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/* Need a Card Widgets for both before and after for the different kind of cards */ <<if $ThisCard.redraw eq 1>> <<set $Agenda = 0>> /* You must draw a new card and start a new turn.<br> */ <<Redraw 4>><<set $Note = "Redraw has been called! AGENDA 4 <br>">> <<Results>> <<if ($ThisCard.pp isnot 0) and ($ThisCard.pp lt 9)>> <<SetItt P $ThisCard.pp>> <</if>> <<if $ThisCard.suit eq "Defense">> <<SetItt "D">> <<set $Note = "<i>" + $ThisCard.headline + "</i> has been added to Burr's Defense.<br>">> <<Log>> <</if>> <<if ($ThisCard.retain eq 1) and ($AddtoHand eq 1)>> /* Need to change because only some cards go to hand. Playcard3? */ <<set $InHand.push($ThisCard)>> <<set $AddtoHand = 0>> <<set $Note = $ThisCard.headline + " has been added to your hand.<br>">> <<Log>> <<UpdateLinks>> <</if>> <<replace "#buttons">> <div class="reserve"> <<if $RollIt eq 0>> <<button "Next Turn">><<Play "cardflip">><<set $Agenda = 0>><<include "Next Turn">><<include "Gturn">><<replace "#Whole">><<include "InScreen">><</replace>><</button>> <</if>> <<button "Options">><<Clack>><<popup 'Save the game' 'Options'>><</button>><br> </div> <</replace>> /* buttons */ <<else>> /* not a redraw card */ <<set $Agenda = 1, $AgendaSign = 1>> <<if ($BurrHidden) and ($ThisCard.redraw isnot 1)>> <<if ($Agendas[0] isnot 5) or ($Agendas[1] isnot 5) or ($Agendas[2] isnot 5)>> <<set $Free = 1>> /* are we in Agenda phase and is Free attempt still available */ <<else>> <<set $Free = 0>> <</if>> /* Reactivate after testing <<dialog '<div class="popuptitle"><center>Agenda Phase</center></div>' 'popup cardbackground conspiracy'>> <div class="cardbackground"><center> Burr remains hidden, so you can concentrate on your political agenda. You may make one Free Agenda Attempt on the lowest Agenda Track.<br> <<button "Close">><<run Dialog.close()>><</button>></center> </div> <</dialog>> */ <<Redraw 2>><<set $Note = "Redraw has been called! AGENDA 2 <br>">> <<Results>> <<elseif ($BurrHidden is false) and ($ThisCard.redraw isnot 1)>> <<if $BurrLoc isnot 0>><<set $BurrLoc-->><</if>> <<set $Note = $Note + "Burr arrives in " + $Locations[$BurrLoc] + "<br>">><<Log>> <<set $BurrPulse = true>> <<Redraw>><<set $Note = "Redraw has been called! AGENDA 1 <br>">> <<Results>> <<set $Free = 0>> <<Note "He will attempt to launch the Expedition if he is in Baton Rouge or Natchez.<br>">> <<if ($BurrLoc eq 1) or ($BurrLoc eq 2)>> <<Launch>> <</if>> <</if>> /* <<Redraw 2>><<set $Note = "Redraw has been called! AGENDA 2 <br>">> <<Results>> */ <<if $Agendas[1] eq 5>> <<SetItt P 1>> <<set $Note = "Virginia Dynasty Agenda increases Prestige by [img[$BluePrestigeTiny]]<br>">> <<Log>> <</if>> <<if ($ThisCard.pp isnot 0) and ($ThisCard.pp lt 9)>> <<SetItt P $ThisCard.pp>> <</if>> <<if $ThisCard.suit eq "Conspiracy">> <<set $ConspiratorCards.push($ThisCard)>> <<set $ConspInHand[$ThisCard.num] = 1>> <<set $Note = "<i>" + $ThisCard.headline + "</i> has been added to your <strong>Conspiracy Pile</strong>.<br>">> <<Log>> <<UpdateLinks>> <<if $ThisCard.headline is "James Wilkinson">><<set $Wilkinson++>><</if>> <</if>> <<if $ThisCard.suit eq "Defense">> <<SetItt "D">> <<set $Note = "<i>" + $ThisCard.headline + "</i> has been added to Burr's Defense.<br>">> <<Log>> <<UpdateLinks>> <</if>> <<if ($ThisCard.retain eq 1) and ($AddtoHand eq 1)>> /* Need to change because only some cards go to hand. Playcard3? */ <<set $InHand.push($ThisCard)>> <<set $AddtoHand = 0>> <<set $Note = $ThisCard.headline + " has been added to your hand.<br>">> <<Log>> <<UpdateLinks>> <</if>> /* if redraw and retain set up redraw if section to add to hand */ <<replace "#buttons">> <div class="reserve"> <div class="green"><center>Agenda Phase </center></div> <span id="notification"> <<if $Free eq 1>> <center><div class="free">Free Agenda Attempt Available</div></center> <</if>> </span> <<if ($RollIt eq 0)>> <<button "Next Turn">><<Play "cardflip">><<set $Agenda = 0>> /* New Orleans Phase */ <<if $BurrLoc eq 0>><<Launch>><</if>> <<if $WilkinsonLoc eq 0>> <<InOrleans>> <<else>> <<include "Next Turn">><<include "Gturn">><<replace "#Whole">><<include "InScreen">><</replace>> <</if>> <</button>> <</if>> /* End if Rollit */ <<button "Options">><<Clack>><<popup 'Save the game' 'Options'>><</button>><br> </div> <</replace>> /* buttons */ <</if>> /* End if Redraw */
<<set $Vendee = { "name" : "Vendee", "strength" : 3, "box" : 5, "term" : "Vendee", "round" : 0, "DRM" : 0, "end" : 0, "quest" : 0, "paris" : 0, "flag" : 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"notes" : "" }>> <<set $Britain = { "name" : "Britain", "strength" : 3, "box" : 5, "term" : "British", "round" : 0, "DRM" : 0, "end" : 0, "quest" : 0, "paris" : 0, "flag" : 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"unit" : 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"notes" : "" }>> <<set $Prussia = { "name" : "Prussia", "strength" : 4, "box" : 5, "term" : "Prussian", "round" : 0, "end" : 0, "DRM" : 0, "quest" : 0, "paris" : 0, "flag" : 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"unit" : 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"notes" : "" }>> <<set $Austria = { "name" : "Austria", "strength" : 4, "box" : 5, "term" : "Austrian", "round" : 0, "end" : 0, "DRM" : 0, "quest" : 0, "paris" : 0, "flag" : 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"notes" : "", "unit" : 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}>> <<set $Piedmont = { "name" : "Piedmont", "strength" : 3, "box" : 5, "term" : "Piedmont", "notes" : "", "round" : 0, "end" : 0, "DRM" : 0, "quest" : 0, "paris" : 0, "flag" : 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"unit" : 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"unit" : "data:image/png;base64,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", "notes" : "" }>> /* <<set $Tracks to [["Paris", "<span style=\"color:red\">Versailles</span>", "<span style=\"color:orange\">Rennes</span>", "<span style=\"color:yellow\">Nantes</span>", "<span style=\"color:green\">Bordeaux</span>","<span style=\"color:green\">Toulon</span>"], ["Paris", "<span style=\"color:red\">Rouen</span>", "<span style=\"color:orange\">Amiens</span>", "<span style=\"color:yellow\">Dunkerque</span>", "<span style=\"color:green\">At Sea</span>","<span style=\"color:green\">London</span>"], ["Paris", "<span style=\"color:red\">Valmy</span>", "<span style=\"color:orange\">Metz</span>", "<span style=\"color:yellow\">Coblenz</span>", "<span style=\"color:green\">Cologne</span>","<span style=\"color:green\">Berlin</span>"], ["Paris", "<span style=\"color:red\">Arras</span>", "<span style=\"color:orange\">Bruxelles</span>", "<span style=\"color:yellow\">Worms</span>", "<span style=\"color:green\">Tyrol</span>","<span style=\"color:green\">Vienna</span>"], ["Paris", "<span style=\"color:red\">Troyes</span>", "<span style=\"color:orange\">Dijon</span>", "<span style=\"color:yellow\">Savoy</span>", "<span style=\"color:green\">Piemont</span>","<span style=\"color:green\">Florence</span>"]]>> <<set $Tracks to [["Start", "<span style=\"color:red\">Organized Lousisiana Territory</span>", "<span style=\"color:orange\">Passed Non-Importation Act</span>", "<span style=\"color:yellow\">Sent Pinkney & Monroe to Negotiate with England</span>", "<span style=\"color:green\">Officially Ignore Pinkney & Monroe Treaty</span>","<span style=\"color:green\">Embargo Act Passed</span>"], ["Start", "<span style=\"color:red\">National Gazette inpugns Burr</span>", "<span style=\"color:orange\">Amiens</span>", "<span style=\"color:yellow\">Dunkerque</span>", "<span style=\"color:green\">At Sea</span>","<span style=\"color:green\">London</span>"], ["Start", "<span style=\"color:red\">Troyes</span>", "<span style=\"color:orange\">Dijon</span>", "<span style=\"color:yellow\">Savoy</span>", "<span style=\"color:green\">Piemont</span>","<span style=\"color:green\">Florence</span>"]]>> */ <<set $Tracks to [["Start", "Organized Lousisiana Territory", "Passed Non-Importation Act", "Sent Pinkney & Monroe to Negotiate with England", "Officially Ignore Pinkney & Monroe Treaty","Embargo Act Passed"], ["Start", "<i>National Gazette</i> Inpugns Burr", "XII Amendment Ratified", "Vice Presdient George Clinton", "James Madison as Successor","Federalist leadership fragmented"], ["Start", "Repeal Alien & Sedition Acts", "Seventh Circuit Act of 1807", "Impeachment of Judge Pickering", "Impeachement of Judge Chase","Micromanage prosecution of Burr"]]>> /* Agenda tracks and DRs needed to progress, e.g. when Pressure [0] is located in Start [0] the player has to roll a 3 or better to move to [1] */ /* if dieroll is => $Goal[which agenda, box#] $Goal[$args[0], $Agendas[$args[0]]] */ <<set $Goal to [[3, 3, 3, 3, 3], [3, 4, 4, 5, 5], [4, 4, 4, 4, 4]]>> <<set $die1 = "<img src=\"data:image/gif;base64,R0lGODlhFAAUAKIEAD8/P8zMzAAAAP///////wAAAAAAAAAAACH5BAEAAAQALAAAAAAUABQAAANJSCrc/kIREYa9+AY2oW8blY2aMDBkep6mOpqom8GtfNE2hmcBAFQz1gjAALyEGaLAGIxher+jM7fLraa2KjVktXBEuY3k85EkAAA7\">">> <<set $die2 = "<img src=\"data:image/gif;base64,R0lGODlhFAAUAKIEAD8/P8zMzAAAAP///////wAAAAAAAAAAACH5BAEAAAQALAAAAAAUABQAAANOSCrc/kIREYa9+AY2oW8blY2aMDBkep6mGgBAtaIqwACWSae2gM+t1CuWY6lIuuDxklxmmk6mcTCUpaC933WaPUKr3lCUGRFFN5LPR5IAADs=\">">> <<set $die3 = "<img src=\"data:image/gif;base64,R0lGODlhFAAUAKIEAD8/P8zMzAAAAP///////wAAAAAAAAAAACH5BAEAAAQALAAAAAAUABQAAANUSCrc/kIREYa9+AY2oW8blY2aMDBkep6mGgBAtaIqwACWSae2gM+t1CuWY42GMowueOn9lMaMc7Q8wpKX6gCpAlqmKi04peWGQ11qRJS2bCSfjyQBADs=\">">> <<set $die4 = "<img src=\"data:image/gif;base64,R0lGODlhFAAUAKIEAD8/P8zMzAAAAP///////wAAAAAAAAAAACH5BAEAAAQALAAAAAAUABQAAANYSCrc/kIREYa9+AY2oW8blY2aMDBkep7mEABApcGyiQ4AA2C5sK+33s8itNharxgmWWOpSMfnKCrFUKtGp4u25AJbxUuYGibqsjdmV3kKYS8cEXYj+XwkCQA7\">">> <<set $die5 = "<img src=\"data:image/gif;base64,R0lGODlhFAAUAKIEAD8/P8zMzAAAAP///////wAAAAAAAAAAACH5BAEAAAQALAAAAAAUABQAAANaSCrc/kIREYa9+AY2oW8blY2aMDBkep7mEABApcGyiQ4AA2C5sK+33s8itNharxgmWWONmKPjqJiRZqgY65IWdbq4MyWwhcXpjN4y1QoN10IqEkcUL0k+H0kCADs=\">">> <<set $die6 = "<img src=\"data:image/gif;base64,R0lGODlhFAAUAKIEAD8/P8zMzAAAAP///////wAAAAAAAAAAACH5BAEAAAQALAAAAAAUABQAAANeSCrc/kIREYa9+AY2oW8blY2aMDBWAACVtrYmOgAMgNGCfZ7mXN+/nUzFwhBhPJJS2DsaX5ZYD6ezUKNJXw64ZaagrqJ3OZJ+xWek7Hphm7VVeDSUfoo5InJJ8vlIEgA7\">">> <<set $dice = $die1 + $die2 + $die3 + $die4 + $die5 + $die6>> <<set $Offensives = 0>> <<set $die6a = "data:image/png;base64,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">> <<set $noattack = "data:image/png;base64,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">> <<set $smoke1 = "data:image/png;base64,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">> <<set $reserv = "">> <<set $disImg = 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">> <<set $Lib2 = { "name" : "Liberation", "strength" : 2, "term" : "Liberated", "dead" : 0, "track" : -1, "box" : -1, "avail" : 0, "unit" : 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", "notes" : "" }>> <<set $Lib3 = { "name" : "Liberation", "strength" : 3, "term" : "Liberated", "dead" : 0, "track" : -1, "box" : -1, "avail" : 0, "unit" : 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", "notes" : "" }>> <<set $Lib4 = { "name" : "Liberation", "strength" : 2, "term" : "Liberated", "dead" : 0, "track" : -1, "box" : -1, "avail" : 0, "unit" : 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", "notes" : "" }>> /* .end 0 no, 1 yes, 2 stalled, 3 inactive */ <<set $britAtSea = "data:image/png;base64,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">> <<set $britAtLand = "data:image/png;base64,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">> <<set $Ship = "data:image/png;base64,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">> <<set $Inactive = "data:image/png;base64,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">> <<set $PrussiaBlue = "data:image/png;base64,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">> <<set $Clear = "data:image/png;base64,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">> <<set $uparrow = "data:image/png;base64,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">> <<set $ClearA = "data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADcAAAA3CAYAAACo29JGAAAAXklEQVRoge3aQRHAMAzAsKz8OXdXGM7JDPT3LO6ezTq4anDV4KrBVYOrBlcNrhpcNbhqcNXgqsFVg6sGVw2uGlw1uGpw1eCqwVWDqwZXDa4aXDW4anDVvndxr5TNzA9+bwJqLsnejQAAAABJRU5ErkJggg==">> <<set $downarrow = "data:image/png;base64,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">> <<set $leftarrow = "data:image/png;base64,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">> <<set $rightarrow = "data:image/png;base64,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">> <<set $FedEagle = "data:image/jpeg;base64,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">> <<set $Quest = "data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAEnElEQVQ4jWVUfWxTVRT/vfd630dfu3XdhnTttq4OyaooagizEAQGIiYiuH8IhJhoNEoIEhdNBAxgISBmOCExAiEhfoWvuKABJXwZyWYdBTcZhSkgaWhExsDIuq59fe+YezcXEm9yv879nd/93XNPjsRUFSCC7HJBkhXo3hJYw7nK3FB2jlMoLAAwEQABUAB4ASRlxtoN03OSaXr/cPYeyHbg2EVAkvB/Qo930d9//bkRQLQh+jCmTpuOSF1YgNPpNBKdHejt6QGAVOm48WsLQ9l2x7bHCMEJGXNBMwxo3tI2rmby40/Q4W++pbxlEW9F2yarWBRrm4iOHv2eGp+KcdWkmiVtmuEe4dG0EUJV1aB5vK0c8Mby5ZQbzlMmk6HXV6ygaEMDuU2TdMNNE+rr6ZVXX6N0Ok3DBYtaWloEKTPcraqujxC6VBVmeUUzP3hz1Sqh4tNdu8htemg0duRijAy3e2yv6Tpta2sT2NVr1gqb6fM3u1Su0DB4oPsaYzEB+Gj7DgGQdIMkF6P45s109fp1uj0wQHs//4LCkcgY8fp4XPjMfXY+3/cx3fBCUpQlkGVKnE3SpcuXRxT4/GLeuXu3cBi4M0Dnu7vF+rcrV6gqFCLIisAkk+foYl8fqVyALC/lv/X1jJmzBPj5RS8KkMxUmvToY8J2I5OhYDBEjDHa9vF2YVsf3zimcubcecL23IIX+P6gDGDSnHnzQETo+jkByTDhWAXUhmuQzeVw4tQpZDI3YFmWSC/eSn2lYpYNE7/+cl6cNc2Zi9GcxYUv9x2gC729QrZW4iPf+CqqrK6lKY2NVFMXoUAwRHv2fiaU8FhGo1FiukHu8kqSZIXOdP5Eh48c4bf1coWMMYZcPg/btoUKVdMwlBvG2UQC6T+uYfV76/DyS8vQmUhg1uzZSKVS8AcCINsGOTby+TxUpnJxRU7oudl/C/WRCDweE0XbRtGyYOgajDK/eNqkaIOYV65ciQs9PfCHamFbRYFzmyYerAvj5q1+DrE4YbKrqwtlPh9C1TWwhwahKAocx4EECYqqobunGxdTKdy9NwiFMcgYiaWVHUSgKohwbS2SySQ3XeXD4vKKCrp95y59tf+A+LnSQJAqgtXkrwqRLxAkT8U40UsfCFBZsJrKgyEqqwoJ7Cc7d9E/g1kKBoN8v4zfKBL7rbffEUF/Zr5IUvKHagSJ7imhTVu20onTp2ny1EbxGeWhWoGZPuNp4bPu/bhIbMXFPGC6Ds3rbZYkib47dkwAZjc1jeUZ7/sPHRL2R56cMmaLxaYJ25mODmIuF6ludzPTdEA1DOimhz+91fB4hRLe4vGNVFcXIUjSfeQShcNhenf1GoE5e+48+cor+FmrZpqCSwy8UhjeEk4qytf6DRtEXHj74cyPtG37Dtq09UM6dvy4sA0XCrT5gy3/XdbGfTkH55IE62iBlSUFQ0PZhbCLm+ofmhhdvGQpYrFGTJwwAYoko+/qNXR0duDgvn24dLE3BUhr3d6SdodsOMXRin0/IX9UUdR6qsxns00AFgJo4KVMklDMDg7yNPsdQDsz3Ccdh/oZ95NohFCS8C8yFYUMIqwSGQAAAABJRU5ErkJggg==">>
<<cacheaudio "boom1" 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I2zLHh4KlyZF2ORNHVWxC1HAFC8Qw6jcOWxNVwIR2eB2lfSqVrq8uHiVGzDVZtuYccY///+5XJSpHHWFGdhxfAVFPSYdDK4WdoiqbYWVIL2L2wzulFEOi4OI9E4lzwmpEZD/QXD64xslgeIx//uUwI2DEhVZan2HgBorLqyNhg6alQAldv3xIz2O00lLCP5DtvENQi55BBoCgPFyRpRsUFBSCTQkHDx3TJGlC+1FNNH47NnJXZCiLXpp8mqEiTP//1VK06uatdrvkZ5J7SdJ1WToyssIymRoxXQa7D2vETqHpPCUUPsWE4j9TzgFLf/sa4K+AvJtlTrp2hiIjsjOXJblNpkeXjOLLqjbdldMT6VVPppx7rEDRYUFeiDjAiMPbkg+iiRVqv///8fGsQrXM0jzNw46SZuRrXBa0WNc82jR7kso2znJGWIKMafsLrYnxTnF4Fegm0kKfGhc/SSRMvKAt6EATGsWTTa9DOFnDbsJTlT5MJWQ1m3gjAGgAoZUBRg4JjpNM6EYyDHjYYMAwNMfkwxkMzDg6MDhYzmfjQYiMcjgRo4HCMMOCGBMHIYniOkpwzsgCBBbuY2Sb4KY1eCAxAsTLELcAITBITJCgouAiFI4gDKSHS4CAhgBHwtcgWiMz6cLyoho8hAl//uUwLUDDTVfdGekTdnhry7M9A7zGlCcJBn6UybbmrXUTwqWXhw1nL0so3LSVx2Wu+cbNwJVUi3SuFcxxdN+v482LCyNFdyxVmsFe7zsf4+VyXEpKaMHnYQ5kamYaVmrmLNQaWjCGY8LmDiZig2YaIFFIYKAmYg4c7LRLpGPEQkrGOBKAQ01Ja+ahDQwCtAInMHJBeyygVQnSWZhtnD8JUNUU1DARcvuX9SMZyvBIdmEOwSzCEuOyt1421izMSuiB8CQmZJvv/7FByK7fCPT3LtjXLcZV1J7WQOm3tDEHOPSu5SdO0VyT4FK9kPgcWfC6aOf09yiuMR33p2FFtq7QzPQyfgAAGMIqU0AMTKwUDzGabLBm0kmShJsyUYcPmlkhwZWaaYBzINa5o/8ZQoGghhjI+DF84tjMEPBk8NFVhgxMOcTVR8zQWSkNFRTDxU0VAfKZ1pVTNNkyyTOPLao2maqIRleEAg6kjmXhIhwhpEZINWsebU5FBkokl4EFgEF//uUwPmDmHiPQC7zQ8rMrupNvCJhU/X2a+n3Ov3DL2Tv38/3v//d36Xs3gJvr0qptrWEr1Elr224f/3r5962lLo2hH4JoErQmBs+jSp9Hu///+f/+pJbSRA54zZeOI0tMawLEEN0ACU63RbExhQYGCgxA0hykTGEd4yhJQSpIl4EiXid9kyuFqLWh2XLzdAEyURh1jCUfla1epOiaqSuxcP7MDufjnWEl////hVO6b1SyJzJbreVyjFseVFBqGDSuCSgmHtEAxYwY8BvkFlCqn0hYkSW0LGC8telAvpVxTtVqExBTUUzLjk3qqoAAC2gy26jJqrPHFs6EEzZxLMdQkycbQUWzXA+ARgMaFUygADBpGMvOUyKRACLRAgTO5eMRHg1OODOwXMdmU2IjTAiCMJGQMbAoOTDaVMUEEzMlDqUJwxeI0iwVWVLjYBKVzMkNxZWo2xBOwCElgEoRQYFijYJCzhjBpEI6Jrq5BA5aBmbtEQD7OGwJLp8UE7AH/////uUwPODl4yhRk5vJcoyqSvNlg7T//////////0Y1a2M4WMUNVJsTV4arGz9UFTaRNkjjjbRYuXWCjYcjMIjoMlhnm8mGg2bIBwKgoZFDX0FMtmUApE12DDEgdMxh41iZzURAMLlM1+oTE6VMYEsxejzeLBMchk0mZzB45MVMQwiGDCY+MkG0yMQx6IAKCAkkGEyqAhGHCoxsSRpgXDP8JvTdHMspJwxMEA4JDIXQcUoQjaMCIYLwApymCAVJFS4GBtTe1lq86V+2WQLf/Dn////8////83d6ieZ+6IiIiehTRBCEbhxbRE+uBi3+I4PDw8AM58QR4AZ/+QRh5//2gAFLdQKLAR8X+GhJHBrAcUmImCgKBQAummab5M/UqUqZUkkFUMDVaimHBRVT5LbKDI2jwU00cEFlG0joUy1mrNoKj0bfqMvEDbZCAip16xpA5qW3lyjMFGV/m+9//pqp7U4TW1aaeKwitaKKHRTZLrMzMJumw25Mys2lqzdK4sm//uUwP+Dlz0LQm5kdQsSo2gNzI7ZlIi1qMtQ2ZFSxqD1xKQmU4LsJruIXKwKskOyjLyjbNFAoo/5QqWCKAADckAtsz28RmDPmQIEMI+BUUCoTCmgwMARIJJHGKAEiY0gGgIBBrYIEEwKANge+srAa2wAbCcahqAgrAWvcREppjk8XWW8di7GGdxBpjW6SQtbhikt0BMIPiQGSQceoe7//////Yt9y2zYedh2y4fNh6y4fLh6yzDUUyBaSiZhakzHpCypVcStC2xC2lcH1kW0pkRgHBDIyAsjIjCMhachOmIKaimZccm9VVVVVVUAAByAwQkE2xW8x4WE0uUczyTMxuEkytGgw/BI0eDkyxNIzWG8w9EYwjCc0tI0wXEQyMKE1BKExICkxSZIBwIZjUmUyp+NCIzY9Q6DnBdsZdDGRGZhsAZWmmNCwFJzMAEwYvMEQzGiUAnJkZUzI0UdMNIiYPMKAhobEQmZgKGOh6ewMAQECBUiAAAmenIxCAGJpqpc//uUwPWDFPlZWG1hKdqHp6qNrBmzM1LcLrY6D4CwdGxf////SzorOadnGOjmo5pEhW5pRZyKzm0NKSojUpRayoNDRfjQsAAb96aqUcOaCDodxMReBXQSNk0cyxQzRgCNBxcCiTWHNStwUNT9cU1BrIECQcOCg+DAVwOBNbGihCqm6gNB3hpDPQDRkASnA6A2NlKVKfD5LQaW15aUNNLd56Za3hbIY1EIybw6cQnfJrkUzMzMzMtxuexS/sc38N6UuO5gIkI6F8njwIiItnQ4KiRQzaEg5bOjt+jJm+sRJ0R3GYHiGZ0RMLISehFhDM7GcBhUzgMFpnEdtEhQveSUgo+UG9Tn2AAEN+DI2glOTHDRPT7HTPFACENEfJlZrF6xDQkDwgAS0HkA1fNq6McSM2LAgwlImVRwICkoCFjRYtGOjTOGS0pQPDDKVa03qDgS8nAaHBTc0f3UizKmOv9g/sNyCVxqA4ekFLXvRW1PVrQJjgA4x////1UNIpPVFKRN//uUwP+DGJUPPG7tT4sBKWoNrLF6ONJ5GLKBEjJR4whP2IWWG1mkKEsEk2BVBZFVlkSaG41tsUia2mU1qjyJk5MAAC6gEyw91uzo7YO7DE7KajaaUOBiY8AODEEmOEns0KKzkUDMiJg243zLj6O2Vo0MHzHpWMKIowx0jETVOFo04urTU6HMasUZJok/jIrlNCkMzQHDUiAM6DkwUSjKg1MaF4x0TEgQWPOPDGgJnwphAY8jBTIEEiIgg+OiAErEY4LCShqaECWB5iArcQaMAgAWMqXsgQFFyWwgIAIBJJ2/////NRrGK6Ke55pzELOSKhLVztyqFYAnA5+4TpqqAAAloCCM113ApGCjw3MCNkFRYvNJYRajIm0wtgT7HY0yNKMBOzBQcmUzBAEdRDGTUBKJgA4YmDGOmwFHlhU8XbUzAxSLD4oLmCA6LRMChgIqd0QgHUTSvcFYdP9ON+1OwUDtHYfDscvsvjMAzk1LYxJ5nr+Cju/////nRhCuzOCz//uUwPKDFMFLTm0dPFL1IWcNzSrQyXlTK6Bo4Yek1jF2o9hhdEysusPqIe2w9pt7bEygeGIAAN3+LMmkohoo6LgByMqY4WDl0xlw9rpQUfyga6CuBvAJxQ4TK1hnI+sNOmZQ2FFE1VjZFOiA7EgGEIRguyiWreoGWWL9uWoFDSoUwxpNFaEMIZk4kmfJwx0N85csSheCgpWdwHyJw/jQwVD8R33nd//f/15OTDjeQZBrvwJGm5tYjTtRiQR9+mcxRVzLWBxhWywxtsj9LlhpxVJv0tyJOu01kTB1FkOINBHQlupipVLTY4vUvAyMyQ0NEpE92OKxQEspPgvqLHNNDgE1mUvu6apFFBkl9khkRYIfl21rNBRwDh1FVEqzcrqqb4QUy2D2nyCH4EtOPCGYbeGBoi40tiL53G8fRy5I2OUVAAM2+EBQA5KjgFIcYcrBWqEpFdM9K8HKKDsFXKpmwRM1VkeaSAjMSW0yNVzcIZc2Jtq1NxGUuKzu0p9dTMIF//uUwPYDFCk/TG2I3JwssCoNvWSaaXK4OfR+msSLUbppBjupXuU9iz3d2vLqS/z//////8e67hn3DfcP5+v/+bx+l7c+3U5T59nLtNSXb8omqSV4TkvrSynsz9BSzdBZp7lHSfC5ZGZ+UY2KGtMU+dF9/u7O62V3mX/ex51jeOXRsKbIp0ADoIAA7W+SDGZJIPCyPkx8iMTSncUMqUrcxFwczIbIvM4cbYxIBizQjRbMVUk8wyxFTBqCDNYNGs0vSLDacYRMHEqgyrRqwgi81yyXTINILNvkG4xoEsjBkBPMPoJ4wnAPjOzOnMTgoAxMhVzL5IwMAMXkwfgtjBSB7MKYCUGgSmO6OSYxgMBgIhEmP8J+YxQ1pi/hBGCyBOYEwDRgcAEGBwAwAgbggZsDEkGD+BiYIQERgDg3GFEGcYA4FZgThGGBSDGYMgRgXAmIgJBCAS3rneYGwA5gCAUmAUAql1vMwBwFzA5AHMC0EBAZj/75j+t/yn/tnPv9s/Rd//uUwNUAFelNYHWcABxjn6ULPeAA///n///v7GFT63eflYm4z//Wr38EFB/GRYb//nanqgAANgDGj47cmChuEI4MNghEMABjDhczkvEIeZCJiMYM8AhkSMuBEcSULHjEDI4Dj0DSsT+Bu4BYIN4wMKQCrgNgACAF8QGDhq8awWgB9xGwb4LNGZKIdGUhyScE2kFHKIQmyeJAmiEIcSRQcgRBDY+UHM5oeX////1Let7ILdNM0QW6BgaG6tOnQZNbrTmZrMDRgAFNuBhIOVTzSEMSoy5ZaQRIJgAeCgVsBgw+ICgDOQqUHBiS+icgG6HCCyhEwekiQKWWEEAAMxC0umzZG9Hl1UrWoxh4EbWvzM1ZcRsfZNA0ESSV0fWy6FU3KElreiLr7//////PIf7fv3t7dQIO3dOIMKRTJFDC0ORxJ8jInaI9lA6fTmjciYVbTg4QQdqp5TwXZJ7aWRvLxfBE5HJeAKe//Q5GT4jSwtqD5QpUL9vDIHFXsyJPwWBE//uUwKYDEkkTUH25gBJ6KWrNvCV6DEkpSSJwjkYE2iQc6XSREmijVE9DnTKF0oKxoKLsCCzUEjuWfSItLf////++Z/mY+6zv2aNu21adQgqTEJNLfIMlFSsTXVE9ooopO7pa9aMl4xy7wMQOXaEtGZnh71GR1d4BgAAALd+YbUYXWbZAccecBMSFSZGUUh8KMCz7XPYMEjnHEco5xOrDApEggLXhJ4H4MRkDBGQ8WXMqCiAXGKUArVpCcAq9IN5Yq3FD9CY4USeZxnJXLAEKrV6Sdi77OlGofkUmj/dVqtakv///jcjoroXhXRUEVCeC9FZDYxwKiCsjopsFwUlFRRQUVBuisjgo4FYCchsU0FJBSU2LAAEtwMzmj+igzIfOuFxAil2x7pFQ4yAtNFCDDCk1wwMTNBVNMkJAElmVEhkxkDRwx0FK0ozINMGBDKQsRiIQLGLArZjBhBV6/hGEhxOgPVlXuxOsytAKnsiAihGmQqtqNnZpnFcIg3GxIJ9r//uUwMMDD+0raGwwzRpqEKoNrOEh9+T096vdODH//99Ls3dqA6EeqLQio4orQ01L/c8rjacPi1x2lKT2qdy2LKnLhzpWhnBPwxTR87HOkxlEEzUg0wZDolCwyqIwwqD8xpCoyQGk0jO8wtH0xGEwzoLw0FNkm4zUnomazWZw13UGmUFihwdCcIlmPiBrh4Z4CBVxOEWQAHBwUYAYGXn5tJIZObGZjhi6UFgQsBsYHAcxMAMUFRAFykxwLJhkYGgcNgoBDhVBYQALosjSfU4UoRyeKXoMq8ekYhSBGPm////2nz3M3NU+5qMh1Z5xhp7shjORsp9S54Top7WsaxgAE3/gxwk4CI8REKkmYg6qZkwTKHdFigJNmwdmhIGaJmnCmkIpSjhg/YBDg6hUgw0LGQGgrgq8kKEHZK4haaecZlKmDAGVwxG4elc/Gm+l8XlleVxiLRgA4+CDZgNpqmyYxNQ/H/////N91uSuvCMv9JRUuxjRCcXQFiE4REbm1T5G//uUwOuDk8lDTG2I3JraoifJ3am6cbWeYNsBYhSbeZEyrjcdOkcGlaTx6GNbkk6+eSfldWl5AAAXGDCW6DEz6z6PZDngZjE0rTX0ETXxJzQJRjDsoDDoxjHBKzCIEjKF3jNtIDKw+zA0NDRgTTPMNDKJozdUJzCMfAsyZgUUhqgPI0IRp8yaTYGmvBhEKYSGHHgJiNgZJCGcghi6IbUOG9nRhR2PIxmSsYSCmDgBgoaUEgBBh0ShIsLGJjxKAltyYMGl0wkIHgdkDRQ5ObCkaXqX4hU0dIBnMNZ/v/////6//yXRGdLos9jspxlKLIjsyq7OggWIcGcQvbT0VQAAJKDIqfDS+8zWGNjcBVzDpsDAwwDKoDjMY/wQdRtILBqCOBpKJZo6/Zj6BJjWvZjsDZroQxoSLB0yka+hnrmp4RobweGe2pqoMZCXABhNxSzuucJqjgykzEWFngMch0uNJCgM7mLjBj4SISUx4fMNRjIwYzgbMABAaLthMID05hAB//uUwPaDFGlHVG1hL1sXoiaN3YporaRXa61ZQNQUaDVFi6qnTW1mojBAEG6CQGxi////+t2+gz61XUvSN1LOMmyd2TQTQW6Cjqlf50YkvpJsXTOAA7bqacUYiOGfgUlMaxTXMw5UkaYQsEYekIEZh5DwwhPUCPVUOjMF8iaNVJTQ5gmjGCaSDNLKiCQxEasziO6sCnDpPm5TVFGm+cJdDvM2a5EaOQ2YpSSyzHoT2jhCRcEgLtHP+H+V+K562XaYIIOFaN3I36wUPTQQYRo32UdNQoOTRttoEb+UYgjXN6nOdJMdM9BcuG6KGCA4gJOdH0aignpQkQHWxXM6J15QQXc4Xs50xWQQfznKEJ0wABV2/ZCvgy3EAoCjimqomDIcWWssWMpNldZnsAsDWql7xgyt6xx8LDgEJhhTRROWMJrl5RbpAwgFCBAgggRm229+b6IQX///zL8knOcyKbFJIReQ0kmvEGSJHqJFTJniSKVrDBEjVaDIZCxT2gsYsmfQ//uUwPcDGCUVOm7tr4rrMCqNrKV6FuuuIhfXrQBU2/4MeGMvhgkxotubahxRHdbhhxYgHg4CnKiAZ4QmYgcsMIgoOAo3lsC7iKTBYJBCx1YFESIdjEHaR56qpBIcwQXbUtkpVKVSmGdnZ1Co1yaI9Iro+VSjZtAEK5nV2ta2t8zpyYmJkfLpWmJiYmJ0utLK0xMTE6XW1acmJiYnS63MnJiIoik46uhkkQRJEkSTL2SqSR5CkmlVV8JyYiSSTE9trJiSRJMTFbbWVpyYmK3tqtOTE9PVtdZWrVpit7KsnJierXa4ytWpiCmotVUAJ3/4GwjCpgfUTEIBpfMOMP+ztJoKiRIEK2sMVLzGYKR46NKmGG5KxFgCKECpDu44kzF4clWD0QcMn02gKE5MLjY4dXii1jjxEAr1SJ+IWG0Ibk7////+HnBAgYh/OcIZXgxCHpRAgQChAgbpRRASChAglBZBm4nvmRisLv1QUBcVitHOlECBGjnOe/9tGRkaOc/B//uUwO6DDyVdaGwkcxspMCsNp7JidGjDz/jh4e/NOAAnbYK0QiZDbzs6nGNp6hgaMOJTeioxUANEKQCBNnCMy5Ik5jXRj1ZiYBmaRmGQqRM/wNwjM2YHoggSllWaEzEqgUhwUNAzcCCUg0o1TobEw19U2E6F+qapgn/ADgcjAQoy6wEAysbGhyNYsTTMjOWTLWf/Fa/+z58+rr2tCta2v/31nzE9ivaxc4tCYVarYrjZqfPoLjF+vbMG+6XeqFWq1OxrvVaysrK9181rV69evX09swXrK9evgpCCgoV8UFBkxBTUUzLjk3VVVVUAAzagzSgjcDWMMAQ0WGzm5UQyM1I01IZDWgqMTjIxQY0UoxqYwkQ26AlVHdkmPgmZ6GAkGVwGNzGoGAAMDSZkUZxIAMdHAcCWk0pUCizHnS+Y4BLUGDKhgZDJLR3UQigyvkMQuQi4h4t4cScP85kAuDXQKGphodsb1jIOaKpjb////+Ka1//////4Dzypx1d0k0/u//uUwP+DE7VLWm1hJ9sHqOkNvT07BHV8868ekBcRGVD9t57n/Db30rI5G9PLCPyXE+yiH+bataAQZkHDwAKAxpV5TBwGJMFYSkxdijjDyD8MVwYYx4RHjHkCaMAcXQx3RdDGUBnMlkVEzzxljASAjMeAmAyVGjuLqMlS49YxTVi/NuRM8EZTdSgFCecHJZ58IGQAIchMxkFFGe6YaaRpisfmiEQY+IZpwmiAQGRCyZOFxg41GKAmIB2ABWFwOIwuLIBCcYLDoGCBe4RAQABlYhhcEkQBWBSbQHP6FwI2wkGUKXFbYArA5igX////+tOup1IrZSlKQ1qWyqZqplpTqnc/secIAAA2wMaTkyaJjlZ5MXE8zADzIg7NEEooUhkQIDRGMKCEwoNQCAAhQLAD+BTVjSZCZZlFyZoYpABLAXCOSYMgCkBgSScJhhoJLBQoaYgwQVFEIJLUvoNAAYCdByEsYZayzJ0HgfiYYYzhwgWAcUiw4YDAIAYJG+gJGP////uUwP+DF2kTQG5p6dsjIiZJ7jW7//////////+9QgY1YQEGGyeMDq5YgQIJ6udJj7h1A+JeDCNtE0BJgnEELtduSDKQVGM9gptKMQrqDwADNtQslOY1NlAMwsL5ERIScLbMCHYWGGkAIqJLlo1ETM3BwtARCy+pMFQff1h6wwFD3C0EAMtU3byAG5Qa7ywqkGw3HyfOo/k3GYTSwzYjtPXH5JHJl7TUoajn////8RF3d3d2/7vYrDYbFYUICQwSMQ3UBQgQCgUCQUEAJrtv3oDCAuIyMVicfJ0ZdTI3NsnRkZAQICQkQKQqVKIECBAKCAjRtzb+mOHh4eIdsPDABQAntvxAwcq58zwwZQKJ7aJDI6jqayAAHPFYjIVaXJViUJiraLbXKjazcRDIXgkOwRE189WmrKRA5a5uIU6VTXr7qCnrStb6uFgsir////9hlOGL9ysWVZIlnolJvqVSS0+RJPMqsp0xb1JoVWUMUKcdq9xebCEg1osaEShtEjry//uUwPMDFqE9SG5pK9rCKarNoydTSeTFmkKrKFN0fCDKcWULJCdbNJbKK8HJSaWeiWe1EQCVN/+I0gYEExLDLdKykwIOLeILMLtPlLQCApNBEkCxdbzSY9BbawAA5dAsRiJYqQnC4ZBikKAjyImKPTewpHsZ2NnGksmRAw3n//3/8rls5fpbqjEG2Qmw9BwrEWOY89z3Kq8DGBlLWaR0lCR3IsBHl6TPwxJ8y1SvZnlc5nL52lqPxBlvnXN10XZnK5fZt+OqExBTUUzLjk3VVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVUAzDdCLMWcvw1sSYDBKGUM2TVMLgwM1znNhU3MrEQNUDpICROJhTNElhMRBnNGBHAQ8GOJKGDSKmXTYGG4cGCp4nUDhkLkYSXGU0pYCDJhw5JzMGLTETI1mMEmkxweAJuae6hgeGFJnoIYoTAoOGSZcJMGiwzKQQBpcLsHjcwgFdUty1QmE0wLkFNEfdm8CQM37RZe//uUwPWDE+19YGyxMlpHsCxNlJpq4NL9+4waKG3FDYq9QqFF3CmhRdQscsdAWLCbTCVjLFgJZRBLBVskVJHFSRwIaVNOF3Giho28t7bvsAt7b4qxPCjtF4QFlnbrsjddItpDSFqp3yElQsHFXhmIcbC80gcsOgi7XDDdFm5TI1YylpKbFbLk+ifBdYZSYnJjC1EJM/P/////O0rSv5XKkV8rktKE+V1tObktVoZo5lc5jxXJgRtDMrmCx4XSRHJpYO9KYgpqKZlxybqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqoABTbwxXBNLVDkVkzs3MULwQfFUNMEIClCLjhgASpocMOonkyXDMSY7Dwq0ZjgRCZTRbEC/m6CaZjEFUCqwji3IvPA4FIgtL1OdnKtFuVsRmYec6RtpBjbwe68P1iC2kQ+jsgJJUNCIDLH/////9/Pv+3/7+rxSg2vOVkCjsXX0kQIGNbQYxMvrZGyykuVRi432kSN//uUwP+DGbCLOC93Y4nQp+xNhI5qcT6YECAkRwpAKCh5g2QEA4lNdtGdFnN9LbBuwAFXXMyjTPh/gDYmIpRwGObcYhgwIwM2cIN6ODE2EEmZocEaK+EruYj0fkoUhzdmQ7oDgJpQpwixF/AKAssFzJlywhUigJJoyIdRcxI8WCKys4ddE5OaGGIJgzlHKKq/GHRB67L+GJseQlMbFgnGBMLICWlN5n5rmzMqq2avl4L5vZG68cqCnFdUetGPVdquWsqUag+jgjOUJt1pqv+1hk/Ahmlz1kySrE5qjPTKA5UL3Xmj6B20nTbSOjaqIyV/uUp1ABY/wMFYzfWY/WCMbKDKBUZCxEahyDApohCBngsGamhl5eULxMNCAPLKgJRNYHTEDAKggORyYrMJE0J5gQEiO8UOIiq9UObmkQXOqKOsAcCUNKZVGolIbDxS6E0Unv9iUasvzAEpuQ1K4PAeBcCjf////f7q5fqdChvNv+fHS0oKPtc7ehiUxehr1rhW//uUwP+DFfFLTG3lK9MIqWkNvTGyFxv73I2C6+nbZLAAGf0GCjSnP84mUqJmLqNGXwqEzTGDBLmjwKmLhoGMwambmRiQoKrhCrnTKxqj4lidq6m9sxg4yZo1nKj4WDDc58yVAM+LzRwcoTACzGKCRCRCRqLFCAQAjBgI8IAot8YGFig2YOHMVeZEsMN6EUGKdBCh9i0tBMDpKRRNc7QoEQhbeQI+WfH////+NfNq3+ffOf6dlZWo7mhSJs/9me4HWWM0x2GKnBiH8uyWmWfJpk2Pl+iWhVTBfHMqWcWAFACUcw0EUpEzu/+vXX3q9Prfj+q7uAAFfqBRbC30d4JGgkQsbkS6aGKmro5hAIJDht7AaM4GrExsrycmNmNG4BGDNyIy5NFDMwYJMiLzXCcwUQKCchBwcYkomjwXXQDgoad9WlCBRxX602bFtGRJDRh7oDg2GJLBz/S2fksro79v5famJRjWAdCUE4mf/v9UTrdaBgvrFzbnaeIusRgZcQjL//uUwPwDEvUTSm2dnFNRJ2fN3b07JkuyGzShAaZgbfGGig/IRQPNIT9ljTYAFgbfOyZaIAY+PqcbeyY9tkaFJ8adpQbVwiarA4bFHIeleuZIrmcH8kermocBUKbtciZVr+b4LyZMmMevhseLw2Z9nWbnEOeRs2a1JUbPrYY3BqZsB2bIFaWoMIhfMKxRMVgsMzxOMRBYMVCPOxBDK5j/wyyGnRp5QLpmybG6MocTMEgQXElBVMih8DEy5RixYGXGEGKgLULBEg9JhHcuSrgDGCbgYocT////1tf230Th5JBE1WigXlF1AuH1TqMwc41zxKoAA3+g0CvzWfRODLQz2KzZx/NaHQwqZiIfgIMmBBuZUMBwZamm4QaCZJowvg1BGIQoYQK5qbB6Fw+yMoOACAxOs3B8wSEi3BUKBUICFJ/GsWmENCFGlag8SkMkdROmAOiguQ/i3goD/M0uQ+jW1EQhHSGCbzkf27rk0FFA///////zje/qWld1raMoVM92//uUwPuDFF0VSG2pPFMVoiVJ3TbRuWxrQhTN8VaWHpsti6kIMoDenH0jxOQrAshmoa4LzE3midKYJibLSlEEjA6JX/CpMJh0cAwAuAwynKzCiV7OJdeY1NCQDKfBxMYATQzkgXDBoLJMNAE00byYTAzAHMqIDkyfCczNsPnMkkMcyigBjBrE7MMwh0xyhWjDvIzMNkpA3s9BnSGm+ObkVhiHJE2pOQRU2u8zcZcMiMJP8x+nzTaaN2JIyCZjQxqMLqQwYIjKo0MBjAxgEDA5bMajIHHgxkZCImig5MChJyzCAgAQ1GheXSYEj3bMNgAQCYrBylKTqlRg0CsGU0aBNb7/////6d9nu6Lfc9MhTELWch3aaLC5kKdx+YMHRogWAAAkAMOiLMvAFOHijMwjNMgBOMlQTMKh4MVBJAJCgEMQqNxgqB5jyChgWMhkOHQQZohIEwtDY55w2Q4JbGAKgFEcPgCkJpUpkVBoHIWEmpYGMFmCDhEE15IMLAqKBkIh//uUwPyDGFkTQG5p7tNYImVJ7hYwAJFqsMGCARlDoUJwAXAQMHBWNM3UUgtSluCtUHtlYKwqbdXOIvVMAChmNF////+2dVjnZpjuadPMsc6mOcxiorFi5SQoDO8DTkhjTRp8jXKND2BlPb3s5qDiGzGcjuawmRvxOG9UuYFfJw4QmT32dJTI1XjCrFNjNY34nDajUORPgBM00ogzKJUP6tPwpMwDFp59kwL+jUoVsGEAgwOKGjNgQCMUTChUwRcypgKGnEBRkGgzCpQhOYIcm2OAgsATTfhobN0IX9Q8j611/p63nAk8HWs///W9yEheT58UpChkJwCVv8DLQ1N2Oc1rBDLARNsMMITQWHACG5rYkGRxgZ0FJgAumPhoYYNwGJhnVYGAQ2ZyLoQpMfJNuaMUqOVMM0LMaJOECMmnTDMocCoBBAGFgYIHQhMTYUZoBeTQCKCfA4polJgthpBIxNG0nK9OF/0SqGlzT13riuVyPZtcN/////UDO8Xo8xmP//uUwOWDlIELQm7pT5p3kWYJ3mh64XYZHB7aFk/NX3RsXbYn0StFsYT5U6hUp5MgpScZEPhjxT6OnRxbjpL6M9GG6uznUCej6+/9e98T5+NVrfzQqw4wAKv1A1DznP9MthI0USjEw3MomcwkjTBpLM2hwykUDmnAEgPFmPrbO2uOY2PgBNnaNELdMwikUGmLXGvSgweaqAIQ5ggpWKMSDAxILmyIcx4aLAYZMOKVhS9ykWWudD4bAIBwHtEgIqNNhsQAu0dcIR1YVAEAhC//////+Vw273f41V6e8bQtKPp6RokDBAKgOUVO0ikHiQLoiDHIcnaxwUGlVwIBe7+7egAXv8DMusx3EP2ODOAYyw2MBHjBlThQTO7DtJTVGTeLzRYjUhDCsQINABg2AQdvGMTQabweaIkiyIyoWQgAUYICKjRGCRYiAMEIsHqGGC/Uw7oqwpFAqT9PJ/I9cKNjipnj9g1Ej4dNnUB+q6FN////9b/3f+3prH96xJ30Kqub//uUwPoDGVVDQm5p7tqkIiiNzSU6MPLUa2p7R+qojI4Kt5DZX1suM7ahrp8xcnDAOK6cOijM+oDH7wKu6LoGKvpiZkdiXHJmgVLDLyYAExipIW0GkcSOTBToy4aC4mHQhlaAYgagIMMQYJqNfQ42CvY1hTBDVTDCgYGg0XqQJkSSDy2UfUIndWS4zTarOpS0g4iGyEbQiCzLwP40q5cklUJFks/////zN/9VGN5BqNSYVpb9j86QzaimiAY0gJ1jomB1QDYSKlmoprSBYVCYWiTlknsY3KHmDGXLTEFNRTMuOTeqqqqqqqqqqqoAACMAxVgqzwyHoNEIUkysSozOyL8MCsD4wHgkDCWDqMhYogwBSLzIdCTMOsTEyVTqDGBArMmUWw8nrDyzeNJIs6g6jqZVOVRM8eVjYohNtZoxuljYTMMDNUwuSja5KM1joyYhTSK5MjBUwGQDSyiM5gYwmCQCTygoGMBmYoLhhQMg4CmDhOYODgEAQCDiBpZ5iRaQ//uUwPWDVSkTRm3p5dpzIqkFvKXiGAgAA9HZm5KCViNKDgQ15hsAKXoKAogtQW0Sn////tWvUqtSF0y+iqYZ1ajV2Oa7JFRwl5W1QACvwBnOGmKSqBEEYlDZisQGKBkYlJYcay/Bl8RmBSGaDgw4bdiIaR/gBikqkTEwgNcAwIDJDELywzBgUMHmUAFmi0QiAv4JBlUkm31iqYDE2lSzUubSeJyYmo3iXNPF5KUSSNpak4WiDVd/////3f9fFazjiaj5aspUEtym80VIkrnyQWm6bFk25vb0iizMzOlExBTUUzLjk3qqqqqqqqoADgMrCAMyhBIjTMQpMqEKgxvk4DUZIsMPkS0wCz3DF+C5MMgu0w8AJjORE4MRoeoy2w0TDSPPMC0FMyOwtTD6KzMJMMcw9A4SUTMwMwUzFYCzMHAPUwZAozAVBOHAKDCYAbMKAAwxRgQzIrjZ2g+MfKuZQACDDEjAJAQQNAFOcENcADnCAgqjzFpjADjGhhUGguAk//uUwP+DGU0RKG9xrcpIoiiNzS07ylgoULeFtFiBQGNAEJK5QKHd4ChFNQGdHyRxFkv///+vdehVpKSWtTHlMzVqSubLPVIGSEgFLf4FWDPbPg/DEIYZMiGJhIZXmijJoRYjqYCXmCJRh5UXHET8RIo6SBioTO5rZaAkMyAfEQYChgeAl3GDAS8BYCZWj+hLR3Qhazxpk06MEQHAFj4bfZ9IYid6Ow7Twcw1iTkSp92aNzhNSwC0Hg3Lt/+ZoyHnqkwti77kU1/KbL59AQoFwLHyMUlhKiaDLZjQLNybOCoL8LkUqtdQgeDAwISdMvJXoz+nkTzEoMMqFOA1myPjU1HHNf5cw1YVdDLdA2Mewf8wX0MjJoM4MGcnOVVNNvxCNeY3ORbbM9WtOgUUOu+gOjPbNXkwMDdtNSB3NjCeMy1SMtyDMhwHAVEmWY1Go4sGF5SBhTmPpaFQZTO0OQNB8Azr4DboAPujAxTYBpCApVA8zYDjHgd7AAPAHUQiJAxi//uUwP+DGRULJE9qVMKMImjNs6eKEKMwtJAMHAaAMBqRwbsMfAywId4SAAHDQvSAaFC2ABIsB4ELgA85p//73b/+/Vvpd2aplukkybHpst3Mhf////+0AJ7/AxEqOXFjp58y9gBhcUBhlrWaeXGeHiyQobk1GiAZuGDRoaqkGUs5h4WSzLZHxg3QvUdomoR7AjqzBAIj0pIDByVMpiyTq0GHyufuzVWK0NSh3V3HeMvdpgc4+0uuQPxllKHglgZLP////mr4ZN67edVx5RU3ZxromZrkuTQ+UEQdQ71CXAIcm49lZ54/k8GjN6Y3Axv4fKAO0mtiAAAjAMEEJg0FAvzcSSgMqFYYyoStDGXDqHQLjD3FCMQ4GkxtQwTDTBfMJIZQxzxozG7FSMUcgA1nXE0zQQy9/AFbsZwDmb3LkcCtYb3qsbBm+YfDEblmUaBEiTLKY7C2Ysh8Iw7Bo4GMZHGAwRGFQDmFIVg4eDCMKDDUHzAAHQUShgqBphWEqyzA//uUwP8DGpkRIA92i0J7oijNvC3ygDEjgMDqhha1BCHAKgJVOoWj0PA0yBKVhbOG1UCRRf0BsYhqX///9vX1XaehiD0lJSdSlDTUZ3YxEISFR0nnkDY+ABIxmM0JmTxSmDiBHvMZdYFNhvDCeBCAAXMuHDWDM2JgPJVTNBcwjGMSajCiIzoaOyPjfgQObjEY58gApAeuNUCNhuHDwcmHRIYxJCCEA0FYYpIRAEkC7CGqgj/oQMbfdw2eSh1836vROvLtUETmLsPTupXJr3P/6KGRRI54EcLXlS0LC8kmIKaimZccm9VVVVVVVVUDDD0KpMZkWk4zWozebJjMm1awzww6TDbFMM2YsY0nRITEIGzMVQeAwvRKzIrCMMdkmAy7BpTOXAbMqcX0zCCSTBQAPMhgXAwNQhDBGH0M8EOIw+QvzG+AqPQmw4zIiE1mRVmYJCpy12mXDUcCHQ4IjC5gFQCZOG5o8kEI4CJwZxLBkFKsSAAtMDAcxIFjBgcSvKBW//uUwPqDmV0RKG91TcodESdN3ehwAgsGAswCAhQABULF3i3wiC6C4yA3jTkQFAAHBwRAXcG3wLuIYaf///6297d2djWt1sxob0FpOfedRLho6rQjAMQsM81sihTJGLMMLAKMxrQBTOUByMscRswOgpTB9A8MHgaAwBRDKE2Pmv81CeDRsZPPrQ5nRDs0AM7qw6McDX8ROoss1VKCzRj45G8BaZjOhn8DmyiOYMIpgQBmDwsEIEwEZDDYAMKCsxYFQUMgg/qrL1CoTMKApmoJcDeH4DyBXAFWSIqhgCzDkg3C6GAHSM4mwJOBShZhPBxApQ3////9/+z2qRd0FpunWkpDu1BjVwFRAwHHQGM2ZkaSRyRkdElGIufmYfZLRgdE5qbixjsj5rYxhnRJ4CRQxlUY+NMk4g305OAI5nbY1SwMzihE3yWExbEg2/RkwoKc1AMgyNTQiO8yVL00yC8yVJAwfAE9o4JWcs+YOGABINhLDMVk1YEMwDCYENNJQqMA//uUwP+Dmj0JIi9yUxrToaXN7jU5ZiMaBl8GWC5VGDGQwcAQAGiAMWM5MPRsCBCXzjo7koKiK01tFaiQAXa50YP//+m++FUB06KqFQiD6SqQAVfqDBcaNWI4iGpo0eGOUoZLA5lAPGIAKBS8YPJAhJANAYGH5gk0GggKYYC5mMcmKzGiYY7YHoMqga+LOmzOEDgBQyRi0RkhiywkCgkaUqdm6lxbZ7ojFXgd5u4Yh8aaqHJ/j4fCeysH46YQj4npAvDwSHZmZmZmZmdpPzPU+fvOVjR0iyCKqe0C/IfoPSgxfTUR1UP0amGWHLL0cBhZKwvfogAeAwf0dDXZTuNdxBkwg0szKyNNMq0uYzZQFTEFKuMFEKwxYRmzGSHqMicNIwdwuTOgKLMdcZ8zMgpzLHGrMNEOA9ldTomPO5wQ+OnDMKcMLtI2HYDS7lNbnwwUQzh4oOAos3QkTPxGNQOAxaDDBxzMNmYxmKQEsTAIzMHk4QF4wKKDBQaSSMMgIEAU//uUwPGDFnCJKC93ZdKMougNzLHiGBQwwBwIASyAsCDAIEQFvyj+rKseAHNHgsIQCkksEIAQB6gdQ4CYl///69VaD1rpetl6CknZJSXspmSpNSNTIzONNZpOMxihWzAQdCNw8pMxnjvzE1CFMFcGsyRgZzLzKgMTYK4yUjADRMGbMiICoyKR/jDcEjMKIv4xdBTzavHOPck1AmzjaLOtVUzu2zg/TPNv04GrjfzMNIFYa2ZnBlDTAMAEwqAUzgJTMjWNdCELQgpGLPGvHmlMnFwDTwDiCzpmAhjwJgzRjgKXRgAgCThgFkAsKTNpUTnXMCATAX8t0wQ1ayuXtf///oz9FMTPa5EyehNzGUNBOFk8ozeUMzGkSdNAMaUzHAPjEhGpMtknYz+VYD2ZCDd4xzGO1zrq/jO52Dfurz66HDW9yjhltDlZ+zfCLDKxUDCmHjf9CzHaAjZU1jGUUjTEhDOx7THggDJRYQUGxmWQJmYM5lIRwoMRiMS5kgHhigK5//uUwPuDmVERJE9xr4LNkSRB7mnYhkLgWCUwsAowkCMMDgOcClIbUFBALyaqAJgNwYqICxwcenUTbr0SDBiYIBSaFQoZDDCsV6Xzs//398rsGMHJNIIMO2OAKe/ABTZKOLBm4ydqCfAUhdgsiNUBByOwVzCqg1iPcCGEYBAhaM5QwXNQMR2jYOJZdDj4SNQXBMulPzgydhq8zczdVrsyNuBlYn09shw0u6MDUPKN//Tunel9N63yNCpYdPMKVIiWNKGTyEkLXZ6mIKaimZccm6qqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqoDDEgdDMiVVo07l6TM6hoNWIY80BAuTMvBnMpEUExWxkhZn8II2MbMvE49cM5Mrk5kYk9ycE44D0z0dExV681uYk1ANs0+IA0oQY40DM2MEI5DC0zPHA03Lcx+OExCQEy5IMyHLMw2AAKA+YupWYHAGZHCsY1k4YACiYYhcYMBGYOAcYRhaKhmYZBIYJg4YagYYRBq//uUwPIDF6iLIA93KcG7oKnNlh6bAQZEYGGAgBGBQFAYHQLoBs2BRwHZIhgGsIASAASAa1hmwFNB7gAIAOogJBJb////TXX+lrc+6T3cwMjax9R5dbuaHzVzPDASf/ABRE6Q8Bjj+WxqyYdYIQxkkICoGWGhWUHWhaAIzZlCBvApjgZlAoMJLzCoMsEBksPEi9QKHDIJ/gCFaWu5p8oclSh82BQ9uXsqh2ihbEm2hxrvu9E3FswRKJi1OVWbtHlkvsBsx6ln/59Uta0+OZiEaFV+7Q5kamLSz8QCCKCqCguLBaSBDtw5BSIVNJItdTUPU7Moihw2KlUjh2azNEczEyfRpTI1LHNsokkxywPzIJMGMZpbkytTnzQsSSMR0zQzXQgjJXC8MzkgE1sBszR1GaMr8MQyUAIjB+DNMMwkcOBwMYwPU7e6TJMZOGMM/SZjmrVMNDg02jjYxjOCAA36uDRcYGSocHXZpATGA3cqgZ7JRokVmJiQHRkxybQh0AkJ//uUwP+DG1ERHi92a9pHoqjNpqOCmCg6AQkYVBRh4PGHwykiFZTkeN40pAIuTGJBgScZvYllSVhGdCU1G3z19SyMY9bK11Z0OiQio2gDuA5L+oxlngzYDJWO08/00/hszCsBpMloo00g0AjM/C8MGFRP0znMMz7NjMINKIhMgSwM5ZPNu15MTyeMkXwNQYANAJbPpRmNhofMWCUMMVYM0EvMhzNHpMM4lKM1xYMSBPO4ywqLmEU5pM0FTozrDO2HDITcx50M6ETJwMzCgMBFR6XL6mokZlhaX0MODjCRESEEOjTWTlmkASCztl+wYRLNC4AmMFwBuhgQIxx7L7v9v+vH37pB4MjCjQAOAxDhljMxUXO00MOIzYNX6TNkB/NF1zMzCfMygWMoFPNqECOCz4MptaMDosNnJUObGyN1XDMwWeNembMKgYMNECMTATTIU6bSBGqOTB9O2ddtmP3hijmGxRkCKZ6RAJSMiJDMwcz8hMjITCkAygQCGUxgfacY//uUwP6D2eiNGg9zMsLbEWQB7uzwaDgorMNLC77BkR2kEwomOpet5koKClntOJglCkQhCMTnqchgw16kjXf/7n4fARw0wNMDxw42SYC+DAcOmNLcxIzpD7DCyH7M+YtMwzhrDO9OLMWtCEzQyWDBjDtMDgHIx8A7DIaCyMC8t8xZxADPGBFMxkfoxISZjF0DIMhMcswAAlD50fPeVM3elDNjsMia4/alz0gtNiqQ1yejya1NmkgwokDLYfApKM4FU0iKTY42M9DUwiHDMIiBBEMPBMwaGjB4SMNAkRiQwcETBwdHQ2JCIiDKJKQgYDCwD11CAGo4FAGcgKgV/AcMQHUjwy2aW/+vpK2rV/6vrd2qfOoVJEdSAAArANToQ0dCje7WOzJYxf8zNLQN4Cg56JDJWUOLn0+jbjkb1NxawG3U1H3zF+lE20YWbhl5HmSyIZROhocCGUEmDwoZOSR4igbAviQCc8emJIgJZAYqBrZrDodGXaYGaQCAuQMKtFWB//uUwPEDlfSLJk93YcMkHeQF7kYogTIIBAweBgocGGg7qF7lYnpdxRdr8pUzQBs7WK7yzl5tRlkAT8HTn/9BVu48ITLzq0iAKpJEyLFIML1Oc2HpNjN9TxMM4Nk1rzPCIkkxGSWTIBSTOSmlNaGjMracMtk5PiGXPvFIMsE2NV+KPOiUNr2FOXIKIV/NYSuOH1KMXjvNIU5MRixMbETNQh1M1jMM2CjMMhnMkCtMY0qMhxoMMxKEBNBCDiTsyQ05dU5+cxpoCsAFVN2aTNM2fFRYcNL9CFKKAAaEIiBAcCC5ddVZCowZFG8t8poDSAGRxBSl+Xf/2acVUJGQeYL9gbW6ALe/wJW5voIltNiUPaSNxbOcVLmmRUFkzcEzbMS1x0SQEDgFmYKOYYqDC61Qi0Y8aAjQyCRvSRSUCgB9FuPinK+btOBNp9RJ7qW1B0QqOI3KDqeYiNZrz7Kxtya23zF3ebHBDP4tBQEQABJRv/matdVu7zetvyeyvEut9xOS//uUwOoDlCyJLm5vUgLRkORF7uj46EmWaPiofnpxuSYlIJoWRcQqH/LW3NcAH4GRcTmY5rRJnZl6mqofeYASE5m7KUmm4MqYr4ahjFh6GjmYiFZKC5iGHauHdfHGNZaHoGdHzy3AehzrdOjl4ITP2uzc9LzWEdAulBwUVBmu0BkiY5gmagWA0x0FUx+YUw/M4zRFglB0xiFgzIFQzHDoxCCYwPF8xdE0xQHwyMDAMAcwpCcwnTbEMWInOMQk2DQCUICxKhjYgiXwpayIrGOEtJwMzDUkZyIkILFh2KSD////f//f7zX7z/mO8Ofj+8P3/03/d3l+f9rZZ4ckdHN/Uxwllitf1KNXP/DL7/11Bww4TPDM+StMHMvgytVGDRTJjMOQZQ1xPwwTsE481c4BRk+MCc4u2Q2LVko10xaisxic0+qgMy+CE18ggxML00GNkxDZEzBCE1hOc0GEkwaQIwWEsUL0ygLUIJI3fg6IwxX8xoct2ZgCBpBmk49MIxxi//uUwPSDEqUJRm0dPFOFIqOJ7uU4xo68MAHMyPQYIhIqBSfDn4jDwMnCUBUvKZsqkysWopBzIQ442JFZ6UlJf29/99Cnxjdq48kDAglgAbSCxVhhQkANL0zQ0c6f1OsQjlzU08TOSLDGQMzMjMvJjE+w2Icswa5Wd8EcP2YEGauIZVcC7QBCGXbgkeAWhcUKpV0F1TJFAUdSLQMS1MAFU2aOwR7VxQ83uD8MADAprSoG452jZKj52mrqhevPlqrXP//+9NbISUUockwaYAy6YgpqKZlxybqqqqqqqqqqqqqqqqqqqqqqqqqqqqozGkgTexarNANCQzv0ljZ5KoMl0twxTBSzFRHxM0Aksx0k9DP9bSMoIVsyUAdjM/SCMBwPQ6wMg5k6Y7e8k1OgI4Ono7AeczxKgz3pIwPSA0oRcxJagxBVMxseozxD428Ys6ihN+kTtz44imMumDans6ckJnMFQ4+PHAQRzw0BE42hCDhA3kwMhBTKRwx4sFBsz0UJ//uUwO6DliyNJC93RdHpESeNvTE6BALkiXBj4KBjIZNSAABw+hA6RlJM8BiAuHKQQBmDh6Lc/6fqc7xZlSxgqGiIxD8mZFv///+vBhpi8maQYuaQU3RhKnRm0EGIacJXJ5BXh8cdpjMehs64Rjaw53mlx+mU5hEzJ26N57rE5nAhZwuVhs5txra+J+7hZqAbBnawpj8dxj0bRk6Mhog5ZtcVRgcVpg4ExnvIe0cmqLhgTcdTbmxooJBTDDsz9FNNQDTA81GXN7TjCwU0cqMDDjPWUzkHKhAIQQLkIk1mQigAEwxINCGBIcMGF2UJFjACYMDIZMgKwIiHW5ONI3+p+H3Mby6luqBGiYtNDzaAP////9sACgMH08NdYwNbPWMAEJNTezfyEJxDYwwyymOa+DkssK2hs/UYsdHOIZo+IdVSmn2R5uSMrxtLwaZEY2EdkWeHOfg2fJ6duGbBadoMGZDLlhxwjqoWXiGiYMCmKJg4w7phS46DLbrwYHjTu84a//uUwP+DmTiLGA93bMMgkWNF7uy4fiOjW1JN2oEkGZwA4skWku5mr7Q/f//9Hk1ItQQWKMFmAJLf4GCQMbpxQYKzOpeMsj4yqXzOoqEYEMEHcCCcHT0xIDDN0DHBD3vjZjgRfNwwKwpjkwCgmSdBZUYkGBSoYEAAUukY0Uo4IQoIBgwagMRXfYKwG6zJ9JE3cVkXElANsvEyuRStHgW8Q4EuxlwGCbjSeRzQS6LDuJ/////rXt//S31EtWvm23R53230FrmYavmRrb7KPa8uXylQ0/z/dnEn3CKhFVSymGeNHpLUpI1T/f5VSfAnKcUAp3+gLis1HSzPhGMJIky0VDAIAMPA8yOMwKEUJAZETLIwMhl40mQjD4NOaMVsMEHFShmAw8AAEMBKjAjTUhhEjLuAQ2pux5oBjBkRXEHC05EQOwWIW5QEMKkKsG2ITcP9fT8qsP8COIQl06IsT47jsQpiLgBAENORtp//////95+d+n/z86zC88dqmmngywKN//uUwOwDEcSFLk7vQ5LhoqfNzT1rOE/FiOEKO2IWxGUolpA7fR9qZrYB7pyOb7PEjmP1teACrtQaouRyVZnm4qYjOhnlgA0zHFhKHFwx6HzOKjMuEgx2CjIgWAWmM1DMQIYy8PjEaiBJwxyA3vwwD0wE44JMUCGdWGQbmsPGlPCoBEph6VoJFloHTYqRIBoAjig4ycoFM5dBrsuiai1PLoIiy6mXpaVYPdMgANJ4vaGA4I9MgoM//////9V1vPvq82KapW2bWxfdIWIMFcw3BhqwxE/Vnam5RxXZyuS5XmO1zzY2tOIaQPBeE24R/lp8kGRnDBukoiUy7/sjjjdAM29GE3JxiDH6QCMtQaUxoASjKZDsMK9A8wxxKzAqM6MMcNsxvSqDLNDyNDkCM7owY2ZXIwQEU7d3wx7oox/4o0LHU03Jc0giI2RVc1CYMxkGMznKIzNKM0VFszOFILDgZDhYYLCOYrkaaCCkYijKFABMAgJNAAsAgUGJYKIBzC8D//uUwP4DFg0VPm5p7RMMoubNzT37kOJoihgUBmjA1JKKIoRNwTFb5YFhlgwx8VEFrDFIwKmChkGhASLZAVi25pMtqZ///qaKEVAsxjLgoDVqDKlHzMfgkoxrDLjNWACMthPQyKjIDaWMzV8/DURKjD5aTPkuDxxwjNcvzOUpDbEDTEhDzRsSjSogTb9SDbFSDU+JTBRXzSwpDQJCTAw3THcMjDhCzA0VDCsGTAIozOAo2QhAJqZ+sFIGZkUmxBxwxkZIQGWGZloUY+EiFXNfMzMTEMfTH0cCkJgIECkVRIZHjDhdE0HMhAQl+xwDL4GGgBfEw4CDDR3S0yzWlPbR/9/9y0ER3a2ilSUCDBDHlNQg2g1b2hzSfTYMUZ7AzsmazI+gTTTMzsVKj0MhTJCkzRuKDZWdDjybj5frD757zBIrTfY+zIuSzv+ETZZhTGOJDOkPzQxnTSEjTRYHjKwFQwWTGoQzJ0fjNHM6apORojJxQ05vM0DTpUgz5zBIaYcT//uUwPmDmHSJGg93TULkkWPF7uy6GYnhiAaYCfkRiTLhhZcgyZWXmQixjgmDA8xMABQ4YOHvwCg1PUFCAwADhGDhYZFAQHAYQRZJgtZMM0zf9fRvdmgyH6D3QXZLgFLfgGS25ruYag3iAZFnAIaAILmohZhwHXEbuYjBBPYcuJCmPcFOBKptgjwyVQAc04InU7JBxIhIIDEIpuxbAvUGaJG3I3yDPkMK9dlzLcS8t6GR0ShhKjzJocwOVFlUchKIkVAE4BoNiVn/////3TOP/6b+86r7z73N5Z6UhwpoMf5hwmt09anvalxCxDcXypYWJmYWY8IyH58NBSe/wMFYU0TgToodMKDkx44+3g1i8lEG/Ymq7C4sGGhymCuBhJJozRvL5lhBj4ZxAgFGGBSGbQhh415BMoskFvl5i2qdYtEKiSQQybAKZQoYPDydqbCfSzy5IHkMNTkLIlxQYJHppadyo5Ml01lhUMuspkrY19GIQgcVinP/////+77h+9/v//uUwPCDF8SLHi93ZcJuoqgNvLzy62WrWNr+3YzOWsK0527L/7nFo06lBPN3lMkZbPyiL3oeZhD0AwFAj85tLh+a0/jD5ddszvz6XYfk0roAqf/AxXdDEIxlLLamTIRgCEYQXIxhAmZSEEiAYcTmMj4MDRGKCzCLKwQPgYVIScwEVMLEDDQAAgKIKuYmGBDY4BVpSDXM+r/wO78Wbdx3Vs0sNQawuy+T7vNyNUu7UutO9MQE8laNtEATgMQesmj/5mn599rd/Kwwd7dou/6Q5TZmjsuHlI+ohtOHDi7t+V2InT0PfJZAX9XF0xUAGgNDhBkxdBAjYIRkDkQjCCAVEnpTI8oznhTTv93TTcGDGEgDmIwDGb2TT9KTPZTTLdbjDlljLBzjGRajG5pTUgxjMASjjh+zHFejP5/TDcpjLIYDEcFzUolDQIXDuTg3g8NA2D1i09MoOPQDYSQRqZLHCMLNaEjFxIiYDJVMWPgYTEoAIBcw8PM3EjMBhGYgBwCb//uUwPkDGEEVOG5rA9ppIehNuDOCmHCQyKhAilqYiNocjEg4woNFA1dQqAFnKdyNf//////////r//n7//v5d3f/LWv3j+VjLlBa1Xxz7XnqTfMKt3cp5Mbl2erl4WgHKyCeaZBsPCHK6wa8QgASJxgqmCWKbeORgEOmZwmZWHBlQLm1H6ZwEBgyEmxwGYuBwNDhgw2mO0EZBXRmxJBVBGJDUFoBK1JVRiBYKOA70Z0KYs2ehqaYKZRMAEmCIwISqcADlTdUkCyRJERHB0XWCFNxYqOHJiMVXSzmPoAljJnujGGoLqa1u1//zTPFskPsDKlCAIng6jBpuxPCSOk0ku4TG1CCMucp0x6ykTEvORMukZ8zeCEDV2VvM9o5U0VUFTVCez149jRVqDYkxzMEpjex1jmX0zRz2ja+dDs5iDgkIj4lYjd58zNFnDjaHzTRrzKUvzQAHBCWxgwMBhgZRpEQQZjBg4GBsGPIRCZqiSBhORpg8NZmQORi8GZgMC4H//uUwP+Dm5ETHk93ZdJkkSXNzWJIAcgZ3KBm2YGWhAawCBxB4CAgGlOAY8yBqyIQAwMYGAYCgBggiCEGAYpaGFgEggNMtA0JANQAKGC5zV//9fb901P+kilO2Xdlqqr11M1IwdjE3////8YeBiq9ne+IbJKp1I1GqQubDmxiocGFEIZcmhsBKEEbAyPMVEEy+ZTGSCPHLN3+Mz/BFw4Mk0i8IdG0fn2nmneHQRHPxmUAGmpBUYPGCWBnJGk0GBmFQGGnRCPOC/gKIEDpikgwtLYOiiisDKESWJuy16Cok7qSEptKXs7lzWWysoafWI//xezc47mDLgCgCkCQ8uPqACUDLIP8NfpLo1jykA5Lgxfg1DD3J1MKAdAy/C1DBlC+FR+DDdKdMCEvo0gCCzIYCqMQMHQxmguTAZGWMCIKYw9hvDCCFhMDclk4FgDMfNMY54SjhmA+nCjydJa5xYImQV4eWbBsMumc2SaWNpngQgI2FCVMFik0eVjFBFBQgMtE//uUwPoDm+UPGA92i4JMkOYJzWWaEEFsyeNiCwCinVCe6IGYS2MMoQEK7UddUQLApkDijpqihsmI5l/zFEQWFjpmnf8/cnq0LW5b31NCoVTcSNn1AlvfgAJyOaCxYNMhUSEQIU4x4QMTCjABIElaIENEx8BiUxIpGkYiAxgLQhBADLwgFGgEwoFSVJQGAHnewuvG590IW56gLPXARtXw/jcaJ2lCY098Xj8Wl8NXmUL6LhTTKX5h2ENAWLERihSjtTb//ur9aq6nr5vXrZa0UFraO84amy2maEBi3sChsQJqTEFNRTMuOTeqqqoCDGHp1MYJBE35IzzXBFRMUxNw2AG/TsIP0MtNBwzEwcDPLJ0MqcI0yzSczIEAGM/Uesz/hnTERCqM54mAw3SSjFHIzMSwdsyUxMDN1ELMD4QQxbACTD4GmMAYKkxWgszBEB1MA8FkwZwzjEo8760O9djXPQ1wjO3sTJx8w2kMZUxJQMmADGVIxJpONqDhkkwREEJE//uUwPYDGASJHk9zMMIzoiiNtqeSCTMyQGFAgv0aADg0oMhLTSBsxAUASqYwFmDA5lQIYWUAoaLUDwkBr4A4YN4A+xBX//9er/WtkEtXdNbKT3U7JM11H0Ujljnu/////SAS9+AYB6ccYeloCzZ5hwAQoXiTIaKlBkwZQRgR1IY4CZ0oDTJgwgjFroQ1SrByEiGhUeOjlD3GR06lExGHowrtqjguU3k5GX0iktwf9+oblFJQwfalVLcvUEYnb0swo46C8GgZN//zXpS5rm8j/LbTL5dHTeI3BhEs4mQLM3EzroYscXSTLpiCmosFJ7/Ax3ETEwNABRHj2IQeaKA5jYeGOD8ZIJIkOTCZQMOC44Ys0rkPSmmPmqTGQuG+SlaQ86ISqqZjIgwxUv2IkJIEIgBhATDRpQ9K118oWsHUGLkLBLPUeZGoKmGIgaPqgWTLS4jYWXkaOBQgIxYBTTbDQIWebSEMA0UJiX////+se3tn0lpbVbUvDpFdNzyjlDc4//uUwP+DHA0JGi9udMIaIijNpRuLbDeFmM8V54PmJwTbM0vHS+yK1wR6rabtlDebDpclqLESpzHk3GaIxJnyB0GN4Scb0bVppwlJmhI+iZK5W5lxDYGDIKIZYBlZhoo8Gqi7aZSYgBi3TxxvLJ1rhphzipiSrR/t5B3ShpizJxsuwZu4aZp+KJoGyps2vRmQuplAChgghJkYXhjaCZ36QBuom9T410xdJP2WDWyk3GzMUThUvOpFDIkUywCNDXzRVg2cbCh4YaChQJNBGwsGGWnIoCGAllCZCHjKClIY+QmGiwXJRGABQWkYADkASVriU3/o5/f7wfJ1hSJ1vM3/////sQAKAwq0zjIuT2M9YdUzfBpzC9D8McMygDMrmGEHYZWITxgWhcGIENOYvZJZj1CJmHaGGYRAix6AuGqaKebxZmdqmu60ejMZriKmL6+frPxw4qgg/mJyaYMWZhMCmNjsYWFxtYfGpioI0mYRG5jcPGMxYYXEJmobjRpMADUx//uUwP+DF4UXOm5p69MWkWNB7u1gUMg4NAEZmNAWmuYuBRgQJgoLCwEMCgwLA4lEIkJkE6XYcAEtlD0dg4FpDjIALtAHkbHVo////6S/Te6tSZohNVIpsZqQSQqL01z5mZ7UAFLfgGJXx84uZVVm4KxgsOaGDlpTNFNeJxhSF0wxomBheZmzAEzayUAgGWQKWqBmMDQsUGWjw0AhYEUwEip9y8C7ULYjDyCVx2lPu0GdYldoJRDq2Za1l74PoXhbLAS+W2b902AyprbcHJd2AwBYtjYnP//Ktmo103N9xahXtN+WZCpYgYVrFKeM/1KXieYFK4+HG8X6CSciFomk66wAp7/AzGsOcVTJVI1siNahBYyM9WjLkQ0KQ13Qzuc1IQBejUDx5qmOCQ50g5jYghUGeQkyQGhzKpxwqLCzCChYSDgQGgCwcRByIUMBUtmtA6y5MhimULqaEijL0qy7uxsIlQoWGmFiQapKjKLA5jhPZdjhA4m24Rv////T/73P//uUwPQDGWUNJE9yTdp3oqgNtTOKulq1kxv7zWzI8pNhxdxWLsDdE75+rVajbvrTxVYeqmUzeqFO/VqsaXTOuoEx446+OA1ywAaAgyDSszPnelNRIbcwWw8zKMHvMZUK00TBbjFgJGMtks8z+zeDTKGtMj0bU0uyDjRUHPNEEVMwvjHjB/A0Mo4ckyHh6jLWJRMhAlg/b9zrcOM+TYwSnTfBmMlFg2L3TF6ICGybGQZp1cGigCZOHIQbTFo+NNksx6aCZSkBKMVDoxiVgxBmIiuTKmwUEjJeGk2YSoSqKlIACgcQBAohigyOi2YBoYMaqpZMCiKpxFr19//Z1VV1JELhxMyg9aVVAKe/wACWc2EnBxKpjPiUArwUFTFRgycGMQOh5JMkAxEmCh2TM5ihcOARnwyhUYqJEwuDiIxcIBAu7jUgUSJ3IYl/CgKSGd58nTdNprGoNaa+6vWzQbAsogSq2Cy7S+IbgaUOs37iWnWfmXR2QhXAgIiV//+irqdR//uUwPUDFokVPm3p59L0ESQF7mYYTo1LI/XRSR9nChtlzkrHU0QkG5pIyI+kvBsQIAZoUoCRWXcrW1WsABTWAxDKUx2MU5MJE15Cox3EU0xPEMSkx0IgxWJ8wyGAyuDAzYQk/ehOdGDP7QHPpzlSbszGjgJthKYnCmNEBisANABtKSYMRGgJ5lQkVCkiKDEwEiNASRvMjMRIxELmIBq3y24gBV9iIJVVZM+yQqEiHkbmTrviI9RTRTKRxmTloLefKRAPBUAB8ehw/////39+/1reP8evY30j1il03wmF48jMblESUQ/ErDbmWRmfsbqa0fKTZ4auZfJC7i1/9MlcASV/wAjczJYz5E2p4BVTilzTNwaUQnHONDo021825Ew6wSmBHAEATcCDJMjNqDZpDTsDIqTUkQwKoiCBaQIkBQloVEAV0WlL2RMUwlLoxRgDrwLCIFBxNxW7K4iblKCNPUbZvAj1s4Y57cJc77NBzg4hFEie//63Zm/1uXjE5Pqy//uUwPGDE9kXQm2pPFMMomZN3b16aPIThIjFIlEJQUthYnDIRANppGekJWW3laTbSx2iioDmU2SSbQqWhkDSUGvS26ZCbEJmGIWGAUPyaRwhZjhA3mRmRmaGh+ZgwJoGaDsHtcMnPnhmrgdm3YQHS8MCezGyShm5EonnYYmr0CGFS0m+yrGVR3GS8VGdSZGT6HmXY5mIKuGshqmeTFGZQzGCiXmWwOGNZrGPyIGOQ/mDxMmA4cmFAUGVoOmSBBmycCyAT2HhqHEWFJ86BIOXg9SJVAONNmCEZYwosHMQc5M8SWMEIwMqMgMAg1JJSd7/dReioobG1JKvHnQ6dQwAKo////9HqgCnv6DKoM90RMObxSKP99AFTHSWAqLnPVg0MadUbemK6T5CjIsgYNER8xDY0M02aYyAAxzAUBDQM2DkzqILAIFXcZYqLCwMXLxgYmsOtB+bh7gqVcpWUeoBvMEjyoEEfk5EH5CgOIQASYr0JQhQDlMQGQHoEosOrf////uUwPYDFC0RQG01PFNBkWNB7ulw//HtTL70pqW0XfiyOS3rWJHmU63U9VSh2EyytyNgLeY70ni4vXUzGfifFtkNg6WxJtDpCtpR9hgiYjYLhqIH7nTs3oayIIRgSFgmJcyYa7RnJoCEdGCWEgaLBThj0oBmSyIGYgAQZk6FgmGwAGYoYYRkDBRGJ2Kmc7wByham/JoZSDRtV+h20Mf44yNDwA/zzRINJck4u2DGyPM4hsyw9joCWNBQAxeSzMzwwsFNcNSqGENCY+qmok5ijsbLFmPHZkZYuQx5FMGHzMjg0oUMKCACNuyRFQ0fmMFREvpXmHBBhwCARcHEIOQxGBoS20ov//ZdWiKuRWsFxx+augAALQDFgWTgYLzZw4DCxPTMxkTJoxTcTHLsmlXYYpkRxA4nLVUJDkgSAiPxmYDnGVIBuiFkqYOExjgPGMVeYURoYIDOYCFg0YmAhkMoIcQ4DltxME9SDCQK2CQJjYKoCiK/hgQhCAIyewJCJgGA//uUwPKDFl0XPG3p59MPkWPB7m3YAEZE8vcARmtIzl45dUZwURpaiIRpaeKwzgtedCHrLv/6vrvSSNQ2XLQ+eYgAFb/AQ2R5mgdz/GPiZga0aUZF/DEgk4BKKI8w9BRmVUMSNxJMDDQwMnCyyFV4zkRRcL2AIeMdGkzyzam4NEHMTEWuBQQMDWjmRAVOniy52S1ciThCABXDFIHYDnLPZlp/Zau5syfC0nKY0yyy/b7hOwSpfN0f+hNV6NkUzzu05TU527hy8spEcc4dnx02ZkgTj4qVOWYzckyJyU6gbCUwKtjsxNW+peDT+8OUpa/rh9UCDFtS+MSRjIyOmHzOKC9M30lQyhzbzPaBHMoQYI5CMg6ZAY1uRc0E8k2tqc/kwIyqbU3fLA2lDI2Utk24ZA0zi8xMt0zNJM37LM2eoszyE0znOIzznM13HQyjCwYOA0hEUyYG0zBFU0HH8ydDA0rOYEE5lisZzqAtzNermhmtsgJGDUqIytWBzWYg3Gdg//uUwOyDE0CJMG7zJcLAo+eNtrOLZnQ4YSAmaAyiRgQ2YeEBEMZSEBzGOhY6VCTIX5GSkABoyAmOASerZZN+/ltS34HGljBc84HBONE5EWCijQEY0JjgJhmEqOYYtAcBlFitGDsEebjw0ZlgIclCycBo+YXcwbREoRYUa9IMaoiicaDUbnFQZJGUY+sgYtkSZemKYigMafGGYklkZNlsEDcYqmOAQOMcSIMOwnNlnO8NMOTPDaM3IO8JMgKAQozkUxgooTjLMSBGWIoBCKiaQWPETMFgsUQ7AomIUxrADkmSAky4zKsxpRD4IOhhdD1g6ICJixJS7/9aLBfaxmLqT9ICDDuCRM18hkxdidTUfV3M4gvczyRijImDoMAMxs6k+Q0HIgyLx83X487TacyO2U7ghs0ScE1iaA3pb82OqE1BKw2jjkwuf4/BY80zNw1+EYwWHM2qMY10LAyhNIxgJg2MUUx5SMy3GMABSY1CmYsjUc2NG5dxqMWZavmAiZua//uUwPyDmUiLGi93Z9K+kSRJ7ui4mhwU3HAwFbZjZIakKGYtzvEoEGFZhxCZUJChUQkSfJi4uLEhhwMZeJhQAMnAjBEExsfMnIi5CR0vnNnb70V72AVCEqImhyzOUKAy2I42KA8+tGAzaJU1vN81jG02kg0wLLEzvKQhRgxMS8y5LEw3IQ5EE4EKGZ+kQYWEyYdBeVrsZtAyIgnOyjTIi80lrMgCTA3A3rvNHezYjY3ZYKMg0EEBJsacNGEDBgY8DhYw1FMBDDAgsyEEBIqX9LAEkkmmcjM/dQMESOddSJhErSICwyWUZ+KiDECEwFMgjb5Npw2anv/+WlwFEQ4eYQHzwVFRQHHvMwSp/8DFxAxsrFNcjJzSDwwhpM1RzNRIypVM0DDqhwyIbM3NTAgmWGbBgQXA4yBDAjRwCZfj3xdoNEHFgMELLoN8FIrYTXaipg18MUio7LfIrTK6KBMJYzaMZUGkKGb+vArMgmLzJ1P23NP1l6mi0W7hc43tQKgo//uUwPUDmPiLGC93Z8KskSSJ3eIa9/////+d97Vg2OBDc2s6+vYYi/lUMD/MUgQ6w3WNWrGp5CP3RY1DC3sQPktcvhWD5/xY85xbrTGLT/YBKEkYMeNzk2wxtQOvIjTlwzxNMLFjJ0wxxBEYMEJ5iAkFhsGgIWBzFANSBEYGWBgJGR40JVIeDV3OdAeumCsZhy0xGFRNWRuCaBmETFLnEIU+kpnKSOjiNkqNA2xLKYIwYKDICCiEzGQrNLyslVUa4iMmAzlJFfkDX////////6916+V/V/zhPKlh1nG/h6mj46jtZF0tRkopW0Fg+I3CNBaAxaCjylqiipwCDK2ScNVCyc3MDtTAtQtM+g7ExmwuBYBkwUR5zEWCEMStFE/ndo+KoE7DCUw0V4zbYMyMmwyCEI4AQg20JMwUZAwmKQ1YNYxkD8yJN4xZNYLAkYYG6ZqBqEHAYfAwPC0CATMQwHMSjHMcgPMOQRPACOKRA0kxik0Yw3oc1MYzgw2AE2vA//uUwPEDFkkbOm3hj9qrIqeNvCY2HDTCizZDwFXAyRNM5AoaCG1ZGLOmAEmJmm8KgwiZJsY1mZVOa4kQFyUCJE0Souz/9TdikRAxbIsTbWCkNCy9+5JN/wkPF3JkgqZbIueGiQXcmZSMikkQXZJU18OJksPYNokCcDGdG4UEB1yaZest7Q+33sPAXEcR50RL9E6dxQypd3vd3fIAAABCzCAACEHPJhBDDyZMncEyZNPYIEI2DCBCJtMhGWeTT1jyad+IQjWgyI92gITEFNRTMuOTdVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVU2WWkmpdtCsThkQSSTRFJIkmRkJQNhGVWXEokmJiB1TknQlGJiesGRkfXHEyMhKPtrWq261aSRJPeaOjExMVtZatapi4OQEgJCMqORKEYnPQmIEQansJJBqIpN46EoSjF1oyEoJEWJvFdC+CRDidl9FtENHCsqUgomo9J0vDmIMPUdLpPE6HqLkqpS+kGJ0hUdOltL//uUwPgAGDyLFi93SYHiqO2olBuPidMzCcpbTRVMBPGkaShmYjmNI6maU/TmOpRXYUNOlQzQU6hp2DVQdix6Jc6HHJbb9dpEQP6tJOE3EqIhBYDwcBcQCMuomkmkueA6gVQDaBWBQg7gZYIwDDCOIQ0xcZxKxEFC9BhAzQhQUoSwJOF4GGRQ/SVGCZxnmAUZVDCN03jtPg9zcOdCDxOo/UUmUgi0Qi0yulyul9cKdWLaFHKfyJPgWIBwQy2dnjUSIMJFAYgWCZ/gYFhYWBx3xVMQU1FMy45N1VVVVVVVVVVVVVVVVVVVVVVVVVVMQU1FMy45N1VVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVV//uUwP+AGAVLV0Yx8fI8nNd0l5p2VVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVMQU1FMy45N1VVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVV//uUwP+DwAABpAAAACAAADSAAAAEVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVV">> <<cacheaudio "thud" 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">> <<cacheaudio "boom2" 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EIa+NkHEDTTlSdA0/kjHMTDNWjHmB4Qxj4KIMTQAIDJRDHsxFQrhMPQI+jHBFTME8jQwtFUDz1t4MHYXsz22TjQiKyN0Nik0sS8zUrbmNSgt81gz5DLKNjMRtAcyVCxzERBUNLk18xyRBzP7//uUwM4DkUSJPn3cABIgESfOu4ACRYM89agy3wwzURCQMmRgQxdgQjEzBtMXkYUxaQ0TB5AOMB4E0wMjGjH6EfMnMfAwvQbDBcB1MzgbYyPxfTFzAMMBgGAwUQVjBdAOMGkIUZAWW9IfMAoE0woAjDAaAaeW/swcQYDBMC2KgIsNiCCyuqh25VTbkEKTtqpivSp6EJRaGdYDRO3Cth5IAU2ABmQkJz1opnqShnsXo0vJhgUZl8FZikKIsSJg+H5iOGIODAwUEAwJDIx1C4wzCIwLHYeIALrzF8jI6RCNN69DLBlDKtpocpiZIMCnFOHEAmTGmxJ0SDho14Gcgk+Yw4ZogY5CY8ZJzLEF3iEEt9l6QTc5t/Yy7KCFos9En1hlvWQtdXaicNAmbRbf88KkKkMTACm4ANFR2NuqpOUEY1oyzcawCxCio2Dsyyc1AURijQUwYYB3ILbTHvjdMTDVDdojZFTPlDcEDFlTzKTahjCozaL0bzBhhgkFRw0yEloO//uUwPoAIlSTDhn/AAJNEWdPu6ACtGJBgQyZCiKsDWuQMYUoMeCNAHQIKDJuN8/cSts0lE2v1+IajDtNNbd4mZvQ/SOiSqV0If+SU1OLTnMN2AFvfgGNrcmEH1GiB9GcQ5mDA1CMWDGEUQMKJEWpjYAIhDUxHGIwDBkwrEMIEwAg2ChGDhZLvgDUllMMwS7GswFI18QoD1ycwjDEQAAGMkoGBGUKPKmuG7QBDL/hYEQjsXLfmWKWUXzERUEuW4ag7ZwwtNXSNqibCWAvsni1tTJtFUG71+/6eqNH2VT43ME80hq1piCmoqqqqqo5jjvHNZ6FxTGFZZQxAANgOUPYYzU/jKkybkiVMrBBljA+BT0xewFbMYEGGDGhBvMy7wAoMZ5ISTAfgZMwm8MLMO+D0TBUx2o1QwmTgOJBMY8+UxdxYzLWJvMHcdo1HzvTVBI4NLAf8xNx1zNNODMKIX40JTzjIbUGNKESQ0NwejIpAqM+Y4Ex0A/zD6DAMWIOQxdi//uUwNyDEVyJPG7zQBJJEWeOu5AClzJhMcMUwnMzTC5TEzHcMbcWAwjwCjAaBAMMwCgwOAYjAxAWMAMCECghGNACIYAIRZgcg7iMBAwJACDBkAmAACZgYAaCwAUX8wQQEwQA8YH4FasG/CAGjA5BkV0XrpPp/0f/+/1dH+395JjdtkjYABqEL9GhYKYZ0MdZzhDDmWBcaZZaAZg+BNGQ2L6ZiBbhhwAvmNqL4YsYq5iphjiwT5ioEuGEwDuYRYPBg4CkGbRyZBE5u3rGETgaFBxoRdGeRacQQRgRTmvGObMZhsYLGQ0EZuLxokhGmz2bCOBhYGGH2MAr4YmQhu0yGIgqZjJ40YjLojbcwADgUDTe5qEIsMwhEwEBUmDB4rMXgcITwNAwhAA6ODNwUM8H4wQAJ/ZjwiDynMcn0weAcvMqgAwODRUDBhaw/Dt7d65zXN6vWrzBKtjTSFF5OsV+mzXVNvFyrDThwfU+XpvHNB9Kej31zKAyoAqwMUCGvzDT//uUwP+AH6yVFBn/AAOLFmVPPcACwoMyccg2MUOCRzL9yJMxnQ8jMH6ClTCYgA4w8cZeMmFHzjHjzDYypwUwNus7UzIk/DZhUcNodkgzFU7DWjZxNII8Y0RxajKYQKMPctExXUejKjOxNR1pk9YlBTHJVEM0QBAwHxtDFKDQNCQE4zfEyTLaEyMvoJYymCCjXmfwMjYB0ySQ3R0AEwQAbwCBeYl4yBjMCCGBmBcYJYKZgHAAmI8kuYrx0JhPglkQtYgAiMAgCkwUQPzBSAgZBS+YIoF4KCcEgg4rOeYIIBgAAUMDoEpkeDf9XdFkP9K/+n/k+r7tZ9VxoMc0EfSm6l7iZgvRdaY5neqHEOglxlDxj2YXeXnmHahOJh8wrkZ5UnWGW5FAplewiiaJIYHmLLBIRi3I3calYnlmK2GWBvQUaHSuc0ZlESxn8JOGlrl0ZuMc5xup+GtKSeYurTxiLpDniNCgbXwiRxQK3GsFDaYiKoxjtEUGgmiUY9JgRkHD//uUwMSAH+yVEhn/AAQ5EmIDP+AAzGSmA+aBh7RmZjkmBWbgbDb2JhMkaGDOP4YlIGxheg8mA4BWaLRThoWlCmNyBgYCgVRgPAnG6oe6YahTxiwhamDAH6YMgDZgHAbGAICGYEAGBWAbb8wJQGDAqBIMAYAYiAv75gEABmC8AgYCwEA8BsfxlFsBf8Z6BtJNfkkJc9DeiBNHegCn+ADBo+jiI0TK9GjJUJDKYFwgkwUJpi4F5gGChgWFQYkpgKERiUA4hC4wiDsEA8YoCWJCMb18adIuwhQGXNmiICQY1J40yUyB0KRDKjAcQMSgWQUMzICC0SNwQHRRHkTSygWCBCI4kQCoFLwKi1Woc28u1m6Q7KWXv7Dk89DzfPrEksX19GRULoaoWabokRmIqCWZv66Ji0DDGS+VKbuApqMnnjSgYMHJmq+GTk0eRUgsKNbKD1oo+1+NGLTBpo8SgMPZD2CABQ4soGKMw97HbFBp68HKhtwAY0tGCFJtkQe7DmiM//uUwHMDUgCJQH3dABJMESZF7mxSBnTQY6hhUKMqRDSB8Wj1NzChQzQWM3BxZ9LUGHHBkpiQhTJgsCNkYi1JdDZ1Y3fQDSqaa42rgM5YcrVXogQAF3/gGbIKcz9hicnGNk0as0Cso10ADkx5sEHE0wIZUgZM+Zw2ZtQQwURTiHTEHDPlDMFTBLEOQGcAdQGsbdnOojYCRE5C1aVZb5L4cANbJghcxdlCQpkhmzkCLSSZ2kw3jYqt1hklWBXQzlcyp1uxdLtHQIGZSPuxzP6qKt737wwKGNGjrrACv+AMoTDMOhqOV0zMSAaMGUxgfGhQ0ILABUZkVHeBRn42aWGADJnE59HBwopipbC03gMUN+sAyIkNjkUHHDIugEbLAYExgMeNUXEIMcHDp4049K1r6YBiQo8yHmBVGqDAwIqsqgsFKpTG4xRNMomkOfOw1P0SlrkrGMEBAANWeM69F9LHDqk3Xyc97lp1VQA5+MDJODT2sUzNkRjRErTKYQzBQRjG//uUwJcBEPCLQO5rA9I6kWfN3ehaoDTEYRjDEAjBsbhgRAgLDCQUTA4HzC8BQoAxgCDAGEkcTMwBKpZQUHERYUjQRAKILkzYCKVIOgJW1REe/6QAMTgQerQ2U5JmFmjyKCqfypVcPTnB+m8YE1lNNuqGbxCgbcXZdcDCFr1Xyz5GZko8mi3XKrR//0W+hhAoSnf20CAA8VokDGVRTPpqOQ36w8D0HUKM+MxwyCSCjFbDmMdQXkyVTBDH9E/M6QQAwdQXTFpFDMcA08wITwDJkA4MREhE3DXEwRU40B1I+3Q81EXw3gj4aiE1EAwyfCM9SQs5qkUwgbYzkIA5boE2JLgx8AIxjFQeBQy3QsyrHowjLM0OFo2YRIwwDQw2GRowGD8AAoJA6atAqaaGmY/hoSgaGASZfEQamm+PG2BAXJhJEiNAgNgoYHapfMFRWMFx3NHxFDAOeTZhUFgOE0Cgsrvn9/HLv6s4Y2MtZ18sbloDKQTPANwU0S//k7UAJ/gA//uUwMEAEiCJPHXcgBOzF6QPPdAAxiFkyyrYy4N80NQoLhQYaBSTEcYig6YpAiLDQY7CsYRBQYMiIYGhsYJgcECOYYhkYKA0pyahCYjWDggVKmEBDDsQgDBJxJSaFgBDKh5kDA+DQaMiQMQSUHBqcOLCEGahKnGpoOBxIagADicBp9uM2WpTMelL+PhHnYeS+/cqYggmiDuU2XoVXbI56NWK0mCJiLjCnSK9yZ/ZHBgmgwnQrMabSBkdkmjUMaiBRrASHzXUbcb5vKSnloOavJBwIUAETGMiWfEJG3optUubSmBZ2MvVTZDUzA/Dg8yNoQDmZqhhAoa6kAYRO/eDU947OMLchHSYoPlGKaepoKmXCxmAYICsDMJhwuDiAHIQYRITlVHXiDyw416mhqRs4vs3ed/H1lN5ABm4AMCDPPvNaNwAwMWiUNShcMRzWMYgZMdQcMnBfMRhBOxMOruMw9Oo+NQwM3eMx1EYk5BA3EA1A4yQgzLkaMnlLDM02w02//uUwLeDUnSLPn3dABJMkSXB7mxoBsOQGeNmboG3RmWfiBCa8gIQoUnLZHqMY+ZuEgoIZUM0kMsN4cxVENwcCtqB6SQwM+LsRiK0Esct6GsStMxQV3pf/Rm8uoax4FhWsAyf8AxmPAxx5Mif4xwFg/Hkz/82A4yJo06o1Ys5RwJUlsgTKOitOLHEJs0JMzJ02Io2TA7Rg5QxQgiRGYUmCaTwKwBjJp4miyRAggUOrMUQuGYYq0jOMcyAhaASQMhwRiihK53YVhfeB3XHHXMCBkJI8woICAn1FkE/Fdl8Ut4zL+/////////+9/++f/Nfv+9/////v6+tT7WLUhdKACX2AMsnHNy+SNH1JM6CTMowWDB2JhuMWyKMmSWMXibMUgzBgVmBATmI4QGR44GPoHBhZmDIMm6OnuJjahLw1BM0xUDJQUNNRVPzgP+eBK06FU4ycGIDT1DarC2ZoXBz3RmRwQZMcFVCsKIi4gHlyAsGKgpkSYK6dNaEYh6Wno1L//uUwNmDEnCJOm7rKZJ4m6fN3WR60U7h5tWBU8JRWZdA1N3//////mHd87vnMNf+t6vfxuVmeZhfm6wACI2CQAADpawqYyXMcrMmNa0DNmAsozQhuIN+0NHDFQBj0w7UGfMWfFVzBOACUy8YV2MVFCWzA8Q6Mx8wotMIJBEjDUgx0yGQZkMZgEhjVr0EPsPOQyuxwjBfHPMXQlY0Ah0DmTfSMaQOAzVBmTEgGpMMga8xKwwzGhDxMswXAxqhtjBsCwMK4VcwakGTB9DMMSoKUxFwjTGvDFM9oZgzBzoTMkB8MEkT0wgAGTBXCHMDYDIGBrmA4JgFALTADAsMDsEs0ayQzAdHVMX8IcLA8GAeAEYKoMoVAhIADGSc8wUQtDCJAIKoDBfWFYGFEAWYMwIxhcAbx6eys2quqW13He8eUm8/z5SavCsqoQFSSw2LODij0SWpc9ijCQPJZeONufpXoMJuAAKoAAAAAMVjVZzC0wAww0pJ4MIKBYzOPi90wawJ//uUwPYAFNjBNnXdABSdGCHPP+AA+MSeEWDBuAhAwwYLAMPNAnzAqwx4wIgGqMF+COTB7QRAwR0K3MKZB/zDtxQgwpsBBNWRiNaCaNsG2PpuoNGWkMs1SNHSvMYCBNIScNrCTNB4dNGUAOA6cM+DhCxiGZBqGNB/GUY6m5h+HFUIBhAGdI6GJIhGNROmEQgmU4EAofCUDYgY3CQYZFsZRAgYBgMIQGBoBBcPjDcAklkRA4JhkDxIEbXPQBqCqwvfzwYChhYAJgiABMA+GsAEi2AAAAAy9cUBMe3EuTDXE0Qx+kPyMiJQ2TDdBB0w3EDBMPeCzDCUQS0w3wKAMFSEXTAMhZEwiwCyMBvAVzBewHswmcHqMPKE+DA9hco3kZg16Og8Jks2NHY014QzoIMwnCwy2PgzaMo1TSAz6LIyxB83rJE3Zos4oIgyiBwwmJ4y2HAzdLwxkAQyeBQ73dU3XV0rIMxeDIxhBMwLBYDASVQJMNA6CoJGIQDGAQQJbGOx//uUwMSAGsiVInn+gAN9EmQPP9AB5mnJnGDw8mDIEgYBwEDJg0AaTiBPvjoLAYNRYCmTZ+AQKVOTAVb+bHmoW7E6M8AVZDGAA7ozt9jbMOkCLDEF0o4wPcDrMEaCITDyBZEwroOuGAOcwHYEyMBpA1jGiAbcwbgDPMDIBdDDYwMEwQUD6MD1Agjd46jXBbQMzBl7HRk+dJhQUxm3+ZpEA56GQZtsuJ08Ehm/K5o+uBjWAZlqEZucPR3nDxj4+hoWjppjHJkFDBrQsphcVZlsN5u+WBiIHhkWMyt4cERpISxjsBhh6CRhAFgQDJhWShgUEwVBUMAkwEBgAAWm4sdv/90AAAocBjz99L4KgcYHAS07gANtNLUjd2/AAAABx875oqf5jUlxg4FZi0g5hYCRjsUBqOYZQIBCAhgCBIVCk2rRc0+co29cgx9f8hA4AAWY02QcpC2ZOkIYMioIQRbkaVkSbXruZcgMZNguYeiaYnCeCgBFgDMBgOQGmHRHGXg///uUwJ8AGeyVIBn+gAMCkmkrO9IDGBAnmCoHBwThg8mCAQDQCGXQampQGGOozhwYGFYJGFBCgUO05EpwSAZgGDpIAbzV6hgQB5ECQQB0n54KAQGgwppj/mDoNBYDgcFTzPLyekvbegA2NgDBgkTAzijD85zEoNDHodzKAGDEACjH8miUZTFYeDFcLTAIQgMOIWDQxlAYQAcYyBKYBhMJhDYgDOijDHzVRCtmbdgaoWYkeDiQ6yHpxlRwySBXtJc7y8LhyAeF1yt7cAYRC5cFNR4EBlSYzU2WyCnpJ6eJATKE4FV2ergV05CcjL0IGAJ1s0n///1UX1o0ekAu/4Ax9EYyA8o2GMIyMJcyYBIw7JUVCEwOCEEAWZIgoZdibSGZbAMPDUDz0LzTijliTFUgcOESEKjQNqMmBNYbNwi80AIKF7TwNoZ3Im2sMPdXwCGnABFCAwNlIcEmUDFVgEaFLI2SVXPgtkkGIBV8MuZe6stGWSN0gkBXNLl/gl9E+XII//uUwIyDEmiJPH3dABI3ESeN3WEivVtcPTMdOqkAp7AA1aWw276cwnK8z4HUxhEcDE4YTD2YXAYY1DCYVCmRAUY0ByIxNMJgUIAdBACGBYDiIDDHIRa6bpqRHQAGNOwNe2OS2EjwCQGtVGHQGrNGFGLGZuv0cEgUCYEICCLBjEEXvSAYMsI0kuk/isS25uVvS6ClUohD8tQdKGGytAdOwiPPzjvR96lWN7VqAEJkrYAAAMnASEDDIwiQ099ZLMD3FYjKVDHYwYEJ0MEyBTzAfgE4wC8QDMMoE7TBzgVEwzUI/MCnAVzA0gPcwYYR8MG8BSzA+gskwu8FaMIhxMTS3PlJVOhSdM6aeM4KUMnyANMCxMeCQNlFwNBgpIlQOuD0OG0fMDx/MxiOMRxvMAiNMg3DNDj1NrzOMMkuN0XDOTWtMZBHMHQXMJARQdTWM3EUMCAaGgIAwdmCoSmGxCmAY7mGINg4PzAADQQLZggQBicFyPd7zB8FDBsCigP3Az8W//uUwLGAEcCJOnXdABOkEqPPP9AAH0wJAIwpA92cIu8C8ylgjWl244oAFbAAA+gfycqb3LQaHBiaWFWJEeY4k6YxFGYfBkBgKMmQiMPQRMIAKMSxQCgGmEAKGGofGEIJGAMaiJrNGjAYiYFNCKgKKrMYEIJDMcU1Hx7AesNBc1CxCCCeAy4Mba+FQzCVB1g8CBBy+SCRZEKj8DO3SuxLHyyfJZ8iXk5Mfn1iJxxued7ccYLra9iosgoZBALv4AMApmECVmIaCGWwWGi+GtFGXZgkiZBWct2XYCpkhNhxweVHMXABcXYM+MIsJlEQzg1HAGgh4o8FZAdG2dEwLLAEC0hzCQ07SoFiIJD+MANLzm0JKEDmXaEPfF5km34iEqayxJQRMFkqumDwVFFhgUFYJKEv9F8/5M12laahd2LVALv4ANGkYzjRzn6tMwDAwUXk4g8WYQ2CBB5wBqCA01IXBpJYzAOMnGJBQIM8hBVMELRYsPXhJaDlRZAxJcqpTFjB//uUwKuBEiCJNn3cgBINkWed3WByISPLChDLEcsmIbwkJzFgKnHRHRUREiJVgaiFbH0ALkq3tZh+KJxoGlxxZqlq4HViEueNRcD5B03CkN/nyDmoVoeicN2KFDD5K2Mq6EE+1nEDLODEOZRmNqarODXzNJpaOHn0MCYANwIOPl2LNCqIMN3AMRkRPCy4OTEUChGGVbtG3ArG0r6GUg2mHaKGarEnMYYHBwabWuBrlCGILqZXPJiROHjIAFziYYSpgIgmL2aZMF5gtVGvxeVl0zCHzRBaNfmgxgMjFA7NCiIHFEWFxgACGHwknJB5fMw+BS56okwEamNEIIFAYtRu6wzdqBM+0gAwA2gvgjvtHNPFyk8111HTN3IiMK434wxAIjG3KHMItF4xJSlzhspjuaZDQ1YDYVUjWd+Dj6ZT7iozQdIzb0NDEJ7zdxEzq6BTOxWjV1FDQEMjNwuN3rgyikzf9cPulg69QTPJMMekI6E4jOT9FIkdWX5rNvmgjobN//uUwNaDUQCNPm5rBdKqkSRB7vB4MhqEXmtUOaZFhh6XgpMmNDYZ/WJiYEllzBAqCCmFQQjsBiAIwQKgowUFDAYFHQUXFZiPCdbY8AAoJk5mnQL36wE3/wDbrCOtcQ2CKzGgmMRh0xcPzO4IMZoMyOEzKxMMcBgygYDFwkGiInaPGQvGVRqT0A1YUDHCS5YEbNlch9AXY6kFzAwwOLJiA5ICEoXF817IWhgbIVLkV0r1xvupQVljxbJIYXe19pLiQEPDInq6ZVJxwljLzqzocZiG7T/oi1iHNcFFi6RVKVIuWAQuE0OPhIwmINU/vzoNMOWFPzV8WGIzD03yOXPTYTuQQYQxks/gMH5HUDQoiaYyeQvANbqZvTV00AQyE8WaMdvFADGXA+Qw8kM7ND2VQTRvS5wxNElwMj5IjDFfw4kxH8HpNQhD+jUFhCcx/8X+MJ6ApTCvRKYwUwIaMKID0DDYAyUwgsdbMT+HbjE7TYEw3oPLMAhDJDDOw5ox4UKz//uUwPKDF0CLGk93iQJQkSeOuZACMiQHEDGDhmoyHoa2MQ9HJjBjB90w9MF7MAqBKzA7gScwDcBnMChAXzGBgfwwtcDPMAVBjDAVwGgwKUAnMhyGdzDfwsAaBXDAgAHswDYBEMAsAOAUA6mATAbwGAt/4YDOAGmAWgDJgEwBoBgApm+Y8B8GBlAS5gtwDkYCQAHR/v9/X8//3lzW945/+efea3z/z///Wt//77n/6/WH63rvf13feW//PfcPwyxq/hvn1Of+//L+ax5h3f93Y/8d7tfjnjapADf/AM7NIwtOjQgIMhlwxsHDBIaMaDMywYhgRhUYAESmJA8YIIRgQNmNh4YXDpjgBmCQ+Jdm0Eb5x7HjOAOYNAZK4GijwxhBJmIQCwYZ4HHqWDzJkImyADxAEm1xtS06nAQO28PSmU1Mb1piLsNKbgxxfD8KxsgXNSq3tPTpuu9ka25WPr8WTgPsaopYAD3/ACxiGRV4mLY6GRQhHkvhYgWRO/BMk+Om//uUwP+AKuFvCBn/gAIzkSfPuZAC3PxAHjB44h7BkwANdVohiEiU9BR8340ZhwYwQwx4FBGUaBkigRJlFpOwEBphhAbSHlLOJ8NKYMkAz5R1rwVBd5rUE279Iremm0FnjiMHh6Qr8V0rMEDFqU9Ieu/v0cVHdGj1scSmACqYpZpuXgnQR0aWZ5kVIHmmeCGSmGLlmzbGVhGaOiM0QlAqoQ3iIEwUnjMcYxUSmAzwQUKIkQAQYzbUzINXIccwQoKhhVATeMYBoBIy0oieSIHjUJTIxYNQEUABQ6Brgsmd2TRyXPvGoHciOTPV5N8KEhchf86/+9qNWK7rRzoAyf/AzAYcGUkYVAyRLqYGBiSBqYOCAYJg8YdhSYQgiYCA2YXACYTgsYIhMYBASYEgSDgVDgWFLTNmKiRBaPGDIgSENIGoaZwpnHpqGqAsIbApMkaZhjHlkiouROs+R7SwLjIBg5FJhKwSWd9rr/NXnUkxKdYcHGGiURBFkR4QCConiAEa//uUwMMDUCiLQG7rItH+ESfNzWRaPSjajR9/2mVypNSq1d5aoKCFcYZQV/ZtprM097gTR3xJM4nXRGM7DGAzq0tzk2BMTuMa6HfjP1ymsw5kC4Me4GTTB9B1YyvJSPMcHAsTBkwFgxX42tMOuKiTG3i4cyfEnyN715M3eX0THWLmNq8905Bhaz1EJrNv8/UzIAwTJ3FcNf9EM2GyAzMdJyM2PVgyTyVzfJXAM7AkQ2BznzB/DiNAwoEx+h6jOYG9Mnd3c1IT/DYoKJMNIMow9BujBSDoMD8BEYAlMZwgcwbAyDChDiMJcFgwnQMDJsH+MeMIUQCKGC6EKYVYApgiARmE2B8YLIFT0WPMDUKwwPwNDAJAsEgDZP5gcBAGBoC+BQS3GqP06jJd9OOJvMtrInWSj6y7AWaKaUT6Hx5hizZNb60oitUAqb4AyKHk3P7oCiMZbi4YlgsOBGYghQYkgSPA4YCBiYNgEYigQGBYUBEYChMQBOCguCAZPpwEylRA//uUwPgAE9CLPHXcgBRakqGDP+AAGKiIoKAmvadZZ0smo4ZyZmCI1myqODlmqcatCq4XVAXSQI0mgaYZ5dpbK2U22sveIAX5h+DWeW0eKXbexOw5ETa+kCXeafLfo/tSwyYqQE38AKF1MALn+AMNVDOSlnPoOUBZrQsIw9HExuyXUwRxkkDELyTDNaJDsDvjEGMaQLGhixZw4zQT8ZAADLMpYySgYAPTgKZPEyYx4cjIGDRoQhBRDLiAAFC9SAwSvQara8yt9Pl2MdBwEEzJdF90NGGvomUpgz5cz9pn03+eZpbY7Yy7s6kxBTUAOb/AwpFc6IY05tD80XGUSD8eVgxOAUEiuYJCgYTAiZDD4YSAEedWBJByGZjZZzypjNYRbORFN18NYQNnfO2cMAVChc7sc2ZsiQgK2a5WDFA61BV4MlGkNnB7vIIiCBteBrs0M4itLdUSkCcndSQ2I2mmYnr2cp4yaqQoOCXKAx3JBo03Qi0r/derxgXcfKHDgYCS//uUwNKDEdiJPH3cgBH8ESfN3eQKgwoUHA0wyWWCgcSkYnM212gBABkDhQAYZxRYGbajDZiRQI2Yh6AlGEnBwpgOwokYSWFjGEAAoRgrINcYTCIBmDRApBjl4OCYfWCqmEghfJgXoJwYkOGKmBiA9RvjU5jwl5vT0RsBGpoPRB2WIZ0IpBoI7ZsC+hj+jJtKrJhcWhmgYxmYn5gu75x6YhkAyJjUXJlPXBnccBiAZZiWrRvKjBuMl5mYOxm4dJlWi5p2RhhoQ5h8TBkYIZh8ABh2BRgKA5hYBMqMBgCMAgABAKBQEUXjBMBHZMBwDSwLUBgULYgGW2/ttUWAqgAgLKiSCADJ9VMgwKsCANgwbJTFHxMc0gugqMa0AbTPrie8y48ihMEmBajIUg7IygotCMV2DKTRRgoowmwNyM0WKnDHjB5o1eUCDMYiDoTLH5UMEgXUydk3jHEIGNYkko7hm+jtLcrMsMiUxHCmjIjUbNJdCcy0QtjxpSAM903g04a0//uUwP+DFJSJOG7rC1NbEWMKv9ACDrtfeMvVa8wVxOjPAKRMdkoMw3hwTL0WTN58YIw4T1jJVXKM68dgwyANjCVAuMHELsyDA4TBfC/MPYAQUCmMAcLIxYyGDRnBvMPQHkwZQiTDnBMMIUDEwkQuTDYBzIga6fEwPQGDAXAUMGcDgWBes+YQIR0bMCAC5Fqj+1Wp5c/V+X09uX/zO3My+X2Y3T0N7Wt5fdtf++561l3uef813v1LNsTPC7VuLhQoaIgUW6hRWywoFO8yAFNgAZrhudC2aaLiCY2AcYtA8YoAOPD4YVgyAgNMQRAMlx5MQxwMAA2MgwUFgaVhMShnMMRRMCAEkR8RgUdGwPnCkhWGZZkYQSY4aYkCZA0BlAWEsySTM2uCxwxQ4dHCokMBggIZcCIxBelJssumwu1ta0SgacY4wDCmij8LslSx2Xw2miRAHCs/XRe75KlirAApsADfWvPhiQwC0zOA0NICDcEg18RAIqbvMmHG5qLYdRwn//uUwPcAJzz7DHn/AAJEkSdPu6ACbqxkcac5DGFhZsTEm8ZKsIeGTDBURQQdGcnhgIucCxuQA5o0pwuCYIgsKKBmPiECgpsuwRomiQrCgmGRw68MAT7XuoqvJ9GQzcA13Raq5TlNLc92HcVviTHU0w4eehD/1pQZ0zDlRiEigBc/ABhCfm0mMchTgGSZxX5zUwygMWCMYSMo5MULJhxKCBZcMVBJYUGEpTVzEc5ujg5OReGMgKkMsFYkQhC4vggVCxYUfR9TGYaECIBF0M1eFTh+0z0pEgYg3s66z9UECrWcpeDXVdSJ6GPrVTQVRZAw+d/zft6VGTar6gAVaADMFEAMCJWo1UQKTFuE1MFz423FDCDNNiPk2OZjCRzNuns0uBjXxTNDE8zfBQqmTUyzOHIMLJpgCIACA8gzNECjIIsoUQeXG9YoFIxqtNHEhplNvgA6XFApL8RlhkQeZqWGjiRjpWk0pMxQQNNQDHyULiI8qmNh0FodFX0bN2sq3KQQ//uUwMcDEYyJOG5vI9HrkSfNzWRiybmpOAEBamjI0DE5EK1JyL7HXAgt4xnJrc0OjGgJ3/4G8qgcSxBnUjGP0KaoSYJccVEAX5mJJmc5nThjnxonxrcIuGKvgH1MM0wqRaxvzmXDrxHAZQ5ReyBfMQLugEUCmNRLzIaUqShjDGaKoGggVoYSg+YwhCkDQZpOhnbTpAvIwSVgWOkwZf5KxYr3IZDxpfM8FjNVGnorR+pIscYKlRWZXFQSDEEQnBlxZyZYYEyT+u5npTEFNRTMuOTeqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqoAOfag2C6Y3nXE1qG0DXcUJ+Y1AUBiVMCxhFiyMQR3JiDMaBeEhkMZxVMPwQMSguDiBMFQROkEM21B38x1pR4wssmGGkRCEecAEZNmaUUcBMZJqd8kDHBpJphwpk14MHERweTsBDDo6GIh7HiIMX+VyjTCofhy0XCDABewAjG4A4EiAJBHpMsFcoyAEWWIe0dH//////uUwPiDFFSJKm9zY1JgkWdNzWRi//lu/zf3u7vXQsomaYXUt4FAwuH6zKwJWvt9a/rNcLUqjAhQKw1HHljNPVHyDekbdQz9EXLMKdDJDEMQY8w/gj2MEUF3DC5BKQwGYEnMSXBvzBmQJEwioPPMf5BSzCqQi0wN4URME0MEwlxLTiZCvMHFAcyJTMTFrQFMEMNwzmwaTBlGrM7tDQwYkBDRPNpMGIyMy7xXTMJHjMCcMwwlQ7TAvFSMCwwgy7TKDB8KDMFUYsxMg+BolcwtwxzEhAYMAoEswcgNAsCAY4IPhiEhuGBaC0YCYBxgAgimMqE2FxPzBPBhMH8DcwQQcgACoYHQHJccSAGr7MCABMwJACTCDAWDgAN+YDwFQcAimsTAYmE3LUsWUqY21yezQ5ll5powdJo9j+nC1AN6VT0jlS8zt8t4PhXhRDPZguc/ZQbqM1+NpzDpxFswUsOLMMODljD6QrkxMQk8MNjHmDDTgLEwNkRAMRPCzDGXRZcw//uUwP+AFiizNHXdABQykmHDP+AAV0S7MJhD9DIpGJMwQ7wy+XkDPNDoNBEngwRB8TDBTaMuwEkwJCojOETJJiNAKLAYIpVxj4kyCMgUwoQejBLDfMi4ccw1h+TC2E0MNkQ8OGcMhcvgxKQcTBUIgMJoTUwfQsDBfBGBgGRMYUFBpDBxAKMJwHkEAMBQZYwEg0g4MwwGAKzAkBDMDQEMICaMA4BwmApy8wAwGzAaASMB8EWP4eYD4PwQDGYJAMQ8ABzu/0VfV0dPcjr9fZ7HMrPCrITTK8jFo9opBlMryH7T4b4Hc0ukT0MKUG9zCuAuEwUEM+MHDBRDH3geYxcoFFMFIILjDbgqMwMUSAMVxGjjHCxK8xK4XWNTRmo0rhujBHI3MMEfY2H0mDYoFCMJIKMwFxgTHDAmMLMQgxug2TB9GDNQdAMyyjUzMPDCMhIRwwdQaTGlE7MlgQExHgpjHTDgMioQQLgfGGaHUYfYdZhwAfBUH0wGwWBINEwzAoBY//uUwNYAH5CVEhn/AAPgEqKDP+AALAwYQAQYAMYLwAZi9BYGGEF8FgNTBFAdJAFTA/AIMFAFAFANqw3/MBgA0SBEGgSb2XkwDRgEgBGBQAQ0C2Q7F/+1Tf/7//7ehQAgJyyAGXGmCgWctLhhIfGKQ6UAgYCYNChbUhCKzjA4GEIPBAGAIHMBANDssGGDSNlC128X8LDQdNIFrDXjQEEoSJL0o/DB2lNxTIcMSA4C61coXAqYY8xHCBMllDPk/WBq2LqawgyshQNO0QjLwBdIQMXqcMjp5En39vv9z/0IH1EOT/gGNhcaRkgPGRjIImJyiUAJRI03jUSBuIQ0YKACEBPyFqGBMYGLCw03S16AlJYqqCEDLHjb8uKXmHDu4aQBZ6aCQsPJ+s5ct3YccJQgEUEXhKxOEtshPTET6WEAgUuVpIag57Mlkl10424LFQ+ZCUHw/TYpq1MIcrWxaHPCyxpExl0BOcAAw1Is79RI3AOkxjE80oQM4bjYzEz8eMBG//uUwJECEDSJQP3MADIQkSfNzOCaDKlAzkkMAYjFUk5VDFRIAH5l4uMDRoYSYSNmJFxEnAYhMVUgUahlgPPNnQRLqIjihxBolq7ECRNWFxB4lCcRXMAl0PKnBJYXRREWCR3jyWS/GJtyBwCqKXigipAuQgorVLpcXzEgWvRf//////74xVyy/H9MaIR04emvTOPAjMFcxYxG7jSoUNkT05Jhjp43Mbp04ClTPlGOvEg2ijzGgFPypMyM/jYo6N5jw1LKTHyyNDjka75okrGkJicAHmivZszIdAGjVMBUk25uM5ezdD0ifR83MhBjF3c64DNSGgo6GOCwGjACPGHFStJlg2X3MJCAUEJ7JdO+r6IddyIqGSKGlwsNgNnsdp+KASfwAMODIOISvMuz8MJxdMHQDMOBVBIJGFQPmAwSmJIVGCYJFBFmBYGmDIXggFzBEDQgCjEUACOgIkClGWQkcKJOXwFVNYHEEJETQclhSeZmGlobZFDRkxeJaKVrivgz//uUwMODUgifOm7vI9pYkSVB7mx4ZgSVjP3VZCyh+XJk7IG2lDoRWR3nGZnRyCTMnVfR/MlsVLlXWPU00+nkqMxVEUDNZMxkxNJAcN0AOUjD5SyIwrsB0MeGCqjQDUic0sAVhMFqNVjLHSLkweUinMKnH1TOxheUx3E4kMIJHeDAqRng33xgDWxPsMyungxEDejQzQJMxZW4z7SQjHXAcMz8FE6sJKjZkPPNYkqUxJnPjQDHnMyIc8xCQjDGpC0MfUQIy2wsDRSH3M+MHM1lEczHDKqMwsPgwWRDjACCWC4JBgUgqGGiAIYTwVhiKgKmFIAOYhoBhgGgbGHmBwYF4JgCDNMIEBkAA4mFYB4YKgLpg3gWAIEaHdmAkCwAAbjApAsQJdwBQWJgnAvmEuBzB+V5kzQQjBR9ogau+e0HBMquxCbykixSBVoosZCbg32pQEHDqkBEtdZCkADXje4OwCU49c3lzk4g7PlT/Y8khlTN7VlM5Gkw4kk/zHPYYNJs//uUwOWAENiJPnXcABReEuGDP+AAO00MhmDgnPZNKMU00qSPzQUQ9NidV8z7w/zT1Q6CHVzItK+MWUCsxOxDTGzAGMWwqEz0SnDBBFwMSoZ8wDQ7DF1FOMXkfsyuhBjFBMbMYUSkw6yBzAgFaMKsR4wvhQTA/CfMhkFYwnxYTFHEmMi8XMw8wVzBvDpMBMCURAiGFEKYFgWTA0BbCAICsDJQcwyQShoBcwEQDAMCYMARmF8ASYKQJwYAq2/TBCBPDgHzA3B3BQEl/pgNgBCwXoAAJCACYp9jeedq7Uxy/DPLK3/c8qTve538q+N8YgUYfQPO1t0vtbSAAQGDEYjE67th7wAAAZa6pqggGqy4DAqamJRjYKGEAeZQQRjAsmNw4YoDRhkDGABUYiHJq56m+goEDhcRjgMGCQgeQoJvGFCwMC4PMDBQwKOg4fGDiOYSARj5VgoTjQkMJg8YGLdmwgkhFDIMGjow6CSy5EDjJQBHjYYHEYkDhQImGWuZoLoY//uUwMuAIeTRGHnvAALnEml3OcICJGJqDGHwKBg6re+r/iMrgwLGAQ2HA+k8wQKzHoeMLAQoD/+CBcIAIW6Xc0s67s4KdtkANHWxsIgAwKlaDMNEC8zN8CmQwCwJvNgLXozCSAYEwDwHYMZfFYTDVgt0wjAKHMTZGNzHlwSIwpsMwMEHBRTC5gv8wiIDfMWyFUjCrxIc+aEc9ddYyyWgy/Ic9WTUxpnk9bCo6iZI75MYyJSsO6Y0tC848xw61tIBCUatqQBqGNKwcNcD7MMANMshTOS4HM1hdMJxWEJ3GKI0mFwUFgDgMMRlcL5iiJph2HJgqFwcBZmcJA8SJgiBAcP5h8EphYJphoOQ0Vw8EFnpheMZg4BJgaEwsDOXTAYUTBcMyIiVab/8zv7+nvXL+98qf/Odz/6+v5aAiRotNioSt/t95ylTWEZLqSJmsQT1Jg1wy4djjdeGeQGnZhzQ5SYYQQHmHdD05jCxfAYygDUGb4E+5iMAU8YBwKjGWyib//uUwJyAH6zLGHn+gARZkqFDP+AABk6oe4ZwQPSmPXjphsxkumf2RaYrSCJlQLmmyUG+ZdgxhgylJmuIp0aACvBnGMCmUCnoZmY/Rjni+GjkJkYSpyhmxGlGiihWZDpX5j6FcmZaNYZVJMBj2kwmLMtUY5YKwNFDMOwNowhwETA5CNAoEJgzh7mGuEEYcIKAIDGMDsEAwLgQTBWCEMDACAwYwviUCIZCaMAwJgwRwIWn29mAiC2YIoFxgRAcuNDnmGWDYIAXjCKBmAwG87jAPHOpIKVF8k9oVAAB2XOQcUTLzwq29J8MtpLOWuZHxey1IFgurbAQAPqai84PERT1AmRMV0zIzM3fDH0HONXEdM6tFaDMFSaMOYWYwmhHzFHJoNsQVwwpRrjFbMoMjsfox3gJzHOCPPzEMN5DxIF8NuzeNRjFNUE4NdVNNODRMbzfMxwWMXx8MWRLMHj2MXAZMZhnA4imo5/m0RAGHJGGVR/mdiImNBBGIwxmVglG/A+A//uUwEgAHwjBGHnugAIWkWfPuZAGo4iZaDAIAw4HDGIIwsEYoD5gCAxhEEhgEIBhiCJg6E5hmC5hoK46TJiWLRhqOBg6BTT7Ji4S5pqUJgOLaEuUZGFQvGFYJM6Igbw/6mqvbGv7SUdWtcqY5Yau9jhETuHh4sNHhL/4EYTAKVkAMonE/ejzMxFMEkEHGQCgV0xonEwhEiOCiuYBFCygcMDAATDgSnOHBwRBqrApwUmSBd8AmiRYqeUDqDl3yIovOACi8CYi81BSygs05KgxaBeRclNkkEWLKIfUyfuwpFgTBogsZjzF3vayIgH/UBSWHBErI1a+t9j9qdbqxrnnWjd3KAC3/gDPB8OLD0zUXTDJpCrxuaFb4CCMZQ+0TffEpwSkbbA6YAizqBAfIHiEBYUZBiTFIJQlFDh24NiZSNQJVkARVClAOERnAIzSILybQAjfMmCzUtWX3STlj8NJfWCqBNJqqZKLi5CUaAYu4WBO0w1ebayyt9oiYKPHz2MQ//uUwD6DEICJOm5nA5IGkOdN3WQ6sWi4tb5CHgCn8ADHoWTSWYDoPjDmTmgUJphgY6dNenN+AO4wMSJABoywwx5swJM4wozbdJIghGmDAYgusCbwGmBGDMrAoIZigGIogA+gkW8DRR4UGGgZCGgiAOUTXQ5u8qs4YkG112H0izudQmt4/beR2ITC4H2YalwXKcKDw55dyyEWh1u76VUABagAyBqU6G1E9bBNKATbisZH21CGk1I7NOVjSpQz8YOurPiMND6NU8AKQ+o8OimgimjQAWAWJyA4KAQQLGBxlQRa4aXM4FjxIIXOloJCgEbQhBQRGQMBBhpJJIlisEuCsKzGBaWheyINbeLF92/gq9ZiNKra99Sv9jSRok8JC79zqzb7Qm5+AAQnTpozFSQHEk2ojVvBhxgkjrwY4GVgyYEhMwQDkwOQEMRNgkW1N1flyHCa25amLKXzcdbDetCaKuZXgGYFFCIpSMAiBBhgKPScQgSgMdVGdOVuU01FJtXK//uUwHEDEKiJMm7vQRHOkSgNzOBatjZ35TCnG2jDV6gGqgdAsQ/37a++tF4AIBakABqoeHJo6ZPLIXHhpKjL5uHBFwkmDuiGQyESpWYTwC+CozEUaqEdC4y1iRwSNJkxFPKkBytI+ItS7isTI0+DKNkSLZZxGUvcgJRHStgdEJ/VfsRoopMtPXSLCQGqlbgCDDygiEpYMDBICkeC5Tvy3f9H9R8FkaQW3/8DA1MOIPIzqkDSQDMVY2aQIsD+H4gW5KGGRciBBj6iaN6QQEInuu2ahbNGGw4isyBnrWFvrLbBG1mMOjjJX8Zmlq377KJI7F7hgEVbYGAUXVK/LOlZ4KTzEjN447dGtQpYRgi9JPY/HVmXxKTn1WK3VkwGmSEbloJsAKn2AM13A5AsTcojBTgM7SJ05mA4EHDkUFKhEEC8QgBBBBx7IJTlaApIeGLaG6UYbaVgOPERpgwEA6W7SAwJTFW6HUErZHsbx0n2YNHWVNXbRH5jzRXtXVGX9dOk//uUwKoCD1iLPu5nAzHxESfNzOBCbE+chadK1j1pI6UFQACBxYB1Ize/wuI6wMFhoqiwNiFmrvm7mxYFJWMA4PiAPGaC0GcDZ3LlUQS+GZQICcSQMqILB7wzDh1wQIiIIIeBijYw8UwOQIBnABYCkDoiM8oV8BRjxE4wgRclJoHKdoZBDzLSBxWFFAlcigRmBr2QqsUBaaz5mioH7XWzaDEh0JScJYQmiAQMEqxfn///////+sf+shAdeMb2WV7X9SYgpqKZlxyb1VVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVUzOpN+MmjEWTNRULMwrEY1MW4FHjEPhH8wn0DFMUIDvDCGAKQw4ULNMH1lMmltOK7zPUPGOZCZNhpnMytSP3EZNiXON/I2O90KMrZsNdIcPCTnMoYqM/ARMnQpMzK2M+h8MUWCNenANn21M+UoNJyzNeyINkSnNfirMoSDM9lAMFyxM7yxNRRZMZgLMVwlNqqOKTMe//uUwOQDEGCNOG5rItIYlaeNvOB2aNs2MPaOPVIqYFQmeeCIiMiDKpDZNzSkTgswaVM23PiGQcNC5MKfGKouBaGGDzbf9F3V3///ZX//6AElZADIIZMKwQwUVhUfpvo+GfubIZnCEpAPAIQ4uomDIHITSgqw0vLVonsTUuRzXEtJMIaBOMqQKDhLBFqxZcuWsoYz1CuHmEtFcFIlOJF1YqQTku6sHBj9NmXMnIyYvC7qfT8PyvFWkdETAgb845nUOd1Lro9vzKYgpqKZlxybqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqoAE2yA286A84tM8GVEw8KE2aPOkezgJ01ivMMCjOeUMzzI5oxKOMLIDKS03FuM5WDGw0OoATYJCJSTfAIJm8A1Z34Azsy4zQBDKSNg1kwCa1kusZ14jLFSC9JmEjwq5hYoiTTJYu+kjbLGmML7bslewBOQYJZer9lKPhelJEFHoSZdB7vEseHDR99gWclUfCDT3+r6//uUwP+DGcCJDg/3ScHgkSfNzOBeexCgU3/8DKEkPwus0GTDDy8MEE1BEZJN5hIfGTAsYoJZnkjGWhQVQGKg4wmBIbMVBEID4jnOog53hMw4DgUcYZRt9h3prElnwMOWhXggehsyRRcvyPLjM5yjrAolK0pLBiqSRQqrMhgpw3VlMtVOW1M1JWIKkhAiUSYKQywpbkueDCWI4///////UyxcnDdD1mZRYN9D+JX2E8WUYXCOnDpsWQxEWab8dK70xBTUUzLjk3qqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqoAAOMAxScW7MiISXzGJwAcxh4XvMZpCpjCZQx8wvsLmMHAErT6AbDfBwzdxvTeKOzRFWjkEKjHY0zF8eTgQAzXvkDD1djUFPTqQrAc7ZpkXxlClxiiURmOM5gsjpjakRnCZJj4W5k2bJn8IJi4bxi8SZoUJpiARZqrUZ30HggpkASZhInHI4eSmtKYkMg00M3RjHAw//uUwP+DEtCJKm7vI1KgIebNzI36yMJMGBwQAGMB4wDFqANBmEihgIgEIbShUoMXD0wjEQ8qgpZYiCyZCeZ/maUuqyx1NArfFhWgx55IwSlI0DE4EzikfjKUljDgFTCMRgMKoCBowaA8wTA8WCYCAUHA2KAgAANKAVBgIlkgwAwoEiECHrWRIMLFNRb7VWaA7aZZtGpq+qdL2JvJTq2gEKxQgc6u94YBRXayojC1H2kRZjhuEg6nKlUUJTrQIpjPaBnIIC+pnKLGjHPsaPJDrxySykhKNDCRSLrQw2PtYR9SYgpqKZlxyb1VVVUslHbKRJAA1i0lQM5mI5zIGiVMxM4UdN/UOXTHmRDIxQQE+MH2DazDHwYkwgYQWMF6HnTEjSBIwQILZMC5BVzE8hZ4xFALCMUZDHDAKwrM3AU83eSI9d682Duczrcw1nWA3zhwyNccz5Vg3pXM2+Owx2Jc0bwQz4mU7Ams3PWIwgRg07aAw3JMwmLIUEM2CDUxkFIx//uUwP+CGZSJFG/3Z8JMEWceu4AGMHAybHMxBMYiJwxJBgwXCEx2GQxzM0yeS0y0OQxoTQypBky/M4xIDcyCLkx0DwwOJUy4CswKAdqFXzEoShYFQQhIKFSKZGUIHGFZBmAggCQCwjGlitipTS+mykEsoKCbeCrBUMw92WS/eH9/mt0/8mrndZ9/W8KUEVgeLhoVjRUcaE4sPDvcOZhJbRDz+pwKTsjBhh5HCQaaCNJisLGCQ8YTFZisbioBMHCgxKK2AhUBkoEAwJMDhkFBdY6N4CIiijODlo7BZC7xUbO2WTjuxItdQIEnRYYXFLKGcQstc5ZFkisj7hYQQQiE6aqKmrQUamVJeI9BAFAVlNfgVMELk2LBDWg4cJd8zkGPJMc5CpeFqj+PHlmr2v+rtoUApWAAy8JG8QxLEiIAYmY0g002kkDXQqQMeQJabM/DCceMugWCIoB2yCBnWFlIHNaa+q2Dyh6XAc4mI0NNJnCnwSVCBkKGUzIk2KFQRgrs//uUwP+AJFztDnn+gAIykSePuYAGXVuyiidphSt7GlURpCJ7lrOJQtZVCXIZ0j+yaDuejY5E+YcfxxSVpAJVoAMP6NMiwUCQaNJAXNaHja2wVEDK2k1teMknzJSI29YNSBTgmMMIzSwAzsGATQDosw4NMUBjXyPks08QWwc0AtGaQiJZXKKIlbQBIQCgYMWLQuLxoOzsTa/HSItAGiuzlLQAhIIxIpWFHhPhIJYD3jKC2IqXF81LFMxEUSgNHlP+oaNJhw681EbBo8TzqKUxBTUUzLjk3VVVVVVVVVVVVVVVVVVVVVVVVVVVVVUANAM3i908ZQuTQMRVMbVLUyWCQTMvR6MbQO00QA/zRxH2Mo87IxSgvTOCDNMPAOIyqRBTIDF9MUUa0yFx8DB1JlMaFgy1rzaFQO7ooDIM1IJjliuNDy09CZzYCJHWIbLOJq6dmijUdNSRm9am2EgYOTRlgLmly2aLMZxQCmJgsZnBZhoZmDBcUPhJAXpM9BNUUNqr//uUwN0DDtiLPG3rAPJEEWWN3eRyM+7MQHJE5gxZxxhqwBkEA1cL0BikYfmiFKXjyQiPo3kwNlzfWJbxr6zzuoYJTsjBljiC2dNU00wFKBsjKDNjIXONUgSYMCARSN2Zuyc2jBRXwQ0RWXSux2hgggAqi0QSc8owRYYzFlK3kqUQhcibBWV/yzDTYZjTKYmrdAsfZK2FnLbLvchBtHVwkfm1Wo37BS/CvAx0QM/c4Lzy606e1TbkjtCAoIbNaYgpqKZlxybqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqoBJWRgLMZqp2caEGCg5m3gwczwQaga47Q2BmAEHFg0gBRCIox2DXMM+YKxmcIUTVgT0QCi5DCpGUeKWaQSpgPsIyBxlIxdi6+1AV9Jts5kvgQrQmlIBUvWmu8tpXKRZZl03uvp/IzoBkwS6p3EyCSyXD4w0s2pid+PGsQq4eXVI4zZ7PoAAEsYMVgGY0SupjTMYGMI//uUwP+CF+iJEk9zTwH0kSfdvOAuomYwfBpjI8FQPF8FNFkDONDNO9qIMdSkOT8wNmqJN3yuMWDJNa8vNdRgPWHmMuyXMc24M8i7NazLN0B6MZw+NAj7NcxrNMEgMEBeBQNmVwZHBsJ6DEfeZGqHZk9McfFm1sZpB+JFZgy6YSxGKCpsCsYUUmFCRwZEawCmJEIcIjyEFCQwwkMEA5wycgFDUvoFAYxEcAwGYGIgoJMLGDEwwxgFMDDUMJk15FT2gBaiQePKASQaLOeeYgKRw9Sk417VJ/UmIKaimZccm9VVVVVVVVVVVVVVVVUFOf/AypWOXhzcC8wslN40UDM00zADBaKxjRnMJY41A6wIoqlohYowkSg2FhCeKgbVGNrOZC36XBWF9VDlQwO1xUSVDQV7qwLvbI/RKVQ1kzZmarofh83gbGoeADQEwaTwytUSou9eC7wsJMSw/6Se6etNIY8nPHRR4mcHiO0KgDqM64cBDvHyMQz/FNZMVUCYjLZB//uUwP+DEIiLPG3nA7NHkSKN7uy4NExAsDxMnIaQx2AbTOrIiMqYNs0Eh+zEaMtNLsS8x8kNjBHIrM9EqQSkZMcBG0zDBNDO5CgMHgfowehOzFFGDMaQX4w7gLzEREUMr8PgwKhWzHeHVCovxl0bHu8scDJZim3GDuydeTJvdRGL2sbKaJhGsmHmCYgCJs6JmpZOYBNRooJHEA4YBJRAFzMpGNDIczSPhENTJScMqI81otjTw8MHDAHNkzkITH5pMQBkMhRgIzmeEMZEDYOHhEDXn3CdgZMOmVF00hKapSVQusTxh+L1bC7npaJ3hQq0TvYsk00pLksXWKSpZBQAlVtA2HeNqzToV4wMfKCguaYAHA5WMuRzCDsywCAS8YScigGFxIQCD4kBC7I7ZFY2HR4GvITWopJDIGhKAoBCiYwdNJHJuq0FDiUaxy/YMGz5v1Z0o20L1l+lK2nvqsJLXHC4EHUiVlCWIZZAkcy0FwLVBhcpH/+bMpMvomzIzqZ8//uUwP+DECiJOm3nAtPvEWCB/3C4SHZpq2NIS4VD0c005OH1Ppv6yNZlIAMgZXS4x+rDGHSWoMaGAMBk5nlGCqSGY0Qt5iog0mYuQ+YSgjplhA8mDOVqaWguxmWp5GJUcAYPJtBlfENmOYMYcqRh+/9GKQ2aC8Z2avnf2+c1wpoNtmYQAYCHRtpxmZSEKL0z9LTRhmNdiA2QZiUAmQR2bULJzIqmMlgafHQjVBkkeGKh+YGGgGqpj4LmQxsY8H5ksKGPTsYBEQqCDGQfMOjIzoPxGSk4DCAiHjkY1DpiERGUDaYzHYgDICAA8Qm8fiwA04bywGqMEUMNsSGDo5ofce2VVomV/X+v6KOnVsfXUgASNs2ySADPDD9swjQDyMfjBfTGhQUsycRaUMSuGhDB4Qa4wGYHPMMcBPDBkwKQw7IP7MxDEGzCNgYMwEEIIMGiBHjBXwQUx2EaKMGgGKDFliDZtDjySejOYej6iRTu77TQ5yTFgOjAEkjOUpzUd5Qj//uUwPaDEuy3Mm3iDfOREaGKvcAAQjqZhzL1EDaujjVU+DI8jjAAaQwtzOEbzNcezQIMTJUfDMQvTOIjTIoXQwtzGUQDMkODKMVDGIfjGkCDC8EjCYQDIgiBAUpgQHxjmIpgsGpgUWBk+FBneMwcHs9wxvF0xhJQGDOAgLbbzKsITGsIjDgDQ4Ir30LW3fi83Py105FnJIZf+Ca1LAb9ROhlmNfereWNz+4br7zx3V/Crjf5+s/5r+b5z/5+GP/zne8y7/3XSYIzLGoWoYVOUAQAAOMAxYbI776U2yAoyMJ01NH0wiFgxxOkyRNwyYWgwcDMwuUAwpQ4y3RIAEkZcA8ZcAsYFEyCnyPdTBNMMJiMsYNyYaYYF4bEqHDy0gGsFGgCpDDhDZhTDDzYIRgSQlwxCnEBAYGUDR5hazsFBIUHARgEzhxKz1lYIqAVEnLQFjwAKh2+ZK5yqq7F3x6z/o/3EgtBnIhmpdUAYJaskBpqhh7IqUkQ10BOAMlfrdLm//uUwO4AJaErDHn+gAJgkWSPu6ACCowqACAXIRDkhWNKYKgfFM4WAlShJYKNBV61KAG5+qZqDws9dVlafi0l2JutIgKU2n1ZZPRWGWtLkVcKnWCibLmXlnBEhQQFAbpFTS2AXTk2f81fIs3X9Kylpd6KrzAkFHOoU+PtNhAKMjAMRAPG3LYjImwGr5pkFnhUwQgBFQCGVZqeYBhwA4y7C0aDFGzR4mh0BaVkyHdpzrM7Ya8TJ3Pcl8maNbaM0Nor8Rt8VdxdoMFLicFqcpXW9ywrjA0sRWqvVY7MnUU2aKq4M/R/AK5V41VAj/0IACAUbIwYNNRytFAALiRQBSoMHiEFAEIF5lYFGDAYYJNZj0ggAOGJiMEAMCh4wyDGWgWB/QgmH2BmUJZuQjOooE4IoMQA01hxkJoI1571Y2fDVRU7lLrgtGNMSA024ALNIHqLs2GlGtKxgSw1MOBAWlNMhed3AoZah+CmzL2o9//////ICO8Er+XKWniWMb/0mIJn//uUwMCCD5yLPu1jADHEkOedrGAGjqD72stRPMUZLpTq1mNl1jjNSiy+NeVt577sj58y0nmbZM0Mms/FYHDN5FyMh44gxsi2TILJcM1IO00ZjzDNPPFMfEEMwzohDXSQcMDvfOrxGPIpiNM3gM6nPNbnLOB8ePWUfNUz/OUjEN0ihMGyQOXgEOcS5Mf0HNAiRMvx3MsyLMphcMViEMXkAMwxGM8BpMRhwMkkJMiUFM9CeLAcmSY3mGJegQFzLcRjcAYKOhu7wbUEmklBrkWcYCgJeHiIz80NwiBDKBUVNRECsMAoEZMomkOhogIZYBiZaTCAQ2DQjZyMqGsbfZdKex9FqFXKaz7JrmaNDHWmPdlmlqmtmgxBFJKVkANwoPmOOStBJQHbWSDiLTRxTAUggsqkpi2dBEnEhuqJiV55mcPCps/TvrMVtkr+Cxl3KYKlpWvLVXq8Lvt2bBLFY4qxnJ4p2SqaPAocs5VzIVMkSmIr5clIBIV2zEFgMJ+2tjEq//uUwP8CFpkjMO5hL/t5EaEB7u1wuSRlxm9CDykbRh9aCAAQSVW0DIEuMUCoA9k3xpAasqZUKCyhoCxrARvYpujumuKVA1BQRcsGJZqmIgRKg0jk3kJ6Cw7V2BABSCQTE12yxh6OY40FILuMoIRsjVYmcrILOLpqKq4QJQLK0i4ym7BBMYm1aIUJwLLYkI6jw015Hlzv9///9VMbv3q1rWqvdfa3f/fcrn93r/xvdRcTKED+TEoNATa70bS6YgpqKZlxybqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqoAASxAFFnmM8wAZFJG5gLCbGY5IYEIBsE+nMlmcdghwNWGfogYPKRlsQg43mo4KYUQAXAxm5DGrkBdYY1wSry+5zXx0nBw3RpDh1FRpJZ6FB3ToEWGsWjjcLgTIBTJFTChzPAgceNWLWEdEKogqSLbAYUCTJjkAZhM+nHkJiAhhCItIIo49IhsUBgV+ZgUY8gBlpsW//uUwOsADwSJPU1rADJqG2YdzWAeRQUKAq9Yv3///GPai3teD3htmeVay7MWTFrbUl1e1+GNcdWfSTyRgflIGn2WeYroeRk9CmmCMGYZOiQBiYDrmTMdUZZR2BkWC5mMfyZkjRwZRn4T0dTaxlxknJYAboshx44mRAEandZr8mnFxkcUA5jhcGuUMI3uZfJ5u0rmQjWZzG5ktVmX0IaKFB90RxGpteplKZ9ZAQkMHHNIsMRcNQREuRlSZtQQFeAuQIVRMENYGN4YNiXOqNMsNIHIS+OTLOcCMUpNc3NGGNCtASla3UVftu/+yohdT/Z3f+7a1mtVAAG+ANUmXPxWhNiizMTSeMieANkncJpoDGeFlm/h5ucYc6hASQEDwAuE04yS5MODjZD0wgTMlDTbHEpzNWBRBBCFfTaGJ2BQQs2IEyFVkwhBDnEhggodHXukuoPC3lByDVkJIsmnqo+sRHFopUOdhDQtEqIUGatIEe2yl4Q4WVu9Tf/09E+4yfhI//uUwP+DlnSLFG9zQ0sEEWGB7mloICFKV9XJDJKMkYNteORXNiROKaASY0YYHNlKDHiCqSAoEItIDxAjGUqxEmSAekIYY0KATwiPWkjOXHRzKgQQ6jSF0zKKYQCECgZ60YhqQiWftmxeV8wAQp9YCIJav4RRjgSMTQTFKEUIcITPGGaFS38ATCZCPqCZEgHLvU+X//////s7ZnfNp38apiRVdubpbOSzlmaJTwwwvSn9p5dXUT6aLTPQXaeUnDbhG5SYgpqKZlxybqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqoABbUAzU245dKUzTKUwJMA3ekNCxjW50/eLOYrjo0w/42OGFjnN450JPjfwAUmUqprKQbKzmWiZAamFjJqQiYAImcGBvSi4wGXJmgDANOngoXDGmmmBUEYQViBWphhBUIIjLLg51AAmipunineRMqgGiEpgMS6o8MMjAwcEFoAlnBYlOYIDQQzBWAp7TvBwcMCMooT//uUwPqCEgSLIG7vI4KbImZdrJn+hZQ8+pMXYwXUOp2ZY1D7uzBmUkMNxMozGwQzFuMjS+FDmkiDGCZTC0EzTS7zp7Cze7BTLUSTiScjgCGTl16zQJCDUY3zOVOQh/TY5sjAY/TVUAjGxrDEUQTN5I3zZPNMgV5AM/MQMxr6NuTjeEM0N5OgOjLYk2wmOvXzpEM4lfM7JjLkILlJt4MZUGm3QBmJOZSrGyp5m74YcDGfGJrAcAxYyFYCosASgS+TSVsGB5xBARBxbIwxlMFUTER9X85kAm0l0KEChyZ6ipT5FbMA2sTqGgCytByR5sYlVV2RZHsrfGj6BBCokk2QAxEUBJxtLcgUpQHYdB4knH4iBgo4sZtIpDSFjpJgnTqTw6EmdhPznA/olcl0PlAHU2O2klMByNRsU4k55pA3Eo2tsU4CCocoy/oe1lyO2r8i0B5/ueapFzar4t1UqqVWOFcsExmWbSSVtgMorPahHiRITMUwNMCM21AJk0IgwIcF//uUwP+DFBCLHG7vI8NcEaDB7ux4NlaTFA0MC7QleCKwGLA7RdNiQnwByHJoJhxIBCYxsrDwpHjVgNgFMUtLVF0QwCEp94eYaCjrWjQVG6okMFDSoC5jCAt+AjrqMgl4CEL9K5Ck0AD9mPoE0GVa6v+9//////lwyD3pk652foIogxiRBItEw+XtIovwGTLrUEJ5AugMw2iDZCo5vzvm41d365DlZQU6pMQU1FMy45N6qqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqoCDVGQaNVoEc0EM84HQk5/jE0pQQ3/G0x0DU0mPsyzeAqp8ZWoEYlw+YurgZPGcY4liZAhWbjCeZnwH+lJviCfR1maNp18gY2tGHqprBoZo5mQnhsQyZiUHHsxpQgdIWmBKZe0QCRphWYiMgQyMILTCjsVNTCnUwU2BwcY+ZmLmZgZQaSOhCaZiFAlgMJUAVRGoGYV//uUwPkADUCJP01h4DLCJmbprBn/GAKqg7nMRMDBg0yQUCgcZ+PGJhxloYENDQr5mlD70/Ee4a5vq/t/TrqsZX//ytJBK2tBmxGcsKmdkI1JmQCYwHkxIOiJhoUIiAwIMAy0CkMx0DaCYYCCMNJQcwgIctHNxUT1uKQVc11Iz2JMLUHbxACy2NITnErNbW+/rLqd5iYJBQc3VpqXAwErvVTXMlejmuICACKLE0NpxL5PcASQL8cI+N/2NQI9M40yoSOsxJi2LVhd0f+KXuGJs3+dF8fNaT+HyeMwhhADbQ7fXcTEFNRTMuOTeqoAGQONhMNZGTN+BqPqkaMpQMMLw7NDErMejrNYYtAy0mJh/muhlGayNmHz6Gbadn2/ZWEmvMJn1QaWLGWFJ4Qkd2wnXn5hdMCjFNAyZdNhIjEz8CopjAMZgDmYDb7lCCZUKGXO5mQwIaEGn5qBgDFszQrAUkyDIXGCB0Z5GGuDfMzmpDQxTCjQASNOENYyNO8MpPOg//uUwP+DGFyLDC93YYJ6nGVNtpuDWMEkF1RxLA0xPK+Q9YiteEnnFgwKjXNarg6AVmTiCU0lS5a9bCURHvb3ocpP/0PE/6AAFJGD7PAEREvoJqhQYXCO6CuDL/B1o6KT+g5c2OzRSMYBxyQp0VDS/iOKLRbBDVZitLFXbmnqTwYW+6oGkJ9pkwOstWJUqw7zudF49K4/DC7YCVcpbJFSs2Z2zFuF1dzxtcXYXqZ5a56AOu+cucsc94xJZFoq1whpErCRlvUmIKaimZccm9VVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVUAASQA1xfNyk11HnMdFINSFPTvSNtAuCOmixoOgAjQuATNcCN0IkJTdJguK/qK40Z+3+EYmlZoKo4PSpSvycTjjDKXyXcx9GxW1pbmQy1lkjdn2lKsLS2pRYuktOUsgcFzGEq2v7P2v///7pvzXUByu2bHl+Y3jKYwDOdgyfV610YOeiJPU3JNp2lMeAMNNSxMoxeM//uUwP+DGLiLDE7vTUH5kWUNrGRKEkkMICxMRkBN20SN31ju200FwPfeTnK83QUPBZjiR8yBcOuWCobGcKBwp0aqSGh5ZgzWZ2mHDGBgAmJhBKNGJggMDSLSL5GmDpj5EZzAmdAhpYKKBBjhyaQCmDnRmTQKamQombEGGHg1wbNcLJTFhzKATfIwNMOXEMsODpRhdgjIG8EHYPEKM35YCH0PKe9r+f//+p+bosq8PV5qxT5/UrdneSyrS1rVWhpuUsklWc3Zu4Y2ea1vLHKzd3vnMtfe1zvLwVVcABEeDouCk6YBE/5LZt7NS0oCDQAK7NCVCAxohGjBREeNBszI2A2euPc+AcoHw+gGTjJYg7bkOlPjFhIxB8NbZAM8mgJJ2yeZHPJ3HqwHbdmyXGycGtBGqEHwPB0k1JU8DUuUDg5pgJHENYONq0NATOcHNKMGAhpUJvERqABVTBVUVHYhdGLBANCawQBFIUVGneGWWJCGQKmWTnMYkZE0ggAMzBtD//uUwP+Dj+yLJm3nAVutIiGN3ek4aDzqDjIhyIJOY9qb5h21gNSo246+UKmyTiT2Iacrcpk0hBjYyTt1TfvX6K9g0X3qSAAY0AYKOJuqUm+kCJCUHAthTNAoQqacOx6tEIqTBVHObc+uTqLC7BySsIgshxNDzp0+TBRS0pUCctn750G4CiZkOjgbdByUemhgR54mjQWmU2VuRNQdawATCRgQ05NUILdJqoTlYzE0FRU6amDCmgK8zt0FdmIBa7IX2n41XltymurVWkvZlT3NZijOomxGGGvR5+nRabAUulMtmr1NnGb2V2luWa2cpluu44VeFQX/+KiStzRgEUZhMGyGLgm6YZzYJcHHRx0KMGOeDqAjo1jzJYCzZYaKuAbMzIE1guJzcYsiuBmoy8CGAyytgG0ZEhVhKkLEL+F+yIIOMYCg1RA0RGBoUU0mEkkApeZDqkYnWlgXZCoBwYiAXbKxBBgIEGkBqhR44wGlBwB46FqdS7WAs+aq3R030DsO//uUwP+DGJSdCi9vQ5LRHeINzOBrBWNImD2cH6xexClQm1kbq5nMn62Zahgghg3IYIYIIYAwMqpEq///2n/qqrpt2mqr+V0qg1VNNNNFSYgpqKZlxybqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqq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<<cacheaudio "boom3" 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sgbjY5K8M1w4kwa0CDHKJSMw4rIx9jPTXLJ7GhBTJoFIM2M4sxnxRzMyI4MoYzMx4Q/TBaLKMqUa8xmQcDGWGtMZ9DcxJw1zRx9Tm+qTWDxz0W8TFAMzP8pzyZVDQY+DaO2TbKfDBxHDqAnD//uUwPgDE9yHPG7vRtL6ESWN7mk6BkljQInTM9EQcsxnoVgFDAeBsw3MIKhaZYjCPEcKhCKEkYDEoYPB04yHImA0qgEhzQqlTpq0Rm///qY3A0UtMJoYY6b12zJcAKNMVGM03kOTMmPoMVI8cx0DSDMVL8M6QyUwm1mTJOHIMfoGIw0hZTGSF9Me4po0zRoDMtKiC46phrklmGSIGYj4g5ijDQmhWUMZdBT5pmwhjrL5rGoxte/RzCNJwbQRwRwRhyZ5nMxoNBA0UHM03R4xZYA3CAczId8mBMx4GkySFsyEGU1JTM/mHFbIZMjhUPMQRzLCsBLxhYOYECGFBZkwrMQaryJpdKfdmKP/JrcAGb7A0cVw8Ahs6oYk2lRwwcIsxUScxmgM4vF83ABIxZHY39cNq7zvw8xAyMkDjO9UIhiRBNSPTOWoxYpNYbDkCopDQq8GSimxGA2Ca2gYQ6cxCWEByyB5bBmAxkYIA1G3GC5MQAwawMqITsHRQGzJ9pBF//uUwP6D2iCJIk/7pdLjkSUB7u5QthoIVhVaywCVtEAAv6mK2JhTbUGpa1SLodwgkqWBv5HGpkHdBgu4Mn3dOV/MpppuaTAAm2AMb1EcykgIj6GJTUgsjZc1jGEUjuA8DgA8zFMcDEI5TaAvTNUfDuLQAUJgxWBGYzLBNL3zkpc21ANNITEmc1I0IqwzMtNFOBDCmjFIiVgyCNvggd5AEQARcY4BGDEZoI0FwgGM536OTGJg4wZ8YA5VRRBhkCoAzAaEiEiDwQFExwu5IpfC+VxPvNcrZ1skHlG30Avl2C4cccBPHB19Q4AHEtZAAKLFXUhgsgAp/+DBKF4NIIC0wrg9jDDCtAopJguBrGLGEcYO4JRgWBKmEsEMFyo2xvCoKYWmmZIZpwSaSKHOpxkSEcq9HDIZo5Ia0KGgJ5b0hRTIHUyafMwATaAYwEeCGUwUcM7DTJxYwkuMJRTGg0xIVjYEGTGREwkWMDBAL/DYQMRwyOCRA8hMk2ACID88QhQC//uUwO8DFJCJPG7vSRK0kObN7uwi+YrgYSJoQjGmVBtAWcIWDtnP/u//V1NZbM7bJbrrufWvV0HWzWZddat2ug6mZaCkVta7LWo3M3qR3TBQgMcwWggYMLfD6TEow1IwtsBfMBYDGzEpRe03byU5meM4HlYzxhY1NM4yjWA2SyYy1EA3nNU2QogzTawzdPg1sDEwSXINOQ5RKI2Hk451Xjbx8Odx853dzg1vNvyE1ThTM6EMlsM0yMDCQJMpE430sQ5CGCECYChZrNSGxCaTNUlEJjhFGNS2aBD4cyzCwPMvjEMZZIKQwIgIOGHwm79NAa6YEVgQpn0+3ciWL///JrA1SAAZ/+DClxjKwhTcxVjgcGjCkPjJFGz5i084wOJXDNUY4MFU1ChmYuSmWD5kMIYeSGWt5hBsZCFCE5HVIFRZxIkZSQH1oZV5xIC0JCKbN5kzDpxsQE1ZinmMEvYMNATpnLm/eDskwRUEFRg0gyhEyX6SCWOQAFDEFPU2t7N5//uUwPuDWEFJPG9uadLgESTB/vDoJfO16J/FTPDe767doohvsS7b3qstTFsrBk+4crCqAAMAxAlLKMy2gITKEFYEzJ1DoNMbM0TJATig4MjpT7QbEN0xM43J6/TTtDjMmdK8zSi5jWSU1NWMeI31C8TQ4HnMMgT8zhEvTEaYLMPsIc1fjAzaDYuNNlLAzqGZjFjETNC4akxB1IjH0AUMTM4I28Nk7Yq012FkwoeQ3N0Y+vdE6UAozfsU1p801LeI2zSUwIa44rfs6iicwNBc0vXM2kNo0fCE2GMwyjI8xhQ81SAYxVKgzYP8wmDgwuFowWA4aAQEggYEAsUAwPAiKA4YGgA/wkCi76D/+ium6uoAGb/A3knE2jaAxWL841fEzWZsyJJwzsBOKHjDJowNxMGjzLmoatxCVBj+Zc6gg/MDTTSHo4AcDrs1ZoBDaamZkT4RLg805hDUIG3iJEAihfszYQU0ZxxujAo5J0lCJSSqqYRRsPI0I0hcUuIFgTRH//uUwPQDE2iLQG7vJZNwESMJ/3S4LbscRCcchEY1DEka1D0N6hmSqBl6IAiv+jyFfSHKUJoQLlmsvb0SfXrAAO+oM2yn81gNLze0mQMbAXkyI0UTcWYOM5juk17F9TArYjzRXzEH0TNaqgGiJ2kJ4l0xgQNJpLNhhLQZhr3Rs9FRgo/BiKXZ42IBjkQ5mKqpuidJkiXJ30Vpnw3BjePSBI82CjSV9MQo05yKzj86MSx0zOCjWiJOQpoxMcwoIzpZcMOpY1YBDRomMpjc0EOjLRfMZlwyKSjQpe6YYHI4CkQ38MLBNMdTZNMSDChcrQkRJxaJ/vF88trsBNcVFAgLxZ9fIXvRTZ/rACm+oMck/c1lDgTESFkMwwsYxyBEDEkFBMkEZ0wMARTJ0U1CPPEtQacmPr5kgqBko7nOMjVzIXMAb5tiyYCUmFqpwpWcosGkJRso5k2YUAGLgGlbmOdmxLmbdhh8wjk0hcx4saMnkNGNtCM8ZJKa8WFRxUDggeFB//uUwO2DEyiJPG7vJZMnESRN7vDwraS9MdXBfBmhMiMIABgIiFOwoE/QjCQWsOwx8jDCFzwrv/////+v/f////8z5//9Xl3XcNb1up3LtzaCl7BPCessM9X8iBBjJhVOZniT4mmCib5nPBQ+cpSUZrbEhGvHYYdIT0hzuLcGRuuqchx/B1D9GmTH6AZhAahjHBUmcqNgbkaMZ3qMEGRphaadUcRhlIVmL2BaZdoSphFpimUYQkbEMaeSrqa3QOYVH0YM5Wb+56bJ1CdIzWanTga99GYyN2bAFiZTMActmyZwjaYmoEdBosa/J8ZWnkYtAwaQQSb0ogZugWZ0D4BlnMdQiMphmMJQhMBCAMngsMLSKDigMCgdMMQnAgBmBwIg4HBwGw4DCADGiqeiTv//rgAFdgDBqLhNSANwwsDLzEWHrMhoH4xdQND9TaMm6QLFk2JTTD4SNSpw0QzDD60MJiUzQtzGgcMSpk1s6wMGQuQjJljhATCCyBGBy5uupv2J//uUwPGDF7ThNm9vR1NUkSMF/3R6hvxnYR4oJgVRkgRvDggRGVLB2sdBmmNGBvGmGnSUGZhGHLCxcHJ02zAFhYokYHAX0YWTGWqPks3sSnZZRWOPkuV3qL/2c+LuRETEJkX1mUNdSoAACgAziVb1NgWBxzD4xtgx8Yt+MLyHUTCnAHgzul09iIk5Hxo7Q3k/loc4czk5yjo2bj863dY3WJczwxg7HgUzpnQyBVAxPaE5kGAxHMgwnJI2EFs5ZWzbqENJ38+E4TFJvOnds7/UjPowNMj8STxsBZHHLCZWDAZ/DHrtMKE0yGeTLK3MUjkx8xzIwAM2EwwmgTFilLNlgPGWBiYlGZh8dIMiR5CAuIhCYCAiEJIEVNGDJApVl0oLkH//rdFbrwA3/wDORDjP+WTDVVTkaPTH9FjEAcTOR46spMYgTL6MzoMB20YQaGVr5gSYBiMIxgdyCMI8URD6JZmWIFIjPIDHDhJAUQygF1wkwkVAhYVBYWIg0wC7qaQJ//uUwN2DFEiJNm9zRVL/ESQN/vCwCTrUwTdAIaxFAmSJbKWLpb190hQgRTcBDPSquoEkIypxnuYQ6TX523/pDwZQIGdCXIhyktYFA4VxqAIODLc5DX1mOA0nAOCMwpOVDTlTIwy3QiSNNbIoDE/Cuo4xpFj9kxUMe4qY/+pzDhNQLM5ebIxaCuDY5GQNj0eg7H0fzRFPaMjcs40Yh2DDdOZMENP80fUgzJHI+MnMs0w+UWDCnLBMVQOIzDi1zFlQxMqYiEw7Q9yYz8x9RgjFXF1NPG7EshNu09MUQ6MZYQNNwdPB5DMqZgNMhTMllcNEh/NQxaA1iGjppGPSJgg9iqWRjEFxhUF5g8JxgIAocL5gqKqEIACUwcA4wHCEw1AkRAQYDgsHAY7x//9UV0UAL78AkFJuVSmeV0YlNpq8pmVZ8BhoZ0ihttsAcRmO3RlngZU1GigBlSMZe2m8jB6BAaszEhcJM5qwmYsUGJlJgxkOIHTeSiBQUugdQiEIeS5R//uUwOIDEmCJPm7vJRN6kSKF/3T63zBlqrVCg48dUaAITgcYBiBIAtA7g0WresA2VdkcglvlZGOO/Ryl6HYfd9waapuirB4PJllx36EnY+sZbIETqh3mWAAK2gGBGhsY1wbZiwhHGD6LKcDPQZqiaa8wOaduwbHISYTwKZLXeZM12DGQNgnEM6zKMsC/Nhm6Ml2KNawyMvwsMLgGNCRCMUghMYQWMZweNJlDA7wrSDY0c0JSOuYDYY80GfAC2YSfnCD5msAYGwmWj5CPCEgEZyaGsmFIxgQaYeLmAKQs2g0VMgG1BgqHBw0j8pjEGPQxBTDmFOFDMApEyinu/UAoQ8fSqUOSfapFwd2AigCp/8DVOODZrEjc1EDOUETQYTjBwcjFFIzVY6TSsZjLIHQDWHBOZ2VCazfBUAMmDzYH080rM8ljgFsM1jJ0EUhmvGd6D6DrPWWR4HO2oYL3mP+Y5wcKCAVejoAAVTmXiAh3WBAoqgugMFdRkL9g0GOqVrMa//uUwN6DEpyJPm5vKRLPESXN7ux6Wx5eMOwO40ghdR+k6B4eEyf5iJRh149LXbhE0uacARcW3Ciq5rlydgAUMYogN1zVMrwzOWh1OZjqMs1lMcyZMaDZDCPMQQ8ML0EMb0cB46D740NsNBATVp0La5mfgZsajR2ZTYmrBJlgeEBCmhiQGOFRqYKamJGPDQXSjAiUwMOEJOYKJAUyZpVCJCMQBISFhCGJw22As4xJOmQstioKWtRaMWVje+GYrKHAXEDgh9mcu430LF3tpLsNg0INFQuZcG3gI8XCq30f3T2hMQU1FMy45N6qqqoCDL8woY0Ytk0MDvV2zTtTP80sYeDMwobhDCODBo0QsHONu28M6sWYT2UfWNcmLY4WaTDSfMtMDdME55nWTHRTTNwRGo02QVTnEJXMYgdYyqiXTJKCtMPoQIzokIzUOF6NxkkUxuknTN2I/NA9CYxjlo4YGQ9HkE9F4E+2a4YOY1bc4zPfw9M18z4LoxqmMwwV8wmj//uUwO+DU4SJPm7vKNKOkSeN3eFq88IRs4KU0x6OoxghYyXNsw+EsxoIIyhD8zTJ4wWKYAFaZJgeYACiYsguFA5BQLA4NDDoFktTB0JA4MgAEQJB4ue7N7v/98iAFP+Afji5RoDYukNKsE2MIzLgRMGyc3y/TS8DNCoU0InTOiQMRwQwyDTDg9FueZTOBM5DHzjVHzciDhujTmjCTDZFzOADtKDYBjYAghkAwAGSGXRCh4DIzBDUwQOODjRAYEKmiIGRJQAo0u+x0WOSmWEchuE2JWIclTooMcvMHdZ5XklwsShXCIW70gVR4uqAT51JKCK3oDrYEe/ccx0AAywA3ilGzyDoLMdmeM2gqQTS8JwMCLn09AYXTYGC3PMljE4fqZzjPVeM4oRQ25UMzPfOlM4NTAy/zoTQdG1NPJHoxySmDCNHWMpEgEyrUdzUZDyM2YJcwogRzO1LfNDY+cxrCkDGCONEjCDGJCaM38JcwrCbjKaKmMeAmAwmAsDTmPNO//uUwP+DG2SNFC/7p5J7ESeNzWXamo/juzJSsNOQk5QxTnLmN2vw5WMTALGMGGM1QCDWpgEQgMiFQwwPTOoJAt47MAVBg1P8ZFVsVcIikkDDWAQ6rm4TF717dEtapr1IfWjSoAJ/8AwTX81lowyvCA0mR4ywJ8woIw05NPz1jb6A7oVP1QDRZgEZxoMgcNNGuQBjrSeiWndS48TAIHCzYagKGTAZrpEZBGGEjhnRiYYpA7POflM2fIn5vxZqigkbBRwAhECjDBkwyY9PI5mADBwNrRdJfyVUMwRML6XgsmlgJ23Dbgre+lIqJU0lsu8WODBQwknQaY2202Vl4s1rrHmSCgAmP8DWkoPpkwxvszs9NPHs81SITLBMNbrs2fCTSLoM1LTAhk0kRM5FjdJI2beNqxTFxI0+LN1WjihlQ4494MsFDTTYxpEMVPTDC8wcDDmctYcRplhqBhQMLOI4D0QlC/YIADEEBZaI1jX+L0yFjM/FXXiBehy4dfqhh+LT//uUwPgDGnCLHG9zNkJ7kSfN3ei6bgUkOoSmtwdPf/6Ux45As9JO5jyBAcv/2AAm2QGGWqwYmIXBklFumUQPwYAJTRmpESmL6AuYZxMBpelAGGeeMawwJZg+DOm3ZmGKY1mP2DGbhnnWgemp13HXLIGWATGPYgGxo0mt14GRQiGiA/ncZZ8JGaK9mOghwsWZzxHutBsT2ZuGmQGJp7AbssGMhZjiCYatEWYaGkpBqpiAXCiGkQCCUxwgUiChIwcRAIOTBiSzU2lM6bkvR+0n3lWQklFYP/vpKARWlJ5CzC0CNi+r2f/y6YgpqLUAF22AzXlPDOeFDMjkOMz2iIT/19TGxhDStzzhF+TwzRjTJ/TqwdzJY2TqoPjL4FTGYdTFSgDPg7jJsnDOhAyb+jNIsTFQPzGcBDRoETLwFT8Xo6KbNkwRK9PUfTlt076nNCfzVFcADQEYwYbGNA4GkjCgEy4PNmOTGTQyRBFAEOUFYwKBAolEQGAQZdagjHQqEqqP//uUwPQDEryJPm5vKVLmEOWN7u1amTBDbtqyBE9+nPSJBwCzqTv9zWrJJFwAk8NBIywokOtRQ5zkF+5LfUAFN9gZaqCY2pyZumiZ1pwZDHOCZBCoTmyMFmu6kmYBYGEQTGZanmLwSjArmMRqmqqbXzhOQ3mDOTqDPTM3BXNvdTygA2YyKooCqQwQdN5EC9pgw4Yczg4MSOMTGg4TnzDCAvMDA4u6nQouYwBJRuMkSOgLjsZbozzBCBnjnNXf5wIS11k0gYaBNA6i2kMb/13+q2vUpR5l01KvMhVRN9lPVY1FRO+Nco1IJiCmoqoAJ/agw6Os5YQ48OZ4ApUcNPYZrq8b0m0dbtGbRmIbMo+YbP6ZtKYcZsIZcC4YpombhNQaCIOYpCwYzEEaLhgZYhYYJC2Ydl+ZBC+YPD8FLZz3J+Lpu5x6wQHTHbNApkEgwcwCqEwZUzLQhJBcQYEOl2YAqDGgoVUrZg06QtgGgEtbRaDbrvSNUqWg1XJQegqh8oWZ//uUwP+DF4yJLm93Y9KnG2dN3cW6Jskf/TdqSDWL6SbMg5tFWChwmKrUBdGvqY9lff9AEGI+oJ5hJq+oa241RmROIDxgcYN4aA4HnGYlCyBkopzUZo4hcmEthKp8jYKnVyx4cnVRhwVNSGl9sya4kwZs6CgGvA82Zces5zn5HGq8CWZ0AjhofKDGKMz2aICApjZF/m2SnEYgRlxj4jjGW2fuayRdJt7A7mKSLgZOYABhKgsGIiPYcOlUZWtCYEi8aIkmZMnqYpj+YSCgZRIwZ/muZzEcHQIYXFiZsgyYWhgEEaFhsMDAJMQxFMOATWGEQeGAICGBwEgISBIBTAkDUBgWAQrCoaBVlRH//9M0g5Q1Mh7N/DE/gVY0oQhUM7kItDMWTLI5gopDqENFMatO8zeHwjBu9vN615QxHXcDYiQyM/VnU3UHpTF4TZNEFYw00xFDShMANbcEcyKiLDRjTvM+4a4yFD3DAnGnMI8xIx6C4jCXSnAItB2VnB+2npm6//uUwP+DFjS/OG7qExNpEOLF/3UwIBpuNhmsMJreLhxQ7BiAjRj03A0NBjcWBkIBJm4WhuOiBgGLhgmVZheGRiII5hOAZigNJiAIBgmFY8g6ioQLoQDKGxZFJBEAYAxGowDCAwUBABAXL5dHMwA3vgDh5gNuZQ8Bij1hDMFEA7qHzL2hNalk1G8TD5PN4kswWMTSpEOLCwwOCjfSoAAgyWmDUppT6ZqKGVlxideYcNGCixgYGa0UGHExjAAWoGyTe6CLyQgsDmGECSAgBAUCCxwJL5SoGkCxREMsMnAxhgjAr0PKIAwVUK510qqqCJVMtbWQsyT4e+c/Z3upQ1d/U3TmvHIAAiAA6lKDTDVVOOc4v41ZZYzpgqCNuk+Q3pDVjpFeRC51ptPIIG3rOuZOzABoYHLHPMT4Ypa8RnKv9mpYZsY/ptpokpwmNYPKZHhpJooeh6SwhvUGhxy8xvUy50YpBu8m522nYkcJla7x96xBnG85uCBpiYWxleAZl8Eh//uUwO8DGWCLGg/7pcJakSfNzeWaooBRr4HBgaMxm4F5iqLJgCDRgmOxzjOeCAG4AJmJyMAojAAoyB02YiBFFAY8DBgsVizV0h0awsCQ4YOCyNtWdMFe2x//T55WgAJbYAykqEw0PI4OcU/YXk2ZpMEPQcaqWaBXkalEEapMmY5p2cUumbnfRr5GnBN4Z9Thx5KGf8AZHg5m0dGxyQI2ecxZBpUjmqRyYbTZhgPlCODiCEAVBQ38YzAwyJRTQElQEkBywHG2BmMMgKcLJgsdMiWLLIVqjJhC22zM7R/BSlGpJd1EMGQyBUrJy7EygGiFWnd+hAaY02CrFxooKPPsN32PUtR0FwC5/wDEjXNSnsz3lDSatOHN02I9SdlMJhzkTIzC8Ek85tIA2AYLDmhKRizCbCDCoKZ2omzgwsLA4BOKYSZrBwWDVgVqbrJlinOObAwKYLWpML1Ghw7NI4EBoS10zqmbPWtjIgsUrbhI1qwE0MwRzBLaKmer6HmyOu3J//uUwPODGJCLHm93cMKiESbN3mlilUZR2QDto+fyFEx1776mUOUpL4J9YAc/1BmJExucepnlhBppARoOmp+iNZjw9BvOeBpyfR3Ye5pqYpvkIho68ZleGgOzMymKQ2tBQwnGAzKUcxqG0ziIIx0QAx1E8ydB5RIGD4AmBMkDEMlgDMhgkOKpJiZwHBtJxqxRrRgd5NkPMQNMQSFDAsQSdEphiSy/1OwgE0RbEjfFhQFKAQCZEIt1nbtNCMWCAx5CtR0RBh4O20kz539f//+tW9SGaTn/VnWi0Gc5TrBi0EXQ2EziW/9zC5leOV+zrkUPALv/4Ml+szUVDTyYO9Qw6A+TV99MJzQzafDVXs+kDN7szGmo8Q5PXUhExGDsZp60aAYmlB5qaYUSRLOGmqANNhwFM8CzCS4LlgsUiACKWGKgUsRGSfbCQnSKEEL78tdV6XpRypKRrEqCgGOVXIMO0KwcVui0BYCPiSAwJfigQBebwL5hy95cVUKH6xhpbDo0//uUwPKDEeyJQG5vJZMWnmZN3RqitJpdvoX6YeQcHGThWeMkQmoYADIGgDIcZn54Ocan2wnmMWs45jaRLQZQsGGGWol/pmW4oUYeOFyGA9mcxxebGn6cuyZUV5JqzlimwXBMfVk8RhGqjm7g0uYF6sJjFnEmBGoYZ76FZlTWFmbcACaRRJ5nGDUGZE4uZQQyholFhGHYICYoAMJkRkrmG4heZGga5gskBmMEJiZe5TxkFi8GAmIKYjQLZg1iLmNOAmYTwnZgmEKBwcbDvHsWYKojYTUCT5ryqmkZTDmPD7mmPBxYDkJ5iwQYKGlYQMCAJLyyoCBgEVpEQzZf00KXqyd8LxRlH/bVABmtAMlmhNzRtNrePN0jEOaXuPg6mA/9Owxg17tTrwPO7ysRi81aVDSUENOug4tNjXYlDQuaH9AtvNfHzsNU50TNviANcmg1Y4AjgIY8RAKaHjo0QYBSyn6GBJigGYUPmGA4ENVuoLEAQNCFZirvLBsqZHbRTf9v//uUwP2DFDyLPm5vB5OBEWJJ/204lvwzIGGNjXdA7jpgNfWUX2AQQkI9gcfwWOB4RC58sPD1NDXEFw2b1BzamMALn/wNjvQ3DVTC7yPUSE10oTm5QMUns3oYQQUDEhyOwp0zgWjUIk6gmN7ijmEs78XM0kDeCYzURDmoWTM18xBj8OOtEglPqUEguCaZabYhOU7UzJqA5AaQLpJYNDQTQA0AFIswVmTcWtDr7u0udSshEe9ScGo7MYHCFgUATM1L0IlhaJ3mzMvbMMZWoRrubS4zocs8lu/+pMQU1FMy45N1VVVVVVVVVVVVVVUysoWlMTxCgTJcgfY1B4BiOoJbJDPPzFwxRYk/M5bT3jomeTPWpy48vXkzeaT5NkW+E6BnXj7NcNOrAfE44Q0zGNH+NJxEs9iRAzQmRpNslVQ4ZBlgCXWa6QvBjtlrGLYQmY55NZpMGdmDwOSZkB6JkOnJmACQqYpAuhlMCRmFGQIbS1p4Pgn3L2bXbhwXBmsUMYuR//uUwPGDFHCJMm7zZRJgESeNzeVS5toGA07GBA+cAORi0umJ3eZrRBkFkChAMFh4AhUwwKzBZXMMBUwOHCqFB0TgozMth4wGIhkLFyGEtfso/v//bb0+6zV+1X7gU5/wDCUggEnxl6IY2DhjelJgOXJio+erMmngpp2cZE1mxGZsciZMimajgCPWemThRipgZuqmRj5h4KICUyIyMLDnoItOkFEGwgZ8KhTAEI2BkyFgC96mRZtVz9Ibo4gAwdJDYTkNjk41dBG4xEUrETCXi2iSTMlWw6gSeEmUx91J5/llg0cKTwsYdVSpnGDDrKkY5SoAJAMw7k9zNgR8009t8nMAJH2jDf2V8wbM32NLzIIDKDh1AxVCWDRhgRM/oSs1gnrzRRSlOBJMw2HD2DGRD2MJIvAzMyfzE7iIMVUmQ13jIDQZJ5NbxHkyRwQTNKFqMPMYMwlRDjG5BnMt4TAwoBBjcdCNYcExymzsYzM5Ic9WaTu56Mg5Qz8ez3LDFSOa//uUwP+DG3CLDg/7h8JSkSeN3eCyVHZpINmoxIcCUZiM5mZymYhGxi8mCMEGdSmZrE5iUKmDw6SgAIApk0sGDSsRF0QAYAmwIARggWmHBItAvGrfCsndr3zPZ82///6AAlcADOzYDqsbThh3TYWoAiGje8bzJQQgdEpg+Rpk0B5iCs5gyqx+A6aqVmwNBnAaZOjmNRwqxDQ0YofqHlQHNcATWhsyZ0GjLOErwQYFQwREBoDPDDuUI0Z0AhohGODBDqI9LJU5YrCHVlbyLqbHiOgsHZrFF2EwkWU0SHZQwJnAsBHZH/1+rDY6F1BkaseDlQCntaDIZEzMJoMA0UQ9TDWG+MdQsIybhtTM61Pmkg3GGTKogMpOQ5TDTXhYNvjgzSSjRY9Nzk4w+DTl1A7QJVjLiDksxaqYpgTFQJGM0MMQMJg5qwZxioKtIAjPGwMeV4W/LriMQ8SI4KGqHrjCwBKsZCiopkCA9BE7DlF+AEAjipy7CCwOCggEg6MjBGGK//uUwPyDGxCLEE/7h4JDkWZN3eVaDubNr///////O//9w5hrHOr/48wy53DPV/DdswIFBhY204SFhMVU5ln75J7mmQCwsZj7bRqbmFMsGqhl45g/Rq+Yq4YNmp6B25hKZkQZNSBLGHbiipkCpPsZCEKbGcjinZi/xI+YRiDrGQtB3Zi1oEQYfKBym+MmHN1bm2LaGeVqn4uvmJhnmA4UGAyYn03rmosFmduOGWO+mmp+Giz7G1YhGqJvGqCQmPY4nR+h3VSYaeHSDR0xgcVBGIJZjXcc41mPMRnQAPeZk7cb3tmWH5mouhGYaJGYjQspmJggkJmrkwQmhzupmPIZgIQZGOGSioVC3I/6///////+hQAgFOyAGCDmYpW5xFLnDESfuyJcDyCzhIzoXTarTU6DbdyEofsYQ5zNHjRlzAjAMUwNL2lrgcsCWaKbMpggZbwiii2gBIvIKACAJIslS2YCIFL1XTGF5A4bNIEU84Ta3krn9YKGCZmw4kExNa0P//uUwP0DF4TVLm9zRRM9kOIB/u3YPgjyykKhMJUynU+UkcWFWOetsBVtzu3ViqAU5/8DJLcN41w2UWzAYqMCDQyYQDGg/MaCAwiujAJLMEE4xgIiAPgozg0aGDCAYJI4KDRVTOW8RgFaKFodaECqAEw5VCbC+4tckePIIvQM5TTkmi4SvGzF/VBlgAIGzdobS03luK+Xiu9dZfttVvlqUkofIACzrL2ShnQC9BjMgv/qQs9lLapVdaq3Updc76q2UeiwKhUBRAcUH70eqywYmIKaimZccm6qqqqqqqqqqqqqqqqqqqqqqqqqqqoABSAAx60jDJyBUNWpXcznRKjGcAWMHRDUxSUQTIWBFMUIG80mwbzbE0TMhZzzfKj+kkTDI3yiSjQtEzPozzFsVjUEDjDU0zTms0a+No0DxjIw+QPiqzPi8wcnMaGBI7AyUZMUAAvGAEoFjIEMwQPBiyWVMLBwIGAYIQWDBcoFhUQIQYIPlNAoGgYBV+2cmD2Bp0NW//uUwOyCEPiJPu5rA3KAnWdNzMnyGgYuC/6txZdfJAAJ9KQt5e0+HSQWFBeQjVkluB9o8eACrbAYVYuZgBgvGViDGZcJIZhiiZGW4hoY1gnJkuiLmR2HgYsIzhqUiGm9MfQuxzNMGrkQcJCRh8qGBQEFCUZtBJgRnnsPhKs9Z49Iww1oyzYaQFVObt8aeckMYBkBUAONroMISEBgwqpJAyQJR1Q5KZm0JTJWkxdWVIB0GEBhIUBDQUKBGYMJQrWo76KjBhARCwJTFj/////////O7/uH95re/5jd84IInFjSJpLHAQYoy8EB9n+jTQUTYwDsJSO2EE1Q3jVpkOmywyOuTMUVMqFAxOTjGMzNyHsxmXTBGQaZIMwzPMobMEQNOAPHM5QyfgUswcYLVrTGaimGkECgQYEXJHA0NXQLyqPGmMnky0t6XbZiiakbGAQAXeSqR6S9Gka6yW6PfMJzsPYQ0uB2+SfRpop7/QMArwaB48SWoCVkbRjBPbZY21gG//uUwP+DFmyLIm93aNLlGGVN7mkaAg7U6EtOCOTPzRWBxo2/c9dNXFZUzgZSk0x6E4RNqeMSjAuRAoy5YyeMnSA8TE3UII5Y42jqOUxNlqTQ5UomTI5gzPmuq003WETmvIbMKIikxrhhDNQRoMkIh4zIR3wErYaAYTRgpiTGRYMCYro/RiwD+mbsL+ZaAApj2hImKWC0YaIsJ7AfnLhEdwj5kGamG0gHWA2sGTJdJNzts1iqjXZ2M+CM2oOTHgORbMmD4zKUA50GChyYpIpageLhi8AAA/GbSCY3ARlMGkgcDAsZrFpMSBoJ0zdqNtHrPBEKEhz5kZ1Ovuc1Gebmuk07f3qVBSn1oN4woNdTTMsDPM+oiNEb8OKahNHh5MkC/MUlDMV2LPCbTdIkxWANWGwMuhXeN7czO2oydKIrIepDrcIFTSHAgIo6bSxugAAkEKLOQ6GgagnLxJvo8BBCGhdWmbZSUoBgYQkLJGgKPMrnDggcKnSpu7S5Z8mVVjWT//uUwP6DEkCLOm5rKnO9EWEF/3FoAaHd5CUQ0oRa9FNLqzr/////pLmrlvLeNrP+U+q2F3QSInySBpsXu25HQqwj/xQEp2QA0to2cQqtzbnjBc2DneQMwDOAyUTUSCQhGIBQQ6FeBjnEM5zuGNeXIBg50GgAYAgABQIVS4V0JCOKpoIyFBVKX+ZGpqmQlsWzgErGLvsNpUwHbT5aImBI48/b/lBCtKeyYjbyxEF2UDVDwgQzxy8riRad76mQ1nX0VlYfW4uhwLDRYtKLW4gmIKaimZccm6qqqqqqqqqqqqqqqqqqqqqqqqqqqqoAlVpA7fDDgElMKvkzMWzPKIN3LgyS+TLXjNfqU0wvjTJJMBKIx8WiIAmDBWZ0DpkUyiIgm5mci5lkmHJARoQNLCrKgKq5UYMREfsNPFeQaO2wQKYKZkoukhuBjDPPQSpDgYoFXm4oBtU9TPRMBYuIiKjqHCpUpdiIGRoFuQLCI3lcBnBCPsCDuvz/////8KRpRqZB//uUwPMDFUDBMm7vKNIokaeNrmReYw41um5/Zt5bdm3w7411iel1hZ2Se8U7zmusUCEm7IwCec7FcAiCYQcmdN5qYaZ4gGpHZhpsakkkzwYkHgA8BQ2YaQGCCwQhAUeLbpKk6BgHIhMgJhSSNAIZbogCWsGhJZQwRAoGzjqh0xdICiGACOhg5lY5qjq0sJNBEVEWCTUSBXqVSUB5QcKqMrMNFZYkQoygNAdRukmaCRvND//////+yZUs+7+0BhvTvn5NTKdX2PtkVS/IzDa13I9smmIKaimZccm9VVVVVVVVVVVVVVVVVVVVVVUAASwg36tCj2xdvMIof0yKSmjNXK7MlxXoyiw4DaKFVMoU18yMh+jP8DAMEseMzsAfTIfMQMIQJQ3T0jYETMNDI2UjzjpxNDTYyRAT5lRNUAoxoLzWTVMjiI3OXjNo1MOEs0U8DRgqNXmIx0QTGATBxJKg/CB8ZgAxg0RGKASY8FiD4YaDEYNyE0NTJSMEowB0iAue//uUwP+CFfjnLm5kz/KHoicdvI3+BhTIZBHoBHNSFg48YaywFFRoJogsUZxiO6w1K/760F5mFjYSBgXPGwbayWeyt7CH2vECU7AAa9THipoHWmXOA90YQsGpjKjAWTNwoSoManZcmShSAFA0BCosRAQcFio9pCkX0vmgRRUrE1PJ3rBQcpJGhuUFDzXvjzJmCOrIRwDUH0aZDdIr2AHAWukmtFqhdFBOSnBwm7rNdMTGq1qsatfnhZVS9jNKEJiCmopmXHJuqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqoEp2Rg+fONwTzKWwKrxoBOaURHJtxwAIZCxGT0pqouAsaAxKGEI6YacGOgQ0AiWJsgo6DD5nAg6NeJpALCSABEKaGWcYhqPZiBPE19Fo0xkjEdmAgJIvSW5Lco9DA7DgAGneFCGvwOOEFpU3TDHZUPDQ6gcXYBAQQQYkwisOYp9LH//////u0bGf0CKL2lCA/U96C0//uUwP+CGLCJFm9zLUHdkWedvWA2ciHxjPZyMqdT1KiYGXjb71KYGLo01ZM8FMdiTzTSRW/UziXBIMmk9MzmbWSo8wnMzmFzrNiO+M45lWTNzSfOmJgw7JDoTWFAMMrJ+E4iW3Th4h4N0Uksx3hKTDWPvMPwl4yVw8TRGD1MoQmQwTzADA/MsMC5S0xnDZzCYIJMVEIo1MKDMULPFgk61pTJYANLEIShJrsSG2yYYSa5nRBkItNSpQ6UajK5XMRuoIKRtwshUcmaCiZRTpmkVmawoVA8ISwDiGZTFRjIEGBhWDB6ZSD5tsjDRrMNjMzaYx4imEA2HAOQUunYXY0qiV9C1U0rlV4DevrAD2PbNhVLb7kX1cjVAJdsAMsAekxtQZDF3ADMOUCQwnigDDcUVMRUckwsQQjF/AGMhcOo6y7Oh7ThWgOQTew4NzDOMz8g3TY368GUzMSzOgzmDDOLjPGgFHIjIWLgJwSEBJcXvIhiD0JcAoDl4EAKfaoFEHID//uUwP+DFRkNNm3kb/OxkWEB/3C4ADXGpMGU1ThXswxCUoy27JnVSACgBbqAsaEsOHhxhA4yZR4vO965gjU8HrVPd3/+owSTsaBtJ5GsywCVaeQop+2uCWQ2WANfDDa0sIrQjdNVMDPKlEYg7hg2oca5DxC54DCFjgpgNYkcl8mWzG0gAFCMWVdgmgDTsiMbETXTVSHwALIAWXDQuL0peItMbEQ9qeepu0BEoSy7EGuNnLmQ0ENTSRbovqFjQ8cBp6gF2uFkmCgd/t+q1MQU1FMy45N1VVVVVVVVVVVVVVVVVVVVVVVVVVVVVVUAaSTsjB1FBGNQYcBTRkAnGGkGbrXhnEPGbCqYkC5cI08UiJCDIyMEA0rC4VEryGDxAvg0SSwMf9RvQGaMC5F+l8y0oO/YIWlOV05rQi5MIZfGc1DT/GM9UFCg0EtkAhi9xgpkVDtFH4rOBlCqMBSTfKIggsMhSoMiyEGBQtDuMRl2zj5U2c5f+//////8YpgyqExi//uUwOoCEzCJLG9vSFIcESddzeBeiPucjp4xmw5dJspCdSyIsn7i0HgW0Jrz65dYAAjRBiz2VnDFdEazqPhrottm8CGcbXsSRxGEnmD0juY/EBpuxp6Hwcnmzx0nd7GGD6lHCISmWagmOM5GcseGi4LmD7ni2anECjGvqGHPYaGU0gGC4qGSJKmZpNmTRnGNhXmYgmGbwQmI5gGFo4mKAJGDwzG6THZgBF42Pw4S85g42wIy28QKzZKCZWd+OcpKDACtphDBiBh2ZJr05ymZoU5pxZiZ5gxxqixYSDokWyGWLCRx9Wv9///////+d///8/3z66BR29pMVc5Pctgqkch30/WpABUkYOjPXPYDmOtKAMFUXMgz7AljmWyJGLYyGTRXmE6MGGRDAJ+TaMphEDxg4AJnyQREKBjcHpEeFKwLaghOed+ZwQAnKc4DHGrEmAClYQtyV4MbVEx8gEaaCjT1xOy9yJj+LVZlATJUzGVukXkRXLLPYXDVULajEQoY//uUwP+CFdUPNu5kb/NUl2IN7ukwuIgOBwCbIWEOCLOjQIK78FaRwFSwfdIwlYw4Ma8YaBJ0Q/Fv1glGtsHDuGefapnZHmZ4yaja5sk3GWhgaUKRtwuGIyEBhSZ1T5g8PgAFGEQEZQEgBEhkwPGwxZkFLC9gTFA1DQgG5DbOaq4MoGoB9wMRCUgIABjeVd405W9sJbARQX05pkqJRDBFrIkOGacCNo8J8C7QREt0pSBhBwXHR1Bs+CsEoDhf/mib1pMtZ6gszOBdWNU6zX6N8tGmCYwXmV3KHJiCmopmXHJuqqqqqqqqqqqqqqoAAEiUlY2DTXGjFAgzEVgzTUvTo8jTG0+TIgLzF0hDAQqjAQURpODGojDBMLiQFxIIjG/Ot08CwLsRcmwEYZSZynFgv4FwyQJTQhBIByUQVHUvMQcwQSzAKBUzZMTEIBS7AJBUgtttg6gOAZCli09A1HswHl4pBoA0EAGPKBUB4Q2jOAqgFZjdEkP/9SkVGa16C3NN//uUwPMDE/yLJG7rDpJ8F2aNzEX2JSVJRktaNzKyTmwsD9PdYJa3PsgfkmvAJdaQPrHTNDBMMI2xMBDnNiDWM3JdMsBRAxvGNBPAotBQRjDFBRbydJ6GejdwQIOMLCA3xqFnmkK7zwBVAxy4BFEXxGnwVGCgBkkoPBQ7fpeFzGfLHWWrKDQxUWGgog3okaZYDO0+n+MIBXMGg41I4wgW5pNr7BgDDWEM2A7Y8WXfDgO83//+9/Uu0V6pz92+2892eW6sDsLl2ClFta3PFztxul2vRtSmIKaimZccm9VVVVVVVVVVVVVVVVVVVVUARJKjYB7UHmi0WYJM5oI2m1UkJwLpwKmN9FMSkC4Dro0IET0NTE5B4P7CisIgYWVBxQdpoKa6+WJPHGFU0lEQoomSh3YSrCC2qHpHI5IltHWDLnK1rzpVpQav5Qt7394utJVOOaTHvtsmMZhoQEQqW8/ret1S1ozMeiVWnzkBAAHaQHQM0wblrVhgziHmIOMiTTsm//uUwP+CFWjfN07mbfKfl+YN3WVOYCBCZJ5VJm3ETmMKnEYbQ25l1CGGD0LEaPwx7tKnAaKbahYJzhol2GQhAIUiZgCp4AaGRE2ZyQhp0xlrTQKbM3Ewz2fTPhmPgrOh2PaLMskHWh8cJdA6cg1ow57Q9gg0CYyZIzNoC4TOAjBjAuvEDYwKkUHGjkm8MnWaFpzEKE6DUih5waQWBgwKeFdcKzxFVOhFNKUEhd/Pmf8/9/PTndU137dmt3DmGdjuOOqHG//58l1NM81lzX2rWTOBQHHAq533e1UZK+VJ2SZMQU1FMy45N1VVVVUCDVgATO3O2sz2kKjle8sNDlTsyjU4DMndpMc9S4xVXuTVFV2MFEc8x+U5TH6AEGk9TGwJWNME7AxCAkTFBJSM+u0xpzjYDuM/4kztFCGJGG5OYMgJWTDaimMAqcwuyzsTfNOFYBM8zybTAQINHG81lKMScjE0QzRSMvriNJMyGRwkPIBjfiM8BpNXHjOBUy8pNPDk//uUwP+CD+SLOO5rArN/nOIN7mlhKkrjWUg1l+BRCcAoGQwplxOYaqGXlhoqSaqTmhFp9QUY0QhhAom5x3b2b3LSUj+42adf0vvbZR5sen+tj7UX6wWJRdjYMnTcirxlo1Gmi6Z9LBhgOgokCMYGRRcVhwqBIwaFkaQcHAIAxgNpEEgHETG5gqpjQGeByFZFStCYYWDjSnXA3EzRgzLkgU5E1WejBQcBl6RSujsswtQACARUIIAOqxpajetHYO5i+0fWqJWO60URARME4jbV0Uev////+R4sIrCIjnsGC6ETixtxb/IoLbirFovKVnUKtAq4vSoAARsAzqnljODMQMZsQkwQzrTpZfNWBA1AzDH9ANm/U3jST0aLNEJwzkHDmwZBQgMuNYRjBtiIwFUJjIZtBB6cxhEYhVGpDmaKnCep4iSUArAx0FCBmBCVaRqEIVFjQkUKExcGhwxGMCTHAxAIh8wQUOMCggukuEQAUWWdKXI2MRHiwNGoDlziwCCA//uUwP+CGoCLCi9zbsJ9nObpzA3+EPZzXu8//////7rPD7NZBngqk/7Wk5Zhnv/vmqNu7ZsKikXI0DIHmMVsw4KgjMB0NPE0w8ZzIhlMQC0xiDjJoLMwj8xOBQcLygKmBgMEAweBoGHQsqxohAIfgYAGEwyEAMqAwwaKDI4jS0MBgYHAALwTvDDpjlQAjGY4AaCNhNg8rSeR6ZUZCAxAJONDA8gIwXoCkjoQ4TIAIMvIHATDiKE1daBIeQBy1AGsFBekPfLX/c+81X1JvRW68yPoIHmPGl6RfOHTrnPUXflQdBlsg97bbNKUxBoAE2yA+Zl80se80LWc2fIwyhOE0EFQxhC0yxG4xsCMGmSFAFMxh2MGR2MRhqMOg4MGQiMUxuEIQhfAl9D0QigDuQwTRFUUt+LGExhZxAAViJhMqHtkEwCQEQw0a3BBMHQLkYCj811pKph4BnTP15KWhUuwTBBQZVcoIgdiqHMveoqhmq5k1v//////zOUgu9MVDUE6//uUwPsCFWCrHm9zQ1rSHCZpzFKe1nQ4ZktdTUriBOLKUm+sWfPOscmmTcQGkAAVjYPSqHU7mR8zWqFRNL0s80ZBqzNsI0MDgyYxoxjzItKRMakc0yKBQjEjAtOv0T7XY2YmMd5jX648RMMEHjOzcLGgyTA9UMyKRhJBASYIKm2DhhicJMJ0PH6EAmgU0Zm4I1AXoBBM3Ez2wAeYiRksjXYVaSRNToIICAgESAhyO0CLGC4DqRYg1s1JHWCEGItHC+IBBbk8/zZ2MoImPn//P/1j/crvJRIJyB5LlJKa7epoxXrbw3c7hvk1TZ/Wp8sq3J3Y4vz+OXBOZj/i0NuH9n/dn9oAEViSpZADmsGNDJBR4hLRmvmf8JdIhDhB1hoPDZQaBhqNaoR4IsSNLULUF+QAFTSBWYjqWGDV2fRd2xwTE6Rqq0XMQteCSrpR5ZWmasWcY+wMv6lS40Cqou4h6mI6Cjb6Qy+4cktKwsyBLUQYyX4xzWSCj7OmEwrAhsEW//uUwP+CFYTpJG7kb9NZnKMd7eVjNBYvah7AIOnurLDdCBe0ydwg3Mu5GlzHwBs4yFIp8N3Bxg1MhvzR3QgMj+UE1c1rTCmUxM+YYk0IhljASDIMPxEQw3B3zCyIfMXwl0xdSIDCcDaMlcMcwTgjjGlBUMRkcgxjwazA8CEMIELAxPxVDBtCQMk4zoaQzXvA40cHnmgPpmx+chcGNlINHTEKA6KkNIUzOJwyQtOlHjMB04x4OlQDy3QWkTWn00c8MLIDkhgEwxpyUdbDG9RA8mEp4ZwVHUiYEGzLDA2U2MMLkeZqyeew+TQmws+QSgCMeZSMY7hUXdepT698XqWu2UZPzy42goh9TE0AIIJjaB9ePnfieHZhLWeWEYJOQMzstzREjlgzZrzXBzGUuYhLJpjAknEF1KhpRhGAzF42pjEEsFhWlLXRihI8VKIeCpoUfDLF/SoNEyGuLIf1MR+HWjL0MJfhyRwAKWkItp/lVGrlsU1Aga5CQYGeGVhfw8Fb//uUwPOAEDCJO05nArO8kaDF/2y437TYVQwa9iCcgKyDHxqQAFgmItjuzqaADwGKTiyRpMgBmYVEKaGF8DhhiugkWYhCM/mAZDJgCPVzF+QOoxOQo6MG0AXDAaAkAxFQLSMEsAMjARwjE+5ikyJEk1TO0xdNIzUKA06YwyJSUy7BQxLDoxICwx4DoxoEczoR0EiSZOGgS0jPHTmZD4QQ2MZgGv86Cg9osz71MEwIMFUzwuzTMgKJBQw4Fs0JUyq8URx4JFHFhm1lgUwkyQJQyQc0YYkgYUaazKZhXETVvzFhkVDqOxyF/IAmLEAAsgwm5SVtM7FrAAVdpNWSA7S3MyJjEA4zR1M+BTFicLEQ4CGUthtimYsIkVwYaAmOAIyAmnIICC0ZTDHTWWIVVgAQ3FgRjqoRj05dAKjAbE4Shag5ATdUFCmjrAqJrtHATAOT5GuSypEePKpvAAJcquG9EZhnxh4wtYXBNk1QUxCQq2bQiRJn1BfYEUIZgOBb/1Mm//uUwPCCEaSJMu5rATMnkSHJ/umYhb2n2q9FeVS1luunP1Z+1M+fNu3KveqVngqYj1wIM3cN9zQpRcox/EUeNHFIvDLhim8xYMReM1nBaDGyBnwx8UL9MEDDjDGlw1owGkUSIhd4wKQCKMDGBlDDngXQwj8RJMIPB8DVarM3vM4KMzbRROkdkylDDqoRM9Kw0ETjaQLOfi0yMNjepM+6TMcazOF0IZDdc86dhAWkasRGx2BkCudw9GubwmGGL6oCoQKCnKIhxTOaODmugh0Aqb83HEkRtwKLBQoUGdBpwACaWgj1GYoOgb7HEc5p/HngelAglhNpdFdlksRAzhbNhY8tLDXjwJZjwE4ds6mr0oZizqM7tRc9AAEbQOW6Q18CDS3ALE5k0YJepmACPAAiVDFyMfFjaDcAAho4cYwaAdEu4YhI0RPFz0jRkZkrLWFStTqGFdgYZ6X+X+m6po0LBdy9mgOAMBPrOujIrjSVzvQ3WHZOv922xQ4xiHXqYo3N//uUwPqCFNi7OU3mj7uUEaEF/m3Q+HITNs4/xgoGxQQZu2YH9w+EXjEjkHAEL6U9PLAgqNIHkOSY6hJhwHmthWZLFhiEvmXByY2OJiQVmo1wYfIhhg0GAiYAm2ITsYbAIhMJgwDLVNecUWLJpRgqRE0WGnx5hVdTxshGCWKpkwQMEAjpc4GrAklPczDjSkB2ZEWgskuVAEd2gLMbmZQSRRhqjAY0RDIjIRFAsDNSiEx4QNCGunNCQEK+o+d/9frn4cbhBxU4UEG/FpKNjyqYp2bbTPNd6OT2E59rQZE6bO1/D/uya8F09RMQU1UALkNpxhU6oU3TL8YkNkJ5A2Sh6zbsc+M98ykykxOTIMAmMoZUMxeRo621A48JYyQSAzfJw1KgQw8DAyfg8zxRM0Fz/Eg5ytAicY9GGGVYARjRCw20nArgaZag5GNocjGDw11ZNJShpKBq0ZgWigKVmAhGSUoNMCisNMegQKVGaDJnoqYCMmJIpl4sICIwcJMgIzLC//uUwOoDELSJNG5vIXLanOVNzJn/AkFBgOIlOCgclGsEoNHTDCMdCDKj4sCQYxusjyqRovIuSCSQGlBFQQWACjV/JLQn9+Z//0AyUUrIAPrZjoAciQnS1J5N+bSWm00ouJxE1gNSQyQEva8yHjsr5UAXqxYiqqwuY27L2vRNfj3qWtfYY7DKEyzQEQBrJKlnWhMBi7Ok4dLjV050FOQ+7Y3GS9ehJZSSHigSmrMEpEQ0BDSqHn1yDLBaKVC+g5ctbZBo0NJWmIKaimZccm6qqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqoAAGiknZIDVlg2hlMUXx7sPiYDahs1AnMOAAgECDsQkBhQWYGBprILLpHCqcltHdlSDxbMQEdAHEEEEykCBbJONL9Mh6mvNJVmLYp2IbJ6rkIhpKmMKRgsaUCQk3VBwqlvknFNC7KGReGfXWgaTFLxLlAXoN5xkx3M/+lSvdVutTv7almqnVOXbvei9JaTY4OBMXWd//uUwP+CGRSJEE93aIHxEWepvOCOaWFFmsO1OJlxAPMY4cThm9oGwZmKK2nr8m+aB7cpssBGmRckga4RpBuesjGRgM4YtxHhkJjYGPYICa84bhkyBtmT6M4edUJ3+7m93kZ9TR8dTHmJiaGs4BnhyFlGWMYbIaYd8jFhnMpgEy7Dzgy1NnhozQfQ5vGYJea2Khrc9iBlmOwgYERBtE+oCjOp1MYgI0gYDVDEMikwyAyTLoFMTj8McRlYlGXiWZ+TphtxGdAKABkbMD4MOZhFNmVhkYeHBhQsmagg/NKIVGy+knW17WOShrtSW0ixsBvRe8yRueoatXD6N79SxIc1Xxg97lUAYJRsbB/SkHSQZ4bxoUjEL5q5mUWRhJDmtgC6HRFpLVLusohCSTcl2uQiVD7+N870heNtG9cpgj5tkkyGLLlxrCtUnGoQ0pi9rInzY23d2HYVsUFBUiFKijS2UsLTkXVBEfaQgFbnIPhyZWcMQkJWF2lmOnFLpo2WX/9g//uUwP+CEuTTPU3iLfOuEWDB/3BoOGVyKcBk+ok4YluNwGuUH1RodRwEZAGe8mBOgLRhLpeWYG+PrGIJkgZkNYgwYegISH1rZH/6VGC2BGIj+mYoSmep7m9MnG2Qpm8cBARbTiQajRsGjB0QTaA+OayI/wNThAyNLiIz67DUgSOqAcwWazij7NPHgZEwUK5nYmmhiUYVTxtkRGYyWaNIp19KGBDGYqexlE1GkF+YyaZpMPmP0CYYGYIWJg1MmADYYtEJqApmGiYYYRZo5NGkSoZAGJoYXCAiGXiwYIDRcmtZ7nlv///7l+WX3M+b5/Oaw3h3dzOR32XjNxReZ49iGla6itxK7fptckrcrQ7fL/VflW9sF36VAABYkpSNg8GWiAwGdmJ3wUh3BVyYkmgJZMMAGQHG8aRoYYq5jg8IiGvhBM2jfoao8qiaTUgYLgMMLOOcMiPe/peRIN2YeUCR7gRYR06FB1HBoz7v7aTta9DioVjILDBKWjmKgTUXOXfp//uUwPOCD3SJOu3nALQGmWCF/vFZ32ChCP8H9/duTzaFlzg+XDX/T2f+gAP0NYwSXjIFh7EzWUqxNNNS/TP6zkcwtoMROoCOPXBuOPRqEX2H0xDG1EbmhnEHHSxGPLNGFxZmGpSGQaqGUo1GTQAGa6JmX4xGWRDmW5QmGJQmKYSmCgmGSQ9AoITKkkxWeZcWaYmdqMEqTpgQuvNN/PcCN4RBgc3iAtAFhIgEAWqIwQXBiSwdeG6VGcGEIM08I2MUwiQ3JZMk2KwwhkIRiXgxCEiViE4YsEXOZNY/n////43ShZBhjnoBKi5Agc9QWL7iBsi8fVfSBU0bbQAgEmNoGj2SbLE5qoiHE20B2gYOQ4w0HCZbk16QqBjVwjPgwMgacaFEQCQ4cZ3CgA7Q6ROhNZASwoCjaYltXbMm0jO5bd2RMpaoiSvh/05X6i6chNNeAQBSNZStkCcr9l+2WKDtJclOZ7Uui7yURyAk61d+Heswg64wpansCIrLx7ehF6Fx//uUwOoCD9CLO05vILM+FCIJ/ui4MX/45F4DFJOyMH3/ZljMWCI54ZNBdAM6mTNg0Dg0nMcAzMRIHBYGQVIAkVBI07Cx0D2yJ2AkQJMjO67E4bbdBZWsmQCFM6RWZXDj9AegUGBSjo0NASdG93R0KwRfJfhjK8JlInkDAptIGpYJyJkv+gkbirOy0EQOI18Nd1/////+xi9btR3pTurVYyDu29VR1o6K1W4lBgp6aN9aYgpqKZlxybqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqoAAGiSVZAD6uAkADKywTWzGNHYwAUHpPpGDB1EaC8q5ZUhCnyztQN+kGnHYOvF3lJJOqaJgLkftmTnI+xVlLNklpUk4ptBSmkbiTKqVmM+zVmjixJ/cocm4Ai7H3Kb5XjXwaJeSljPsDQkISFNtesAn3qaBDGp1BAACQNKjlLzOnDOQ3S6OpMUZO5DIL0SYw6Q89Ms//uUwPiCEVyJNO5rBTJbIWcpvAn+oIDTIVhQsxmMATMJFB/jDVwywxEgQpMCnCdzCXgG8wjENwMJmBDjD8wo4wAMICMH9BtTAWgBgwIEJAPWHs75tzsMZMgjo0EJgKGDS8pNXaow6rTIonNaHc1+EDRaWDJca4OxkJXmPiscOKgQbTHi/MeFYYHRjVpmDTYZzOBqs6Gox6YMXBw4JgJFGK1gSN4wAjzMwOMOBs14pzGADNtHM0iIjGjtM9hUy7SDIjwMdBowoETPglEgZAnOYf/46/y6OxVVLaqyGFFoGKLOhA8wkJI7MhycYNIV1iqvU92XnZdjUKu6qVVFZGc191S7q8inqs44gBNd21IAFFgSVZADpfY3lhOMuMqQOG0p3cFAxNkEBAAxm6BJpqKSpkxlMS8bfJiNIehhkDKnU2Uk0dOxxYFfll0Xfh9FnMhZM/zCHzdV9LbYGCsofFqVBFW9ddnT/qCvg7jEIbcZkwWKazMUpv//4XMtI+ln9/lF//uUwP+CDwCHPU3nAjRPMGBJ/hYxJpLijbLf/owKmAUFhoAJjSBukCdGL0JWYaQXZlWCvnQNYaAsRgsiGG2qZCNJiWamgCkYHFhkMMmABSYtFZhIwGEBkg+B4QjcAQhT02fxwcsqaRKBEaGLIFyS3gikN4U21gM+a1QMRBQBvsiRgCGARwqQW1LXBlYY+A2gAYBBxockRBphhmErZ3UjU5xpu6AGzTaNwAGSj0ByrIB3GWG7+/1///409LEpVN1rdHQYT1JObxzlM9WnK+FNBW+Xo9RUmH5Z5TfcPq52K+/w3vDv4Td76TmNbH/7jytew1hlXxJRwIRnGgADtID7tinMr0PUyfbMjDAXvNaVyQyTQfjP1wPqG8+e5zCODO+Tk3oRjGT5Mou4xi+zJxAMwx4wE2TEI0McnE0KNzxQTTJAQoMIpCo04tAohGocmfOmNNGRyjzYejmbNDBUCjzViTQizHkAVLOCRBSs05wIBhgJXhiA40oBwpYqNDXB5kYk//uUwO8CEASJO03rIDtepiRN7mRvgIDQNFkytBEkcZAimQMCgg2lKhohtDoc8MGwCMUG8DFzoWDwWSGUFTi3Uro0q6jlyF3iwAHAYwCi4GKwha5k6ha4YzqKjmFWjJZhtgLydC3SczI2ci5gbQYYdh9+Z9QkeS1wZmtYY6GgapNAbXx8Yvu2ZggeZaDuZFFcZlAiUA2ZbEKYgiqYWggYrkmYHBACQsMSReOIlN/YMa1MAbMhsPW8NNECFh3wwBnmQFnFWnMPmBIGaOg6qDogFcmnAmWIgJ4Y0EdcAEDzEDjoHlKDLijexzLMBGRMakMYBNHKOihMnEM4Lee9/0+eGziTBUFyFqXp0KY3s////qRVAOSUrIAdoGpgBagxkkJhiElry/ayUYi0awYvEcPhXEAL4WbMchzHwmk23HZMolgcRxD8YNMpmmKXtczGQxClrB7q6xclSi2BtIaeZjiNBymqfi9Oh6ONATRbNfp0/inyDN0X2AACWIHGFRUYsENB//uUwPiDFyyJFm9zRUMfEWHJ/ui4g1OWnln4SdH5JZnIO+GFO7icRrXZmxh7mugEkYlI5BmTKSGdkHoYYQshibj9mCke8ZeBlBkKAFGAyEEYB4IZgnATmGMF8YiIMxhDA7mAmFkZuRmJD5udacium+q52EkZPDmrnBgz4bcMnTGxiCKM1RyS+bSMmlppjI+ZSLHFnoYMmhrByhooqYgJmth5qhKcQGgp2Eg0FCYObDEwAz4WMJIAMFGcOAEDTCAcWPyEjMuITDQlcFnv8///Xv4hnsxR5dFT651KhM1TcXJyLM0HopHms6PhOJcqGpmZ+gUCeSBSkZHSIqS//3oAJJJEjB1NLAUcmsG6LHY01KjAJdMAFksmM8nxeEdntoBRkAEeTDkB+BaFWrBrTBhEJcCOTCmuLStOKrhSDB37ZOupgU8qsiw0ZhLdZM7LWonFn4uT7ttPeBxWkKYNAae+9E/7Tlwll3EfbP//mou16RrLXHknMeVL/9B0XxGAZoAZ//uUwO0CDHyHQO3l4TPPImGN7ZpoJGkFQxp9LFpyZr0rVmMHjbxiH5XnX0sAelpPxBWQaBKxhpcjvGTKDQaoJAJhTAfmk6qEZByF5kICUGF0F0YRAJ5j3E6mEgSuYQBDhiCBzmIkGMDgpzCHCvMEEUEwGQNzByCAOqRz0Q46qPF10zsIOEbTW2wGZBhQses5mELoqHmAzpmzUZBEDMKPfptNKNLICszMEoxC5MkITGywKmpsKoC3Q1UxMBujX481cHMLXjkHA0UrNxiB1KGRdBHCCTVTzEMc5AdDlrg80VYLMVQ8ar2vhZZL0qHyYNyB/NUHAmziF7YuDtsAHoNts/M5XEljD9cXNP8NUx3kizPhH5MfMTIxfC3DEtBTMO9sszQBkDOuCpNn1I1ORzphxMSpcyKDzqClNQnIBQEZODzmaiuZACocNTIQ4FUAawBAKQRi0SmClgqsZWOZ5qCzpoYQXjmaZnAXmoRGABmEjAq4cMMJNwrECuIyxcyhAVgj//uUwPaCD1yJPO5nBnO0EWDB/2y4z81YEwgguuj6W8MkAe9M4syYIEZVKiqBiJqSJgDIGyWre/7d9TT6L8HvoF0LKNmWjLs0iqpf//1ORg/N1438gsyjVc0cFQxfPQz4RUMNTeWo4esO2GAd6Gvm40xGSloGKTGHkxcZDkQ8Ufwk2biipxbodwwADBFsmdBCEamIGCaHYcGVnAyEsC4JENCoCpAsEASLddo69lpJFo0tngNAGpFQRbAWEkWhJQAseeRCpk0sW6c9TCdS9BRITCgXQFhGGoEYMQMRNKB8DN6akK0ITEFNRTMuOTcAA/7A6UkqTFeExMUIMowYRfTKFKFMgEKcxsQnDC5D6O6vDCSsydwMx9Taog3lSMOGDmjUzJtM6jDNVgygVMdJDUJNAI42Ra0LoncKTNHA+dvgKRa8PDny6DWi9AJsADiA4UOQ5mQANnFwhIgtJIDZCcdQSIoA0CBf4GjAtYHDhR5nKN5oPhxSQpcQRqQI4kO7//////uUwPgDl6yNEE9zSwJakORN3eCi//1+t8x/7nPpe9+vlc1r/yy1lhjqtjzWOfLOP73+u/nr/w3c90zMCi7+g7qmBb9VgsSUZIwf8oDjRmxAEHiICY4IBtJlCRkAgsTMAdIAQoDVG1FGdokHLqVSCgViruzbvKwh8BJWiBKPqsKlrEV5tYg6gWMhLUEdNM96IEQSOQ5cPtMUrj80JCScCGlpBo7tILINS91YAC3g9A57/+q23b6C1LXpuezqnPMTuGPKAkszSfBbu0fSmIKaimZccm6qqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqoCDEm5cNX5+Q46WaDhGWjMSQrg2HFqzINCVMaMw8zgjMDGvM4MbgLgwLSWDy9+BaaNgVsBogogph0rGfmaYwMJskPGixQaTKBFDjEgkM2xVNwSeZjkWmACwYvNmZjhy6QYb7Gg1xgJqZI1GftZjAUbMkm1Kw+2GPrpqo8ZCngwONLRTbg4QlZj4uPDhpsadKQiiAbu//uUwP+CGIUHGm9vJwobG+cprDW+lmoExl64ZKPD0gRPBqMYauDGmiphjYZaPmXhQOGka6TvP5/5b5rL//X5/+v/P9fljj+Vr+3MrZo6ucu11stICl37G7/0VLc9DanAMeVbs0rSjDKYGzM8YN8yJQizI2KmMBAacwQRkDDzEJMFcN4wAxszIBDHMiRDJmk1AbNDvD7z41yqMvLTSQ8UOxCWGiJRxUoY2uB5cLQDaITQhTO5zvhxkiYCSdAUVUplRQDJGJPhmozKo0JkFOCIGaYyaogBthKFEwYIJD1gDJCWkY8YFRhjThlTgrIZIZIwZUoY1UDxpqABA0N2bMwBEYJ5qL67fjVFLKVtENUABFiSTZAAaIVwcRok4AqSM0CAqwNML/uCvxkyVqgSuKBmKo0RZsnvO1C/O9uU7cPuMvlBpbQt4F/ghBopJXI8l6ibEZpaZm9TOaEqYdS4OlnMxmVxfk3Gm+keva/92KVxajq1vkjBvTSGJhIZsCRgsHGb//uUwP+Dm7jVCC9zaxK1kWJJ7elYE4ZsAZjk9mZwWYWAhjYlN0MUA8w0DwgWEQ3SfMCBMGgQlbA1D7qVDERZpwwYoLDIDFMQqCaQ4RE4pZMgXGDSzQY4FD1SxU2KDGYgNH0kHUYRSBhAgABIgyol8qUawViVIYq4Y4mqwQLJl40zSzo2wDy1OOf/////o5IoPgkhWmbeTVMLOWzxPUn85xIhIIo84ee40fYIFEHwHA4eeK2XJBT3HLROi7XGukvtGX1JiCmopmXHJuqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqoAYAIEaBtE2aoLmZLsSNA1Il5jYZVECRQWTGiKGGIK2EyVN2MIAM0ua5LEXIRtCzoK5NiZGCcrEcxlIcQtPi2KRL6USaJ+fygXEyAU6ngqtBm8BmPUMgUQX5alhFcaFASMukkf/+lyTA+ICAsSb2Isu/oOz1k1DO6C6ExKtEJMjVKCzKaCaAxH8orNIcJzzWcjT4xG//uUwO8CjISJQUxl4bLxKOWdzKH/4RLMJhNMzG0RNEwfEaTMfeMgzFjAmAwQ0RcMNSBuzCugd8w4MEXMINBSDBiwHQwn8ClMAkAgzBAAewwjMEXMAXBZTADHOV8swBtTFYrMUHs0DkDsIrNBUg3WAjXTMONH09bgzQYgMm7EwU1zijlMQwc3yuzaelOVkExw0wu6TK5SMtsA1fqDELvOssU04FzQKBOPHwzd2zBqdNhAIwq5Tc6bNXW0wW3TcSRM5g8Lqw10CVEgcT3/wz1cw13C9aGMLmWxBqeh8MKchO72pzMlrCxznHKQU2rE2JNQCA3IO3hCoWNRjU9V3XhxSWB1JYa4RRnYjJ8FEVEr3XzaCgGkAmSAHoigFoVXjXCMQUwKjhINZFHlLVToDIAI66SgJFlnVKW3dt1x8NZcmSFHVhc0ikDsH6mVSLCzq8uC+nIKUMBsVxBGSPk7DmcjxPpiMdgOQTU3D0MAYAUFUxJv+hOi2kXpalg8VHAyu8Pp//uUwP+CDkiJOO3p4XR7M9+B/g5oAAQCkAGWNg0LKzOD/MXqsOG4JEgNDJgAyGmSOJGEwSFQcoDEoKCoQFiMMA4xGAkCRgYHDX5c4DLGjCNenKgaCQJHMEdLUBCgF4dBS9IQlAkA4qMgSMo0CICI1BxFZHCBECCmo1CMGPIiOr6Lo4lBCCNXRlIoOE5BAOYhxhMk2qMp4anguoCCp3WpKXc3qzJcqE2i66l4dVQUQHhOODZcU2/Z82M3EjThXU6gpqLexlqt6c9WK0z5/PR2dfhnttScmN2Xdn+RPX++u9Cwvj6PUxBTUWqqqqoAAKgCVZAD+FOJEqooiGdWHcFkERkNlpMjfNUzN48vFprlIicSvaUW9fByCaocPFPtpzr5ntLQrEenoj9EEqkXiEr54n2/J8ThDE+pibF1Os71YcCILkZg6gBKSVeffaRYKOeASxkLF1hxxtxSgFXw5nC6qASQm3Ym3N9garma5eSBjdkToowERMYgAABOgMXGIIHO//uUwOyCDgiJPO1l4fM0KWUpzLH+EG6EoJSBY0UMIGAVnQscipxQHzKbMZ/ZiAwKnGwgBsioUIwwYRfB5TTRY4yWjgsAgRrqgBlJxLgyZW6GKIKHG+aF0AcEYQZljmUUYSIosl+Y4gMWVIQmkJBdYFGmSYgwflwRdASm9j///1//qkB+/iWf3vuL9ZrFT7CQAwXTUyqtNnMhauepFk2knq8er5kWu3eznl2/xaeLBjqeSd4xuLjAY53bxtiVZYt6zRJHTx036Y4D2Oz0TEFNRTMuOTeqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqoAAHSSjJGDPfBuAacWZAsJMDBEzCFQoIzLsAUI86xrC9C8auY8hk12fl7uLcGgS/a70rBO2yFM59mzp2xubZOzSJp1FgK+rhKEqXuuyxn6TT6R5dipwQLU3RVSOTRR3UGT0RrQEhSgpQeD//t0+v7Jo7aXKFQ9iaHL0rK+OtBH7Ka9qTu4zYs1ho/ZMY+IXTHshVUx//uUwP+ADoCJPUzl4/NcKWd1rL3+xMUKMT6GVzGyRygxAAZUMRqC6TEAABwWFHjCqQiEBCv5gBQCMDhIswRgO3MHjAijAuwCY3rEDPAMNuLo3EazSxgMFMM/ULTISGNwdszW3ThCBOiSM2pBRC5ha/HUGQaZT5l0eGCS+YTMhvQrHlQSSEE0MBTiR3NYhM1KdDY4rNehA4ovzLALNRBko+hsUqGiFQblGYYXwSFzjK2NYLozGCjUhBMvlY0i2TGoUMDII1tFAsSDIgNHgxF62f/zWXdzmypf/3pXtXM8uTbuy8NDNVPY1RjuDMjO11og/IvOnTK7tUkslX3P70G2bgYhPdu42f2GagAFLQDg4pDK0YTvYk9R0MCsSVHFvYzNHDB41ZlJlNFEwkLbEkQdI3lEaUPWKMBVa5pZ9mC8807E9kvms2IW38aSQUqc9OlpLtQzGIeUzZWnKsAuZ3GhqU23ZW4/bbPE+cvhENO+qgHIXW3am7+n84eMnN7TETBU//uUwP+CEGEPOU00XDQRLWAB/g35VUCNyiyVAEpRW1Ruf7A4QtMoHiEgMCBxJ9BJIMjRhwWFQQwgRDCoxsgMgPjPw0xETYAMhJgIsa8EZAobIEZI+DCxhxQIGBAIHIy7xlQIQ0RAgJiywY0BSaNuOMEiQqMSKMQjRNDFg4UFkDTx0GIwyLzXBoQ8K7wgYRCgSDVwvFIJWARC18AgIpiOwwwUzh2b//////5x0Np70rbSyEdviIdWmICVo5MSjSGTTkcqQLtRS5OxOLvrKr3zqGuYzXyimoQ1fi6l5wi2Vnuxy81JMQU1FMy45N4AAOtg14/YzFXRuMvQi4z4SWzFMQWMi0L0zlAaDDFCcMGgjsxGiMDC8DaMUsrcwKRgDBXC3MFMQ0wPxETBHB1MDQJwCAzAYJsHADAQM0mDtLJAIG89ppMc0BAzqk/YE2Qk1/URmTJjDLgTGrjGCzCrEfTEflwGhHtjO+nIQpiSpmg4gCCTAGsjHAzLXllglYODBQmb//uUwPEAD6SLKm7vARMiqWg1vSX+mwYE4EXQyUKmDZwxUgPDDFEAQFQPa9rvP////dK6Tm18G6EadUnKZzWyRmMmm71uy2VkId1p7XPrq1RqjQMurRJDAQQ7kwCIEeMV1AjDDKCTuepTSgVzBfEDjptjr1KzSc1Q7czH1EjGg1DIAZAc6wFKoxNQEKg6QAyZaBka7WGAxpue4YaJePFT2tTXoiRueJGZRgZuIicdM2b5aaYEOqDfkzAnzNujIJAY6IKQ8MMKoNIpMDkMaHLpBQaZUUEWgqAKgEDHDVhgdWA1kFFjHjjjgxmeZcebsaKNRwZBFEn/9bSV6iDh/7Pbb////+8AAAgQAJGDwRzkRzHGOxg4wAythhdphK6FDlrJOOsxIkosjac6RQlLOzxw0E9YiEulc9c/0cNVQDhPIfQ/GUt6jRdc1UjUcrKhqIThPZXA6HSleaK1RJc7//dHHvcLAS4KzGLj/+gQBIkbJq1/hkzLRkMnhjoFZhUTZiYT//uUwP+DmglHEG9oU0LLEWIJ/uhwRkaJpj4KZgqFRgcDRiaRhg6TIoExhmBxKHpg2DAkC5gaGA02MumiqYjJj1BFhcdHRLSVrBgFEBAgBpMYwy0ggIGQAjxhEU2QKAh0ALGdUM2NwUnbBhIXFCDA4E1ySEg1hDdDBADEjgHAKINbNpkuIZTJxhEV5iDFrq/P/////zqyxJEnRwa+frFTrR9AJxXfHWUFeboOmIoahKiGWTt6Oj6u0Lq3q9ei9SSW4nD1YmW0dtG8lecvXfzzi6MkLmlzPYjtE1YmIKaimZccm9VVVVVVVVVVVVUCD55q1OlwtQ2xF6jS3E5MpUHkymxzTFMJuM24gIwfxojCEOTMTQI00ohkj8Rejh1RDQdVzFI8DDwCTUkyTfBc4sKMeKjbJIBapqAAaUKHYpg2mnLV4OXwCMHImpmACaihmNKRyJqZQYGpEptZyOGxppMakihQXAQIYcqmGDBiYcZQBGoMpppYbUYGdJQ9YmlJAOTy//uUwPOCDMCHPU1l4XNsqWSd3LH+7ppSCZWxGGEhmAmaEugU6NsiBrFNEQjoW0x1XMJDGGQd8W/VatEXeg71I3/93mbtiVIMoXl/Y6wwDQCCiczasRtMaWD9DB6gcMwysDeMGSETzFtwmgwFoD+PAmGMpECOC4SN0yLONhcIiCMBR/NplsMCSWMYRWMJiQMFApMBB0MKPOMUEDkyFk6xIxoI5rocFiRALCjeCDggzNKAGSM0KAjUBsTfqTHCztQDAlTSn2lgHKZKSIRJiRBqwBmA4Y1MwvNArHmYXbg4kc0GNNgQHMeWNq7N4fC4UwUkRgDCBggahTON//DzgyEAXEgqB//7f2////cqAOACZIwfHifAQeamOAhCUKJhglLvFVKNBzCinILNERdTEtC1yeW2oFCkwEJLrsofu+oM7ztQM1Nqj2LyabDKlM+4DjMRcK/DLFYDU7UceGaiTEl/y163PYEuJ+lSMzVSZWNQRUBknv/RPbOe/skd2u18hGBq//uUwP+DmYCLCi93akL0kWIJ/ujgDjGSYMsJvKNJi4IpdbI0+OAIN2oP4k45iojhMaMru4OaZjsNmu0aZ3GL4FCNEQ0AgSMeHkhCBYEIiEBgwRhwcDGS/pdsRlixZfMDAlqjCGWSpeIhUlAYql+YZbxMPV+sCIgoSOAM9UdpTJMBq4ujAIVJV0FiwqDDa42IM3Y0wVFxnaGzEFaVrgAR2YhCP//////y10+z1EW+P18Z7DX0u5FZNJJSKQalbpCtJakoprMkEIMtmIVTBCug8IqreOy24VkPtVCDVQdFlMQU1FMy45N6qqqqqqoAAONg3A3ajAsMyMfUAcwugYjCSGSMDoBQWOLMZQLswEYNmajQvI4CjEsIxnEM3JhpxMlDTLhAxAABBSJSAGjAg/MZBgSDgpcGhtcEKAKSHnAtkosICwUSIzVfIoDBRAAQCmAIjcC7gwgCkBjAVEZY+qlANEM0kSZddP8wjQVIbiBgjBQU4ARoI4QQcMk4/+v///////uUwPACELDrNu00XDLkKOSNzKX7//H94f+/7v9d//xs2anLn5UusbOGFJyznnc7JJd4yZdmYjf7wH+T1AffT2R9QeMig5jilBGRwLoYcApJkthzmI2EsHCkGDaA+YVoBZhJAHmC+DWYSYlBmDB8sZlIYZDBTIybMzVstYYIcNSDHAxCXAAIzpRGEXA1J20DGApyzy8zBBEQzDHKDkAKtOhpIGKB1hXaKxE4vYloAUD303jMIKNTnWQgkBxQaRBCIxAGIiOpwVDDZWJu4d//oPhpxYFFGiIbPOy9IcMWuu2GlTMgKJiCmotVVVUDDUWx2Qy/EFrMVWCSzBhxlwxdwIHMSnAVjDixE0wUwTWJbiNTSqMETgN7wDMgXUOGi8NAw9M24KMAyHMHUgOJmzGS43WsNrZTUwA0huO+MzKD8SZjmDo4BLMezzfCw5g+NmDzMUE6BxM8AjWzU2umCHuLmUDxukca4OGsjpqyIbuaDIkFWcyEAMrcDOWRDiFFUBcB//uUwP+Dl/jnGm9vJ1qQkSON7WFYwZ8akemTQJsbgSDBwMEbcXEhYIzI3QSMpIzWBUFJRZGBM7xP0FambaVuDook8XS5Zt1Cyoqkmu5WJdtrGbNOG1u008WEjBoNjlmGQHYf0XFGEugyk1MZzjA2Ux5SMzeRNgwYBgo8gTGqLDK2o6Z4oqEJArV4CQR6UuAhwUvWCLdqVA4gMBSDhaxmEpupTCIZniPrXYasM4QqZAghp0a4HSTU6WMiIgGWGVnp1YnfZCoGzZu8e5//Q9I9pgLqa5BgZWJGQ2QMLZeaX7kJiCmopmXHJuqqqqoA4AIcjB5r+HsBCYNFJisCoNGNiUYoDZhMfAIVP0DQUNCoChklAIOB5gABsEWwTAIIAJYAAFADVXaYauhfCyEDGctWVRctC15WnJxPwmlQwgiAKCBV7c2Gq/WFVIjtXQSt0UXSgC4NlzABEAF7tTT3nEvCKASgJsjf+v+v68ifkq5UzZ8lGH7rnoaegLfnt5AuYCRW//uUwP+DmwiPCC/3ZsIckSSN7eQaziZJd1dZ+2/t+2IaVRSCCSk3Ek3vsDD8kwonYuKAAiFUUzBw8CDZAAjoArGoCIAKieQtiOAKwpUAVNYYLOsJYoLErwr2KAACAZa1hDvsegxayu0v2o1Vnu4ouv5zmONicprzqNPUcYtHRQFCA1ksrVsIg6KuqMATSVKAD5DE4ncvnv+n2emqjbUsVEv4oE9sI+jKhpChJxxUmlD/dpjJJfZoc8V0odyCEEv57KoJzjBASQqHS1xiERMQU1FMy45N6qqqqqqqqqqqqqqqqqqqqqqqqqqqqqoAABgCVfsDvRdjPEXCIHDBsLjHgZDAANTBURDBQNRIEDAwEQ4DhwElBSgAFgXpIqPAxNRNGlhAYs5nBRGCAuyRaQqaSZTMHhZzIFHGuLAuWoDGY9D7ejgGfKgTEaez19ndd1ekMJEqjZQXvct+mIs6ZWNIAthzj3/9171beXJkVGxisvoGBKlhsdWas6NtVNJJLROI//uUwP+AFEU3MO403HKoqOh1uSePIVMi5w/d7papzEG4bAB11lqJJUtgOlT9MQB6BAdAIXQgL0TjBgJDCcBR4PAIB4sDAGBMwZB4SAxBOKgGCgZeE2dLIlvHJHTlmUBMvLnI1LmRSASB064SZrtydHWH3nLBQ5yAkwgQtMylQIqJElq23CHF/UOjU3+C41hYhEVhhooCOuZmQMmEJEQ291//////f8L9e7+7vhKL5HzVSxqQyobTVF4LwiIRhtg6OtmGmZJishQEJ0tG1zrWyffhv8v5R32+PrNVdUmIKaimZccm9VVVVVVVVVUBYAIkjBvt6aYsp2GQhhgATZICgycNxLXjQqJBi5kaSwFjIGGACGUUaeoChpLQsArGZO3NY6lRd5PumW4y5OZuzNGspIqvdhjbdEZ3Vi7ZXhfSQLCoDU70NxECtHSVbg19WwaCC+SjyLANELuQIn/9szU75j6rt/Br/dK7kegvMQRJYbM2sw6i0OojhNMxjEBuk5rv//uUwP+CFIErL07hrdrdqOZp3CX/P+/12Qffm+TP3SAAAGxgy8ZZ0Ms8EiDCzg70w0ACbMFbDLTE1RF0wQQAyMFmAWzDlwMUwVwI+MIAAYDAcglQ84qBd6Y1EGxJJNUmhIxuyscgoHmypILGjkBt7qF3gM0TJwsADyXYO+AE/DzIYmLmkNZpQgFg80gMPuEQAkmbhZiB2acCmEJwBGTABYmQjQTIz8rMMFQasAaXM/bDYykDFtgO5LAybUBw4DBQwAaAGmRgakGBzGYIBYOsgHZgOifBYmICGqX+qvr/9JBdaRmbzxeSTOMYltBC6JtorUarnHWkcM2QQPLSMHCaFDQwEkhUw0ys/6f+Q0oAIABEbBxCsmXg6AA8YTCYOBEMmBwkYEAwJAsYCgJQ6OQmvREriNKEIYr0AxSsA/D8Hg/IKojiRU5fSdqBNNJ+F0Ta9GnlOhpK+e7xlmUBOKoovh+JUsjhagHcJgOE7////2d7WUz9SXYvKEDpSB9tFgrl//uUwP+CE+E/MO3A3DuyoyGN/dF4JHrFAABfqDRhpmMtsTI0UA8DASEAMDkgMxhDTjCuApMwcy4xwyHDEID8AxKxglDMn/ah+aATPBqTOZy7HHsRnYedIaiA4MaUzjBMxMxMWKwDLOeLBgwQMSwIDCANNmAEE0gA2TFoAFwGWhfA6cs6Tswpo2ZQ0YwHNww2Y1GZsGbGCZ4AJMwMFEsZwxhlCRqygYTOMjcUEnQgobIAFTwMFBU0HFBoBDH//////1+fV7lzfbfP/L8NS+vXqW+16D5dK/zo/wufOz/b+FLMay7Uu2q2G8d8yxr/v7268Y4VMx6EHRvW3QAAIiDQUTMsxNQOaMSgBxTB6Q9MwB4H0MA3BlzCPARsweQElMC8gJEGhlZgYQcgMk4maQsmzm5w6UFxcBCpx3GakcmVBRggsaghD5qeBCUNzCCQlaITplbBjAwBJmMcHninMInlSmkKkRk+J0wqgkSmPbHkBiAwblQNijOCzCiTarAXANKf//uUwO8CDsjpOO49rfOFo2JN7elZHyIkPLMGPKA54gPNWpBKUtgYsOckKZcqDlRgxqWqtF7/V5hYVFiiToJgYnQxLGJlEqb2aqP//+gRoGc+KORhJgi2YxAEcmELA8B8t9Hk1SeoJhqYmny1MY1uxrkgG24iYGGhjOGGKj2YSRZrdMGIR+Z0FZgETmkBcfAuYMAdIUZhWaxqI+RlQ5rr5jX5gKKgZ2mBwkZ0hJlM4C6M7NQ8AR0EyDZjAUjEKMGqSwoBQc2JQwDYVTHWaGuDnAOmPYGRKiMyZuqDqhlbALAiIUDEZGiKFJo3CBTwtlvb/9+0y4JEh5o6GQLOMgU1re1Kn7kjFQAANYDEtV1MawRswhnzKpnMNisy8KjMgUONiIyoMDMJDAyINFg4wqYxUemLiCYKEo83TAIcMBI7jwWaZISMpkJI4GOQFHAGECBTHRJUUHzFjBqoIEdwxjjKKYkOFB4IlYZB6RBdY2wDHLT6QbS9ATye5gMoCFAWkEog//uUwPiDl8CLEG/vR0LhEaIN/mhwCVeILPmAGDR0SjEKAwD4MofRyHcfyHH/h+NxuNxuNxuXyykpKSkpKSksU+eeebluW5bvu5DkYllJYsUmresKSkpLFikp6enlcrjcbjdPGIxGIxDEORiMSyH43G5XG6eV09PLKSWUlJSUlJSU9PT09PT09PbpLGAIKlckjbu24UBIkZmZI0SCgrf2ojjzMzM1VVXnDs/7VX/mZmZma9VVVVc4lVVVU8zMzMzVVVVVVMzMkSJEiSJEiRIkSJEjSJFGQUFCgoKCgkFBXY/kd9v//8FBQUGCkxVMQU1FMy45N1VVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVV//uUwPKAHh1LHG9zIYF5nGx0MxgnVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVMQU1FMy45N1VVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVV//uUwP+DwAABpAAAACAAADSAAAAEVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVV">> <<cacheaudio "march" 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v0Mgs3qsV3VxwqxrHL//////////////////PdnLXcu5Svf/BtbEKiASExZTGxNiZpEnE2UCk2QdIQvESpKAYxIUzPFQLgAKVUQMzJox0FqY6i24amqdJdJJWpZZiV54X7qwwwtL5MpuitYjCNGghgTjL0VlLAYKAUECHYyxFB6MoLKkidNInFhK4HQboWbdt73j5MvVD8gh93G3i0DurTug7LaxRzWDt/YorEehjkiZTIphvZ6GIEf9PhljuNfgdr1+kq08rlT/U2FmQuBYi7nOxyB5ZDlJaxlMLf+1LbdPKZiIyibo5+kwi9NGYnPdkUN3txiCIEdeLwa1yGLs3JLuFWnp32f+KzUzhVlcfnq1NLIhRxvk9UxxpeUmrC63bl9JFLNjCUW+9w5r8Mr2/52zq1r/BIXHg/Gf1DxOdHmnQjZIRmLlGmR9NU+XEKjojZOMkw1ASRAAjmB6Z5TPghcA8GTmBAjCZKIh4YVFFtzBLXePBk82enAHLrakoAk7cR2XkFAJp2BllU8vK6rAvpsoMEvCSCAQXa+h6vduzgv4/qqruwxGlhjGlVUXWd11J9yqGOQ9KXLtxOT/++BEyYAIxGzU/mdAAQoMy0/M6BIijbNVuawABB2zK381gAAwuHIdzu2Z2BXen4NlUqldG4NPRyiLyyrJZbKYTAcRnr9JXlVx+s8b0G14xIpRTzkrs8s4xt/5XKJRO6e2J0sjjsqrWsbGd6fjMFx2e1lf5UoLEjf+NyyMap/7N0mctnrudahoqe3fwlsnuvVK7NncMVo1TSy/S4v/N3dRSi52tz8q9W9H/xMsylqjv8uVXsUqcNc31rsT6UVokLjtIlyqAPPjgYD3gueMCGBpY5g1JslAjhoFQm3AUNkgYKe5AUNWLMlx1LBYo08AiUCZGs9bAhAyhYdgqwzTAKhuzglUKOriuK3RsKEpnAXFGYtKIfcFh84117HmZpDDaq0sGgBu7uPFK2ku7EYzDkanYBlrjs/WK+zHIckeCqsJgF9JyHojFWnS6HolDj9XOPq4U1TZwmRU1iK24tCpJTTMzhWlU9EcYtRv1SOXEotT0sMw67TIo8/0LxuRXVJ8qlUuk0/jAkRd2emLEwrE5U0up91mvDTO9Dlb5vGy2OAotTRGMPDhYj1a/dvX5DZkN+tQXLEZysZ1Ku8f7rXdfupql5/qoV/7mdKWZMyS7O7O7Qsvk1nCqem5owAcNMApMuqVeQCzHlGRHEGGPConCNIaUQTDwFzloCTMnHWBii7pbttwwLK0OQVAoO1JDBDxnLEUhVbmgCOwqJbQ6lh7mw63aCXEcxE6KWHAVcrbB8wtGUNCbSBm6vk/UhzbSOP+8NLK82WMScmDY7D6t8PwVx/ZY1xYXkRlsdvV4fee47s7L3Cx7KozK4lyPv7Kq9ePS6rbqxnnIk9VSeuymgYlBUupYTLp2MwzHoCppq1lNVq3a9qtFnso6GMZuTD0opphh09SxJ/n5jtqxfobGOso7Es4tHYYp7Eanq3N2b8VsTkT1SVMKXkg1LJXXSpoqBU/+upWo5tb53l8t4ZXLQ/S5WvsaOmLTNuLED3izHgiaixsDAAhaCsgkXMELJhAIGIhgwqPFExxK7JG5IJFyCwgQNJ4LuJiKGLCJNtfWw88VRHdN32Gw3D67GkRSghy41treb+sBrTNG0h1GXy552SWbUXwYjKoPmKCNaht34vOTFEzt34fin5xuAoDUpa01qmfiLRvmVeVy2Vy+G5vGIxeH7NW9S0NWnm70GyuLvxOZ2tTmExORu3cl+POV6bKjp4Act4YIoX9rUmVXeU3OTl+MSCnfxyJBGnchyH7XzmN+MP5NPzDTWnZnKKI/EbGUnnZjtSkw1YsX6li3rlP2xf5zPfanEHP9eln/B+D400ampmrdKUyqqHnMbG6kwsmaoUDx+dAAmOGxjoHWB04NIydJEOAYoL9BYXDgwRBCXJWTGOxRjknCOz/++BEogAIWWrY/msEATqw+p/N5ABjVbVN+awABOLD6b83gAHRDsY3BlbQMIgVAi/ky6iN0rbiuRN1Tuwpe19szzuGwxok+zBOhgsPRt32gqllDsxRMRUjJ3gZMlisPDbN3ccWam7USmGsFu0I2hPavDag81YXW/b/OMzyA5XD8qdy/bhurCIpEJbYaezBhjywKzSEwLE5yCYOgeIx+HYHtSuXQHVpsZupSWKkQhxx6l7lPKq1Hcmo3QyShhmmhETj9LZtPY7kjfiTRd+H8mVyMkdiQvhSS2V4vxH+RWLSqMyqHIdl0ZltNQzlSjj00/0ORSKTFBZmql6miGdjDm//uf8/L//////////L8csqu/p8Kmev/////////7Hbk5T2/zz1Tj3VVVUuiWkSCVjcZI4XE6Kz9xAUKBywzAcOYmFQkS4BGQcdTONaQSjCA6XhjUQBCFxjPBVUpE5yFxfFCIiMpc6TV4yvIOACSJDKBblNA67WnQZk3dPpnzC26xmBYJZS6Tgqbt+/qmV6Bl1Khbi7UPQFyWwLJJHDrWJJkvp05lymtvFAFudkbWWsyiCIRYj0ctR923+cl/px7bUt1Q25uDLVaDJqHY1AkQp7kReJ2ZZVkb8PxbbSVUce5NUNuU3XaeKi7Ytyulj9al7RRWRRmSNxi7Ln0mIenY1crRKls1ty3ClhmM7qvu+WMMymllkpvu9Bc5R28rss3hL+/XmJRDlbkppozqrKa1+rlar01NTf/I7mi7f4Yh4RBIQojHjnEFLkzmzr6RqJuGMRHGmQUAiafByqf6tmImINGSIFNPVTVQo2cEEgoFDYUBDCwoxwLlZggIFQMFAoTSReA8ZM9XzoItsLQnNIEIi6Zf7rmxpE5UyPwwJL0ae8Sc7ZYZeSCXbVMzEBDXVD7Kk7Gtq1okRdZUWkDdHCgRuzX1qxRok28UTl1pl8q3JvlL+wG/1ZvXcnG2cKij7OoFgWCnxgJ4pyM2KFuEA33ZelrL7bf55/pZuGHzb+LsWbJjEq0amvgqN53aF/n2tyrKNRuBYBrS2GH4gKLRutfemLYzN+W01a1W1hllWlWOOVWzAbySuNzNizS0DTqGZmb8ovztiMSWXWIdmpiOVaagt7xq47pcKtLGfxq//////////87zH8OYY/hv//////////6TL/x/HdSnzVeVhkvL9FhmdXtUosTRaEiH00Y3Ap0cNGg3WDkyYNBxhEEGIgYAi+FxYYRCxcIw4RTEIlMfgUEgow4JTGA8DuTsWQ6K4LbBQMSJjhhFpqCxZlhmgDKi3wiIRwRiEQbKwcC9DFgyILFl4FiJ2tIXeikX9TWb2QKCVZfdZgrqVroomhSJrtR1IBaG1iNtKtwXBV1xZUrdEFrMcdhVf/++BkTYAJPWpUfnMgAPfL+o/OZAAUEWFV3ZYAAhYz6v+wgAGMQRFMb9DBMaeuUQ5a48kSm3JeLB2m5taisKtSilvb/DK1TXKWHYYhvGxGIBlz+q5eiXy6STMSi+de1K69LTUE5OUMD09Z8+v/K6k3DMogFss1SWJXKn2adDu5DTWJp/nzv46dWXRmpKa8pqYTsjeClou0tudpLeqLesdfzuXcbrDz/7Q0nv/z7xICDHRD5NdUUiXMuVse2WKw2KZHgBABl6cGFYGJxkQRiQRBxdNApsKAIHBkLh4IBRlUZGXBVww+FC7ZIBgAYDD6BukdkZ3mg1kEjA5VqrCQAGCQEVohZhp+O38fDunbtNFsXOfl3uWGoEvM7QpYnHph37lHM29VYlLqSvBkpnos8sWnoZddy4IZ/M2ZbT5wqrye7y5b1Db8TDOW2fR7X7bSD5l3IpDTx18cs8q2rGdf/dqOyh3qWR6nafGKal0ppqHGM3Is72f4bz5vmeFb7O7Evx+zOY73r7mcVcmK0cNSeMxGMxKXTEdq0va6QeDI5hk6cY3V/Un3/6mzhO9LLQrFSKBHUe1E0wzBTNFOPmnKgFRNY0JHBgD0qpwiAk8n4ZBqVxiP9icPve8vajgXrV2MOJj1Mt5pmTIzcRwal11d66zUHc5WNetw6tOLYm693OPa716nOdaOKs4pnZXRwun1vYmv1mbQnWdZq1WnmrWvj0tLs99mV0d9rEy7bLbjvTNaUtWdvMz+M23pePDIbNoKMB95lSdoa61/lSivE3TOjv+lQnMZWI+qELpUULkq2mQDLQdRnas9P3COY0/IoOBwQiiAXCoNRQOSQPFg+D0aHKh6I4eh85PKxNU1xKzWvfzQk1CGs1rKGK/8fH1/371OQjCtxfEp1U1DcN7WldzyjQl01fx/ffDd+17V/x0yxDmrDDU+U3HvHTW/fMytKhUg1SiJd1dTJxBEEIDsjRQAbRnQGDC49oYwRjCO9CQuMnGhsrCo8rFD5JBsHo6Jh1M4t9AX2fLy5W6ik9zTplbnNLTtAup20EbVoPth067b4on6+tyuKtR//fs2zOh+Z/rWXXr2wu17Z78mdy1q981h3mpnuyaU2cpDWdgx3a7Wkzbt6tau6yus9a3z9satM2x5dV3XWWeDQ4UUyec827ZrbCh73xQYV6Y3eC7JSBCHhEwQHcIS4sBDBQQ8ZIUhibu2KuohOxIUgHoJYgBvG0RiZ75lAEk3JA7k2JJSw9LunRLLmvdc8Sziec46bqLqK5Sccej0+YtqR5E0PX0yp4rc63OtvbdrLadgSoSt+0y7+r7ZVp08BiafEqFt+7miQnw2fZYUZDdXmpJWYiSkAM6xoDh3aMmAo0qEy6IoaQoLjZMPMxiUZFj/++BkooAFGF3T/WWAAHiH2m+sLAApmh9D+c0ADF7BaL83oAEcWzGAlIgcYMAxEIjAT1N2hwXAgIACEhkS60QMBctFNMcMhqXg4OFixCDTmehQVDBnZE1QhfoHD3EGCKXw6AYOsK7UOLDvuPCWhoJETEqK6Wt5Q1rNiMOu6jmvQsR/EfmQwQy1oETZu0NW+NukzanhmVy2BErEZptuEbhyUsuikdaUz5Xl9/pfG6r8SuvR3270LUmXReH4LisQbgzq3PPtAr7w9PP/XoYzBkYoaWvypDbnwJJ8px4ZFV3VhNmV4SODYo0qzM3oZk1NJKaU2dQ1Vv52aF9IIcyUOw9j4qkgWEQ47ExLKKxVmeU7+yD5S/vL0pyprW9frLO5S4WO9//////////pM9WJHfzl+Nf61j/////////+OyqfwuS6mv3KammUErXndtktmF3PaKkcSZLkMYFR4OIkNd5v5khyIJowUtNWHDAjULBpmAC7JCCGGmQKgThVg0iRB4s04lhqpFlNSW01Ev60BpqoBgGl4rnHuVdYdNJxmhtiUyXKymkpKtypC2sqZMrikB2qCjhqpdwpZvLDu6v6/LDcUqWp+LSCApiXxGVxmCIjIGhdpIbhcBz7zVHVdxn1STPrPU8Rj0qqy3sRh3s/Ws1fgSxhIoapKWXRSSR6kqb1jjlQ18sctVv/HX4/z94c1Wtzt3HO/a1TcqS/G5E5u3D8jljt08il9PXp69XKSSWifa5Whp+tw9auwdzW9b/uX77///////////3c/zxzywzz3z//////////61QSrnkqZViMeJRWNVQziiTbiTZYJOEwhM5hLN8RbNCxUOXzbMEwrMrDZBwLGLiWg6fjS03TOgyDMcWQMPhmeIxUBExCBIyjFQoOBZp18GsUF7TbSXICSTZTM6At0YChbomLHyB4M4BlLDEKU7dkzUAak3Eyhk5Fth4YDHCpZgqihJEeahawQNCKxQYWW8dEwmzGDL9GIAoQAAEJ8aEjVdlkiQJUq9H6BwrR4JXWIRwaIrOkVD5EgkkW/TwMEpDijCWtIhQxppBZUt2pm1gHJGKQs5BxDmoIoJKUlVF7ZAE3FS9ZqrGsMhSoEYqtyo2hqvZkqovwcAAoyhL9uuoSmAmcWnZA1oVDU1JilCIMhT0lYrLmXr8hDdjGFkypVjJ2rlZW7bbKALLsQU6d/juWs+xSpNwXZ4mHGWvr4ht5oq3GvWcp+YMmp6H3MUejDWHAgdlL8vBG34uROxNSyjiEovRu/QXJjWf/////////7yxi9NQVALsRhc92Ww9LP/////////41Lo9c7ZpbVaA6Kd4KhLxUSqspoZG1Wo1WGiiSJkUDHEy2VQ1pnFxKJHI41NzICMNgSEpA5hX/++BE2oAMWYjM/ncgAY5RGa/OZAAnziFJ+cyABP3D6X87kAF9m1kADp0aGChpdOmFCGa7SRsEkA5c8EDxWCtQNxEDxkLGiSAyzMKROHUjBCL7iZJesOkRxEAicqmQJMcpN8BKDAiogMEbKqQIJRFCTHJCOQckZZBsgms+HUGYKACzKHJkwcoEGiGAwR0OQsyXXa2QMICxYrBkowOkSoOZjaaRIgCllMy1QkeRWGIGLFAQ8QEK2iCIhPImRgsAnsVQ5jggC2Q1ViL/pMu9Nlq1L2iseREXg/LZnXgOAmFo8o8u2hes0mBRmT0RSkC51zrQZhPJ9y6CE3UoS+bdmeNwWmjGw5u66FSN2ZzXS9V8yFNODYVElKIzF2VN3l1Z0ILld9rkPPzONJepucCK7Ww+6Z1lkLlw2qN7X6X8v15oS8EhgBuz5tZir+0dfKG4FzfSJxxyo1Dcbp7USwv//////////uA8TiOA/0AwQ2Rqr7sVgen//////////l0pwo6tNNU0Se7Ga4MRE3Gc8u9MypapFmGzIZWYMATpGyg4ZYER6UomJA4CgqxAwWPAgrAwYmTzYYGAY0ADFAWMaCU0UATDpXIilUR7cRhgUo4MEUXzgA5RAuGgcaRB6THBQ3SFsDZsjymC6LpIUmgEAmFNIHhxyG8tLuEhk+V2slXkWoS4iAAG699mP3oDh6RWn1bu0FAxHhAIwS9QV3/hyITFSjgZnUN0T6w7DVll796TDdfkLtTksvYcr07lRabcGEPPCt1UH1B5EhLWO9yp1TtPor9BGPl8rvXpZVZGsAuevAkxAlJK4dlTlqnafMqVrXkqmbbwWzunl9fVFC87dJZv7/C3MyuWurSxKX1uRnGY7q4y+ZZW48YjcXdy7Tw5Xp7m//+/+H//////////////8/f61/7/////////////DD8MPsYcpMCeMbYjLdYVHIsVQsT0KhkzAcFFdGRYCGGgUHCYwmD4LmKQKiEKwoDTFjH0azI1AjAYEQgCAgAjAoIzG4YBUGQ0oCxpFqhbEYiBdFWJSCFzNmpltDSKMohJRnSZaonZXTSv88paxDSGG3S8XQt1ibtOe9j6yBbRcxUDcAAFB6k5RQtotOjl2d6IxBLhQBIR1JuyzxujsOW8MjVsYm/zsySMv8/8mWPA80gDYnUT0lsH3GlsqTgazLcZuUV563VuYKnZ3Il3sTgdnbD37iO5qrSNbldFKZBQyuOUOOFucw3S1obYfA82ytt5tlcD0Lltzht79RRt7lBljXtUUs7Xz+zyau65jjU3vbJ4LZ288cl8Pw5N15zO3L7O/w3+eHf//w///////////mv3+u93+tf//////////rDWFjljDCkEVYray4mmmVnCd1M3WoH/++BkBoAJkWzVfnMgAR5xGo/PYAISeXdJ3ZQAAhOzqb+wgADBI5DbowMXAg0AWDIAzOtU00o2AxOmRxUYODINIxcMQkEZDoCJABCZMAV5g0IgFISzYYHgCihulGw+IQiA8xQBGEPAFrjQDNrUu62eEpkqAISErEmFcxBQcQhFulPlzQqEnkzKGnQZGimzUEBl2XfaSAES9zd1KYcWNEY667jtRl0psPw5LAkflvPAkMW+bshkGDS9vIlEZx6qV+4CaVHInAy7vjzDqWPMqgGkZVIqSeiVLI4flMOVYYgKGbV2VuzLXJkLKm4uKvphshaU+uL/O28UKlMBMut00PUsGUu5uxu/lnSvqnMymBXidmU5Qy+sYlMmlGvlspdeGpRM0WVegzs8pJp9Z61SWa8ZrUFNKc7Nzm9fjhvH93fu1f6C0VFP/F6CNLTnc6Y4ygS5SgyEQQCAIDJgRgOuKYcYG5gTgNGhaZsYtYkZhbgnGEcAwYB4NxgmAJkgEgiAUhufAQAhgFAFBAAAFAEz4gDBZkt2u2vyeSMl9FdR4DGlUstUyHqT6viza/mwLIRNxy1jk1Bai7V2F7IeTCTCdhxe9v453bFppjTF1rpZrVfX2koK83zC/fnKWB4/L8Wetba7uvAdM8rXbWe8rd2tyqyyU/DFLKrliQyB1NRu1KodsRytu7rtX+8ual2eGG+a/WfLNjGVxmioaXdNGsfx/PXP/eO88d3s7FWvf/9b5U+nr3KWTUNNKpdRymZtVs6a/+O+7z/fdZ/h//////////nrm9c/u//f//////////xreX188auGfKvEWZtWhDOloKMbwm5GUhYMQBgrQ0lCKgKCR9RRuU+udeNKvFdIfEgRAWIJBSpgwBYZsHQdD5DkORUcpIqIhQ62yA6EZYJD03xUVHNr05JtNU/0zFLk0vNZNKxo2rpZlSVqV2vvhoquSTRWtyto7k26n1qkTJNSeuq6mur2JRh5MC1LaqvtD9So4WZiyIFCRZPIfR07Tib+b13fO5lh4/Pa+7SpFTMuM6ybwMKHMXbOtSVsgJSlIRyQVAqEcVcAYAw0WEEPRaFJDlLDpvZuVtqok0UuihGdLOkkVKFgbNszNetcqqszds3NqvzUqULA2H1MXMr3SwzStf81//////Px1r///PXzVyp1QzXFsqdwdKq9RU/Lc8tIrKoHqKd5U5sqjadPWWmnfj0HopsYIZGPRi4KJC5WYI1peo8ooQ4ykfDQHQJI7CHewqJI74H43MTUnIEh6065qw8jymVF7Vkj9yy13N62sedtKnNlj3MvfEslrYr3Nm+ZutkNOptp0spvTG/N3dLd/Nzu/ayEaht2vC8Nq7duZxfTr4mHtz1yltdf01rtu+LXuDrChl7/++BkSYAEsGLQ/WFgAHPGCg+sIAFlqiE5+cwAQ78v5785ggglI+oGqqZVZnKXRADDRvsIsqZm8iPhgqFgmMhLx/tSXLfJ24IouOHB2IohByOcDBqQ3r/c8PN/ysfLseLOMcVcVADBva7S34ier44baWumkZ85Wqi5/eOx/LFVV4FXdoya/6/3+p4UC5f1S9/tdfewkF+htpKTyRAuDh1ZUeWZn+m0tWhjBINXlsxGATr4lHhqdTDScxhxWmShaZpCRg0TgoKGHQQDBipwi2DhwYNCI4EZaPBGANPAp1NQaJjzUzIE/kKQCf01TERNFhD6O8sIrco4ypvBEJ0AQBRtTJINxF2zCdKVjPW4LCJFpYKGtBUsZOvKOO6p1PtghMMwDAqBgydG1XrLmdT0y8u4GpMasokdM+zkyh7mMO42SGdQfk7TztLfSBIHklBKJQznKLTcSqXrsVdqExyGHfjd3eEXvPzDdLaoZXBM9LPprlJT2JixFJRTWJdSafbDOzXsd7l/KfHDHvOb1zKxjz9bx5+v5uWSynzxtYY8qTWP/S/+X/v94//5f//////////j+v/+f/f//////////+pT2Mcvv191bdknB6aKh2IpRIWfTV+GoQAA36HEgjrJYDhQYYECNJnUmBcRGNRACgoLBsBA8EDwx4BwEJDFQHAQNAIGBNBJUPw1N2pNF5eqxbS8IzASmzFqkcqs3XmwRq6umDutKX+hl+o4+jWWz4zM/BKYrCFPtYhmXtFdaSQintRuMP9FGpvMw2EQG+1exzlHDsnZDbll6Kyx8pbLoU47YIRKKeplTdnO1/pbN2gpdUGMehq/Zu1Y/ZvX9W6ms62e9Vv/luzXywxsb5ut2r+ua7rLPu8M88Nc/mP/z//////////lKwi46WQXEIFCIJEAD///5BIweIpRGCWVWBSEaCfS5TFsJhEA6szLeHQjrqAAQAoWJJhiI8CRkOAhZOMHAF8CQOYSIioAPCKdRVabSiwk0lVAEMicDgrrXqFILSLOJHlulSpZjoUQXlaSkjBimKQrAlyrodhcKcicqXw4VwYbao1Rdat0DyyUNieN7nKfa1SMelDwP7XrQS40Xk3HjlkVtwXJ8426EPyOT3ovbqwmE27le5EIhRNfeVl8LldqxCnCkcxG3J7PQ5KJmRxaYpX/lziRp+JfCXLp3fmpDGYpHpqYwoW4y+W2bfxvC3vF2M7VJWlmM5j3fdfjvn0tjONXJJLJjWXOY51bG9YZfvP/y///+//6/X81+v/////////9733OjtblGVXGm/oUgg6YEAiCekeDl1ZVumz2UhjBICVthQlpPSbuYK9NMGRCBAAdKoMBQwKDphIBERqPMXDDDAiJIernFxqoLDKBQoaSpWn/++BErgAI2HrN/m8AgSRRGc/N4AIgBYM3+byABBC2Z383ggDySAhtLBB1Vy3WpsDXy/rotmrs4U3SHSpbhJqBuimq7nbsMDb0t8uoOE1VubiMEa/FpI4cqmGz2qZ1Ych9y3elEA2Y/HIYf6AXeru/IrbvyKMy+P2IdoJS7Vvr+OE/FPIWHvdK9UmV+vJX7eGXVp5mU9BcigyKsvhTWL76UcOtbl6x4KpZTLaag59K+tDLb25+Nyi/cjMel9mxUnNzmPeZ5a3+vw1zLVbDWvw/H9z25mx25S17/z1XDHP+/r8Oaw5r///////////3/6/v/rv/r//////////falearUktvUl6pxDVWJ1VZe4RSExRORFMkkg5oSQMOCAQqDhVfMlAw4IMKAAEKmTiiTJIIAIaBgoLHzWzHgJ1BYdHoxQjR2SsX2fz5+vg5EcIS5NZdK9R1gqVTcXDd9eM881JB1FDK8l2NcgR+5exR1aR9HRoIfZQy+NO/ZrQbSuW02foJbQ325q9dxnsZpH/hiGIO7BkMXngkT/XLEaop6ZyvRfWqScl92X24br085ytlEbUHyumj8qi8lh2pGvfizR1IxOX79NXp4hNSq3DHM5XKaXHGmjmEpr9q9lGu4zcvqauXL3K+v/Cvya7Wypru7mqXmesO5VAJQGaWqItc7+tLFu/63CYSF1ACK2q9ndK8lcz9/vYShwJHECRZkimbZvCCW3DCYwAACgGYQABiSYgaiEBMTAg4DLfkwMDldQdDcDPWOFix4iiztdcQa8wFcSpkU15R+MO4sLB48ZFRnbWlvp1tieuG3+Us7GnScJX8ajdhYNl6c8roIbo3uoaaWOk8eUUfl/n4syqfdGy/r6sqoqJ/pqnh16rt13ZupSVsbnxiV36atH311S4SqRXK0zP27Eusy+VTsxDvPfOelFWR25qzeppmmlbsUtaXV69x/rUGU0fktWt2tZx7EbdHqxhb+rSdwy1up+Wfc95Zczr/S/W1//+72Gvx5aq0l2zTbu1aXeFX/kf/4mrQQpWJSVWZFh2hjOOOONtOFlA5oQCnQ8AGPBZqChZpiaLYJLl4DEAhGjNIBXWBUYBBGDLGMCqpO+BQZSD1jkTT5YaUGllEhk1GppqJzNKLcsMYDDbR1gmWvq6bpsAcKWMlgBtEEjW1iqmhLmottFbFWmqSWQZB8rYe/bAIEeNYKUxSE1XTgmQvu92MWZa60DwK79BFJXGLj9wO92E3fnZRWpZyQS6VcrV78KoWVz8FRGtSRHOXR+vQwFfl1JA+UpcuG5RGp/b/TEOT8qj0tgePyy5LYKoMsYvahl97/4dywvZ4bw5rHmrFLYkFJM5XLNntj+U4NhY/TvUdEQslv9KaFGxT+tJVFI7RZT/++BEhAAIHF7OfmsgARIwqc/NxIJufh81+d0CBVnEZP85sABaU3RZWavJ5CkMAA0iCNJJAdmAUNOAHCQEGA9qgGbTEDMwIWBQyYgJwIYECCwGxYrBBBcLqTwYhDbhYA0kV4SmIgJQFJgqxUBBQTuK1DEwzAIAUy0HRgQY54pEzHwI/DtDJCfz4nEPTHILgrQPyEJBsigxbiAGxOIDmkmRM0J0doxxDSAEsdIuaj5FJlwcoxLQ/kPGEsapIEUHSRhqbm5mXR9omBQQKJqamTkVOEAHJHyQwZktlcgxcOFguEyXSVRLJTLRKFw6eOmiZeN0kjU1PuipNBjM+VCgX2SMj6RqpZcTRKaCnZFMyP9al9f00FGboosYpLdTTc2kzUybIudMf/+v9f//+gylF1ADRLS8485FwyOzQi2XXd7GsQAGiIFmdB6GI5AGq8GmywqGaZvmNh9GiSuGZSdmMKFCJQDHIhDOsKDCELzOcaDAwJjGsmTDEcjJETLEzwkjETwKQAyUyLoGMlgjBgTTVDGUCVMDQY85MqUNMzM6kBA4CFj3LjLAgCLMJJABkOULrdExwFVAHDVNRkCAgBmwBkiRMEgQiIgkKq4SGjotGNlbuIoopCMcl+YYGYsEYwAoOgTWDWI1BGWAhwRpElMBYNI0WEq2DwdlcmZoVQiHivi8ssXSglU4a8/yGb7JvshLtKDK2A0CkMiynqsIyouOvJFkWDxB23kfhE5SqOuzDDx08peN0pQzRS553+iTXF+OkXrVGhWx90mIM3rySep5XH5W6KlrPaOkrVMrVNrK/h3+8/2bSLCaeZpcDtpAdeOw3nbw/HmtVu02WeWW8bP85z/x/X/zv//////////J+3cppTSfGZugs03/////////+/53///rYpl1mJiJmXZ2d3/8lSYAAAABL/N4Jg+0IDcBhMvw8FAsxAaTXYlNcm0wgODVI/M3r8Ai8MWZiw6GHwsITKaeDpkhIAS8QRxzjUOiRixHPKDhwUXHCgeECJg48pmg+BgMHDbBDAgMxMCMUPAEChcVMGEVh0rTBQswMNL2CIALQgIJMuGQCOJaGUk5ggSYyPCENSvLKGEhEPuus2IU3SgGW809iK9WdLGS/ZysQuSNBsQvRmhnrVK6EHT0gay7UTShaS7rSpttUnqlWnr8m5RKrc7YldBcwgGhp6WrN2cuyrVyllk3M1Kkgo6WhsU16ftzkjeaIx6eidmxjKbVyxWpsak5JL2r+Na3yvy/S6wmIvXmJdK5jsvlkrv/XztWsZdNSqjlUutyqm1rX47pMsb9/Xd6o///////////p9Z17s9A2HbWq3/////////9TUqi1nVvLKm3Lr9ERGBlhkZDNTKx6OyRtJEkHiTEKoSYJAH/++BEDAAHQF/OfmngANyNSb/NvIAdSes3mZeAA8/D5r848AECTEADABShgMNTLCRCCa+ZEgXpSVAQgyRRopcAQ4VhqAWADwTMnKFARybq8yQU7xXhjowkoRgbw/EiTgXNNnwQQ3zvU7GPmCcxO0UL9GJky22Id6WSDafw/DkZNulIdzOh7OpoquWkIjyq+HOunCKYKuw1MjbZoY3+JomG5dLCw0rNLIp8pUeTlLPHjU8iNt2VXW3vONZ9/K5RYVmqXbWnHTk5u2+8GE+tAj1zfGsb/z//nvKT61ilca+PaLSG8QsjEHOUk/5Q0RaDLgU/ravuEHSHeINqN4SHu71OwcDQBMkFgwoMJCUJZ2aIDocykET1Ch4ZWHhUjSebdCsmAR0CC4GYQCFhDaEUFdEJA9I8IGX0XpWFeBQH4KQTdzH4xFvLmhyRLAdAdRZowqTvJIhQ+iwjkTaPHqQD87zheK9iVDQYx0v1IiTFcFEXaMvopDU7t5fOpmN293AUl2xhWpGpal3CzumNariSud++rx9SPawolrS+kLwtX+7vpbZtH3LG7nj/eMZpGx5fAi+1Pmf/Nq6rj/Xt///6f/esfea63j/NdanrCnT//st/+eRTaaaeRaKnnrWpFDgVRBrqFQHJBCqJKDgiBEYokw74QRKlovo0EOBLEL4GSK+bglFWGQOBTlwNVtH0SoqAoJwzr5fiXIc8S6oiGySlz02qFDVI/S5b1Eo25fgotjj94hSggqh24m7DTShdrUCVRK6rFaV6pH8JC0vimYG50dAfRmpXMUOLDcZmFnc2ZifONaMOMMy5PGLI5Q2B2+xCjsj9vjzuMRvfMcZQuGHz6qpVMdyc4kXOP61xv6//1qd94EGNAx/fxIkk2bUhVxin1TFvjHxj+3x7////////71Nums/1iRP6UJabYHSYndlg1VVdWddZJJE2kUCAUCG1OJAkgAgGEadjY2lJoJHDQcFQOldLkUDBQWSPQGkuSYmooCjL6fpYDlFfXAmA7GZVXXDC9EIOk9CybzqOZRGcpWNXJol7s/C5j1t51KdTObXuN1W/L2CoH4oFG5nYF6SVSsyZllwrIkKSGhkDKgQxCJtQVaujSR0GFmkbO6vzrY8utaa5MQWVDYTc5QHUtc43evi61a+f6UvHj0ph8pmtUqF8rlqKqcYxn/O8///6j3vTXpTT9njqxk1T4r/66taF//8f//f////////8S9/rOaa+Ka///////+bfO/XFn1RScmVVV2ZoWIVo3zmsrtcpCAW0aYl6QCSPCXAKkdJkIcCizChCs8ZE4OgxIaZ4iQhzjB2JFBkZE0E5SzwO6XkcthqIhANAIvZFMMQ2N940+zREcEvXHLboBwaMEwepyn9lK82bNDb/++BEMoAIR2POfmsAASDxGX/N5AIc3VM3+awABB89Zv83oEAM4coD9DJSVSAZ6IvN3IFkckjNJflMzBDeroRwplbmy3W8pYDdmme1+pQ/2Vykh6GEaFVHVe6DohLq1iT0WcrxlUWl1h+X1rsNkGoZYEp2nrJ2dsSTbdfOirUnZG8tmU17VDqGKS3IrcQpKKmjsPMDbC/jtO419+Vor47///cuaw/et48wz3/Od////92687PwZXsWbllogq85/TW5Tyv9DR+8NoRSoKpLB1JqySxVuAoJAAEooCnUe7UNh2TARmFRAxtDEAOYyHGPkYEAAEjr9CBUuaHJ4AFHLIgDwTEYBEyDlj08BwSmwKCXCWYbA2zXIfaQwlrTcHzQxh8Kip8Ic1fxCZjMCszUG04mnyYYnu/ECI5yOnppA98cfWagt5HFsOgrlQde6Z8pgSIOi7cZppY4Ukf6znDtNuLyyil0EUmVJS02GVeiiGdmpSzsrrzuNepUvy+ny3L7VJnFLj/tNlMphvshtwxEo091NQUt6mo7Ew49A+crgGzWmf33Hne6/+frn///n+Pf3zfP5U52ZmLOr87Yu5TdTW/1lvPmH8z1///////////77vf58y7vXP/////////6LLDtaK50E1uPznFMjNWiWa2a1eNs7ps5E2SA1kQhBNeWcFxz+AUq2MFIkThUuMAzMAkE4KeGTJAk0ngJBaakcz0+PBnUkWLvIphLlDiIw3gH5cqNYp6xN1E9VksweRmUXU3LsKVvlSN60mTrDRp33vao5rLGRWHfijGobygaVyZrkU0yiN2n+xbk7jvQ1DvymmcGXz8Zg2s7rcIYlLBKevKZVLa3J+JU9FQY5XbGNXC3lh96xUmLFPWtx6grxDG3ZpYe1T0dSXUlypfn8OU3L1qVVK9XDLGlrZ5XNcxulzw4O2MvDiSFXZbEgm/7+pn/r3sBosuVuWQ8ws+ev96iMIAGrGkEHHmI0IG+hiDoCH1DwqXGAkBnCGYOImRBwJCVLwgCEYeIQ0wwGmWslicJWQoUrCgOnC0YzQcHC0G1pF8IGLxIMsubtG5Ip20FmkbiZMDEgCu8XFvuin1ORmFwuCpTEKZ9mjtgTSWBmIeiLTG0nImy6H7NuSLmXlG6SGXKdl25a/Utd2eucrVqGWympDMGUsQd2Hniel2MsMsu0ta/a7qm1hUxzzkkNwBNQ/GMZ+xFabt+/ejUq1Vyzx/u8f/Lv6/8db5///f3//W1Wy5rHWs9b/LDff/////////+/vWe+b7z///////////73dzDHuGOFTf/dXVVJHVndIRXVHRZutyJspEE9Jg0YI4RhCAFC29AxpFAGhxQaWBQoAVei0NFk2B44uwlBKQDUpCzFxNjRej/++BEHgAH24XNfmngAt/NeZ/NRIAf6iElmceAA9k2Zf85ggBJmkXUsReipGGkEsnQqVKFKry6EpLsjpVEesCOTux+HqXh4SpRnMcSEl9cdKKIehBDFV6wwGCzFtQxrVxzoUpUJOVwV2DvmeOUKjStTPdQ6wszQt01WAoMz7a4eWF1prUjpuu3yRs2hwHB+wMlIUSH60hK7GGLMPOrWpCZHKFMroVoV2K0Xeqe24Vtw/961qmqUxTxrPrvo0GFeDaDSC9z8+v37ff////////+s5993zm+////////6Qa4rR9wZKCIdObu0KbwLvv38JA0AgAaVaaEOcDsXjO9FKEuBIYNSTCBBhAhiQRMPAIIRh38EiIGAANQADk0J0EjDIIXKFahiYPoH8FtEyC2YsQZOLwoEeGUDbRlyaJ01EpDlhYsFj4x4fADc4kBmxyhAEgg5IzRExkxlg85oRqAphGjGCyCCmRFxny0MjKpRKqCJsyjpw+aGJsZHZw+YOZpmySRscMy8VjBJJzpxjVjVBE+mt1H8vJKRNUlonDY72ary+ykGTZ7InDhqo3WuzNeY+//3b6v1pGKNSaCBxEG/6vG//vJRqRyRtttt/1KAAAGRAQAgYcSAhhQBnMCIXVKgXMEg0wEKAuDAMCFfDIHHgkYPCgcDwgDmAwOCZAKSXAsj7PYv2jJMka6EMZzLBN29EnwYwb5BTfLYXZSEjOolw13h+nqe6NXbOWCqWHOKsvMJUOLW3PzvyzGeuicJctGCiLix5c0oww4D5fYWKC1OUldQNbhPcQ2q+MNsZ1GYosZieQFW1Myofq2NjOXtcUhYvae8WDh/DmhbpvW3jc8fupKwZ7YxNj5taeFX623avvVPbG74ibw8bIEv1eV9NJqPXXkhW99fOIE+////////X6z9V1W9c1////////34es037tkiSj1a1aw6vCPE/WwbCIAAB3kEDRkObQwzcWznQ2MBAc3KkzBxrMBtoyKcDTcYNBlMsDUxKADE5QMHjwxenzGonMBRqAm8AqRjcc5uJCgIzXFTsRaYlmj60+dgR34uWifuUpWKCJ3w0j6o0jE1yGWg0065tP7GFOnBWu7bdoZfaBGnNJjNWPZyJ/mnUD+QHA9ePYzMx2izprWNNhrDlvGplc7KatnGtfman54cu1d5Y/n3v56y1fqy2zQ54Vt09Xu96/fP///vf1r+a/7eV7usKGtar3K1bmf/////3///5/6///9//P/v/jM5S6tTZTV29z/o7v/WgVGiFl2ZVhTlb67DkaBACDciNXwhAQwjPfYh5iBSwYgMGJCAcFipOAjYeJDAAQwIBBQIYgBqZCSBeh+gyA7STBBSxGYEnHqCAhdDMH22l4SZegUAmApa2cBNxL/++BELYAIEIdOfm3kEw4w2S3NRABgnd83+aeCBEZDZr828EFmQHkLUTOjpNp4mQ71QTchJ7hmAAWeIhKsR6hunILsvlC/DQGEFU4lirqHl5rqNQ7miHrtxYXJfb0sYc9q3iQ2TMJaUloHZ0IvhD4yuQhbUalRC+/mhRI2qe973lfwYcrJAeNzhtka1Y9PtRMDc+3jGd6z40XWt0te+fr7////88C+dUtPSlN+3xi9fmn/3j//////////////////////Nq336PJaCwRHrPZZLJpbGykAQAAD0cwzcVcxvwxzowGHiQQcfDIwyoQ1rgFQjICBk0YoaBAxxFIiMixgE8LFQhge+H5BsIuMWMYpYFzBlgEVAlw90igpUaYsI3xW5JBb8CHh7AnQd41BZY8lscY5As8cJdFxC4AwQTgcmQcqDyYEmMyQAXhRJ5AfYyxBDYcYzZFzBZugapG5Pk2UDUnhiEPJkmCGlE1Fni41O8uIlycWWKKqkVClxyCcE4EXK4ssiRcN2Qc2PMYrTVYvnXQL5ucQPHyAFwZAxJMn0ioVEFKX3TZPpJm5ugyJstN6VaCzpOGJuX7JmDHnugkgy2Z1Oitv//Z7JLTWgi6k//+tMzW5xjyik7AdvMpEIrtCq9urrVBZCIQmTCwMyJRJ8wgJ3zGgjFnjAHQoGBBQkHmEECyExAhwQUES1DOMsGKEOLePUEYOFWn4A5FOEoAcDvIUZTKeQt6eP4mxfDJiFjP0hC7N11FCMASg/BmpBVL6hJ7BURBZk4ljwGcZDAWMQ5DmQ5mSKT+rcuT4i0P58eKqSLiYx+lsIJ3z5QH55W+7K2TK5WrLqBiK2C1q1QTp9GOEM7Ewh8TTMfvVp/NUaV7Z/Kw2izyv8sj5me6ckNZlE6YYeMRoMmcX+85xTF3jyXs94CjvbEemqRlKsRnrVP9fOv64+t+2fmnzv////////PrBj7BUsX/ysNlz6TBnanNnNlNlV9LU4WgUAQTiB4eEAmMBgqYC4mGBwCR2omADZEIGbJhnASYsFFwQgIf1BAh+D4ZgQCCElECDoiIAeYsx+C8F6cR5CxIaeQ/xYT3I2pk8X8nbmaBmkpJwqS/GwS9CWCzaWxDTrF8aKKVyuTKzAeJdDqQmJ5Qv79uOmdPl5FujsuFaxnUc6kPxkUCPT7AX5Np1Eo1CoaHQ41MurYV7W9yzvLP2xqb6Ny2dMUuKKfK5Sp1uT8GC51jtrHpGTs0HxmXbk4tt6Q2ZhXGn2d2rXH3mrqLLuXSHv4UCA8mgTyrMKDAtW17w95g017W3n61XG////////Biy0nU9om/4d////////86x8Xk0nVr////wA9cvBQeYUtGSgQAC0GVM0rkSzBhMsCxa9FOAkiYJQWH/++BkEgAIF4jJLm3gAPDQ2SzOPABb1iMmGaYAAxIk5j83gADAAeOyajqEZEND6dnInTSclMzD9LwcalJMfZxmnOSVQLajF0RhlHUbxJVAhLaf8aO9fQkEu2lWNRK1OfaHIUO84Yb1rugHKHtDGdFJNCTN71iQD0/WllUi6aF7JzMqWMpEJQwu8ZGOrDFmjbf3jVdKhfhwnKVws3qJDV3FT6fnY7vIJ/bVqyo16dQTJLUFXIfK2vMo1WP4147c+VLEwxWSDdYs1M0eK/1dyg73l7Dcoz+k1Ir7WZ928CNh3mtWvD6tIf///////rCxfOob+lZrV///////827a+4OtbvG025I5HG225/SqAAAdkCyNxwYFGJgOD44WAkXzWoAjGvgMCqcLxqAK5BIBTNTDaBjngH2XhgV5xknNBQIcLi5EGL2LYqGZELlNHqO5CSAk/fo1wQ9fLc8JccrHhbYtMVCuceXBTMCsULCdSW38Y7k1LT5abGxMQn11fM4uolb1feRtjqKsabTdLujLTp6FmaWmbuTjSDueaSWBNGgeDrUj3fbI+INKT2ve987eeuMzQ4EJ7dzXMD1gWg4mg19a31XdMYz5YV/A3q+tape0V7FnuwuTTmDK2////////HtiLaWks33J///////96vmn3BzH0f8ICQwGfCRkesNxQXp00F4xp12cypIJUZel4ArWiICatIuOCIMzpbQ/jEAdYaGDMLxVHgR1r6/m36+hyjD6z2MrH/lS7c92HnLE1RxMU6ur130zVDu94LmBTWHbee++vprd2auHpmUlFjhavLlRNEZQXxKdSLYzJk9cfVr/haZcPli0eEMqFo3LzbQXFMRHDQwEhInpzBPTn9X9z5huVE9kKJ9N//as1iiBeEfjfyu1ZHC8oPllKdHDb3L3xluZmZmZmZmZnU7W7BfaUozkzMzMzMzMzKVi7LzeM3bYY9AZ3mImId5d3f+W2SJokgA4Q/QXcZvjDRcyMMQkGDBKbUZQHmLBwOK2SCEHL/GCjBgYisK1oI6h8ogv+TNs18NQYgRZblIok2F+og47cXVp6lR7JyYp3XxitM5cUguw81mWXu26nZXU1J6Wvn2Uappdlazp5Td12VXbeqv02dJYqXZZjUmK2vy/C1lvdi9fylGtYW8uV6TL8McP5lhr/73v/j+NnWt9tIzwRFf1TLnpd2CNaDJomh0Uin9dZmS/1CYVlAi2ZylxZmZlZjZj2jrdLQZDQHiUvge4nGrMAFJDMygeL0B5nAgBA84Y6EiVkdKYKArEMjHDEx9ijeFr0VkSU6l8QRHy3iaz8sxchMurOy62u+jTXYu3KYL3o8QNhOT8Tb6HWCv2/UDqqYtZa12WP5LH/f9ujBIhSy2DVb4bkj7/++BkPoAJsIjQ/m8AAP1Q6j/OSRBkGh1T+awABEXEKf81MAAui1iXxSWUnfvV3Yl0DurAzaRuIw02rDWZL7jcN0cYsb3X6/GGpymmGgv26l5ThXbX1SF/xwoiUDS/+dTWFHbicxeYI6brudAjrsHfyQxSjRzGmkzjSYRHERF9JJr8azKMcKlLlN17kxhbzt83TbkFLfmoxCJfh3HOvTP3D1C0xdqsTisBZQ1+fs2rMq///////////////////Dn/+f/dt5ct//////////0NXmeqKfYMvVZ6YylrZxVogDlQaClCdL4mggEAACAFH4YOjm0IPxk8JmHA0YFLZlICGcAUKiYtu6pchNUxQNoNYfA4nciQMEUMIJhkU1LJVEdgI8FmPkXc0IqPCQswlQGgF6dNzykhhDoGGP5cEFyMFaDgLyKZjLoz5QJ4mhqE2LjGkTBgTiVVGXCDlsxNDc+UTAzKxJlMklsmpblw3TPqOqLZXRLJwZAiyJCjsIIQdAuGZOJlwiAuchho6JwvH03WxcNziBofam6kESeJAbBum56paDlM3YsFgzTJ9THj6mNED7o0TjGCjd19SBnuuuqyzEzdIwPGqaNX//M036taf//0FOtaaZiZE5AQyMzl1dzlSdE7maqTRhUaAQxuxFhFApM4MwSMuYYETKsCQQTkUJQsaAwtdQiVA6YoErtFdrAOIzdJeCl1Q+/yDiGhCgxGeO1DVO0xobkSApIK6UNXjJX2n4drNMib9ztOIyjxUbETVgpuW6u1+U7lxu2xNc7KE02ru8yiGMb/O012lgdibly/tfMZI3OH2qKWOzL6bOU4yqmfWgmLH6h/P5t/4vD8PySPQ1KIdlD+Mph1lLTZ2cpu0+XaljCXyuH3ElmGs3Iuw8+LIViN1mYJhnPvMa2Mrmt1qWp3uW7d+vu1XtxSWZyzDd/lqTxx9JCz/CHn1szUOz0NTP/+/y3+X8///////////////f4a7nnv//////////Xce43s+XtJZDZUuImFskeV+3kobJrDTCWw4JMiGTTMEDMjBMiIRMLSP6c1CdECxZKwIKKqGBggKuHqEqR44wBjh+gfOHpCn1l8g4IBgZRuxoYh74jMG25DARjAckLDiWLZOJMXx6E2CfCWMAakDawmESkDbVAurOEVPl8cBVNxcg5gavGUDgCEC9Yd1RqdLKciMWQRQ0LjIAQGGYDKBekBJQRDIiZJGSydQIEbkNToF8gZbHY5fFaDoLAe6MpEBTEqDkRmjhFXKKBxTkwaHCoal8uIXQNElnyZY0RdJq6kHoItU71ay4YHjdJAv1LUs1MRyyPGeHNHkUsTBMDbIIOaMk/rRrrUl//6mqQ9v//nkEzxstj5uaImtXFC7Rd0eCD/++BEA4AHlofTBmXgAvmxGoDNPAAZtiNWGYeAAz3B7HcwsAEyB2NH6yRhGQBFAYYZ5StMlSQdYuSguoirNdFDUQpUo4xEuVKoOweuhY4UGM3trJk8EgsK965rMjlMpHJ5OmGxZjvVGeowId09htg0fXc2Zti4brMKhVrEZUKSM5UmxDmkYHOGzxS+pR4qYTMpmJxguWobco9pxD1A8jQ36vUDDBMshg/1WrVG+XCrZ1Qq0JZY7bdTbfxGo5GhXsEjtggwnuDmT11hher0yqVrW89H0Nii68XMbFqV1Jljv8qBwi3km3D98uE125ea4D7bx7Cz///////6bx9N0N9jTvEP///////6/xTVMWmqNHg5hZSC4OVQ+aCkclaLKihLGjfpzcqhoIvlBR2AgCz+KPk4l4YokyElzHghxnqB2PN+XNUsumdctTOdJ+LlEsjOlVwr2hJM7yAxTJWC9TKRFmZcodIyp3Kuqzs72DAbkYnUq2n8zNTEfzG2J6CuHr1TMe4UaArnztW6xVsUi7Vml041jPWyzhaO3tldM6gQ+tZbNjOzoY9cW+Dhxhbh0UycYWPEC7BW2cIccy5QxhqkmxLJRDYWKLbXCi6lwx2hbfPdRmF/nG1QsPN01nd76cIGmdmTTm+Vrxujvf///////TG2SI7bcxNVaov///////1ve9axaDFs+2uQOeiUoZmjWQGCqkArvJhNXUveB54w1+AjtRTEf1Ibixoa1oe3w7qBpgMrE/gPk73FVU+Xs+YVqTdhapbMMCDnU9m3bg+hXpbF9sNJc+m4d3/zdtXDY1P4kZl3d7TTyDlhl1GvCrruUazXCdwGVWuCr3LJVrmq6mjT1xBy/3PrN+0zZXLQXskxkqSHuE9e1x8TVzi3+MbknriDbWK4l347kvqyG2Med5hwL0vnOfTWvn/////////+v+fnVd/f///////+N6xq0eeLJAq7aRVcslkibdbabTZSKSSUAxxI7AoJCp28QnF4ZRQpNKVrYj7aLHdICUB8NwISRAjpBDLUwH4ex3k8DhHJBCk4g1ME1QyMz6CxJJ6ofiIwmHS9Q1YHkoNYRPJlJ44kgjC5ofeiaIvRLi9JVFxc6aOMTt70Dp1pjTziKZqskkeWp8MeobJNROF703SitJ2jy71JYbvhjZyc9VEtBPH4dqCMpInTty6qbdvjhdK201TiW9666Zo9A3ZL1UNj//n5//////+///6v////+z1ahzACqkVyUVm3tVtGhbpIXBIAQWTGUI4xdBAGZaUGkMppmKcKemnD40qmMAYsfhiIa2ECx4bGKCE5NIKTE00zA4CKAubCHRih5hhIOEiQ1IgCNTm3DPiExDACoiDgjXC+YjAoc2NGPCpyhUOiQLGAuLH/++BkNoALAIjZfm9EEOGvOy/OUBAVKX9fnZYAAj+jKvuysAGQKi79p0ITGZWFysrWKxRGQRCiYgLIGRpVprPsXQREYVH2HTjsw6lYo4ksRAC7eEihiNs/V27cAbnKLK870PvJDebqLHc6Ut2deDXjcNrVGy+hp25yqbitNagB/mTq7Ym4L/tnXQy5R92H9a+xSB3ha3KG0bg0yAp+rGbLlTEaiOb8yqDnwdlt2Hug8bWnMnYjMvvBcByOKOfADmRZ+M5ZfZ5KX2rv1K35euBYCxnp+m7A8OOTQzksfV2L0tkMOY0lS9PyiMVn8vUEo07lPG//////////+dxqVdWtWsfvYf/////////7pOWLFJTXprtNIaKW9QSFqVpVc0ySYDhxAgoMxYGzJIPAzmMsIs42fTQCbAgADAEOA9dDHWCCwQWcZEB4ACBigCAoVitwuHGTAgIAkYAaGmwy4hcEBwDRLQUSEoPobZPk4aGQc4NlFELYgsGEAxSME+ZGhuwagDgQeAUQWUqUlJKPG5FCFLxidUdMjbUzy2apjoFkD4HgvFVBZqVSGpLN0jIvuX1ualwwUgxVGgkPocRIGJNjYZakFXXWpT/ymaJJJtWyKS92Z/9vZ21siZJKOnlrOMp0jf3r3QQdBrJ9v//+UUXTLynomB4D/0d/kttbRAAAiqKfAj6GOIF0k0QFgDUEWkAqEpNRA12WVOe1h6hcYngjrlSYhhOaFs3Ry2ZtLC2v/zrmnFj7LlI7JL+7DWG6pdn8zVapdSw7fb3n8c60zXKzNbztWWXau2ftPOrWWcz43/mXI/rE5Zc8+sTLntZWzAtWuPPPRsurn7bBzX/Slt++ZnVptp+bfSy77WvBm335s93MLSWPBpxEKp3exrjJkMH7GNCComxocIACogJ5iaxuBl/wNU7as5hDKovrDrDYdfWBVN4AJpDimVHDw/kMgJxsGyT7hsWYaMimbbVZD10K3Q6puK3w/o7/Ewlc7aqd11XXTId2yaa1m42PV3DXxDl7qW093FRLWtqHOVi7tYFcCfRff/7t/v/nncUVcZ3RPrqCbs6bGuR9n8TTzJHuDPkB9qZmRERBAkkwlM5m5JrkGAQEHE/C2gGAgwCMMASILaEHAyF7T4LgWozCAazWsOqIlmFBAgyaNCBJKkhZXTcUaPkoyK23RbalOcpVnaaTtZJaW4Zb+O+0p1FC3qGpqp5DZwr/0ibY4YI1USJ1CiSKCjub1SSQQCh6uQQhChcixQn2aEsvVRh+Nx1SqRv9TiERNmFQLLCUTM/rylqpd2cCqUy1DnmIevgSDggJZneGjDJDNUw5Bi3BQIwSHZBLpf3li5PV5dN0ttzeubFJDkhyBAkxkAZPL/y+71i6fuf9UvevfVr/+9BkcQAEwGJX+2kccHeI+y9vIx9TUUFZ1bSAAcas6za0oAEW1+lrS3Y+yeLrKMFirkRmFxwqTUSPlqzyB3+S/3b9SrQaS6DNHPxsSK+VVYBoMkQ3QhCEZKOTIy3w6GLWEQCDA0xgNHkQuKFQIZA26sSZYCgSmZ03YUgiQiBHyIHg0hYIkUy6AmRbNuMkWlTJCGTgJJkrNslVWJdXI+MZNKkqgqakRNoUKwqmhkhQ+T4qwz+4Tqde/8//ut2VxuUf7jlSlvr1tb5S24xyX2yF0q2X+VKUVQgAh41ZUkVDNbmiIDQoSRVS/9/yKdrdtamTASVKB45EOEIWDBUIFxRaIwI0CjhJLCW9LOt1Xq8L+RYYjIiDYpYqPRgF8a56mmm0R845DEYlHw+JiIfG+/zv96VmnO/t93b7a9V1Zd0WdNb7W7P7WZTWmspqaHOr3+qbnKhNOFf10Jb4v30L5TQxNWiiWCSDJGoymoQkCij5QQycPN1KDJhE54MHAEWI4CMBCTAQA05FAwMOhZCGmXEigZm4oOEbIk4kQ1ZBNMZLVuR7cVuYGBckzVw8ZPRT6l1pmr2RJRxy3AZjI+RCTPlAj2LzXu9kPNPhiUtpBe2TQAy994/In4fF+ZFJY85EMu3h7sxyng+QXJVA8viK0nEfSJ0lLIWrPtLpfS4Tcao7liaqTkvgWJUEvguO1OPTjlBEKidPlD2DsWIFkLl0kbh+V08mz1cgOpblMW7Sxjd65DNLcv1ZT2Zk9SMU9SQSypvKzv6J/vblJajbO7ffmnob1ympaGvJsKW3hjnZv83q1jzHf7/8+565//////////bq1MJzdy92mrX6f//////////6va2We+63ct8YydQijd2RlYyrtYiLIYDQOULCMpwi5acyDcwjExQQ45oUsg1MFkapgEGBAk5AoukYIGIhIAOBRTXi1ASmd4aeamLTVRv4ucQ5jcwKnsihjJFWNKbo/TZC1QiZRNZbWljmwE0xt1duBKIfTWCEgYApW3F2oal92Cbr4P+9rX5bi/ETbeLS9/Yek77zrXopM5WakEOVFdw1KZqHaZ/saszS0l35PckEmp6T+01JWiczPS2xGq1DT2rz//vgRPKACWqI0f5vIAEmURqPzWQCI53rSbm8AAQeM+m/NYAA+fCLMbsSu1I7X9q6juV+ltdxiFWQw9VpsJFDMZpJnPVJd1vKUfP0nJBXlW4lRYv9N35zPl3e7lW7FZi9TY1fq6x7vLmf9/msv7zu//////////93s+fju7zv56//////////yuTeqarKd1JXGr/CGmtX8rpYvYk0mkyWjTsARkQ2CpeHPB5UKTDRhDMwwXQvCEMmAB4jEIiBCAZBzCgAoADIBK0LhBJC7IKmsGUCekMMj2lUqYKKBUIqxRw3wUwfbJ1ErIy2zOGLTQyAaAsxDZn1hymJKVFwWPMjpp35fL5yDYZhrGQyV/b0Um+NvD8DzrW2vwyztt5bUlLZYPrQTKocpqLOKQ/LWVv3BrO3HgSvF4ak8doJPDNBan4jA9LZh2y7cLe+cxyxysSKpLHftXMu40s1Ny2OymljDkO5I6eXvw/kgkteka/A95rb/5RuN187fccpbVlMO6qynlLEfpsP+T9szl2ekj/08N1rEs/v91h+v/Dmtf///////////f5l+ee8N/W/2bEkRmZwRuwsIog2uNJMJlpmG4OApUE6DXKjtCTGLwbAS6MAHJpYGjDgE3YowIcwhYeCmQDFlDcUztAaBsjiix2nhi2OCw0FWDvMjosggFUdZsRcAvMqSPLocyCoo05PNmyQDuPm1hnD4wwyZVV16eQSScc9m8Un2CxbOKxGDqWicOfkdZ57MzDc2+8XxnaeA6fru34xXxo2sWo3DdHMu3F7GfZq3JZi25M1D1e9PyuHJzCH+z8su3L25RFrEoi9HTdptxnsGxWCasplE1SQu1NyypYz3HHfkdI5cvvyu3/ameFil3Vpe7pcKWrvL+6l9Sks1e5SPVHZ3SdvfncDIYo/6WSqBF/0Ni5Cg4ircjMkQEKeuNtplJuMyWCUwIBEgBFfx5qPJmOShgKFwMBQBMMY7BuYSikYhgaYdh6YliEZ0j4PD2KA0YGA+7oXAXkGApmQWASKqqoiAaOrBUOwwBh6AlYZdzIpEGOYVCG0gJyUg3ZLmpyv2pkrOjSULR9SFEjr6TXSvUAbtHpXBrhto7jAolDDsQy5KmsWcS5F4MawyuURd4HEZO83xN4YAl7eNwh2Ao1GdxC3uNRKfjM6/M5In7mYGf2BZidx5L52kk83HpDEok99u5FbXwNX+hmrNLL5ZMT8ojVWBqO3XdOmlVLUd6ccV6sI3ytYoqan1e3eyg1+3dfeghiZmZVDOMvnJ2nh/nLNJY3nSYyGnudt4853H8csO87h///////////7///v/3n///////////+PP/Wvr7qcE4HafVBaGHBznqyHYkNg0CI8YKCwZK0lz55AMLGUwgIQ//vgZK6ACeCI0n53AAEEjYpvzmCAJznbSfnNAAQPQur/OUBJYBz3glMFmIysQjDABISUXkODB0HIRtYHeFYWBV8A9z9oSUbhUSEQKs6r+VZ0u9BKxcG8UtlKfb9Z36e2WuZ83BIlfjH1BIPppc7tLDtJKYDhp9m6O3GI7XgeG4G/9dytxuG4CfSOR1y38+UwtwoDrxzG9d5UxfXF8JTB2cRpqk/yQRSBpZuJ3KtNdrR+cuUMeuOzI4nyIY1cJrNytRupM00nnJ+3KOWb/yrOthurrKlymsce1cKTnK/bEXmMpyU0dW5hlVuVYnY/vKl3nd5Xs981nrm952c7Negn6Q7/Yj/8jXlzJaVWZrekVBVDUSymESUmzXZGMPhIyMGBIKnPhEEEQzqCjOpnMeBtdZi0OmAQoYJAzeCwmRcMgiZTUwGwOegkiSEUWg5ZHmAIIUJYhEKNJGMnbxmCRzR2AFAgSFIOIvLGU2WHIiKyF9pyQEoOlEoUy1byXret0Ttdh+mGKaMXUshK45Zps7EqSXsradLVtQK/0FpWqHMFXbEm5z7yxmkkjcJt5LTat/OO3lK4ch+mlMBM6a6+1WWyKJMzsSZy5mTRqN2In+ER66ThrQZ83eAIhA78SGLwbWytU9i5QRmpROPA0of+KSqSzEdgaW0kle6bjMqxjNWVz1SvKrNFRQ3AsJgB968CyJ3qGPc7DzUHmf/CA4/DMorX5/lS3lrmvysc7z8f//////////1//ZIlQaBz/CYPhcG3BxSS7jLftjGk2XXdtOAhMQoFDRLkMfiJwmNE4waLjEYCNAoMwsGzCo6Ax1GhAwAxoAzAAjFhKLAcCRUDBBgsqAz3MG7wWBBq0BYKFBQ5IppFAcLDBIWt0lKDZiBC5xwi4ROofIGRy2TZDCaLhODPkwO0fhSYkoi4uYRsKAOifyKCfDYsl8gw6SNHAQwnC4bj2RFjErzRJhS5F1jCHUM6MEey8KHE6CSigB8re2uiXjeWhnkSZUX2mRWTUarOoqX/mpUHebksbE8ik6mQagpF7UGUtalptu9FNM0N0jqRx0EVGZseUmpEuut0U2RMDyv////TSMVGRmgx88ibL//7VLTWbWpmE3YEAgNSpgYGDUUMrj0RBgtyWRAgFMBiYwOGlRIrp6iABBBTFAMqxNUv7RFUqcj0Q5Op1xJui8FHVZmuwYgyvh9UF3/ZSwVhK2hoUMyxJBfaQ5EphTSIcaAmE56vHLZDBTEAqBrFO/CyUBc9BLEGVsKUxzbVvnTSNRxa64reQEpdKWlLlaZF4izhxJXk4b+xqTP8up41OGwrNeNra060dZTBqfNq3Myxrsyw1R5gbVmUvVHYaXy3No7TVW07+v80qHn9axAi5VHYQ2VtI1Ga//vgZGeAChiIzQZzAAEfUOnJzjwAZR4jQ7nMAAQuRGh/OPAAVVZpzKIYllhY0qdCdaoytkzVG0a3GYTTyt2Y5D8HUMRtVn/iXHonJS/Evn6WQReGnPdrtBT07+vE/L6yuQZyqtVhiNXZ7OI7hmUyuX1v/////////7OEy/t2JU3Yb7qVTX/////////92/HbGqX856mhrV8n//+qpqZZpVU1QFS85kIUkQqOTmcwAGjAwdL8mEwCjCYcD4EBYKCpfxB4GAGKggCknE2CEI4A2FKeTHqYBlLlqHclTmUZuOE58HO1I6Kf9TFgLhXTKA6VMimw3ThXZpMZmkjJ6ICkiYJwyXrQyFAyHdZPGk7JcXJPGedR7n8X1USNospCkNjkvQlEMDiTEfhBlwbe1wfrCnB4i4EGE1JKLMhxP0NIVBHkQYtTJOldLb1XJ1ELcSVW0fsJpLam0vPXKDRhbl255Vs6jbbyxp1M4RpXkeK9ZVRtFM8k62yQswcszm5vG9XNNGNsb5okGWNBcJoT6E9eTQW+BePCkbrx3sn///////f7gWjQcQ5Lu23f///////mfPratrsrpcmp2eyNutVqFtFEpAooDAJX5gQMiMGnZQmYJE4XCoFAAXBZgoAGPA0XccxJ8KAgvsniAghUSNUvLRphqXMHaU/iZ6NbkoNs0BSIdc59Y6/67Y6/o0l5qRP5R9/qj/yRnLV5x4JA9zbsSL0FpJE/kE00okctedUmDdYMgqxQOxAdFK4m8cWktjNqEDdiFazYm4pXfx53kjvZRa5Ow5jMXJ6+/9LKvpc7jVlyvrS7ilt3X5p4Zd+tlUqTNmrS00Tt9p5favSuDrj+TMO15VQ1Yftw9EKHGclFW1nRyipbyq1MLDyTcsjUUuz7oSzmVJ2neifhbbyJyoCikO1ZX2pe5vmX7w/6Tmf8//////////wyw5r/wuVJf3D//////////eO8dXvs3d28LwEqKqy7MRsqIscUcKZSKRZmMAL8MECYs4daFIsPTEQSTdMgAQcABABwaCUOiukFzEASHQEgShG8MoAeHibra7jiMAnA4gcyamizqpPKoymFaitTCXFKQUJRClY2JiTqFuD1QoNFxYEVmgvHxBFGxLprSr5CmN6pjQOwlB0EoO1vUcF61upDow+bDmgILcqHq1fVaCpdXJJKqxyOCrGqmg6i/H61N7PDXbQ2YeNcKJiT1xNO8jtc9d23SFSVrjqx8qLqiX7nmzf13XTe+2xx29/eKo47zMfWVe4ab3OqUiq3UY6rNTU7hM16ent/vWd5///////82a+jzONSzZr///////4W6b3G3iS9Lz1WWbKsFElpGDkQyYYwI8xxIHCSYMWcW4usCAGSJaL0bdazn0k2QoIg//vgZBQABOJgUm9pYAB6K3o/7IwAVJlzRZW2AAHuo6h6tLAALlpScLyCSNTrTpJk6ayukUHkEXss6TVSaqiijT6lE6anTtPjckePRuvd73NQhIug84/UTVzOk5qsta9E1afP742JGzKmXMZ3z1cU8691oQfc5m3e1ZqMx9f3dKW63OjROtlrztPriK9rYcuWERZJdxNL//oF4clgjEgmmzJDpvWDMC4ZLAJAtKWA1bKS3I4dR/QcWTYy1REaVa5yMexnutznqYYEEkjhtY8ORcpSYPhZ2GRMztBSGiGY4EaFV/4l9o0n7LuEGNIRSaExmPNzAByDP0IjBgKCVjERkhrqpQ4Z9uzzwYqb5NO9WFuIwodt/JAe6ps5UmRUAxWYyPgwLMRAwcKg4NDgpiDDA4OguLsKdNlTMw7LqszYcP2qnnkkq1U3YK6xUUk7rra50q0vqg5etrcnute4VXl6R+8Vd6uy+47rF3KTsUbt7OUv1Pml521G5qxRvnn5WXjri+Lvx6tf+K+TNdtR5dVLlrcsn3mru1mtr//TLFrdz1LwbN3Ogn8dz9jo8igclgqbrMmfK1+qtQtTW0GpBM2znQJNSBTU0hIwoYywJdyJxjEpj0jjrDNNZss+kx0B4rMSARcx++HXEw+u2/9WyadFt/dw/7qai2zHDG97lWPPUomcXRSlx23nXJx8xUzHfMXelwxc4efToczr4uu/7WdbRIUI1upc1IbEKA0aCguyNiRYoE0DJYk1cXslY1WXJwyBMMgE6gACEU2gfaqZGBpxmdGxiAcYuCGKAb5gIzAoMYGBBcCS8MZATDwtKgaQWtV0elIJi5RcJQJujSYUu5gauFBWdLuch2HMlbfrsdfj4qOoQVi0sBRCKPrCljsnelYj9Pqzp7W+d2NM+twC7duSxB9bUrcdU7XKjhRN65JGmy356XUkPPxQsDjNNKL8ONfld25cmX2f2hk0o+Xzu7dFH7dO/3JZStu/bdIJxjUBSC5CpuvO13pisvudiE5MUsvsQHO6ux2UV5TLr2r0Im5qIU0htSiXzk9Hr9ems4fr+f+HOd1368zWvTtqxeywnZ/DD+2qbKtDl3edLcvV///////////7/65/O/3uX//////////53LtnKwJQDgAGdDRjS0Q2RLbEmkiSiADgoOGhCDn0GAkIi6X5hcKDwoMRkMwsNjCYDBQGJgFTgkAK0hgbEYdVqasX5d84pQFWXOTma8jInK65ME+8sDEQaAjMhOZJCGvq1sAV/IG6oTR4CkXjF2CLcZTm4aP7YV2K6i7gSSvA2T1P2xF33fiMeguvA6p13vo3jdpXhNRJ46GekU1A0YsymrZp4Zlrz5RnkQtO3HYnCYCnK0gv3YxJc6eCqkgmXnh+//vgRPCACUCFzf5vBAMp8RmfzmQAJxIhNfm8AkRrQyc/N5ABOR3G/KrGFalxs9oZyX4U8AQiUUtPjE6WxK5LMU8Mxai3YouZZfS6qWrHbn7+lmM6mX8+xyxnr915mmuxWenPrYTsjsa53Km7/N55YYfn//////////3veZYYYd737X//////////LvcbN+ksU9JYp7xgDijKrEUMSofsZDAIAAIBr4IQDonNlUJOXHC/RnQcEFoyNqTNOBAMKjRNFF4CyaDRcx4bUAc4vU/pcZhjSkuHoMnykpNF316pNPQ5a4Za3JjIMKrcGSRdYZPPTKWQsFT6EglGnKWHRGgdYUaWwF9qX6F2YJfKTQuLR2mYdDdJDeUAvBVr0khsQ3hFKFiEMfOQDDDxX2yxKGmtxezK6taQ4TtM/mr+FSHpLS9r6g6igeQRKlh+/SbouWuW7FrCKy+3KX7kVNTWXHeKNWZmXv0/Lqu+zhxozduSi5jTyimsy+V1qS9XeC3FY5EoOfmgtQHSyCPSjCH3/dy49j/tYjUphpnUzLsrmFrG3jhhezwrY2//////////7ssytyW3NZ2pvKLTP/////////8ndqvQVJmRxaKUVFPEiUywzrctKs672yWRSuMgm7kghITFw4uCckSAAcMlWDjlAcHS4pjgMmUY2IJshBS6QFBSELZKWnOVguyBxhEYxVU7VjKhCwqPq524tOX6tNMF+XNbAu9/G/gOES9gb7zsFv4zlGtm7W3obE2rvwjrey2Mq21YRZxtw3i/0VjFV92sz8xJaHUZk+E5XgDXHji+cvi9t74aiNuZk8jvSt+b8MU8hgmeppiA5XVi7T78WjsptyOC4tIXbpbE9FI3Vo7GMTxsu/TSqtVd+PUlivappbOxd/JdGe1LncuVau8Mt/nrXcea5/////Pp87H8p7Gt/c7j/d/T4a53Wt8zw//////////7vHHX/3+67z//////////D+/z9WrzqjIbpopXg3hIY/5aWwSAAADc0CjA8GCKlhCApxWDxgWABm6Bxq6YJg4hRlCOZjyLQ6ZhjWIhjUBQVBQxMJMAh8Y2goBoiIcmIMhQIzM1YygwUENFK2ARsBDA10H9AIEYKLSmWqw1kjU1WCoyUMANna2pzTjRbfq3tJbxOCTqCAY0GDFk0iFWOo15mUSfFnMrUGa0yxqUPNiWF+cirwwp98nffDDeoIf10HFiLi2IVTQ291yVS3Kkz3nZpqvM6927KqGVROH515Y05jayqH5RnnLcfyws1bf09amtWrdbf5ZSvsHSN/Hhj0A0ziOzveFzK7eqfV13HtTCteuc7jrHHDPPWT5SeIx9qEKryyd5Vo5mPST6+8MNUuerWub//////////zv81jjnq5fw//vgRJWACgiIyv53IBFT0QlPzugAIfIfN/m6AkyYtac/OZIAq4//////////ymOVovO14tKZ21nBXIU6mHqXhndlZ7rbXICQAADkRBTUwtD2RUDEAgTuYmzDkEiQbzT8yTBdQDMsNyhCwYbxj+Jhj4BhhqGZhob5ieAwspxt0hnxRyRAhRGnAhBYZJmHJQgwRkYKp3Do8HLki1LCgYkmiuWBZaNqAjGEwdKkyKFTkw4xoxhwEVBwpx3nQNaTPgk2RL00QaJXE/Ra5ubHC8oMAQwpJ5WANurc46Ean1sFkyYMyuLKqtJdBVVPmHriYMQWBb1Hl+ACBEgbBgEXSvZBVj3aB66lJPU8BUMpm4vKnRhiA2d7gSFySlb+apIvGZRWiz6zs7Sxq9XwrY35Xcq5S6tUpKSL5RmauXtXYzZncbduxKLU3rPKlsXq1Fc3blNbGl/Omx1S516TGVb5v8+c3cwpreNTKzX5Cpd2r//////////3Lmt2at+apsOUv/////////96t9/drWVnn22AIVsV3OIRoZtXnKTAGAADOkIBFot+qKn2GxekxAcRoMYBRg6ZCZISGMEhhoeYQOEICYmSmCAIXMBxgWuEgBaOAUaGAG7KIXNh7o5gCgAZwLLxHoeoHxksH4iIFEMlImGrB9lIfYzYn8lh8hacK+H4hiIMBDIDyTw5BDBW4nQgJPitC4J+NiHFctoCPCFJoZsdQ58iB4vDmF0vEqbEWNlDqFzOixdMC5IoRQqE2gkRcroGJgo6TJASaPpnkS8zl8ijKTY4s8gbmReQUybqcuIqNziBUTSUmW0ygaKSUju7+9ObGS0WMUETqLGJrmpfOmaJu60ECfTZMvqX////rmKNFM4kgyC//+bmFkDRdcuCAMmeZmWXDV1RZGXAmAwUEDpQXQ+NCBVV5k8HvsPDww8JAcWRAGDGwbMeCQwiAzDAzMRBcYC40MxolAQJxV1GIcALzpLlJfN4RZAIUCppkkCMomXCxqRRligAFJMMLWEL7rlVzIWwjgaHqAlBOuUtSHJgYQLlEyM/K5+wwpcsgnZTg3oKHS9Ve0y+1ulnaSBmhM7YbXs1ZNHXxhh3nMVO0lhyPj8t5IKnu3KezNvb+PbL6aNxyPwO776VYFd+GJFJ2ww7SvVD0ikFPhUk0glkvpo1j1rzeNfbi7yuGyOy0994lS01uljLxU8NTMtuf+GfMqn4c7nhnWcR/I/akdivS36S1Z7Y3rX19/n3+d3re6THWN2xrn1wVZ/FwIQB0HA4f/x5UPFiNSlJI22222/+lRAADiAFggBDnAIxGBBvAI4YCwFAguqMAuYDAIYhkEIwHLigQBEzkB73rqArn4fBYnI62k3yejpOo6k8OA8R9DdHerJF0aNE//vgRCgACGaIyeZ14AEZ7znvzmASH8mrOfm8EAPgPWV3OYAAbM6focSl0cImTPhvbmB+rVuIqwH2HUQMuCvMQ9WqVv2rGGKvLpdMVYcCGzZqzoYxPHBQSKbMkkOM2Tql561lzCdIer0oxwyEHAh9XKBmMh0ZqjMKUeuMtsNKtmazgP8k6lLHMh8ZWM2k87VtkyaO2XMfL97TFXHF6UxIzeIu3lmR28eTrG5s7h6nvvUrLvwo2d4xZ49gxMTPcTOMaI9///////8C+aUpdwZJ0Iq7///////+NYpv0s+Znz6diS4i3eGelaFbXWSJVGAIArq4cSj0IaMTgQ62XjAAFAQCBARMKAU0IFzFp6BI1GRMFw4NHsw2KQglQQimW8BUYZEVgOuBRCIGBL8J/IPJCMyaiAjJatBboxFlqc6cDeoIm5LOUCGBpOMgDjRYvsxFQFMJs75rAqBIPMLrM5dJSpgaCrRmhNNzbFL2/pYrAD7QhmLSKa0xlckmjDlVH1gC9KqmERv5bnZfP09Lb1PVHIe6BZblJLmnt5L9U279eW14jerWaWvWnr2UU3TU1+1zm8+02sM888Ka/vPdPuzhletaxzo8u53KuVT9UFrdbGre1ne/7VXD9fvHu//HLeP4/+//HfP/////////95az/nNbq7Df/BVwqGyQSSOa3JwyMyu+/di7FQbBBxAeNB5vgyZiWjxcShocuA4NHg0xIAIgcwMDEhowAJMFCgAIiQMRHzJXidJMRhabiYLp131THduFEpV1NHgV2G5pJpXtclZM5hLdZubi7wSNoKdKZ7NE6FpqBMqlzzNijkurzd+/KmyRGjfZsMXbBAcjkPMZFQW7suqpyK3P+xBdEBunTVL9WZfmp+eXc87WFuV2cmbRWDGVODJKDsosakVWtes5zU527T71ezl9qX1Im+mU/dnMYxE3/ikdkvL1+kq73zf4/l+ta3//+sNbwxt85n/9t/3DuP2/5r/3/f/X/v6gkf/rFN6f6Hnw+lIAlWj89us2cjaRIQAABo4NFlTigCDhIbkB6YaHgQMBYOpVCoCL5tKLVpOJhoSRIBjyV4I3sgLlw0pi3fBDvDU8wxkaqaqbkw9NuZLqVonGpQW1+Jx1z4fa7lA05EHjcNddI67/TkW3MxeBnSYlMtvFn5nGAZxd3IbpJV+XOxHmNiV2bEf3ahyiubje7+pZ3dztNhjrDHeePZTD9SRUlLRVbmNnl63Sdr6vbx1T2bFvOpXs7t5//d/9jLHPlzHv4Z85l939Y2bU5YzwpLdj7ussbWOdbPKpb7z+81+Ou/zPvf/uGv/////////+/Z1lzuX9/Vf/EkDnXI0mpzPNJJLYpI0mkiATjkHBB8sIZk64yRAxgVOoxYgFAyAg//vgRBGABvJhzW5p4AD8ERkszjwAHz4jN/mngANrtiY/NvIAPF0h23MYAIRJWGWYZYsoMw9QtlCLmyi3pJNnEWMkwP5DVQxxao9Xqs+CUtJbGxEoKC2rs/HNUsrpMG/L4rcf0aPIo12nla3qw8FI/dN6kT12608zVFnhrUWBWE8tWdxtpqhVo/iYV8s0eNp3DUT1xVcz5tiNCfeKRNyUh3a32/CfuUtd0gP2593GPJCjvJIeoOJdX1j1rr/fzveMfe9axTWcYzGfSwKRhMSFnmJYQuMK/wq8yOWz/IJRa4ASSRttptutZUAAA1YKzBoGN8jcuUcdJCJQAAoGD6E0QBBKgFAIEgMKgcIJCI7SIDQhWhtiHnIPkg6vOUwjR4sCHsxhqZgWRS2JjOY0DhcHrOhp+rm7w8FuOLYzKFX1gwWxiVUqgO86WbSnWlNFb1A/eKqPhTNym2SRif0ZVuWTxW2E8ly9q9cI8mcUpqBqOys9GP53SFCvnN4Vomb0xFvWPArOrGBvbFcy6pDtG+LxIMK+NwPWuJrZxHvtRv5PFjvJJVw2MLchypzfUKFvWL/eq139Y3JvTy/tu3///////W02hCjlTinUrdFVL55///////9wa21TO951Sc1MkNmdGhDc1WyNxNslIgkNXqBnTQAQYdMCHGy0aqIqAGg6cBjhxNMLKOIFgBggaqgh0U6iQB2EZCNqpRsZpEHAey+BCjxbVSd7osAxFMX44HiqP9CICKYFYwo9Sn2rEk/wcqlmUbm5vKKudjbVG/XTRlD0XnHpNdSPEG80/U72+VaraXcEdEhsKuhYcH14eMyOEjaz5q9hQn0eNK+mixXuoD57iZ1aRcHaOMxDro5ac2d3JCesUZWy0/pvf1Nve/9d+4v4UJ5qltUibzesdre0w+ZFZEzjF4eN/4+vq/3v////////H+cen3nFP///////mms0gU+K7tOaosM7wbuUOUPPlsGwkCAAI4wBQoDKTEw4S8EE46HGSs5qBKoEYGBvAFzIyQeFhscAQsDogDSCNoAFgFUIEFWnmAvyNEnDmGGzkIJOP8eovY+0qcpPjxLfcZSrNxQqVuRcVTq49bXQ5AoSaCjRCEK1BpuA5v28vy6XbGf7BjcGLt9HrqFvGIPnhzUvpkpJWNpldSW1TNsWrXL6Dncu8Q31nB/Ej2/k18W9/bFfjNL79vrGfR/AfuesWj5lh7zXdfv7r/9//7xnf/+s79vijXJLLXcSS9oz/9H/+2tIJVOYa1l2SGatQioogkokPzmgOnLnHViGiIGCBnK7m4DGXMAqIDkhhCIXIA7+ZcWEAwxWOhFDyUhcgMMmCDFoLP8KlYU9C4VrqOslXURRAUAYNjK1C3ahsCLAqEN2autRsLsr//vgRDIACWuHzf5rAAEdkRmfzmSQIMmvNfm8AAO+NqU/N4AA2f2lZk/Tbw5SOFCJhfDAmORpzIGstu6FJjWh6ca9E41k+0QfetTN4ud/JyORj3I5N5W4Jl0rd2WSvDufLfJPOS27Dl2L5yiI5w7RRmlmqXGXQDagCxHW3geCITDDzyGnj0uqzbuy+Hn6o5fLrFHJpilhzKctxpvmuT7ux97XoiMFxaJX6W3Hc5urbq3rvbOdjLPCRZ1qluatXL+VbLtbuGF27TXKHk9YrYX//////////+fvn1O/zG5vf//////////5fzV/uesLgAbG6o5tKNKJMuSpFAYDAByIFAABHaiODAOawABMEhojhYJmHQKYRBhgEHBwJMKBRCALBWRAYFGGwwFQEEwLwCw6VUqTuTvbUICBwACAKoosGUDIJIAgWRvRBEkhDkM/XG9jayaRPbVbs/MKgItXukjEsVw+csk3x+rKLcvgCmuObEqkPwzaoqnaCM42O6uZWPtwJaxmaWepaOxV5bna1BTU17lBPVbNn605Tyx277X4kyzfMr1zXZ7d7PlrU5V1nrLCYf6HIbkNHGHGYZJmWQbbrU16zvPG7hZw13Wrm7metZXs/tWceS+7fpLVjPlf+/+s8ctd+9/bePatb//////////LVTlfmXMt547///////////PDn59z1YucvmxuxszKqQjQiR2RuVMEoEG6A4jGBtAMXBQFqQ8CgwaUDEQkeDgSCqBiETQPAwoJDAKPFHh4y5ERlCVhnZFsC8G9Ldj2H9LoFlHbZGxMSkhIRoQ3bi5gAOnMxJHp1qZnEPQQkW8ENwI7CgUqZVB6wsnkUSd+KzTevS0tXbkQJAUPNchmg3P7e/ktp7DJL8ft36ewwe6/0FzERcOvWpLG4xfu1LNFuPRC3XgmkrU1yrSw7KrUqzvUkE2ItbjcuuSe3cpqe7uxRTsvp5NK8puZqz1NMZXs7uefMO9z1l/N/+XK/6r61nbzz/tLrDuO8P5+uc/f/+u54/zV89/oLpGgoz+pzBKBhUwAG8pLs8OzoyNtpISiAAAAcgFo/GrjINAze0giOjVgItOYgOjXUBBklDDKyE0MnAp8YsIDwOAiMiYnMY8go6FocyINNJhFr2sN4sVerBliK3uXSLNZRqMrEg2ngdTunqv2tWOPPADFGHRpmLwU76RSHohBkgh3CnxlUqgibiUXllLlX/uf8p94dx1nVypOYU9+xje3lnGYi/Mk5ru9/zm9ax7j3HPOl1ljZ7jhDUqh7LK53HHDuv/n/vHu/3zOn5V1upll2r+u/+8Nfzf7/9d//z5z+c/9b33X/+8ctZ0vMblata/+HbTAJHmf3hFVoKUIUHk4YVcmYVSaCJVhIFBEpHTC//vgRAmACVd6zf5vBAEv0HmfzWCAUMDpP/2EgCpTq6b/sLAAwM5pxMuTj3x0wQ2MEEQICmCDhhYEZYQmTBhMCI2EwyYCAEwugIUXioktgi6kJKGDJWsIoILBhADQlijjEoPaSy1eab6fgQSPMxWBlSZKzU54m3drDWU0AwwkhNBXjOHcZ5WeGhj1JIlA10sHmm3eCgp5y6+8N3XBxmoBoqGHFuF/32W8uh23mYhKYzflV/5i/N2KKMyl9qWN23XZRH2auu4lNqUxGifa1T3p63Vn6Grf3dwzoJupFpbD9G/ENwy/1NyvFbtPKJZa3Fe0Eql83QUeOVar2KdmnUcR24Ycp+XHp4hK5TLrFLP5ZZ/ljQ7sV+b/u/y3nTW+6z1ZuXf/////////6TVfVHY/sYry2jln9ZEqSEwUNAyK8pMtEo8qzSx1msMBIEHKDFpzQwxEYP+KBQcyRczwkiSDiI2OIMWg0gksaAyY0KZACCgp/GkMEmDOJdo6suSBWEYY+QMCpIveJKaiy6CrZxSIZgEB8UsOjKhiqosPD7W23pVPwlTQu8HEfF5XilsGPI/ErmrUdLhjwU69MnXg16nk1PAN27K8sKedlMhT4Lht0TqX6seSPFJdT1Hjrd/GmjE5vkfa3WTyLSI3hiRo5djHGrS1HavZy2fq35fdzx1STluAmRwYzZ5XXhS6GHrladMV5mkkG6WUUdC03n49p+dwz7z9fg/DqO/DDpOy68vlErlNNjMz2WWe8u3btjfb2u55W8d2+d19JOby//////////llJK6kakFPblErh2Tw5//////////9bpW13rBDxLRDI0TjZBI2ZpxZtGAaY+i5S8wVMmAkM6DtQEt1kTlvtQmNA4rFUsLIGCNlPULKrDdSl9kRHlYpoWYxl4YuvP+kKriFlklVZRSP7t+KJyc0pLfZXOakpp7GviaXktU1PuppLJB8LHr2ekAjIwntd0Yozsmjij7P8MpXYa7gr/u//7oZMCu02rMi6SxIpDy2FIroAgNQSALDlKJxCZoiZkMNq1xuGn6JAbFJML1j6RINKJZorKKJqIA3Pmbzp1zixdRNrZpJjFD5umwfbWVg/bGSyILzVcseYubvjZeyd1OfUthu3ji2QkvMnNzW+7e/+pq4uIfs/7fZy5dDI6dLqvbb4v63shU8oLFxAWJF03rLlAKSnNLPZ6a1B5eIeHZrLEiARUWhEpYgYsMG3EFIb0s0RBUVSUlzOX+XO91PAtNUssHzCziQVDkSJ5LsxpgVWGoBUslkGN4UHSExBQKWoZ5M6lD9GpAh1yYaMaufgkr+HyECDyVRo37f8Y3zmdk6Z0vozmmFFK6DArr8BaXZoj+n87/f/lJKsM6oqHHZGgUc2hJ0AQWQ//vQREaAA+dLT3sGHEqQCymfbYNuEL1fPewkcaoCLOg9gw5tRiQCXmaGYIBprL+EgWMpOQ2/49DIXj4RE5gvYJeuROd7EZ67e3LtrR5njFg2pb8igYe9lK5jt8J1sB3pnWDiRDFTEo+CHohzUUCUSLhRuRzdXK4kScZkceJb6Z/tmqc/pe5LnqVViXnGOG2eQXgUMhINVpIisWKjQIs745tu/i4RMTMM7JZY2SICA4mIo6IwlEliBBdFUapCgalrImB1HHjj8vpG3Qd0F5iIowUTbmGEDYraTI5oJa2kosYO/GmL1PwyKnjlJx9wMxk3n1dW8gYhWIbKuWHVc1YHStJ1l9cjOmRfEP83Lc5n97tmf9+cuXd3RaXVEiCDA8bWlc3mK9EHzfOMmCJzpmahtvrWlQW+HXTQ6F7GtGNECGUyp3MSph9I9hDU6mcAL35XnK0akUnE/ZVmH3WnsxKm+KdVUXpT0zWZhHZeflBnpPJTs9d8xtm/bGQ5XFlVFsUCBVVJCczU2Nrxqf52ZzMrTtNzy2+zl4fTNFqepJmjh18zO9KqNu2MzElJlQRJVFRDOqGXAEk6AeRXi/xUYiERhVmW65qtiwrdGbNznJAKCOGQOEYaJg5cODTxwwoZRgfC4lRBggGIW16Dg8EAwXeGIFEIrtDKMSE6hEin0FEMMqqvSoTz3pYaLHqo6Mm2fGTcufe1XNzX1UjX3HtV3bzxHV3P1cVfDJ61GppwYQKXpFBZDAININF1f3fLAzu7Q7s23rZJZqI7hwC8gOO8YOUTRSSY43hfR+IeSGYTbZY4MA1Gh2Lljg/FGLGDCjA9NIIHKlM1C7oWdIeB8SNuGtDTyZGDruo0qRlbK/EOKrS029NI2B/zZ7QeiX88zQyr6OuFG17OILpM9qlTx26vy2wU8U+LjlA7r4dFWJ2nPB8NsyU0zF3U1FQ8/eP1VSuQgHIBmBAIacAYKBBE0IaAJRMQhQaGRdYSEokAXSGhkYSApb4oCYhBYxODt2UA0cvAuQs2ACV1iICXQMoegKL7u6gnC4K+GwMFCoDaM1a2zJCYwuM3YLYG2kDMHclgEPtegB/XTpn3jLvT78OtqHo0ypymytpOzP/70ETMAAR5V8x1YQAAhAe5z6wgAV8pQzf5zIAEdL1lPzmAALzO01izEnW9wIcrxKBo7DV90Y1KPispqx6MUlqKYzOX3YaXK9rWXlZhGZ27K3Ij1iKwxevy+KY0NeV5V6ue8YO5fi7+SigiFu5T17dK/kYtRSZhuzP8sHWlC4DfAq3iFbpEQGmJ0l0rPgP/U08KER5D/4ohIACJCvCOqq7o2kbaDAIAABuIJLmOVAImBAPQLWB4gMyBwzMOhQwMEHuAIWFgmIQGIAIJAYs6oqpuFqgYacJZR1EVWLEJFyQ2tFNYsHVhZMATqBOo3iZzXHqbu6LgUD7ReQsrQ0bau+rsNDfp0oJduB4nH4vRw4zqZkTtNaYMz1zIDjrvR6ikrpv20+fiEnqTUkjj7VXKtxJ/ojHY5PzUslkMWZZZl8NM6aKzqNxmkdmW0+EO2opdpZ+NRTW68rtdr36+5NXm4nLJR2UW62O5/GknL8gmaezb5Dl7/zwy1bvfjrHly7T43+02OOGNX8ZijmrFqcwpLsjs93nhrW/5vO93VevT//////////5blNyrjU5hamZ2Y/rUBVCwxSWDWoeFW2WWV7tZm+AgGAgGsKdnAJZg5YB0KbMBB0bBEHCRECBUwkxBwoFxAwYCLOA4yMMCEiGRqKr/GzJIAIyeqKjbKjcNM+WUDOnpR9YDEoYXepN9K0Bt490PXHuZS662qB42+hqKv/A0CtMiTMJHFXYVSXlPTTEfftn8OSmzWpJLHZZNYxCBJBlTy+XzkmjkvrPvKqu8Zrk/lnds839fu9Vc8c7Finllbc9zncp65NU2er3ObwvXuZYWJRbvV8cI3S2p2QyK93V7LLLLu9f+et0+F/esO3KLP971U5XsfvLX53dY4//P7zmud7/7//////////w5nzVJYzqYdrXv62hdgstAAjmyGpA6nCm8uapMAQDABPnBGAzTyVIksZhJAyATEIpMCloxkIjJYIJQmFQyysKBYwwBhUDgoRGBgQp5LdcCa5WtWgEkWiXQYuAroMDCygpflf6+wMFO0vAmAwMSGIgQA2Nq0NN/Ds3IRAtIoFMQeGgOszl/3WcRnEL2/DuuwwZtHHk0fZL/++BExoAINXrOfm8EgTZRGY/OYJAe8bMx+ayQBBvEZ385MAi19n8YcF+aOxTztLKoDct1W9g+mh+nl9Nct1YxGp+1VtSmVRKV3bMYq3Zu3UvaoatNB1E/buQVH4tWxp7lNNR6Hu4Tssm91oxIJZduUUEQuBJXXlj/w7GoFeV5p27LKn2n+rX5umznc7Esge9J6WmjE9DFib7y3JJRzPDX5fzO7rHnLOW7dbdav2/vuv/////////52rdu7ljuUdJ9q1IP/////////+9wz3h+9bq6vCZCRGjnEnNq0TV6iQKBAAHDWAJYYksFE4SWIj4iCiAKZEKQgwwgZMCDAoiFGLJhA8wRAwxp5i9M2scuCBRl4l15UX3TmS9MG444TTLVjAwDX4g6DVJyHSIJk6Vi+IAZxWljJ4JfSJv6sl834vSOHH+bmyG5C6Bv5Y4804FK0mBYQ19pj79zrR3t7C1R2K2Ucmc/hzOvy5F6Gg+mpcsor+dXHXct49qyCMySdjl6ks5012X2qKrjf5V1ZqUvb+dy73n7x33v4d+9TWvu4/eyu81azt/vf/rX6/X//e587+/////39ytjS1blJ/7zvST/hJjxC7/xdzGIAOIORyz06Oy7zV7OUyBAGJhwPDExwDigUB4cAwPMOiMxIFTF4lBxBMHDRwQgPGFgEYZDIQFx4HtNAyaAWOICgAWB7AMKAOJQONwHqAUSDUooMA8QWjBzxYA6QMRjlClhVirE8hjIMbilSPFuEFCmKiKXICOAqkBEYiyxGhmLEKKQwcQ7RZYz5BisSJbKAuhzRGJkRYkiIF8ZQlC0Q8okcRQriBxsDrHSYF4c8pjRIioh5MGhTMiuXGPG54wNyikyi8XFnjpwzMD01RSNC+YnycOF03PuXXTMjrnzdlooXRTdRgg9lJu6FnZTOtP//u7KRTVWpKtNOq+3qV///////WpLutOk55VgANgnLySyWKJ1qpskoFFxiQ+bOatHPXBB4jVXBRWFhFJcVHDEQQwwSC4KBgl+QUUKaibQ98B6DEgYJE3AQwDKAEAfIHTCSh+iIYzFyCgiYC0QEUFyB8ANgQKAG55PjuE2EHDVggokQUdAocPzFSICOwVEQGHJTJIbIpceiWHPFrK5RLI1xyi+PoTqbDKF4dRGjKFA+VRcxEhWxBxS5DBzBYB/LBkaG7k6VibLKifN5ufIQcJkUBCc8RQtETOmw9ubnyPHSXyoX2NHUs2SlQ4RQiSZAHIcgSR4ghSMybRJEk0lE3NEU9mVvtZd1JsnSQTbRInJ81IoxxjU0ZAzM/7f//7bqrZnpp//83Zb0nZmN0oABIM6e1qy1AMpEsQJnoImGZmtRmHQmBIQ+CiZkwJghYAAgpkPAzGBkGxEHjICINr/++BEoIAIhYfObm4gARYQWj3NYJBlEedhubwSBQI9bH83kkCoKkmXwMBErVnDCgUouYkSAtsUT047bEHK0oA9ryMoVuZIpnHoisBDapHAoGDP667fN83F2E+MH0uwfJn7gaEyyPxeJupY5P0E52GJdBFDDEslUd925+Lw/zTQHuiFNA9m6/suoYnYh+L2JfP1Lz6QxS3ZXlavy+xHY2/F6xJ5BXwsU1aZl1/KKQxOS+vlnc1axkFiC39h6acN24vCY3+Of/z/////7LKfPDCX43qTDWNuWUl2vljykpKOxevzEsvwx////jz9/3//////////8Mua1+9595lv/////////+8WVt0M3Ta35obZ85U2dVWkUrIETZuMuzMSfULBYuNxCTJBQ20gLghgOW6AQKhuacChwqYSChwCXDdZohlAl6sAzhfRgELWASh4iAkvcgsJEtSh/CyKYiSjuLpfp4VZXzTQT4Xu3As48C51bHLeVMGGHZaTFGvtbfuchtx94xyHYFWU8rsMjh2uwdZiq6u0UGmcijeOZFrEm67MKaTOUt2hhhrDqPO4DaMHuUVOzqUuEsp2XSgJ5eS7fy6Iy6ahnmFinjc/em5e5D+TjoQJAcCUlvimj6vVErUzQU26mVPclSljjyeMLrde3Db/y+BKtPUqOqwldkAwe7UVomL0jt26aNUzZZp/uZTVqKU2diVV95f//rn9/n/v///////////1jcu1sq/3Sv/cYOoNgMEiK0KDQiyKWVGxVmINqKPmLloFFTbhwIuzYz4IhzFB48ecMoGSZDAoAFDkzULF30xYZApGAl0BOiM5kQGCBAIGKNIYCgHA8JVgYoWFHgEWmpk2gjQAhwdgXVfRslVNQeSYqyGTl5FCGtqoGEUqgk6W4dOBwglwGUjAs678Xi8Bw24c7GmwPLIRIdhbSzTRAA4OLa+XwZ7HmwOI7DcHkexvoZhymRXTTQTtYbPBEONvTy2Nw9DE7EpJP5RyB4hAsegCEQZBEsfR5n1dBvmF0uVifp5X/ZW5DkVohFKeYxpqZ+Nw09EPRl6IIpZRQVaCNNMZfRzjvv/XjcNyOKbuUksisRfRssafqkmHXiUTlHabjZfi1iPxKYlkBQ46FHDkMVcP/9f+fe973//////////nO/ndo7VXLvb3+NNlAsliNAHMEDKIpDgMgHHEBgmRilBmTYdbMU2NOBTEQlgriqECDB4LKlJq0EQnGZoqsFgSouEqghUzJz3SGmvkmsgY09+Fjt0izfNGZqJYTxUHmGBLiaoqkxBdKaiuAganCEYYEgFOtRae67D2N06Y3VtTCMTsM5cEt27LzJqOTSTMRYlDN+AVUGgumq993oh53F1qfibL5HG4u0llVlDGfgmA2+f/++BEUIAJ64hSBmsAAT+w+rnN4ABgaZdduZwABAozbP81kAFiXReHnVWInJVQMh+H0B6hysDL425LDqeJ5u22rxOJAURXO4zyOPelUNuO6i2lYIbBoQxboBw4cfhDNMN+W0fWvSQnC5XjNqBMK2Lpy1zo5hqCX9yhyj1aq3IkpOGIEkD/v3E5FDlyUZ2a+F+W01L2Ar8svVrV3/////////+pMUlPS02FiWxen/n/////////9m3hSXpTX+afy1Rd1V11tLLNNU1IVmGABgQeYfAGCB5iAoYAaGEExQpltzJkIBKYKKC2YCcUHRwEAQi6q606B6yE9ULhBYCZoNQ7DJlxorPKjituVJ8JxvTDalD/NSWGZIXoSYa3GH+sKZNaYUwVXjiIS0WVfl0VKmWF2WYNLh9KmAmVMqnmLJ9NmTpcFKtaMBzrOYCikvcN/Ydeu1DjclXw7Hok4EIjLkag93IGtuE5TZWDMOeeDnWnYAh+JxWPSNTSEvzZVkUJcZ14jKt4WI3FYafyVVYDpJyX3+u2zuGIefyndN54AYnHKVrbvvy5EGw/H5yIVpXKovHoAj0ulrqQqVRaUQTGYvYi05GJbqXNDfSxLJfL6e+9kP8tUVPf12zyrVxx538v/////////6furFbO/9Jjy/h//////////2v9apSfdyuWlaolJsZa7HE45HGIi3LGbGHwr8wkRg4yQwdOJDBwosghSFjhw+jGigSnNl8GoMAUmqVQhR1b5dZDZG5OeD26ly2QOAtIFGVc1BlDIWftdQAMHXmWuYsoO9DfQEyBg8Yhp71BYo+cQbjaZc+07Ko5FYFjjZX6oYCduXx5+oo7L8QEymC4biLzxdy41TwRaxlUMVo7Z3KYz9Z0a0uruBKIYsTF6bgyIUU3Vxo7sinrM1IpmJQ9GrEPW5VTU+EptRaN0HYfnsqWXfLaeNUs5QVaF1rchi01GqOW3rVWdvZ01uK1pZZpoZs14xS3q1/tPlZ5L7dJW/li5cvnWgskqEhF/vX//2PU2RFlrZulGc122t2yle13LdmTQKjMoVMkeARc0oMoJDJImIhCsRAjPP0OwjBBUeYBwcIoPAAwhJpxTyGOQ1rIC6SCRObu471sDmmuNEMMASCc2AIjE4+0yB1OzRELfIjqNLqZ8xpe0AQU86lsENtfgGJvs6EcdqUTuMFR3GngyfuVotDjkt5CGc3adurJpQ78Wll+fjMSfyZsu7q9S26d0Yk/1earW7ctuyOdoqtWrMvfO0z/XYCk9V9otEvi1uVSqMUdFQRePxyehdNanIerc7Ko7JqCrJYPp52mrS6V8yl1LFd8lWdFYsY0Ep3jrlLWo8Y3Wlktl8nsVrGGGsK9XsWeSiSTajTRZup6ql+VtRn/++BkBwAHBYbZZmHgAMMs21/MQAAf3iFYGZwAA9w86mcy8ABdgG/VGYCNhB0AKkEnPIEfh4DshYKvVBioQ4A7xVgOo3xCiuQw21yI+HyDmDlfkzFhSzIlxwXMUm5ujvON0XxDEOq5HIlVWayXFLL0lEzd9m7htLKDMaZrhHKoYT1wpExaHq72BqL40ZggRYKGbWv6w4+a53nM6smibvhSqWdxa3+lfHp571rqkeX0pq/973eQO/lhRmKrXO0agwdwa03W+86+dVj7tXfm/+fijbSNuvyyRIub3gRP////////////////////////////87p7wNScNDqcTaRLMrOFz2X6tV02pd40QZaAVHADdzAII2DyJHFtHpFvWwvQtGHYNtUzMLfAZidxwC3EGSFIimCFhcIy5NjpEckXTJkeiHD2yCDEXK5wgRUJ0gI5x4eDBCmlKhaLhuU0HOJECMmVrm5BysXyiYFMixiTxcIuUUbIUWlw4UnM01pooHEC6amVkrLd6absdRQdkG5ZRRTc1vTdtbup7u6KDl2a1LU71pzyKZ+qybOdPqTTd5wn0z7UzMn/////SnB9HiEm4ESgqoDwBxXmVSXuQQBQAy0VBGvqFMwXWz1yodqK3tLfpDF3kMYaLXIiwchCimugQDeVdqYiKCANsKcgJEzhXcGP9Ab+OTE2kQ1G4cWm5DmR+NRBva0iitBHKZ3akRonUeCAZc/UYa1jMRqYlE7bjMpgS5Zmb9ecpLVyvKqakppHE5dLqCpLrWNHYmssonTWcMZZG+8l+orUvfjd7vOao8rcv3nc+tUuWpZfz3K68riteZlT/Wub/trlbLdam1eub7vH+47y/X85fq1c7Xed//y1aytU2NWzcpssrVb//////////evy/f/nn39//////////67zD/7v8bGdTSyqqqqqqqqxkkjQZg0lqzIDIW0njRaO4svSZ4YoRMsCVAzFEV+oimmbDAOE/iZCvGiWFHnGaxyCDi7GChon4bI9DcLuFyb6IVpk6YldRDWVubz8ZD7SDASlBtDg3KmrIa8PbatIlPGQyKdUqlDSSrSDYmVRH8mYCuLdK55jNi/sdp3qtFzvjSUiujI1HHaeJ2F9YDeY25rix2Bu3ttb2OAo3OPHhx51K5NyxdSd+3Wj5rA38UnpXNm1WsMfwbUfPZcXg95WBAvO/rPZ7Pf6x9VfQ3kmMd65Uo9YU7AjQf5IL17///////6Pd01b/MmiX9IeOIiIjUayZKfAUS04UkUSSS0i3Rn/4VOGwdlAo+is4tMaqnbOEiY1Q5FM8OcFHwk8ZYKBhICLlRqdScCegkFSljifIcZXCDiznQTaSebsKldt1EdXMXIytJIuBDCGymrNlYGertS0VLT/++BkMgAItmzVbmsAAQAsOr/N6AAl0etXmawABCXDq/83QAnPpQsPYhi1VkyxmvVVIvGsdZLIMXopHfm5h/ohDE+2KHmSvq5bd36rwzep86zXnDjMr1K45VnnJe+KuRLJa1WG4BdWHYpWuxKVRKkvzd2VTMETkXq08CPlLXZkOcOzFNEZb9HAUupaTsqwuyvlHGLNJTyupqYlchh+UrS04UIr25+jv8o8qly9HZ2xNWu2vrYxipOblk3Wv0lWk7v/7n3Hnct8s1qbX+RQRCqRL/QsXHAwTNIQ2eYinVlY1zybigTBLbMOAjHEA0QBM1CD4m41NMMKQAEWnHFpgBqCApqhlTwZMEHrFxiqOGNRggmmAY4yapUAa5dtixlwcSQMauCSYYJWBT3ZuqkFAjFoyyKndOONaYs37eiRJSoSHNAWw3WGYRTy5tIDaQ/TizT916eKQ4/1LG+SmLxW3TZUsrhmJvvGmGQ7CaWNSKNRF+WsvJJ6KBIA5C8pZSQ3bzqTt+Bn6l0YiU1NyaWyaU0molZhyrM4YYd3dsYYZ55X8uY/3W+5fvlvueH5//cMt4w1K6fP8O3prc9ds0uq2sLPPx3lrvN6+yoLlwiNTqGnP+9qQ0j+pNEbiUVkskZfc+8SU5naZpjZoQIyMCS4QsATIwgwxpJ1wUkGgx3lz9CSkKghJqnWASIuqBsiY85Y9JPZwWrsUfJe6823RzQNXwoI7UZclPZ/lAHuXihUwVIsug3RgKwzoVGHNldWBG9jrEEN2nyd56jbN2Uym7dbJ/4ApZuYZmkhDdK5F1xn+clhq6Yg+z/S7HHC9PQ3LIcfdkrntIbaDnfgl2WcwE70qqy10ZfUsSiIzfeagN9mmXJTPy5TBvEey5b/M6cKZdFYVgS7l3Rlwa8qv1afC3yU0Ga305C2C9Eh0N4WwxYjqLHceXxjTaw6/3YzK5DEo1I8uVNXJdNYSqQ3c5bIqazUsUsr73DHOn7z/1zf/////////8qqy2UyqHoalMOv7NRqGv5d4aFlKTcqyGjGVYtOpja8q600g0gd87GpsRgxcAkAKCACdhIJRmHgB+zAgmMJ8TCNMOMUe0tHgbdC2QBqAUkMsOBIMJBgsMviFgQCAgGmJZJQXAXSULxkQMZMhxuFvYzBOjEMxxE8RU0IUoEDFLDCHOIATZDS+MuWjqRgYmJVGYFEFniExIE0iMgicSmZIFQukQGVHCRybmxOOOEZFMhg7BlCGjTcYwcCZYIEbokudJ0uDsMymN0UgSI2CbRJgxc2IAeZSCCK1aJgjWk5iYjyTBBTExOkVLZfcn0mJxkD6Cy5QdjF6jI2U6SKlWpss2TZRgWjc6boGBU9////r1LRUpe3//pnTcwMi4miVz0BZXVXeYv/++BEAoAHDmVY/mXgAOzM+z/NPAAcJY9j+ZeCA2w2KrMw8ACFWYZn1ut0sssckG4nPk4wKra7JaViaXKoQSdDaDrsFx16wOjwEiXZBZzuNB5k0j2RShZSQJ9aVBeW5OwTgwjltD1TCbFOfahfn+NxFItyYiZIbFPQ/l2vMrArDcUMeXSt8dhUrCq1rEemKxm44EehcCCrXOKp/SG2tk8ksB0/bKMi4YXenOBWPdhjQrvFfCYnNZ7CrIDuLGYbxoNJbsNFRLf2hWhskVyZXsJ9em8Wg+DRrYmt8rdtjOoJI0Sa8j6+bNr+H6Rn7Zpyg6jyDRCDYqCIjCrv7L32f8WpvZmaIaYeXaZWHmttuktsksAQ4tuHjCUyAsKwrxqxBwASGjR5rZcl1k3S/vEfAvhFTDXYcQQwTwxQHI7kMN1QlQHCbJ+mKnnpMSGnY5F/Y2yY5jPU54qtPmQzwXymRUG5ehcj9OR6wRFAw5gwVmLDiK2VvWtQ2txUzA3OoaXe3q5QGeEzQWxaUKddOTFWykywLttjRp37XmLAbokSD08uWRDXyvVzG6ezQ31a3laIDy0OBG3ttWGVymZWKFuE/tV4rV5PocuVYnUx5H8Sts1iPIEeM+3eHAtCfwMTxXtI0L3fQQREYVBEj/u//yzRaSWSqlmUd0xjjb5/PVaDRYD5CMEDBMFBxGQAXRgSCTiNA1asFJJqYGCCmE5w4hYS7j0DpqSZCz/LMxlSAdAnyRHIeCnLY4IpClwhVT7R6cJOQgyS1KYGaXk+Ec2kiTr/CGE0H+SxXKE/kU5sLE42ORsqy5VyPcNumF8uX8GWVzhT6vOo5KKakB/O+XUNDJ1LMwOT2z1wjQHjapo7+sPeI9PAj+A2KXxre8kVhbYT6J4E8eJR9SskCJHcIkaI9YpVK1NrbSGuHKFiDSnpl9u3z8Rbf+W54DidCTIVYa/rKEwZWimnU2o5Uo00sss0AhQCIhIDAcSGh4LO0gkCZcWJt0fJfCg7Bm2mKUjJ6Ckowg0+UmuXx1KN8qIqyXhTQmnZxMCijRDHTihfIc4ta4jNpPk63x4ptObrbepklCiLvMZEM0FrUqsZnCIrImu9wrqQlVK93GgQHTa/iZSUNsnhvHHMiuktWVpkjTXbaPbKdcQ4VJ4+YTdBrHtiNJ2FSvoUaA1WeKysLMJseTbZZZ7y4fwdQ38WdgngaeutWxiNLutMSViarX7xrF74kgxIUuqzzRe3+acs6W/4Hxp8gndcaZ2fZZlWg/vnI7FYLJjT4kaQThQY0c1BQMVmgmGG9uRMcGKD5kZAKJ5l4ODgEzVSNoCTRBwwkdOEuNcjAAFn4FABDgAPTPsjAnkzQYAARtCAsoXCZuLCk5XTFQgskGhpMJLiA4ggZKD/++BkNQAJ0mZUfm9AAS8vWo/OaJAkFZdb+cyAAzQza383MAAUQWEQ+Fg5bVK9K9B4oKgYKYYUYYMrAZIEZAI3BMBYVmLMEdF6uNIq0ivqwA4ZDctfRksQirMX1bgxClg5xHbeR3n5f127DfN7MMzdtnDBLMMPvE2CPw/koicCutVr1IdnGv8hblw+/sGKdsTfyIP1SadqNRize7bsR2XX7/40tNtgfHsZk6lx93IchyH/xjGWckksdbJDE7KpnHKjeNzqjPZ+Ix+G32eOHaCMxnFnctsv3DsNQKrA4kNupDkeiEQDtSzrnfwklgmBsW/yGZUATeKaIaWdYVgc5tFgKRGERDXwCBoQPiCEQtQ1sJDD5UNkHkzUbQ4/GCyUYhCJbQaJhIJjFAZRIJhejjcMWQDFwOOluQaCMbINMADoDfgwm2iZJd1h87SWZSOBUqQYKBwm+5/2WnwwsVkrSVSF9i3rfogPM0/Sc9WBU6nJaYz9hLlurNVaWGoeY/UgNX8sisud6X0sUlsll8kqxi9C3SfKjx+HaKIwFDUubBAVucjb9QRAbNWnPLZf+w/sDPPJ7sQsSyXRS3HHbkL7u6/MlhizGJ+MYxvCjl8ohyN4cx1nrH+/u/cklfOs4U7RWbVNFoJjNiUUMkoIbkkSjskf6Gb8ajP91b3a3bzxz1d7hV3YxvV7/asMw1ajX/////////8utV5qtHZqNSWel0to/99FrTEZEXs7Z3ANC3FsuMplmxlgVCwDO4CUQgE2ABxGODGImBQUMiDIDLswOF1UjAYNFgqYxBIQJTJJPIhYhiCWgP+DlwBWTPtFVikKQheU3xHrSlEIDM5c02nCgZd2Fo9lri95MQnE151WjyV/C+7nI0l7FTCoI0qsZmaVr1vvAjly6Kr3XLLlmvg7ErZO9MplWcYlMDQ/BUmgCLqd22SQ1Mu/BrQ3ra1D0MPVnfrakcsk2og7LNmoSCIPvLWdMwm2Qt4+0ZiOs31l8vqQi+/EzLpTEbznWYAaau9oFGv6JQdAMw5TOrl2cf2VNypZiQP7RvrSyp2XZllfLGrllDLDo06EQlbwRuek2dPJ8KVlNJYsRupBNumjnLu7gT9oLf9dLLqsyW/uuaimiPKHom3ypJiBXBBID64hFg9XBhKIRllQyiFQADDOkcqqY+HjowYoCJUAaNgHDFGCx4bRMgAgFgDgyHC2keM2HJCuiQCAgn4iBJD7IcLIIqPgVuLlHCKMLOEFhZ5gg5dnE2Jo3SMk0FOgswM3WYs5MHEzqRoZJF8uJpGi2Pn0lspzxVNVsYmxqSCjQmTJFkTF0jhNicxbFjNECG0ePXoWrq62W171TJA+rW9JJBSS1GydTvZ0Z2p2VqZlJLWU1Gqd0spIGWqnWDv/++BkAYAJsmvUfm8gANwMuq/OYAAVGZtP3beACa4ZKf+0sADYuap1ZBZGMVqtWGyUcczcFU5ZOMSOThBMDB5kIwZeFmDB6BxyQqYgYnKrplluYoAgJXC5gYyFIDRWkMGBUYBcESy5lngJRCaKEkQBIGnOsEDgy6oc2ZRywTOl1LnEgmZ0TMSEQoQBy6gqtbNkvS80cVNTMFdtrTpmcUpkWUlosAre77tNxZQxFuy7mbMpX0v93kg1A1Omar8kr1svXNG29lL8tKaa2eFvrcjTsv8wRxWpTtA70NPplPzl+tF67SYIiTlRW26EQhuG37nMnUW0mZKFY4Ha5Ss8zxdKAnmpYjhNRGkt4S2RwC6DOpVWhyVNqiPA0nfZyc1L3Odyy/WXds3e9YtJGZmJap3RygHGW0OMCQ5K56zHZfLb+fMsO67/M9Y559tI/qLC4lFjwS/qUuNkqqJasSoqkWjCLYo6qlgtFiZ5GKBUcXKYJFRoEkCEHAwFosTyBIEiAwQDQEYVlQJFJkeAq550RFfdO9Oikymb8BQGkopYu+xPTlPyry4xVrUAyh2WdssdpxIAacl7KWm6kWFT6eW1693NuUpXc8Muazc3jYmeP5A0sl9qpJ5iM0E3aryyL5S2vKX9k1TOcy/7+9Y03ZbV7vPDOTxGJXbzuxaA+fv/1///7//7lrWGtxmrSSnda3Yo62O+bu77upjb7nzmv3zXf5+f7/eX0l3C9v71mvWt40tf////+tIeXhXdSoqizoQ0uqBEIkEQcZmNh5k4aAhwHEaequkdUl2CqWpiMQXQhYVL84FUckdujQ3sGNJaaCvv4r56+gQnkGmGCXddxc5rBht2cQqRL3pWDJhxneQJq/NJJtW19uPrNqmqX98095rw8x40TOsa3TO6/7zn/619+/1rN8//G92zum4v3NXFq5kga+sfPzB+bZllx8V1WNqms21TV9014WvnOMYpLPxoeal6djraJRBP4XRbAqEFCiZK1grEExIzAyHy8A4QQEStxn3f4WBmoOg0A8Pq58xVZB9BE2XKB3Ntp7fHL0E2Q6Gtrqm7Zf1X3c9798/Pcvnian5+5VPH2BQqDjFGoKKMLhneU+3//9en0vpoeGhnZj6lSzPpF1wc8sZBoIDWeAQE1lB00GgoUrqd592x7P8WJQulwwo163Uxidks47tfGb4j1km3iWPHZLv8Q7/bPmFTMHyWxab5rWF7Xg++pY29X+Pj2xq8ebya1HrXFXnxu+fb09q49c59961f41rOv94p85zTX3jVNRL5x/e2t7tnH16xPiYMAgFzpsBHDBUGEjbBw0Kd3vY5Pfeq6FUUHfVXLJyxZytYCUmu3YYGkC3GGUvlTNdbC5Z8TC0w4JhAoNJJJHSAsKX/++BEZgAE4VhS9WXgAJTIClysJABkmetF+bwCBEIy6b83kAAntSZRI5xoxakU20HT235hPaKHvVlGnkkSp6SJhAmnScItpwVVkxrL7FDBDPzYYZT/uV3FWPyesxjVf3Je+vCMU+UCtSBuAwZGRD5U3FPISa0v1fwMp70Ns2yap7nINO/3z/pT9KCKdwlMLQiIY2KtQFgMJhnFkwIBzYghlw6jmBghgIQRAxhCGJFJugGZ6Zo5mCBQ4JrRJkoWSlFVrFBVTJApTIvAEqwqIgCkW8gdkyjNR2WWspXCJAQUZo3eOQI6qSzN9O7aACkkWGsmCDwGoK9T60UifVoUBO0l8W+Hpv88CV4gQ7VJGo27UDwq9NwZ2TySBFNJRK4OcuFvrLX5qRGMvRNU78ymbqdpICoXLibvzkMQxdkuFytLo1Kd8q2ZiLWZRaqSvdNMSaDWJs7o8YbmolMYtfaaxJ+otF4e1ZhmUWJNN393NSnmNnnbtPL5VSRP4EnaSYww/l3DKNYSKpcjONSrL6usa++a1/M/5c7+v/////////88s8/1MyH8bF2x/jBIcOChGkRE40Ozyy0mylFiuc8uxg4Mz84QMgc5wtC4AAkooMjBTczIIBxIYCQkgKYgDIsGIibTgKAIdS5w0Aj8ukKgKYR9EVLAOKFgHDRGSirPy9rdQiQ4GDAGa8n/KWgs1T2Y9etdXYzGVs3TDfVarcoZoK0zaoKzOnKTPgyQeyCXVrVDGplp01+c1Wl1V1Ifhtw4XOM0YbAjtSl9oXHHap31o68ujMQcHS/GsNNjD8P7fcqPTccsyiW6sZXqazQSScjfx6kk0CuPBtyGpLBTYopI4fgR5oal1yGu0UMzFJCKGLYfRTtyls7sZz0vtTs3baZZlHLu7Ocb+/HsJFQUr8wLLJmZiMqpGEqyrlf+h3/pqsTVtmy6+LtcZshHquMbaCQdcPVnQwIUh6rJymRyQo6ZiJxiEghCIMOCEyuLjEQeN6jkzUIDBIwMRhcxEOgUGzcMgsdUXMcjEIgz3oOFmqRGeKA566QgFgoSaMILiQ6QYkKWvjRhBYJFJXBUYlonCp8SFp7g0KCg5oDhmDBbkviy1+l8o2od0N2WAEGDlC/0bEFAgm0MGAVKmTQNbd2u3d74iiPYk6pFAGCAoGg+09OllS5lN2xMmMGCYYyqAHlsPBDdJelaYigDaIprHeeCWssNjUa3TQ01p/KHGZpKGZqyxyJZL1SKYMkQBsTo3bf92WGtZgJypt0mtMOgGUy6BoRB1NE4zOW5dRK7LiIoNozuV0/yuG2WQ5SWc4OuymGX2lzvQ7EYrhZmcfgVy4clM/8iqU9yUXNW5n//8MOZ5/nnn//////////rfMcO77lc3Z/3vVapbqP/++BkqoAKlnpVfnNAAQRQ2t/OUIJT0X9T/ZeACjgzqj+0gAFu2zCtztCjmso4gkAzEIW6YZp8JGEQgcPAgkFCUAqWAo9IETGhRCgFMMDESMzeRIySGjCoxC2IGkBKQAxxYDPnxwl0QDRZIDGBgLAwMMaLxPl4n0kVqAeLD1w9kAwUHwECE7hYAMgOuzh4xSwN2B5w0YhhoeNS0RW6VSBVKQ0DQQoMsYnjqJfOGSygTRwZIVgOUJcaJqRcnRWRkky8kUFOYLegyCK7pk+QY0GbHUbj2oeTNZ9NanQQN2d1VValE0bEVMWNzc3Mi+6i4mfMDZInzImDYuGhwnHOOXWN0TNA3LpiovGDmCKRgxrSOpnZgYMzLvuqr///9v//5omguigxxWd3nKeIcziKQJLPVYCBmEijKSLtWBLKDAkMzUucu6mYel8vOHW6KhRkkN2IpVZmJGcbaguE6hYYckakKNK4SxrZxhypv4npGhQ4EeLfW3r3T17F3WCwvavaPs1r/muLfNbW+LRoNcZi21XXhb3r5/tmurQYm9Yzjdf62+LY3T19/7fO86/+vX+mv6/W6X3v2lr6/NP5N43jxRRz6XY09aSqq7hnZLG2A5SMKpUKgQoCGATTS5RdEHBUzC9KJLOrEzS4SkFIGBcFRIPBy0IejFHIFhCIEtSSOFphakkVobVEwNFTVFUlsYzYsLNqULHDBZ44b2vWWlVkVNJFjoOX5+m/+KzVZVKtVXnn5hmaL+Fq4ibVvaDrq72abq4rtW17KvkkdNLDNdNsy1kxA9aFB2aVV0RIm2SVDiHi5sFJeFqg44vmxsSIQAhQFyUhcAMAGcKy0vPgmVqt6+SqtB9tZgttpxvav0WlJdVNvwcMhRhkGEEEatfYUCNY9Lt1zM5FVYxyM6Nn2Q185M5GYUxUtFVV1z8VVNT2FH/z21Vusx5bBkg91Ktq/BAo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<<cacheaudio "retreat" 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">>
/* Holds everything */ <div id="Entire"> <div id='All' style='height:100vh; width:100vw; display: flex; justify-content: center; align-items: center;'> <div style='height:auto; width:auto;'> <<switch $Phase>> <<case "Prelude">> <<if $Fresh>> <<include "Gturn">> <<include "InScreen">> <<else>> <<replace "#All">> <<include "Gturn">> <<include "InScreen">> <</replace>> <</if>> <<case "CourtRoom">> <<if $Fresh>> <<include "CourtRoom">> <<else>> <<replace "#All">> <<include "CourtRoom">> <</replace>> <</if>> <<case "Trial">> <<if $Fresh>> <<include "Trial">> <<else>> <<replace "#All">> <<include "Trial">> <</replace>> <</if>> <<case "Epilogue">> <<replace "#All">> <<include "Epilogue">> <</replace>> <</switch>> </div> </div> </div>
<<set $card0 = { "num" : 0, "headline" : "Jefferson's Second Administration", "suit" : "Event", "pp" : 0, "icons" : "", "reshuffle" : -1, "redraw" : 0, "action" : "", /* actions or options to be carried out */ "notes" : "The [img[$Sword]] game [img[$RedPrestigeTiny]] is [img[$RedArrowTiny]] ready [img[$BlueArrowTiny]]!", "pic" : "", "retain" : 0, "commentary" : "After killing Alexander Hamilton in a duel in Weehawken, New Jersey, Aaron Burr heads to the West and to Destiny. As Jefferson, you begin your second term in office wary of what Burr might be up to . . ." }>> <<set $card1 = { "num" : 1, "headline" : "The Hero of Weehawken", "suit" : "Burr", "pp" : 0, "icons" : " ", "reshuffle" : -1, "redraw" : 0, "action" : "<span class='redb'><<button 'Roll $die6'>><<Burr>><</button>></span> to determine Burr's course of action. Then this card goes at the bottom of the Draw Pile (and be wary of future reshuffles)!", "notes" : " ", "pic" : "", "retain" : 0, "commentary" : "Jefferson never trusted Burr and removed him from party matters. Some of Burr's harshest critics in the Senate were moved to tears at his farewell speech defending the American government in March 1805." }>> <<set $card2 = { "num" : 2, "headline" : "Theodosia Burr Alston", "link" : "<<link 'Theodosia Burr Alston'>><<replace '#conspiracy'>>WOMBAT!<</replace>><</link>>", "suit" : "Conspiracy", "pp" : 1, "icons" : "[img[$BluePrestige]]", "reshuffle" : -1, "redraw" : 0, "action" : "If she is one of the conspirators, the plan’s objective is always to Settle the Ouachita Valley and Aaron Burr is always Innocent.", "notes" : "+1 to Plan, then continue turn", "pic" : "", "retain" : 0, "pic" : "", "evidence" : 0, "commentary" : "Theodisia Burr Alston was Aaron Burr’s daughter who stood by him at his trial in Richmond. Afterward, he fled to Europe and she acted as his agent in the U.S., raising money and transmitting messages." }>> <<set $card3 = { "num" : 3, "headline" : "Harman Blennerhassett", "suit" : "Conspiracy", "pp" : 2, "icons" : "[img[$BluePrestige]]<br>[img[$BluePrestige]]", "reshuffle" : -1, "redraw" : 0, "action" : "He is not a conspirator. Eliminate the possibility of all Conspiracy Objective plans in which he would be included.", "notes" : "-1 to Plan, then continue turn", "pic" : "", "retain" : 0, "pic" : "", "evidence" : 0, "commentary" : "He was a radical Irish Gentleman wed to Aaron Burr’s niece. He fled to America and lived on an Ohio River island he gave his name to when Burr visited his mansion there. Blennerhasett pledged money and men." }>> <<set $card4 = { "num" : 4, "headline" : "Anthony Merry", "suit" : "Conspiracy", "pp" : 3, "icons" : "<span style='color: #000080'>3<br>x<br></SPAN>[img[$BluePrestige]]", "reshuffle" : -1, "redraw" : 0, "action" : "He is not a conspirator. Eliminate the possibility of all Conspiracy Objective plans in which he would be included.", "notes" : "Continue", "evidence" : 0, "pic" : "", "retain" : 0, "commentary" : "Jefferson had no use for the British envoy to America, Merry, and slighted him and his wife on many occasions. Burr sought out the disgusted Merry to detach the Ohio and Mississippi valleys from the U.S." }>> <<set $card5 = { "num" : 5, "headline" : "Carlos Martínez de Irujo", "suit" : "Conspiracy", "pp" : 3, "icons" : "<span style='color: #000080'>3<br>x<br></SPAN>[img[$BluePrestige]]", "reshuffle" : -1, "redraw" : 0, "action" : "He is not a conspirator. Eliminate the possibility of all Conspiracy Objective plans in which he would be included.", "notes" : "Continue this turn.", "evidence" : 0, "pic" : "", "retain" : 0, "commentary" : "Aaron Burr said, 'He was an obstinate, impetuous and a rather vain little person with reddish hair; enormously wealthy, endlessly touchy, extremely intelligent and vastly attractive... a very great gentleman.'" }>> <<set $card6 = { "num" : 6, "headline" : "Andrew Jackson", "suit" : "Conspiracy", "pp" : 4, "icons" : "<span style='color: #000080'>4<br>x<br></SPAN>[img[$BluePrestige]]", "reshuffle" : -1, "redraw" : 0, "action" : "He is not a conspirator. Eliminate the possibility of all Conspiracy Objective plans in which he would be included.", "notes" : "Continue", "pic" : "", "retain" : 0, "commentary" : "Jackson had served in congress and was a Tennessee judge and militia Colonel when Burr entreated him about a plan to fight the Spanish for Florida and Texas. Jackson agreed to provide boats and provisions." }>> <<set $card7 = { "num" : 7, "headline" : "James Wilkinson", "suit" : "Conspiracy", "pp" : 2, "icons" : "[img[$BluePrestige]]<br>[img[$BluePrestige]]", "reshuffle" : -1, "redraw" : 0, "action" : "Wilkinson has 4 Conspiracy cards! The more you hold, the better you control him (which is good) but the more it associates you with his actions (which bad if he is indicted at trial or kills Burr).", "notes" : " ", "pic" : "", "retain" : 0, "evidence" : 0, "commentary" : "Wilkinson was the senior U.S. Army offier under Jefferson. He had a treasonous relationship with the Spanish telling them how to contain American expansion and the object of the Lewis and Clark expedition." }>> <<set $card8 = { "num" : 8, "headline" : "James Wilkinson", "suit" : "Conspiracy", "pp" : 3, "icons" : "<span style='color: #000080'>3<br>x<br></SPAN>[img[$BluePrestige]]", "reshuffle" : -1, "redraw" : 0, "action" : "Wilkinson has 4 Conspiracy cards! The more you hold, the better you control him (which is good) but the more it associates you with his actions (which bad if he is indicted at trial or kills Burr).", "notes" : " ", "pic" : "", "evidence" : 0, "retain" : 0, "commentary" : "In 1804–05, Wilkinson, Sr. Brigadier General and first Governor of the Louisiana Territory, met with Aaron Burr who cultivated him for the conspiracy. They later exchanged letters discussing Burr's conspiracy." }>> <<set $card9 = { "num" : 9, "headline" : "James Wilkinson", "suit" : "Conspiracy", "pp" : 4, "icons" : "<span style='color: #000080'>4<br>x<br></SPAN>[img[$BluePrestige]]", "reshuffle" : -1, "redraw" : 0, "action" : "Wilkinson has 4 Conspiracy cards! The more you hold, the better you control him (which is good) but the more it associates you with his actions (which bad if he is indicted at trial or kills Burr).", "notes" : " ", "pic" : "", "evidence" : 0, "retain" : 0, "commentary" : "Wilkinson became fearful of his exposure with Burr's plans and his own spying for Spain. He then sent Jefferson a letter portraying Burr in the worst possible light and himself as innocent of any involvement." }>> <<set $card10 = { "num" : 10, "headline" : "James Wilkinson", "suit" : "Conspiracy", "pp" : 5, "icons" : "<span style='color: #000080'>5<br>x<br></SPAN>[img[$BluePrestige]]", "reshuffle" : -1, "redraw" : 0, "action" : "Wilkinson has 4 Conspiracy cards! The more you hold, the better you control him (which is good) but the more it associates you with his actions (which bad if he is indicted at trial or kills Burr).", "notes" : "-1 to Plan and Continue", "pic" : "", "evidence" : 0, "retain" : 0, "commentary" : "At Burr's trial, Wilkinson's self-serving testimony had the effect of making Burr seem to be the victim of an overzealous government. The grand jury barely failed to indict him, a 'mammoth of iniquity.'" }>> <<set $card11 = { "num" : 11, "headline" : "'Conspiracy is not treason.'", "suit" : "Defense", "pp" : 0, "icons" : "[img[$ShuffleOne]]", "reshuffle" : 1, "redraw" : 1, "action" : "Pay [img[$RedPrestigeTiny]] to Reshuffle this card or add it to the <strong>Defense Pile</strong> for use during a trial.<br><br><i>*Draw a second (and final) Trial Defense card if not yet winning the argument.</i><br><center><span class='bigtextr'>+1*</span> [img[$RedScales]]</center>", "notes" : "", "pic" : "", "retain" : 0, "evidence" : 1, "second" : true, "commentary" : "Chief Justice John Marshall’s opinion of 31 August 1807 said, in part, '...conspiracy is not treason. To conspire to levy war and actually to levy war are distinct offenses.'" }>> <<set $card12 = { "num" : 12, "headline" : "'No overt act'", "suit" : "Defense", "pp" : 1, "icons" : "[img[$ShuffleTwo]]<br><span style='color: white;'>- OR -</span><br>[img[$BluePrestige]]", "reshuffle" : 2, "redraw" : 1, "action" : "Pay [img[$RedPrestigeTiny]][img[$RedPrestigeTiny]] to Reshuffle this card or add it to the <strong>Defense Pile</strong> for use during a trial.<br><center><span class='bigtextr'>+4</span> [img[$RedScales]]</center>.", "notes" : "Restart turn. +1 PP or -2 PP to reshuffle; see card for PP", "pic" : "", "evidence" : 4, "retain" : 0, "second" : false, "commentary" : "Luther Martin (pictured), a U.S. Founding Father who refused to sign the Constitution and pressed to pass the Bill of Rights, argued 'there was no overt act of levying war; no treason committed.'" }>> <<set $card13 = { "num" : 13, "headline" : "'Burr wasn’t even there!'", "suit" : "Defense", "pp" : 0, "icons" : "[img[$ShuffleOne]]", "reshuffle" : 1, "redraw" : 1, "action" : "Pay [img[$RedPrestigeTiny]] to Reshuffle this card or add it to the <strong>Defense Pile</strong> for use during a trial.<br><center><span class='bigtextr'>+2</span> [img[$RedScales]]</center>", "notes" : "", "pic" : "", "retain" : 0, "evidence" : 2, "second" : false, "commentary" : "George Hay prosecuted but said, 'Inasmuch as Col. Burr was not present when and where the pretended overt act was charged to have been committed, he could be guilty, if at all, only in an accessorial capacity.'" }>> <<set $card14 = { "num" : 14, "headline" : "'English Common Law does not apply'", "suit" : "Defense", "pp" : 0, "icons" : "[img[$ShuffleOne]]", "reshuffle" : 1, "redraw" : 1, "action" : "Pay [img[$RedPrestigeTiny]] to Reshuffle this card or add it to the <strong>Defense Pile</strong> for use during a trial.<br><br><i>*Draw a second (and final) Trial Defense card if not yet winning the argument.</i><br><center><span class='bigtextr'>+1*</span> [img[$RedScales]]</center>", "notes" : "", "pic" : "", "retain" : 0, "evidence" : 1, "second" : true, "commentary" : "Burr argued at trial, and his defense and Chief Justice Marshall (who presided) agreed, that English Common Law could not be used to create a case for 'construtive treason' (implying substance where none exists)." }>> <<set $card15 = { "num" : 15, "headline" : "Motion to Subpoena Jefferson", "suit" : "Defense", "pp" : 0, "icons" : "[img[$ShuffleTwo]]", "reshuffle" : 2, "redraw" : 1, "action" : "Pay [img[$RedPrestigeTiny]] to Reshuffle this card or add it to the <strong>Defense Pile</strong> for use during a trial.<br><center><span class='bigtextr'>+3</span> [img[$RedScales]]</center>", "notes" : "", "pic" : "", "retain" : 0, "evidence" : 3, "second" : false, "commentary" : "Jefferson stayed in close contact with the prosecutors during the trial. When confronted by Luther Martin’s <i>subpoena duces tecum</i> for relevant letters he possessed, Jefferson initially refused but later complied." }>> <<set $card16 = { "num" : 16, "headline" : "'You can’t convict an accessory before the principal.'", "suit" : "Defense", "pp" : 0, "icons" : "[img[$ShuffleFree]]", "reshuffle" : 0, "redraw" : 1, "action" : "Reshuffle this card or Add this card to the <strong>Defense Pile</strong> for use during a trial.<br><i>*Draw a second (and final) Trial Defense card if not yet winning the argument.</i><br><center><span class='bigtextr'>+1/2*</span> [img[$RedScales]]</center>", "notes" : "", "pic" : "", "retain" : 0, "evidence" : 0.5, "second" : true, "commentary" : "Aaron Burr’s defense team argued that if a man is indicted as an accessory, he is at liberty to decide not to be tried until the principal has already been convicted." }>> <<set $card17 = { "num" : 17, "headline" : "'The Bollman ruling does not pertain'", "suit" : "Defense", "pp" : 0, "icons" : "[img[$ShuffleFree]]", "reshuffle" : 0, "redraw" : 1, "action" : "Reshuffle this card or Add this card to the <strong>Defense Pile</strong> for use during a trial.<br><i>*Draw a second (and final) Trial Defense card if not yet winning the argument.</i><br><center><span class='bigtextr'>+1/2*</span> [img[$RedScales]]</center>", "pic" : "", "retain" : 0, "evidence" : 0.5, "second" : true, "commentary" : "Between his Bollman decision (which broadly defined treason as 'levying war') and Article III of the Constitution (defining treason very narrowly), Chief Justice Marshall chose the latter for this trial." }>> <<set $card18 = { "num" : 18, "headline" : "Prosecution Witnesses Contradict Each Other", "suit" : "Defense", "pp" : 0, "icons" : "[img[$ShuffleOne]]", "reshuffle" : 1, "redraw" : 1, "action" : "Pay [img[$RedPrestigeTiny]] to Reshuffle this card or add it to the <strong>Defense Pile</strong> for use during a trial.<br><center><span class='bigtextr'>+2</span> [img[$RedScales]]</center>", "notes" : "", "pic" : "", "retain" : 0, "evidence" : 2, "second" : false, "commentary" : "The prosecuting attorneys, George Hay, Caesar Rodney, William Wirt, and Alexander McCrae did not 'prepare the witnesses' as they would for a courtroom trial today." }>> <<set $card19 = { "num" : 19, "headline" : "'Constructive Treason is unconstitutional'", "suit" : "Defense", "pp" : 0, "icons" : "[img[$ShuffleOne]]", "reshuffle" : 1, "redraw" : 1, "action" : "Pay [img[$RedPrestigeTiny]] to Reshuffle this card or add it to the <strong>Defense Pile</strong> for use during a trial.<br><i>*Draw a second (and final) Trial Defense card if not yet winning the argument.</i><br><center><span class='bigtextr'>+1</span> [img[$RedScales]]</center>", "notes" : "", "pic" : "", "retain" : 0, "evidence" : 1, "second" : true, "commentary" : "The framers of the U.S. Constitution differed from using English law when defining treason as to “levy war and give aid and confort to the enemies” only - not merely to have an intent to commit treason." }>> <<set $card20 = { "num" : 20, "headline" : "Motion to Suppress Further Collateral Evidence", "suit" : "Defense", "pp" : 0, "icons" : "[img[$ShuffleOne]]", "reshuffle" : 1, "redraw" : 1, "action" : "Pay [img[$RedPrestigeTiny]] to Reshuffle this card or add it to the <<link 'Defense Pile'>><<HelpList 1>><</link>> for use during a trial.<br><center><span class='bigtextr'>+2</span> [img[$RedScales]]</center>", "notes" : "x", "pic" : "", "retain" : 0, "evidence" : 2, "second" : false, "commentary" : "'Motion granted.' Chief Justice Marshall granted Luther Martin’s motion to suppress certain collateral evidence making Aaron Burr’s acquittal inevitable." }>> <<set $card21 = { "num" : 21, "headline" : "Burr Leads His Defense Team; Acts as His Own Attorney", "suit" : "Defense", "pp" : 2, "icons" : "[img[$ShuffleTwo]]<br><span style='color : white'>OR<br></span>[img[$BluePrestige]]<br>[img[$BluePrestige]]", "reshuffle" : 2, "redraw" : 1, "action" : "Pay [img[$RedPrestigeTiny]][img[$RedPrestigeTiny]] to Reshuffle this card or add it to the <strong>Defense Pile</strong> for use during a trial and get +2 PP. <i>*Add one (+1) to all future red Defense Argument die roll results.</i><br><center><span class='bigtextr'>+2</span> [img[$RedScales]]</center>", "notes" : "", "pic" : "", "retain" : 0, "evidence" : 2, "second" : false, "commentary" : "Burr was a brilliant trial attorney and key strategist in his own defense. He chose all Virginian for his defense team including John Wickham (leader of the Virginia bar, and one of John Marshall’s oldest friends)." }>> <<set $card22 = { "num" : 22, "headline" : "William Eaton’s testimony", "suit" : "Evidence", "pp" : 1, "icons" : "[img[$BluePrestige]]", "reshuffle" : -1, "redraw" : 0, "action" : "<span class='greenb'><<button 'Pay [img[$RedPrestigeTiny]] [img[$RedPrestigeTiny]]'>><<Pay 22>><</button>></span> to place this card in the <strong>Evidence Pile</strong> for use at trial; otherwise discard it.<br><center><span class='bigtextb'>+3</span> [img[$BlueScales]]</center>", "notes" : "", "pic" : "", "evidence" : 3, "retain" : 0, "commentary" : "Hero of the Battle of Derne (America’s First overseas victory in the Barbary War), Eaton was one of Jefferson’s star witneses. '...concerning Colonel Burr's expressions of treasonable intentions I know much....'" }>> <<set $card23 = { "num" : 23, "headline" : "Wilkinson’s Ciphered Letter", "suit" : "Evidence", "pp" : 1, "icons" : "[img[$BluePrestige]]", "reshuffle" : -1, "redraw" : 0, "action" : "<span class='greenb'><<button 'Pay [img[$RedPrestigeTiny]] [img[$RedPrestigeTiny]] '>><<Pay 23>><</button>></span> to add this card to the <strong>Evidence Pile</strong> for use during a trial; otherwise discard it.<br>*Roll on the <i>Grand Jury Table</i> when you play the first <strong>Wilkinson Evidence</strong> card in the Trial.<br><center><span class='bigtextb'>+3</span> <<Bscales>></center>", "notes" : "", "pic" : "", "retain" : 0, "evidence" : 3, "commentary" : "The ciphered letter was dictated by Burr. It was sent from Philadelphia and carried to Wilkinson in Louisiana territory by Samuel Swartwout. The prosecution proposed introducing it to show treasonous intent." }>> <<set $card24 = { "num" : 24, "headline" : "Thomas Truxtun’s testimony", "suit" : "Evidence", "pp" : 1, "icons" : "[img[$BluePrestige]]", "reshuffle" : -1, "redraw" : 0, "action" : "<span class='greenb'><<button 'Pay [img[$RedPrestigeTiny]] [img[$RedPrestigeTiny]] '>><<Pay 24>><</button>></span> to place this card in the <strong>Evidence Pile</strong> for use at trial; otherwise discard it.<br><center><span class='bigtextb'>+3</span> [img[$BlueScales]]</center>", "notes" : "x", "pic" : "", "retain" : 0, "evidence" : 3, "commentary" : "This U.S. Naval commander appointed by George Washington, testified: 'All his conversations respecting military and naval subjects, and the Mexican expedition, were in the event of a war with Spain.'" }>> <<set $card25 = { "num" : 25, "headline" : "James Wilkinson’s testimony", "suit" : "Evidence", "pp" : 1, "icons" : "[img[$BluePrestige]]", "reshuffle" : -1, "redraw" : 0, "action" : "<span class='greenb'><<button 'Pay [img[$RedPrestigeTiny]] [img[$RedPrestigeTiny]] '>><<Pay 25>><</button>></span> to add this card to the <strong>Evidence Pile</strong> for use during a trial; otherwise discard it.<br>*Roll on the <i>Grand Jury Table</i> when you play the first <strong>Wilkinson Evidence</strong> card in the Trial.<br><center><span class='bigtextb'>+3</span> [img[$BlueScales]]</center>", "pic" : "", "retain" : 0, "evidence" : 3, "commentary" : "The forgery of the ciphered letter evidence and Wilkinson's self-serving testimony made Burr seem more victim than villain. During the trial, Wilkinson placed New Orleans under an outrageous martial law." }>> <<set $card26 = { "num" : 26, "headline" : "Aaron Burr's Flight from Arrest", "suit" : "Evidence", "pp" : -1, "icons" : "[img[$RedPrestige]]", "reshuffle" : -1, "redraw" : 0, "action" : "<span class='greenb'><<button 'Pay [img[$RedPrestigeTiny]] '>><<Pay 26>><</button>></span> to add this card to the <strong>Evidence Pile</strong> for use during a trial; otherwise discard it and <i>Remix the Conspirator units (see 15.0)</i>.<center><span class='bigtextb'>+2</span> [img[$BlueScales]]</center>", "notes" : "", "pic" : "", "retain" : 0, "evidence" : 2, "commentary" : "In late January 1807, Burr and about 120 men armed with hunting gear surrendered at Bayou Pierre, but the Mississippi Territory grand jury refused to indict him for 'any crime or misdemeanor against the United States.'" }>> <<set $card27 = { "num" : 27, "headline" : "The Doctrine of Constructive Treason", "suit" : "Evidence", "pp" : 10, "icons" : "<span class='redb'><<button 'Roll $die6'>><<RollPP>><</button>></span>", "reshuffle" : -1, "redraw" : 0, "action" : "<span class='greenb'><<button 'Pay [img[$RedPrestigeTiny]] '>><<Pay 27>><</button>></span> to place this card in the <strong>Evidence Pile</strong> for use at trial; otherwise discard it.