhNNgwBnmRz0hnns++dWO514k+EG1mNEU8yL/yfu51da30zTXV0z9tzpOEDWawoy0GVXb4qyCkYxAkGWc2WumrI3zm+b+R0MJwjPM8z13nGiGw1dbjZ2vy2nq0cbOPDLgIgbKEtr0WBDTFBqGTxA4Ch3GbJSWHBxbyucidegN3i4D2lV4ZCEPKsynj2hTPAt58EkUv826vUfuvJwKMr5RLlskfA2DaTnoAkV3aWBpqykqFwDojoL2Tpd4ByTtCriKj0wuabE1yep2xqGcrBAqBQmBdEEj9RUmucwBKhx/yXvbben1A7r8uz79XzzFpe6TXM+JZf+pDg8hmBLSwgtatRt8aurCYzwfEKA0CWtnCb5SOvFftbCOvyyaLMAXNCx8A2mB44zeyTqxiZGk4qJW37hxaB49cJPRWnsM56xT3QED7Djmrjd8XBPR90ZYbM32Pw2bcvBYENFLnxIkTLVSC0XTk85//+Z+3kqLjN+PWfpQd08AoRpUKgXshgBzUdijLFDzEs2XhNyhyn3zySfff//t/bzHUKHtIE9sqFQIQSMJZbEMDYAbD/v7v/759CJUcYoCRXTnAkUR0oVcIrDMCORXbtxnITbJUPy0WpWUG889//vO2vM441LMVAoVAIbBOCLCxclCd7vzjH/+4Zcv0nckQiPazrtJsCLBNzMiULetD//f//t+tH+X5zEnml7/8ZbNPrsc0a3bK5csx1brvKdpHdzQ+CP/Eya57IKaIC5HACzUGsCsVAktDgOf9I8e74YOPjMnmGMA5eKQbXI4wBWJCX/6m2/fxO6N40Uu7qXW8EOJ5HILjRrzjN1CUQe6n1/k6PnIfngkf+nCEOTKocjX6hW/CqfLsR9G2F3tza0FApzdVks+ms4utqmTo8jaUk3TOcrHQ1tnXAYFUprPNIBSfeuqppuhR7GzXtixT7OxnXaVCAAJkE+LZQJh2wggTT1wb8ju3Z5vJstArBNYZAXLSO5Hkg0E9AzHkqz5bSpm7zjjUsxUChUAhsC4I0F8mczpwsMfyY+9pl6WuTAeqNDsCiGeDuUoezmfPnu0+++yz5vXM8/nMmTPNOSb3Ww0P6GgbvPKQzhGPt9sXttX4A3GzI1ZnKAR2iACP5+aBL0RBHIN0jgGR4f4g7oKwaxZ/88zf4flqt+0RSO9nIIcca2CPi+0PqLXzQSBasDjQB4L8D7wH+zlRLp7HWlkCmtLCa5Cyg8hhtDJoJ6d4pYHLqM1951NZdZZNQiAVas9sGWmSHquIE+2MN0F6IFjWPieP2yS8Nv1Z1XvWPwOMfCKXstReUjZtOlb1/JuLAAIiSWaGsz7cDBMGsgE97wtDOg3mNK43F7F68kKgECgE+oUAfScTvYdMJ8uVqeuknkxvrlCIidbsZZLI+kZ9pdmXlnk4I50z5AaPaNvl3qdsT0qEc7Sj0dTwoCusa7n3T1E3uE4IEHGNYB4Plgm5cTBCwvhIG4L0YLxX7QOG0VaTOPX8bdlCpR0jALOM/6xsAO/46NpxGgTIVCE4zDi5GdmydQtOcZXVS5ScnNqO4EnvKdN5M9wG49U2SpD9KxUC80IgSRPKtLbHu4OiTfmzDRGt7dWgx7wQX53zMMa0AUaWEvEs5jPvTm3Eb9tKJq1OndadLh4B74MZTN4ffTsj+tixY+1dMbOEAZ2zTBZ/N3WFQqAQKAQKgZ0iQNeRc8Cd7GaD0X2EH6P7pE1Wus9OUb37fshnfaPSwK2PCsqWEc/CWAm9gYyWk6y++1l7sLWRIeFpym7ndepDcJZl2xbPi/QAhLqFXiOgHUYIjpYQz+JAH/Y7yNNhkKbxXrZ1RZ7ushqH3SBDcBh8usHjPL6ttcuz1O67REB7Jmtbshwe0E3e4k616fGmWwu5YqZyJQloxB7F5j/8h/+w9QXl73//+51M0aEIMWKVDNrMMyFVBxcCgYC2hECUeEJTqv/rf/2vTRGk/P2f//N/un/6p39qHtHCLWirpXA3uDbin7rWJhDOvIBMN/3pT3/a/exnP2tTUG1PGbURgNRDFgI7QIBM/dM//dNvGdPeFcSzjye9+eab3e9+97u2vIPT1S6FQCFQCBQCS0CAncURI2ehCi/2d3/3dy3MmEFFoTdkNpmEpKZHV5oeAbOCOLroGxHOyOZ/+Zd/6V577bX2HQXrTp8+veURnST19Fdc0pG8TGMq+E2xdn1w8P6Hu+GRiP18IMi9+8Lu0myG1XaWVBt1mTshEB6iw8eeHnnqXr/adV+f626eO9NiQXfXr3WDiKE7uBhxdK/z4K20YwR4PF+9EthdGHnhxu8hcr88yXcM4VQ7xodehw8fi/YcTLMY0PuC+N9P5oZnP+wNChhY2SKip7rKdw5aSQKa8kKJodwg+Sg/ylz+zlPWikJgjggkoZxktMGQ9C5ALlK0Kx70HAFfoVNpE9qHNoBUQ0bzejYzgxFWqRAoBL6LgPfGuyJ5dxjQPtipn5cM9qXcbSvqXyFQCBQChUAvECCbyWoOF2Q1fYfnM92HTkwXSlneixte8ZtAQE+Gpkqv5/SCZn/wgrY+bZOVeGTcssEJU8DFftb/t+ngY+9nD1H880pU5VrfZGuj0T7D+bmF5mjxoWPA5Mb4q20xKNfa8VqDsKCHQ3QKbQJj5bxZzwXd9kqflkwlb7Vn+Ftu8fbHwnZBg369JaAZpJmS1EnPQQoOModykyPvjNbJY/LYKguBRSGgvWVOBVx7REjzBkGgVLtcFPr9OW+2ASUDjLFlcIx80gYQa0We9ae+6k76jwCvOjJU4ulFrnqPxLBkUFu3UoZ1/yGvOywECoFCYEcI0Gdyhikdl67DJqPvcAQiqxHO9rEv3ajS7AggloWnkoX8+/LLL1uJeE7C2T4ygnr1UrQTXtAIPOSzHO0nVq7eo9Qdbw4C2iwSOt7L1lbDo7Ta7OZU/3o9KRkcucnfIKJbSJnoS24EMT3nwYDeEtAqlOKSyguF5uWXX94inY2w/+AHP2ij60gfv5WVCoFlIkCxpoBT9pCOwsBICBJE9KQX3zLvq661PAS0AaSzdkBOiX9IVinJpaeffrptX94d1ZUKgdVFAGnhPTp58mSTo4xs+ezZs1sktCnHSUav7pPWnRcChUAhsFoI0HeQy/RdsppjUIZApO8goIUgU6ZeVAT07HWMdBaSSkY+nzt3rvvNb37TSv3jBx980GJA+1aCwVn7rxwJjfjg8Xz4wcgPdN2RozEl6vCYhJ4dwzpDITB3BIJ8HopT/vDj0V4jZMGVixHG4FI3+PrLuV+qTlgILByBsQweksFCcgiBEm16gIhuJPT87qDXBDSlJUfZeUOJEUmxMdouv/TSS80gtR/yuaZ4za9h1Jl2hoABkhz4sPzCCy+0uL8UQMo3Jbza5c6wXNW91DvymYwil5KARqD5nWFZVvX56r4LgWUi4H1CQD/33HPNgEY2I58/++yzJmvzg4TlBb3MWqlrFQKFQCHAOeoWAU335fn8b/7Nv+leffXVFnaDLoSIVpLlmQu72RBIAvrzzz9vsZ8/+eST7he/+EWnRDpnTuKZDbJyBHR4Og/HBPTwgYj9fCRIkANBQPMwrVQI9BEBhF3ELR8+/Njo44OXLnSDC3+MQRPxDCoVAiuGQDRnM1CG98fgn7YtprkY0NciNvScU28J6CR1hNtAQiNyxBRD7iB0TMm1DslXqRDYSwS0VYkynmQjxU+7TSV8L++vrr1YBFJWkUm8gmQGmGydNqAtVCoECoGdIeCdyhAc4lh6pwzmWc4BZ/tYllbP0N4ZDrVXIVAIFAJ7jQA5m/KWLsPuyhBz9Byz/XxwWWm7AcTSeWavNf2agVaJ1zOS2YcHc1bQmTNnOvnixYtbjk8RFgAAQABJREFUoTlWOjSV7ryFM4h4uohnYQ1aDOhRP9+AqH+FQJ8QoIPiALTXfUHUBWHXYuiOddM+3WrdSyFwbwSiPacMvuHDr/F7QTK4twQ0r1EKDoUmlR2KDtKZYUrBoRBVKgT6hIA2SfFOArpP91b3shgE1De5dPz48eYNZKCMfCLDbCs5tRjc66ybgYB3yMAegiO97+gE1ot1malI6ESiykKgECgE5ocAHYbdRafhaEHfMUOFg9CknUYmy5VmRyDJZ2Qzr2YENG/njz76qIXdMCvo8uXLW6E27L/6feCYzNsfxIfQG0g9H8QqMm/2BlVnWBwCCLvWTkP2tQ+4RVltdnF415kXisCwEdAhgydimscXz+Z+zd4S0JSdH/7wh92f//mfN09ChE7GgKYAUXIqtMHc20OdcAYEkhxJwjG9RmY4ZR26AggwwoReeeWVV9oMDd6ayGikGVmlPWgLlQqBQmD3CHi/nn/++UZ0iHsp1qXM6ytjXTLQKxUChUAhUAjMHwG2lm9ZsMvM6qLf/MM//EOTyXQcJDS9x3LpvfPB3+Aqb+df/epXra8Teuqdd97p3n777bbeNxDyWwhr0//Rk4UzeOjRbvjIsa47dCRI6MgVzmA+jarOMn8EtFnt80iEjIlBoBY3l+d+2Xzzx7rOuHgE8BUHDnaDhyKkjBBIlyP+s7jmX0dYmdFknLndQ28JaAQzpYbSw6OQx5MpuJSfHGEvUmdu7aBONCcEtMlsn05ZbXROwPb4NOo7PaAZZmQU0iwHynp863VrhUDvEfB+GcxR0gNMQ04PaPI18+p7f/W+KuoGC4FCYAMRSA9oeo4s7jMPaLNSU+dFUqe+m+UGQjW3R04PaCQz8vnChQtbHtCI6Rx8nYz1vPJ9YCPzwpuUB3QLwVEe0HNrUHWixSHAY9SHCIN/bmUbMCmno8UBXmdeJAJbHtC8njn37Iu+fZ09oFOJQdwwNJHNCOjMyBxGJyUnPUwXWQF17kJgGgRK8Z4GtdU6Rh2TQeSREjnGKOMBpEzy2bZqD/OtW54+kzEOJ5fne6Xtz6Y+J2fe+F11vD1W81rrPdL/p0HOC49eQEeAvanJvKErFQKFQCFQCMyOQMpccteyGahCINFx6DtCIxpoJ4srzYaAfi2JY/pMxnPm4fzFF1+0jHxGQn/11VdtAFaftzYp+vBw1Rk9DuJuEDns/BZ3VOzRaH+VCoFeI9Cab/zbKnO513ddN1cIbIOAths5vKBbeUNM88WElOmNB3R6OZ08ebIpOLyeT5061aa0MzRtnxxh3wa1WlUIFAKFwMIRSIOMrPKBQd5AOVODRxCjrWTV/KuBccbwki3Lpqkql5GSfNYfaQN+65fkIqEXWwMw9q4hQuD//PPPtwEg3mHiYsprZZQvFs46eyFQCBQCd0SADsMGQzobaEc2/+QnP2myF+mMiLa+0mwIIJ4NqsuWxXR+8803G9mMiBZy6re//W0jnRHSn3/++dZHCWe7cp+ODrIjiOZh9PHdwUPdMHK3L7xJW0Z8IKBjn0qFQCFQCBQCi0UA+WzgT/gN3s9SCykz/4HAXhHQlJwXX3yxKT6UH3FVjx071rwKYVCkDhQqFQKFwF4ikAS0ATIyCyGGgGasWU5iskjJ+dYSIw3JyCi7evVqI54ZZQjo9CCa7xW/fTYkKKNbZqCrX6So9ZUWh0C+T/ne8X6mGyBBfIhJu1AWAb24OqgzFwKFwOYgoH+jz7DHcoYXAjrDIWZfuDmILO5J9V/0GToMT+c33nijEc08noXaQEDnoPu1a9fWj4BOwoPHnbAbwm8IZ9C8n1EUQYgIbVCpECgECoFCYPEIxEyU4eGjEc88nLtuDiMmdMhkcnrOqTcENCMTwUzZYWAyLo20p7E/5+eu0xUChUAhMBUCSYghn8krJc9MZCTDrdLiEGCspRGWhptyGQR0ej2n97XfritrE5UWhwB8873zjnnnDD7wGKMjqItKhUAhUAgUArMjQJ6Sq/QbtljGfTbbi55TaT4IpP6gpFfQZYTZyLjPCGh57QdX6U/Cb8j36csjN51qrFeVejWfBldnKQQKgULgbgiQu2adtAHAGPlrpZko8xfCe0pAU3KQzkbTETiMyiR1kM/pZXY3rGpbIVAIFAKLRiAJxkkSLD2DyKwiwe5eA2lo2YuhhUROz2VGV5LI9rNsW6Zcdgzv5732gNYvyfqvyWX3m97Q2ontysx+S7lNm7EsOS63txX1744IwCrDcdAbsi7gp/1IWd7xJLWhECgECoENRiD7HhCQnbLvVyjTCQjxLNNxyN3JYzYYupkeXd+Uuo8QYvmBQcvIZ7+F30A6G2Rd+76MDhRtbkQ+j0nophfNn/CYqeLq4ELgTghQOwfxr6mfyly+0wG1vhDoOQJj23Qkm1M+B2Xc2nbY52Nba5an2FMCmhF54sSJ7vjx423q+pNPPtn99Kc/7ZQIaMYlhahSIVAIFAJ7jUASXWST6ak/+9nPWmm90Bslq7avIQZUei0rGVcffvhhK7/55pv2kR0eP4wtRthnn33WpqQmKe0Y55Bt9ztJ6SyXYaQlcazfYqRLabjbxkDXBpQGVrWTNNz9Tu8x7cU2YSSQ0LbxMpMtV7ozArA18GNquGnLn376aWsvb731VmtP2daW0R7ufJe1pRAoBAqB/iNAnsr6ITrMn/zJn7RSX0XG/uAHP2jy1j6+b1H902x1mv0Tkpkeg3B+/fXXW+bpTAd65513Wl9me+o7s12150eHLjU8dH83fPDRiDv6QDd84OFRCI4kQHp++3V7hUC41US83PhYG1LuxtUoxc5tbHSBUwisHgLNAzpmOmnC+4ODjXAcTT5bH+18cDk++p7tfYan21NrN0fcGd6UH5niI+dIfBr6MzxjHVoIFAKFwEwIIBgzk0lISHJKTES/DZYx0iptjwCiGKHMoGJkMbbEO5STRBROAal4+vTpFlrB/nLGR3RmBtwkuTi5vP2V5792sk/SJiQlYjk9ci2nhzyjXfYcDH3ZNgOvcElCei+eZf7oLPaMcPaewU9bMpiR7556gWe+p4XnYuuizl4IFAKri0DKSWXqNI899ljTaeg2vr9DvyFrJf2UfSvNhoB+CblMH9B/ffHFF91HH33Uwm5Yn4PxOQCfg+yzXbXPR0ebij59GO2rEwc64j8Pq531ucLq3m5HAFFn1iYCOsvb96nfhcCqINC6+SCblcIicYw6MM48/Zt8tlHDnz4tnYBOBUaZI+8UHDmnsiN3KDuVCoFCoBDoCwJkUsosJCI5pSTLEIwp2/pyv3t5H2lkuQeGFHIZ8axEOue008ll2xhg1pl+6jjGl3V9N8KyDbhnbWGy/8rfngsG2gx8YIBEzf7OfpaRAZaT6Fbm8l7WaR+uDWdY5GAPnBJfpXYC00qFQCFQCBQC30Ug9RRyNHUYM3Iy1EbaYjkD1T6VZkNAv6TPVyKe6Tf0HTrAZNZ32b4KOs9siEwcjcfgWbcv6IiWx/FGGwkysV8tFgK9RWCCeI53vBHRvb3Xvt9YvPgIzsyNBe37Pa/5/WVMaPGgtW91M4e0JwR0jqRTcHg950i70XfKTipIc3i+OkUhUAgUAjMjwFhjmJFPDDXLSUiTVyWzbkGc5POXX3655fVsqimvZ0aXsBu8nJU8gHj8IGfT8GKEOcdkvnX2/i6537x3d8nI1C4Qozlwof1oN3B4//33GxntN6z0hTmwoY3Z17HW5Yyg/j79cu8sCWjYwQaB4p2Efxrv6qNSIVAIFAKFwAiB1FWUZGfOOiU70+tZaVYq+6wGPmdvOfohuk3qN/QeHs8Zfuzs2bNNV7A9B903q+8KMqN52YXTWXg/t49eITyKeJq98dUZFo8APVO+GY4PyLlWRgiO0j+nwB7xbDBKLHgDUmYVz4fsnOJm6hAIhK4wVA/3xUD0fYeifQ9j1dg7ekYTa6kENGWG0kPBYViLo/qXf/mX3d/+7d82EppRmTE0q+YLgUKgEOgLAkjAH/3oRy0OInJQ7HrGG+JLSsOuL/e7l/eBBESo/uM//mMzshha7777bvev//qvW16/CFj78QhidMlpdCEQcznLvXyenVzbfXoGhLq2ICHc04C37g9/+ENbb1lfl4Otlhn7mQ3E6heViICnnnqqe/rpp1vf2E6w4f/g5X2U8l38/ve/395H7ep3v/vdliG/4VDV4xcChUAhsIWAvif7HXaYfubVV19t9hdd5plnnmk6DTuNjaasNBsC9Bkk8+eff950gk8++aT7X//rf3VKulHm1IHSW3q2q67Q0ciNww903UOPdd39D3VdxINuRPRYj1qhJ6lb3UgEgoUTD/frc1EGCX3xQtddvRQEdJDRlXaHgHdeCJ6DR6IMwlMZvCEStNIeITCWz8Oj3wsCOsJwXf6mG0YbH1yPWOdin8+QlkpAu08KEMVGpghRehjZvrpcqRAoBAqBPiJAbhkcS5IwB8qSYOzjPe/VPSUZy7DKEBsI6TNnzrTfDKx19FL13JOEOYNyJykHXrUpYaicA25+6yMnvap3cr5N2CffO9ilLoGU1rZy2ybgUM9YCBQChcBOEKDDZCYjyU39DSJaptuU5/NOkNzdPqkP8XA2QJqzvpDSdCR6Qg7G7+7Ma7Q3ksn07pbL63GNanb9H4UXqHwz9H06vzK8RGcMj7v+uG33hHhmZHPzgkY8F/m8HUxLX6ceUj4jpNXRHNJSCWjKjxF1ZDNjUUnpYURW2jsEGO1ypknihPJkWxIrt++bx+y2TEXYcZThzH5PbvObomxdpUJgrxDQPhGCBsxky9ZVGiFALohlSHaIcyysRn5okJHF8LKNHJnMhd8IAZjABzGfH2lM7zPToxEF2p0257c+s2TiqK+YJKBhCKPCpt6sQqAQ2HQEyMGUh0p9CrJZ/6FEOLPFrC89e36tRT8kBJd+XXnu3LmmExmIt5zhNkoXCszZdkgNBEfYeq1s9l7ZfPNrkXWmhSLA2/l6eEFnRkIXAz0l5PHeN+J5TEBPeZY6bF4IqA8yOuqDnFbOKSzKUgloSg/j+eWXX25TZyk/Tz75ZPPymhdUdZ7dIYA4ogzJSTTnqHySIhSoJJ4RJOm9uLsr3do7lWIKsTaRnhjKyXWOsN1ABQW5SIVbGNbSchHQNskq4RBM+9cmras0QgBp+uabbzbSmYcPI+u3v/1t8/AhW3zpnRxJb16ypdIIAVgkLuSsBEuks/7y008/bdN10/v+z/7szxpxUO1v1D8g5h999NHWV/Acr75i1K7qfyFQCGw2AnRm8pEebTaNsGF/8Rd/sdW3vPjii02vodPoT0p2zt5ekM90ICG36D7sqffee69lepE+ygA9nSn7/dmvusJnCLJpuD8+zHz4wQjFcXQ09R4Z3UjoFX6uuvXNQIAtE6E3BhfPR+iNK1135WKUl8ML+pZT32YAMY+nDKIz+qruQITfOBBh9pTI6Ep7hwA5LDb/ocPRpiPEzI0IvTEnEnqpDAoliKLz4x//uMW35EVYBPTetStXRn6kkkRxkilHFCMZ2ewDYpZzVB+RZHnahGSm7Cb5rB2Id6q0jhKcceosI2LsXwT0tIjXcbMioP2J+/zcc881GaatWldphEAS0MhSntC8nxHQZAUZkwNXluVKtxCAx6S8hSWjlSxEOosV+fHHHzf5iEA4depUIxWq/dGD9jUsePPpM/QXRaLcalu1VAgUApuLAPmoDyETEdHsrX//7/99G7AjL8nNlJ30a31O6dmztReDyElA68cRzr///e+7t956q+lFbCfblTngPNsVV/xoBAey6UiQz2JANy+7mhW94rW6Qbc/IqA7BPSViP2MfL4WuWJA774NhCzwwbshwhP5LB40+SBX2hsEYK8+xOO+EYMqMajaCOg5VMnCGRTKDCVISeFB3FB4Hn/88S2liNJTaXYEJokdy0kSW75TRnxQkpBGSYIgnJHSfiOOENLOlYpTKk/T3rG2kEQBEsUUQG0kpwLmNuu0GYMW7ieVY+sl57k9Z1ub3N52rn+FwC4Q0K4yWdb20iOVV6p2me0w99u0kjwgIyREMznhQzsMLhkJbX2luyOQstleDFKYIqEloUtSLiISbCOvrU/Zpy1uaoKB/gI2sNNPTPYB88TF+WXt3nW0bX1hH1PKppRd2Xf28V6XcU/qTN1JqRspVzmREdogWWBZm/SMq/5cq1wne33v3ncp+wb6Nb1FH0JvMYB57NixZoORCdal48de3/sqXj/fNWXODPUusqfoQ6kLifcs+11pjEDq2Ow5eSvGaCy3Kfi3dPDCrBDoLQL0iBaCI3R2xPP1KH2McMX1iz3Dm1yYDMGRcmLPbmjDL5z1sS/oYjLaAGHzSp9dPi+cgGYIGXlPRYjC4zeD0To5laYNr+aZHz+ND8oQg4uyY53MOJHTEEtjJQmNJJVtRxxZb1npt2WZcpXxXKe9YW1CpgCrfwQK5U2Z65AK2oUS4UKBts1xlm3L5TzO9pxumOe3rtrXtDW12cdpO9l+tLHJrF1uciILGFmy5YxtSFZYR56QO5VmQwCGadCSkdojkp/cJOu0SYO51m9iIudhAAtyXr+W7+y88NCfqgf4S0g/ZMIHH3zQS0IhMVFqJ3SunGI/L0xW6TzqTp3JZBWdhnxSJoG0Ss+T96qtC20kk7tksHWr/Ez5bFVOhwAZSP55773/yGVhw8gARDTyOfsN+21qvzEdut8+ilyRJbJEn+D9Yx8hn310mS7Efil96NvYRWd9i2RGZiA16DDRZkfk0237189CoMcIDEIODK4F8cz7+frVblAEdI9rq25t1wiQz7yg5TmGR1o4AU0Revrpp5vSwwh69tlnm0Ik5AJlCZFTStCum8N3DmB0UH4mDax33nmnkRcIDApRxmFNw0VJcVLKlCnnScPMsnUMb8uy8+d+37mJHa5Q75NZ/Wc7mFyfy5PkM7KBEq1dWc4phJRqWftSOsYgh1zta4cVU7ttIZDGm7ak/Ygxy3tIZszZLm9qYmQh4N59991mYBnseuONN5oRZhsZIleaDQEYIpYYsdqhPvSf//mfG+msHWqXP/vZzxq5MNuVVvNo/YB47EgW/RTCRZ7nu5l9ovid6gCZYJ3QKK7Vp+S59aX53QTf2XjppZda1l42MdFtPvvssxbGJgkhsss7tcoyii6WxHoOUmW4tE2s53pmHN7Iq9m7nnLgP/7H/9gdP3689RH0YaHE6M70a/vPU1ZuSh1kn5C2Ebny85//vNlZ5Ir38Je//OXWQJc+wztaCQIj8nnIiQP5HFPth/tjFte+cW6OdZurW1cbWTEEeD/fCOeE8192LQxH9Mvd1Zj5OZw+TOmKIVC3u84IhIweCpEkPn8XRHT0YwPe0AYRZ0wLJ6ApN0gchrNMMfKbIiQlyTjjc9ThgQCDJAloyg6DmYGCEGKAic9KOfLb6HwSRZSoVKQASbmaLCeXbcvtbacp/6l36V6lfVJBVmo3lD3KNePf8zEitS2GpoENSrXzUrIrFQLTIKD9aEfaWQ52aE8GNrJdZdud5vyrfgw5Q5bw+kmvZ/Imw/eQEekdtOrPupf3D0OynGzT3vzmAa0k+yR1sakp5TzvPv2ANum9nXeCtz4S1tq2wVzL5EOfkmcnn/SDSn28uK+b3EbyXUn5RF59+OGHTW6p01VN2SY9g7avrtORYFWfqe57NgTIQ/pK6inkosG5Z555ptld5NWkU4b95Uq7R0A/kP2BPpouxM7KsBtsLH107ud9rRQIaG4tjz2eeddx5shcIBUCq4ZAvNtbHtDe8/KAXrUarPu9EwL0gzZDJejiVfOARhrywuE5iCS0TEFKUvFOz1zrv4tAkjpZMjxkig1FiGGV6yhBSTKncsQL2kg8Q8W+SUA7lgHjvH1O2oznM4BBkaZka0uyZ5Ep3EgI5LS2Zl22N/s7RyrdSST2+Znr3vYGAW0kjbUssx1tquwiH7x/SoYVGZKhN3Jgy3aypNJ8EID1pFyGL9wRjeQ2ObfJhq33NEnXLFO+z6cGRgOy6gDeibV+1HXIhD4lGOjnsn+0vOmkpDojk+hB5Ja6M1Ame59WNWmTnkvWNj2LstJmIUAf8b4r9QdmxQjLlMtmQ3D8SeKZzCK7Ku0OAe8bWZLvHUcYdpb3jyxBQBuYpAvZxvYgcypth8CY1Ig2eyum6Hb71bpCoIcIoEpuRl8bMqG7FvZOyIBGOjfiOQhoJHS/6ZQeglq31FsEzFTZitE/HjCkQ6Qe4T2YIi3ceqIYnTp1qk37QkBTjqyrtDsE0gCm1DAylDzhkMyUHMbH6dOn23rL1vF4tkxBylF5xqjjGWJKOY3q3d3R8vdOxS8JGIq05+TZxNBGKPNsUlK2M2yC3/LJkyfbesf5/cQTTyzEW275yNQV540AIofRpo0w5NKjcJPJZ7Ij44wytDIEh4Et28iUVZEl824vyzofWS70AxmoP02ZuKzr9+06iBSyXNL2DEB6dxeR9JWuB/PsP/smD7YjoOkKm/xeqi96kDpLcsj7k7M1FtFWlnFOz6VeM6c+Z32lzUCA/KH70nWVnC5efPHFlpN0psOk00bf5NWq1JJ3yvuV9hc58t5777VsQEv+wx/+0GQKm0S2f6U7IBD9aHcg6Aeeda0UciPWVSoEVgEBYTeufDMincV9vvJ1N4jYzy0Uh/63hd+ofngVqrLu8R4IkNXIZ+lGtHvhOAZkt3UcOKKdE91T6J3js8bBC0qMw1OnTrXMYEYMpsG4oEuu7WkpNIwoZA8DSvzVt99+u5HLFKPf/e53beQdScEosR/FKZUnx+dv++TyqgDmft03wxERICPEGN2WKdfpCUIZ5wUiW84p2hR1hCKFXPzoRZEVq4Jp3ef2CGgXSUBrO2ZwkFva2SamlCc5i8LAFwJanHlktO2MLmWlxSFA/hlYNIimP9UmrdvURObDAB4SuZ79wTwxyb4n33+Y64v7ljy7/g0mSvqW99L9b2ry7ElAI4qQRwatczBtlXHxbFm3SvI3f6/yc9W97wyBJKDpuamv/Nmf/Vn3yiuvNFLaduvJx5RdWe7sCrVXIjBpf9GD2F6vvfbalhzhAJQDk97DTe6XE7Pty9Chm0fd+INW90WJiN5Q3Xp7jGptrxFoBPTXwb8F6YyAvnwhlmO2w/Ug5DZY1+p1ndXNTYlAyOsMk8S+F68fId3Whdz2LkwZ73zhBDRlB4FjZD4N5lKAdt8O0tCgBMkMKoYUIwoZTfERf8zyOis+FLudkFyM7zTELDPCYcQg1/4Q1bl997VRR6w7AtoIo83ghfajZMxtsuzy3pE73iUDXt6n9Chc9/bQl+cjs2CvLSIbLW+6HIOFLE0SLfOss8Q4y530QfO8/k7PpU3AwntqmS7gXvO+d3qeddrPs8OA3gQP2MgG6OVKhcAqI+B9p5/QbQ3ACbmBkOZgUWk+CJAhctpf5IZZpQbfZXLFb+v72jfMB4k5nYUfBxJ6K2+mY8ec0KzTLBsB4/mhT2yF3Yj3v7sZK0PPqFQIrBUCTTQ3gR2k81hm74vfBgxlaUr/lrkT0Agahk8agpQiZJ91mTeZxBnV1s7+U3iQPZQaCo5lccaUPHhkHj2IIEREKT63cIVdYmYtJR1Zb316hfmNXLRNG03v6dz/1tlqadMQuBMBvWk45PPm+0TeMLTEOCSHSuYkQssp1cNkhj/Zry4k/a5+dlOT95Y8T11jEqtNxaSeuxAoBNYHgUl91UwHzj3IZqWZWvRb+1SaHQE2RJLO7Cw2gxLpnISzfWR9TaWdIhDERcYUVSKiKxUCK4NAvOs3wtv5Oq/nyJanZeFW5pnrRguBJJ5DXtMxZAMvnYGX3fd/cyegKUTipWboA8u+wnzs2LE2Ok8xKuVoZ80Y2SPMhoxsFnrizTffbCXSgfehnAqS/S1Xitkw4eFkmhyiTHtDSJgih2ROpf0v/uIvWpvkof/888+3bNm+9tlkImfT25B2wqgTN1zJqJM3tU14nxhfppx6j7xbOeV009vKsp9fXSBa9QH6BLEnzXzRZvW32qvlTUxw4QVo2jlCQH+oXyxyYBNbQz1zIbB+CNBD6CWykHLk/U9+8pNWkn2IaPKv0mwI6GcRzXQdZLNv7vz85z9vpf6WPiRzENK/2L8G5HeAefTRpnEPj4aHvniih++P/ECQGZs7cL4D1GqXPiEQHxsc/PHTrvvmqxaCY3B5HA+6T/dY91IIzBsBDs8hp4dk9pGjbXlwNUIRtg9y7v5icyegkX2mg1GAKErCbuQUdqSexEisdG8EGM8I1Py6MkXovfjwhTKnetmH8iNTfsrQHuGaCiHPBO1NRkQotUPTFE+cONHICgo74gam2mqlQkA7QeIx6AxKaBebSj5rDfk+GQgjjxheBr/K4Fruu5LyXUn2k2/qQV+r39XfbnKdeG95gXt3Zb/lSoVAIVAIrAMCbCw6STr6KJ988sn2O/WUTdZV5lXH+lE2AbsBAZ2D7h9//HHrc806ypmn2S/P69prfZ7oj4fyfcEH7A8COsoh8rn66bWu9rV6OHFvI+ZzI9/EgBb/2bpKhcBaIxC2FDl9X3g+7498fewFPaXsnjsBzdhD8CFuMjMEKUTl+bx9y5xUXlLpsY7ig1yg/BhxV/ptPcWo0p0RgN8krvbkoSAhbbRJeCJxtFlEP2zvRF4UidGg25h/6ltbIMsQe0rya9PaAXnkPfKeeH8YXOSPaah+3/6ObUwD2cMHTcyV6kfdZPZ705P3lL4hFx6b3hrq+QuB1URgUtcg0+gj1hlsZFtx8smcthY9pdL0COhT006g69Bz2AVpH7AZLNOB9Ln6l+pjpsA72nEo1Ley35UKgb4i0KILxD/N1HLIifbBwevBw8hCcLR9+voAK3RfsGXHZPa7Un8Q8A4ImZTyewbZPXcCmqJEQRKLjHLE0zQVp/4g2K87ocAkmWBU/ZNPPmlKEGXHsmlgPA/9phyVwjNb/cEaCY3UR+Rb/vTTT7faK2UeeZHlJhKPsyG8+ker8xxII8dyEG3SKFz9p7z7E3hPvB9yGmAMMjJK9t7Yp1Ih0BcEvJ/e3cm8Se9sX+qh7qMQKASmR4DMykyW0T+E2qCXmuXyxBNPtGwdG8v2knPT4+1Iugz7yuwu5DJdh/310UcfNfvLzC+ktG32zTzbVTf46K0PEAaZ0Zi9DcaiHr3/CPBwRooyea4H4XwtPJ95P295QJctNHMlhlwdCOdwA7EfTOf+mBkxlrUzn7tOMCcEGgMd5yK3Z5PdcyegTQETm+zVV1/digOdJPScnn6tTkOJSaUmFZ7/9t/+W1OCkDyUnlR8EM/IoCKgZ2sCFEhk/q9//etGVFDef/vb37Z4etrq008/3f3DP/xDK011RETKpeDPhvsqHa1NiGP//e9/v7UD975pbYAxRvaIfWgA7MMPP+zef//9VvIKIodKFq1Sq17/e0XWkNnCKpHX+lYDjZUKgUKgEFglBOgg5JkZWIjmv/mbv2nkswFxesmLL77YnCaQ0vZRVpoeAQPqyOd//Md/3Jp5+vvf/7576623Wh/Cbpj0fJ7+SnVk86Dz8cH98a0KZYXgqEbRZwSQz+ntjIS+dL7b9+Wn3eDc57fCbyBOK82GAAwjnvYg+r0mF64d7YZwD56sUg8QaNyz8Ekhs+9L2T39zPC5E9CpMDECjdRTosoD+s4NJ0fRlcgcpDOPZxnZTCFCllquNB8EYJ0eDs6Y7dM6OGu76kF9TNZPEdDzwX9VzpKGHeNuE1O+J94J74NsWc5pqpuISz1zvxHw3k7mft9t3V0hUAgUAt9GgK6ZOT2gOUcYWKOfTi5/+8j6NS0Cqe8YXGdzGbg08M4Wq0HMaVG9y3HRxqORj/Nd9qtNhUAfEECCIp/l4ArCCIocvIxcaX4IIPvjI48ttbLI5/mBO6czbcnt9Iae7rxzIaApSpQkJcMPocdbEPksW19pewSQnJQc5A7FB+GcRA+SBylKMaq0WATUAw8ImPOaUw88TdSFgRSKv3YtaeuV1g+BNPhSnqVMW78n3dkTeSeQzWZm8PzJmRolj3aGX+1VCBQChUAhUAjcC4FJG8kyO0oYQ/aTWaU8oOmjyGeh4TZtNta98NvNdvpL6jB0nPRqpuv70CCyGQEt7Jh19qk0TwTGpDOv531hUzXv59mmcs/z7upchcB3EMDBIEOF3Wjkc5T10cHvwFQrNgABfG6LAU1+R56B352ZgE5lSdxnSpOR+UcffbRlX2fO0ftJBWsDqmjHj4jU+X//7/+1UXYKD+Lzs88+a8oP8tn2UoB2DOdUO8KXokkphbl2/C//8i8t3IC2bLqjTPnXjhkFRUJPBXVvD1KvKauUvJ7TM763N73gGzMg89VXX3WnT5/eCsVR8mjBoNfpC4FCoBAoBDYOAXqHTBeha/74xz9u9lR6PL/00kuNfKZ/0kuVlXaHQOr46dhDn3nzzTe3PizIGUg4Ps5AbALhx2q21+4wvufe/NGinQ8PHe66w0e67kB8OFMojhmIjHtes3YoBGZB4GaQzxfPd4PzZ4OEvhJhIi6OyiKhZ0G1jl05BJDPQTofjFnhh0J2C5lyJd4FhPQUaa4ENIXIKD0S2oi9LG06kXO3eqEA/epXv+o++OCDNurO2/DMmTPN85CyhBwtAvpuCM6+Dc4ZVoDSSeF87bXXmrJ/7NixdgEffdG+GQfpCT37lesMfUKA8cezSP0WAW2g/0abneEjPBkHujyC+tRi614KgUKgECgE1gEBuiXnByUvZwS075GYgec3Jwh6ie100dJDp6t1eg19n97P0/mNN95o+g0HIN7PCGh2GLuLLVAE9HQ43/moJDGCwDh0/zgOdBHQd8artuw5AiEzBpcuRMznz7bI54HQGzU7Ys+rpm5giQiE7jE0SH7gcDc8GPLbeyEWdKyfJs1MQLtoEjeUIxmJkyE4prmpdT7m9hF407/EGEM6Z6xnpDTvw0rLQUCdyJKS8mkqHoVU4hVh2VRIBoI2np4qbYf6txYIMOzUqzpWegcz/MRaPOAuH4IXkHZPLslkFUzyXdnl6Wr3BSGgrWbWhisVAoVAIVAI9BuBlNWpd9Ar6ZhkOdLZR5A5PnDqMcM0v6nT76fq592lEw/y2SA6vc4y/caHltlfqesgoW2vtEAE6Cmmb1cIjgWCXKeeCYFGCUT4HSVPz+b5/E37SF77IGF9dHAmeOvgFUWA7P5WCI7pvJ89/cwENOUJYUNBkk0Xq/hkd25YqfQgdJA5lB/ETnreFsFzZ+yWsQW5RllVD9q2wQBkNC9Q9aRtZ7gZ7b7S+iCQdZ9GinA4H374Yav39XnKnT+J8BsMMwYZMjqNtiKgd47hovckg5AWZFIO+iaxsehr1/kLgUKgECgEpkOAnObFjHAmuzN0oWXxn2X2FNmOnC65Ph3Oqc8reT5PfuSdHUa/p+vQ7+Ukq6e7Wh1VCBQCa4FA+xhefGiQl/PVCLvRcgxMXYl8Y7x+7Li2Fs9bD1EILBmBmQloyhMD+MSJEy30hpAFFKeaHrZ9TSI033333e6tt95qI+7IHeE3ENE5vb0UoO2xW8Za5BrymWKqbVNYhUhRP6ZBpmHw5JNPtoGXZdxTXWM5CGTdKxkkv/71r5txwgDcxEQeffrppy0jn01Fta4I6H60hiQueMnpf5HRCIsaGOtH/dRdFAKFQCGwHQJJPqdXM73y5Zdf7v70T/+02VFsqh/+8IfN+zlJ6pLr2yF593Wp0/Fupr/Q615//fWW2V70mXfeeacRz7bT/eVKhUAhsMEIIJaRzBe/6pq388UIv/HV592+c5933aWYGY2cvh4hOIqA3uBGUo8+KwIzE9AUKYoRkobxm19oZhxX+i4C6QHNs5AyxLMwP3iRccm+e1StWSYClFbKaHqc8JBIsie91WuQYJk1spxrqfesV4aJerduUz/24x0QfoahRjaRXTJMKvUDAXIpPaAtIytSbvXjDusuCoFCoBAoBCYRIKNTXtMv2E8+2n7y5Mn27RzrfEuHbLefVHJ9EsGdL6c+T4ehv/OANqORfkfHUdL3UrdJHXDnV6g9C4FCYK0QYOPwfEZCI5qvhwf0tfB8vjz2gG42EDuobKG1qvd6mKUiMDMB7W6TgBarrEJwfLf+UgFSUoAQOogdig/PQoqRUfdSfL6L3V6sSYJNSSlVR+qMUWB6JO9oHhW2JwFUxsFe1NT8rqkuJ3PWexqJ87vS6pyJTCKvJuUTGQWnSnuDADlDDmmXOTUb6ZzEs/Uli/ambuqqhUAhUAjcCQFyOTN5TX77UDunHfGeLSOdH3rooWZTkfNsq5Lnd0L0zuvpLnS41OPS1jKTEQHN+YdObz/kMyK67K8747mQLQZWMse7UakQ6A8CCOiI+yzchnwpYj8LwXEzZkdU7OcFVhPcEf+BvaRs9mbZnCNA+vBf/H6yWwz/KJvsnk5+z0xAM3iRchQnI/ipUNV0sVFDQdYgcMSTVVJ+Tp8+3b3//vuNgLaOAlSkTh9erO/eA6VU2BRGgDYtC5lCsc2Pw/BaYSxUWn0E1GsS0chXv8m4TUza/qRxVgba3rcC8sd0bfLG9G1xQxEZ+uCUUXt/l3UHhUAhUAgUApMIkM/ktMyzmb30k5/8pJVk+qlTp9oyQprOUTbUJHo7X6azcRCROY9w9vnNb37TSnYY/R0hbeYpnSZ1vp1fofacCYF4Dxpxsf9g1x04xINtlK2vVAj0AQGkZ3x0UNiN7psIwxFhNwYXzxf5vOi6CdwH18PrvAvSn919X/AqCOlKPUFgLLsPHO66QzEYcyPy/qijKWX3zAQ0pYoxTIEyis8grjiUt9oKBQfJTOFBaAm9YfoXJQgZnduL3LmFWZ+W1AsCWh1q68hJdec3AsjAi3jQRUD3qdamuxd1yxjJd5F3jLrf5ASLxKMGyfa+JSAlyBwkRRLQyAykhkRGyZUKgUKgECgE+oMAUtnHBFN2P/XUU90rr7zSPfvss02Wc2gg03lHS2R9yfLd118S0J9//nnzcv7kk0+6X/ziF50yQx4qk3im35Rus3ucZzpigFwK8nl/EBmIpn3R5ktvmQnSOniOCIRMGCCgI+bz4PzZCL1xsRtcjtjPCLdKi0MA8Y+AhjN5gNzkcW59pb1HgGlJXh8M2T2MehGiZq8J6PSCplzJOR1479Hqxx1QcEzx4k2I0JKR0ZSgSv1GIElJyqqEeM66S4OilNd+1+FO7y7rMcskXnd6fO1XCCwaAYQEsjn7WsuICrKoUiFQCBQChUB/ESCn2UccFgwcctjhuIN8JsvlkuWz1V/q7HT1tLU4AAm/kcQz54LS72bDeeajG/GMfI5c5PPMcNYJ5olAEJ7B23TXwgFJCI6rkRGjRYTOE+TvnqvhG9gn31zk83cx2vM1Yy/oFoIjZq/MILtn9oCGBYWJQsUoToO4Ru5HrYQyRNlBWmbsYER0KT97/hZNdQPqTV2a3qeNMyKqLqeCsg4qBAqBeyBAxkxm/awYoTzlMhdhcQ8Qa3MhUAgUAnuAANlMR+TAwDYye0WYQjNGlWwm+0zK+D24zZW/JHyF22BvZdgNpLOQG0JwIKPT49k+cqU9RABpgXjOPAOJsYdPUZdeJwTIBISnfDWIZx8eDO5ma13JjOXXNjE9jIEAgwEyD9zOgNXyb6WuCIEAvsnqiXJr3e4RmpmA5n1lSpk4uD/4wQ+acUzRqpAEo8rg+UwJeu2111rsZ0qRGNCUpEqrhwCPil/+8pct7ioC6NSpU92/+3f/rpFBq/c0dceFQCHQZwSQE2I862P1tUiLv//7v++efvrprRj0Ql5VKgQKgUKgEOgPAuQ12fzSSy+1GZDI55dffrllns+I6WPHjrWSnE8iuj9PsBp3wsbyUUE2VjqHvPPOO93bb7/dQnBw+GF3KXMm42o82ZreJQKD99yh+7vu8IMjMklIDrlSIbBXCISH8+DrP3bd11+0jw4OIvaz8BvK7trVERGKDK20PASQ/rzPr0T4k2EMBpAbB0JuNBJ0ebdRV5pEIELR3hfUsfjckYdRJyHRp0ozE9CuStFiJJtGRuHK0fyp7mjNDjLSTkEyCm8KGDLaNLDyml3NilZvPNkR0TzbfUim6nI167LuuhDoOwL6Uv2rAV1Tt5EWx48f78QP1ddab3ulQqAQKAQKgf4gQHaT2ewixCev5xMnTnTPP/98C72BcK6QG7PXV9pYSGYzE+nn4j371s758+ebfg5/enp6Pmc5+9XrDNMhEJRFIzGCgsBelEP6dDDWUfNDANl5PYjmyxEaVbxnpd9Cb9wcx34uL+j54b2jM0Wd8EgP+d1yO4awmJby3NFFa6e7IQB6g4VzmL0yFQE9STAzfilSFC3LZQyPao6CI1N68mNmRud5PiOkSwG6Wwvv7zb1ZjqfemU88KpQn+pYSk+W/j5B3VkhUAj0AQH9qDRZZt+a3nAIZkQzEsOyWRcGe2VkdPa/fXieuodCoBAoBDYZAfKbTCarkZ5+k9mWM2QSeS5X2j0CaTcp6d30cDp4ej4jnzPUYdpbu79KHbFwBJrqE//GOtDK8km4MB/jivbYkjLa5IhRHz9fPquH3OeH9faeXPa70tIRaFxm/FPybkY2X43QGzLyGfFpfdbv0m+wLtjepwyNkvKiYNlDBJrwiutn6VYml3d+a1MT0Ek4Z9znNJh3fun13ZNyROGUKUf5MQzLMrIyFan1RWE9n0y9Zf2pV/XJywIh5B1ACmVcv/VEoJ6qECgEZkWArEBUJOGc/WmuT3KZLBF2QzbgxYsuyWjHy5UKgUKgECgE9h4B8hu5bIYc2Y0gJa/pjUlAk/WVdo8ALGWJDm5GadpWvJ/PnDnTPKDNMEU+5767v1IdUQjsEAHkpI/UIcgsh80/uHxxtMxLkH4mCx0Qv4cHDrWyeQ/yALd+SvJmh3dYu90NgVZn4TyGYL4WpHPU5aB5QIf3s+VWr9jpSnuCgHoxKKBukM9+y5XWAoGpNCFGrw8hyQziJ554oilbjOlKBkBHH6qjCIlNRjH6+OOPW+xno/OTilThtVoIMCQot9q6AYbPPvuse/3111vdIo3EZjU93nKlQqAQKARuR4Ds0IciKpQICcuICnJDvOfnnnuuleKGnjp1qv22D4JDv+uY7G+zvP069bsQKAQKgUJgeQjwfH7++edbbGe6Inku7Ib1ZDdSWq60OwRgyeMZ4WyZXfU//+f/7D7//PNGOnMC+dWvftVmmLKv7CtXKgQWisCNiBv8+fujcA1BkiGf93367siDNnS04eGj3fBIxLk+eKgbHjzSDR59opUdIvrI0YiBHRkRXWn5CIQc6W4E+Xzpy5Gnc4TdGJz9sNt3+g+x7sJoUOFafIwQSV1pbxCIAYAWl1sdHAxO5fD93fD+h0eDOntzR3XVOSIwleRLA5pSldm6MoRHNUNBogSlF3QqQ7xlSymaY+vdg1OpW1lSvzwxhFXJj0qq39y+B7dXlywECoEVQCD70CSgeTcjJpKARjIjpBHQ4syL+4yArlQIFAKFQCHQTwSSZKb/S2bGmb3CTqo0PQKpdyvTtkJCZ9xnBLScevj0V6ojC4FdIMAWFKqBh+bVICuvhPfz1/HROsv7452/Gdv55YkhbF+DIvtiPc9nMmJkSu7igrXrfBGICgg7vmVhNLMu1SfSs9VRVdJ8Md/N2dRP1EsM9HQ34p2xXC/NbgDs9b5TEdCeaNKApnQV+XyrnilJiEjT8ChEiOdUSG/tVUurjkAqw1nP3oEMz7Hqz1b3XwisEgLePf3QTvsi+2f2nI6TrLtbsh/SOPebPMftx01us+w4yTl4MCOYJ5cRzEho6zPzhkZe5PVuv0b9LgQKgUKgEOgPAmR7Es6WK82OAF2bHeUjgxw/kM0Z4zltLPtUKgSWjoB2t11GXiKehRDIj3ZditAOwjpY19E5Q9+8Lwhpeud9B0f7UUH9bmE7lv40631BImKgvqLM+rkcIVQQnEKpGCDIsBslT/a+LbR6ivfFe9RyLFtXaS0QmEo7YjRTsHhrGeFnNE8a5WuBzAwPkQqSsBtffvllC8FRJPQMgPb0UIMK6tU0QCQ0r0XhaJDQlQqBQmB5COiTsj9KovdOV0fm2j8zkgDRq7wb0Wubfg85nP2dMpcnr5fXyG1K3syu4bp+6zftZ5kHtOz8ykcffbSV9ikPuklka7kQKAQKgX4iQJbTA/UnEnlvXaXZEBB6QyjDDz/8sDn1CGX4/vvvtzjQSUCzuyoVAktFABnWPGWRZMixyNrhmMQcIDVt3xe65aUIyRF24iBkQrc/QnDcH6E5hOdAQEcYjuEjxyJGdJDQiGdhOQ7FNsR1pfkikARzeNOK9zw4+1F4rCOfI4TKhT+OvNlzn2I754v9bs/m3TGrIGym5v3sfbCu0logMBUBnYY48pmixfBnVFcaIYCANEL/6aefdl988UUjKIuAXr/WweMiFWOeGUjokydPNg+N9XvaeqJCoL8I6H/0Q4z/9D67090mAYwckBG+wlwo79aP2YYQFg4jiWTXkm8/zm/rJ/fL2PBJSGSpP03C2nGWHZfrLMuVCoFCoBAoBPqLAPmtD0pv3JTh/b3j1bgzM0oR0L///e+bbUXf/uCDD5qDDx2cM0g5fqxGXa7XXQYD3Txpx6RzGwQZE9Ed8iwITuQm4iycmgf7It4wD+cgnYdHIqRaxLRtZLMY0dYfDtJZ6A5E9EGDWMWrzLe9RH0ZJFBnwm2oHwT0pa9HBGfEge5uxHr7SOUFPcJhr/7DP94f/ahBnaF3o+pkr2pj7ted2qplPKfxncby3O9uRU84OV3MSL2pYjU6v6KVeZfbVs/q1ccmKcAIrPxIyl0Oq02FQK8QaJ37+I5yOcvbb3SSaL3TPnlMbp8sczn32a68fZ/Ja263v3X6Ih7GPopr+W7J+ZLUVaaXsfJu19Ln2ccsB9ewr3I74jq3Te7nA6UGbe92jbvdd20rBAqBQqAQ6DcCNVg4//qhayOY6deceZQcPnI5Cf/5X7nOWAjcCwHM8URGkGVuh47JzLYcsYUlHs5CCgj9YPlafGBNeA7nQT4nQeo8UuiaW97QLoWtVlbaHQLwNEOZhzMC+mrUB/JZts5v2Cfuuzt77T1vBFp9xTuyL+oFCS10TdXNvFHes/NNRUAjCBjRDPLM1t1OHOzZU+3xhZGRFCTEpJF6U8QoT6Uk7XHFLODy6poiLCnrI4QLALlOuTAEyGwynDxP+e13Lk9e2D6TZOvkMZP75bG53W9E7E4GKu2b+1l2DsfmOSevM7nsmKNHj7Z8LwIgr5F9l2fitTb5bJPnzuV8fiS3a/itzOXcT5nXyHvfbp/J/Wu5ECgECoFCoBAoBL6LgL7WNxIef/zxNgjMscfsW7aVRA+ne1cqBJaKQOioI4/lCKmBGPPxOuvuleyL6GxkKJI5+JNv4uOFSNH9vJ+DkFbK4T09PBDnR0w3T+o4vzAdxUDfC+Xvbg/cB7ycxx8bHFy6MCI1DQSojxbeQX1U6gcC3ily3UyAyG256qcfdTP7XUxFQFMGeIKJhcno30n8zNlvdXXOgGw+d+5cd/r06e6zzz5rJHSF4Fid+tvpneZAg6mBiCbe0PmRlJ2eo/YrBPYSAUSp0BVJQiNKyXO/JxOZr43zMlbanuTr7eSw30nOZrlTcth5kcHObTmvefv9TN6bZde0r+Nuv5/t9rVP3mcem+tu33/yt/vQ9+W+k+XkfpY9uyzZ714e1m3H+lcIFAKFQCFQCBQCWwjQUYS3Y3MimoU2fOutt1q/ytHHOjZXzTTdgqwWloEAcvj+oyMv5qsckYIcQxLfKwXRObgW+yM+QzcMRbF53w7G8Z+HQUAPH39qTEIH+fzw46OMiLbP/iColTvguu91Kxu1nQftmQ+67mIQz+pLDOhvzgexGcsGBRDQykr9QCAGBfZdivq5ElSldwLPYqCg0logMBUB7cmTWEiigIFdaYRAEpPlAb3eLSJDcBhcMOigpAir/0qFwCogQG4nkYxctZyE9OT9k/cIVOSwMo9RJsk6ub9zOY/zI4Z5De8kPIbz5Qf4LDtWfGbL90qutd293Om47LNuL++0f66/nQzP43P7ZDm5bTf3NnmOWi4ECoFCoBAoBDYVAX0uD2j9Kf1aaaDcrKUMezfZ124qTvXcS0Yg2mH7iOCBCN+AvPRBQevulXCcN2L/ZivG/v6uRWgIxwaxPDh0uLt5+MiIgOYNHcvDaw/HtrEe3EhSJ9nBte51L5u0XR0hnZGajYCOD9yJ+WwgQCryeYRDX/6rD17P++L98m5YrjrqS+3MfB/3tuq3uYSOnkKAHKAAKKvzvwVUxitDSMoUJEpTheC4hdG6LKlT9et9UCKi1XWS0EU6rUtN7+1zpHxV5jJSdvK3tpa/tUc5f9+pdAyvIueyrPTbsZPJNrL+e9/7XittJ/e3k/2ulfsr7YO4Tu/pyfPevuy8CGj3Ydk1HXv7/dx+XP0uBAqBQqAQKAQKgfVDgE5BJzCoTedGRtNFfF/HOqE4vvrqq+/YWWVzrV9b6NUTRbuMhhmkWITHQCZbtu6eaexl24r418o4XgqduZ3jUpCj+4Nw82HDbyJsxEEhOuK3mNFH4gDl2GN65A29k+uOLrEx/5GVYjunZzNP58uBK2wR0H637a0CNgaW1XnQrL8ovQfa//UIc5Ohbsw2aDMBqu2vTp3eutOQYLtPlAGkgg8qyTziEATWVzJAM2zEs3AMYpXxiq2pYevZMhDNBhkQbZMfRUFGW5fE3no+fT3VshAgW8nYbE/aVhLF2c78zmUGGg8hctpxKaMtI3Vl+zpvbrNsnd/KyWSba5P3k/dwJ7nv+NymZCQ61vLdkuu498ljratUCBQChUAhUAgUApuJAJ2A3sK+EtLr5Zdf7p588slmYwnJIRQeO8v2cvjZzDay9KdGgB1+MOIzh/eyeM1IzZ2E4LjbjSJNb1zvBheDcEau7Q+v6uAQWqiICMExPBhhOB763qgUF/pIeEYfeWhEft/tvJu4zaDAlfi4o4zA5P389R8jB7ZIzIz9vInYrMozGzwwQuOjncjnC2dHJVvy0AOR4/27h125Ko+6afc5MwGN5EAu3E5YbBqQk89L+UFAZggOSlEqRpP71fJqI5CKLgIaSZYe7+n1TmG+F+G22gjU3S8LgSSAkyxGAk+GqmCYHT9+vJHDloWtkMlmJDSDTSkjeJPkdf+TbdR1Mt/+bNbbd3K7d8Dv7VL2CbZblu+07+Txt99Pnmdyn1ouBAqBQqAQKAQKgfVHgN5AL0hdwGA7AprnMyefDz74oPu///f/tt90EjMRy+ln/dvFnj8hsvlgkGBI431BBh8MonNeBLSPEtKt43yNfN7/WSjrB7rhoQjHcSXiQ0fZHY5rRxiO4aH7o5yKztlzCBd6A7ybw+MZ6dxdi1AbV2L5QhDQ7YOPwjkEudkIzoXeRZ18WgS8V506isJgQQwaDM5/MRroicGX4TDejwPxHhQBPS3Ce3rcVBIrCQUKQWbrdkIu7OnTLvHiSGhKUIZkoBRVWj8E1GvWLYVXvaf3RW5T1ruxfnW/7CdifKW8RUAjo5HNSGXLjDLrkc7iLZuiyuvYPn7nvvbLfZf9DHW9QqAQKAQKgUKgECgEdoPApI1JzxHSK/Wb8+fPbxHU9O/cN3Xz3Vyn9i0EdowA34skv24GnWJ5e3+MHZ+y7YgUvc7zMxISOjyiu6vh/ckbehik6qUgunEKPKSDZ2jLo73r/7cQCIx4ziKfeTzDsC3Hb+EcKvUfgeTOlAYU1J/wM5K6HcWvaT/r32ohMBUB7RGRIZQAGSlSBNutip8kHm9fvrVXLa0jAkhoIVfkrPt1fM56pvkgQG6SpWkwpUzN9cjlJJ4ZW8hl8tZ+jz/+eCOfLSOgGWS5zMPZvrJ1zpPkdV5vPk9QZykECoFCoMegZ2EAAEAASURBVBAoBAqBQmA5CNCPUp9JnceMMPo3px+zT8WHRkZXKgSWhgDvZySx0BiNMOO9Kc/ogNYOR8DFuaKNd9cRqkE+XwkK51LEh74YH9Wzrl0frRP3gbjeJ/sw4tIQ2PsLwQhJr2yk8zjus+Url0Yk5qz1sfdPuXl3kO+TgQMktLbuXai6XNm2MBUBreNHhiA8dPo5vZtSUGmEAEVIGA65iMjNaBUUXx9C+fjjj5vi6x15+umntwjEzUChnnKnCJCXiGHeyWQqship/MQTTzQPZeGNnn322RbLOT2ceS7bNwcAlUko83CeJK79zm2uY5ucx+/0Pmu/QqAQKAQKgUKgECgE+oAAvYb9iWBmf9Kd/st/+S+NeKaDv/76691vfvObpo/34X7rHjYAAYRYxGi++b0To7jQETJgcPHrboAgFj5g2tTIZ0TbKA9uxrnOXA3+La4XITm6T/+1Gx6JEBz7gs4RH/rE97uh0ByNCI+Y0Q8fv+UxOu09rMpxSOerlyJMw+et5Ck+OHu6G3zx0Rb53OqDJ22l1UIgiOaBEBzqUrz1I9HGD8RHaR96YrWeo+52C4GpCGhHIzEQHDmtG7FRaYRAEs7KHIG3XGm9EVDHSGgfIxSbzjtiIKJSIbAdApNkcXrxPPTQQ42EVjKsnnvuuVYazODVPBk6I8ll5075m6VtcqZcn/tO/s59qiwECoFCoBAoBAqBQqDPCNBf6EwSPYdudOLEiaZ7I6Pff//9re19fo66tzVCAAdC5z54eOylHB7K7aOEs3IjwR0kfdBI6Agxc/PiyMM5SO/h9cvdwEf2EODiQz98LJYD15tBRksbxT0EUGMSWuzn7rIBgPOjGNoR/7lhgXzeKExGzWDl/6uzqLvBtfBoF3pj/30xJhODMRXDe2WrdioCWud/p7yySMzhxpNsVspJRM/h1HWKFUEgBx2yDazIbddtzhmBJHi3k5MGJqzPQTxEM2MKyWx5u8yoytjNjqtUCBQChUAhUAgUAoXAJiKQA+z0ITO8kND0KB8BN3uMziTTxfNbPJuIUz3zEhFAQvNKbrGagzATo3lW/vn220fEIaIlhDfn6puuxeEkLoaguyoESNthFIYiCVf30/Yb7dr5iNu8789ll5nac/o3Dk+CnGyxnuEQWbgGYRsq5vMya2Ux19KO1aMywpy22OgIaIMOrR3HO7Dq7XkxyM3xrO2Fi/Nl6dSTyzu/1FQE9M5Pvzl7UnJ4viIglRQey5UKgUJgsxCYJJ0ZScJnyJYZS6aOMpgYS2aQCLlh2T6Wjx071owpRpRsvf2KeN6sdlRPWwgUAoVAIVAIFAJ3RiAH8+lK9CphD32AmR5F5/JbWA4lO61SDxBgGn+LOMIaRV5x8mg4DsPRYtN6mAiLEe56iwO84Rj/WszjKHmEXrzQDW5EO4841MODF7vBwSMjQjzehWGELBC2oJHQ8bsbIMgR1yuc8Cw3gmSWg5xsITZgIPRJeEC3ONDlJbvCFZy3rp1HDm6tDbgcGA8qtI9zxoCL9mzwZ9Xbcz5uX8uogi3ZrT+dgecsAnoOlZzk8+nTp9vH586cOdOdO3eukdBzOH2dohAoBFYIAQYRQ4jxwwPH1FA5vZj/6q/+qsXO9xuxLO4zAtpxylx2fJ7H4/stVyoECoFCoBAoBAqBQmDTEaATIZ+///3vNyguXLjQdC2D+WfPnm35F7/4RSt5R1fqAQIIwUYaRn3wGkaEimG8SLJ20Y9NNxeD+XsRc5nX7eUIi8Eb+esvRyToQq4fcXFvBCEnwzHIuMF7vx0t83aOWLnDhx8bxYCO0CA3H3uqG37vqRaqo3lpH3oo9kXaLZAkX8hzT5xUrO2v/9h1F76IDzIG4X7xq25w+q1WtnoQBrNCYU4AtqKLbaBBXZ8btdf46ObgqzPd8MGH4/2K8Co+/PnA90ZlkdALrOSUOTzQoz5miKdeBPScqom387WYEpC5RtrnBGydphBYIQQmvZ/TM4cHMwMp4zgzjB577LFmJE0S0Cv0mHWrhUAhUAgUAoVAIVAI7DkCdC16lmT2qXAcvqPBHjMjNQf19/xG6wZuIYBQSu+5FeY/bz2QpXgQXphCYjRvzCCBF5kSP9fI5SuXRlds3thBhCPm7guqBwl7JQhxIQx8xA3pP+XU+dEF+vI/sPZsSP8WfiSeEQaXI1fYjb5U0nzuo8mMcfiZNrAQAy/q2ACMAZe2PS61NvJkPrDN7ywpsydKMiRlzy4vVAT0LgHbbnfkc2bEcy4rKxUChcB6I8ADh4EjRMZkPELey0hnZPOjjz7aCGeGEUNpcn/GU6VCoBAoBAqBQqAQKAQKgekRoE/RvQz6I5+V6QDgrD4MXiESp8d35iOZxWxjnnNIpH303/AeVqy0Khw3zwta/GdJOIywC9o665MPyHK01wL/j4khGEuIOsTspQtxL+GBniS0EnmHpG7fl4nnaPUwrpPR0f36b+q/WM+wvBZe9I1wDi9YpZAM9aHBftXXIu5GG9amr0adZ8z11ia8fxpwZLKmteVF3MCmnpPs9v6FXJnxPSsCek5tCNmc3s9KSk6lQqAQWH8EkMniOssMHR8LPHXqVCsR0MhnMQkZRTyexSa0PknoIqDXv43UExYChUAhUAgUAoXAYhGgZ9G3pEceeaTpWu+++27Tt86fP98J0SGz0yrtBQKI0bCPkYWII+RncKCNAO145a5o4kgSYUSG9z8yJtYPdINDD4YHcnjmR7iALdJmaQR04IgouhLELAI8PIRxcYMrERok4kAP474GR7/XynaPRx6Ke4+QHIhoz9II6jiubwl+GXYDz4KA/PKTbvDFx1thTwZIaARlpfVFILyeB9+c6/adPd11R74atd0jR7shedLCypAlPWy/q1wjCH0yxftFfueMiillWhHQc2oMPJ8pND50kQR0eUDPCdw6TSHQYwR4PTN0nn766VaK6fyTn/ykxXZGNMuI6YzhzAPaMuJZtlypECgECoFCoBAoBAqBQmB6BAzsG/Q/evRod/HixTbz7Jlnnmm6Fl1Msr4I6Okxnu1IHnQI6CBGedwiPJFGPo63yglpK+zG/RGTFlEjxMXhB0YEL5J0cDP+kKJoYDssOCGFAucBosi9sTcuB+bnPh/hLib0I8fjI4WB+6H7u+Gjx2N92CL5kUL1Mhwdt+A73d3p0/NVzGdhN+L5kM/7zn44alMwzg/V7e7MtfcqIRDezoOvvwoyNNrA4fu77uhj3fDxp6ItR3vWjs2s0O7LBXqOtUqmxPsl1A25Qq7xQi8Ceo4YT3kqJHTmIp+nBLEOKwR6ikB6KidpzNBBHiOXxRvkdcPwQUAfP368E+s5PzSIdM7je/p4dVuFQCFQCBQChUAhUAisLAL0LDPNZPoZIpqDANJZ4v3MacC2tNOyXNmHXqUbx73KSGgerEgiMZOtW/WE9NrHnTuS2MsyL+8WDzqeFVmDE1vWsyKGeJtvpbHXP8LfvSCfrwtZEeEsDoe39pEglNSF7fvc99gb2k238Bxxoq37jwXLy0jwypAb2oywG5d85JEnZrzXPvgo5jNSrNJmIKBtm1lgQEIb15Z55mrX2u992mwQ0Y2E3gxIlvOUgTsSmvxWNvLZC7r7VB7Qu8esjigECoENQ4BRk0YLw4Vxg2BGQiOgeT8/+eSTzdDJaZ8ZYsP+lQqBQqAQKAQKgUKgECgEloMA3cvgP6cAJDO9DQF99uzZFibROp7QRUAvpz426irxEcAhAvdghODglRnE2IDHLtJmaQz0HRBHGrkPBG6mCGcwQJTnRwuRexkiJQi9YXhzdz5siHRuZZB8y0pIRiSzj80JvRDLg2/C+9X9X73cDSJXyI1lVUZProPzTPIZAX0j2isP/wMR49xgxaForxESp1J/Eaja6W/d1J0VAoVATxBAQPNmRkIzaHxY8G/+5m+ad431Tz31VMvIaDEIxYNWMoDk8n7uSUXWbRQChUAhUAgUAoXA2iPACcDMtJ/+9KfdlStXujNnzrSQaEho23yr59y5c0VCr31L2IMH5IUZMWm7h48FKRahX3jqCheARJ3OYXB+D4GADoJ539fngqQTriAI5q/OBuH87uh3EM/DR090Q16lYkFHiI7uyedjOch0Xt73xbplepci7z9/LwjGrxvpLJTI4JN/HRHQPDHT83V+CNWZeo9AtGEhZpoXbtzsviCehWGJgZTuSHjza7+PaKdLHCjpPWb9usEioPtVH3U3hUAh0EMEEMgMFhkB/cADDzSvZ0QzAvrEiRMtW0Y4p7d0Dx+lbqkQKAQKgUKgECgECoG1RmDSA1p4RHqZGWr0NN7Q1yNWbDoIlBf0WjeF5T+cqf/hAd1IXARqkGXD3jijBHnHexRx6z4jDQYRvgIZLQXpPIw84LkdHyscIs19tFNc6yEv6Dj2vjjHsmJwpAf0N+ebxzMyf8sDGpnePGHdT6WNQUC9txSlQYj4MGXzkrdOkzbbYGuftmP96xkCRUDPqUJyij4Fp8inOYFapykE9ggB7/Nkzi+rI595OR87dqzFe0ZAM2TEGbTecqVCoBAoBAqBQqAQKAQKgb1FIElod8FxwHc6hE+j3/lo/DfffBPRCG5uheRARBcZveA6QwwhjUyVvxlsEQJxz92C5/zMiN30Hual6Xl5RfclNXIu6iF5vA6JN7459cFj231f47Edz8Kz9GoQ0p6BZ7TcvEtjW3uuKD1z86hGZPsdRfuQ4Q4eusUB1x7cU7aPuCHLV+NeLob3c4v7PP4AmhAhQexX2mAEWhuO59dODZJkDHAhYrRfH8vTHlu7DLozB1g2GLKZH31LbgTmM8rtIqBnrg1texQfNqff+9gFIoriU6kQKARWDwHvtHc43+MHH3ywe/XVV9t0TkaMjw4+++yzjXQ24GS7slIhUAgUAoVAIVAIFAKFQL8Q4Pn83HPPdX/913/dff311y0eNAJaTGghOhDRSOkioBdZbwjGIBavjj1ubwrxEPFak0xa5KWXeW6krFAAN58YhbAQD3r/h0EYrAAvEO/B4FKENBBbOe57cOXr4JqCcMqY0EfuH8WEFjM67J6h+mP/+H0wwo0ciuz5EdADNJOFuyR1z4M1rtNIZcRyXH9wKX4jFoNsHnzxcdxHkIr2s939VCoEIBDtZ6BNRFzw1kbCs38YYWOG2qHwMdrmg49FMwxZg4yuNB0CcPauBtYNb5j7KKh1U6QioKcAbbtDkE+IKVO6KDSIKyRWpUKgEFg9BAweeYe908JuiPn8V3/1V410ts4262yTlEVAr1491x0XAoVAIVAIFAKFwPojgIA+depU84JmqyGeX3/99e7y5fiQWdhr1vkoYaUFIoCrQHBeCXKzCzI2lodHAvMpSYwF3ulspw4Ctn24j43gA37IGx/4WwVeIDwbGwHdPjYYPEbc8+D8H0f3LqzI/RHbWo7nGR6IsIMPPtrK9sHFBx6Ojy8G4Yes9qyNiL4HF6Luwxt+cClCbPBaDU/WwZdnusG5M/E7woQECT24ENdP4pnnJY/ySoUABLQHpKgPUzbv58uNgB4kAa2dHn4oiOh4F4WRqTQ9AmOs23vZPqoaA0S3plHs6rxFQO8KrrvvjIAycq4s8vnuWNXWQqDvCCChEcsywtnHbEzdREB7x48cOVKzHPpeiXV/hUAhUAgUAoVAIbDxCNDpzFSl0/F2Zq8Jq5YOBNZVWjQCQTY2wjEIxBaCI2gIpMaUJMai73bq8yNfG+EVZ9CuGvk8Dgcw9UmXdKD6icGYbycDBpEQy5mE4eAByetZ8szNIzKe1zl2nBDQcUzGmhabmrfzxbEXNrLZgAXv512dd8c3UDuuOgKNGCVHIhkAMZChHRkAkZqMGS3W/xkRgOVW3s17/u3rTkVA67TvlL99+s34hWyW0wNSSdEpEnoz6r+ecj0Q8L7me4twFteZl3N6OzNUcnu+8+vx5PUUq4KAftcU4TSe/TZ1WKlt8vDKdroqz1T3WQgUAoVAIVAILBqB1NtS12Or+Shh6nn6UiEU077N+/G70pwRgOlWnvO5+3I6hGxmRBhvaEQ0QhWBg3Rdtbblft3/ODRGez7ksNjNN+J5hOEIXbSVvFH3Hxr9zjAc8Ggp6z9+OJ+QLEJuKMXyHXs+t222r9sAxQiE+r8IBLRR3vIZE1q79NugCj66vZMGgxZx8TU/Z8rsJrvG8ivgniZNTUCbpnTp0qXWWedo8jQ3sA7HUGbyI2UUFQSBUXaEQKVCoBDoPwL5DiOd811+5ZVXOtlHa5B6L7zwwlbM5zRk+v9kdYfrhIC+5a233mphnhjL4li+/fbbbQqxD2L++Mc/btlypUKgECgECoFCoBAYIZB6XjoLmdH2n/7Tf+q++uqrFg/6s88+6/7H//gf3blz5xoJfSO8OeVKc0YA+doIzCCFeAk3QnZKFmPOtza/0yGfg+26DwkbZz30YHfzkeOxKn5c/qbFNx74sB6v3lVKUVcD9y8+NI4jSObhHz8NTi+Wk3hGQiP5hCGJeNHdvnjmRvrFOtukaAMDU/jbNP54x7SB9uHD0fLWtuZpGW1jLdvICIr6P2cEok0NtMmvv2xtUCz2mw8c7YZHvxcDQDEg4h08EjaSNltp5wi0wSfvbYSsMlAUeTDDrARicarEAys75/TGmupEa3IQshlxJSkpOJSdSoVAIdB/BLyr3mGDad5f4TV4xfjQ4OOPP97e5/zIaL3X/a/Pdb1Dfa1vDJw/f74NACs//PDDtixEzMmTJ8tgXtfKr+cqBAqBQqAQmAkBel7qcGa3IaHpdpwP9K90QPtYtp9cHtAzQb79wY1Y5EEXeR29W5v57x/SFREddMvBIL+ErUCmCg+wqhyBwQN5fP+Da9xKxwmpl8/F6/tKxIpWxjvVCD9Y2D7GYBBOFe1c2kEjs6KMd2/kGR7EM9JLynL0q/4XAndGINoSktTHK0dtLdqTARNe9dk2qz3dGb+7bhkPBrXwSSHHZpDfUxHQOmOdcxLQSus2vZOmtEjKVHJS0dl0bO7antdoo/rO+s/2sEaPt3aPku+numJ4CGEgi/M8me2XhsnagVAPtCcITHpWZZ/qRrIvzT5DX5vLZh1duHCheT6bKjy5zEs/w3PsyQPVRQuBQqAQKAQKgZ4jkHofRyHOBpI+ls7nNx1Q/1z96YIqEvmDuNjKY5JxQZfrxWkRs+In88AUDiCJ2F7c3C5uQt1lymWE8XYJ8czjGfmexPT+bxPQ8ZKNvZvjHEjtRmhtd7JaVwjsEIEmX7TTcbv0viGfk4C2qckegyKWnTcWLFe6OwIpuw0gzTgrYWoC2teCTQH29WAdNiO50ggByk1mxFaSB1kWTuuJQJKUlFfvBO+KnOq3nk+82k+V76inUE/q7fjx480ThleM2IBZh/atVAjMCwHGLU9mfUIO5upTrfdb3zq53ja/9bcfffRRI6AzBAcvaMu8uBjM1c/Mq5bqPIVAIVAIFALrigC9zsCtpH998MEH24w3dpswk0JzZL+8rhgs/blC5xnIGYIDKRvYr7XeEu1sGDbG4OD93fAwkjW4rkvfxL91tyviQXlKtgdG8HHSwxXFMgIw9N0RiRXLRTwv/VXcmAtG2xp8cz4eN9qfGQiRh/dHCA5tzjuoXRosKQb6Hk0i3mcEdIup7f2NHLK7rbvHkdttnoqAZiSLPXnmzJnWaeu4a6T42/AitJBXMnwoM2vdwX778TfyFw9ZsVefeuqplv2uD4L1uyl4T2WeL8Jt/Of//J9bGAPks5AG+XEaT1Ee7f2uy1W5O/0n7+U//OEPrd/UNyCRGbsIZl7O+lal39aLSWk/fYm+N4nq7FuU9v/yyy/bfquCRd1nIVAIFAKFQCGwFwjQ0TkdsM3YsPT3v/u7v2szi/TJb7zxRvfmm29WnzrXyhmTkheDEGrkcxCUpsuvMwGJ3Dr8QDc88cIoLMA3X7U2N7jwx1FogLni26OTGWi4fHFE8uVtJemOyGppTGpZ3lo32lL/C4G5IBDhN/a9+/rIEz9mIAwffLS7Edycd7LNRDgQccpjcKgtz+WCa3oSr2x4PXunB5cujD7yOIMX9FQEtM6aAcwg1mmnd9aaQr7rx0rPyu3KIqF3DedKHYDMFEO44oD3v9om30/ksjrLL6I/9NBDjZSusBv9r8dVvEOEsb6T57KSNzRiGYmMnP7jH//YSr8tI5btl8cpb+9LnEtffPv6VcSn7rkQKAQKgUKgEFg0AnS8TBxGeEHTDfWx5UCSyMy5RDS2KdzhedgIjPCiW/fEy1L4DWS0+M/5ob51fu5GKCOY1/kh69l6j4DBrasGQuIdFGcc+SwsBw98af8GyJ/Rk87437ssB17RP7bcBg6ne8Fv9by7vC1G7mTe5eFrv/ukBzSyHjFQaf0QmCQx1TkiU55cb7lS/xBQLwwM4VIQzgyPDLmRdVl11796m+aO9FWTMjj7rtvPZT15LVu+W7KdkbodGZznz9J57Ce5DyTz2bNnGwFtIJeXM48rHs+y7bmcns95nclzthPWv0KgECgECoFCoBCYCQF6n1BWkn6aTmh2XPbBOQisD640IwLfIqA3AE92oBz2YfO0FBe5xYQOMkx7Qoatsxf4jM2lDi8EZkKgyex4z9hh+LjLEQJHagNB3sVRKKZRSI7xuzraY7P/N9Hs3xi7Rj7HMjxbnh6eqQloBrrOWNY5V4d8qxIoMeLJIrUQCemZlgTCrT1raZURQE4im5GWSmRm5lxXBGZ/a1gdifX85JNPdo8++mgrH3/88TYNkxFie9Vff+tvp3emb0qSV78lMS5zefI81vNGJrct3y053n7y7eci6/WNZH/KfftYzm1ffPHF1n0k2eyajuMNrfSbF7TzOL7I57vVSG0rBAqBQqAQKAR2jwC7jTPCyZMnm74g7BVdQP+rr1Z+8sknrby9v9/91Tb4CKRFkM8DHwQTHzhI2CGvxHUmXxv5HMRzCzkSHtAHIgbtkQjJ8eAjI49oeIhR23AIfCoVAoXAfBFAPA/i3bpxNUJIfN3t+/S9eA9j8OfAkW74vQjDZNvB+CCtGQr7I060snwHow5G8rp9IJTMvh4fDRW/vw0gsqenl1dTEdCMYEY041hOw7pI6NH7goykyJjOjzhAUCShMNqj/q8LAkk856ADAhpxKUu2V+onAkJuHDt2rHvppZfah2fEe0ZAGzhSf+qu6q+fdbebu9Iv6acyjrLfdxo4Ja+FvJAt3y0htXNfy5PJ9RivsuW8ZpLReU9KOYnp3J6lbfrXNHj9rlQIFAKFQCFQCBQC80OArsdue+6551qfbFYS0pn9JjY0/UHOweD5XXkDz4QMEoaCfcTzMHSkAH29gTD9fz9v53jMQ/G8h4/Gh9AQ0EHDRDiAFisZIb/uOKx3LdfT9REB79QgZI53z4fzrnzT7fvkX0ckc8SBvhnk8/BwzHwxCGaQaJ+MuykGusmj9sFY5HNkJPQQAR25fVA0iill1lQEdFyuGcxpGKdxbH2laLIx2onc4gUtw4dyU96U69c61CmyEgGtzJjBRVz2t67zPVRXOVDkg4OMDO+rd3cyLmB/n6TfdzZJllrO37mcvz1FLt9eTm67/Wl3ui/5y8OYQYl4Ru4ijGXLk8l23k6ff/5523dy2+3LuS8S2vJkQjobdJQt5zWTWJ7ct5YLgUKgECgECoFCYG8RoLdnCA56A2cEumH226kf5m86SOohe3vnq3b1YIKQGsMgeVr5bT1s1Z5mR/fbuKx4XiXSmfdl2BuNxEHq8LgswmtHUNZOhcCuEUiSVIlAHUYIDjMT/L4Uy0JyeAcR1AcQrLF835iEjl02+tVEzJPTcvN8jt8NR8BMn6YioHW4jGojwQz7NOqnv431OjIJaOQWZQZWCMpK64WAelavvJ6RllkW+dzfelY36iwHDsT4E35DPnr0aCOek6Du71P0/870ETkwaRnZm0Ts7WSs37KUxykzO9byZMptk6Xr5TUn93VufdWZM2fafTgm7+f28+rLeDklWT15ntuXPc+FCxeah5TlyeR3EtyuP3mfk/vVciFQCBQChUAhUAj0CwF6Iv3QrDh6I70QIU2XsE3/Tl+4XYfo11P08G6oci3H9O2bsZCEBh1QniRqe3j7c7mlaEvDRkA/GM+L6DrYDcMhZnAtlpuuG7jAaPRvLpeskxQChcAEAi3kTwib8OQdXLnYDS6cCw/fkEkHIzyOUBzSMCjSFopjg72hySMyGvncPtwY5W32+Ais3f+fioBm5JuaxFDXKSNu0tje/S2s3xGUE5gcP368KS48Yz/88MO2vH5Pu7lPRClVt8I48IwQwoHCqv4r9Q8BskqdGRhS8nh+5plnuh/96EfdiRMnGvlc9TefekvSl3GGjPWBPWQt4y1JXqVtsj7Fvo6zX66zXhiL24ll+1qX8ZctO5/sHLcn213bcbfnyX0dm4bldueZ3Nd5cl/Lk8lv15Qnrze5Ty0XAoVAIVAIFAKFQP8QoNOLB80D2kym06dPtw8H0x8NUMtsYDpHpd0ggFy9GWRrhC0Lnby7FjFZI67o8GbgKAtVwUO4Q/qsafLhs6OPjab7h/7bRUza7ovTgcU4lBtyDOnzbbVyTcGoxyoElowAe62FkAj5E+E4Bmc/7vaJwX4oyOcHIixOrG7lwQgPhIyOONFNVi35NntxuSarY4bG5QvNS3wQeDXsbrN5p7nXqQhoBjWCgEFfHtDfhR25lSE4KCs8Y5GS5Vn5XaxWfY26pqiq55yeV/Xc31pVN8JreB8NHvjCeXpA21bv6fzqLslXJK2+Alls4FKfIWyF0rYkoRG+jmHYWW/ZNkae5cmUfVDGWLaf87nO7fvmcZOEsuO3S5Nk8Z32mTzOPpPnzW2Tx+ZylrlPlYVAIVAIFAKFQCHQPwTogvRDer2ZrHQLHtCpn9BnStefst6a/hUkKzUsyVY6HucBvLP1QQKtbUK8Rzzo4eHwgE7dFim95W3pyb+t864tFvVghcDSEQgB00zA+MdfiQc0794rERLHpquXg4wO0lUIjpvitredl36XvbmgwTD49MEDmiGdBLROOb3OysAeNRdKSZJbSBEkCWWm0nohkIQlJZWCqlTvpZT2s57VC/KZl7MBIqV6y9Ap/bzrft1Vkq3ZByCKLcv6AqV99A/pnWyf9BayD5kozrISWZwktGP9tq/jLSt5T99OKts3r6GU9UPOf/u+/UKw7qYQKAQKgUKgEJgPAtlvTva9+kD9MAcJOk4NrE+HNX1Rhm06K9Br4ErXSN0ksVdW2iECiZUwHJZbKI4x6RofBVtrEhoBjRMYjknn60FyHQhvy/aRwsRiflPdd1gjtVshsHkIkD0ttjEmOtKVSxETOrx9vZ/Rj7YRsQiR05JBMTM0vL+bkuDTBglDHmUMaL9HDP5MKEzlAU2xQR5ISJ380FJ1vqO6oLAYKTetH7kFLyWlpdL6IKDtZwgOIVfUeYVw6G/9ev94qr/wwgutNLVS2BTva6V7I5DEshJp/OWXXzZPZsvyp59+2vqFJIQRyQxhOT2fk2xOz+U0lJ1T/yHb1+/M+hrLtyfHIp3zHMrqg25HqX4XAoVAIVAI/H/27uzJruu6D/+5DWLiPJMgCVKcRMmmqPyo1E9lxxUnfkj5IVX2k/9HJ0958UvipOJSyTZlSYkta6AkDiAGAuAEkAQJgMDN+uzbq3HY7AZ6uLfvcNbu2r3PdM/w3XuvvdZ3r7POKiJgvDPeZtgqpGj/Gwa8d//gD/6g6aWl5+y9BSDw6fgZrs0EOpsOGW0f/SQn3EsH2SXOyIwIwdGIHwTsXUHKHg2dvNnLK0r0ILCEGbkrSgRP6K4373towmvxvoyPEq5dEpLkm3rvLtGtwwuBQuCOCEQ/a/3wejeKjxGOLp7uRpc/io+E3tONH34yqNbop8JxkEnCcbQ3FVZUNm3GCi48n68FMX/tSsimkE/kUmzeb9oT82KwRRJQdgy2qfzUwDupDgoJMhIevA+QJEVA77epLt7vEZrq9bHHHmthHNQ1JbUU/cWrK3ekX6ojBLT+qa58YIY3dKU7I0CeIZARvYwthPOpU6fasvHgV7/6VZuMNC6QeYw0xrGUJLFl57E9xwvldsv5W+XmlL/L0v48z+Zja70QKAQKgUKgEFglBIx3xmSeuCZqTeyePn26fXPGmEzPOXnyZJtwL7107zWfNh0Cmm5z8eLFZgOfO3duQ5+h97CNSwfZLc7rBEe8Bt/I55vrcVc79MSqkjzxXIfi+cImaUQO7+/7Hu7G1oOARoJ1lz/cLZB1fCFQCOwWgRhDJynKGybC4s2hC6cn/fP4vRGhIz4Yeuzu6Kf3TPrrIUR09NOhJPi08CRBPHM8vhahSdrEWOK2dyD2REAbYBEKssEYmbCVh9reb2u5f8kzdnMM6PJ+Xu463eru1bN67ceApuTbXmnxEFAvDAmvUiKfM2RK9c071xWZ389kP4PL2y+MXoT0Bx980MJnJAHNSEsC+s5XqCMKgUKgECgECoFCYDcIGJeNs4hoY6/xGCGtlPqTvbs5bx17CwG6I92e3ph2b+qPSeyX3n8Lr10t4TEyDnSG4WjbYvuqmlLtufyLrEBo8fzmAY7cOeRjjO2g2FmpECgEZooAklVSjoW+icmwDLVxPTx/W+zj9fBA03D9nVxtSf7DJDK51ORzlFPCYE8E9GbUKECIaMqPkARInhyUNx87hHWKCFILDjIymqes1/8pg0new63SciGgbjNnO1ev9RHC5ahHddafMNA3y3DYuu7SsE15xcD1eq/SWy88nNPQ5X1F/tuXMm7rs9bWaSKQskhpzMn1aV6jzlUIFAKFQCGwGAgYl3OcVZr8FQ5LaTw2RpsYts4eM1YjSx1L/6Grls6zu7rMcTVL9q236R588MENQjpDjjlz2nZZ7u5qQzt6ndwQX/RGvOrNM7jFGB0QDsjmw0E+H4mPoElCkoQ+Fx11sl5cwQSH+l8IHAQCrb+RS0E6B7fZeSNB8qHQo/fHQvTN7J+NqG57V/cfedzkc8homExJHu2bgM7YV17FZgAbkDO26lBfbYcD5QTpLHsV7rnnnmuNM+OzKZH2lZYLAQqouqXIi/f8xBNPdN/73vdaqd6Rm5T+SouHQNaZmIjqjRHhFdWqr63rinw6f/58d+HChQ3C+Wc/+1kjnhm3PKzkJJwZvchqY4JsudLsECCLtGnyiOwhj4w3tlcqBAqBQqAQWD0ETPSeOXOmO3v2bCOcP/roo+7nP/95+x7D5nGZfvPQQw91jz/+eBsfHnjgge4HP/hBGzNWD5nZPlHq90kqf//732+2LszZc//tv/23je9g0H8Q/pV2gEAQGi3uqpirPA3jtffx3Q9OPsqH6BlCCmJr/PjJyfOLAS38xtm3Yp03ZhBhCKCWY7lSIVAIzA4B/e1m9DuvJnz5aTc6/1Z36NLFSfiNiAl986X/L6JxkE/B85gsO/7AxFt6dnc03zMjnMXF/jTk8+eXWwzoETk9hUnCfRPQBmNEA5IVGYHMYQgbgIeakhigsMADKYAk4IWA1KGwFEmwnK1DvSEu5axbSj7FXlLncqXFQyD7pdco1Zd60jervrauKzKcscuDioeVEBvvvvtuI6TJMLKMkZWyvv+qbxppW5+5tk4LgZRHiGgySVuusWVa6NZ5CoFCoBBYLASMt+wtpKdxWagrZHTGJTYuy46TvalkXDCWSzleL9ZTLf7dGFdTV6T70/s5MsCV4wld0jjsuMylB+2gXhvhEyQHr9/4+F53OGKsToHc2MGVF+cQXpRH4uNmQnAIx/FlhADwkULbve4Oo0qFQCFwAAjoby4T/4LGHOmL14OQxuvEuCpGe3c05FT6+ax634znG5kkFB/7Rjy3t1TaZNj+q2IqBDSFBhGRig9CeugDbyogSQx47Q0JTVmhvNhfafkQUG/qT06lk6c/8qfS4iGQ/VCZEwfqK0NvpMGweHc+nzvKCUVXJ9MZujybZUR0lraT83IZtPOpK1fVrrXhzGkgz++O6sqFQCFQCBQC00QgbSzjs7HXBHCOyxx/cmwWCqs/LrPJ7M+wG0oTxTlmp340zXtd5XPBSzLeIpzhSa+EOwcjWYKxXGmHCASHMItXvHd49fkfplm1D5vFwlq85s+z8nBkcaGRPV8FGXaDU19jxuZ/v3UHhcAQEEAuh43bjYN8JfuF4EBAy5Lu2MjYIKf14dY9Y8HyKiXPuIghOGBM4ckvMBuUKT1DJ6Cz7VFYkJXCksCFskJxpMBUWj4E1JswMyYTeNJarrpc3HrM/oeYI5v0RX1QnZXx9fV6S/KZMctAJad4Pb///vvt9V6v+qaB69jMXz9LrR0UAtl+tW3tWZnbDuoe6jqFQCFQCBQCs0PAWMx2yI/6IpSNycJj8YDOcH6OyzFZKdlmv8T5xTiBvM4J+HSeMG5U2jkC8KJHckJRIp6FOWELqx+TBDlJv/OzDvRIbTVeeZ942AV3EJ52o3X9clCI8Hbm8Bx9lCf0OF73jw49IX6ufhGYIIGQ0JUKgULg4BCIPqjvYZXJKWEoDK/itUce3x1vv9tvDG19GLe3QuNpk0HeUIkJVZ7giGjbpjAZtm+3TQOugdYrYJQkpIUQHCdOnGizw3GXg04Ir8cee6z7kz/5k4YTxfF//+//3ZRHikql5UKAx8MPf/jD9uodAtrEgm2VFhMBBpf+x1BQX08++WSTTyYQpCLsbtUbWY58/sUvftGIZoar2JIyQzcnGpUM20rzRSCNYO3aOKPUzssLer71UlcvBAqBQmBaCHgTCfn8N3/zNxsf/RUKS2ZvGYtNDCs3j8tss5/+9KeNeEaSPvvss51vYDz66KONhOZAISOiK+0cAaQz3Iy5Eh3zP//n/9zqhw7FHv4v/+W/NJt452cd6JFe774ar7mLMXp94lk4Fo6jkRxDwSQIK96VeJ3uUIsxe/OZ70zwQD5/eLYbfXR2Qv4MBZJ6zkJg3giQQeMgX0fr9u6Xn3Vrv/+/0UW9oXC0G9/7UHcjbK/OZJGJo8PBKxyJbHlVEnL9Wsigz2IiW26YxLYpyOd9E9AwpvQgnylBZtn7sUBXpQ728xxIMKQ8koD3AZKgPA72g+j8fovcociL/0b5tFyEz/zq405X1s8YV/2c3qJ3+u0Q96cxy3A1QXb58uWNWJNDxGMZnll7zlzjyjLUWN1jIVAIFAI7Q4A3M5sqx2Ljsslh+U5OLMZzNodk2fFsNKR2bmsL9W/XCND7U/dn07EJrBuLkdDKSjtEINrmxive4eCwzsTu8McrcFhzmORBGc8SbaiF4zgaHpZrsQHRExMezcNyBR61HqEQWDoEkmz1Qb5rMZ7ydBYLGfnsg3xNZsVT3bVOVC/dA97mhj07+ezZeT9PMe2bgKYcUWwoNQhomXKTr4BN8V6X8lQIATkJAkQYZQVxmR9rhB0MC7PFq+J+3VlWdzyeMwvrYHulxURA3fBWMfkjW6762rqu0tBlPDFUlSmbtv5FbZ03AgxeY4q2rTTOVPued63U9QuBQqAQ2B0Cxt+0AdgDvJsRzyaDfUjQmCxb5/DjmN0kx7PNvM1k3KDLyhwpkixNQnU3561jcYMTRwf2AIzZB3DNerJN3m2dDQNbXoYIaATHerYuN5dgJGwsDsnMQnAdDnJLQvy0jxMGXcPzEiHU8AFKpUKgEDhQBPQ/Asn4KyzFl+uRDLzBMIr+eVd8RFXCC2WebFme/zc9n48Nxi17G4VctjzlNBUCGklx4cKFphwZZF944YW437jhSg0Byh2FBEmAoBcGAEYPPPBAU1C8SkepLMwWr8GoO+EaTBggLx955JHu6aef7k6ePNm2UThtr7SYCDCo9LP0WLdcRtbWdUX+MHDffPPNZqTynCLXGVGVFg+BNHozDJCSrKr2vXh1VXdUCBQChcB2CCCejb+yZfbAz372s+b1bBxGGv/ud79r47Px+NKlS7u2F5zb7/7pn/6pOb/Qib73ve+1ZWOGTJet8WO7Wtp+OzvB+MupSJZeeeWVVm/sYyFUfE/DcqVNCCB0NkJuxLLX2XkVRrzV7mZ4kY94kguOPJCEfI6PD47ve3hC/MRr/6PPL3Xd5QhRIiGkr0c7UjYybLK5/hcChcABIIB4HoWcEqteSI7335lMFh0+3o0ffqIb23ckwrL6qOhd3mIgww7gvqZ1CTIlyOfRlZA5ZMyViHl9/YuQNdPndPfNnJnRzQGWckN58qpYfQF40hqQBElAwwZBj4B+/vnnu4ceeqgplEgeGFIQKy0WAuoO+Uy5RDYjoJHPcpI9jqm0mAioG6SzvsYjxXLV19Z1Rf4kAU0mkVVkubLS4iGAKOD1rG0zerVtMqna9+LVVd1RIVAIFAK3Q8D4i1xOGwoBfe7cueYJbVx+6623Nt5IYl/t1l7wmySgEc0+mmfceO6555ontHGjxo7b1dD2++DGRlB3bDn4IqDhzZNdslwE9BYYIjyCcB7xJpSuftk+RNhecb8ZFIUwFDwJl4rFaU+yt3+elTflfY9OCGZkVpDP4+M+ShgcAay8/o8cqlQIFAIHhwBZJR50FO2DoFc/79bOvT0hmWPi7GaQz+NjEQPaGwoxidStySbPloiB9oxCbVyJeM8mAr+I8StiQDeP7ykjvW8C2oBLEUoCNV8Psy1fNxr6jHqS0OqOFzSlD2lAaUFqeg0OkQBLGW7KSvNBQH1JWW+815E76kmJkEb02F5psRFQh/qYupItZ/0u9p0f3N2R1eQNopkcz1iTtntjI+X4wd1RXWmnCBhDyKKUScaXat87Ra+OKwQKgUJgfgjk2Jo2VL4JKfwVr1kfLUdgGoeV+3kbKcd44TzYZMYJcaSd1/jBBpFz3/xQWc4rG3sluMKTjQfPtPmUiOmy8TbVL1s37V3EB89nZLRlmfdz6DmDSkirtfUQHEigI+FJKSY0T3H26VVelYFN4jYocOphC4E5IpB9rsktfTBCcOiT1r+IZSE5eD3fCBL6cOz3FsehdRIarbfwXHTcJC/va/GWxfWQN0ryOJ97itDvm4B2LwZUs+up4CAxKFKywRhxN3QSOusMYUA58RVqhBjywNeU4UfJVHrljkJaaT4IaLP5KqI6Uj+81tUbApoiWe15PnWz26uqS/WFeJYt21ZpggADmAFK3igZvoxcZLR9MrleafEQ0I6NJyY0vU6t1MZLNi1eXdUdFQKFQCHQR8DYylZSGnM/+uijFrLBMm9ZE8FsKMfYtt9x2O8zu6YxXmiP9957r12Dfks/MqbIlfaGgHEZ8cwjmu0LU2S0MRr+fVtvv3W6tztc4F/RNaNtdl8hP74MIoeuHnktqIqh6u0RkmPMC/ruBwKLILKuBq+C6EIKed1fakXp6RMw6n8hcIAItFj1IaNi4mx09Uo3+pTncPB3MWnU+q1bGXuTw6TROhF9gLe3l0uN4plGwvys55FJwRkEgd43AW0ApcwgTxm+SAyK1Pnz59tgi8h74oknyjBebwUUkmeffbYpJ0gfCuCZM2c2XrVDPr/99ttFQO+l10zhN5RHbVa4BkqkkBuvvfZa92//7b9tdUaZtM0xlRYfATLJpIE6yxAcRdDdqjdG6KlTp1roDeTz6dOnm+FLDqVsLyPpFl6LtKQdmyDzCrX2bWxh6JZsWqRaqnspBAqBQuDrCCT5zFZCMCOcf/3rX7dsHGZP+RYDeyong6fhlGIsdz56rmv+y7/8S7PXjBu+bfLnf/7nGyT01++41naKgPEX2fxv/s2/aXYcG09Sz+JA063YfOVotAWiCOjw8h1dDszwqeJB3xuhTQ6FNzCv4CEmr/I/+Hg39lHC8K4cffZJN1Yi6kXHawRYLBf/PMTWUc88TwTahBlyNgjoCMcx+uBst/Z5xEyOtxXG9zzYNrfySHyY0CRSxIle+Im0kCtjns+XPwx5c2VCQseE12gGTrFTYdEoUxQbChLlxmx9ekAj8eyvNEEgPdaQBRJ8eNiK8UYplIogazDM5Z86gD8lUt2oJ/Vz4sSJ5rWu/pDQVUdzqZ5dX1R9qi/1KFvOfrbrk63gD8hmsoe3FcO37wHtcYt8XtxK145zPGHwatvlAb249VV3VggUAoVAIpAkNFsJ0SzkBm9kYTHYUcZkpCW7yjg8jbE4z6F0DeSo+zDuG0sQ32WvZQ3trTQusx2Q+hJbwTJHCPUpsS9KD21QbPoXLCq+gAf0tfCA5okv3jGiZ6iJB/Th4At4QIspG96Vo7sQ8ulRGdgMGJ6hNot67kVAIPtelGhOHtBC5lyN/moXGXY0ZJkQHDejzy6JHLvlAR33H2T0wnpAZxNIxYayRKGi0ORr7xmeI48deknRkyUebF7VQtonQSYshwRT2KUC2jbWv6kjQBHMTDHMOlEPPtSCgPZ6onXHqbtSHqdeDTM5oXpSp/1cdXcLajKGUZQThpYZoCnPbx1ZS4uAQMofRm2Or+SSzOiVq30vQk3VPRQChUAhcAuBvj6P/OUBKx5zlryhM/QGvZ9NoJw2IZxjO7vCeI/8Np7ktx8Q4K5rQlMuZ4tbdbjTJWMw7CR2nQliYRdhb4z2cUlkv/V+3un5V/Y4RCqPXh54QnCE7t7iQAdOg03RlrpDgQMPaNg0b8oguA6HVyVcbgRWtg8Zo8E2jnrwhUGg9cXwhjaBJkWonO6LT9cn0YTUDRLamxwSX1PhOPTthUuY83UZ3OI/B6EuFv8M5MtUPKD7+FGsKFLvvPNOm10Xl/LkyZON1EvStX/80JeRCN/97nfb6288Eb2ixRMCgQ9LZb6GN3SsZvX8qSxSGCmLXmf/wQ9+0EqeCy+++GJTIO13bBE8s6qJ6Z9XXSGf1Z1suervFs6MW/IlPaAtT9vgvXW1WtovAsgAYyojVmlyzASmbHw1eVaEwX5Rrt8XAoVAITBdBBC+CGbZhC/v41/84hettE1YBtsQ0sbgWTueuAaSOxO741e/+lW7v3zrz5t/dOJKe0eAjSe8iaR+fViSnYd4VtfqQLZeaRyvesf3pL78LDiaCRHSXmFHiAw1JQHt+TWRY/d2Nx94pBtxYhOK48rlbvT5pVvE11BxqucuBOaOwPpEULy1MdI3L56OcEIftVBC44efjO4bhLMJpLDjWjiO9hbDgpHQZEzoKqMrQZ7LyGdE9AzGp6kT0GbOk4DmNUqRET+3SI2te0YS0JRNSunZs2db7DeKihlyZJntyOhKs0EAYaMeeBGKE/zUU091r7/+eps4sZ4ZeSkVwTObepjVWZF1SUBbrnQLAXK5H4LDcsnqW/gs2hLZQx4hBZRJPps0k5DQJZ8WrdbqfgqBQmDoCLCNEM10fOWFCxe6f/qnf2olIlI2/ibxbByeJSnp3DygkZ/sC2MHAtr3e9JbN78tMPS628/zsy2eeeaZ7rHHHmuT/b7xI943u459J8/C030/9zy33yI5EB5BQPuoV/vIntfYoy8MNwVBhahCWgnHcTzIrfvCm14Yji+CqIdNlOEyPlyI6skLgXkjsEHQkmExsXv1Zrd24fTk7YXjMWlkSu1YRDcYR1x7k0eHENGTSAjzvvWvXX9dBo/I4Jjcat7QworMQAZPnYCmNFFqkshA+KRC9bWHrJWGALLA61kSUoESighFPkvlsdlgmPk/9QBr7VU98HymhPMyTM/ZInZmXg1Tv0Aq+JvLqV9oSU/ICGX8pBeO5VkavUsK08LctnZMRmWuiZWFqZq6kUKgECgEtkUgx1q6PT3f20YcTTIMBzvpIIlI95NjPQKa3ZaxoI0r7rMmo7etzh3vYDd4M0k2bnPQQkpbZnOUXdGHMsgb3s7RF6IzTHIjPrjlDTQ1B0n/ENFBQq8FbRP9s7sRbyYghoTnCL2wUiFQCMwZgSShleOQX+P4iF+G2rgeITn0V7KtpUWVae49cpO/cb+WZySDp05A95UsGFNiKDcUK5kBXaE4Js1v83/YUEh4jUtmyBH5FFXbKYOIImVfMUwlcvP5an1rBOBM6aMEKimCCOf8UAivwtzn2Mxbn622FgKFQCFwMAiQVyYovV3EA9pyGbAHg31dZTkRyPGe3kmPUtpWqRCYNQJIZTo8HV0pvrKMeBb2ij6fDjqOmZcu77ruI8nx9Mhme9CP9ReOGTXW7K/FwBG574OEHFzII9iz9dh0Wf9Z7u9qS/hrnEzg0bygka1IkBZ/dP3VdmJ7HP+GKr6NW3Dh/SwG9JEgiCwjoWXYVTzoJWz4dcsriYD+KG7OzSCdY6wXMqelQ/Em9rFwPB3lmw22esNhsvvA/7vNmyFLbsaC+Ps+/Gq5yRM75emnqRPQyGavllGyKPpeO/LKmUE3Y1cafIuE/mZlwuiJJ57o/vIv/7KR9ZS/N998s/vtb3+7obD+7ne/+5riSmmstDsEtD1e56+99lrzSkDkvPTSSy1rmxRtHx9MhZvSXQbr7jCuowuBQmD6CJBJ4tM/+eSTjYA2aWZbpUKgENgaAeO3PmJs5wTB0zNJta1/UVsLgf0jwBZCNP/93/99I58R0L///e9b5mmMfGYnJQm9/yvu/QzsCPf0m9/8ppGixhX3j5DmEKP/vPrqq23MQZpW2hsCHFuE+PuLv/iL1ibYyv/wD//Q2ghPeMQz3IdLQAfR/NW1bu3TjydEa5AhN8VO5T3I67cRsMLoBVkzxMSb8ujd3fix5yakVsRo9Wr/mg82CsMRRFeL3YpAauTXEEGqZy4EFgAB/U8YIazyl592o/NvdYcuXYyJoiCdxXH/zv/fje99aPJxUaE4Dkd4DvJtHinuc3TpQpDPEes5Qh61uNVfhcwlR5DPs+Gfu6lrEmZxM64Y0s5rR2Z3bUOwVtoeAYYSBQW5QAGhEMrixaXnDgyTEIWvPFhlZXsob7sHfgxQBqlJEWQ0pfCFF15oy/Ynzrc9Ue0sBAqBQuAAETB5hhDgPWXiTK7J3AOsgLrU0iFAR9JH6FCZU3dauoepG14aBNhCyGUfnOPtzKHEB+jOnTvXlu3fHHJjXrq867oX95h9A3kuXIT79KaN/fO6v6Wp9DvcKNsCmc/GQzSz95D+7BH7YJ34DxZrxE2Q0I2MQYhk/NHApm3D0cyJp7lD9c5+d4xlLW7s0eMTgpm389FwQDgc3MpXQczfiP2OaQDNiDWa/VPWFQqBFUAgidsoia4vIxzH9SCkQ86H8J+Qvd7u2IgDrb/OSbCRuY18DtJZzH0TWuTtjD/+OnUC2qDZHzgpLWbRZYPs5v0r0Mqm+gipoDgprwSKH5KUIkthsayEZRL9lBa4Zpk31K+H3DaUMpW4fsn4tI5c9go74jlfZUfkWJYrFQKFQCGwCAik/DIuWCb3GbAZU5IBa3ulQqAQ2B4B/SfJZ2R09Zntsao9+0MgPVjp7OwepC5HEqXMIUdetMReYK9J7t098trWbyTPxSbJCU99qtLuECB34GcMN5az79LGgzV8tZG+7dZf3t3VlvRoZIiklL2+jqhR0nUOre+fHDW8/zDw6r7kVX4hOI5EOA7eish6/ZJKOHCYGj71rxBYBATIsZDt3Xh9Yk2fvTbxNm63N45+fGSOHbbdX8hY47/cwh7N/n6mTkBvrmsDKg9eXgAIUwSqMBOp1Gw+vtZvIUDBo5yISQwvZMO3vvWtFquYcsirgmJLMUQ+U1zgTWFJpSXLW2cdxhLsEM0yhU+GI6UPjryfeSHAN4nnVKyHgVA9ZSFQCCw6AuQYecVgJZ94P5ssM46SW4joIgIWvRbr/uaJQJI+xn76gLII6HnWyOpeO+0dOjkdnd3Di5gNZF12zKIn94gQde/IaLYbW8M4ZJ8xx3L1o73VZNoaxnbhTryBaRnWp06d2mgnab9luberLfGvkhjhkXctJm2i3XWHgmzND3st8aNN5dbhcCRCctwTr/LDJUKWjD67NCGRkNAbr8/PnkyayvPUSQqBlUUg+mDzKI6OKeRFhM9p3s9nuJqBAABAAElEQVRHvMFwrBtHWI42wdb6rX+R2/JBABL3Fm+djMhZ2RsoBzCDNXMCmsL1xhtvtFjGDOcTJ050J0+ebIPtQcC6zNdALggLAS9KH+8EpLNS7DivbokRbRtPi1//+teNhLYfIU2ZGWpiZIrjbLKDoqzt/ft//++7Rx55pJE2lD1tMY1R64zTSoVAIVAILAoCZBLj9JlnnmlyyyTaH/7hH7ZtxgcEABlWqRAoBLZGAFmmr5i8QeSYqM9xf+tf1NZCYG8I0MN/+tOfNuJWO7t48WL3d3/3d01Hp5PTzeVFT+w235vx/R5kKb3ZOISENvlJp3766adr7NlDRcKTvSGRTT/84Q+7Z599ttlwCP+//uu/7s6cOdNI6KHbcc0T7/NL3ejDc133+eUWamL8eGC3Jl7quhfwHupgZX4S5NX48We78UOPTV6Zv3I5iK3I7WNi4WGJ8BKHtvjnlanyepAlRMBE2tgbHNEfpfgY4eid/9uN2odEow9HLOjx3UFAH4838PMNhzX07AEx0CbFL33QdZ99MgnBcTXChdg24zRzAtoAaiY9Z3yFPbCt0p0RQC5QVGSGExLacpaUW15w6ZHAS5pC43eZhzpz7vnhQVFmfPJ0FjfVRzGtI3YYpOWJf+d2WEcUAoXAfBAgz8kqMis9ni2Ta2nEzufO6qqFwHIgQBfQj+igmVM/Wo4nqLtcFgTYNleuXGmTHMhaGREtL1NiN/B6TtvCGGSdZ7dcevP+apM8kkyEGdfzo4+2wZqcShmlHKod15hToTeElsi40MicShMEom20+M+Hoj3BBVaHgtbRvuw7KAKr6qMQKATujEDKLv30arzRYTIa0Rse0K3v5v4D4p1v3XDIDmE3hPFp2ST57OXszAnoVGTMqFNaeAjwzKXESAbaHIzbhvq3JQJ9ZcQy3BARQknADyGR5CpseVlQhCmQ6oBinMvW7VfKUn95yxuY08b+c7sF66n8Jg6prMGBQpd48IDmuQEbHtAIG791fP5mTo9Vly0EFgKB7E+MHln/sK3S/BDoyzETZ2RX/4OpVUfzq5u68nIikH2KflD9ZznrcFnumi5N35ZTv16We8/7THsgn4W9IIwID90koZX0aInOUHpDore7MmWTX9HBeJhz1IJtYr27M67Q0exTBE2Elph8rCt00+hX0bFW6CGn8Cips/ugWYTk6LzOz4MSqfRlvOrP+7JSIVAILA4C5Ngo+qU+anLti88n9+bNDh8WPcIOj2XFOP4pp5Wa+Ix/7dxxUm9KIMPxsrJ7OgAZO3MCGukpDlp6AxhUP/zwwwajZSSqnIrMtPBdxfNQ8BhQsKKkeC2bwpKeCUJKIPopLYh+r88h+9UBL3SENEXSfvWhtE9OQnrRcPPMnpGSJuezW2ZIImdkxyCYeTkrZV4FvJxhZl04Dt4Gfuc8pTAvWm3X/Rw0AvqRPkGG6A/kh22V5oMA7MkqoTaU5Ne3v/3t7tVXX21GaU6m1Xg5n/qpqy4fAvpKTta7+48//rjpBDX+L19dLvodI2xTp85yWUloBDq7QD9hP/zyl7/szp071/Rtzi7sD+OV/fpY6dS7b50wM8kswdv6yy+/3DDmNc9Ogzu9bJApMBnF6+rdp/F6+JcReuNYYBXe0Mvap6Zfh4gp3s5xZqRSeFLefPyZbnTv/ZNX6QO7tbO/n3hXTv/idcZCoBDYCwLIXaSz8DjhDT2KcXTt3O+CdBYPOiIePPh4N34gwuoI0RHj6yTckE4+xYR0bjnOGfcy+iJC93y+HoKDFzSCfMZp5gQ0BQbhnEQHohAhTWlBDEoMbQNvpdsjAEPkqaSkACJV09uC4pIEs7jQqbggoXkuMLwoMshpKb3Rk6RuGxfsn3aizSRpbJlXs/UklXk6I9EQ0c8//3wr7UPW5OQG7Cynwuy8lisVAkNGQB8wmdU3NKtfzK9FwJ7sIuPUC0MfAf3973+/TajZz2Ct8XJ+dVRXXi4E9Bljf475vAvpD9YrFQLTRiB1cA4elpc1JZmun3Be+dWvftXGJnq2mMV//Md/3HRs++nlNSbtvqZTNsFPYhO/9NJLbaxHPguz+Nvf/nbABHR4CF6NeKnhxNtCS1y/L5x5g7g5AO+8ViHL8K8R0GHLIqDFhH7smW7cPtr4ZeD2UdddeDe8GpfhQeoeC4GhIDCOD/6FHKODrq17HJ+LiSLhc47d0xyeu7vvEyJiEk6nM8k0TX01hEUjn0O+kqVBOLfY8UlAJzk94+qYOQFNieFdJ6UiY2BFDhp0GdM1m7nzWqawSEpGFMNKgiE8eV1QfOFKeUE4w9/xMkUyiWdEB/LZev7WuZxjq5T1pOwvb3XsVtvS4OuXudw/3rbcTqml8Kbnt/vk2ezZtSGegryeHSPzAlc6TvaMea7+NWq5ECgEJjJZP9GXyA3L5ET2meznhdXsEEh5p8y3NYTcQJSRb/kmB2/oSoVAIbA7BPQreoS+tTnbnvpMybrd4VpHfxOBbEvpFJLr3zxysbf0+4JlNoEPn9O72RMmR9kSsj6kj9lnudLuEEjbzK/oYcZ+mJNV7DM2jGXbtCulPIjkOU3iXAsOYS3KQ0HUez1cDFUeeo2TQc4MAo1vPmR77vWHV3h9Pwis7q5w7jsUGcl1V2BmHZaNWFIOpP18E7HaUgjMH4HW//TDuBV9UroSs2xC6JBrwnGIEd3iuce2w5FbGI4pCTrXdZ2bPJ1jhTd22P8x4ExkRruh2f+bOQHdfwSDpgEVMUqhQZ4iShnZlfaPQCp/cKa0ICxgjFiiwNiW5DPc1YV9SjmVZqS1+tms5Fh3PK8Ox0pZbj62/zSUUymJrSRaKKy5L493TCqyqZghlHObUnvxrJ7HMm9BHtCeybY81u8rFQKFwPYI6CNkhP6uL+tD+pbt/T7dX97+bLVnLwjAOifM1AW5/eSTT7aSbEuPzb2cu35TCBQCE92DXKMb0BHIOXoFmZf6DxlYqRAoBL6JgPGf3q9EQCOehePQd4xdnECUaYN88wy1ZScI0AWM92kjwTcnnskn9hv8hyOrkDRha7aYpMogSZCq1ydObaGoTgjWwTLQm1oVWxtpJUVfbR7R90Q4Djgh7YPIH8GuYkJPMKr/hcAiIKCvpowL+Tb6Mj5a/Fm8vUDe3RUhOe4h5yIch4+NNlkX/XxfXPS6LL0W0RDaBxGjbDIh7uMA04ES0BQYs+g/+clPmgHAs0sSQoHhXWnvCFBYKIAURNlM+ne/+91mYDGyYI88TqIpCWfH2pYKje3vvfde85zObXlXzsF7XXYu583zOc92yb1RrBh/WTL+klju/84xtifp4njeFkmK5e+VchI39suIaGVeU1mpECgEtkZAf0N26vf6tf5MFqfHjfXNcmDrM9XWvSKgDnIijfeT+vgP/+E/tJLsIwtrfNwruvW7oSNAB0jdgyzTn06ePNn0JGHJhIgTFq7k3NBbSj3/dgjQ75GfdG795MyZM93/+l//q+nbxiwhokzq0Mcr7R0B+L3wwgvNXuMIJATX7373uxY+Ef7vv/9+d/78+eHIqmh3o4j5HA8chAvSJTwBP/s4CNVYFi+Vd++9jwQxE9srTTDyAcKwzbsj4SkeHyIcn3hxEg86yKbRJxe67tLFWK/J1mouhcBCIIA7i/464vFMxpF35+POPrvUYt6P73mgG538TpDQD8T+kHdkoLwfBpo8vRIxnz+N7/GZ0BNnv01Mhdw4wHSgBHR6m/CA5oWC0PShhVL8p1PjlMNMSNicOac8bpfz+CSQKTl+66Mj6qefkM4mEJAhSWYjrnZSf86JFGcMIrfcm2y5nyhguc+yZ0qvTL+V8zlzvV/aZ71SIVAI3BkBfUV/TsNRX9OHZPI6+1bKhzufsY7YLQKwNh4imxnzJmaR0E899dSG7CM/KxUChcDeECDH9CFENFmX34ygx9BB9cFKhUAhsDUCxn96vmwZOcoDmu5gGWm6Eztg67PX1kSAHDJBBmPY8nZmD1nndc7+GpSsiudunnmjdWKER+BX4cHrlXEym63nmErrCAQe7bX9WA2Sanwk8Lo7PKB9zEwYDqSTmNGVCoFCYHEQ8JaHUBgtxaTbF+EBbRJJLPcgmsfIYaTxodjW5N76oXstyExE97UgvYU3Urpe3sJez7vL3x0oAZ1KDIXfwMrovnTpUhtUEZEMBINuGdu7rMX1w/vEq+W9KCrqBAmiPjYrlIy1NOLSg9o2RJW63S7lvSSh7NyUrLxO/3f22Z77/DYJ6P5xtVwI7AQB7TK9/7VVy7drqzs55yodo38hZbLM/m8iSv9n9DAwK+0PAfhKSplszgk5Yx4PaG8CIZ/zA4TknmMqFQKFwP4QyP6n39FD6Bfkmu0m232kOck1JZ2mUiFQCNxCIPUmfYMu5UPn7Dg2AWJUtiyXHXcLt90u0cckOKduYBu7mb3sjQ37ZPqscuVT2peIGmQMwmSDLdne9lx5XDY/YFMz45+Sl3h4QHfH12NCiy8rPvSxeNt8FJhpN5zMWvspDDdDWeuFwIEikDKu9csgh0frdrfJIzGhve2hv3rz46gOzhM6ihYbepd3So4ioHldyxmKY0Om7vJ8ezz8wAloAybFhZJC+T916lT7ujKvaB5gvq6cIRf2+Ez1s30goF6QIeogFc48HcPMPoZbGmmpCOUx25UMv6xzJWJlKyXVcbbLlrWRNB63O3dtLwS2Q0D7TMXdsrY0CIV9O0C22N6f/ONt8/LLL7eYjvo5Lye5SOgtgNvlpr78Qy4/99xzG96Yzz//fPMiQ4yZnJPTEN3lZerwQqAQ2AYBfZBuQ8aZ8EHm0DOQ0PRSek2GGNus/2xzytpcCAwKAf2CA4pJG2MUMvrtt99ukzo5eVp23P6bBFklHOGrr77awp8gn8kqTgFCB8HdNuVgdNqIVzoKL96WEDHHr3fjh4ST+PqbtPtHfwXOwNOZ1/N9EaIkxjWk/Tjwa9MV7ZX7CKlzySv44sAWAb0CNV6PsAoIIKIjHnT4PU/e7giZ351/p+sufzCZQHrgsW784OOTtxoQ0CM0roVdJFxIyIDR5ej/yO14o6SFOkoSfBen2s+hcyGgDZqIIGT0u+++28hGiosPWSi3Iib385D1250jQOlBMm9lfNlG0ZFz/24UH8qTpO4ty1uRy7a7j0z5u1yvshDYKQLaJ0KBTEEuaFe7abM7vc6yHqf/9YlOBOgrr7zSMEPIkNHioxYBvf8a1vbIMh6YDMuXXnppIxQAzL/97W834tlx9dbH/vGuMxQCmxHQt5KARqKRbQidCxcutLEBmUPWkXup42w+R60XAkNGgP6knyCg6Q/elkJAG9fKjptey0hZ9b3vfa/prPDuy6p8O42sGkyKttd9FmEkPHMQ0OMbsW5bpW8iEH2zO3S4GyOgEUvhOc7xeYyYRj5d+bQbx6v+I+FMJrT0N89RWwqBQuCAEZgQ0O2jhIhoHyeMNOIBffd9zUd57MOiocvGABxvOayXu7nL9uHBkAFiQH8eE3rWyQGe0QeYDpSA9lyUlySAvL5lEEV08MJDEpXif4C1v82lKJKVCoFVQACJwFhCNsiWi1j4es3mBA+DhxxG0DAsyWkhOXL/139Va7tBAJ6Z4QlnJDSslTzPTfxZrlQIFAKzQUAfNOGm35mQNB6IB03Opd6T/XQ2d1BnLQSWHwG6AftN0p/yDYKy46ZXtymrvA0lkVfkFjuZvGIr0yUcN5yEnAmi5KsgXYSYsHzAr40vFdbRPrq1nj1/NMJvHLt7QjS1ONp7IK+WCoC62UJgyRBoXsgh56QbypBz3lg4FLJOf8540O24dtQe/pGjQTr7AKHzmcTb1/n2cAvxkwMnoPu3iQhCClFehGTIGV0z6hJCpO+d1/9tLRcChUAhsBMEGEuUdzknv3byuyEeQ+byvpWSnGHwMDZhZ1theOeWwSjM8SuXM6yGsU6s5ySgEWDIryL674xrHVEI7AcBfbGfk4zmuan/5URlxsBPmZeTlspc3s993O637iNlgXu1rLxdck8IKTp0OXHcDqnaN20EtL2+Hcee0w5l+/rj4LSvPaTzkQN0MW+pZextRDTs4dzPK4tLPGfzDAw91Ef2QthNvPcQKE1E+hf59uJyZeG5/YMFKLwmD4slG+FLjgTxhJBG4l+P7Qgp+YC9IG9/z7W3EBg6AiHzmnzTP304MPhRYTMkMvAekQUi1A4dkdzbLia0c4zjHErEM89qns9t+zoBje8+wDRXApqSLwSH1x8Z408//XTzBPOqkUGWRxjDwKx6pUKgECgEdosAAkEMaDLEMgW+CNStUUTGkLuvv/56wyhjPMJLjH4G5ZkzZ1qJzK+0PQL915EZiUjmH/7wh4141gbljAGdpH99cHB7PGtPITAtBBA5+hrCxrjw7/7dv2txVk2uIXPee++9FobDMh3Vek68kYWznMgkC9wbmWFZzomr25HQCCl69I9//ONWpnfqtDCr8xQC2yHQt+N46J44caK1YaU3e8Raf+KJJ1qb3u4ctf3OCNAhhON46qmnWuxnuth//+//velkdFyhg+hoK62bhd65dunixBPwcMjw8OK9kTGheUQfCnJVvsOE3Z3RXsEjhOO49+GIm31vENBBZEX4jXFgOIqy+zJCcQSuo08uTAiuFXz8eqRCYOkQaBNuEff+6pWQaevez1+FDPz4/CS++9G7u/HLr3fjex6YrDtmDV+Kie6l0FvFgB9dDtnpA64Rfmct+voIkY3Qdp028XSwDPRcCWjKvEGTskzB53knXmsSRpSZIot6jagWC4FCYFcIIBl4hPWzbZW+iQCCAwnNaMxkGQHCyJTsvx0Rkr8beonkQiLlK7MmWE+ePNm+c4B8tu+xxx7bmFxNsmnouNXzFwKzRoD80j8lpbcRyDjjAtJZX0y9FKFjGx3VfnqqPKsxxLXpwRkD3jpHDER53vNW+LhfiVy53XFb/ba2FQL7QaBvx+kr2qDv/GQbNqlddtx+EJ78liwgp8gCZDSdFsbwJp9gv/q6Weju18JzF8Hsw3lXQy/lySePQ6aPgmg5RL/fRMDsH/7lPwPMxJENHb47dCMCl8TbQGLKHkJaxTIiH4FVqRAoBBYHAcRw+0gop6+QbSaLbDsU/fh46KUZkkMs6G27b/xunYTuvgwye/0jpBMP6HVnsjnwInMloCnxZmtlA6js9S2ZB5n1vrdJKdaL0yfqTgqBZUAgZUwSB+TJrMiDZcDjTvfIgGHgSGQwbzwkar5Oy+CBIWNH2cdzKLimkdcvjU3WGYlKJDPSmcEIQyUcZeuJreMrFQKFwMEi0O+7+mImsk8f1S9tV+rHlpFoOZE5K0LNBF++IWE5r38nAtpxflcThFmTVR4UAqlj0QU223FJjtqXfabsuL3VDNz0b5iSQ/o7Ilqm39LJyAFYSyupjzWSJMgUHHN7fTyIZ968cjx7txaUxhyIlAb4ov9rnLx/gRO1E1ZHjk5wPBL4Cc1xV+j+NyLDEL6F5aLXat3fEBDIfohEJuvWYhLOpBsSWix3YXS8ATImA7d4A4S8RFo3WRm/9ZuN8Bt2zifNlYDuPzLlhPLiq+QGUcsGWLPnBlIGA8O9lJc+arVcCBQCt0OA7OC9i0CgvFteScX8diDscR+8EKden0WAeDuFp12W3lSRGUOJaZZ7vOTC/8w4lNlYBJdsW5bTQwlRn68eG7es98lnx1YqBAqBxUJA30bwSOSfPi4MHHKHbEPu9OXdtO+e7kteuAfLMgI872W767lv+rLjLVcqBOaBgD6irwjfpe/oK94woHdpw9qmsa/suL3VDtz0cVjq748++mgjn8kM2HMU6MunldbH4nmRKKPwCIyG1Tx7xzx4I6xEpTshEHhFW+qORAxoKbAcH4+PXd4TGQkdfEzD1WQGnDH+jadq/9pP6l8hUAgcNAL6YRDJ7Y0PhHK89eLNBd7Ph0NvjUmk8V3k32ZX6OBQEc5XIwyHsBu8oMWBdq45poUhoM3gnj9/vvvbv/3bpqAYWMXMpMzkK4hiRBcJPcfWUpcuBJYMAco4ueKV0DTkbat0ZwR41rz22mvdK6+80iYEYfjmm282LD/88MPul7/8ZcuXL19uxk+SNHc+8/IewYBGOCuRRMgpY5W2ZVn8bCXCGRltAjXJIwYjA9JvZYZkpUKgEFgcBPRVE25J3HCMePHFFzfWbc99s7prMiIJOnIiZcbtrmdS0L2SO/nb2x1f+wqBWSDAjuNE9KMf/ajZcSZhvdFKlzBOGvPYczmGzuIeVvWcZAHynoxSwvLP/uzPmhOA+O9vvPFGI/qR/2TUyutjjXz+vBud/s2EfDkWH89+7NkW1zhAWtVmMJ3nWiefx4883cjmLl7jF0d2dP8jQUyFh2TEhV0LXBtZlWTXTWFOpnP5OkshUAjsAYGQ6yP9E3kc44F+On7nF93oiI+KxiTkvQ913bdjEolndD8hn4N0Hl18N+K8RxzoiCk9EvuZR/Qc06a7nN+dGDARQ8gMCrRBluLCE5pSI81a8Z/f09eVC4FCYBYIkBnkB+Wd0WO55MjOkCaHkaYy2Uwm82aynScgssM268gPGMurim8+n9Izy9oUfNLDmZEttjODO0NuwKhSIVAILAcCm/trekQv8t0jm4rUW+QaGsa9GfvpCt6MMj7qO7xy6V058e8Y2ThaaXcIpA5CRsE2nSr0/6HpYw05HnztI1pRRntrnoHFku6sUcGLp2T6QSCxkPgcI/RNJJZjbuqn1Vd3BmodVQjMEIEYNyeJJ3Qs3Yz+GV7N3lho2RsNG8dsug+yEnFNXoqjb2JpzrJyYSzjVEqypKwgoM3mSjyfzaZTagy+BuLNhkI7sP4VAoVAIdBDIF+bJlP62SFJJPYOr8VtEEiDEuGKYPWBQmQrQwjG+fonMlrOcCcp07Pc5vRz25yEchp3npN3Ua4bZ2yzbjti2TrCx/PzeGYI8naGheMdl7+Z24PVhQeHQPYxhI82qNQ3ba9UCBQChcAsEUj5k2XqBRmSw5jpzSCyKZNxstLuEaCP0DV4Q9M76GSwTR33k08+WXGHixjTEC/pxXcoYp+Gjr8R27RxptG2ijvdQeMKkMSEFgdaoi8cvTewjBK+7fX9eHUfiWVf0yeynPxkKf8j2qUsyaL2IcbYbpflVvpHTvXaU0+GxY69pYCwYYsITB1Nm05iUAgU2Eurgvnkaer/NBDQJhDJ2u2NGFN5R/vA4Ob2jHBusaKjLbU+nP14Gjex93MsDAHtESgtFBbkBfL5nXfeaU+W3mRmeBn7BluDLoO/r8i0g+tfIVAIFALrCJAliNGUE15V5p1DpiSJyCgqI+j2TQY+OQlI7vKEtv7kk0+2uNA8cM6ePdtIZ8tiRZ8+fbq9BqoOvMli+6IRYUkqI9W1EeOKZc+WRHK+MmzddqGgtBnHp5ezdW3K6/tK57HN+SsVAgeFgP6FgCDnTABpy/qiPlipECgECoFZI7DZjnv33XfbuGmSNsdLdlzqXcbKGid3VyvwghvCmV1MP3v++eeb3SxUGp33n//5n9sbxSsr+9fJl9GVS0HABPkSISLG4kFfDQ+/QxHHGCmjbITi7vAd3NHwC+/n8QihFSRVeEreDE/JEe9KxFUsr31wNvbFMl2ikVlBTKuDZU70c57eyhY/XAzdIOHhIfMozeWIjT0WH7uR0tG2jsa+trwPHX8cWIvJ28KbBK6BbcO8te3Ydy1i9l6LeL1IxoY7zOlyS477MreZRbr3aCcjhHMLmxMkszZy4d1bbdOEktjQMYk0+vTj1p5iVjLWoz0tQDtaKAJavSKgDa5JQOdHCZEAL730UuB7sxn4iAAKTRJLi9Qm6l4KgUJgMRBgDCFgyBQ5P5yHJEzZQZGvdHsEGDgm/hCsZDA5jXwWH9oyjMWEFkLJMiMI1ukVncTYohlD2oR2gKjTDjwjcl22zkh+9tlnN0hpY86rr77a1vO3sMlsXLJsX267PbK1txCYHgLZz/IVeHIOEb1o/W56T1xnKgQKgUVDIO044/+pU6eaPWcsRTzn+Omejb2lf+2+9ugXJsQR0GQ+bJ8PAlpiO/N+fuutt9qyt2BWMjWS7qtu9HkQ0IEHT9HRF5914+tI0x6JOI599lfaHgFk/dF7JoTrOq7jtQinh2gOcmv0xafdODJCtBHUQYCOkKZLnbSJeMZGQJusONSNYSAjm0P/Hx1/oJVtIiMI5zHSOQnpex6M30Q720/bQixfipi8XyEPg3AOYrBNqLTlIA0/+yQ6dNym0AlxbPuQXPNgXWrg6+anhUC0hTZhoQ1G+x3duN7dREAjnr3RcDwmlY5Fe/Ymw+eftGNH2loctwhpoQhoA6mUpYGU8cSQp9AYVM2gW5Z5+iSJZECWKxUCB41Atte8bn9d2600PwTUBVkhUcRlMkWmwCMc+/U1vztd/Ctry/CSYMZw5H1jGel88eLF5unE6IStEB2OSTnt95alJMT8NvHfXLYD9/GvPzY4jfPnGOFeLCsZbww5JQIZ+Zxez7YJs+E5PbvjTpw40Qjofdxa/bQQmBkC+lb2rwzBYT37V/aBmd1AnbgQKAQGi0DKGaXx3mSYRCewLSemySH6gTE3x+rBgraHB4cfTCW6iclxeku+zUVngS3MyX91kXWzh8st5k+QcV/xCI2EpEtPwMNBsvBWvSv0VYRhpdsjgDtBxGZq5NV9gW1gyoNSHArxoYOUbt64cEeSjtZJaMtStLWN1F/e2DijBfefybLbyG3KXHZMW17fFvr/hiez5/eMMgIPuXxPhCFRaktH1/dpT0H2dffEB994S/fPnfew05I9dHO93bJTGzG4jm16mStd0364qxtl1oFrJdZZ7vT6ddxyI6C+TWJIIeODYQ6P+sshB7Vf7STaDPJZh4iPELZjb2g7ts0/9STO/G+mfwcGysw5eL7//vttm4EWEZDeeKnIGIzLuOqjWMuzRkAbTYIzl9PYT8JOWWn+CGT9MIAo6chFirv6qrR7BMhahiNcGZJkMhmc2D4fHjmIaf0D5iYUGUHwRowpZdusO4+c9WF5rymJZaX7zHt1Ptvcr/p3v7IxRZkks2dxjJzhRhzPo7T6815rpX43DwT0J30wxyl9tvSkedREXbMQGBYCxnByJ8d7E//eajXOciaiKyiLgN5fu6CTIJvpMfQUuPsgMtw5BCg//vjjpmvt70oL/Osg5EbXI2yEkBxCScRH9caH48N6zcO1R1Au8CMszK0hVTcI6Vg+EpMX9z/aQnE0T9wg9pvnsPjQcF8vQ3mfENNJih3EA7lXGUmeITFCl2/bYn2cHst5XJLGjo1942ProTSQyofDy1nYDYRzPP/4eJDwcBDKRVvaCM8Rv/X7/aaGc5ybrbMWZKF7PS72NjI6MEcc4g/gi5z+Iu5NyRvahAty2rF+b1lZaZgIqHv9z0cGTVZoz7FphHBuBPTnsYysXpw2srAEtBZEcWE8MZa80v2jH/2oKSxIAK9/87CTEQcIgyRA/LZSIXAQCGif4tumoo1wk61TsnkkKIu0OojauP011BVl3KuJPopDjkjkBqW90s4RIJPJ3WzX8BMiKWU2g+cP//AP27pt+ohsu5IxpBQXWrxaOcnpLPWhvSb3lnEmGbfuM/uhe9UvEcu25bMoHWc/4jnX00PLPueyr1IhsAwI6EP6k76G/NGmsz0vw/3XPRYChcDyIkDnIneM+2SP8o033mjjL7LU20U+Ll/61/7qmE6CcEbmw1woNLG3L1y40Cb/vT38s5/9bLUJaCTdJxcmJEuQeON7H+xGh+MNPWQiEq/SzhGIvtodQ4QGeRU6xPju+9eJ0VgPonN8+cNuFLmRXdaR/gjQIEVHV69EXNp1b8udX3EfR8a9IpIRbgjcIIvHSFykMSIaoXwkvJdz/32PfD3Oc/Psjt95Zr+X14nssd/b3rJ91uNW81jlfpJ2efcDGzgjB8c3HmmYw11IhbF23QjpWP48vFsR0OJzX/6g6z6NvB6eY02M33Hs4xldaXgIsJejD67pl+vtt/UL7VlCPkffbG1psmXu/xeWgO6TD5YpLufPn2+kRxJHvOoQCAbffBV87ojWDQwOAQRbGvoINQo3JVDKcnCgLOADqyN1hexEJqobxExf1izgbS/sLcGQUSkhZn2cMLFUIoCVcNYvYE2O6x8MI6XMOOIJZZ/jbVNP+0nGBJOUSba5V+NGEnBp+Nqfz9AvHS/Z1n/OXN/PvdVvC4GDRECf0p/kbOMHef26ViFQCAwXgb7s4Zzx4YcftrGeMwC9Yb9j/XCRvfXkdJS0hW0l51P/ouNIqdO0lVX8xxNXjGJkqPjE0bbGLU7x3h0ZVhGmnT1T6PU8f5O3H4dXvVAUkpjQ8Vr/GCkaH8gbXQsbKoiv0JTxpxNCdL/EbLvQDv81QjiuPVoniBHPRyJsCG/lyGNEuji4zZM5vJofCE9uoVmSkObl3PT9dTK5FevL63bA5E5iWz6X3WKL7zvFOUyQbDTRWAh9bZICY4v+rRPQLTQIAhqReCPqwQfo0vPbvbb7Wv95FQNDQNsJ3slHWDfaaS80cbajjfY1f3gWloBOaBhPEiWF8mIQRWiY4RVz1Pa+F5vlHIxXfsBNkKo8UAR4lPWJNe0wvTb7yrZlx2UbPtCbrIt9AwH1oJ4Q0JJ1ZGdNEnwDqh1v6BNavI77Kb2a4IyAtg5/MjoJafiT036LgE6yWrmffoOAZoC5FiNXZoi