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      "ideas": {
        "1": {
          "title": "I. P. Pavlov",
          "id": 104,
          "ideas": {
            "1": {
              "title": "Klasické podmiňování\npedagogický optimismus",
              "id": 105
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        "2": {
          "title": "E. D. Thorndike",
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          "ideas": {
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              "title": "Instrumentální podmiňování",
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        },
        "3": {
          "title": "John B. Watson",
          "id": 108,
          "ideas": {
            "1": {
              "title": "Zakladatel behaviorismu\nBlack box = redukce psychologie na zkoumání S->R (stimulus, reakce)",
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          },
          "attr": {
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          "title": "Clark L. Hull",
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              "title": "Vytváření spojení S-R \nnásledná redukce pudů vrcholný behaviorista",
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          "title": "Edgard C. Tolman",
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              "title": "Zakladatel neobehaviorismu\nSchéma S-O-R (organismus)\nUčení je změnou chování a vnitřního prostředí \nna základě zkušenosti\nučení je vždy účelné",
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    },
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      "title": "Vymezování \nvýukových cílů",
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      "ideas": {
        "1": {
          "title": "Robert M. Gagné",
          "id": 133,
          "ideas": {
            "1": {
              "title": "Technika vymezování operacionální definicí \n1. sloveso v dok. vidu\n2. popis třídy podnětů\n3. označení předmětu užívaného při činnosti\n4. popis třídy správných odpovědí",
              "id": 135
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          },
          "attr": {
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          }
        },
        "2": {
          "title": "Robert F. Mager",
          "id": 136,
          "ideas": {
            "1": {
              "title": "Technika vymezování úlohově orientovaných cílů\n1. požadovaný výkon žáka\n2. podmínky výkonu\n3. norma a kvalita výkonu",
              "id": 137,
              "attr": {
                "style": {}
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            }
          },
          "attr": {
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              "background": "#ff6600"
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        },
        "3": {
          "title": "R. B. Miller",
          "id": 138,
          "ideas": {
            "1": {
              "title": "Magerova technika pro psychomotorickou oblast\nCíle mají charakter operacionalizovaných instrukcí\n(1962)\n",
              "id": 139
            }
          },
          "attr": {
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          }
        },
        "4": {
          "title": "Dana Tollingerová",
          "id": 140,
          "ideas": {
            "1": {
              "title": "Doplňuje Magerovu techniku a zlidšťuje ji návodnými otázkami",
              "id": 141
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          },
          "attr": {
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              "background": "#ff6600"
            }
          }
        },
        "5": {
          "title": "R. Heinrich",
          "id": 142,
          "ideas": {
            "1": {
              "title": "ABCD method of writing objectives \nA-audience\nB-behaviour\nC-conditions\nD-degree",
              "id": 143
            }
          },
          "attr": {
            "style": {
              "background": "#ff6600"
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          }
        }
      }
    },
    "7": {
      "title": "informační paradigma model zpracování informací",
      "id": 161,
      "attr": {
        "position": [
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          -999,
          88
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        "style": {
          "background": "#ffcc99"
        }
      },
      "ideas": {
        "1": {
          "title": "Alan M. Turing",
          "id": 162,
          "ideas": {
            "1": {
              "title": "Turingův stroj univerzální teor. model počítače\n(1937)\n",
              "id": 163,
              "attr": {
                "style": {
                  "background": "#993300"
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              }
            }
          },
          "attr": {
            "style": {
              "background": "#ff6600"
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          }
        },
        "2": {
          "title": "John von Neumann",
          "id": 165,
          "ideas": {
            "1": {
              "title": "Formulace základních rysů koncepce moderního počítače (1945)",
              "id": 166,
              "attr": {
                "style": {
                  "background": "#993300"
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              }
            }
          },
          "attr": {
            "style": {
              "background": "#ff6600"
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          }
        },
        "3": {
          "title": "Norbert Wiener",
          "id": 167,
          "ideas": {
            "1": {
              "title": "Kybernetika jako věda \no zákonitostech řízení, sdělování a kontroly samoregulujících soustav",
              "id": 168,
              "attr": {
                "style": {
                  "background": "#993300"
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              }
            }
          },
          "attr": {
            "style": {
              "background": "#ff6600"
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          }
        }
      }
    },
    "22": {
      "title": "Problémová\na projektová metoda",
      "id": 144,