<br><center><span class='bigtextb'>+2</span> [img[$BlueScales]]</center>", "notes" : " ", "pic" : "", "retain" : 0, "evidence" : 2, "commentary" : "Constructive ('treated as') treason comes from English law arguing that conspiratorial intent alone was an overt act of levying war against a nation. Madison had no new treasons constructed in the constitution." }>> <<set $card28 = { "num" : 28, "headline" : "<i>Ex parte</i> Bollman ruling", "suit" : "Evidence", "pp" : 10, "icons" : "<<timed 0.5s>><span class='redb'><<button 'Roll $die6'>><<RollPP>><</button>></span><</timed>>", "reshuffle" : -1, "redraw" : 0, "action" : "<span class='greenb'><<button 'Pay [img[$RedPrestigeTiny]] '>><<Pay 28>><</button>></span> to place this card in the <strong>Evidence Pile</strong> for use at trial; otherwise discard it.<br><center><span class='bigtextb'>+2</span> [img[$BlueScales]]</center>", "notes" : " ", "pic" : "", "retain" : 0, "evidence" : 2, "commentary" : "In this case, Chief Justice John Marshall said 'There must be an actual assembling of men for the treasonable purpose, to constitute a levying of war' (not a mere conspiracy). If proved, a conspirator is guilty." }>> <<set $card29 = { "num" : 29, "headline" : "The Neutrality Act of 1794", "suit" : "Evidence", "pp" : 10, "icons" : "<<timed 0.5s>><span class='redb'><<button 'Roll $die6'>><<RollPP>><</button>></span><</timed>>", "reshuffle" : -1, "redraw" : 0, "action" : "<span class='greenb'><<button 'Pay [img[$RedPrestigeTiny]] '>><<Pay 29>><</button>></span> to place this card in the <strong>Evidence Pile</strong> for use at trial; otherwise discard it.<br><br><i>*This Evidence card can only be used if Burr is changed with a Filibuster crime.</i><br><center><span class='bigtextb'>+1*</span> [img[$BlueScales]]</center>", "notes" : "", "pic" : "", "retain" : 0, "evidence" : 1, "commentary" : "This Act made it illegal for an American citizen to wage war ('any military expedition or enterprise') against any country at peace with the U.S. 'would be guilty of a misdemeanour.'" }>> <<set $card30 = { "num" : 30, "headline" : "Peter Taylor’s testimony", "suit" : "Evidence", "pp" : 0, "icons" : "", "reshuffle" : -1, "redraw" : 0, "action" : "<span class='greenb'><<button 'Pay [img[$RedPrestigeTiny]] '>><<Pay 30>><</button>></span> to place this card in the <strong>Evidence Pile</strong> for use at trial; otherwise discard it.<br><center><span class='bigtextb'>+1/2</span> [img[$BlueScales]]</center>", "notes" : "x", "pic" : "", "retain" : 0, "evidence" : 0.5, "commentary" : "He testified that Burr told him, '...we are going to take Mexico.' He said that Colonel Burr 'would be the king of Mexico, and Mrs Alston, [his] daughter..., was to be the queen of Mexico whenever Colonel Burr died.'" }>> <<set $card31 = { "num" : 31, "headline" : "Jacob Allbright’s testimony", "suit" : "Evidence", "pp" : 0, "icons" : "", "reshuffle" : -1, "redraw" : 0, "action" : "<span class='greenb'><<button 'Pay [img[$RedPrestigeTiny]] '>><<Pay 31>><</button>></span> to place this card in the <strong>Evidence Pile</strong> for use at trial; otherwise discard it.<br><center><span class='bigtextb'>+1/2</span> [img[$BlueScales]]</center>", "notes" : "", "pic" : "", "retain" : 0, "evidence" : 0.5, "commentary" : "He testified that, in talking with Burr’s companions, 'one... told me they were going to take a silver mine from the Spanish. I asked whether...this would raise war with America. They replied, no.'" }>> <<set $card32 = { "num" : 32, "headline" : "George Morgan’s deposition", "suit" : "Evidence", "pp" : 0, "icons" : "", "reshuffle" : -1, "redraw" : 0, "action" : "<span class='greenb'><<button 'Pay [img[$RedPrestigeTiny]] '>><<Pay 32>><</button>></span> to place this card in the <strong>Evidence Pile</strong> for use at trial; otherwise discard it.<br><center><span class='bigtextb'>+1</span> [img[$BlueScales]]</center>", "notes" : "x", "pic" : "", "retain" : 0, "evidence" : 1, "commentary" : "Burr hoped to enlist influential Colonel Morgan and his two sons but expressed shocking plans causing Morgan to write a letter to Jefferson summarizing this. It set the Administration in motion to get Burr." }>> <<set $card33 = { "num" : 33, "headline" : "Joseph Daveiss Publishes Warning", "suit" : "Event", "pp" : 11, "icons" : "<span class='redb'><<button 'Roll $die6'>><<RollPP>><</button>></span>", "reshuffle" : -1, "redraw" : 0, "action" : "You may immediately conduct one free Search Attempt (12.3).", "notes" : "Roll for PP per card", "pic" : "", "retain" : 0, "commentary" : "Accusations appeared against local Democratic-Republicans (Jefferson’s party) in Western World, a Frankfort, Kentucky newspaper. Jefferson dismissed these writing against Burr as merely politically motivated." }>> <<set $card34 = { "num" : 34, "headline" : "The Chesapeake-Leopard Affair", "suit" : "Event", "pp" : 11, "icons" : "<span class='redb'><<button 'Roll $die6'>><<RollPP>><</button>></span>", "reshuffle" : -1, "redraw" : 0, "action" : "Decrease by one space the <strong>Pressure Britain Agenda</strong> marker.<br>You may also spend up to [img[$BluePrestigeTiny]][img[$BluePrestigeTiny]][img[$BluePrestigeTiny]] extra <strong>this turn only</strong> during the Jefferson Phase.", "notes" : "Roll for PP per card.", "pic" : "", "evidence" : 0, "retain" : 0, "commentary" : "On 22 June 1807 off the coast of Norfolk, Virginia, <i>HMS Leopard</i> fought <i>USS Chesapeake</i>, boarding the U.S. Frigate to find Royal Navy deserters. The U.S. was in an uproar but Britain reafirmed its impressment policy." }>> <<set $card35 = { "num" : 35, "headline" : "Congress Petitions President for Evidence", "suit" : "Event", "pp" : 0, "icons" : "[img[$ShuffleFree]]", "reshuffle" : 0, "redraw" : 0, "action" : "You immediately gain one for each Evidence card that you currently have.", "notes" : "Hint: If you lack suffcient Evidence cards, consider exercising your Reshuffle option in hopes of drawing this card again at a more auspicious moment when you can reap greater rewards.", "pic" : "", "retain" : 0, "commentary" : "The Burr trial also brought forward the continuing conflicts between the President’s waxing Democratic-Republican party and the waining Federalist party among the legislature and judiciary." }>> <<set $card36 = { "num" : 36, "headline" : "Comfort Tyler’s Supply Convoy Arrives", "suit" : "Event", "pp" : 1, "icons" : "[img[$ShuffleOne]]<br><span style='color : white'>-OR-<br></span>[img[$BluePrestige]]", "reshuffle" : 1, "redraw" : 0, "action" : "Pay 1 PP to Reshuffle or recieve 1 PP and add this card to the Burr expedition plot.<br>Adds: <span style='font-size: 24pt; font-weight: bold; color: red'>⚔</span>", "notes" : "Raise the Expedition by 1. Adds +1 Strength to the Expedition.", "pic" : "", "retain" : 0, "commentary" : "Having served with Burr in the New York State legislature in 1798-9, Tyler landed at Blennerhassett Island with four boats full of supplies for the expedition (which made the government and locals suspicious)." }>> <<set $card37 = { "num" : 37, "headline" : "Marietta Boats", "suit" : "Event", "pp" : 1, "icons" : "[img[$ShuffleOne]]<br><span style='color : white'>-OR-<br></span>[img[$BluePrestige]]", "reshuffle" : 1, "redraw" : 0, "action" : "Pay 1 PP to Reshuffle or recieve 1 PP and add this card to the Burr expedition plot.<br>Adds: <span style='font-size: 24pt; font-weight: bold; color: red'>⚔</span>", "notes" : "Raise the Expedition by 1. Adds +1 Strength to the Expedition.", "pic" : "", "retain" : 0, "commentary" : "For centuries, rivers were the highways of North America. For his armed expedition into the West, Burr ordered 15 boats built at Marietta in late 1806. Most were seized before their scheduled launch that December." }>> <<set $card38 = { "num" : 38, "headline" : "Nashville Boats", "suit" : "Event", "pp" : 1, "icons" : "[img[$ShuffleOne]]<br><span style='color : white'>-OR-<br></span>[img[$BluePrestige]]", "reshuffle" : 1, "redraw" : 0, "action" : "Pay 1 PP to Reshuffle or recieve 1 PP and add this card to the Burr expedition plot.<br>Adds: <span style='font-size: 24pt; font-weight: bold; color: red'>⚔</span>", "notes" : "Raise the Expedition by 1. Adds +1 Strength to the Expedition.", "pic" : "", "retain" : 0, "commentary" : "In September of 1806, Burr was in Nashville and contracted for the building of six boats suitable for carrying about 200 men and their equipment. He left the $4,000 to pay for them with Andrew Jackson." }>> <<set $card39 = { "num" : 39, "headline" : "Arms Cache", "suit" : "Event", "pp" : 1, "icons" : "[img[$ShuffleOne]]<br><span style='color : white'>-OR-<br></span>[img[$BluePrestige]]", "reshuffle" : 1, "redraw" : 0, "action" : "Pay 1 PP to Reshuffle or recieve 1 PP and add this card to the Burr expedition plot.<br>Raise the Expedition by 1. Adds <span style='font-size: 24pt; font-weight: bold; color: red'>⚔</span> to the Expedition.", "notes" : "Raise the Expedition by 1. Adds +1 Strength to the Expedition.", "pic" : "", "retain" : 0, "commentary" : "While passing Cincinnati, Burr’s expedition was supposed to take possession of 5,000 stands of arms from the U.S. government stockpile (previously built up during a quarrel with Spain)." }>> <<set $card40 = { "num" : 40, "headline" : "Zebulon Pike Explores the Spanish Southwest", "suit" : "Event", "pp" : 1, "icons" : "[img[$ShuffleOne]]<br><span style='color : white'>-OR-<br></span>[img[$BluePrestige]]", "reshuffle" : 1, "redraw" : 0, "action" : "Pay 1 PP to Reshuffle or recieve 1 PP and add this card to the Burr expedition plot. Raise the Expedition by [img[$RedArrowTiny]][img[$RedArrowTiny]].<br>Discard this card to re-roll (once) any one roll (applying its die roll modifiers) that directly involves Wilkinson (e.g., his movement, actions, in New Orleans, vs. Burr, indictment, etc.).", "notes" : "Raise the Expedition by 2.<br>Discard this card to re-roll (once) any one roll (and again applying its die roll modifiers) that directly involves Wilkinson (e.g., his movement, actions, in New Orleans, vs. Burr, indictment, etc.).", "pic" : "", "retain" : 1, "commentary" : "Wilkinson ordered Pike to map the headwaters of the Arkansas and Red Rivers, and to investigate Spanish settlements in New Mexico. Pike`s explorations provided useful military intelligence for Burr`s expedition." }>> <<set $card41 = { "num" : 41, "headline" : "Colonel Julien de Pestre Conducts Burr`s Diplomacy", "suit" : "Event", "pp" : 1, "icons" : "[img[$ShuffleTwo]]<br><span style='color : white'>-OR-<br></span>[img[$BluePrestige]]", "reshuffle" : 2, "redraw" : 0, "action" : "Pay 2 PP to Reshuffle or recieve 1 PP and add this card to the Burr expedition plot. Raise the Plan by 1 & adds <span style='font-size: 24pt; font-weight: bold; color: red'>⚔</span> to the Expedition.", "notes" : "", "pic" : "", "retain" : 0, "commentary" : "French Colonel de Pestre, touring the West for prospects to join the expedition, was Aaron Burr’s Chief-of-Staff and liaison to dignitaries such as de Irujo (Spainish Minister to the U.S.) and George Morgan." }>> <<set $card42 = { "num" : 42, "headline" : "Westerners Join Burr", "suit" : "Event", "pp" : 1, "icons" : "[img[$ShuffleTwo]]<br><span style='color : white'>-OR-<br></span>[img[$BluePrestige]]", "reshuffle" : 2, "redraw" : 0, "action" : "Pay 2 PP to Reshuffle or recieve 1 PP and add this card to the Burr expedition plot. Raises the Expedition by 1 and adds +2 Strength.<br> Adds: <span style='font-size: 24pt; font-weight: bold; color:red'>⚔ ⚔</span>[img[$RedArrowTiny]]", "notes" : "Raise the Expedition by 1. Adds +2 Strength to the Expedition.<br> Adds: ⚔ ⚔ [img[$RedArrowTiny]]", "pic" : "", "retain" : 0, "commentary" : "Wilkinson and Burr told the American westerners that they had the covert support of the Jefferson administration for their expedition to conquer Mexico and Spanish Florida." }>> <<set $card43 = { "num" : 43, "headline" : "Westerners Join Burr", "suit" : "Event", "pp" : 1, "icons" : "[img[$ShuffleTwo]]<br><span style='color : white'>-OR-<br></span>[img[$BluePrestige]]", "reshuffle" : 2, "redraw" : 0, "action" : "Pay 2 PP to Reshuffle or recieve 1 PP and add this card to the Burr expedition plot. Raises the Expedition by 1 and adds +2 Strength.<br> Adds: <span style='font-size: 24pt; font-weight: bold; color:red'>⚔ ⚔</span> [img[$RedArrowTiny]]", "notes" : "Raise the Expedition by 1. Adds +2 Strength to the Expedition.<br> [img[$Sword]] [img[$Sword]] [img[$RedArrowTiny]]", "pic" : "", "retain" : 0, "commentary" : "Blennerhassett published essays as 'Querist' in a Marietta newspaper offering a frank discussion of the wisdom in dissolving the federal union and erecting 'an extensive and distinct Empire in the West.'" }>> <<set $card44 = { "num" : 44, "headline" : "U.S. - Spanish Relations Decline", "suit" : "Event", "pp" : -1, "icons" : "[img[$ShuffleTwo]]<br><span style='color : white'>-OR-<br></span>[img[$RedPrestige]]", "reshuffle" : 2, "action" : "Lower American relations with Spain from Improved to Normal or from Normal to Poor and [img[$RedArrowTiny]].", "notes" : "Pay 2 PP to Reshuffle or -1 PP to execute the card.", "pic" : "", "retain" : 0, "commentary" : "The amity between the United States and Spain during the American Revolution declined steadily due to confrontations over Florida, the Ohio River, and Indian territories where both nations sought to expand." }>> <<set $card45 = { "num" : 45, "headline" : "British Caribbean Fleet Arrives", "suit" : "Event", "pp" : 1, "icons" : "[img[$ShuffleTwo]]<br><span style='color : white'>-OR-<br></span>[img[$BluePrestige]]", "reshuffle" : 2, "redraw" : 0, "action" : "Pay 2 PP to Reshuffle or recieve 1 PP and add this card to the Burr Expedition plot. Advances the Expedition by [img[$RedArrowTiny]] and <span style='font-size: 24pt; font-weight: bold; color:red'>⚔</span>, (adds <span style='font-size: 20pt; font-weight: bold; color:red'>⚔ ⚔</span> to Success roll if the Plot is Invade Mexico)", "notes" : "Raise the Expedition by 1. Adds +2 Strength to the Expedition if the Plot is Invade Mexico.", "pic" : "", "retain" : 0, "commentary" : "British Minister to the U.S., Anthony Merry, wrote London requested funds for Burr 'to effect the separation of the western part of the United States,' adding Burr requested the Royal Navy to seize New Orleans." }>> <<set $card46 = { "num" : 46, "headline" : "Wilkinson Takes Action", "suit" : "Event", "pp" : 1, "icons" : "[img[$BluePrestige]]", "reshuffle" : -1, "redraw" : 0, "action" : "<span class='redb'><<button 'Roll $die6'>><<Pay 46>><</button>></span> to determine Wilkinson`s action:<br>1 = Duplicity and Guile: +1 Expedition<br>2 = Hesitation and Indecision:-1 PP<br>3 = Fateful Encounter: Roll again on the <strong>Wilkinson versus Burr table</strong><br>4, 5, 6 = Move 1 space toward New Orleans", "notes" : "x", "pic" : "", "retain" : 0, "commentary" : "Wilkinson was a crook, traitor, liar, master manipulator, social climber and egotist, and aggressive toward all who questioned his motives or actions. Unprincipled with much to hide, attack was his best defense." }>> <<set $card47 = { "num" : 47, "headline" : "Wilkinson Takes Action", "suit" : "Event", "pp" : 1, "icons" : "[img[$BluePrestige]]", "reshuffle" : -1, "redraw" : 0, "action" : "<span class='redb'><<button 'Roll $die6'>><<Pay 47>><</button>></span> to determine Wilkinson’s action:<br>1 = Duplicity and Guile: +1 Expedition<br>2 = Hesitation and Indecision:-1 PP<br>3 = Fateful Encounter: Roll again on the <strong>Wilkinson versus Burr table</strong><br>4, 5, 6 = Move 1 space toward New Orleans", "notes" : "n/a", "pic" : "", "retain" : 0, "commentary" : "Wilkinson betrayed Burr’s plan to Jefferson, reached an accord with the Spaniards to neutralize the Texas frontier, placed New Orleans under martial law, apprehended Burr, and was nearly indicted at his trial." }>> <<set $card48 = { "num" : 48, "headline" : "Joseph Daveiss Warns Jefferson", "suit" : "Event", "pp" : 1, "icons" : "[img[$BluePrestige]]", "reshuffle" : -1, "redraw" : 0, "action" : "You may immediately move one Federal Agent for free (12.2).", "notes" : "x", "pic" : "", "retain" : 0, "commentary" : "Daveiss's 14 July 1806 letter to Jefferson stated Burr planned to provoke a rebellion in Spanish-held parts of the West in order to join them to areas in the Southwest to form an independent nation under his rule." }>> <<set $card49 = { "num" : 49, "headline" : "Joseph Daveiss Accuses Burr", "suit" : "Event", "pp" : 2, "icons" : "[img[$BluePrestige]]<br>[img[$BluePrestige]]", "reshuffle" : -1, "redraw" : 0, "action" : "You may make one free Arrest attempt in The West using the <strong>Local Authorities</strong>.<br>May spend before rolling for a +1 DRM.", "notes" : "See table on card", "pic" : "", "retain" : 0, "commentary" : "In November 1806, U.S. district attorney for Kentucky Joseph Daveiss brought treason charges against Burr in Frankfort. Burr cooperated and the charges were dismissed when a key witness did not show up." }>> <<set $card50 = { "num" : 50, "headline" : "Napoleon Threatens to Invade England", "suit" : "Event", "pp" : 2, "icons" : "[img[$BluePrestige]]<br>[img[$BluePrestige]]", "reshuffle" : -1, "redraw" : 0, "action" : "You may do one of the following:<br>• Increase the Pressure Britain marker by 1 box<br>• Return the Trafalgar marker, if in play<br>• Return the British Gold marker, if in play<br>• Discard the British Caribbean Fleet card if it is currently part of the Burr Expedition.", "notes" : "x", "pic" : "", "retain" : 0, "commentary" : "French forces had been planning to invade Britain for ten years, but when Napoleon formed the Armée d'Angleterre (Army of England) on the English Channel it became an urgent matter for 'Perfidious Albion.'" }>> <<set $card51 = { "num" : 51, "headline" : "Lord Melville Impeached; Leaves the British Cabinet", "suit" : "Event", "pp" : 2, "icons" : "[img[$BluePrestige]]<br>[img[$BluePrestige]]", "reshuffle" : -1, "redraw" : 0, "action" : "All Burr Expedition Launch attempts (16.3) this turn automatically fail.", "notes" : "-1 to Expedition.", "pic" : "", "retain" : 0, "commentary" : "Under his friend Pitt, Lord Melville returned to office as First Lord of the Admiralty. Suspicion arose about financial management. A comission resulted in his impeachment in the House of Lords (ending in adquittal)." }>> <<set $card52 = { "num" : 52, "headline" : "U.S. - Spanish Relations Improve", "suit" : "Event", "pp" : 2, "icons" : "[img[$BluePrestige]]<br>[img[$BluePrestige]]", "reshuffle" : -1, "redraw" : 0, "action" : "Improve American relations with Spain from Poor to Normal or from Normal to Improved.", "notes" : "-1 to Expedition", "pic" : "", "retain" : 0, "commentary" : "Despite the tensions between the two empires, agreements could still be worked out such as the Treaty of San Lorenzo, New Orleans and Mississippi River trade, and the U.S. war debt to Spain." }>> <<set $card53 = { "num" : 53, "headline" : "Political Party Maneuvers", "suit" : "Jefferson", "pp" : -1, "icons" : "[img[$RedPrestige]]", "reshuffle" : -1, "redraw" : 1, "action" : "At any time, you may discard this card and pay 1 PP to reshuffle all of the discarded Evidence cards back into the Draw Pile.", "notes" : "Not empty.", "pic" : "", "evidence" : 0, "retain" : 1, "commentary" : "Through patronage, Jefferson planned to make the opposition Federalist party disappear by sheer attrition. His few Federalist allies he rewarded with diplomatic posts (removing them from the U.S. Capital)." }>> <<set $card54 = { "num" : 54, "headline" : "Slave Trade Abolition", "suit" : "Jefferson", "pp" : -1, "icons" : "[img[$RedPrestige]]", "reshuffle" : -1, "redraw" : 1, "action" : "If you have any <strong>Jefferson</strong> cards, you must immeditely discard any one of them without effect (and also discard this one, of course).", "notes" : "x", "pic" : "", "retain" : 0, "commentary" : "Congress prohibited the importation of slaves effective in 1808 but Jefferson’s unpopular stand was to have it removed two years sooner. Ironically, electoral votes from the 3/5 Compromise made him President." }>> <<set $card55 = { "num" : 55, "headline" : "Jefferson’s Indian Policy", "suit" : "Jefferson", "pp" : 12, "icons" : "<span class='redb'><<button 'Roll $die6'>><<RollPP>><</button>></span>", "reshuffle" : -1, "redraw" : 1, "action" : "<span class='redb'><<button 'Roll $die6'>><<Pay 55>><</button>></span> to determine the impact of Jefferson’s Indian policy:<br>1 = Add this card to Burr Expedition: +1 Strength<br>2 = Indians assist Burr: +1 Expedition<br>3, 4 = Indians assist U.S. Government: +1 PP<br>5, 6 = Either -1 Expedition OR reshuffle one card from the <strong>Burr Expedition</strong> back into the Draw Pile", "notes" : "See card for PP award table", "pic" : "", "evidence" : 0, "retain" : 0, "commentary" : "Jefferson’s Indian policy was twofold: First, he sought to bind Indian nations through treaties to secure the U.S. Second, these treaties were to gradually 'civilize' the Indians (per his Enlightenment thinking)." }>> <<set $card56 = { "num" : 56, "headline" : "Napoleon Triumphant at Austerlitz", "suit" : "Jefferson", "pp" : 13, "icons" : "<span class='redb'><<button 'Roll $die6'>><<RollPP>><</button>></span>", "reshuffle" : -1, "redraw" : 1, "action" : "[img[$RedArrowTiny]] to the Expedition and place the Austerlitz marker beneath the Draw Pile on the map.<br><br><b>Cost for all Reshuffles increased by 1</b>.", "notes" : "x", "pic" : "", "evidence" : 0, "retain" : 0, "commentary" : "At Austerlitz, Napoleon’s star rose to new heights and the crowned heads of Europe were humbled. Jefferson remarked that Naploeon was, 'One man bestriding the continent of Europe like a colossus...'" }>> <<set $card57 = { "num" : 57, "headline" : "Nelson’s Victory vs. French and Spanish Fleets at Trafalgar", "suit" : "Jefferson", "pp" : 14, "icons" : "<span class='redb'><<button 'Roll $die6'>><<RollPP>><</button>></span>", "reshuffle" : -1, "redraw" : 1, "action" : "Decrease by <i>one</i> space the <strong>Pressure Britain Agenda</strong> marker and place the Trafalgar marker above that track on the map.", "notes" : "Roll as per card", "pic" : "", "retain" : 0, "commentary" : "Admiral Nelson made matchsticks out of the combined Franco-Spanish fleet at Trafalgar and took many prize ships in the battle. Jefferson bemoaned England was now, '...roaming unbridled on the ocean.'" }>> <<set $card58 = { "num" : 58, "headline" : "Monroe-Pinkney Treaty", "suit" : "Jefferson", "pp" : 1, "icons" : "[img[$BluePrestige]]", "reshuffle" : -1, "redraw" : 1, "action" : "Adjust the markers on the <strong>Pressure Britain</strong> and <strong>Virginia Dynasty</strong> tracks. Decrease one and increase the other by one space.", "notes" : "x", "pic" : "", "evidence" : 0, "retain" : 0, "commentary" : "Monroe negotiated this tepid treaty with Britain (impressment was not addressed) but Jefferson refused to send it to the Senate as it “tied his hands.” Monroe, humiliated, almost ran against Madison over this." }>> <<set $card59 = { "num" : 59, "headline" : "To the Shores of Tripoli", "suit" : "Jefferson", "pp" : 1, "icons" : "[img[$BluePrestige]]", "reshuffle" : -1, "redraw" : 1, "action" : "Discard during the Burr/Agenda Phase as follows:<br>1. If Burr is revealed, you may either automatically move Wilkinson for free (12.5) OR -1 to Expedition.<br>2. If Burr is unrevealed, a failed <strong>Pressure Britain</strong> Agenda attempt succeeds instead.", "notes" : "x", "evidence" : 0, "pic" : "", "retain" : 1, "commentary" : "The “Mussulman” Pashas along the North African coast were known as the Barbary Pirates. They demanded tribute from the U.S. Instead, Jefferson sent warships and the Marines to win the First Barbary War." }>> <<set $card60 = { "num" : 60, "headline" : "The Lewis and Clark Expedition", "suit" : "Jefferson", "pp" : 1, "icons" : "[img[$BluePrestige]]", "reshuffle" : -1, "redraw" : 1, "action" : "Discard to negate one <strong>Riots!</strong> outbreak in The West and then, if desired, you may immeditely conduct one free Search attempt (12.3).", "notes" : "x", "pic" : "", "retain" : 1, "commentary" : "Jefferson sent this expedition to explore and to map America’s new territory before Britain, Spain, and Russia tried to claim it. Wilkinson informed Spain who sent armed groups to intercept and arrest them." }>> <<set $card61 = { "num" : 61, "headline" : "Supreme Court Appointees", "suit" : "Jefferson", "pp" : 1, "icons" : "[img[$BluePrestige]]", "reshuffle" : -1, "redraw" : 1, "action" : "Discard during the Argument Step of the Trial to re-roll either Argument die (Prosecution or Defense).", "notes" : "x", "pic" : "", "retain" : 1, "commentary" : "Jefferson named to the U.S. Supreme Court justices William Johnson (pictured), Henry Livingston, and Thomas Todd (who has been called one of the most ineffectual justices in American history)." }>> <<set $card62 = { "num" : 62, "headline" : "Tax Reductions and Defense Cuts", "suit" : "Jefferson", "pp" : 2, "icons" : "[img[$BluePrestige]]<br>[img[$BluePrestige]]", "reshuffle" : -1, "redraw" : 1, "action" : "During the Prelude Stage, discard at any time to change single die roll’s result to any other (1 to 6) result you desire.", "notes" : "x", "pic" : "", "retain" : 1, "commentary" : "Jefferson's sought to abolish the national debt, which he believed to be dangerous and immoral. After repealing the whiskey excise and other taxes, over 90 percent of federal revenue was from import duties." }>> <<set $card63 = { "num" : 63, "headline" : "Jeffersonian Democracy", "suit" : "Jefferson", "pp" : 15, "icons" : "<span class='redb'><<button 'Roll $die6'>><<RollPP>><</button>></span>", "reshuffle" : -1, "redraw" : 1, "action" : "Discard to make a failed <strong>Virginia Dynasty</strong> or <strong>Judicial Reform</strong> Agenda attempt succeed instead.", "notes" : "See card for PP roll", "pic" : "", "retain" : 1, "commentary" : "Jefferson, upending social order, believed in agrarianism, strict limits on the national government, universal white male suffrage (by removing property requirements), and a far less formal White House protocol." }>> <<set $card64 = { "num" : 64, "headline" : "Georgia’s Yazoo Land Scandal", "suit" : "Jefferson", "pp" : -1, "icons" : "[img[$RedPrestige]]", "reshuffle" : -1, "redraw" : 1, "action" : "Immediately and permanently remove from play any one Federal Agent unit.", "notes" : "x", "pic" : "", "retain" : 0, "commentary" : "Western Georgia’s Yazoo lands saw competing claims of settlers, land speculators, and Indians due to massive real estate fraud. Jefferson sought to compensate those defrauded causing a factional party revolt." }>> <<set $card65 = { "num" : 65, "headline" : "The Military Peace Establishment Act", "suit" : "Jefferson", "pp" : 0, "icons" : "", "reshuffle" : -1, "redraw" : 1, "action" : "During any Burr/Agenda Phase, discard to convert up to two PP into -1 to the Expedition on a one-for-one basis.", "notes" : "x", "pic" : "", "retain" : 1, "commentary" : "Jefferson’s estblishment of the U.S. Military Academy at West Point was to replace the many Federalist officers he dismissed upon taking office and to produce engineering officers without relying on foreigners." }>> <<set $card66 = { "num" : 66, "headline" : "The Haitian Independence Lever on Napoleon for Florida", "suit" : "Jefferson", "pp" : 16, "icons" : "<span class='redb'><<button 'Roll $die6'>><<RollPP>><</button>></span>", "reshuffle" : -1, "redraw" : 1, "action" : "During any Burr/Agenda Phase, discard this card and declare your position on the slave-led Haitian Republic:<br>• Recognize: +2 PP and -1 Expedition<br>• Refuse: +1 Expedition and -1 PP", "notes" : "See card for PP roll", "pic" : "", "retain" : 1, "commentary" : "The Southern-dominated congress was horrified when Haitian slaves declared independence. Jefferson refused to recognize Haiti hoping that (with a $2M bribe) Napoleon would support U.S. claims on Florida." }>> <<set $card67 = { "num" : 67, "headline" : "Christmas at the White House, 1805", "suit" : "Jefferson", "pp" : 1, "icons" : "", "reshuffle" : -1, "redraw" : 1, "action" : "Yea, Christmas!", "notes" : "See card for PP roll", "pic" : "", "retain" : 1, "commentary" : "Commentary about Christmas." }>>
<<widget "Playcard1">> <<switch $args[0]>> <<case 1>> <<set $BurrIn = false>> <<case 2>> <<SetItt "E" -1 0 0>> <<timed 0.1s>><<append "#notes">><<print $Note>><</append>><<Ready>><</timed>> <<case 3>> <<SetItt "E" -1 0 0>> <<timed 0.1s>><<append "#notes">><<print $Note>><</append>><<Ready>><</timed>> <<case 4>> <<timed 0.1s>><<append "#notes">><<print $Note>><</append>><<Ready>><</timed>> <<case 5>> <<timed 0.1s>><<append "#notes">><<print $Note>><</append>><<Ready>><</timed>> <<case 6>> <<SetItt "E" -1 0 0>> <<timed 0.1s>><<append "#notes">><<print $Note>><</append>><<Ready>><</timed>> <<case 7>> /* <<set $Wilkinson += 1 >> */ <<timed 0.1s>><<append "#notes">><<print $Note>><</append>><<Ready>><</timed>> <<case 8>> /* <<set $Wilkinson += 1 >> */ <<SetItt "E" 1 0 0>> <<timed 0.1s>><<append "#notes">><<print $Note>><</append>><<Ready>><</timed>> <<case 9>> /* <<set $Wilkinson += 1 >> */ <<SetItt "E" 1 0 0>> <<timed 0.1s>><<append "#notes">><<print $Note>><</append>><<Ready>><</timed>> <<case 10>> /* <<set $Wilkinson += 1 >> */ <<SetItt "E" 1 0 0>> <<timed 0.1s>><<append "#notes">><<print $Note>><</append>><<Ready>><</timed>> <<case 11>> <<timed 0.1s>><<Ready>><</timed>> <<case 12>> <<timed 0.1s>><<Ready>><</timed>> <<case 13>> <<timed 0.1s>><<Ready>><</timed>> <<timed 0.1s>><<Ready>><</timed>> <<case 14>> <<timed 0.1s>><<Ready>><</timed>> <<case 15>> <<timed 0.1s>><<Ready>><</timed>> <<case 16>> <<timed 0.1s>><<Ready>><</timed>> <<case 17>> <<timed 0.1s>><<Ready>><</timed>> <<case 18>> <<timed 0.1s>><<Ready>><</timed>> <<case 19>> <<timed 0.1s>><<Ready>><</timed>> <<case 20>> <<timed 0.1s>><<Ready>><</timed>> <<case 21>> <<timed 0.1s>><<Ready>><</timed>> <<case 22>> <<timed 0.1s>><<Ready>><</timed>> <<case 23>> <<timed 0.1s>><<Ready>><</timed>> <<case 24>> <<timed 0.1s>><<Ready>><</timed>> <<case 25>> <<timed 0.1s>><<Ready>><</timed>> <<case 26>> <<timed 0.1s>><<Ready>><</timed>> <<case 27>> <<timed 0.1s>><<Ready>><</timed>> <<case 28>> <<timed 0.1s>><<Ready>><</timed>> <<case 29>> <<timed 0.1s>><<Ready>><</timed>> <<case 30>> <<timed 0.1s>><<Ready>><</timed>> <<case 31>> <<timed 0.1s>><<Ready>><</timed>> <<case 32>> <<timed 0.1s>><<Ready>><</timed>> <<case 33>> <<if ($Wilkinson gt 0) or ($AgentsWest gt 0)>> <<dialog '<div class="popuptitle"><center>You May Make One Free Search</center></div>' 'popup cardbackground conspiracy'>> <div class="cardbackground"> Daveiss' warning offers the opportunity to discover a co-conspirator.<br>You may make one free Search attempt in The West.<br>Do you wish to Search?<br> <center><<button "Yes">><<set $Prestige++>><<run Dialog.close()>><<Search>><</button>> -- <<button "No">><<run Dialog.close()>><<Clack>><</button>></center> </div> <</dialog>> <</if>> <<timed 0.1s>><<append "#notes">><<print $Note>><</append>><<Ready>><</timed>> <<case 34>> <<set $Leopard = $Prestige>><<set $Prestige += 3>><<Redraw>> <<if $Agenda[0] gt 0>> <<set $Agenda[0]-->> <<set $Note = $Note + "The Chesapeake-Leopard Affair weakens your efforts to Pressure England!">><<Log>> <</if>> <<Redraw>> <<timed 0.1s>><<Ready>><</timed>> <<case 35>> <<timed 0.1s>><<Ready>><</timed>> <<case 36>> <<timed 0.1s>><<Ready>><</timed>> <<case 37>> <<timed 0.1s >><<Redraw>><<Ready>><</timed>> <<case 38>> <<timed 0.1s >><<Redraw>><<Ready>><</timed>> <<case 39>> <<timed 0.1s >><<Redraw>><<Ready>><</timed>> <<case 40>> <<timed 0.1s>><<Ready>><</timed>> <<case 41>> <<timed 0.1s>><<Ready>><</timed>> <<case 42>> <<timed 0.1s>><<Ready>><</timed>> <<case 43>> <<timed 0.1s>><<Ready>><</timed>> <<case 44>> <<switch $Spanish>> <<case 2>> <<set $Spanish = 1>> <<set $Note = $Note + "Relations with Spain decline from <i>Improved</i> and are now <strong>Normal</strong>.<br>">><<Log>> <<case 1>> <<set $Spanish = 0>> <<set $Note = $Note + "Relations with Spain decline from <i>Normal</i> and are now <strong>Poor</strong>.<br>">><<Log>> <<case 0>> <<set $Note = $Note + "Relations with Spain do not change and remain <strong>Poor</strong>.<br>">><<Log>> <</switch>> <<timed 0.1s>><<Ready>><</timed>> <<case 45>> <<timed 0.1s>><<Ready>><</timed>> <<case 46>> <<timed 0.1s>><<Ready>><</timed>> <<case 47>> <<timed 0.1s>><<Ready>><</timed>> <<case 48>> <<if $Agents gt 0>> <<set $Agents--, $AgentsWest++>> <<replace "#Trip">><<include "Table">><</replace>> <<set $Note = "A Federal Agent has moved to the West.<br>">><<Log>> <<else>> <<set $Note = "All Federal Agents are already in the West.<br>">><<Log>> <</if>> <<timed 0.1s>><<Ready>><</timed>> <<case 49>> <<set $Locals++>> <<timed 0.1s>><<Ready>><</timed>> <<case 50>> /* Napoleon Threatens invasion of England */ <<dialog '<div class="popuptitle"><center></center></div>' 'popup cardbackground conspiracy'>> <div class="cardbackground"> <<if $Agendas[0] lt 5>> <<link "You may increase the Pressure England Agenda by one step.">> <<set $Agendas[0]++>> <<run Dialog.close()>> <<Redraw>> <<Note "Pressure England increase by one step">> <<Redraw>> <</link>><br> <</if>> <<if $Trafalgar eq 1 >> <<link "You may discard the Trafalgar effect.">> <<set $Trafalgar = 0>> <<run Dialog.close()>> <<Note "Trafalgar effect discarded">> <<Redraw>> <</link>><br> <</if>> <<if $BritishGold eq 1>> <<link "You may discard the British Gold from Burr's Expedition.">> <<set $BritishGold = 0>> <<run Dialog.close()>> <<Note "British Gold withdrawn from Burr's Expedition">> <<Redraw>> <</link>><br> <</if>> <<for _x = 0; _x lt $ExpeditionPile.length; _x++>> <<if $ExpeditionPile[_x].num eq 45>> <<set _yes = 1>><<set _card = _x>> <</if>> <</for>> <<if _yes eq 1>> <<link "You may discard the British Fleet from Burr's Expedition.">> <<set _Junk = $ExpeditionPile.deleteAt(_card)>> <<set $Expedition-->> <<run Dialog.close()>> <<Note "British Fleet withdrawn from Burr's Expedition">> <<Redraw>> <</link>><br> <</if>> </div> <</dialog>> <<timed 0.1s>><<Redraw>><<Ready>><</timed>> <<case 51>> <<timed 0.1s>><<Ready>><</timed>> <<case 52>> <<switch $Spanish>> <<case 2>> <<set $Note = $Note + "Relations with Spain do not change and remain <strong>Improved</strong>.<br>">><<Log>> <<case 1>> <<set $Spanish = 2>> <<set $Note = $Note + "Relations with Spain improve from <i>Normal</i> to are now <strong>Improved</strong>.<br>">><<Log>> <<case 0>> <<set $Spanish = 1>> <<set $Note = $Note + "Relations with Spain improve from <i>Poor</i> to are now <strong>Normal</strong>.<br>">><<Log>> <</switch>> <<timed 0.1s>><<Ready>><</timed>> <<case 53>> <<timed 0.1s>><<Ready>><</timed>> <<case 54>> <<if $InHand.length eq 0>> <<dialog '<div class="popuptitle"><center></center></div>' 'popup cardbackground conspiracy'>> <div class="cardbackground"> <center> You have no cards in your hand, so this card has no effect.<br> <<button "Close">><<run Dialog.close()>><<Clack>><</button>><br> </center> </div> <</dialog>> <<elseif $InHand.length eq 1>> <<dialog '<div class="popuptitle"><center></center></div>' 'popup cardbackground conspiracy'>> <div class="cardbackground"> <center> <center>You have one card in your hand<br> (<i><<= $InHand[0].headline>></i>)<br> which must be discarded.<br></center> <<set $Note = $InHand[0].headline + " discarded for Slave Trade Abolition.<br>">><<Log>> <<set _Junk = $InHand.deleteAt(0)>> <<button "Close">><<run Dialog.close()>><<Clack>><</button>><br> </center> </div> <</dialog>> <<elseif $InHand.length gt 1>> <<dialog '<div class="popuptitle"><center>Choose one card to discard from your hand</center></div>' 'popup cardbackground conspiracy'>> <div class="cardbackground"> <center> <<set $Flag = true>> <<include otherhand>> </center> </div> <</dialog>> <</if>> <<Redraw>> <<timed 0.1s>><<Ready>><</timed>> <<case 55>> <<timed 0.1s>><<Ready>><</timed>> <<case 56>> <<SetItt "E" -1 0 0>> <<set $Austerlitz = 1>> <<set $Note += "Austerlitz increases costs of Reshuffle by 1.<br>">><<Log>> <<timed 0.1s>><<append "#notes">><<print $Note>><</append>><<Ready>><</timed>> <<case 57>> <<set $Trafalgar = 1>> <<if $Agendas[0] gt 0>><<set $Agendas[0]-->> <<set $Note += "Pressure England Agenda decreased by 1.<br>">><<Log>> <</if>> <<set $Note += "Trafalgar sets back your efforts to Pressure England.<br>Failed attempts on this Agenda lowers it by 1 box.<br>">><<Log>> <<timed 0.1s>><<append "#notes">><<print $Note>><</append>><<Ready>><</timed>><<Redraw>> <<case 58>> /* Monroe-P Treaty */ <<dialog '<div class="popuptitle"><center>Monroe-Pickney Treaty</center></div>' 'popup cardbackground conspiracy'>> <div class="cardbackground"><center> You must adjust the markers on the <br><b>Pressure Britain</b> and <b>Virginia Dynasty</b> tracks.<br>Decrease one and increase the other by one space.<br> <<if ($Agendas[0] eq 0) and ($Agendas[1] gt 0)>> <<set $Agendas[0]++, $Agendas[1]-->> <<Note "Pressure England has been raised and Virginia Dynasty lowered.<br>">> <b>Pressure England</b> has been raised and <b>Virginia Dynasty</b> lowered.<br> <<button "Close">><<run Dialog.close()>><<Clack>><</button>> <<elseif ($Agendas[1] eq 0) and ($Agendas[0] gt 0)>> <<set $Agendas[1]++, $Agendas[0]-->> <b>Virginia Dynasty</b> has been raised and <b>Pressure England</b> lowered.<br> <<Note "Virginia Dynasty has been raised and Pressure England lowered.<br>">> <<button "Close">><<run Dialog.close()>><<Clack>><</button>> <<elseif ($Agendas[0] eq 0) and ($Agendas[1] eq 0)>> <br>But both are at Zero, so this card has no effect.<br> <<button "Close">><<run Dialog.close()>><<Clack>><</button>> <<else>> Which should be <strong>lowered</strong>?<br> <<button "Pressure England">> <<set $Agendas[1]++, $Agendas[0]-->> <<if $Agendas[1] gt 5>><<set $Agendas[1] = 5>><</if>> <b>Virginia Dynasty</b> has been raised and <b>Pressure England</b> lowered.<br> <<Note "Virginia Dynasty has been raised and Pressure England lowered.<br>">> <<Redraw>> <<run Dialog.close()>><<Clack>> <</button>> -- <<button "Virginia Dynasty">> <<set $Agendas[0]++, $Agendas[1]-->> <<if $Agendas[0] gt 5>><<set $Agendas[0] = 5>><</if>> <<Note "Pressure England has been raised and Virginia Dynasty lowered.<br>">> Pressure England has been raised and Virginia Dynasty lowered.<br> <<Redraw>> <<run Dialog.close()>><<Clack>> <</button>> <</if>> </center> </div> <</dialog>> <<timed 0.1s>><<Ready>><</timed>> <<case 59>> <<timed 0.1s>><<Ready>><</timed>> <<case 60>> <<timed 0.1s>><<Ready>><</timed>> <<case 61>> <<timed 0.1s>><<Ready>><</timed>> <<case 62>> <<timed 0.1s>><<Ready>><</timed>> <<case 63>> <<timed 0.1s>><<Ready>><</timed>> <<case 64>> <<if $Agents gt 0>> <<set $Agents-->> <<set $Note = "One Agent from Washington is removed from the game.">> <<Log>> <<else>> <<set $Note = "One Agent from the West is removed from the game.">> <<Log>> <<set $AgentsWest-->> <</if>> <<Redraw>> <<timed 0.1s>><<Ready>><</timed>> <<case 65>> <<timed 0.1s>><<Ready>><</timed>> <<case 66>> <<set $AddtoHand = 1>> <<timed 0.1s>><<Ready>><</timed>> <</switch>> <</widget>>
<<widget "Playcard2">> <<switch $args[0]>> <<case 0>> <<case 1>> <<case 2>> <<case 3>> <<case 4>> <<case 5>> <<case 6>> <<case 7>> <<case 8>> <<case 9>> <<case 10>> <<case 11>> <<case 12>> <<case 13>> <<case 14>> <<case 15>> <<case 16>> <<case 17>> <<case 18>> <<case 19>> <<case 20>> <<case 21>> <<case 22>> <<case 23>> <<case 24>> <<case 25>> <<case 26>> <<case 27>> <<case 28>> <<case 29>> <<case 30>> <<case 31>> <<case 32>> <<case 33>> <<case 34>> <<case 35>> <<SetItt "P" $EvidencePile.length>> <<Log>> <<case 36>> /* Tyler Supply convoy */ <<SetItt "E" -1 1 1>> <<timed 0.1s>><<Redraw>><</timed>> <<case 37>> <<SetItt "E" -1 1 1>> <<timed 0.1s>><<Redraw>><</timed>> <<case 38>> <<SetItt "E" -1 1 1>> <<timed 0.1s>><<Redraw>><</timed>> <<case 39>> <<SetItt "E" -1 1 1>> <<timed 0.1s>><<Redraw>><</timed>> <<case 40>> <<set $ThisCard.action = "Discard this card to re-roll (once) any one roll (and again applying its die roll modifiers) that directly involves Wilkinson (e.g., his movement, actions, in New Orleans, vs. Burr, indictment, etc.).">> <<SetItt "E" -2 0 0>> <<set $Card40 = true>> <<timed 0.1s>><<Redraw>><</timed>> <<case 41>> <<SetItt "E" -1 1 1>> <<timed 0.1s>><<Redraw>><</timed>> <<case 42>> <<SetItt "E" -1 2 1>> <<timed 0.1s>><<Redraw>><</timed>> <<case 43>> <<SetItt "E" -1 2 1>> <<timed 0.1s>><<Redraw>><</timed>> <<case 44>> <<SetItt "E" -1 0 0>> <<timed 0.1s>><<Redraw>><</timed>> <<case 45>> <<SetItt "E" -1 1 1>> <<timed 0.1s>><<Redraw>><</timed>> <<case 46>> <<case 47>> <<case 48>> <<case 49>> <<case 50>> <<case 51>> <<SetItt "E" 1 0 0>> <<case 52>> <<SetItt "E" 1 0 0>> <<case 53>> <<case 54>> <<case 56>> /* <<set $Austerlitz = 1>> <<set $Note += "Austerlitz increases costs of Reshuffle by 1.<br>">><<Log>> */ <<case 57>> <<case 58>> /* Monroe-Pinkney Treaty */ <<case 59>> <<case 60>> <<case 61>> <<case 62>> <<case 63>> <<case 64>> <<case 65>> <<case 66>> <</switch>> <</widget>> /* :: Card Widgets 3 [nobr widget] */ <<widget "Riot">> <<set _yes = 0>> <<if $AgentsWest gt 0>> <center>RIOTS!</center><br>Federal Agents in the West provoke outrage! <<for _x = 0; _x lt $InHand.length; _x++>> <<if $InHand[_x].num eq 60>> <<set _yes = 1>><<set _card = _x>> <</if>> <</for>> <<if _yes eq 1>> <span id="havecard"> You have Lewis and Clark in your hand. Do you wish to discard it to negate this Riot and conduct a new, free Search?<br> <center> <<button "Yes">> <<set _Junk = $InHand.deleteAt(_card)>> <<replace "#havecard">> Do you wish to conduct a free Search?<br> <center> <<button "Free Search">><<set $Lewis = 1>><<run Dialog.close()>><<Search>><</button>> <<button "No Search">><<set $Lewis = 0>><<run Dialog.close()>><<Clack>><</button>> </center> <</replace>> <<set $Note = $Note + "You discarded <strong>Lewis and Clark</strong> to negate the riot.<br>">><<Log>> <</button>> /* Yes to discard */ <<button "No">> <<set $Tots = $AgentsWest>> <center> <span id="riots">Number: <<= $Tots>> </span><br> <span id="losses"> <<if $Prestige gt 0>> <<link "[img[$RedPrestige]]">><<SetItt "P" -1>><<set $Tots-->><<replace "#riots">>Number: <<= $Tots>><</replace>> <<if $Tots lte 0>> <<replace "#losses">> <<button "Close">><<run Dialog.close()>><<Clack>><</button>><br> <</replace>> <<replace "#riots">> Calm has been restored.<br> <</replace>> <</if>> <</link>> -- <</if>> <<if $Expedition gt 0>> <<link "[img[$RedArrow]]">><<SetItt "E" -1 0 0>><<set $Tots-->><<if $Expedition gt 0>><<replace "#riots">>Number: <<= $Tots>><</replace>><</if>> <<if $Tots lte 0>> <<replace "#losses">> <<button "Close">><<run Dialog.close()>><<Clack>><</button>><br> <</replace>> <<replace "#riots">> Calm has been restored.<br> <</replace>> <</if>> <</link>> <<else>> <<Launch>> <</if>> <br> </span> <</button>> </center> </span> /* end If discard? */ <<else>> /* No Card number 60 */ <<set $Tots = $AgentsWest>> <center> <span id="riots">Number: <<= $Tots>> </span><br> <span id="losses"> <<link "[img[$RedPrestige]]">><<SetItt "P" -1>><<set $Tots-->><<replace "#riots">>Number: <<= $Tots>><</replace>> <<if $Tots lte 0>> <<replace "#losses">> <<button "Close">><<run Dialog.close()>><<Clack>><</button>><br> <</replace>> <<replace "#riots">> Calm has been restored.<br> <</replace>> <</if>> <</link>> -- <<link "[img[$RedArrow]]">><<SetItt "E" -1 0 0>><<set $Tots-->><<if $Expedition gt 0>><<replace "#riots">>Number: <<= $Tots>><</replace>><</if>> <<if $Tots lte 0>> <<replace "#losses">> <<button "Close">><<run Dialog.close()>><<Clack>><</button>><br> <</replace>> <<replace "#riots">> Calm has been restored.<br> <</replace>> <</if>> <</link>><br> </span> </center> <<set $Note = "Federal Agents in the West provoke outrage and riots! Player must lose PP or advance Expedition = to Agents. No effect if no agents.<br>">><<Log>> <</if>> /* end if card 60 is in hand */ <<else>> No agents in the West, so RIOT has no effect.<br> <<set $Note = "No agents in the West, so RIOT has no effect.<br>">><<Log>> <</if>> <</widget>> /* Now the Conspirator Widgets */ <<widget "Playcard3">> <<switch $args[0]>> <<case 0>> <<set $Note += "John Adair's arrest triggers the advance of Burr's Expedition!<br>">> <<Results>> <<Ping>> <<SetItt "E" -1 0 0>> <<case 1>> <<set $Note = $Note + "John Smith's arrest trigger's Wilkinson's move toward New Orleans!<br>">> <<set $WilkinsonLoc-->><<if $WilkinsonLoc lt 0>><<set $WilkinsonLoc = 0>><</if>> <<set $Note = $Note + "Wilkinson arrives in " + $Locations[$WilkinsonLoc] + "<br>">> <<Redraw>> <<Log>> <<case 2>> <<set $Note += "Samuel Swartwout's arrest means that he will testify at Burr's Trial!<br>">> <<set $Swartwout = 1>> <<Log>> <<Ping>> <<case 3>> <<set $Note += "Johnathan Dayton's arrest reveals clues to Burr's Expedition!<br>">> <<Redraw>> <<Log>> <<set _yes = 0>> <<if $ConspiratorCards.length lt 6>> <<for _x = 0; _x lt $Cards.length; _x++>> <<if $Cards[_x].suit eq "Conspiracy">> <<set _yes = 1>><<set _card = _x>> <</if>> <</for>> <<if _yes eq 1>> /* if Card is Conspiracy */ <<set $Note += $Cards[_card].headline + " is added to your hand!<br>">><<Log>> <<Redraw>> /* <<set $ConspiratorCards.push($Cards.deleteAt[_card])>> */ <<if $Cards[_card].headline is "James Wilkinson">> <<set $Wilkinson += 1>> <<else>> <<set $ConspInHand[$Cards[_card].num] = 1>> <</if>> <<set $ConspiratorCards.push($Cards[_card])>> <<set _Junk = $Cards.deleteAt(_card)>> <<Redraw>> <<set _yes = 0>> <</if>> <</if>> <<case 4>> <<for _x = 0; _x lt $ExpeditionPile.length; _x++>> <<if $ExpeditionPile[_x].num eq 36>> <<set _yes = 1>><<set _card = _x>> <</if>> <</for>> <<if _yes eq 1>> /* if has Card 36 */ <<set $Note += "Col. Tyler's arrest triggers the withdraw of his supply convoy from Burr's Expedition.<br>">> <<Results>> <<Ping>> <<set _Junk = $ExpeditionPile.deleteAt(_card)>> <<set $Expedition-->> <<dialog '<div class="popuptitle"><center>Col. Tyler\'s Convoy</center></div>' 'popup cardbackground conspiracy'>> <div class="cardbackground"> Col. Tyler's arrest triggers the withdraw of his supply convoy from Burr's Expedition.<br> <center> <<button "Close">><<run Dialog.close()>><<Clack>><</button>> </center> </div> <</dialog>> <</if>> <<case 5>> <center>Burr is revealed!</center> <<set $BurrHidden = false>> <<set $BurrPulse = true>> <<if $Remixed>> <<rolldie>> <<set $BurrLoc = $roll>> <<else>> <<set $BurrLoc = 6>> <</if>> <<Redraw>> <<case 6>> Westward Migration increases your Prestige!<br>[img[$BluePrestige]][img[$BluePrestige]][img[$BluePrestige]]<br> <<set $Note = "Westward Migration increases your Prestige!<br>[img[$BluePrestige]][img[$BluePrestige]][img[$BluePrestige]]<br>">><<Log>> <<set $Prestige = $Prestige + 3>> <<case 7>> Popular support in West increases your Prestige!<br>[img[$BluePrestige]][img[$BluePrestige]]<br> <<set $Note = "Popular support in West increases your Prestige!<br>[img[$BluePrestige]][img[$BluePrestige]]<br>">><<Log>> <<set $Prestige = $Prestige + 2>> <<case 8>> Popular dissent in the West decreases your Prestige!<br>[img[$RedPrestige]]<br> <<set $Note = "Popular dissent in West decreases your Prestige!<br>[img[$RedPrestige]]<br>">><<Log>> <<set $Prestige-->> <<case 9>> <<Riot>> <<case 10>> <<Riot>> <<case 11 12>> <<if $WilkinsonLoc gt 0>> General Wilkinson Moves Toward New Orleans!<br> <<set $Note = "General Wilkinson Moves Toward New Orleans!<br>">><<Log>> /* <<set $WilkinsonLoc-->> */ <<WilkMoves 0>> <<if ($Baton eq 1) and ($WilkinsonLoc eq 1)>> <<WilkSpain>> <<elseif $WilkinsonLoc eq 2>> <<dialog '<div class="popuptitle"><center>Wilkinson arrives in Natchez</center></div>' 'popup cardbackground conspiracy'>> <div class="cardbackground"> <<set $Note = $Note + "Wilkinson arrives in Natchez triggering renewed efforts among Burr's Expedition.<br>">><<Log>> <<button "Close">><<run Dialog.close()>><<Clack>><<Launch>><</button>> </div> <</dialog>> <</if>> <<else>> General Wilkinson is in New Orleans, so no effect.<br> <<set $Note = "General Wilkinson is in New Orleans, so no effect.<br>">><<Log>> <</if>> <<case 13>> <</switch>> <</widget>>
<<widget "Playcard4">> <<switch $args[0]>> <<case 0>> <<case 1>> <<case 2>> <<case 3>> <<case 4>> <<case 5>> <<case 6>> <<case 7>> <<case 8>> <<case 9>> <<case 10>> <<case 11>> <<dialog '<div class="popuptitle"><center></center></div>' 'popup cardbackground conspiracy'>><div class="cardbackground"> <<= $args[0]>><br>This is card number: <<print $AllCards[$args[0]].headline>>. It will<br> <<print $AllCards[$args[0]].action>><br> </div> <<button "Close">><<run Dialog.close()>><<Clack>><</button>> <</dialog>> <<case 12>> <<case 13>> <<case 14>> <<case 15>> <<case 16>> <<case 17>> <<case 18>> <<case 19>> <<case 20>> <<case 21>> <<case 22>> <<case 23>> <<case 24>> <<case 25>> <<case 26>> <<case 27>> <<case 28>> <<case 29>> <<case 30>> <<case 31>> <<case 32>> <<case 33>> <<case 34>> <<case 35>> <<case 36>> /* Tyler Supply convoy */ <<case 37>> <<case 38>> <<case 39>> <<case 40>> <<dialog '<div class="popuptitle"><center></center></div>' 'popup cardbackground conspiracy'>><div class="cardbackground"> <<= $args[0]>><br>This is card: <<print $AllCards[$args[0]].headline>>. It will<br> <<print $AllCards[$args[0]].action>><br> </div> <<button "Close">><<run Dialog.close()>><<Clack>><</button>> <</dialog>> <<case 41>> <<case 42>> <<case 43>> <<case 44>> <<case 45>> <<case 46>> <<case 47>> <<case 48>> <<case 49>> <<case 50>> <<case 51>> <<case 52>> <<case 53>> <<dialog '<div class="popuptitle"><center></center></div>' 'popup cardbackground conspiracy'>> <div class="cardbackground"><center> At any time, you may discard this card and pay [img[$RedPrestige]] to reshuffle all <<= $Discards.length of the Evidence cards in the Discard Pile back into the Draw Pile.<br> <<button "Close">><<run Dialog.close()>><<Clack>><</button>> -- <<button "Play this Card">><<run Dialog.close()>><<set _Junk = $InHand.deleteAt($args[0])>> <<set $Cards = $Cards.concat($Discards)>> /* <<for _i = 0; _i < $Discards.length; _i++>> <<set $Cards.push($Discards[_i])>> <</for>> */ <</button>><br></center> </div> <</dialog>> <<case 54>> <<case 56>> <<case 57>> <<case 58>> <<case 59>> <<if $Agenda is 0>> <<dialog '<div class="popuptitle"><center>To the shores of tripoli</center></div>' 'popup cardbackground conspiracy'>> <div class="cardbackground"><center> Discard during the Agenda Phase as follows: 1. If Burr is revealed, you may either automatically move Wilkinson for free OR [img[$BlueArrow]]. 2. If Burr is unrevealed, a failed Pressure Britain Agenda attempt succeeds instead. (This occurs automatically when applicable.) <br> </div> <<button "Close">><<run Dialog.close()>><<Clack>><</button>></center> <</wa <<elseif ($Agenda is 1) and ($BurrHidden is false)>> <<dialog '<div class="popuptitle"><center></center></div>' 'popup cardbackground conspiracy'>> <div class="cardbackground"><center> Discard during the Agenda Phase as follows: 1. If Burr is revealed, you may either automatically move Wilkinson for free OR [img[$BlueArrow]]. 2. If Burr is unrevealed, a failed Pressure Britain Agenda attempt succeeds instead. (This occurs automatically when applicable.) <br> </div> <<button "Close">><<run Dialog.close()>><<Clack>><</button>></center> <</dialog>> <<elseif ($Agenda is 1) and ($BurrHidden)>> <<dialog '<div class="popuptitle"><center></center></div>' 'popup cardbackground conspiracy'>> <div class="cardbackground"><center> Discard this card during the Agenda Phase to either automatically move Wilkinson for free OR [img[$BlueArrow]]. <br> </div> <<button "Move Wilkinson">><<run Dialog.close()>> <<set _Junk = $InHand.deleteAt($args[0])>> <<dialog '<div class="popuptitle"><center>Move Gen. Wilkinson</center></div>' 'popup cardbackground conspiracy'>> <div class="cardbackground"> Where do you want Gen. Wilkinson to move from <<= $Locations[$WilkinsonLoc]>>?<br> <<if $WilkinsonLoc gt 0>><<set _n = $Locations[$WilkinsonLoc - 1]>><<else>><<set _n = "x">><</if>> <<if $WilkinsonLoc lt 6>><<set _s = $Locations[$WilkinsonLoc + 1]>><<else>><<set _s = "x">><</if>> <center> <<if _n isnot "x">><<button _n>> <<run Dialog.close()>> <<set $WilkinsonLoc -= 1>> <<Redraw>> <<set $Note += $die + " Gen. Wilkinson moved to " + $Locations[$WilkinsonLoc] + ".<br>">><<Log>> <<if ($Baton eq 1) and ($WilkinsonLoc eq 1)>> <<WilkSpain>> <<elseif $WilkinsonLoc eq 2>> <<set $Note = $Note + "Wilkinson arrives in Natchez triggering renewed efforts among Burr's Expedition.<br>">><<Log>> <<Launch>> <</if>> <<Redraw>><</button>><</if>> or <<if _s isnot "x">><<button _s>> <<set $WilkinsonLoc += 1>> <<set $Note += $die + " Gen. Wilkinson moved to " + $Locations[$WilkinsonLoc] + ".<br>">><<Log>> <<if ($Baton eq 1) and ($WilkinsonLoc eq 1)>> <<WilkSpain>> <<elseif $WilkinsonLoc eq 2>> <<set $Note = $Note + "Wilkinson arrives in Natchez triggering renewed efforts among Burr's Expedition.<br>">><<Log>> <<Launch>> <</if>> <<run Dialog.close()>><<Redraw>><</button>><</if>> </center></div> <</dialog>> <</button>> - <<button "[img[$BlueArrow]]">><<run Dialog.close()>><<Clack>> <<SetItt "E" 1>><<set _Junk = $InHand.deleteAt($args[0])>> <</button>> - <<button "Not Now">><<run Dialog.close()>><<Clack>><</button>></center> <</dialog>> <</dialog>> <</if>> <<case 60>> <<dialog '<div class="popuptitle"><center></center></div>' 'popup cardbackground conspiracy'>> <div class="cardbackground"> Discard to negate one <strong>Riots!</strong> outbreak in The West and then, if desired, you may immeditely conduct one free Search attempt. (Happens autoamatically upon drawing a <strong>Riots!</strong> Conspirator chit during a Search.) <br> </div> <<button "Close">><<run Dialog.close()>><<Clack>><</button>> <</dialog>> <<case 61>> <<dialog '<div class="popuptitle"><center></center></div>' 'popup cardbackground conspiracy'>><div class="cardbackground"> Discard during the <i>Argument Step</i> of the <strong>Trial</strong> to re-roll either <i>Argument</i> die (Prosecution or Defense). <br> </div> <<button "Close">><<run Dialog.close()>><<Clack>><</button>> <</dialog>> <<case 62>> <<dialog '<div class="popuptitle"><center></center></div>' 'popup cardbackground conspiracy'>><div class="cardbackground"> <<= $args[0]>><br>This is card: <<print $AllCards[$args[0]].headline>>. It will<br> <<print $AllCards[$args[0]].action>><br> </div> <<button "Close">><<run Dialog.close()>><<Clack>><</button>> <</dialog>> <<case 63>> <<dialog '<div class="popuptitle"><center></center></div>' 'popup cardbackground conspiracy'>> <div class="cardbackground"> You may automatically discard this in order to to make a failed <strong>Virginia Dynasty</strong> or <strong>Judicial Reform</strong> Agenda attempt succeed instead. <br> </div> <<button "Close">><<run Dialog.close()>><<Clack>><</button>> <</dialog>> <<case 64>> <<case 65>> <<dialog '<div class="popuptitle"><center>Play This Card</center></div>' 'popup cardbackground conspiracy'>> <div class="cardbackground"> <<if $Agenda eq 0>> <center> During any Agenda Phase, you can discard this to convert up to two [img[$BluePrestigeTiny]] into [img[$BlueArrowTiny]] on a one-for-one basis.<br> <br> <<button "Close">><<run Dialog.close()>><<Clack>><</button>> </center> <<else>> <span id="mess"> <center> During any Agenda Phase, you can discard this to convert up to two [img[$BluePrestigeTiny]] into [img[$BlueArrowTiny]] on a one-for-one basis.<br> <<button "Close">><<run Dialog.close()>><<Clack>><</button>> -- <<button "Play this Card">> <<set _Junk = $InHand.deleteAt($args[0])>> /* <<for _x = 0; _x lt $InHand.length; _x++>> <<if $InHand[_x].num eq 65>> <<set _card = _x>> <</if>> <</for>> <<set _Junk = $InHand.deleteAt(_card)>> */ </center> <<replace "#mess">> <<set $Tots = 0>> /* limit of 2 */ <center> <span id="riots">Number (up to 2): <<switch $Tots>> <<case 0>> <<case 1>> [img[$BlueArrow]] <<case 2>> [img[$BlueArrow]] [img[$BlueArrow]] <</switch>> <br> </span> <span id="pay"> <<link "[img[$RedPrestige]]">> <<if $Tots lt 2>> <<SetItt "P" -1>><<SetItt "E" 1 0 0>><<set $Tots++>> <</if>> <<replace "#riots">> Number (up to 2): <<switch $Tots>> <<case 0>> <<case 1>> [img[$BlueArrow]] <<case 2>> [img[$BlueArrow]] [img[$BlueArrow]] <</switch>> <br> <</replace>> <</link>> </span> -- <span id="getback"> <<link "[img[$RedArrow]]">> <<if $Tots gt 0>> <<SetItt "P" +1>><<SetItt "E" -1 0 0>><<set $Tots-->> <</if>> <<replace "#riots">> Number (up to 2): <<switch $Tots>> <<case 0>> <<case 1>> [img[$BlueArrow]] <<case 2>> [img[$BlueArrow]] [img[$BlueArrow]] <</switch>> <br> <</replace>> <</link>> /* red arrow to give back */ </span> </center> <br> <center><<button "Close">><<run Dialog.close()>><<Clack>><</button>></center> <</replace>> <</button>> <br> <</if>> /* end if agenda */ <br> /* </span> */ </div> <</dialog>> <<case 66>> <<dialog '<div class="popuptitle"><center>Play this card</center></div>' 'popup cardbackground conspiracy'>> <div class="cardbackground"> During any Burr/Agenda Phase, discard and declare your position on the slave-led Hatian Republic:<br> • Recognize: [img[$BluePrestigeTiny]] [img[$BluePrestigeTiny]] and [img[$RedArrowTiny]], or<br> • Refuse: [img[$BlueArrowTiny]] and [img[$RedPrestigeTiny]]<br><br> <center> <<button "Recognize [img[$BluePrestigeTiny]][img[$BluePrestigeTiny]][img[$RedArrowTiny]]">> <<run Dialog.close()>><<Clack>><<SetItt "P" 2>><<SetItt "E" -1 0 0>> <<for _x = 0; _x lt $InHand.length; _x++>><<if $InHand[_x].num eq 66>><<set _card = _x>><</if>><</for>> <<set _Junk = $InHand.deleteAt(_card)>> <<set $Note = $Note + "Jefferson recognizes the Republic of Haiti!<br>">><<Log>> <</button>> -- <<button "Refuse [img[$BlueArrowTiny]][img[$RedPrestigeTiny]]">> <<run Dialog.close()>><<Clack>><<SetItt "P" -1>><<SetItt "E" 1 0 0>> <<for _x = 0; _x lt $InHand.length; _x++>><<if $InHand[_x].num eq 66>><<set _card = _x>><</if>><</for>> /* <<set _Junk = $InHand.deleteAt(_card)>> */ <<set $Note = $Note + "Jefferson refuses to recognize the Republic of Haiti!<br>">><<Log>> <</button>><br> <<button "Close">><<run Dialog.close()>><<Clack>><</button>> </center> </div> <</dialog>> <<case 67>> <</switch>> <</widget>>
<div class="flip-box"> /*<div class="flip-box-inner"> */ <div class='rules shade' style='outline: 5px dashed green'> <span id="Left">Cards in Deck: <<print $Cards.length>> -- Card Drawn: <<print $ThisCard.num>> <<if $ThisCard.num eq 0>><<set $CardPassage = 0>><</if>> <center> <<if $ThisCard.pp gt 6>><<set $RollIt = 1>><<else>><<set $RollIt = 0>><</if>> <<ShowSuit $ThisCard.suit $ThisCard.num>> <<print $suit>> <div class="headlineB"><strong><<print $ThisCard.headline>></strong></div> <div class="picture"> /* print the picture if on */ <div class="icon"><span id="icons"><<print $ThisCard.icons>></span></div> <<if $pics == "1">><center> <<set $painting = "card" + $ThisCard.num + ".jpg">> <<set _Image = $picdir + $painting + $picend>> <div><<print _Image>></div></center> <</if>> </div> <div class="note"><span id="die"></span><span id="notes"><<if $words isnot "">><<print $words>><<set $words = "">><</if>> <<print $ThisCard.action>><br> /* -- test for Law Font -- <center> <span class='zip'>a<span style="color:darkred">.</span><span style="color:darkblue">Z</span><span style="color:darkred; font-size:165%">5</span><span style="color:darkblue; font-size:165%">;</span></span> </center> */ </span> /* end of id=note span */ /*<span id="Advances"> </span> */ </div></center> <div class="commentary"><<print $ThisCard.commentary>><br></div> <span id="buttons"><center><div class='reserve'> <<if $Defeat == 1>><<set $Offensives = 0>><strong>[[Defeat]]</strong><br><br><<else>> <<if $GameTurn eq 1>> <center><strong><span id="full"><<link "Enter fullscreen mode">><<run Fullscreen.request()>><<replace "#full">>Press F11 to exit Fullscreen<</replace>><</link>></span></strong></center> <center><<timed 1.5s>><<button "Begin Game">></center> <<include "Next Turn">><<set $Log += "<BR>">><<set $Feed = "", $Note = "">><<include "Gturn">><<replace "#Whole">><<include "InScreen">><</replace>> <</button>><br><br><</timed>> <</if>> <</if>> </div> </center> </span> <div class="results"><span id="results">Discards: <<= $Discards.length>><br> <<print $Feed>></span></div> </span> </div> <div class="flip-box-back"> <h2>Back Side</h2> </div> /*</div>*/ /* inner box */ </div> /* end flip box */
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<<cacheaudio "uptone" 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<<cacheaudio "dice" 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">>
<<set $Consp0 = { "num" : 0, "headline" : "John Adair", "pp" : 0, "icons" : "", "redraw" : 0, "action" : "Burr's Expedition advances 1 when arrested.", "notes" : "", "pic" : "", "retain" : 0, "commentary" : "" }>> <<set $Consp1 = { "num" : 1, "headline" : "John Smith", "pp" : 0, "icons" : "", "redraw" : 0, "action" : "Advance Gen. Wilkinson 1 space towards New Orleans.", "notes" : "", "pic" : "", "retain" : 0, "commentary" : "" }>> <<set $Consp2 = { "num" : 2, "headline" : "Samuel Swartwout", "pp" : 0, "icons" : "", "redraw" : 0, "action" : "+1 for Defense during Trial", "notes" : "", "pic" : "", "retain" : 0, "commentary" : "" }>> <<set $Consp3 = { "num" : 3, "headline" : "Johnathan Dayton", "pp" : 0, "icons" : "", "redraw" : 0, "action" : "Go through Deck to find a Conspiracy Conspirator.<br> Ignore if player already holding 6 Conspirators.", "notes" : "", "pic" : "", "retain" : 0, "commentary" : "" }>> <<set $Consp4= { "num" : 4, "headline" : "Col. Comfort Tyler", "pp" : 0, "icons" : "", "redraw" : 0, "action" : "If Tyler's Support Conspirator is with the Expedition, remove it.", "notes" : "", "pic" : "", "retain" : 0, "commentary" : "" }>> <<set $Consp5 = { "num" : 5, "headline" : "Aaron Burr", "pp" : 0, "icons" : "", "redraw" : 0, "action" : "When found the first time, place in Blennerhassett Island.<br>When arrested, end Operations and begin Trial", "notes" : "", "pic" : "", "retain" : 0, "commentary" : "" }>> <<set $Consp6 = { "num" : 6, "headline" : "Westward Migration", "pp" : 3, "icons" : "", "redraw" : 0, "action" : "", "notes" : "", "pic" : "", "retain" : 0, "commentary" : "" }>> <<set $Consp7 = { "num" : 7, "headline" : "Popular Support", "pp" : 2, "icons" : "", "redraw" : 0, "action" : "", "notes" : "", "pic" : "", "retain" : 0, "commentary" : "" }>> <<set $Consp8 = { "num" : 8, "headline" : "Popular Dissent", "pp" : -1, "icons" : "", "redraw" : 0, "action" : "", "notes" : "", "pic" : "", "retain" : 0, "commentary" : "" }>> <<set $Consp9 = { "num" : 9, "headline" : "RIOTS!", "pp" : 0, "icons" : "", "redraw" : 0, "action" : "Player must lose PP or advance Expedition = to Agents. No effect if no agents.", "notes" : "", "pic" : "", "retain" : 0, "commentary" : "" }>> <<set $Consp10 = { "num" : 10, "headline" : "RIOTS!", "pp" : 0, "icons" : "", "redraw" : 0, "action" : "Player must lose PP or advance Expedition = to Agents. No effect if no agents.", "notes" : "", "pic" : "", "retain" : 0, "commentary" : "" }>> <<set $Consp11 = { "num" : 11, "headline" : "Wilkinson Moves Toward New Orleans", "pp" : 0, "icons" : "", "redraw" : 0, "action" : "Wilkinson Moves one space towards New Orleans.", "notes" : "", "pic" : "", "retain" : 0, "commentary" : "" }>> <<set $Consp12 = { "num" : 12, "headline" : "Wilkinson Moves Toward New Orleans", "pp" : 0, "icons" : "", "redraw" : 0, "action" : "Wilkinson Moves one space towards New Orleans.", "notes" : "", "pic" : "", "retain" : 0, "commentary" : "" }>>