5lvvw5gzCPO+xf9+1vNwIqOOs86HrACnz0gMaHiZ7lP2+u9w1XndfCBQCi4hAfwy3TCdmuxnfLZsU5khkHCaPjNt0gZJNu69NMj3HO3oPHQfOME2s03ZRpn2y+yst6C+QL7z8ghBtXqzh8NBFSI627pabZyvv1gW9/0W6rYZR/EusEFprvbdEha24HqQuTBG+SNEjgfX1dWIXuasu0DfIUwsTKifKdC5Z39a2584EYf3a7frrN4FglnJb8/K0HsQrEpf94bqIch7bGbsZ+RwfY2vey0hosZzbR9riWPcvxnX0nV2n9dva9e/6P2jnWCeO+9s3L4fs7L6Kez0m7EY8g9/x8r4nnlO83+jPzRsd6Q5vxwvF0HDvYWt7pdVFoNVv1PGSVPPXGYMFr5YcMJEXXqH/yU9+0hQY3s/PPfdc9+yzz27EFeP9lobWgj9W3d4SIUCho0BT4LRDoQT+8R//scW3pfTxrMyPllGk+wr4Ej3mSt6qukN4vvfee002CMNw8uTJVpcr+cAL9FAIQUamPiGrC31IFgojvZ7TSLV/P8n1vI7K+EqyzTLDNvcpK60WAuqaHDb2a1vaURrlq/WkO3saOhOCxyRpEjz0JW2/SJ6dYVhHFQKFwHQQII94QJNJHAGM90Ki0aONz3Qy2XKlvSMAP/awsBy+vYGM/td//ddmL5voh706sLwyCfkS4QqEf24EnDjFn4c3NJLxK2EYIkeM30ZSrsxDz+FB4Hl0Er6wOx5vLUaf7u55cFIincNDeoz4p8Mjm6+Ely5PdBMEPogWnrutftQXsjQJ0/6jNMI7ruNaluVDiGLLQdi2ewjP/kZCI6CRz5Fju5jPo4jXvBH7GcGMcG6/i2MR0i2URpwL8ezcC5/ca2DR2m88S5Dr43Hc+9Hw3kb+R75x/P4WA73Fi45JmNFHZ1p/aFgHxiP4VyoEFgiBpSOgGZQyReanP/1pM6TEEqPAIDEoLzzb0rttyMbnArWzlbkV7Q4Bra1R7M6ePdv9z//5P1v70+a+//3vN09LCqBj90ukrQxwC/Ag6sJbFKdPn24kqFdAyY2VUsIXAOfNt5Ckb8piRDSSkPEpp0y3LE2rz+iDSbJtLpHgRUBvrqnlX1fPPN2RrOSvnHW//E+3+yfw/ElA61ewOXHiROt/2R93f9b6RSFQCBQCu0fApKCPEJI9ZJF1BDSClMwmq9lzRUDvHtv+L+DHKYv8p/P6zglnCx7nbBc4275Sui/9URzijJkbpOPo84iLGzxdd2NCmI6FXuiCyKu0dwSi746RuPGRx0Yoc7dEIq97245Dz9jYjpC+dDHqJEjndbK5xYduZHQct06ehtL/9ftBDPOslhtJ7Jq8mNdJadvvjdjJ1hHI7TgEtMqOO0E2S/Yl8TzZsHG+XI0D2uJC/3OLng0BrZ0fjnw04pw/gNiPZTgeuy+If17/QT5fuRxt/6PJI8E6DutuxHHL4ho7ufP6v+IILA0BneREkhZKM+kUGZ6oPlLI0EJsyAbeSoXALBCgNFPctDskJoVato1ngTJJtVlcv865NwTIDPWSsQeV6iply97OWr/aCQIMnj4RWOTvTlCrY/aCAJ1A+5KHTrKSbcYrY5UwHPCY1gTPXuqmflMIFALDRYA8Iocky3QwjhxJOJNTpY/tv33QtRD6ksl2b4N5K0jObX19rG1c9n/RnhoZ5zkQcohoOXT87q7IW3naLvszz+P+G6m7TgTf6fqhe3RfCc2xHhoCIY3w5RmNdG4TBnGurQjo9RjOjXgVfuN4kN7rXs6NcA6v61DyJiQzj+b0ar7TPS3r/oZ7nyxH35lQiQTnuz8LnIOYl3mcN0yCtMbtt99GiYOuVAgsCAJLQ0D38aKgZGZM5SwvEjqNTiE6JGQ0jzs5jdEs++es5UJgKwS0M+2LEW+Z8sxrluKMbPYBNfu0w2yTykqLiUDWp7tTb7xA8nVQsoO8UFYqBAqB5UOAUW187+eVM7R3US0p75KAJttyrNrFaerQQqAQKASmigDZRAfzRqFEz0ZG07HZa+Q2eTVk+T0NwOGHhOYFTfbDNkOepAPGSo4JPD95hPowIU/ZY0FCY+PYZ3g8H5Hr83nTALvO8XUE4MueuhlUUyNBY0O0v0Y4q5/Q1VrdWO4nXsstrnOQqenBbH3DAzrO2cJxqMOqxNaOE2dkvpAjd0eM6LYtyH7xoOU2CRP7b0TejHkf/1ouBA4AgaUkoOFCeWFUGVyRgL/85S+7d999t73WZaD9xS9+0QZc8UVffvnlls0CO96rX0UyHUDrWoFLaGMXLlzozp8/3xRjpPPf/u3fNo9nJDQC02SH4+TyvF/cSk8yhpFDDpABv/71r5tXiLjdQqh897vfbWV65Czu09SdFQKFwGYEEM9e4fZKt/6tzw95whnBg2w4depUK+lGr732WiMiNmNX64VAIVAIHBQCyE9vsf6P//E/GkHqo8FsOfKaPsYZQEhF5ZBl+H7rgy4rFvSf//mfNxuFvfLGG2+0MQD+6iHf3DRerkSKyYzRF59147O/j3jAyLj7u/FTL4VHWniAcwJHWq4Fodnic6zEEy/mQyCM731knXB2i5wHwzu3NbP4p72JC/0N11z1k+SyMg4ZoatyGUHdW58cEPsHmvo4c4Z74PHu5v0Pm9WbEM8fvx8xod/vuqtX2qTM2qefTCZnioQeaINZjMdeagIahAZM2QCKEDS7q0Q224YUfPzxxxt56PUjxFOlQmCnCPAMEDNNW0I287IX9xkhbZ2BT4FLD4Jsjzs9fx13sAhkPbkq2aBeM5SPbekRYrlSIVAILB8CiGceXxXnm913s8k0Yxhc6EcmSVeGaFi+5ll3XAgUAoEA2UQHE76OXWYdAc1BgP0m2VZpfwgg78l9pD7Zb1zkbMERCzltLHCMOlidcQGxGST0l/EBPF7Q7P7wAG0fzNOmrKMCig7YX+O6468DYJ7LOOaWLKyHjcj1jX2TIzb+t7rZXEHr660IEnrz7o0fD20hgEickfrj6NcIfATz1S+6UeQu4kJveD1Hf299YDvshwZfPe9cEFhaAhpaOVgqKSrIwBxgvVZvQDV7bplSkwZpGqf2y9YrDRuBbEtQ0Ja0IyXDPcNtIJwRltqTbJ9jZL/vn2PYaC7202c9qWMGkPolH8TMQ0Bn3ad8WOynqbsrBAqBRECf3UxA2zbURNbRi7zWDhel8apSIVAIFALzRoAsIpMk+nXqYvQxiexyTMrwLNvO+rcjBHJMZAsbDzhi+Rghkh/OxgUlrFM3znJHF1jUg5BvoePHQ/EsicYUOWNDI+B4QLcwHMPVD2ZedQ3aIooPHOebATzPf22fvueDkbIY3LbZJxzHjTjOur6irFQIHCACK8e8psFFkZEMrufOnWuDbX5d2VfgMwwH8tnruvWK1wG2ugW8lHZD0ZWRkDydlYhmHs/akDaVxDOS0m8yL+Aj1S3dAQF1zejxirr+zxvEOoPIOtkhl9FzByBrdyGwQAgY0/VleeiTy8annGSzjITIsWuBqqxupRAoBAaOALlE7z5z5kzTvXnpCsvBe1dKL92Bw7Tnx6fL5hggNOUzzzzTxgNONUlA04kzOXZpk1tveZ2A9lE2MXAjLEdLgUV3KNqV0AWVCoFVQwDxb5JFH+ZgGaFnxnc/EG3+cISkOdbdjLcCRj7yGB+BHLU46TEJ6MOQlQqBA0Rg5QhoSozB9O23324KCwNUPGiEs2Wzvv/xP/7HptiYBabk/OAHP9j4YvABYl+XWhAEKFrIZoY6r2YhGX7605+2EjkptriMgKagKdOIX2olbUHwn9dtqGv1KpyK2KjPPvts961vfavdjnXyQaa4VyoECoHFRwBJYaKZPNdvczJp8e98NncIB+MZWUf/eeKJJ9okW59omM2V66yFQCFQCOwcAUToz3/+8+7NN99sdhldzFtpSnYbIlouh4CdY5pHGgt5Pksw/KM/+qPu1VdfbYT/O++80/3X//pfOyUHG7YNb+jlTkG8hVfn6Pq1jVAD4w/PdCMk2+EIAYGQe+61iA2NiF45GmS5q67ufgoIBPlsgsUkTJTjx6LvP/xMewNgHHGgRx+c7pTdlU+7tY/ORXzosy1UxxQuXKcoBHaMwEpKXsZVvtbFIE3jyzIPR19d5gkk5WtJO0asDlw5BJDImbUdRjtlWDw6BHRmExuVVgcBdW7SgcLNqDGxkOu2aQs1wbA69V1PsvoI5OvGDO7MQyYsyK8MwZFlybXV7wf1hIXAsiFALtHB2G50cG+m0sdSXqWOPmR5vp86Zf9K6YiVhD6vc8v2wzbz0uu+Mfa1pIy21UJwiIVrOZ6zlXnM5Mj6XwisBgLRvFuA7CyF3MiwG9r+sbtjf/QLITnEjratUiFwwAisJAHdxzCVFiVFBrGEXPR6LoPMYHvx4sWm+BiA89XdHIytl8LTR3Q1lrUFExPahTZB8UUwK30UJV9LM2FBGXZ8pdVCYLNsUM8mHXgMahNkAA+cSoXAoiKgnZJb2rJxqk+6Wh/a+OWZGdhpXFse+video82TOfJsQ4uZJy3w4aO0aL277qvQmAoCNxOHyO3vNlCnpNZlfaOAFmfGZbGSmT/o48+2vQF+gRP6NWyedbJNh7R0lpQH2JCN0/vIN8CkxaOo3i4CT71f3URGIX8RDp7E+BI9IF4G6A7Fh99HcXbAGJBC8nR+I7eBM7qolFPNkcEVp6Ahq2BNMlmxtdvf/vb9mo9w4tSg2T0ehJvaIOwrwXbZ2AWK0tZBtocW+mUL609qPNTp041chkRfeHChZYpXsjn3//+963UXngIIHoqrR4C2gLDh9fNRx991P3rv/5r9/777zc58N3vfrfJB/2/UiGwaAiQSeSVV5a1X8a5CRNhYxDPQxy/GNRe19anLZPlQyYs4ED3keCAXDh9+nRbhhO9R+gh7aVSIVAIFALzRGCzPvYv//IvLUSaWNAvvfRSy8a5SvtDwEQ1/YC+wOb93ve+18Izcb4QvlKmW6xMCj1/JOSAJOTGsfCEvvJJN14LxplnqG1HkXA1uTEBqf6vJALr5PP4ngejvYdzVXhC3zQhFXGhu+sRIz0mZdYuvjeJl+4jhaE/BoO2Xq4kIvVQc0RgECM5I4yxjkRGPL711lvNAEuDnccr8plBlkqO2NBpzDvOgF1pNRDQFpKATm8whHOSzl77E3ZDyXh3fBrxq4FAPUUiwOCREHjqHAGNlBErlTx44YUXGgmdx1dZCCwKAuQSQvE3v/lNI1qNYQ8//HDLxq4hjl9IVpPK6Qlu8rAI6MkYRv9BKiCgtR040XN8lLkI6EXp1XUfhcBwEejrYxwCfL/HhCp9DGHqw3nWK+0dAeOA8dG4aBm5//3vf7+NDb6HYmzw4fXVIqDD/v8yYt9eC+/OeGYfJLzx2ceT5SNBviGhj3jbsQjovbes+uXCI6Dtx4cIu3sfmng5B+E8DvJ5fDwmX7wRID70px91o5ABLX50I5/r7e+Fr9clvcGVJ6CRz5lymVeUZBDm/cpwp9wgnLyKZEB2rFfyGWgGZAZaf9DO3xvAM/WXc1uVB4tA1rGrUmZTobUdiWwdsSwOOAU3XzcThoUXtLbhONuV/fMd7JPU1WaNQL9u9fGceFD3Jp20EcsMHn2bjBgymTXr+qjzb49AtlVlhgQyacJINIGqrXprxxhlAkU71YZT/m1/5tXak/00+7M+O+Rxud9u1LQxDSmvrViGDazyuCFjtVo9oZ6mEFguBFIGueuU33R0TiLGM3KL4wibjZxik5U+trc6hp9MR2D/etPXmAD3dL6i+/b1jb1daUF+hQfwAUJenZIQBEFCd9fCE3rCtJWXZwOm/q08AiFL20QLn0phN47GhJ6+EfpgCITJRExwJO1tAP3lemT9p1IhMGUEVp6Avh1eBlcGOkNeSZnxCtKZM2eaQc+DjJGmNEgz7A3SBm3HpqdVDuaM/0rzQyDrM0v1SllVt+oRSYO8SQL63LlzTaGl4NrnePv7Bvn8nqaufJAIZJtJUka74RGtjWgT+jwvHHKgjJ6DrJm6FvklS9onLyUyjDGOfGakk1/GKWNSEtR+o13LQ0nGYn1UgpVl2ypNEDC2IXLoKsY7skxbsl2yXvJtglX9LwQKgfkgkPoY2UR+09F9n8PYl/qYUInlFLD/+iHvc8zkbMEJC7a2G0PZxOohdZD9X3EBzhC60eiLCDESz9hi3n4Vk7APBAG3FjZ8Uxf8i1yqwwJUVt3CzBCgG+Ot7oo3AJDRQTiP74vwHIfW+0XYvqPLQUY3E8IkTt7JxkJuqLIQ2DUCgyegDayMeIMto8xg65Vms+uUG7PBSt7RJ0+ebDkJaeE6LCOn/BY5Xcburtvg1H5AQUpjmnGdXs2WKbA///nPN4hmBKNYv0k424/QYYg7T5I3U7u5OtFCI8DgoWxnzFjt4J//+Z9bm0Dqyf/pP/2nppiTB5UKgYNAINslOWUZ0fx3f/d3bczi/ay9Zjs1Vhl/GJDaqLxSRuMOADcOC0PiuY3NSAvbKk0QMBZ6rZ2uQqaJ//zHf/zHG0Q9vUcuPaZaTCFQCMwLAWMdXZ4TANuMvi4etHGQ3GKP/emf/ml7W7X0sb3XUpLPOWZysqJX2E7XsPzjH/+4TXKrj5VJNyLcwPl3IvatD7FFCIL7IiTBoyeCeEM6y4hoekMx0CtT5/Ug30TABIzQM3dFP+CocjzsjJPx5nd7OyDeNLlyeRI7Xfx0+32ksOVvnqq2FAK7RWDwBDRDlVHG4JIpOoxWAzBDjKKjpPTYZoC2Tel3lJ8y1nbb7GZ3POJQpqh6hUxdIpYpUu+++25TpNSx/TzBkI6UXe3A7yxLWc7uTuvMi4aAOtcu9Oe+xw1F3CuK+vvQCL1Fq6Mh3o92mbKJEcgLjGc+8pmMM2lKpjnOujbseG11aHJM301vrvKA/mZv0SaMiSbNybP7779/o73AzvZKhUAhUAjMEwHjFlllvNusj9HlTbbaN7TxbRZ1kiS0c9Mb0gM63/hdyQnJaFvNAxrRdj3iQkdc3HHYgtHoJgQ0Yq6451k0tzrnQiEQjdwHODlpoD7iDYDxveEB/VX0CX1DH1iL/e3jnAjoCT+yUI9QN7O0CAze2qDAbKXEpDFGCWKUGZi96sxbGqHJgwgJQBkyQCdJzdvKb5W5bL0/iBvw5Uo7Q0AdZLKcpLF6Uy/WczsCxjoCEVHDC1p92c6bAunM8HZMejznuascNgIpB7JdaUPajHZim76vH1PMyQQTUdmP9XG5UiGwXwTIspzsIN/ILtky8hDhnPHrtVHHMsYz5zoi2rmyXe/3vpbl99knlfopQtp4nf0ajkPDJOtOe9BOjH/0E/qLMZLsghVC2mS7ZSmxzN9XWQgUAoXAQSBARqecNpaRVfQxk63kGMcAISPIMnKq3kDde62knCf3Ycrhwrhp3XhA/zBe5PihXOoUbavjBS32LbX9epBtX35uwJvk+DBbd5gXdOn0S13PdfO3R6A1b/8iK8bR5oWwE4JDX0BE+0ChfiAetHUTNhlLXT+qVAjsEYHBE9C3wy0HWwoORUhsaMY9r2dEFALaIG1Z+fjjj7flHLTTe9rx+Vq0Qdy6nIP+7e5h6PvgDn91IVNEGcxIhFRKKabqRUYSKtOTHeGcxAzlFWGT50vldugY1/N/EwHti4eppH8zdv7hH/6hvd5PQUfUvP76642MRt7o13KR0N/EsrbsHAEyzoSH8EBK8sqysYZMs/72229vTKSRgdqq5LeO0W4Z48ahIZOtxld91+vFcCL3GdI5Buy8VlbryGwTxkmTGf/4j//Y5Bm59uKLL7ZsGX7aUOkpq1X/9TSFwLIhQGbR5SW2k2XjoDFSqCVOAcIJkfeV9o4A/JDPbCNjpgnvb33rW02fMHbSL+gibKrlTuNudCM8nsdBsiHXvvi0G108FeTb8VD4j3bj+x/tuvuDHlmbfE9iuZ+17r4Q2CECPJ0PRx84FGEmxYUOVvrmiReCdI6PdV6Pt1EuhbPCpQ/acgiJ2C0kR5HQO0S3DtuEQBHQmwDJVQMwg95Ai1RSMtguXLjQ1m1LEpmRRgH6VgzUiOgko320jCFnn3Mp7ZNKUUqk71wmyYJAQB6cPXt2g2TOOM9JLLz33nvtmCSdlWlwU1bVg7rNfOer1xFDREBbQzprb/o6Qg/BrD/zCDlx4kQnBnySzmSB5UqFwH4QIKvIKTKOkW3SzDcJZBNt2qXtZCJZJvuNZNkYhYDOccjxZN0QU47RGd8SNpISLkNN2kuOgzzpEdDk1yOPPNJknQ9Q0U/Is5JpQ20l9dyFwOIgQF4jQ42BJsQsv/XWW00/4+gjJAedrOyq/dUZW9Z4ScelN9A/nn/++ab/0ivoxGzglUgI6Js8OyMch7+L7wXpFhMYx+4J4vmubnxPxIUWI7pSITAUBMLWbQQ0myH6xTgmYMYnnp+8LRBvCKzhnK/ExzvZHGJB32RbDNO+GEqTmOVzFgF9G3Q3k5TbGa0GbcQURQhRldm2NP4RoYy8vvF3m0vXrnUEsg6yTIIGiYCooRBRkiimMkJa2SetGduVCoHdIKC96e/Z57U77Uyb4wViMsk+bYtBlO0T6VWpENgPAtqaNmZSjdGn3ZFrZJ32ZixJArF/HW3Qb8k+x2T77B8zpGV9Ud9ExhuTJWP1kPuoNiJlaRzlBQ0Xydip3aQ8y3LImDVg6l8hUAjMDQHjnWxskxDNxkfyimwi41Omze0mV+DCsIRtEvnw5mEu0y3oFSvxRsz6OBiNZlJryGghOBDQdPivwsM7961AvdYjFAI7QoD52uI9Rxm6czDMEYIjJmSi77cUHJY40a2PxKRNpUJgPwgUAb0f9NZ/S/GhHKWHlXWKUXqqGcQZwBQmJDSi2gxzek8qDepp5CkzpxdS7usP/pYX2UMJJplgkmSe5cyOyeUsbaPsSMo0iuHII5XXFqxlpEx6PyNtHJ/nyTLvocpCYK8IaEvan/5GCdcOMxRMfwIqCS4KfPbZvV6zfre6CGhP2pFE3mlbMpmGcJZ5eRlDTHqQa5tl5VboOM55ZedznSEnY2QS0LDI/jlkTPrPDpMcl7UZEx4IabjRVbyOrbSeuf/7Wi4ECoFC4KARMBbmBK1rk1HGTqWUNlVbqX97RoDMTw9zy3A3nqZuYT31kj1fZN4/pCLRk5DQ0lcxyRHhBrqrEXYA2RbP7SOFrZwcLABGjgAAQABJREFUUf8LgYEgECRzvtlrckZ4Dm8IZH+5fmXSb6xLWU7W6n8hcFsEioC+LTw722kARhKcOnVqw0jzehhlKAlkg7ZlBjDvSdk6okqoDsfaJyOnDfa2ebUs40fb5jxKx4lDK1tetMSwpRAmccK49VFAxq5tyGKZImMfokUpI/col46VxRzLc/ktrFPxsd1vbJfzOPsrFQLTQkDbQjhn39OWtVn9UX995ZVXWtZf9W2vgyodX6kQ6COQ48W7777b5B9ZZ+yQc0JNKCHbyTalrA2Sq/JWiaxEXBsPTNo5jowdqiw0vvLc+va3v92IVdjCEMFqDBl60i6MvyZ0TZZpM9rbm2++2XQO37T4kz/5k/Zti4yzmnrL0LGr5y8ECoH5IUB+v/HGG82xx5umTz31VPf000+38BGLbhvND7XdX5nc/9M//dMNPeT06dPNHjNmGDuMGbLlpU1CCYTH85rYtryfr1yOoAIR+/ZafJjQB9iCcBs/8vR6aI4Ks7e09Vw3vjsE9IVDwS3dHaFo2BzH7o9vFMZb/A8+Fm8LRGjK6CejM2+2sk3Y6Ec8prexT3Z38Tp6CAgsHnO5hKgz9Bm2GS/WIyCe5PSCzJJyxIjjEZ0ENKPPun0IaSSWfcgtRqJl+53PdZTIaefZjoxYBBjda2bPCB+lbUmqUFyQJBQaJQIZUcATyz7Zxx8pnH4neeZ8btuSYMntuS+PbT+qf4XAPhDQprRd/VibRPYhCfVNE0Tyk08+uTEZpF322+E+Ll0/XTEEtAvtgzwk78g6cRUR0ryeyToTHErtLGVctqcsN8OShCI56rc5Gbfd8Zt/v4rr+meGwoKjcTPH4lV83t0+k7aRcs0ycl6bS7Je28xJbthVKgQKgUJg3ggY64yVbCZjHfvIeMomYkMhToc87k2rfoyfvg0A79RXYGuZHUrXWInxNMa+7np8IwLpJrTA1fDs/NJHyGO7TaE7RIOaFqx1nkJgORAQjoPns6Yfy2MTMlaORGz06BcjHyocCcnB0Sq2VxdZjnpdkLssAnpKFUHZYeDeKRnQGXhILMuMOsaedYoThcrAbh8CAQlNucrjGYv22Z7Hb2UYUgr6ikF/+U73uNP9qeBl6Xe5TGGhGMLE81JUGLNbEdBJOivtN6MOE7/Ldb/fCb47vfdZHQdn9SOrx1ngPqt7r/Nuj4B23W/bjtROs67TE0S/lEywqHt9NPtztgXrlVYTgWwjno4MlCXbybMss72QaynvcuLNNrJzLzKPjCQzZWOG67tm3le2wXZTK/7Ps+pr+mSOQcbXIWFwpyrOdqHUdozBZBfcso0qU4blJLnzkm2F5Z0Qrv2FQCEwbQTIK2McuU42GS+Romwl8p4cI8/IK6nk1N5qAG5pX9IlEPxCctBN4K+Ev9wfS/Z2tTn+KtpTS8rmER0e3VfDAzo+Rtgh2W76YGHY92vYaPo79m3yk/pfCKwsAq2Nr7f1JKORz/rIkfiuio90yvrNjegztmdfWllQ6sGmhUAR0NNCcofnMUgbyClOSU4w+KwjsyhMthvQDfyUKIM8pcq2JLTs++CDD9rr/7b1E6VB7huI1v1+WslzyO47l923ZckyJVCZhi0vP8fnM3kuJAlFJkNwWIdHktd9EmVa9z6r82Sd8RDgdUdZU6ewr7RaCGTbz3Yu9AFPfUYQBV0/Vuq32oKcbSH78GohUk+jTaQMzHZBxqUMzIlGMk07EXKDjLTsDRCldfIwz7MbVLNNOkdm8jZlLvk0JFnkWfVDIXKUxp18k2g3uA7lWO0HRtqn9oN4JtOs84J++OGHmzcc3YMsEx+6r2MMBad6zkKgEJgvAmRV5rQv3n///WYr0b/JKG+Skvtp+wxp7JtF7dAf6LPCnaQXND2F3iJZTntwFtc/sHMi0SIG9CjCDGCZx+HhOfoyQpqxnw8HGR1hCFouu+7AqqQutAAIaO9ioouHfteEgB7f++BkIiYma0ZffBZvDXhTwL2ayFkvF+DW6xYWE4EioA+4XihNSTKkQsQz2HKu57KSoZfE1Vb7tyIVHEcB8+qU3zomz2N5GomygShBqigpgUl0pGKY18l1+6Vc75d+319PAsY2+6wvemKMP/roo92LL77Y4tGphzLQF73Wdn9/2SYRNOrYhAkC8f/8n//T+h3CSxtQImlefvnllq3rh4gc/TP78+7voH6xiAiQUQhn8soEGoNY/Pr0zvrZz37WJtqSHM6Y+H6H5JMt9/NunpN8JY+1S0YhI9HEXnqwanNDanf6mkmgP/iDP2h1oj6Q/jCo9E0EtDuyTNvxersJY3gZwxDQzz//fPfCCy80TE2oiQ9NltlfqRAoBAqBg0TAeEmHMt6ePXu2+5u/+Zsm29k9f/RHf9TGP/djHDDxqKy0dwSMm75t8ld/9VfN1hOu6e///u+7H//4x+37KOqDvpF6zN6vNOdfxkcIR5c/6EaffdwI5/HdDwT5HPcUZXc8PsB23yPd+N5HgowrPWLONVWXP0gEeEAfuTv6RHg+Hwtnw+PRL47FutA1Vz7t1t5/u1s7906Q0J8jeSZvDSgrFQLbIFAE9DbAzGoz8krK0jIFapoJyUxZoAjwALCuzOVpXIuxinhGvCmTfFbaN9QEY14CcqXVRUD/zT6s/+pryBv1rz+ICW2bZLvlzRMwRUCvTvvI9pAlGYhoVvcIaCSwN1Z4yiOptRHr2SamgYRra4uya2tzlvOeshxSuzP2IR/Uh1L/HNLz76ZdZfvwG3hlW4Kh9mQyzWS546RsW22l/hUChUAhcEAIpAzK0niaMaERzSbRjK0p07Is2b/3CoKd8dM4YHyQTUSyNW23vhL4Gt9uhLOUzBtaiIFrQbIdjiwebuhUsWPvQNYvC4FlRGAjHEfGfI6+cTQmZHhER9/v7gpimod0yIlKhcBOECgCeicoLeExFK4kNygF01bAKBuUvlRE8vzKISXYZmao5/KQMNjuWbNNIMK0lT4htt1vVmG7PoGwSc/X9Ca0TlGXTFAwlLQXy9lu7M/tq4DFKjyD+sxkuW/YIuGs53aEs3UGMIJZ3Wc7SFLYfr+bdXIN94E07BOxQ/EEI39gQO5k/cDc8+tn9ts+tDFrJ+0uZXeWcDRxoi3BTObBD1sEhPalJMcsJ8Y5JpZM2wnqy3mMtpFZeyDn5CEmz53yPTEZIg4H/czkFNwluqZxmDcumeQNDfJKSR5V2hsCMNam++MpPOmvJnellcM3nrnFfkZA3/VFkGtBsB2PZeS0+NC4Np6hMe5VKgSGhUC0+UPR9sfRJ0zMcLo7FoS0JF761QjJ0SZx1jkhfalSIdBDoAjoHhirspiKAiUsDUBlLk/jOVPhS4V7iIZ8GttpgFPEEBu2V5p4+TMKGAI8PymvGRN3VfHRD/QJ5COyBgGpH4qlqn0wgk6ePLnxtXaK+5NPPrnhRcJzOmMXripGy/RcKefUq8z4unjx4oYhxrNZVudZ70rtXN3LDGLZ75DRSVA436ySvoZ8fu+99xrBKoSCLAzMUEImqDtZnSnJIZgLTSI0B4zUh9L+Sl9HACawgRmcMmSM8Y7csi094Mi2J554oo1/2hcvObIsCSB4215j49cxXua1bB/aAd3SJINxXugW24aYjPky2QsDY0HJltm2hGyHfXvn7bffbjqWEEFk1NNPP93KdACY7R2t5tnhLOd4qp3r80KeSPQgYyxdZ5a6zYGiGx7QoyCfx5fOd6Mrl4J8vq8bcyI5HqEH8qOEh2O5eX4e6J3VxQqB+SJgMu/w8SChhaI51I0fPNHdpEabrPnqaoTjeDtI6Iij7gOeTb8Oe6eV873tuvriIFAE9OLUxdTupK+QpcGnzOVpXch1KBqpmEzrvMt0HoYX45siVgT012tOu0C2iUuLiMv2sjLK6dcft615Nkan+Hg56SM+IfIl24o4qj5QicRBCr766qsb6/oog6kMpS3AndMmBhciTltGLKjPJJmRyggXxm8SvsoknZVJcObkS8pL5aySdogAEcNXqZ0xFGVyaigpMVYymNWF59fH1Gsay3ncUHDZ6XPCi0zSdrVzBKN1490777yzQTgjmL/zne80mUa2mWR75plnGs7knFyTsztFfXmOSzmjTchJQJOHQ0yeux+HX78p2TLblgBfcgr22qBlBLQx2rhnMszYrRzK5OusEM+2rKRXGAeQ/GS7yUaOFupgZRJGLWLcrn1ygXt3I6BvRtzb8X0PxSPGvnj+7lDoU/Y1d+iVefJ6kEJgewT0cZMuCGh2TJDQrJnxsVi/EaEnIw706OML3Sjiqbf9HfJ5dg43299o7VlkBIqAXuTa2ce9pVK2j1PUT3eAAGWL4kURy3IHPxvMIQzUJHqG8tBJQm/1vMgvHpgIMKQMAxVZbRviBpHDS5XBpG1tl50bod1X9q1X2h4B9ZKJfExjyjZGq9TfbtlvGLbqQztGLot7nwQ0T/ckoB3HS1SZpLXz9q/bLnIA/9y7e0CGkE2IVm0l5dQB3MLCXQIBrd6k7Dv9/rNwNzznG8r+kaW2TF5J8NMXlEgdMsvkBplGlqWM029gTrZpj9pfyjTnyeV+PfTlWO537Oa0eV//HJuPndY6LBIP5+wv3+4ajksZs/k4+9x7nkuZy1sd29+Xy+l1u901Np9nGuuuTbaRLepVvfW9IKdxjWU7B1JOv9Dm4aLNZx0t27Ms0/3CONs+3PUHepVlMsjEiGPo6JWmgwBstXO4pizOcjpXWISzBK3G0/naesi0UVAmX4ZXpw+tCb1xKNaP3hfHBBlH/8a9j+PfCnHwi1ALdQ8LiEDoLNHxb93YEWF4op+wpfSFo0FGXwt90TH60PXIISsqFQKJQBHQiUSVhcAuEaBsMbyQiozwLPsG9C5PWYevOAKU9SRx0jhFWmo7yBvGEgMWYaMdZamdaWM8TWzX9pDYuay03/ZK30QAUZJ4qwPLsLbMcLWudJzt1i3bhsTNbQgGXj6ML5mRy7vfdvWav3PezN+8m9lvyedliGsT7tU29zhUIxw5hojIelKnMFFPlXaHQLZtZbY1r1/Dtt/GENHkmj6kJMcya5fklu19OZae0vb3j+3foX2O68s8x9o+q+RZ+3Ijn115u2Q/OUJGwKqf8rdZ2q9dyrktj7cuu4fcp/QbY8a7777bStc6iOTa7lO/ck9kjMm4rNODuIdFu4a2T8bABDmnXjbX+aLd86rdT/YR2Etkwrlz59rEMJlRaToI6O9kPv0H1nSN1H+mc4UFPAsvzqtfdKNPPwlCLbw7I/bt+Pj9kxvlERrjWYsNXQz0AlZe3dLMEKB3af8+SChO+l1Hu/G9D8ZyXDHeINBXRpevBQHtDuLfhsq0sTCzW6sTLy4CNRovbt3UnS04AgwtZM7jjz/ejGgeYDxYGcKVCoGtEGCwC9ugjWg/DCIhHZJoSc9B7QoxI66qUs740EgX2WvuticRI3Z0tb1vop5ECRIMOaMOLDOYGFFpSCmRBvYxrJJsYrza7rd9IgmxYLvf5b48bt6kg/tBgvz2t79tbUW70Ga0K+1uiCnJsvRoV0e2aR+Vdo8A7JA7Sn1FW9O2tLXf/OY3G7KJfDKRppTTQzrbpBj4JuByP29q++SUfZb7ybGO84q9Zffh2M3H9X+z3+XsU+SDZ87+f6e+7neISXKerOgnbS/boRKOyJxso5uPtR/B6Zx+q5Tdj99keKD+72a17H49F+Ib7ur+nQjLoh6GKmNg0m8f6kWudHAIwFsdmPDRLo17p0+fbuUsJ6gO7gkX40raOnlGJpFBSjqH5ZVNQaaNPj7Xjb6MD6zxfo6Prt08HOEH7gmyLcq27fgDE6/PlQWhHqwQ2IQAAvpwhKLxMUL69JEIU/PMK92YB3Tk0ZXL3Ug8aNl+EzktbzpPrQ4KgSKgB1Xd9bDTRoChxeBiYCspu6XkThvl1Tkf0oDRnm1EiTiQtCXtJ4lCRA1CM0lpy5R8ZI386KOPtvMwBCrdHgG4J1GsTI8dRipceTIrrVsWZiONKx7Ptqdh5VyyZFvin9tzn/39ZesHlVw3DXHtSjvr54O6j0W6DkzUl2x5XnWzSJjs9V4Suyz1AZM22ca0uWx3SCATH0pksUla2bLtzmH8TNmn39nneG95aMeW+8nvZPIwr9nfP4tl9+l65Ld79MyWlYnDVtd1/+QN72AyZnPSHp1P6fzIs/Qm7B/rOo4T9sc5XVMp2yc7v/IgUl4f6ZR14L6z3g/iHhbtGjDpyxfrB1Ufi4bFvO4H5vqJvpRtUbvMNjqv+1q168K5n1MG2bayKUizUXhAd18FyR5jXDS0SZiBoyHX8+WbVX7+la3YerD9IbDuAc37WfeP8DTNAzo+RjgJwxHb1oJuFLameUCvsIzYH5CD+nUR0IOq7nrYaSJAoWUYM56RhGlE2z7kRPmnhDKGLVe6hQBcGKj9xFCStJskXpAxiAVEKJIjiQ5KPuIFAY2ckZO4cR7tMQ2tftnf7lruI9up3+fy5tKx80ye13NtNmpyPY1765ndr+UkafIcsEyyB8mTIQO0035cZx6GXitNI5bxmvjPE4vdXttzJz67/W0dXwjcCYHsg46zvF1bQwKRMUryTR/UN5OA5smck7e2pRwjs0zOGVst95Pz6ZMmhvLczpFyrn/stJbdF7mQssHzJuHbx2Lz9TwvAhpxvHk8TNxsdz7XIG9kGPWT/Y5LD1u/dYzz3+76/XNMe9l1Xb9SIbAoCGiT2R+qbS5KrazIfUTb6m6EXPZxQnaesANffBqez1GKgcsL9FjEhJaaGRj/kG7DNgkneNT/1UUg27ontKzNh43aHYrSRA0i+vi9sT12igdtXWgOy5J+VWlwCBQBPbgqrweeFgLIOsavr2vn68BbGcvTut4ynIfCn96jjOgk/Zbh3hfhHvskDtKCNy7CQTuzjHBGsiBqTp061bZbtz/DvyB6ENSI6jxWu/Qb+zJrv/b7XZI42aaTiJ4nJkm4IIQ3kzFJfCCotDnHZpn7tD+ETu6DZy4jrhBYzusY60rrjpOdT7YtDdp54lHXLgSWFQH9SB+Ss2+RQ+SPPkk2WZYRySmjyCVyzHo/5XEmfS335dasZJdnICfkfB4y406ywfMhjreSY57J7/M8zpsTt5b7yXG2OdY5rd/p2v3f13IhUAgUAoXAPhEIuds+toZpE5Lj4umIb/tRI5/HQbKNj9wTZHSQb8YsMXEPRWiO5vm5z+vWzwuBZUFAez8cHyHU9u/y4ddRd/PEC9Ff4u2B6/FB9EsXI3/QlkOJid1CchQJvSzVO637LAJ6WkjWeQaHQBq9Dz/8cCf+LiIP0bfZWB4SMAxkpDOSoQjo3dc8YkFOogHZoJ3JiBZtK9eTULZuexI3tqd3NPJG1kaTkEbqyH6nFMMcYe38SewsQhuGgXaEaEfK9BOMbEPqKB2bZHISOu+//34jme2TkrSxbJt1SZnZb/vL1h1bRE+Dqv4VArtGIPtQ9jf91OSPRAZ5EyGXrZNB/XXb5M2JjOofm/u3Ojb37adM2aDM7HyW75Q8e5LMWx2b58jzOj639Y+3LeXZVvv7x9ZyIVAIFAKFwBQRaLKevI/xSBGenGsXTgfRFlRKeD+P732ou/HoU7EvSGjj2OG7g4gOErpSITAkBOhrCGj9hS6zFn3jxPNheMXbvl9+3q3F5tGViKPONhML2hsFt75MOCSkBv2sRUAPuvrr4feDQBrGiL2+x+msDOD93OtB/ZZRzNBGCsq3M7oP6p6W5Tp9QiGXk2y43TNob8gY7VCJgOaRL9uGmJbyFfX0KvQ7+5HVrpNeiHm+213zIPYhqngb8gBPwiqvi6DRvjJ2c5LPSvt4HPogl9/tBMM8b5WFQCEwXQRSlmWpf/aTflypECgECoFCoBBYCgQaER13KoTAtfiwGo9P5Fro091XUSLWpLu+PtZNNtb/QmDFEeAvkF7/YZNGR4kQHDEpk/1CPxG+pjkWOLjSEBEoAnqItV7PvGcEklxOkq7vbcr7GaGXx+z5Ikv8QyRDkoHIZ8tJPCzxYy30rcM3M3JHhjsSNlO+Nq69ykifJKu9xt73gOZ1bN+8E+LYvSCg+8/ivpJk9lz2eV7Zb+zLiY9qe/Ouxbp+IVAIFAKFQCFQCBQCK4hAI6Mnnp6hhDYPz/aUwm+MgmK5K8JxSMi2zJMt9b8QGAgC0fbX32zr7op+wTv6WBDS+o6Y6tdjEkfZ+lJAkuVA0BnqYxYBPdSar+feMwI8SBF0COdHH320e/3117snn3xyY1t6nO75Akv8QyTgxYsXWxgOITgs21ZptgggWhGxJj+Qr5YRtzlRcvr06Q1SWdvNSRLL6Tltm5yvtc/2ju98ds+EUEYyI5U3pySac5+yvwyDIqA3o1brhUAhUAgUAoVAIVAIFAL7QkDkgJvsmyDYwht69OlX3aFf/2RCtgXBdvPxk934sWcnH2ATpuNofIhNiYiuVAgMAQFtXZu/+6EJsXzs/m4csaFvPPhYTNZciVAcYaeeebOV4kO3kBw8pouEXvnWUQT0yldxPeA0EUiSTom8Q0b7CKEYuxLyzvahpiRChT6QiwQ8mJaQRKtS20xy1rLUD2GR2/LOknDO7XmO3D+vMp/Js/y/9u7sR24zvRcwS9YuWYs9skeaxc7MZE6SA08wuQpyn1znjw0C5CJAcp0NyEwczElm8W5r3zfLrvP+vupPKsutlmSpqe7+HsIUWSSrWHzIMtC/eutln19/L33Z49Nsk2V9XH+OeQIECBAgQIAAAQIvJlAJdELo9k/NVBa9uHFldQPCFIS8fnpaVp/o6UFuxJbNvl1IsVrhXwJ7WCDtOFL5nM9Kzedmne1BbtZZf6IucqPCRVpyJDvpn6k97OHQmsBLD6ATYjw+JuDoy0Z372FJPHpAkpCuV+6N7rMbjj+hc67pVI5mzOOMhpVAr8DNdZ15wzwC/f8tfbq+V32Q1zXMEyBAgAABAgQIEHgJAqnYzC/1HlQVZwo/0oLjfoXP9+uGuwnYsv5gEuoK2V5L0JYx6dtL2LeXILCTBdo1vnGt9zA64XO+kDlY9yiqG3i2MZ+R9FLP8swb9rTASw+g+0+6E8z1atATJ060vqMJXQ2r/qU9cE5AlzYF6cnalzHauQK5vo8fP96C59zkLfMjVzw/fqYSfj4eQG8WiD7+PI8JECBAgAABAgQIECCwKwValXNlHdWaY3GvWgzcuFo9buumhBW4pfVAC6HTkiAB9b4a5SK78jR7099RINd7bkCY6z836awAenn81OqLmHt3p8Wdm/WT3fq8tPy5/unT77g7T9u5Ai89gE4l6FtvvTW9/fbbU3rh5gZXv/jFL6YeQu9cinneWULmBHQZM3/t2rXp7/7u76YvvviihdDzvAt7+a4CuVnbn/7pn7a2Gwmg0/s5ywwrgVTaXr58uV3P6QGdPsSqb10dBAgQIECAAAECBAjsSYGEz19vVG7evTktPvv99NrFT6u6s0K2Y9X79oc/bdPp0NHqiXtqWtbYQug9ieGgCGwikArog3X912diOlztFY+cnJaH6/GX9WuB2zemfZ//ftr32R9WN/NMFXR6rKuG3gRy9y966QF0qpz379//MHw+duxYC+tOnjzZqkZ3P9mLHUFC57QmWG+7kdBeFe2Luc717Fzf/YuVfLmSeZX9j/RT7ZybDq6PKqAf+ZgjQIAAAQIECBAgQGCPCfSwrG5KOKX/81cVoKWtQNpupCXHgWrRkerPrO/b7jECh0PgiQKtEUL987Dnc31pc+jYxmei5vdXMJ0Kab8MeCLhXlnx0gPowCRwStVjxgSuCaRTJZq2HKMP8UjYnPYkmU+IGZ88zhi7Po5utROOv4fLmWbMuTp69GhrvZH2Gzl/vjx4dKZy7SZ87l+yZD7LDAQIECBAgAABAgQIENjzAr19QKqiE0S3ftAVuySEO3CkKkErkE6PgYRt+2r5wDew3/PXggN8gkBd+/lyZlmhc25UmF+UH65AOkO+pLlXLTny2ek5Qp+utvDvLhZ46QF0wqa0l7hz504LnhI6nzp1qrXlSLXo6EN8ejif+QSYaU+StgUJpDMmvBPa7YwrJaFzvhhI8JygOaHzu+++O507d67Npw2HGxA+Ole5ftNWJtdzWnDk/wNZZiBAgAABAgQIECBAgMCeF+g3U6sK6MXd29Py0qfT4voqYFvWfZ8WVaTXbsKW4rPjb1QQXUV6CaMNBEYRyJcu+TIm/dGn+hycOrvqYpNfC9QvCPZVG5upeqk/asVReYIQek9cHS89gE7YlAD67t27LXhKC46030hf6FSOjj6sB8uZT2V4QszYJJhOxWj8DDtDoFc95zwliE4A/c4777Qx8/mCRQD96Fzl85/g+cqVK23ae50/2sIcAQIECBAgQIAAAQIE9qBAQrKWJaf6uf6mX3417asAulU5Vw/or+vv/WXC5kMVvh2o8O3w65W/pTq6KkENBEYQyPWfdhsJoPN5qRC6/q2e0PU4n5m7t6bFlfPT4kE+P1mT8FlB2165NF56AB2YBKkJnhLeZZqALgFeRsM3BVIBnfA50x4+375d3/YYdoRAruGEzPkiJVXQ+bIgY6rWsyyh9OgtOPJFSv9ipX/2teDYEZevN0GAAAECBAgQIECAwJwCLTTLDhNCV3CWVgIbD6e6SeF058aqzcCDykZyE7a04XittmvBXMLo1eb+JbBnBXKtZ+zDwXRKqF8G5NcBqY7OFzRpXZNt0pLjyxoffq76k0x3o8BLD6B7GJVKyIRRmfZluxFou99zwssEmqdPn24BZ1oWXL16dbt36/WfUaBXPZ85c6Z9gfLmm29+q2/3M77Untwsn+3+xUnmc/0mfM4XTxnz/4AsNxAgQIAAAQIECBAgQGBYgariXCRUu10BdKo7DxyaFjevTMsHuUFhQuj90/LoyQrdKoAzEBhFoH3xUhXRuUlnfgmw/1C1pjlV8wWQL2hS2Hq9PiMtUqh/HkYLD2dGkdoTx7ktAfS96m108+bNhzdsSwhl2FwgVeF/8id/Mr3xxhutZcGlS5em8+fPtxBv82dYOqdAKtN/8pOfTO+9917rZZ6q57fffrt9aZDK/lRIZxx1yGc7LTeuX7/eguhcu+kBfevWrYf9nwXQo14djpsAAQIECBAgQIAAgSaQ0Pn6peoLXVXQrQVBtR5In9vWjqOqoY9UO44f/99Vf2hkBEYRSJZSX8a0mxGmcO3g0Wn5w/8zLfNlTY2L29enRT4nGbO+9VhPW45RgPbWcW5LAJ3ASQX0s10ovQI61aJp8ZDq0dFbOjyb3DxbrVdAp/o5N9LMmHOVdaMP+aynAjo933MNpwK6Vz9nmkEAPfpV4vgJECBAgAABAgQIDC6QCugvK1RLxXNCt/0VQB+5slpWLQhanla/HjcQGEugPgv5QibVz/kQ1C8AWgV03Yxw1YajlqVNTftlQAJoyfNuvj5eegAdjFRFJnxKCJ1pAqo+plpUcPfokknYnH7CCekSaqZ6PFW3mWZZLDMK8R6Zbedcvz4TMuc6PXXq1DfGftPBnLeRK5/7OchnPNdqKp77NJ/13nqnb2dKgAABAgQIECBAgACBYQUSnLXwbC1kvnenetzW8ge1bF+1ILh9bdUzOgF1WhLsT1uCmq//aoON6bCCDnwvCrRru/2zur4TNOfeca/VNP2gE0QfOb76HKQfdB6nNUfmM7TP1GrWvztf4KUH0AlKE0BlSEiXisiEUxl7uJeb7qnyXV0caeNw7ty51gM6RmnJkRYPWR7HLMtNCbvp6ln+3S6BXvH84x//eDp+/Pj0ve99b/rpT386/eAHP2hBdNYnhHb9rs5Arsv0LP/444/btZr5VEMngDYQIECAAAECBAgQIECAwCYC9ffSIjckTKuBhM1fVhj98W9W7QgOVHX08dPTdPyNenxwFcS9VlP9oTeBtGhPCeQaP1A3Icz1Xr8SSCr99dmfrD4fX96fFtcu1HixHqcvdH15s6jcQQi9ay6BbQugU7WbwDlhVELU9InNkPAuFb6GlUCqnhNAJ7BL0Jzg+a233mrVt6kozZCpAHrltd3/JmBOn+ef/exnLXxOAJ35BNC5WWSGXMOqn1dnYj2ATu/n9H4XQK9s/EuAAAECBAgQIECAAIFNBdKSIwF0Arf8uvbu9Wn5VbUwzA0JDx2dvn7r3WmZ3rgpDk2LgrQhWNaDVEQbCOxVgVzfCaATKldGttxXNyU8+0f1y4D6bNy9Ne1L5ny7+qhX3tj6QecXBBpC75qrYVsC6Bx9bxmRIDohVW8loZ3EN6+NBJk9kE9VbcLP3mc4WyagFnZ+02w7H8U65ql+PnnyZGuPknOSc5TqdMM3BfI5T5udfHnSq/V9xr9p5BEBAgQIECBAgAABAgS+IZCAbeOX4y1U/qoqOV+rQDphc35NmsrorM98QmpVnt/g82CPCuT7lV7pnxYcU13/R46tAuccchUDrnpGtw2zxLCLBF56AL3ZsefGeqniTeWo4ckCPfxM8JmK6LQv6RXkWZdlvbf2k1/FmmcRiGcfE/zn2kzAnKD5jTfeaNXOCaHTLiZV6dnW8Eigt9hI2JzPd67Tfr32dY+2NkeAAAECBAgQIECAAAECTxZIxedGX9tUe96vlhx3qtIzQ6qi+7RVQ6ciukZ/o65c/LuHBSqHqV+ptyE90VMdfbgC6Xwh81V9QfPl7dW0f0HTp3tYZDcf2rYH0AlM0x82oVRaGCRcPXPmTKsy3c1w2/HeE3Sm//Pf/u3ftlDv+vXr0/vvvz/913/913TlypVWZfrJJ5+0aYI/w3cTSJicVhu9F3muyz/+4z9uY8LnXKM///nP27SH0qlKN6wEeuicadpu5PP93//939P58+fbrx3ShsP16WohQIAAAQIECBAgQIDAMwi0MK1amN65tQqV796ZXrt3d1pe+LACt2pBUC05pjfPraaHK4A7/mb1iN7oD/0ML28TArtSIF+w5MuXo9UPPZ+RwyemZfWG/urUmWrHcbtacVyfFp/8vzZd9YSuaulUTAuhd+zp3vYAOsFzvxFhrzRVIbn59dB9vv/977cALxW4CfUSiPYe0FpybG73vEsTQscyQXRC5tOnT7c+z2+++Wb7oiRfkiSYzjY5LxkNjwQSMGfMF0z5fCd0zhcm+WxneW/B8+gZ5ggQIECAAAECBAgQIEBgU4HqCT21fra1dlnFZrerR3SF0O1GbEcqjD5yfLU8AdvhujeRkG1TRgv3mEDacaTyufLntOZon4M8OLjqj77IjQoX+TVA8ppanu0MO1Zg2wPo3iM2P9PPmMBKOLX59dArcxOIxihtS9J/+MSJE20+y9IiImF0LBP0JfDrnn26+auPubS3zsi0B8mZ9j7PCaATNCfs72Mqo1PxnLYcWW94JJBrLNdcPsf9Osx8/2yvX4+PnmWOAAECBAgQIECAAAECBLYU6KFy/b1VDaA3QuZK1L6s2CY9ofvNCO/fq2U1pkI0Q6pE+3wWtZsVtjX+IbC7BdolXv9k2sPohM/5wuZg/Uo9N+rMmM9OWtdkef8c7e4j35PvfpYAuldIJgRMgCoo3fpaSugZowTRqX5OW46EoakwTaVpAtLeczc3f+sVpz2Q3vrVx1i7Hjz38DlBfoLnjAmYz54921wTQMc41v2GgzkH/TXGEHu2o8x1mcA5rTdyDV6+fLndfDBhdA+fs43P+LN52ooAAQIECBAgQIAAAQLfEmghWoVp1Rd68dX9aZmWA61Kun5tWlWfixRKJXirUHp5pCqiX6sq0YTQGfdte8zzrbdrAYFtF2jXdl33udb3rwLo5fFTq3D63p1qYVM90+/UFzf5lYBhRwps+/+ZElb9/ve/ny5evNgqTROgZplhc4EEnwnpMyQkTWj63nvvtQrohH2//vWvW+h39erV6Xe/+10bb9261ULoTIV/j1xjmbA5QXJC+z//8z9vngmZ0+v5r/7qr1rVc7bJslRA9+3dePCR4/pcguZce//xH//RPtOXLl2a/vd//7d9OZIqaMHzupZ5AgQIECBAgAABAgQIPKdAD59b4FyBWgXQ+yqArp/0tvBtebTacRypG7EliDt0ZPr6j345LY+dXLUqSJX0oVrXWhI8535tTmAnC+SaPlj90A9U5fPh6gRw5OS0PFyP82uAW9enfZ/9dtr36W8f3bxzJx/LoO9t2wPoBFIJplItmVBPSPX0K633G+6tIhKe9tD+1KlTrdI01aZZHtMErRlU7D6yjUUfe+uNeCVk7m1Nep/nrE+FecZu/+iVzK0L5POcELr/qiFfKKVVjOr7dSXzBAgQIECAAAECBAgQeAGBFkJvPL9ab9YfXKsHr1UxX9oRZH1ab6RdR1oPZH3CZ8HzC6B76o4WyHWfi/9hz+e69vNlS76IyfW/v34R4Prf0adwtgA6laUJ+BJWJUxNiJWhh4M7WmmHvLkEzamKToAaw9w476233mqPEwD2/tAJp/O4h/0JDbOst0jo85nutqGHyj1sj0nGvrzP53pLC5OMWRabeKWivFc7Z3muv/7c/pq7zWSO95trKGOuq3x2ewuYBNG5FrPOQIAAAQIECBAgQIAAAQLbKVB/d7XQeSOQzq/L79xYBW9pyZFQekqldIrUKqzLtM+34DoB3na+P69NYJsEWuSQf2r8Kl+8VKaY6ucH6YlePdJbD+i20Ta9AS/7ogLbHkAnsEq/2PQqTmiVCtQbN260IFXl6bOfvh6injt3rgWpCf5Swfuzn/2shfoJBc+fP/9wPkF/HicczDmIf8Zsl2Vp17HbgsMExP2aybSb9ErwVIOnn3OmCZzffPPN1mojIXSW/fCHP2yBdL4I6dXQmc/r5rUMmwv04DnXUT7DqXr+5JNPpo8//ni6cuVKG/sXSpu/gqUECBAgQIAAAQIECBAg8MICKfx5kJamGy05an5RbQcWuSFbVYIuM/3eD9p8wujlkWrXcThVohX91N+9rXpUAv3Cp8ELvAqBuvarJ3oLnvMZuFd90a9daNPp9o3qAV1fxHy9KnR9Fe/OPp8uMEsAnZ6xCQwTiqYCNTfTS0DYQ7+Eg4atBeIXswTQvYI5AXKCvzzO/EcffdQCwjgnJPzNb37THqcSugeFCRAzZps8d7dVrsahVzXnuklLklQ2pzK831gw0wTR77777vTOO++0sDnPy/aZ9sA5nr3qOdM+v/WZGHNtwufeSief388++2z64IMP2pdL/VoaU8ZREyBAgAABAgQIECBAYCaBCqAXCd9S/dkC5br52v2q/kzrgQTOFTZ/vayQLtXQGb8+U60JEj7X+6u/hVt1dJ5nILDbBPLlS677VvF8f1rcrZsOXj0/LW5fn6b0SK8QugXUu+24Bnq/2x5AJ+BMcJUhgXPCz1TfZuxtOXZbCPqqro8eQm+2/wTQGVMZnUAwbSZyg7g8jn/C1TjHv7dNSCDb23Csn4O+bLP99GV9+ydN+3abTXvY26ebbbO+rH9Rke3znlNFn2WZT/icGwomdE5Vc6qeM00AnfYkZ8+ebY/XX8/88wnkHOfa6l9e5PrJ5zdfcqSqPuF0vw6e75VtTYAAAQIECBAgQIAAAQLPLJAQLi0IMulDq4iuB6lyToVo3ZBtSiX0gcphDh5ZVUDnee0mbhU+LyuI3tcS6XpSTeXRXdJ0pwnkuk1Vc673XNtptXF/o+VGVUC34Dnhc+bzOWifj512EN5PF9j2ALrvKNOEVAlDL1++3CpRe2uEBIoJow3fXSDhbDwzxDKP06IjYXTCw1T7JpTN45yDhLaZ9mrqHjpn2pc/LVRM8JjX7gFktu/jVkeSID2tL3pF8tO27dXyeV6C5wTMmc/zU1Gf48qxJ4TOMfcwOs/LdoYXE8j5TeCcKvr8miHTXEe5Vvr5ftq18mLvwLMJECBAgAABAgQIECBAYEuB+nt8USHdIoFc649bhWj7qy1H/iY+sNGi42i15MhN29KC8rWDq7GyAwOBHSHQvlip/s6ZJkxO+HznVs2vej4vEjRnrBA6FdDLe7XuyzsVPteXLS2obi+wIw7Fm/i2wKypb1o+5Of7//Zv/9ZCw4SH7733Xmuj0MPTb79FS55FIMFsQuUeCsY6YWweZ0xQnGUJE/vjTPM4yzPmcaa9l3QeP2nIuv5lQqbrr73V8/J6CZ9PnjzZznvmtxqy/kc/+tHDli29CjrPSbicsD1jjr9XRff5BNBPe/2t9m3dSiCVz2nvkpYuFy9ebGOvrs91ZSBAgAABAgQIECBAgACBVyyQkK7acSwufbJqt7GvQubLn06LhM/7D1V7jmpBeeZHbdoqo4+dnpbHTtW2WqK+4jNn9w8FNkLnFjhXxXOFzYvPf1shcwXMFTIvblyt8cqqErq+bNmXL1tSGb0+PnwtMztNYNYAOlWSCaxSAZ1QK6Fl/wn/ToPZbe9nvQI67z3WCWD7fJ+uV6xmvgfJOS99Ps/L+Uk4/aQh61IFmyrkTHMu8xoZ87pbDQmFE45nfFpAnGrm3GgxLUV6lXyOtQ+Z71XOfb6vz/K+rm9v+vwCuS5SAZ3w+cKFC60COl865Bro57pPn//VPYMAAQIECBAgQIAAAQIEXlggf4e3CuiqCs3fzBnvVXVoKp6rEnq6/3oFzidW1aTZ9lDdnPApf7u/8HvyAgSeVyDhc4ohEyqnsjm9ndPn/MtqvXHjUt148NJqPmXSLbOqqev4eZVfyfazB9AJKlMFnQArlaoJthJgJrhMcJhlPUB8JSK7eKePh62xfNqQ4DDnImPmcx76OdkqgE4omZC6T3sFdKZZttWQavdUa+cGgk+rfE9AnWrptN14luPZar/WPbtAzmG/JnI93Lhxo7XfSAuOzGfdegD97K9sSwIECBAgQIAAAQIECBDYFoEEcbkJYYYE0F/X4/obvbXkSCuO22lnUOsS3L1WLTz31y+SM2bb9JBuPaETXte2rU1q5mtxnqNfdBAMLyrQrqXKjNq0/km7mB4kJ0t6UF+atGn92jo3GrxdY3o/pwo6Fc99/kXfh+fPLjBrAJ1QK2HzF1980SpnE2Kl3UN+zp/wNBWu6eebqRB6vmshwW6C3gTQsc+N/BIkb1XVmnOZbXITwB4+Z1nGrZ6Xo8o+EiivVzU/6Wj7e3s8XH/S9pa/uED/nH766aft3Kbn8wcffNDGVEHni4d8jp92nl/8nXgFAgQIECBAgAABAgQIEPjuAgn6KuSrySLV0Ne+mBa3Kng+UC05bl6epiufrSqkKxNYvv5GzacvdBWypWL69dPVnqMiowTQUwXSi6cXuH339+mZwwi09hrp2VwXZcLnO9enRaqcexB9+9q06F+aVNi8uPJFraswOuvT/znPM+xKgVcWQCdgTgCdMDqhVoLGtFvImHkB9DzXU5zjvR7wfu9733umcLEHzplmSCD5LKFk3+eznueE466Hea6H7CXnMyFzAuhME0B/+OGHLYBO+5ysT6V8P+/zvTN7IkCAAAECBAgQIECAAIFnEkjw3IaaPkgI/XWFeZ8/6g9dIXTrD53K6ANVkPbWO9Py4NE2nx7RyyPVoqMVRW9UQacqepVGb7yuCYHnFMg1mQD6QQXKabFx/0611Li4CplT2VzB875r51fVzqmKzjYJnfOc9kVKPc68YVcKzBpAR6iHW5nvlZQJohNopTL2WQLMPNfw8gQS7q4HvE/ry/zy9uyVdqpA/5zeuXOn9WlPG470a89oIECAAAECBAgQIECAAIFdILAeQn9VwV2qSDMkdK4MZtpffXVbAF1V0amQbiFzhYS5gWEKzfrzWxX06qn+JfBCAi2EXn0h0lpvpLVGQuYKo1sw3Xo+13WZ8LlVS9d12q/DF9qxJ79qgdkD6PUDTg/ZBFzXrl1rlc9p5ZDewLmxXW/DsR6Mrj/XPAECL1egt13Jl0H5cii92hM8Z5rHKp5frrdXI0CAAAECBAgQIECAwCsRqPyvhXoJ+FJQ2qpRqwI1rTZSeZrA7/b1CqirJUcC6n3VkiPtOTLf+0Nn2oLp/LNRJV1zBgLt+mkBciw2wuY8zpjr615abmRawfPd6kt+vwLnBNG9DUeveBY876mL6ZUG0KmmfP/999tP/BM8nz17dvrrv/7rNk2P4ATRGYXQe+qaczA7UCDhc9rhpLdzPpdpv/H3f//37bOZXyjk5oOqn3fgifOWCBAgQIAAAQIECBAg8NwCy2mRsC+BYG5AmPDvs9/WbFU+J2TODQk/+n8b8wem5bHX2zgdODy19hynv9+mVTm40Td640aGz/0+PGHPCSQ0flDX081Lq5C5+jcvbl2bplv1hcaX96bF/fqi48al1bRyiEW2fZCK542K+9qm3Tyz3aWwXqv+M+wNgVcaQKcC+saNG/X/t30t+ErYnIroflO79Ag2ECCw/QJpfZPwOZ+/VD3nc9lvEJrPadZlaiBAgAABAgQIECBAgACBXS7QKkuT7FX43CbVH/pOVaImjG5jhdD3KijMfKqgK0RcLuvvweoN3SpXj1dI+FpVRWf9vpRQb7zWLmfx9l+CQK6thMktWK4vOTKta2tx6+qqzUZdV/uuXVhdX61KurbN9hn6ddmmq0X+3TsCrzSAzk/683P/hF4JnxN8ZT5jWnAkmM5yQfTeueAcyc4S6D3XezucfAb7mIrnfBbzOc36vu3OOgLvhgABAgQIECBAgAABAgS+k0AP+vq0v0jaa7RMuQLmhIOpWr1ffaKzfF/FSHmcaukWINaG2TaV0wm0M00wnaFN83j10L+7WKBdDxvnOoeRa+bhDQEzvzHmeklFc77ASJV9qutzveQmgw+ntb5VOity28VXxHO/9VcaQCfQSrCVELr/9P/ixYvToUOHWs/ZtOXIDfEE0M99Xj2BwFMFEiz3vs5ps3HhwoXWjz3Vz5nPLxGyPp/TPj71RW1AgAABAgQIECBAgAABArtfoIWLCaBTxVqtE3KTwvx9WBnOvuuXpuXB6t+b6ugDFUxnzI0LK6BeHqo2Hfk1e8LnhNRp29HmQ5IkOst3P894R1ABc34V3YPnygtSGd9C6FrWWmvkC4mMqXq+fnm1PtvdrhYc6fWcMLoFzxVS53UMQwm80gA64VaqLVNpmdAr1Zb/+I//OJ06dWo6c+bM9Mtf/rKNCaENBAi8PIEEyvniJ8Fz5hM4/8M//MP04Ycfts9ivhC6fPlyC6Gz3kCAAAECBAgQIECAAAECgwi0mxNu/B1YAfTi+v1pcePKo+rmj36zCpWrV/TyYPpCbwTQFUgv336nQuijD8Pp5Zvnan6jXUfrMZ0YSgK9q66kZAIJlu/nS4iaJkSu62Fxs0Lm1mqj+jxf/GRafFnrE1LXuMgNBivzq6R59Zw+n2vrqwTQWWcYSeCVBtDrVZW9CjpBdG462Kuge4XmSCfFsRLYboH+2cs0n7H8EiE3Grx06dJ08+bNFk5nmc/fdp8Jr0+AAAECBAgQIECAAIEdKNALkdr0CWFhqp4TRn5ZIXTmE0S33tHVdiPPa608EjZuhNly5x14op/xLeUcZkyQnJA5wXNrqVHnv/V5rpsMpkq+39wy61ro/Iyvb7M9L/BKA+jHdRN29RuhpSr6+vXr05Ur9S1bDekHffz48daOIwG1gQCB5xNI2Nx7Oae9Rr7sSdic+bS+yWev3wBU8Px8trYmQIAAAQIECBAgQIDAkAKtWroCyQwJHxM8JrNJSJlK11vVfqHdsLBC6aqYbj2ke7/oPG4tOWr7PKcvT+ST8Fr2E9XtG/K9QCqa+xcEmeYcpmq5Lcu0zmEPne9XG42c13zpcPfmKnDeqIBuy9trbXzhkNc2EFgT2DEBdA+fE4QlGEsAfezYsVYN/frrr09HjhyZfvGLX0wnTpxoNyhcOwazBAg8RSDhc35l0Kub0/rmgw8+aGM+a1n+xRdftGmC6Hwe8xwDAQIECBAgQIAAAQIECBDYVOBhYFlrExinJ/CVz6r1c7VRTR/o/furdcfFVXV01h+o5ekbXeuWFUovDr/epi2Yrtary6xvbToqgT5QbTxaX+lN92zhyxBIuNxC5QqdW8hc7VZuVyVzguQ8rhsHLnLzwDxO8NwqnDNf5zktNtKSY6PiubXcSL/nvGbGdmfKl/EmvcZeEdhxAXRaAKTaOdXPqXROUHb06NHWF/rdd99t8/vrf2IGAgSeXSBhcqqb87m6e/du6+/8/vvvT//+7//eWm8knE4AnfC5V0kLoJ/d15YECBAgQIAAAQIECBAYT6BuPpcAMuFkq1ZeTItUxGZ+4/G0L/2fS2ajRccyNyxMCJ3e0SfPrKb7a9mR49N09FhtV3lPwuvX0le6Qmv9orfvskpQnErm3Bww5zFh89UvqqVGBcz1eHG7WuQmkE7gXNXsLYzu/Zvz3PXq6XZDwo0iNsVs23fOdvEr76gkt1dBd8/0pE3lc8ZevZlqzQRjCalzc0LtOLqWKYFvC+QzlTGhcsLlVDrnM5TPVn5tcP78+dbmJusTTCekFjx/29ESAgQIECBAgAABAgQIEHhM4GHQmFYNG+vuVZC52dAC6AqdHwbQFXomhE7weaACzh5apy1HC6A31vUQOiF2D6P7tn0/Lex++KDPbGyeVh6PFu2JuWadSuN+NA9nVgtyXvq5yapFHmdV++fRfOzvVhXzg/RxrnOQ1hoVOq8C6Hp8q8LnjPlSIRXR2S7T/tqrvfmXwDMJ7KgAev0d9zC6twxI4Pz555+3TVIRnZsUvv3229pxrKOZJ7AmkM9QQuUEz/fv32+tbT799NM2zS8N0l896/LlTrYVPK/hmSVAgAABAgQIECBAgACBlyhQ4Wdr5bAKqBf7FtPyzq1VBXVV3i5TcXu/As6Ez2nD0eZTPb0RILc+0qvK6mXC7FRK93Vtvt5qr7qeNp6Tx6m2znZ7aijLBMYtDM6B1eNlubZ8Oc4VEqdSuS2vyuVWqbwRHGddr1z+up5zo+671gLm8s/0TlVEJ5iuIrVFAumvaz/LqnBvrTVWL5k9Ggg8r8CODaBTiZmALC04Xqv/AaUf9D/90z+1Vhy5GeGZM2emv/mbv5nSH9pAgMC3BRIs9yrntN7I/L/8y7+0afqspwo6n7GE0wmfhdDfNrSEAAECBAgQIECAAAECBF6CQKpmKzRdpF1HqprTT/hu9RFOOFyPFwmeW5CccuUExz1grvmqil4ePbl6Xm23OHh0Wh48stomFdOHaj7TjddqAXVeI695/M1anhA6r7tHhoTIt+vmjr0yuQLlRW7+2Npi1LoHNZ/wOKF+eS9rXXNPsFx9mxfp3ZzXmGq8n+A68xvBddpw5FxlrIC6tVjpj/t2e4TRYcwrsGMD6F4BnXAsbTYSpqUCOu0DEjpnWUJqAwECmwv0z1APm1P1nAro9HrOFzupfs6Y9hsZVEBv7mgpAQIECBAgQIAAAQIECLygQELMBJ4tJK3ZynQe9ovOSycg/kalch7X8oTVqX5OMJqQuULqZfpFZ8zNDhNU57VbYF2Bc7ZJ8JwnL2s+QWvW5/X3ypDjSc/lFkDX3/P5m/7urQ3bmk8Y3W4QWNskhK6q5hYk1/aLHvwnjM6Q85FT04aaacF0PWhmffHGBllmIPAdBerTuDOHhGHrgVgC6GvXrrWwLPNpwZEgLQF12nPkccbMJ5xO1bT+0Dvz3HpXL1cgQXOGfF56L+csy5c1CZ0vXLjQKp0zn89QAum05si2Gdc/Zy/3nXk1AgQIECBAgAABAgQIECCwIbAeYK7PbwWU4Hh/haV366aECZZTJd2S6ZokgM6yvFZbl/U1poVHntfC6ITU9dxvhNvZYa3PNtUKpM1n0ZOGbJK2Hu05Gxvluc801Hvrx9ry29Xf749C381eJM+p5Q/D4fbERxsmPL6RCui0yKjAOWOqyVu4X/MJ6xNCt5sHxq7W5Tlp25FguoXTtd3Thsd2+7TNrSewlcCODaAff9MJyhKgpSf04aVQhmEAACjaSURBVMOH2/Sf//mfW2uO3KTw7Nmz07lz56b0h95f33ylSjpTIfTjkh7vJYGEx/klQALnTBM6/8///E+rbM78Bx98MH344YdTWnDks5MAOl/a5PPUg+u95OFYCBAgQIAAAQIECBAgQGCPCdTfu61yN9XQFSSncnp5r0LVFjbXsoNpsVHThMk1XU4JoMsgQfSlT2t5RV+PB8YbldXL/VVdnfmthnpua/nRtss+auzzWz0vKXL97d3aX2Q+QfRXuaFfkt2MTxhqu/RtXn5ZFcsJl3uA3TdPT+bqn50WGavQubZPNXS2y5igOftpgXTZ1eu0yua8VkLpx1+vv64pgW0U2DUBdMK19LBNhXOqm1PVmSrOg/U/mpMnT07vvfdeC5tPnz7dAuqE1Kqgt/HK8dI7RiC/CEignHYaly9fnn71q1+1KuceQCeETsuNbNMrn4XPO+b0eSMECBAgQIAAAQIECBAg8CSBhKUJThM49xD5boXQ6wFwq2LOC7TUuWVD7eXyMCH1euVyW5HlFYcdOjwtD1f/6FZV3VdsMq19pQf1svWZTgBdgXW/KeImmz9cVAFwC4brb/aHQfGXCY4TKj/c6tszCY4rRN6XkDlhch6vD3luXqOF2hsrEkq3oVa29flnY+yBdwuesz7LDQTmFdg1AXQqPROwZUgInUA6IXSqnHt7joRrmc8ybQXmvZDs7dUI5DrvY0Ll/llIxXNC59xksN/M89W8Q3slQIAAAQIECBAgQIAAAQIvIJDA9GHA+gKvs/7UhMkPjlVFcFURZ36rISF2xrT8SPCdIDzzPRB/0nMTHKf6ODcEzHz9zd6C9Fa5vEUI3J5XwXNuNNjD6yftw3ICu0TgKZ+ynXsUCd0SQmdIMJ2+tmnRkSFtONIPOtMDBw60MZXSvR1HAmwDgd0o0K/7BM2ZT1VzAuY8vnPnTvuVQILnjHmcdhuqnXfjmfaeCRAgQIAAAQIECBAgQGD7BBJqVyBcf1M/dUgA3ttYpPo54/56bqu43uLZPUhu7TFq+zxuFc2pgN4qgK51rUo622yx3Ra7torAThNY/PznP9+VV3NC5ITLCZUzTc/n48ePt9D51KlT05/92Z9NmaY9x49+9KM2JpDO9r09x047Gd4PgacJpMr/008/nT755JPWTiNtNv71X/+19XbOuoTOWdf7PGdZvqBJUG0gQIAAAQIECBAgQIAAAQIESiDVy62yeaOieSuU2nbZb36Y52V4lsLGStsWCZ2nhM95Uv3z8G/zp0RxqZZOCJ2pgcAeENjVFdAJ2RIop/oz81evXm09od94440pvaATvGVdguisT1V0r4LeA+fOIQwokGrmhMy51hM+p/L/448/btX/vQVN+kAncE6FdLbP1ECAAAECBAgQIECAAAECBAhsCOTP5BbwplhrI1R+Ek6tXiyrJcb6Zj2IftJzHi6vHfU/yTNdrD1+uM1mM8+63WbPtYzAzhPY1QF0OHu41is805YjQXOCufSCznjz5s3WkiDhc25MmOrpLM/jjKmg7oOAukuYvkqBXM+9dUam/XFaa+Ta7td0pv1xvnDJ9Z8vXfrn4VUeg30TIECAAAECBAgQIECAAIGdKbAe8CYZ3mLoq/t0i02fuuplvMZTd2IDAjtPYNcG0E+iTFiXAC6hXMLkBNRpSZDQ+dixYy14PnPmTKuUThid8DnV0pnPkO0yGgi8KoFcw6lyztgD5QTPua4zTcXzZ5991tanCjrbpcK/B8/9S5lX9f7tlwABAgQIECBAgAABAgQIECBAgEAX2LU9oPsBPD5N6JwAOTcdzDSVzun53Ps+HzlyZPqLv/iL6cSJEy2QTvj8l3/5l61/dJ6b563fsPDx1/eYwHYLJFT+4IMPpg8//LD1ds5NBv/zP/+z3WwwYXNC6IwJpxM2Z1lC68yvj9v9Pr0+AQIECBAgQIAAAQIECBAgQIAAgacJ7LkK6ARwaT+QUC5DQugEegmiM58bESbQy3YJ8FIB3dsbZH0P8LTieNqlY/12CeQaTDVz7/F8/fr16cKFC1N6O2dZej1n1GZju86A1yVAgAABAgQIECBAgAABAgQIEHhZAnsugH4cpgfKmaZKNGMPpLMs1c7nz59vyxJAp0K6V0vncfpJZ9orq3urjsf34zGBpwnk2uuhceYTImfar81e0Zzr8+LFi+2LkmvXrrV2MmmxkfV5frY3ECBAgAABAgQIECBAgAABAgQIENgNAns+gM5JSMiX8C4hciqjP/rooxYyJ1xOX+i0M0jonCrpkydPtjHrEkafPXu2TRNU53FGIfRuuLR31ntMcJxrL2PmEyinzUYep9o5Y0LnrMvNBC9dutTGhNEZU7WfqT7PO+u8ejcECBAgQIAAAQIECBAgQIAAAQJbCwwRQKdiNMFeAuiE0bkpYa9oTguOP/zhDy1UTsj81ltvTblJ4fHjx6dTp06152WaoDpDgmkB9NYXlbXfFsh1l7D56tWrLUTOlx6/+tWv2uMsT7j8u9/9rgXTPYROEJ0vTvLczGeaMYMq6G8bW0KAAAECBAgQIECAAAECBAgQILDzBPZ8AL0e1PX5hH0Zegidx73dRrZJyNerTVN5miFBYLZJ+JygOkNvzZH5/lqZZlhf1x+3Ff7Z9QI9BM6B9Oulz+fxZmMqntPLOS01Mp8AOn2dc30lgM7jzz777GHQnBA64/q+dj2cAyBAgAABAgQIECBAgAABAgQIEBhOYM8H0Fud0fWgMEFfAr/05b1x40YL/rL+448/bsFhbl6Ym8CdOHGi3bgwAXOWZZoxwfR6v+jMJ6juwXS/CeJW78e6nS+Qa6JXJWc+103C4z6fdb1NRtYlXM40oXPC54TQWZ/luZ7yeP2mgtk2r9XHnS/iHRIgQIAAAQIECBAgQIAAAQIECBB4ssDQAXRYEvQlEExQnAA6AWKCwgTGGX/7298+nE+f6B4yJ1z+4Q9/2HpHp41H1p07d66F03n8xhtvTKdPn24hdB6npUemvUL6yafEmp0skID45s2b7ZrJtZLwOD3Fcw1lzLWTNhs9VP7iiy/afNZlWW+lkWst2+U1Mp+xh9XC5518BXhvBAgQIECAAAECBAgQIECAAAECzyMggK4AOkMP/RIEJiTsLTQSKPYq5gTIPUROEJ0wMlXQmc80oXTmM2Y+NyzsQ17fsDcEEianojnThMYJknPNZExVc8ZURaeNS8Lp3s4l22fs11rC5z6/Po2S62VvXCuOggABAgQIECBAgAABAgQIECAwusDwAXQugB729WmWJYheHxJCp81GqqIzn5A5QWOqWjOfkHE9hE44nYAxIXRC6wSVmeY18vz1cX1Z9pnwO0O26S0+Mv/40N/P48s9XgnkHKyfxzzuQ1/Xg98s7/OZ5nnrj/t8ll+8ePFhxXPv5ZzwOaF0ron0dc71kDEtNnoAnef20Lm/D1MCBAgQIECAAAECBAgQIECAAAECe1lAAP0cZ7cHkwmDEzZeunSpBYwJpRMup3d0D4WPHTs2ZczyjD2IzvpeKd17R6dVR16jh8095M62ae2RMfPrQx6nrcfrr7/+rXXr2406n4A5oX/C38zn3KX6OPMZEwTnfCUU7o+zvofEeV62yeOc6wTM2S6PewuOzOc5uQ76tr3yOcszrofPeb6BAAECBAgQIECAAAECBAgQIECAwEgCAujnONsJEDMmgE7geOHChW9UMueGhVmXMQFxD5QzTZV0pgmjezjdg+sf//jHLWTuIXQC6r5tbnp48uTJ9rz1t5ptMqTq+vFwen27UecTDif8TXuMBMEJoHuP5axL5frnn3/e1uVx1mVZtu2VzJlmTKicMec85z/bZZrXzDTLM98f5/X6477vPDYQIECAAAECBAgQIECAAAECBAgQGE1AAP2MZ3w9QOzzCSKfNiSM7mFyn6ZqOWMC5wTJmU+QnMcJk3tYnXUJrPM4QefjQw86H1/u8UogZgmAM2Y+YXLMEhjn3KWSuS9LWN2rlbMuVc2ZZn0qpTP2ADrL8nr9OuBNgAABAgQIECBAgAABAgQIECBAgMDmAgLozV1e2tKElOtjgssEmT3EzI4SfGZ5r4DOugTXCZ8zJDTt821B/ZNQOttkXeY3GxJ4Z8h26+Nm2+6WZeuWec9PCoITOqf6uVdAZ7sEypnGLPO5wWS2649TBZ3H8e/hc+Z78Nz31d/DbjHzPgkQIECAAAECBAgQIECAAAECBAi8KgEB9AzyCSwTbCYE7gFnbk7XQ+G0gkjlcx5nSHDc1yV4TjDd1/W3m216hXQPmvu69edmPq+dCuvd3q4jjgmLU7mcMDhjAuKMmV8funnC4x4Y923666Sv8/q6vHYe99fNtG/b1/Xt1/dlngABAgQIECBAgAABAgQIECBAgACBzQUE0Ju7vNSlCS0zZJpAOMFmD6SzPEHoesDc59enfT7b9yHLHg+f+7qEzgmos00C7NywMGPmd+sQvwTKCe9jmFA4dqlWzvzjw+Nh8fp5yLbr69fnsy6vn6E/Z31+fVnbyD8ECBAgQIAAAQIECBAgQIAAAQIECGwqsHvTyE0PZ+cu7KFln66/083C0/X1zzvfg+lUTyegTuic/WbczQF0QuEE0KmAjlnGhM8JoV+24fOa254AAQIECBAgQIAAAQIECBAgQIAAgW8LCKC/bbLrl/SwOdOEthlTcZ2wdjcH0DmeBNA5lgTO/diy3ECAAAECBAgQIECAAAECBAgQIECAwM4TEEDvvHPyUt5RQtn0Rk41dKYJn3PTvd0+9FA9x5F54fNuP6PePwECBAgQIECAAAECBAgQIECAwF4WEEDv0bPbg9k+TbWwgQABAgQIECBAgAABAgQIECBAgAABAnMK7JtzZ/ZFgAABAgQIECBAgAABAgQIECBAgAABAuMICKDHOdeOlAABAgQIECBAgAABAgQIECBAgAABArMKCKBn5bYzAgQIECBAgAABAgQIECBAgAABAgQIjCMggB7nXDtSAgQIECBAgAABAgQIECBAgAABAgQIzCoggJ6V284IECBAgAABAgQIECBAgAABAgQIECAwjoAAepxz7UgJECBAgAABAgQIECBAgAABAgQIECAwq4AAelZuOyNAgAABAgQIECBAgAABAgQIECBAgMA4AgLocc61IyVAgAABAgQIECBAgAABAgQIECBAgMCsAgLoWbntjAABAgQIECBAgAABAgQIECBAgAABAuMICKDHOdeOlAABAgQIECBAgAABAgQIECBAgAABArMKCKBn5bYzAgQIECBAgAABAgQIECBAgAABAgQIjCMggB7nXDtSAgQIECBAgAABAgQIECBAgAABAgQIzCqw+PWvf72cdY92RoAAAQIECBAgQIAAAQIECBAgQIAAAQJDCCyWNQxxpA6SAAECBAgQIECAAAECBAgQIECAAAECBGYV0IJjVm47I0CAAAECBAgQIECAAAECBAgQIECAwDgCAuhxzrUjJUCAAAECBAgQIECAAAECBAgQIECAwKwCAuhZue2MAAECBAgQIECAAAECBAgQIECAAAEC4wgIoMc5146UAAECBAgQIECAAAECBAgQIECAAAECswoIoGfltjMCBAgQIECAAAECBAgQIECAAAECBAiMIyCAHudcO1ICBAgQIECAAAECBAgQIECAAAECBAjMKiCAnpXbzggQIECAAAECBAgQIECAAAECBAgQIDCOgAB6nHPtSAkQIECAAAECBAgQIECAAAECBAgQIDCrgAB6Vm47I0CAAAECBAgQIECAAAECBAgQIECAwDgCAuhxzrUjJUCAAAECBAgQIECAAAECBAgQIECAwKwCAuhZue2MAAECBAgQIECAAAECBAgQIECAAAEC4wgIoMc5146UAAECBAgQIECAAAECBAgQIECAAAECswoIoGfltjMCBAgQIECAAAECBAgQIECAAAECBAiMIyCAHudcO1ICBAgQIECAAAECBAgQIECAAAECBAjMKiCAnpXbzggQIECAAAECBAgQIECAAAECBAgQIDCOgAB6nHPtSAkQIECAAAECBAgQIECAAAECBAgQIDCrgAB6Vm47I0CAAAECBAgQIECAAAECBAgQIECAwDgCAuhxzrUjJUCAAAECBAgQIECAAAECBAgQIECAwKwCAuhZue2MAAECBAgQIECAAAECBAgQIECAAAEC4wgIoMc5146UAAECBAgQIECAAAECBAgQIECAAAECswoIoGfltjMCBAgQIECAAAECBAgQIECAAAECBAiMIyCAHudcO1ICBAgQIECAAAECBAgQIECAAAECBAjMKiCAnpXbzggQIECAAAECBAgQIECAAAECBAgQIDCOgAB6nHPtSAkQIECAAAECBAgQIECAAAECBAgQIDCrgAB6Vm47I0CAAAECBAgQIECAAAECBAgQIECAwDgCAuhxzrUjJUCAAAECBAgQIECAAAECBAgQIECAwKwCAuhZue2MAAECBAgQIECAAAECBAgQIECAAAEC4wgIoMc5146UAAECBAgQIECAAAECBAgQIECAAAECswoIoGfltjMCBAgQIECAAAECBAgQIECAAAECBAiMIyCAHudcO1ICBAgQIECAAAECBAgQIECAAAECBAjMKiCAnpXbzggQIECAAAECBAgQIECAAAECBAgQIDCOgAB6nHPtSAkQIECAAAECBAgQIECAAAECBAgQIDCrgAB6Vm47I0CAAAECBAgQIECAAAECBAgQIECAwDgCAuhxzrUjJUCAAAECBAgQIECAAAECBAgQIECAwKwCAuhZue2MAAECBAgQIECAAAECBAgQIECAAAEC4wgIoMc5146UAAECBAgQIECAAAECBAgQIECAAAECswoIoGfltjMCBAgQIECAAAECBAgQIECAAAECBAiMIyCAHudcO1ICBAgQIECAAAECBAgQIECAAAECBAjMKiCAnpXbzggQIECAAAECBAgQIECAAAECBAgQIDCOgAB6nHPtSAkQIECAAAECBAgQIECAAAECBAgQIDCrgAB6Vm47I0CAAAECBAgQIECAAAECBAgQIECAwDgCAuhxzrUjJUCAAAECBAgQIECAAAECBAgQIECAwKwCAuhZue2MAAECBAgQIECAAAECBAgQIECAAAEC4wgIoMc5146UAAECBAgQIECAAAECBAgQIECAAAECswoIoGfltjMCBAgQIECAAAECBAgQIECAAAECBAiMIyCAHudcO1ICBAgQIECAAAECBAgQIECAAAECBAjMKiCAnpXbzggQIECAAAECBAgQIECAAAECBAgQIDCOgAB6nHPtSAkQIECAAAECBAgQIECAAAECBAgQIDCrgAB6Vm47I0CAAAECBAgQIECAAAECBAgQIECAwDgCAuhxzrUjJUCAAAECBAgQIECAAAECBAgQIECAwKwCAuhZue2MAAECBAgQIECAAAECBAgQIECAAAEC4wgIoMc5146UAAECBAgQIECAAAECBAgQIECAAAECswoIoGfltjMCBAgQIECAAAECBAgQIECAAAECBAiMIyCAHudcO1ICBAgQIECAAAECBAgQIECAAAECBAjMKiCAnpXbzggQIECAAAECBAgQIECAAAECBAgQIDCOgAB6nHPtSAkQIECAAAECBAgQIECAAAECBAgQIDCrgAB6Vm47I0CAAAECBAgQIECAAAECBAgQIECAwDgCAuhxzrUjJUCAAAECBAgQIECAAAECBAgQIECAwKwCAuhZue2MAAECBAgQIECAAAECBAgQIECAAAEC4wgIoMc5146UAAECBAgQIECAAAECBAgQIECAAAECswoIoGfltjMCBAgQIECAAAECBAgQIECAAAECBAiMIyCAHudcO1ICBAgQIECAAAECBAgQIECAAAECBAjMKiCAnpXbzggQIECAAAECBAgQIECAAAECBAgQIDCOgAB6nHPtSAkQIECAAAECBAgQIECAAAECBAgQIDCrgAB6Vm47I0CAAAECBAgQIECAAAECBAgQIECAwDgCAuhxzrUjJUCAAAECBAgQIECAAAECBAgQIECAwKwCAuhZue2MAAECBAgQIECAAAECBAgQIECAAAEC4wgIoMc5146UAAECBAgQIECAAAECBAgQIECAAAECswoIoGfltjMCBAgQIECAAAECBAgQIECAAAECBAiMIyCAHudcO1ICBAgQIECAAAECBAgQIECAAAECBAjMKiCAnpXbzggQIECAAAECBAgQIECAAAECBAgQIDCOgAB6nHPtSAkQIECAAAECBAgQIECAAAECBAgQIDCrgAB6Vm47I0CAAAECBAgQIECAAAECBAgQIECAwDgCAuhxzrUjJUCAAAECBAgQIECAAAECBAgQIECAwKwCAuhZue2MAAECBAgQIECAAAECBAgQIECAAAEC4wgIoMc5146UAAECBAgQIECAAAECBAgQIECAAAECswoIoGfltjMCBAgQIECAAAECBAgQIECAAAECBAiMIyCAHudcO1ICBAgQIECAAAECBAgQIECAAAECBAjMKiCAnpXbzggQIECAAAECBAgQIECAAAECBAgQIDCOgAB6nHPtSAkQIECAAAECBAgQIECAAAECBAgQIDCrgAB6Vm47I0CAAAECBAgQIECAAAECBAgQIECAwDgCAuhxzrUjJUCAAAECBAgQIECAAAECBAgQIECAwKwCAuhZue2MAAECBAgQIECAAAECBAgQIECAAAEC4wgIoMc5146UAAECBAgQIECAAAECBAgQIECAAAECswoIoGfltjMCBAgQIECAAAECBAgQIECAAAECBAiMIyCAHudcO1ICBAgQIECAAAECBAgQIECAAAECBAjMKiCAnpXbzggQIECAAAECBAgQIECAAAECBAgQIDCOgAB6nHPtSAkQIECAAAECBAgQIECAAAECBAgQIDCrgAB6Vm47I0CAAAECBAgQIECAAAECBAgQIECAwDgCAuhxzrUjJUCAAAECBAgQIECAAAECBAgQIECAwKwCAuhZue2MAAECBAgQIECAAAECBAgQIECAAAEC4wgIoMc5146UAAECBAgQIECAAAECBAgQIECAAAECswoIoGfltjMCBAgQIECAAAECBAgQIECAAAECBAiMIyCAHudcO1ICBAgQIECAAAECBAgQIECAAAECBAjMKiCAnpXbzggQIECAAAECBAgQIECAAAECBAgQIDCOgAB6nHPtSAkQIECAAAECBAgQIECAAAECBAgQIDCrgAB6Vm47I0CAAAECBAgQIECAAAECBAgQIECAwDgCAuhxzrUjJUCAAAECBAgQIECAAAECBAgQIECAwKwCAuhZue2MAAECBAgQIECAAAECBAgQIECAAAEC4wgIoMc5146UAAECBAgQIECAAAECBAgQIECAAAECswoIoGfltjMCBAgQIECAAAECBAgQIECAAAECBAiMIyCAHudcO1ICBAgQIECAAAECBAgQIECAAAECBAjMKiCAnpXbzggQIECAAAECBAgQIECAAAECBAgQIDCOgAB6nHPtSAkQIECAAAECBAgQIECAAAECBAgQIDCrgAB6Vm47I0CAAAECBAgQIECAAAECBAgQIECAwDgCAuhxzrUjJUCAAAECBAgQIECAAAECBAgQIECAwKwCAuhZue2MAAECBAgQIECAAAECBAgQIECAAAEC4wgIoMc5146UAAECBAgQIECAAAECBAgQIECAAAECswoIoGfltjMCBAgQIECAAAECBAgQIECAAAECBAiMIyCAHudcO1ICBAgQIECAAAECBAgQIECAAAECBAjMKiCAnpXbzggQIECAAAECBAgQIECAAAECBAgQIDCOgAB6nHPtSAkQIECAAAECBAgQIECAAAECBAgQIDCrgAB6Vm47I0CAAAECBAgQIECAAAECBAgQIECAwDgCAuhxzrUjJUCAAAECBAgQIECAAAECBAgQIECAwKwCAuhZue2MAAECBAgQIECAAAECBAgQIECAAAEC4wgIoMc5146UAAECBAgQIECAAAECBAgQIECAAAECswoIoGfltjMCBAgQIECAAAECBAgQIECAAAECBAiMIyCAHudcO1ICBAgQIECAAAECBAgQIECAAAECBAjMKiCAnpXbzggQIECAAAECBAgQIECAAAECBAgQIDCOgAB6nHPtSAkQIECAAAECBAgQIECAAAECBAgQIDCrgAB6Vm47I0CAAAECBAgQIECAAAECBAgQIECAwDgCAuhxzrUjJUCAAAECBAgQIECAAAECBAgQIECAwKwCAuhZue2MAAECBAgQIECAAAECBAgQIECAAAEC4wgIoMc5146UAAECBAgQIECAAAECBAgQIECAAAECswoIoGfltjMCBAgQIECAAAECBAgQIECAAAECBAiMIyCAHudcO1ICBAgQIECAAAECBAgQIECAAAECBAjMKiCAnpXbzggQIECAAAECBAgQIECAAAECBAgQIDCOgAB6nHPtSAkQIECAAAECBAgQIECAAAECBAgQIDCrgAB6Vm47I0CAAAECBAgQIECAAAECBAgQIECAwDgCAuhxzrUjJUCAAAECBAgQIECAAAECBAgQIECAwKwCAuhZue2MAAECBAgQIECAAAECBAgQIECAAAEC4wgIoMc5146UAAECBAgQIECAAAECBAgQIECAAAECswoIoGfltjMCBAgQIECAAAECBAgQIECAAAECBAiMIyCAHudcO1ICBAgQIECAAAECBAgQIECAAAECBAjMKiCAnpXbzggQIECAAAECBAgQIECAAAECBAgQIDCOgAB6nHPtSAkQIECAAAECBAgQIECAAAECBAgQIDCrgAB6Vm47I0CAAAECBAgQIECAAAECBAgQIECAwDgCAuhxzrUjJUCAAAECBAgQIECAAAECBAgQIECAwKwCAuhZue2MAAECBAgQIECAAAECBAgQIECAAAEC4wgIoMc5146UAAECBAgQIECAAAECBAgQIECAAAECswoIoGfltjMCBAgQIECAAAECBAgQIECAAAECBAiMIyCAHudcO1ICBAgQIECAAAECBAgQIECAAAECBAjMKiCAnpXbzggQIECAAAECBAgQIECAAAECBAgQIDCOgAB6nHPtSAkQIECAAAECBAgQIECAAAECBAgQIDCrgAB6Vm47I0CAAAECBAgQIECAAAECBAgQIECAwDgCAuhxzrUjJUCAAAECBAgQIECAAAECBAgQIECAwKwCAuhZue2MAAECBAgQIECAAAECBAgQIECAAAEC4wgIoMc5146UAAECBAgQIECAAAECBAgQIECAAAECswoIoGfltjMCBAgQIECAAAECBAgQIECAAAECBAiMIyCAHudcO1ICBAgQIECAAAECBAgQIECAAAECBAjMKiCAnpXbzggQIECAAAECBAgQIECAAAECBAgQIDCOgAB6nHPtSAkQIECAAAECBAgQIECAAAECBAgQIDCrgAB6Vm47I0CAAAECBAgQIECAAAECBAgQIECAwDgCAuhxzrUjJUCAAAECBAgQIECAAAECBAgQIECAwKwCAuhZue2MAAECBAgQIECAAAECBAgQIECAAAEC4wgIoMc5146UAAECBAgQIECAAAECBAgQIECAAAECswoIoGfltjMCBAgQIECAAAECBAgQIECAAAECBAiMIyCAHudcO1ICBAgQIECAAAECBAgQIECAAAECBAjMKiCAnpXbzggQIECAAAECBAgQIECAAAECBAgQIDCOgAB6nHPtSAkQIECAAAECBAgQIECAAAECBAgQIDCrgAB6Vm47I0CAAAECBAgQIECAAAECBAgQIECAwDgCAuhxzrUjJUCAAAECBAgQIECAAAECBAgQIECAwKwCAuhZue2MAAECBAgQIECAAAECBAgQIECAAAEC4wgIoMc5146UAAECBAgQIECAAAECBAgQIECAAAECswoIoGfltjMCBAgQIECAAAECBAgQIECAAAECBAiMIyCAHudcO1ICBAgQIECAAAECBAgQIECAAAECBAjMKiCAnpXbzggQIECAAAECBAgQIECAAAECBAgQIDCOgAB6nHPtSAkQIECAAAECBAgQIECAAAECBAgQIDCrgAB6Vm47I0CAAAECBAgQIECAAAECBAgQIECAwDgCAuhxzrUjJUCAAAECBAgQIECAAAECBAgQIECAwKwCAuhZue2MAAECBAgQIECAAAECBAgQIECAAAEC4wgIoMc5146UAAECBAgQIECAAAECBAgQIECAAAECswoIoGfltjMCBAgQIECAAAECBAgQIECAAAECBAiMIyCAHudcO1ICBAgQIECAAAECBAgQIECAAAECBAjMKiCAnpXbzggQIECAAAECBAgQIECAAAECBAgQIDCOgAB6nHPtSAkQIECAAAECBAgQIECAAAECBAgQIDCrgAB6Vm47I0CAAAECBAgQIECAAAECBAgQIECAwDgCAuhxzrUjJUCAAAECBAgQIECAAAECBAgQIECAwKwCAuhZue2MAAECBAgQIECAAAECBAgQIECAAAEC4wgIoMc5146UAAECBAgQIECAAAECBAgQIECAAAECswoIoGfltjMCBAgQIECAAAECBAgQIECAAAECBAiMIyCAHudcO1ICBAgQIECAAAECBAgQIECAAAECBAjMKiCAnpXbzggQIECAAAECBAgQIECAAAECBAgQIDCOgAB6nHPtSAkQIECAAAECBAgQIECAAAECBAgQIDCrgAB6Vm47I0CAAAECBAgQIECAAAECBAgQIECAwDgCAuhxzrUjJUCAAAECBAgQIECAAAECBAgQIECAwKwCAuhZue2MAAECBAgQIECAAAECBAgQIECAAAEC4wgIoMc5146UAAECBAgQIECAAAECBAgQIECAAAECswoIoGfltjMCBAgQIECAAAECBAgQIECAAAECBAiMIyCAHudcO1ICBAgQIECAAAECBAgQIECAAAECBAjMKiCAnpXbzggQIECAAAECBAgQIECAAAECBAgQIDCOgAB6nHPtSAkQIECAAAECBAgQIECAAAECBAgQIDCrgAB6Vm47I0CAAAECBAgQIECAAAECBAgQIECAwDgCAuhxzrUjJUCAAAECBAgQIECAAAECBAgQIECAwKwCAuhZue2MAAECBAgQIECAAAECBAgQIECAAAEC4wgIoMc5146UAAECBAgQIECAAAECBAgQIECAAAECswoIoGfltjMCBAgQIECAAAECBAgQIECAAAECBAiMIyCAHudcO1ICBAgQIECAAAECBAgQIECAAAECBAjMKiCAnpXbzggQIECAAAECBAgQIECAAAECBAgQIDCOgAB6nHPtSAkQIECAAAECBAgQIECAAAECBAgQIDCrgAB6Vm47I0CAAAECBAgQIECAAAECBAgQIECAwDgCAuhxzrUjJUCAAAECBAgQIECAAAECBAgQIECAwKwCAuhZue2MAAECBAgQIECAAAECBAgQIECAAAEC4wgIoMc5146UAAECBAgQIECAAAECBAgQIECAAAECswoIoGfltjMCBAgQIECAAAECBAgQIECAAAECBAiMIyCAHudcO1ICBAgQIECAAAECBAgQIECAAAECBAjMKiCAnpXbzggQIECAAAECBAgQIECAAAECBAgQIDCOgAB6nHPtSAkQIECAAAECBAgQIECAAAECBAgQIDCrgAB6Vm47I0CAAAECBAgQIECAAAECBAgQIECAwDgCAuhxzrUjJUCAAAECBAgQIECAAAECBAgQIECAwKwCAuhZue2MAAECBAgQIECAAAECBAgQIECAAAEC4wgIoMc5146UAAECBAgQIECAAAECBAgQIECAAAECswoIoGfltjMCBAgQIECAAAECBAgQIECAAAECBAiMIyCAHudcO1ICBAgQIECAAAECBAgQIECAAAECBAjMKiCAnpXbzggQIECAAAECBAgQIECAAAECBAgQIDCOgAB6nHPtSAkQIECAAAECBAgQIECAAAECBAgQIDCrwP8HTA9x1mVrONQAAAAASUVORK5CYII=" title="" alt="" width="720" /></p>
</article></slide><slide class=''><hgroup><h2>Haplotypes part 3</h2></hgroup><article id="haplotypes-part-3">
<p>From aligned reads for Illumina data, we can actually compute haplotypes in an active region.</p>
<p>This is a "walker" or tool called HaplotypeCaller.</p>
<p>More info can be found at <a href='https://www.broadinstitute.org/gatk/guide/tooldocs/org_broadinstitute_gatk_tools_walkers_haplotypecaller_HaplotypeCaller.php' title=''>https://www.broadinstitute.org/gatk/guide/tooldocs/org_broadinstitute_gatk_tools_walkers_haplotypecaller_HaplotypeCaller.php</a></p>
</article></slide><slide class=''><hgroup><h2>Haplotypes part 4</h2></hgroup><article id="haplotypes-part-4">
<p>This allows the HaplotypeCaller to be more accurate when calling regions that are traditionally difficult to call, for example when they contain different types of variants close to each other.</p>
<p>It also makes the HaplotypeCaller much better at calling indels than position-based callers like UnifiedGenotyper.</p>
</article></slide><slide class='segue dark nobackground'><hgroup class = 'auto-fadein'><h2>How HaplotypeCaller works</h2></hgroup><article id="how-haplotypecaller-works">
</article></slide><slide class=''><hgroup><h2>Define active regions</h2></hgroup><article id="define-active-regions">
<p>The program determines which regions of the genome it needs to operate on, based on the presence of significant evidence for variation.</p>
</article></slide><slide class=''><hgroup><h2>Determine haplotypes by assembly of the active region</h2></hgroup><article id="determine-haplotypes-by-assembly-of-the-active-region">
<p>For each ActiveRegion, the program builds a De Bruijn-like graph to reassemble the ActiveRegion, and identifies what are the possible haplotypes present in the data.</p>
<p>The program then realigns each haplotype against the reference haplotype using the Smith-Waterman algorithm in order to identify potentially variant sites.</p>
</article></slide><slide class=''><hgroup><h2>Determine likelihoods of the haplotypes given the read data</h2></hgroup><article id="determine-likelihoods-of-the-haplotypes-given-the-read-data">
<p>For each ActiveRegion, the program performs a pairwise alignment of each read against each haplotype using the PairHMM algorithm.</p>
<p>This produces a matrix of likelihoods of haplotypes given the read data. These likelihoods are then marginalized to obtain the likelihoods of alleles for each potentially variant site given the read data.</p>
</article></slide><slide class=''><hgroup><h2>Assign sample genotypes</h2></hgroup><article id="assign-sample-genotypes">
<p>For each potentially variant site, the program applies Bayes' rule, using the likelihoods of alleles given the read data to calculate the likelihoods of each genotype per sample given the read data observed for that sample. The most likely genotype is then assigned to the sample.</p>
</article></slide><slide class=''><hgroup><h2>Haplotypes part 5</h2></hgroup><article id="haplotypes-part-5">
<p>We are going to look at a Bayesian approach to estimating unknown haplotypes which is similar to the type used in the GATK method.</p>
</article></slide><slide class=''><hgroup><h2>Haplotypes part 6</h2></hgroup><article id="haplotypes-part-6">
<p>There are many approaches to doing Bayesian haplotype reconstruction</p>
<p>We will be focusing on Stephens et al 2001</p>
<p><a href='http://www.sciencedirect.com/science/article/pii/S0002929707614244' title=''>http://www.sciencedirect.com/science/article/pii/S0002929707614244</a></p>
</article></slide><slide class=''><hgroup><h2>Haplotypes part 7</h2></hgroup><article id="haplotypes-part-7">
<p>First we aim to reconstruct individual haplotype pairs. We do this by attempting to assign the most likely haplotype pairs to an individual.</p>
<p>We then assume the haplotype estimates the true ones and then calculate haplotype frequency.</p>
<p>What we are going to show can be implemented using PHASE and fastPHASE software packages. Unfortunately there is no equivalent R package for these.</p>
</article></slide><slide class=''><hgroup><h2>Haplotypes part 8</h2></hgroup><article id="haplotypes-part-8">
<p>General idea behind Bayesian methods is we can make an inference about paremeters based on its conditional distribution given the data.</p>
<p>Let \(\theta\) be the parameter of interest.</p>
<p>Let \(X\) be the data we have.</p>
<p>The conditional probability of \(\theta\) given \(X\) be denoted \(\pi(\theta|X)\). This is commonly referred to the posterior density of \(\theta\)</p>
</article></slide><slide class=''><hgroup><h2>Haplotypes part 9</h2></hgroup><article id="haplotypes-part-9">
<p>The distribution depends on three quantities</p>
<ol>
<li><p>The prior distribution of \(\theta\) given by \(\pi(\theta)\)</p></li>
<li><p>The likelihood of the data given by $L(|X) = f(X|)</p></li>
<li><p>A constant c such that</p></li>
</ol>
<p>\[
c = \frac{1}{\int_{\theta}\pi(\theta)L(\theta|X)d\theta}
\]</p>
</article></slide><slide class=''><hgroup><h2>Haplotypes part 10</h2></hgroup><article id="haplotypes-part-10">
<p>The relationship between the posterior density and each of the three quantities listed is a result of Bayes rule given by (note semicolon is the probability density function):</p>
<p>\[
\pi(\theta|X) = \frac{\pi(\theta;X)}{f(X)} = \frac{f(X|\theta)\pi(\theta)}{\int_{\theta}\pi(\theta)f(X|\theta)d\theta}
\]</p>
<p>Or equivalently</p>
<p>\[
\pi(\theta|X) = cL(\theta|X)\pi(\theta)
\]</p>
<p>Since we can substitute for c using our earlier equation</p>
</article></slide><slide class=''><hgroup><h2>Haplotypes part 11</h2></hgroup><article id="haplotypes-part-11">
<p>In practice, exact calculation of the posterior probability is not possible so we need to use numerical methods compute it.</p>
</article></slide><slide class=''><hgroup><h2>Markov Chain</h2></hgroup><article id="markov-chain">
<p>Introduce Markov Chain, markov property, state space, gambler's ruin</p>
</article></slide><slide class=''><hgroup><h2>MCMC</h2></hgroup><article id="mcmc">
<p>Markov chain Monte Carlo (MCMC) methods are a class of algorithms for sampling from a probability distribution based on constructing a Markov chain that has the desired distribution as its equilibrium distribution.</p>
<p>The state of the chain after a number of steps is then used as a sample of the desired distribution.</p>
<p>The quality of the sample improves as a function of the number of steps.</p>
</article></slide><slide class=''><hgroup><h2>Marginal Distribution</h2></hgroup><article id="marginal-distribution">
<p>For the following, we will need the marginal distribution.</p>
<p>Marginal distribution of a subset of a collection of random variables is the probability distribution of the variables contained in the subset</p>
</article></slide><slide class=''><hgroup><h2>Gibb's Sampling</h2></hgroup><article id="gibbs-sampling">
<p>Suppose the population parameters \(\theta = (\theta_1,\theta_2,...,\theta_K)\) and we are interested in the joint posterior density \(\pi(\theta|X)\)</p>
<p>We cannot obtain density directly. Also suppose \(\pi(\theta_k|\theta_{-k},X)\) is the marginal distribution of the single parameter \(\theta_k\) conditional on current values.</p>
<p>The Gibb's Sampler provides us with posterior density \(\pi(\theta|X)\) based on sampling from the marginal distributions \(\pi(\theta_k|\theta_{-k},X)\)</p>
</article></slide><slide class=''><hgroup><h2>Gibb's Sampling part 2</h2></hgroup><article id="gibbs-sampling-part-2">
<p>We begin with \(t = 0\) and initial vaues \(\theta_1^{(0)},...,\theta_K^{(0)}\)</p>
<p>\[
\begin{align}
\theta_1^{(t+1)}|\theta_{-1},X & \sim \pi(\theta_1|\theta_2^{(t)},...,\theta_K^{(t)},X) \\
\theta_2^{(t+1)}|\theta_{-2},X & \sim \pi(\theta_2|\theta_1^{(t+1)}|\theta_2^{(t)},\theta_3^{(t)},...,\theta_K^{(t)},X) \\
& ... \\
\theta_K^{(t+1)}|\theta_{-K},X & \sim \pi(\theta_K|\theta_{-K}^{(t+1)}|\theta_K^{(t+1)},...,\theta_{K-1}^{(t+1)},X)
\end{align}
\]</p>
<p>Then keep repeating by letting \(t=t+1\) and repeat \(M\) times where \(M\) is large.</p>
</article></slide><slide class=''><hgroup><h2>Gibb's Sampling notes</h2></hgroup><article id="gibbs-sampling-notes">
<ul>
<li><p>\(\theta^{(t)}\) is the value of \(\theta\) at the \(t^{th}\) iteration and is sampled on current estimates of remaining parameters.</p></li>
<li><p>Note that this algorithm is in fact a markov chain and only depends on its previous state.</p></li>
<li><p>We can show that this does converge to \(\pi(\theta|X)\) as number of iterations gets very large.</p></li>
</ul>
</article></slide><slide class=''><hgroup><h2>Gibb's Sampling part 3</h2></hgroup><article id="gibbs-sampling-part-3">
<p>Now consider the genetic setting. Let \(H_i\) represent the potentially unobservable haplotype and \(G_i\) represent the obersved genotype for individual \(i\) where \(i=1,...,n\)</p>
<p>We want to find the posterior probability of haplotypes given the observed genotype data across individuals, denoted \(\pi(H|G)\).</p>
<p>The probability relies on the distribution for the haplotypes given by \(\pi(H)\) and the likelihood of the data given by \(L(H|G)\)</p>
</article></slide><slide class=''><hgroup><h2>Gibb's Sampling part 4</h2></hgroup><article id="gibbs-sampling-part-4">
<p>Formally we write this</p>
<p>\[
\pi(H|G) = cL(H|G)\pi(H)
\]</p>
<p>where \(c\) is a constant.</p>
</article></slide><slide class=''><hgroup><h2>Gibb's Sampling part 5</h2></hgroup><article id="gibbs-sampling-part-5">
<p>Goal of this is going to be use the Gibb's Sampler the same except the parameters are replaced by haplotype pairs. Let \(t = 0\) and define initial values \(H_1^{(0)},...,H_n^{(0)}\) where n is the number of individuals.</p>
<p>\[
\begin{align}
H_1^{(t+1)}|G,H_{-1} & \sim \pi(H_1|H_2^{(t)},...,H_n^{(t)},G) \\
H_2^{(t+1)}|G,H_{-2} & \sim \pi(H_2|H_1^{(t+1)},H_2^{(t)},H_3^{(t)},...,H_n^{(t)},G) \\
& ... \\
H_n^{(t+1)}|G,H_{-n} & \sim \pi(H_n|H_{-n}^{(t+1)},...,H_{n-1}^{(t+1)},G)
\end{align}
\]</p>
</article></slide><slide class=''><hgroup><h2>Bayesian Haplotype Reconstruction</h2></hgroup><article id="bayesian-haplotype-reconstruction">
<p>Repeating this a large number of times leads to a stable state and gives us consistent estimates for the unknown haplotypes.</p>
<p>This approach assumes a number of things including random mating. I think the set of results you get back with just go up for non-diploids.</p>
</article></slide><slide class=''><hgroup><h2>Expectation Maximization</h2></hgroup><article id="expectation-maximization">
<p>There are other methods to do this, one such type is expectation maximization</p>
<p>Here we will effectively be applying maximum likelihood estimation to estimate the missing data.</p>
</article></slide><slide class=''><hgroup><h2>Expectation Maximization part 2</h2></hgroup><article id="expectation-maximization-part-2">
<p>More about this can be read on the paper Dempster et al 1977</p>
<p>And details found in Andrea Foulkes APplied Statistical Genetics With R</p>
</article></slide><slide class=''><hgroup><h2>Expectation Maximization part 3</h2></hgroup><article id="expectation-maximization-part-3">
<p>In the first example, we estimate the population level frequencies of haplotypes within the <strong>actn3</strong> gene in Caucasians</p>
<p>This is based on the FAMuSS data</p>
</article></slide><slide class=''><hgroup><h2>Expectation Maximization part 4</h2></hgroup><article id="expectation-maximization-part-4">
<pre class = 'prettyprint lang-r'>install.packages("haplo.stats",repos="http://cran.rstudio.com/")</pre>
<pre >##
## The downloaded binary packages are in
## /var/folders/tj/8dxhxfns3fb0fx5kswwdvjbr0000gp/T//RtmpkTmaM8/downloaded_packages</pre>
<pre class = 'prettyprint lang-r'>library(haplo.stats)
fms <- read.delim("http://www.uvm.edu/~rsingle/Rdata/otherdata/FMS_data.tsv",
header=T, sep="\t")
attach(fms)
Geno <- cbind(substr(actn3_r577x,1,1), substr(actn3_r577x,2,2),
substr(actn3_rs540874,1,1),substr(actn3_rs540874,2,2),
substr(actn3_rs1815739,1,1),substr(actn3_rs1815739,2,2),
substr(actn3_1671064,1,1),substr(actn3_1671064,2,2))</pre>
</article></slide><slide class=''><hgroup><h2>Expectation Maximization part 5</h2></hgroup><article id="expectation-maximization-part-5">
<pre class = 'prettyprint lang-r'>SNPnames <- c("actn3_r577x","actn3_rs540874","actn3_rs1815739",
"actn3_1671064")</pre>
</article></slide><slide class=''><hgroup><h2>Expectation Maximization part 6</h2></hgroup><article id="expectation-maximization-part-6">
<p>Now we have our data, we are going to use some of the functions provided in haplotype package.</p>
<p><strong>haplo.em.control()</strong> function is used within the <strong>haplo.em()</strong> function call to specify the minimum posterior probability of the haplotype pair.</p>
<p>Pairs that have an estimated frequency lower than this threshold will be removed from the list of possible pairs.</p>
</article></slide><slide class=''><hgroup><h2>Expectation Maximization part 7</h2></hgroup><article id="expectation-maximization-part-7">
<pre class = 'prettyprint lang-r'>Geno.C <- Geno[Race=="Caucasian" && !is.na(Race),]
HaploEM <- haplo.em(Geno.C, locus.label= SNPnames,
control=haplo.em.control(min.posterior = 1e-4))</pre>
</article></slide><slide class=''><hgroup><h2>Expectation Maximization Note</h2></hgroup><article id="expectation-maximization-note">
<p>Note these values may differ in each run since starting values are different</p>
</article></slide><slide class=''><hgroup><h2>Expectation Maximization part 8</h2></hgroup><article id="expectation-maximization-part-8">
<pre class = 'prettyprint lang-r'>HaploEM</pre>
<pre >## ===========================================================================
## Haplotypes
## ===========================================================================
## actn3_r577x actn3_rs540874 actn3_rs1815739 actn3_1671064 hap.freq
## 1 C A C A 0.00122
## 2 C A C G 0.00612
## 3 C A T A 0.00425
## 4 C A T G 0.01527
## 5 C G C A 0.48147
## 6 C G C G 0.00974
## 7 T A C G 0.00060
## 8 T A T A 0.00451
## 9 T A T G 0.39706
## 10 T G C A 0.07363
## 11 T G T A 0.00041
## 12 T G T G 0.00572
## ===========================================================================
## Details
## ===========================================================================
## lnlike = -2062.223
## lr stat for no LD = 4927.501 , df = 7 , p-val = 0</pre>
</article></slide><slide class=''><hgroup><h2>Expectation Maximization part 9</h2></hgroup><article id="expectation-maximization-part-9">
<p>Column named hap.freq is the estimated population level haplotype frequency.</p>
<p>From this we can see that the most common haplotype is given by CGCA.</p>
<p>From population level haplotypes we could then use estimators to estimate the sample specific haplotype pair probabilities.</p></article></slide>
<slide class="backdrop"></slide>
</slides>
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<script src="data:application/x-javascript;base64,/*
 * Hammer.JS
 * version 0.4
 * author: Eight Media
 * https://github.com/EightMedia/hammer.js
 */
function Hammer(element, options, undefined)
{
    var self = this;

