// Coordinates System : var lastWindoww=1360; var lastWindowh=615; parent.$U.escala=Math.min(widthWindow()/lastWindoww,heightWindow()/lastWindowh); if (parent.$U.escala==0){parent.$U.escala=1}; SetCoords(parent.$U.escala*891.1276201181206,parent.$U.escala*478.1555689610688,parent.$U.escala*68.90475687221884,false,1360,615); // Geometry : P1=Point("P1","[0,0]","0"); P2=Point("P2","[2,0]","0"); P3=Point("P3","[2,5]","0"); P4=Point("P4","[0,5]","0"); U=Point("U",3.4891733113280603,4.855895772249016); U0=Point("U0",3.96950119621076,4.645364241384841); U2=Point("U2",3.1628155989034186,1.3432315009377953); U3=Point("U3",3.327594712433477,2.456896667820082); U1=Point("U1",3.9702400967790274,4.675309906695753); U6=Point("U6",3.5123053286950334,4.443855024292165); U4=Point("U4",3.8639261413090744,4.077403504483813); U5=Point("U5",3.3260789357900262,1.6821407284701098); U7=Point("U7",3.670288167315087,0.6068652185248083); U8=Point("U8",3.864050914403195,0.4950278146879404); U9=Point("U9",3.680625011371483,3.3427167596613123); P5=Point("P5",-6.4478697478271,2.6222076586539167); Verificar=BlocklyButton("Verificar","Verificar Respuesta","-1.7610660369489841","5.695628569281457"); capacidadMaxima=Expression("capacidadMaxima","","","","4","-3.640153969817665","6.329261150526329"); booleano=Expression("booleano","","","","0","-2.8155424561930014","6.486534569238248"); U10=Point("U10",3.322248261141843,4.317088211718967); U11=Point("U11",3.2369318845776016,4.0139664247981575); U12=Point("U12",3.9796580131786303,2.9879240312064517); U13=Point("U13",3.024401353698669,4.0624572737876115); U14=Point("U14",3.8521946761344497,3.658712912633142); U15=Point("U15",3.80597778371642,1.972062033600841); U16=Point("U16",3.6230004084356473,3.534863776227055); U17=Point("U17",3.7272303782720995,3.740307505569177); U18=Point("U18",3.6835413777000925,1.845658009433614); A=Point("A",-6.157944578737918,5.839137169954648); B=Point("B",-6.236533591273397,5.819804216603186); C=Point("C",-4.367094775180849,5.991207316893299); D=Point("D",-6.565101429640407,5.82465446790556); botonPregunta1=BlocklyButton("botonPregunta1","Continuar1","-1.2097988517440696","5.294693443693707"); botonPregunta2=BlocklyButton("botonPregunta2","Continuar2","-1.3404235316926547","5.062295112600467"); botonPregunta3=BlocklyButton("botonPregunta3","Continuar3","-0.2954260921039761","5.221770821352981"); botonPregunta4=BlocklyButton("botonPregunta4","Continuar4","-3.0385443710242552","4.72812313036257"); Inicio=BlocklyButton("Inicio","Inicio","6.333052250200958","5.103058315345654"); control=Expression("control","","","","0","-1.3160082142199785","6.66710225212543"); Tablero=Expression("Tablero","","","","[[-7.213599639952142,2.89180930923265],[-5.701161970726573,1.5168659735730416],[-7.036821211081621,2.5087893800131877],[-6.054718828467616,2.87216726158037],[-6.8502217583849605,3.2650082146259725],[-5.740446066031133,2.410579141751787],[-7.341272949691963,2.1552325222721453],[-5.985971661684635,1.1338460443535792]]","-1.569458853353608","-0.7870536694528694"); ptosLibres=Expression("ptosLibres","","","","[[-7.213599639952142,2.89180930923265],[-5.701161970726573,1.5168659735730416],[-7.036821211081621,2.5087893800131877],[-6.054718828467616,2.87216726158037],[-6.8502217583849605,3.2650082146259725],[-5.740446066031133,2.410579141751787],[-7.341272949691963,2.1552325222721453],[-5.985971661684635,1.1338460443535792]]","-1.8570905081794733","-1.099189854922369"); control0=Expression("control0","","","","0","-0.13618342833404312","6.66710225212543"); P6=Point("P6","[-6.8502217583849605,3.2650082146259725]","0"); P7=Point("P7","[-6.310065447947257,3.3042923099305326]","0"); P8=Point("P8","[-5.769909137509553,3.225724119321412]","0"); P9=Point("P9","[-6.054718828467616,2.87216726158037]","0"); P10=Point("P10","[-5.475278422725352,2.8034200947973895]","0"); P11=Point("P11","[-6.614517186557599,2.8034200947973895]","0"); P12=Point("P12","[-6.290423400294976,1.6936444024435626]","0"); P13=Point("P13","[-7.213599639952142,2.89180930923265]","0"); P14=Point("P14","[-7.036821211081621,2.5087893800131877]","0"); P15=Point("P15","[-7.341272949691963,2.1552325222721453]","0"); P16=Point("P16","[-6.742190496297419,2.1650535460982856]","0"); P17=Point("P17","[-6.339528519425677,2.410579141751787]","0"); P18=Point("P18","[-5.740446066031133,2.410579141751787]","0"); P19=Point("P19","[-5.4949204703776315,2.0275592125323247]","0"); P20=Point("P20","[-5.701161970726573,1.5168659735730416]","0"); P21=Point("P21","[-5.995792685510775,2.0177381887061845]","0"); P22=Point("P22","[-6.79129561542812,1.6052551880083021]","0"); P23=Point("P23","[-7.233241687604423,1.6543603071390025]","0"); P24=Point("P24","[-6.663622305688299,1.2025932111365596]","0"); P25=Point("P25","[-5.985971661684635,1.1338460443535792]","0"); control2=Expression("control2","","","","0","1.2251528630728004","6.66710225212543"); control3=Expression("control3","","","","0","2.601027205599235","6.704513442272881"); respuesta=Expression("respuesta","","","","8","-2.8513303835875736","6.196528465272108"); verificar1=BlocklyButton("verificar1","Verificar","-3.4147361379387293","5.543801966433793"); K=Point("K",-7.681525675228681,6.046456137364775); contador=Expression("contador","","","","0","2.7036011923915537","5.665186399702354"); M=Point("M",-2.3073892754755736,2.5544375618569415); contador1=Expression("contador1","","","","0","2.6115923463231825","6.155621430715291"); contador2=Expression("contador2","","","","0","2.6115923463231825","5.894372070818122"); E=Point("E",-7.737763133254079,5.847336383356592); script0=Expression("script0","","","","var fichas = [];\nvar tablero = GetExpressionValue(\"Tablero\");\nvar tablero2 = tablero.slice();\nvar tablerolen = tablero.length;\nvar posLibres = [];\nvar puntos = me.Z.getConstruction().getAllObjectsFromType(\"point\");\n\nfor (let i = 0; i < puntos.length; i++) {\n if (puntos[i].getName()[0] == \"U\") {\n fichas.push(puntos[i].getName());\n }\n}\n\nif (control0) {\n console.log(tablero);\n for (let i = tablero.length - 1; i >= 0; i--) {\n for (let j = 0; j < fichas.length; j++) {\n console.log(i);\n\n if (Math.abs(Find(fichas[j]).getx() - tablero[i][0]) < 0.0001 && Math.abs(Find(fichas[j]).gety() - tablero[i][1]) < 0.0001) {\n tablero2.splice(i, 1);\n console.log(tablero2.length);\n }\n }\n };\n SetExpressionValue(\"ptosLibres\", tablero2);\n}\n\n\n;0","-0.045427675573585805","6.485590746604517"); pol1=Polygon("pol1","_P1,_P2,_P3,_P4"); E1=Expression("E1","","","","(((U0.getx()>0)&&(U0.getx()<2))&&((U0.gety()>0)&&(U0.gety()<5)))+(((U.getx()>0)&&(U.getx()<2))&&((U.gety()>0)&&(U.gety()<5)))+(((U1.getx()>0)&&(U1.getx()<2))&&((U1.gety()>0)&&(U1.gety()<5)))+(((U2.getx()>0)&&(U2.getx()<2))&&((U2.gety()>0)&&(U2.gety()<5)))+(((U3.getx()>0)&&(U3.getx()<2))&&((U3.gety()>0)&&(U3.gety()<5)))+(((U4.getx()>0)&&(U4.getx()<2))&&((U4.gety()>0)&&(U4.gety()<5)))+(((U5.getx()>0)&&(U5.getx()<2))&&((U5.gety()>0)&&(U5.gety()<5)))+(((U6.getx()>0)&&(U6.getx()<2))&&((U6.gety()>0)&&(U6.gety()<5)))+(((U7.getx()>0)&&(U7.getx()<2))&&((U7.gety()>0)&&(U7.gety()<5)))+(((U8.getx()>0)&&(U8.getx()<2))&&((U8.gety()>0)&&(U8.gety()<5)))+(((U9.getx()>0)&&(U9.getx()<2))&&((U9.gety()>0)&&(U9.gety()<5)))+(((U10.getx()>0)&&(U10.getx()<2))&&((U10.gety()>0)&&(U10.gety()<5)))+(((U11.getx()>0)&&(U11.getx()<2))&&((U11.gety()>0)&&(U11.gety()<5)))+(((U12.getx()>0)&&(U12.getx()<2))&&((U12.gety()>0)&&(U12.gety()<5)))+(((U13.getx()>0)&&(U13.getx()<2))&&((U13.gety()>0)&&(U13.gety()<5)))+(((U14.getx()>0)&&(U14.getx()<2))&&((U14.gety()>0)&&(U14.gety()<5)))+(((U15.getx()>0)&&(U15.getx()<2))&&((U15.gety()>0)&&(U15.gety()<5)))+(((U16.getx()>0)&&(U16.getx()<2))&&((U16.gety()>0)&&(U16.gety()<5)))+(((U17.getx()>0)&&(U17.getx()<2))&&((U17.gety()>0)&&(U17.gety()<5)))+(((U18.getx()>0)&&(U18.getx()<2))&&((U18.gety()>0)&&(U18.gety()<5)))\n\n\n\n\n","-2.1995023346619917","6.668175518607688"); blk_turtle_exp_P5=Expression("blk_turtle_exp_P5","","","","var bl_ijhdhfdhb=function(){\nTURTLE_INIT(\"P5\",P5);\nTURTLE_PRINT_IMG(TURTLE_TEXT('data:image/png;base64,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'),-1,-1,1,1);\nreturn TURTLE_RESULT()\n};\nbl_ijhdhfdhb()","-12.629546967360836","6.636171910209235"); blk_turtle_exp_A=Expression("blk_turtle_exp_A","","","","var bl_bghiigjba=function(){\nTURTLE_INIT(\"A\",A);\nTURTLE_UP(true);\nTURTLE_PRINT(TURTLE_TEXT('La zona amarilla acepta la cantidad de manchas que'));\nTURTLE_TURN(-(90));\nTURTLE_MV(0.33,false);\nTURTLE_TURN((90));\nTURTLE_PRINT(TURTLE_TEXT('considere necesarias para cubrir a la mariquita'));\nreturn TURTLE_RESULT()\n};\nbl_bghiigjba()","-12.478965803756127","6.485590746604517"); blk_turtle_exp_B=Expression("blk_turtle_exp_B","","","","var bl_ffcgebafi=function(){\nTURTLE_INIT(\"B\",B);\nTURTLE_UP(true);\nTURTLE_PRINT(TURTLE_TEXT('Arrastra las manchas que colocaste en la zona amarilla'));\nTURTLE_TURN(-(90));\nTURTLE_MV(0.33,false);\nTURTLE_TURN((90));\nTURTLE_PRINT(TURTLE_TEXT('y viste a la mariquita ¿Las manchitas fueron'));\nTURTLE_TURN(-(90));\nTURTLE_MV(0.33,false);\nTURTLE_TURN((90));\nTURTLE_PRINT(TURTLE_TEXT('suficientes para cubrirla toda?'));\nreturn TURTLE_RESULT()\n};\nbl_ffcgebafi()","-12.478965803756127","6.485590746604517"); blk_turtle_exp_C=Expression("blk_turtle_exp_C","","","","var bl_ijhibjjha=function(){\nTURTLE_INIT(\"C\",C);\nTURTLE_UP(true);\nTURTLE_PRINT(TURTLE_TEXT('Cuenta la cantidad de puntos que necesita'));\nTURTLE_TURN(-(90));\nTURTLE_MV(0.33,false);\nTURTLE_TURN((90));\nTURTLE_PRINT(TURTLE_TEXT('la mariquita para vestirse completamente.'));\nTURTLE_TURN(-(90));\nTURTLE_MV(0.33,false);\nTURTLE_TURN((90));\nTURTLE_PRINT(TURTLE_TEXT('Incluyendo las que ya colocaste.'));\nreturn TURTLE_RESULT()\n};\nbl_ijhibjjha()","-12.478965803756127","6.485590746604517"); blk_turtle_exp_D=Expression("blk_turtle_exp_D","","","","var bl_iihjgbejg=function(){\nTURTLE_INIT(\"D\",D);\nTURTLE_UP(true);\nTURTLE_PRINT(TURTLE_TEXT('En la zona amarilla deja únicamente'));\nTURTLE_TURN(-(90));\nTURTLE_MV(0.33,false);\nTURTLE_TURN((90));\nTURTLE_PRINT(TURTLE_TEXT('la cantidad de manchitas que contaste'));\nTURTLE_TURN(-(90));\nTURTLE_MV(0.33,false);\nTURTLE_TURN((90));\nTURTLE_PRINT(TURTLE_TEXT('necesarias para vestir a la mariquita.'));\nreturn TURTLE_RESULT()\n};\nbl_iihjgbejg()","-12.478965803756127","6.485590746604517"); script=Expression("script","","","","GetCanvas()[\"Unidades\"]=[];\npuntos=me.Z.getConstruction().getAllObjectsFromType(\"point\");\nfor (let i = 0; i < puntos.length; i++) {\n if (puntos[i].getName()[0]==\"U\"){GetCanvas()[\"Unidades\"].push(puntos[i].getName())};\n \n};\nif(control){\nfor(i=0;iEQbooleano1LT0U0comandoU.setxy(1.03,U.gety())listList2U50","sync":"if ((booleano) == 1) {\n if ((Coordinate(\"U\",0)) < 0) {\n blockly_var_comando = (U.setxy(1.03,U.gety()));\n }\n}\nimantar(\"U\",\"List2\", 50);\n","parents":["booleano"]},"onmouseup":{"xml":"expressioncontrol01expressioncontrol00comandoptosLibres.compute()comandoList2.compute()comandoTablero.compute()listList2U0","sync":"var blockly_var_temp_var = 1 ;\nSET_EXP(\"control0\",blockly_var_temp_var);\nvar blockly_var_temp_var2 = 0 ;\nSET_EXP(\"control0\",blockly_var_temp_var2);\nblockly_var_comando = (ptosLibres.compute());\nblockly_var_comando = (List2.compute());\nblockly_var_comando = (Tablero.compute());\nimantar(\"U\",\"List2\", 0);\n","childs":["control0"]},"current":"ondrag"}); BLK(U0,{"ondrag":{"xml":"EQbooleano1LT0U00comandoU0.setxy(1.03,U0.gety())listList2U050","sync":"if ((booleano) == 1) {\n if ((Coordinate(\"U0\",0)) < 0) {\n blockly_var_comando = (U0.setxy(1.03,U0.gety()));\n }\n}\nimantar(\"U0\",\"List2\", 50);\n","parents":["booleano"]},"onmouseup":{"xml":"expressioncontrol01expressioncontrol00comandoptosLibres.compute()comandoList2.compute()comandoTablero.compute()listList2U00","sync":"var blockly_var_temp_var = 1 ;\nSET_EXP(\"control0\",blockly_var_temp_var);\nvar blockly_var_temp_var2 = 0 ;\nSET_EXP(\"control0\",blockly_var_temp_var2);\nblockly_var_comando = (ptosLibres.compute());\nblockly_var_comando = (List2.compute());\nblockly_var_comando = (Tablero.compute());\nimantar(\"U0\",\"List2\", 0);\n","childs":["control0"]},"current":"ondrag"}); BLK(U2,{"ondrag":{"xml":"EQbooleano1LT0U20comandoU2.setxy(1.03,U2.gety())listList2U250","sync":"if ((booleano) == 1) {\n if ((Coordinate(\"U2\",0)) < 0) {\n blockly_var_comando = (U2.setxy(1.03,U2.gety()));\n }\n}\nimantar(\"U2\",\"List2\", 50);\n","parents":["booleano"]},"onmouseup":{"xml":"expressioncontrol01expressioncontrol00comandoptosLibres.compute()comandoList2.compute()comandoTablero.compute()listList2U20","sync":"var blockly_var_temp_var = 1 ;\nSET_EXP(\"control0\",blockly_var_temp_var);\nvar blockly_var_temp_var2 = 0 ;\nSET_EXP(\"control0\",blockly_var_temp_var2);\nblockly_var_comando = (ptosLibres.compute());\nblockly_var_comando = (List2.compute());\nblockly_var_comando = (Tablero.compute());\nimantar(\"U2\",\"List2\", 0);\n","childs":["control0"]},"current":"ondrag"}); BLK(U3,{"ondrag":{"xml":"EQbooleano1LT0U30comandoU3.setxy(1.03,U3.gety())listList2U350","sync":"if ((booleano) == 1) {\n if ((Coordinate(\"U3\",0)) < 0) {\n blockly_var_comando = (U3.setxy(1.03,U3.gety()));\n }\n}\nimantar(\"U3\",\"List2\", 50);\n","parents":["booleano"]},"onmouseup":{"xml":"expressioncontrol01expressioncontrol00comandoptosLibres.compute()comandoList2.compute()comandoTablero.compute()listList2U30","sync":"var blockly_var_temp_var = 1 ;\nSET_EXP(\"control0\",blockly_var_temp_var);\nvar blockly_var_temp_var2 = 0 ;\nSET_EXP(\"control0\",blockly_var_temp_var2);\nblockly_var_comando = (ptosLibres.compute());\nblockly_var_comando = (List2.compute());\nblockly_var_comando = (Tablero.compute());\nimantar(\"U3\",\"List2\", 0);\n","childs":["control0"]},"current":"ondrag"}); BLK(U1,{"ondrag":{"xml":"EQbooleano1LT0U10comandoU1.setxy(1.03,U1.gety())listList2U150","sync":"if ((booleano) == 1) {\n if ((Coordinate(\"U1\",0)) < 0) {\n blockly_var_comando = (U1.setxy(1.03,U1.gety()));\n }\n}\nimantar(\"U1\",\"List2\", 50);\n","parents":["booleano"]},"onmouseup":{"xml":"expressioncontrol01expressioncontrol00comandoptosLibres.compute()comandoList2.compute()comandoTablero.compute()listList2U10","sync":"var blockly_var_temp_var = 1 ;\nSET_EXP(\"control0\",blockly_var_temp_var);\nvar blockly_var_temp_var2 = 0 ;\nSET_EXP(\"control0\",blockly_var_temp_var2);\nblockly_var_comando = (ptosLibres.compute());\nblockly_var_comando = (List2.compute());\nblockly_var_comando = (Tablero.compute());\nimantar(\"U1\",\"List2\", 0);\n","childs":["control0"]},"current":"ondrag"}); BLK(U6,{"ondrag":{"xml":"EQbooleano1LT0U60comandoU6.setxy(1.03,U6.gety())listList2U650","sync":"if ((booleano) == 1) {\n if ((Coordinate(\"U6\",0)) < 0) {\n blockly_var_comando = (U6.setxy(1.03,U6.gety()));\n }\n}\nimantar(\"U6\",\"List2\", 50);\n","parents":["booleano"]},"onmouseup":{"xml":"expressioncontrol01expressioncontrol00comandoptosLibres.compute()comandoList2.compute()comandoTablero.compute()listList2U60","sync":"var blockly_var_temp_var = 1 ;\nSET_EXP(\"control0\",blockly_var_temp_var);\nvar blockly_var_temp_var2 = 0 ;\nSET_EXP(\"control0\",blockly_var_temp_var2);\nblockly_var_comando = (ptosLibres.compute());\nblockly_var_comando = (List2.compute());\nblockly_var_comando = (Tablero.compute());\nimantar(\"U6\",\"List2\", 0);\n","childs":["control0"]},"current":"ondrag"}); BLK(U4,{"ondrag":{"xml":"EQbooleano1LT0U40comandoU4.setxy(1.03,U4.gety())listList2U450","sync":"if ((booleano) == 1) {\n if ((Coordinate(\"U4\",0)) < 0) {\n blockly_var_comando = (U4.setxy(1.03,U4.gety()));\n }\n}\nimantar(\"U4\",\"List2\", 50);\n","parents":["booleano"]},"onmouseup":{"xml":"expressioncontrol01expressioncontrol00comandoptosLibres.compute()comandoList2.compute()comandoTablero.compute()listList2U40","sync":"var blockly_var_temp_var = 1 ;\nSET_EXP(\"control0\",blockly_var_temp_var);\nvar blockly_var_temp_var2 = 0 ;\nSET_EXP(\"control0\",blockly_var_temp_var2);\nblockly_var_comando = (ptosLibres.compute());\nblockly_var_comando = (List2.compute());\nblockly_var_comando = (Tablero.compute());\nimantar(\"U4\",\"List2\", 0);\n","childs":["control0"]},"current":"ondrag"}); BLK(U5,{"ondrag":{"xml":"EQbooleano1LT0U50comandoU5.setxy(1.03,U5.gety())listList2U550","sync":"if ((booleano) == 1) {\n if ((Coordinate(\"U5\",0)) < 0) {\n blockly_var_comando = (U5.setxy(1.03,U5.gety()));\n }\n}\nimantar(\"U5\",\"List2\", 50);\n","parents":["booleano"]},"onmouseup":{"xml":"expressioncontrol01expressioncontrol00comandoptosLibres.compute()comandoList2.compute()comandoTablero.compute()listList2U50","sync":"var blockly_var_temp_var = 1 ;\nSET_EXP(\"control0\",blockly_var_temp_var);\nvar blockly_var_temp_var2 = 0 ;\nSET_EXP(\"control0\",blockly_var_temp_var2);\nblockly_var_comando = (ptosLibres.compute());\nblockly_var_comando = (List2.compute());\nblockly_var_comando = (Tablero.compute());\nimantar(\"U5\",\"List2\", 0);\n","childs":["control0"]},"current":"ondrag"}); BLK(U7,{"ondrag":{"xml":"EQbooleano1LT0U70comandoU7.setxy(1.03,U7.gety())listList2U750","sync":"if ((booleano) == 1) {\n if ((Coordinate(\"U7\",0)) < 0) {\n blockly_var_comando = (U7.setxy(1.03,U7.gety()));\n }\n}\nimantar(\"U7\",\"List2\", 50);\n","parents":["booleano"]},"onmouseup":{"xml":"expressioncontrol01expressioncontrol00comandoptosLibres.compute()comandoList2.compute()comandoTablero.compute()listList2U70","sync":"var blockly_var_temp_var = 1 ;\nSET_EXP(\"control0\",blockly_var_temp_var);\nvar blockly_var_temp_var2 = 0 ;\nSET_EXP(\"control0\",blockly_var_temp_var2);\nblockly_var_comando = (ptosLibres.compute());\nblockly_var_comando = (List2.compute());\nblockly_var_comando = (Tablero.compute());\nimantar(\"U7\",\"List2\", 0);\n","childs":["control0"]},"current":"ondrag"}); BLK(U8,{"ondrag":{"xml":"EQbooleano1LT0U80comandoU8.setxy(1.03,U8.gety())listList2U850","sync":"if ((booleano) == 1) {\n if ((Coordinate(\"U8\",0)) < 0) {\n blockly_var_comando = (U8.setxy(1.03,U8.gety()));\n }\n}\nimantar(\"U8\",\"List2\", 