<div class='courtroom'> <<widget "Charge">> <<set _id = "#" + $args[0]>> <<replace "#Court">><center><div class='Judge' style='height: 2.5em'>You have chosen to charge Mr. Burr with: <strong><<= $PlotName[$Charges]>></strong><br> If you are ready, click the Begin the Trial button, otherwise choose other charges.</div></center> <</replace>> <<if _charges is true>> <<remove "#charged">> <</if>> <<append _id>><div class='indict' id='charged'></div><</append>> <<set _charges = true>> <</widget>> <<if $sixtyOne>><<set $EvidencePile.push($card61)>><<set $sixtyOne = false>><</if>> <<dialog '<div class="popuptitle"><center>What charges to present?</center></div>' 'popup cardbackground conspiracy'>> <div class="cardbackground" style='font-size: 16pt'><center> The Trial is about to begin.<br> <<if $Agendas[2] is 5>>You have completed Judicial Reform and will recieve +1 on your prosecution rolls.<br><</if>> You have arrested <<= $InCustody.length>> conspirators, and have <<= $ConspiratorCards.length>> cards in hand.<br> What Charges do you wish to bring against Mr. Burr (II to VII)?<br> <<button "Close">><<run Dialog.close()>><<Clack>><</button>></center> </div> <</dialog>> <<set _charges = false>><<set $Progress = 1, $Charges = 0>> /* <div class="indict"></div> */ <div class='parent' id="Whole"> <div class="div1 Defense"> <div style='display:flex;justify-content: center'> <div class='Attorney' style='text-align: left; width: 50%'>Defense</div> <div id='defRoll' class='redie'></div> </div> /* <div id='Defense' style='outline: #4CAF50 solid 2px;'> */ <<include DefenseTrial>> /* </div> */ </div> <div class="div2 Court"> <div id='Court'></div> <div style='display:flex;'> <<link "<div class='Charge' id='I' style='background-color:#fbf9cd'>I<br><strong>Settle Ouachita Valley</strong></div>">> <<set $Charges = 1>> <<Charge "I">> <</link>> <<link "<div class='Charge' id='II' style='background-color:#fdcc99'>II<br><strong>Seize New Orleans</strong></div>">> <<set $Charges = 2>> <<Charge "II">> <</link>> <<link "<div class='Charge' id='III' style='background-color:#fbb066'>III<br><strong>Invade Mexico</strong></div>">> <<set $Charges = 3>> <<Charge "III">> <</link>> <<link "<div class='Charge' id='IV' style='background-color:#f59799'>IV<br><strong>Invade Spanish Southwest</strong></div>">> <<set $Charges = 4>> <<Charge "IV">> <</link>> <<link "<div class='Charge' id='V' style='background-color:#f16768'>V<br><strong>Invade Spanish Florida</strong></div>">> <<set $Charges = 5>> <<Charge "V">> <</link>> <<link "<div class='Charge' id='VI' style='background-color:#ee3a3a; color:#f9f6b1'>VI<br><strong>Detach Western U.S.</strong></div>">> <<set $Charges = 6>> <<Charge "VI">> <</link>> <<link "<div class='Charge' id='VII' style='background-color:#ed2024; color:white'>VII<br><strong>Coup D'etat</strong></div>">> <<set $Charges = 7>> <<Charge "VII">> <</link>> </div> <div style='display:flex'> <div class='divider-one'> <i>(<span style='color:red;'><strong>Burr</strong></span> is <strong>innocent</strong>) <strong>Filibuster</strong> charges</i> </div> <div class='divider-two'> <i><strong>Treason</strong> Charges</i> </div> </div> <br> <div style='display:flex;'> <div class='Verdict' style='background-color:#f16768'>1 START<br><i>All charges</i><br><br> <span style='transform: scale(.7, 1.1)'><strong>Exonerated</strong></span> </div> <div class='Verdict' style='background-color:#f59799'>2<br><br><br> <span style='transform: scale(.7, 1.1)'><strong>Acquitted</strong></span> </div> <div class='Verdict' style='background-color:#cdd7ee'>3<br><br><br> <span style='transform: scale(.7, 1.1)'><strong>Censured</strong></span> </div> <div class='Verdict' style='background-color:#cdcbe5'>4<br><br> <span style='transform: scale(.7, 1.1)'><strong>Guilty:<br>5 Years</strong></span> </div> <div class='Verdict' style='background-color:#9594c9'>5 END<br> <span style='font-size:8pt'>Filibuster charge<br></span><span style='transform: scale(.7, 1.1)'><strong>Guilty:<br>Life</strong></span> </div> <div class='Charge' style='height:70px; background-color: #6068b0; color: white;'>6 END<br> <span style='font-size:8pt'>Treason charge<br></span><span style='transform: scale(.7, 1.1)'><strong>Guilty:<br>Death</strong></span> </div> </div> <div style='display:flex'> <div style='border: 1px solid black; line-height: 100%; width:15em; background-color:#fbf9cd'> Hear yea, hear yea . . .<br> /* <<print $TheConspirators[0].headline>><br> <<print $TheConspirators[1].headline>><br> <<print $TheConspirators[2].headline>><br> <<print $PlotName[$Plot]>> -- <<= $Plot>><br> */ </div> <div> <<if $Jailed eq 1>> <div class="Lock" style='border: 1px solid black; line-height: 100%; width:15em; background-color:#fbf9cd'> <<for $inc = 0; $inc < $InCustody.length; $inc++>> <div class='Conspire'><center><<print $InCustody[$inc].headline>></center></div> <</for>> <</if>> </div> <span id='courtimage'> <<link "<div style='text-decoration:none; padding:3px; color: black; margin:5px; text-align: center; border: 1px solid black; line-height:120%; background-color: gray'> <strong><span style='text-shadow: 1px 1px rgba(255, 255, 255, 0.774)'>Defense Cards:</span></strong><br><span id='defenseCards' style='font-size: 26pt; line-height:120%'><<= $DefensePile.length>></span><br> <span class='zip' style='color:darkred; font-size:350%'>I</span></div>">> <<popup "Defense Hand">> <</link>> </span> /* <<link "<div style='text-decoration:none; padding:3px; color: black; margin:5px; text-align: center; border: 1px solid black; line-height:120%'><strong>Defense Cards:</strong><br><span style='font-size: 26pt; line-height:120%'><<= $DefensePile.length>></span><br><span class='zip' style='color:darkred; font-size:350%'>I</span></div>">> <<popup "DefenseTrial">> <</link>> */ </div> /* end lower flex section*/ <div><center> <<button "Plot Status">> <<PlotStatus>> <</button>><br><br> <<button "Begin the Trial">><<Clack>> <<if $Charges is 1>> <<set $LetGo = true>> <<set $Phase = "Epilogue">> <<include "Box">> <<elseif $Charges gt 1>> <<set $Fresh = false>> <<set $Phase = "Trial">> <<include "Box">> <</if>> <</button>> </center></div></div> <div class='div3 Prosecution' id='Prosecution'> /*BEGINING OF BLUE BLOCK */ <div style='display:flex; justify-content: center'> <div id='proRoll' class='bldie'></div> <div class='Attorney' style='text-align: right; width: 50%'>Prosecution</div> </div> <section id='prosecards' class="card-list-defense" style='transform:scale(.7, .7) translate(-22%, -10%); width: 42vw'> </section> </div> <div class="div4"> <div class='evidence' id='CardZ'> <<include "EvidenceHand">> </div> </div></div> </div> /* end of Whole */ </div>
<table border=0 height=1060><td width="350" valign="top"><div class='rules'> <<for $i = 0; $i < 5; $i++>> <<if $Army[$i].box eq 0>> [img[$Army[$i].unit]] <<print $Army[$i].term>> army occupies Paris!<br> <<else>> <<if $Army[$i].box gt 5>> [img[$Army[$i].unit]] <<print $Army[$i].term>> army withdrew from the war.<br> <<else>> [img[$Army[$i].unit]] <<print $Army[$i].term>> army is in <<print $Tracks[$i][$Army[$i].box]>><br> <</if>> <</if>> <</for>> <<if $Cards.length > 29>> <div class="commentary>You have suffered a <strong>Crushing Defeat</strong>! The “Republican Experiment” in France fails and the Monarchy (the <i>Ancien Régime</i>) continues into another century.</div> <<elseif $Cards.length > 12 >> <div class="commentary><br>You have suffered a <strong>Decisive Defeat</strong>! The terror rips France apart and its territories are divided as plunder among the member nations of the First Coalition. A rump-state of France remains consisting of the remaining provinces in southern, central, and southwestern France with Louis XVIII as its King.</div> <<else>> <br><center><strong>Victory Point Totals</strong></center><br> <strong>Politics:</strong><br> <<set $VP= 0>> <<set $VP += ($Faction[0].box * 3)>><<print $VP>> points for Republicanism.<br> <<set _x = ($Faction[1].box * 5)>><<set $VP -= ($Faction[1].box * 5)>>minus <<print _x>> points for Monarchy.<br> <<set _x = ($Faction[2].box * 4)>><<set $VP -= ($Faction[2].box * 4)>>minus <<print _x>> points for Despotism.<br> <strong>Liberation Markers:</strong><br> <<if $Libs[0].box isnot -1>><<set $VP += $Libs[0].box>><<print $Libs[0].box>> points for a Liberation marker.<br><</if>> <<if $Libs[1].box isnot -1>><<set $VP += $Libs[1].box>><<print $Libs[1].box>> points for a Liberation marker.<br><</if>> <<if $Libs[2].box isnot -1>><<set $VP += $Libs[2].box>><<print $Libs[2].box>> points for a Liberation marker.<br><</if>> <<if $Cards.length gt 0>> <<set $VP -= $Cards.length>>minus <<print $Cards.length>> points for <i>cards left in the deck</i>. <</if>> <<if $Disorder eq 1>><<set $VP -= 1>>minus 1 point for <i>Disorder in Paris</i>.<br><</if>> <strong>Enemy Armies:</strong><br> <<switch $Army[0].box>> <<case 0>> <<set $VP -= 1>>minus 1 point for <<print $Army[0].name>>.<br> <<case 1>> <<set $VP -= 4>>minus 4 point for <<print $Army[0].name>>.<br> <<default>> <<set $VP -= 1>>minus 1 point for <<print $Army[0].name>>.<br> <</switch>> <<switch $Army[1].box>> <<case 0>> <<set $VP -= 1>>minus 1 point for <<print $Army[1].name>>.<br> <<case 1>> <<set $VP -= 4>>minus 4 point for <<print $Army[1].name>>.<br> <<case 2>> <<set $VP -= 2>>minus 2 point for <<print $Army[1].name>>.<br> <<case 7>> /* removed */ <<set $VP -= 0>> <<default>> <<set $VP -= 1>>minus 1 point for <<print $Army[1].name>>.<br> <</switch>> <<switch $Army[2].box>> <<case 0>> <<set $VP -= 1>>minus 1 point for <<print $Army[2].name>>.<br> <<case 1>> <<set $VP -= 4>>minus 4 point for <<print $Army[2].name>>.<br> <<case 2>> <<set $VP -= 2>>minus 2 point for <<print $Army[2].name>>.<br> <<case 7>> /* removed */ <<set $VP -= 0>> <<default>> <<set $VP -= 1>>minus 1 point for <<print $Army[2].name>>.<br> <</switch>> <<switch $Army[3].box>> <<case 0>> <<set $VP -= 1>>minus 1 point for <<print $Army[3].name>>.<br> <<case 1>> <<set $VP -= 4>>minus 4 point for <<print $Army[3].name>>.<br> <<case 7>> /* removed */ <<set $VP -= 0>> <<default>> <<set $VP -= 1>>minus 1 point for <<print $Army[3].name>>.<br> <</switch>> <<switch $Army[4].box>> <<case 0>> <<set $VP -= 1>>minus 1 point for <<print $Army[4].name>>.<br> <<case 1>> <<set $VP -= 4>>minus 4 point for <<print $Army[4].name>>.<br> <<case 2>> <<set $VP -= 2>>minus 2 point for <<print $Army[4].name>>.<br> <<case 7>> /* removed */ <<set $VP -= 0>> <<default>> <<set $VP -= 1>>minus 1 point for <<print $Army[4].name>>.<br> <</switch>> <strong>Total: <<print $VP>> Victory Points!</strong><br><br> <div class="victory"> <<if $VP lt -25>> <strong>Substantive Defeat!</strong> Republicanism as it is quickly crushed by the “Cult of Napoleon” who rules through merit and <i>dignitas</i> in lieu of harnessing the Republican sprit of revolution to advance the cause of France. The hard fought Napoleonic Wars lie ahead and, without a revolution to fear, these end with the recognition by the crowned heads of Europe of the Bonaparte dynasty on the throne of France. All of this is undone by the vainglorious nephew of Emperor Napoleon I, Napoleon III, who leads France into failed and costly wars with Italy and Russia. After backing the American Confederacy and invading Mexico, public outrage results in unchecked rioting and a renewed spirit of Republicanism in France which ultimately leads to the birth of the Second Republic.<br> <<elseif ($VP lt -15) and ($VP gt -25)>> <strong>Minor Defeat!</strong> Republicanism turns despotic in an effort to deal with the continuing crises faced by the nation. Ultimately, the Republic cannot cope and Louis XVIII is returned to the throne surrounded by foreign bayonets from the despised “Armies of Occupation” left for Louis‟ protection. Eventually, those armies are withdrawn to fight among themselves in future European wars, and another French Revolution breaks out a generation later. A rapid coup d’état throws France into despotism, but after a humiliating defeat to the Prussians in 1870 (who are then unified into a new German nation), a Second Republic is finally established that lasts into the twentieth century.<br> <<elseif ($VP lt -7) and ($VP gt -16)>> <strong>Minor Victory!</strong> Chaos still abounds and strong leaders still agitate among the restless masses. Great problems remain unresolved and unless the current leadership of the nation can successfully confront them, the benefits of the revolution could be forever lost. <i>This is the historical outcome of the French Revolution</i>.<br> <<elseif ($VP lt 1) and ($VP gt -8)>> <strong>Substantive Victory!</strong> While some will talk of the “purity” that the Revolution held in the early days, and how things might have been better before government once again consolidated its power at the expense of individual liberty, most will agree that its net effect was a benefit to mankind. <i>This is the historical outcome of the American Revolution</i>.<br> <<elseif $VP gt 0>> <strong>Republican Triumph!</strong> A new wave of European Enlightenment sweeps the continent, and then the world, with liberty and justice for all.<br> <</if>> </div> <</if>> <<button "View Game Log">><<audio "click" play>><<goto "Game Log">><</button>><br><br> <br> Would you like to <<link "<strong>play again?</strong>">> <<set $CardPassage = 0>><<goto "NewStart">><</link>></div></td> <td width="920" valign="top"><div class='rules'><span id="Trip"><<include "Table">></span></div></td></table> button
/* Shows cards saved in hand */ <section class="card-list rules"> <<for _x = 0; _x lt $DefensePile.length; _x++>> <article class="card"><div class='rules'> <center> <<ShowSuit $DefensePile[_x].suit $DefensePile[_x].num>> <<print $suit>> /* <div class="suit d"><<print $DefensePile[_x].suit>> <div class='cardnum'><<print $DefensePile[_x].num>></div> </div> */ <div class="headlineB"><strong><<print $DefensePile[_x].headline>></strong></div> <div class="picture"> /* print the picture if on */ <div class="icon"><span id="icons"><<print $DefensePile[_x].icons>></span></div> <<if $pics == "1">><center> <<set $painting = "card" + $DefensePile[_x].num + ".jpg">> <<set _Image = $picdir + $painting + $picend>> <div><<print _Image>></div></center> <</if>> </div> <div class="note"> <span id="DefenseNote"><<print $DefensePile[_x].action>></span> /* end of note span */ </div> </center> <div class="commentary"><<print $DefensePile[_x].commentary>></div> </div></article> <</for>> </section>
<section id='defcards' class="card-list-defense " style='transform:scale(.8, .8) translate(-22%, -10%); width: 42vw'> </section>
<div class='rules' id="Left">Cards in Deck: <<print $Cards.length>> -- Card Drawn: <<print $ThisCard.num>> <<if $ThisCard.num eq 0>><<set $CardPassage = 0>><</if>> <center> <<if $ThisCard.color eq "b">> <div class="headlineB"><b><<print $ThisCard.headline>></b></div> <<elseif $ThisCard.color eq "w">> <div class="headlineW"><b><<print $ThisCard.headline>></b></div> <<elseif $ThisCard.color eq "r">> <div class="headlineR"><b><<print $ThisCard.headline>></b></div> <</if>> <div class="picture"> /* print the picture if on */ <<if $pics == "1">><center> <<set $painting = "card" + $ThisCard.num + ".jpg">> <<set _Image = $picdir + $painting + $picend>> <<print _Image>></center> <</if>> </div> <div class="date"><<print $ThisCard.date>></div> <<set $Log += $ThisCard.date + "<br>" + $ThisCard.headline + "<BR>">> <div class="commentary"><<print $ThisCard.commentary>></div> <div class="political"><span id="pols"> </span></div> <div class="note"><span id="notes"><<if $words isnot "">><<print $words>><<set $words = "">><</if>> <<if $Disorder eq 1>><center><span id="disord" style="color:red; background-color:yellow"><b>Disorder in Paris!</b><br></span></center><</if>> <<print $words>><<set $words = "">> <<if $ThisCard.notes isnot "">> <<print $ThisCard.notes>><br><</if>></span> /* end of note span */ <span id="Advances"><<Playcard1 $CardPassage>></span></div></center> <span id="buttons"><center><div class='reserve'> <<if $Defeat == 1>><<set $Offensives = 0>><b>[[Defeat]]</b><br><br><<else>> <<if $GameTurn eq 1>> <center><b><span id="full"><<link "Enter fullscreen mode">><<run Fullscreen.request()>><<replace "#full">>Press F11 to exit Fullscreen<</replace>><</link>></span></b></center> <center><<timed 3.5s>><<button "Begin Game">></center> <<include "Next Turn">><<set $Log += "<BR>">><<include "Gturn">><<replace "#Whole">><<include "InScreen">><</replace>> <</button>><br><br><</timed>> <</if>> <</if>> </div></center> <div class="results" id="results"> </div></span> </div>
<div class="popup"> <div class="cardbackground" style='display: inline; width: 65vw; height: auto; box-shadow: 5px 5px 3px black; border-radius: 10px; border: 2px solid white; display: flex; flex-direction: column; align-items: space-around; justify-content: center; position: relative; top: 50%; left: 50%; transform: translate(-50%, -0%); background-color: rgba(169, 169, 169, 0.8);'> /* The current VP count is: <<= $VP>><br> */ <<if $Killed>> <<set $VP -= 10>> Wilkinson killed Burr. -10 VP <</if>> <<if $LetGo and ($Done is true)>> <<if $Plot is 1>> <div style='display: inline'>Burr's plan was indeed to settle the Ouachita Valley. You are acclaimed for your magnaminity and prudence for dealing in such good faith with a political rival. <b>+20 Victory Points</b><br><br></div> <<set $VP += 20>> <<else>> Burr launches his expedition to <<= $PlotName[$Plot]>>.<br> <div id="This"> <<button "Burr Launches Expedition">> <<Execute>> <</button>> </div> Your actions create a good deal of political fallout and recriminations for letting Burr go. <<rolldie>><<set $VP -= $roll>> <<= $roll>> is subtracted from your VP.<br> <</if>> <<else>> <<switch $Successful>> <<case 0>> /* Went to trial */ <<if $Plot is 1>> <div style='display: inline'>Burr's Plan was to <strong>Settle the Ouachita Valley</strong>. Your Administration is reviled for this 'flagrant political prosecution on a trumped-up charge'! <b>-40 Victory Points!</b><br> <<set $VP -= 40>> <<if $Wilkinson gt 0>> Your association with General Wilkinson becomes an embarrassment and a political liability.<br> <<set _conspirators = $Wilkinson * 5>> <<set $VP -= _conspirators>> -<<= _conspirators>> Victory Points.<br> <</if>> </div> <<else>> <<if $Charges is $Plot>> Your charges against Burr were accurate and correct. The effect of the Verdict is increased!<br> <<set $Progress += 1>> <<elseif ($Plot gt 5) and ($Charges gt 1) and ($Charges lt 6)>> You charged Burr on the basis of a Filibuster, but he was conspiring to commit Treason. The effect of the Verdict is decreased!<br> <<set $Progress -= 1>> <<elseif ($Plot lt 6) and ($Charges gt 5)>> You charged Burr with Treason, but he was conspiring Filibuster. The effect of the Verdict is decreased!<br> <<set $Progress -= 1>> <<elseif ($Plot lt 6) and ($Charges lt 6)>> Your suspicions of Burr's treason were generally correct, but your charges were not entirely accurate.<br> <<elseif ($Plot gt 5) and ($Charges gt 5)>> Your suspicions of Burr's filibuster were generally correct, but your charges were not completely accurate.<br> <</if>> <div style='display: inline'>Burr's Plan was <strong><<= $PlotName[$Plot]>></strong>, but his arrest and trial put a stop to his plotting. <div style='display: inline'>At the trial, Burr was <<switch $Progress>> <<case 1>> <<set $verdict = -20>> <span style='font-weight: bold'>exonerated completely.</span> <<case 2>> <span style='font-weight: bold'>acquitted of the charges your Administration brought against him.</span> <<set $verdict = -10>> <<case 3>> <span style='font-weight: bold'>censured by the Court.</span> <<set $verdict = 5>> <<case 4>> <span style='font-weight: bold'>found guilty and sentenced to 5 years in prison.</span> <<set $verdict = 10>> <<case 5>> <span style='font-weight: bold'>found guilty and sentenced to life in prison.</span> <<set $verdict = 20>> <<case 6>> <span style='font-weight: bold'>found guilty and sentenced to death for treason against the United States.</span> <<set $verdict = 30>> <</switch>> That results in <span style='font-weight: bold'><<= $verdict>></span> Victory Points.<br></div></div> <<set $VP += $verdict>> <<if ($Progress gte 3) and ($InCustody.length gt 0)>> You arrested <<= $InCustody.length>> Conspirators for another <<set _conspirators = ($Progress - 1) * $InCustody.length>> <<set $VP += _conspirators>><<= _conspirators>> Victory Points.<br> <<else>> <</if>> <</if>> <<case 1>> /* Expedition occured, but failed */ <<if $Plot is 1>> Burr's Plan was to Settle the Ouachita Valley with which you did not interfer. Your Administration has taken issue with Burr's handling of this matter, but it has all turned out well (for the time being) and is soon forgotten. <<else>> <div style='display: inline'>You were unable to stop Burr's plan to <b><<= $PlotName[$Plot]>></b>, but his Expedition was thwarted by local and other authorities. <<= $plotVP[1]>> Victory Points.<br></div> <<set $VP += $plotVP[1]>> <</if>> <<case 2>> /* Expedition occurred and was successful */ <div style='display: inline'>You were unable to stop Burr's plan to <b><<= $PlotName[$Plot]>></b>, and he launched his successful Expedition. - <<= $plotVP[0]>> Victory Points.<br></div> <<set $VP += $plotVP[0]>> <</switch>> <</if>> /* need section for Arrested Burr and then let him go at trial and he WAS NOT innocent */ <<set $VP += $Prestige>> /* Scoring Block */ <<if $VP lt -17>> <<set $Score = 1>> <<elseif $VP lt -9>> <<set $Score = 2>> <<elseif $VP lt -2>> <<set $Score = 3>> <<elseif ($VP gt -3) and ($VP lt 9)>> <<set $Score = 4>> <<elseif ($VP gt 8) and ($VP lt 19)>> <<set $Score = 5>> <<elseif ($VP gt 18) and ($VP lt 29)>> <<set $Score = 6>> <<elseif $VP gt 28>> <<set $Score = 7>> <</if>> <<if ($Agendas[0] is 5) and ($Score lt 7)>> <<set $Score += 1>> <</if>> <div style='display: inline'>Total Victory Points: <span style='font-weight: bold'><<= $VP>></span><br><br></div> <<switch $Score>> <<case 1>> <strong>Disaster</strong>Your Administration suffers unmatched disgrace, ranking with the Teapot Dome and Watergate scandals. Many see the American Experiment in democracy as a failure based on this scandal and your majorities in Congress quickly squelch Federalist rumblings of impeachment. <<case 2>> <strong>Defeat</strong>Your Administration suffers a permanent stain from this affair that time slowly fades but the history books long remember. Weighed in the balance, you have offset all of the credits you have earned as a Founding Father and your good name depends greatly upon your next actions as President. <<case 3>> <strong>Setback</strong>Your Administration’s handling of this matter is poorly regarded even by your allies (who, from this taint, become reticent to embrace your every Agenda); however, you still retain sufficient supporters to continue governing your second term effectively. <<case 4>> <strong>Embarrassment</strong>Your Administration’s handling of this matter was clumsy at best and humiliating at worst. Your political opponents among the waning Federalists keep dredging up this sordid affair throughout your second term, but with little effect. Newspapers friendly to the Democratic-Republicans soon change the subject. <<case 5>> <strong>Success</strong>You are content having made your case, but detractors continue to work against your legacy by seeing this affair as a personal political vendetta. Your opponent’s war of whispers continues against you continues but it is proving to be of little consequence. <<case 6>> <strong>Victory</strong>This matter was well handled and is judged by history as a credit to your Administration for your firm resolve and foresight. Having negotiated these hazards with recognized skill, your plan is to parlay the goodwill and prestige just earned into furthering your Agendas. <<case 7>> <strong>Triumph</strong>Even as Federalists and Burr supporters condemn you as a tyrant, you have proved a very strong President. By bending the political and judicial systems to your will, you have increased executive authority to the point much desired by the late Alexander Hamilton (and previously much opposed by you). <</switch>> <br> <center><<button "Return to Menu">><<Clack>><<goto "NewStart">><</button>><br> <br><br> </center> </div> </div>
/* Shows cards saved in hand */ <section class="card-list-evidence rules"> <<for _x = 0; _x lt $EvidencePile.length; _x++>> <<set $prosecCard = "<article class='card'">> <<if $Trial>> <<set $prosecCard = $prosecCard + " onclick=\"$.wiki('<<PlayThis " + _x + ">>')\"">> <</if>> <<set $prosecCard = $prosecCard + "><div class='rules'><center>">> <<ShowSuit $EvidencePile[_x].suit $EvidencePile[_x].num>> <<set $prosecCard = $prosecCard + $suit + "<div class='headlineB'><strong><<print $EvidencePile[_x].headline>></strong></div><div class='picture'><div class='icon'><span id='icons'><<print $EvidencePile[_x].icons>></span></div><<if $pics == '1'>><center><<set $painting = 'card' + $EvidencePile[_x].num + '.jpg'>><<set _Image = $picdir + $painting + $picend>><div><<print _Image>></div></center><</if>></div><div class='note'><span id='DefenseNote'><<print $EvidencePile[_x].action>></span></div></center><div class='commentary'><<print $EvidencePile[_x].commentary>></div></div></article>">> <<print $prosecCard>> <</for>> </section> /* PlayThis -- need boolean variable to note when action can be taken <<if (($prosecutionRoll gt 0) and ($prosecutionRoll lte $defenseRoll))>> <<set $defenseRoll = -1, $prosecutionRoll = -1>> */
<div class="cardbackground" id="big box" style="display:flex;"> <div id="first box" style='align-self: center'> <div> <table style="width:250px; height:50px" class="judicial politics"> <caption><center><span style='color:black; text-shadow:1px 1px rgba(250, 250, 250, 0.5), -1px -1px rgba(250, 250, 250, 0.5);'><strong>Presidential Concerns</strong></span></center></caption> <tr> <td style="vertical-align:bottom; width:50px"> START </td> <td style="vertical-align:bottom; width:50px"> /* 0 */ <<PlanTrack 17>> </td> <td style="vertical-align:bottom; width:50px"> /* 1 */ <<PlanTrack 16>> </td> <td style="vertical-align:bottom; width:50px"> /* 2 */ <<PlanTrack 15>> </td> <td style="vertical-align:bottom; width:50px"> /* 3 */ <<PlanTrack 14>> </td> <td style="vertical-align:bottom; width:50px"> /* 4 */ <<PlanTrack 13>> </td> <td style="vertical-align:bottom; width:50px"> /* 5 */ <<PlanTrack 12>> </td> </tr> </table></div> <div> <table style="width:250px; height:50px" class="threat politics"> <caption><center><span style='color:black; text-shadow:1px 1px rgba(250, 250, 250, 0.5), -1px -1px rgba(250, 250, 250, 0.5);'><strong>Growing Threat to the Republic</strong></span></center></caption> <tr> <td style="vertical-align:bottom; width:50px"> /* 0 */ <<PlanTrack 6>> </td> <td style="vertical-align:bottom; width:50px"> /* 1 */ <<PlanTrack 7>> </td> <td style="vertical-align:bottom; width:50px"> /* 2 */ <<PlanTrack 8>> </td> <td style="vertical-align:bottom; width:50px"> /* 3 */ <<PlanTrack 9>> </td> <td style="vertical-align:bottom; width:50px"> /* 4 */ <<PlanTrack 10>> </td> <td style="vertical-align:bottom; width:50px"> /* 5 */ <<PlanTrack 11>> </td> <td style="width:50px"> <div class="threatCir">+1</div> </td> </tr> </table> </div> <div> <table style="width:250px; height:50px" class="Pressure politics"> <caption><center><span style='color:black; text-shadow:1px 1px rgba(250, 250, 250, 0.5), -1px -1px rgba(250, 250, 250, 0.5);'><strong>Launch Attempt each Burr Phase</strong></span></center></caption> <tr> <td style="vertical-align:bottom; width:50px"> /* 0 */ <<PlanTrack 5>> </td> <td style="vertical-align:bottom; width:50px"> /* 1 */ <<PlanTrack 4>> </td> <td style="vertical-align:bottom; width:50px"> /* 2 */ <<PlanTrack 3>> </td> <td style="vertical-align:bottom; width:50px"> /* 3 */ <<PlanTrack 2>> </td> <td style="vertical-align:bottom; width:50px"> /* 4 */ <<PlanTrack 1>> </td> <td style="vertical-align:bottom; width:50px"> /* 5 */ <<PlanTrack 0>> </td> <td style=" width:50px"> /* 5 */ <div class="threatCir" style="background-color: #961313; opacity: 0.5"><strong>+2</strong></div> </td> </tr> </table></div> </div> /* end first box */ <div id="second box" style="font-weight: bold; margin:2px; padding: 3px; display:flex; flex-direction: column"> <div> Spanish Relations are: <<switch $Spanish>> <<case 0>> Poor (+1 strength) <<case 1>> Normal (no effect) <<case 2>> Improved (-2 strength) <</switch>> <BR> Total Expedition Strength is: <<print $ExpeditionTotal>><br></div> <div><<include "ExpeditionHand">></div> </div> </div>
/* Shows cards saved in hand */ <section class="card-list rules"> <<for _x = 0; _x lt $ExpeditionPile.length; _x++>> <article class="card"><div class='rules'> <center> <<ShowSuit $ExpeditionPile[_x].suit $ExpeditionPile[_x].num>> <<print $suit>> <div class="headlineB"><strong><<print $ExpeditionPile[_x].headline>></strong></div> <div class="picture"> /* print the picture if on */ <div class="icon"><span id="icons"><<print $ExpeditionPile[_x].icons>></span></div> <<if $pics == "1">><center> <<set $painting = "card" + $ExpeditionPile[_x].num + ".jpg">> <<set _Image = $picdir + $painting + $picend>> <div><<print _Image>></div></center> <</if>> </div> <div class="note"> <span id="DefenseNote"><<print $ExpeditionPile[_x].action>></span> /* end of note span */ </div> </center> <div class="commentary"><<print $ExpeditionPile[_x].commentary>></div> </div></article> <</for>> </section>
<<print $Log>> <<button "Continue Game">><<run Dialog.close()>><<Clack>><</button>>
<<set $Log += "<BR>">> <<if $GameTurn eq 0>><<set $GameTurn = 1>><<set $Ready = 0>> <<set $ThisCard = $card0>> <<else>> <<if $Cards.length lt 1>> <<goto "Victory">> <<else>> <<if $Historical eq 1>> <<set $ThisCard = $Cards[0]>> <<set $Junk = $Cards.deleteAt(0)>> <<else>> <<set $Cards.shuffle()>> <<set $ThisCard = $Cards.pluck()>> <</if>> <<set $CardPassage = $ThisCard.num>> /* <<set $Offensives = $ThisCard.actions>> */ <<set $Offensives = 0>> <<if $ThisCard.social eq 1>><<set $Disorder = 1>><</if>> <<if $Defeat == 1>> <<set $Defeat = 0>> <<set $Offensives = 0>> <</if>> <</if>> <</if>> <<set $Agenda = 0>> /* <<if document.getElementsByClassName("Pulse") isnot null>> */
<div id='Whole' style='height:100vh; width: 100vw; display: flex;'> <<set $Log += "<hr>" + $GameTurn + " -- <strong>" + $ThisCard.headline + "</strong><br>">> <div style='width:350px; height:auto;'> <div class="flip-box"> <div class="flip-box-inner doit flip-it"> <div class='rules' style='box-shadow: 5px 5px black;'> <span id="Left">Cards in Deck: <<print $Cards.length>> -- Card Drawn: <<print $ThisCard.num>> <<if $ThisCard.num eq 0>><<set $CardPassage = 0>><</if>> <center> <<if $ThisCard.pp gt 6>><<set $RollIt = 1>><<else>><<set $RollIt = 0>><</if>> <<ShowSuit $ThisCard.suit $ThisCard.num>> <<print $suit>> <div class="headlineB"><strong><<print $ThisCard.headline>></strong></div> <div class="picture"> /* print the picture if on */ <div class="icon"><span id="icons"><<print $ThisCard.icons>></span></div> <<if $pics == "1">><center> <<set $painting = "card" + $ThisCard.num + ".jpg">> <<set $title = "\" title=\"" + $ThisCard.headline>> <<set _Image = $picdir + $painting + $title + $picend>> <div><<print _Image>></div></center> <</if>> </div> <div class="note"><span id="die"></span><span id="notes"><<if $words isnot "">><<print $words>><<set $words = "">><</if>> <<print $ThisCard.action>><br> /* -- test for Law Font -- <center> <span class='zip'>a<span style="color:darkred">.</span><span style="color:darkblue">Z</span><span style="color:darkred; font-size:165%">5</span><span style="color:darkblue; :165%">;</span></span> </center> */ </span> /* end of id=note span */ /*<span id="Advances"> </span> */ </div></center> <div class="commentary"><<print $ThisCard.commentary>><br></div> <span id="buttons"><center><div class='reserve'> <<if $Defeat == 1>><<set $Offensives = 0>><strong>[[Defeat]]</strong><br><br><<else>> <<if $GameTurn eq 1>> <center><strong><span id="full"><<link "Enter fullscreen mode">><<run Fullscreen.request()>><<replace "#full">>Press F11 to exit Fullscreen<</replace>><</link>></span></strong></center> <center><<timed 1.5s>><<button "Begin Game">></center> <<include "Next Turn">><<set $Log += "<BR>">><<set $Feed = "", $Note = "">><<include "Gturn">> <<replace "#Whole">><<include "InScreen">><</replace>> <<if not document.getElementsByClassName("Pulse")>> <<removeclass ".Pulse" "Pulse">> <</if>> <</button>><br><br><</timed>> <</if>> <</if>> </div> </center> </span> /* results here */ <br><br> </span> </div> /* <<if not $BurrHidden>> <<set $BurrPulse = true>> <</if>> */ <div class="flip-box-back doit flip-it" id="backside"> /* <h2>Back Side</h2> */ </div> </div> /* inner box */ </div> /* end flip box */ <<set $Note = "">> </div> <div style='width:auto'> <div class='rules' style='width:920px'> <span id="Trip"><<include "Table">></span> </div> </div> <div class='rules' style='height:330px; margin:5px'> <span id="agenda"><<include "TestAgenda">></span> <div class="results" id="results">/* Discards: <<= $Discards.length>><br> <<print $Feed>> */</div> </div> <<if $Done is false>> <<if $ThisCard.retain is 1>><<set $AddtoHand = 1>><</if>> <</if>> <<set $words = "">> </div> <<timed 1.5s>><<toggleclass ".doit" "flip-it">><<Playcard1 $ThisCard.num>><</timed>>
<<dialog '<div class="popuptitle"><center>Burr Expedition May Launch!</center></div>' 'popup cardbackground conspiracy'>> <div class="cardbackground"><center> Will Burr launch his expedition now? Expedition Strength is <<= $ExpeditionTotal>><br> <<button "Roll for Expedition">><<run Dialog.close()>><<Clack>> <<rolldie>> <<set _y = $ExpeditionStrength + $roll>> <<dialog '<div class="popuptitle"><center></center></div>' 'popup cardbackground conspiracy'>> <div class="cardbackground"><center> Roll is <<= $roll>><br> <<if $Gunboats>><<set $ExpeditionStrength-->>Gunboats subtract 1<br><</if>> <<if ($Expedition lt 11) and ($Expedition gt 5)>> <<set _y+= 1>> <<elseif $Expedition lt 6>> <<set _y+= 2>> <</if>> Expedition Strength is <<= $ExpeditionTotal>><br> Combined amount: <<= _y>><br> <<set $Launched = false>> <<if (_y gte 12) and ($ThisCard.num isnot 51)>> <<set $Launched = true>> Burr's Expedition is <strong>LAUNCHED!</strong><br> <<Note "$die Burr's Expedition is <strong>LAUNCHED!</strong><br>">> <<else>> Burr's Expedition does not launch at this time.<br> <<Note "$die Burr's Expedition fails to launch.<br>">> <</if>> <<button "Close">><<run Dialog.close()>><<Clack>> <<if $Launched>> <<timed 1.0s>><<Execute>><</timed>> <</if>> <</button>></center> </div> <</dialog>> <</button>></center> </div> <</dialog>>
<<include "Variables">> <<set $Loaded = 1>>
/* New Inscreen for LoadedScreen */ <span id="Whole"> <table border=0><tr><td width="325" valign="top"><div class='rules'> <span id="Left">Cards in Deck: <<print $Cards.length>> -- Card Drawn: <<print $ThisCard.num>> <<if $ThisCard.num eq 0>><<set $CardPassage = 0>><</if>> <center> <<if $ThisCard.color eq "b">> <div class="headlineB"><strong><<print $ThisCard.headline>></strong></div> <<elseif $ThisCard.color eq "w">> <div class="headlineW"><strong><<print $ThisCard.headline>></strong></div> <<elseif $ThisCard.color eq "r">> <div class="headlineR"><strong><<print $ThisCard.headline>></strong></div> <</if>> <div class="picture"> /* print the picture if on */ <<if $pics == "1">><center> <<set $painting = "card" + $ThisCard.num + ".jpg">> <<set _Image = $picdir + $painting + $picend>> <<print _Image>></center> <</if>> </div> <div class="date"><<print $ThisCard.date>></div> <div class="commentary"><<print $ThisCard.commentary>></div> <div class="political"><span id="pols"> </span></div> <div class="note"><span id="notes"><<if $words isnot "">><<print $words>><<set $words = "">><</if>> <<if $Disorder eq 1>><center><span id="disord" style="color:red; background-color:yellow"><strong>Disorder in Paris!</strong><br></span></center><</if>> <<print $words>><<set $words = "">> <<if $ThisCard.notes isnot "">> <<print $ThisCard.notes>><br><</if>></span> /* end of note span */ <span id="Advances"><<print $Reports>></span></div></center> <<if $Defeat == 1>><<set $Offensives = 0>><strong>[[Defeat]]</strong><br><br><<else>> <<if $GameTurn eq 1>> <center><<timed 3s>><<button "Begin Game">></center> <<include "Next Turn">><<set $Log += "<BR>">><<include "Gturn">><<replace "#Whole">><<include "InScreen">><</replace>> <</button>><br><br><</timed>> <</if>> <</if>> <span id="buttons"> <center><div class='reserve'> <<button "Next Turn">><<Play "cardflip">> <<if $Offensives gt 0>> <<replace "#dialog">> <div class='date'><center>Are you sure you want to end your turn?<br> <<button "Yes">><<Clack>> <<include "Next Turn">><<include "Gturn">><<replace "#Whole">><<include "InScreen">><</replace>> <</button>> -- <<button "No">><<Clack>><<replace "#dialog">> <</replace>><</button>> </center></div><</replace>> <<else>> <<include "Next Turn">><<include "Gturn">><<replace "#Whole">><<include "InScreen">><</replace>> <</if>> <</button>> Actions: <span id="offensives" style="font-size:30px"><<print $Offensives>></span> <<button "Options">><<Clack>><<goto "Save the game">><</button>><br> <span id="dialog"></span> </div></center> <div class="results"><span id="results"><<print $Results>></span></div> </span> </span></div> <div class='rules'><span id="politics"><<include "PoliticalTable">></span></div></td> <td width="920" valign="top"><div class='rules'><span id="Trip"><<include "Table">></span></div></td></tr></table> </span>
<<widget "Map">><img 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" style="width:120%"> <</widget>>
<meta name="viewport" content="width=device-width, initial-scale=1.0"> <<include "Box">>
<meta name="viewport" content="width=device-width, initial-scale=1.0"> <<include "Variables">> <<if $PanZoom is undefined>> <<set $PanZoom = 0>> <</if>> <BR><BR><br> <div style='display: flex; align-items: center; justify-content: center; '> <div class='rules' style='width: 700px; padding: 8px;'> What difficulty do you wish to play? <label><<radiobutton "$Prestige" 6 checked>> Easy</label> -- <label><<radiobutton "$Prestige" 4 >> Medium</label> -- <label><<radiobutton "$Prestige" 2 >> Hard</label> <br><br> <b>Which game do you wish to play?</b><br><br> Do you wish to play the <span class='greenb'><<button "Standard Game">></span><br> <<include "objectiveFindingRoutine">> <<set $Cards.push($card1, $card11, $card12, $card13, $card14, $card15, $card16, $card17, $card18, $card19, $card20, $card21, $card22, $card23, $card24, $card25, $card26, $card27, $card28, $card29, $card30, $card31, $card32, $card33, $card34, $card35, $card36, $card37, $card38, $card39, $card40, $card41, $card42, $card43, $card44, $card45, $card46, $card47, $card48, $card49, $card50, $card51, $card52, $card53, $card54, $card55, $card56, $card57, $card58, $card59, $card60, $card61, $card62, $card63, $card64, $card65, $card66)>> <<set $Cards.shuffle()>> /* Does include Burr who can be added later in the game for student players, otherwise, it will be just shuffled into the deck */ <<set $Fresh = true>> <<goto "NewScreen">> <</button>> <br><br> Do you wish to play the <<link "Testing Really Game?">> <<include "objectiveFindingRoutine">> <<set $Cards.push($card49, $card34)>> <<set $Cards.shuffle()>> <<set $Phase = "Prelude">> <<set $Fresh = true>> <<goto "NewScreen">> <</link>> <br><br> Do you wish to play the <<link "Court Room Trial">> <<include "objectiveFindingRoutine">> <<set $Cards.push($card1, $card14, $card15, $card16, $card17, $card18, $card19, $card20, $card21, $card22, $card23, $card24, $card25, $card26, $card27, $card28, $card29, $card30, $card31, $card32, $card33, $card34, $card35, $card36, $card37, $card38, $card39, $card40, $card41, $card42, $card43, $card44, $card45, $card46, $card47, $card48, $card49, $card50, $card51, $card52, $card53, $card54, $card55, $card56, $card57, $card58, $card59, $card60, $card61, $card62, $card63, $card64, $card65, $card66)>> <<set $Cards.shuffle()>> /* Does include Burr who can be added later in the game for student players, otherwise, it will be just shuffled into the deck */ <<set $DefensePile.push($card11)>> <<set $DefensePile.push($card12)>> <<set $DefensePile.push($card13)>> <<set $EvidencePile.push($card23)>> <<set $EvidencePile.push($card24)>> <<set $EvidencePile.push($card25)>> <<set $EvidencePile.push($card22)>> <<set $Fresh = true>> <<set $sixtyOne = true>> <<set $Phase = "CourtRoom">> <<goto "NewScreen">> <</link>> <br><br> <strong>Options:</strong><br><br> <<checkbox "$pics" 0 1 checked>> Show pictures? (Requires an internet connection.)<br> <<checkbox "$Sound" 0 1 checked>> Play Sounds.<br> <br> /* </div></div> */
<<if ($ThisCard.suit is "Evidence") and ($EvidencePile.length is 0)>> <<set $Discards.push($ThisCard)>> <<elseif ($ThisCard.suit is "Evidence") and ($ThisCard.num isnot $EvidencePile[$EvidencePile.length - 1].num)>> <<set $Discards.push($ThisCard)>> /* unpaid Evidence go into discardpile for use with Card 53 */ <</if>> <<set $GameTurn = $GameTurn + 1>> <<if $Proclamation>> <<set $ProcSearch = 2>><<set $Locals = 1>> <</if>> <<set $Note = "", $Feed = "">><<set $Move = 5>><<set $Done = false>> <<set $Results = "">><<set $Reports = "">> <<set $die = "">> <<set $words = "">> <<if $Spanish eq 0>> <<set $ExpeditionTotal++>> <<elseif $Spanish eq 2>> <<set $ExpeditionTotal -= 2>> <</if>> <<set $ExpeditionTotal += $SpanishGold + $BritishGold>> <<if $Historical isnot 1>> <<set $Cards.shuffle()>> <</if>> <<set $Numbers.shuffle()>> <<if $Leopard isnot -1>> <<set _a = $Prestige - $Leopard>> <<if _a gt 0>><<set $Prestige = $Prestige - _a>><</if>> <<set $Leopard = -1>> <</if>>
<<set $Sword = "data:image/png;base64,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">> <<set $BlueArrowTiny = "data:image/png;base64,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">> <<set $RedArrowTiny = "data:image/png;base64,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">> <<set $BluePrestigeTiny = "data:image/png;base64,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">> <<set $RedPrestigeTiny = "data:image/png;base64,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">> <<set $LibLink = "data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADcAAAA3CAYAAACo29JGAAAAtklEQVRoge3PsQnCUACE4T+JgkUKC9ElXMJGkJSaLTKAuItD6RopFAIW8sKTlLZPhFy4b4Dj/uywvzbAEuhJEGOkbV+cLztO9TZl4kt/u9NVR+LjSbZZQwgpMwXQzYAVUP78anwWOfCeYNgg5CM48TeOU+U4VY5T5ThVjlPlOFWOU+U4VY5T5ThVjlPlOFWOU+U4VY5T5ThVjlPlOFWOU+U4VY5T5ThVjlPlOFWOUzXEzSdZBsUHE1QXN507adoAAAAASUVORK5CYII=">> <<set $ShuffleOne = "data:image/png;base64,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">> <<set $BluePrestige = "data:image/png;base64,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">> <<set $ShuffleTwo = "data:image/png;base64,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">> <<set $RedPrestige = "data:image/png;base64,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">> <<set $RedArrow = "data:image/png;base64,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">> <<set $BlueArrow = "data:image/png;base64,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">> <<set $RedScales = "data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADIAAAAgCAYAAABQISshAAAEkklEQVRYhcWYfcieUxzHP5Zhm1jDnHVmY7H5Q9YYIxp/MPJIUV5WY0rWiMRh3v4QbTym00SjxdiTh+YtM2U1L6EWf5B5S6Ihjp1h2mO2WcumX/1uruc8576v67qf++ZbV13X7/qdl+85v7dz9qPL8MauA2YCM1wMP3ZrtP2rKHljxwLnAn8Cr7sY/qoxhgUOB0a3P81yjCjT8MYeC3wNvACsBZZU7dwbO16JCEz3aFQgAszRFW3g0xr93wCM0/dF9adXHaU+4o09DvgYGKOi+4HlLoafvLFimscAJwMn6vsoYA+wAzivsBP7gCNdDL/8L0SUzDXAk4l4N3BgzfHelO6AN2r6WSmqElkNXAzsBJ4BJqvti2n+DmwDtuuzU4PCDOCCJl1uBp4DHnIxbPlPiKhp9WnU+Q542MXwToV2jSBRxPdqao2d/A243sXwfKa9+ObRwDoXww9l41Vx9juAB/X9Af2ugpDRWaw7eSewRQPBam9snzf2iERXFm8F8Lk39vhhEfHGTlInXquir4ABb+xpZR27GHbpDhTxhYthq4uhF5Adu0fN8SrZPW/sYm/sOd7YWcBYbXcIcOWwiMh8hI+LYV9BJpO4vaxjxYLC+yMuhvcLRP9wMdwHTBFzBQ4C7pZAAHyg3w181jYRb6zkjrM1Ef7LLAYJxSO9sdMrEHm78P5KTsHF8KuL4WYN3ZJ3ngXeBb5VlddcDKvbJgLcAixzMezN/Fuidl6GgyvoNAhtdjFIfprnYpAFXAlIiD5JS6T6RLThhbo6uUHFRMZ7Y6dVnWgdeGMlQl4BvAX0S2RriwhwHfC4i2FPQTYm0emtuCvtYIHmKwkYTwNzvbGjahHRBnOBVcmvkcUPF8N6YKo3dnInGXhjDwCuBh5TkVQQTyWBYwhyOyIN+jR8lmFpF3ZFQu0aiWoF2RPAfCVZTkQV52siqoJXgVO8sRM6wcAbK/O5EXi0KFdSLwPzmrVND1a3akaWpJTqigP2eGN3JPKPgJuaZPyWdp3BZVpQbs38Ww6s98auykXS3AnxTI1YOfRnZDLotU30K1fH3lip+2RBLsn9dzFs88ZKsrwUGFKbjUiU5axxFLBQ2OuZIgc5U7wIXA5MdDFkk11NSKW8UfJJi2bLJGkq6UEYsiNqj+IjK9RmpQI9TMOvlOyhU6V3Ail7WtZUUgV4Yz8EzpequCWRpKHY4iZ92kHRRyY1a++NlUy+ycWQFpk5LNUcM4hIlTJ+OLio0HZhi34W6QRLoab3jTd2dlG30nXQMNBTaHq6N/ZQF8NAsTtvbI/6pSTXqclQEtbneGN/TuRfav56r+tE1CFnJuITgA2JbK+W7M0CxqkZ2S7NN/+gm6Y1IZNHpqRKLgax9Wl6J9Cv5/kcBrS8v0tKfhfDyqJON01rYkY2XR11EDSorNFHdnOcLsRoXX05s8RWg3Xl7tcbKyReAmYlvyR8z3YxfNLpMTtKxBsrdc1tWng2K092691Wr4the6fGrk3EG3uW3lml6G3jwm6DFp6Nc4/smJiZZPiNdTpqx0fEKaUm6gTO0CfFvUKm8gDA36m9YGKn/ZL7AAAAAElFTkSuQmCC">> <<set $BlueScales = "data:image/png;base64,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">> <<set $ShuffleFree = "data:image/png;base64,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">> /* <<set $Bird = "data:image/png;base64,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">> */ <<set $Bird = "data:image/png;base64,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">>
/* puts the currently played cards in defense had during trial */ <div class="cardbackground"> <section class="card-list rules"> <<for _x = 0; _x lt $DefensePile.length; _x++>> <article class="card"><div class='rules'> <center> <div class="suit-d"><<print $DefensePile[_x].suit>></div> <div class="headlineB"><strong><<print $DefensePile[_x].headline>></strong></div> <div class="picture"> <div class="icon"><span id="icons"><<print $DefensePile[_x].icons>></span></div> <<if $pics == "1">><center> <<set $painting = "card" + $DefensePile[_x].num + ".jpg">> <<set _Image = $picdir + $painting + $picend>> <div><<print _Image>></div></center> <</if>> </div> <div class="note"> <span id="DefenseNote"><<print $DefensePile[_x].action>></span> </div> </center> <div class="commentary"><<print $DefensePile[_x].commentary>></div> </div></article> <</for>> </section> <<button "Close">><<run Dialog.close()>><<Clack>><</button>> </div>
<center> <table border=0><td width="400" valign="top"> <div class='rules'> <center> <<button "Open Save/Load Menu">><<Clack>><<ui saves>><</button>><br><br> <<button "View Game Log">><<audio "click" play>><<popup "Game Log">><</button>><br><br> <<button "Toggle Fullscreen Mode">><<audio "click" play>><<run Fullscreen.toggle()>><</button>><br><br> <<button "Continue Game">><<run Dialog.close()>><<Clack>><</button>><br><br> <<button "Start New Game">><<audio "click" play>> <<dialog 'Discard this game and start a new one?'>> <center><<button "Yes">><<goto "Splash Screen">><<run Dialog.close()>><<Clack>><</button>> -- <<button "No">><<goto "Save the game">><<run Dialog.close()>><<Clack>><</button>></center> <</dialog>> <</button>><br><br> </center> <strong>Options:</strong><br><br> <<if $Sound eq 1>><<checkbox "$Sound" 0 1 checked>><<else>><<checkbox "$Sound" 0 1>><</if>> Play Sounds.<br> <<if $pics eq 1>><<checkbox "$pics" 0 1 checked>><<else>><<checkbox "$pics" 0 1>><</if>> Show Pictures. (Requires an internet connection.)<br> <<checkbox "$widescreen" 0 1>> Play with widescreen monitor. (currently disabled.)<br><br> <span id="new"></span></div> </td></table> </center>
<div class="rules">These will be settings.<br><br> <<checkbox "$Sound" 0 1 checked>> Play Sounds.<br><br> <<checkbox "$Reserves" 0 3 unchecked>> Use Reserve Offensives.<br><br> <<checkbox "$Jdrm" 0 1 unchecked>> Use +1 Defense of Jerusalem DRMs<br><br> <br> [[NewStart]] </div>
<<cacheaudio "Shuff" 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<meta name="viewport" content="width=device-width, initial-scale=1.0"> /* <<include "Variables">> */ <<ui kill>> <center> <BR><BR> <div class="testing"> <center> <div class="splash"> Hero of Weehawken: <br> The Aaron Burr Conspiracy,<br>1805-07</div> <br> Designed by: Dr. Robert Leonhard<br> (Who has graciously granted permission for this game.)<br> Originally Published by Victory Point Games 2011, <br> Programmed for the Web by Tom Heaney, 2022<br> (Twine/Sugarcube 2.0)<br> Version: Alpha: 0.91 <br> /* <a href="https://www.youtube.com/watch?v=5gwdjq69r0c&t">Video Introduction to the Game</a><br> */ <br> <div class="butt"> <<button "Set Up Game">><<goto "NewStart">><</button>> <<button "Load Saved Game">><<goto "Save the game">><</button>> </div> <BR> </center> </div> </center>
<<newmeter 'exped'>> <<animation 300ms>> <<colors '#43DE1F' 'red' 'black'>> <<label '$Expedition' 'white' center>> <</newmeter>> <<cacheaudio "cardflip" "media/BookPage1.wav">> <<cacheaudio "earn" "media/CashRegister.wav">> <<cacheaudio "loss" "media/CoinsThud.wav">> <<cacheaudio "jail" "media/Jail.wav">> <<cacheaudio "defense" "media/Special1.wav">> <<cacheaudio "prosecute" "media/Special6.wav">>
/* <link rel="stylesheet" href="CSS Hero.css"> */ <<if $AgendaSign eq 1>> <<fadein 5s>><<fadeout 5s>> <div class="announce"><strong><br>Agenda Phase<BR></strong></div> <</fadeout>><</fadein>> <<set $AgendaSign = 0>> <</if>> <div id='Everything' class="container"><<Map>> /* --------------------------- Washington and Agents -----------------*/ <div class="Washington" id='Washington'><span style='color:white; text-size:125%;'><center>Washington, D.C.</center></span> <div class="District"> <<set _x = "<div class='agent Jim' style='flex-direction: column'><strong><span style='color: black; font-size: 140%'></span></strong><br><span class='zip' style='font-size 60%;'>a</span><br><span style='color: white; font-size: 80%'>FEDERAL<BR>AGENTS</span><div style='position: absolute; top: 25%; font-size: 28pt; color: black; font-weight: bold;'> " + $Agents + "</div></div>">> <<if ($Prestige gt 0) and ($Agenda eq 1) and ($Agents gt 0)>> <div class='foo' aria-label="Spend 1 Prestige to Send an Agent to the West." data-balloon-pos="up"> <<link _x>> <<set $Agents--, $AgentsWest++>> <<SetItt "P" -1>> <<set $Note = "Sent a Federal Agent to the West.<br>">><<Results>> /* <<TheWestDraw>> */ <<Redraw>> <</link>> </div> <<else>> <div class='agent' style='flex-direction: column'><strong><span style='color: black; font-size: 140%'></span></strong><br><span class='zip' style='font-size 60%;'>a</span><br><span style='color: white; font-size: 80%'>FEDERAL<BR>AGENTS</span><div style='position: absolute; top: 25%; font-size: 28pt; color: black; font-weight: bold;'><<= $Agents>></div></div> <</if>> <br> <div class='foo' aria-label="Consider spending 3 Prestige to Send Gunboats to New Orleans." data-balloon-pos="up"> <<set _w = "<div class='agent Jim'><strong><span style='color: black; font-size: 140%'>SEND</span><br><span style='color: white; font-size: 80%'>NAVY<BR>GUNBOATS</span></strong></div>">> <<if ($Prestige gt 2) and ($Agenda eq 1) and ($Gunboats is false)>> <<link _w>> <<dialog '<div class="popuptitle"><center>Gunboats to New Orleans</center></div>' 'popup cardbackground conspiracy'>> <div class="cardbackground"><center> You can order the Navy to send gunboats to New Olreans to help defend against Burr's plot.<br>It provokes the Expedition by [img[$RedArrowTiny]] and subtracts one strength from the Expedition.<br> <<button "Send Gunboats">> <<run Dialog.close()>> <<SetItt "P" -3>> <<set $Gunboats = true>> <<SetItt "E" -1>> <<Redraw>> <<set $Note = "You ordered Gunboats to New Orleans.<br>">><<Log>> <</button>> -- <<button "No">> <<run Dialog.close()>><<Clack>> <</button>> </center> </div> <</dialog>> <</link>> <<elseif $Gunboats>> <br> <<else>> <div class='agent'><strong><span style='color: black; font-size: 140%'>SEND</span><br><span style='color: white; font-size: 80%'>NAVY<BR>GUNBOATS</span></strong></div> <</if>> </div> /* Gunboats */ <br> <div class='foo' aria-label="Consider spending 10 Prestige to issue a Presidential Proclamation." data-balloon-pos="up"> <<set _p = "<div class='agent Jim' style='position: relative'><div class='zip' style='position: absolute; top: 35%; left: 3px; font-size: 38pt; color:rgba(0, 0, 0, 0.8);'>b</div><br><strong><div style='position: absolute; top: 50%; left: 1px; color: white; font-size: 80%'>PROCLAIM</div></strong></div>">> <<if ($Prestige gt 9) and ($Agenda eq 1) and ($Proclamation is false)>> <<link _p>> <<dialog '<div class="popuptitle"><center>Issue Proclamation</center></div>' 'popup cardbackground conspiracy'>> <div class="cardbackground"><center> You can issue a Proclamation to use Local Authorities to conduct searches and arrests of .<br>It provokes the Expedition by [img[$RedArrowTiny]][img[$RedArrowTiny]] and permits the use of 2 free search or arrest attempts per Agenda Phase with Local Authorities.<br> <<button "Issue Proclamation">> <<run Dialog.close()>> <<SetItt "P" -10>> <<set $Proclamation = true>> <<SetItt "E" -2>> <<set $ProcSearch = 2>><<set $Locals = 1>> <<Redraw>> <<set $Note = "You issued a Presidential Proclamation.<br>">><<Log>> <<timed 0.1s>><<Ready>><</timed>> <</button>> --<<button "No">> <<run Dialog.close()>><<Clack>> <</button>> </center> </div> <</dialog>> <</link>> <<elseif $Proclamation>> <br> <<else>> <div class='agent' style='position: relative'><div class='zip' style='position: absolute; top: 35%; left: 3px; font-size: 38pt; color:rgba(0, 0, 0, 0.8);'>b</div><br><strong><div style='position: absolute; top: 50%; left: 1px; color: white; font-size: 80%'>PROCLAIM</div></strong></div> <</if>> </div> /* Proclmation */ </div> /* District */ </div> /* Washington */ /* -------------------------- The West ---------------------- */ <div class="TheWest" id='TheWest'><span style='color:white; text-size:125%;'><center>The West<br></center></span> <div class='TheWestBox'> <<set _x = "<div class='agent' style='flex-direction: column'><strong><span style='color: black; font-size: 140%'></span></strong><br><span class='zip' style='font-size 60%;'>a</span><br><span style='color: white; font-size: 80%'>FEDERAL<BR>AGENTS</span><div style='position: absolute; top: 25%; font-size: 28pt; color: black; font-weight: bold;'> " + $AgentsWest + "</div></div>">> <<if ($Prestige gt 0) and ($Agenda eq 1) and ($AgentsWest gt 0)>> <div class='foo' style='height: 55px' aria-label="Spend 1 Prestige to Send an Agent back to Washington." data-balloon-pos="up"> <<link _x>> <<SetItt "P" -1>> <<set $Agents++, $AgentsWest-->> <<set $Note = "Sent a Federal Agent back to Washington.<br>">><<Log>> <</link>></div> <<else>><<print _x>> <</if>> <<if ($xxx.length gt 0) and ($Agenda eq 1) and (($Prestige gt 0) or ($ProcSearch gt 0)) and (($AgentsWest gt 0) or ($Wilkinson gt 0))>> <<set _searchRoll = $Wilkinson + $AgentsWest + 1>> <span class='butts' style='backgroundcolor: brown'><strong> <<set _buttonNote = "<span aria-label='Search the West for Burr and his Conspirators. You must roll less than " + _searchRoll + ".' data-balloon-pos='up'>Search the West</span>">> <<button _buttonNote>> <<Search>> <</button>> </strong></span> <<else>> /* <<set _link = "<div class='test'><strong>?<br>SEARCH<BR>THE WEST</strong></div>">> <div class="Conspire" style='padding: 4px'> <<print _link>></div> */ <</if>> <<if $Proclamation>> <div class='agent' style='min-width: 50px; font-size: 8pt' aria-label="Allows 2 free Searches and 1 free arrest with Local Authorities." data-balloon-pos="up" style='position: relative'><div class='zip' style='position: absolute; top: 35%; left: 3px; font-size: 38pt; color:rgba(255, 0, 0, 0.8);'>b</div><br><strong><div style='position: absolute; top: 50%; left: 1px; color: white; font-size: 80%'>PROCLAIM</div></strong></div> <</if>> <br><br><br><br> <<if $Searched is 1>> <<for $inc = 0; $inc < $B.length; $inc++>> <<set _arrest = "<div class='Conspire'><center><<print $B[$inc].headline>><br></center></div>">> <<if ($Agenda eq 1) and (($Prestige gt 0) or ($Locals gt 0))>> <<set _w = $inc>> <<set $line = "<<link \"<div class='Conspire' aria-label='Consider arresting this Conspirator.' data-balloon-pos='up'><center>" + $B[$inc].headline + "<br></center></div>\">><<Arrest " + $inc + ">><</link>>" >> <<print $line>> <<else>> /* <div class="Conspire"><<print _arrest>></div> */ <<print _arrest>> <</if>> <</for>> <<else>> No Conspirators have been found yet. <</if>> </div></div> /* ------------------------------------- Jail (in the South) ------------------------------------- */ <div class="Jail"><div style='color:white; text-size:125%;'>In Jail 🔒</div> <div class="Lock"> <<if $Jailed eq 1>> <<for $inc = 0; $inc < $InCustody.length; $inc++>> <div class='Conspire'><center><<print $InCustody[$inc].headline>></center></div> <</for>> <<else>> <center> <span style='font-size: 14pt'>No Conspirators have been arrested yet.</span> </center> <</if>> </div> </div> /* end Jail div */ /* -------------------------------------- Dashes for Trail -----------------------------------------*/ <div class="dash" style="width:25px; transform: translate(80px, -40px) rotate(-60deg);"></div> <div class="dash" style="width:20px; transform: translate(20px, 10px);"></div> /* transform: rotate(45deg); */ <div class="dash" style="width:20px; transform: translate(127px, -90px);"></div> /* transform: rotate(45deg); */ <div class="dash" style="width:60px; transform: translate(-110px, 40px) rotate(-45deg);"></div> <div class="dash" style="width:25px; transform: translate(-120px, 143px) rotate(30deg);"></div> <div class="dash" style="width:25px; transform: translate(-68px, 236px) rotate(30deg);"></div> /* -------------------------------------- Locations and Burr and Wilkinson -------------------------*/ <div id='TheTrack'> <<DrawTrack>> </div> /* end of TheTrack */ /* </div> THIS RIGHT HERE */ /* -------------- Information Tracks ------------------------- */ <div class="Various"> <div id='HandLinks' style='border: 2px solid black; border-radius: 8px; padding: 8px; background-color: rgba(255, 255, 255, 0.346);'> <<if $EvidencePile.length is 0>> <span class='e'> <<set _buttonNote = "<span aria-label='No Evidence Cards yet.' data-balloon-pos='up'>No Evidence</span>">> <<button _buttonNote>><</button>> </span> <<else>> <span class='e butts'> <<set _buttonNote = "<span aria-label='Look at the Evidence Cards.' data-balloon-pos='up'>View Evidence $EvidencePile.length</span>">> <<button _buttonNote>> <<popup "EvidenceHand">> <</button>> </span> <</if>> <br><br> <<if $DefensePile.length is 0>> <span class='d'><strong> <<set _buttonNote = "<span aria-label='No Defense Cards yet.' data-balloon-pos='up'>No Defense</span>">> <<button _buttonNote>><</button>></strong></span> <<else>> <span class='d butts'><strong> <<set _buttonNote = "<span aria-label='Look at the Defense Cards.' data-balloon-pos='up'>View Defense $DefensePile.length</span>">> <<button _buttonNote>> <<popup "Defense Hand">> <</button>> </strong></span> <</if>> <br><br> <<if $InHand.length is 0>> <<set _buttonNote = "<span aria-label='You have no Cards in hand yet.' data-balloon-pos='up'>No Cards in Hand</span>">> <span class='j'><strong> <<button _buttonNote>> <</button>></strong></span> <<else>> <<set _buttonNote = "<span aria-label='Look at the Cards in hand.' data-balloon-pos='up'>Cards in Hand $InHand.length</span>">> <span class='j butts'><strong> <<button _buttonNote>> <<popup "otherhand">> <</button>> </strong></span> <</if>> <br><br> <<if $ConspiratorCards.length is 0>> <span class='c'><strong> <<set _buttonNote = "<div aria-label='There are no Conspiracy Cards yet.' data-balloon-pos='up'>No Conspiracy Cards</div>">> <<button _buttonNote>> <</button>></strong></span> <<else>> <span class='c butts'><strong> <<set _buttonNote = "<div aria-label='Look at the Conspiracy Cards you have collected.' data-balloon-pos='up'>Conspiracy Cards <<= $ConspiratorCards.length>></div>">> <<button _buttonNote>> <<popup "hand">> <</button>> </strong></span> <</if>> </div> <br>--------------------------<br><br> <div class='flexy' style='font-size: 24pt' id="prestige"> <div style='transform: translateY(-30%)'>[img[$BluePrestige]]</div><div> Prestige: <span id='PrestigeX' style='text-shadow: 3px 3px #000000;'><<print $Prestige>></span></div></div> --------------------------<br><br> /* ----- Expedition Section ---------- */ <div id="Expedition" style='border: 2px solid black; border-radius: 8px; padding: 8px; background-color: rgba(255, 255, 255, 0.346);'> <center> <<showmeter 'exped' '$Expedition / $ExpedMax'>> <br> <<if ($Expedition lt 11) and ($Expedition gt 5)>> <<set $ExpeditionTotal = $ExpeditionStrength + 1>> <<elseif $Expedition lt 6>> <<set $ExpeditionTotal = $ExpeditionStrength + 2>> <<else>> <<set $ExpeditionTotal = $ExpeditionStrength>> <</if>> <<if $Spanish eq 0>> <<set $ExpeditionTotal += 1>> <<elseif $Spanish eq 2>> <<set $ExpeditionTotal -= 2>> <</if>> <<set $ExpeditionTotal = $ExpeditionTotal + $SpanishGold + $BritishGold>> <<if $Austerlitz eq 1>> <center><span style='text-shadow:1px 1px red;' aria-label="Reshuffle costs are increased by 1 Prestige." data-balloon-pos="up">* <strong><i>Austerlitz</i></strong></span></center> <</if>> <<set _buttonNote = "<span aria-label='Examine the status of the Burr Expedition.' data-balloon-pos='up'>Expedition <<= $ExpeditionTotal>></span>">> <span class='event butts'> <<button _buttonNote>> <<Clack>> <<popup "Expedition" '<div class="popuptitle"><center>The Burr Expedition</center></div>' 'popup cardbackground conspiracy'>> <</button>> </span> </center></div> <br><br> <<set $a = 1>> <br> <<set _buttonNote = "<span aria-label='See what Conspiracies are currently possible.' data-balloon-pos='up'>Plot Status</span>">> <<button _buttonNote>><<PlotStatus>><</button>><br> <br> <<set _buttonNote = "<span aria-label='Consider letting Burr go because you think he is innocent.' data-balloon-pos='up'>Let Burr Go</span>">> <<button _buttonNote>> <<dialog '<div class="popuptitle"><center>Will you let burr go?</center></div>' 'popup cardbackground conspiracy'>> <div class="cardbackground"><center> <br> Do you wish to let Burr go?<br> Do you think that he is merely<br> settling the Ouachita Valley?<br> <br> <<button "YES">><<run Dialog.close()>><<Clack>> <<set $LetGo = true>> <<set $Phase = "Epilogue">> <<include "Box">> <</button>> <<button "NO">><<run Dialog.close()>><<Clack>><</button>> </center> </div> <</dialog>> <</button>> <br> <div> </div></div> /* ADDITONAL HERE? */ <<done>> <<if (($Agenda is 1) and ($BurrHidden is false))>> <<addclass "#Burr" "Pulse">> <</if>> <</done>>