    var defaults = {
        // prevent the default event or not... might be buggy when false
        prevent_default    : false,
        css_hacks          : true,

        drag               : true,
        drag_vertical      : true,
        drag_horizontal    : true,
        // minimum distance before the drag event starts
        drag_min_distance  : 20, // pixels

        // pinch zoom and rotation
        transform          : true,
        scale_treshold     : 0.1,
        rotation_treshold  : 15, // degrees

        tap                : true,
        tap_double         : true,
        tap_max_interval   : 300,
        tap_double_distance: 20,

        hold               : true,
        hold_timeout       : 500
    };
    options = mergeObject(defaults, options);

    // some css hacks
    (function() {
        if(!options.css_hacks) {
            return false;
        }

        var vendors = ['webkit','moz','ms','o',''];
        var css_props = {
            "userSelect": "none",
            "touchCallout": "none",
            "userDrag": "none",
            "tapHighlightColor": "rgba(0,0,0,0)"
        };

        var prop = '';
        for(var i = 0; i < vendors.length; i++) {
            for(var p in css_props) {
                prop = p;
                if(vendors[i]) {
                    prop = vendors[i] + prop.substring(0, 1).toUpperCase() + prop.substring(1);
                }
                element.style[ prop ] = css_props[p];
            }
        }
    })();