50);\n","parents":["booleano"]},"onmouseup":{"xml":"expressioncontrol01expressioncontrol00comandoptosLibres.compute()comandoList2.compute()comandoTablero.compute()listList2U80","sync":"var blockly_var_temp_var = 1 ;\nSET_EXP(\"control0\",blockly_var_temp_var);\nvar blockly_var_temp_var2 = 0 ;\nSET_EXP(\"control0\",blockly_var_temp_var2);\nblockly_var_comando = (ptosLibres.compute());\nblockly_var_comando = (List2.compute());\nblockly_var_comando = (Tablero.compute());\nimantar(\"U8\",\"List2\", 0);\n","childs":["control0"]},"current":"ondrag"}); BLK(U9,{"ondrag":{"xml":"EQbooleano1LT0U90comandoU9.setxy(1.03,U9.gety())listList2U950","sync":"if ((booleano) == 1) {\n if ((Coordinate(\"U9\",0)) < 0) {\n blockly_var_comando = (U9.setxy(1.03,U9.gety()));\n }\n}\nimantar(\"U9\",\"List2\", 50);\n","parents":["booleano"]},"onmouseup":{"xml":"expressioncontrol01expressioncontrol00comandoptosLibres.compute()comandoList2.compute()comandoTablero.compute()listList2U90","sync":"var blockly_var_temp_var = 1 ;\nSET_EXP(\"control0\",blockly_var_temp_var);\nvar blockly_var_temp_var2 = 0 ;\nSET_EXP(\"control0\",blockly_var_temp_var2);\nblockly_var_comando = (ptosLibres.compute());\nblockly_var_comando = (List2.compute());\nblockly_var_comando = (Tablero.compute());\nimantar(\"U9\",\"List2\", 0);\n","childs":["control0"]},"current":"ondrag"}); BLK(P5,{"onlogo":{"xml":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAQIAAAFgCAYAAABQc3cBAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAANrlSURBVHhe7J0FeFVX9va/manMTKedmXZq1N3dO6Xu3pl6OxXaUqTQ0lKgFJfi7u6QBEtwjwIhxJW4u7vce3O/93e4h3+gQJFAkbOeZz03uXcf22evd8lee+3/Z5FFFllkkUWnDTmdzrvtdnvr6urqTkVFRR1SUlI6REZGdggJCemwc+fOvZjvwsPDO8TFxXXIzs7uUFlZ2bGxsbGT+F3xpa5TWmTRsSEN1rM00K4Q3wLr/5vhiooKg+vq6m52/Xarvr9a/GfXoRaJ1B9/VN+0MPuPPpNAX+Pt7X2/hH5IbGxsiv4v9fPzy1+1alW+u7t7/rx58/Jnz55t8Jw5c/JnzZplMH8vXLjQaBcYGFiQmJhYmpmZGSAQaaX3cKPOf5Wu91fXpS2yqPmovr7+TpvN1l+DbJl4cXl5uUdaWpp7VFSUe2hoKJ8eGRkZfO+ptsPV5gHXoRaJAEf1SVdp/qWFhYVLJPTuS5cuXThp0qTlkydPTpgxY4ZTn84hQ4Y4e/bs6ezUqZOzXbt2zjZt2jjbtm1r8Jdffun87LPPnJ988onB/N6vXz+ngMLp4eFRt27dukBZCssEMuN1raddl7bIoqMnDai/iB8sKysbkS5KSEhwSgs5N2/e7JRGYgA6paHMwejcsGGDc82aNdnLly8f7e/v/65A4R0d/4H4cQnD31ynPS1Iz/tPBFL8dkFBwc/quwiZ9k5PT0/n6NGjnV27dnW2b9/eEPJvvvnG+e233zp/+OEH548//mh8Agbw999/7/zuu++Mdh9//LHz5Zdfdt57773O6667znnzzTc7//3vfzvfffddZ5cuXYx3oGuUym2YVVtb+6Tu4e+u27HIoiMnDeILxB2lxSK2bt3qmD59ujE4v/rqK2Nw/vTTT8aA7tChg/Prr792tm7dms9GDeZctY2TX7tLJmuSTNaFOs9TGph/cp36lCQ93xl6zvPE54vfKC4u9hIAJEpbp0+YMKGe/jKF+fnnn3e++eabRl/27dvXsAgEqg3z588vcXNzK1iyZEmhrIZCgarxKVehcMyYMfnq7+L333+/9uGHH3ZeddVVzgsuuMB58cUXO2+66Sbn22+/bYBMUFBQaUlJyXTdw+2uW7PIoiMnDaRzNLiflUabvX79+sKff/7Z0EaXX36587HHHnN27NjROWzYMOfAgQMNrfbWW285n3nmGWOQf/jhh84+ffo4V6xY4QwLCyvOyclZyLlOZTDQs92nPvtZLtLY4ODg1RLmyvHjxxvaHOFHez/55JMGAGANDB061NDiElwn1pZM+xC5WgMiIyPbxMfHfwMnJiZ24DMiIqK93kHrRYsW9Vq4cGGAzusAgHkPF154ofMPf/iD8x//+Idx7rVr1zplFWzVvTzqujWLLDo6QsuVlpa+Je0ejS/71FNPOc8991znlVde6fz888+d0lROb29vp5eXl3PcuHGGicugv+222wzT9cUXXzSAYuXKlVWxsbELdC4sg1MqmAW4oX3lnw9LS0vL9PHxaRw8eLD9nXfeMYDz9ttvNwQWawC/XhrfKSuhSgAQlpKS4i3XK0Bu1Ga73d5V57ncddr9kn6/SDxR1oYdV+OXX35xPvroo84zzzzTqZ+dLVu2dMqCcGZkZGxXu3/vPsoii5qBGhoaHs3Pz/eRZncOGDDA+cADDzj/+c9/Ou+77z5nr169nNu2bWPgOZKSkmqltapHjBjheO+995y33HKLYbY++OCDhvswd+7c0u3bt7vn5eVhGfzBdfqTngABCfQoPVumTHtn586dDe1/xRVXOG+88UbnK6+8gq9vk+lfv2PHDltmZqZNguxTVVX1ufr2fh3/oJjPg4IApDYGENTW1trV585Zs2Y5X3/9dee//vUvZ4sWLZytWrUyYjVyyVZzTtdhFll09KQBxdThd9JcIbIMnNJ2hqZDyJ944gkn5m9MTEyNw+HYVFdXNzNatGbNGkP7Pfvss85rrrnGsA7+97//OUeNGlUmsFggc/dZnfNs1yVOWsrKyrrH19d3uMz1NHx9hP766683/PfHH3/ciKFMmjSpQr6+F1OF1dXVQ/Xc8P/E57tOsxcJJB/Tb+3F34k7SOC/8ff3bz9lypR2gwYN6iVADZBL4SCugEuGlQYof/HFFwCDQ4C9VddprWNbuE5pkUXNQxpUl4q/lWkfKTCwIeQErHARcAVkolZKwGdKy32hdmPkJ+8IDAyMnzhxYgXTXnfffbfzhhtucL722mvEDird3d0X6Xei6n9xXeKkIQnqv6SRr1E/PCgAGCbhzMHsv/POOw0rgE+m+2bOnMksS6UsJS9ZAK/ouL+J/6xnPtu0iFz/t9DnlRLeywoKCh4vLCyckZubm5OYmFgsKyNfpn7e2LFj82RV5MrSKpQFUPPSSy81Pv3004YrQJ8y07Bo0aK60NDQQFkDvIMLzGtYZFGzkgbX5WIy2jTeQg3f/5FHHjG0n0zhBpn/0UuWLJkgX/dTtXuqpqbmg7i4OE8vL68GAo0Ax7XXXmtoSg3cYpnR5CA8fzINWARMINBGQrpAmnlVu3btkgiQYgUAivxNLoCPj48zPT29Tm09dMwLesZfTZ/quz+K3xQATBMALJZVNX/jxo2rJfhZOrdheRGQ/eijjwxLg1gA8QbcjVtvvdVwPwjKyhVz6jin7slfQN1K17vIdQmLLDo2pEFGhlynioqKsJCQEMfw4cMNMGAmgYHatm3b1AkTJgySKXy1q/0TGuRLpdnKaEvQ7KKLLjI+e/ToUbF69eqFMq+JGZzwAUQ9y6V67i9iY2O3CvCMwOg999xj+OZYAUyf6tntAQEBwbIAlqj9RPFzrsM5/mL+F7+dnZ39RlBQ0Ofbtm1bKteilvyCMWPGGK4E1gXmPsKOhQHAYE1xDfr4jTfeMGIu/fv353pJGzZsWKE+nKc+bC3+l+tyFll0bEkDGTeho8z/CPmjDjLiMFOxDOSrNrZq1SpV2qyvtNS1akcuwv+k9TbIlK5FyzGYr776auerr77qlMlbru/dZWU8o0F8husSJxzp3v4hbftVeHj4DmnrBvzxu+66y3nZZZcZcRKCpuvWrbPt2rUrWGDxtZ75Gh1ziZjEIlyBf8ltaiWz3VuaO2nTpk2x06ZNS5BVVUrSEElBCD+gihvFrMsdd9xh+P7EWcgm7NatmxMw1XHVAo5yAU5qRETEsIyMDIKN14gvdN2uRRYdH9KgI4DYoa6uLkgakoCYYRajvdCS0mq7pK2myj/uoXbfwhKExcHBwZVMeTHzQBIMvvTixYtLUlNT3dQGN+GEAwPd14US7tYCga3Tp0+3Y6oDejAmO8+u35wCCqbsvhKf5zqUYx+Sq9Q7LS1tgp+fn68sCduUKVOMDML333/fcJPQ9Ag+rhPgSEwFcGCGhgQh3ARMf4EMQdk6fS5LSUnpAjDp/NbMgEW/L6HxNBBxEzYEiuQbZ73wwgvGtOH9999PPny9XISK5OTkzQ0NDayUay/N7yVNViS3wPnQQw8ZGg9Nt3nz5qqSkpJFOiduwj9dl/jdSfd8UW5u7hd6vG0IPNl7xDl4RgRZ/nnmjh07/GpqajzVdoD4DfFDTAsSDNWzTpb2L5ozZ45d/eMg9wLwIMiH9ucTU58Eo5EjRxrTgW5ubilymXzlTm2RxveRBeErS8JXoBvocDgW6/z/UR8ReDxD/EfXrVpk0e9HGpRXiR+UT/yCBu+EYcOGFRHAwmxG0Fkcs2DBgvK4uLjNaveD+CuBwXKZ0TX42JjBZNth8kZFRZXW1tYCBo+5Tv+7EoBUUFDwlYQ5UJq5DoElx59nQ3BZDSgQGCkg/Dd9IO4gdpMb5B0ZGbll5syZAQK5LKwesi4x8cm6/M9//mNYQgAg2YXz589v8Pb2blAfOWUZZaanpw/W51Pq00cFMI8LVJ7QeWFmWR7UfVlxAItOXCovL3/I399/4tSpU7NZOYf5j+Ykf2D27Nm1GuhrNZABg/bZ2dnuuAQffPCBEQVHOFjIlJmZmaSB/qbrlL8b6R4vFSh9LYEOkIvTyBQdQUGeqXv37mRKpup5BqndNa72LaW1F8lkLyPBCpOe5B5Mf1wlgqNm2rWA0bl161YnMy/R0dHBEvxx9fX1nGu0+CfxvcZNWGTRyUrShvcHBwdPkZYrZGESLgLJRAi8NGiNhMdXPjNuwtexsbFe/fr1K0FYcBEQMPnCOTLFu+j3SwUIxz1eoGuSLkz23ldJSUlBeg4HqcIkRfEs0uIOWTPZzPWrzatqf6VM9ycl/AsFZBXm2gICf2RUEkQlsEiQVO5BtVygZJ03VqCZLFN/p87BsxJY/Ic+mVU4X3+f6bodiyw6OYlBXFZW9qAEfoKnp2cBK+7QooABQTaBQYUAYCMCIC34lbSje+vWratoQ2ISJnh4eHiQzGHM7Itdpz1upGsyy9FGLkGgXJ16LBusGu6PuIb8/Yz8/PxRakOgrr+0+XQPD491AwcOzEfgmUEg2o8FQDxg1KhRHIPb45S1sCUnJ6edjiOO8L7r80bXpS2y6NQjDfCHNPAnbdmyJZP5bjSkGWCT61C/a9eu9WrzXXJy8je9e/d2k1WQSUyBBBpy5SVs8/X7Fa7THTfSNS+W2zID4WVOH0sFoWZ60MfHJ76qqorCH1+mpaUNkBUQI5fHzpz+Sy+9ZLQlAAjgsQCL5xDoJcjX93I4HHN0nJHx57qURRad+uQyse+VEEyQP1xIUAwzmWky4gFTpkypdLkJnby8vDrIKtj+3HPPmb85d+7cua6iouIxnecs1ymPOXHPISEh98sdWEEgD/DCbZHLQjAvo6amZqysmP+pzTCZ+XGdO3e2EzvABSDgSUwAF2D58uXVAoDykpKSJJvNNlj9wIIia57fotOTJFjU6ntA/vA4CXYuZjJgQHAQv3vGjBmVmZmZa6VlF6xcuTIRU5rpNGIL8sMzS0tLJ+l4qhsdl1iB3IF7BUqjdf10QIB7wSqQJbCrtraWhUJf6PehsmDC33333Ubm/8n4YzqQOX9fX19cgFrShdX2R9qLrcCfRRZBEgbAYFJQUFA2lgFChgABBosWLarJy8uryMjIqGcKEaDgewp2ZIl0LIHFY7pKUec/R3yPLJcRomyW9ZLcQzWmgIAAp0AgTML98/jx4we0b99+F9OAJEMRCyDjT9/b/P39Y4uKigJ0HqoxvS7wYp7/TMDQdRmLLDq9ScJwlvg+afhxfn5+hcQMiAcQQMQKwB/Pzc1lSs7IqqPKzoQJE6i/VyEA+VHHHlOLQIJ7g4Bo5MKFC405f8x87oNiKxJup4CqyM3NbacAKlpuQAMAQD4AC6lWr15Ntl+knu17nYd8gnvE+11ebJFFFokkIA9Ks44XGGQRfGM6jpgBhTz0nVEYFYuB+XaKccpaKJFL8Y3r8GNGkZGRd65YsWLzoEGDjBjFp59+alQRSktLM9J6ySj84IMPHAAAdRgACXd3d3IAnNRo0HORG3GV63QWWWTRbxGWgcBgkrR/ITMEZBZihsvvNmrtSSsbZbxJQho4cGCJp6fnsLrd9fqPSd2ChISE8yToHwh4whBwLALqCAAArB8g+MdMAGnF3Cf3Nm/evILU1NSk+vr6QN1XZ/FlrtNZZJFFh0K4CRKcB+Pj48fPnTu3gEQj4gX43eTao4kJFuIeSDjr169fH1NdXc2eCre4TtFspHOeLffjv3JDVgt4ypnaxCLZsWOHAQLcDy4MZdmwBKgzsGzZsmKBxGQd+6H4VfENrtNZZJFFh0sNDQ0PBAQETOjbt2/i448/3sjae+bfCRjiKvA3CTwE60pKSgIEIE+6Dm0WkgBfKr/+bfn4q/r161eLO8CUIWnO27dvNxKByB84//zzDYuAuIaPj09OZmbmNB37qO7nlC7NbpFFx4UkSH9MSkq638PDYyFTdAToEDjMc+rwwdQA3LJlCxl5QbW1tc26e4+A6HFp9pVyA2qxQCj1hUtA8A8QIBjIMmOmEKm3IEAqKSwsBAQe0r2fsHUTLLLopCMJ1XkZGRmjmS0gO4/FOSTnUKSD1X2kJy9evJgg4ja1e9x1WLOQTP9Xpf3jx44da6z9pzoQ8Qk0P3UVWFuAu+KavSiU9YA7gCVgrQOwyKLmJAkVhTtbRUdHB0ngKlhrQLyAWnys+yd3n1RdCexmaeRmKcCh651dXl5+o3z9fsOGDctl9gLhZxcnCrKS40BxFeoqAAK6t5zKykp2DXrYdQqLLLKoOUlA8AcJWIvc3NwOa9asicVFYBaBZB3y9jHPCdAtWrTIf+vWrZQyO+oipxLqi+QSdNM543Q9G1YHQUGqJlFvACAirRj3IDg4uKSmpgZLAHfguKU6W2TRaUkStJYpKSnBuAFYBRTsJEhHKjJ7Ay5YsCBTv7PY5wkJ5FEVOfX29r7Ey8trLrkBlAtj2hIQMMuRmzEBUqJlOZjugJUdaJFFx5okbLdKU8/etGlTgQTfDgCwl9/f//53Q0tTyCM9PT1P7fqKj3jhjgT676tXr35u8ODBG7EEqJAEGFB9GADALXDVRCjMz88nMEg1IAsELLLoeJAEjlz/57Zs2TKvT58+5Zjmf/zjH51/+tOfjHgBey4mJiY66+vrJ0owL3EddthUVFT07IYNGxbI3SggYQkrgFgEwUGAgKChp6dncVpaGoudHhGf9DsxWWTRSUUInczx72fOnFlADgEbrWIVUMMA050kH5nqE44GCMLDw1stWbIkmzUCVAtmg1amLMkXYNpS106KjY3FHXjEdYhFFll0vKmgoOBbuQelrDO49NJLDSBg4xRWAUqT1+fm5lLT77CrFgk8zqioqLjQw8Oj97Bhw8q//vpro5IQIGDmLkybNg2wWSyweYT2rkMtssii40kSvj81NDR0iYmJqZKwGtWCcQ/Y5ZeAoZeXV61MdkqEHTYQ6JgrdOw3c+bM2d6mTRubWRMBa4NaAhMnTjQWEFVWVmINWBWELLLocEmCQzlzSm0/I37qAMxvj4sPWHpMQMAahP/Ex8ev79+/fwGrEtnz/x//+IexAGnx4sV1KSkpRwQEEvDbQkNDvSZNmmQnP+CSSy7Zs36AWYOAgAB7aWlpuM79te7jhN96zSKLTgiSsLB5J0U3Lqmrq/uuqqpqU0lJyfbMzEy/Xbt2+UZFRRlMKTJpYr/CwsLtMs031tbWUpD0Itexe0Xj9f8fxP/asmXLex07dvRmsc95551nxAooVLJgwYK6xMTEwwYCrqN7eWrJkiXbWbuAFYClARiw4Ik9DFNTUyN03o5qe+W+92WRRRbthyQwZ4tfkhnfNS8vb5BM+e2BgYGO9evXG7n6mPVk6FG/n/JdpO6SH+Dt7W2XVg4QMPyCC6BzsL3Zr9J1Bw0adO0PP/ywkFqA7Ct4zjnnGIG9GTNm1OlahwUErnttGRYWNnb48OE5uAGAC7MRTBWSSBQcHLxTFsN3anfcC6VaZNFJSRKWc8vKyp7PyspaLC2bK+Evlt9dTyouW6SzcAd/HlMebUuBEVb1UXcAcBg3blzd0qVLi0JCQnIECIskgGQL7rVd+Pz586/S+eYT0CPD8K9//auR8z958mTKnB82EMha+dHPzy/z+++/byR1+IwzzjAWE7Vt27ZS1kC4rAFAoIXrEIsssuhgJIH9g4T3FWn/patXry5hbp8cfabi0Pyk5KL9Wc/PdB/fIfwwJjlgwNoBPrEaPDw8ioKCgtzz8/NfcF3CIIHE9bIgFrEkmHRjgICViePHj6+TRXFYQKB7/ntERMRwgZWxScmf//xnw9Wg9PjgwYND5IZ0rKmpsSwBiyz6LZLg3S5+Pz4+vrW09aIhQ4ZUIvxk5CHws2fPxuw3tu+S5k328vKSHC+e6ebmNksad5mELZ31/Z6enkbqLll8lAPDctDxZQKEeQkJCVT7fVt8m4DhrhUrVswTeDgoZQYQkGCENXE4QKB2V9jt9vdZsMT04+233+7U10ZpNABszZo1G5KSku7Y3XpvEoDcp+M/1udnLmZj1r0sF4ssOi1IA5+VgTc6HI6BBQUFYWvXrk2Wli4mG49yXuzsK2AollbPkvBmlJeXx4l/kdtwt3z5qyIjI6+VBfFvmf8T9H1mTk5O3saNG/NkKZS8++67Dsx90ocFKEUSykSdY7sE98v6+npKik8W2NhYeESMgDn/IwCC54qLi1fNmzevkmv97W9/M+IDr7/+um3WrFmFcm1Gqo0ZuPwX5+V/uRL36B5GNTQ0xIgpR5Ysq2GJzvWyXJOL9Dxsh3axjrnEdZyVfWjRqUsa4PeKf8nNzY2nyjDan9LdmPby15nXjxEIDJAAf6Z2n4s/Et/qOtwgCQrVix/T9+3F38ofb7t06dKhY8eOjWelITsEUzqcAiSyAmp37drVs7q6+r7169ePE9A0AAQIsOkaHE6MQAL8TlxcXALLmKmWzEwBxUe///77PN37pMzMzLt0b8x+PCkeLGGfkJycPFrWyxw9V7xcCqfAzMlnQEBAwcqVKz11j6N27NgxmsQmm802UfcyUNysdRIssuiEorq6utfT09MjMPuZAWAXH1wCqvfKj4/Jzs4myHap+ArxS+LXXJ+U895TaFRChsb9m747V3y2znuzLIa+FAUBXKgTyKxAmzZtHBL2RTt37uzk7++/Ste0UagEi4C1AAQLo6OjDxkIZI1QeGQXZc+YfSBvgGstWrQoOy8vb7Du6TFp/xcoPSa3J3/r1q01snDKBw0aVC2QasT1Ye0BC5MomiIArJVFVDZixIjyZcuWVciiqNV5cgVcRukyns11aYssOjVIQvInCUZr+fnZzAaw9wCr8iRYTgkN+/91Vpt/uQT8E/FyuRCb9Omn72br82nO4TrdXqTv2f2IfQR6sTMwwUUKlWL+t27dOkNAEy7tm4sw4tdjERDcY/pQGv43gUDnJx/hDN3rB8OGDYvD6iBngCXGPIvOUalzhEiAV0m7++h6WVQpQvCJXZByjAVBZuP1119vzFwQtGQ9gunOtGvXziiYIguBtOQCWTIzBQqkJv9ZbFUwsujkJw3ks6SVX544ceIyacJqFgARwaeWn/z/SPnN1PBnH78L5NN/LtfAOykpqSIsLKwhNjbWKQEvLCgomC+weEXn+qfrtL8iHX+LTOw+W7ZsicMyYI5f3CjAaSSoiBuCIFKX4L///a9T2vqQEop0zX/gz8sFmffNN98UACYAAYBASbSKigqH7q1OVkfd4MGDHUxzPvroo0ZpsgsuuMCII8AXX3yxkYZM6TSAiH4gPsJ5yHHgnrCScGumTZuWJctpellZ2c+6vy90D1e7bscii04u0uA1Mvuk3V6UJbBUGrKcwU5MYMmSJQ4JYYIEv7spiBr0z6WkpAT4+Pg0kkeAxUC67rx586gxWCa3YkJtbe11xskPQDrX9XIx+gpkkuR2OFgSzIpAmPTfiy66yFh8BCiQYixz/zeBgN/x9eUCFMsVaMQtAAxwa1jBKIPGsGww+dmnAJDgOuQYoPlxQ5hqJI+B6kisQ5g6dapdz5gpzqOgCdOfHA844G7IQmgcOXJk6bZt2woEjCECS3Y9svY6sOjkI4HAGfLfX5NLsEx+cinaz7U0lwU5u6RJAYE9gi0L4GMJcAZCQTCPDUDg9957zwCDoKCg5UVFRXsFD/clXRM34SaChBLcRHzyBx54wBB+pg3POusso1oRm4pIm9fJIvlNIBBAXSuB9MB0x5QneQjXg5qEbFPO99wj2h6QwA0AeKiaTC4E+yqQJcmUJxZOZmamUxZPXEhIyKCIiIhJCQkJhbpfo7oyU6dYBBzbtm1bI1NRx9pkFbFugU1QrUQli04+ioyM7CBBKCbABgiwBZivr2+UhKuHBvX1rmYGrVmzppWEKoPsQRJ19JXBmNIInbTvepno+52n35d07hsleH10vWCBSi2BPX1tMDUEcU1ketfrfADBRcZB+xAWjX67SeDTQRo/AlBhlgBGUKXVjSQnVh4CAPj+VEsm4WnOnDnsvmxsucYqRFkeuBBOh8NRr3OGiXuKyadg4RS7Is9Rn8yIi4tz130lsV6BWAf5ClyDcwEGsqBwo+4AZF23aZFFJy5poJ4lAbpMGm64NFw9wcEOHTrU6v8EaUH83mtcTffQxo0bW82YMSMTE5mFPBdeeKEhXACI/Hmi6pN+yzUwCSGW4Fw/fvz4IfK7i83kHxhzHU0bHh7urKmpGa22fzcO2g/pPt/Nzc3dLjCrZVqyRYsWRol08h6I/LPykHskJiAro16AlSfhLw4NDbUzRYolQ10C3T81C505OTnlAgNqINzoOv9fdP1r9Xmb+HrxwwKM4XI3UghwCkDLP/3000ZmWQSUDgFKhMCAmIG1GYpFJz4xqOXvdx47dmwYATACaD/88MNODw+Pn2SO3+RqthfJD28lNyLXy8vL8KXZJIR9AmfNmlW1efPmeTrf8zrvua7mh0QSpm9kFeQRnMMtYO6faD0Cmp6ejoYeJaE64DJh+ebtpKWL8euJMRD0I+CI64LLQVahK72YOEGoLKBhus8lchkqCVgSCGT2gunMESNGOP39/Yvl83fRNfer0fX9mXrGBwV4X8pd6DR69OjFAsZywJAZCoFBbWpq6k9qZ61otOjEJwnP/fJ5N8rfd7BgCO0pU3fR2rVrb3M1+RVp8D8r7TtbArBRQrVh8eLFG/z8/DZKuGZr8L+owf9nV9NDJvnf7QQ+eaQfU4fgL3/5iyG4Cxcu1KVyN+mc3SR45Cq8IAZo4Odc/GJ5eflUCXUNoIQ1QD0DwICYA9OBBD9ZD7Ft27ZdZDzqmC7y/RcLGKpIYz777LMNK4RjSXiSlVCfl5fXE4HffYe/Jv32J53nL+ILwsLCuqofKgicYlXJTWj09PR0Ux+xXbqVZ2DRiUkaxMwUnLls2bJXpUUjiawDAmQOSgjmSDAvdzX9FWlgXywN/EBpaemTavdEbGzsExLWJ/XdfTrnAacND0Q65qzq6urvpIXzEUKChEzhAUzywYOKi4vZdRife3l9fb2/XBk/md5+skx8CwsLfQQCfgKhJGllG0FCEpE4LeXOqHL03HPPAQK27du3x5eUlBDzIBNykkAhGcHFWqAtqxMpmCo3hfUT+VVVVT/q3g6pWIncgP/pfpKXLl1qWEisq5Bbk6trzJRlYeySJD7qvRkssqhZSYPyb+JnJfRTf/rppyKm6QADaXanhHqxBOVXsQGTGNAu/tM+fEQDXddCq/4QHR2dz6IgNkUlVoCQyo+Pk/BO0j15CHRKpMUb161b55D14Fi0aJFDLgU+vkP+veO9995rBERwK3Rawyq466672FnZIasn1AUCN+g+r5bgfqdzR+NKMHVJOzZVwU1Yv359nmR6ioCtpdoeUpKQznu7QGqYniGNcxJIJWi5YsWKXLlYZCAetrtkkUXHnDTAL7HZbAMDAgJyf/jhh0ZM5z59+tRKg6VqQJNHf9yW6OpeWOT0fWJiYj4JRaw8RDMT1ff19a2SpZDh5uZWiO+OxYDpjfDi1zOfT2yDzVGYLkT4OSVMngC/sfpRFsRCXWPPlKasilt27tzZz8vLK4FpUpZWC1i4Xq7cpWmyMh5W+0M26QEMtb9LFsrIuXPnpn7wwQe13Bvn1vmK1Kf91eaAwU6LLPpdSIP2cnb4ZU6cmgGYstKG6dKuQzVgMfEP288/UjKBICUlJZ+t0Un2oVwZ8YKhQ4c2ylJxMN0HQJAFiIBj8pMNiAthricwLQGYv9HyBAcl8I01NTVjdJ09bktwcPCZ4eHhN4p/iomJSRYwOGUF1MjymHy4IGCSzn+mBP5uWSeDde9pWAVMKfr4+JCTMEPntHILLDqxSAP/cpmx05YvX24kxpAZOGnSpEhpz7c0oI/rlFdTIGC6kCg/As/0IYE88gEIINIUJpBI+jFZgQABn0xhmkFG/H3yGzD19UwFEvR1usY7+xNufXdLXV1db33OczgcBBFZK3FUkf6FCxe+LgAKY+rSLJculyZIIPGlzn9I06oWWXRcSOZqi7Vr106YMmWKnblvFt8IBMK2bt26V9Wg40EmEOzatSufbEU0OQE/gncwdQb5n1RgFgaZacDkMRCYIxWaDEQWDnEsi5UABf5nWnT79u0UGGGh1K9iGPqO5dJX6/p3iW8UH7Ufn5CQ8NyqVauCWcxE/gJJWnI5aiorK310foDWChpadGKQhL7FvHnzxsnvtmERkDLr5+cXnpSU9IqryXEjCcafpZW/l7mez72YNQT4CUbjkxVI9h6zGiyCIg04LCzMSDaCWUvAPom4E0wXcgxxD7kafosXL37UuNBBSPfQbPP9NpvtpcjIyBCyMymUyuwHKc75+fk5uk7r5ryWRRYdFY0bN66FQGC8BM8AAgkLAhUpl+EtV5PjRtKSZ+fk5Hy/bt26fISduXx9vSfq71oLULBs2TJv3eOqvLy8tfL51zY0NKy12+2rxRskfKk6h5HijNXAOQgmShg3yd04YE7EsSA9zxvp6elhBCBZrYhlAkjJUsjXvbaxgMCiE4Z69+7dokePHuO7dOliIzrPqjwN1Mjq6uo3XU2OGyEY0vAdJTh5ZDayEzI+PsHBXr16GTsdSfsvTElJeV3CTyCPvH+TKQzCJiqjSktL82Tp2FjWjBtBlqCAYNvSpUuf0zVwAY6LSa57eb2wsDCMPmWGgxkNgpaBgYHpFRUVpB1bQGDRiUHyX1sIBMbr08bcOaZrampqpDTrcQcCSCZ/a91LLtOGzAiQXuxK9a3Izs52k3CRsWgUEdXnGU2YfAZ2SnpQQjZCoBGLKc66AtwJCWCW3Aa2MwMszjEudowJINC9hLGQiRgGAU+SteTSpGRkZLTS/VpAYNGJQUOGDGkhl2B8z549bQToAAJp3OMOBAgyi450L8PffPPNYrL8yPnnnmQFFBUXF5Pc9ILaHXQ6E+HKzMx8SBbBcvZYYL0BdQ/79OnjCAoKypEl8bPaHJctzQCC2traMFYz/vTTT4Zlw1TiwoULU2V1WUBg0YlD8qVbjBcNHTrUxpQdAbiYmJhIabLjCgQSmusk8P369+8f89RTTzXg37P0eNOmTbUy9UkCOuSMvKysrCvkYsyntgBBOuoOtG/f3gC5goICCo7udxlzcxNAIOAJo3YBORqsgiRwOWfOnFT1sQUEFp04JOFoMX/+/AnCAjuCs2zZMhJvImWGHxcgkLCcLYG4r6qqqpefn1+cNGcj8/5MA0pzliQnJ7urzcviPcVQf4ukha/JyclZjuCTMn311VcbC5fI7ouPj9+m61F1+YCp081FAIEsqzAqIrE6EyAgYDh79uzUyMhICwgsOnEoIiLi8s2bN0+nKg+r8ijQsXHjxjD50y+6mhxTQsDtdvu3ckcS5s2b10jyzbvvvmuTy1Lo6+vrTjk0CcxhmfJqf62AZWJISEgpcQ8KpbjKmBOoqxSt13WfcTU/ZgQQ1NXVhUn7G+slcA0oa6bntCwCi04sku99hUzXWQIDAwgIzAkMQtzd3Z9zNTmmJGE5R9bHMGnvRrQmgtKxY8cCae9ZAgdiAoe9u5DOeZ74udTU1LkCuAqsAtwDovZMj+q8qfr9bVfzY0YAQXV1dZgAyaiQ/Oijjxr5DUuWLEmVpWMBgUUnDpWXl1+Qn5//zdq1a4MkiOUs5pGLkLZu3TrSbW9wNTsmhJALiF5Yv379Wsp8USOR60tj5ktzk3BzxOscdOxfi4qKnvf29l7QpUuX1LvvvtvBakYCiHrWstzcXHY5Omg9xaMlgEAWTRhrDKhnSLyC55PFlVpQUGABgUUnDmkwnqEBe82UKVM6SRPHUa+/f//+DRq80TKve+j3K4/FgNU1z5Yv/4K0pbsskUJcAoRlwYIFDvnP4br2y66mR0y6xjlhYWFPCdgWU82YmQiCkGycItcnQf47qytZjnxM1lQABHl5eWHUJmC2gDjF6NGj2YY9W5aClVlo0YlFGpB/kDA+JQDYznw3OfGenp72nJycSA1m1u4b9fqai3Q9wOflpKQkN7kgRawVIOGG6sIS0BhXodRmCebpWn/funXrWAqXsmSZOgUULZHr4cjKyorTdQCDQyqwerik874uFyCM8ue4JaycZHFXWlpaid1ub28BgUUnHElzPrlly5ZwBi0LeVg26+vr65RQ7tKAZu79WlfToyKd6zxZAvjv7hKKcqbVuF6vXr0a9X+ihASX5EbAwnXIURHnkfvRevv27bvGjh3byOIfXASAZ82aNc7CwsJkXW+A65rNKpilpaVP+/v7B7OYi+ti8cgtYPOXzbre67qetejIohOLXPUHd1KXAD8a7UXxTWlou8zYGA3cXhq4R7x7D4MeQZNQvih3wMPNza0If5lUYiyQWbNmJUpYe1ZUVNysds1mqnNd3fsNEr7usgx2UeeA1OOWLVsa/vrmzZsbS0pKEtRmkHi/RVqPlFavXv3S5MmTQ8lhYB8F0ov9/Py8db1PdS2rJoFFJx5pYN4in3lAvAgzmoU67PiDZUBZbwlolNp0l2Dd7DrkkEnHsR/AJ+np6V9LC8+Vz15C9BxzWb577dChQ4OkKfvKFbnFdUizEgCk699EEdLAwMBIlloDQGhpyrJh+eTn5wMG/cV3ug47KtI17/Pw8BjZsWPHLJKImLpk0xS5Q+4C3WaxriyyqNlJA5c8/dtkFQyUsKbJKnCQ74/mJD123bp1jYmJiXFoVjFmNGv32f/wgEwbCT/n7BMbG7tTpn98t27dCvDVSRoiMCmhrNe5R8tf55zH1FTWPV0nbfyzwCBBLpDdLHUGGLCZqTAwqby8HDAAuHiG812HHjLpGShVdptcjhHkCwjobNRNIP4h96uwsrLSKlVm0YlNGqBnaKDeQaqvTPUksvvIhmMJMFF9sg8lMMHye6dmZmaOq6+vH69Bv1+uqqoaL+03Tq7GDC8vr3BZGTa0IpFzNDGLb/DRIyMja+QusLPyMQ+cATS6t5sEBj/JyollExPuidwFPvXMjWRVyvphN2eqFGHCH1aBEl3jbrlSI+T+JFMaHhDg3EuWLClJTU2dovP9m352NbfIohOXJAi3yl//ZcqUKfFoTSoJs5yXVXwCB5tM+RL5+AU+Pj6FoaGhhXFxcYXJycmFshgKIyIiCgUUhZ6enoWUB+vVq1epzGM72p+gIEJB8ExCGJOdnb1aZjLrCI56qvBwSNe7XmDQSxZAtKwRJxu4EhchVjFmzBiHt7d3hYCuSAK9Vm0pK/aa+AEJ8EErGbtAYEh4eHga56Rg6ieffMIajoSAgIAZsqRYLn3IqdIWWfS7kgb0HwEDPz+//hLmtM8++6yOaj8sC2aTU1YFEvwiCEbqLEEwshLxvUkMYiaAaUjiACwFJlEI62LAgAHVsihKJRTxCQkJBB+flGA8JG6hv49bBJ1r6ZrX19XV/Sy3JU5uSwm7M/EsuEEIMYuvSFHOyMgIlXAHyPqZ1NDQ8IiO/YeL/+li439ZNXcIPEbI7TBAgBgEAddffvmlXs88T64Pexoct0KwFlnULKRB+8e8vLw7pd37TJw4MVjmswMwYCcgCoZQQZjFPOx5iPtAPIENRKjEA0ig/REsovSUP5OglclKWCjzuI/88G8liHeKWXBELYE/io/7VJquTyzgG7vd3jM4OHje0qVLS0hBliVk3DfA5u7u7pBw26KiolgoNF3Wz88S6p+l3XsUFRX1yMnJ+ZnvNm7cOF5WUhwzLZQvpx8ARV9f30b14yA933FZ+myRRceENICvpqDHuHHj6vHvKQjK102Z76g0zEwDJcYAAJn/GdKMO9auXbtDGjdIZvgCaU22KrtCfKGOOyFIz0fBVNYmPCKQGitXZ93cuXMDJNA5lG4DENDw5CCQATljxowUafgUCXiqXKPUlStXpgjkkvv3758vq8dOvIF4Csfs3LnTLrBgJ+X/uS5nkUUnJ2kQnyu/f8TMmTPrmAZrul25ixuvv/56G+6DBn/d5s2b66QdM2VaD9Pfr8v0fs1ms72l81BK7Dy130NYAWKsAXZHalpt6HiwYYW4Ptm78HzxQ1VVVaQ9t5GgbyF+wGYnTKHi5iDkn3/+eWPnzp0bAQlcoLZt27IpTCPxE1iukGPy5Mn1Ar8GWT5kZnbS+a3pQotOXkI4ZPq+La2+oWfPnnbM/7/+9a8GAFBQlHTd++67r0qWwkZZAENkQvfX4P9Fmv97HXvQBT36nZqDX0pIWvMp/uJ3YBb+UJuA2YGPXfyhuKt4a2VlJSsVndL6RhyE4qnEO9544w0jTZllxTfccIOxwSpu0quvvtrYq1evED8/v0murdTZq/GYrWWwyKJjThq8/yorK/vI399/k4SgnOQiNg/hJ0qMX3755UZAbMSIESUSlAkCjJd1zJPiZ8WPSQBuqa2tvbq0tPRqWQVX79q16xr52NfCMsEfrqioGFtdXR0h4IjS7xFpaWnh+p4y6uGJiYkG65hw+d/h0q7hMTEx4dHR0eEsSJKFsoehpv9Lm4dv27Yt3NvbO5yUaUqzy7UJDwsL26st5zGZ84qDda2A5OTkzVlZWTvy8/PzCgsLndnZ2c6oqCgjGYhqxOQcUFyENGVzk1WYXZZkHTiWLVu2Wv32rp6fGMgVFghYdNKSBvC5EuLP5ONuHj9+fBW+PzMGbDCinw2rgEKcBNMkQFV2u32jjhkmHihrYJAEeoiEhwj6GAHJmE2bNo2RqzDW09NznARlrHzs+RLQRNKXJbDGBqaLFy+2u7u722WK2+fPn2+fM2eOXe6IferUqXaSf+R2GEwug65rl79uHz169B4eN26cwQImu/x1R7du3Rw//vijg23SBGQOpgX1O2wcyznM8/Cp8zaIaydOnFgl075GbGNnIgKd8+bNMwq2EERkjwJiAGzH1nTXJcqm4ybIeoqRJdFPAHDYGZgWWfS7kwYuGXEPiKm8+4U06zoJQh1+MdqfJiaz1yBaEQGRtrZLaxZImyZJEyesWbMmQYKcIuHKlm9NHkEB2YTyqws6derEfgV5P/zwQ5mEtJGpOvL9KdpBfUJ8bpi/u3TpYsztE3xkdSIJSOaORibzP7sbwfxPjgLHorU5J8dzDQGDk01VEWKKn3BOzHxyG5jWZL/HL774wlgq/OabbxpZjxQRobIRmZUvvviiEQjFAqINMwLMlNAPbKtGnxA7ef3111lGXa2+8K+pqWmp7y2y6OQhCf/ZYnz2SdJmvlu3bg2Rli1jHnxfEIDRhBTZQNhYX8+KRWlWQ9gIovE9woU/DZBwHjLsmFZkao3cAv7mexKWEGgElKk3fHHKi/E3nwivyUzHUWCVawlojE+uD/M/rN8d4rLhw4cXiYtHjRpVrO+L1bYYN2bYsGH1nIPZAM4JSLDfI8lE3AsLkgABSpux09L1119v7K7MdCmuUdP9FZlKNfuEmAnteQ5ZP/kJCQnt1J9W8pBFJw9pwLYUT5GvnhEQEFAvIbQzVYi5a2q8psygJ9OQMuG4CGhMcvYRJJKM0LhoeoSCLEKi7gg4xVFlehsmNuDB4qaFCxcayTtyFYztyoKDgw2WRWJsZSZ/3vDR5YKwrTjrAVi4w47FBvM3Ab2MjAw2ZmH/gxgvL6/RHh4ePZYvX94XltvRV9ZLL1kqAzds2ODLueW+UK3ZOD/X03HGegNcAQAGEMKywGogOHjnnXca7tH++sNkYgYAiQCnQW7Ryurq6jdkaZ2l3yyy6MQkCf5V4odkATydnp4+LigoKBehxJxGI5I0pGZ78VlnnWV8DwgQMSdyjjlMTUCsADQt+fu4DDNmzEifNWtWoARy+8qVKwMlgIG+vr6Sj8BACWKghDxQbkWgBDIwLy8vsLS0lKqigVVVVYEyqwNra2sD6+rqAm02W6Ddbg90OByBut+D8Q612S7hG6Bz3a3/L9M5rtHf16SlpV0jMLkiMTGR1OJvdP4ttIc5N9fh2vn5+cb9CHACQ0NDAwVOW5cuXRqqZykdN26c4XYwhQoAEhxkF6Z9+4jvZfU06rjirKysJboGFZjJnLSChhadWMTAFP8ggfCQQK6R4KYwyNHsuAJofDXbwwg/JjIAQWyArEFpfIJw9dLu9Rr09RIa5s7rZVU0SOByIiMjR0ng/yuN/R8J2NvFxcXvSNgM1nXfqa+vN1iC+I6E5KhZz/Oe+L/iu/T/ftcE6HtSi68Ts3bgffG7Tc9hMvckcHhboPK6LI3P9Qwr9Ez1Aoh6WRv1cilsrCMg1Zpt29mCndPDWAyszcAS2rlzZ7Ged7mug2VgLTSy6MQhDchrGxoavpcWDpKglhMpJwDG4G06HQafe+65xvf48+yLiKZn7f7GjRtZluzv7e09WZp2UnZ29hQN+Kka8PA08S+6DlOI5+rzb/okc++Ysq7zd31yvYMKnH4HDM7RJ2sEOGa/54P1+1/1eZH4A/Ek8dSCgoIJcp8Wy+XIJ9mI4OaTTz65V6IVsyq4VvwuECkWsHQ0Lm6RRScCaSC30EDuJN84TP6wHeFmwBII0897mEFNyjAmP0G7OXPmlEvjJ8vETpAWT5R5vU3cXudjrvwOCczdsP6+R3yvmCSaUya3Xs9zoZh1CTzfrXJfXhT4zVV/xG/ZsiX1l19+qcFlIKhobuNOQJHSZKtWrWpU2wnqjyt3n80ii35H0gC+TAO389atW4OnTZvWwFw4kXG0vn42mCg4LgCD2rVgxilf2SGt5lVUVMRCoa/F34jJvrtOg5vU4P2lB59yRTn1TOZzUu0Ii4HNVL+UK9QtMDDQh9gIgk//0RxmihGwVZ9HVFRUdFH7K4yTWWTR70EavNfu2rXru7Vr1wYPHz7cwZw46cH8ZDIpskznMRVH+e2wsLBIaX8vuRHUC/hIfJnO8y/xJWLM6tO68Kb64y9i1idcU1tb21pguVX9a2Mqko1XCazCTz/9dOP06dNrk5OTQ+QikHp9B8e6TmORRceeNODID2iRl5f3g/z6sD59+jSQKnz++efvAQAGK3EALIS5c+eWa8AWyJSNYa2+jn1aTL2Ai40TWrRfAhzVR1/k5+dvE4DWslsU/cyqTFwEplXXrFljKywsDFe7juLDqnpkkUVHRRpwt0uj/xgVFbVzwoQJDcQDmk4LEhxkIRFJQEx3xcfHz9cxlBPvIDY0lwb5QavyWLSb1FfMxHwlAPUh54ENV8mxoI/Zbo3EpR07dgAGY9TOAgKLjh/ZbLbnU1JStq9YscLBdFfToCADlEIizP1v27YtLz09fZ4G6PMSfIqSXqpPa7rrMMllGbStrq7eGBERse2rr76Kb9GiRRVWF6BAX3t7e68XGLA4y6pWZNGxJQ0y1tmfGRkZ2crT0zOPOW0Cg/suGiIeIBCoLC4uplgnbsA5u89g0ZGS+h0gfZm8CfX7sBdeeCGL+AtLlSnaKjDIDg4OnqE2VhFTi44taZCdX1ZW9sLq1avn9erVqxZ/1Ux64RN3AO0UFBRUqAE7V+0Pe+txiw5M9KX47+vXr39//PjxGRQ1IVHr4osvJuuQVZbZaWlpU9TmSdchFlnU/CTBbhEXFzdy/vz5mW+//baNhTL62ggMsqKOmMDWrVsLRMQEsASsKPYxoPLy8odCQkLWz5o1q1hg7GCh0k033WSkcW/cuDEvPz9/uvqegqgWCFvU/CT/9KY1a9asoq4+6+ZNl4B0WJbqrly5siw7O3umBiBFRKxBeIxIQn5xVVVVKz8/vw1du3ZtYOESuRpML7IQa8eOHdkVFRUzLMvAomYlDSh2Gb5eWqjNhAkT4lhjby4jZspQPqpt0qRJiVFRUbNtNtuzliVwbIn3Ib5SoDuZzVxYo8GUIms5qHMwefJkVkzm6T2Qlt1Sba0ZGouOnjSQ/sBiGWmgLb169ap44IEHDA1E2isLhnr06NHo5eW1JDc39ykNPCsweJzIbre3j4mJyZg4cWItFhpAwHtheTMZienp6XkC5pl6J/8Ws17CWqlo0dFRbGzs90uWLClr06ZNI8EpfWUEqajIw3r7+Pj4URpse1UTtujYkgT7Zkq4bdy4MY4iLCzj5muz0pOHh4czKysrR++F2QSWLVt5BhYdGWmw/V1894YNG2ZTeYccAYKDaB600MiRI8uCg4PDy8vLP8dycB12TEnXYc8AFiZR+ARtR0nzw+KGhgaDa2pqDNb9PyqhOirmHAdirmFe0+T93ddh8COuz46FhYUhbm5uxnJvsxo0C7w+++wz56ZNm5xFRUX5akdCl2WtWXRkpMFzS1lZ2WB2HP7kk08aTa3D/DWrCGfPnh25a9cuynTfJAE9okVBOu4sMVNjLM8l1/63GAEYKV7ucDg8ZP66i90kXG5yYdxqa2vdqqqq3CoqKgyWILqVlJS45eXluaWlpbnJenGLjo52i4iIcAsNDXXbsWOH29atW938/f2PmDl+27ZtboGBgb9izi+wdAsLCzOuaXJcXJxbamqqW0ZGhpv8fbecnBw3Ca1xv9z/gbi6uppnXahnnqbnX6pnTvf29jb2ROS90KUwmYfUg+A3XWeO+utyo8MtsuhwSYPu/sTERF/5nPVPPfVUI9VzmC0wV8CtX79+g8xPpqoQ5sO2CFzCj9nK8uM24q/1XeumLF+4tcCodWZm5lcS4q/l+06QUCeJK3RvpfKTS8PDw0skaCUhISElErwSCWaJr6+vwT4+PiXSjCWrV68uWbp0aYmehT0JS6ZOnVoyYcKEkjFjxpS46g4aPHz48MNijjU/R40aVTJ69GiDOS88duxY4zpcb/r06SXTpk0zPufOnVsi871EIFvi5eVF+fYS9WfJli1bSvz8/H7FAQEBxifPRnESgViOOE9cQxWoTz/9dI97ABMzYFqX0m66Rojcu6/Uv9b6DosOnSSAzBRcJC316bp161LIaWeumgAhS4ypyqvB5ZQ14FNZWXmn67D9ks5zmfgWnfNmWH/fZLK02isCm4XS4rgXITJzgyXwwTpvsAZ7sIQiWAIcLIHZKesjSEIULCHKlCAb+wFQr5DipkybcY+AExmPFPYwNx9FK1LyDD+a2odmdWEEh0KoVBE2i57C/H24TBFV6iuaxVRhs7iq+b1ZrZjCq/zN9UkKYpkxNQy5N+6RfACqLXPPFD81P2GmafmdZ+IZYb7nORD68847bw8QwKR8E9zt2rVr+YoVK7xlGbDxigUGFh0aSWCpsvNeUlLScmmzMmoImpWGqJ9HkDAoKKhRvrGP2t63+6hfk85BDcPvxJPF4+Urj9cxY5OTk8fKPB6jcyyT+ZwrtglwbMuWLWuQpmyQFm3o1atXQ8eOHalx0PD555/b5IrYNeAdCNWrr75q1Dakig+Vj2EyHYlhkHKLv8yn+bf5PwukKARK6XCTATWCa9RLOBLmWM7DubnOyy+/bDDly9mujLTrxx57zJjaI/vykUceMZj/KUvGMzRtA/M3MzLEYR566CFDyBFocgWwxu666y6jyAs5BKzyNHdG4h0B1k2LofIdy5YFlNUbN270kUXFLlDnGy/IIosORhool8n/HBkVFVUk09JGSW19bTAD7+eff66SKe4v/5S18BcYB4kEClQU+g8sTf+mNHxn+edbZdrnyRfOka+cLTM4a8qUKVmDBg3KkkYrQ8uhFSlJjpAjWAAPQm0KBoJlalE+EUA0LRqW5bhoVvYSAKA4H9WOsQZgtCbr+bEWsB5YC0HVY+bb2WwE64JyaZjX8IIFCw6bOQdVlDkvlZRhyqDLZTDKm2OxkHmJmW5aKnxS0ZhPtL651wKWAc/CM2G5EPQjHmNaL1gagBeABvAAOCabwGfWPTQBgZkEgEr3VCvXybu0tLSV3lGL3W/NIosOQBokF0tzzyDQhJCaU4ZoGzSYBniRgGCC2hG5v9TV/g6Z9wMrKio2Seg3yZfdIHM0XFq+hqIklBlHINg0hMAWg5oBjTZH81HBmE+0KN+zTwHCgNkstklIiiQwuRLsPJ0nT25BnoQvb86cOXmLFi3Kc3d3z9N18latWpUnXztv8+bNeXIt8nx8fPLkX+dJAPCn86Kjo7PkeqQmJibK4ElKkyuSLRcoLzc394hZ58iT2Z2nc+5hXSNPQJqnfsoLCQkxrq8+yfP19TWY+4LVx3mkBq9du9a4d7lceUuWLMmTO5Tn5uaWJ5DKk1uUJ7DJmzlzpvHM48aNy9M7yBs8eHCeAC5P1hOLwOiXXAFPjgCmQCBZjwVhugu4dICswK82MjLSt76+nn0aLcvAogNTUVHRedu3bx+P1sTsNbctZzChtSV4ZRKApRpIXe12+48a+N01oMeIIyV8NRrANcOGDauWaW9Da2PKY7qjqdBYaDXAgKw4c88CtCRaE79f7oFTgmHsSaD7cMqKCJ8+ffpIadye8+fP7yeB6efn59dv586d/SRs/eLi4vrFx8f3k8vRLzs7u58skX4CJoOl/foJoPrJQulXW1vbr6GhobvumxJpBCg7iXuI+zU3y6LqZ7PZ+kngjOty/crKSuNeuKemzH3m5+cb9y5AMZ5DfWo8U0xMTD+5Uf0EKAbzzNu2besnEOknd6qfwLafgKOfgKOfQLffypUre+rvYQKNncRNSDAyi8awhwLWhayYmoSEBG/dFwHEE2Y7eYtOIJJ5/2cNvpbSQEulie0sNT7jjDMMa4CoNBpaA7A+KysrhVJZmzZtih4/fnyctFCmzHIbQo1pS3UitDolzNDwmLZ837p16xpZGeEy332GDh3qr+v4SwsG6DwB0pgB4eHhASkpKQFyJwI0SLdKmPz0d++0tLR7JRjXFhQU3Kjvj5hd7svzZEvq8wn9f60+iWXcwO8nE+sZbhSw3Eif6H0YnJeXd60slDsFjj8KLCNlMTUSYCTWQP4H1h1gIAuqTmCDZWC5CRb9H0kgKKB5tj4fky8/Rf50Glrc1CZMG1JEE79V2pmMQoc+7TLXHZj5aB78Vj7R+BpsjbIIaqTl2QC0SsJeLWGv1nF+M2bM6CQA+K/+f18a/X1pwg8k7B9oUH4gC4My3yZT19DYBVj3Zayz1yd1EY6Yq6qq7pIW7q/P+RIkin+SA8H05x+btjtZucm7vF7P2EWgGinXqEouRC0BR5KOCPgSW8FyE5j7qC1byf+TYy06zUmD4QLxS9IwU+VfZ0mz26699to9qwyxCFh6TASbYB0DiWkyhJ/AHRuKYtrjThA4GzFiBHsdTpNZP17CPkmm7xSde7LM9jZoLQ08shb/Ceu6FOzcH1+g3ylq2mzFNuTSvKp72CFLI0+gs1OMa3CPrnFKVUnW87DXAtO0nQUI42XFeXTr1i2bGAyl5ZhlwD3z9PSsERCzSxNgcInrcItOV9JAuEzCMYroPlFwBNyMDZiMaUllHHx9hJ9gHhHv3r17o/UTN27cGC1zM448APmzPQIDAx+WlscUv1/8oOvzdy2/TW6EQClPg94g+fK7GhoaftB9nXKBMz0eVs7V4rv13C+uXr16+sCBA3OZXcDSwzLAhVu1alWdwNlPfdBKbS0wOJ1Jg+CW9PT0tT4+PkYAr+n0E0wVIiwEBhHaf9SoUY0rV65s9PX1bdy2bZu33Ilu0rRfS8N2xO8UY85jcrNs9swm/LuWLNeA/1CcWFNTAwg4a2tr7dKYbBZySgoA/S0mQewcWUNPbtiwAbevCKBnWpG4D9OWBHllseEmkN35L9fhFp1OpJffQhqjrczHXUzxkbTC4iL9ZDDRZub1e/Xq5ZwwYULpggULNm/fvt2jqKhouYTIQ8LfVudgcxIKbV4uvojBZ5z8BKPi4uJ3ZRFEFRQUOGGBFwtzplZXV5/yATO9l7/oeZ/y9vaeLiDPIl+D0uisSyDfQmBeK4D0VjvcBDJBrV2XTxfSSz9fgvx5SEjIZpmNZSTwNN2pCH8S7UGSjAYKexR4yn34SJqU+gMviPm8yjjZSUCyVD6S4KcCAHJjWEJdL0toKFOmrianNOld/aWkpORxf3//aSNHjixiahcXgTwOtpmPjo6uESjiJnwgILBqGJwOpJfN/ntfSLA3u7u7V7377ruOfTcqIZ2VDDkBRY2En9yB/2qA/IsBJT6HT/1/0uxQJND7tKysLEfC4IyJiXFGRkbWJSUlDTidtB/vrLS09Ek/P78pI0aMyCdXhD0WSXUm2Ltz584aAWP3k+m9WnQEpIHAbkXXiz+XQGyRqVjD4pWmqcQwLoHAwe7l5ZUpM9pL7dki/KQOqtlstmflHqxMSUnJ0YAHCGxpaWmLZBJT22BPuvSpThLyP1dUVDzh4+MzvW/fvokPPfRQXYsWLYx0bqpRb9682U3v/F61s6yCU5U04M8FBGQCeksYqsmHv++++4xZAf1sMNOGLJLRb45t27atUtu3TnYQgPQMl2ZlZb3v6+u7ZtOmTfbw8HBnTk5OioBgon57yNXstCA9r+EmeHp6Tu/atWsFbiGzQqxbGDZsWEJQUNAIAQG7Ult7JZyKpBf7Vw2A4XFxcdWsAWAln1ndxmQGBAti5Es68/LyxmnQnBLaEg0nK+BiuUKjli9fXhccHOxUX9iqqqpi9YzvupqdNgQY6P1+JwugkpTkW265heK0jf/73//qPTw8kmQ5DVebB1zNLTpVSIJwpjTgfQEBASvZS4+FKE3jAjDbmJEjsG7dOmdmZma6BkIbjj1V6J133jlr7ty5/RYvXlwjP9mYOZDPnKvn/NTV5LQiPfdLAoMgWUkNLDJjmpjUcnJENAaS9dswtblLY8eaRThVSJrvLpn6g0ePHp3IAqJ9tzJnbpn1AdKYTvnOafKp0Qj4iqdM4EiWwD+WLl06RFy7fv16Cqw4s7Ozk+UefOhqclqR3i3rLX7MyMgIowIywUPWJLA+oW/fvg4pjcSioqJTbhyctqSXeJ/cgcELFiyI/+yzz2qZNiJ1mJ9glqwyt8xagsTExPj6+no0wf067m/iUyYFNzw8/CJvb+8Ra9asqV21apUzMDCQ540rLi5+z9XktCK9WwrC3lBXV/djWFjYTmJGFE9h6pgCKawIjYiISGY8qO1j4n+4DrXoZCK9uLP0ou9KT08ftnr16kRKYZE01BQEeOkEicaNG+cICgpKr6ysHOrSAKdcoEiu0YUa2MN9fHxqV6xYYRT4jIyM3CWN+L6ryWlJet/XqQ86y2IKl2tYIZfRQe1Dlo7Pnj3bqd+SZSH+onZWIdSTkSTM9xUUFAyVD5gwcOBAB6WwzNJjMIFCCoSA/Nu3b0+mrV42lsAp6RPq2S4UKA6XJVAHELhqH+yKj48/rYFA7/uPsgpuUF/80KtXL/8HHnignoK1xJBYUr5hwwaH+m2N+u8m1yEWnQykF/sn8d3S7kP0cpNGjBhhzBA0LXLJJpog/rBhw9jENEEggDtwSloCJun5Li4pKZkiwTdAYNmyZeTax4WGhn7ganJaU15e3rWLFi2aSrEY4gT6ykg4orSaXKm4lJSU/2l8WOsRTgbSi2KBz90Oh2NYbGxswvjx4w2Bb5o+DNKTQKLfHP7+/mkaAIN1zH3iUzqJBIugurp6BNOnixcvdrDacunSpbHr1q37r6vJaU8xMTGd1Sdlbdu2tZFYhotAGnKPHj2K5Up5Srm8o3FibXZ7opMGO0t+h6alpSUuXLiwkRoCvFD9ZDC74VA5iAKe8pcTpCGHukDglJ8iUr+cI1/3v35+fiuGDBlSPHToUBZT7VJfvOxqctqT+ucpWUiLhg8fnokrSbIZbsKrr75qZ08GjStP9ePbGi9/dx1i0YlEejFn6gWxJdiQ3NzcxOXLlxtFRCgqws+wK3XYqL4bFRWVInTHHaA4x2mRTqrnpILPpRrkreT7RlFebeDAgdkyh6lleNnpAIYHI1f/XEQGpqenZzguwnXXXWeMHXIM6C8fH5+yioqKFWpH2nmL073PTijSy6AqzT3ioTLz41evXu2gQCj+HbUFYKYM2WSD0t0yjVNqa2uH6DgsgdMqjZS+evjhhx984oknfKjhN2jQoNqAgIB16rtPxRe5mp22pP75owT91sjIyLULFixwvPDCC3t2umJPBRaiRUdHlzU0NLAG5T21tyyDE4X0Qh4ABLAECIKRJUaBEf1kmHYEflwBH7bNjpf5Z04RnpZ76Ldo0eKexx9/fCNAwJ4ESUlJpeoPthK3ouIi9cMFchl/2rRpU2ibNm2qqVmprw0XgXgTezpkZ2eXORwOxpG12/LvTXoJFB2lJNjwgoKCRFkCRrVhcy88AoQUrpRJVya/OCsnJyeeIKLaAwKn7eqyV155peU777zjTcUlMuoEoE5puLXql4Nu43a6kMYGe1PeGxgYOHbMmDGVFKYlaMhPBJoBUHIwioqKcBFwR8/RMVbm4e9F6vz79BIorpGwefNmBwPb9OlIGmLjkG+++aZ87ty5ywoLC0kIoXqvsXnp7jOcntS6devH1S8+7ECEqySLwFlVVUUQ7A5Xk9OaND6oefjnzMzMrzds2FDM2oOmsabbbrvNSaBV7kOsAJQisJSns4DgeJM6/U/qfCMmIBMuCXSmhr0JArBcA9sXX3yRMW3atCUhISEEdm4TXyM+2zjJaUwCgJa9e/f2IaWWzDlWIgpM3err629zNbFIpLHyeHh4+Jr+/fvnSfgb2edCXxv5KJSyX79+fYWsqSC1e3X3ERYdNxIIMDtwj0z84Rq8VBA29v1j12J+xhJgSWmrVq0cMutW6fc3dIxVu74JDRkypOXgwYN9KNFFCfaAgAB8XncLCPYmjbPL4+LiPpP23/LSSy85qHOor/fkFowbN865bdu28ry8PDa8xT2wipkcL1KHG4FBmW2Ja9asMdwBKgyZ6wfYIZc1BaTQynQbVVpaai0U2YcmTpzYcuTIkT5sjspgllvlTE1Nda+srLSAoAmhdHJycq7y8PCYqjFlZ9bA3O+CzFSsgunTpzfIavDQmHxZ7a2sw2NN6mQWEN0jrWUkCy1ZssTY859CIvwM8zfWAWvtBRTJat/KONiivWjmzJktx48fz9ZrRnkuASpTqu7FxcUWEOxDGnd/F0hO9fLyMgSfRWp8DVMF+dtvv23QeEuTwhmj8WYtSjpWpBdh7A+gTr63pKRkWHR0dMLChQsdbBVuzg7ABHNYILJ27dpGDegkuQ6DAQ4dawVx9qFFixa1lCbzYU4cMCD5KiIiwl3+rgUE+5DGUIu6uroZsi5tPXv2bDRdUJhYwcsvv9zo7u7uiI2N3VJVVUV5M2MLOeNgi5qH9BLYpPMl8XvJyclDNm3alMjaAbIDSRBSkz0vhIpDTIXJEtilF2GCwClVT6C5aOXKlS3nzZvnw6pL4gSLFy+mgq97enq6BQT7kMYPlavbs0Gtxl5p0/J2uKO4ouyNsHr16uTs7GwyNG/RMVa24dESwqvOvEx8TUNDw9cFBQWLNUg3zpo1K6Fr167GhiP4ZzSFSRumRv2kSZMcoaGhKdXV1SYIWABwAPLx8Wkp4fcZO3ask3p9AgVWYLonJiZaQLAPIdTim+Pj43uoz7LYHcnMWOVnQOHJJ590jh49ujQqKsrHbre/b429oyR1IC7Ac+LOEuj+Msc2yTcrHzJkSDXlxdlroOkqQtwBLAEKkQYHB1NWykwbthD5IBQYGNhSVoHPmDFjnN26dTOyC9etW+ceExNjAcE+pLHE1mlnytJ82c/PbxcWKZmqZBnyM8zGqt98841j8+bN1RqDvdXeqn58JCTBZ/fax8VvlJeXT8/Pz4/QYE0kq4tiopSbxhVoisKUIWcRiPxdp/yzXTrOtASsl/AbJO3Wcv369T7UYmAzUKwCNzc3d39/fwsIDkAVFRW3REdHz5k9e3bGyy+/bG+6opWZBCxVLCu5sGyG86A1Dg+R1FnMu/5Dn7eIu9bW1s6RabrC19c3E5+1T58+Ruei9ZtuSkqFoXvvvdf53XffVW3cuLE0NTU1ob6+fpDOQdqwZZIdAqWnp7fctGmTDwCARUUy1vTp093Xrl1rAcEBSOPrwpSUlDcmT5685KOPPqpmxqBpyTvWI/z000+NQUFBpLGPUHsqXbG1vclshc+W+BZAmKROukD8mvir0tLSvhLmoIiIiMIFCxaUk85JvYA777xzr1gAzM7EFJf8+uuvS4TMq3Jzc6eq0/voPCCw5Q4cIplAwOauFGhhF2i5B+5ywywgOAAhwGVlZf+cNm1ar++//76U4qZN3QPWIMh9bVy6dGmdxnO8rNoRBQUFX9jt9lYan1+K24g/EZ++fayHZ6dgFmfcAUuA35cJ5R4WFrZt2bJlcUJZ28CBA415WrICm3YwDPIyMyBwoP589pQpU9y3bdv2rs71iNiK0h4mZWdnt5Q/64PVxUavrNaU7+uhQXy7q4lFByCNu58Yr8xcNY1XMWZJOJKlasSs5LIme3h4BKxbt85/x44dARrvgXl5eT5yMdhbkTUyt4vvEt8o/otx8lORQFAEVA95hfhr8eiampqRcXFxI1evXr1i1qxZxYMHD7Z99tlnjqefftpIzsACaOoGmEyHs4CoTZs2JdJcbnIfSBvG3OIaljtwmCRN1dLf39/nl19+cbKyTv1KYtEiuQfWMuSDkMbaX9V3PTV+a7766qtGql3xNcy4JdmIPAPGM9bB559/bvvmm29s3bt3t02aNMm2fPnyBm9vb6zfibIuWAU7Vtxb/KjOfeqlJ+uhmAIk+PcfmUbfFRcXb8nJycnYvn17ugAgvXPnzqWUEEO4mYr529/+tpfgw+Rz07ks9KA6DKnEbm5uaTt37vxG57fSho+CSkpKWkpL+VDUlRgBAcN+/frN1nu5xNXEov2QxvNf6uvr35Fbtf6TTz7JJ37VNE4A8z9xLHbNYtyi4Ng9iR2XP/74Y+IxdRMmTMgWEKcKDDJtNtsunZesxIdPCaWmh2Dq71J9Xq3PFysrKycXFhauDg0N3SEErSaiyrJXzH8i/k3RtCkzFYOJxVQhizywEqgdxyq5Xbt25epFfKR2Fh0FyTxtKbfMmD5kdyeyNPv37+8pbWVu6mJlxu2H1C+ser1q8eLFrdRvgQQI93VjD8bMdrEuhs10SELy9PR06j04ZWWwicoonZtY15/V9uQlPQQ+T7uioqKe0dHRcwMCArLWrFlTJa1Tj8Zh/wDQkWmXA3UeIIDPip/FOgLma+ls/DEWxujcRbrGV2pr0VGQXLSWJL8ABGzzhaaS6RqbmJjYX/0LGFir6A5A6pszhg0bdqssguVPPPGEsVUeXzdlrFkC27C5SKnpb7gQZCS+9NJLRh6HXAZHTExMcmlp6Wj1/8Nqd3KQbvZsMYGOp8Qtpf2fjI+P/zkkJGS7hD9OAyyPwo9ffPGFkXV1+eWXGya+Dv0Vn3XWWXs6hfYDBgyIlK+6dfDgwQWYrXQ2C4nkVuRXVVVt0PVeszTW0VFDQ0PL2NhYbzILmTX46KOPnEuWLKnOzs6OVv9+JT7tazYcjObPn3/V8OHD3SmOS0m8pnEtM1ZA8ZJnnnnG+cILLxjb7GPlYg00XbRkur1YySR1bd26NTUrK2uU3g+WwYldRo9BIqbKDwk882XWzJJJOV/CGyLhdXTs2NHYQgztz0PvL/hHHUGmW4gPUErs/fffrxbK5nl4eMSqM0bJ9Bou0yn+7bffNgYpa+YFMoG1tbVf6rpX6xwWHQXpvbVMSkryZvCRnk0fU+sxNze3Xr/1Uh9bdfsPQnJR79ywYcPyfv36GVvomWXMTGbc48527tzZEHBZW85evXrVyPIqeuSRR2pYJdt0xy2C4axhkBLkPaQkJCSMAQyQNf1+YpJu7mHxKFkBidIgRbrxgoEDBxZJmOuYWwUh8ev3DaLAAABBFIT/vffeM8yiPn361IwaNWq9OnZoTk7Oz+qAtlOnTh0tlEwGUEh2oQJRenq6hwbotWJrqvAoCSBQf3rPmDHDiBEABCyzzczMrNJvPSwgODixylAWsCf9xwxBU6GGGefkwZATo3HNRrMosl0ChYXffvvtVipsUwQVV9g8BjAgR0YK0LFy5coUHYNlgMI9caxfDQ7yAO7QjT2uwTIiOjo6mcpAzJcyB43/33Q1oMkgJW4BnUKbDz/80EDJ/v37N0rLp6iTArds2TJ306ZNb+n8lBJ7TZpqmMBhmzql1FV9uHbnzp2p6vyf9btlsjYDqR9bCsS9CeACyLwXahcmJycX6LfO4lN3XrsZSP1zlyzh5RS/of/MykUmYwUTOyAzlsIvbD9fU1OzQ8d0X7VqVW83N7fAyZMn17CIDtfZDJyjPBnz3bt3p0ZESkZGBjGD398yAI3EV+pGvq6urh4WGho6a/ny5fEjR45sZO0/kX0eAl+HoAiCDxqCkHSE3ING+Uj1HTp0qJU/Wufp6VnHBpzy92OCg4OHyAJobbPZWGZ8qfgmoWz3BQsWRLRq1arhlltuaWSNgUAhS8dM1O9P6V5O7ojqCULqy5bqe2/WaeCfvvPOO060W0xMTKHdbv9Rv1tAcBDSOLxb8rBK45jCJIafz9dNGTBANgADYjERERHxdXV149W/X+Xn5/cROITKDa6RS1xPLMFMTkKWsJjlSjRu3rw5RW2NAKKuySrI32d6UTdAPYD2ZEQJBFInTJiQ9+WXXzoQ0KaLLmD+f/DBB415aRJUiBW0bt069fvvv189e/ZsCoh6ChG95Od7VlRU9KivryfT8Fbx8+JXUlNTf5ZWCv7mm2/qmF7EjwJtx48fH+Lv7/8fdQK52laedjOQ+tsAAnd3d8MaYDqLwap3XCjNZQHBb5D6536NXz9Zx07KvTUtYbYvEy9A0NW/FQLaOB07XtzB4XCMlJW7QGN77S+//JKHi9aiRQvjGGbVCDBy7qCgIPINmFpsiQzo9+NDuuB5YrIBb9ANtNXN+0uT11PxlsCSebMwwk90FLNfD0IWVY4eOHXt2rXpch0oJzZB7sNbQr5npPmf1Tmf18M8K75Zf+NuvC2eXFRUtGLp0qWJJA3RqSQYkYRB9Ry5DmEyY/9t3JxFzULqcwMIWNwFEBDZJstQ76mwtLTUAoLfIPXPbRrPi6Qgi2Xi2xn/TBXqp/0y6fGALa5Yenp6go6dzNiXHDyWm5v7jsBg3sSJEwuxzsyqW1gGxBGw1OSysTMXwfkr9NuxJ90YGztgqnfOysoa6O3t7aMbrPvss8+ct956q2G+gHyY/0yFYFKSr642jZMmTYqQ0I/TQ/VVBw0WiPQoKSl5Qi4A5/yL69ysOPyrGHfjC6HqOnVMsYCjql27dg7Oybm5DqDDzkRpaWlMaT3vukWLmoHUnwYQCHwNIGAgk+wl0C0UWUDwG6T+uVhj+DONzTWydsvJkm06Lbg/vvjii418DY11m44L0zmQM2bgzikvL39FcrJQoFLC+zD3UOAYpiilVB06Zova3qXvjy3pIueKXxTPE/pE+Pr6JkrIq0nwIdKvJgYDCGSiUeJqzpw5+X4iWQ1L5AN9J5/mNpmWV6qTrtV52FTTiHi6BJ/qw+xUfH9GRsYX8pG2bNu2rZYNSak5QI62OdV4xRVX4F7YBSqZciMW6JiHOI9FzUPqTwMIli1bZgABrh6Bq/Xr1xfKJ7WA4DdI49lYQxMVFfXj/PnzM1CUTQOGBP3IIsSybTq1SOCcrffWrFlTJBmgn429JvXJLtWv7NixY9HIkSPTnnzyyQYzZsAiPFwEKeUkKVhyPK7i+hzXrKSTkjaJO/Ci/JZ5Mg3zdUPOvn37GtMZZhYg5g1rA+T712kAlQjB8pKSksgjYIklG4g8JD5f52MxEOuuDdZ3xAG66tyzZCXM0LlnyiT1nTBhQg1Tg1yjaboxFgfX6dGjR4001DKd400dfzH3alHzkPqzpQTemxRXtJQ5560BWihT1QKCQ6Tw8PD/aiwn4NIi5KYiw6zHhWa2DFeXjXeQH8Y2tTQEBhXSn1uqq6vbanxfIj5DfX5ucXHxK3oHnhr7dmTABBRct/HjxxdGRkauEGC8Sfvdd9CMpJNSnPFV8VwNjgIJnzH/SaKEOT+KoOLjDBgwwC4QCJTPMqeqqopo5ks6nrUFZBj+T/yR6/NDWNbBxxpYfVJSUnbGx8cXrlu3rnDUqFGFsgCqiabSQbgCXMNkEo1IJBo3blypj48PyS3GKkP9ZlEzkd5NSwG498qVK51oM4AAUF69enWhXEILCA6RUlNT35cVlYhbheYGAPS1YQWQUMfu22TYss8GCUNoeca7xr5d1nSF5MKvoaGhnfr7Ks6nz/PkAgzUe3EwG9HURRDY2DZt2lQqq4A8j+ZPAdfF7xLKTJOfkkfiDjfQdK8AzHTMx+nTpzP1Fyif/jvdyJM6jopARqFRPUwvfbK1tp/cigAJv190dLSvfBsfmU4xEydOtBH4wwUggkpGodlpTRlEZSqGGQchbZFcjo763qJmJr2nlkVFRd4SfHaEMlbGmUDgMlktIDgEksx8tnPnziTqGAKmaG99bWh+1sjQpxs2bKhn3Y2sgFRZCBWMcawF5ExWQZ2Ur6/6+7ndZ/x//89ut78vtzlqypQpFSToma4FiUsEDkNDQ90qKyvZa/Fvu49oJpIQP1ZYWLhdPr6BXsQA9LXBWAJvvPGGQyBQL38oUKYMWztdAyKJjTlNdcYjOt5Pv9k0iOzbt2+3S4jtY8eOtcuysL/33nuNdBLggs9k+k6gI+YS/5tZiHQgphTxh23btlWWlJT01PXO4ToWNR/tCwSs5zBdAwsIDp0ktF9Iq2cQdMViburiEldjjQyVt+rq6hbJkp7Wtm3bFNwFxj1T5FKQZByWS7BZWm/4/er7O+Qi9Jf1HI9CNBP1cD2++eYbAofhkgtqGDRvpSOZgvfI3w+YO3euYb6YMQEEFP+9T58+pTIE/PUwnXTxa3Yf9X+kjnhCD7uD5ArWBICCrBZkcDG1iHmDgKvpngcC3Vj1RrS6qXvAAiQyrVxZbk5ZKlQl/jvXsaj56GBAYLkGh07qp3ZSgmX+/v5GYlbTgCFuNYvotm7dyo5b7bOzsz+SyR+B241SNLdXd3d3t0mGZqnNv8XnuPjRhIQEf+QAJYoVgVw+//zzjcuXL6+Ue7BDbV43buJoCY2OkIWHh78o890f9EEouSgaGh8HC8HT0zNT1E1tr3UduhfJUnh07dq16zH98fsR9KYmEtMqoJqZb6CHrxgxYkThrFmz6vCteFAzFkFbpiRXrVpVJ/ciUw/7g67bvCaQRb8CAmYN0F7qd8siOAxSP71fWloa5ePjU41QN82xwfVFIZKJqzYE0+/Jyclxk3CXyj12MNaRCbkMdTL3Y+VSD1SbCzmvxvw/ZWlPlqteLLfcblbuYmZt8uTJVO2moMl/aHvUpIv9WRd+XP7IGPk4qZSsMudCMd2JVJKCKkEP1U2S3rvf9MakpKR/y1zZTMIRO8Si1fW1wYACy4upL8CuOpMmTaqUn7NaZv/isLCwTNYqEDMwgQCkBJDkV6UUFBRM1jWfFFuLjJqZ9N4NIJAFYMxT44vS715eXoVpaWkWEBwiqZ/ukhk/UMIe9eWXXzY23ZYfICC/wM3NTQo/5VO1vQJXQia/d+vWrWuJheFK/Oc//2lcv359g0Bis9oY5r4+yS/4wM/Pb5VkpwzA4JwAAoCt9rukKJtnK3ZdiKm+brrJpHHjxtXgBpgmPAL82Wef2XTB9Pz8/Klqe/3uo35N1CKIi4sLZk6ate1NrQHOib+P26ABlidzZ5nciNdl2nwoIAiiMAaLLAAPgiL8DaBs3rx5k677gq57wYEAyKIjJ/XrHiBg1oB+p5KxBrQFBIdB6qdz09PT75dFzapCYwMeU4b4BAgWLFiQGR8f31rjmIS6qyQLQ2QRl+IeM+6JyRFsjIyMTJTCpeLx5Yx5PmURdBoyZEgqSpnzwVT4ljJNkRx1URsKnx7dgiSd4GKHwzFZGt3IMyeIoa8N5m89WKUGhkddXR1lxw2TZX+k3x4pKSnZEBQUVE12ICCirw33gmg0CUMSaofabRSTUnyuHvq5efPm7WDw0R6zhwAKDykEJcCyQsdct/sKFjU36R3sBQSsEWEVqcDcAoLDpOjo6L8tXbp0RO/evRuwrEyL2AQCjfMsmfJ7qmrJ9fpGclXAoj3aMu6p4CX3oqCiosJLIECegJGIt2PHjld1fCzvyLSaucbIkSMrKCyj99RWbCQlHTFxAgn5OGlmB5lLpvlhCrB8l0K5Bl11Uwedx9d5rpHJ0y08PHxHnz59aomG6mtDuAEUzh0TE1OndiycYBHTNSEhIf30fRpIZ3YcUVamFwMCApwykzapnVVj/xiR+nYv18AEAssiOHxSX50vzT1m+PDhNmJgZrAdIGAB3pw5c7Kk2PYAQUNDQ0dfX99CFuYRJKcd2bukHsvNKNX5+kreDHdY1sZrciVicQfMRX5YEBQASk5OrrTZbPPV/kbaHjHpBBfKrB8qf72aSivmtCE3R56/TPR8Id3Xu1sfmHTTmDy3CwjGyWSxET010YulyCCfAKVSYMAAO1/8qSyCqF69etU2tULwmWSFNAQGBmbrvqar3a2c36LmJ/WtAQQafEZkGxdO1pwFBEdA6qvLg4ODJ02YMMFGsNxcfIRCxcKdOXNmlpRt692tjfY/SuaKsIbNqXMULwvApACd+n2UZMpYbi9gYEHSLlkbxmIk2hKHIOsXS76+vn612h+dwtQJLiI7UOZHAyWSyIxCiyPEZPbJXSjcsmXLD2r3mz6IbvwPiYmJX2lgFXTv3t1urs/mfKyt1neVetC+OhdFFibt3LnTwTRj08QlQKFTp