<center><div class='flat' style='display:flex; flex-direction:column; align-items: flex-start'> <div> <table style="width:250px; height:50px" class="Pressure politics"> /* Pressure England */ <<if $Trafalgar eq 0>> <caption><center><span style='color:red; text-shadow:1px 1px rgba(250, 250, 250, 0.5), -1px -1px rgba(250, 250, 250, 0.5);'><strong>Pressure Britain</strong></span></center></caption> <<else>> <caption><center><span style='color:red; text-shadow:1px 1px rgba(250, 250, 250, 0.5), -1px -1px rgba(250, 250, 250, 0.5);'><strong>Pressure Britain</strong></span><span style='text-shadow:1px 1px red;' aria-label="Failed attempts to Pressure England push back the Agenda 1 space." data-balloon-pos="up">* <strong><i>Trafalgar</i></strong></span></center></caption> <</if>> <tr> <td style="vertical-align:bottom; width:50px"> /* 0 */ <<Filltd 0 0>> </td> <td style="vertical-align:bottom; width:50px"> /* 1 */ <<Filltd 0 1>> </td> <td style="vertical-align:bottom; width:50px"> /* 2 */ <<Filltd 0 2>> </td> <td style="vertical-align:bottom; width:50px"> /* 3 */ <<Filltd 0 3>> </td> <td style="vertical-align:bottom; width:50px"> /* 4 */ <<Filltd 0 4>> </td> <td style="vertical-align:bottom; width:50px"> /* 5 */ <<Filltd 0 5>> </td> </tr> </table></div> <div> <table style="width:250px; height:50px" class="dynasty politics"> <caption><center> <span style='color:black; text-shadow:1px 1px rgba(250, 250, 250, 0.5), -1px -1px rgba(250, 250, 250, 0.5);'><strong>Virginia Dynasty</strong></span></center></caption> <tr> <td style="vertical-align:bottom; width:50px"> /* 0 */ <<Filltd 1 0>> </td> <td style="vertical-align:bottom; width:50px"> /* 1 */ <<Filltd 1 1>> </td> <td style="vertical-align:bottom; width:50px"> /* 2 */ <<Filltd 1 2>> </td> <td style="vertical-align:bottom; width:50px"> /* 3 */ <<Filltd 1 3>> </td> <td style="vertical-align:bottom; width:50px; text-align: center"> /* 4 */ <<Filltd 1 4>> </td> <td style="vertical-align:bottom; width:50px"> /* 5 */ <<Filltd 1 5>> </td> </tr> </table> </div> <div> <table style="width:250px; height:50px" class="judicial politics"> <caption><center><span style='color:green; text-shadow:1px 1px rgba(250, 250, 250, 0.5), -1px -1px rgba(250, 250, 250, 0.5);'><strong>Judicial Reform</strong></span></center></caption> <tr> <td style="vertical-align:bottom; width:50px"> /* 0 */ <<Filltd 2 0>> </td> <td style="vertical-align:bottom; width:50px"> /* 0 */ <<Filltd 2 1>> </td> <td style="vertical-align:bottom; width:50px"> /* 1 */ <<Filltd 2 2>> </td> <td style="vertical-align:bottom; width:50px"> /* 2 */ <<Filltd 2 3>> </td> <td style="vertical-align:bottom; width:50px"> /* 3 */ <<Filltd 2 4>> </td> <td style="vertical-align:bottom; width:50px"> /* 4 */ <<Filltd 2 5>> </td> </tr> </table> </div> </div>
<div class='courtroom'> <<set $Trial = true>> /* <<set $sixtyOne = true>> */ <<set $WilkPlay = false>><<set $defenseRoll = 0, $prosecutionRoll = 0>> <link rel="preconnect" href="https://fonts.googleapis.com"> <link rel="preconnect" href="https://fonts.gstatic.com" crossorigin> <link href="https://fonts.googleapis.com/css2?family=Dancing+Script:wght@500&display=swap" rel="stylesheet"> /* switches $die images with symbols */ <<set $die1 = "⚀">> <<set $die2 = "⚁">> <<set $die3 = "⚂">> <<set $die4 = "⚃">> <<set $die5 = "⚄">> <<set $die6 = "⚅">> <div class="parent" style='transform-origin: top left'> /* left panel for Defense */ /* <div class='court-back' id="Whole"> */ <div class="div1 Defense"> <div style='display:flex;justify-content: center'> <div class='Attorney' style='text-align: left; width: 50%'>Defense</div> <div id='defRoll' class='redie'></div> </div> /* <div id='Defense' style='outline: #4CAF50 solid 2px;'> */ <<include DefenseTrial>> /* </div> */ </div> /* ----------- Center panel with Charges, Verdict, and info --------- */ <div class="div2 Court"> <div style='display:flex;'> <div class='Charge' style='background-color:#fbf9cd'>I<br><strong>Settle Ouachita Valley</strong> <<if $Charges is 1>><div class="indict" id='charged'></div><</if>></div> <div class='Charge' style='background-color:#fdcc99'>II<br><strong>Seize New Orleans</strong> <<if $Charges is 2>><div class="indict" id='charged'></div><</if>></div> <div class='Charge' style='background-color:#fbb066'>III<br><strong>Invade Mexico</strong> <<if $Charges is 3>><div class="indict" id='charged'></div><</if>></div> <div class='Charge' style='background-color:#f59799'>IV<br><strong>Invade Spanish Southwest</strong> <<if $Charges is 4>><div class="indict" id='charged'></div><</if>></div> <div class='Charge' style='background-color:#f16768'>V<br><strong>Invade Spanish Florida</strong> <<if $Charges is 5>><div class="indict" id='charged'></div><</if>></div> <div class='Charge' style='background-color:#ee3a3a; color:#f9f6b1'>VI<br><strong>Detach Western U.S.</strong> <<if $Charges is 6>><div class="indict" id='charged'></div><</if>></div> <div class='Charge' style='background-color:#ed2024; color:white'>VII<br><strong>Coup D'etat</strong> <<if $Charges is 7>><div class="indict" id='charged'></div><</if>></div> </div> <div style='display:flex'> <div class='divider-one'> <i>(<span style='color:red;'><strong>Burr</strong></span> is <strong>innocent</strong>) <strong>Filibuster</strong> charges</i> </div> <div class='divider-two'> <i><strong>Treason</strong> Charges</i> </div> </div> <br> <div id='Prog' style='display:flex;'> <<Progress>> </div> <div style='display:flex'> <div style='border: 1px solid black; line-height: 100%; width:15em; background-color:#fbf9cd; padding: 4px'> Hear yea, hear yea . . .<br> <<print $TheConspirators[0].headline>><br> <<print $TheConspirators[1].headline>><br> <<print $TheConspirators[2].headline>><br> <<print $PlotName[$Plot]>> -- <<= $Plot>><br> </div> <div> <<if $Jailed eq 1>> <div class="Lock" style='border: 1px solid black; line-height: 100%; width:15em; background-color:#fbf9cd'> <<for $inc = 0; $inc < $InCustody.length; $inc++>> <div class='Conspire'><center><<print $InCustody[$inc].headline>></center></div> <</for>> <</if>> </div> /* --- box showing # of Defense cards in deck and link to show them ----- */ <span id='courtimage'> <<link "<div style='text-decoration:none; padding:3px; color: black; margin:5px; text-align: center; border: 1px solid black; line-height:120%; background-color: gray'> <strong><span style='text-shadow: 1px 1px rgba(255, 255, 255, 0.774)'>Defense Cards:</span></strong><br><span id='defenseCards' style='font-size: 26pt; line-height:120%'><<= $DefensePile.length>></span><br> <span class='zip' style='color:darkred; font-size:350%'>I</span></div>">> <<popup "Defense Hand">> <</link>> </span> </div> /* end lower flex section*/ /* -------- numbers and symbols showing Defense vs. Prosecution ------- */ <center> <div style='height: auto; border: 2px solid yellow; border-radius: 5px; background-color: rgba(245, 245, 245, 0.274); display: flex; display: flex; justify-content: center; align-items: center; font-size: 36pt; font-weight: 800; padding-top: 3px; margin: 3px 3px 3px 3px;'> <span style='font-size: 30pt;'> Defense:</span> <span id='DefNum' style='color: red; text-shadow: 2px 2px black;'><<= $defenseRoll>></span> <span style='font-size: 20pt;'> | </span> <span id='ProNum' style='color: blue; text-shadow: 2px 2px black;'><<= $prosecutionRoll>></span> <span style='font-size: 30pt;'>:Prosecution</span> </div><br> /*---------- Begin Button Section ----------- */ <div class='Judge' id='voice'> <span id="buttbutt"> <<button "Begin Trial">> <<replace "#buttbutt">><</replace>> <<ButtWidget>> <</button>> </span> <br> <i>Trial Transcript</i></div> /* -------- end button section ---------- */ </center> </div> /* end of Center Court div block */ <div class='div3 Prosecution' id='Prosecution'> /*BEGINING OF BLUE BLOCK */ <div style='display:flex; justify-content: center'> <div id='proRoll' class='bldie'></div> <div class='Attorney' style='text-align: right; width: 50%'>Prosecution</div> </div> <section id='prosecards' class="card-list-defense" style='transform:scale(.8, .8) translate(-22%, -10%); width: 42vw'> </section> </div> /* </div> */ /* end of Whole */ <div class="div4"> <div class='evidence' id='CardZ' style='min-height: 300px'> <<include "EvidenceHand">> </div> </div> </div> </div>
<<include "Armies">> <<include "CardDeck">> /* <<include "Card Widgets 1">> */ /* <<include "Card Widgets 2">><<include "Card Widgets 3">><<include "Card Widgets 4">> */ <<include "Audio Data">> <<include "Click Audio">> <<include "ShuffAudio">> /* <<include "Map Data">> */ <<include "OtherImages">> <<include "Conspirators">> <<set $GameTurn = 0>><<set $Quest = 0>> <<set $die = "">><<set $Defeat = 0>><<set $pics = 1>> <<set $Offensives = 0>><<set $NoOffensives = 0>> <<set $Move = 5>> <<set $words = "">><<set $Historical = 0>> <<set $Cards = []>> /* card locations */ <<set $AllCards = []>> /* card locations */ <<set $ThisCard = []>> <<set $ConspiratorCards = []>> <<set $TheConspirators = []>> <<set $DefensePile = []>> <<set $DefenseStrength = 0>> <<set $InHand = []>> <<set $EvidencePile = []>> <<set $EvidenceStrength = 0>> <<set $Charges = 0>> <<set $Flag = false>> <<set $Swartwout = 0>> /* conspirator 0 not arrested, 1 arrested not used yet in trial, 2 already used in trial */ <<set $indictment = 20>> /* <<set $Sound = 1>> sound on */ <<set $RoundDRM = 0>> <<set $Numbers to [1, 1, 1, 2, 2, 2, 3, 3, 3, 4, 4, 4, 5, 5, 5, 6, 6, 6]>> <<set $Loaded = 0>> /* <<set $picdir = "<img src=\"https://www.frc.edu/history/files/documents/games/levee/images/">> */ /* <<set $picdir = "<img src=\"file:./Main/images/">> */ <<set $picdir = "<img src=\"./Main/images/">> /* <<set $picdir = "<img src=\"file:///C:\\Users\\thean\\Documents\\Twine\\Hero\\images\\">> */ <<set $picend = "\">">> <<set $Log = "">><<set $Note = "">><<set $Feed = "">> <<set $Prestige = 6>> /* player's amount of Prestige, obviously */ <<set $Expedition = 5, $ExpedMax = 17>> /* how far along the expedition is, 0 to 17 == launch */ <<set $ExpeditionPile = []>> /* oops. pile or cards? */ <<set $foo = "[img[$ShuffleTwo]]<br>OR<br>[img[$BluePrestige]]">> <<set $CanAction = 0>> /* 0 if card forces redraw or 1 if player can do actions. */ <<set $BurrHidden = true>> /* Burr is still hidden? 1 = yes, 0 = no */ <<set $BurrPulse = false>> <<set $BurrLoc = 7>> /* Burr is Off-Board */ <<set $WilkinsonLoc = 3>> /* where is Wilkinson, 7 = off board, 0 = New Orleans */ <<set $Wilkinson = 0>> /* Number of Wilkinson conspiracy cards in hand */ <<set $Locations to ["New Orleans", "Baton Rouge", "Natchez (Bayou Pierre)", "Chickasaw Bluffs", "Nashville", "Frankfort", "Blennerhassett Island"]>> <<set $TrialProg = []>> <<set $TrialProg to ["Exonerated", "Acquitted", "Censured", "Guilty: 5 Years", "Guilty: Life", "Guilty: Death"]>> <<set $ExpeditionStrength = 0>> /* total strength of the Expedition for Launch rolls based on the cards */ <<set $ExpeditionTotal = 0>> /* $ExpeditionStrength plus other modifiers for Launch calculations */ <<set $FreeArrest = 0>> /* number of arrests using local authorities available this turn */ <<set $Proclamation = false>> <<set $Virginia = 0>><<set $Judicial = 0>><<set $Pressure = 0>> <<set $Agenda = 0>> /* are you in the Agenda Phase? */ <<set $prestImg = ["[img[$RedPrestigeTiny] [img[$RedPrestigeTiny] ", "[img[$RedPrestigeTiny] ", "", "[img[$BluePrestigeTiny] ", "[img[$BluePrestigeTiny] [img[$BluePrestigeTiny] "]>> <<set $expStrengthImg = ["", "[img[$Sword] ", "[img[$Sword] [img[$Sword] "]>> <<set $expedImg = ["[img[$RedArrowTiny]] [img[$RedArrowTiny]] ", "[img[$RedArrowTiny]] ", "", "[img[$BlueArrowTiny]] ", "[img[$BlueArrowTiny]] [img[$BlueArrowTiny]] "]>> <<set $prestImg = ["[img[$RedPrestigeTiny]] [img[$RedPrestigeTiny]] ", "[img[$RedPrestigeTiny]] ", "", "[img[$BluePrestigeTiny]] ", "[img[$BluePrestigeTiny]] [img[$BluePrestigeTiny]] "]>> <<set $defenseImg = ["", "[img[$RedScales]]", "[img[$RedScales]] [img[$RedScales]]", "[img[$RedScales]] [img[$RedScales]] [img[$RedScales]]", "[img[$RedScales]] [img[$RedScales]] [img[$RedScales]] [img[$RedScales]]"]>> <<set $Austerlitz = 0>> <<set $Agendas = []>> <<set $AgendaNames = []>> <<set $Agendas[0] = 0, $Agendas[1] = 0, $Agendas[2] = 0>> /* location of Pressure, Dynasty, and Judicial */ <<set $Resize = true>> <<set $AgendaNames[0] = "<span style='color:red; text-shadow:1px 1px rgba(250, 250, 250, 0.5), -1px -1px rgba(250, 250, 250, 0.5);'><strong>Pressure Britain</strong></span>">> <<set $AgendaNames[1] = "<span style='color:black; text-shadow:1px 1px rgba(250, 250, 250, 0.5), -1px -1px rgba(250, 250, 250, 0.5);'><strong>Virgina Dynasty</strong></span>">> <<set $AgendaNames[2] = "<span style='color:green; text-shadow:1px 1px rgba(250, 250, 250, 0.5), -1px -1px rgba(250, 250, 250, 0.5);'><strong>Judicial Reform</strong></span>">> /* location of Pressure, Dynasty, and Judicial */ <<set $Agents = 6>> /* Agents in DC */ <<set $AgentsWest = 0>> /* # of Agents in the West */ <<set $AddtoHand = 0>> /* should this card be added to the player's hand? */ <<set $B = []>> /* bad guys, array for conspirators */ <<set $xxx = []>> /* stack of conspirator counters */ <<set $Searched = 0>> /* are there any bad people who have been searched? 0 = no */ <<set $Resized = false>> <<set $xxx.push($Consp0, $Consp1, $Consp2, $Consp3, $Consp4, $Consp5, $Consp6, $Consp7, $Consp8, $Consp9, $Consp10, $Consp11, $Consp12)>> <<set $Killed = false>> /* has Wilkinson killed Burr? */ <<set $LetGo = false>> /* Did play let Burr go? */ <<set $Spanish = 1>> /* Spanish Relations, 0 = poor, 1 = normal, 2 = improved */ <<set $InCustody = []>> <<set $Jailed = 0>> <<set $Lewis = 0, $Gunboats = false>> <<set $Swartwout = 0>> /* is Swartwout arrested and at trial? */ <<set $Leopard = -1, $Trafalgar = 0>> <<set $Baton = false>> /* has Wilkinson entered Baton Rouge yet? */ <<set $BritishGold = 0, $SpanishGold = 0>> /* niether gold is available to Burr */ <<set $BurrIn = true>> /* is Burr in the Deck? 0=no, 1=yes */ <<set $Progress = 0>> <<set $defenseRoll = 0>> <<set $prosecutionRoll = 0>> <<set $Launched = false>> /* has the expedition launched yet? */ <<set $VP = 0>> /* victory points, obviously */ <<set $plotVP = [], $Narrative = "">> <<set $ConspInHand = [0, 0, 0, 0, 0, 0, 0,]>> /*whether that Conspiracy Card is in Hand */ <<set $Successful = 0 >> /* 0 = expedition didn't happen, 1 = failed, 2 = successful */ <<set $Trial = false>> <<set $Discards = []>> <<set $Phase = "Prelude">> /* CourtRoom, Trial, Epilogue */ <<set $Done = false>> <<set $Locals = 0>> /* number of Local Authorities arrest attempts available */ <<set $defenseRoll = -1, $prosecutionRoll = -1>> <<set $sixtyOne = false>> <link rel="preconnect" href="https://fonts.googleapis.com"> <link rel="preconnect" href="https://fonts.gstatic.com" crossorigin> <link href="https://fonts.googleapis.com/css2?family=Dancing+Script:wght@500&display=swap" rel="stylesheet"> <<set $drawcountX = 0>> <<set $Card40 = false>>
<<goto "Defeat">>
<<widget "Note">> <<set $Note = $Note + $args[0] + "<br>">><<Log>> <</widget>> <<widget "PlanTrack">> <<if $Expedition eq $args[0]>> <div style='vertical-align: middle;'> <span class='zip' style="font-size: 200%; color:#961313; text-shadow:2px 2px 3px black;"> <center>.</center></span> </div> <center><strong><<print $args[0]>></strong></center> <<else>> <center><strong><<print $args[0]>></strong></center> <</if>> <</widget>> <<widget "Launch">> <<dialog '<div class="popuptitle"><center>Burr Expedition May Launch!</center></div>' 'popup cardbackground conspiracy'>> <div class="cardbackground"><center> Will Burr launch his expedition now? Expedition Strength is <<= $ExpeditionTotal>><br> <<button "Roll for Expedition">><<run Dialog.close()>><<Clack>> <<rolldie>> <<set _y = $ExpeditionStrength + $roll>> <<dialog '<div class="popuptitle"><center></center></div>' 'popup cardbackground conspiracy'>> <div class="cardbackground"><center> Roll is <<= $roll>><br> <<if $Gunboats>><<set $ExpeditionStrength-->>Gunboats subtract 1<br><</if>> <<if ($Expedition lt 11) and ($Expedition gt 5)>> <<set $ExpeditionTotal = $ExpeditionStrength + 1>> <<elseif $Expedition lt 6>> <<set $ExpeditionTotal = $ExpeditionStrength + 2>> <</if>> Expedition Strength is <<= $ExpeditionTotal>><br> Combined amount: <<= _y>><br> <<set $Launched = false>> <<if (_y gte 12) and ($ThisCard.num isnot 51)>> <<set $Launched = true>> Burr's Expedition is <strong>LAUNCHED!</strong><br> <<Note "$die Burr's Expedition is <strong>LAUNCHED!</strong><br>">> <<else>> Burr's Expedition does not launch at this time.<br> <<Note "$die Burr's Expedition fails to launch.<br>">> <</if>> <<button "Close">><<run Dialog.close()>><<Clack>> <<if $Launched>> <<timed 1.0s>><<Execute>><</timed>> <</if>> <</button>></center> </div> <</dialog>> <</button>></center> </div> <</dialog>> <</widget>> /* --------------------------------------------------- */ <<widget "WilkSpain">> <<set $Baton = 0>> <<if $Spanish eq 1>> <<set _random = [-1, 1]>> <<set _act = _random.pluck()>> <<set $Spanish += _act>> <<if $Spanish eq 0>> <<set $Note = $Note + "Wilkinson's arrival in Baton Rouge provokes outrage from Spain.<br>Relations with Spain are now <strong>Poor</strong>.<br>">><<Log>> <<else>> <<set $Note = $Note + "Spanish authorities are reassured by Wilkinson's arrival in Baton Rouge.<br>Relations with Spain are now <strong>Improved</strong>.<br>">><<Log>> <</if>> <<else>> <<set $Spanish = 1>> <<set $Note = $Note + "Spanish authorities express interest in Wilkinson's activities.<br>Relations with Spain are now <strong>Normal</strong>.<br>">><<Log>> <</if>> <</widget>> /* ----------------Wilkinson in New Orleans table----------------------------------- */ /* before rolling, player can pay Prestige for +/- DRM */ /* after rolling, player can discard Wilkinson Conspiracy cards for +/- DRM */ <<widget "Block">> <<removeclass "#ui-overlay" "ui-close">> <<removeclass "#ui-dialog" "closeBlocked">> <<script>> document.getElementById("ui-dialog-close").style.visibility = "hidden"; <</script>> <</widget>> <<widget "InOrleans">> <<dialog '<div class="popuptitle"><center>stuff</center></div>' 'popup cardbackground conspiracy'>> <<Block>> <div class="cardbackground"> this is just to see if this is working.<br> <<button "Close">> <<script>> document.getElementById("ui-dialog-close").style.visibility = "visible"; <</script>> <<run Dialog.close()>><<Clack>> <<include "Next Turn">><<include "Gturn">><<replace "#Whole">><<include "InScreen">><</replace>> <</button>> </div> <</dialog>> <<append "#Everything">> <div id='WilkRolling' style='position: absolute; left: 45%; top: 45%; width: auto; height: auto; background-color: blue; z-index: 10;'> Here's some text that should be in a blue box in the middle of the screen.<br> <<button "Close">><<run Dialog.close()>><<Clack>> <<include "Next Turn">><<include "Gturn">><<replace "#Whole">><<include "InScreen">><</replace>> <</button>> </div> /* end of WilkRolling */ <</append>> <</widget>> /* --------------------------------------------------- */ <<widget "Bscales">> <span class='zip blue' style='font-size: 165%;'>;</span> <</widget>> /* ----------------------------------------------------- */ <<widget "ReadyPP">> <<set $Done = true>> <<include "Agenda Phase">> <<if $ThisCard.redraw eq 1>> <<else>> /* <<if $ThisCard.pp gt 6>><<set $RollIt = 1>><<else>><<set $RollIt = 0>><</if>> */ <</if>> /* end of reshuffle gt -1 */ <<set $Ready = 1>> <</widget>> /* ----------------------------------------------------- */ <<widget "Ready">> <<set $Done = true>> <<if ($ThisCard.pp gt 6) and ($RollIt eq 1)>> <<replace "#buttons">> <div class="reserve"> Click the 'Roll' button(s) above. <<button "Options">><<Clack>><<popup 'Save the game' 'Options'>><</button>><br> </div> <</replace>> <<else>> /* if not rollit? */ <<if (($ThisCard.reshuffle gt -1) and ($Prestige gte $ThisCard.reshuffle))>> <<replace "#buttons">><center><div class='reserve'> <<set _price = $ThisCard.reshuffle + $Austerlitz>> <<if _price eq 1>> <<set _cost = "[img[$RedPrestigeTiny]]">> <<elseif _price eq 2>> <<set _cost = "[img[$RedPrestigeTiny]] [img[$RedPrestigeTiny]] ">> <<elseif _price eq 3>> <<set _cost = "[img[$RedPrestigeTiny]] [img[$RedPrestigeTiny]] [img[$RedPrestigeTiny]] ">> <<elseif _price eq 4>> <<set _cost = "[img[$RedPrestigeTiny]] [img[$RedPrestigeTiny]] [img[$RedPrestigeTiny]] [img[$RedPrestigeTiny]] ">> <<else>> <<set _cost = "Free">> <</if>> Do you want to pay <strong><<print _price>> Prestige</strong> to <br>Reshuffle this card and draw a new one?<br> /* insert Burr card info here */ <<if not $BurrIn>> /* insert Burr card info here */ Burr will be shuffled into the deck!<br> <<else>> Note that <b>Burr</b> is already in the deck.<br> <</if>> <<if ($ThisCard.num gt 35) and ($ThisCard.num lt 46)>> <i>Accepting this card will result in<br> an</i> <SPAN STYLE="text-shadow: 0px 0px 6px green"><b>Agenda Phase</b></span>.<br> <<else>><</if>> <span class='redb'><<button "Pay <<print _cost>>">> <<toggleclass ".doit" "flip-it">> <<set _zip = -1 * _price>> <<SetItt "P" _zip>> <<set $Cards.push($ThisCard)>> <<set $Note = "You paid <strong>" + $ThisCard.reshuffle + " Prestige</strong> to reshuffle " + $ThisCard.headline + ".<br>Your Prestige is now " + $Prestige + ".<br>" >><<Log>> /* <<append "#PrestigeX">> <div class='PrestigeFloat' style='color: red'> <<= _zip * -1>> </div> <</append>> */ <<audio "Shuff" play>> <<append "#backside">> <div class='backtest'><h2>RESHUFFLING<br>DECK!</h2><br><br> <<if not $BurrIn>> <<set $BurrIn = true>> <<set $Cards.push($card1)>> <<set $Cards.shuffle()>> <h2>Burr is<br>Added to the Deck!</h2><br> <</if>> </div> <</append>> <<timed 2.25s>> <<include "Next Turn">><<include "Gturn">> <<replace "#Whole">> <<include "InScreen">> /* <<timed 1.5s>><<toggleclass ".doit" "flip-it">><</timed>> */ <</replace>> <</timed>> <</button>></span> <<button "Accept the Card">><<Playcard2 $ThisCard.num>><<include "Agenda Phase">><</button>><br> /* different agenda phase for such cards? */ </div> </center> <</replace>> <<elseif $ThisCard.reshuffle gt -1>> <<replace "#buttons">> <center><div class='reserve'> Reshuffle cost: <<print $ThisCard.reshuffle>><br> You do not have enough Prestige<br>to Reshuffle this card.<br> <<button "Proceed">><<include "Agenda Phase">><</button>> /* same here */ </div> </center> /* <div class="results"><span id="results"><<print $Feed>><br></span></div> */ <</replace>> <<else>> /* if not a card to be reshuffled */ <<include "Agenda Phase">> <</if>> /* end of reshuffle gt -1 */ <</if>> /* end of if Rollit = 1 IF */ <<set $Ready = 1>> <</widget>> /* ---------------------------------------*/ <<widget "Arrest">> <<dialog '<div class="popuptitle"><center>Consider Arresting . . . </center></div>' 'popup cardbackground conspiracy'>> <div class="cardbackground"> /* Need optional "local authorities" button to appear when available, if Proclamation eq 1 */ <<set $Note = "Args is " + $args[0] + "<br>">><<Log>> <<if $args[0] eq 10>> /* if Burr is the target of the arrest */ <<if (($Prestige gt 1) and ($AgentsWest gt 0))>> <center>Arresting Burr will stop the Expedition, end the Operations Phase, <br>and begin the Trial Phase of the game.<br><br>Do you wish to spend 2 Prestige and <br>arrest Aaron Burr?<br> <<button "Yes">><<run Dialog.close()>><<Clack>> <<set $Prestige = $Prestige - 2>> <<set $Fresh = false>> <<set $Phase = "CourtRoom">> <<include "Box">> <<dialog '<div class="popuptitle"><center>The Trial Begins </center></div>' 'popup cardbackground conspiracy'>> <div class="cardbackground"><center> Aaron Burr is now in custody and is being take to Virginia for trial!<br> <strong>The Trial Now Begins</strong><br> <<button "Close">><<run Dialog.close()>><<goto "CourtRoom">><</button>></center> </div> <</dialog>> <<set $Fresh = false>> <<set $Phase = "CourtRoom">> <<include "Box">> <</button>> <<button "No">><<run Dialog.close()>><<Clack>><</button>></center> <<elseif $Locals gt 0>> Do you wish to use Local Authorities to arrest Mr. Burr?<br> <<button "Yes">><<run Dialog.close()>><<Clack>> <<LocalArrest $args[0]>> /* do stuff */ <</button>> -- <<button "No">><<run Dialog.close()>><<Clack>><</button>> <<else>> You are unable to arrest Burr at this time. (You must have an Agent in the West and 2 Prestige.) <<button "Close">><<run Dialog.close()>><<Clack>><</button>> </center> <</if>> /* end of if resources/agents available for arrest */ <<else>> /* else if not Burr */ <center> <div class="Conspire"><center><<print $B[$args[0]].headline>><br></center><br></div> If <strong><<print $B[$args[0]].headline>></strong> is arrested, <<print $B[$args[0]].action>> <<if ($Prestige gt 0) and ($AgentsWest gt 0)>> <center>Do you wish to use Federal Agents to arrest <<print $B[$args[0]].headline>>?<br> <<button "Federal Agents">><<run Dialog.close()>><<Clack>> <<Play "jail">> <<set $InCustody.push($B[$args[0]])>> <<set $Note = $B[$args[0]].headline + " has been taken into custody.<br>">><<Log>> <<set $AgentsWest--, $Agents++>> <<set $Prestige--, $Jailed = 1>> /* execute widgets to implement arrest results, and put the unit "in jail" */ <<Playcard3 $B[$args[0]].num>> <<set $Note = $Note + " Playcard3 " + $B[$args[0]].num + "<br>">><<Log>> <<set $Junk = $B.deleteAt($args[0])>> /* <<Redraw>> */ <<TheWestDraw>> <</button>><br> /* <<button "No">><<run Dialog.close()>><<Clack>><</button>></center> */ Or do you wish to use Local Authorities to arrest <<print $B[$args[0]].headline>>?<br> <<button "Local Authorities">><<run Dialog.close()>><<Clack>> <<LocalArrest $args[0]>> /* do stuff */ <</button>> -- <<button "No Arrest">><<run Dialog.close()>><<Clack>><</button>> <<elseif $Locals gt 0>> Do you wish to use Local Authorities to arrest <<print $B[$args[0]].headline>>?<br> <<button "Yes">><<run Dialog.close()>><<Clack>> <<LocalArrest $args[0]>> /* do stuff */ <</button>> -- <<button "NO">><<run Dialog.close()>><<Clack>><</button>> <<else>> /* not enough resources */ <center>You are unable to arrest anyone at this time.<br>(You must have an Agent in the West and 1 Prestige.)<br> <<button "Close">><<run Dialog.close()>><<Clack>><</button>></center> <</if>> /* end of if resources/agents available for arrest */ <</if>> /* if Burr */ </div> <</dialog>> <<Redraw>> <</widget>> /* ---------------------------------------- */ <<widget "LocalArrest">> <<set $Tots = 0>> <<dialog '<div class="popuptitle"><center>Consider Local Authorities</center></div>' 'popup cardbackground conspiracy'>> <div class="cardbackground"> $die1: <b>Escape!</b> (Remix conpirators)<br> $die2, $die3: <b>No Effect</b><br> $die4, $die5, $die6: <b>Arrested!</b><br> You may spend [img[$RedPrestigeTiny]] before rolling for +1 DRM:<br> <span id="riots">Number: +<<= $Tots>> </span><br> <<link "[img[$RedPrestige]]">><<if $Prestige gt 0>><<SetItt "P" -1>><<set $Tots++>><<replace "#riots">>DRMs: +<<= $Tots>><</replace>><</if>><</link>> <<button "Arrest">> <<run Dialog.close()>><<Clack>> <<rolldie>> <<set _result = $roll + $Tots>> <<set $Note = _result + " tots: " + $Tots + "<br>">><<Log>> <<if _result is 1>> <<set $Note = $die1 + " Conspirator Escapes!<br>">><<Log>> <<Remix>> <<elseif ((_result is 2) or (_result is 3))>> <<set $Note = _result + ": Local authorities claim jurisdiction doesn't apply! (no effect) <br>">><<Log>> <<elseif _result gt 3>> <<Play "jail">> <<set $InCustody.push($B[$args[0]])>> <<set $Note = _result + ": " + $B[$args[0]].headline + " has been taken into custody.<br>">><<Log>> <<set $Jailed = 1>> <<Playcard3 $B[$args[0]].num>> <<set $Junk = $B.deleteAt($args[0])>> /* <<Redraw>> */ <<TheWestDraw>> <</if>> <</button>> -- <<button "No">><<run Dialog.close()>><<Clack>><</button>><br> </div> <</dialog>> <</widget>> /* -----------------------------------------*/ <<widget "PayPP">> <<if $Prestige gt 0>> /* pay */ <<set $Prestige-->> <<set $Note = "You paid 1 PP.">><<Log>> <<else>> <<Nope>> <</if>> <</widget>> /* ----------------------------------------- */ <<widget "Search">> <<if $Proclamation and ($ProcSearch gt 0)>> <<set $ProcSearch-- >> /* Free search with Proclamation */ <<set $Note = " Under Proclamation, local authorities search the West.<br>">><<Log>> <<else>> /* <<PayPP>> */ <<SetItt P -1>> <</if>> <<set _y = $Wilkinson + $AgentsWest>> <<rolldie>> <<if $roll lte _y>> /* reveal a conspirator */ <<set $Note = $die + " Search attempt is successful!<br>">><<Log>> <<dialog '<div class="popuptitle"><center>Search has discovered...</center></div>' 'popup cardbackground conspiracy'>> <div class="cardbackground"> <<set $ThisCon = $xxx.pluck()>> <<if $ThisCon.num gt 4>> <<Playcard3 $ThisCon.num>> <<else>> <<set $B.push($ThisCon)>> <<set $Searched = 1>> <center><div class="Conspire"><center><<print $B[$B.length - 1].headline>><br></center><br></div></center> <</if>> <center> <<if $ThisCon.num lt 9>> <<button "Done">><<run Dialog.close()>><<Clack>><</button>> <</if>> </center> </div> <</dialog>> /* <<Redraw>> */ <<TheWestDraw>> <<else>> <<set $Note = $die + " Search attempt has failed.<br>" >><<Log>> <</if>> <</widget>> /* -------------------------------------------------------------------- */ <<widget "Wilk">> <<if $WilkinsonLoc eq $args[0]>> /* <<set _W = "<div class='James' style='font-size:70%;' aria-label='Spend 1 Prestige attempt to move Gen. Wilkinson.' data-balloon-pos='up' ><strong><br>JAMES<BR>WILKINSON</strong></div>">> */ <<set _W = "<div class='James Jim' id='Wilk' style='font-size:70%;' aria-label='Spend 1 Prestige attempt to move Gen. Wilkinson.' data-balloon-pos='up'></div>">> <<if $Agenda is 1>> <<link "<<print _W>>">><<MoveWilk>><</link>> <<else>> /* <<print _W>> */ <div class='James' id='Wilk' style='font-size:70%;'></div> <</if>> <</if>> <</widget>> /* -------------------------------------------------------------------- */ <<widget "MoveWilk">> <<dialog '<div class="popuptitle"><center>Attempt to move Gen. Wilkinson</center></div>' 'popup cardbackground conspiracy'>> <div class="cardbackground"> <center>Gen. Wilkinson is in <<=$Locations[$WilkinsonLoc]>>.<br></center> You may attempt to order Wilkinson to move to<br> an adjacent location by rolling a 6 or more.<br> <<if $Wilkinson gt 0>>You'll add 1 to the die roll for each Wilkinson Card you hold: <<= $Wilkinson>>. <</if>><br> <center> <<button "Move">> <<run Dialog.close()>> <<rolldie>> <<set $roll = $roll + $Wilkinson>> <<if $roll gte 6>> <<dialog '<div class="popuptitle"><center>Move Gen. Wilkinson</center></div>' 'popup cardbackground conspiracy'>> <div class="cardbackground"> Where do you want Gen. Wilkinson to move from <<= $Locations[$WilkinsonLoc]>>?<br> <<if $WilkinsonLoc gt 0>><<set _n = $Locations[$WilkinsonLoc - 1]>><<else>><<set _n = "x">><</if>> <<if $WilkinsonLoc lt 6>><<set _s = $Locations[$WilkinsonLoc + 1]>><<else>><<set _s = "x">><</if>> <center> <<if _n isnot "x">><<button _n>> <<run Dialog.close()>> <<WilkMoves 0>> <<set $Note += $die + " Gen. Wilkinson moved to " + $Locations[$WilkinsonLoc] + ".<br>">><<Log>> <<if ($Baton eq 1) and ($WilkinsonLoc eq 1)>> <<WilkSpain>> <<elseif $WilkinsonLoc eq 2>> <<Natchez>> <</if>> <<Redraw>><</button>><</if>> or <<if _s isnot "x">><<button _s>> <<WilkMoves 1>> <<set $Note += $die + " Gen. Wilkinson moved to " + $Locations[$WilkinsonLoc] + ".<br>">><<Log>> <<if ($Baton eq 1) and ($WilkinsonLoc eq 1)>> <<WilkSpain>> <<elseif $WilkinsonLoc eq 2>> <<Natchez>> <</if>> <<run Dialog.close()>><<Redraw>><</button>> <</if>> </center></div> <</dialog>> <<else>> <<set $Note += $die + " Failed to move Gen. Wilkinson.<br>">><<Log>> <</if>> /* <</replace>> */ <</button>> -- <<button "No">><<run Dialog.close()>><<Clack>><</button>></center> /* </span> */ </div> <</dialog>> <</widget>> /* -------------------------------------------------------------------- */ <<widget "BurrHere">> <<if $BurrLoc is $args[0]>> <<set _link = "<strong><br> <br> <br></strong>">> /* <<set _link = "<strong><br>Aaron<BR>BURR</strong>">> */ <<if ($Agenda is 1) and ($Prestige gt 0) and ($AgentsWest gt 0)>> <<if (($Agenda is 1) and ($BurrHidden is false))>> <div class="Burr Jim Pulse" id='Burr' style='z-index: 8;' aria-label="Spend 2 Prestige to arrest Burr." data-balloon-pos="up"><<link _link>><<Arrest 10>><</link>></div> <<set $Note = "Burr is Pulsed<br>">> <<Results>> <<else>> <div class="Burr Jim" id='Burr' style='z-index: 8;' aria-label="Spend 2 Prestige to arrest Burr." data-balloon-pos="up"><<link _link>><<Arrest 10>><</link>></div> <</if>> <<else>> <<set $Note = "Burr is Pulsed<br>">> <<Results>> <<if $BurrPulse>> <div class="Burr Pulse" id='Burr' style='z-index: 8;'><<print _link>></div> <<else>> <div class="Burr" id='Burr' style='z-index: 8;'><<print _link>></div> <</if>> <</if>> <</if>> /* <<if $BurrPulse>> <<addclass "#Burr" "Pulse">> <</if>> */ <<set $BurrPulse = false>> <</widget>> /* ---------------------------------------------------------------------- */ <<widget "Filltd">> /* 2 parameters $args[0] = which of the 3 Agendas, $args[1] = which box on that track */ <center> /* <div class="tdAgenda"><strong><<print $Tracks[$args[0]][$args[1]]>></strong></div> */ <<if $Agendas[$args[0]] eq $args[1]>> <<if (($Trafalgar is 1) and ($args[0] is 0)) >> <<set _x = "<div class='unit England' style='position: relative'><center>" + $Agendas[$args[0]] + "<div style='position: absolute; top:5px; left:6px; color: red; font-size: 32pt'>T</div></center></div>">> <<else>> <<set _x = "<div class='unit England'><center>" + $Agendas[$args[0]] + "</center></div>">> <</if>> <<if (($Prestige gt 0) and ($Agenda eq 1)) or (($Agenda eq 1) and ($Free eq 1))>><div class='foo' aria-label="Click to attempt to move this Agenda forward." data-balloon-pos="up"><<link _x>><<PolAction $args[0]>><</link>></div><<else>><div class='unit England'><center><<print $Agendas[$args[0]]>></center></div><</if>> <<else>> <<if $args[1] isnot 0>> <<set _sum = 55 + $Goal[$args[0]][$args[1]-1]>> <<set _toprint = "b" + _sum +";">> <span class="agendatext"><<print _toprint>></span> <<else>> /* nothing */ <</if>> <</if>> </center> <</widget>> /* --------------------Nope---------------------- */ <<widget "Nope">> <<dialog '<div class="popuptitle"><center>Not enough Prestige</center></div>' 'popup cardbackground conspiracy'>> <div class="cardbackground"> <div class="conspiracy">You do not have enough <strong>Prestige</strong> to pay for this!</div><br> <center><<button "Close">><<run Dialog.close()>><<Clack>><</button>></center> </div> <</dialog>> <</widget>> /* --------------------------SetItt------------------------- */ <<widget "SetItt">> <<switch $args[0]>> <<case "P">> <<if $args[1] lt 0>> /* <<timed 2.5s>> */ /* <<Redraw>> */ /* <div class='FloatUpC coin'>[img[$RedPrestige]]</div> <<set $Coins = "<div class='pulse coin'>[img[$RedPrestige]]</div>">> <<print $Coins>> */ <<Play "loss">> <<set $Prestige += $args[1]>> <<if $Prestige lt 0>><<set $Prestige = 0>><<elseif $Prestige gt 19>><<set $Prestige = 19>><</if>> <<replace '#prestige'>> /* <div class='flexy' style='font-size: 24pt' id="prestige"> */ <div style='transform: translateY(-30%)'>[img[$BluePrestige]]</div><div> Prestige: <span id='PrestigeX' style='text-shadow: 3px 3px #000000;'><<print $Prestige>></span></div> /* </div> */ <</replace>> <<append "#PrestigeX">> <div class='PrestigeFloat' style='color: red'> <<= $args[1] * -1>> </div> <</append>> /* <</timed>> */ <<set $Note = "Prestige is decreased by <strong>" + $args[1] + "</strong>.<br>">> <<elseif $args[1] gt 0>> <<set $Prestige += $args[1]>> <<if $Prestige lt 0>><<set $Prestige = 0>><<elseif $Prestige gt 19>><<set $Prestige = 19>><</if>> <<Play "earn">> <<replace '#prestige'>> /* <div class='flexy' style='font-size: 24pt' id="prestige"> */ <div style='transform: translateY(-30%)'>[img[$BluePrestige]]</div><div> Prestige: <span id='PrestigeX' style='text-shadow: 3px 3px #000000;'><<print $Prestige>></span></div> /* </div> */ <</replace>> <<append "#PrestigeX">> <div class='PrestigeFloatDown' style='color: blue'> <<= $args[1]>> </div> <</append>> <<Washington>> <<TheWestDraw>> <<set $Note = "Prestige is increased by <strong>" + $args[1] + "</strong>.<br>">> <</if>> <<set $Note = $Note + "Your Prestige is now <strong>" + $Prestige + "</strong>.<br>">> <<case "E">> <<if $args[1] isnot 0>> <<set $Expedition += $args[1]>> <</if>> <<if ($args[2] lt 0) or ($args[2] gt 0)>> <<set $ExpeditionStrength += $args[2]>> /* CHANGE THE $EXPEDITION */ <</if>> <<if $Expedition lt 0>><<set $Expedition = 0>><<elseif $Expedition gt 17>><<set $Expedition = 17>><</if>> /*UNLESS OUTSIDE OF RANGE */ <<if $ExpeditionStrength lt 0>><<set $ExpeditionStrength = 0>><</if>> <<if $args[1] lt 0>> <<set $Note = $Note + "Burr's Plot " + either("moves forward", "progresses", "advances", "proceeds forward") + ". [img[$RedArrowTiny]]<br>">> <<elseif $args[1] gt 0>> <<set $Note = $Note + "Burr's Plot " + either("is retarded", "retreats", "is restrained") + ". [img[$BlueArrowTiny]]<br>">> <<else>> <<set $Note = $Note + "ERROR [img[$RedArrowTiny]]<br>">> <</if>> <<set $Note = $Note + "Burr's Plan Progress is now at <strong>" + $Expedition + "</strong><br>">> /* <<Redraw>> */ <<ExpeditionShow>> <<if $args[3] eq 1>> <<set $ExpeditionPile.push($ThisCard)>> <<set $Note = $Note + $ThisCard.headline + " has been added to Burr's Expedition.<br>">> <</if>> <<updatemeter 'exped' `$Expedition / $ExpedMax`>> <<Log>> <<if $Expedition is 0>> Expedition immediately launches. <<dialog '<div class="popuptitle"><center>Expedition Launches</center></div>' 'popup cardbackground conspiracy'>> <div class="cardbackground"><center> Burr Launches his Expedition!<br> <<button "Close">><<run Dialog.close()>><<Clack>> <<timed 1.0s>><<Execute>><</timed>> <</button>> </center> </div> <</dialog>> <</if>> <<case "D">> <<set $DefensePile.push($ThisCard)>><<set $DefenseStrength += $ThisCard.evidence>> /* <<replace "#defense">>Defense Cards #: <<print $DefensePile.length>> with <<print $DefenseStrength>> Strength<br><<fadeout 3s 1s>><<print $defenseImg[$ThisCard.evidence]>><</fadeout>><</replace>> */ <<Redraw>> <</switch>> <<Log>> <</widget>> /* ------------------------Impact of Burr Card-------------------------------------- */ <<widget "Burr">> <<rolldie>> <<switch $roll>> <<case 1 2>> <<set $Note = $Note + $die + " Conspirators Remixed! The Expedition is advanced <strong>4 x</strong>[img[$RedArrowTiny]]<br>">> <<Remix>> <<set $Expedition -= 4>> <<set $Note = $Note + "Burr's Expedition is now at " + $Expedition + "<br>">> <<case 3 4>> <<set $Note = $Note + $die + " Burr Receives Spanish Gold! The Expedition is advanced <strong>3 x</strong>[img[$RedArrowTiny]]<br>">> <<set $SpanishGold = 1>> <<set $Expedition -= 3>> /* <<set $ExpeditionStrength += 1>> is taken care of in NewTurn */ <<set $Note = $Note + "Burr's Expedition Strength is now at <strong>" + $ExpeditionStrength + "</strong><br>">> <<set $Note = $Note + "Burr's Expedition is now at <strong>" + $Expedition + "</strong><br>">> <<case 5 6>> <<set $Note = $Note + $die + " Burr Receives British Gold! The Expedition is advanced <strong>2 x</strong>[img[$RedArrowTiny]]<br>">> <<set $Expedition -= 2>> <<set $BritishGold = 1>> /* <<set $ExpeditionStrength += 1>> is taken care of in NewTurn */ <<set $Note = $Note + "Burr's Expedition Strength is now at <strong>" + $ExpeditionStrength + "</strong><br>">> <<set $Note = $Note + "Burr's Expedition is now at <strong>" + $Expedition + "</strong><br>">> <</switch>> <<set $Note = $Note + "<i>This card will be shuffled into the Draw Deck upon the next Reshuffle action you take.</i><br>">> <<replace "#notes">><<print $Note>><</replace>> <<Log>><<Redraw>><<Ready>> <</widget>> /* ------------------------------------------------------*/ <<widget "RollPP">> <<rolldie>> <<switch $ThisCard.pp>> <<case 10>> <<switch $roll>> <<case 1 2>> <<SetItt "P" -1>> <<set $Note = " Prestige is decreased by <strong>1</strong>. [img[$RedPrestigeTiny]]<br>">> <<set _icons = "<br> [img[$RedPrestigeTiny]]">> <<case 3 4>> <<set $Note = " Prestige remains unchanged.<br>">> <<set _icons = "">> <<case 5 6>> <<SetItt "P" 1>> <<set $Note = " Prestige is increased by <strong>1</strong>. [img[$BluePrestigeTiny]]<br>">> <<set _icons = "<br> [img[$BluePrestigeTiny]]">> <</switch>> <<case 11>> <<switch $roll>> <<case 1>> <<SetItt "P" -1>> <<set $Note = " Prestige is decreased by <strong>1</strong>. [img[$RedPrestigeTiny]]<br>">> <<set _icons = "<br> [img[$RedPrestigeTiny]]">> <<case 2 3>> <<set $Note = " Prestige remains unchanged.<br>">> <<set _icons = "">> <<case 4 5 6>> <<SetItt "P" 1>> <<set $Note = " Prestige is increased by <strong>1</strong>. [img[$BluePrestigeTiny]]<br>">> <<set _icons = "<br> [img[$BluePrestigeTiny]]">> <</switch>> <<case 12>> <<switch $roll>> <<case 1 2 3>> <<SetItt "P" -1>> <<set $Note = " Prestige is decreased by <strong>1</strong>. [img[$RedPrestigeTiny]]<br>">> <<set _icons = "<br> [img[$RedPrestigeTiny]]">> <<case 4>> <<set $Note = " Prestige remains unchanged.<br>">> <<set _icons = "">> <<case 5 6>> <<SetItt "P" 1>> <<set $Note = " Prestige is increased by <strong>1</strong>. [img[$BluePrestigeTiny]]<br>">> <<set _icons = "<br> [img[$BluePrestigeTiny]]">> <</switch>> <<case 13>> <<switch $roll>> <<case 1 2>> <<SetItt "P" -1>> <<set $Note = " Prestige is decreased by <strong>1</strong>. [img[$RedPrestigeTiny]]<br>">> <<set _icons = "<br> [img[$RedPrestigeTiny]]">> <<case 3>> <<set $Note = " Prestige remains unchanged.<br>">> <<set _icons = "">> <<case 4 5 6>> <<SetItt "P" 1>> <<set $Note = " Prestige is increased by <strong>1</strong>. [img[$BluePrestigeTiny]]<br>">> <<set _icons = "<br> [img[$BluePrestigeTiny]]">> <</switch>> <<case 14>> <<switch $roll>> <<case 1 2 3>> <<SetItt "P" -1>> <<set $Note = " Prestige is decreased by <strong>1</strong>. [img[$RedPrestigeTiny]]<br>">> <<set _icons = "<br> [img[$RedPrestigeTiny]]">> <<case 4 5>> <<set $Note = " Prestige remains unchanged.<br>">> <<set _icons = "">> <<case 6>> <<SetItt "P" 1>> <<set $Note = " Prestige is increased by <strong>1</strong>. [img[$BluePrestigeTiny]]<br>">> <<set _icons = "<br> [img[$BluePrestigeTiny]]">> <</switch>> <<case 15>> <<switch $roll>> <<case 1>> <<SetItt "E" -1>> <<set $Note = " Burr's Expedition advances one step. [img[$RedArrowTiny]] <br>">> <<set _icons = "<br> [img[$RedArrowTiny]]">> <<case 2 3>> <<SetItt "P" -1>> <<set $Note = " Prestige is decreased by <strong>1</strong>. [img[$RedPrestigeTiny]]<br>">> <<set _icons = "<br> [img[$RedPrestigeTiny]]">> <<case 4 5>> <<SetItt "P" 1>> <<set $Note = " Prestige is increased by <strong>1</strong>. [img[$BluePrestigeTiny]]<br>">> <<set _icons = "<br> [img[$BluePrestigeTiny]]">> <<case 6>> <<SetItt "E" 1>> <<set $Note = " Burr's Expedition decreases one step. [img[$BlueArrowTiny]] <br>">> <<set _icons = "<br> [img[$BlueArrowTiny]]">> <</switch>> <<case 16>> <<switch $roll>> <<case 1 2>> <<SetItt "E" -1>> <<set $Note = " Burr's Expedition advances one step. [img[$RedArrowTiny]]<br>">> <<set _icons = "<br> [img[$RedArrowTiny]]">> <<case 3>> <<SetItt "P" -1>> <<set $Note = " Prestige is decreased by <strong>1</strong>. [img[$RedPrestigeTiny]]<br>">> <<set _icons = "<br> [img[$RedPrestigeTiny]]">> <<case 4>> <<SetItt "P" 1>> <<set $Note = " Prestige is increased by <strong>1</strong>. [img[$BluePrestigeTiny]]<br>">> <<set _icons = "<br> [img[$BluePrestigeTiny]]">> <<case 5 6>> <<SetItt "E" 1>> <<set $Note = " Burr's Expedition retreats one step. [img[$BlueArrowTiny]]<br>">> <<set _icons = "<br> [img[$BlueArrowTiny]]">> <</switch>> <</switch>> /* Thiscard.pp case */ <<set $RollIt = 0>> <<set $ThisCard.icons= _icons>> <<set _icons = $die + _icons>> <<set $Note = $die + $Note>> <<replace "#icons">><<print _icons>><</replace>><<Log>> /* <<include "Agenda Phase">> */ <<Ready>> <</widget>> /* -----------------Trial Evidence Card Plays ------------------------- */ <<widget "PlayThis">> /* <<set $ProsecutionCard = $EvidencePile[$args[0]]>> */ <<if $EvidencePile[$args[0]].num is 61>> /* <<dialog '<div class="popuptitle"><center>Supreme Court Appointees</center></div>' 'popup cardbackground conspiracy'>> <div class="cardbackground"> Which die roll do you want to reroll?<br> <div style='display: flex; justify-content: center; align-items: center;'> <<link "<div class='redie'><<= $defRoll>></div>">> <<run Dialog.close()>> <<rolldie>> <<set $defenseRoll = $roll>> <<replace '#defRoll'>> <<= $die>> <<set $defRoll = $die>> <</replace>> <<replace "#DefNum">> <<= $defenseRoll>> <</replace>> <<set _Junk = $EvidencePile.deleteAt($args[0])>> <<if ($prosecutionRoll gt $defenseRoll) and ($TrialPhase is 0)>> <<set $TrialPhase = 1>> <<timed 1.5s>><<next>><<Arguments>><</timed>> <<elseif ($prosecutionRoll gt $defenseRoll) and (($TrialPhase is 2) or ($DefensePile.length is 0))>> <<replace "#voice">> YYY Burr's defense concedes the argument. <br>Verdict is advanced one space.<br>Prepare for next argument.<br> <<button "Next Argument">> <<ButtWidget>> <</button>> <</replace>> <<set $Progress++>> <<replace '#Prog'>> <<Progress>> <</replace>> <<elseif ($defenseRoll gte $prosecutionRoll) and ($EvidencePile.length is 0)>> <<TrialEnd>> <</if>> <<replace "#CardZ">> <<include "EvidenceHand">> <</replace>> <</link>> <<link "<div class='bldie'><<= $proRoll>></div>">> <<run Dialog.close()>> <<rolldie>> <<set $prosecutionRoll = $roll>> <<replace '#proRoll'>> <<if $Agendas[2] is 5>> <<if $prosecutionRoll is 6>> <<= $die>> +1 = 7 <<set $prosecutionRoll++>> <<elseif $prosecutionRoll lt 6>> <<set $prosecutionRoll++>> <<= $die>> (+) <</if>> <<set $proRoll = $die>> <<else>> <<= $die>> <</if>> <</replace>> <<replace "#ProNum">> <<= $prosecutionRoll>> <</replace>> <<set _Junk = $EvidencePile.deleteAt($args[0])>> <<if ($prosecutionRoll gt $defenseRoll) and ($TrialPhase is 0)>> <<set $TrialPhase = 1>> <<timed 1.5s>><<next>><<Arguments>><</timed>> <<elseif ($prosecutionRoll gt $defenseRoll) and (($TrialPhase is 2) or ($DefensePile.length is 0))>> <<replace "#voice">> YYY Burr's defense concedes the argument. <br>Verdict is advanced one space to <<= $TrialProg[$Progress]>>.<br>Prepare for next argument.<br> <<button "Next Argument">> <<ButtWidget>> <</button>> <</replace>> <<set $Progress++>> <<replace '#Prog'>> <<Progress>> <</replace>> <<elseif ($defenseRoll gte $prosecutionRoll) and ($EvidencePile.length is 0)>> <<TrialEnd>> <</if>> <<replace "#CardZ">> <<include "EvidenceHand">> <</replace>> <</link>> <<button "None">><<run Dialog.close()>><<Clack>><</button>> </div> <</dialog>> </div> /* end of Supreme Court Appoint Card */ <<else>> <<if (($prosecutionRoll gt 0) and ($prosecutionRoll lte $defenseRoll))>> <<if ($WilkPlay is false) and (($EvidencePile[$args[0]].num is 23) or ($EvidencePile[$args[0]].num is 25))>> <<set $WilkPlay = true>> <<rolldie>> <<set $indictment = $roll + $Wilkinson>> <</if>> <<if $indictment lt 5 >> <<switch $EvidencePile[$args[0]].num>> <<case 23>> <<for _x = 0; _x lt $EvidencePile.length; _x++>> <<if $EvidencePile[_x].num eq 25>> <<set _yes = 1>><<set $card = _x>> <<set $Note = $EvidencePile[$card].headline>> <</if>> <</for>> <<case 25>> <<for _x = 0; _x lt $EvidencePile.length; _x++>> <<if $EvidencePile[_x].num eq 23>> <<set _yes = 1>><<set $card = _x>> <<set $Note = $EvidencePile[$card].headline>> <</if>> <</for>> <</switch>> <<set $NameOne = $EvidencePile[$args[0]].headline>> <<set _Junk = $EvidencePile.deleteAt($args[0])>> <<set _Junk = $EvidencePile.deleteAt($card)>> <<dialog '<div class="popuptitle"><center></center></div>' 'popup cardbackground conspiracy'>> <div class="cardbackground"><center> General Wilksinson has been indicted by the Grand Jury for crimes against the United States! All of his testimony is dismissed.<br>Your Evidence '<<= $NameOne>>' is discarded.<br> <<if _yes is 1>>Your remaining Wilkinson evidence card, '<<= $Note>>', is also discarded.<br> <</if>> <<if $Wilkinson gt 0>> <<set _tempz = $Wilkinson * 10>> <<set $VP -= _tempz>> You also lose <<= _tempz>> Victory Points for the <<= $Wilkinson>> cards in your hand.<br> <</if>> <<button "Close">><<run Dialog.close()>><<Clack>><</button>></center> </div> <</dialog>> <<replace "#CardZ">> <<include "EvidenceHand">> <</replace>> <<set $indictment = 20>> <<Arguments>> /* <<if ($defenseRoll gte $prosecutionRoll) and (($EvidencePile.length is 0) or ($EvidencePile[0].num isnot 61))>> <<TrialEnd>> <<else>> <<Arguments>> <</if>> */ <<else>> <<if $indictment isnot 20 >> <<dialog '<div class="popuptitle"><center></center></div>' 'popup cardbackground conspiracy'>> <div class="cardbackground"><center> Wilkinson is NOT indicted by the Grand Jury!<br>His testimony at trial is accepted by the court.<br> <<button "Close">><<run Dialog.close()>><<Clack>><</button>></center> </div> <</dialog>> <<set $indictment = 20>> <</if>> /* did an if go here? */ <<Play "prosecute">> <<set $ProsecutionCard = $EvidencePile[$args[0]]>> <<set $prosecutionRoll += $ProsecutionCard.evidence>> <<replace '#ProNum'>> <div class='Floating' style='color:blue;'> <<= $prosecutionRoll>>/+<<= $ProsecutionCard.evidence>> </div> /*<div class='zip Floating' style='color:darkblue; font-size:165%'> <<switch $ProsecutionCard.evidence>><<case 1>>5<<case 2>>55<<case 3>>555<<case 4>>5555<</switch>> </div> */ <</replace>> /* <<set $Events = $Events + $Names[$args[0]] + " played ">> <<set $Events = $Events + $AgendaCard[$args[0]].strength + " - " + $AgendaCard[$args[0]].name + " as his Agenda card.<br>">> */ <<set _Junk = $EvidencePile.deleteAt($args[0])>> <<set $prosecCard = "<article class='card FloatCardPros' onclick=\"$.wiki('<<PlayThis " + _x + ">>')\"><div class='rules'><center><div class='suit-e'><<print $ProsecutionCard.suit>></div><div class='headlineB'><strong><<print $ProsecutionCard.headline>></strong></div><div class='picture'><div class='icon'><span id='icons'><<print $ProsecutionCard.icons>></span></div><<if $pics == '1'>><center><<set $painting = 'card' + $ProsecutionCard.num + '.jpg'>><<set _Image = $picdir + $painting + $picend>><div><<print _Image>></div></center><</if>></div><div class='note'><span id='DefenseNote'><<print $ProsecutionCard.action>></span></div></center><div class='commentary'><<print $ProsecutionCard.commentary>></div></div></article>">> <<append '#prosecards'>> /* float over card played */ <<print $prosecCard>> <</append>> <<replace '#CardZ'>> <<include "EvidenceHand">> <</replace>> <<if ($prosecutionRoll gt $defenseRoll) and ($TrialPhase is 0)>> <<set $TrialPhase = 1>> <<timed 1.5s>><<next>><<Arguments>><</timed>> <<elseif ($prosecutionRoll gt $defenseRoll) and (($TrialPhase is 2) or ($DefensePile.length is 0))>> <<replace "#voice">> WWW Burr's defense concedes the argument. <br>Verdict is advanced one space to <<= $TrialProg[$Progress]>>.<br>Prepare for next argument.<br> <<= $defenseRoll>><br> <<button "Next Argument">> <<ButtWidget>> <</button>> <</replace>> <<set $Progress++>> <<replace '#Prog'>> <<Progress>> <</replace>> <<elseif ($defenseRoll gte $prosecutionRoll) and (($EvidencePile.length is 0) and ($EvidencePile[0].num isnot 61))>> <<TrialEnd>> <</if>> <</if>> <</if>> <</if>> /* card 61 */ <</widget>> /* ------------------------ TrialEnd ------------------------- */ <<widget "TrialEnd">> <<replace "#voice">> <center> The Trial has Ended, and the Verdict has been reached.<br><br> <<button "Go to Epilogue">><<run Dialog.close()>><<Clack>> <<set $Phase = "Epilogue">> <<include "Box">> <</button>></center> <</replace>> <</widget>> /* --------------------------------- `Pay` ------------------------------------- */ <<widget "Pay">> <<if $Trial>> <<set $args[0] = 0>> <<else>> <<switch $args[0]>> <<case 2>> <<case 22 23 24 25>> <<if $Prestige gte 2>> <<SetItt "P" -2>> <<set $EvidencePile.push($ThisCard)>><<set $EvidenceStrength += $ThisCard.evidence>> /* <<Redraw>> */ <<replace "#notes">>Paid [img[$RedPrestigeTiny]][img[$RedPrestigeTiny]] to place this card in the <strong>Evidence Pile</strong> for use at trial.<</replace>> <<set $Note = $Note + "Paid [img[$RedPrestigeTiny]][img[$RedPrestigeTiny]] to place <i>$ThisCard.headline</i> in the <strong>Evidence Pile</strong> for use at trial.<br>">> <<set $action = $EvidencePile[$EvidencePile.length - 1].action>> <<set $secondPart = $action.slice(114, $action.length)>> <<set _temp = "Paid " + $secondPart>> <<set $EvidencePile[$EvidencePile.length - 1].action = _temp>> <<replace "#notes">><<print $Note>><</replace>> <<else>> <<Nope>> <</if>> <<case 26 27 28 29 30 31 32>> <<if $Prestige gte 1>> <<SetItt "P" -1>> <<set $EvidencePile.push($ThisCard)>><<set $EvidenceStrength += $ThisCard.evidence>> <<replace "#notes">>Paid [img[$RedPrestigeTiny]] to place this card in the <strong>Evidence Pile</strong> for use at trial.<</replace>> <<set $Note = $Note + "Paid 1 [img[$RedPrestigeTiny]] to place <i>$ThisCard.headline</i> in the <strong>Evidence Pile</strong> for use at trial.<br>">> <<set $action = $EvidencePile[$EvidencePile.length - 1].action>> <<set $secondPart = $action.slice(90, $action.length)>> <<set _temp = "Paid " + $secondPart>> <<set $EvidencePile[$EvidencePile.length - 1].action = _temp>> <<replace "#notes">><<print $Note>><</replace>> /* <<Redraw>> */ <<else>> <<Nope>> <</if>> <<case 46 47>> /* Need to make sure that if Card 40 is retain, can discard for any Wilkinson roll */ <<rolldie>> <<switch $roll>> <<case 1>> <<replace "#notes">>Wilkinson's Duplicity and Guile causes Burr's Expedition to progress! [img[$RedArrowTiny]]<</replace>> <<set $Note = $Note + $die + " Wilkinson's Duplicity and Guile causes Burr's Plot to progress! [img[$RedArrowTiny]]<br>">> <<SetItt Exped -1 0>> <<set $Note = $Note + "Burr's Expedition is now at " + $Expedition + "<br>">> <<case 2>> <<set $Note = $Note + $die + " Wilkinson's Hesitation and Indecision damages your Prestige! [img[$RedPrestigeTiny]]<br>">> <<replace "#notes">><<print $Note>><</replace>> <<set $Prestige -= 1>> <<set $Note = $Note + "Your Prestige is now " + $Prestige + "<br>">> <<case 3>> /* Fateful Encounter */ <<set $Note = $Note + $die + " Wilkinson has Fateful Encounter with Burr!<br>">> /* do encounter table */ <<dialog '<div class="popuptitle"><center>Wilkinson has Fateful Encounter with Burr!</center></div>' 'popup cardbackground conspiracy'>> <div class="cardbackground"> General Wilkinson takes action of his own accord!<br> <<button "What Happens?">><<run Dialog.close()>><<Clack>> <<Fateful>> <<replace "#notes">><<print $Note>><</replace>> <<set $Note = $Note + "Your Prestige is now " + $Prestige + "<br>">> <</button>> </div> <</dialog>> <<case 4 5 6>> <<set $Note = $Note + $die + " Wilkinson moves one space toward New Orleans!<br>">> <<set $WilkinsonLoc-->><<if $WilkinsonLoc lt 0>><<set $WilkinsonLoc = 0>><</if>> <<set $Note = $Note + "Wilkinson arrives in " + $Locations[$WilkinsonLoc] + "<br>">> <<if ($Baton eq 1) and ($WilkinsonLoc eq 1)>> <<WilkSpain>> <<elseif $WilkinsonLoc eq 2>> <<Natchez>> <</if>> <<replace "#Trip">><<include "Table">><</replace>> <<replace "#notes">><<print $Note>><</replace>> <</switch>> <<case 55>> <<rolldie>> <<switch $roll>> <<case 1>> <<set $Note = $Note + $die + " Indians assist Burr! Add +1 Strength [img[$Sword]] to the Expedition. <br>">> <<set $ExpeditionStrength += 1>> <<set $ExpeditionPile.push($ThisCard)>> <<set $Note = $Note + "Burr's Expedition Strength is now at " + $ExpeditionStrength + "<br>">> <<case 2>> <<set $Note = $Note + $die + " Indians assist Burr! Expedition is advanced [img[$RedArrowTiny]]<br>">> <<set $Expedition -= 1>> <<set $Note = $Note + "Burr's Expedition is now at " + $Expedition + "<br>">> <<case 3 4>> <<SetItt "P" 1>> <<set $Note = $Note + $die + " Indians assist the U.S. government! Prestige is increased!<br>">> <<set $Note = $Note + "Your Prestige is now <strong>" + $Prestige + "</strong><br>">> <<case 5 6>> <<set $Note = $Note + $die + " Indians assist the U.S. government! Either [img[$BlueArrowTiny]]or Reshuffle 1 card from the Burr Expedition Pile back into the Deck!<br>">> <<set $WilkinsonLoc += 1>> /* need links on these to do something */ <</switch>> <<replace "#notes">><<print $Note>><</replace>> <</switch>> <<UpdateLinks>> <<Log>>/* <<Redraw>> */ <</if>> /* end Agenda conditional */ <</widget>> <<widget "Fateful">> /* Needed ability to pay PP and Wilkinson cards */ <<rolldie>> <<set $Numbers.shuffle()>> <<set _roll = $Numbers.pluck()>> <<switch _roll>> <<case 1>> <<set $Killed = true>> <<set $die = $die1>> <<set $Note = $Note + $die + " Wilkinson's confronts and kills Burr!<br>">> <<set $Note = $Note + "Game is over!<br>">> <<dialog '<div class="popuptitle"><center>Burr has been killed!</center></div>' 'popup cardbackground conspiracy'>> <div class="cardbackground"><center> Wilkinson's confronts and kills Burr!<br> The Game is over!<br> <<button "Close">><<run Dialog.close()>><<Clack>><<goto "Epilogue">><</button>></center> </div> <</dialog>> <<case 2>> <<set $die = $die2>> <<set $Note = $Note + $die + " Burr escapes into the West! Conspirators Remixed!<br>">> <<Remix>> <<case 3>> <<set $die = $die3>> <<set $Note = $Note + $die + " Inflamed Locals blame government!<br>">> <<set $Note = $Note + "Presidential Prestige is damaged! [img[$RedPrestigeTiny]][img[$RedPrestigeTiny]]<br>">> <<case 4>>: <<set $die = $die4>> <<set $Note = $Note + $die + " News from the West! <i>(must reveal 1 hidden Conspirator? unit, 12.3)</i><br>">> <<set $Note = $Note + "Draw hidden conspirator.<br>">> <<case 5 6>> <<set $die = $die5>><<if _roll eq 6>><<set $die = $die6>><</if>> <<if $BurrHidden eq 0>> /* Burr is not hidden */ <<set $Note = $Note + $die + " Burr Arrested! (start trial if Burr revealed, 22.0)<br>">> <<else>> /* Burr is hidden, move toward Natchez */ <<set $Note = $Note + $die + " Wilkinson moves towards Natchez!<br>">> <<if $WilkinsonLoc gt 2>> <<set $WilkinsonLoc-->><<if $WilkinsonLoc lt 0>><<set $WilkinsonLoc = 0>><</if>> <<set $Note = $Note + "Wilkinson arrives in " + $Locations[$WilkinsonLoc] + "<br>">> <<if ($Baton eq 1) and ($WilkinsonLoc eq 1)>> <<WilkSpain>> <<elseif $WilkinsonLoc eq 2>> <<Natchez>> <</if>> <<elseif $WilkinsonLoc lt 2>> <<set $WilkinsonLoc++>> <<set $Note = $Note + "Wilkinson arrives in " + $Locations[$WilkinsonLoc] + "<br>">> <<if ($Baton eq 1) and ($WilkinsonLoc eq 1)>> <<WilkSpain>> <<elseif $WilkinsonLoc eq 2>> <<Natchez>> <</if>> <<else>> <<set $Note = $Note + $die + " Wilkinson remains in Natchez (Bayou Pierre).<br>">> <</if>> <</if>> <</switch>> <<if $Numbers.length lt 1>> <<set $Numbers to [1, 1, 1, 2, 2, 2, 3, 3, 3, 4, 4, 4, 5, 5, 5, 6, 6, 6]>> <<set $Numbers.shuffle()>> <</if>> <</widget>> /* ---------------------- */ <<widget "WilkMoves">> <<if $args[0] is 0>> <<set $WilkinsonLoc-->><<if $WilkinsonLoc lt 0>><<set $WilkinsonLoc = 0>><</if>> <<set $Note = $Note + "Wilkinson arrives in " + $Locations[$WilkinsonLoc] + "<br>">><<Log>> <<elseif $args[0] is 1>> <<set $WilkinsonLoc++>><<if $WilkinsonLoc gt 6>><<set $WilkinsonLoc = 6>><</if>> <<set $Note = $Note + "Wilkinson arrives in " + $Locations[$WilkinsonLoc] + "<br>">><<Log>> <</if>> <<Redraw>> <<addclass "#Wilk" "Pulse">> <</widget>> <<widget "dieanim">> <<timed 0.2s>> <<replace "#die">><<print $die2>><</replace>> <<next>> <<replace "#die">><<print $die6>><</replace>> <<next>> <<replace "#die">><<print $die4>><</replace>> <<next>> <<replace "#die">><<print $die3>><</replace>> <<next>> <<replace "#die">><<print $die5>><</replace>> <<next>> <<replace "#die">><<print $die1>><</replace>> <<rolldie>> <<replace "#die">><<print $die>><</replace>> <</timed>> <</widget>> <<widget "Help">> <<Clack>> <<dialog '<div class="popuptitle"><center>HELP</center></div>' 'popup cardbackground conspiracy'>> <div class="cardbackground"> <center><strong><<print $ThisCard.headline>><br><br></strong></center> <div class="conspiracy"><strong><<print $ThisCard.suit>></strong></div><br> <<print $ThisCard.action>><br><br> <div class="popup"><<print $ThisCard.commentary>><br></div> <center><<button "Close">><<run Dialog.close()>><<Clack>><</button>></center> </div> <</dialog>> <</widget>> <<widget "Help2">> <<Clack>> <<dialog '<div class="popup"><center>HELP</center></div>' 'cardbackground'>> <div class="cardbackground"><<print $args[0]>><br> <center><<button "Close">><<run Dialog.close()>><<Clack>><</button>></center></div> <</dialog>> <</widget>> <<widget "HelpList">> <<Clack>> <<switch $args[0]>> <<case 1>> <<set _text = "These cards help Aaron Burr at trial, improving his Argument Strength by the red +X value. Unless you pay to <i>Reshuffle</i> them back into the <strong>Draw Pile</strong>, they are set aside in the <strong>Defense Pile</strong> for later use if Burr put on trial.">> <<default>> <<set _text = "Generic text here.">> <</switch>> <<dialog '<div class="popup"><center>HELP</center></div>' 'cardbackground'>> <div class="cardbackground"><<print _text>><br> <center><<button "Close">><<run Dialog.close()>><<Clack>><</button>></center></div> <</dialog>> <</widget>> <<widget "Help3">> <<link [img[$Quest]]>><<Clack>> 'class-a class-b class-c' <<dialog '<div class="popup"><center>HELP</center></div>'>> <div class="popup"><<print $args[0]>><br> <center><<button "Close">><<run Dialog.close()>><<Clack>><</button>></center></div> <</dialog>> <</link>> <</widget>> <<widget "Log">> /* Running feed of events */ <<set $Feed = $Note + "<br style='line-height:5px;' />" + $Feed>> <<set $Log += $Note>> <<replace "#results">><<print $Feed>><</replace>> /* change this to append with $Note? */ <<set $Note = "">> <</widget>> <<widget "ReportAdvance">> <<set $Feed = $Note + $Feed>> <<set $Log += $Note>> <<replace "#results">><<print $Feed>><</replace>> <<set $Note = "">> <</widget>> <<widget "Results">> <<set $Log += $Note>> <<set $Note = "">> <</widget>> /* -------------Audio Widgets-------------------- */ <<widget "Play">> <<if $Sound eq 1>> <<audio $args[0] play>> <<timed 1.5s>><<next>><</timed>> /* could also have random thing here */ <</if>> <</widget>> <<widget "Clack">> <<if $Sound eq 1>><<audio "click" play>><</if>> <</widget>> <<widget "Ping">> <<if $Sound eq 1>><<audio "uptone" play>><</if>> <</widget>> <<widget "Pong">> <<if $Sound eq 1>><<audio "downtone" play>><</if>> <</widget>> <<widget "Advance">> <<if (($Army[$args[0]].end eq -1) and ($Army[$args[0]].box lt 4)) or ($Army[$args[0]].end eq -2)>> <<set $Note = "The " + $Army[$args[0]].term + " Army is unable to advance.<BR>">> <<ReportAdvance>> /* <<append "#Advances">><<print $Note>><</append>> */ <<elseif $Army[$args[0]].box lt 6>> /* <<append "#Advances">>Austria is <<print $Army[3].end>><</append>> */ <<set _target = $Army[$args[0]].box - 1>><<set _which = -1>> <<for _i = 0; _i < 3; _i++>> <<if ($Libs[_i].track eq $args[0]) and ($Libs[_i].box eq _target)>> /* <<append "#Advances">>The <<print $Army[$args[0]].term>> is blocked by Lib marker.<BR><</append>> */ <<set _which = _i>> /* identify which one */ <</if>> <</for>> <<if _which isnot -1>> <<rolldie>> <<set $roll = $roll + $ThisCard.lib>> <<if $roll gt $Libs[_which].strength>> /* advance */ /* <<set $Libs[_i].track = -1>><<set $Libs[_i].box = -1>><<set $Libs[_i].avail = 1>>*/ <<set $Army[$args[0]].box = $Army[$args[0]].box - 1>> <<set $Move = $args[0]>><<if $Sound eq 1>><<audio "march" play>><</if>> <<set $Libs[_which].dead = 1>> /* flag it as dead if army is not retreated */ <<if $Army[$args[0]].flag isnot "">> <<set _Image = "<img src=\"" + $Army[$args[0]].flag + "\" align=\"left\" style=\"padding: 0 3px; float: left;\" >">> <</if>> <<set $Note = _Image + " The " + $Army[$args[0]].term + " army " + either("advances to", "pushes forward to", "is able to capture", "is able to occupy", "moves to seize") + $Tracks[$args[0]][$Army[$args[0]].box] + ".<BR>">> <<append "#Advances">><<print $Note>><</append>> <<set $Log += $Note>> <<if $Army[$args[0]].box eq 0>> <<append "#Advances">>Paris in danger!<BR><</append>> <<set $Army[$args[0]].paris = 1>> <</if>> <<else>> /* rolldie no advances */ <<if $Army[$args[0]].flag isnot "">> <<set _Image = "<img src=\"" + $Army[$args[0]].flag + "\" align=\"left\" style=\"padding: 0 3px; float: left;\" >">> <</if>> <<set $Note = _Image + " " + $Army[$args[0]].term + " Army " + either("stopped", "repulsed", "defeated", "driven back") + " by revolutionaries.<BR>">> <<append "#Advances">><<print $Note>><</append>> <<set $Log += $Note>> <</if>> /* end roll check */ <<else>> /* if no lib in way then adanvace normally */ <<set $Army[$args[0]].box = $Army[$args[0]].box - 1>> <<set $Move = $args[0]>><<if $Sound eq 1>><<audio "march" play>><</if>> <<if $Army[$args[0]].flag isnot "">> <<set _Image = "<img src=\"" + $Army[$args[0]].flag + "\" align=\"left\" style=\"padding: 0 3px; float: left;\" >">> <</if>> <<set $Note = _Image + " The " + $Army[$args[0]].term + " army " + either("advances to", "pushes forward to", "is able to capture", "is able to occupy", "moves to sieze") + " " + $Tracks[$args[0]][$Army[$args[0]].box] + ".