    // holds the distance that has been moved
    var _distance = 0;

    // holds the exact angle that has been moved
    var _angle = 0;

    // holds the diraction that has been moved
    var _direction = 0;

    // holds position movement for sliding
    var _pos = { };

    // how many fingers are on the screen
    var _fingers = 0;

    var _first = false;

    var _gesture = null;
    var _prev_gesture = null;

    var _touch_start_time = null;
    var _prev_tap_pos = {x: 0, y: 0};
    var _prev_tap_end_time = null;

    var _hold_timer = null;

    var _offset = {};

    // keep track of the mouse status
    var _mousedown = false;

    var _event_start;
    var _event_move;
    var _event_end;


    /**
     * angle to direction define
     * @param  float    angle
     * @return string   direction
     */
    this.getDirectionFromAngle = function( angle )
    {
        var directions = {
            down: angle >= 45 && angle < 135, //90
            left: angle >= 135 || angle <= -135, //180
            up: angle < -45 && angle > -135, //270
            right: angle >= -45 && angle <= 45 //0
        };

        var direction, key;
        for(key in directions){
            if(directions[key]){
                direction = key;
                break;
            }
        }
        return direction;
    };


    /**
     * count the number of fingers in the event
     * when no fingers are detected, one finger is returned (mouse pointer)
     * @param  event
     * @return int  fingers
     */
    function countFingers( event )
    {
        // there is a bug on android (until v4?) that touches is always 1,
        // so no multitouch is supported, e.g. no, zoom and rotation...
        return event.touches ? event.touches.length : 1;
    }


    /**
     * get the x and y positions from the event object
     * @param  event
     * @return array  [{ x: int, y: int }]
     */
    function getXYfromEvent( event )
    {
        event = event || window.event;

        // no touches, use the event pageX and pageY
        if(!event.touches) {
            var doc = document,
                body = doc.body;

            return [{
                x: event.pageX || event.clientX + ( doc && doc.scrollLeft || body && body.scrollLeft || 0 ) - ( doc && doc.clientLeft || body && doc.clientLeft || 0 ),
                y: event.pageY || event.clientY + ( doc && doc.scrollTop || body && body.scrollTop || 0 ) - ( doc && doc.clientTop || body && doc.clientTop || 0 )
            }];
        }
        // multitouch, return array with positions
        else {
            var pos = [], src;
            for(var t=0, len=event.touches.length; t<len; t++) {
                src = event.touches[t];
                pos.push({ x: src.pageX, y: src.pageY });
            }
            return pos;
        }
    }


    /**
     * calculate the angle between two points
     * @param object pos1 { x: int, y: int }
     * @param object pos2 { x: int, y: int }
     */
    function getAngle( pos1, pos2 )
    {
        return Math.atan2(pos2.y - pos1.y, pos2.x - pos1.x) * 180 / Math.PI;
    }

    /**
     * trigger an event/callback by name with params
     * @param string name
     * @param array  params
     */
    function triggerEvent( eventName, params )
    {
        // return touches object
        params.touches = getXYfromEvent(params.originalEvent);
        params.type = eventName;

        // trigger callback
        if(isFunction(self["on"+ eventName])) {
            self["on"+ eventName].call(self, params);
        }
    }


    /**
     * cancel event
     * @param   object  event
     * @return  void
     */

    function cancelEvent(event){
        event = event || window.event;
        if(event.preventDefault){
            event.preventDefault();
        }else{
            event.returnValue = false;
            event.cancelBubble = true;
        }
    }


    /**
     * reset the internal vars to the start values
     */
    function reset()
    {
        _pos = {};
        _first = false;
        _fingers = 0;
        _distance = 0;
        _angle = 0;
        _gesture = null;
    }


    var gestures = {
        // hold gesture
        // fired on touchstart
        hold : function(event)
        {
            // only when one finger is on the screen
            if(options.hold) {
                _gesture = 'hold';
                clearTimeout(_hold_timer);

                _hold_timer = setTimeout(function() {
                    if(_gesture == 'hold') {
                        triggerEvent("hold", {
                            originalEvent   : event,
                            position        : _pos.start
                        });
                    }
                }, options.hold_timeout);
            }
        },


        // drag gesture
        // fired on mousemove
        drag : function(event)
        {
            // get the distance we moved
            var _distance_x = _pos.move[0].x - _pos.start[0].x;
            var _distance_y = _pos.move[0].y - _pos.start[0].y;
            _distance = Math.sqrt(_distance_x * _distance_x + _distance_y * _distance_y);

            // drag
            // minimal movement required
            if(options.drag && (_distance > options.drag_min_distance) || _gesture == 'drag') {
                // calculate the angle
                _angle = getAngle(_pos.start[0], _pos.move[0]);
                _direction = self.getDirectionFromAngle(_angle);

                // check the movement and stop if we go in the wrong direction
                var is_vertical = (_direction == 'up' || _direction == 'down');
                if(((is_vertical && !options.drag_vertical) || (!is_vertical && !options.drag_horizontal))
                    && (_distance > options.drag_min_distance)) {
                    return;
                }

                _gesture = 'drag';

                var position = { x: _pos.move[0].x - _offset.left,
                    y: _pos.move[0].y - _offset.top };

                var event_obj = {
                    originalEvent   : event,
                    position        : position,
                    direction       : _direction,
                    distance        : _distance,
                    distanceX       : _distance_x,
                    distanceY       : _distance_y,
                    angle           : _angle
                };

                // on the first time trigger the start event
                if(_first) {
                    triggerEvent("dragstart", event_obj);

                    _first = false;
                }

                // normal slide event
                triggerEvent("drag", event_obj);

                cancelEvent(event);
            }
        },


        // transform gesture
        // fired on touchmove
        transform : function(event)
        {
            if(options.transform) {
                var scale = event.scale || 1;
                var rotation = event.rotation || 0;

                if(countFingers(event) != 2) {
                    return false;
                }

                if(_gesture != 'drag' &&
                    (_gesture == 'transform' || Math.abs(1-scale) > options.scale_treshold
                        || Math.abs(rotation) > options.rotation_treshold)) {
                    _gesture = 'transform';

                    _pos.center = {  x: ((_pos.move[0].x + _pos.move[1].x) / 2) - _offset.left,
                        y: ((_pos.move[0].y + _pos.move[1].y) / 2) - _offset.top };

                    var event_obj = {
                        originalEvent   : event,
                        position        : _pos.center,
                        scale           : scale,
                        rotation        : rotation
                    };

                    // on the first time trigger the start event
                    if(_first) {
                        triggerEvent("transformstart", event_obj);
                        _first = false;
                    }

                    triggerEvent("transform", event_obj);

                    cancelEvent(event);

                    return true;
                }
            }

            return false;
        },


        // tap and double tap gesture
        // fired on touchend
        tap : function(event)
        {
            // compare the kind of gesture by time
            var now = new Date().getTime();
            var touch_time = now - _touch_start_time;

            // dont fire when hold is fired
            if(options.hold && !(options.hold && options.hold_timeout > touch_time)) {
                return;
            }

            // when previous event was tap and the tap was max_interval ms ago
            var is_double_tap = (function(){
                if (_prev_tap_pos && options.tap_double && _prev_gesture == 'tap' && (_touch_start_time - _prev_tap_end_time) < options.tap_max_interval) {
                    var x_distance = Math.abs(_prev_tap_pos[0].x - _pos.start[0].x);
                    var y_distance = Math.abs(_prev_tap_pos[0].y - _pos.start[0].y);
                    return (_prev_tap_pos && _pos.start && Math.max(x_distance, y_distance) < options.tap_double_distance);

                }
                return false;
            })();

            if(is_double_tap) {
                _gesture = 'double_tap';
                _prev_tap_end_time = null;

                triggerEvent("doubletap", {
                    originalEvent   : event,
                    position        : _pos.start
                });
                cancelEvent(event);
            }

            // single tap is single touch
            else {
                _gesture = 'tap';
                _prev_tap_end_time = now;
                _prev_tap_pos = _pos.start;

                if(options.tap) {
                    triggerEvent("tap", {
                        originalEvent   : event,
                        position        : _pos.start
                    });
                    cancelEvent(event);
                }
            }

        }

    };


    function handleEvents(event)
    {
        switch(event.type)
        {
            case 'mousedown':
            case 'touchstart':
                _pos.start = getXYfromEvent(event);
                _touch_start_time = new Date().getTime();
                _fingers = countFingers(event);
                _first = true;
                _event_start = event;

                // borrowed from jquery offset https://github.com/jquery/jquery/blob/master/src/offset.js
                var box = element.getBoundingClientRect();
                var clientTop  = element.clientTop  || document.body.clientTop  || 0;
                var clientLeft = element.clientLeft || document.body.clientLeft || 0;
                var scrollTop  = window.pageYOffset || element.scrollTop  || document.body.scrollTop;
                var scrollLeft = window.pageXOffset || element.scrollLeft || document.body.scrollLeft;

                _offset = {
                    top: box.top + scrollTop - clientTop,
                    left: box.left + scrollLeft - clientLeft
                };

                _mousedown = true;

                // hold gesture
                gestures.hold(event);

                if(options.prevent_default) {
                    cancelEvent(event);
                }
                break;

            case 'mousemove':
            case 'touchmove':
                if(!_mousedown) {
                    return false;
                }
                _event_move = event;
                _pos.move = getXYfromEvent(event);

                if(!gestures.transform(event)) {
                    gestures.drag(event);
                }
                break;

            case 'mouseup':
            case 'mouseout':
            case 'touchcancel':
            case 'touchend':
                if(!_mousedown || (_gesture != 'transform' && event.touches && event.touches.length > 0)) {
                    return false;
                }

                _mousedown = false;
                _event_end = event;

                // drag gesture
                // dragstart is triggered, so dragend is possible
                if(_gesture == 'drag') {
                    triggerEvent("dragend", {
                        originalEvent   : event,
                        direction       : _direction,
                        distance        : _distance,
                        angle           : _angle
                    });
                }

                // transform
                // transformstart is triggered, so transformed is possible
                else if(_gesture == 'transform') {
                    triggerEvent("transformend", {
                        originalEvent   : event,
                        position        : _pos.center,
                        scale           : event.scale,
                        rotation        : event.rotation
                    });
                }
                else {
                    gestures.tap(_event_start);
                }

                _prev_gesture = _gesture;

                // reset vars
                reset();
                break;
        }
    }


    // bind events for touch devices
    // except for windows phone 7.5, it doesnt support touch events..!
    if('ontouchstart' in window) {
        element.addEventListener("touchstart", handleEvents, false);
        element.addEventListener("touchmove", handleEvents, false);
        element.addEventListener("touchend", handleEvents, false);
        element.addEventListener("touchcancel", handleEvents, false);
    }
    // for non-touch
    else {

        if(element.addEventListener){ // prevent old IE errors
            element.addEventListener("mouseout", function(event) {
                if(!isInsideHammer(element, event.relatedTarget)) {
                    handleEvents(event);
                }
            }, false);
            element.addEventListener("mouseup", handleEvents, false);
            element.addEventListener("mousedown", handleEvents, false);
            element.addEventListener("mousemove", handleEvents, false);

            // events for older IE
        }else if(document.attachEvent){
            element.attachEvent("onmouseout", function(event) {
                if(!isInsideHammer(element, event.relatedTarget)) {
                    handleEvents(event);
                }
            }, false);
            element.attachEvent("onmouseup", handleEvents);
            element.attachEvent("onmousedown", handleEvents);
            element.attachEvent("onmousemove", handleEvents);
        }
    }


    /**
     * find if element is (inside) given parent element
     * @param   object  element
     * @param   object  parent
     * @return  bool    inside
     */
    function isInsideHammer(parent, child) {
        // get related target for IE
        if(!child && window.event && window.event.toElement){
            child = window.event.toElement;
        }

        if(parent === child){
            return true;
        }

        // loop over parentNodes of child until we find hammer element
        if(child){
            var node = child.parentNode;
            while(node !== null){
                if(node === parent){
                    return true;
                };
                node = node.parentNode;
            }
        }
        return false;
    }


    /**
     * merge 2 objects into a new object
     * @param   object  obj1
     * @param   object  obj2
     * @return  object  merged object
     */
    function mergeObject(obj1, obj2) {
        var output = {};

        if(!obj2) {
            return obj1;
        }

        for (var prop in obj1) {
            if (prop in obj2) {
                output[prop] = obj2[prop];
            } else {
                output[prop] = obj1[prop];
            }
        }
        return output;
    }

    function isFunction( obj ){
        return Object.prototype.toString.call( obj ) == "[object Function]";
    }
}"></script>
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<script src="data:application/x-javascript;base64,/**
 * @authors Luke Mahe
 * @authors Eric Bidelman
 * @fileoverview TODO
 */
document.cancelFullScreen = document.webkitCancelFullScreen ||
                            document.mozCancelFullScreen;

/**
 * @constructor
 */
function SlideDeck(el) {
  this.curSlide_ = 0;
  this.prevSlide_ = 0;
  this.config_ = null;
  this.container = el || document.querySelector('slides');
  this.slides = [];
  this.controller = null;

  this.getCurrentSlideFromHash_();

  // Call this explicitly. Modernizr.load won't be done until after DOM load.
  this.onDomLoaded_.bind(this)();
}

/**
 * @const
 * @private
 */
SlideDeck.prototype.SLIDE_CLASSES_ = [
  'far-past', 'past', 'current', 'next', 'far-next'];

/**
 * @const
 * @private
 */
SlideDeck.prototype.CSS_DIR_ = 'theme/css/';

/**
 * @private
 */
SlideDeck.prototype.getCurrentSlideFromHash_ = function() {
  var slideNo = parseInt(document.location.hash.substr(1));

  if (slideNo) {
    this.curSlide_ = slideNo - 1;
  } else {
    this.curSlide_ = 0;
  }
};

/**
 * @param {number} slideNo
 */
SlideDeck.prototype.loadSlide = function(slideNo) {
  if (slideNo) {
    this.curSlide_ = slideNo - 1;
    this.updateSlides_();
  }
};

/**
 * @private
 */
SlideDeck.prototype.onDomLoaded_ = function(e) {
  document.body.classList.add('loaded'); // Add loaded class for templates to use.

  this.slides = this.container.querySelectorAll('slide:not([hidden]):not(.hidden):not(.backdrop)');

  // If we're on a smartphone, apply special sauce.
  if (Modernizr.mq('only screen and (max-device-width: 480px)')) {
    // var style = document.createElement('link');
    // style.rel = 'stylesheet';
    // style.type = 'text/css';
    // style.href = this.CSS_DIR_ + 'phone.css';
    // document.querySelector('head').appendChild(style);

    // No need for widescreen layout on a phone.
    this.container.classList.remove('layout-widescreen');
  }

  this.loadConfig_(SLIDE_CONFIG);
  this.addEventListeners_();
  this.updateSlides_();

  // Add slide numbers and total slide count metadata to each slide.
  var that = this;
  for (var i = 0, slide; slide = this.slides[i]; ++i) {
    slide.dataset.slideNum = i + 1;
    slide.dataset.totalSlides = this.slides.length;

    slide.addEventListener('click', function(e) {
      if (document.body.classList.contains('overview')) {
        that.loadSlide(this.dataset.slideNum);
        e.preventDefault();
        window.setTimeout(function() {
          that.toggleOverview();
        }, 500);
      }
    }, false);
  }

  // Note: this needs to come after addEventListeners_(), which adds a
  // 'keydown' listener that this controller relies on.

  // Modernizr.touch isn't a sufficient check for devices that support both
  // touch and mouse. Create the controller in all cases.
  // // Also, no need to set this up if we're on mobile.
  // if (!Modernizr.touch) {
    this.controller = new SlideController(this);
    if (this.controller.isPopup) {
      document.body.classList.add('popup');
    }
  //}
};

/**
 * @private
 */
SlideDeck.prototype.addEventListeners_ = function() {
  document.addEventListener('keydown', this.onBodyKeyDown_.bind(this), true);
  window.addEventListener('popstate', this.onPopState_.bind(this), false);

  // var transEndEventNames = {
  //   'WebkitTransition': 'webkitTransitionEnd',
  //   'MozTransition': 'transitionend',
  //   'OTransition': 'oTransitionEnd',
  //   'msTransition': 'MSTransitionEnd',
  //   'transition': 'transitionend'
  // };
  // 
  // // Find the correct transitionEnd vendor prefix.
  // window.transEndEventName = transEndEventNames[
  //     Modernizr.prefixed('transition')];
  // 
  // // When slides are done transitioning, kickoff loading iframes.
  // // Note: we're only looking at a single transition (on the slide). This
  // // doesn't include autobuilds the slides may have. Also, if the slide
  // // transitions on multiple properties (e.g. not just 'all'), this doesn't
  // // handle that case.
  // this.container.addEventListener(transEndEventName, function(e) {
  //     this.enableSlideFrames_(this.curSlide_);
  // }.bind(this), false);

  // document.addEventListener('slideenter', function(e) {
  //   var slide = e.target;
  //   window.setTimeout(function() {
  //     this.enableSlideFrames_(e.slideNumber);
  //     this.enableSlideFrames_(e.slideNumber + 1);
  //   }.bind(this), 300);
  // }.bind(this), false);
};

/**
 * @private
 * @param {Event} e The pop event.
 */
SlideDeck.prototype.onPopState_ = function(e) {
  if (e.state != null) {
    this.curSlide_ = e.state;
    this.updateSlides_(true);
  }
};

/**
 * @param {Event} e
 */
SlideDeck.prototype.onBodyKeyDown_ = function(e) {

  // Don't handle keys if an input or text area is active. Do special handling
  // for selectize because it keeps focus within an offscreen textbox even
  // when just the select control is showing -- for selectize we refrain from
  // handling keys only when the text input is active or when the up or down
  // arrow key is pressed (which is used to open the list from the keyboard)
  var parentNode = e.target.parentNode || e.target; // handle no parent
  if (parentNode.classList && parentNode.classList.contains('selectize-input')) {
    if (parentNode.classList.contains('input-active') ||  // text input is active
       (e.keyCode == 38) || (e.keyCode == 40))            // up or down arrow
      return;
  } else if (/^(input|textarea)$/i.test(e.target.nodeName) ||
      e.target.isContentEditable) {
    return;
  }

  // Forward keydowns to the main slides if we're the popup.
  if (this.controller && this.controller.isPopup) {
    this.controller.sendMsg({keyCode: e.keyCode});
  }

  switch (e.keyCode) {
    case 13: // Enter
      if (document.body.classList.contains('overview')) {
        this.toggleOverview();
      }
      break;

    case 39: // right arrow
    case 32: // space
    case 34: // PgDn
      this.nextSlide();
      e.preventDefault();
      break;

    case 37: // left arrow
    case 8: // Backspace
    case 33: // PgUp
      this.prevSlide();
      e.preventDefault();
      break;

    case 40: // down arrow
      this.nextSlide();
      e.preventDefault();
      break;

    case 38: // up arrow
      this.prevSlide();
      e.preventDefault();
      break;

    case 72: // H: Toggle code highlighting
      document.body.classList.toggle('highlight-code');
      break;

    case 79: // O: Toggle overview
      this.toggleOverview();
      break;

    case 80: // P
      if (this.controller && this.controller.isPopup) {
        document.body.classList.toggle('with-notes');
      } else if (this.controller && !this.controller.popup) {
        document.body.classList.toggle('with-notes');
      }
      break;

    case 82: // R
      // TODO: implement refresh on main slides when popup is refreshed.
      break;

    case 27: // ESC: Hide notes and highlighting
      document.body.classList.remove('with-notes');
      document.body.classList.remove('highlight-code');

      if (document.body.classList.contains('overview')) {
        this.toggleOverview();
      }
      break;

    case 70: // F: Toggle fullscreen
       // Only respect 'f' on body. Don't want to capture keys from an <input>.
       // Also, ignore browser's fullscreen shortcut (cmd+shift+f) so we don't
       // get trapped in fullscreen!
      if (document.cancelFullScreen !== undefined && e.target == document.body && !(e.shiftKey && e.metaKey)) {
        if (document.mozFullScreen !== undefined && !document.mozFullScreen) {
          document.body.mozRequestFullScreen(Element.ALLOW_KEYBOARD_INPUT);
        } else if (document.webkitIsFullScreen !== undefined && !document.webkitIsFullScreen) {
          document.body.webkitRequestFullScreen(Element.ALLOW_KEYBOARD_INPUT);
        } else {
          document.cancelFullScreen();
        }
      }
      break;

    case 87: // W: Toggle widescreen
      // Only respect 'w' on body. Don't want to capture keys from an <input>.
      if (e.target == document.body && !(e.shiftKey && e.metaKey)) {
        this.container.classList.toggle('layout-widescreen');
      }
      break;
  }
};

/**
 *
 */
SlideDeck.prototype.focusOverview_ = function() {
  var overview = document.body.classList.contains('overview');

  for (var i = 0, slide; slide = this.slides[i]; i++) {
    slide.style[Modernizr.prefixed('transform')] = overview ?
        'translateZ(-2500px) translate(' + (( i - this.curSlide_ ) * 105) +
                                       '%, 0%)' : '';
  }
};

/**
 */
SlideDeck.prototype.toggleOverview = function() {
  document.body.classList.toggle('overview');

  this.focusOverview_();
};

/**
 * @private
 */
SlideDeck.prototype.loadConfig_ = function(config) {
  if (!config) {
    return;
  }

  this.config_ = config;

  var settings = this.config_.settings;

  this.loadTheme_(settings.theme || []);

  if (settings.favIcon) {
    this.addFavIcon_(settings.favIcon);
  }

  // Prettyprint. Default to on.
  if (!!!('usePrettify' in settings) || settings.usePrettify) {
    prettyPrint();
  }

  if (settings.analytics) {
    this.loadAnalytics_();
  }

  if (settings.fonts) {
    this.addFonts_(settings.fonts);
  }

  // Builds. Default to on.
  if (!!!('useBuilds' in settings) || settings.useBuilds) {
    this.makeBuildLists_();
  }

  if (settings.title) {
    document.title = settings.title.replace(/<br\/?>/, ' ');
    if (settings.eventInfo && settings.eventInfo.title) {
      document.title +=  ' - ' + settings.eventInfo.title;
    }
    document.querySelector('[data-config-title]').innerHTML = settings.title;
  }

  if (settings.subtitle) {
    document.querySelector('[data-config-subtitle]').innerHTML = settings.subtitle;
  }

  if (this.config_.presenters) {
    var presenters = this.config_.presenters;
    var dataConfigContact = document.querySelector('[data-config-contact]');

    var html = [];
    if (presenters.length == 1) {
      var p = presenters[0];

      var presenterTitle = [p.name];
      if (p.company) {
        presenterTitle.push(p.company);
      }
      html = presenterTitle.join(' - ') + '<br>';

      var gplus = p.gplus ? '<span>g+</span><a href="' + p.gplus +
          '">' + p.gplus.replace(/https?:\/\//, '') + '</a>' : '';

      var twitter = p.twitter ? '<span>twitter</span>' +
          '<a href="http://twitter.com/' + p.twitter + '">' +
          p.twitter + '</a>' : '';

      var www = p.www ? '<span>www</span><a href="' + p.www +
                        '">' + p.www.replace(/https?:\/\//, '') + '</a>' : '';

      var github = p.github ? '<span>github</span><a href="' + p.github +
          '">' + p.github.replace(/https?:\/\//, '') + '</a>' : '';

      var html2 = [gplus, twitter, www, github].join('<br>');

      if (dataConfigContact) {
        dataConfigContact.innerHTML = html2;
      }
    } else {
      for (var i = 0, p; p = presenters[i]; ++i) {
        html.push(p.name + ' - ' + p.company);
      }
      html = html.join('<br>');
      if (dataConfigContact) {
        dataConfigContact.innerHTML = html;
      }
    }

    var dataConfigPresenter = document.querySelector('[data-config-presenter]');
    if (dataConfigPresenter) {
      dataConfigPresenter.innerHTML = html;
      if (settings.eventInfo) {
        var date = settings.eventInfo.date;
        var dateInfo = date ? ' - <time>' + date + '</time>' : '';
        dataConfigPresenter.innerHTML += settings.eventInfo.title + dateInfo;
      }
    }
  }

  /* Left/Right tap areas. Default to including. */
  if (!!!('enableSlideAreas' in settings) || settings.enableSlideAreas) {
    var el = document.createElement('div');
    el.classList.add('slide-area');
    el.id = 'prev-slide-area';
    el.addEventListener('click', this.prevSlide.bind(this), false);
    this.container.appendChild(el);

    var el = document.createElement('div');
    el.classList.add('slide-area');
    el.id = 'next-slide-area';
    el.addEventListener('click', this.nextSlide.bind(this), false);
    this.container.appendChild(el);
  }

  if (Modernizr.touch && (!!!('enableTouch' in settings) ||
      settings.enableTouch)) {
    var self = this;

    // Note: this prevents mobile zoom in/out but prevents iOS from doing
    // it's crazy scroll over effect and disaligning the slides.
    window.addEventListener('touchstart', function(e) {
      e.preventDefault();
    }, false);

    var hammer = new Hammer(this.container);
    hammer.ondragend = function(e) {
      if (e.direction == 'right' || e.direction == 'down') {
        self.prevSlide();
      } else if (e.direction == 'left' || e.direction == 'up') {
        self.nextSlide();
      }
    };
  }
};

/**
 * @private
 * @param {Array.<string>} fonts
 */
SlideDeck.prototype.addFonts_ = function(fonts) {
  var el = document.createElement('link');
  el.rel = 'stylesheet';
  el.href = ('https:' == document.location.protocol ? 'https' : 'http') +
      '://fonts.googleapis.com/css?family=' + fonts.join('|') + '&v2';
  document.querySelector('head').appendChild(el);
};

/**
 * @private
 */
SlideDeck.prototype.buildNextItem_ = function() {
  var slide = this.slides[this.curSlide_];
  var toBuild = slide.querySelector('.to-build');
  var built = slide.querySelector('.build-current');

  if (built) {
    built.classList.remove('build-current');
    if (built.classList.contains('fade')) {
      built.classList.add('build-fade');
    }
  }

  if (!toBuild) {
    var items = slide.querySelectorAll('.build-fade');
    for (var j = 0, item; item = items[j]; j++) {
      item.classList.remove('build-fade');
    }
    return false;
  }

  toBuild.classList.remove('to-build');
  toBuild.classList.add('build-current');

  return true;
};

/**
 * @param {boolean=} opt_dontPush
 */
SlideDeck.prototype.prevSlide = function(opt_dontPush) {
  if (this.curSlide_ > 0) {
    var bodyClassList = document.body.classList;
    bodyClassList.remove('highlight-code');

    // Toggle off speaker notes if they're showing when we move backwards on the
    // main slides. If we're the speaker notes popup, leave them up.
    if (this.controller && !this.controller.isPopup) {
      bodyClassList.remove('with-notes');
    } else if (!this.controller) {
      bodyClassList.remove('with-notes');
    }

    this.prevSlide_ = this.curSlide_--;

    this.updateSlides_(opt_dontPush);
  }
};

/**
 * @param {boolean=} opt_dontPush
 */
SlideDeck.prototype.nextSlide = function(opt_dontPush) {
  if (!document.body.classList.contains('overview') && this.buildNextItem_()) {
    return;
  }

  if (this.curSlide_ < this.slides.length - 1) {
    var bodyClassList = document.body.classList;
    bodyClassList.remove('highlight-code');

    // Toggle off speaker notes if they're showing when we advanced on the main
    // slides. If we're the speaker notes popup, leave them up.
    if (this.controller && !this.controller.isPopup) {
      bodyClassList.remove('with-notes');
    } else if (!this.controller) {
      bodyClassList.remove('with-notes');
    }

    this.prevSlide_ = this.curSlide_++;

    this.updateSlides_(opt_dontPush);
  }
};

/* Slide events */

/**
 * Triggered when a slide enter/leave event should be dispatched.
 *
 * @param {string} type The type of event to trigger
 *     (e.g. 'slideenter', 'slideleave').
 * @param {number} slideNo The index of the slide that is being left.
 */
SlideDeck.prototype.triggerSlideEvent = function(type, slideNo) {
  var el = this.getSlideEl_(slideNo);
  if (!el) {
    return;
  }

  // Call onslideenter/onslideleave if the attribute is defined on this slide.
  var func = el.getAttribute(type);
  if (func) {
    new Function(func).call(el); // TODO: Don't use new Function() :(
  }

  // Dispatch event to listeners setup using addEventListener.
  var evt = document.createEvent('Event');
  evt.initEvent(type, true, true);
  evt.slideNumber = slideNo + 1; // Make it readable
  evt.slide = el;

  el.dispatchEvent(evt);
};

/**
 * @private
 */
SlideDeck.prototype.updateSlides_ = function(opt_dontPush) {
  var dontPush = opt_dontPush || false;

  var curSlide = this.curSlide_;
  for (var i = 0; i < this.slides.length; ++i) {
    switch (i) {
      case curSlide - 2:
        this.updateSlideClass_(i, 'far-past');
        break;
      case curSlide - 1:
        this.updateSlideClass_(i, 'past');
        break;
      case curSlide:
        this.updateSlideClass_(i, 'current');
        break;
      case curSlide + 1:
        this.updateSlideClass_(i, 'next');
        break;
      case curSlide + 2:
        this.updateSlideClass_(i, 'far-next');
        break;
      default:
        this.updateSlideClass_(i);
        break;
    }
  };

  this.triggerSlideEvent('slideleave', this.prevSlide_);
  this.triggerSlideEvent('slideenter', curSlide);

// window.setTimeout(this.disableSlideFrames_.bind(this, curSlide - 2), 301);
// 
// this.enableSlideFrames_(curSlide - 1); // Previous slide.
// this.enableSlideFrames_(curSlide + 1); // Current slide.
// this.enableSlideFrames_(curSlide + 2); // Next slide.

   // Enable current slide's iframes (needed for page loat at current slide).
   this.enableSlideFrames_(curSlide + 1);

   // No way to tell when all slide transitions + auto builds are done.
   // Give ourselves a good buffer to preload the next slide's iframes.
   window.setTimeout(this.enableSlideFrames_.bind(this, curSlide + 2), 1000);

  this.updateHash_(dontPush);

  if (document.body.classList.contains('overview')) {
    this.focusOverview_();
    return;
  }

};

/**
 * @private
 * @param {number} slideNo
 */
SlideDeck.prototype.enableSlideFrames_ = function(slideNo) {
  var el = this.slides[slideNo - 1];
  if (!el) {
    return;
  }

  var frames = el.querySelectorAll('iframe');
  for (var i = 0, frame; frame = frames[i]; i++) {
    this.enableFrame_(frame);
  }
};

/**
 * @private
 * @param {number} slideNo
 */
SlideDeck.prototype.enableFrame_ = function(frame) {
  var src = frame.dataset.src;
  if (src && frame.src != src) {
    frame.src = src;
  }
};

/**
 * @private
 * @param {number} slideNo
 */
SlideDeck.prototype.disableSlideFrames_ = function(slideNo) {
  var el = this.slides[slideNo - 1];
  if (!el) {
    return;
  }

  var frames = el.querySelectorAll('iframe');
  for (var i = 0, frame; frame = frames[i]; i++) {
    this.disableFrame_(frame);
  }
};

/**
 * @private
 * @param {Node} frame
 */
SlideDeck.prototype.disableFrame_ = function(frame) {
  frame.src = 'about:blank';
};

/**
 * @private
 * @param {number} slideNo
 */
SlideDeck.prototype.getSlideEl_ = function(no) {
  if ((no < 0) || (no >= this.slides.length)) {
    return null;
  } else {
    return this.slides[no];
  }
};

/**
 * @private
 * @param {number} slideNo
 * @param {string} className
 */
SlideDeck.prototype.updateSlideClass_ = function(slideNo, className) {
  var el = this.getSlideEl_(slideNo);

  if (!el) {
    return;
  }

  if (className) {
    el.classList.add(className);
  }

  for (var i = 0, slideClass; slideClass = this.SLIDE_CLASSES_[i]; ++i) {
    if (className != slideClass) {
      el.classList.remove(slideClass);
    }
  }
};

/**
 * @private
 */
SlideDeck.prototype.makeBuildLists_ = function () {
  for (var i = this.curSlide_, slide; slide = this.slides[i]; ++i) {
    var items = slide.querySelectorAll('.build > *');
    for (var j = 0, item; item = items[j]; ++j) {
      if (item.classList) {
        item.classList.add('to-build');
        if (item.parentNode.classList.contains('fade')) {
          item.classList.add('fade');
        }
      }
    }
  }
};

/**
 * @private
 * @param {boolean} dontPush
 */
SlideDeck.prototype.updateHash_ = function(dontPush) {
  if (!dontPush) {
    var slideNo = this.curSlide_ + 1;
    // Add everything except the hash.
    var loc = location.protocol+'//'+location.host+location.pathname+(location.search?location.search:"");
    var hash = '#' + slideNo;
    if (window.history.pushState && (location.protocol !== "file:")) {
      window.history.pushState(this.curSlide_, 'Slide ' + slideNo, loc + hash);
    } else {
      window.location.replace(loc + hash);
    }

    // Record GA hit on this slide.
    window['_gaq'] && window['_gaq'].push(['_trackPageview',
                                          document.location.href]);
  }
};


/**
 * @private
 * @param {string} favIcon
 */
SlideDeck.prototype.addFavIcon_ = function(favIcon) {
  var el = document.createElement('link');
  el.rel = 'icon';
  el.type = 'image/png';
  el.href = favIcon;
  document.querySelector('head').appendChild(el);
};

/**
 * @private
 * @param {string} theme
 */
SlideDeck.prototype.loadTheme_ = function(theme) {
  var styles = [];
  if (theme.constructor.name === 'String') {
    styles.push(theme);
  } else {
    styles = theme;
  }

  for (var i = 0, style; themeUrl = styles[i]; i++) {
    var style = document.createElement('link');
    style.rel = 'stylesheet';
    style.type = 'text/css';
    if (themeUrl.indexOf('http') == -1) {
      style.href = this.CSS_DIR_ + themeUrl + '.css';
    } else {
      style.href = themeUrl;
    }
    document.querySelector('head').appendChild(style);
  }
};

/**
 * @private
 */
SlideDeck.prototype.loadAnalytics_ = function() {
  var _gaq = window['_gaq'] || [];
  _gaq.push(['_setAccount', this.config_.settings.analytics]);
  _gaq.push(['_trackPageview']);

  (function() {
    var ga = document.createElement('script'); ga.type = 'text/javascript'; ga.async = true;
    ga.src = ('https:' == document.location.protocol ? 'https://ssl' : 'http://www') + '.google-analytics.com/ga.js';
    var s = document.getElementsByTagName('script')[0]; s.parentNode.insertBefore(ga, s);
  })();
};


// Polyfill missing APIs (if we need to), then create the slide deck.
// iOS < 5 needs classList, dataset, and window.matchMedia. Modernizr contains
// the last one.
(function() {
  Modernizr.load({
    test: !!document.body.classList && !!document.body.dataset,
    nope: ['js/polyfills/classList.min.js', 'js/polyfills/dataset.min.js'],
    complete: function() {
      window.slidedeck = new SlideDeck();
    }
  });
})();
"></script>
<!-- dynamically load mathjax for compatibility with self-contained -->
<script>
(function () {
var script = document.createElement("script");
script.type = "text/javascript";
script.src = "https://cdn.mathjax.org/mathjax/latest/MathJax.js?config=TeX-AMS-MML_HTMLorMML";
document.getElementsByTagName("head")[0].appendChild(script);
})();
</script>
<!-- map slide visiblity events into shiny -->
<script>
(function() {
if (window.jQuery) {
window.jQuery(document).on('slideleave', function(e) {
window.jQuery(e.target).trigger('hidden');
});
window.jQuery(document).on('slideenter', function(e) {
window.jQuery(e.target).trigger('shown');
});
}
})();
</script>
</body>
</html>