04l69evdxfS/Vfn/Bfntqj5Se+gpQaZN9VzqJbDzA0DE9cgJSXFAoLDIPXVZXIPJk6bNs3GakEzRsbYZ4p8ypQpmXKbP9/d+v/9v+rq6k6SqyL6HdBAuAFiXGgJt13nY8rcAAK5Cm9LMe4ibsYsHgFIKoCxLoRlAJJfN7W92TjxkZIueLFcg6nyNZwya/YAAYk+1AFgWaSfn18XXeiQylYRNNQDLx8xYkQOA8s0+UmPFLDUjB8/3q2wsLCLHm4D01aUx2paARbfp0uXLmnz589vr3u7UNc9sYs3nsSk/m1ZUlLivWnTJsMSII+AZBULCA6f1FeXSQlOlAtgw8RvCgTMmI0aNSpDLtieEvwy6du7u7sXkq1LgNwEAvJ4qG+g8+2xCAACKc1dyOftt99utMcyYBaOLGCBOQvyjm5TGp3gAmneflFRUbny1+tZ/8/N8yAUSdAD5EvDt3c1Pyjpxo1KRgkJCR/JDQgifZI0Yn7i5u+55x6bzJsEuQT+u3btSho9erQdc8j0p2gDmspFSZw3b95bxkktOmakd28AASXiAQCSuCwgODJSX12WnZ09YeHChTYsgKZAQL/2798/x2VZU+PjKi8vL1n2fYsBX9rByIKAoE5AkKM2P0mWjBiBlOs71Dpk6h2LGTkhV4F4jixnis0uVPujAwJdDN/+ZZkYc+SvZxEwwvTgYhQN1QPkC7lIfTyk6Tu1+5MG11VCMHcJs7GVFhFRfiKL6uOPP7ZJ29d5eHjYOnbs2GhaIPzO/CixhcmTJycL6T42TmjRMSO99z1AgEtgWQRHTuqry0pLSyevWLHCQTKcuXwYZuGezHgyDxerXaesrKzOw4YNW/nmm29WmQVIiMkxuyDZyE1LS5stOaJwjzFrUFNT815oaGi8CQTIJ5m6zDJQq0PA0SxAwPLji1auXPn2zz//vAPhJz6AcGKq9OjRo1S/sTfbXWp7SNl9antOUVHRT8HBwclspwUiAiz6yQhGEjhkZoA5VHNlFVFT/B7MneXLlyfHxcV9bnaERceG9J72cg3QSFaM4MhIY/VKudgLpACNTXlQenwNEwOj/qaENksuQZiAN+Lrr7/Ove6662ymXGA5E6zfsGHDrvT09Hd1vj2xMQHBhwABsoRrYAIB2aAUTlX7owcCk2TS3Dly5Mh1pEia5ZUR2h9//LFu69atIbW1tWw7fkgXAzAYZDKVRm7cuDFlwIABDuIFaHwEnsxF8gaYKjSjqyAiAUWSi7Zv354rv4fkCwsIjiE1BQLMTFKMLSA4MlJfXSYeHxYWVt6hQwd702rejHeUIVF+Vg5KuRpKFlngd8x8Vyn5ernMqyoqKvYK/LGMX0o13gwWEk9AdgAcpn5lYTQfEERFRT0gdNnIXvnECbgYNyjkapTbUCPB9JNgPulqflBSO6yMcxoaGh7UgBoh3ygJNMNNMC0ALA46wnQLSGfGGmH6JCkpqdhut1OswQKCY0h6RxYQNBNprP5D/fWJr6/vWlm7xSw/Nsc2Wh/lSuYm7hel+Bjv/IZAu5b3O6Ojo1lR2E3nudQ4qYvKyso+kjKOZ00O5QA4L4qUQii8u8LCwuYDAl3sWdYTUNGWBB80NC4Cwss8s4QzTIL9qKv5IZE6h4or9+fm5o4UUqYsWLDAMEHxc0BJwIZmMNYC11q6dGl5Tk7Odh1HxWILCI4hqY8tIGgm0lhl899rpkyZ0k6+fiyxL3PGbH8MEFB9CGGWXNgjRXoXPXQOthA8V232kEz/19evX28kFJkrG3GjWcHIisfy8vKjnzUwSSd6XAIbIERrkHvQSAYTgkpJJbICNVgCNDge54EPV0B17ofq6+tHpqWlEQRskGlk7FWA8Otng0HMd955p3HmzJk7XUtgbzEOtuiYkfrYAoJmJoHAo88999xWMnSbVjRGi+Pbo1wJEKpNIxm4GzZsqEpMTIyoqqoCBPYa88iZ+CxhxLuLFi3aRUzAtCTYJxTrPTw83Cm3fbHaHV0egUnchG5mRGBgYCxxARBNXxsCSvrp7NmzY+Lj45n+uEV8WAscdJOscCSJaJTMmFiWFzPwCJCY5hMPpuvYx4wZM0uD8Ca1tQbhMSb1sQEEzBpgqVlAcPT00ksv/VsubgDutTktbgb3WIzEjAJb/I0aNSpLlvZmKd/lsrQpvHOr5GSv0mP6nxm9e0NDQ4eMHTs2h0xfM66AfLKQT9aCU2700WcWmqSL4uO0DA4OnjNx4kQ7+dHMhfIwmDCyCkojIiL8pdk/VdvDrh3IQ+r8D1VWVk6U1VH8888/7wl8wCxdluljk680fMWKFdaee8eBeN8WEDQvffbZZy+89tprgeY0n74y3GBiA4x59gbZvn17tmRpempqKjU9Wcy3XyGWzFD1+2dZBCE//fRTNefkaxh5kdK0CQiK1IaVwc2zOE8XNcwQ3dx369atq8B8Z9oDISUrUAOF9dL1+n2MLnqe67DDIp3/TBZeeHh4ZJJshJ/D+QEbphIHDhxo8/LyGp+cnGxVKz4OpPdouQbNTOrH56VEAym1x9jWV2ZZfsqLEdjLqqurm2mz2djkh709/izebxFS9f+tUpyefn5+DR9//HGjmYGLFU22opRmSVJS0gq1o1jwBbuPaiaSe/Cy/A7fcePGlbDdEqiGOcL0BwkNW7ZsWVtRUdFSFz6i9c8rV678ZPz48RnsiUDElIci4Yhab7qmzcfHZ3JxcfHx2cnlNCe9wz1rDZiK4n1jGVhAcOTUoUOH52X+B5JEZAIBli8LhuRakzq8Tfy6+DeVqQDiypiYGC+55ca7Md0C4gwkEy1fvjxRipnqx9QuaL5UfJ3sDzrpTWlpaR0XLVoUhZYwyy7h47z55puNs2bNipc5wr5tgMFhDRRuVjffbujQoVksaDKDhQQmyShk1SIruKqrqy/ffYRFx5J4hwABs0IEonABLSA4OgII3nvvvUCW4e8LBBJqVgqukhz8ZmBPbf64c+fOOyRvS5FDMwMRxpKmJKBkJRHFbRzQ3KSXf3ZRUdGtAQEBqyghZmYF8lDMf/br169ON5ipBxqvm30M4XYd+ptE28WLF7f/5ZdfspgqNNMwARuWwbq5udliY2Mn6R4sIDgOBBA0LUzCPDdAYC1DPnLq3Lnz8x999FGgmaqvr4wlw+xpEBIS4pQ1vU5ycPfu1gcmtblWrnjH7t27B+M2m2n6uNHEG6iYnCHSO3p79xHHgHTy83JycgZt3rw5QwOj3lw4RPCQtdXz588nmylN7SYABvqk3NlvrkUACCTs7fr375/FwgxMHL7m/Mynrlq1ilLoFhAcJ1I/W0DQzNStW7fn1ZeBrKI18wgY39SC3Lp1q7O0tJQKXY/sbr1/kpxcTaxu4cKF2+RCl3C8CSrE66Q0HVLUJWVlZVQnOjYWAaSTs/XZq5GRkQtlFVSwHNlEJPx61gqwhLiwsDDD4XBMVNuHdx95cAIIFixY0K5v375ZTZdqmogp4LFpYFpAcJxI/bynMAlTxKS9sujI09PTAoIjpJ9//vl5CWogKfUk5ekrI1hIv1J1q6Sk5IBAgDIVX1tQUPDtpk2btrOxMAFc8zxY5ZyX2oZyM3Y0NDR00Llu2H30MSDdDBmBF0jQvw4KCsrHRWhq6riqCBkPlpubi3nSaveRByeAYN68ee30gFlEPc2EC3wo8q91PpsQ0wKC40Tq5z0WATECBhnvdeXKlYVWOfMjo98CgoNZBIAAmwfJ998xZsyYWmTELE0G40KTXYhlIdlkDwQ2GTJqFhxT0kXu1gVXBwYGFrFkmPxpvibST211EIv10DJjhvEQujEWXhx0R6Jp06Z92rt37wwqHZtAQHIECzJ0HVtlZaUFBMeJ1M97AQGrDxlosvYsIDhCAgjUl4FE+fcHBOXl5RvUr4YFLZkht4ayfZeLb6KO4a5du7bPmDGDncH2KtiDG019EFdsoEDtO3OOY0q6QUwUo8iILthJpsq2xYsX23AJzEVDBBDxKQUQ9TL316pNd7WlbgF7EPwKpVznPEttv+zVq1cmBUjMjmJp5cCBA507d+60VVVVWUBwnEj9bACBucEJQGBtgnp0tL8YwT4WwXr16wO01Scu+Cvib6UA+8kV3zp37lwbKxGbrl7EEr/rrrsaBw0aZAsNDc2uqKiYo2Oekzw1/yaoJunkZBiysSlBwIfF74s95TPWmbMIZr4zPv4dd9xh69SpU65ciBghWqjaTnIdu1eegeu8LX18fCb279+/mEioOS9K6iXTIWFhYbaamhoLCI4T8T4sIGheOhgQuIKFbBJ8D20lE1dK8Y2X3IRFRUXFT5w4sQYQoD0/m4wrLnejfvny5dF6L6ORL3HzbwGok7KQ6J+6wYvErzocjlE2m22G/P9R7ICUnp6+VWjVwGwB2zcRueQwGJOFgAb11OTbEAzJ0LEEEFmgtCdVWP9fKG4rre8v7V+D6aSvDWZh08iRI9nHwFZfX8+xFhAcB1I/W0DQzPRbQCD5AAjuoq0+b8rPz98gU9+oVciUetN9E1GUrPVhRsfNza08ISHBTce8Kr5IssX2Av+C9T+yZbD+P7KtAXUgSUR3it+VEH4l4Z8THx+fK6EsWblyZYGsgLzRo0dX/PLLL40EkqjZzs2ai4VgLASKilBdaNWqVY2JiYnZdXV1CHRLnd9Yl6C/LxC3ERD49evXrxq3wjyev12RULtAZLLaWUBwHIj3s78Ygd6hFSM4QtofEFA7gNRtl2uwJ49A/XtDamqqFyne/N60mjfMDB3T7PPmzWOHsFLJxlwd87H4P3a7/SPJ6yfiT8Wf6Zyf6XuqelHi7PCsBR3Ijqu360CqD23Mzs7eumLFimy2aaYIAkhE5BJBpVoR03yAgFleqSkDDCAfqcOUZJbAy5BIHydT/wmd/2ad/w7xe+qMRT/99FOZuQEKUyIkSPCwAiGnrBE2a7hKv1l0jEn9vBcQYNnJzbOA4CgIIFBf7hUsPAgQXJeZmemu/jb6H8GnPcxCJYBZbrRRslyWQ21FRUVoQUHBCh2zQQDiI2vdF05OTvbV734CBP/a2trZOu/L4r1qGhyUuBFxT6FLlE5sVAciw488aW4eoSf7D42PCwDzN7EBcypxX+YB8P+ZUZg9e3ba2rVrZ+pG+8pCYL31z0K/JTKTysxlzswckFOgazcWFhbWqg0rqay1BseB1M97uQYAsrUt+tHRgaYPSZgzYwRNgaCystKDmgIIfNPVhcgfxUyJnXl4eJDbQSkzY9Zg0aJF7JxklD2jshFrEfieIiUhISFFAvG5sh5e1PnP1bV+O6CoRk9WVVUFCmEaZs6caVwYVELjM3WBsOK/k0MAYxmQdII2xzqgDeCwr4WAcLMem7UJ0v5UQU6Vq5Ek8yZu2bJlWR999FGDWReRIo/vv/8+PlClLJJA3fw34uZdSWXRfkn93FIaZg8QsCM1S2U3btxYKOvMAoIjoN69e+8BAtM1wOTHbQ4MDGT6cC8gkAXsIcvZ2OacY8wAOjkDKFSCh1jZyAi1DJBRFuhhqVNJjF2V+CTjFyUOcOj9FQgM5un8WAYH3K8UADDmL6urq9slJCQUSTiNeoFoexg3QBco/+STT9I7duyYKr8xTSZjmh4mTciW2q5du7yvv/7awYo1bpCpQAAC4afACMFEAAKgAEDIWiOYCHJRVYW2gAXuBMjHSir9lhgbG/uT7gsX4uh2drXokEj93FImpTeVcHlHDCgq6bInn8gCgiMgLAJiBIxxU0ES9aesGMH0pmsN1L/X6W8PWV/OadOmGRaZCR5Y4kwhwihL5MUEif0xLjbZv8QmeIdyQ/Lz8vJwE4zA5H5JF/+7GrwsDTxPJkcJgojwshpQKNQo87B80KBBa0aNGjVS5scwCekI+f0j9PeICRMmDNXnrJUrV+4iJVjmio1tnn755RfbDz/8YNO5Gt566y1j4xIsCvNhABdAgZwB9oPnNngwkpTwn3SOrXIbCC4eu7lRi/YigECDxRtFQPVqtAyVcmXCFsqEtYDgCEjK8vkPP/xwr0VHjHFZxkyPO+UK7AUEcss9WJ7MEn/AwwQCGPnAvcAVh1HSAAQCz9+AA4uQOMYECf4ncE/wfceOHcly/aj9+Sfxr8sL6gaukc8+Vr57xrBhw+qICXByqp707NmzUKbi6m3btn20YcOGO4KCgm7fuXPnHfrfYAn/bfJDHpcmGamHCiguLt4uq2Lr9u3bA6RZAuSz+OmhIsaOHVvFoKJCK1mIpr/UlEFMLAj8JwGBv0DlkNYsWNQ8BBDk5OR444PynojVYLlpABXKZbSA4AjIXIaMLJnCeTAgUD97hIaGGlq8aTETGMXMd2Th4haQ0IcLhwtAIB9rnEpizz77rLGLOVY4xwEGvE8p7NLw8PDeus6NuuavU5Hr6+tvF1KsIRrJ/CbBDPL9ZerbNSi2aHAwRXFA3wJ00e+Pir8St9H/rfVAX6WlpX0pbdJKpuWPcXFxq8XspNyAj8M1eDBiEPyN2wCqEWtgxdvMmTMDBTLPuy5h0XEgvTv2nvAm+ERKq6s4jFMDs1CKwgKCIyCAgMIkxNEOBQjkgrlLXoz8DZQi7WHko2XLlna55JWTJk0qdHNzK5SiLFy7dm3hunXrCpnZWbx4caGs9cIhQ4YUyKIrkQVea1oUuCOytMu9vb0319bWfqlr/XoWQS/5FgnpUhKECDJguhN0GDlyZL20PqXILnI1PSCpzdl6IJIa/un6NPnvergW+v3jmpqaFQKbEqYiCYSQlYgJCqrhOuCOUGSBWIMsicAtW7a84Dq9RceB9I4MIFi4cKEBBASi8FWjo6MLZbJaQHAEZJYqw8o2gQABJwgbERHhrK6u3gsIcnNzF1PCjFJmxMtoD+NayEUvFQD4REZGztF7mi3re05ZWdlcWH/P1Xdzk5KS5ghIZg4dOtTj7bffpoy6HesbQHjxxRftUsTVUtCkJLfgmnuRgODGwMDABWw6QmSSqCYVghYsWFCnE/+iGz3qFU06x82yLAYLxbK6d+/Ogonqjh07Zkr75Gjg1SP8gADXBhg0AAP1QBYQHEcygUDv3TAzYTLc5OoV6jcLCI6AJNAvSLkGkjZvmvnmAj0qFEk57pVZmJeXt05utbEtPVYA7THxsaL1XhKjoqJ4D4+LqQjG56+4oqLiseXLl78gd3yBrl9PHI7zEKMjYxe3XZbI02q7d3k0HXiLzL9lrB0gQITpgqZesmRJfWZmJisJjyqPWRc8V67Ciz4+PiBVHsFA+TTsdjQjNTXVQyBUiKmEO0LRBSLWupdtsgiecJ3CouNAek97gABF8PHHHzON60xJSbGA4AhJ/fiEfPptzKCZ2bf477/88gsA65QSbgoE10u7LyO1HqDgGALpTNPLHWCWYZfk6CXa/hahvFHisgBqkSdmGlggiFyvWLEiQZbHaF3vQVfz3aQvbtPLXr1y5UojqEAJMgaCNDUWwaCjtQhKSkquio+PH63zZ8gkqiM1We4BJuhbMjnbbt26Nalr164GUpoWgYDAX77P3jdq0TEljYOWWVlZ3mR18v4JQDGDIGVgAcER0uuvv/4Q+xog/PrXYASc+f3k5GRqFrL68F7a6vNiWQg9ExMTY7HEsJIJDDLVGBQU5BRIU+vjLdr+FqkdWcJDJHe1sgyMpEBqGZAWoHdao3eaqt+/cjXfTRL0a+VjjPXz80v/7rvv6pluIKd59OjR9dLWrB4kJZjaAuzlvhfrtyub8H4th9jY2EsFAkvwN8ldJyLq4eGxMiMj4wGbzfaWBD6WVFZ8JywCBuCMGTMEgMFvck7xIW3BbtHRkd7nXkAAIJPBpu+M9e5iCwgOkRizjN2+ffu+JVkKwSznaxggGDZsmAEEDQ0N1CMwFJ7as/HPA/Lhf5FbHCVlmCVZyZCFliHBzZLlvk1t3qTtb5HaXaJzjS4qKqojA5EZIJL2SHUmGKxr2PR7V1fz3cQN68u3tm3btlg3XkxGGeYIswYzZ870iYuL6yHN3V5tvhV/tw93En/v+mQtNfUKz2jKeqDLpfFn4/ew/fmUKVOckZGR6wUCz8pa+N+aNWviybRixoCbdVkjGenp6dRAfFLnPGhxE4uah9TPvwICkoukiUr1HtiM0wKCQyTGLGNXQjhBLlYGY1tf72URyNoGCPaqUKRj/pSfn3+3ZK77xo0bx8s1GyNQGJOXlzdeMthNvxuBxd8infNi8SiAgNJzTCsyCYBcI3+6NlZeR1fz/yN9eZt88qH9+/fPxnwgYnnvvfc2tmvXrmjJkiW7hF7h8k8iJbyR8msihU6RpaWlkfJpomTORNXW1kbJ71gQEhLyXz3AA/L9qV0AP6Abef2jjz5aQaYac5/4nQUFBSDhixp4n69evToBIMAtwJdh+aU6sFYggfkyQA9/ies2LTqGpL42gACzFCBgfpqKU3qvNr2DPmJrx6lDJMas+rO/TPrUNm3a1JrbAMAAAfuHEiNwWQR75cvo2DMlV9fJrL+LnB0J7R2SBTZDvV58SJsJqZ0BBALxOtw70yIw4w1yP3L0e3tX892kLy4jV2D58uWLO3ToUIQ/wZQD8/q4CdRRB0XIQRdYGFsvs0JK7Q3TkdVqbIohTVI4cuTI5UK7CYsXL54cGho6WTcyQULt9v777ydwEwwwFkSUl5fjG72ggfeZzpWAa4BbwDWZuuS8asMGEGzxbK0+PA6kft5jERArwnrTO7cJCPL0G/tcWhbBIZKE+UopzQWkEdOPKDi+hgECErUkG061wdx/zDioGQkgcjgcowUmRgGhRx991IgR8Mn7laKu0Pv83tV89w1Lu7fVDfuOHz++7KWXXrKZ0xYw849EG5nHZF6ZaQyikESUEWqmmFgIgV+PKSl3oubbb78tl2VRPm3atDIBQumoUaMqX3755QamMRhgBCUl5Jt0I1gEBhAQO8AiIE2SHAPWIaSkpLAMebraWasPjwOpn1vKF/UhnwTLjbls+afZGRkZFMB4SWPlLFdTi36D1F+Xa4xPQ3lSvMfcswMmO3DMmDEsJW6Uub9VbR81DmpG0jkvFMiMlDKuo+wfEwDmSmCUrBR/tdrsrnOoP27UjbRJS0ujBmEDpiA7qDQtMmIyS5DZ+YYgoin8DBaTmZYA+UgPhlmvQBszVZUpSVeJJWP5pdyMHbr+6+np6Z8JGOLJpAIISIckHZNIZ1RUlFWh6DiS+hmLwAACAB8gGD169GYNpjf0WwsBgRW0PURSf10mS2qC3GAbGZpmui/MGoIJEyY0yO9PkaIbp7bXGAc1I+ld/Vnu+sCAgIBa3G7kl2UDKPN169ZVFRYWRuq6nxiN9Ucv+SJbNm/ebKw7J6GHc8BkQTGHiXCCYDLXbRLiqj59+lSNGzeuStq+atasWVXS3MbnjBkzquQ+VMk1qO7WrVu1rIUGsgUBAG6AcwIEuABhYWENNTU1W3T9lwACWQTx5vVxSViHTTCFmoV1dXVWzcLjROpnAwgwHU0g6Nu379zevXtb/X+YpL68TAp2okDVhvLE5dXXBmPxykquiI6O9lS798SUFGtWkNX5/llUVDRCbnkdihtLm7gf0/RM18taGajrGtOW3Gy6fIgqMgrx380USDKgAACQjESfX375xS6fJmbOnDlrdZLViYmJqyXAa2QyrtHAMT75n1wEPdxqXXyVzhmkY6tIVWVaENOIeIOAxBYSEhIvJByk69+j41utX78+mWxDQAMgYGUi5ozcFQsIjiOpnw3XgCIXuH4AwYABA+bLzWt2jXWqk/ryMsnWRClJGxZxU4uAmh5SfMWSk6ka3/9VW6p2XW0c2Ayk850rfjEuLm65LDobcQFcfD4JBO/atWtjQ0PDA2qzezZOwmhszYwPg/+gr/ZoZEz4SZMmlW7fvj0rIiIidOfOnf30YCxhfFMneEv8n/0w378ls+NNHddRZon3kiVLasmSwk0g6CjfqNLHxwe//xHxBbJI2qttKfOqzLVyfRKLyDXQNS0gOI6kfm4pLeZDURrzfem9eGjw3O5qYtEhkvryMinFibKcbWTrNgUCZhBefvnlSlm9flKi5P1TNITp+aMe5zqHURK9urp6gWQ7Re+xkRgfwUpZeXbJXnFpaSmbFv9fsZ/IyEgjscFcEAEjjPIpHO7u7jkCgKUy4dnclDnkO/TJOuZDYrW/1G63txMo+EugaxYvXmzD5Fy2bFmZbvB7tTH2SpAf0zoqKipPboUdi4F11lgG7Ba7Y8cOq5z5cST1c0tq38nNM4CAlagyYd0XLlx4m6uJRYdI6svL5NpOnDBhgo1p86ZAgJxdd911ja1atbKtWLGiPikpif07/KSlv5ZMkJhHFfHDZXYjAwRe0nnmS3bLKTBM/gLK1VVZvFqytlZt/ic+37hRSMJpBPhYCow7QK7/l19+aZewZsnMny9tTKlkKgSxlZJRffhwSMexY0u7ysrK9bImQmXqF4SHh1foZrq7mtDmuYSEhOWzZ8/OpbIRMxbEEnAV5IZYOx0dR1I/t0xOTt4DBGzUOXbsWHeNEwsIDpPkn1/u7+8/US6yjUg9Ck5f72HTBSaozvSen59ftYTXX6DQRsc+qHeB6f6Q2MzHORDT5kHJ532yAt7Mzc2dLwWfT8FhYnQUQ2GZP1b5li1bivPy8pgGRi7/r+oXSQ3kMhPMw3wAFChKIRBYqYZkCR71vLFukN2R3tfDdcjOzp6Vn58fqr976ntj/YJ+uyorK6v9okWLgghQMWtBPgHTiVQ8KikpsYDgOJH62QACXANmgog2jxs3zgKCIyAJ4z/Vb6N79erVwCwBgq+vfzUjh8lOfI4guvx5+6xZs3yXL18+KSQkZKLkZbIs4il6LwfjyShL+f3jZGkvkyVfQHyNeADXBATI6BXQMGUYofbP6bp7E4t/uAlmB5ga1ABojIuLq5ZJT63AZkkekcBTtIR0y7/LZHlc3Ku+vv59PaSRpabfWsgsarV27Vp/CpJgDeBDseDCy8vLlpmZaQHBcSL1s+EaECwkRsRMjjSLBQRHQBLKv8stGCn3qoGYm+l6E4tD+JkmVzOD0dooQPYI+eSTT+pkDZePHz++3NPTs1xudbkUc7kUaLnc7PLi4mKD+VvavVyWdrmEvFwWdRmzdVQuwr1nlsIEARL+pHxTXVOVxq5KexHmHzfJtAIBQwljSWlpqZ8av+5q0qyEFaBz3yre42ow+IRoi319fdNJVAIEcA+4twULFthiY2PZ4MRKKDoOJJA2gGDhwoVGfIDiGdOmTbOA4DBJY/uviYmJ944aNWqBLCsbyg1LgCk85A0XGJ/drNxtMsJLfAwLgjR/EvTYDBgzn/ga74X0fJi/AWxZEcbqRNYSUPMAoKHkH6sdAXImAwQaaZIhCgw9qnv7F/e4F5FcwI0RpQc5VqxYEVNRUdFLBxiBQVezY0a6xlkafN/JL6qQSWMgIp3BVCMPNmXKFNv27dvH6p4OXILZomYjEwiWLFliTBtTY3L+/PnuUhAWEBwGSX7ulAbvL2ENe++99xzmRiVY3m+99VbjgAEDGnr27FnP9DyWQNNAYlNGFsitIY8Hix1zn9WDfGLJU/6MuB4WBtODAA1pxHwv17pOyrVa1kOy7gdLYL9brxuEFcCMAaYEpriQf7ssglY66DIJ6a+rnDYj6fxEOe/PyMiYLJ+oFjcFy4SgJR3DlAuBlnXr1o0MDAw8pIUWFh0dmUDAikP8TOoVLl261J0Cta4mFh0CaVx/KAGMkTauQcbMKt0AQtu2bR3Lli1LW7Vq1c6RI0dmk5FLJq05fb8/xqVAyyPsJvM/LoUZc0B5AgBY0j169CgRmG+X68B6nlFigokHrimCFcAaAoJzWAcCguTc3Fxqnx8YPZqBdFNn6hoPlJSUjPTx8YmQCVPLQ/CA/Iz/RPZVnz597PKTZmVlZd2E9bD7aIuOFZlAIPA1TE6ChvIv3Xfs2GEBwWEQ0+bZ2dllLM6TBbAnqxDt3rVr14YtW7askOvwvazd6aJkyWHeE088Ucf0OUqZ2p1mcHF/DDAALsQAWENAgtILL7zQ8MMPPxTInc6UJbAiLi6utc1mI1kJEDi4dU8+P+YJF+Zk48ePd0RGRpbqQb5D8MSHPWW4P+JGxOZc59ni+4uKioZt27YtXX5UI/Os+FHMXIBsAAJTK+QzrF+/flt5eTl1D653nc6iY0Q1NTXGrAEp50xpUcBCg9YCgsMkgt+xsbFp+PDU9sBk19eGDy+f3yZLYVxdXd1NGtPPBAcHDx4zZsxUafHAbt261bZp08b26quvNhInYJUiMQMEHmsZIEHwUZo6r13WRoMsaVu/fv3qhw0bFjZv3rxZuu6YysrKjyVrFA42cnV239VBKDQ01AgIIYT4GZgVunkCdObOxXeLj6oWgI6n6Am5CMx53ltYWPhkQkLCcA22dKYvycOmg5jzJEACAGAREEgheBgQEFBWUVHBAqW3D+mhLDpiUj8bQCCNQmzAWGau/ncPCwuzgOAwSEruMym5JMY3rjdmPFqcMS7F59i6dSszYZdqPP9NgHCjl5fXnQLc7wUQmxYuXBgiYMgg7Z9kP+QTt5mcDgGFkXGr76rE0XIttuvYEAF1QHh4eE+50PfpvATjf7Pq+F5UVlZWpAvXC4EMH4WIvVCmZvLkyYEaELOEbGPFn+jExAwoGfZP/X3+bzHtxP/Q32x9/pJMlOEyO6empKSMX7169dxp06Yl8FAEPQhUMuVBMUcekogqeQ3cD+4K859Ml+g87XVOCwiOIZlAIOF3ErxlubjMV/eYmBgLCA6DNM7fk0uVyBhHyRL3IqEIOdPYZzHd3Nra2mtdzQ3S+L5B8vhRdHR0+6CgoElRUVHJUshl6v8SWcUGC0BKZUGUyJ1mE5pucuHYO4TUZOJ6d7hOdfjkcDjmC7lCe/fubScqSZBO5kfjJ598Ui9fo0pCWKFBsWbDhg1t9Pnf+Pj49zMyMj4oKCj4FUtYDc7Ly/tAbd6Xj/K2HujjiIiImXI3CkNCQioFOhXdu3evVoc4iHayNJJdWdjwEetE6GYksmCdcC+YVZinGpxZetAvLSA4trQvEFB8xgKCwyeN93eXLFmSSLVu3G59ZUyJU79DcsU+EXM1nq/b3Xo3aWxjxv9V35+LiyblOUou+pLq6upFsqINlsnvIQDh85v09PQWOs/faC8mT+fIZ/l08GMS7p+XLVsWLfRqZEqC3YfwSYgdkN0n36Vs4MCBQRMmTKDqsK+E1U/A4CdTZi/29vY2PoVcfmrjqwf2loAHyMzJphoL6IiGx1QiDkAABT9I568WSOTqgeuEgkYtAzoPc4ppE8wjDcbk8vLyzy0gOLZUUlLSMikpyYfttE0gkLlpAcEhksYnMbDLZKZ3lmuVQaasORuAj88iLpSdwJaFRnsBQVPSb38R36PzUa+z6Z4FT/Cp75ttpeIekj9zq0yVPitWrIjq37+/jTJh3DQPgMYmYIG5TvyAKUbSTlnTjO8iId7D7F7EJ7/h0zAjwVJWAoFEQgEYhBsTiSKKfN+3b986mZ9b8vPzSRoKEMLVdu7cudEsjkI7fCOha5J++9B1yxYdIwIIEhMTfXDHSDUnI80CgkMnjeGLxJ9IW6+cM2dOKbuGmRmELMVHGUphUq+TmbkDAsHvQqCYbuwG3XwfaYKYiRMnUrDUqB3AFAUPwicRfQJ4gAQWg7kmwGTqF/DJ7wgwbTkGf59ACYJNsgPTggi3rtMgXydQ122tTrlX3FH+T1CXLl2qAQ5ujWuTWDR69OhEaad3dt+xRceKAAJZiIZrQF1JWXcsBbeA4BBJY/gOudvuUmxl06ZNs7OtuTnPT+IeCVq4wDLtf+UanDCkG7u9tLS0j3z7cGmCHGn30rffftsQXCL5mOvmNMihMB1Ae8CAdEf8ffx/uRnFmzZtytaA26aBR3l0I31YgHStzKaesjhSmR4xz0NnytpI18AkKEIg0iqXdYzIBAK5YoYJyzSiBq67rAQLCA6BND7vl2/vm5eXZ+RhMCWvrw1mTMu9ZrMY6nAuUdsbjYNORNLN3Wq327tlZGRMlDZYKj8/izTfn376ySZQaLj//vsbrr32Wpup7XEdCOxhMcAERAAMLILrrrvOds899zS88cYbDdLytqlTp9pIWJIVsFAdRWGEjhLqK12XNmj48OHPderUKZRUY3MveWIK3bt3L5aWWqBjXhf/3zpqi5qVZBkaQCB3wKhYzTRiVFSUu6w2CwgOgTSe766qqlqB1mcZPTNifA2TGkyClsa+XWOYYrA3GAediKQHoaDIVeJbc3JyXs7Ozp6dkpISJuENHjVq1E5p9MAXX3wx/N133y3GfWBhCqvUSJOkijHBEMpbvfPOO3kvvfRSKO0HDx68c8OGDSE6T7A6YYIGGwEP5jovc112D7m5uT07YsSIEAqeAiz6ykioIBsrIiIit6GhYSbH7m5tUXOT3rcBBGyvRXYhLkJsbKwFBIdIGpt3FRcXL6e0P3UGzL0MSJBjuf/cuXPrJVeJatdffHKsqBUosFLweXH7srKytrIQvu7du/eXEvSOM2bM8Ny4cWOhNEaZ3IgST0/PEmmQki1btpRrAOVOnjx5wVdffdWuV69eX8m3/1o+U1udB6Y22wEj/zJB39B5wkBTgivMv2J5ADDyVVlKuVnnsAblMaKmQEB8YOvWrRYQHAZhEWRlZXky42IWLMVFxnJmJaEUXXZqaiqrAFGG57oOO/FJD0aaMXOV5+Tm5p4jRDvHw8Pj7/IlP6qtrZ1bX1+/tLy83F0C6l5RUeGu75bV1NRMLywsfF2g8Tfac5x5Dn2e6Tr1fqmuru6tuLi4KEwolmmSb00+AVOZCxcuxEz10vVOXN/qJKemQMDyVWIFeh/ueocWEBwCSR5u1xhdzrJhpsYJksO4CMyySSlGJCcnvyZZOFuycPJPhetB2E6JlGE0/GMm87/4Af39T1fTwyId+65AJUWWhbFYg3wDOpLVWayG0/cb9ftzanfuKdGRJxiZQBAcHGxMcwEI+t8CgkOkXbt2XSMA9ejfv78x7a6vDLeAGTi51kzFBpeWlj61u7VFByQJ+FtVVVUxcgMcZi1FfW1MV+IeyG1IKigoMNZBiP+v5ppFzUImEERERBjWAJ/SYBYQHAJJMf2Rug1Tp05dblba4mssWrJnyZBNSEiIZ0Xg7iMsOiBJuB9paGiYLY2U1b17d4eJqnQmedrLli2rz8zMZB++H9Xxf9t9lEXNRQABmYXSbOxWbWzSqf52Ly4utoDgIAQIaExetmPHjk9lDWxjHwNm0/iJT1KLsbDy8vJS1O7d3UdZdEBSJ10sxHxeJqnH2LFja8hoJBfBdA9YGhsdHe2sqanpTee7DrOomQggYK1BamqqsXd/VlYWZa7cKysrLSA4CGksElh/OyYmZkOfPn3yUGBk0fIT1iwJdAKJuoqKim1q9/Luoyw6KKmjzo6KiurHxiikKZOXwOwBWYtdunRhWqs0PT2dfeIPGni06PAJIGCDE31S8RYQYLNa9/r6egsIDkIas+wn0E9AUN+rVy8jj0ZfG0wynr6zBQYGRtTV1VEG0Nos5lAIICgqKhrE1BVBF6YR9bUxFUPZpxkzZpTLKpigdncKDKz9+puRBLDGlmdkxhUUFDhLSkqczAZZQHBwAghqa2v7a8w2sBaHVHp9bTAVwIYNG1a9bds2xuwN4t3bjFl0cFJHna+B15+12OPHjzeWR5trFYi+Dhw4sF7IG+JwOAaorZVc1IxkAgEgIDB2lpaWWkBwCCSF9Ce5Uj8sXry4iDR6FtjxNczmJnJpyyMjI38yGlt0aARiit9PSUlZPWfOnBI2UTWzDMnUatu2bWNwcLBNJutOtXt+91EWNQeZQIBLgDWgPraA4BCIeNWGDRt+GD16dDFBbXNXI+JbBAo9PT2r8/Pz2X3YKsJ7qAS6qsOuEBB8Qnl1tmrCz8IiYDUi5cxYGRcfHx9VWVlpzck2I5lAgDVQVlYGCDirqqosIDgIEauSW3CNm5vbsC5dupSbFiw/MYXI+CUvQ23GqO2v9xSw6OCUnZ19c2Bg4BoWK7EICRAgaMimjqzrFkgECgyeVeeeIbaSi5qBCBaKfXAJBLKAAAPYzQKCA5OU1jXqr04aj75fffVVLWtj9LUxVhm31H5MS0ur0RgdrLbWgrnDJXXc1fK7hsyaNSvx9ddfbzADMOQUUKNg/PjxceHh4WzoeL3aHvPNWE4HYvVhbm6uDyAgAHDW1dXx6WEBwYFJ4++ZrKws/7Vr11a9++67jeY4JbhNvEDfV8jV2qp2X4hPnvUFJwpJuP9RXFz8yJgxY8apgwvNTC2YnIIBAwaUCQi2aaBS2MTKMmwGAgjky26pqalx2u12vQKnUyCwSnynq4lF+5BA85no6Og4MgcJDJoViZjuplrXli1bQuVmtdMYZW8Oa8r7SGnUqFGtOnXqlMsiJMwtfWVUQWKaxsfHh/nuWerki3e3tuhoSEDwRFFR0VYTBKCGhgZP9a81970fUvf8IS4u7qnVq1fv6N27t1GSj/gAi+VwC6hYHBISsr6kpMQC0qMlf3//r2fMmFFK3QMKn+gro6PZEo2O3rlz51pZBU9ZZtfRk3zdpysqKsJ2Q4CTSjpZlKLXn3uV3rbIAAGC2i3CwsK+njlzZjT1OEy3gCQ4kuHIhcnOzvZV27t3H2XREZE68Az5V63ZEWnw4MEONkJpGpFt3759o7e39y65EBOtzj56YsszuQG+GuD1gICYJJhn1Lf/cDWxyEX0ifrmf/Hx8WvGjRtXSNFfc8s+LAOS4fRbvdystWr34O6jLDoiUmezmOOZtLS0OULdLKrCmjkFBGOo+rJs2TJ7SkpKhsxZtnmyZg+OgtTXt0r4B4o3uEDgEfUpW9VZ/boPqU+ulLU0LTo6umHAgAGNt99+uzEumeZ+8sknCWbXJSQkhKkPe4pPzEKlJxOpEy+UVfDM4sWLV3z//fdGh5uZhiAvlWH9/Pwq5dvS4Wwj1Sz7NZ6OpP4jZ/429eGTsgzu0t9WEPYApD66ury8fD7l3Fh2TCUtviarkNJ9CxYsyBcQkER0i9hKK24OysrKuiAoKGg6lYsoWEKJdH1t7L2AlTBt2rRyWQWr1OEfi63sLYuOOVVUVFwYHh4+btKkSXb26CBuRTCb5De5sSinfNFnruYWNQdJuC+Xxp+/Y8cOozos26Xpa8MqYHfYrl27OoKDgytLSkqoDmuZYRYdc/L29v7HjBkzRrMbMeX69ZUxdQgoyF1lGTe7irfb3dqiZiEJ91X4rNnZ2RUUhqSGoZnPTYIRsQI3NzeKaQTKb2ObqFOjJpxFJyRpbJ3p6el5U4cOHWY999xzdnO2gPgV1Yu3b99uk8UQr3HYynJVm5HUoeyy/JE6dwWVk3/44QdjpyX9ZDB/M12zdOnSWIEFpaKPfGdYiyz6Daqtrb3ax8fnW425rbJIHeZsAenv7OodFRWVJoVEteJ/CwisAjrNRaCqOvUide6bERERK4cNG1byyCOPNJo7L1ENhqqxY8aMqdZLSGxoaGi9+0iLLGp+KigoeGXz5s2BnTp1KmezH31lBLCZLaDadlpa2mqNV4r7nmdZpseA1LHnxsXF/XfKlCmbSeAwF3jARG3ZhpqtupKSkkiC+btxkEUWNRMh1OK/hoeHd5g/f345bgDT2PzE3gX8L4CoKS0tHWeNv2NM0dHRf1u+fPmgwYMH24kNmC8CRGZb927dutWvXr16aUlJyat6GVYijEXNRlJEf5G1+djGjRsn9+jRo8RMeydozfJjuQWVO3fu9Lfb7W3U1lppeKwpNTW13YoVK1K+++67BrOUGUzQ5pVXXrHPmzcvKzk5eblexusCg3+KLT/NoqMmjadLi4qKhm/atCm5VatWdRQm1ddGkPDzzz/HLYiPiYn5VuPtWrW1cjCOJdHB4sfDwsLGTJw4MZs6hma2IVYBSUYDBgxgM4maqqoqdp19WS/mrN1HW2TRkVN9ff09u3bt8qEwDiXLzQrbbNQ7btw4KhVHyS14xtXcomNJEuo/SLj/kpGR8cT69eu3DR8+3DDLzOWf7I5EuShZBc6UlJQqm802Cqtg99EWWXT4hEWpMXcpCUJyC0KoOmSmFJNJSDk9tpDPzs5myvC13UdZdFwI80sugvu6desavv322z1JRjDlpNkZiR19k5KScBFuMQ6yyKIjII21v2oMvZ+Zmblx0aJF+RTGMQuU4pqyr2FUVFRDbW0t+xa8tPsoi44LqcOvUMe3j46O9p06dWoNqcYkF+kn5xlnnOG88847nQDEsmXLAtPT079Xe6uS0SGQ+ojI+B/pK7GVDCNSP/xVlmXfiIiIBvYwZAMTgoTkD+AizJo1C4UTozFm7VtwvEkdTqyA4M0XmzZt8u/cuXO1WRhCPxuZh7gMch0qgoODo2tqajrrhV5rDe6Dk/oH1+tCBrT4XvHl+u60DrYyZuLj43ssXbq0lj05TWvg6quvNlLeKZAjt2Ga+uoGtbX22vg9SB1/iZD6q/Hjx4d+/PHHRslzvoYJIrISzNPTkzr9IXpR34ovMA606IBUWVn5dF1d3WT11UxxJ/UxAHraJsbo2f+xcOHC3j/99FPpo48+akwXYhE8/vjjztmzZzfKGihpaGj40dXcot+L5Ltdvn79+rljx4411h2wKlFfG8yiJKoe79y5EzAg48vaFOUghMBrYH+rPq2W62UXKISJO+rva05HMNAz/z0tLe1VuQTur7/+ehVl8vgaq4AEorVr15ZpXLHy9W2xNWX4e5JewHm5ubkD/fz8igYOHGi4BOYmlEzxPPHEExSKoJBkUEZGxot6uVYRyf2Q+uVP1dXVLXx9fYeorxpjY2PxfW3q2+D6+vr/nY4Dvaqq6q6wsLCFQ4cOzb7rrrvsxAWwBqiWxZRhaGhopPrmQ/XNZfSf6zCLfg8CCMSvSIvNXLlyZS6Lkm666aY9YECiERuj9O3bN2nNmjWTNbCf1Ev78+6jLTJJfXi5gKCtQGDj8OHDqyi3Rcp2dHQ0O0v10e+nXYGNhISEV5cvX55AReJLLrnEGE/UzsTl3LRpkyMvLw9r4MbdrS36XUlCTZT7r6R/RkVFzZ4xY0Y+c7tN4wXkgv/nP/9pkGVQSpET2lpgsDdpQP9bAr/B29u7pl27dg7W1hMMk9tVLvDserr1l5736nXr1nXt06dPqll8hK9Z4DZy5EiHLKYUm802RP12ze4jLDohSC/kbGrzb9iwYYa0f/6jjz66Z4UizCKlNm3asFw5Ozk5mUDY43rZlpvgIvXHMxL4MFlNzjfeeMOozQ+gzp8/Pz8+Pv4bV7NTnjQmUCxX5+fnd1mxYsWOzz//vMyMDaBQmJYWONZqrE1Rnz2ottYCoxORdu7c+ZSsgrlffvllIemf5npxfDtcBhJANm7cWFJYWDhVL/IJvUjLMhDJGnhYPq83QVcWcJGl+eKLLzonTpxYICuKHPpT3gfWMzJ9er34+7S0tHAyVKlQzLQ0FgEzBXPnzqVCcZ7dbv/cdZhFJyJlZ2f/VVbBy1OnTg1iIxTqyJFkpJ+MuMG///1v55AhQ1iPUFRcXMwGKf8Wn/YRXwHovR4eHpt+/PFHw3oCOB977DH29y8RELC0+2bxKb1uwwUE71VUVAgTQxu6dOli5AvwE59YA35+ftUaN35qZ6UTn+ikl3SdUHv5ypUrjXTja665xniZMBmIoPzkyZOdEREReWVlZYDBU6f6ID8Y6dn/6Obm9ni/fv18//vf/zrPP/98o6+wqH755RdKc+9UGwKGN+w+4tSl2trar8gNWLJkiTHjhCVAghol8iiJJ7cytKGhoa364kaAw3WYRSci6SVdJf45NTU1Qqac/aOPPjJ2oNFPBpNsxG5J06dPd4aFhZVXV1dPV/vHxX8xTnAakQbzmXruWzZt2tS9U6dOsQ8++OBem3UwJZuent7ocDgC1e6UX123a9eu/3l6eqYz+2QGnMlHoXR+VFQU28XPU59daYHASUB6SSwUuYGMr/Dw8OgpU6YYpc/N+vMw00BoP1eueG5dXd0sHcdswmkVQNTz/lN91SkkJCSmc+fOldTe42uYmErfvn0BAvZBDFe7542DTlHS850vEPi+T58+mWxqSmwAF4mxQxBVLkGx2gxSn1lFb04m0gu7Vu+uq/zf0AkTJjh4oWbVWZgoMBFyTD6BQaEsgxk6xqiEbJzgNCA97yX19fWTBQROAcFe066s6uzRo4ehCWUy+6tfnjIOOgVJz3Zxfn7+5/Pnz1/1zjvvlJn1CJkx6NmzJ5ZjnsBwttq9oj6zZgpOJtILI/hzWWFhYdetW7dGjhw50v7aa6/t2VAVBgzefvttpslInsFNAAxOmzwDPee/MjIyRnl5ednZbLap1UTQkIAZIFFeXn7KAgEgIDD8JCIiwn/UqFG1999/v4M1BcRKiA3IasxPTk6eq3aG+6g+s6penYykl3d9bm7ujwEBAZFjxowx1iTsCwauOXNnYmJiTllZGch/WuQZqF/O8ff3Hzhx4sQadpIyKz7BBFk7duxo7OxbVFR0KgPBW3l5eT6rVq2qa7rzNtOFQ4cOdap/lkuZWBmppwLpZV9FhpxeatiIESP2axmA/nPmzCGHvFQacLpePG7CKR1ATEhIOG/hwoWDe/XqVUNJbrOuA0xdPpbeUoFHgnJKAgHvV25Pv+DgYDvblREjwRpgvwzcIm9v73o9e2+NBWsJ+6lAepGGm4Bl4OvrGyUwcAAGAAA/w8QPiBlMmjQJn7C4tLR0jo7BHDwlYwYIQU5Ozv0yfee0b9++7u67796zRgMmXvDpp5+yys6ZlZV1ygEB71V8Z1xc3DT1gZ3qQzw/YIh15ObmZk9LS4uy2+2tLSA4xUgv3nQTwidMmMAahD0LSmCWmOI6TJ06FcsgX9oAN+GUzDPQM90nk3fUsmXLYj755BM7acVoQ36C6RfqPMhkdmZkZJyKQHCdwH6ALJ6wtm3bNvD8+tqoSdivXz97YGBgRFVVFess7j4V3/9pTxoAlwsMugUFBYVL+9s++OADo9YhU0X62UivZfpo5MiRzg0bNlQkJSXNKCkpeULHnVJugp7nw+zs7MQVK1YYllDT+AAMENA3/H4qAkFZWdmzISEhoSSXsXyd5CHcIUBxwYIFkfHx8T/pma9wNbfoVCQh/JXFxcWd5QJEzZ4928nuSU2LoGIekmLL2gRpzHyBxhwWNem4U8ZErKmp+SQ2NjaD/HkCY00XacEkYRFEpcqTTORTCgj0Hv8q//+z8ePHp7CsGLeQd46FqO8qZDEOltt0lau5RacyaWBfI9PvRyF/6PLlyxuZKmPBjVnlCDOZba87dOjgnDJlStH69etnJiYmPqXjTom1+XJ73vLz84tm806KbZgZhSabU6vU8k9JSTllgEDPcZ4soTdnzpzpLqDLIzDIrllkVY4ePdqxY8eORCmJ91zNLTrVSVqBAGILu93eVegfKV/RhlA89dRTe8xkwMBckqvfKhYvXjxTwPGKjntIfFJXR46JiXnDy8srCgCkNLe5OMtkZlUImumZSbjyt9lsJz0QAALl5eWvyf/3Gjhw4J6cAcCgXbt2FBzJlxu4SO2ecB1i0elCeunXiX+Uzxi2ffv2yn79+lVTjKJplh1/sz7h+++/z5XwbElPT18p07qHgOBa4yQnGel5/yLN9+mcOXN2UacBQTBjJCafakCgd/U3PfcbsupWuLu7lxIINTNN7733XlZaNkZHR3urzQdiq9Dt6UgaJFfr5XcqKCiYvHLlSndp/3QGChFk01VgFRrmI5V7iKSHhoZGy3fuquMoZX3SZJvpfs8VvxAbGztr+vTpeWwdhxvQdMYARkjwmU8FIHCBwGsC+6UbN240lhiTMGU+M/sV6L02ent7+8o6/Frtr9x9pEWnFenFs7nHvzRYrtCg//eWLVtmSFsWsD6fmofknrMIhYAaq9EAiTFjxthkHewKCQkxpph0LEUtTvidcLlPCfUUacbiCRMm2HCFADn9dMoCgZ6ZqcI5kZGRFeZWeU1dIZ6VQiwjR44s17sPERh00jFWsPB0JkBBfmJLEk2kPXI0OGpee+21yquvvtrWtCjqM888g6vgnDZtWnh8fPxc+Z6TNHjeE5+7+0wnJun+bpdbszYhIcHYNNbcvUc/7cWnEhDo3TwkV2jrwoULjanSpmXvYUCedRb8xo5GchFDyUTVWLia4y06jUmD4LH8/PxR/v7+CwcOHLjxgw8+KGI7NbOQJaDAUl2mHhcsWODctm2bIzU1dQURaR17wi5VFRDcWlhYuHjDhg3O1q1bG3Pn+vpXfCoAAaCel5d3rZ71B1kCEeRFHOh5YRLKiA+RWyBLL1pWRGf113U6j7XQ6HQlvfw/MwiKiooe9PHx6SpXIJ6B1DQTETC49tprjWm2fv36OT08PMpkRawOCwt7S8e20Dn+JT6hstJ0PzfLGnAjfwANaG7jtS+fIkBwZXBw8I/Tp0+P/PTTTyt4V+bWeAdinpv3LHC367lj7XZ7N71LNnmxwOB0Jg2CR6XpJ8+fPz+T5BPWqO8bWCMZhfqI5Ob36dOnVgNvRWho6ABZB110/EMaRCfMSsa0tLRrNm3aNJ+qO9RwNLeV35dPdiAAxFNSUn708vIKIdbDzID53nANWGaNW0TMh+SpfddZsPIyICDAKTcqTOcygsKc16LTjPTiz9HgfzY9PX3R2rVrK3/++Wc7Qabzzjtvz4BpyvjZTLlR+/7LL79sEBhU67jsnTt3Dk9OTn62oaHhQZ3zd09ZldVypaybeV9//bVRjmzf/AGTT1YgEOgS+L1a9/yj+j9WlpqD2R4ADyDguQiQfvPNN0bREcqSsbMxaeYcbjLAQWBRYOKora0N0rt7mfNbdBoRICB+NTMzc9mWLVuKe/fubQg4iUb7mpYAQFMLgSw1YgeUQmOaaty4cSne3t6bNDC9iouLKXzZQkyBi+NuJSAkU6dOvbtDhw5L8IVxc/a1bkxGYHgGCnmSWXgSAcGVcn26rV69Ohp3jXUj5qwIsz8I/YABAxrWrVtXLpAu1fstHThwYFXLli1tvDvawbhMuHxy9Zyy7BL0/K9yfotOE9JAYs751bKyssW+vr51RNZJwW1qOqJdECLMS7LyMC3NIKLJpOyyfoHBNGzYMEOgNmzY4BceHv4Tc9XSMs/oOsd1hkHXu0kD/2eZvWEsO97ftKHJJ6NFoOejgjWWQASFV1lDwTMCdswKUK5u6NChpXKNNubl5Y1zOBxjSktLx+gZF33++ecpuAqmq4SlhNvA9m8+Pj5h+fn5L+y+ikWnBTGYKisrZ0dFRVUylWSWtdZPBhMPYMCQdty+fXsnVZIp/c2qRbONyVgPCNR9993nfP/9950//fRT3ezZs/NkIWSFhobOjY2NfV7XI//gNgEQewf8S8cdM9Kg/0yDOk4+cy1FOA4WOMPNIZi4aNEiNvXwF3Cd0ECgPrwKEPDy8oqT8Np4b+Y74VnIExAIlAkE1qemprJ56aUmCzieFVhv5F0yq2BaSbiB5IzMmTMnTuOhndperHdkBQ1PB2KWQELqR1FTNEjTOWfq2LFPPoGkhQsX2mV+NrJhCtV9DhQ7gE3fFEAg4IiVIT89f/78+SuCg4NnVFRUzJHGnaaB9oEG2j/F+LnNWjJb5/5LZGRkTwl2PfGBpvUJ98dm2XdWZ+o4f4Hj0/r+hCKE0sXXClS7rlixIhw3DnfABAE0O0AtEG5cuXLl1qysrM/Vfq/pXVl/18n6W01MgNiACZC4fVgVUgglERERW+rr679QP1rpx6c6aYBcrQH1/fTp08PJD2g654xgPPvsswyoEoGEf3Jy8taYmJhStgkDHA5mZjdlM4aAkAEolFsnOi2N05iRkbFSWvsLgcLrupf7xM1SJ0/n+ZvO+dzmzZvn9+rVq8o0mfnpQAwA8rzcn3xpv4KCgsf1/QlDEsgLxU/X1dW9sW3btp/mzZsXpXdjxHKa+vqY+lgHEuZGCfNGF9juZXnpu3vkrm3EfSNRrOlMCrNBlHUXYLOvwWwda6Ufn8qkF/xHu93+mayBMGnsSjSDGVHHHWCJcs+ePZkJWCuf+QP5jB0kWPEMPnzJpjEE/mYwIkxNB5XJaByCUcQYSGFmezYKq3p4eJTv2LEjLjExMVygMFrMRpukPhNgxIw9oiXQOu5WDeJZGzZsyBXA2QG4/WUTNmU0KpbOuHHjKGDqk5mZ+bC+PyGIfhD/R6DpFRcXFyGwSpWPb+Od8a7UZA/T11hiTJeqX/P1jlfrWMqS7zHx9f/tAsp5svAq5A41Ni3SwnQxKxMJGup9zK2urm5hHGTRqUkaDNTwGyg5b2SfO7O2PYw/3apVq3qZ8pukGd/RIPqzhOoFaZkofP+mi3YAD45l8KGJABASWQCFpmBhMgOVeWvak4dAXALNJBM+TZbHDGm7fnJXBmkA9tM9vqhr/1XH7SH9/5suRENDwxNs18V52fJt3yIk+2MsBiwdAp0CPD8d/5i+/91JfXCehPYtCaWX+qYOF47qwwRmDxTzYHUl04Xh4eHOEpHO8c0+QHCR+G2da9kHH3xQxvs2gRLAZhXmtGnTsIxm6F1cvvsoi0450iBAw/xb5t9cacB6CpuaPiZCgxkv/7FSWqGv2l2gQXSJ/NEeXbp0yWrZsuVegoU2kent+PLLL7P0e0S3bt2yGajMXTPDgG+OkO1v0HIsMxQEtghS/fjjjw2TJ0+u3bJlS50GYYXub9769etf8/Pzeyg7O7ul7oXiqpRRu2NfgDBJv7XIzc3toONiqbhE7sCBBKYpM+tBSjXHCByjdL0OOtcVus5xr8Gga5LleYv4Ifn478pqW7F06VIblYZxX8gB2F8+hAnOgDDThu7u7gQ+cwSMrDDcAwT6m5jMWSNHjmzdtm3bNADQDBDzibtBrQq5cGtlhZBC/s/dR1p0SpFe7H3SuFMDAwNTu3btamdWwBQWtEmnTp2cMhsrpYV+1GCkfkEHCWNkhw4davH3Te3BMfzfpk2bhokTJy739PTsqHazNGgL5G5US9tUPP300zUkJhHAYpfdfU1ZBi9uBYP7gQceMKYfyUdAMw8dOjRfn/4zZsxYv0mUkpKySfe9ub6+frTuCTfiz2K2fAPYqNJ7mbi9XJnA6dOnlwFw5ianv8U8E2Yx6xHWrVtXVlhYuEPnQoCOmxDwDDyTPu+RazMsLS1tvd7D9tGjR5cR8GSZ+L79BwPMaHLAnHcCqAGwTCn6+Pik5+XlfaXz/ir6rz56v0+fPsn0kxn85X1gIfAOQkJCcmtqajx1P1hmp/xW8acd6cW+Lp8/VkJrmOfmpqkMArLSCAiyE5I0CammT+tzaVBQkLHbctOMNAYlpresCqrgTtJguVntn5NZPUwWxMR+/fqNk9uxqGfPnmlktclqMDQaWhr3AItg33wE/uc3tDNtmbbEZ6UOP2XECGLJRM7WAB/n6+vbZteuXe30LO11j63FP1dWVurnbUYGHTGJ/bknB2IEiVwCWQSY1E49yxTxcfGR1XdsNvqOnqGNAG/U9u3b06ifSD0I4ir7ZgLCPBvxDzQ48Q0AHWsAUMMSA9QWLlyYGhER8ana/4oEeJ+PGTMmlT5mylFfGcyxlKyLiYlxCnjZA7Gj7s0qcX6qUV1d3SsSoEj8TdwA0y1Ak2Cmz5w5s1bWQLAGwCfilhS4kELeCzRgkoxwA9g0MzMzc74Gy9ViNNqFkZGRF8vPvHjDhg0P79ixY7L87tj58+enyOUoZ3ADCmgiAl4MvH3Nd0xfNB2aipgE2pD2gILcD0zXMp0/V4CTJxM2LzY2NleWQKEAq55AJPGKQ53ZMJnnB9gwqfU8AMFEPc8l+u2YkM5P0RQW+NxcUFDwVXp6+la9l1wBXmnv3r0byWtAO+/vOegf4gTkAqD5ifRjTZkzP4AE08EULFXf/0/f7UW65h/lgn0hVyyVc+y75wUWiGv7twLdIzEGCwhONZKp+MzWrVt3IDD4h6bPj4YmGCiTMTI1NfU7DYCbNADu1gBdQuDtnXfeMQYJbWFmD9D0EnSHNPFctf3VenYGnM7zcE5Ozsfh4eEdNbjWS9vVAR5Tp061SagbGYhof9wHNN+BBJj7BHwosoqWBIQAFUqxs2sTy6PJc0AAsCr2d46DMZqUhUns85CQkFCv+x6u+2+WTUARJPGZfLr+P0v8LHstCMDmCjC3LVq0yKG+N7QxbpIJ0E0Zqw13B4uJnZnmzZvnkJXkWLVqVSMBQoDDbAuoybVK17lJ9d5rBkbX/qO/v/8Xul4qAN80z4J3DFBjWZWWlmbp2DbmfVt0ClFcXNxTMn8DyU0n9RZNqK+NwqXU9JOWWKnfb6KtBsGNMi2Xk2iDRjanmhiQgMigQYOqJNwBdru9vdpezDEHIgaj/PvPZG4ulDm/PCwszEMafaM0cJ4GtCHEn3/+uZOAJCADKGCyEkPAZTBjEybjFxN3wCTmXjCPESC0YtOA5qEyz4TlgXYFrHSfQ3XP5+m3IyYdj99/nz7fVh+9K0vjbblkb3p4eLxPpWgJaQUg26tXL2OtA/cPiHEvOnwvBhhwd1599VVn165d2b8yQS7cJglrnM5pA0DoD7M9+RMCyRL1M7tYPa/72ANq+vsPO3fu/GLu3LmprVq12svSAwgAWQEFLlKGjiVWYgHBqUR6qedo8HywePHicPxogn2Y5QgZQsAAk2b10iAwCpXKNLxRQrF84sSJhhY2g0oIJsCggRavtt/ovNQj+M1aBGrHLASxhNuKiopuTUtLe0VmsYcshjwBTr582hzdQ/YHH3yQJ8Gowmfnukw3MsibJs/ACAxmMveD8PO5r5txOIzF8b///Q/ful5WwVTd5x3cs9hM0SXH4bf40qqqqkvkXp2v57qvuLh4lIAvOjExMVaCHyOgje7fv3/sTz/9VEhOBfUAeD5AzwTlpszzAIoItoCyZsSIEUXETpOTk4cKrNjUdMby5cvryOJsOg2MdTNhwoQGtUvSPQ0SX6fvDQIIZKF9oXedimXBc/M1bAIBiV8CGQsITjXSCz1P/IbMfndpkzym7BgACBM+5f33329oQ2npVRq0t3GMTNebJOjLCSCSympGrdHGZCPKtAz28fE54rx8wEP3RMJLN2nMn6KiorrMmjXrR91HD5noa2Uu18yYMcPQmAxOtmgjoIl/jHBgJh9uLOBgDJDgoshlsXt6egZLWCYIEAaoPwbD8fHxQyRYQ9SHQ+QyGZ/6fgjfx8bGDlH7IYGBgYO9vb0H6977y5KarvOkyk9nf0GjoAv9hlYnyIcpT4Bv3/sAEHg2io7SjsCfzHybNPimjRs39snNze2ofrtVfLEEdtjo0aPrAUwTKAEP3C2BToXubYPatRLvCXyaQKBxkIobsC8QAA5y+ZxlZWV5Oq69BQSnEOmFXiGeKC1cN3PmzMamyTZkBDLNR+BptUh+6x0csy8QIHQAB+Y3NQyliUJjYmKOau26BtmfAAQXnymf90y5L+fKGvlY2m6F/t4uV8V32rRpgaNGjcpj+24yHDFp2dWZwCCpsfi5ABXPhCAdqWWAYPKsAgOHQKhBrku9zPf6pUuX1i9btqzey8urXj55vbqpfuXKlfUSdOM3CXq9BLVeAFaPYPbo0aO+bdu2NgSf6sncJ4LPPe7P9McqA5ABAKwzQA+/n77XNWrVLz4Cn8/0Ds9RP7FPxTmypl6SdbdCboGDPjDPiwuH7y+XK0sCT04ExzTNJfgjrsGcOXPIUvyVa4CLKJfCWVlZWahjO6i9BQSnCullUsZ8PhFxdkEmC9AcOAiPmUhyICAgSQjAQMAI2LFkVZovPCsr63XaNjfpXsmAe4QlzNK6T0pDvaVBvTAyMrJ469attRK+ynHjxlX06dOnsn379vUEHXFXuE+sG1wJLBfAC+be940zHIgx0828BjQmgsGMBYJJJiZuFZWAAEP+53si7QgfQo/GxzQ3Yx3cB9bG/q7FO0BwScDinXCsrlcr0Ktct25djTR6jQBxs9yAt+kTHWOQ/n5OILlcWj+X2R4zfsMzcl2sD7kQOQKPX00fAgTbtm37QuCaiivUNFgIKPA8AgqAALfiC7W38ghOFdLLvFIvdapM2EYi7Uzd8TUMEDAIGTxyDVbv2rXrTo7ZHxCgbfFp5asSWQ5Xmzdoe6xJ948WfMXhcAzXAJ0gE32Mn5/fKGlr1thvEDBUiI2FQ4AUFgPmMaBAgg1aFmHDmsEUZsoM7UsQDqDgufYFCoSXuAjt0JQIDMcS0EPA+eR/vgc8aEtf7g9wOD+mO+dC2LgPgn8EbJnGRfh4L7IoimRZeMnlGiUAGKtnHiN+X89vaGX9fa7NZntNALwUiwQgAvTMa3IPzJzIWiOzMF8A8jXH7Uvr16//lOlFZoqa5hFgtXTu3JlkpKSqqqqRut4jxgEWnRpkAoG0iIMc/6ZAwCBlQDId5+HhsVqa93aOkXm+BwiIyptAgHAxaI8nEEC6/7+IWYmHtXChAOtfoaGhF8pE/kD3sS4/Pz9ZPj1R9Fi5PzE///xzjDR6zHvvvRctTZ0g7VdGrIH4CFF6zG9mKQA2Ep0QKAQbDY4J39Sa4Lkx3QlO7o/53QxawhyHlgYwiGnQ37gHuDNYL1gYEmLWeuT27ds3Vv0eq2dJSklJWZqTk/MywUa9M5Zp/1PPer6YYOVVEuw3JeDCgJU1WCaAnAkCWGvEOFj6HRQU1FBcXMw+jv8BRHf34P/RggULPlK7ZO6naS4Jlowsw8YtW7YsLCkpuUvHnjA1KC1qBmIQiWfJzGYDzL2AgIHEYEW7zJo1a8XGjRtv5BhmDQICAn4FBAgOQCAT/bgCwYFIzwU4vCz+VPyx7ukj3fdHAoMPBw4c+GGnTp3e79WrV1v58avk+dSiLaV1HdKIDlkPDgmUXaa9A5DAvCfbjoQegAKrgt2ieWasCnxxQMNkzHBcJfoTIaI9uf7MeDAjgOktMHLIlbAPGjTIIXPcIculkai8gDRvzZo1FIv9UOD7fk1NDUVEnpLw7bWWQt9R0KU3+RoCi80S4gpSwbkX3oeaGC4GFg8zEWvXrm0UmPhRU0Dn+tVWdfruT1IGrTp06JAKEAJwfI3Vwz2rbxqjoqKwRIz8A4BEbNZDOFomJvSrlGeLjhPppQIEc6RxjOW2aPWmQSs0F+a0hN5z2bJlxlTTwYAA1+BEAYJDIT37XyRoHxUVFS1gNZ+siSXbt29fLGBYrIHvIQFdKa2cpP+NbEncjEWLFhnFSpg+JUiJ60QxEGYxTCapiu9Y+ku/0l7nMbaKk8tSN3369BABzhIJr8eGDRsWS5CX6PpLdC9euieE7d+uW9yL9D1Tsk/qHbyWlJQ0KDIyMoNIPq4PFk3TnAHeC1PBWBm6Zq3APkAg8KWO/9WeE/rub+LH5syZM1nnKQDI+BoGSJhClhVol1uAW8LCKyzJ18XEKOD/miwX5b91dXX/lZVyUKYNbTle53vHdfy94rONm7Lo+JE6nUU5w2U6FzFgMVMZQPrJYLQBmlACvnHz5s1GYY6KiopbZGYvw4IwgQAzGPMTwRBIhMuPPSmAANLzY2LfJL5Nz8bmJzcLEG7W894kIXskNzd3tMzhVIFFsf7OS09PJ3U5lxRmCXBuYGBgrsAvV89tfDb9W6Z4bkREBO3zyIvQuUvkqgTr/28FLLdyDa7FNXX9G12MoBmmN59iFlGxaeslEuYv5QJsCQkJiROw5LAQC23PNCH5AiaIE3cA1IkxuLu7O3SvARJiLKP9VhfSNW52OBwTBXjkajTw3vkaNhcr6VkbJMDTysrKXpTb1V0uRoh4l/okTiAWm5aWFiuFEqt7jJWrGRsdHR0roDKYv5tyTEyM0SY5OTlWx8bpfLvUL7HqozF6tvs13s4XIF+scURptEtM1v3jCl2ov5ulYI1FLlKnnqtOfVYva/qECRNyiYgT5DL9SwYUEetJkyalaPCOV/sHNBjuFxC4yw1oJFhoBsIwSdGOGtyhmZmZL+2+wslPeuaHxaRXdxezT4PBdru9i7RaFwlYFwFIl9LS0j1s/s+ntLx5DAu2fhZjmv/mVmJqdyNLnyX4Q9atW/fL5MmTh0vz+8q1MSwAND35E7wvEwAAZKwCgKFPnz5OLy8vm4DGTxYEOQMX7j7zr0n3c7fabKH4CC4MsQy+hnF9mAkRoNgEXsGylNxkYUSRB+Hr62sULMFawtpZsWKFU5ajYf3I2iHT0WD+bspYVbRhERXHbtmyhdkm8ipSBQIz+vbtO0AW02C149mHCFSHCmBIlhru6kMrWNncpEHwB5l9r82YMSOYYqSYggwofsJPROvLRG4Ueudq8P/Q0NDwhLTgfLkGDvIOzIQVM49AAyFUGuh54+SnANE/YjSzmddwtPyrQJu+O0OD+wbxQ9KKD8hdeHjlypVdpaHj0OiytGzS7g3vvvuuw8yqZHbCDFQCxlgE+PZffPGFQxo8WYK5Q+9stYDqS533oGnR+v1WAcYqErWIfZgxBhj3EMAnruGKmdiImRDcZFoU5UGQleIlxFBQHMx4MDaIjcD83ZR5BtowtctsBudgpoJYxIcfftig85NvUd+tW7d6PUu9QKFB4NMgq8ghYMwVjwoPD39aFsMjundqUtyrPjxht9k7aUjm2OPLly/fTqELFq+YAwFNbwYBw8LCagUCveTXPSVBnyc/18FLJ5pOW5JuSGnVYIrcuXMnfp+VcHKIpL66Wyb3CLkdPiJvWWBbunfvHtexY8dGhI5kJoKPCD/Ay3uB6XPiAAgbeQ3EbQTEaTrHL7LyntP7eljn/s3VkhKoh9eKiG80rUUBM+vBTAczJ6w9odoUdRpwH/ie928y98NUJTMO3CezLDB/78u0oT3MsUyhcg0sGpQRz8vYA9wADHI3mPkgNjN16tT0hQsX+m3btm2LXBM/9R1rJ14QkyQF2DZr4dvThmTKPy2rIJAqtuauOPraYOa10fQaJ8XyZTurk9kcdQGBMzSC6U+imUB5vagcITYViY/7vgUnG6kv/5iVlXW3QHaYzN+M9evXG7UbSURC+Jm1MddymIyQIjwE9NCmZFSyQEvvjwKwKXqXw9Tvd3H+3yIERm3vkG8/QMAey/tsuvz4RGEUE+OM/mAWBguCvAa5S7iiPHuFLIT5csdw4T4XG+nwFh0m1dbWPiktHyj/z9gNt+ngI7GEgOHs2bMLNNC+VSc/qvZuvAC0VdMMNFKSpZXsMjPL1G6c2Npjfx9yCR9BMEqQPywfebiEMBefHnObJC7MfDSxGauBAQCEFC3JNGS7du1qBNypOj42SVRRUREta22ozsv+EL+Z9ac2Z9bX198uHiIgypQJbiPga04bEnfg+k1nkWDugxiCqcmxCmA0OmMFRmjNRCueBeZvmMQpnoM2tOU4jud8nBeFsu81mzLXZ3ximbDoitkS6lFMmTKlShZCiayqXXKHetG/4tPHMuBhj5Rdp8BHfL6kpCRIJqWxkAfTT18bzMBgNmHQoEGF8l3ZJvtxh8OxwM/Pj7qExss122KmskhJZimlr911DWt//X1I/UfiUxuZ47NXr17t2a9fv2RcKgQcATEF0WRMaAY9mhCgICArs5i07xC9r+7S5u/qfB+L3xcfkiUAqe3tAvShMq2TZe0ZpjemPwKJsFKijoxC3ilmOrMHWIvcB+a6uFHjolGWS6Nck0b5/Y1SIga//PLLjbJWGt95551G+f17WAqlUSDWKJey8cUXXzTaPvfccwSdGyXUjcQnOD+p3AQpsUZxh/a1ikzGcqXPuD9qYzCLQrAyKCiIGYzeesbr1e7UJj0kC4ZeEr8ngWMe1pzT3YulJd6uq6szmL9h12/M276lY9/U50BxUnJyslECjEFpBgxhOrpLly4VAoIFakedgUEyY7d//vnnlfh0JoIDCiyo4WUkJibOUjur9LWLAF71x+XiL6qrqwNCQ0ONvAvcKQY7TUxGE5sAwD4DTAMyXSsASNu4ceN6uV5LysvLqR95xJvKahy8UVlZGSMgMIq4AEYEhrkfLEDyRwgek6lIAVemEMePH0+Vabv+j9C7X6o2bq1bt16s+1vcsWPHxd9++63BMtsX9+zZc7GUx2I94x4eMmTIYimKxdLgi+VuGm11jcVfffWVu863RN+HyMppwD3CQmJqlCAl90RyFuCE9YDl0DSOAWOdEN/AbSCmtWrVqviIiIif1U+nxi7OGkDsRWjMp/IpZi18C5JDxD4NDQ3kf++SRo9jLlYvNlZ+Z6x8xViZScZcbUJCgsGyII35XuZ9aaO2MdJMMdLeGTU1NbVqT7DP6Hg0A5eHsRDatGlj37JlS5Gut0zX/1DtfpAWSeQFmcFFXhC+LYN2+/btHkw16r6tjDGR+oGZgfcFyNulreqmTZtmZCliHjd1AQikoQmlGaslkJn9+/dPlvbP0PtL1LuakJOTQ5T8esaDceIjJBJ6iouLyY8wysdLcMt//PHHXAlrDouW5s+fT4m0XLkeud7e3nnBwcF5AqBS3XvEzp07u/Tu3ft2Cfx1slBuEkjcLAG+WW7hHp41a9bNOu/NK1as2IsXLFhws8z4Pe04XgBwfY8ePW7RmOmo5wyWy1QaEBCQr/a5GmfkSxTp9waACbeIojMooH0XbaG8AAoslq5duzoWLVqUrPvuLcvnV5mUJxXphVPDDs09REI/oqCgYKhexqCQkJDh8ut8hHhOtHh4eLgzMDDQmIuV1jaKbWrwOFeuXLlnXtfd3d144czdMufL/C3BKWoPysw3gk38TWIRQaimJj+dC9JyjAbjTt3P09IOL3bv3j0U0ACNaceAJohFIMfX1zdWGmeYBuzdPMvpTuqHM9VvnQXWFbhgH3744Z5AK4xLgGWABYAWlmBFqI9/0bv8WiBPrQHKizXbJisCgpdKS0uj9UmyUJ7Gx7RJkyZ9K+HrqPv7VgL0bUxMzLcS/G817r6VAiA+RLD4M/ExESydHysXN6ezNPl3JF5t3bq1oxTQL/oM0/h2kIcwYMAABxYMq2NRUkyf6vA9jMuAG8M4dHNzY71Gbz2nkSJ/UpA6gEy/h9XpLaW1H5Cv/f/bO/vYqso7ji+bM5sxc1mWZcsWo5tGXZyJy/xDrcGXZX/MLFORULMRmRlElEsLLThU3rRUaittCVXAYgaDlhdtqaO0DkEuF0tbKC2ttBcqIKWUe05LX6D09uW23fdz7NMc7i4KU6DY+yS/nHvvueec5zzP8/v9vr+X53nGSYNvUmcExfT9ahDmubORaLcYNgRcY5lpkkuw8XCc4Pl1x3VJEMEBCDE1lVAMv3Oe/wEDaVQWumBeAZAQO809SGlofkNIaIDsEqx8WMLnT6tXr97PghXkEBjzAJuNePCQ0DjKwOHdRntBEGgwTlO72SAmHHNu8ws7GEch6bwI6rq6Op/ab5LQWoza+xFd/6DGxvCKQl+16F53qT5vCbXtlcBeDnobOjXiiur6M/HEbNWzWLzwn23btm1ZsWLFHpkZpxmvtFs4sgIt4NdAqErIHVZ7vixkAJIamQhVFWMRS2DjT0Kh0LOS0lskCT+WLbhdtlu5oFGrYJZj9xAqYglxGB5YCSzHwYP2hgFpjPPFc4HtJqbL75w3nl+uw8vL6jc4iLifW8pijxG6YVKLBFGJ4OkTatSJgnIHcQ6SVWhsNjoAp486alDC6zSZdXq/63nX0VzUBt+VKTa1uLi4iT0f3X4BhCjec7zg5HIUFBQMCn43sfCIjvk1NTWFYoA8Mg1l8v1CmvEanbtO9zR7OFwUDV2H0nlAn/ER3afjBe/XoP+yAC2zPp17fVVy3Sdi7ol+B02xRBy5An9obm5+xO/3z5BQ/Viot+2ll15ql6LrYfwyxrkEMsiAqIL46VOZQgt0/chzIOoFWer7YVVwirT/nJKSEi/wnplwLNxJPJmkHbQxjhBeFI8uDOzO/opEaBv+Q2OEE8wKFHVL0C8jhAfCJzMzk2m95AnkamC2YesC0Yy9xqDGqQNKUSd1CgqzIcZYveuozvxiMIt5n1N7NYLE3AMWQlCTSAOCwxZm0hJjAMcZk5aGJjyVp6enz9e553QuLisrK07KIl7jJV5mXXx5eXm8GARIHc+q08eOHYtXH8UL2scDtaX144UC4oH5oqlSPJNEfxORfYjpwVqTF0KYKpgKxO2/TuK+kZ7HluyTRKRKkyfAkfq+0NnZ+bLMp6w33njjABEvlCNj1bQr4x0ByzjVuPVLMRFavF3nrmxRJdD+P9fxl42NjY+ocquZeiqY3T5//nxny27mg7MWAEwPg8GwMBjEZ7QvBDNznkGFRiFeixMFDU0IBs2MJ5gUUTfRMDAv0QFsehgXFIA5AEIANTAwaUQjMHgeIR2hkj4N6HYNngZ1wmHZYC2qbz+ogteDuI5nMx9BkIyMxPV651Gd5IEgkGCc+vrrrzfRvwhz06+chmhr2t+sVwC0BfbiN8BHM2HChJ6JEye2CA4HNE5sIQtbpqH9yiuv2EuWLLE1huy8vDxbz7ELCwvtDz74wJaAsH0+ny1kYQuh2Z988okt29+ura1l4tRxCY6joob6+vqTEh62TFGHJERsCRFb5oktYX4OXcoS/qwhCoiO63RDa2vrcVGTUEGh0NFfKyoq7igrKxsnc+FD5mCQquwOf0PwBtEHmatMxT6osfuMfr+yRQxxa3t7+2w1fo4qViRpf5JZe9jpzBjjJYDtkbQ1cB2GRXMwSPCekreNhuF6hAihJiD8iy++OJCUlDSgew+kpaU5JKk5kJqaOvDaa68NSOgMYGpgQ7HsNdcS+sNnwEAlbRUkgi1r4rkIDf6H/S8hVioNk0QsXAMySIiRgWzqSj1JOGJCiRq/RO8dcWrtaCkSBNdu2rQpTgzbgnmHEAbhIbxxxp4P4SEoEPYIDnwxrHdAGjj9zz0QFAh3HLxoRPoeKMyCMkyHJgzHdGj8EmTioRmzs7PPISYykZ0ooe44lSEQCL4KHMpMLHITDulLReHPgqiDTKrhuuDUXrt2bUtycnKexm+qUNK/cnJyDvGOCALaKbwdyYcAYZWWlp4VOkrQb5e/aBCwtffDfX19YyUA5rBaDt58kkNw7tGxdDR/dROa1WgItDETNlhYEocS8X7iumQDYlPCcLLZaahO3XuXOnOdOpIMwA07duxwyOv1btD/mAO/QYMyR5Bysxr3uBAJ6wg494DJN27c6AwOYCn53QwumJqkDWK7+Cx0rxWS0vdLyyS/+eabXe55BxBCAXOGgaj3rZPw+wdCUG0xKvPAEQTqnxmCsR1EcWgXBALRA8wBsjJBcghd+tugM2AuCgBBQZueL/MOxIZA4Vr8RggZ7gWy4L4gTOxlkCCEkCfMBjqEECYgDzNRCMcyCoFwHWhkJBAKD6JOCD7qx5HEJQQAYxBeAtG62wU+AikzjoWW2jGZdO7yFg0AnCFjZZuwAOhhMVnj3Llz+8gSA77j5HN7jyE0AMiAwYF3X7CG1XJaFyxYgAkRECMHBPUCgnmBI0eOCL0FLDGafebMmTYdvdLWT4u5bxEEvFWC53ZBvjsgaWaOfL+9qqrqZl075tSpU9mnT59u0rWn2traxNtWoKGhISCTJaD/BDBbpPUDQi4BSVRb1CztQV78fEG130q6pkjY9IIsQCruQUqHEF5cuXJlUPerVTtg643KhSc0Dq5RvzyjMVCtfmmTYLYkEKwVK1YEJNQDM2bMCAjVnRQiO8UMPKAsghe/DOYdmp9BThvD7JhiCAg3cjSmoyFjQjK+ECIIEzcxztwEwxji3m4H85cRAutiKdJ9wonnRyKupw1AnhB8hODkHO/GO3AegQjSRmAQ9ZKyO63xP93plMtV1PnXk8kn5tpcXV0dlDRyNCqdGi4A+IwWoKOR1Gh+QXknD0Ca+9CqVasycnNz4yQAEjSgEmWfJ8r2JuUXIsuMOe+zRU+JvnCHIVPQziLCUgk6orG5j7lnYnd3d6KEQ6IEQ2J5eXmi6jJTTD1LaCNOguB+CRC26l6qhnWgJYjFHW2AzG7KIA3ZdOwUdM5WW6OlqH2/rT67W+bUs2q32RoTMyUQZgqJJap/EwXbE+bNmzdNptwiwfJK5nLQZsTNs7KyHFjL7EDaEhMAJImQRUig4XGSofnN7EDDHDADNjJMgskJg0RCFFcjIeQQFu7oF+MNJEq7gBwwZVm4lvFJ6ruUX0dLS8vlEwQa8Kws+2cxUaE6tU82uiOV6Ci3AKBT6Cg6ks5Vxbtnzpx5QNLLJ0hdIuYp0cCBgX7NfTWgrtVnZ7vs89BFLSyp/7NeXKT7RKSPPvroe9Jkzg5GqgfrAuKRrvb5fH0s5837uQcaAw9fhuzVkAThOjLjuA/Xj7ai9/5OpL4b+s1p02AweJPQ48tCaDubm5t319fX75IQ9kmT+dR+PikDn4SGTyjCK8FQquMJBMWSJUucAU8f4CcirwS/EcgT84OxxfjDp4SJgNBA6RAuBjbDQG4BAmPBZAh2+jAcOXB0owsQx/9L5h7hz+DZ1AH+wHGOnwr7Hy1P/RGAmDAwPLkr+LgQlJjN6enpZ2Xa1rz99tve4uJiX21t7S6h3z1q3wJMdKdDLnVRxxJjHStbpFg2+2kkOZU2nmL9xSE+82LYZEIKfbLLQ++//36laLrg+P1DTPOg6IJmlF3uojqxYMdNoVAoXgN2P34FOgbYxmlDIB3ZwQOsgrRv37416gzeKZp6fJ6isfMr0RjRQxq0D7a2to6RQhkj82qMhMIYmYZjsrOz73333Xf/KPMw+7PPPmuRyRFizQiv19tVVFTUJZTRtW7duq41a9Z0yZzsUt904ctJTU0N4igmXwFfEyYdeQ2Ee1nTgAQx4zTGLMF3AELFp2CIiBDCHYEC7EaJ4VTGgXkxxDUQTk/MZExh9zN4Nn4A8mYQbPhUcGwzLZ66i696Fi9e3KW26BJy6mLTF71/d01NTUhtVbp3797nxX/3Hj58+AEJV9rzYRGLmVz6OTAa4D/Ug544ceJE4YcffthLwg0vi8TjtCGEAg0JdElOTm5Uh+UK9mcKMrKLzI3c62op1FfaK0FQtpK0TjoZ2MYpCISAFEdaS8i1aVCzkMRDouhClV+xqA1Z94F9DJf29/dnyJTLkALJ0ODP8Pv9GRIUGYLE6RUVFelCmKlCFu+UlJQcBCbrnLPVOenpu3btctLMxUiO05gUdaEPJ6qAUxrEYQhbWxrXWaOSDXBAIjg/UXgXQ1yDw5wMWUwfTGEc1BDP5Nk4rokWUC+c2uIRZ8clfbc03t4Vo6eK4RfX1dWly2TOEDplgVWW1XtWdGUmvenB7CX4uG3bRapoLy+KlAPm6PQwoSFJ+UVI6EVb1AnZ0qj3IkREN4iuOm2pOv9U9m6COrB67NixfcBMtzAA7uEboeNZSKK9vX212mrUmglfV1Ebmn0dmJB2PnL2fBCyuEF0V2dnZ5pQWW13d/fhs2fPHlRfMGnNIcFnh06ePOk/evSo/8CBA36hOL8YcJjEeH4JD78Ei1+mol/M6Bf89kt4XBRxDddyD+4lRveXlZU5z+CZPFtoxx8IBPyy6/2q50HVvZ78FTF8DhmGqiM8Q1SOdxx+Z/3G75c/QqWHYrs/IYlcLIl1hpgm8AbPK6cNETfGViMFVy/erBdZppdCCFz1S3tJw9woLTJFsG23TIF+wlhuJITJgEOR7dXUybbem2nNzurI0XL5itr8btF40V9EOJdZyyAiyeyLPXPmTKyY8BySsIiVwouVFo4VwovVOI6VeXJRxDVcyz24F/c09+eZPDusPtQVot7Mwhx5jmdV6vuSsgsFx3pZuTXcVgYe4+wg3kkcXnZMoyTwcl33jVqRVSbRdRJykwT9fE899VQnNiSOJ4MO8Oxi95G8ojaw1WaTP78yWqLlKi9AEDH0LbLLVuTn5ztODWK9nDKENxbPLXnjsmeaenp6MnTNnbr2kjoBkZoi93oGl4qApz/Qc24QlPuNTKOFq1evbsSLjS/EJEwhEGkbnFKyATuEisj9/vHntY2WaLmKixjgDtlbc8rLy/fLBh5g4LtDhIRjyHpiJZhDhw41SAik6xpnd+FLWfQM7MfHRSxomcFmoYJdaZZlpR0/fjxN9tf/0JEjR9jwJE3IJq22tnaYBOWHSZo8jTUR3LR///7UqqqqlOrq6lfr6+vn6x7v+Xy+U5hAZIURnjIRE46kfE6YMCGo8z5dh2PngnIfoiVaRmzp6+t7rLm5eR/50GSEEfPUzw6RxEF4MC0trVc29KfSfv/UoJ8gYuOMezj29vbGdHV1OcT8c5kMDolhY44dOxazd+/emK1bt8bk5eXFbNiwIWbt2rXDRwmXmOXLl8csXbo0JiMjI2bx4sX3Z2Zm3jdv3rzfCX6PFYPmiSnZSjukz93SwMFt27YFi4qKgps3bybJ6RwqKChge/Hgxo0bg+vXr3dI9wnK9h8+6rlBIZvgO++84xCfIdUFOis6LepatmzZALPoMAWIVbuFI85D0qZJsNI9S/fs2fN3vft5N+GIlmgZ8UVadry02mHCHcRATXYddjETdVg8RMzX0tHR8ZYYf5IQQZoYfYtt29sbGxt3SIN6ZS54pWm9+/bt84opvKWlpd6dO3d6xbDenJwcb1ZWljclJcW7cOFCb1JS0vBRtrh39uzZXkFw7/Tp071irB1QXFzcNj23fNGiRS0knBDyIdxDpIJJKYTyiB8Tl3UTU2AJaQLdyWBj4QeITEdzJFGFBA78HW4yv5EaS2o0mW8sfEryB0kh7hwKiGgKkYSEhIRuCY5ymRPPqj0ibssVLdEy4ktlZeXj0tC1JDoQLzcD3h0yE1po00DPkfZL37JlSzXrDjCLihlezPRixhdpkCtXrnQiCmzkQKyWGC1a00z6MZMuzNGsQgTTkTXmJjz0TCjBVCFpg/g+swSZiEIGIFoaz76bTIYZdjzOzfDlqCEWMTGpq0x0gXAIGgIFkfMNo0NuJBBOZJbRRmTDSWCV5OfnT1bbfKX1+KIlWq5IEQM/mpycXA1jwgj6ySEEAdqQFE9p4ZDo1JQpU6zJkyf3hC8tZhga5mUWmMkhh3lhWBiPKARMZojvkSZnmMkiIJMvYsKvi3AAhhPCEOL5kdJHzWfqSXYlyIGpszJ/9gghsQgFDs4Rl00ZLdFy3iL7/zHB6mpSMdFw+mmYQRAMaFpMBCZDMJ8cxsaPYCaDGC0KYxtGholhIHdSzpUk3oW6GMamftQXNIAzFKQAcgBFgCh4R5AH7wwaIbGKtFRMJ9oJQceKxxz5jQQrkNP27dtDzc3NFRIE04h06NnREi0ju2igXtfb23tPQUHBYsH34wx4Yxa4tSPfDYV/Dyf3dW6tajQpDBhpeihM6UYMZkYWBLMidEAVMCzmC157CGY1nxFWCCqceMxfJwcABiYxysxZh3lBLZgi7skeIBwWQCVfnbx1fBCsh08KKiYOfgoSiTB7yKMgjwCfSlJSUpXusVaoKVdmkf/EiRNq1sHB/v7+f0sY3KE2iZZoGdlF4/XGvr6+lKqqqsaUlJReGMXY0NjaIAFgL/Y2WpLvMCEzvlg0AsbDdMBuDyeYEW3KEfOASRmYCjAlMBqGJBoBU0JmlWIYFBOD1Yrx1mNywLCYIEMz0frGjx/f/uSTT7IXvqVzFsdx48ZZ+o8VGxtrPf3005gvVlxcnDVr1ixLkN2aM2eONXfuXGvBggWWmNdatGiRlZmZaS1fvtwSY1tr1qyxcnJyrNzcXGv9+vXWpk2brK1bt1q7d++2KisrrQMHDlh1dXXWwYMHnaWwxPAdjY2NtTU1NbNUl5slTG6tra19taOjIxAKhQYkCEhB/mZsThEt3+yigXpbT0/Pe4FAwNkbnugAzAbhdUc7QmbWFFqS2V4k2bBMmJl4gSc/EgGVOc8qQWznRNoy3n+WnEKbollJUFq1apXjaCSjkfnrYkZnLwP2McARSd3ElM7+BUVFRQ1i3rfE5FNUp+enTZs2VWjGk5iY6JDq5dEzPTJ3PHqOR8/w6N4eMblHWtyj+3ry8/M9QkEe3dOje3rKyso8FRUVHglEh6qrq9nX39PQ0OBpbW31BINBj5jbo/Zy03QJ0ok6DjO7Pt8pYvGSF0SPin40dCpaomXkFg3U2zTIN2iws0mEsyfd0LbNDmPCkEBgZlCxnFhhYaGz+QizqVh4AsZkibAvImaFsQQZ95f2JCuR7cQGjx49yrqBg0DppqYm9hBwyLbtQXavoU7t7e2D0rCD3d3dDtymqM7lOvx+6BWiJVpGafnWt/4LPTVO91JpvMcAAAAASUVORK5CYII=-1-111","sync":"TURTLE_PRINT_IMG(TURTLE_TEXT('data:image/png;base64,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'),-1,-1,1,1);\n"},"current":"onlogo"}); BLK(Verificar,{"onprogram":{"xml":"EQptosLibres0¡Bravo! Le ayudaste a encontrar a la mariquita su totalidad de manchitas.expressionbooleano1expressioncontrol1expressioncontrol0expressioncontrol31expressioncontrol30pol11blk_turtle_list_C0botonPregunta30Verificar1blk_turtle_list_E1listaManchaselementoelementomanchasnumeroAleatorioManchas520numeroAleatorioManchasmanchaelemento0MINUSelemento1EQFIRSTlistaManchasmancha0listaManchasmanchaexpressionTablerolistaManchasexpressioncontrol01expressioncontrol00comandoptosLibres.compute()comandoList2.compute()comandoTablero.compute()List2ptosLibresU1U01U11U21U31U41U51U61U71U81U91U101U111U121U131U141U151U161U171U181expressioncontadorADDcontador1GTcontador4blk_turtle_list_M0pol11blk_turtle_list_K1verificar11blk_turtle_list_P51botonPregunta11botonPregunta21botonPregunta31botonPregunta41Verificar1blk_turtle_list_A1blk_turtle_list_B1blk_turtle_list_C1blk_turtle_list_D1blk_turtle_list_E1expressioncontrol21expressioncontrol20¡Ay no! Te hicieron falta algunas manchas, piensa nuevamente cuántas manchitas visten completamente a la mariquita.expressionbooleano1expressioncontrol1expressioncontrol0expressioncontrol01expressioncontrol00expressioncontrol31expressioncontrol30pol11blk_turtle_list_C0botonPregunta30Verificar1blk_turtle_list_E1List2ptosLibresU1U01U11U21U31U41U51U61U71U81U91U101U111U121U131U141U151U161U171U181","sync":"if ((ptosLibres) == 0) {\n ALERT(''+TURTLE_TEXT('¡Bravo! Le ayudaste a encontrar a la mariquita su totalidad de manchitas.')+'');\n var blockly_var_temp_var = 1 ;\n SET_EXP(\"booleano\",blockly_var_temp_var);\n var blockly_var_temp_var2 = 1 ;\n SET_EXP(\"control\",blockly_var_temp_var2);\n var blockly_var_temp_var3 = 0 ;\n SET_EXP(\"control\",blockly_var_temp_var3);\n var blockly_var_temp_var4 = 1 ;\n SET_EXP(\"control3\",blockly_var_temp_var4);\n var blockly_var_temp_var5 = 0 ;\n SET_EXP(\"control3\",blockly_var_temp_var5);\n BLK_STL(\"pol1\",\"setHidden\",[1]);\n BLK_STL(\"blk_turtle_list_C\",\"setHidden\",[0]);\n BLK_STL(\"botonPregunta3\",\"setHidden\",[0]);\n BLK_STL(\"Verificar\",\"setHidden\",[1]);\n BLK_STL(\"blk_turtle_list_E\",\"setHidden\",[1]);\n blockly_var_listaManchas = [];\n blockly_var_elemento = [];\n blockly_var_elemento = (manchas);\n blockly_var_numeroAleatorioManchas = Math.floor(Math.random()*(Math.abs(5-20)+1)+(5+20-Math.abs(5-20))/2);\n for (var blockly_var_count = 1 ; blockly_var_count <= blockly_var_numeroAleatorioManchas ; blockly_var_count++){\n blockly_var_mancha = (blockly_var_elemento[(Math.floor(Math.random()*(Math.abs(0-Math.minus(blockly_var_elemento.length,1))+1)+(0+Math.minus(blockly_var_elemento.length,1)-Math.abs(0-Math.minus(blockly_var_elemento.length,1)))/2))]);\n if (blockly_var_listaManchas.indexOf(blockly_var_mancha) + 1 == 0) {\n blockly_var_listaManchas.push(blockly_var_mancha);\n }\n };\n var blockly_var_temp_var6 = blockly_var_listaManchas ;\n SET_EXP(\"Tablero\",blockly_var_temp_var6);\n var blockly_var_temp_var7 = 1 ;\n SET_EXP(\"control0\",blockly_var_temp_var7);\n var blockly_var_temp_var8 = 0 ;\n SET_EXP(\"control0\",blockly_var_temp_var8);\n blockly_var_comando = (ptosLibres.compute());\n blockly_var_comando = (List2.compute());\n blockly_var_comando = (Tablero.compute());\n List2.compute();ptosLibres.compute();BLK_STL(\"U\",\"setHidden\",[1]);\n BLK_STL(\"U0\",\"setHidden\",[1]);\n BLK_STL(\"U1\",\"setHidden\",[1]);\n BLK_STL(\"U2\",\"setHidden\",[1]);\n BLK_STL(\"U3\",\"setHidden\",[1]);\n BLK_STL(\"U4\",\"setHidden\",[1]);\n BLK_STL(\"U5\",\"setHidden\",[1]);\n BLK_STL(\"U6\",\"setHidden\",[1]);\n BLK_STL(\"U7\",\"setHidden\",[1]);\n BLK_STL(\"U8\",\"setHidden\",[1]);\n BLK_STL(\"U9\",\"setHidden\",[1]);\n BLK_STL(\"U10\",\"setHidden\",[1]);\n BLK_STL(\"U11\",\"setHidden\",[1]);\n BLK_STL(\"U12\",\"setHidden\",[1]);\n BLK_STL(\"U13\",\"setHidden\",[1]);\n BLK_STL(\"U14\",\"setHidden\",[1]);\n BLK_STL(\"U15\",\"setHidden\",[1]);\n BLK_STL(\"U16\",\"setHidden\",[1]);\n BLK_STL(\"U17\",\"setHidden\",[1]);\n BLK_STL(\"U18\",\"setHidden\",[1]);\n var blockly_var_temp_var9 = (Math.plus((contador),1)) ;\n SET_EXP(\"contador\",blockly_var_temp_var9);\n if ((contador) > 4) {\n BLK_STL(\"blk_turtle_list_M\",\"setHidden\",[0]);\n BLK_STL(\"pol1\",\"setHidden\",[1]);\n BLK_STL(\"blk_turtle_list_K\",\"setHidden\",[1]);\n BLK_STL(\"verificar1\",\"setHidden\",[1]);\n BLK_STL(\"blk_turtle_list_P5\",\"setHidden\",[1]);\n BLK_STL(\"botonPregunta1\",\"setHidden\",[1]);\n BLK_STL(\"botonPregunta2\",\"setHidden\",[1]);\n BLK_STL(\"botonPregunta3\",\"setHidden\",[1]);\n BLK_STL(\"botonPregunta4\",\"setHidden\",[1]);\n BLK_STL(\"Verificar\",\"setHidden\",[1]);\n BLK_STL(\"blk_turtle_list_A\",\"setHidden\",[1]);\n BLK_STL(\"blk_turtle_list_B\",\"setHidden\",[1]);\n BLK_STL(\"blk_turtle_list_C\",\"setHidden\",[1]);\n BLK_STL(\"blk_turtle_list_D\",\"setHidden\",[1]);\n BLK_STL(\"blk_turtle_list_E\",\"setHidden\",[1]);\n var blockly_var_temp_var10 = 1 ;\n SET_EXP(\"control2\",blockly_var_temp_var10);\n var blockly_var_temp_var11 = 0 ;\n SET_EXP(\"control2\",blockly_var_temp_var11);\n }\n} else {\n ALERT(''+TURTLE_TEXT('¡Ay no! Te hicieron falta algunas manchas, piensa nuevamente cuántas manchitas visten completamente a la mariquita.')+'');\n var blockly_var_temp_var12 = 1 ;\n SET_EXP(\"booleano\",blockly_var_temp_var12);\n var blockly_var_temp_var13 = 1 ;\n SET_EXP(\"control\",blockly_var_temp_var13);\n var blockly_var_temp_var14 = 0 ;\n SET_EXP(\"control\",blockly_var_temp_var14);\n var blockly_var_temp_var15 = 1 ;\n SET_EXP(\"control0\",blockly_var_temp_var15);\n var blockly_var_temp_var16 = 0 ;\n SET_EXP(\"control0\",blockly_var_temp_var16);\n var blockly_var_temp_var17 = 1 ;\n SET_EXP(\"control3\",blockly_var_temp_var17);\n var blockly_var_temp_var18 = 0 ;\n SET_EXP(\"control3\",blockly_var_temp_var18);\n BLK_STL(\"pol1\",\"setHidden\",[1]);\n BLK_STL(\"blk_turtle_list_C\",\"setHidden\",[0]);\n BLK_STL(\"botonPregunta3\",\"setHidden\",[0]);\n BLK_STL(\"Verificar\",\"setHidden\",[1]);\n BLK_STL(\"blk_turtle_list_E\",\"setHidden\",[1]);\n List2.compute();ptosLibres.compute();BLK_STL(\"U\",\"setHidden\",[1]);\n BLK_STL(\"U0\",\"setHidden\",[1]);\n BLK_STL(\"U1\",\"setHidden\",[1]);\n BLK_STL(\"U2\",\"setHidden\",[1]);\n BLK_STL(\"U3\",\"setHidden\",[1]);\n BLK_STL(\"U4\",\"setHidden\",[1]);\n BLK_STL(\"U5\",\"setHidden\",[1]);\n BLK_STL(\"U6\",\"setHidden\",[1]);\n BLK_STL(\"U7\",\"setHidden\",[1]);\n BLK_STL(\"U8\",\"setHidden\",[1]);\n BLK_STL(\"U9\",\"setHidden\",[1]);\n BLK_STL(\"U10\",\"setHidden\",[1]);\n BLK_STL(\"U11\",\"setHidden\",[1]);\n BLK_STL(\"U12\",\"setHidden\",[1]);\n BLK_STL(\"U13\",\"setHidden\",[1]);\n BLK_STL(\"U14\",\"setHidden\",[1]);\n BLK_STL(\"U15\",\"setHidden\",[1]);\n BLK_STL(\"U16\",\"setHidden\",[1]);\n BLK_STL(\"U17\",\"setHidden\",[1]);\n BLK_STL(\"U18\",\"setHidden\",[1]);\n}\n","childs":["booleano","control","control3","Tablero","control0","contador","control2"],"parents":["ptosLibres","manchas","contador"]},"current":"onprogram"}); BLK(U10,{"ondrag":{"xml":"EQbooleano1LT0U100comandoU10.setxy(1.03,U10.gety())listList2U1050","sync":"if ((booleano) == 1) {\n if ((Coordinate(\"U10\",0)) < 0) {\n blockly_var_comando = (U10.setxy(1.03,U10.gety()));\n }\n}\nimantar(\"U10\",\"List2\", 50);\n","parents":["booleano"]},"onmouseup":{"xml":"expressioncontrol01expressioncontrol00comandoptosLibres.compute()comandoList2.compute()comandoTablero.compute()listList2U100","sync":"var blockly_var_temp_var = 1 ;\nSET_EXP(\"control0\",blockly_var_temp_var);\nvar blockly_var_temp_var2 = 0 ;\nSET_EXP(\"control0\",blockly_var_temp_var2);\nblockly_var_comando = (ptosLibres.compute());\nblockly_var_comando = (List2.compute());\nblockly_var_comando = (Tablero.compute());\nimantar(\"U10\",\"List2\", 0);\n","childs":["control0"]},"current":"ondrag"}); BLK(U11,{"ondrag":{"xml":"EQbooleano1LT0U110comandoU11.setxy(1.03,U11.gety())listList2U1150","sync":"if ((booleano) == 1) {\n if ((Coordinate(\"U11\",0)) < 0) {\n blockly_var_comando = (U11.setxy(1.03,U11.gety()));\n }\n}\nimantar(\"U11\",\"List2\", 50);\n","parents":["booleano"]},"onmouseup":{"xml":"expressioncontrol01expressioncontrol00comandoptosLibres.compute()comandoList2.compute()comandoTablero.compute()listList2U110","sync":"var blockly_var_temp_var = 1 ;\nSET_EXP(\"control0\",blockly_var_temp_var);\nvar blockly_var_temp_var2 = 0 ;\nSET_EXP(\"control0\",blockly_var_temp_var2);\nblockly_var_comando = (ptosLibres.compute());\nblockly_var_comando = (List2.compute());\nblockly_var_comando = (Tablero.compute());\nimantar(\"U11\",\"List2\", 0);\n","childs":["control0"]},"current":"ondrag"}); BLK(U12,{"ondrag":{"xml":"EQbooleano1LT0U120comandoU12.setxy(1.03,U12.gety())listList2U1250","sync":"if ((booleano) == 1) {\n if ((Coordinate(\"U12\",0)) < 0) {\n blockly_var_comando = (U12.setxy(1.03,U12.gety()));\n }\n}\nimantar(\"U12\",\"List2\", 50);\n","parents":["booleano"]},"onmouseup":{"xml":"expressioncontrol01expressioncontrol00comandoptosLibres.compute()comandoList2.compute()comandoTablero.compute()listList2U120","sync":"var blockly_var_temp_var = 1 ;\nSET_EXP(\"control0\",blockly_var_temp_var);\nvar blockly_var_temp_var2 = 0 ;\nSET_EXP(\"control0\",blockly_var_temp_var2);\nblockly_var_comando = (ptosLibres.compute());\nblockly_var_comando = (List2.compute());\nblockly_var_comando = (Tablero.compute());\nimantar(\"U12\",\"List2\", 0);\n","childs":["control0"]},"current":"ondrag"}); BLK(U13,{"ondrag":{"xml":"EQbooleano1LT0U130comandoU13.setxy(1.03,U13.gety())listList2U1350","sync":"if ((booleano) == 1) {\n if ((Coordinate(\"U13\",0)) < 0) {\n blockly_var_comando = (U13.setxy(1.03,U13.gety()));\n }\n}\nimantar(\"U13\",\"List2\", 50);\n","parents":["booleano"]},"onmouseup":{"xml":"expressioncontrol01expressioncontrol00comandoptosLibres.compute()comandoList2.compute()comandoTablero.compute()listList2U130","sync":"var blockly_var_temp_var = 1 ;\nSET_EXP(\"control0\",blockly_var_temp_var);\nvar blockly_var_temp_var2 = 0 ;\nSET_EXP(\"control0\",blockly_var_temp_var2);\nblockly_var_comando = (ptosLibres.compute());\nblockly_var_comando = (List2.compute());\nblockly_var_comando = (Tablero.compute());\nimantar(\"U13\",\"List2\", 0);\n","childs":["control0"]},"current":"ondrag"}); BLK(U14,{"ondrag":{"xml":"EQbooleano1LT0U140comandoU14.setxy(1.03,U14.gety())listList2U1450","sync":"if ((booleano) == 1) {\n if ((Coordinate(\"U14\",0)) < 0) {\n blockly_var_comando = (U14.setxy(1.03,U14.gety()));\n }\n}\nimantar(\"U14\",\"List2\", 50);\n","parents":["booleano"]},"onmouseup":{"xml":"expressioncontrol01expressioncontrol00comandoptosLibres.compute()comandoList2.compute()comandoTablero.compute()listList2U140","sync":"var blockly_var_temp_var = 1 ;\nSET_EXP(\"control0\",blockly_var_temp_var);\nvar blockly_var_temp_var2 = 0 ;\nSET_EXP(\"control0\",blockly_var_temp_var2);\nblockly_var_comando = (ptosLibres.compute());\nblockly_var_comando = (List2.compute());\nblockly_var_comando = (Tablero.compute());\nimantar(\"U14\",\"List2\", 0);\n","childs":["control0"]},"current":"ondrag"}); BLK(U15,{"ondrag":{"xml":"EQbooleano1LT0U150comandoU15.setxy(1.03,U15.gety())listList2U1550","sync":"if ((booleano) == 1) {\n if ((Coordinate(\"U15\",0)) < 0) {\n blockly_var_comando = (U15.setxy(1.03,U15.gety()));\n }\n}\nimantar(\"U15\",\"List2\", 50);\n","parents":["booleano"]},"onmouseup":{"xml":"expressioncontrol01expressioncontrol00comandoptosLibres.compute()comandoList2.compute()comandoTablero.compute()listList2U150","sync":"var blockly_var_temp_var = 1 ;\nSET_EXP(\"control0\",blockly_var_temp_var);\nvar blockly_var_temp_var2 = 0 ;\nSET_EXP(\"control0\",blockly_var_temp_var2);\nblockly_var_comando = (ptosLibres.compute());\nblockly_var_comando = (List2.compute());\nblockly_var_comando = (Tablero.compute());\nimantar(\"U15\",\"List2\", 0);\n","childs":["control0"]},"current":"ondrag"}); BLK(U16,{"ondrag":{"xml":"EQbooleano1LT0U160comandoU16.setxy(1.03,U16.gety())listList2U1650","sync":"if ((booleano) == 1) {\n if ((Coordinate(\"U16\",0)) < 0) {\n blockly_var_comando = (U16.setxy(1.03,U16.gety()));\n }\n}\nimantar(\"U16\",\"List2\", 50);\n","parents":["booleano"]},"onmouseup":{"xml":"expressioncontrol01expressioncontrol00comandoptosLibres.compute()comandoList2.compute()comandoTablero.compute()listList2U160","sync":"var blockly_var_temp_var = 1 ;\nSET_EXP(\"control0\",blockly_var_temp_var);\nvar blockly_var_temp_var2 = 0 ;\nSET_EXP(\"control0\",blockly_var_temp_var2);\nblockly_var_comando = (ptosLibres.compute());\nblockly_var_comando = (List2.compute());\nblockly_var_comando = (Tablero.compute());\nimantar(\"U16\",\"List2\", 0);\n","childs":["control0"]},"current":"ondrag"}); BLK(U17,{"ondrag":{"xml":"EQbooleano1LT0U170comandoU17.setxy(1.03,U17.gety())listList2U1750","sync":"if ((booleano) == 1) {\n if ((Coordinate(\"U17\",0)) < 0) {\n blockly_var_comando = (U17.setxy(1.03,U17.gety()));\n }\n}\nimantar(\"U17\",\"List2\", 50);\n","parents":["booleano"]},"onmouseup":{"xml":"expressioncontrol01expressioncontrol00comandoptosLibres.compute()comandoList2.compute()comandoTablero.compute()listList2U170","sync":"var blockly_var_temp_var = 1 ;\nSET_EXP(\"control0\",blockly_var_temp_var);\nvar blockly_var_temp_var2 = 0 ;\nSET_EXP(\"control0\",blockly_var_temp_var2);\nblockly_var_comando = (ptosLibres.compute());\nblockly_var_comando = (List2.compute());\nblockly_var_comando = (Tablero.compute());\nimantar(\"U17\",\"List2\", 0);\n","childs":["control0"]},"current":"ondrag"}); BLK(U18,{"ondrag":{"xml":"EQbooleano1LT0U180comandoU18.setxy(1.03,U18.gety())listList2U1850","sync":"if ((booleano) == 1) {\n if ((Coordinate(\"U18\",0)) < 0) {\n blockly_var_comando = (U18.setxy(1.03,U18.gety()));\n }\n}\nimantar(\"U18\",\"List2\", 