<BR>">> <<ReportAdvance>> /* <<append "#Advances">><<print $Note>><</append>> <<set $Log += $Note>> */ <<if $Army[$args[0]].box eq 0>> <<append "#Advances">>Paris is in danger!<BR><</append>> <<set $Army[$args[0]].paris = 1>> <</if>> <</if>> /* end of check for Lib */ <<else>> <<set $Note = "The " + $Army[$args[0]].term + " army has withdrawn from the war.<BR>">> <<ReportAdvance>> /* <<set $Note = $Note + " The " + $Army[$args[0]].term + " army has withdrawn from the war.<BR>">> */ <</if>> /* <<set $Note = "">> */ <</widget>> <<widget "PlaceLib">> /* <<set $Libs[0].avail = 0>> */ <<replace "#Trip">><<include "LibTable">><</replace>> <</widget>> /* ------------------------------------------------ */ <<widget "Redraw">> <<set $drawcountX = $drawcountX + 1>> <<set $Note = "Redraw has been called! " + $drawcountX + "<br>">> <<Results>> <<replace "#Trip">><<include "Table">><</replace>><<replace "#agenda">><<include "TestAgenda">><</replace>> <</widget>> /* ------------------------------------------------ */ <<widget "rolldie">> <<set $Numbers.shuffle()>> <<set $roll = $Numbers.pluck()>> <<if $Sound eq 1>><<audio "dice" play>><</if>> <<switch $roll>> <<case 1>> <<set $die = $die1>> <<case 2>> <<set $die = $die2>> <<case 3>> <<set $die = $die3>> <<case 4>> <<set $die = $die4>> <<case 5>> <<set $die = $die5>> <<case 6>> <<set $die = $die6>> <</switch>> <<if $Numbers.length lt 1>> <<set $Numbers to [1, 1, 1, 2, 2, 2, 3, 3, 3, 4, 4, 4, 5, 5, 5, 6, 6, 6]>> <<set $Numbers.shuffle()>> <</if>> <</widget>> <<widget "Attack">> <<rolldie>><<set $Army[$args[0]].quest = 0>> <<if $RoundDRM == 1>><<set _w = 0>> <<if ($args[0] == 1) and ($Army[$args[0]].box == 2)>> <<set $roll = $roll + $Army[$args[0]].DRM + 1>> <<set _w = 1>> <<else>> <<set $roll = $roll + $Army[$args[0]].DRM>> <</if>> <<if ($args[0] == 2) or ($args[0] == 3)>> <<if ($Army[$args[0]].box == 2) or ($Army[$args[0]].box == 3)>> <<set $roll = $roll + $Army[$args[0]].DRM + 1>> <<set _w = 1>> <<else>> <<set $roll = $roll + $Army[$args[0]].DRM>> <</if>> <<else>> <<if ($Army[$args[0]].box == 1) and ($Jdrm eq 1)>> <<set $roll = $roll + $Army[$args[0]].DRM + 1>><<set _w = 1>> <<else>> <<set $roll = $roll + $Army[$args[0]].DRM>> <</if>> <</if>> <<else>> <<if $args[0] lt 5>><<set $roll = $roll + $Army[$args[0]].DRM + $PolMilDRM>><<else>><<set $roll = $roll + $Army[$args[0]].DRM>> <</if>> <</if>> <<if $roll gt $Army[$args[0]].strength>> <<set _dices = [ 1, 2, 3 ]>> <<set _sound = _dices.random()>> <<if $Sound eq 1>> <<switch _sound>> <<case 1>> <<audio "boom1" play>> <<case 2>> <<audio "boom2" play>> <<case 3>> <<audio "boom3" play>> <</switch>> <</if>> <<for _i = 0; _i < 3; _i++>> <<if ($Libs[_i].track eq $args[0]) and ($Libs[_i].dead eq 1)>> <<set $Libs[_i].dead = 0>> <</if>> <</for>> <<if $args[0] lt 5>> <<set $Army[$args[0]].box = $Army[$args[0]].box + 1>> <<else>> <<set $Army[1].box = $Army[1].box + 2>> <</if>> <<if ($Army[$args[0]].DRM isnot 0) or ($PolMilDRM isnot 0)>> <<set $Note = $Note + $die + " + " + $Army[$args[0]].DRM + " + " + $PolMilDRM>> <<else>> <<set $Note = $Note + $die>> <</if>> <<if _w eq 1>><<set $Note = $Note + " + 1 ">><<set _w = 0>><</if>> <<if $args[0] lt 5>> <<set $Note = $Note + " The " + $Army[$args[0]].term + " army " + either("falls back", "retreats", "is pushed back") + " to " + $Tracks[$args[0]][$Army[$args[0]].box] + ".<BR>">> <<else>> <<set $Note = $Note + " The Royal Navy " + either("falls back", "retreats", "is pushed back") + " to " + $Tracks[1][$Army[1].box] + ".<BR>">> <</if>> <<else>> <<if $Sound eq 1>><<audio "thud" play>><</if>> <<if ($Army[$args[0]].DRM isnot 0) and (_w eq 0)>> <<set $Note = $Note + $die + " + " + $Army[$args[0]].DRM + " Offensive fails! <br>">> <<elseif (_w eq 1) and ($Army[$args[0]].DRM isnot 0)>> <<set $Note = $Note + $die + " + " + $Army[$args[0]].DRM + " + 1 " + " Offensive fails! <br>">> <<elseif (_w eq 1) and ($Army[$args[0]].DRM eq 0)>> <<set $Note = $Note + $die + " + 1 " + " Offensive fails! <br>">> <<else>> <<set $Note = $Note + $die + " Offensive fails! <br>">> <</if>> <</if>> /* <<set $Log += $Note>> */ <</widget>> <<widget "Retreat">> <<set $Army[$args[0]].box = $Army[$args[0]].box + 1>> <<set $Note = $Note + $die + " + " + $Army[$args[0]].DRM + " The " + $Army[$args[0]].term + " army " + either("falls back", "retreats", "is pushed back") + " to " + $Tracks[$args[0]][$Army[$args[0]].box] + ".<BR>">> <</widget>> <<widget "CardRetreat">> <<if $Army[$args[0]].box lt 5>> <<set $Army[$args[0]].box = $Army[$args[0]].box + 1>> <<audio "retreat" play>> <<set _Image = "<img src=\"" + $Army[$args[0]].flag + "\" align=\"left\" style=\"padding: 0 3px; float: left;\" >">> <<set $Note = _Image + " " + $Army[$args[0]].DRM + " The " + $Army[$args[0]].term + " army " + either("falls back", "retreats", "is pushed back") + " to " + $Tracks[$args[0]][$Army[$args[0]].box] + ".<BR>">> <<ReportAdvance>> <</if>> <</widget>> <<widget "Location">> The <<print $Army[$args[0]].term>> army is currently in <<print $Tracks[$args[0]][$Army[$args[0]].box]>>. It's strength is: <<print $Army[$args[0]].strength>> <</widget>> <<widget "Offensive">> <<if ($Army[$args[0]].DRM gt -2) and ($Army[$args[0]].box lt 5)>> <<if ($Army[$args[0]].round isnot 1) or ($RoundDRM isnot -2)>> <<if $Offensives gt 0>> <<if ($args[0] eq 4) and ($ThisCard.num eq 23) and ($Egypt eq 0)>> <<set $Egypt = 1>><<set $Offensives = 2>> <<set $Note = $Note + "Second Offensive available only against Egypt.<br>">> <<set $Army[0].DRM = -2>> <<set $Army[1].DRM = -2>> <<set $Army[2].DRM = -2>> <<set $Army[3].DRM = -2>> <</if>> /* still need to count attacks on Egypt */ <<if $Army[$args[0]].paris == 0>> <<set $Offensives = $Offensives - 1>> <<else>> <<set $Army[$args[0]].paris = 0>> <</if>> <<replace "#offensives">><<print $Offensives>><</replace>> <<Attack $args[0]>> <<replace "#Trip">><<include "Table">><</replace>> <<else>> <<if $NoOffensives == 0>> <<set $Note = $Note + "No more Offensives available!<br>">> <</if>> <<set $NoOffensives = 1>> <</if>> <<else>> <<set $Note = $Note + " No attacks allowed on this Army.<br>">> <</if>> <<else>> <<set $Note = $Note + " No attacks allowed on this Army.<br>">> <</if>> <<Results>> <</widget>> <<widget "ReserveOffensive">> <<if $Reserves gt 0>> <<set $Reserves = $Reserves - 1>> <<replace "#reserves">><<print $Reserves>><</replace>> <<RevAttack $args[0]>> <<replace "#Trip">><<include "Table">><</replace>> <<else>> <<set $Note = $Note + "No more Researve Offensives available!<br>">> <</if>> <<append "#results">><<print $Note>><</append>><<set $Note = "">> <</widget>> <<widget "RevAttack">> <<rolldie>><<set $Army[$args[0]].quest = 0>> <<if ($Army[$args[0]].box == 1) and ($Jdrm eq 1)>> <<set $roll = $roll + 1>><<set _w = 1>> <<else>> <<set $roll = $roll>> <</if>> <<if $roll gt $Army[$args[0]].strength>> <<set _dices = [ 1, 2, 3 ]>> <<set _sound = _dices.random()>> <<if $Sound eq 1>> <<switch _sound>> <<case 1>> <<audio "boom1" play>> <<case 2>> <<audio "boom2" play>> <<case 3>> <<audio "boom3" play>> <</switch>> <</if>> <<set $Army[$args[0]].box = $Army[$args[0]].box + 1>> <<set $Note = $Note + $die>> <<if _w eq 1>><<set $Note = $Note + " + 1 ">><<set _w = 0>><</if>> <<set $Note = $Note + " The " + $Army[$args[0]].term + " army " + either("falls back", "retreats", "is pushed back") + " to " + $Tracks[$args[0]][$Army[$args[0]].box] + ".<BR>">> <<else>> <<if $Sound eq 1>><<audio "thud" play>><</if>> <<if _w eq 1>> <<set $Note = $Note + $die + " + 1 " + " Offensive fails! <br>">> <<else>> <<set $Note = $Note + $die + " Offensive fails! <br>">> <</if>> <</if>> <<set _w = 0>> <</widget>> /* ------------------------------------------------------------------- */ <<widget "PolAction">> <<if ($Prestige gt 0) or ($Free eq 1)>> <<if $Free eq 0>> /* <<set $Prestige = $Prestige - 1>> */ <<SetItt "P" -1>> <<elseif $Free eq 1>> <<set _lowest = 3>><<set _this = 5>> <<for _i = 0; _i < 3; _i++>> <<if $Agendas[_i] lte _this>> <<set _lowest = _i>> <<set _this = $Agendas[_i]>> <</if>> <</for>> <<if $Agendas[$args[0]] eq _this>> <<set $Note = "Free Agenda attempt.<br>">> <<set $Free = 0>> <<replace "#notification">><</replace>> <<else>> /* <<set $Prestige = $Prestige - 1>> */ <<SetItt "P" -1>> <<set $Note = "-1 PP Agenda Attempt.<br>">> <</if>> <</if>> /* if $Free or cost PP */ <<rolldie>> <<if $roll gte $Goal[$args[0]][$Agendas[$args[0]]]>> <<set $Agendas[$args[0]]++>> <<set $Note += $die + " " + $AgendaNames[$args[0]] + " is Advanced to " + $Agendas[$args[0]] + ",<br> " + $Tracks[$args[0]][$Agendas[$args[0]]] + "!<br>" >><<Log>> <<Results>> <<Ping>> <<else>> /* Roll was not successful */ <<set $Note += $die + " Agenda attempt fails!<br>">><<Log>> <<if $args[0] gt 0>> /* Check to see if relevant cards are in the player's hand, if not Pressure England */ <<set _yes = 0>> <<for _x = 0; _x lt $InHand.length; _x++>> <<if $InHand[_x].num eq 63>> <<set _yes = 1>><<set _card = _x>> <</if>> <</for>> <<if _yes eq 1>> /* if has Democracy */ <<dialog '<div class="popuptitle"><center>You have Jeffersonian Democracy!</center></div>' 'popup cardbackground conspiracy'>> <div class="cardbackground"> You have <strong>Jeffersonian Democracy</strong> in your Hand.<br>Do you wish to discard it to advance this Agenda?<br> <center> <<button "Yes">> <<set $Agendas[$args[0]]++>> <<set $Note += $die + " " + $AgendaNames[$args[0]] + " is Advanced to " + $Agendas[$args[0]] + ",<br> " + $Tracks[$args[0]][$Agendas[$args[0]]] + "!<br>" >> <<Results>> /* <<Redraw>> */ <<replace "#agenda">><<include "TestAgenda">><</replace>> <<Ping>> <<run Dialog.close()>> <<set _Junk = $InHand.deleteAt(_card)>> <</button>> -- <<button "No">><<run Dialog.close()>><<Clack>><</button>> </center> </div> <</dialog>> <</if>> /* end of Democracy card */ <<else>> /* if attempt was Pressure England */ <<set _yes = 0>> <<for _x = 0; _x lt $InHand.length; _x++>> <<if $InHand[_x].num eq 59>> <<set _yes = 1>><<set _card = _x>> <</if>> <</for>> <<if _yes eq 1>> /* if has Tripoli */ <<dialog '<div class="popuptitle"><center>You have <strong>To the Shores of Tripoli</strong>!</center></div>' 'popup cardbackground conspiracy'>> <div class="cardbackground"> You have <strong>To the Shores of Tripoli</strong> in your Hand. Do you wish to discard it to advance this Agenda?<br> <center> <<button "Yes">> <<set $Agendas[$args[0]]++>> <<set $Agendas[$args[0]]++>> <<set $Note += $die + " " + $AgendaNames[$args[0]] + " is Advanced to " + $Agendas[$args[0]] + ",<br> " + $Tracks[$args[0]][$Agendas[$args[0]]] + "!<br>" >> <<Results>> <<Ping>> <<run Dialog.close()>> <<set _Junk = $InHand.deleteAt(_card)>> <<Redraw>> <</button>> -- <<button "No">><<run Dialog.close()>><<Clack>> <<if ($Trafalgar eq 1) and $Agendas[0] gt 0>> <<set $Agendas[0]-->><<set $Note += "Agenda decreases due to British command of the Seas.<br>">><<Log>> <</if>> <</button>> </center> </div> <</dialog>> <</if>> /* end whether yes to Tripoli */ <<if ($Trafalgar eq 1) and $Agendas[0] gt 0>> <<set $Agendas[0]-->><<set $Note += "Agenda decrases due to British command of the Seas.<br>">><<Log>> <</if>> <</if>> /* end of whether it was Pressure England */ <<Results>> <<Pong>> <</if>> /* roll wasn't successful */ <<replace "#agenda">><<include "TestAgenda">><</replace>> /* <<Redraw "Pol">> */ /* need to replace Table / Prestige count <-- to do --*/ <<else>> <<set $Note += "No Prestige available!<br>">> <<Results>> <</if>> /* do you have prestige or free attempt? */ /* <<Redraw>> */ <<replace "#agenda">><<include "TestAgenda">><</replace>> <</widget>> <<widget "blue1">> <svg id="Layer_1" data-name="Layer 1" xmlns="http://www.w3.org/2000/svg" width="35" height="35" viewBox="0 0 92.58 99.47"><defs><style>.blue1cls-1{fill:#282973; margin:3px;}.blue1cls-1,.cls-2{fill-opacity:0.95;}.cls-2{fill:#fff;}</style></defs><title>blue1</title><path id="blue1" class="blue1cls-1" d="M24.48.37h51A20.8,20.8,0,0,1,96.24,21.19V79A20.81,20.81,0,0,1,75.43,99.84H24.48A20.82,20.82,0,0,1,3.66,79V21.19A20.71,20.71,0,0,1,24.48.37Z" transform="translate(-3.66 -0.37)"/><path id="dot" class="cls-2" d="M60.36,50.43A10.69,10.69,0,1,1,49.67,39.74,10.68,10.68,0,0,1,60.36,50.43Z" transform="translate(-3.66 -0.37)"/></svg> <</widget>> <<widget "red1">> <svg id="red1" data-name="red1" xmlns="http://www.w3.org/2000/svg" width="35" height="35" viewBox="0 0 92.58 99.47"><defs><style>.red1cls-1{fill:#ed1c24;}.red1cls-1,.cls-2{fill-opacity:0.95;}.cls-2{fill:#fff;}</style></defs><title>redie1</title><path id="red1" class="red1cls-1" d="M24.48.37h51A20.8,20.8,0,0,1,96.24,21.19V79A20.81,20.81,0,0,1,75.43,99.84H24.48A20.82,20.82,0,0,1,3.66,79V21.19A20.71,20.71,0,0,1,24.48.37Z" transform="translate(-3.66 -0.37)"/><path id="dot" class="cls-2" d="M60.36,50.43A10.69,10.69,0,1,1,49.67,39.74,10.68,10.68,0,0,1,60.36,50.43Z" transform="translate(-3.66 -0.37)"/></svg> <</widget>> /* -------------------- ShowHandX ------------------------ */ <<widget "ShowHandX">> <<set $Events = $Events + "WE are now in ShowHandX and phase is " + $Phase + "<br>">> <<set document.getElementById("CardZ").style.visibility = "visible">> <<replace "#CardZ">> <section class="card-list" style='width: 1250px'> <<for _x = 0; _x lt $Hands[$z].length; _x++>> <article class="card"> <<set $ThisCard = " <div class='clickit' onclick=\"$.wiki('<<ChooseCard " + $z + " " + _x + ">>')\"> <div class='staffcard card-front UK-card-front'> <div style='width: 100%; height: auto; display:flex; align-items: center; justify-content: center;'> <div class='number UKnumber'><<= $Hands[$z][_x].strength>> </div> <div class='headline UK-headline'><<= $Hands[$z][_x].name>></div> </div><br> <div class='portrait'><<print $Hands[$z][_x].pic>></div> <div><br> <span style=\"color:#000000; font-family: 'serif'; font-weight:600 font-size:9pt\"><i><span style='color: #5e5e5e;'><<= $Hands[$z][_x].title>></span><br></i> <br> <i>Attribute:</i><br> <<= $Hands[$z][_x].attribute>></span> <div style='position: absolute; bottom: 0; left: 50%'><center><span style='color:#000000; font-size:7pt'><<= $Hands[$z][_x].num>></span></center></div> </div> </div> </div>">> <<print $ThisCard>> </article> <</for>> </section> <</replace>> <</widget>> /* ----------- Execute Expedition --------------- */ <<widget "Execute">> <<rolldie>> <<set $total = $ExpeditionStrength + $roll>> <<switch $Plot>> <<case 1>> <<set $successful = "Burr Settles the Ouachita Valley!<br>-0 Victory Points!<br>">> <<set $Successful = 1>> <<dialog '<div class="popuptitle"><center>Burr launches expedition!</center></div>' 'popup cardbackground conspiracy'>> <div class="cardbackground"><center> Burr seeks to settle the Ouachita Valley.<br> +0 Victory Points<br> <<button "Go to Epilogue">> <<set $VP += $plotVP[0]>> <<run Dialog.close()>><<set $Phase = "Epilogue">> <<include "Box">><<Clack>> <</button>> </center> </div> <</dialog>> <<case 2>> <<switch $BurrLoc>> <<case 0>> <<set $total += 2>> <<set $Narrative = $Narrative + "Burr is in New Orleans! +2 to strength.<br>">> <<case 1 2>> <<set $total += 1>> <<set $Narrative = $Narrative + "Burr is in " + $Locations[$BurrLoc] + " +1 to strength.<br>">> <</switch>> <<if $Gunboats>> <<set $total -= 1>> <<set $Narrative = $Narrative + "You sent Gunboats to New Orleans! -1 to strength.<br>">> <</if>> <<if ($WilkinsonLoc is 0) and ($Wilkinson gt 0)>> <<set $total = $total - $Wilkinson>> <<set $Narrative = $Narrative + "Wilkinson is in New Orleans to thwart Burr! -" + $Wilkinson + " to strength.<br>">> <</if>> <<set $successful = "Burr successfully Seizes New Orleans!<br>Expedition Attempt Roll = " + $die + " = " + $total + "<br>-15 Victory Points!<br>">> <<set $failure = "Burr fails to Seize New Orleans!<br>Expedition Attempt Roll = " + $die + " = " + $total + "<br>Local forces and agencies thwart Burr's efforts!<br>-5 Victory Points!<br>">> <<set $plotVP = [-15, -5]>> <<case 3>> /* Invades Mexico */ <<switch $BurrLoc>> <<case 0>> <<set $total += 2>> <<set $Narrative = $Narrative + "Burr is in New Orleans! +2 to strength.<br>">> <</switch>> <<set _yes = false>> <<for _x = 0; _x lt $ExpeditionPile.length; _x++>> <<if $ExpeditionPile[_x].num eq 45>> <<set _yes = true>> <</if>> <</for>> <<if _yes>> <<set $total += 2>> <<set $Narrative = $Narrative + "The British Caribbean Fleet assists Burr!! +2 to strength.<br>">> <</if>> <<if ($WilkinsonLoc is 0) and ($Wilkinson gt 0)>> <<set $total = $total - $Wilkinson>> <<set $Narrative = $Narrative + "Wilkinson is in New Orleans to thwart Burr! -" + $Wilkinson + " to strength.<br>">> <</if>> <<set $successful = "Burr successfully Invades Mexico!<br>Expedition Attempt Roll = " + $die + " = " + $total + "<br>-20 Victory Points!<br>">> <<set $failure = "Burr fails to Invade Mexico!<br>Expedition Attempt Roll = " + $die + " = " + $total + "<br>Local forces and agencies thwart Burr's efforts!<br>-15 Victory Points!<br>">> <<set $plotVP = [-20, -15]>> <<case 4>> <<switch $BurrLoc>> <<case 0 1>> <<set $total += 1>> <<set $Narrative = $Narrative + "Burr is in " + $Locations[$BurrLoc] + " +1 to strength.<br>">> <<case 2>> <<set $total += 2>> <<set $Narrative = $Narrative + "Burr is in Natchez! +2 to strength.<br>">> <</switch>> <<if ($WilkinsonLoc is 0) and ($Wilkinson gt 0)>> <<set $total = $total - $Wilkinson>> <<set $Narrative = $Narrative + "Wilkinson is in New Orleans to thwart Burr! -" + $Wilkinson + " to strength.<br>">> <</if>> <<set $successful = "Burr successfully Invades the Spanish Southwest!<br>Expedition Attempt Roll = " + $die + " = " + $total + "<br>-20 Victory Points!<br>">> <<set $failure = "Burr fails to Invade the Spanish Southwest!<br>Expedition Attempt Roll = " + $die + " = " + $total + "<br>Local forces and agencies thwart Burr's efforts!<br>-10 Victory Points!<br>">> <<set $plotVP = [-20, -10]>> <<case 5>> <<switch $BurrLoc>> <<case 1>> <<set $total += 1>> <<set $Narrative = $Narrative + "Burr is in " + $Locations[$BurrLoc] + " +2 to strength.<br>">> <<case 0 2>> <<set $total += 2>> <<set $Narrative = $Narrative + "Burr is in " + $Locations[$BurrLoc] + " +1 to strength.<br>">> <</switch>> <<set $successful = "Burr successfully Invades Spanish Florida!<br>Expedition Attempt Roll = " + $die + " = " + $total + "<br>-20 Victory Points!<br>">> <<set $failure = "Burr fails to Invade Spanish Florida!<br>Expedition Attempt Roll = " + $die + " = " + $total + "<br>Local forces and agencies thwart Burr's efforts!<br>-10 Victory Points!<br>">> <<set $plotVP = [-20, -10]>> <<case 6>> <<switch $BurrLoc>> <<case 0>> <<set $total += 3>> <<set $Narrative = $Narrative + "Burr is in New Orleans! +3 to strength.<br>">> <</switch>> <<if $B.length gt 0>> <<set $total += $B.length >> <<set $Narrative = $Narrative + "There are " + $B.length + " unarrested co-conspirators in the West! +" + $B.length + " to strength.<br>">> <</if>> <<if $InCustody.length gt 0>> <<set $total -= $InCustody.length >> <<set $Narrative = $Narrative + "There are " + $InCustody.length + " arrested co-conspirators in the West! -" + $InCustody.length + " to strength.<br>">> <</if>> <<if $AgentsWest gt 0>> <<set $total -= $AgentsWest>> <<set $Narrative = $Narrative + "There are " + $AgentsWest + " Federal Agents in the West! -" + $AgentsWest + " to strength.<br>">> <</if>> <<if $Gunboats>> <<set $total -= 1>> <<set $Narrative = $Narrative + "You sent Gunboats to New Orleans! -1 to strength.<br>">> <</if>> <<if ($WilkinsonLoc is 0) and ($Wilkinson gt 0)>> <<set $total = $total - $Wilkinson>> <<set $Narrative = $Narrative + "Wilkinson is in New Orleans to thwart Burr! -" + $Wilkinson + " to strength.<br>">> <</if>> <<set $successful = "Burr successfully Detached the Western US territory!<br>Expedition Attempt Roll = " + $die + " = " + $total + "<br>-25 Victory Points!<br>">> <<set $failure = "Burr fails to Detached the Western US territory!<br>Expedition Attempt Roll = " + $die + " = " + $total + "<br>Local forces and agencies thwart Burr's efforts!<br>-15 Victory Points!<br>">> <<set $plotVP = [-25, -15]>> <<case 7>> <<if $B.length gt 0>> <<set $total += $B.length >> <<set $Narrative = $Narrative + "There are " + $B.length + " unarrested co-conspirators in the West! +" + $B.length + " to strength.<br>">> <</if>> <<if $InCustody.length gt 0>> <<set $total -= $InCustody.length >> <<set $Narrative = $Narrative + "There are " + $InCustody.length + " arrested co-conspirators in the West! -" + $InCustody.length + " to strength.<br>">> <</if>> <<if $Agents gt 0>> <<set $total -= $Agents>> <<set $Narrative = $Narrative + "There are " + $Agents + " Federal Agents in Washington, D.C.! -" + $Agents + " to strength.<br>">> <</if>> <<set $successful = "Burr successfully launched a Coup D'etat against you!<br>Expedition Attempt Roll = " + $die + " = " + $total + "<br>-30 Victory Points!<br>">> <<set $failure = "Burr's Coup D'etat against you fails!<br>Expedition Attempt Roll = " + $die + " = " + $total + "<br>Local forces and agencies thwart Burr's efforts!<br>-10 Victory Points!<br>">> <<set $plotVP = [-30, -10]>> <</switch>> <<set $Done = true>> <<if $Plot gt 0>> <<set $Successful = 1>> <<if $total gt 11>> /* plot successful */ <<dialog '<div class="popuptitle"><center>burr\'s expedition is successful!</center></div>' 'popup cardbackground conspiracy'>> <<set $Successful = 1>> <div class="cardbackground"><center> <<print $Narrative>><br> <<print $successful>> <<button "Close">><<run Dialog.close()>><<set $Phase = "Epilogue">> <<include "Box">><<Clack>> <<set $VP += $plotVP[0]>> <</button>></center> </div> <</dialog>> <<else>> /*plot fails */ <<replace "#This">> <<= $Narrative>><br> <<= $failure>><br> <<set $VP += $plotVP[1]>> Victory Points: <<= $VP>><br> <</replace>> <</if>> <</if>> <</widget>> <<widget "Remix">> <<if $Searched eq 1>> <<for $inc = 0; $inc < $B.length; $inc++>> <<set $xxx.push($B[$inc])>> <<set $B = []>> <</for>> <<set $Note = "Burr and his Conspirators have disappeared into the West.<br>">><<Log>> <<else>> No Conspirators have been found yet. <</if>> <<if $BurrHidden is false>> <<set $BurrHidden = true>> <<set $Remixed = true>> <<set $BurrLoc = 7>> <<set $xxx.push($Consp5)>> <</if>> <<Redraw>> <</widget>> /* ----------------------- Show Suit and card number ----------- */ <<widget "ShowSuit">> <<switch $args[0]>> <<case "Conspiracy">> <<set _suit = "<div class='suit c'>">> <<case "Defense">> <<set _suit = "<div class='suit d'>">> <<case "Evidence">> <<set _suit = "<div class='suit e'>">> <<case "Event">> <<set _suit = "<div class='suit event'>">> <<case "Jefferson">> <<set _suit = "<div class='suit j'>">> <</switch>> <<set $suit = _suit + " " + $args[0] + " <span class='cardnum'>" + $args[1] + "</span></div>">> /* <<print _suit>> */ <</widget>> /* ---------------------- Plot Status ------------------------ */ <<widget "PlotStatus">> <<dialog '<div class="popuptitle"><center>Status of Possible Plots</center></div>' 'popup cardbackground conspiracy'>> <div class='cardbackground' style='vertical-align: top;'> <table> <tr> <td valign='top'> <center> <div class='Plot' style='background-color:#fbf9cd'><strong>I. Settle Ouachita Valley</strong></div> <div class='PlotBox'> <div><strong> <<Checkit 2 "THEODOSIA">> -- Any -- Any</strong></div> <div><strong><<Checkit 5 "DE IRUJO">> -- <<Checkit 6 "JACKSON">> -- <<Checkit 4 "MERRY">></strong></div> </div> <div class='Plot' style='background-color:#fdcc99'><strong>II. Seize New Orleans</strong></div> <div class='PlotBox'> <div><strong><<Checkit 3 "BLENNERHASSETT">> -- <<Checkit 5 "DE IRUJO">> -- <<Checkit 6 "JACKSON">></strong></div> <div><strong><<Checkit 3 "BLENNERHASSETT">> -- <<Checkit 5 "DE IRUJO">> -- <<Checkit 1 "WILKINSON">></strong></div> <div><strong><<Checkit 5 "DE IRUJO">>-- <<Checkit 6 "JACKSON">> -- <<Checkit 1 "WILKINSON">></strong></div> </div> <div class='Plot' style='background-color:#fbb066'><strong>III. Invade Mexico</strong></div> <div class='PlotBox'> <div><strong><<Checkit 6 "JACKSON">> -- <<Checkit 4 "MERRY">> -- <<Checkit 1 "WILKINSON">></strong></div> <div><strong><<Checkit 4 "MERRY">> -- <<Checkit 2 "WILKINSON">> -- <<Checkit 2 "WILKINSON">></strong></div> </div> </center> </td> <td valign='top'> <center> <div class='Plot' style='background-color:#f59799'><strong>IV. Invade Spanish Southwest</strong></div> <div class='PlotBox'> <div><strong><<Checkit 3 "BLENNERHASSETT">> -- <<Checkit 6 "JACKSON">> -- <<Checkit 4 "MERRY">></strong></div> <div><strong><<Checkit 3 "BLENNERHASSETT">> -- <<Checkit 2 "WILKINSON">> -- <<Checkit 2 "WILKINSON">></strong></div> <div><strong><<Checkit 6 "JACKSON">> -- <<Checkit 2 "WILKINSON">> -- <<Checkit 2 "WILKINSON">></strong></div> </div> <div class='Plot' style='background-color:#f16768'><strong>V. Invade Spanish Florida</strong></div> <div class='PlotBox'> <div><strong><<Checkit 3 "BLENNERHASSETT">> -- <<Checkit 6 "JACKSON">> -- <<Checkit 1 "WILKINSON">></strong></div> <div><strong><<Checkit 3 "BLENNERHASSETT">>-- <<Checkit 4 "MERRY">> -- <<Checkit 1 "WILKINSON">></strong></div> </div> <div class='Plot' style='background-color:#ee3a3a; color:#f9f6b1'><strong>VI. Detach Western U.S.</strong></div> <div class='PlotBox'> <div><strong><<Checkit 3 "BLENNERHASSETT">> -- <<Checkit 5 "DE IRUJO">> -- <<Checkit 4 "MERRY">></strong></div> <div><strong><<Checkit 5 "DE IRUJO">> -- <<Checkit 4 "MERRY">> -- <<Checkit 1 "WILKINSON">></strong></div> </div> </center> </td> </tr> </table> <center> <div class='Plot' style='background-color:#ed2024; color:white'><strong>VII. Coup D'etat</strong></div> <div class='PlotBox'> <div><strong><<Checkit 5 "DE IRUJO">> -- <<Checkit 2 "WILKINSON">> -- <<Checkit 2 "WILKINSON">></strong></div> <div><strong><<Checkit 3 "WILKINSON">> -- <<Checkit 3 "WILKINSON">> -- <<Checkit 3 "WILKINSON">></strong></div> </div> <<button "Close">><<run Dialog.close()>><<Clack>><</button>> </center> </div> <</dialog>> <</widget>> <<widget "Checkit">> <<if $args[1] is "WILKINSON">> <<switch $args[0]>> <<case 1>> <<if $Wilkinson is 4>> <span style='color: red'><<= $args[1]>></span> <<else>> <span style='color: black'><<= $args[1]>></span> <</if>> <<case 2>> <<if $Wilkinson gte 3>> <span style='color: red'><<= $args[1]>></span> <<else>> <span style='color: black'><<= $args[1]>></span> <</if>> <<case 3>> <<if $Wilkinson gte 2>> <span style='color: red'><<= $args[1]>></span> <<else>> <span style='color: black'><<= $args[1]>></span> <</if>> <</switch>> <<else>> <<if $ConspInHand[$args[0]] is 1>> <span style='color: red'><<= $args[1]>></span> <<else>> <span style='color: black'><<= $args[1]>></span> <</if>> <</if>> <</widget>> /* ------------- Widget with Verdict Progress ------------ */ <<widget "Progress">> <div class='Verdict' style='background-color:#f16768'>1 START<br><i>All charges</i><br><br> <span style='transform: scale(.7, 1.1)'><strong>Exonerated</strong></span> <<if $Progress is 1>><<fadein 3s>><div class='Progress'>n</div><</fadein>></div><</if>> </div> <div class='Verdict' style='background-color:#f59799'>2<br><br><br> <span style='transform: scale(.7, 1.1)'><strong>Acquitted</strong></span> <<if $Progress is 2>><<fadein 3s>><div class='Progress'>n</div><</fadein>></div><</if>> </div> <div class='Verdict' style='background-color:#cdd7ee'>3<br><br><br> <span style='transform: scale(.7, 1.1)'><strong>Censured</strong></span> <<if $Progress is 3>><<fadein 3s>><div class='Progress'>n</div><</fadein>></div><</if>> </div> <div class='Verdict' style='background-color:#cdcbe5'>4<br><br> <span style='transform: scale(.7, 1.1)'><strong>Guilty:<br>5 Years</strong></span> <<if $Progress is 4>><<fadein 3s>><div class='Progress'>n</div><</fadein>></div><</if>> </div> <div class='Verdict' style='background-color:#9594c9'>5 END<br> <span style='font-size:8pt'>Filibuster charge<br></span><span style='transform: scale(.7, 1.1)'><strong>Guilty:<br>Life</strong></span> <<if $Progress is 5>><<fadein 3s>><div class='Progress'>n</div><</fadein>></div><</if>> </div> <div class='Charge' style='height:70px; background-color: #6068b0; color: white;'>6 END<br> <span style='font-size:8pt'>Treason charge<br></span><span style='transform: scale(.7, 1.1)'><strong>Guilty:<br>Death</strong></span> <<if $Progress is 6>><<fadein 3s>><div class='Progress'>n</div><</fadein>>/div><</if>> </div> <</widget>> /* --------------- Play Hand ------------- */ <<widget "PlayZip">> /* <<set $PlayedCard = $Hand[$args[0]]>><br> */ <<if $Flag>> <<run Dialog.close()>> <<set $Note = $InHand[$args[0]].headline + " discarded for Slave Trade Abolition.<br>">><<Log>> <<set _Junk = $InHand.deleteAt($args[0])>> <<set $Flag = false>> <<Ready>> <<else>> <<Playcard4 $InHand[$args[0]].num>> /* <<set _Junk = $InHand.deleteAt($args[0])>> need to move this to a dialog confirming the card play */ <</if>> <</widget>> /* ---------------------- Argugments Widget --------------------- */ <<widget "Arguments">> <<replace "#voice">> <<if (($prosecutionRoll lte $defenseRoll) and ($EvidencePile.length is 0))>> <center> The Trial has Ended, and the Verdict has been reached.<br><br> <<button "Go to Epilogue">><<run Dialog.close()>><<Clack>> <<set $Phase = "Epilogue">> <<include "Box">> <</button>></center> <<elseif ($prosecutionRoll lte $defenseRoll) and ($EvidencePile.length is 1) and ($sixtyOne is true)>> <center> The Trial has Ended, and the Verdict has been reached.<br><br> <<button "Go to Epilogue">><<run Dialog.close()>><<Clack>> <<set $Phase = "Epilogue">> <<include "Box">> <</button>></center> <<else>> The Defense Roll is <<if $prosecutionRoll lt $defenseRoll>> greater than <<else>>equal to <</if>> that of the Prosecution.<br>The Prosecution therefore rises to play Evidence cards in rebuttal.<br>Choose an Evidence card to play.<br> <</if>> <</replace>> <<if ($prosecutionRoll gt $defenseRoll) and ($DefensePile.length gt 0)>> <<set $report = "<<fadein 1s>>The Prosecution Roll was greater than that of the Defense.<br> The Defense therefore played Defense cards.<br><hr><</fadein>>">> <<set $DefCard = $DefensePile.pluck()>> <<replace "#defenseCards">> <<= $DefensePile.length>> <</replace>> <<Play "defense">> <<set $defenseRoll += $DefCard.evidence>> <<replace '#DefNum'>> <div class='Floating' style='color:red;'>+<<= $DefCard.evidence>>/<<= $defenseRoll>></div> <</replace>> <<set $aCard = "<article class='card FloatCard'><div class='rules'><center><div class='suit-d'><<print $DefCard.suit>></div><div class='headlineB'><strong><<print $DefCard.headline>></strong></div><div class='picture'><div class='icon'><span id='icons'><<print $DefCard.icons>></span></div><<if $pics == '1'>><center><<set $painting = 'card' + $DefCard.num + '.jpg'>><<set _Image = $picdir + $painting + $picend>><div><<print _Image>></div></center><</if>></div><div class='note'><span id='DefenseNote'><<print $DefCard.action>></span></div></center><div class='commentary'><<print $DefCard.commentary>></div></div></article>">> <<append '#defcards'>> /* float over card played */ <<print $aCard>> <</append>> <<replace "#defenseCards">> <<= $DefensePile.length>> <</replace>> <<if $prosecutionRoll gt $defenseRoll>> <<if $DefCard.second is true and $DefensePile.length gt 0>> <<set $DefCard = $DefensePile.pluck()>> <<set $defenseRoll += $DefCard.evidence>> <<replace '#DefNum'>> <div class='Floating' style='color: red;'> +<<= $DefCard.evidence>>/<<= $defenseRoll>> </div> <</replace>> <<set $aCard = "<article class='card FloatCard'><div class='rules'><center><div class='suit-d'><<print $DefCard.suit>></div><div class='headlineB'><strong><<print $DefCard.headline>></strong></div><div class='picture'><div class='icon'><span id='icons'><<print $DefCard.icons>></span></div><<if $pics == '1'>><center><<set $painting = 'card' + $DefCard.num + '.jpg'>><<set _Image = $picdir + $painting + $picend>><div><<print _Image>></div></center><</if>></div><div class='note'><span id='DefenseNote'><<print $DefCard.action>></span></div></center><div class='commentary'><<print $DefCard.commentary>></div></div></article>">> <<append '#defcards'>> /* float over card played */ <<print $aCard>> <</append>> <<replace "#defenseCards">> <<= $DefensePile.length>> <</replace>> <</if>> /* end of check for .second */ <</if>> /* end of die roll comparison check */ <<if ($prosecutionRoll gt $defenseRoll) and ($Swartwout is 1)>> <<dialog '<div class="popuptitle"><center>Swartwout Testimony</center></div>' 'popup cardbackground conspiracy'>> <div class="cardbackground"> Arrested conspirator Swartwout testifies in Burr's defense. <<button "Close">><<run Dialog.close()>><<Clack>> <<set $defenseRoll++>> <<set $Swartwout = 2>> <</button>> </div> <</dialog>> <</if>> /* check for Swartwout */ <<if ($prosecutionRoll gt $defenseRoll)>> /* last check */ <<replace "#voice">> XXX<br> Burr's defense concedes the argument.<br>Verdict is advanced one space to <<= $TrialProg[$Progress]>>.<br>Prepare for next argument.<br> <<= $defenseRoll>><br> <<button "Next Argument">> <<ButtWidget>> <</button>> <</replace>> <<set $Progress++>> <<replace '#Prog'>><<Progress>><</replace>> <<replace '#defcards'>><</replace>> <<replace '#prosecards'>><</replace>> <<elseif ($defenseRoll gte $prosecutionRoll) and ($EvidencePile.length gt 1)>> <<set $TrialPhase = 2>> <<replace "#voice">> <<print $report>> <<fadein 2s>> The Prosecution may now present Evidence in Rebuttal.<br> <i>Choose Evidence card(s) to play</i>.<br> <</fadein>> <</replace>> <<elseif ($defenseRoll gte $prosecutionRoll) and ($EvidencePile.length is 1) and ($sixtyOne is false)>> <<set $TrialPhase = 2>> <<replace "#voice">> <<print $report>> <<fadein 2s>> The Prosecution may now present Evidence in Rebuttal.<br> <i>Choose Evidence card(s) to play</i>.<br> <</fadein>> <</replace>> <<elseif ($prosecutionRoll lte $defenseRoll) and ($EvidencePile.length is 1) and ($sixtyOne is true)>> <<TrialEnd>> <<elseif ($prosecutionRoll lte $defenseRoll) and ($EvidencePile.length is 0)>> <<TrialEnd>> <</if>> </div> /* of cardbackground in first dialog box */ <<elseif ($prosecutionRoll gt $defenseRoll) and ($DefensePile.length is 0)>> <<replace "#voice">> ZZZ Burr's defense concedes the argument.<br>Verdict is advanced one space to <<= $TrialProg[$Progress]>>.<br>Prepare for next argument.<br> <<button "Next Argument">> <<ButtWidget>> <</button>> <</replace>> <<set $Progress++>> <<replace '#Prog'>><<Progress>><</replace>> <<replace '#defcards'>><</replace>> <<replace '#prosecards'>><</replace>> /* ------------------- Prosecution Segment ------------------------------ */ /* <<elseif (($prosecutionRoll lte $defenseRoll) and (($EvidencePile.length gt 0) and ($EvidencePile[0].num isnot 61) and (($EvidencePile.length isnot 1) and ($sixtyOne is false))))>> */ <<elseif (($prosecutionRoll lte $defenseRoll) and ($EvidencePile.length gt 0) and (($EvidencePile.length isnot 1) and ($sixtyOne isnot true)))>> <<replace "#voice">> The Defense Roll is <<if $prosecutionRoll lt $defenseRoll>> greater than <<else>>equal to <</if>> that of the Prosecution. The Prosecution therefore rises to play 3 Evidence cards.<br> Choose an Evidence card to play.<br> <<= $EvidencePile[0].num>> <</replace>> /* <<elseif ($prosecutionRoll lte $defenseRoll) and (($EvidencePile.length is 0) or ($EvidencePile[0].num is 61))>> */ <<elseif ($prosecutionRoll lte $defenseRoll) and (($EvidencePile.length is 0) or (($EvidencePile.length is 1) and ($sixtyOne is true)))>> <<TrialEnd>> <</if>> <</widget>> <<widget "ButtWidget">> <<if (($Progress is 5) and ($Charges lt 6)) or (($Progress is 6) and ($Charges gt 5))>> <<replace "#voice">> You have reached the maximum verdict and the trial now ends.<br> <<button "End of Trial">><<TrialEnd>><</button>> <</replace>> <<replace '#Prog'>><<Progress>><</replace>> <<replace '#defcards'>><</replace>> <<replace '#prosecards'>><</replace>> <<else>> /* just added these replacements here */ <<replace '#defcards'>><</replace>> <<replace '#prosecards'>><</replace>> <<rolldie>> <<set $defenseRoll = $roll>> <<replace '#defRoll'>> /* <span class='redie'><<= $die>></span> */ <<= $die>> <<set $defRoll = $die>> <</replace>> <<replace "#DefNum">> <<= $defenseRoll>> <</replace>> <<rolldie>> <<set $prosecutionRoll = $roll>> <<replace '#proRoll'>> <<if $Agendas[2] is 5>> <<if $prosecutionRoll is 6>> <<= $die>> +1 = 7 <<set $prosecutionRoll++>> <<elseif $prosecutionRoll lt 6>> <<set $prosecutionRoll++>> <<= $die>> (+) <</if>> <<set $proRoll = $die>> <<else>> <<= $die>> <<set $proRoll = $die>> <</if>> <</replace>> <<replace "#ProNum">> <<= $prosecutionRoll>> <</replace>> <<if $sixtyOne>> <<RerollDie>> <<else>> <<if $prosecutionRoll gt $defenseRoll>> <<set $TrialPhase = 1>> <<else>> <<set $TrialPhase = 0>> <</if>> <<Arguments>> <</if>> <</if>> <</widget>> /* ------------------------ */ /* <<widget "Charge">> <<set _id = "#" + $args[0]>> <<replace "#Court">><center>You have chosen to charge Mr. Burr with: <strong><<= $PlotName[$Charges]>></strong><br> If you are ready to Begin the Trial, click the button below, otherwise choose other charges.<br><br></center><</replace>> <<if $charge is true>> <<remove "#charged">> <</if>> <<append "#II">><div class='indict' id='charged'></div><</append>> <<set $charge = true>> <</widget>> */ /* ---------------------------- */ <<widget "rifles">> <?xml version="1.0" encoding="utf-8"?> <!-- Generator: Adobe Illustrator 23.1.0, SVG Export Plug-In . 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c-0.3-2.4,4.9-12.1,14.8-12.1c6.2,0,11.7,6.9,11.7,6.9l1.4-1.4l4.8,6l16,0l-6.5-6l-2,0.3l-3-2.9l-1.9,0.5l-2.7-2.7l2.4-2.3 c0,0-8.7-10.7-21.3-10.7c-11.5,0-16.1,6.7-20.3,6.7c-4.2,0-6.5-3.2-7.6-4.4c-3.8-4.3-7.6-19.9-7.6-19.9L446.4-0.4z"/> <path class="st0" d="M484.2,119.8l25.6,19.3c0,0,1.9,2.2,0,4.4c-1.9,2.3-4.6,0-4.6,0l-16.7-12.7c0,0-1.1,1.1-2.7,1.1 s-4.1,0-4.1-0.3c0-0.2-3.7-13.9-3.7-13.9L484.2,119.8z"/> <path class="st0" d="M1138.7,89.8c0,0-0.3,9.2,0.6,10.7s2.3,1.9,2.3,1.9v22.2c0,0-0.1,1.8,2.3,1.8c2.4,0,2.4-1.8,2.4-1.8v-22.2 c0,0,2.2-0.9,2.6-1.6c0.4-0.7,0.4-11,0.4-11H1138.7z"/> </g> </g> </g> </svg> <</widget>> /* ----------------- Supreme Court Appoint Card ------------------------- */ <<widget "RerollDie">> <<replace "#voice">> You have the "Court Appointees" card in your hand.<br> Do you wish to reroll either of these die?<br> <div style='display: flex; justify-content: center; align-items: center;'> <<link "<div class='redie'><<= $defRoll>></div>">> <<rolldie>> <<set $defenseRoll = $roll>> <<replace '#defRoll'>> <<= $die>> <<set $defRoll = $die>> <</replace>> <<replace "#DefNum">> <<= $defenseRoll>> <</replace>> /* <<set _Junk = $EvidencePile.deleteAt($args[0])>> */ <<if ($prosecutionRoll gt $defenseRoll) and ($TrialPhase is 0)>> <<set $TrialPhase = 1>> <<timed 1.5s>><<next>><<Arguments>><</timed>> <<elseif ($prosecutionRoll gt $defenseRoll) and (($TrialPhase is 2) or ($DefensePile.length is 0))>> <<replace "#voice">> Burr's defense concedes the argument.<br>Verdict is advanced one space.<br>Prepare for next argument.<br> <<button "Next Argument">> <<ButtWidget>> <</button>> <</replace>> <<set $Progress++>> <<replace '#Prog'>> <<Progress>> <</replace>> <<elseif ($defenseRoll gte $prosecutionRoll) and ($EvidencePile.length is 0)>> <<TrialEnd>> <<elseif ($defenseRoll gte $prosecutionRoll) and ($EvidencePile.length is 1) and ($sixtyOne is true)>> <<TrialEnd>> <</if>> <<for _x = 0; _x lt $EvidencePile.length; _x++>> <<if $EvidencePile[_x].num eq 61>> <<set _Junk = $EvidencePile.deleteAt(_x)>> <<set $sixtyOne = false>> <</if>> <</for>> <<replace "#CardZ">> <<include "EvidenceHand">> <</replace>> <<if $prosecutionRoll gt $defenseRoll>> <<set $TrialPhase = 1>> <<else>> <<set $TrialPhase = 0>> <</if>> <<Arguments>> <</link>> <<button "<span style='font-size: 150%;'> None</span>">> /*<<run Dialog.close()>>*/ <<Clack>> <<if $prosecutionRoll gt $defenseRoll>> <<set $TrialPhase = 1>> <<else>> <<set $TrialPhase = 0>> <</if>> <<replace "#voice">><</replace>> <<Arguments>> <</button>> <<link "<div class='bldie'><<= $proRoll>></div>">> /* <<run Dialog.close()>> */ <<rolldie>> <<set $prosecutionRoll = $roll>> <<replace '#proRoll'>> <<if $Agendas[2] is 5>> <<if $prosecutionRoll is 6>> <<= $die>> +1 = 7 <<set $prosecutionRoll++>> <<elseif $prosecutionRoll lt 6>> <<set $prosecutionRoll++>> <<= $die>> (+) <</if>> <<set $proRoll = $die>> <<else>> <<= $die>> <</if>> <</replace>> <<replace "#ProNum">> <<= $prosecutionRoll>> <</replace>> /* <<set _Junk = $EvidencePile.deleteAt($args[0])>> */ <<if ($prosecutionRoll gt $defenseRoll) and ($TrialPhase is 0)>> <<set $TrialPhase = 1>> <<timed 1.5s>><<next>><<Arguments>><</timed>> <<elseif ($prosecutionRoll gt $defenseRoll) and (($TrialPhase is 2) or ($DefensePile.length is 0))>> <<replace "#voice">> Burr's defense concedes the argument.<br>Verdict is advanced one space to <<= $TrialProg[$Progress]>>.<br>Prepare for next argument.<br> <<= $defenseRoll>><br> <<button "Next Argument">> <<ButtWidget>> <</button>> <</replace>> <<set $Progress++>> <<replace '#Prog'>> <<Progress>> <</replace>> <<elseif ($defenseRoll gte $prosecutionRoll) and ($EvidencePile.length is 0)>> <<TrialEnd>> <<elseif ($defenseRoll gte $prosecutionRoll) and ($EvidencePile.length is 1) and ($sixtyOne is true)>> <<TrialEnd>> <</if>> <<for _x = 0; _x lt $EvidencePile.length; _x++>> <<if $EvidencePile[_x].num eq 61>> <<set _Junk = $EvidencePile.deleteAt(_x)>> <<set $sixtyOne = false>> <</if>> <</for>> <<replace "#CardZ">> <<include "EvidenceHand">> <</replace>> <<if $prosecutionRoll gt $defenseRoll>> <<set $TrialPhase = 1>> <<else>> <<set $TrialPhase = 0>> <</if>> <<Arguments>> <</link>> /* </div> */ <</replace>> /* <</dialog>> */ </div> /* end of Supreme Court Appoint Card */ <</widget>> /* ----------------------------------------------- */ <<widget "Washington">> <<replace '#Washington'>><span style='color:white; text-size:125%;'><center>Washington, D.C.</center></span> <div class="District"> <<set _x = "<div class='agent Jim' style='flex-direction: column'><strong><span style='color: black; font-size: 140%'></span></strong><br><span class='zip' style='font-size 60%;'>a</span><br><span style='color: white; font-size: 80%'>FEDERAL<BR>AGENTS</span><div style='position: absolute; top: 25%; font-size: 28pt; color: black; font-weight: bold;'> " + $Agents + "</div></div>">> <<if ($Prestige gt 0) and ($Agenda eq 1) and ($Agents gt 0)>> <div class='foo' aria-label="Spend 1 Prestige to Send an Agent to the West." data-balloon-pos="up"> <<link _x>> <<SetItt "P" -1>> <<set $Agents--, $AgentsWest++>> <<replace "#Trip">><<include "Table">><</replace>><<replace "#agenda">><<include "TestAgenda">><</replace>> <<set $Note = "Sent a Federal Agent to the West.<br>">><<Log>> <</link>></div> <<else>> <div class='agent' style='flex-direction: column'><strong><span style='color: black; font-size: 140%'></span></strong><br><span class='zip' style='font-size 60%;'>a</span><br><span style='color: white; font-size: 80%'>FEDERAL<BR>AGENTS</span><div style='position: absolute; top: 25%; font-size: 28pt; color: black; font-weight: bold;'><<= $Agents>></div></div> <</if>> <br> <div class='foo' aria-label="Consider spending 3 Prestige to Send Gunboats to New Orleans." data-balloon-pos="up"> <<set _w = "<div class='agent Jim'><strong><span style='color: black; font-size: 140%'>SEND</span><br><span style='color: white; font-size: 80%'>NAVY<BR>GUNBOATS</span></strong></div>">> <<if ($Prestige gt 2) and ($Agenda eq 1) and ($Gunboats is false)>> <<link _w>> <<dialog '<div class="popuptitle"><center>Gunboats to New Orleans</center></div>' 'popup cardbackground conspiracy'>> <div class="cardbackground"><center> You can order the Navy to send gunboats to New Olreans to help defend against Burr's plot.<br>It provokes the Expedition by [img[$RedArrowTiny]] and subtracts one strength from the Expedition.<br> <<button "Send Gunboats">> <<run Dialog.close()>> <<SetItt "P" -3>> <<set $Gunboats = true>> <<SetItt "E" -1>> <<Redraw>> <<set $Note = "You ordered Gunboats to New Orleans.<br>">><<Log>> <</button>> -- <<button "No">> <<run Dialog.close()>><<Clack>> <</button>> </center> </div> <</dialog>> <</link>> <<elseif $Gunboats>> <br> <<else>> <div class='agent'><strong><span style='color: black; font-size: 140%'>SEND</span><br><span style='color: white; font-size: 80%'>NAVY<BR>GUNBOATS</span></strong></div> <</if>> </div> /* Gunboats */ <br> <div class='foo' aria-label="Consider spending 10 Prestige to issue a Presidential Proclamation." data-balloon-pos="up"> <<set _p = "<div class='agent Jim' style='position: relative'><div class='zip' style='position: absolute; top: 35%; left: 3px; font-size: 38pt; color:rgba(0, 0, 0, 0.8);'>b</div><br><strong><div style='position: absolute; top: 50%; left: 1px; color: white; font-size: 80%'>PROCLAIM</div></strong></div>">> <<if ($Prestige gt 9) and ($Agenda eq 1) and ($Proclamation is false)>> <<link _p>> <<dialog '<div class="popuptitle"><center>Issue Proclamation</center></div>' 'popup cardbackground conspiracy'>> <div class="cardbackground"><center> You can issue a Proclamation to use Local Authorities to conduct searches and arrests of .<br>It provokes the Expedition by [img[$RedArrowTiny]][img[$RedArrowTiny]] and permits the use of 2 free search or arrest attempts per Agenda Phase with Local Authorities.<br> <<button "Issue Proclamation">> <<run Dialog.close()>> <<SetItt "P" -10>> <<set $Proclamation = true>> <<SetItt "E" -2>> <<set $ProcSearch = 2>><<set $Locals = 1>> <<Redraw>> <<set $Note = "You issued a Presidential Proclamation.<br>">><<Log>> <<timed 0.1s>><<Ready>><</timed>> <</button>> --<<button "No">> <<run Dialog.close()>><<Clack>> <</button>> </center> </div> <</dialog>> <</link>> <<elseif $Proclamation>> <br> <<else>> <div class='agent' style='position: relative'><div class='zip' style='position: absolute; top: 35%; left: 3px; font-size: 38pt; color:rgba(0, 0, 0, 0.8);'>b</div><br><strong><div style='position: absolute; top: 50%; left: 1px; color: white; font-size: 80%'>PROCLAIM</div></strong></div> <</if>> </div> /* Proclmation */ </div> /* District */ <</replace>> <</widget>> /* -------------------------------------------------------------- */ <<widget "TheWestDraw">> <<replace '#TheWest'>> <span style='color:white; text-size:125%;'><center>The West<br></center></span> <div class='TheWestBox'> <<set _x = "<div class='agent' style='flex-direction: column'><strong><span style='color: black; font-size: 140%'></span></strong><br><span class='zip' style='font-size 60%;'>a</span><br><span style='color: white; font-size: 80%'>FEDERAL<BR>AGENTS</span><div style='position: absolute; top: 25%; font-size: 28pt; color: black; font-weight: bold;'> " + $AgentsWest + "</div></div>">> <<if ($Prestige gt 0) and ($Agenda eq 1) and ($AgentsWest gt 0)>> <div class='foo' style='height: 55px' aria-label="Spend 1 Prestige to Send an Agent back to Washington." data-balloon-pos="up"> <<link _x>> <<SetItt "P" -1>> <<set $Agents++, $AgentsWest-->> <<set $Note = "Sent a Federal Agent back to Washington.<br>">><<Log>> <</link>></div> <<else>><<print _x>> <</if>> <<if ($xxx.length gt 0) and ($Agenda eq 1) and (($Prestige gt 0) or ($ProcSearch gt 0)) and (($AgentsWest gt 0) or ($Wilkinson gt 0))>> <<set _searchRoll = $Wilkinson + $AgentsWest + 1>> <span class='butts' style='backgroundcolor: brown'><strong> <<set _buttonNote = "<span aria-label='Search the West for Burr and his Conspirators. You must roll less than " + _searchRoll + ".' data-balloon-pos='up'>Search the West</span>">> <<button _buttonNote>> <<Search>> <</button>> </strong></span> <<else>> /* <<set _link = "<div class='test'><strong>?<br>SEARCH<BR>THE WEST</strong></div>">> <div class="Conspire" style='padding: 4px'> <<print _link>></div> */ <</if>> <<if $Proclamation>> <div class='agent' style='min-width: 50px; font-size: 8pt' aria-label="Allows 2 free Searches and 1 free arrest with Local Authorities." data-balloon-pos="up" style='position: relative'><div class='zip' style='position: absolute; top: 35%; left: 3px; font-size: 38pt; color:rgba(255, 0, 0, 0.8);'>b</div><br><strong><div style='position: absolute; top: 50%; left: 1px; color: white; font-size: 80%'>PROCLAIM</div></strong></div> <</if>> <br><br><br><br> <<if $Searched is 1>> <<for $inc = 0; $inc < $B.length; $inc++>> <<set _arrest = "<div class='Conspire'><center><<print $B[$inc].headline>><br></center></div>">> <<if ($Agenda eq 1) and (($Prestige gt 0) or ($Locals gt 0))>> <<set _w = $inc>> <<set $line = "<<link \"<div class='Conspire' aria-label='Consider arresting this Conspirator.' data-balloon-pos='up'><center>" + $B[$inc].headline + "<br></center></div>\">><<Arrest " + $inc + ">><</link>>" >> <<print $line>> <<else>> /* <div class="Conspire"><<print _arrest>></div> */ <<print _arrest>> <</if>> <</for>> <<else>> No Conspirators have been found yet. <</if>> </div> <</replace>> <</widget>> <<widget "DrawTrack">> /* -------------------------------------- Locations and Burr and Wilkinson -------------------------*/ <div id='TheTrack'> <div class="Blenner locationTall"><center><strong>Blenner- hasset Island</strong></center><br> <<Wilk 6>><<BurrHere 6>> </div> <div class="Frankfort location"><strong>Frankfort</strong> <div style='display: flex; align-items: center; justify-content: center; flex-direction:row;'> <<Wilk 5>><<BurrHere 5>> </div> </div> <div class="Nashville location"><strong>Nashville</strong> <div style='display: flex; align-items: center; justify-content: center; flex-direction:row;'> <<Wilk 4>><<BurrHere 4>> </div> </div> <div class="Chickasaw location"><strong>Chickasaw Bluffs</strong> <div style='display: flex; align-items: center; justify-content: center; flex-direction:row;'> <<Wilk 3>><<BurrHere 3>> </div> </div> <div class="Natchez locationLong"><strong>Natchez<br>(Bayou Pierre)</strong> <div style='display: flex; align-items: center; justify-content: center; flex-direction:row;'> <<Wilk 2>><<BurrHere 2>> </div> </div> <div class="Baton locationLong"><strong>Baton Rouge</strong> <div style='display: flex; align-items: center; justify-content: center; flex-direction:row;'> <<Wilk 1>><<BurrHere 1>> </div> </div> <div class="New locationLong"><strong>New Orleans</strong> <div style='display: flex; align-items: center; justify-content: center; flex-direction: row; overflow: visible;'> <<Wilk 0>><<BurrHere 0>> <<if $Gunboats>> <<set _w = "<div class='agent'><strong><span style='color: red; font-size: 140%'>SENT</span><br><span style='color: white; font-size: 80%'>NAVY<BR>GUNBOATS</span></strong></div>">> /* <div style='transform: translate(90%, 35%); z-index: 10;' aria-label='You ordered Gunboats to New Orleans which decrease Launch die rolls by 1.' data-balloon-pos='up'><div style='transform: scale(0.75, 0.75)'> */ <div style='z-index: 10;' aria-label='You ordered Gunboats to New Orleans which decrease Launch die rolls by 1.' data-balloon-pos='up'><div style='transform: scale(0.75, 0.75)'> <<print _w>></div></div> <</if>> </div> /* new orleans box */ </div> /* end of TheTrack */ <</widget>> <<widget "ExpeditionShow">> <<replace "#Expedition">> <center> <<showmeter 'exped' '$Expedition / $ExpedMax'>> <br> <<if ($Expedition lt 11) and ($Expedition gt 5)>> <<set $ExpeditionTotal = $ExpeditionStrength + 1>> <<elseif $Expedition lt 6>> <<set $ExpeditionTotal = $ExpeditionStrength + 2>> <<else>> <<set $ExpeditionTotal = $ExpeditionStrength>> <</if>> <<if $Spanish eq 0>> <<set $ExpeditionTotal += 1>> <<elseif $Spanish eq 2>> <<set $ExpeditionTotal -= 2>> <</if>> <<set $ExpeditionTotal = $ExpeditionTotal + $SpanishGold + $BritishGold>> <<if $Austerlitz eq 1>> <center><span style='text-shadow:1px 1px red;' aria-label="Reshuffle costs are increased by 1 Prestige." data-balloon-pos="up">* <strong><i>Austerlitz</i></strong></span></center> <</if>> <<set _buttonNote = "<span aria-label='Examine the status of the Burr Expedition.' data-balloon-pos='up'>Expedition <<= $ExpeditionTotal>></span>">> <span class='event butts'> <<button _buttonNote>> <<Clack>> <<popup "Expedition" '<div class="popuptitle"><center>The Burr Expedition</center></div>' 'popup cardbackground conspiracy'>> <</button>> </span> </center> <</replace>> <</widget>> <<widget "UpdateLinks">> <<replace "#HandLinks">> <<if $EvidencePile.length is 0>> <span class='e'> <<set _buttonNote = "<span aria-label='No Evidence Cards yet.' data-balloon-pos='up'>No Evidence</span>">> <<button _buttonNote>><</button>> </span> <<else>> <span class='e butts'> <<set _buttonNote = "<span aria-label='Look at the Evidence Cards.' data-balloon-pos='up'>View Evidence $EvidencePile.length</span>">> <<button _buttonNote>> <<popup "EvidenceHand">> <</button>> </span> <</if>> <br><br> <<if $DefensePile.length is 0>> <span class='d'><strong> <<set _buttonNote = "<span aria-label='No Defense Cards yet.' data-balloon-pos='up'>No Defense</span>">> <<button _buttonNote>><</button>></strong></span> <<else>> <span class='d butts'><strong> <<set _buttonNote = "<span aria-label='Look at the Defense Cards.' data-balloon-pos='up'>View Defense $DefensePile.length</span>">> <<button _buttonNote>> <<popup "Defense Hand">> <</button>> </strong></span> <</if>> <br><br> <<if $InHand.length is 0>> <<set _buttonNote = "<span aria-label='You have no Cards in hand yet.' data-balloon-pos='up'>No Cards in Hand</span>">> <span class='j'><strong> <<button _buttonNote>> <</button>></strong></span> <<else>> <<set _buttonNote = "<span aria-label='Look at the Cards in hand.' data-balloon-pos='up'>Cards in Hand $InHand.length</span>">> <span class='j butts'><strong> <<button _buttonNote>> <<popup "otherhand">> <</button>> </strong></span> <</if>> <br><br> <<if $ConspiratorCards.length is 0>> <span class='c'><strong> <<set _buttonNote = "<div aria-label='There are no Conspiracy Cards yet.' data-balloon-pos='up'>No Conspiracy Cards</div>">> <<button _buttonNote>> <</button>></strong></span> <<else>> <span class='c butts'><strong> <<set _buttonNote = "<div aria-label='Look at the Conspiracy Cards you have collected.' data-balloon-pos='up'>Conspiracy Cards <<= $ConspiratorCards.length>></div>">> <<button _buttonNote>> <<popup "hand">> <</button>> </strong></span> <</if>> <</replace>> <</widget>> <<widget "Natchez">> <<set $Note = $Note + "Wilkinson arrives in Natchez triggering renewed efforts among Burr's Expedition.<br>">><<Log>> <<dialog '<div class="popuptitle"><center>Wilkinson Moves</center></div>' 'popup cardbackground conspiracy'>> <div class="cardbackground"><center> Wilkinson arrives in Natchez triggering renewed<br>efforts among Burr's Expedition.<br> <<if $ExpeditionStrength gt 5>> <<button "Roll for Expedition Launch">><<run Dialog.close()>><<Clack>><<Launch>><</button>> <<else>> <<button "The Expedition is not ready">><<run Dialog.close()>><<Clack>><</button>> <</if>> </center></div> <</dialog>> <</widget>>
<section class="card-list rules"> <<for _x = 0; _x lt $ConspiratorCards.length; _x++>> <article class="card"> <div class='rules'> <center> <<ShowSuit $ConspiratorCards[_x].suit $ConspiratorCards[_x].num>> <<print $suit>> <div class="headlineB"><strong><<print $ConspiratorCards[_x].headline>></strong></div> <div class="picture" style='min-width: 250px'> /* print the picture if on */ <div class="icon"><span id="icons"> <<print $ConspiratorCards[_x].icons>> </span></div> <<if $pics == "1">><center> <<set $painting = "card" + $ConspiratorCards[_x].num + ".jpg">> <<set _Image = $picdir + $painting + $picend>> <div><<print _Image>></div></center> <</if>></div> <div class="note"><span id="die"></span><span id="notes"> <<print $ConspiratorCards[_x].action>><br> </span> /* end of note span */ <span id="Advances"> </span></div></center> <div class="commentary"><<print $ConspiratorCards[_x].commentary>><br></div> </div> </article> <</for>> </section>
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CI14YkhlrmZYpI5xL6ij1FALAcD43oDz8dVct3PkMNl+67F+vFNRxePrWVrRTftdjN7H0wTyKqCT7AbAPt0Qbui5Xliht4j0Hs5KPH05ndkjm5RGQyaZQ448WXWvuIGjo7BU7sfGirlOz7lyfNTPloEfIXal1B9C2omgKcVP9X7gRGu/b5/t1G12ZZeeYVMwsNVswmaSKWn6hWUNyZCwkXaE+R4BH5PVj/Tk2HoZ/1j6kyZq4gDys4HFgAoZgTxGte3j8dDu0u5srcxHalWaGvYyeWoS2zYllKoRGE91VB9xaTWh4UDfn26m53SLxNZlat2xNA9C7BBGqSJLBZqmeOUMUIJAdNEcTo7Phj46yWS/wBOPqsEmMrZVoaZrWYXjeoHj9SaX1DKiB1VCp2ANHSnQIPnrrnO6LVr/SOTuXEoaNmenHOvJg5i5MAdEqQ3zo6H58dVO5Mxe7e7p7kysVGvP9LhatmeA2WRfEswPE8DskKPJA9h0QU0idF3O9n5DLSZovmasRykVSJwuPY8PQYuCP63ySfH41/mxd7Rs2ZMxMMrGk12/UyMRFMkRSwCMaI9T7lPpjxtSN+56sTd0Wn7ks4vH4iSytS5BWsOCwKpJGHMu+PEBQw8E7PnWtDdnNZa9V7hxmKoUalh70E8qSz2WjCmLhsEBG8HmPn89Vz0hqIIPY8zrLJJlIntfqzZeF2pbRWdCjxunqfcpU+NFSPyeiNPtuSjncTerz0IK1CpNV+jr0DEreqyuzKfUPHyi/B/3fnwPwHeWQzlrCQ0cNWhN+gcg5sXGHpqsyRuF1GeXhuSnxvxvXQ+r3TPiO2o51xdqWNrWSM0rzzXPQMMzjbEJz4M3gHjpBre/leYeJpe4MJbzEd6s2QrLjrcPpPBPS9ZovBUtG3MBSQd+VOiN/x1Sv8AY+MuXoWmeU0Exn6Y9Q+RIq7Ebs2/dQ768e5B2NdcLnebxfqU9ajFNj6FynTdvWYSSiwI9Og460PWXQP7tHyOor3ldXJLDLiaq1Tnf0R3W2zPyKBhIAYwNfkb6yl/ToXiWX7RsNgcPQ/WJZHqO8lqSaDmt4ujKTInMexbkuywBUeDrqHa/advC5TFWzk4bCUMUuKMa0mjLorcg/L1TpvA34I9/bfgnmM3YrZ+piaFaKWxNTnu855SiARlFCjQOyS48/AG/Pt1m8Plpu6+68RNNVC41sNXy0Vd52HozNKfv8KOZHEKN6Gtn/cR0rJoHRdh7G//AIrh8JPk3f8ATLQminig9N2i+5WjP3nyyOylgR771467HsOj+k9yY0zzLUy/JY40UD6NGJfgg3rXqO7ew9wPjfXLO3r79x57Gkxtjo8CLITloq7GYFx9myfsUa5aAGx5OuhPb3cNwds18PZpIxTtWLIRzxXXR3XgEYM3DaP8hhvR/wCetJTauyeKC+T7NlydbMtfyobJZJKsfrxVeEcQryeon9MuSdtvf3DxoDXTWO0L1hcnJLmofqbeRq5NHFEhY5YRGOJX1fuQ+mvjYI/J64Uu6np0u3YJcfOlO1SoFbczSzqXmIQxtKFOmUcTyfXMt8e/RzJZixHnhhMZWinyH0L3wZ5CiFVcIEGgTsknz7Dx776y3NOhWNHTujES5qCgIbaVZqV2K6jvAZFZk39pXkp0Sfz0KudjwyWK96CygySW57krz1/VhmaZAkimMOpA4qgX7tjiN8vO4DvOQ20442M0mzrYMH1z6gcA/wBUjjrjsHx+PO/jp8T3havW8BE2LgibKTXoDq4zek1YyDx/THIMUHnxrfsepR/olQNxezTY+ulOjWqwJDFHBGsYjrxelGNDWlXZ4j+Nnqz8D5IPjrzyPu7O5TF9r5GtTp0a+SyaV/TFoyNIoE/JGJi+0Exqdrs/231t8tK9bE5GeAp9RBBIybOwGCbG/B/g+3WHBp7NKSL2gPZdb/HUQQo8DZP5+OsLie7ckcVh671YJ8hJgP1iaeSYqsgVUGvCeGYsSfGl/wDLfWtwt9Mxgsbk1i9FbtaKyI2OygdQ2ifnW/fqlGUeRUky7rZ2ST/HS5nxr26WjsaI31JQB7rpR7dYNCbejvf+Oo8h/PT+Q3g731LX9ukDhY9I1phaWL6fg3q+rrgV193LfjWt730Or4TCSY6GvBjce9Dks8KRxKYwdfa6a8DwfBHwepd2V5b3a2YpV0aSexSmijRW4lnKEKN7HudDrz/LRdxx4HFV8Nj81XarRrTeos8rP6olAkjK+qBoKN6YOCDoAa63GNrkzJ0+DZwU+3shesVIsdVaxhtVSpq8BXEicuKbAGireePg76ux9t4IQxRJh6AjjgasiiEALEx20Y/8STvXt1i7keXj7wzluLH5OTCWL1d51qiWvPIiwJGHRgVLKrqeSDRI0fI2CQxFTPv3jYsZW5kIoortgxwrG7V56rKfSBb1PTXj9v8AsD8h8gk9axrdmbvVBe5iu16UF42MdjVEdHjZjWEO30q+wKDZKfYdDWvHjrtRxGByNT66DGUpa+SqRhmeAbmhKgqrg/AGvB9us93BjLLdy9xWUpZCaO1gRDBJC7tG0o9dShUNonUiaBGtknx5PQilR7no496+FGUill7agWNbDu0cd1CVZUDnjG3EeAOKnwf56FG1di3To3OTrdv4owWLlOhC9n08TG/0ocsrnikPhT9hPjR8ddmwGHOONBsPQNIsrGBq6lCV9joj4+Px1jJquYr0aU9e13BOXzFWdoPTsIYIBw9ZDykdnUgE6JI2SF6M9lVrqZXPWMlNmAFvTJUityymI129Mqyh/BIKNr5UE+3LyyWrsk7fAew9PGU/qkw8FOHc5+oSqFAEugTyC+zaI9/PkdDUxvbJtHApjccJacYufSioAsSyll5KeOvu4sCAd6Hnx1j58XlaMOcNWvnYLEncaWEkqTSkSVWZC7AKxB+0PvY/A8+B0UvrlsVk82mIrZzJVkxECV0sWZysk4dhIQ7MDz9Mxn7SCSpG976MPpZfDU52xh6eNqY/K142o3ZY8fFX+mLxEt4RCoGlXx86A11SzNHtvG15ZruKqs1qH6QwxVPVksIi8hEsaglwFQniBoAb6yH0ucFCtWv1stZar3RFajMkckhSovE8gxZyVB5aHJj560XdtF7XdnaUv0+QlgrTzmeWsZQIlaJlUkoRrbEDx8b346WkmlYXo0C4TGLeS0cdT+pjRESX0gHCr+0b9/Hxv26HZ7tz9W7kw2QmNKWpQjnjatNAZDIZeOyDvQ0EHwfc9Z6Kp3Cc2jzNllsLmZ3sSfUSGs2OKvwCKG48tGMAKOYYE+Pfor/pnUvRdvRyZubLHIyFo5kvTSEoFkkKlOXttXXbA+dAb+3o/wBVdjd6oNw1MVctQZaCtSmnSMwRWogrFUBIKqw+N7GvyOuMXbWDWAQph6HpBncJ6C6BfXP/APtxXf50N9eeYDC5Sth+0sdNH3Hj1We1Dkvp7EwCoyuEYcWIA5MhBHt5bx79G6cHcidw5G7amyLyVp7bV6ah/QuQlG9BfU9T001pBvgH5b3vZPU4b0yy+GwmxGOfIJemx1NrilWE7QKX2v7TvXuPg/Hx1z/6dwmm44ml5sC2f6I8zjepP/v5P3e/nrBYyDuaSpmIrMmZoic0Z4SUnnEXjcyD+sZOO+KsFcN7kD36lNU7oalXXIR5dYv0q0sK0Lk3NbhmYxM7c+ejHw16hIXyG89KhX/QZfD0LI4vH5T0lyNGtb9Plw9eIPw5DTa37bHg/nqMGGx0WSF9KFRLyxiFZ0jAYIBoKD8KB8e3XnWdodzTV8solzpyUWEqtE9SxMkL3136pTiQpBBTx+0+fBI62ndct+XGUlxtS3MbViNJjG0kUkEbKxLkK8be/EEchrez7a6zjVKzVhK9iMbbs/UWsfUsWDCaxlkhVnMR3tOXvx8nx/J6rDt7DKqqMRRVVrmoAIR4hJJMf/12SePt15yP+obOKwtG5bzsd8YmZbAi9b1a83qhY5nEbhnbiG0H+1uJ8k76IXL2WyN/C3cBFlzhYpKE0dpZppDaruSZi6mTXgEggozexBHjrWH0MvhrsNT7dtySnFUaTyYyf6Ila3H0ZItMEGwP289gjYG/B6IXsXQvTwSZCjWsSQb9J5YgzJv30fcb+fz1gZY80KtlFHcf29ypLGRJY5fQbTl53sppX+338+3npNS7iXF3acdjMx/TZe0a/r/UTetX4kRI0qSLLx2TpuR0QOXjXVgubBS+G9ShhzmJrMNTH/qqESySKiespYFQ7fIJUMAfkAjoPlYO0sJDdzFmhjo2pS+rYmgrB5Y5JNDZ4DkC3Ib38Hfz0P7VxuRq93X7eVp3YpLONo/1fqWki9VEZZUY8tMwJGtg/JHvvoH3XhL8uP8A9QIq2OyUs96zBJUKO7xzKVg5aXkRsGN/JA0ABvWh1UsqbK9WegRduYaKhHQ/Scf9FFMJ465hUxpIP9yqRoH38/yep4nEVcTSlrQJ6qzzS2LDyKpM8kjFnZtADyTrWvYAfHWHyMPckFjuCHEHLtQN+nYg9Z5ZHas0amdYmdwwPL/YGUgAhddbHtStYp4eOK1ctXHEkjLJZjdHCFyVXTsz6AOgWJbQG+iSpcinb4Hbt7CGnXqHDY76aurrDF9MnGMN+4KNeAfkfPz0UVAECooCqAAANAD+OpNIGB2fPUVJ159j1yuzpVCH2vo+OujHY8e3z0w0fnz/AD1Byd68gf36ui5JAb/b8fnqGn/I/wCepDZB03S0fyegqOWQkkhpzzVoUmlSNnWN5OCsQN6LAHX/AAes9Q7lu3e0MRm4sZVD33rj0DcbSJM6oG5CLyQWBI0B7+etGYhLDJFKSEdSp176I0esv2/27laGJxeHuX6E2Lx7xFJIoHWaVYmDRggsVXyq7I3vWtDe+ukUmrZiV9BaDuPBWLsdOvmcdLakkaJIksIzM6+SoAPv/HQyPvahDFFJfmo+lYykmPglq3EmjCqpYSSMSAvgeVG9EqPnqjH2lkxKkrz0eS9wnNhQzkFDGyGPfH3Gwd+x/A6aDtXKIIX+qopNF3BJmV1zdSkiyK0Z8A7HqeD7HXsOtKMF2FyZqhl8fLkTj471Vro5f0FkHPa65DX5Gxse42N9CqXc0V7vBcPSerYq/p7XDPFIWbkJFQD8cSGJ2N76GwdjLyyMFmWKaGw9161kyS+rWFkPzCxklNgufuGtj3G/PXfAdt5bH5rGXb9uhMlXFHGFYEeMkB1YON7B3wGx49z0OMduxtnTI93ejnshiKFajNcoxRuYrV8VpJ2deQWJeDcvGhskDZ1/PRCLuXFT5bL0BYjilxkiRymWRAGLKp2o3sgF1XyB9x10M7v7Vn7khyFO4mKmrWgFgszV+U9NeChgnjydhmB5Lot5B101ztvLGx3FJjsrFWTJWKthNeosiiJY0dGdWBAZY9bXR+49NRaoPIIT924eKbDotyCWPKSSxRTxyp6amNSW5Eka8jjr32ddXRm8T61mH9TpCWtG8symZR6aIdOx8+ynwT8HwddZzF9o38fYxEq3KRNDK27mgkhEkU4fY8nYYczrZI8Dz1yxnYf0WLs4+cUryCKxDWmsvMxEcz8mQpy4pv2LIQToHQ11OEfZJyNlQv170TvUmSZUcxtr/awAOj8g6IP+es/k+66+M7rnx+Vs0aePTHpcWxM/ptzaVk4nZ0R9pP8An+OueAxuWwtuClHIbNCxPNasSWZpJzWQIiRwRyOQzEsC2yNAAjXtueb7bt3+4LlyvYrJXu4g4uRZFYvGC7sZF+G8Pridf3+OhJcPgW3WgnL3Fh4XtpLk6wNSNZpxy36aNrix18HY0fnrl3Hl5sXYwK1o4ZEv5COnJ6gbaqyu3JSD7/Z7EfP8dATgard4YqtjJpRXxlFKt9GQ6dImjkrKW0AW5bPje15Dx0c7pxNzKWMJJUasooX0vSCVmBcKrLxGgffmTs/gfnxJRTRW2ixZz+HglsxyZOkr10eSVTKCUVCA5P8A9SRv8fOuudnujB14BLYylWKIwpY5sxC+m50j717E+AfnoT2x2fFibJ+rWtdrxPZNeaR5WkSOdyzJ6ZJQb3osuuQA2OuFft2ngux7+L7gvNZr2ITRWdYWd0gAKwRgAEllBJ9v3MdfHTjH2VsMZjuKpTXhVs497a2q9d4rVn6fj6hHsSPLcTsL89Wv+pcGt76I5nHfWev9L6JsLz9X/wCGt/u/joAe3cvY7Oxleeau2ZNqrkL0tgsA8sTI/H7Qd+I1Tf4G+uWQ7Wylu3lJxYoqbOYq5SFSz6AgCDg32+NiNfI9tn8dCjFdhbNHJ3BiBfWm2VoLbMhhWIzKGaQa2g8+WGxtR5G/brpYzONrXXpWb0EdlIWstE7aKxKNlz/4j8+3WAwomh7nWxXpQ2JZMzZ41DLKktKORysk5jIKrtVLcidHn9uuWutd3F20MxmcTaacRwVhLDbh1v6mB+Lemf45xrsH3BYfPVKCT2Kk2jpeftu/ckktzVmsRV4xI6yshaGQ7RWKkc0Yk6U7BJOh79O/cvblKjVkGXxNem8Rat/XRUMaeDwG/Ya1oexGug9LtDJY3tmPGUs0wsJcjf1iXQtVjICQclIYfYBsg+5b4PXDCdn5HHz9tGSehLBiZ7rvxLgyrZYnwCDoryPgk717j36ai+wt+jX5XK4/FR88ncr1E0TuZwo0NbP9hsbPsNj89cMhnsRj5/RvZSlWlHHYlnVdct8dknQ5aOt++vHQrvvt3I9xRmvUySVqslOzXlhcyBWkkUBJDwYcuOiNNsfdvRPWUzUM9LOZOwlSrPbrpSZccZJozfnhjDI8YAPqAMyqDoAGP7hob6FBPsXJo9GXOYv6w1WyNMWAjSFDKu+K+WP+ARv8fPQjHd2Y58RQt5jI4elYtJI6xw3lljYIzAlH8chofA99jqhF2zl4+76+ZsZGC4K1m3LFFM8oKxyqAiA7ZV4619qjfv7nrl292jk8Z/0ikk9GRMI9kylWcGUShh4HHxoN8++vjpqLXIXI0369ifSqy/qdNo7SiSBllBEiFgoYa+NkDfts66jgO4MfnJ8jFTkAkpWnqyKzryJTQLgAn7Sd6J/HWMx/+n16DDYimb0MF2jXWsL9OaaKQKJS5+0aEikEDi3gEE7O9davtzEWsPZzJlsQzQW8hJeiCqwZA+iVbZ0dEeNdDUUnQptgez33Teni7uOaqa9jLDHWBYkXlCnKRTJ9rEAH0iRv3BB60I7gw742LIJlKbUZCypMJQVZl3yA/JHFiR8aP46zg7TyaY/FVBbpSJQzj5VGIdS0bSSPwPg/duVhv2HEe+/HAdjXVuRWhcgaWvkr1tY1lliEsNltlC6aZWXQ8jYPnx5604wa5BORpLfdHb9Qj6jOYyL+kk/3WkH9NtcX9/2nY0er2Py+PyTWUx16rbeswWYQyq5jJ8jej435/wDfWPy/Zl2YXYsccdVqT4E4WOINJqLZJLgcT4HIgDezoHfx1ZjxecxmYu3qS0p58mlGsd82SuIg3qSMPt2vEvryDy4j5PWcYrhjb7NeT939/wAdS3/PTsnIniPG+m9M/wAdcqOgO7luyY3t7K3qoVrFepNPGGG15KhI3+RsdZ1e8Z69CFXx/wBTeiwwy9seuI19L2+37TtyQxC+ANe/Wwnhht1J61mNJK8yNHIjezKwIIP9wT1ncnhO2qkeMrX4Gi9RP0ytueflKjbPoM4bbroH7XJHg9dY49nOV9FbvjJNN2HDlMZPbhE01CWJopDFIUksRAqdEDyrkEE689PN3ssNu1St42WDIxZCOgsRlDRu0kRlRjIB4XgpJ+0kHQ0d9aDI4yllMacfdrq9P7NRRs0YXgQy6KkEaKqRr8DoRkou2wJ8XeA9augysmzN66hdILHqj7ywA48g29DXsNdUXGqoGmtnHK9yWl/01yPcNKjNTuRVJpUhtp5idCy7IOtr45D8jR+ehGcz+RxHdty1JWsWIa/bpuzUVt6jHGY8nAP28uC/A/jrUXpsK/Zks2QmM3b81TnJJM8svOB13yLHb60fc+R/HXOXtbD2JJJJa1iUzUjQZnuTnnXI1wO3/n399+d760nFcommynZ70gjyJq06Fu2IjV9fgCXQWP2lUAPLiPubyND2351Xj73X0bEsuJnhhjyBxaSGdCr2RN6XHx9wX3Ytr2B0CdAnIMBjK1mGzBFNFPFEkQeO3MhkVP2CTT/1NbOue/BI6Hriu2Kq28LJwDWA2Ulhmtysy8XBacMzEoQ7A8gQd+ejwZeRZo5OTL9tX5zWtUJVFiEqxZTtNjnG2lJU6BDaHQDtPvKM9jRZCw0lqtisXC+QsmflM0/oq7KEI2xO/wBzEDZ8b861VSKhewSLVnktY+3DtJfq5JDJG43sSli2iD776FT9v9s4bHzXbVVYadekas7vNNIjVgCOMi8jzUAkDkDxHtoDo8eCd8leXvOSKN2mwtnkt+tSBST+nJ6+grI7KobiTph40fnXnqtc7uyBno1a2NFa6mcXF24pJFkVlMDTDg//AJDgd62PI17dWu4+23uYGjSwJ3FHcrWz9XkbHiONg4COebKSBoa1r3+OjU3b2LsVK8MtXaw2VuIyzSCQTgaEhkBDM2jrZPkeD03BFUir3HckgznbFcvcRLN14/6EyqjEQyNxkBBLLpSfGvIHVHF94tbyVCrNiZq8Vu5ax4lNhH4TQc+W1H+0+m2j/wCvno5ksTUyVylZtxStNSkM1cpYljCPrW9KwB8EjzvwSPYnqlW7Ww9U1jFXnD1rT3Yma7OxWZwebbLnfLZ2D4OzseT0JxrY07K3cHddfC52jjJ4Qv1XpannkMUZ5y+nxRuJDOv7ipK+Na3vqvZ7y9O7k6NOtHJLBRtWoJ0m9SNmgYIyvoAA8iNgMdex0fHRWxVw2VzUsUxFjIVY4WmrieQKFDs0ReMHg33ciOQPQ+HtztexbuwVE3arepDYigvzL6In1I6FVccQ2+XH235HSsOwdgnF9zSYjt/FNNDcv5XJ0jlGSS0zhgsUfPhsNwLFhxjUBdk/t6097ORVaGLsNXnWXKSxwVq8o9NhJIhcLJ78NBW34JGvAJ8dRHbeJ+kx8AgmVcepWrIluZZYlPgqJA/PjoAcd60B48DqedixFsUMZlyjPNMDURpXEvqxqWDI6nkGABPIEH389DcWyppA3Id5SYx7UF/D20nq4uXKSrHPG4KRuFZVJI34JbZA8DwCeot3nWXO4zGzVxA92OCRHsTGPmZf9sR48XK+Njkp8+AeieQ7YxOR9M3q0szis9Ms1qbk8L/uR257cfP3b0fI89PF2/jYngZa8x+nKNGklqZ4+SaCMUZirMNDTEE+B58DpuHoqkZ7trvC7cxOES3TimyuXsWooAJPSi4wtIWLEBioCqF8Akn/AJ671e8Is3joIsVTnN61TsWWhkn9H0Uik9J/6ig/dz/br31sleiydsYaKrFXiqNGkNh7MJjsyo0Mj75mNg3JAdnaqQDs+PPUn7Wwrx0kGPjj+kjeKH0ZHjIR/wB6sVILKx8kNvZ8nz1XBlUjLYPu61R7e7eivVTaezgRkI7cto87MiRoXj1wJLksD7nYP58dazNZuXC4ypat05HaaxBWeOGVSsTyuqbLHWwGYDYG/wCOqB7bgS1hKqVaqYbCuLFQPNJLMJArKq/eDpFDBh9x8qo0AOjGVxtPL0XqZGEzQOysRzZCGVgysGUgqQQCCCOiTjaFJgCfvFUindcXZYxZlMMyGZFbm3DTjyRrbjxvf9uqcveN6yMYtHHiCwc6+IuRSSK4JSJ3IR/54g718Efjou/aOEZJV+msBZLS3m43rA3OvtJ4f93gefkgH3A6sN2rhyzt9I4Z736nsWZRqzogyLpvtOiQQNAj46U4BUjKZbI2ZsVm5IreThnq9y1Kp5WvCK0lYMiFAv8ATKyftbfknrT9z5S7j8z27VowpKl+5LFMrEAlVgkcAE+3lQd6+NfPVIYLtu7dv45RYksPYS/ZjW7Z16oICvyD6DDS+AfGl2PA6JaxHcawzKTZbG3W4OHkieGdBxYe4bem0QfB3o76m0STMr2z3FZqZC1Uux2rVa33Jax0NmSzzMJC8kQK2zx0jfI1+Or9LvhslVlsYrDWbUP0k1uuwcj1BE/Eox4EI7DZQbO9aPE+xeLtLDRlSlWba3f1EE3JyRY0QZPL+5DEEex35HXWDFxYaKeTt+siTsSy1prkyVgWcM2kHJU2dn7U9z/J6ZODdklJHLtrPvnU9eKvEtM1oJhMlgv98i8/T1wHlVKk+f8AcvjydHApI+7/AB0C7MqY6hhRRxbwOK08sVgwKVT6jluQDfwGOh5OgAN+OjnInRBOt/HXKVXo1Hgf7teBr89Ps/npMPfxs/36hs//AB6jRUz81iPAZN6EpguLWk9CUQmbg/E8W4AEto+dAH+x687t2Mper4OPIpcili7jiKTxlp19IVtNIjPEp4c3I2y6BJGyB49Q+8ede3trpKSW3s7P89bjPHow42eX2M9nYu2GrD9YnyAnyUKXFgIZREWMJcLCeRYFSPCqdHZ+OujXJ7WVt3LMdhppe0ESRhWcBpyzsyAa/d9w+338+3XpjBwN7P8AjrorkgDbf56VNegcfpgb9eaz/oY9WCvPJaOBWAQLExkMghCleGt75AjWuuWSvdx1a2WuYmzkL+NKU2jaasBLGxlIsCJRFyIEfE+UbRJ0CQR16ASd/wDkfnpFSJNk7HRn8HEzuCkyy9t355J1yVwNPJTVkZfGtxxMzKhfR8ctDf8AcHrHYy7bs56lkrE2ZSy/bVhJpZ6LR+la9SFmRFaPW9q3jRH2+OvVGOx4byem5SDydj+3Sp43onGzzTH5TuA1u1DGbEsRoUFs1VievIJjKFmYf0ijAAEMhKBQNjWwemy9rIZLsXuY5N8gmW+ku1pMaKrCPZk4wmP7fu+3iAQTy5k/Hj0tSWPySffz0m5Lryf8dH6d0WH088TM5XGSZ2PnlchWStj5qg9Diy+o3GXiyQk8VBQsArMBvQB6pVMpnrf6RTsZTLVPUyt6nPMlQCQQBX9FmLxePJQBiBvfnZHj1QMSPc/56iGbegT/AM9Oa9BiedV81kD3g0N7PyVqseXkqkeiwSaMqoihXlDxDczoty2dHR8jVXH5XvGTC5O+fVbLQUJwcbJWZtWRIODoPTUABNgKGbn4PkgnrbR9t0Y5ht7LVVtG8lV5SYlnLmTnrWz95LAElQfIHgdGXJIHFt9Oa9EosxXaUqy98ZqeOTKTQWMbTMUt6u8Rbi83IDki+3NTr8sdePYPnsvl60XebULuQWWHIUxTaOkpZkIQSgf0vvA/qDfkjgPP59MZn+ekpY/tJ/56z+m7ocdGb7SsW2zPcdG7bt24K9uM1ZbMQUmJ4UY6ZVUMA5cePbWusxWuZG/nu2JsumUivQZe1HZhNN1rwKY50iKtw4nwyabkQeR38a9KYMCNkkddORI8EjXUpc6JxPMsJm+4WyXb9e1NkpJvqMjBdWxQ9ON2Vn+m5OI1HkFP2kA+Oiv+ntzO32WxmrcwDU41npzQOrx2Q33tsxoEHxwBYeAQT5J2wJJ0NgdMoIJ5Nv8AG+pzvolGjBz5LOy0u5ZYGvR52k1xaVL6U+jLGAfQddrpzoA72dsSPwOqGWyHcX6T3DLgrmYmrQUKs1aWWmDN65ZhKiq0ez9nEsAPtPga8jr0xt6AU7H46ZmceT79OddBieZ5fuDMEdxPTv5VI48jR+gJx/FjXk4GUBTFsqOUnkjf2DZ/JL6nOVe76lSKxcyeNEkEXJgY5ApjZnkfUXpyISRtgykFeIG/fdKWIIUkf56byrAHevwOhzT6HH6Yn/Ty5n78y2M5YlT/APE42aMsDKUsB/LAmNQi6JAUFtjR2fJNaXI9xnuGVFe+lhM9FDHWWt/+O2NKryk5cdHxzJblsMAv4B9DYlh/b89RXZ8LsDpz3wGOuTIf6ZBlw95DPcfeStuI7EXp6Vp5GVx9ik8wQ3yPxr26zuPyVypjsnFSrZNXvZ+8VmhhkHpoysyOdROxBIGtAAn3IGwfUF2B9zbP5PTsW5DixP8AG+pT5Y4nm0Nvue7F21JXtXvVy+IavYZ4eMdK4qpyndeI0derpT4LKPHnox2vmMicWuWz9fJpPbsQURUSEyCJxqOSTiBtUMoc8idcQp+etezN53vz79OASPHQ53qiUa7K9GnXo1kq0kEUKFmCgk+WYsxJPkkkkkn3J6sjY2SPt+P46iBxfR3/AI6mx2N66x9NEdabYPv1Px+eoAb3rxrqPBv/AJdF0JIvx0PjqJ8nxvXv0ul1ESBG/wCek37fH/76XS6iIr/c9Px0d+/S6XQIgvjyB05k/wBp9ul0upAR/wB2x8e3UhrpdLp4IT7A8D/31FfwCel0uhihcdfz04XwN66XS6gY5k88T7dRXe99LpdIkhr26aTY9h4/O+l0uoBL+AT03HXj36XS6BJAa1sDx0jJvYbpdLqCiK79/wA9TGj4HS6XSRGT+3j+/SA2NbPS6XQxGK+CPfqQGjvx/jpdLqIYycgd+/TL/Pz79LpdJExojx1B979tD+/S6XUA+uQ9z0uP89LpdAn/2Q==