50);\n","parents":["booleano"]},"onmouseup":{"xml":"expressioncontrol01expressioncontrol00comandoptosLibres.compute()comandoList2.compute()comandoTablero.compute()listList2U180","sync":"var blockly_var_temp_var = 1 ;\nSET_EXP(\"control0\",blockly_var_temp_var);\nvar blockly_var_temp_var2 = 0 ;\nSET_EXP(\"control0\",blockly_var_temp_var2);\nblockly_var_comando = (ptosLibres.compute());\nblockly_var_comando = (List2.compute());\nblockly_var_comando = (Tablero.compute());\nimantar(\"U18\",\"List2\", 0);\n","childs":["control0"]},"current":"ondrag"}); BLK(A,{"onlogo":{"xml":"penUpLa zona amarilla acepta la cantidad de manchas queturnRight90moveForwardun0.33turnLeft90considere necesarias para cubrir a la mariquita","sync":"TURTLE_UP(true);\nTURTLE_PRINT(TURTLE_TEXT('La zona amarilla acepta la cantidad de manchas que'));\nTURTLE_TURN(-(90));\nTURTLE_MV(0.33,false);\nTURTLE_TURN((90));\nTURTLE_PRINT(TURTLE_TEXT('considere necesarias para cubrir a la mariquita'));\n"},"current":"onlogo"}); BLK(B,{"onlogo":{"xml":"penUpArrastra las manchas que colocaste en la zona amarillaturnRight90moveForwardun0.33turnLeft90y viste a la mariquita ¿Las manchitas fueronturnRight90moveForwardun0.33turnLeft90suficientes para cubrirla toda?","sync":"TURTLE_UP(true);\nTURTLE_PRINT(TURTLE_TEXT('Arrastra las manchas que colocaste en la zona amarilla'));\nTURTLE_TURN(-(90));\nTURTLE_MV(0.33,false);\nTURTLE_TURN((90));\nTURTLE_PRINT(TURTLE_TEXT('y viste a la mariquita ¿Las manchitas fueron'));\nTURTLE_TURN(-(90));\nTURTLE_MV(0.33,false);\nTURTLE_TURN((90));\nTURTLE_PRINT(TURTLE_TEXT('suficientes para cubrirla toda?'));\n"},"current":"onlogo"}); BLK(C,{"onlogo":{"xml":"penUpCuenta la cantidad de puntos que necesitaturnRight90moveForwardun0.33turnLeft90la mariquita para vestirse completamente.turnRight90moveForwardun0.33turnLeft90Incluyendo las que ya colocaste.","sync":"TURTLE_UP(true);\nTURTLE_PRINT(TURTLE_TEXT('Cuenta la cantidad de puntos que necesita'));\nTURTLE_TURN(-(90));\nTURTLE_MV(0.33,false);\nTURTLE_TURN((90));\nTURTLE_PRINT(TURTLE_TEXT('la mariquita para vestirse completamente.'));\nTURTLE_TURN(-(90));\nTURTLE_MV(0.33,false);\nTURTLE_TURN((90));\nTURTLE_PRINT(TURTLE_TEXT('Incluyendo las que ya colocaste.'));\n"},"current":"onlogo"}); BLK(D,{"onlogo":{"xml":"penUpEn la zona amarilla deja únicamenteturnRight90moveForwardun0.33turnLeft90la cantidad de manchitas que contasteturnRight90moveForwardun0.33turnLeft90necesarias para vestir a la mariquita.","sync":"TURTLE_UP(true);\nTURTLE_PRINT(TURTLE_TEXT('En la zona amarilla deja únicamente'));\nTURTLE_TURN(-(90));\nTURTLE_MV(0.33,false);\nTURTLE_TURN((90));\nTURTLE_PRINT(TURTLE_TEXT('la cantidad de manchitas que contaste'));\nTURTLE_TURN(-(90));\nTURTLE_MV(0.33,false);\nTURTLE_TURN((90));\nTURTLE_PRINT(TURTLE_TEXT('necesarias para vestir a la mariquita.'));\n"},"current":"onlogo"}); BLK(botonPregunta1,{"onprogram":{"xml":"blk_turtle_list_P50botonPregunta11botonPregunta20botonPregunta31botonPregunta41Verificar1blk_turtle_list_A1blk_turtle_list_B0blk_turtle_list_C1blk_turtle_list_D1blk_turtle_list_E1expressionbooleano0ORORLT1U0GT1U5ORLT0U0GT0U2U1ORORLT1U00GT1U05ORLT0U00GT0U02U01ORORLT1U10GT1U15ORLT0U10GT0U12U11ORORLT1U20GT1U25ORLT0U20GT0U22U21ORORLT1U30GT1U35ORLT0U30GT0U32U31ORORLT1U40GT1U45ORLT0U40GT0U42U41ORORLT1U50GT1U55ORLT0U50GT0U52U51ORORLT1U60GT1U65ORLT0U60GT0U62U61ORORLT1U70GT1U75ORLT0U70GT0U72U71ORORLT1U80GT1U85ORLT0U80GT0U82U81ORORLT1U90GT1U95ORLT0U90GT0U92U91ORORLT1U100GT1U105ORLT0U100GT0U102U101ORORLT1U110GT1U115ORLT0U110GT0U112U111ORORLT1U120GT1U125ORLT0U120GT0U122U121ORORLT1U130GT1U135ORLT0U130GT0U132U131ORORLT1U140GT1U145ORLT0U140GT0U142U141ORORLT1U150GT1U155ORLT0U150GT0U152U151ORORLT1U160GT1U165ORLT0U160GT0U162U161ORORLT1U170GT1U175ORLT0U170GT0U172U171ORORLT1U180GT1U185ORLT0U180GT0U182U181","sync":"BLK_STL(\"blk_turtle_list_P5\",\"setHidden\",[0]);\nBLK_STL(\"botonPregunta1\",\"setHidden\",[1]);\nBLK_STL(\"botonPregunta2\",\"setHidden\",[0]);\nBLK_STL(\"botonPregunta3\",\"setHidden\",[1]);\nBLK_STL(\"botonPregunta4\",\"setHidden\",[1]);\nBLK_STL(\"Verificar\",\"setHidden\",[1]);\nBLK_STL(\"blk_turtle_list_A\",\"setHidden\",[1]);\nBLK_STL(\"blk_turtle_list_B\",\"setHidden\",[0]);\nBLK_STL(\"blk_turtle_list_C\",\"setHidden\",[1]);\nBLK_STL(\"blk_turtle_list_D\",\"setHidden\",[1]);\nBLK_STL(\"blk_turtle_list_E\",\"setHidden\",[1]);\nvar blockly_var_temp_var = 0 ;\nSET_EXP(\"booleano\",blockly_var_temp_var);\nif ((Coordinate(\"U\",1)) < 0 || (Coordinate(\"U\",1)) > 5 || (Coordinate(\"U\",0)) < 0 || (Coordinate(\"U\",0)) > 2) {\n BLK_STL(\"U\",\"setHidden\",[1]);\n}\nif ((Coordinate(\"U0\",1)) < 0 || (Coordinate(\"U0\",1)) > 5 || (Coordinate(\"U0\",0)) < 0 || (Coordinate(\"U0\",0)) > 2) {\n BLK_STL(\"U0\",\"setHidden\",[1]);\n}\nif ((Coordinate(\"U1\",1)) < 0 || (Coordinate(\"U1\",1)) > 5 || (Coordinate(\"U1\",0)) < 0 || (Coordinate(\"U1\",0)) > 2) {\n BLK_STL(\"U1\",\"setHidden\",[1]);\n}\nif ((Coordinate(\"U2\",1)) < 0 || (Coordinate(\"U2\",1)) > 5 || (Coordinate(\"U2\",0)) < 0 || (Coordinate(\"U2\",0)) > 2) {\n BLK_STL(\"U2\",\"setHidden\",[1]);\n}\nif ((Coordinate(\"U3\",1)) < 0 || (Coordinate(\"U3\",1)) > 5 || (Coordinate(\"U3\",0)) < 0 || (Coordinate(\"U3\",0)) > 2) {\n BLK_STL(\"U3\",\"setHidden\",[1]);\n}\nif ((Coordinate(\"U4\",1)) < 0 || (Coordinate(\"U4\",1)) > 5 || (Coordinate(\"U4\",0)) < 0 || (Coordinate(\"U4\",0)) > 2) {\n BLK_STL(\"U4\",\"setHidden\",[1]);\n}\nif ((Coordinate(\"U5\",1)) < 0 || (Coordinate(\"U5\",1)) > 5 || (Coordinate(\"U5\",0)) < 0 || (Coordinate(\"U5\",0)) > 2) {\n BLK_STL(\"U5\",\"setHidden\",[1]);\n}\nif ((Coordinate(\"U6\",1)) < 0 || (Coordinate(\"U6\",1)) > 5 || (Coordinate(\"U6\",0)) < 0 || (Coordinate(\"U6\",0)) > 2) {\n BLK_STL(\"U6\",\"setHidden\",[1]);\n}\nif ((Coordinate(\"U7\",1)) < 0 || (Coordinate(\"U7\",1)) > 5 || (Coordinate(\"U7\",0)) < 0 || (Coordinate(\"U7\",0)) > 2) {\n BLK_STL(\"U7\",\"setHidden\",[1]);\n}\nif ((Coordinate(\"U8\",1)) < 0 || (Coordinate(\"U8\",1)) > 5 || (Coordinate(\"U8\",0)) < 0 || (Coordinate(\"U8\",0)) > 2) {\n BLK_STL(\"U8\",\"setHidden\",[1]);\n}\nif ((Coordinate(\"U9\",1)) < 0 || (Coordinate(\"U9\",1)) > 5 || (Coordinate(\"U9\",0)) < 0 || (Coordinate(\"U9\",0)) > 2) {\n BLK_STL(\"U9\",\"setHidden\",[1]);\n}\nif ((Coordinate(\"U10\",1)) < 0 || (Coordinate(\"U10\",1)) > 5 || (Coordinate(\"U10\",0)) < 0 || (Coordinate(\"U10\",0)) > 2) {\n BLK_STL(\"U10\",\"setHidden\",[1]);\n}\nif ((Coordinate(\"U11\",1)) < 0 || (Coordinate(\"U11\",1)) > 5 || (Coordinate(\"U11\",0)) < 0 || (Coordinate(\"U11\",0)) > 2) {\n BLK_STL(\"U11\",\"setHidden\",[1]);\n}\nif ((Coordinate(\"U12\",1)) < 0 || (Coordinate(\"U12\",1)) > 5 || (Coordinate(\"U12\",0)) < 0 || (Coordinate(\"U12\",0)) > 2) {\n BLK_STL(\"U12\",\"setHidden\",[1]);\n}\nif ((Coordinate(\"U13\",1)) < 0 || (Coordinate(\"U13\",1)) > 5 || (Coordinate(\"U13\",0)) < 0 || (Coordinate(\"U13\",0)) > 2) {\n BLK_STL(\"U13\",\"setHidden\",[1]);\n}\nif ((Coordinate(\"U14\",1)) < 0 || (Coordinate(\"U14\",1)) > 5 || (Coordinate(\"U14\",0)) < 0 || (Coordinate(\"U14\",0)) > 2) {\n BLK_STL(\"U14\",\"setHidden\",[1]);\n}\nif ((Coordinate(\"U15\",1)) < 0 || (Coordinate(\"U15\",1)) > 5 || (Coordinate(\"U15\",0)) < 0 || (Coordinate(\"U15\",0)) > 2) {\n BLK_STL(\"U15\",\"setHidden\",[1]);\n}\nif ((Coordinate(\"U16\",1)) < 0 || (Coordinate(\"U16\",1)) > 5 || (Coordinate(\"U16\",0)) < 0 || (Coordinate(\"U16\",0)) > 2) {\n BLK_STL(\"U16\",\"setHidden\",[1]);\n}\nif ((Coordinate(\"U17\",1)) < 0 || (Coordinate(\"U17\",1)) > 5 || (Coordinate(\"U17\",0)) < 0 || (Coordinate(\"U17\",0)) > 2) {\n BLK_STL(\"U17\",\"setHidden\",[1]);\n}\nif ((Coordinate(\"U18\",1)) < 0 || (Coordinate(\"U18\",1)) > 5 || (Coordinate(\"U18\",0)) < 0 || (Coordinate(\"U18\",0)) > 2) {\n BLK_STL(\"U18\",\"setHidden\",[1]);\n}\n","childs":["booleano"]},"current":"onprogram"}); BLK(botonPregunta2,{"onprogram":{"xml":"EQptosLibres0¡Bravo! Le ayudaste a encontrar a la mariquita su totalidad de manchitas.listaManchas2elemento3elemento3manchasnumeroAleatorioManchas520numeroAleatorioManchasmanchaelemento30MINUSelemento31EQFIRSTlistaManchas2mancha0listaManchas2manchaexpressionTablerolistaManchas2comandoptosLibres.compute()comandoList2.compute()comandoTablero.compute()blk_turtle_list_P50pol10botonPregunta10botonPregunta21blk_turtle_list_A0blk_turtle_list_B1expressionbooleano1expressioncontrol1expressioncontrol0expressioncontrol01expressioncontrol00expressioncontrol31expressioncontrol30List2U0U00U10U20U30U40U50U60U70U80U90U100U110U120U130U140U150U160U170U180expressioncontador2ADDcontador21GTcontador24listaManchas2elemento3elemento3manchasnumeroAleatorioManchas520numeroAleatorioManchasmanchaelemento30MINUSelemento31EQFIRSTlistaManchas2mancha0listaManchas2manchaexpressionTablerolistaManchas2comandoptosLibres.compute()comandoList2.compute()comandoTablero.compute()pol11botonPregunta11botonPregunta21botonPregunta30blk_turtle_list_A1blk_turtle_list_B1blk_turtle_list_C0expressioncontrol1expressioncontrol0expressioncontrol01expressioncontrol00expressioncontrol31expressioncontrol30List2ptosLibresU1U01U11U21U31U41U51U61U71U81U91U101U111U121U131U141U151U161U171U181¡Ay no! Te hicieron falta algunas manchas, piensa nuevamente cuántas manchitas visten completamente a la mariquita.blk_turtle_list_P50pol10botonPregunta10botonPregunta21blk_turtle_list_A0blk_turtle_list_B1expressionbooleano1expressioncontrol1expressioncontrol0expressioncontrol01expressioncontrol00expressioncontrol31expressioncontrol30List2ptosLibresU0U00U10U20U30U40U50U60U70U80U90U100U110U120U130U140U150U160U170U180","sync":"if ((ptosLibres).length == 0) {\n ALERT(''+TURTLE_TEXT('¡Bravo! Le ayudaste a encontrar a la mariquita su totalidad de manchitas.')+'');\n blockly_var_listaManchas2 = [];\n blockly_var_elemento3 = [];\n blockly_var_elemento3 = (manchas);\n blockly_var_numeroAleatorioManchas = Math.floor(Math.random()*(Math.abs(5-20)+1)+(5+20-Math.abs(5-20))/2);\n for (var blockly_var_count = 1 ; blockly_var_count <= blockly_var_numeroAleatorioManchas ; blockly_var_count++){\n blockly_var_mancha = (blockly_var_elemento3[(Math.floor(Math.random()*(Math.abs(0-Math.minus(blockly_var_elemento3.length,1))+1)+(0+Math.minus(blockly_var_elemento3.length,1)-Math.abs(0-Math.minus(blockly_var_elemento3.length,1)))/2))]);\n if (blockly_var_listaManchas2.indexOf(blockly_var_mancha) + 1 == 0) {\n blockly_var_listaManchas2.push(blockly_var_mancha);\n }\n };\n var blockly_var_temp_var = blockly_var_listaManchas2 ;\n SET_EXP(\"Tablero\",blockly_var_temp_var);\n blockly_var_comando = (ptosLibres.compute());\n blockly_var_comando = (List2.compute());\n blockly_var_comando = (Tablero.compute());\n BLK_STL(\"blk_turtle_list_P5\",\"setHidden\",[0]);\n BLK_STL(\"pol1\",\"setHidden\",[0]);\n BLK_STL(\"botonPregunta1\",\"setHidden\",[0]);\n BLK_STL(\"botonPregunta2\",\"setHidden\",[1]);\n BLK_STL(\"blk_turtle_list_A\",\"setHidden\",[0]);\n BLK_STL(\"blk_turtle_list_B\",\"setHidden\",[1]);\n var blockly_var_temp_var2 = 1 ;\n SET_EXP(\"booleano\",blockly_var_temp_var2);\n var blockly_var_temp_var3 = 1 ;\n SET_EXP(\"control\",blockly_var_temp_var3);\n var blockly_var_temp_var4 = 0 ;\n SET_EXP(\"control\",blockly_var_temp_var4);\n var blockly_var_temp_var5 = 1 ;\n SET_EXP(\"control0\",blockly_var_temp_var5);\n var blockly_var_temp_var6 = 0 ;\n SET_EXP(\"control0\",blockly_var_temp_var6);\n var blockly_var_temp_var7 = 1 ;\n SET_EXP(\"control3\",blockly_var_temp_var7);\n var blockly_var_temp_var8 = 0 ;\n SET_EXP(\"control3\",blockly_var_temp_var8);\n List2.compute();BLK_STL(\"U\",\"setHidden\",[0]);\n BLK_STL(\"U0\",\"setHidden\",[0]);\n BLK_STL(\"U1\",\"setHidden\",[0]);\n BLK_STL(\"U2\",\"setHidden\",[0]);\n BLK_STL(\"U3\",\"setHidden\",[0]);\n BLK_STL(\"U4\",\"setHidden\",[0]);\n BLK_STL(\"U5\",\"setHidden\",[0]);\n BLK_STL(\"U6\",\"setHidden\",[0]);\n BLK_STL(\"U7\",\"setHidden\",[0]);\n BLK_STL(\"U8\",\"setHidden\",[0]);\n BLK_STL(\"U9\",\"setHidden\",[0]);\n BLK_STL(\"U10\",\"setHidden\",[0]);\n BLK_STL(\"U11\",\"setHidden\",[0]);\n BLK_STL(\"U12\",\"setHidden\",[0]);\n BLK_STL(\"U13\",\"setHidden\",[0]);\n BLK_STL(\"U14\",\"setHidden\",[0]);\n BLK_STL(\"U15\",\"setHidden\",[0]);\n BLK_STL(\"U16\",\"setHidden\",[0]);\n BLK_STL(\"U17\",\"setHidden\",[0]);\n BLK_STL(\"U18\",\"setHidden\",[0]);\n var blockly_var_temp_var9 = (Math.plus((contador2),1)) ;\n SET_EXP(\"contador2\",blockly_var_temp_var9);\n if ((contador2) > 4) {\n blockly_var_listaManchas2 = [];\n blockly_var_elemento3 = [];\n blockly_var_elemento3 = (manchas);\n blockly_var_numeroAleatorioManchas = Math.floor(Math.random()*(Math.abs(5-20)+1)+(5+20-Math.abs(5-20))/2);\n for (var blockly_var_count2 = 1 ; blockly_var_count2 <= blockly_var_numeroAleatorioManchas ; blockly_var_count2++){\n blockly_var_mancha = (blockly_var_elemento3[(Math.floor(Math.random()*(Math.abs(0-Math.minus(blockly_var_elemento3.length,1))+1)+(0+Math.minus(blockly_var_elemento3.length,1)-Math.abs(0-Math.minus(blockly_var_elemento3.length,1)))/2))]);\n if (blockly_var_listaManchas2.indexOf(blockly_var_mancha) + 1 == 0) {\n blockly_var_listaManchas2.push(blockly_var_mancha);\n }\n };\n var blockly_var_temp_var10 = blockly_var_listaManchas2 ;\n SET_EXP(\"Tablero\",blockly_var_temp_var10);\n blockly_var_comando = (ptosLibres.compute());\n blockly_var_comando = (List2.compute());\n blockly_var_comando = (Tablero.compute());\n BLK_STL(\"pol1\",\"setHidden\",[1]);\n BLK_STL(\"botonPregunta1\",\"setHidden\",[1]);\n BLK_STL(\"botonPregunta2\",\"setHidden\",[1]);\n BLK_STL(\"botonPregunta3\",\"setHidden\",[0]);\n BLK_STL(\"blk_turtle_list_A\",\"setHidden\",[1]);\n BLK_STL(\"blk_turtle_list_B\",\"setHidden\",[1]);\n BLK_STL(\"blk_turtle_list_C\",\"setHidden\",[0]);\n var blockly_var_temp_var11 = 1 ;\n SET_EXP(\"control\",blockly_var_temp_var11);\n var blockly_var_temp_var12 = 0 ;\n SET_EXP(\"control\",blockly_var_temp_var12);\n var blockly_var_temp_var13 = 1 ;\n SET_EXP(\"control0\",blockly_var_temp_var13);\n var blockly_var_temp_var14 = 0 ;\n SET_EXP(\"control0\",blockly_var_temp_var14);\n var blockly_var_temp_var15 = 1 ;\n SET_EXP(\"control3\",blockly_var_temp_var15);\n var blockly_var_temp_var16 = 0 ;\n SET_EXP(\"control3\",blockly_var_temp_var16);\n List2.compute();ptosLibres.compute();BLK_STL(\"U\",\"setHidden\",[1]);\n BLK_STL(\"U0\",\"setHidden\",[1]);\n BLK_STL(\"U1\",\"setHidden\",[1]);\n BLK_STL(\"U2\",\"setHidden\",[1]);\n BLK_STL(\"U3\",\"setHidden\",[1]);\n BLK_STL(\"U4\",\"setHidden\",[1]);\n BLK_STL(\"U5\",\"setHidden\",[1]);\n BLK_STL(\"U6\",\"setHidden\",[1]);\n BLK_STL(\"U7\",\"setHidden\",[1]);\n BLK_STL(\"U8\",\"setHidden\",[1]);\n BLK_STL(\"U9\",\"setHidden\",[1]);\n BLK_STL(\"U10\",\"setHidden\",[1]);\n BLK_STL(\"U11\",\"setHidden\",[1]);\n BLK_STL(\"U12\",\"setHidden\",[1]);\n BLK_STL(\"U13\",\"setHidden\",[1]);\n BLK_STL(\"U14\",\"setHidden\",[1]);\n BLK_STL(\"U15\",\"setHidden\",[1]);\n BLK_STL(\"U16\",\"setHidden\",[1]);\n BLK_STL(\"U17\",\"setHidden\",[1]);\n BLK_STL(\"U18\",\"setHidden\",[1]);\n }\n} else {\n ALERT(''+TURTLE_TEXT('¡Ay no! Te hicieron falta algunas manchas, piensa nuevamente cuántas manchitas visten completamente a la mariquita.')+'');\n BLK_STL(\"blk_turtle_list_P5\",\"setHidden\",[0]);\n BLK_STL(\"pol1\",\"setHidden\",[0]);\n BLK_STL(\"botonPregunta1\",\"setHidden\",[0]);\n BLK_STL(\"botonPregunta2\",\"setHidden\",[1]);\n BLK_STL(\"blk_turtle_list_A\",\"setHidden\",[0]);\n BLK_STL(\"blk_turtle_list_B\",\"setHidden\",[1]);\n var blockly_var_temp_var17 = 1 ;\n SET_EXP(\"booleano\",blockly_var_temp_var17);\n var blockly_var_temp_var18 = 1 ;\n SET_EXP(\"control\",blockly_var_temp_var18);\n var blockly_var_temp_var19 = 0 ;\n SET_EXP(\"control\",blockly_var_temp_var19);\n var blockly_var_temp_var20 = 1 ;\n SET_EXP(\"control0\",blockly_var_temp_var20);\n var blockly_var_temp_var21 = 0 ;\n SET_EXP(\"control0\",blockly_var_temp_var21);\n var blockly_var_temp_var22 = 1 ;\n SET_EXP(\"control3\",blockly_var_temp_var22);\n var blockly_var_temp_var23 = 0 ;\n SET_EXP(\"control3\",blockly_var_temp_var23);\n List2.compute();ptosLibres.compute();BLK_STL(\"U\",\"setHidden\",[0]);\n BLK_STL(\"U0\",\"setHidden\",[0]);\n BLK_STL(\"U1\",\"setHidden\",[0]);\n BLK_STL(\"U2\",\"setHidden\",[0]);\n BLK_STL(\"U3\",\"setHidden\",[0]);\n BLK_STL(\"U4\",\"setHidden\",[0]);\n BLK_STL(\"U5\",\"setHidden\",[0]);\n BLK_STL(\"U6\",\"setHidden\",[0]);\n BLK_STL(\"U7\",\"setHidden\",[0]);\n BLK_STL(\"U8\",\"setHidden\",[0]);\n BLK_STL(\"U9\",\"setHidden\",[0]);\n BLK_STL(\"U10\",\"setHidden\",[0]);\n BLK_STL(\"U11\",\"setHidden\",[0]);\n BLK_STL(\"U12\",\"setHidden\",[0]);\n BLK_STL(\"U13\",\"setHidden\",[0]);\n BLK_STL(\"U14\",\"setHidden\",[0]);\n BLK_STL(\"U15\",\"setHidden\",[0]);\n BLK_STL(\"U16\",\"setHidden\",[0]);\n BLK_STL(\"U17\",\"setHidden\",[0]);\n BLK_STL(\"U18\",\"setHidden\",[0]);\n}\n","childs":["Tablero","booleano","control","control0","control3","contador2"],"parents":["ptosLibres","manchas","contador2"]},"current":"onprogram"}); BLK(botonPregunta3,{"onprogram":{"xml":"expressioncontrol1expressioncontrol0expressioncontrol21expressioncontrol20pol10blk_turtle_list_P51botonPregunta11botonPregunta21botonPregunta31botonPregunta40Verificar1blk_turtle_list_A1blk_turtle_list_B1blk_turtle_list_C1blk_turtle_list_D0blk_turtle_list_E1U0U00U10U20U30U40U50U60U70U80U90U100U110U120U130U140U150U160U170U180","sync":"var blockly_var_temp_var = 1 ;\nSET_EXP(\"control\",blockly_var_temp_var);\nvar blockly_var_temp_var2 = 0 ;\nSET_EXP(\"control\",blockly_var_temp_var2);\nvar blockly_var_temp_var3 = 1 ;\nSET_EXP(\"control2\",blockly_var_temp_var3);\nvar blockly_var_temp_var4 = 0 ;\nSET_EXP(\"control2\",blockly_var_temp_var4);\nBLK_STL(\"pol1\",\"setHidden\",[0]);\nBLK_STL(\"blk_turtle_list_P5\",\"setHidden\",[1]);\nBLK_STL(\"botonPregunta1\",\"setHidden\",[1]);\nBLK_STL(\"botonPregunta2\",\"setHidden\",[1]);\nBLK_STL(\"botonPregunta3\",\"setHidden\",[1]);\nBLK_STL(\"botonPregunta4\",\"setHidden\",[0]);\nBLK_STL(\"Verificar\",\"setHidden\",[1]);\nBLK_STL(\"blk_turtle_list_A\",\"setHidden\",[1]);\nBLK_STL(\"blk_turtle_list_B\",\"setHidden\",[1]);\nBLK_STL(\"blk_turtle_list_C\",\"setHidden\",[1]);\nBLK_STL(\"blk_turtle_list_D\",\"setHidden\",[0]);\nBLK_STL(\"blk_turtle_list_E\",\"setHidden\",[1]);\nBLK_STL(\"U\",\"setHidden\",[0]);\nBLK_STL(\"U0\",\"setHidden\",[0]);\nBLK_STL(\"U1\",\"setHidden\",[0]);\nBLK_STL(\"U2\",\"setHidden\",[0]);\nBLK_STL(\"U3\",\"setHidden\",[0]);\nBLK_STL(\"U4\",\"setHidden\",[0]);\nBLK_STL(\"U5\",\"setHidden\",[0]);\nBLK_STL(\"U6\",\"setHidden\",[0]);\nBLK_STL(\"U7\",\"setHidden\",[0]);\nBLK_STL(\"U8\",\"setHidden\",[0]);\nBLK_STL(\"U9\",\"setHidden\",[0]);\nBLK_STL(\"U10\",\"setHidden\",[0]);\nBLK_STL(\"U11\",\"setHidden\",[0]);\nBLK_STL(\"U12\",\"setHidden\",[0]);\nBLK_STL(\"U13\",\"setHidden\",[0]);\nBLK_STL(\"U14\",\"setHidden\",[0]);\nBLK_STL(\"U15\",\"setHidden\",[0]);\nBLK_STL(\"U16\",\"setHidden\",[0]);\nBLK_STL(\"U17\",\"setHidden\",[0]);\nBLK_STL(\"U18\",\"setHidden\",[0]);\n","childs":["control","control2"]},"current":"onprogram"}); BLK(botonPregunta4,{"onprogram":{"xml":"blk_turtle_list_P50botonPregunta11botonPregunta21botonPregunta31botonPregunta41Verificar0blk_turtle_list_A1blk_turtle_list_B1blk_turtle_list_C1blk_turtle_list_D1blk_turtle_list_E0inputE1expressionbooleano0expressioncontrol31expressioncontrol30List2ptosLibresORORLT1U0GT1U5ORLT0U0GT0U2U1ORORLT1U00GT1U05ORLT0U00GT0U02U01ORORLT1U10GT1U15ORLT0U10GT0U12U11ORORLT1U20GT1U25ORLT0U20GT0U22U21ORORLT1U30GT1U35ORLT0U30GT0U32U31ORORLT1U40GT1U45ORLT0U40GT0U42U41ORORLT1U50GT1U55ORLT0U50GT0U52U51ORORLT1U60GT1U65ORLT0U60GT0U62U61ORORLT1U70GT1U75ORLT0U70GT0U72U71ORORLT1U80GT1U85ORLT0U80GT0U82U81ORORLT1U90GT1U95ORLT0U90GT0U92U91ORORLT1U100GT1U105ORLT0U100GT0U102U101ORORLT1U110GT1U115ORLT0U110GT0U112U111ORORLT1U120GT1U125ORLT0U120GT0U122U121ORORLT1U130GT1U135ORLT0U130GT0U132U131ORORLT1U140GT1U145ORLT0U140GT0U142U141ORORLT1U150GT1U155ORLT0U150GT0U152U151ORORLT1U160GT1U165ORLT0U160GT0U162U161ORORLT1U170GT1U175ORLT0U170GT0U172U171ORORLT1U180GT1U185ORLT0U180GT0U182U181L0L00L10L20L30L40L50L60L70L80L90L100L110L120L130L140L150L160L170L180","sync":"BLK_STL(\"blk_turtle_list_P5\",\"setHidden\",[0]);\nBLK_STL(\"botonPregunta1\",\"setHidden\",[1]);\nBLK_STL(\"botonPregunta2\",\"setHidden\",[1]);\nBLK_STL(\"botonPregunta3\",\"setHidden\",[1]);\nBLK_STL(\"botonPregunta4\",\"setHidden\",[1]);\nBLK_STL(\"Verificar\",\"setHidden\",[0]);\nBLK_STL(\"blk_turtle_list_A\",\"setHidden\",[1]);\nBLK_STL(\"blk_turtle_list_B\",\"setHidden\",[1]);\nBLK_STL(\"blk_turtle_list_C\",\"setHidden\",[1]);\nBLK_STL(\"blk_turtle_list_D\",\"setHidden\",[1]);\nBLK_STL(\"blk_turtle_list_E\",\"setHidden\",[0]);\nCustomInputShow(\"undefinedA\",1);\nvar blockly_var_temp_var = 0 ;\nSET_EXP(\"booleano\",blockly_var_temp_var);\nvar blockly_var_temp_var2 = 1 ;\nSET_EXP(\"control3\",blockly_var_temp_var2);\nvar blockly_var_temp_var3 = 0 ;\nSET_EXP(\"control3\",blockly_var_temp_var3);\nList2.compute();ptosLibres.compute();if ((Coordinate(\"U\",1)) < 0 || (Coordinate(\"U\",1)) > 5 || (Coordinate(\"U\",0)) < 0 || (Coordinate(\"U\",0)) > 2) {\n BLK_STL(\"U\",\"setHidden\",[1]);\n}\nif ((Coordinate(\"U0\",1)) < 0 || (Coordinate(\"U0\",1)) > 5 || (Coordinate(\"U0\",0)) < 0 || (Coordinate(\"U0\",0)) > 2) {\n BLK_STL(\"U0\",\"setHidden\",[1]);\n}\nif ((Coordinate(\"U1\",1)) < 0 || (Coordinate(\"U1\",1)) > 5 || (Coordinate(\"U1\",0)) < 0 || (Coordinate(\"U1\",0)) > 2) {\n BLK_STL(\"U1\",\"setHidden\",[1]);\n}\nif ((Coordinate(\"U2\",1)) < 0 || (Coordinate(\"U2\",1)) > 5 || (Coordinate(\"U2\",0)) < 0 || (Coordinate(\"U2\",0)) > 2) {\n BLK_STL(\"U2\",\"setHidden\",[1]);\n}\nif ((Coordinate(\"U3\",1)) < 0 || (Coordinate(\"U3\",1)) > 5 || (Coordinate(\"U3\",0)) < 0 || (Coordinate(\"U3\",0)) > 2) {\n BLK_STL(\"U3\",\"setHidden\",[1]);\n}\nif ((Coordinate(\"U4\",1)) < 0 || (Coordinate(\"U4\",1)) > 5 || (Coordinate(\"U4\",0)) < 0 || (Coordinate(\"U4\",0)) > 2) {\n BLK_STL(\"U4\",\"setHidden\",[1]);\n}\nif ((Coordinate(\"U5\",1)) < 0 || (Coordinate(\"U5\",1)) > 5 || (Coordinate(\"U5\",0)) < 0 || (Coordinate(\"U5\",0)) > 2) {\n BLK_STL(\"U5\",\"setHidden\",[1]);\n}\nif ((Coordinate(\"U6\",1)) < 0 || (Coordinate(\"U6\",1)) > 5 || (Coordinate(\"U6\",0)) < 0 || (Coordinate(\"U6\",0)) > 2) {\n BLK_STL(\"U6\",\"setHidden\",[1]);\n}\nif ((Coordinate(\"U7\",1)) < 0 || (Coordinate(\"U7\",1)) > 5 || (Coordinate(\"U7\",0)) < 0 || (Coordinate(\"U7\",0)) > 2) {\n BLK_STL(\"U7\",\"setHidden\",[1]);\n}\nif ((Coordinate(\"U8\",1)) < 0 || (Coordinate(\"U8\",1)) > 5 || (Coordinate(\"U8\",0)) < 0 || (Coordinate(\"U8\",0)) > 2) {\n BLK_STL(\"U8\",\"setHidden\",[1]);\n}\nif ((Coordinate(\"U9\",1)) < 0 || (Coordinate(\"U9\",1)) > 5 || (Coordinate(\"U9\",0)) < 0 || (Coordinate(\"U9\",0)) > 2) {\n BLK_STL(\"U9\",\"setHidden\",[1]);\n}\nif ((Coordinate(\"U10\",1)) < 0 || (Coordinate(\"U10\",1)) > 5 || (Coordinate(\"U10\",0)) < 0 || (Coordinate(\"U10\",0)) > 2) {\n BLK_STL(\"U10\",\"setHidden\",[1]);\n}\nif ((Coordinate(\"U11\",1)) < 0 || (Coordinate(\"U11\",1)) > 5 || (Coordinate(\"U11\",0)) < 0 || (Coordinate(\"U11\",0)) > 2) {\n BLK_STL(\"U11\",\"setHidden\",[1]);\n}\nif ((Coordinate(\"U12\",1)) < 0 || (Coordinate(\"U12\",1)) > 5 || (Coordinate(\"U12\",0)) < 0 || (Coordinate(\"U12\",0)) > 2) {\n BLK_STL(\"U12\",\"setHidden\",[1]);\n}\nif ((Coordinate(\"U13\",1)) < 0 || (Coordinate(\"U13\",1)) > 5 || (Coordinate(\"U13\",0)) < 0 || (Coordinate(\"U13\",0)) > 2) {\n BLK_STL(\"U13\",\"setHidden\",[1]);\n}\nif ((Coordinate(\"U14\",1)) < 0 || (Coordinate(\"U14\",1)) > 5 || (Coordinate(\"U14\",0)) < 0 || (Coordinate(\"U14\",0)) > 2) {\n BLK_STL(\"U14\",\"setHidden\",[1]);\n}\nif ((Coordinate(\"U15\",1)) < 0 || (Coordinate(\"U15\",1)) > 5 || (Coordinate(\"U15\",0)) < 0 || (Coordinate(\"U15\",0)) > 2) {\n BLK_STL(\"U15\",\"setHidden\",[1]);\n}\nif ((Coordinate(\"U16\",1)) < 0 || (Coordinate(\"U16\",1)) > 5 || (Coordinate(\"U16\",0)) < 0 || (Coordinate(\"U16\",0)) > 2) {\n BLK_STL(\"U16\",\"setHidden\",[1]);\n}\nif ((Coordinate(\"U17\",1)) < 0 || (Coordinate(\"U17\",1)) > 5 || (Coordinate(\"U17\",0)) < 0 || (Coordinate(\"U17\",0)) > 2) {\n BLK_STL(\"U17\",\"setHidden\",[1]);\n}\nif ((Coordinate(\"U18\",1)) < 0 || (Coordinate(\"U18\",1)) > 5 || (Coordinate(\"U18\",0)) < 0 || (Coordinate(\"U18\",0)) > 2) {\n BLK_STL(\"U18\",\"setHidden\",[1]);\n}\nBLK_STL(\"L\",\"setHidden\",[0]);\nBLK_STL(\"L0\",\"setHidden\",[0]);\nBLK_STL(\"L1\",\"setHidden\",[0]);\nBLK_STL(\"L2\",\"setHidden\",[0]);\nBLK_STL(\"L3\",\"setHidden\",[0]);\nBLK_STL(\"L4\",\"setHidden\",[0]);\nBLK_STL(\"L5\",\"setHidden\",[0]);\nBLK_STL(\"L6\",\"setHidden\",[0]);\nBLK_STL(\"L7\",\"setHidden\",[0]);\nBLK_STL(\"L8\",\"setHidden\",[0]);\nBLK_STL(\"L9\",\"setHidden\",[0]);\nBLK_STL(\"L10\",\"setHidden\",[0]);\nBLK_STL(\"L11\",\"setHidden\",[0]);\nBLK_STL(\"L12\",\"setHidden\",[0]);\nBLK_STL(\"L13\",\"setHidden\",[0]);\nBLK_STL(\"L14\",\"setHidden\",[0]);\nBLK_STL(\"L15\",\"setHidden\",[0]);\nBLK_STL(\"L16\",\"setHidden\",[0]);\nBLK_STL(\"L17\",\"setHidden\",[0]);\nBLK_STL(\"L18\",\"setHidden\",[0]);\n","childs":["booleano","control3"]},"current":"onprogram"}); BLK(Inicio,{"onprogram":{"xml":"blk_turtle_list_M1pol11blk_turtle_list_K0verificar10blk_turtle_list_P50botonPregunta11botonPregunta21botonPregunta31botonPregunta41Verificar1blk_turtle_list_A1blk_turtle_list_B1blk_turtle_list_C1blk_turtle_list_D1blk_turtle_list_E1expressioncontador10expressioncontador20expressionbooleano0expressioncontrol1expressioncontrol0expressioncontrol31expressioncontrol30U0U00U10U20U30U40U50U60U70U80U90U100U110U120U130U140U150U160U170U180listaManchaselementoelemento2elementomanchasnumeroAleatorioManchas520numeroAleatorioManchasmanchaelemento0MINUSelemento1EQFIRSTlistaManchasmancha0listaManchasmanchaexpressionTablerolistaManchasexpressioncontrol01expressioncontrol00comandoptosLibres.compute()comandoList2.compute()comandoTablero.compute()expressioncontador0","sync":"BLK_STL(\"blk_turtle_list_M\",\"setHidden\",[1]);\nBLK_STL(\"pol1\",\"setHidden\",[1]);\nBLK_STL(\"blk_turtle_list_K\",\"setHidden\",[0]);\nBLK_STL(\"verificar1\",\"setHidden\",[0]);\nBLK_STL(\"blk_turtle_list_P5\",\"setHidden\",[0]);\nBLK_STL(\"botonPregunta1\",\"setHidden\",[1]);\nBLK_STL(\"botonPregunta2\",\"setHidden\",[1]);\nBLK_STL(\"botonPregunta3\",\"setHidden\",[1]);\nBLK_STL(\"botonPregunta4\",\"setHidden\",[1]);\nBLK_STL(\"Verificar\",\"setHidden\",[1]);\nBLK_STL(\"blk_turtle_list_A\",\"setHidden\",[1]);\nBLK_STL(\"blk_turtle_list_B\",\"setHidden\",[1]);\nBLK_STL(\"blk_turtle_list_C\",\"setHidden\",[1]);\nBLK_STL(\"blk_turtle_list_D\",\"setHidden\",[1]);\nBLK_STL(\"blk_turtle_list_E\",\"setHidden\",[1]);\nvar blockly_var_temp_var = TURTLE_TEXT('0') ;\nSET_EXP(\"contador1\",blockly_var_temp_var);\nvar blockly_var_temp_var2 = TURTLE_TEXT('0') ;\nSET_EXP(\"contador2\",blockly_var_temp_var2);\nvar blockly_var_temp_var3 = 0 ;\nSET_EXP(\"booleano\",blockly_var_temp_var3);\nvar blockly_var_temp_var4 = 1 ;\nSET_EXP(\"control\",blockly_var_temp_var4);\nvar blockly_var_temp_var5 = 0 ;\nSET_EXP(\"control\",blockly_var_temp_var5);\nvar blockly_var_temp_var6 = 1 ;\nSET_EXP(\"control3\",blockly_var_temp_var6);\nvar blockly_var_temp_var7 = 0 ;\nSET_EXP(\"control3\",blockly_var_temp_var7);\nBLK_STL(\"U\",\"setHidden\",[0]);\nBLK_STL(\"U0\",\"setHidden\",[0]);\nBLK_STL(\"U1\",\"setHidden\",[0]);\nBLK_STL(\"U2\",\"setHidden\",[0]);\nBLK_STL(\"U3\",\"setHidden\",[0]);\nBLK_STL(\"U4\",\"setHidden\",[0]);\nBLK_STL(\"U5\",\"setHidden\",[0]);\nBLK_STL(\"U6\",\"setHidden\",[0]);\nBLK_STL(\"U7\",\"setHidden\",[0]);\nBLK_STL(\"U8\",\"setHidden\",[0]);\nBLK_STL(\"U9\",\"setHidden\",[0]);\nBLK_STL(\"U10\",\"setHidden\",[0]);\nBLK_STL(\"U11\",\"setHidden\",[0]);\nBLK_STL(\"U12\",\"setHidden\",[0]);\nBLK_STL(\"U13\",\"setHidden\",[0]);\nBLK_STL(\"U14\",\"setHidden\",[0]);\nBLK_STL(\"U15\",\"setHidden\",[0]);\nBLK_STL(\"U16\",\"setHidden\",[0]);\nBLK_STL(\"U17\",\"setHidden\",[0]);\nBLK_STL(\"U18\",\"setHidden\",[0]);\nblockly_var_listaManchas = [];\nblockly_var_elemento = [];\nblockly_var_elemento2 = [];\nblockly_var_elemento = (manchas);\nblockly_var_numeroAleatorioManchas = Math.floor(Math.random()*(Math.abs(5-20)+1)+(5+20-Math.abs(5-20))/2);\nfor (var blockly_var_count = 1 ; blockly_var_count <= blockly_var_numeroAleatorioManchas ; blockly_var_count++){\n blockly_var_mancha = (blockly_var_elemento[(Math.floor(Math.random()*(Math.abs(0-Math.minus(blockly_var_elemento.length,1))+1)+(0+Math.minus(blockly_var_elemento.length,1)-Math.abs(0-Math.minus(blockly_var_elemento.length,1)))/2))]);\n if (blockly_var_listaManchas.indexOf(blockly_var_mancha) + 1 == 0) {\n blockly_var_listaManchas.push(blockly_var_mancha);\n }\n};\nvar blockly_var_temp_var8 = blockly_var_listaManchas ;\nSET_EXP(\"Tablero\",blockly_var_temp_var8);\nvar blockly_var_temp_var9 = 1 ;\nSET_EXP(\"control0\",blockly_var_temp_var9);\nvar blockly_var_temp_var10 = 0 ;\nSET_EXP(\"control0\",blockly_var_temp_var10);\nblockly_var_comando = (ptosLibres.compute());\nblockly_var_comando = (List2.compute());\nblockly_var_comando = (Tablero.compute());\nvar blockly_var_temp_var11 = 0 ;\nSET_EXP(\"contador\",blockly_var_temp_var11);\n","childs":["contador1","contador2","booleano","control","control3","Tablero","control0","contador"],"parents":["manchas"]},"current":"onprogram"}); BLK(verificar1,{"onprogram":{"xml":"EQptosLibres0¡Bravo! Le ayudaste a encontrar a la mariquita su totalidad de manchitas.expressioncontrol1expressioncontrol0expressionbooleano0listaManchaselementoelementomanchasnumeroAleatorioManchas520numeroAleatorioManchasmanchaelemento0MINUSelemento1EQFIRSTlistaManchasmancha0listaManchasmanchaexpressionTablerolistaManchasexpressioncontrol01expressioncontrol00comandoptosLibres.compute()comandoList2.compute()comandoTablero.compute()expressioncontador1ADDcontador11GTcontador14verificar11blk_turtle_list_K1pol10blk_turtle_list_P50botonPregunta10botonPregunta21Verificar1blk_turtle_list_A0blk_turtle_list_B1expressioncontrol1expressioncontrol0expressionbooleano1expressioncontrol31expressioncontrol30listaManchaselementoelemento2elementomanchasnumeroAleatorioManchas520numeroAleatorioManchasmanchaelemento0MINUSelemento1EQFIRSTlistaManchasmancha0listaManchasmanchaexpressionTablerolistaManchasexpressioncontrol01expressioncontrol00comandoptosLibres.compute()comandoList2.compute()comandoTablero.compute()¡Ay no! Te hicieron falta algunas manchas, piensa nuevamente cuántas manchitas visten completamente a la mariquita.","sync":"if ((ptosLibres).length == 0) {\n ALERT(''+TURTLE_TEXT('¡Bravo! Le ayudaste a encontrar a la mariquita su totalidad de manchitas.')+'');\n var blockly_var_temp_var = 1 ;\n SET_EXP(\"control\",blockly_var_temp_var);\n var blockly_var_temp_var2 = 0 ;\n SET_EXP(\"control\",blockly_var_temp_var2);\n var blockly_var_temp_var3 = 0 ;\n SET_EXP(\"booleano\",blockly_var_temp_var3);\n blockly_var_listaManchas = [];\n blockly_var_elemento = [];\n blockly_var_elemento = (manchas);\n blockly_var_numeroAleatorioManchas = Math.floor(Math.random()*(Math.abs(5-20)+1)+(5+20-Math.abs(5-20))/2);\n for (var blockly_var_count = 1 ; blockly_var_count <= blockly_var_numeroAleatorioManchas ; blockly_var_count++){\n blockly_var_mancha = (blockly_var_elemento[(Math.floor(Math.random()*(Math.abs(0-Math.minus(blockly_var_elemento.length,1))+1)+(0+Math.minus(blockly_var_elemento.length,1)-Math.abs(0-Math.minus(blockly_var_elemento.length,1)))/2))]);\n if (blockly_var_listaManchas.indexOf(blockly_var_mancha) + 1 == 0) {\n blockly_var_listaManchas.push(blockly_var_mancha);\n }\n };\n var blockly_var_temp_var4 = blockly_var_listaManchas ;\n SET_EXP(\"Tablero\",blockly_var_temp_var4);\n var blockly_var_temp_var5 = 1 ;\n SET_EXP(\"control0\",blockly_var_temp_var5);\n var blockly_var_temp_var6 = 0 ;\n SET_EXP(\"control0\",blockly_var_temp_var6);\n blockly_var_comando = (ptosLibres.compute());\n blockly_var_comando = (List2.compute());\n blockly_var_comando = (Tablero.compute());\n var blockly_var_temp_var7 = (Math.plus((contador1),1)) ;\n SET_EXP(\"contador1\",blockly_var_temp_var7);\n if ((contador1) > 4) {\n BLK_STL(\"verificar1\",\"setHidden\",[1]);\n BLK_STL(\"blk_turtle_list_K\",\"setHidden\",[1]);\n BLK_STL(\"pol1\",\"setHidden\",[0]);\n BLK_STL(\"blk_turtle_list_P5\",\"setHidden\",[0]);\n BLK_STL(\"botonPregunta1\",\"setHidden\",[0]);\n BLK_STL(\"botonPregunta2\",\"setHidden\",[1]);\n BLK_STL(\"Verificar\",\"setHidden\",[1]);\n BLK_STL(\"blk_turtle_list_A\",\"setHidden\",[0]);\n BLK_STL(\"blk_turtle_list_B\",\"setHidden\",[1]);\n var blockly_var_temp_var8 = 1 ;\n SET_EXP(\"control\",blockly_var_temp_var8);\n var blockly_var_temp_var9 = 0 ;\n SET_EXP(\"control\",blockly_var_temp_var9);\n var blockly_var_temp_var10 = 1 ;\n SET_EXP(\"booleano\",blockly_var_temp_var10);\n var blockly_var_temp_var11 = 1 ;\n SET_EXP(\"control3\",blockly_var_temp_var11);\n var blockly_var_temp_var12 = 0 ;\n SET_EXP(\"control3\",blockly_var_temp_var12);\n blockly_var_listaManchas = [];\n blockly_var_elemento = [];\n blockly_var_elemento2 = [];\n blockly_var_elemento = (manchas);\n blockly_var_numeroAleatorioManchas = Math.floor(Math.random()*(Math.abs(5-20)+1)+(5+20-Math.abs(5-20))/2);\n for (var blockly_var_count2 = 1 ; blockly_var_count2 <= blockly_var_numeroAleatorioManchas ; blockly_var_count2++){\n blockly_var_mancha = (blockly_var_elemento[(Math.floor(Math.random()*(Math.abs(0-Math.minus(blockly_var_elemento.length,1))+1)+(0+Math.minus(blockly_var_elemento.length,1)-Math.abs(0-Math.minus(blockly_var_elemento.length,1)))/2))]);\n if (blockly_var_listaManchas.indexOf(blockly_var_mancha) + 1 == 0) {\n blockly_var_listaManchas.push(blockly_var_mancha);\n }\n };\n var blockly_var_temp_var13 = blockly_var_listaManchas ;\n SET_EXP(\"Tablero\",blockly_var_temp_var13);\n var blockly_var_temp_var14 = 1 ;\n SET_EXP(\"control0\",blockly_var_temp_var14);\n var blockly_var_temp_var15 = 0 ;\n SET_EXP(\"control0\",blockly_var_temp_var15);\n blockly_var_comando = (ptosLibres.compute());\n blockly_var_comando = (List2.compute());\n blockly_var_comando = (Tablero.compute());\n }\n} else {\n ALERT(''+TURTLE_TEXT('¡Ay no! Te hicieron falta algunas manchas, piensa nuevamente cuántas manchitas visten completamente a la mariquita.')+'');\n}\n","childs":["control","booleano","Tablero","control0","contador1","control3"],"parents":["ptosLibres","manchas","contador1"]},"current":"onprogram"}); BLK(K,{"onlogo":{"xml":"penUpLa mariquita tiene una cantidadturnRight90moveForwardun0.33turnLeft90de manchas determinadas.turnRight90moveForwardun0.33turnLeft90Viste a la mariquita conturnRight90moveForwardun0.33turnLeft90las manchas que necesita.","sync":"TURTLE_UP(true);\nTURTLE_PRINT(TURTLE_TEXT('La mariquita tiene una cantidad'));\nTURTLE_TURN(-(90));\nTURTLE_MV(0.33,false);\nTURTLE_TURN((90));\nTURTLE_PRINT(TURTLE_TEXT('de manchas determinadas.'));\nTURTLE_TURN(-(90));\nTURTLE_MV(0.33,false);\nTURTLE_TURN((90));\nTURTLE_PRINT(TURTLE_TEXT('Viste a la mariquita con'));\nTURTLE_TURN(-(90));\nTURTLE_MV(0.33,false);\nTURTLE_TURN((90));\nTURTLE_PRINT(TURTLE_TEXT('las manchas que necesita.'));\n"},"current":"onlogo"}); BLK(M,{"onlogo":{"xml":"#ff660018Haz terminado la actividad. ¡Felicitaciones!","sync":"TURTLE_COLOUR(18);\nTURTLE_PRINT(TURTLE_TEXT('Haz terminado la actividad. ¡Felicitaciones!'));\n"},"current":"onlogo"}); BLK(E,{"onlogo":{"xml":"penUpViste a la mariquita.turnRight90moveForwardun0.33turnLeft90¿Cuántas manchitas necesitaturnRight90moveForwardun0.33turnLeft90para cubrirse totalmente?","sync":"TURTLE_UP(true);\nTURTLE_PRINT(TURTLE_TEXT('Viste a la mariquita.'));\nTURTLE_TURN(-(90));\nTURTLE_MV(0.33,false);\nTURTLE_TURN((90));\nTURTLE_PRINT(TURTLE_TEXT('¿Cuántas manchitas necesita'));\nTURTLE_TURN(-(90));\nTURTLE_MV(0.33,false);\nTURTLE_TURN((90));\nTURTLE_PRINT(TURTLE_TEXT('para cubrirse totalmente?'));\n"},"current":"onlogo"}); // Blockly Globals : BLK_GLOB_SET({"absci":3.2088048699965,"orde":1.6256554689554}); // Texts : Text("Para reiniciar la actividad oprimir el bot\u00f3n \"Inicio\"",widthWindow()*0.8736050170377845,heightWindow()*0.012338825773449415,widthWindow()*0.1175006812784677,heightWindow()*0.12928368422288858,"c:rgba(150,100,0,0.18);s:0;r:15;p:4;t:16;fp:false;ft:false");