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o2Wetx0iZ4nhNCvO3nZWFCa1y8VlJThamv10P5Ip4WAdIQzFOVUikSSD7q8dLxpzTF6W0WUgNGTqm6yadTFHrRRVSb+hjXa365dARHyJQzJfWrIRP3vB960om9nFhaxdPG0Avfn1xd44D/Ls6+LtrSrjynfyknHorHJ8Q4eR/w5evUTsOLeyysZvhmnnxT25452kDMlhEDm4nkn7Ujjlfpx/GW5HZKvpza9+KQ/SIU/uJfxoY0cD6kn9JFONpikVLnGrz1ytTSSNNNS0YALFb0vxeEyV2nM5YN7AwUn6evlpazA9PSOSh9di6Kt+Eb6wsrmrOi4utXz/Yc7wetjPb/yxEa+lfspR6fgAxD90LT2pWlmIOI/yJo+elwNNbQMnMUXIAUs2DxvtewW8TprNFEsDuRoRq5jx8hI5KUeRaHyGCzyq/r6DDPmWx5Qubl0cZ5slmS/OQm5wuAQYM5IpF4EvIvd0U94jiTa2Uj7cFkrm4nCq+G/zRefre1xDeTcyp4LbOsQ4xe+9TjzQkGIW92DSjsu/ZK2VA+XI46AsUvqoo3RrF0+D2zUroNyWZ2ysw2OBWl5arJW8eymukjA0oHdOv0/LzNwq+BeclRLE2mJtFjpg0ixy8yQp5FetQfhL+JaOrqQyFOapHp/PeTOagCQlj51byC8k1vZv1Ks/SaJRI9Lwi2hWyXKZ6s0xrnYrdtShmTQKLuqAcFKGfI5pmfpf1zCsnnD8goxjdzi6Tb0Fk7cTVZWvX6mjuOvQHWmfnKlS1JTT7ZoBXFuWvG8Ry8sTUEoZc1VquavSqWU1jS28z9YDfm/Tz1YaguPk5t9C+Me6ZkT6Xtnra9UprIgeD69wy7UZ52GIB5tzECjjp2+zbw+J2FA7hzcoErpy1SyWtLuQojMAYYCx3I8f5CNFqAP16Y/IqLOcidlMCW57PBXTQOFw52kw73qgLilALaLxyPwVjQFYduMjoYZybpjN2t1ls6rYM+Orua+xXHxNkSrGUv6ePJS9/q79YiSTjiNCC8A/HArBRQHg8Edk4CQ+NGpuUnd6Cf69YrNvhs9AHCORoIp3+iQDBP6bK80XbNmRJdCJvm+SUNUxCc3atoaaHamDMYVrlePG/Jg5blyXeYDNrJqisFMDVuFVDr8TD4nX4J+ou3ihl9njZ6sEuEH+nBy0nOchoU6lLFrwg43ltunUTes2Ex49Tzd9UI9Zdk21ycDRLHJ+vzyd6OKBe5mJzINozFtpw/U8ZWgLDNHX9CfXxvi1c8/8nHZ4kj5aSw8/W1ZRzlxDSa0TKOT8dptYvJ8IehEKHLfL+VE84d2TvQn5lClLtkFbm+DNGXqInMnPsm8kl5aK10+AjgqBeSVBgsGgIRiEPXz4sGkhn/HZnuCeaPr54H4wcnNjMn5GKW9GNHwbia0BQrGhml4MwGZ5j5F4l8587/r9RN5JXYyOgHxfzULMaFPnqDQCdga7xfLO3rIWD/FnkPj5fKPXxa7pcQ5a131Z85HK3h0E1Ps9VfqTyvmAXg71jyhnwD2tYfbZk/na4i7HctUJVO5paYRwSK3NbtwSJmkXnzm9XhIOF5fJVqo1D6fZmasuQpZMRfL+VYJTuexE2zYN1CRAUrnW+zAERbufWw1zzOnGi6jVFQz5F/3Dl6qy8hdjM/IflLcWPl4+bh2YQYlGrZStS+x/wCUjazve0P71T+U5RLM1ppV51Y9zPLA6i/hDV54r+p/YOZWtdHyMwt5Oj5a2dk/GT3LAq97c7+UkRRTmEDqbkMsNj3gZXvZ/LRZei2ve/qLz2KPjkyN9XUE6B08aB2CzvnqL51wO+RwW8UC5iEGQc0yV1Tn+HrqVLBVne9mhOtHEqQCgLJumfQNfWw8YUGTpcE/+XkobrBLPPh+IHowxpE2aXDS8Tu6JlupHGaXmx5G39/8Dqp7tSdztmG1fK7zC6UgT/BTHclWt7OvxCj5mUYErFr+uQ9wpe5xyP5AGVuFZssTbwc3YnuxHnUhNvHmoQ+XitgPAvjN+qSGnyhObmOOtArrXTvXNghymPxrT1jYglNWO+fNCzpBR/zH85YhM8pxto0mroNQrbZ4a4acx2LPy8gIF0YeJ08JIr0/nXJyUMDzYx/9y3RS0C4igiJu076jFlxXDuX+9RL9ZRK+MJnlxtJcoO90XHnFGHI9a6FMn5BnE8n4YWV5R66r94/kO1Z/Mx6s9fKOrbx+ZNj+QAlFP75nTR+P48eOZoqbQZsZLDSsKC8CLNet9Pk1mMIWHUdUsW8nUN9NVC6C9ytf3NXUtyfWJ4dypuTlqnEhxaJ6ZGbg4zVxVIWSFITxQp96lX8SlEKJS6qVmbRVUeB2aT/Ck/3fzF5OsFa11Rm/k3FO2wzxnJXH7DiVOwu9ll/H9bVdbCa2JKSXvroAXVeujRqcbXsJ1CT9oLK2nrMJq2T1zX30fpuLojp1a8xTJpxTrcVheZTu1w8jZpa2FLZpae3K/L2JU4a1VYXevEB8MzZVdXvLcxZzE0mF+RqaH7ElPStqmUND4MmrfYGDhVcgqWuvtrUpmVSbkvTs/Fe4t1lTP63JC7iuHyjXPIsW9fbFLh7nioAXnitSvEGXEgJ+LV5a2nkXApCWuXSJ2MZVgtD2EKonO0mYl6gdPoMHC+ln4oeIL3hw0K3ZnxNNyUGx/APzzambkeTVnl5PAXtPC+cExctPUM5ci3kHZ7FGIXfxvLeTT+Tb1z9HLJ/4B1aDatmCowxmfSgXOtf4vVtXo204yPwK6gNNns9gDv5K0yxheDFv+DwlgrA5WOYRoM0um5cctseRhzU87WBU0qD8nUSqnaG6z2ETsBitUuv5diRkIQGorR+LLsYNZU7Xrwd7PaLPZ3W5onniX+34z9PqWGRfVLFOiSZXkZ9c8yxSlfmwjYfgsBHyYZGXx8kWl879KY1hhqZqZx8RXv6U08fQR/JiXwWfjxXnx/7Gs+f/AB9bEyhvhsE/G9qEoRRs0vH8jxaTNuCRFWUV+LofniLdnDrUhHwgAcFPT8HM96kKb01WK5OLkm1vymutmvP0/XU3t7wVQ0aHWLVEuRtRcixNO8hXWjZF9Yil3K/cHIAl5+WUM0x596Hmh0pivPiU0tIqTjj2jXLhKbVm1RC54r4M/t+pFr5qJn0T0wsIwVjFdNPiTNpQAz4cjKm4kuSuvUoFh0zhbwVfA+olbtd4IBNbKvHN8Mp0hQueTVyqiPanZ6VltYj4L3C2z7p4v7q6/wDT9opp4pMq/j/7cz3/AJcAhs45db/miGGRN+efvSt49YerUvWObJ2TVKVZIK404lgeJ9wePisU1OAJzVsy9VOS1Jk37kyCTc8M7ZIpvuH0FqZu6UPGyoM98nESbvYNxhW6wlmJrT2Om4dW9Cp3pWrFu4WZqBaNKlLM58XuCli6zCyjCpOkhE1TMSjK1cvC4AV1j5CPDclFxKRItWKPt3gdaD8kaugnLtcPYAJMGKS3Ooeb5HnSIPnx8ayp5DVZVvnoJBn7NZQZ4CL9A/Ca5H/bqMOy+I4zetdHd1moWGSv3FufPgRmO788rILt8uSqOrKi9k6JzO6jkgIS90f5Zq66GSsn9TA+V9y36LNcy8+TqdT2pckngDAApua3m0Ya/nM6xd4zkuX0x2dYaGLp8qCki9yjrk4OTgvLrTpGmPhue4VT/wDb4iwk/cFTWD46GsUjBwA7RY3k9tfQ1x3eYuzyHptYLdAfk96zWSZxHVeCOpZDkokzDWjj38k80T8fnFKLonFoRK2E5/E/j9KdZxyCub49NgnQrJZw2bJTtKlxnu/x51ozrH89/iLC+fDd2nLWUL9gfDdmJOEG0JOl9sK6NIa+O47jd16yowlcT2hGyoHvZtDCnJU9Qgc87QT/AAIlwvEVn7Z+AV5yHSM6RWNX5XheT0J8/d68CfwUckUg+TJZ/PCqeWK1fAxNpp6uB41XGq8MQPsqXnHqIn/Ki/VkcdMJYHiOTcpcOZ8mO4v+83MX0K/RCfkppaeEqRh7/wC+vWcDJlNh4W0Ax49S/iX1q+q5u68+GYnWIUXUXC/cXI/c6e3x1ffjb+Tepnj0bkYKANynGVMvkVQzfc41PHC9mGbkiqCSDy8O/wBTrIYZmYlUqNAsMMb1asFT39pkaG9mqPCFB7vL/muzQlbL5UhaubUso2hIineyZxHhAdnuU7rORdyegeLZmUP+4uJ+4SACPNJc4t4aWdaQ+ADzpoz+d2ljo/ZHY1x8XNC3ww7GMgtLkybyP7FLakrPFWSDugUOajWB5fP1UC3G726FUnpCACBr46Hj/FQLzBBXjCJgvP2q8+oPhYBmf9OLpipXJRxrKWKceGer2xWROMVj8Ywhhdb1CZCPs7Oe/oO/EcUvK6pEKeDmQtfIVjOEPF8bx8lUAzepuh7nqWThcNOMQHLHyWzt5Di+NwPXDl/GjFyB7I8lyKhMVcHsHhk4J8JvW5bw5YWJ/dyeL9S4VrZuijY6UcZ4zcipnXyHIAzGUx3SzlvrgM7/ABNsVeESgfA9DPWe3ywvpdNNgVKnzmVzG264zTLaxgwRFIYFO850dZP5VzSvbplLvYlC2sn8OSEfXg47iQ2R9ETc4nh+L+4ZuMj7cU4WGi7mEV7Q9LcZs+G2dupWs+DxlsgN4alvIfOlyFZurCocjD3XvF/wzh28jxvIPcD1sLkDejj14lCVwxq5QE7x0UCJXByHJFgUT/aPLfb7DXLi0yplC6qG9COpjGMTRXTQTvTTKullnuf2GAUrOTuNKuOppVorzaFsCiji0+ZLrNCq7+nFNenKWaDbQvRmPu4s2s3keU15xcfz/Icga8X4estTuJ5B3Hfi/FkmM8KAcsg+dCOm0qlWSuiexfK1LliD/DD+Ma6gP67r95Tk9RX4dB7xzFk9LNZQ8/rGhyr+reQW9njylws2RNfIbIr+dFqj9WFkanIMOrlWa7bmec09DkccHKbrPwJ8bRQzkORHcuZG1NVe+HkfJZeTBX52mtvFYv3YPKk9DGPgXAGZxMnHwvabgs4z1B5ECVE0EMNK7FWBOdSnqpmHGNEKDxQBSU3LBMytzn+Q2XeU+lFwss4sPr8uVJE/HU8dlNng3woHl8z8hmqxfzyjGQqt42lc77qW4IQfczeYMHDRPSVZti9JCnlSl0ruPSoGlG6gT5G2B8SGUs5Mh3HbOdXv7R6/svl4tb1/j9o9gPZZzJMclYTN41Plm8gFPIPbPyEVqAevkre7jmt5XmKVMlQ3CX3ejyHHzraGq9X8Z1r+VdebNtPMTvaNqqaGhVyKPBJu46uuRE/icb0drfuCSYa5yYrjy4MccLYm6fFYdvzXDnJLducry39iep4GsXWb/LRS2VOSNsKZXoNqddxSJtmmlKc0cmM9o8OcBcjllhsmf8VasvVJfRy4jrlKyjkSXQGq24R2k9D64jstZ8R9vtC3k7mnon90fb3OKFdKkyE8pYuHfDNS9QVrxq8J7POpzawr5hlVDp+KXh+9QCmbKE/vrHMkx/GnXgUTfkY3seWUZec+WJD6Xh8qyYdmHtnzl6/Z7Sj4CckZf6lOr9ejjeQuXaOPOk7jQ+cV017qnbzjyWq91BCd9Gg9J87xFg5s65ULX/kk3I8Zsem+JbHLdMKSdSz6lts5AKZI+cZyiUm+o/4ij+65VCCCHEINKua4ibEhpIPOIK7dyt3jmMRyCQ2cL1xiptMzFp5j7g4nnuaR7iwNq/yRxUzd61+cadnxA7uHv0w95cnL39FrZyViXdPtcMxkpWSyJ1RUZBydbL5kJYk+Z/FTzDxvGR7vIMvt2pL/AA9Udpofq/ivkXfOg0AWjQkphg3EfOU+h7rfF9Bhn/Sdv28hNbBJvsyuJC+wEhlqxFr2LwCt9M+EAs3cmbzC+SaJJ48x0Vbu0oLkzM6Wlx2sCVvKfce74r883YxiD7fZ63mNa1UsRM8TUa5k45afLJtaR7+N+Dr/AA0LylpBbB+EFzJ2QyukPzWpRHT3K1FTJcsBaoval2wlegY+r+DY9wp+T9gPHnv6T/IHm6XZ2ylLgUta7Z57jpZydusa+2J8bZto5M+K6EPuL0+PBZQq5TJ55uR1PXkqqHi14Kn+DAQiwSoYfGPd3r4eYkaJtc02tdy/up5E6B1fV6exaI+y8rDrDUpyD7kTIE75sX7DbI/wjM0KBPS2BW/G0K7Ja9vIquiqZKKkzy0G9i37CdD4XnO0ONfo5T7vN8g3BfyWzCgPyHK5+x7GsilYqVJrVtJWO5Hm16UpcUuhXH9nIr4MxNxoQCWJDjm1mBFyIE4+sVl55PahCCXQyEUpKR/GZSDWfbh/DJqKKwxL1fcXwqs3sfhyaDYGKNRtdKfFmaJ843lV1BpD5HSd/B7F1+F8+LfsqeU6ad7wQJnjBwm4pusaj55HOSHfUmPjRxkXqB2rTY8yUibb+w0udJRfkWBI1HsEXJhbgxUzgWcqtHr2cMy8AbLxe8dszDZNDpByHvhpVpxyuPWz4dtZTm4WTOs1KpYnArWcX6p0rh5MKJG+eDWePr9AqDNm5nkJyUq8XddZuWfH5vHc4uBbn8TUpdrpvt5vEtqOVOMaU9p89OrQTivURntqa1k73tn4uXk5pmwUiHvcjFTcqtkXJjustPk63geVjxBcaSKWLWTeQ9vrVk3R5qSnCDz/AIqN4/1mvJvCL3NJDdo/FqW3nHx75K5LQnSNuG3rVXZrBsyhrftrUqXXKpwon+4mt5YPKPkoE438N1jUxNEQ2D+xa9P5m+pJiSzOiH+ao2cU030r4LjNSsiOpp6xnNhyKrD1fj1twlUavF0fWPj77JvxUSWp1/GJ7bFxfdLKGL7Q1c1Rchv28rXCgpSW3fJD1IZ0Oe1DFkn7c5tcae/iikby5q+3y4naRW8SbdtSeZw3daeOXOQ4OT924TB9Yq1++rob38MjxjHmOeWevHw+WqZwqeAexasmq9mx3U5PW2VIFyK25NRbrq+5vFsBAZwnAqJSEzvM1xFyQcxseJZ7At+H3LaDPl0yMKlvlSoqqaWcU7wlp5tzLyEvnGe7PCwPSQE+8crjh1eYdwKRk0ujQR90Xsci38HpZPt3HJu+MWwA14y5ylc/xx2h65Sifnb5zYllkuduN4fXyynxOKas5T/JYupzmHKCKCXtWai5rmJNHGsWh+WT8qfFi6nKLKGw5S7jimWoeN4BKVeDGpaifuHnDQCh7T5Lobez0jLs/wAk3vnVArw7fxg7TcHH/czT7u3qIe3kp/tiU+rEqxF1mq8PE6Ym+CCiR7lOL7D4m3cjbX9vKW34VijPJY3fcdaEeOUGckiqG0kQKq4V+r2M7ILaOSFeT9nGOr5Ph6IIum3wFr4uKLkpXOOQ/l85n8KJwAcxVgKqynSVSw3NBdGrHXAO4R5oizyHNwzz4z/cX+v1AMk3szsW4rM6nkWf3+ImDrYkGeLATZU/FmPw0EH+oYsjGk/xxSWoh4CsPanppDR5FSGXi4UBGz2of7AuQKpzXog3U9e+H1mf4crav5HP/ucoPdZ9sq/88ehGfJfcNR+W+AArgrPnd83s4+epcq03ZWI2yEFNeIkP3Ok2+iqh6SeKFF/xsJBMEWB8bm7DKXEsiSdppt16K2EKCX92ajwdgpnSz/JOIoYZbQvq5dacwSdI9q2l9uvM2KB/SvLt3exHCtybC9D9tCfydhu8h/4+IoEA0yb6Y8fRw5JVgs1t/YQIL4fyi82cXgpzfAYotaOBv/zVR+YLSPtcUm3iG+zRLxR3UlPXOtDqouFrsPUbL8KX28nfHMknaSWcO8aaGN1oo9c+Ka3y5lkgPFNKkjE/mvuPjkOoz03fISR8XBYxoOQLxvSempRAdAUM+26dbstDskR7RuZQP2/x/MzSB2yJPO2qujimP6mdVUnwaR1jBmELpxk4zWVrEySfgwy/wZNxWDavKE77j+b5Zq1Dpab0hL7QhDWzbAo4lz+mvlloaqe5fkKbfuMOOn0Mkb5k+XiuOLKVlqzHkks0Axku18S0+I2+imJruQXGmufqqDkuH47JFKaFGpL/ADKmovZd/wAXGP8Aj+MmUTSIz7eoemlqFlyCfcCZYs5BkjHat/HraAJSGUFjur5z9R3U6tzDVvCsq+eSqQl2Yci8mHkvuRE/aTxxeaaOJ48VOE9Fu8oh3X+qF11Q/g6Smn3RzkQGhqWfCAbuiHQoNwC5Dh16e0ggt3mt2hQcLSf1W9vDPmcrjuKuShgU7+t8qWUrp0Z+0Gcc9jRonGfadTPrELcw9Upz5+CoqBS7GqKPazCrI1yGowPeMZ8o5JlNCECI48D46j9zN1gyycdTx4z+zZXHjS2nOzJv8QFlSMOcVmklcNKWh3eefkRL56QnbY19XAs2yf7aLljWpN04P5JPD8Pf6S1NQ9isus5G2CZOMqoSfD1CXsu1i5tnbwVWbnJJkFi0Vktkpc9zXDOpwjSsR1c3FT8z4Cbt9TkkiOMQr328VPfwdEpuinZfQ/8ArdbyReTvFB5+pCyOQyQnXdSuamxrlMkYuj9Pt9+uGRzTDxs69pCXl6OpLgjYLUoZx0UrHfobT5eb+GWte8ezJM4Hew/b8a/J/pjqOQLjlYXsKlY1rwW7lwSjTI41jOG7rssFLGcUVWt7mL2eW+Zfwrh768B4MksMFusnQlGgzGfzhhEZD1PrgLjRnoTx/Ovm7MrL228MfFJChCelWthtdyeivAb3Z6u+BN7vJPGw08eRG00ous1FaejQ4+6htDV7ME+e66NfrAp5BONgjT1vxU9ATnxRMJgVGD+m1UojvPS8bMFA5C0+9cRuuLweImgdLw0SxyhNn2/R5lPp4tOUn/Nsar/E++aXQTMp2Tsf46LrAbPvpv8AUTa3Lkenx+T/ACtXQW/NDY+BcGDf/wANAg2jkRHp+PLfLD+fX/b9dgRFZvocvb4i1avH8XH7XwXZo51s/wCMiHSMPkdxZ/r8cpWPHcwSeKrORu5FmexquSo4yh0ZG4VunldK51LPMdRJmUGOCWZ9bCpVTyzQEDTkZJp13Lp4RRT0FcCiD3jas/n9c6Ghvi8RQzjKG8WzV2cHw/OP6KkGa18nwv3Ry7UIF2zg05M+2/DzY5IPGvyHx1Gif4qaZxYCuRY2wzQKfiB0KRNGCxm0IpOtgi0fglHMQsV+75CCf8bya66USsq60DTHx5VcXPyivYsSwgxLV0AtLMz57dHHgjzHdRyFcdqCKZLqVK9ajEdnD8VzHmJZThFNocxLMpxrVu0b4tBOaBHK6uZyW2c7yPCrnSaKGL9P7o37XXU/xdnwjamxbSau0ZTqFWkR6vssw4+SIIvd7GAERYwePH7j2gkq9/KSzD+2ORSHkgCYw5dAdUbWInjXBf7LmpWxVApl9YS5XiOMf3+bSMHozm4LQm8POiR6XL3reoyZIyTkA620p7y/H4g2TF9yhuB/mHd/Kf2pyYp80h8kUuF4djOpjTj5QFpUbGGSo/29Y8FrF6rLtf2Az7h49Gj1fHb3fr1rxh3SOhfi5ZZ3g0GRsP5Kd9NPaorE+IoEUJHrJmsawtH+LPP6Ow+O5lUoT7X3Plnmw5vUytLlBRYpzl05vQo1LMBowwo1ArMxt2iKmVsifuOnPnoYlyft/mOQ4py0sx442zMjXRTOG+E2UqFlGYazOjojq1kvIcVCwXFKoTHk/uiv7W9lJqop+QTVx9tHUzrYxIKH4BjdxfGoPi+S9jkkJJy1Trsknx0HB2mb3KaX9Pw5+QO1ihL4F5uSpY4R7LTFoFmjoBI2cxTCV3oz1EbWonondmqcneMbY/f7MjI01R6t11q4rD9CVpsrwOP0er8W7mpusvyANeiyZInOSflDCaoiatRdwqjKKsM2qiCkmesLpah5LgeNjI5/Y7NkuPnUNS8fktR4PFRJcDPopi4zlNcN5w76ylPmDy+5OY+24WNrJqEp9ujhmu0GbnRj0p02OIcKdY8fbq6JlPzfKDtHarOMhgX4BcwT9tvJr3z1ihmEf5v9S640Lj5HCvalEpEMXWxzOO4vlzVhhcf70cbyZ2Mz/wConjOTKX2MVP7VfFUR/qrlU8fGSngbbwZxHFWGa1HihU5F/MRRuW5wJyelFmUb/ZVNH8Q30L5CKKqVcaPbt1lSuXpNRzoI16KUcQ3e5D3g1hCKNasgYSEelZO+mmnjza9MwYiiSddi5qzygjUyqejKOOVuaVSPOlI7P8OLzq46ifzxOIxdMNGte708CPM9hZ7Uw7VdAgBA39Qw8o8UFbyEkNbBm4veWQDmRIyycfLyxZjU/UEG5nn7S1f7s68b+vxSgZOSY2Q7ltEBhwc3j10nRvc29aMDs47mJQYbRAquF5JXl+ycqRMfnxMcIfnNHfgs+c+RLMLN+P8AxuZuf+c/6K91NDu8KPAURNr/AGLEO/C0AIA8gPPgDIdo/wCNQsZ8BpzZsxnbqGOUcLcx7T2EVDR2T4JVq93juxDv7UuPn161Do79ewoMdNZQmQqB4qsp6HVu1Y4x/p9Rr2kep7mF0Jp+FUMW7cH64xUue0V5hJN4ce4fWW3jqb0bV7CU7FNRCppS9uD7Sz/rA1fYQvHJykYmzw7CRM3DobRysrH6zjm2+v8AG8dcdTrfV2dLBOzq7tz6185dpwo2rCXw/Ia5SCl4wjbOOQ9xZ6PJ8WbfXwtGKmc2fE/65Q2cBpbx1U8XUmPrd7VfJ7wEy5iqCZOi7koigGkXZJhSb5PFSPIYpX8e6V+GnZYd4sj2drmqDyU2Vb4M6XUJymiWpiZjevucHYPy7lVA3bORlTU9TJqMtMExVvmnYNXimU9jG45UG1AUryls3cGmeteoUAuOGethBxzPhUi0x3oFRLm0WlOuiF+Tyk1k5Mn3rEiX9NEtE/j+Nw7x1Ol2tKZWyarZe1lhM5tSWxAs6FttYh6gaww1R78sj7GMCqfj7fS+eNSXJmWVonxDQWPF58gtjMa6dcugbMxX0vK24ltKRaC3x0g9izj5G3B1Rz9uM9TieQMkGOODo6jWLGpBlDFtX455UUanjay8tbgO7i6pN1u0KcNgMzy9iTSuXrJQY4SQWJW1aAT4Tcc926lrZ/iVfqStxu6y+Zpxq0jAK1UsUKm4zaAUeOxZIGklcfW1HxRTeC2seuUkFKNcnIC6vz2WahbsoaphfuF3cjAl7mi4uPpEJ8n4+agqBaUuCpZ8dVJ6tGFi7FOUiQ3buL+i+4Dj1KI7uXAnN41uvTRBe7jr7WToU1y/lnGazamrFy5gAn9H7wHpAPPWcgnjdlRxzcInU8irhidqzQoNhXZViH3/ADsf6moXMbuKJsWTOW3KK/I/xNOKZWhvY/xYM+9jmNnFim/Hja4VjMx9OYvKGJnNjIFg82fia+0fbrpUYJDZPYZTlvGtGtCVk5NCR9gRZmfFg5M5qJE8QXZkOULpRzzqOPi2ZCO6lgHgHjhKdfhM7PkdHWiC7n+SulFLsRRFQvUjkUfcbFav1fnZbI5EWEWpZ7mQyVF7JqNZNW5yLK+Ujc0OOe1QM4uavOQKrNT5GrMhOISWD9qZq1IFqfIwNLtwuozVqPx1NO9nHXDL1AtMzvJ8tJpYMw5tE63z06pa2ge+mgMKhTE9D5+OY1TaeVZy4OGNyEHrDzeEvLk6Az11Yr+xR5C0V0Q24KdBc1TvOFhzn7+8o/GeYJMD0c4W+uxm/tmWn2KTDNwvqog1RSzb6lXlKwV4tuBv+w05jYmg0TGheHG1WkwWksTLCaVM7ZSV7LWem9qMWuUOZFlBZMQL+UvylHd4k2kmKRh2A1Y9G7Qxn5CTjQ6UafZRTzKeAYWfrmhPDyT1pte7FrDyHo2gjWJ/SPcAy9fWOUQtpQI/A5jOw0MWOh8aO9b90NIRZg+a8IWHk7gcbPPdG7k5z7hbE/Xp8al6LdKCISpR8EaUDMTCn8laKOjStlGC7rK/k+1K+LaSONoPyq/apbEsXLp/soxDsDuBDPBFk6dU6X1mrMeRu8PiTjvxUhPX7fTQCIPlSfZBojrGvH+w5jT9igOn+SWQ2bfavD19tWzxv8acxqarOaeJyO8kVe0pb1sWqcVmhkPyoU4lg+/yGfCcl4aXMPcrwvj1vt/iB+S35/qdnz5vpN1KgR8ZV0a/+5X2fKOSu5uZoM9ntQ1XJX22pegltAyHwPAnQKsoV8t5GkGFjfyvJMpeHF0cVO8vk7NJmT0cbxiaC358yDQbp5TTjvZoFag0EI7WcnWpRiM/4iUS3bBWwgVV6kxF8mLad6tyh+kXI8ZG1qQcpXF2Lm5Ok2TGvjZASGLZQ4Zbs4wY2duLCs0aqkzLsxpPkAUVH3MooDOSqe32csmW5zD9smeyPIfbqscel3BbC/Wbjzq1huxR91GK8mDyN2GYhFbCjM0a/wBAGO6sFiHwP6g0c7Zp2K4mBozexxK5JuLl25/fMv2ZuUjHr9nsPzf9srao6MPXL4+tGEaGWqb+O1EywJevCX36BMU8WaxY2cfaxiVQlWpLjR4AkKVzt3FuFZO5Sf1n0GUXdTLYzwMwCR8Jl0PxBkSsj1TPHdanEh5Gv4H6okIjZqtlbkO3WDPCyPLXZoGLh0aSz7hdTUllBboWyVEgO1TmvFiyfrO9GCyx+etPbx0XGbx6etwGM/pwz5OthMNDPNspK8swX8XSqiiCmqi4paeQ5HzB3I5SFG4Z0BYI1tptbomzfmihph8eKsUDwHtdLR+jE8lcJY6Pk85UlH01j2rXyZBQ+dnmg2YoHrIAWA1oL+cuR27KF5bcAtKGr8fyGK8aABXr2M6KBm6/GlvyWdjPLfSZ0IRf0aKGclTm0YjmivUacKvs+B5nms1jE/GaVk0r92f1kjV1p2eQOP48KCy29hLh4Xubx+gfsm9ezbrTW1G49pZ+42EA/CiKI/8AtWwrx7eTlpyV0yoWI1bmpqDDmhTmeY4W9OUBvn/Lqsp8BnVRU5elY8cx/JUGuotZj80u2i0g3DLQUTsEMX8BmBT0gmrka2GB+5UO12MNvJGQj7Hgx29bG/7d3EKFI/E6lrH9wahbquOUObyvI4vbJr6GwLWrbdXjM5LkXt1Yh/PW7soFhgGjntgylnRLCbGX2Yxy5E8ipS36ugO4jTyvIjR55u1BSeUdoivAd62lTxnLQPQwVcjTRFXBelK86Dyg8CcZl9cHpsWiRL3+mK+891idh+Eu9zvQFVi00e8b2O9lK6BXR4MpcyPHCeceZ+cHrEIaKm+q/WJp9wD3kuUI9f8AlV835NIrN14byiVVkl/YkzWIEvVZ4f8ASJhsFapAMv8ATyLaR5Hh+QkzQLPA59bxnhUHkJsWfWogIu1cdUFj8dH+O9dj1yvzwhg5bjcwutU+l3S8zSW7hYIuXOYj1CaWczve755tHrP3cn/jzb+VvzrzU/DM13LtWSqO5bVrWswLCZ5sLKT9hrzsLDVIS9YyjgqvD1+rPmLHfbyMXN5fC1MatZjqpzTUpZMwaeR43kd/XyIfxvPM+4UTeJ6U4TZa56lBPPP1SEKh+TULfqiNdLi7EcOOvcfY344c1tm9gCPZmTm1H705OkdQT5sLq0cWzPZZP5KpQv154UgrLuLPhqM8AnwWYMrSzj1s8ghPfBYnNuzbY726f8wl5qQh/rg3PznpFV0PFOMXig41RTrHPEGFQ9mN0hxffWYZaRdnxMO5HOxPMX8tJ0T/AAmchHb2Jq7ZfmnBBivUZmkZciT3iw+RTyJAOJ8exH+GyEBLV+Y5p/a3HeRfOlqXXJ/+qg5asY+rMq2751fSDF5yJ/cjKcW3FeQ+R/c9v658fIJmE/P4cThrW5iqAeNQ+ICasflf2rbv/PratQT/ALUmwlFZp9Nlasdn9ckkyl7MM4URF0qnDM6IPuCDHrwls6z8PuGlgD86KzQjB/b24x/I7XRS+n8n3d+K3CzlE8Cl/wDtDMDfj7flZ8LwJ+x1PjOteoWidRvcfSrVF8eKV1AXEx8N8U5H6zGCMcu6kccOLe8mfuERX9HUqkUm2viaWrKdWod+N5ThrvioVYrbCBXEdUTKdOmMraxXTkzFzp6jvvMMjmgUTfVJgJm4bm+Dn3/t8V3Ln55/iakpwiRL5gZ+wdCnssuZiE1ISr5nEQGqJEW6PggfFiOnaZnAIuChzNJjAFIKRXJZ1ULZ8uIY5gVQgnkxsuzIxKVq1TqRQYD7Ez244Hana5LGNOzkM1p8sW4tiljn5nkn8jT+gp/dqtpauQm9myniLVeN0yKA48MYWZAx7M8M8lu9nnOP5+jC9gqWZ23cYjC/m0ek3hg5pKJPITi1xjyHF/iWkZeZLQXGcbxbBBW/MeAc3FRH1+p+je7fPVNFSzp3SVh15T0B/DMv+tw0wAtaNRnkkuEkdOTe4Vm2oOo1u8R0wL5H54z5SU8JikuKPWpyfPW+Jspx9PvYI+VGUfoSs1uPRxlFJnNFrsh8ETrOdLuHo4jA3dAwJifcppS0AT4FqldfWvfPKivrc38kvkma0Zj0mpbwTcwN1P8AX7D+35do9bqWzupFakr9UJaOQa8QzahYha1qYWj+cr582OYaF+NTLK8Qpiw2iWVRYFbaKTeuLjwP5Rx0U8a2M8R3okSKQJnj4hhda809HAD5+dwQH9uDvlnwX+39c/d+nl+3/wDf9M3f0/8AH6/X+uf/AJ//AJv/AEg6qetM1KHPn11KVt1HIcdat5esY+wSAifOuR/9Zm3a9heUwAyfN5qlhI/w+WmzkuQ0Gu46AouRJiP08orC3KS4/uxldvzVTyQ54TBjaeYaTv5BJqr+TwlJafBNaibzbvitjuP5Fitb3NlXYqfW1CDGEx2cy5NblSLe1Nl+ueqF7WJnZW5jcw2TsOZ96oV/DXvtn49P8Uocmecs1l7+JRFDyNdVlbwqlfZXI6sM9VGpQdCJ6UyLnHlVTtdWIFWxIOmdz1FYkiiZO2U8g3xWXDfdfAoYeex4lRsPM8Sy92YO28hBXdvg6hWp4/u5E2+lZyB7rKLuzY6fuzifuCRWN7+w2xQ8SvjVGwvINPHKaAr1bV4z7k5E/HZPPfyN2Aa1cBRxTQBa+qhDNtYHIe177DpZutevK0qfr2pssyA0i3P81ujR+xvB+PFgqOrWK084/k6GcsKMozeT2XcfOLAajs+5eSfiHy7/AB2vi1q05PQ11PnnIi428ifK+cQZPO3i6oOP7lZxM7D0F/cfILwpaUl/mfNeXcX2/DxsThZ7/YvZ+URXybdAhJ5U4TNJ49n1h59wcl62PQYpzk7xwZlfcT+TbMz57KaCo4xw8f7PvIYnJVT/AA2JhpHkIytXQ+xMp7yLa+QKg7VcNxPF0F8lutn7j499IUKoMlMoW31mGDcaQs52ivDn6HJfyPLAD8GXgZ1fLk0YaDE+P5KlzZlqOxnIENHkDqvODZOcOaePj4JSkzbdndRKvda01qsR8Ka+LhhxaiVvp/mp9PS5U2BoUczU/d0vlTeT5U1kj3OYuVObBcnNMDr4pHvjKFPr8d4ePUWT/U+v5iqta+WVyBjXyFLF/wBfk+HvWaZUomSOEHHPQEFG1TwMp9mN+fyqYqj8ozYhu5WxkmPt0GDyHI/cl3SSDds5+W83BpOIdKfeEUpA6qr+pJ8fcNYJQ7+ZR28lS2qbHKVouq75/wCU+Or54cNE83TYz7fo3vo4DKrEsr5RjVi5VJMHkuTJavhcw1Rpga3VUorYqrQ/Ia4uOTWPQx9M4v3l0uq9ouV82bQ2ithLP0UQAr13k0OvBR2ExTVaXl16nfDGbG1XL1hMqhTqZ0VsT7PTx323GsqOxNXtgP4OpWyl0YU/KuIKEuUPl8fltyPeQpuKfWWNUWO+4Oc5npKZj/XMmZysObQWec58MlSRJFP9S2UOdci6y9lrLkWcoDmsz7JX9soY54UrqLfyk83NknWkpPWCA1hoXRt3t81fRNTJy8iFbc8kzouvpdIBzMWTX0RyNUoeS/Iqqzr2fM1HhoPRx/LbC+pbMaYW8qWJd1PyeiUyp3AYlxpOjfX/AMxUo10eDzVVPEG0b4y38q4s9vkPnZuQ+45ubD4ZjsYb1JkGYezfic3a2ZodACznY6eZqt/KcC3iZxpscciWO4mfj9Mp2Ic7DxyGUlb7jHUe9T7E5tEG6YfkeoGPtoONNnJql/tu+6K+jyS5Pl/a5vj9bZk62uzjAJit8ELXvby1BK/lbmlfyfaqrU1ImOHVUTlBiRfmv3HUnWXj4ektbgtDK+vvHyEtUZMAsEyxZ+RrVvmxeAbB8PgGEQCRiOGXGjxMzWiV0m3MW6ABXHl0QVg1VuYxgnAy5wlG1dC2zLzOzsxZTo1VRvVHxWdzn8KzNrHi6F0Jo83uobKHIpmZy13tsvryrfxSU4ljDgbxKAXxdE/HNpC0JwplNlB+4tqydjRNchqIwHGeLEmC9Iy+PpH7ywyTH3ac/CaxLjV9wFTuqCzFU4mwPt9bPB8uN4xrhn8L8dUu9kmvLjncrGxIspi1IxK/wMoxWsmZQhOh/jF7lh4Oe1W+XZjePU6Um4082ePKwxfAg4GMn54uS1W+ySWVT0q4UONLSVGQUrGtLuvkKQ5BJLua4uD5AuPZXRw4tXyuCPpIYU72E+mhjGMKr2Y+PkxQzAjx8afpmMOvu/J8I8OreHBux7bL+Xk+fjp9VUwv393xcYEYpoczrH6WDMspydf28OETuF1939WveZXRQbdWjprbOJ1LhZRSqYFJ7CczkFchnFpfqEVXAnaB45KPgft5hcf6Xk1L6FnyzsGorsar2Bl6dCZVhi8Uk7z7FAlvr8F+kv45Zi8Uld4nyIcr5K5AGNVDRBjj44Y36jcalHsL4z3uINTZXwT+UiOV+13WZpk3L8Yyb/EwWL/RTYVzJm/tM/m5H8eix/y/limGhnBsH+Zf3AXF+iTKltyUH7wu0q5EhYr9qph9XKgXQMoUCAN5zop0+D+Gh6WP4YFzER9KfezIfmnaKzDGUvdGD8BBHuMNf5SgBQpXDiIwFe5U1HsssJhzq43Z6ji9VfIPqW9Xvzg1YpauaC8ueVtCsYx3Br1hZ7hyU55j+NYp/XFj5V+OzBZqMtbRK9/0xWDZ6rLVuWcreFTQoB+4qcyYzJyt/GfgEzOp8OzkzdQK1vL+1OrkKpfyFYKbRsUZU8KqatLs4zwSvWL80evnvbO+gccDx3v9uYgW2v2juSRUcIE24/iAJc8v3fynu0Z63yv2HfbI8ZTctglNR5+sibt9mMeQ949S38cIRaM3FUb7v4+L+wvwunAqBu3kPYnq8IXf1fXdMhbPZobqrxVVnYaMp4CquQ08X9uJSMJu9eLCouzmTsFixk+FUOmVO10m0YTJ2iCDWPlK7ixS1b+cvGs0KbZ/ISOB9DZPyCc8aM8tE26/Pr7djzKzrL7fjVV5fjq2HzCeE5UuS3kqmGzMaNyeJGOpThgda9wVOapy/jjmq9n5yfklWKA+G7PA/uLhMhcwWF6pcsP24HKH8oLeNC3XCS/g5g1NWrp9v/C0AEM9CfTV9w9XK+9/WPmp4t0XOj+GUcZySDEVYDB6d3CkFdr+k/ZQKT4yZVUUHN8J0FVaHhqL+Rj/ACvsT/xyPk/RcOMW5X0syVR8d2Iaoi4DXenvI89rLFkBAneSHjVcGKMLQh19Ja6P9KdngVMFRXL+38Eyc3h3M3mcgv7fybXOLDd7Q8b6RwEce0nV75bH4aHG5jrF9dt6qzmbxStOQPuvii422jCzxIy+3JrGmqYMEyobPTH8tycYt5NLfXZoBZgnxQqV/kUpMpZoOpe355hb5gkiXIIk4qzacwio/rj5lzBQVvbvxrmLZ8Jq46cgnWuWjvfoXk4RYU6syfe1yw0mrkWzg/W7h40Sfbfi/BtfHZYYvQiI6UkbvmWMmSpTS7DH5RRgxkrki+32rc2kkeh7eOcvB4ZvJ+DfVno1NpXK/AjG8FN3kjVn+9qp2cUNEYPy1/NpoAFUp1fT9z8XxfHdJdDP+Pi7Krmg4R9lUjqcaqdTWgrc4Z4i9YeGrY42+x+Ni5Cheq/HEYrmZQ6FlOpNA0o6aDlqdPM5P/w2YG2VlPw3kMnDyzhuN5UJxOqRDGOxt7ZKMBBEnInPwGbjkTKlok9TKUCyNusM/Ybi8NqvjpEVl+yopi7CRyE0jbOMounCkpIAq4nG2VZxpP8AH3J8T+Tq40TbidgZ4xQq5FifJj/ZOjjnAwcV22qu8gE+mpk4SMmsWlEwombNyNHITz2H11GVCAwJHZQ9qZ0Yo+M5RjFg3hmMc7lXSYJ5RM5EjvuWvjJq3KCWpXqxwBOVNA06TqSzcUqNo2fXDp/CsgnpfJ7ptbj2Amv7Wq5jx1PgiiYA5HFwjW1OKY2ShBYqhmJXJtvHe4yv0P5J+8QQ6s/tpD4z8Id/tTFyvL2Mm8e2SXiDW9rviqqfmKh49c/IQzKOSXTof3sbxEV/yQ+oh3WNdTof40s3dlMtzGec6g46vifADZZpWjRgJBKq+ZSoULoWmi41Bx8O1EhXwH5eVv6LHyb5I4OjCbpZNg+bnu0Y4+R+MlJc+gJop2TXPapE3ID617I6NRM+9kvAat64fOZjXtbmVs+3ncujDh9RXIEDLl/iZsbPL7dYknyTXox/T4w4F1UyaARlKmv7G4R/aq/NafQ1G/u+5H7+tmD4cNXunny31OMbPxnqv5ByVs+GjyCpUl9xcDxbWaUyiHvyDkbaRFxKyVkjfaQ0FM8LTHiX8li+ayBCpgctmR/iEXlVvwmjuHH96PMcANMlrzfLN+daX287dGZz2pF1WtlYvh38ghFP+WZmHyFoJ4yDp7ta1heQhVgQstS3jvJUE33Y/wAeqpbrfxd0WcP0/wABipFUtFE4u+XFZTM851eKTz6oWvhQChK6yxrDtdN/W3mN9jxGGdjY8DjJltaJgS6uWiXo+BJbVUgONbVKnlXJAwQ8QyAPtzibO1jRS35AOTupNtE+Od60dEk0FtngH1lgcN1aHKFK2Q3ZVQyUePbRmZkvz6fIMu6uOFFWeOOMfn571fEby49eDRa2UnFTQEniFs8idmcXH9rW1+xrZwdPMo8lq+KNAVNaq4OEMDG7pojL2WONP+HT5bpQXrI67h5Uk8CeGtih5Bb59+Kd6VcPv8HHoqt5FFLif4qYEdGJnKSmvjjFnvB5OQkkTlRn6T2dYi9zXBwmRXHx/bIp7LHay1/BTcqhEyfxqdsZK+nZbEEUp6SP4tJhNTO1SeBpelVLldwk/CapfJcNx2EtXplndv5OmjUOYnQDjmYW4Bm6fjzOdQrq598TelVZrDjh+3rOQWwXUJmP5zkUpnOlk6lkflOK8Mh3/phfGeWZo4Xx+7BLx0szf9cwtEd3P/PiPz/pn/o//P8A+f8A9IvtUtvUwXK7AE+to/OC1flm+DBzd8TH4LPnfjf1/wCqnGpZNT59LSAdYrszxZ1HueQdg5mH47nlmfG/P/o//8QAJRABAQEBAQADAAECBwAAAAAAAREAITEQQVFhIDBxgZGhscHh/9oACAEBAAE/ISqln1qlVzm1Zk3tkMPcMkhmxpZqqw2TqaBZGFKyVLg+BrOS/ab5O2yGHKt5ln9x22KSnHkBQ941Lb9vXXGEfxfYlykN/OY4XPoVfdmMyK1/UdJXqbdVy9lthA6gHJlO+DEmLMqiC/tmgMEO4D1d9pphmzUH7B4dmw1hCtq64jYNeIwHrqvRQN9T7iLBC/D6IT7fNDhuAe8DK10melAB+A0dDVzn2jas+4L7/J6rMBbc1Tag0OTkf0KBpqyqNsuAmFrxf8JfSLvyPcGvE92QnMYe4hNnLjLt2QpIfsT8uCOenYlRiAXH+9ObBg0/Ww+aR914wVkVNFqB8XbxUHthC/sR717/ADgWd6dDxi57cDmYxZLh3ZG5QagabhLyfVgN1gQ4L35Xy9wC8Y5zrimFyDA6/Us0yD3jgQIrCZ/KDD7VwDQCBwrVZlRiYxPMYEDUTj5en5NzGJvtF+EKuvhpXEuSpIsAmsuTSkhriSSOd9neJ3svfOFAUDT13Pq0Tl7bCCO7AVTAjqSC3wHfQIgVbXgTFDTVPIx6PCZ0cFkb2hVsbxdf0KLAdNBGNy8gBT7Kk26G8JoAnHtMu/0CKC62VhZIRMzZ6ymqUnQqzXLJsbOUHZflZSmWu12iZisgU6Yx57NUKLwjMh5ETcVSUOeVjiNrpJpBcPTt16tCsqofsfo9nKf07/cMSNA2OvPoECiECVHYW4mcq2lGiyyzcic8mTaIzLaUccG9TQW/EcOfnTUMhlzUMFSxI7eoedMeGUYzpZJHMmqV7A6porGQVhBeh5U97chVaBZqnQe2XYclsuRx5PWnGpVp8qqdfFA6Dd7TNeJQmXQJy1VUOrpXVkml8gjC0u8lRg9nrdvhq/FPR8AWNjXeVm8y7ra+zkSeLrIJC7KBc9/c743K0nAVAifeOjKGNEENjG8x55JhCNa2k5aJIp9Tzjlwk4cI8yC+K3HOooW+6UZm8awI0uISQtx4x20mvF5j6ScEvelKqbYDjgAtoc7CYTwwVbSRi6r9gElBWkyoVIa6EaF1mk5QP0MIU9ddEhM/zHml5rJEzSBKQuSPWe7N6mHrBUYt9tQnU343wI5o2LuMhQPQyEzit2J32KNHiKlGJWBXo7InQHMeXXOIcCjIUr0N9jxhAk+KCFBBAYxDU1YhQvsSEEhpdp+VBTfN/tqPCeaZJPyLjSva640sSLkGqandUOzwepA+xyHEv39kkg/uLze6OuHKslGb4CuciiVoOCOy3vG+Fhur+tD+9ELeRSSnN1jeWHZiXJbVxOVZVkS3v8EkvZ4JTl2wW04V8HRDdVTQMeDmDV2Sz+WV8351KqStFYhiJAk9luXGYPeaECDYVjuS3myukWI4LZsEHRn4R2QbUvc6kwEw0NhamFCqQW8k0Pjpfzscws5wuxOd7X5eZzxoWb3ZdhGPUySF1cM9IOFeQjcoO6rc+j9Nq7gZWDkwZ4XC1jDjb1V8ZEI18+D1mgdQQ8BeUJb7h9k1fla9ZY3l4k+m/wDg+2sHBGwwTMlIM7XfYEgYIX9HgXoy7ULFqbFgKJXhl1oYELMX3qFkna4lkAv5Rn81rmu826i+CSxw+vdVZQExr1HanaWKs0NORoa8nQrAEqdck0RdISKSYxFAu0S89CFZXUwyjqmUoOe351m2KaQvTWJv5vHdy9UvHoA2t/PfEtHzOTOe3vXrDlgEAVUE4xwPod+YSVZ+3YKRppySShqNS3Xlg7B+UVL82rYpAUMSGKRmSvfrZVk0BvMlMzPCwy1JAZHAvZsdKyjmYew8dGxT0JJ8ZMydBzOq9tBLI3xZxEl4KBGWGBaIG5qZcy+GCFakfjCIDsB8imHolS0/mpfF7WHGaI5hMB4iV/4L9297vbh35qrvWdlOHNDGlCxzovCx1w6RaTu2wJbWgHBT0btJgyQzClUTJo7TAfGzYcXQgLLxmd58kk9aptvfeN1A3vWtvso1S21tnHM67IOeWZ/0ssNLuogLXZ20rE0zGXD2jtlhu0fDEdfb2l946/WccJxro4IaQhaiQPw36DmvfTYL4Qh+hv0aSS19q5fXS+k2IWPXy8W1hrH3HFJTaHG5t/BIHO80gBC7LXGEomSuM9uprC559H0CzUpxb+KQKWdj1KEXR9fpd/MhUH0tlWqDzK6ZkvZnlIKVHiL9fmbPZzXFG/mct1BwjM7VqZLo2diml0TooLuay5EsE/Q+8B51XKXZ8SRqjQ53Vd/RBJt+CPBiEw8x44djCPA0abk/vdSVFLr9wPeIamFOoRbC0h3kkDMgvBMaaLBXppPvBfzNrAIyNCNePgFGo/oe+h9sGqjcAnWo6X7Rw6jO59WQ1U9ooz5deKhD1gAFAECV5Gi3Bc4a9PIQGpZhyKFf3C/FpOooNQNpvIlXDDS9gD04q4LFbPtsXzwCeaK4DHh8u49gGZCq0cXf4beRUfThaX+lNy+KXqU5wUsPWEvdsC4Va2pZbOwN8wYAD0Fwu/gboEzYcQm4ft0QwYlDE+2RzAPAXWW282su9qzRO2uRfJgbmGn9GVi4acz0bQTNaCYDbw8Pu1Pxso2BJvEVoj+LWJfZkQ7bumcmYgN8BvZXtaEvfxJfw50CylQ3/tkPohfTtbei+YNgzjLwSazwinXGeZYxV5NjspKxz620bYtQZwyfeKAH6LqHlV0t5sKmJRtbuqT2+2S27oJWFPT0xDxs3+eTtkHw1v8AS85etI48UKiGcn0TH5RhqZm4E3N8BER2EXbedfkrCSbOxtUQAtqeUCu4BAAlFceY7LY0nORQsPgMn07BmTsBCuXARPikB1xTeyG8B0sWVMQzaqp42Q7gTR7PbNWrhs9HwoYBDH01cVS7U/PTVvXQ6J84KHBSWples0Liw1HhhOPOOWpVVDpJdRs9GDuWsXZHDpn+EN4cGLq4nrEOoMvUe0g2U1+AlPBJUhdrwt6CAEQDBhpcIR6tTkMOj2kJPbStO2gKGRPGzh5MEYcO9jK0huEeXJNg8XNhtOUN4UC9vNF2fs0ZMOQCxbyg48oR1jVgUm+89iJaGxbC1SNrSpJ3YCCfEwELAIbsBdpa3IwFLT8ggs88hMi78OZJ/cI7tng0vJTUYLZYnu3fEH1xMbABjZV5dAymqBmv4sWvMQJDLkH+DPD2YX73FERF2vU4PNtDt+Vn0SP7SEp9lRIPO0zBhHlQgT1qcui5Y3NIIAbLeM24u5YVplo9B3K7vdECRR2yNZ1n7dQdnCDvTiWxbAO19by0KqPuQTGqbhCJHQXOAEeh4QdWy/W5JHJLgzDB+dQMVg1wI3nfsiJTQ8WtEsTaoYWSVmss+MXh0baVkf6h7nfE0jDX9ZpmCiPYfWjzon0jmlbhdzOEKiAOdDLhQAw5A7A/RSyyumqLBAk4QaNiu8UN1fMtMoTpLWnFTdzGGvjkZcpt0kV8NYw/xhqwJSXJgwFwdMW1dK9gO+7BIAEytxVN9zDsc17NFjDmA/d51yvWHmjs6gk04cNYQ3BFf4kP1qe/0BBPcf8ASrRF3gxA/LnoKAWYN8AWwor1sa0XH3wLzfeb60dpFRQ0LdfowxrOLO2QuZP8ypoB2hi5egGnt1coS7JXrA8veFuN/k456j7UwUlxrsm4hsOjQcyjov7L/hrpa2y1gmuSPHh3i3Ay6pe6XI7VVBWWYZy4IqBKn3f/AFl8+ll3U2MM6Fosb0KBbMbXAdQHZOCWwBpC4e6LT9HiIsZSIgXfOYAhCwXo4FcyyQiwY4Cs1LGR0jPEHy7bXqxCA8N96ZVwBtNN+GQGdkV+0Jva2MwFOhzAtcsFL0dHRUpqdb7k48wvYjwrs4D47PUrT4YAAsbELQqyyeuHwLhoiCoIjUtD9TofUfx+C17uWXV5scFns9QQ1hHNPpmXfvigB+93HJmkwqaMUyWsUJzQOKl+Z04ACtr6GuXWg9227ZJ4ZIpSknDOwHiFD0LCqkbfgRJuKWnxSJKAjrrdva6zIBCacy4duyZFAyecwSG0dqoj/SjikBcL3A9UvjJbhpd2URvcD6iFdg2PUaFTqAIbNnh2zhugPU9hlEZbP88V3I52KE18EeR6+GkYsuJD7j47Xrsd70VB0yfbhXmrkzQYZoSNsGtc3apGiqpV8Vmo7wpQpJxU/wA9e6WEeniZmLixGFSJaqb1axQi0DtpmmP5P9b7nPZ+FnCi7ASsu0+rYAxi+0MqhkKC5GQnVVSIs37nh4M47VTHCTuyIECXKuQbMsXu8JXIJBzwYGZUknjb3LTV04SqDYTax7g5ds+ChzB4zIBDOZHALci62ptn5G8xKNLfR+1GgQgTUsH0JqbOYLKYItzny9tDjU/Ni+iq6a7+fteUQafPoJ2DY8ZK+iaeOjhH3FzK746Fa1p/4hY+bzbr/S6MuToOellp92IcYyeAWTQtSG+xv8sgUrLgSvjdfjDLFPz512cdUmuSOIRJnHQUS6AohEGMysxaVHdUaEr8LsB6JvRHLYZtbzJZYAkVBgALA4L6OwSVjLOma2CQnD0puIq1k/0IpeThjRe03JN25QewyiZ749vhTGFC9XNyxTlUIdMPIyboFj8U5e19Orret4ISy8ooVARahM41dpuZrPVI7twKGcv8JDIU6OU5jfDGlPDD32ouLChJD/G7gDC/6YLQD0XgV5tIKLADC9RJ37+az5hrSQlqCotUakzMCK7kgLZYwtElwBmy42Kw/wBdwNdKyRNcAiIZWgNQxPHBkB3aBteImGwDzEkuHfIbOPLdLlD49bnaE2jKp7jMEnlnV2OVDlETyo3vfwRwDvEvD5TZy3DpQuPo90uncE9XfGtiJY6ZTgAR8YgYMrixHq5bQKIQCmuq/D3dxzepQ1ZvKii0QC4Zrc/M5D+1IBaDuaTH0lzAQE7cs28fRk6orcmCeL362b02oQJCsrxz1BoIh8AlRLvoVYLCaY0Cy+b1P4H/AF/8fK+fyz/Zf+tez+L/AM/3ToP6fLiecvn4QJxMgq/HkB/e9U8Q5ogP6P/aAAwDAQACAAMAAAAQwogAYIwYUIMM4YEMk8Y8ksUgkIg0YMAwgowc0II4gU8sUYkMUYckAgwIo4QIc8MAsUsEQIQEEA0cAUoAoQcYA0wgQkgYMsgM4UckccEscIEIkcwAAAAAAAAAAAgAAAAA/8QAFBEBAAAAAAAAAAAAAAAAAAAAcP/aAAgBAwEBPxAA/8QAFBEBAAAAAAAAAAAAAAAAAAAAcP/aAAgBAgEBPxAA/8QAIRABAQEBAQABBAMBAAAAAAAAAQARECExIFFhgTBBcZH/2gAIAQEAAT8Qcv2buWsniQn0suZ2WCfyirqUf5pTdntbta6gGgwjOLs0kj7ZeNBjkEslzM0o1uji08kPn0lk8eS3TLLl9JYDKgV0BSFCAKZmQsz/ADKWVLhTkpWRBf6m4ao7ymCh5OSVHIyHQPOkYZVkyEPzxZMh3C0aCQxXwvLlm7L0qDN8CWuLqnJeJXRXiFIRoYmoYbX+0c7NM6CA3GGX21oD4prDJDj1DewW5E7EcZHb6CMG5VFWCDK1whOQTfEyhPk/8ZOAs7Hn7GpccK2UGYhQHWjOUpBVpCllioXBvTOs2kALqO1zbDxq5Ppb8PtYVqT3V7fjInDgxWCTEQAgAAGgjcWYuayad14TCYBe+X1jUKidbTzqlppk6xxw008WZ1gW2OfoloEhuV4wWaPy80Y2Fz209Np+rLqsxH3Kk35dWmznyYWWqQIqHvL1pkZqZjdlfUcn2CMmDm2caYcC+YZB1RSF0+sIFr65z4Y7bOxkGFHLSOT/AK87Se6X6vXCIDMVW4YCVO2xa1OSRx4WFcvuzW+zos6tHKUibDHhAS7CZ3aXsqR5UTyv5MvtHw2Y2cFgvY55fWGaVwna0TjBGHaftxEo0rX4OQqhNzx/Siy5QHpHSoIRTg8zcraWhX32lj2iRE3Oad+0eZmVmdCc+yMCU7a6DepQB7vPYQRZJU5Uu/yo/pp6UyYYZ/sQUeMxIKYWBdIk4cjqmER7BW4KvXpYIxvHNZQg6PiKpSHKnQI7JcKR+R1GotU8V5pVkpVbhRJxMG0Z4Y4oM23hheZcdOluTF6pnZmQGLvE1aKuXIrm1rhcovI4RnCQ0HCgUBTI3/af9YopJKVcsJLwUXyCNorzDlRqKhSq0MhHzOngppzh9K+jYfVCcQjHn1oQpK2kP0vy0Tv4em5dDosUv7PMpuZ2g2JlpDjA2tvL3xa0jCuMjbqlbOXpCn3Uw1wIQZopoMDKDrgcPQJVLUaIEh93rFurxsOfbY9T2Y8O4GZLNjmAqQNqfiNniFY6W94tD/NX4hleZkG5AjvmdWqpOnlOtK8G8zZFwEDYzDoKwE3Y27/sXuj+LJvIjvHNTnU+OnUbbLCOzoEQlE8r7EyHIGe0dE8KHTf5vyczJpZymFBar9CS6bSix8zskOG6och5EkLeX8cVm3RPtkNM835ktUQtdbimapw+4zjk44kWuGCwirxZ3VukAVuUFOE160aTkH+odmtxfGon4pNeN16uDiEGszHOtKCF1qVsxxA620lIiQPT540I9brhPfvJpufACX1s5M2td8Y3NnV6vQBICrIxoB5lWuDS++Vnlkm1uKo3Yd9VFLQhz0d9fwP7S1YeF09MjEGKAex3vMJInQOuN9z5RbB5yIejOsEWn5vw0wPF6B2tZpqLEJODwheKp1i60hDgFjchvtrIWNBjzKhYW5bZ4Uv6ZALRiYFo8/Ou1wtmgPdMOIVzk8adkoMWs/w0IqoCTbkKWUhZtaoez845jPaHXs7zsNA/NewkxASho89SoDGi60On0f0mOnARIl52Y7LMPckFJNIoP200n7V4zHfsZZBaDKpioDukqgakWxphDyQhTnaA33wsqI5saWFkOKBhoW5HS7IkMgN/mXSCa+hEobhRHPIAwHBEdQE8vq0rDcpRhj/40FMUFBZfvOWujutFnlBqmUi6XEsz4LjiX8MjHhLmsgRQa36Abjgrqg13G/BVrlAbZX42t/DzW1tHXMmu6dVM8obNUF/uvdgih31TnhguoQR3FF2hKygfOXB7nh0y3NfFI0hTCMgXujKglXHdFm/FWMNMRcK8904W44ShorhpeVYTegwqq12ms5JVqTV2rMwsT1cRq+13hJq+PmpgohDmAz6DWX8RsRZySciBWgtT5jqBowzgNLNbTvURjFioN95MEEA60T/XFv59NyJXisGVyii86Y8LY1b3iqwfvBtwJPZCP6A4RRCeBnZuP2WWPkFGvSuPmDN4vKygHq6B6tgNRcWx26Ew0kq96qQyovSjNip845leejoax4O4XtIU30dTEUUgysxBO9QkICv5eokQIpPQ7+IgvwrN7ZQQFbkTy3wWZ4YQLHOcUrYS/LJ5CbkyYtRWZy6MVzbaw3BQ0T5TeA3kOlmkw4QEYtllLrRnps2owZDlGNISjAwo7Nd0qSln4Ux5WCuEa+6WjXgQudV3EmGU6C9vgKDcHAmFwOULwmHPG/XSOQOM30N3cIQAzc3068S22RwXYClT8+Wv5ZMhb863ZaE7TkEn4vEHipi2+eo66+heePSMZY5xFCqXr/YBYsBZXkYWbuPaey4mGN/eCevp/AOlFy0YCLlWCAtRoAogdmn8UffOeK2CfVVS2dA+FGKMTprEhZnPg8+ftPHs3AKJ3y2TPp7VyY67gbtAOoW5NimDsAlwBrOR6Gc3Y054rOdaB5B3cx+PE7yDzW8vEog8ny158R0YHiu/i3X1V1ZPEAWNiVeWcysXQco5wDCNp9jNHJSSfUcpsE/YgraF0IlJV5MyMFpJPdElKLx+YQSNycrTRsQMMvnc5j2HFKOAGt/gEz32CYemG8GPa4iiqglHq19TnEf9YPSvQa9WMCKXzZ4GiCSTVI1OU57VfZXrymXaYT6DRu1KRa4u0TEm9h5SrFBkpYG/wcHotIeJvwnUUkV0qkU0JJYa9NLV3QwVHjUXxgtVc13UvLdKRoiYE93TuUsG82pUUvMVlClbZGxFeiBLSaqBJrIrXGj5uAPiMRvr6KRcICJx2tmyfkEQgurY01GLyWCOvpUxOQcjFWcaaFm0tAPVh8ru83dDYGs6r6I3hW5kfvGdwL7pOgARcA9gI5N2pNxb/ieAUXoFHE/9FaRjkMMzPVQhDT/pc5jrEvZkv2CHVBjSdRyYAgjx/wDa0M3UzkBuQPfOFuCp9Vi6Fq58pVWbvVu58oirtFSRspBFNXMQPxUERdMCzaXLX81b+czF3JscldxGHHTpx/FolxRAfX30j6KaGGVJcGUh6UGwOKpc2u4ehurs2smHZ5NNTdMgZLwykUqCjQoTBA35w8104KA4ZyKzmHORlxPfceLPmj3Z9LA8cXGkXfvuDvSMcmSwnmjmpB+uVRQiSfPL61xW86KEdMLnm9hxqSiKwlknUXKgcMpaf+cvJzUsRY+IzoDw65050zidBNLkdAcF1YWUUpdY5EFIKRuG5gClYJ2JjCjGkP8AHfAPjUocijYXmu2jFngxV64htb6oeydLBIXeg6eywNOXW/HUw2KfUsn7FQeRxrx2b9Ro8e1+iRvgnARXXDhRbM43gdRtdW8LWFVm4j1ceyieDDtgLx4Rm6YL21G6AZjD4XSbBxGXsuXvQJDYfQUMqtEzUb2FfBSgJxemTp5S1pgXQcEWYatZLcmV2+M80YYO07uDdSUEhpJBNNQ9WnKkaAyuPokGC+C/6yvQJlYahGbeGuKZECJ60hjLe4UJVGT1gCGAWqUEmtNedbghYCg6UoCQqBnDAJ0UeO1MPSGwPuLSJnETZHLTyQdlyHL4G8BrSLU4HhCmZF8bpnYSikKLBgfbPHRe23kTSRurbp4BggbD7O5GPZw6hcouR7NXJ91OHT3H7LB30jY1So8MCalcBacPgydo1knS8HWSi9M6xlPz5A9cv3JGsQIZyFZj4fiheC8uR4CDt1dQB+b8AMFuPg5ygQAaqmRqACTieIIL8XcMYDGiyMgNPULTEL/XS15MF6INHeQGGpk9/CnhDX1h4XjTYIVeObfS3GVNbPY+kdd8J1g5kIWKYgtVo1UzGsUAEedcAi+1qgOWcvwNU2PwQjHRCup4U6XcF7MIYtAc4ICUxzqHfwVDzNlPwE8hPAKBY1ItSbc8bdhGwpHTuaddnDHW55nle6SFstmWSJbmUiRhqY5cOfggmDp+iogIEosq7ma05JK0uyVlAj9JcOSa7EAaBkm5ZHDrA3McA4IlBnBIxQLgB6s5u5EIYyOYaR7BvVyQum9GNH3/ADMjsJYmFqwX0R0voq/LFovbRIGw15c7WuUtXldYEGXkB8H8d58pHltvzwCyVPdekplg1M4xsBlm2Qf9Z6p8H6DdyY+aUKyDi26suG6DauXFuyLRdEkleaH5bWKtbqCE2bWxLGT+iGhHMzjlzldLerPIGQKLNKa5cR0epa9Soblt4hgqKTdIXEto8DjKIRrmWTVKcl05avHvQdNHzlg4OLPlTTY9Bw9VsBBq6YCF5Kmd+4oz16T2i/aq2dbCLM6LuiuD9c5SmhVUicQ/nDJSQsnu4r4SPTozShN9rts90lgLA+e3EVcirpHJgxQj6Io3Rum4hAclgmZTnIqxXY1V0KSz1O3x1ECBL2nFxUwg/uCVw0frS4qcBCOFeV2trWFVDZWtN2svqJsa929odlZ0v2xcgh2zsUSCd9HLUPWQs+/W7kIcppCUZrB9aOei7RQ630/wvvONyFuJJkSvMqE4CAJHEk7e4HdqEkb22VHKJs6CdehevCNa58+NQ7cOWasVaEISNj2HJ5adJqddluq+P1ImUrYx3ULM6sR7y5IhZTbVWJs+YTv7gdy+wE71GNeAfr5QesPnITex6AUal7S4i3LdTKdc5vOlgSznnQ/GTDRrkPsABhVsRmM+KZeo4yg8bl1+AtJ+T2ngHhpf+DuVq8xoPsix9EQE7+2LQBLDUSSKfKxuDAbc6OsamnxUJiaXiwQcZlXsl9LPusF9SNbJJJaeTtoQgu/8GJaVKcNEnWdL1QSmwM5+jnBg/npw6v2/hPwkdkg0UtCcgG5sA+gL4mBvvqD+vGfv9WDmg46fhxNPs4p/in9yCTPVf58b86Pv5trfjA/lqj/nh/I+C/YZqnyC58ag9QEpEfZ+VzKQ9CwcAOUD4UfJ2d//2Q==
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FSRQrLqDh9LW03JuNwdgMWLDlsNfQquZ5Jl9MSBdFjSWxB6gletgOoxVPhXxnR8F1cvD+cvIMunfnUdQXZ9DEXKMLevf++LUouNuHczpBPSZjFKyllZGVkfUOxFhbqPbDawQ95FuWZVSZPGYstp1pqaRuY0Ud1UMepAGwudz9cLqGTSChBLM92u1yLi4wyUT5hWaTAkTRDUA7gjUu+/4th4h1wmLnFFe4BCLsPa9/3xDTEbaqQxsWu2nykAb339PTfDVx1S/EeHXEtPJHrd8vqToN9yY2I/ph9ghDFJX1Cy2CkWHW97Yg3j1n/8C8O61I2K1eZuuXw2NjZ/nP2QPv62w6uwWzkxolgPOg5xbkkgKx3Oxve31Nr98J3qXkMUiKwUsBYtY6GG4ub++FCVUQ5hqC4BVBE17W8pXtv29u/tZvqZRHHCTDaOIC7fLqKt0Jve+/8Azi6tmlmU8q073axcHdnJ3B8hsfUAbbdsJ+bGGicOLXPykm66Tff12/fGtpEaNidbsjlXCXuoDAkb/W1/c4R1kkaSNy30kHcXs7WfoB6ffBXdgG60beIKlJMmmTQEJVHVNRPl2AO+IbiRZpOq5ZUQ6TcuFux3BDenpbEext01SM5PJKeA5Klpq6lpWkBdFlIUXuFa1re5YYsB0lno3FPLKkellWNwDoNhY7En1xV3CFY1DxFRyB2QO4jYr13O372xbRcwRsOepseUxVbXNri59NwDiJ4kVHQw1NPUc+ZZuarM50blhYqLi4G3fYjtjXCjrEZBTcuNYTZ2JsfN0Jv3/ocSV5oHAlEpU2WTRqUKG1MAT39etz/zgmp4pljmUm8cg/TAuPm3I2AJ37/vjO+A4EuVSPUCRpKkQyx+ZQWJ6m9+wtYd+22+FWU1LTPUq0KLT83ckEOBfTv+3r1wUlAeZJNSlkVrW1qDdb2+33vhvr82o8mlDArNPYWpPlJs1tyAP74rCVCULHfOamRDRU4RDLK/NCh//iF18wINwfmXf1P2sPgyLOqyip2yuCqrYQZFEpdnj2YW6te2xFiMUlwZPFxHxtllNOGRKydEWJHJ5a3GlbdSBv3x3Xk+WUeVUENJQwRQxRKFAQAfnAnQTa14IjlMXFcjosq0tLERuXB8vXYAdeo9LYlEFMw89SyzSeUiyWVd+lsOS7Lc4xQlhcWsemMrvIjTUTJDBNNUSLFDEGd3bYIoFyT7WxyP4t8aScZcVPPD5cooY9NGHvZrkXk0jubgb2IsfTEz8fPEqnzRZOGsjqA9GpYVlTG40Ssp3jBHUKevYnbtilWkFQxUoqSOh+QWQHV036g2JucWhpCSupJvgXc73bUEDWMYDHcEC3YG1+xwklgMgeMFuc4kEihRe972Pv7/AE9cP9SVloqmC5ZJQzgE6rbC5v8Anp+MJqaCHQosI9cigLbzAmx7G9/7YfopYI7LNUGsmWZlWOYM1r77qPMf+0DCducyFlhLSrfSyC91+bf7XGH7Mko700kayxiW1w1iri5UWJ9CdwMMrGIUyTLOR+ov6atcC4I3B+/b0w78C1kac3kvSRi5vJJr+2hevvhpwszWbmyxJzDIIowtz1B6kdBhHjaCpEN2wDMrBkJDA3BHY4uDLM3NflVPJEAqTjzKpsA7agwva43GKfxLuBMxKtJlzKGaRg8NwTbfzAfaxt7HE9RWhxdMsKI1EjDSCdMOrYF+rEdBta3v64wK1YnmGoMYHL3KWIHQ+/bt6YRCVosvWCJ28wZUDKSD1BJuQLWt69Bhsq5udr5OlYQEk+Sx9P77Yxa5KWxTLmj07yxUxjkS2kvoINxtcAdztiwfC/wUmzeUVuc6OZGVdy+opDc7xgAgtJ82q+y7Dc9K9yTL6nNOI8toYpNLz1UMTvZfKrFQTv03x3NSwwUVqalQxxQi+gb7G/nJ6k3Bvv3vhxfI5yrCI5R+H3CWTokuX8O5VHUQ2eKdadI3BBFvOADe4/y5xLkjl1HmMCCbiwsRiq/H3jWu4Y4XoKfJ6gUma5g7ES6blIoxqYi+wJOkbg9T9Rz3P4rcd1M7Up4jqjJNaNdLRxlHIte6C1r79cCV2R2naNZUUlBStNmFRBTQpYtJPIFXbuSdsc9+NPjRT1tFPw9wVUzMZBaozGJCq6LgGNCRe538w7Da97iha2tzGuVK3NKyatqNIPOqZzI+ob/zd73J374Flj+DqI9EqsrFmsAt/Je4c7bWIsQbYmi1FJmaLFCWRlkbcoI0jDXuth6W6/thRFT8lYrUVjGm4F2sSd9rf2+uNEVVExZIZ3R9iyCRWYXIueh3sQCPxbCqasDJytcbvC4kC69yem/T323w3ugujyNVMKPLAosfmijtq1Dbf26fn0x64eGGLmRLrVEZ20X2BAsQAd7H264zWJ6WCFpZNMgIYx3LG41EeuwJFx6n2x5ElQxqJLyK5aQuwGlm0kML7diPrbBp2G8GrMws0UXw1FaOM2Vol0ll19fa1j06YYaxAizLOBqRzdnJ6A3vbvcW9MTXMs3aOojo6qSJwp85VNXUA7kdth/m2In4hSpAsMKSpNJUjmcwbHl9Nx23Gx9LjFRjoV3khUjmWR5CLFiWt6YxwYMdBmGMo3aKRJIzZ0IZT74xwYALGo62HNKaOeJNjrZ12/TOgAqP+b+nbADGYSUMgUxgFma+1/oPQ7HEIyXMWy6sV21NAzDmID1APXE6V4JoI3ik5scoYIoubqST9BbpbGEo9uDSLx9+Tfwvmoyzi/KK14UkMdVE6wppsxBsL6trX/zbHdEeZ0882hWKpKmpJCdmHtjl/wD0y8JZZnmZ5nm+b09JVQ5fFHCEmhD3kYltRB6kAWvbvjpDOqzK8loZMxrSVUoNMdyBZdxYdB9emJmkiUs9pzJ/qdranM/ECop6eEVEOUZfElTMikiIsSxub2W+pRbr0xUk7gywlwA1xHqZBp8o63AG533BxKqzjOrrct4qy6oihkbiGpjqZagMQyBZAwGnuLADcbC+I3yI5YKfmEs/LBREjAIsNrC12PvbBH9Kybbw+MGRlRZDJGEdCCqqxXp9Dcgmw9sb1vvz4BIjurq4sNRAKsbjfra498Y0kcepeY+kSFY01QAXDHZQN79R74srwx8G834ieSpz2OooKDSOdFKDFNIwY7WPyrYA3JBO1h3wY0Z1SyMXBHDWYcTzGkocuqXp1DR1MiKSguQRqYdCPS++M/Ezh6n4Z4zzXL6N5nj5ccsTP/IjRrubHck6t+gsMX9/6m4d8OsikkMoE0v6dNSRIy6upAVb3Kje8nQk2vjm3i/iWbi3P1zmvpKakmJSDk08LkBE1G3m9mHSw26YnuHHkbKedYzqeSX4giYllU6VIIbewsT1PUjDhR1dkqZzpju6squRZtSgHvb1w1xU6WjM4YcxowGji/3LYk367+n9METOtNqj1J5GIEkSroCttc9Nhtv0sMNZwAplFPT07y1soeOEq0ra1N1NxpA6m+n0xW9XUPVTtK+2wVV7KoFgB9Bh04jzl8xmMELn4KNyyD/ebnzH8m18M2N4RpZM2wwYMGLEGDBgwAGHPJc4ly2VQ2uSmDauWGtpb1H+b4bMGBqwOsv9MlRCcomEbtMmY1j8wqzaYAiLYEW6km9z0uLdTiZ+P2cGl4EqImaP4+vtTRks1lQspYKPUgWLe+OOuCeMc94Jzb+I8NV70k7DTItg0cq/7XQ7EfuO1jiacceKp44io3zOmelq4wTKiysaZmJtdF6oNPY36dTfGEum9Iu07bGCRyldToXVVCqwADEMBe9vbbf2Axdnh/4HVHFPDkOd1ubPl8FdEHp6OJA5UXFnZmv1Cghbd/tiM+IfC3DmRcJcM1uQyivqqmom5lWs6vriCHTZUYqNzq3AbovbEm8MPFOh4aoFpc6NaiiBAyCLWhZBZSmmxAIW1j0N97HCrHxgM4fotTgfw34f4PeOaanavq6ZTCK2rPMcBQPMo+WIW3/rhh8QfGfKKD4rL+GmWrqlOh60gtTarC+ixAkO/rbbvim/EzjnO+Nq2U0075fkpf8ARog7Ir+Yby2A1G/Y7DthiqKryMrtSJEsylUMJ8vl02ve5/lJB+2JasfNsUZ7oq8xfNKrOpKySpYVEsiRlSouoK6bn/8AQAva34w00yzLBO6OP05SSqjVYXHmIJPsRt6Y2T0jywVAWamaJSTqLlUZVYFmIA3W3v2OG/PmyXJk1RZlBmGaP5JaaiQNCosCGM/Rj20qD0+btiooJexVUpTCSQVVSDTwjQkgIjFg536nexPr0xFuIs8Fa702XqYqBXbT2aQE9/Qe35w2V2YVNbYTysYwxZYwfKCb/nr1OEuNYwrZLlYYMGDFkhgwYMABgwYMABgwYMABgwYMAGUEskEgeCR43HQobHC6POa5AqtKsig3AdAenuN/3wYMFALZeKK6WN1aKkBe92WMgm9vex6YTSZ/mTsdFQYgSG0oLAECwO/e218GDC7V4CxDU1VRVW+JnllA6B2JA+gxpwYMMAwYMGAAwYMGAAwYMGAD/9k=
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YWNk7IKADKxYivOxfxvDsC5PLqoSTIqu/vIve9CT44x/p8El4nkBIonzC6iDZc0W38wAbrkPDC/EOIQzhgZ+ziLBWcsLa6oKL357msXEByjTM8M2UZz3bRhY6crPliM2VMq2ubyJVwAS6q2oXuu7eor1xntOLUjOZHMQ5ORoQkrQlit8yCDuTysemxxe/acr/HL/lH88DMOb7MDJzZKNEqkhy17+okAr4YR+x8R/wCqi/8AY354z45eaa3ysxNBjXhf0xNgwQDw2+GFyxDDSRRF1QNY72jdW2rHtx5t1N9Vg3Xj3fLBValIsEdNsLCRrq63HTBQXKFd/d2u9sVmqWjAi99wPGsdU1sp2ry3wuANVnTXQkVjhm0yUCqi/G7xnMa00xJoaj47EHE9RLHY+HLCUuYNkrp2HT9MVsvERFL77Br3CC8WGVoLDqFNgXtRAI+vmcQSDLCTtAHDsOZY39/4Yro8+7qTGoZgatoyPmOeCZiZmy7lEYSUQLJWiTXM8sV4ratDFCUUkOxvq1V58sI5uCeVD2MGXLXXfzD0vnVVvuNh+WCjtGjVijpZ2LVyvEVnZ77MuDV7+BPrjPSfh71Q5rhHFHzLMk/2aG+7FkmB266nYqSfhgP92HV9YjkeTc65H1Nd+Oo41DSG7QEV/EBWJAnSWYKCL8PrgvxynvWU/u3GGLyRB26h1F+e2w+/BG4Fl4yCmWy7MP3aAA225frjTO9irSz4H5chgJzAd9KSRvdEC28PCvDBeEzKpzqgiQ5cSVDITtSxyoCNxQB0115E4MheQAGLiK0CoUTFQwNc6pTyrqcXMcnfRHIWQqSOZ5EX088FLtIpolg3PxvGP48W/wClUOZSWQL22WzcoBBKuSR9GB+d+mEZsqSF0Rz5dQuw0vpN9aF1+mNVpZdx3a5Aja79ccQyDUyOVF1sLo+Awfw4r+tYxeEyJmO48Bu9Nxd4eH7l4sVgAjqaFCQAN1RfjsoxoFml3Dyk7ciCAfrgReS/eajyNfTnjN+Kfp/pVSEhCgw5SN9RAHc1gfEE4EyMu0uThjQ3uIT+F/hi2MERbdIyt6rWPTfrvgwgQWOzXmOQqvQ4xfh/1qfJigvLvoHZodzpEsHUdRy/oYFLmeH5Sb/e3hikUWHGVc//AKkitvHGkESMdJVxVXRP54XOVgRyQNzzUs1b+V1gvwqc2fTiXAw0jQ5nKiR/eZclMpYnqTpPl1wjNxXK/aHTLcNEgax2quAW3AHJb5Ac6xrGhCPccrKOWiht6bWPngM+WZwCkiVYvWjOOlmgw3/PGbwsbnKM+cxn5ZC6cP0aj78mfcDn0VgK59PrjsknGoxZ/s6JSaPbOyA/91i+vhyOHc5DnQ7HJy5bM6kIoExBL5GiWvl44QTg+ZSRZI+H5BGNA6E7SxvR3ojn4459OX414/SbcWeUsZF4JOUCsxR5fdKsQQ2kgnbcCyLG24waHMZUiUpw2IuWAIE7xmTrYJQX6+IOLH7Dny9SZTLNFdnTHpN0OZB9T8sL5lOLJMZHySNG2qxC7KA1itlG453Y9MX8+X4tn6MvD8pO7aDMrruVSZGI8qrBPsa/xzfTCEk2ZeKX/wBMDhTp1Sy0o82AC2L6X1vywL7XF/0kP+c35YP58vw9v9a4KyjQ3asDupDMR6fTEKJoiwVFbk4UzWdePKytGqySBNSxtLpv40dsCyOZlkzTxy5aRWklYCtZBqNWsEgDkDy8Dj1tjz8p/WjUbA3Bq/OsFi06DapY5kVvv6eeEiWDU4sXW94LAsVVS7e7Ru6+GEG2mWtKppHiPDrheWWUyaRq0+AIxNGBcEq987LDEGkYA93uncnWBfpipjx7U5QtoklZBzIJP374p3ysrkuQys5uitUD43jQTMWakKhLoUdv688J5iJHVlWZA9bd0ncfDCtVHatAwBHTYi9xi64YWIVNb987bXY8sVseRKTl5Ctjp/Ft4Yt8nPEkn7QlwR3QT1+GLwfK2iKiqJJXqqmiByJrltvgk+lQWYoqAgAjez6/DxwsuahK7kKWB/dqzvgMmYJVBJJqKA0KsKSRe/44mcdaUMWZGZh5hvywZWXRdLq5VyravnitzTq63q1MN9hzwzwp4T2gNggawKAB5DwwGm47Qlgo3AKjr4X44HIVLAvELGytW6+mCS5iPsV7wqtq2IoeHy5YUM4ZyFCMKs97Yeu2CiVJkQyGTXIst907UBY2+nPz8sQnepY2iiZ2sA0dl875cr+WHYwZYC7vvz7O+h6/jgcKg5pFVwte9Q3IHgfjjNjWq2CDM5eIxzZdz2G/bUAr2Abvbre3lhmPMApK8sEw0uyd0A7BiBV0N9t/PB89m9K/snUMP8Ow86OKCTOStmRKJHRw1UtqDXpsfjgvhuTTEfFYZTKskbpIt91qsgUD/wCVjpjmU4h2sLtZEau1PX7obnR5csESg7M2l5K0jWoJA58/h0wGNjLKViUHWbZTy+OMkeCVWYFRIFZVJUrtRAr7vriKyNEXUvXaGwNRJB3sgm736ctsEzEOWySdm/ZCORljBJOw5c657L1GwO55YqOBzR5mKJHaOOUoWSNdyEDsLI1GhtVmhd1g+8OeNWOWzDwyySzMu6amPI2CKtj5XjkHEBNmLCyGNlpTWpbFnndcmH6YLDGVTeVXJvbWfz+mKxuBZM5n7VHkYI8zr1nMRgJJZUgkNz5E4c/Bp+HNiUuSxWMd4kNdDbn9cRizkE8bl5YEpguptLaLNC7HO7xS5vJ8YysKtwyaLOzGQKxzSBDGmrUDakBq5HUNxvWEvaKDjHB+AvnpWycn2SJNIieV1WXUFB0EC/eI97mQdxeMWWNcct9r/wC16syQZlErw5VirqCO8zE0BW5Fn+tnpiII2l7qoAW901QF9Bj5rwLi/Hc5kVzfD/Z3MZoloR28aFYXMIKk6aJYkE2Lom9+mNPnuLtkszJwzODOtPl0dPtI4eezkLBSCAqlgACy8hfXBMN439adqDMVokOqbtW5YLX/AJDEmIjy7SAnTpL2eteuMXmPbHh5z02UlfMw9nNHMHmyjsr/ALRTShTr7oC3aAncDbm1/eXKSwwZGHN5eG40jSfMSlGaQ0KET05A1bk/hjW8WenLNxpJc12ehgkzOSANMTyVy/hU1zwSz/D/AOOKXh2eVckFltSXUVoIFtQogC/zo4qv7Sfxm+v5YzsWVacSyWT4jlVizWX7eJSHXvlCpFiwVIOEF9nODw5iGZcvmdUbh1L5mRwCPEFtx88UfGOPpFxTIZbKT6gkjCegNP8Aw3OktR5dRz26Yc4bxCTM8OyuYkURvLGGKgju3647VhpmlQMafmQS2xI325jEhNSUArHxKi/oPPGH457SvlcxBlcvLobtIJHkaQHSvaC10iibAN78unXFxwPimYzeSzMmccNIM5MiroXuoshCg786GLU0GtmI3Cnp3QMTC04LEE9O6vnink4jGkcjzppRVLHSpJoC/DGQ4d7TE8UMxEMD56fKB8vJIWMaGA3RsD32G9dD5Ytix9POYIjEdmhy3AIwIyijqku+pP64qe3ckFDEaH/MrEhK57xMAPm364tWH5M3BGya3RQ7hFLMVtiDtv6YiJFEt6VbcbCTpeMvx3iJhzmWilky3ZxzxPIWIVkI1nYXuPd8uWH+GTZi8ysssUlTyGJ4twY9R0nmb54NOL3tnJpASCOjKCMGWUhl1aoxy3I3PgN/6rFPqalt/UX+mEuN8RGRyc5EsQzHZa0fSGcL2ioSCdr71AE1eLVjUF96BoGjuBz+eO9oDspGry3oYz+V4i8/Fc/k396ER70WAZlutVlfLbfD7NQvvUbJ5+WHQdknZZFAIDt7oLb/AC54801K6aFNjfYDxxkuO8WOXz2ViywRBHnIRO6l1DWHDK1DmKB53RGDeyuczGc4DlpMyjmS2VgbDbE0WFAA1W3hWDbFjQycQdJm7jlgNgqjXXoOfI9MDXiDiRJTrYMAe6hogjyHhip4rm3yi5UplpSJ5WjGhTbHs2oCgSSTVemKT2Vz0jpHA86sFykJWNKUmi4J0+FUL+OM2mRsDxBXZm1M4bxvavE9MRyudjnCyQOkiOodXFGwbNhuvPGf4zNmYmyQyyTLHJ2uso1b6DpHhzJq6FgcueM97McT0ZnLxTpPEBk40iV0umViG5W1WQN9hXhvg1qR9AzubjiaBJ3Ydq5SlQliaJO4FDYc8Z3hXtDPLJk1VJB9pXMtdKdIWSl6mz05n0xQca41lYuOZd5ZJ0fKmjGVJIU8jYN7g3tdbYqeFZqCDimWly2ahzJlnpVSbWzBiAFCqCw1NYYgd2ro7Xns1nh9C9qs/MuXy0YaFpHbVIgYhl6AWDz3328MUXsxmJ4+LyxhWSleCUVfuu1GvMsPngfHvZPN8Xzkc4lykdRKrI6uQCL93c7b/fh/2b4Fxrh3FIZ87noM5l112j6ybYHvAkbtYHvE7X44vNp2SY20Szox1LoJ2ckgUPLbyx7MyGMLoKuStEoNr+Xl9+Jy5vWq6gTWxChr+dYr81mgUYaGagdrq+fWsdb4jlqzTs14bET2QsFmsXty5eJwlDI2WcNlhaPzU7svn9eWI8PnaKnUJr5BdqUX/W+PKZWkL2larsXjNqw3Fm3cky6iSQCwP5nB8tIe2PajuAkjvageVX/XTCkeiJQGl7STqSPLyoYJ9q0sK+0AE8wt1+P0xSrEIsrl2zxzUixM9kmveJ6Ekf1WEfaD2a4Z7RZqDMZ6OUTRR9kv2eQISupm3BUjmzdOu94tO1LGy+/OjucSSQkWwViPHbCvLIzexgy3BZcnwXj3EMtJJNFK0k84lLCMMAlqFOnvDbcbDbCn92/aH/6gh/yhjcTdqUYREByrBSw1KGo1dUaur8rxV/ZuK/x5H/Lb/wCWOfLx9OnG2/b8+Znis/8AaGabiGQyoheeSdezLxNEzDTubawCLrxv0G79jHfOcDys2W+zpl1Z4wgkeRrBo9+lHO/3eWNR2nY7ZdpSOR94gD4gjAGniSlabR5NQH3Y35Y8MF7SQ8el9qM0Y8hLmsjqVBGcozxMiAMnfVdd3zpq8saP2BTNw8LlGZy+Y4cUnYCB4ygddKkN31sm7G1Cxy54uhnIdXdMTA8jfX5eWCJnYnB0MQW/hc/dixa7xPMZyPhWaPC4xLnigSMEKeZAJpjXK+ePmfC+H+1uT778DOYlhlSRMxLGrOdPdVajdQQBvy9brH0sSgtTM2/8RwQzLW2r5H8sM4jtjnAo5V4XlZc02ZGbmhjlzC5iYllkK2w0saQWSKUAYfmmmSHMHKIs2YMT9kp7oL0aBOrqdulXd4rpMwzMu7117zDBO1YqCyUT/FITjWDs+cZL2o9q8jmjPxHIZqQTusjiXLTZcIdwACAAVAZqHPvEkkknGg/2dcbzvtE/EZM8kmWOWlRykcbJ2rPq1amYkndeW3M3jXRlowSgRdrFtjpkc+/oPpZFfPBODV5y/Q07r2RUsylhQ5msfMfaDNe0L8f45DLwbO8Q4dMz5eH7PknXREJlYFSq01hKs3dg3sMfR3nBADEAGwdPP78EjaIk7uDytHr8cXUdsZD2azXEc7x7iLJwPOcHilVZGlzSyd0LpUIqFQpYneyTQ1bEHGzjOYUGONnaTRpXXQBblZ7o6+W3htiXbLuDLIV82BHzxCTT7wD77g2fzwyYLdfG/wC2OPRcVfN8T4fPnD2n2hllyZjKyC9w4SyByIaw3rRGx9gs4+c4OJRG3D4o8w0fYJFqaQDvWzmr96tlHu88bQSsASrS1ysSnn88RkkZnsk6x7ruxJGMdbPtq8pfpkPanIe0fEeLpmuD5+KPLxRgQpJMyCJgK9wqwNnfUbPpWPezPDuOZTiSS8ZkyUkMMDxxLl2WkbVd1pHi/py8ca9RYYNOgvk2kVgMkSqbtPUM33WcXSe13+mZ9o/ZzM8Zz8eZy3E1gCrskqMxjNVaMrAi+ZH16Y9wb2T4hk+JZPNZzjj5yHLSNJ2JjkAYlWWyQ/MFibIONPGo0UZNz4En8cSVRV7nfcA2fqfTB1i71W8U4Bw7iMvaZ6K3UaS0cskZI89LC/vwDK+zPAMo0TjJgPEwZGkzExII3B3k3o+O2L2PSEPeLeBrf6jEAwogq5225UcOQbRVftFDo2x22Ujpv1wORRG6t3QdiNSD58sTO6mu0F+mIiAUf+JuORAN7E+GKxDLOaFpqI5E6bHxOIPJKD3C9dVIVgPliKwsPdVmN8mofcuC022pQrciL+7bF5TgYse9RP8ALiV/tLBJIo94m8EVivMOprmKAOJ6zqGgKf8AuA/DCkBNqYju3QAJr/44JGO8KaLUOVarOPa5C29ADxP+mPCSWu6e8N9ueBCprDnvIy+Z2/DBow933PVVA+tnConflZHWwBt9ccYK3eMtGupxeEcklkXlpu6uzX0xH7TJ/wDbwvGCCP2sinmKGx+RxPb/AJr/ADP54YKw0jxFSCQN61AH9MB1sN4pkIIvZjvy/wAeAgyCQlVtfAL+uJa5zp7pWhvaE43AmuYe21JMK8L/ABvEu21pTmUkcgyA/U4i2pk3IDDqVIxKOJGUh3Ui/GsZs0y4l9r0mjKU/wAIAP0rE4s93yO0defNAPvxBYUA7kpq+QkIx7QK3bVv/wAzpikxaeGc0tRmzDea7jEmzhKnS+YO37zPX0GEjAgWuzJP84Yc/T8cGFKVAR1FdNvux0YdjkU2SMvfIjst/jYxJZY2sCOJSNiwhv7sALLY0rCxrnW+BAkElVjF9B/r/VYzWjTSzWNLBl5bRn7i2DxzNrox7eGmvxxVSq8gHdTn/ADv8TgmXkePbSdPQACq+Zxkrcyi9kax4sB+BxATOZKVNzd/tCRt56fwwh247SihRzyZZSL+GJmYrQMbsTvYdRe45XjWsrESSiUdo2m9hpc/LpjjZhkBCMwJ5LrB+4/niuE6lRqjjG9m5lB5eWCiZDq7I0CdiGDWOfS8BP8AbH95qUjnp644jEg3Kw/mG3qAcJQtuoAreu6Ca5nocTJ1Mxjq72Kx73tsbvAjRl2IdXrn7o2x1JRqJYOw5d1Sw5+WFXMkfNCf5qH4Y8kxfdRoP81/hgJ5WjMepUAHUaWX8cRfs1Q26g+BPI4UV0ol+yv+ZvwOGEzEWgKirpvwb8TgKUcjs2mlK2a1Gj8N9xgqnqxI8wf1wJJyXIXQQfEkb/OscSUAHU6MP/yXjOk32zAe9yPLtCPpeJdqSoJ7MHoNV7+GEXdWRaCageWvbE0kQhaqzzGvDqPJIdRtWUk7Gm/PBe3utUZeuZAOK15RvVj1II+7Hu300dag9O8o/DFqxadr3u7GNP8AKfvv8MeLyatigo8yCT9+EFmDMzCRCfC18f5ceu23VKG+2/4DDqOu7FrYllq9Sjn5UQfvwMvt7/xZVAPxrAoioNFgQD/CcSEpNqkl2NgUO/1xJLtqI1lRXnf4Y59oX+M/LHElYUh0jbu7N/pifaj+GP64EyAj2OpxvyFkjHOzDKe8o2BsH9MLv+8Qz+FX+mImPmTV9Nsb1nBZILNl2qzyb9ccXLgWA0l8jUh+68LlVSQ0kdNz7g8DiQjjUsQp1UCDttv6YdWG4u6aOtVBHUt9xwys6x7AORvR0nCEdMbUuhB6EUfUVhiCxIVLuwJHPTtz5bYLyinGiSSylrjY+hA/HE43zAYtrAJ59T9BiLqWJYMaU1RA32xW53OvD3FWjXMEjGpdF44uo5Zap8wgJHjX0rA5ZXicj7QRZAsMQPuxnU4nLqZW1EXVWPyxZ5aWSRAyyMgI5AnFfCkMPL2mn9sl1ZsjHVU1azAC9gNO+FpGkbUGnl2Hiv4g44tk6S7tZ6hT/wDzgww9PI42Lo3hRHgPDATOjEAtVg7gCvuwXJ5btZtAZdTfvMgP02wafJxxZhVZY2Jar0AcvLF5WBo4KnRMRR22B8PLEh2gI1NHL03iA+7EJI4YzQyuWY+LIfwIwF8trOoLDGDsBH2g++Q4LTOKRdlXfUN9VLGefXpjhmZAu7+FiIeXiMEysB0HTI6sCRszV8rws57OT3I2N8yDf34z2PVP7XMgADTgHkRGPwxOPOZpVvVJqJ2tAD088eLZeIEyQyuNu6JyB8eeAPIinu5aBSb3VTdepJxVQ0nEWtw7kG+bFbwx9qSQDU6EX4VithbN9kezlywoVb5YOa+JxDLRZjtv2uYVmv8Acj0jx5WcGJZNnIwdJ7v/AGuK+IGDxZjXzK+naafv5YVXLyatSZmSMGrVUQqfgVOIiGaSezm5B3gSBDCFPPaggrn0rGcK0/a7ns20jnUyfnviGly28U+obk3fn0wjLl+zZdTsx53dfQYC1Mw1F+9sdLEHEVk2o3+zzI8u8PuxKJzZAjmP81n8cVjZTXRTMZmM10kv78djysyst5tmAI5oDeJLrVJbH9oo6VeF5LZiDI31wL7OZNgwSuZQFSfkcc+ySIB/vMjizYcBvvvCBFNbSM9Xd2fywWB1jDBAouup/LEUVFVg0MLnchjGoI+QH18McSFLAXa9+Q/LFpwQyKWtzGSejE7fTHu2P8UOB9gqMylUa+pBB+hGO6F8MaD/2Q==
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pRZFGT3OS7M62i9FitOWVM3D6myJA3px5xNV5rZZDS4yo896T+VegU/SzQ7F1mw1Fg4E3Le/wDMyfeJqjXdqdeQHtH069tErQFOFxpSVAGf3d3BwePnzqSeNpcMfHK5dmaXDKe1Q0wkerW5KSeAJmVH4wPdWVoeJdS8oZ3t816C2k2aubDZm+u3A3Z2toypwAkKU5AmMcPOvPcSIHJMRFP0kdu6/wAC889yRZG1ZSpJ486C3ADxJpppiiu0QCZUkQaXIzkc6CUalQeKNqwilEeNJEzP4UdR4jNJnnIo0MlGjnMUn7q6pXSi7x/2aJ2L/g09t7fQ2kkD30ulIQtRBwrhVbs75K0og5mpVd8G0LdWoJbbRvKJ5AVHKNMxNNBtW1S20xku3KjukwlCcqUfCqtd7ZOqYKbS2DKyfaWvegeUVXdY1F3Ur1T7hMcEJP7qelMCZquGBJfImllbfA4vLt67eLtw4t1w/vKP+4pAqJxXK7EU9ChaytnLu6QwyAVqmATxgE/hW/8A8nW47XSL9knAb3zn6vH5V5/t3VsOhxpRSoAifMEH762L+TrfIY1o26zCHSpsjwUKn1KuDG4PvRsWyhTbbU3obT3bi3Kgd2SVJUJgcpCkz5TVkvbs2wM2zW+Z7ylSflUDYWbFjtM00lZcbWtwBSlySFBUifPd8oqdvQ0GTuMNCOJyon5UGCVwDzKpFL2rJ1KzSHY7JClJfaR3d9paFNqzxkBZPkT0ryK42WlqbPFBKT5gxXsHXLptrT79baU923cHGOKSOQ8a8q7YWiLLafU7dr+rS9vAdN4Bcf5qog+RMlwQh40Wc9DyNHNEIyKYAS1jeKdRuOGXE8D9YUCc+FRSVFCgoYINSYUHW0rHPj4GlSjTtDFK+Dhgk1JWygLZtKsoIE+HiKjOeKkGh/QI8qXk6K9H97r0BYITvDI8f9+FJFXeMAwT1pQEjh86jLh8uuBLaobHT97/AErIRcinJNY1bHbty21MqKlckp/GmjrinsqMREJHAUGG0JQDgDhRXXEjAwPCqIQUSHJmlPg7YqCb+33jjtUj/NXtD0YbjWzVtcXJQGiNxIUOJ6Dr7q8TJWU99JJ3TvD417e9CF3Y3uyjTrHqyb1g7qlO5MESCCTgRjHSl5l1QMWTmsIdba9ZcsXBblaUhhuA6sEgFSpIhI6cetP9KYYNqguMtFRTvlRSPaOSaj9tLq7t223GVWl24p1KFtpuAgobJ7y8jMDO6MmmTV08tqN9ASBA3XBw8p/ClpcmStpGWfymNoE2ugtabbrAc1B0pIHJpEKV8SUDyJrzRvgRgdMVofps1Y6rtxdsJJLNgkWiR/iBJWfPeJH/AE1ncEgzwPzqrEtsQZMXbcIeSttRCxwIqYavmlpHahSFDiRJSfyqvoO6riR50oh+PDy8qKcYy7ChklDonSpl0w24lRiYBzTd1JE9Kiu3C1Sk5qTt3kvtne9ocaS8aj0PWffwxE4UBzmuZ60ZwZ5UXfoGESts8W1CPZmu6/qKl2qLVJhKzvrjnHAfHPuFNErEGONR90vfeUZnlXKPNkjlxQgquV01w8aaLO13zrlCuOFG0FxxCEjvKUEgeJNaT6ISbLagsuFJKShaVJOMpBH3is0SopWFJJCkmQRyNXX0YvK/nEFqMlRkmlZuYMZj+5HpHWWXLXUG7oOJLayFtpSmCkypRk85NTF+EstJ3VAyJiQPwqI1J11y3sChCnESAqBgCCc/KljfIVZBq4JU4z3AZmRyNS4JVaKc0bplY2rW7c3en6awSBeDfcBV7Q390DylJrzXtfcJu9qtYfbMtuXju4QIBSFED5AVtvpO1K4tbltywU4ntrdLIdIy2jvBSU9JJ48cmsH1dO7fv4iVkx55qvG7kTTVRGJop50c0U/KnigvKnVi5G+2Tj2hTU/jRmlbjiVcgayStGrhkmkZqQRHYJ6xTBJCTUg1CmUGJxUmQ9LQ/c/4GOqOlplLacKdkeSedRrSSkJCgI4k/CnOpK379WJS3CR+PzNN3FpSkSSOlU4lUUI1M92R/jgWcXCYAgcuGKak7ypGDnjRVLJnPWJobxA4Rg8qPwIDCUykR5Vt/oP2hLdv6m64RjsVieklB+GPdWH7xJgqAI4xU9sVqq9P163yUofhuZwFT3T8ce+gyK1ZyZ6hu9WYVe+p76jcrZ7VKYOUbwSTMRz4TNSAvmdO0i8v7qextGVvrychKSoj5RVe0ZxVww0uSQqPv/0qK9NGro0vYN+1bUA9qLiLVIHHcB31n4JCf+qpNzbobSo876g+9eXD1zcrJuH3FOuq6rUSpR+JqPI+HnSr6io4J8M0mUq3p4GruhL5Ckgxjh14UXujI86NGRFJqTxIn3CtswNicjnzpzZubrqSYzgx0pnu5HtD3Uo0ogia42+SVXBiR8qTigVbyRMZAPGk5P1aS/yUp2R41C5Aw4Psj8qRN28eKx9kUKFFRGcN299YfZFc9ae+sPsihQrTDvrT31x9kUBdPfWH2RQoVxwPW3p9ofZFTOzet3+n3fa2jyUL6lpCvvBoUKyStcmxfJpLPpN2sSwlA1JrdgCPUrf9FRuobf7SPJld+1vCIUm0ZSceIRQoUmMIp8Ia5yrsgta2y16/Qym7vg4lBJSCw2I+Caqmo6hc3FwVuuBSiOO4kfcKFCmxST4Ak20NRcux7Q+yK56w7HtD4ChQowEc9Yd+sPgKHrDn1h8BQoVxw59fud0DtB9kflThvVLtLaUh0QOHcT+VChS5RT8D8U5RfDGirt4rJKkyVEnuJ4/CiLunjxUPsihQpi6FWwnbuRxH2RQD7k8R9kUKFcjGwyrh3B3hP/KK4m4dC0kLgpIIMDBoUK5HWaJpe3O0VvdoWzqO6Q0UBPYNlMFU+yUxM84morbravWtcetPpS8D3YJV2YDLaAneicJSOg+FChSoxjuuhjk67Kmq6eJyofZFF9Ze+v8AIUKFOF2A3Lv1vkKKq4cn2h8BQoV1nI4H3BwI+AoC4cx3vkKFCus5i4vH8DfGP8Ioetv/AF/kKFCgaDjJ0f/Z
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3Yd2PoAa8I8d9YTqPVStl8VjaPoRs51tndye+fXvjPeuj47bkoL0crLO+UVZB1nPegup3qWwBAOORQHGfn6VuTM5DZTvttQid981L3XY7imOgYb809kI3f+dK5+DkZx6U/QAe+c81zYG2KJCO+Tnei2hdXTymwWYLv77UJgeO3ehGQKdO+RTVYGaiIhIGaWRlGoDAOTnFdVZDfBYFSQN5gO5znUO31rqz/LZNjQz9UYZWN1cNlSNOw/3qPCyF2adXJYgFuMD2olkkayfnjLdmwDv8jtV1H044Yh1YA/oK4B+1Z440uEWzyfcp5LJP4OSWKdi420s2cZ+ZHpVbbq4J+NwvBy1bVLZVdVk1FcZwzagD7Z3qj6xb6JyVH5bcMBwfarKaKo5LdFLr0hirEqD64zUuyliZWLkoTuTj7YqNLGGyMn5ihhBGedvnUaUkW3Rbxyszade3PrSTanX8vdfXO9Q7eTuu2Od6kxscnS+QRvn1pWqAAKkEauRSH3OKJMMDDc0xcNtnenUgVYwrg8/amkY5ojHRnP70z9RGGAPvR2JrQlpFDP1G1ivH8u1aZBK2OEyNX7Zr2v8UbLp/ibw9a9e8LPDMelxKsiW438jGRtsQV9COK8SDBJELgMAdx6ivYWhm6bZxdR6RMba7dM6kb4WBHDDuPasflZVCULLcUG7a9GM6T1GO8vUaU/qQb+u1bmzmgWPAjQtjY968iu+tQw9Tf/ABOxewvA2XNgoMbH/UIyds87HHtU6PxJbkBR1LqekdhZJn/+lNk8WU1waMflxh2ev9KWPqPV7GwkdlS4mCNoIBC4JYjPsDWq6v4jtPDjJ0PwtawzdVlBKxxnaPbHmSvucfueBivm9fGlz06bzejxyx3mhoxdXEvmSIGGG0IoCqcZGTqO9eofhJaSJ4eivbsGS8vWeeWV93fLYUFu+wB571Rmw/TQ+ZLv0Vzy/UTUV0J+IEz9E8FdS1XMk/ULth59yRpaWRzj6KBnA9BXg8oXyQEdm5ypGw9Mb7969T/Gy/Ek9h0uFgXZjO2T23Vf31V5jeP/ABF2VLAaFCe2EXG23G3+9a/h8WsW0u3yZ8zW1L0T7U+ZZwsdzpx9v/VJInxE8+lJYkNaa41Ij1ED2o2zbmtPsX0QypDHO47bUNm4wBiproDx3qM6AH3pkwUCYZO4oYAbc0VjjANCB324piAZVVe/yoLEZG2BRZt9x2oLKcjO9MgHbgk8g11EBwd/tXUbBR6ZL0sSYVUVWG2qpnTGkuIRqclgCu5zwRtn61Vf4vPJmOJVRmGAX2z8qs+kJHbWaRSSvJJqy2kbjbfn5CsVqLTC4txaJLwBopCcYC41YwV9Dn9vrUKbp8M8EiFyWYbHHer5JrCZRGrqWbbSxwf3qPPZtBGgXUzk4GTxx/efajuu2VatcI85vFa3ldCCdJxQA2qI7DPvWo8TdNkKS3KwPmPGvbn3rOm1RrNriHP5ePMjJyQCcah/05+2RUUkzRG2uQSN5Yxgn5ijq7HGTzUHzN8g7jnepNtMAVJAbVRkvYUEkbWp04yNv1UPzGj5ABNFlMaE7bk8ZoUkaK5IlJcDJzwD6ZpEx6oHMXfGoAHHJFChlMeQ2SDyaSYlPjZtz70EvnAOPbarErQpImcE4B2Ir2rww3+J+DbQ/wCdYU1bdwv+4rw9VkcDQrbGvZ/wruMeGUAcSOYUIH+k6n5rnfE4/wBJSXpl/jupUeX/AIj9OaLqC3UW4cAOPT+8GstBqkTAY49GbAr3m48I2nWhdG/1urFiAjaWzucjHv8ATY5rzO5/D3rMd7cx2UazojOYyX0syAnB405IHGa6PiTvErMmZpTaRRdD6RcdY61adOtjqknfHwjZQOSfkK+kL2e16D0hlj0RwWkWNtgAo/4ryb8NQPDnS+t+JepRMs1uHsoY3GGDD9Y375wv0NZvrP4gdV6tZT2dwlulvL2jUhgM+uay+Thn5eVRX5Y/7LcU1jjftkfq3ULjrXVrnqFwit57BVDMBo/yqPp/Sqee5H8OtvGrZ3LnOPi/sUNZnaPTGoU5yZO452/v2pUQIONz3roxgo8FNlp0m7VLUW7DUde49VOdxVvei0N7K1gkyWZP5YmI1498VlM/FkEqRuCDuDVlZ9XSP4L5HJ4WVPi+4/v5VXPG1LaIylapls0ag4GKj3EYU4wCParQWEbRLIJZFiLaSSh22GSBydz6Y3FIelhyRFdBxtlguQvzwaq+oh7CsUvRQOpBAxQZUIOADmtMvQJZQNEolOcZjA2+hwaDe+H5YoDJFOjMOUkQxnjtnmivJx3VjPHL7GVkBDDNBZjr54Oam3kMkTBZUKHGRkciohXJ3+1aU7Kjt2JHOO9dTowdwePWuqWQ9AlgV48aQ3tk0O2jnt5lazQq4OQmM5PtVjbRIOHUb7nPepyRh2RmCZwM8Deuem+ixtIh2F/HPL5HUEjjJ4Og7fatRZTLYZjumzGMaZWXcezH+RrI9Yk8y4tUjKs6sSWPEY/fvWp6S0kvTssukjS2QNs43xVWR68jRSmiTqspWdIlyzLhlAIQj3Gw+1Yrq3T4On3M62ir58sbCPzX+BgewGOfr2rRXnTpjIk9uSocFgI2Kkb4OB6ZB/2qg66DK6pPdiXQTsxz9qkZoOrRiJAVdkkUo65DKw3BpIZCpzjUf5Vb9TsZ5pBKkKpGABl3xkD60C6tgpeRUWKA8gEHfHHOwrUssWTVoDJGHmUzsYydiWXODUOW5ZnclgQT24NWBtVeNI3fbPduBVY4i+MFSrLsMnmjBpgYYEzKDIgxjGx4+lW3TbWNkWR7ZZDJ8CJJvncDOKpLbM2EhB80g+5z7Vuel2oQxhNzEcpnG4AA3z7k71V5E9I0GCtmc8S3TWFiI41WBp2KroTScA/Fn7D71f8A4aX8kFp02G6mRbGSZ4XIYk41ZAPpux+hFZHx+7/xtnExXEcJ4O+onfI+w+lT/wAMepx2nVxFOEYFllTUMjUOce5X/wDNOsSlgTa/UVyak6PfuoBhKjwKskalGLRAHC57A7dvtmmTlZI3hVITboGCkrvjuapIuprfzAME1AABe2xwP51jPxH8ZrZI3S+kSj+K/TLIpyIx6A+v8qyTWWc1ixvkkIxS2kZr8SOux3Ei9F6bhbO3keSTTsHlYkt+9YyGHURqG1dGhZstvnnNS124rrY4LHHVFUnY1VCjbb2rjTu1NI3qxIUQnHuaY4yh9f5U/G+1dtjj71CF74Mup2ubyeeZ5RDblRrJOBzj7gVrmhcQHTCh0R6WfRy7ZGc/as54Btll6L4jfRqkjWPc4/SQ+efl2r0G9KQS3uEUbxugAO4IPGDjGce9cLzctZmkv5x+5uwxuPJnLyKSFrhMGJ4V1fDnYkDnHyNQb8SY83znOgiQ5PKkbj+daZrdJrrrgdZcGFW1Z2BC5IJ+bD/ioFyIrWF4EVxHdWAIUHlsYHP/AHds1Vjy/wCf+IeUTJdSh8y2xJGSUYrqJzj0I9t6opFznC6SNxWumlxYMrDaaJcH/qXO/wD9v2rM38BjuFZCAJEDjHHp/Q11PHn6ZnyRrkjKpJ/VgeuK6pEQzGoYAAbD3/vaurRsVUelW1lGiEnzWydlB2J/2o1iYLm4e3eUeWq4JDbA5A2I71FuepRIfLiyByxIyWHoKhrNNNqSzgWGMtnIGNvfsK5rTq2WpFlI3RLDWsR88qAxkWQsWPoATt8zQT4sTzW124RT/lj+fPsahGzjUMRl3Ybkg4HsO1JJarBbFpCqs2MYHFLtD3yPq/RPHiuGUjUH1aTjW3odqPBb2nUIprhAqTM+AzDALkZ33OM744+tZaa1SaQKPLKgc54qMhuLW4DWs5yv6SGKfTtTPHF/ldATa7JV5G8Nw7MDIVbSS2+9Qr3Q8bxkYdsamPNXC3UM9knlM66hhlcnOe9Utwri4KYGG4Ynb6mmxyt88USSK+587WsmAukf5c/eoMsmrUcZcnck5qfepLG2HAx2ZSCDUJsb5H7Vsh0VsJ06R4rqFolJkEqnSVyCAQdx3FbKC6aOGMeXJgxP5jlDgZBK4x8tqxkd0YLhZI0C4yCAxGcjHIpOqdbv5oVjM2kay4KIAQSANjjPYbZpMuF5WkSM9R3jSdbjrI8qQvCiADcEA5IIGD6j+dU8LPBMjoxUgghh2PY0paSWRpJpHkkJyWckk/WnMPhIxsa1wjpFR+xW3bs08njG4TphjtVaK7lAWSXP6f8As9M+tZyOMsS8pyTwKf06K2aG6kuZJUkRPyVRAwd9Q2YkjAxq3Gd8bb5DwQdzQhGMW9UCTOxilHekBxXaifWnFHb99vnSYB5P7U3fNKBvzUoB2cUjVxznNNNQJf8Ag3qdtYN1aK8ZVS5hUDJA31aTj/xdjjI4rb3PWrS8spGgmUzOYow8c6lVYksAMHfY/Q7V5BMuSwHOzCmJGrKCwBNY83gwyz3b5/n7F8MriqPXG6vE0fVpIWKrMPhwxwSI0LDYnfBBI7fSopdS1nHK5ST+HQb8EMqtyPkvtk49q81jjUD4SygHOzEb+td5cPODk81Wvh8V0w/Pf2Nk0sc3S7RbfyzLEzRkL+ps5PY77kVWdT0t/C6QdSxAE8DHb+tU7XVzja5m05DaS2RkY7fQfaircySIGlcu+nSM1bHA4O7A8ikqD62ZgiY2XPrXVHhYF2LyCMDAz/SuqyqEs//Z
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9eRvbtmICgmSNyiT4RI9Tziqb/BHX3b7tRqdhduK7u7aS8y1OG9i4IHyX84rK9X1R3XNYvNTuyQ5dOKcA/yp4QkegSEj5Ulh6SsuqlHL8qSfHm/+YU9RUE4+TQXP4kaZeX4cvdOu2GQAkbFpdiB1Hh6+9Qnb/VtP1UWd1pN+l1xlRSQUlJ2qE8HMAj71SlkBMTg/auk92lKiSSopO3HnWzj6bhxTWTHarx3QvLUzlHaw5nWFtEhXfIV12cH+9SDXat+0ZU3aB9BVhRnaT7nJqslRWoAx716lCiAQB705LTYpd0AtTkqrJa61nUboKDjjkHlKZH1NRaWnHnW2moLjighKU9VEwJPvFNFBmOZ9Ks3Yyz7guayseK3X3doJ+J/B3Y5CAQfcprpuOng5RQMd2WSTLtrq2tN06z0CyPeGzbDbik8T/V9ST8oq9djmCz2ds21qAASVEngJknM9KoWg6YbhSlvSofG6pWZ6x8zTn8VdfesdCsuz9srY5dt99dlPPdSQlufUpM+gHQ15XLhepnHTQfLdt/dmtKSxQ3PwFa3/ErRV9oBp4YW7oqf5bt+kErS5/nSjqgceuYq6NITcWLDqFNv2zqQpp9nLbgP9ST6+XIr5mcKkplCDsBCJAxMGPnAP0o7Qu0Gr9nnSvRtQftN2S2ggtqPqgyk/StPP0KEsaWB019fP+xGGsafxq7Nz1fRLd90uFpbbyjKloGfmnr+9VTV9KuLYFe3e2kjxp6e/lUZpXbztZq7j1u3qNmp9KCtCF2baS4ByE+HJHMdamV6j2j7sOahb6S/uAIX4mDn1Bg/SlI6fPp2o5JL/P8A4XepGStIimfhg5PM/Km3JlxKSckkU2/fuLV3iLFaIUE7mlBaDmMcH+1ePLIuGgtCmVrSCncOR5jz+VOJMq3DTKSoHcZI60qUqbJEZ6wJpUTTOs90q0S+ovPp/lpPhCgYUR5+lWZppbKEulS1PIRuLKSFpW3gncAqEAwAAQTicRQWkFIO9SUhtoJ2pUpQBVMgYnn+9GW/eLbcdlLjqX9qSUlXevKjPqEyft60vqJ7pDGNUi39m7ljWblxb9vcMuOJ37nFAlat5BOQCchXTpQXbD+Hr/aS+RdHtEGmUYZt12QUlsYnIWJUTyY9OlA6K6i11K0QytKu6cQ2p04UtQIKyT1E/cmtFcXdBxfcMsPNzhBeLa+Bx4SOZ5I6Vj5Ms9Nl3YnXvX5LXFTVMz7st/D5zsv2istVTrYfeaK4aRbBAWNpG1Rk4OM1kOpacdL7S6jpzqPDaXLrYSocpCjt+RG0+s19MrUXHEb2XGzBwtSFDj0JrN+3nZVrU+0dneW5KHnwGXkgAlZAJCgSRkDEdYFO9P6nJ5n67u19vb+RfLp0orb4MjUh68u+7t2u8cJ2hDaeBHpjic1LNdldQIP6oJYVAhoplyYmSIx/r7GNgt7NWmj9Mym1tg6E7u6QGwoJAypBjvDHnuOcZoRQalVqvb3baiEpSZSJAyEHxJ9QDzOK1/1+5VDgScOeTEri0VZ3bjFwDuAwQMjiD9P70w44nvDsjJnHnWn/AMR+ziDoSNVtDKbdW1eQfATxMZg8THURWXBOYCZk+9P4Mqyx3Mra5O7a3fvLhm3t0lTzyg22kcknAFam9p7dqq00uySXUWye5SU43rJlav8A2VJ9oqt/wxswrWbvU3EwnS7ZTqJMDvVeFA+Q3H5VpnY3TNylX72SlWxvcOVczWN1bWKEq8R+7/19zS0WOoub8knp+nJttNZadbDJUR3hUsKPOZI6Vm//AE/c9q9WuO0WtKfs9OvHSLNgja662DtRg/AkJA8R5MwOtbW00k3DKCkSDvP2/wBqpnaF0u9pEhalLKW1bRMklSsfYEVg6LVzi5OPzPz9F+wzkxrI0n2RVu2uj2lt/Di9RbMJbQy6y60E9PGEk/MKPPnWSpTK0iSQRFfQna2wD3YLVWlDP6cqjGCmFY//AD+9fPwJK05nd6V6TomZ5MU7d/E/sjP1sUpqvodW6rgXDX6PeLjeO62/Fu6RW3aWnvrOL62ZVfNnY40HO8TuUJ8PMJVmIHM1kfZxj9RrLbcYIjCd0AqSknpBhRrWWyUXzaGe7aeUylbySAvvFvKgIWSATCRx5iYoOrStxiu6D0ipNs9uNGIYaW6o/qG21AFSSAJUCUwckDgAVB63aWRY7gbisqAQvfASoqEqESNoSJPvUneXTjraHNjSNyy2vw4G5RgEEzEiOT9qilN3SVrWsli8CkoQ5uENqHiHSChX3kZrPwb090pDMlFpUitrtLq2XEhKVAKT4goFJ4gjBFKptxpdzbMFpG1SAULan4FDmD1B5+tKtJZ3XIs8aB9GvIUlIKRK1kFUxMQPtP1qSsrlPc2t2UoUlpk7RAEOK9uTg9eoqmtPhi5bWpSjtnA/f7VIWt/3dtbDvW9gf3bEq8XU5E+3TyzU5sDfK8k48q7MuGkvKL7DTCEmblphBImVFQKyfUkmtdTBUQMpP96xjsdeNv8AaDSmUwT+q7w+4lQ9uK2K1IcTCFJWsCSlKgVDOSRz0rz3UoOMkqG4NM4uGx35OIgmYqMU1v1a2dT4iyFKzxIER96kHvic6BAA+801bAK71e3khIM55P8Aes9ScVuQdWqItPZjUbz9S8m+te7JKx37Cimeo3DgAf2qma3Yajotwhd4y2EhG7vG3e8bcT0Ig+p5itdCHAyENqUFSVDbMg4g4Mjg/aq92nYaXpNxuZQEo3KONsHzIJH3rd0uRvGnPyZuXiTRUdMvGNS0q90y8AFpeslpZPKD0UDWL3Vk/p9+/ZXo2XDCy2oEcnz9iMz5GtPYaetniC09tBJHeo3A5Hl+eVTTHZ+z7SI1J7ULdhxy2t0IaUlUncowJMTjy9uK0cOpWnu+zKnG3wRnYXRjbdh23AD32rPd9ChwhBKUdPQn/wBq0+xsxa27DMJO3yPn15qK01q1ev8A9O0hItbNKbdltYkJSgbR9h96nFqSghYQlKiOUiMHAE/evK67UPNNyl5d/wDfwa2OGxKKEhKReTEpyfz6Cqgq0Se0NxcFM+FLYnPnP71aAqXVEnO05PWoe2QX9QWOgUVn7YqjBJx3exdQtVYW9pV20kAd4ypI9ZFfNDrZQopjKTGfT/ivqp0pKUpVEJ8+vmK+ae1NobDtFqVtkBm4WE45EyPtXpP6cy8zh7MzdfHtIc7KPqZ15kttKccKtoSlJJCfiUYH/wBR6DNX64fUNUeWEw0xeWwVug8E+U9J69ck1mujXSLXVGHFKhtUpVifUc+oT5VeNUWLZ7UnWGptn7dm9ZVEAJGJEgYG7p5ZMya0tdjvKnXj8r8FWnlUaJtb4Vb6w04ApxKVLlKTKYcB68DxdDQ10+VPOJdUlJdZLC+PiSTtJg5JEGT6elRT98h+91Jtoh/ctzaVZJChuBPyboOzv/1RS+lxQeZUhSjn+nB59YFJR0z7jDyI4dfdYAAV1VkK9eKVBvuFTaWkEqDK1tztJnM/sR1pU+sd90UOaB9VY/TXz7G8qDbikzxIBocSVySZpUqaj8qF5dyb7GPqte1ekuJztfAgnooFJ+yjW6pbYfaAfYbdKD4VKEkZ6Hp8qVKvOdb4nF/t+R7SdmLUXFs6e4tB8Sp/0pzR82jROSTuP1NKlWRJL0xlEspMwBtnzUgK/cVGasx3li+k7YWgpiCRx7/tSpVtYEnhXsjMk36jKDf26GCtTQKNpB8JjpR3Za+cN4tpRKw6hBWpUEq7tW5PAA59KVKpzcwfsXY0nLksXZ5MMuqkyqVT6kf81K3ZKnQD/Tn3xSpV5rN8zNTyNIV/MUem04qPtEJ7y5JEqJA+1KlUR4RxWNV1W7a1dAacCW0ADYEjxSknP2+lUT+LNq0dZavEJ2LuWEOOAcFQG2foBSpV6XpiUM+Pbxa/Ajqucbsz5Q8SRJzzVha167vGnGrxSnQmw/RtkGNqAZE4zSpV6jJCMknJdjNhJpOgNequIvV3DKdjhQhSTPwrCQJ/cx6+lBXV6t59xTaUspXB2tiOkc8x1ilSroY4rmjpyY5aoL+4qWqRAk5JpUqVDJ0woq0f/9k=
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
<<set $Plot = 0>> <<set $PlotName = ["Something is wrong", "I Settle Ouachita Valley", "II Seize New Orleans", "III Invade Mexico", "IV Invade Spanish Southwest", "V Invade Spanish Florida", "VI Detach Western U.S.", "VII Coup D'etat"]>> <<set _PlotArrayA to [[0, 0, 0, 0, 0, 0, 0], [0, 0, 0, 0, 0, 0, 0], [0, 0, 0, 1, 1, 1, 1], [0, 0, 0, 0, 5, 2, 5], [0, 0, 0, 5, 0, 6, 3], [0, 0, 0, 2, 6, 0, 2], [0, 0, 0, 5, 3, 2, 0]]>> <<set _PlotArrayB to [[0, 0, 0, 0, 0, 0, 0], [0, 0, 0, 0, 0, 0, 0], [0, 0, 0, 10, 10, 10, 10], [0, 0, 0, 0, 1, 2, 3], [0, 0, 0, 1, 0, 1, 5], [0, 0, 0, 2, 4, 0, 6], [0, 0, 0, 3, 5, 6, 0]]>> <<set _PlotArrayC to [[0, 0, 0, 0, 0, 0, 0], [0, 0, 0, 0, 0, 6, 4], [0, 0, 0, 0, 6, 0, 2], [0, 0, 0, 0, 4, 2, 0], [0, 0, 0, 6, 0, 0, 1], [0, 0, 0, 4, 0, 1, 0], [0, 0, 0, 2, 1, 0, 0]]>> <<set $Cards = []>> <<set $TheConspirators = []>> <<set $WilkinsonCards = []>> <<set $WilkConsp = 0, $Plot = 0>> <<set $ConspiratorCards.push($card2, $card3, $card4, $card5, $card6, $card7, $card8, $card9, $card10)>> <<set $TheConspirators.push($ConspiratorCards.pluck())>> <<set $TheConspirators.push($ConspiratorCards.pluck())>> <<set $TheConspirators.push($ConspiratorCards.pluck())>> /* <<set $Cards.push($ConspiratorCards.pluckMany(6))>> */ /* could push all at once into deck */ <<set $Cards.push($ConspiratorCards.pluck())>> /* pushes remaining Conspirators into the Deck one at a time */ <<set $Cards.push($ConspiratorCards.pluck())>> <<set $Cards.push($ConspiratorCards.pluck())>> <<set $Cards.push($ConspiratorCards.pluck())>> <<set $Cards.push($ConspiratorCards.pluck())>> <<set $Cards.push($ConspiratorCards.pluck())>> <<for _i = 0; _i < 3; _i++>> <<if $TheConspirators[_i].headline eq "James Wilkinson">><<set $WilkConsp++>> <<elseif $TheConspirators[_i].num eq 2>> <<set $Plot = 1>> /* settle the valley */ <</if>> <</for>> <<if $WilkConsp eq 3>> <<set $Plot = 7>> <<elseif ($WilkConsp eq 2) and ($Plot isnot 1)>> <<for _i = 0; _i < 3; _i++>> <<if $TheConspirators[_i].headline isnot "James Wilkinson">> <<set _Other = $TheConspirators[_i].num>> <</if>> <</for>> <<switch _Other>> <<case 2>> <<set $Plot = 1>> <<case 3>> <<set $Plot = 4>> <<case 4>> <<set $Plot = 3>> <<case 5>> <<set $Plot = 7>> <<case 6>> <<set $Plot = 4>> <</switch>> <<elseif ($WilkConsp eq 1) and ($Plot isnot 1)>> <<for _i = 0; _i < 3; _i++>> <<if $TheConspirators[_i].headline is "James Wilkinson">> <<set _Wilk = _i>> <<elseif $TheConspirators[_i].headline is "Theodosia Burr Alston">> <<set _Wilk = 5, _i = 5>> <</if>> <</for>> <<switch _Wilk>> <<case 0>> <<set $Plot = _PlotArrayA[$TheConspirators[1].num][$TheConspirators[2].num]>> <<case 1>> <<set $Plot = _PlotArrayA[$TheConspirators[0].num][$TheConspirators[2].num]>> <<case 2>> <<set $Plot = _PlotArrayA[$TheConspirators[0].num][$TheConspirators[1].num]>> <<case 5>> <<set $Plot = 1>> <</switch>> <<elseif $Plot isnot 1>> <<for _i = 0; _i < 3; _i++>> <<print $TheConspirators[_i].num>><br> <</for>> <<set _Plot = _PlotArrayB[$TheConspirators[0].num][$TheConspirators[1].num]>> <<if _Plot eq 10>> <<set $Plot = 1>> <<else>> <<set $Plot = _PlotArrayC[_Plot][$TheConspirators[2].num]>> <</if>> <</if>> <<set $objective = $Plot>> /* <<set _PlotArrayA = [], _PlotArrayB = [], _PlotArrayC = []>> */
<section class='card-list rules'> <<for _x = 0; _x lt $InHand.length; _x++>> <<set $handCard = "<article class='card'">> <<set $handCard = $handCard + " onclick=\"$.wiki('<<PlayZip " + _x + ">>')\"">> <<set $handCard = $handCard + "><div class='rules'><center>">> <<ShowSuit $InHand[_x].suit $InHand[_x].num>> <<set $handCard = $handCard + $suit + "<div class='headlineB'><strong><<print $InHand[_x].headline>></strong></div><div class='picture'><div class='icon'><span id='icons'><<print $InHand[_x].icons>></span></div><<if $pics == '1'>><center><<set $painting = 'card' + $InHand[_x].num + '.jpg'>><<set _Image = $picdir + $painting + $picend>><div><<print _Image>></div></center><</if>></div><div class='note'><span id='DefenseNote'><<print $InHand[_x].action>></span></div></center><div class='commentary'><<print $InHand[_x].commentary>></div></div></article>">> <<print $handCard>> <</for>> </section>