      "attr": {
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          -188,
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        "style": {
          "background": "#ffcc99"
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      },
      "ideas": {
        "1": {
          "title": "John Dewey",
          "id": 42,
          "attr": {
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              "background": "#ff6600"
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          },
          "ideas": {
            "1": {
              "title": "Learning by doing, pragmatická výuka, projektová metoda",
              "id": 43,
              "attr": {
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              }
            }
          }
        },
        "2": {
          "title": "William H. Kilpatrick",
          "id": 147,
          "ideas": {
            "1": {
              "title": "projektová metoda\n\"The Project Method\"\n4 typy projektů\n",
              "id": 148,
              "attr": {
                "style": {
                  "background": "#993300"
                }
              }
            }
          },
          "attr": {
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              "background": "#ff6600"
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          }
        },
        "3": {
          "title": "Václav Příhoda",
          "id": 149,
          "ideas": {
            "1": {
              "title": "Průkopník projektového\na problémového vyučování v Čechách Představitel pokusných reformních škol",
              "id": 150,
              "attr": {
                "style": {
                  "background": "#993300"
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              }
            }
          },
          "attr": {
            "style": {
              "background": "#ff6600"
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          }
        }
      }
    },
    "32": {
      "title": "Humanistická psychologie",
      "id": 151,
      "attr": {
        "position": [
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        "style": {
          "background": "#ffcc99"
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      },
      "ideas": {
        "1": {
          "title": "Abraham H. Maslow",
          "id": 152,
          "ideas": {
            "1": {
              "title": "Zakladatel humanistické psychologie\nhierarchie potřeb fyziologické p. \npotřeby bezpečí\nsociální p.\npotřeba úcty a začlenění\npotřeba seberealizace",
              "id": 153
            }
          },
          "attr": {
            "style": {
              "background": "#ff6600"
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          }
        },
        "2": {
          "title": "Carl Rogers",
          "id": 154,
          "ideas": {
            "1": {
              "title": "Nondirektivní edukační systém\nOsobnostně orientované, dialogické učení \na vyučování",
              "id": 155
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          },
          "attr": {
            "style": {
              "background": "#ff6600"
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            "position": [
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        }
      }
    },
    "47": {
      "title": "Programované učení",
      "id": 114,
      "ideas": {
        "1": {
          "title": "B. F. Skinner",
          "id": 13,
          "attr": {
            "style": {
              "background": "#ff6600"
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          },
          "ideas": {
            "1": {
              "title": "Programované učení",
              "id": 14
            }
          }
        },
        "2": {
          "title": "S. L. Pressey",
          "id": 116,
          "ideas": {
            "1": {
              "title": "Programované učení -> regulační řízení (učení chybou (1956)",
              "id": 117
            }
          },
          "attr": {
            "style": {
              "background": "#ff6600"
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          }
        },
        "3": {
          "title": "N. A. Crowder",
          "id": 118,
          "ideas": {
            "1": {
              "title": "Programované účení\nadaptivní řízení (1960)",
              "id": 119
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          },
          "attr": {
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              "background": "#ff6600"
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            "position": [
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        },
        "4": {
          "title": "G. Pask",
          "id": 120,
          "ideas": {
            "1": {
              "title": "Model interaktivní regulace učení \nna základě konverzace (1961)",
              "id": 121,
              "attr": {
                "style": {}
              }
            }
          },
          "attr": {
            "style": {
              "background": "#ff6600"
            }
          }
        },
        "5": {
          "title": "N. L. Landa",
          "id": 122,
          "ideas": {
            "1": {
              "title": "Deterministické řízení vše se dá algoritmizovat\nučení algoritmů\n(1965)\n",
              "id": 125
            }
          },
          "attr": {
            "style": {
              "background": "#ff6600"
            }
          }
        },
        "6": {
          "title": "A. N. Leonťjev",
          "id": 126,
          "ideas": {
            "1": {
              "title": "Teorie činnostního učení\nučení je aktivní činnost\n(1957)\n",
              "id": 127
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          },
          "attr": {
            "style": {
              "background": "#ff6600"
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          }
        },
        "7": {
          "title": "L. N. Galperin\nN. F. Talyzina\n",
          "id": 128,
          "ideas": {
            "1": {
              "title": "Strategie utváření rozumových operací\nUčení je osovjování rozumových operací pro etapách\nprogram řízeného svojování transformace učiva do algoritmu\n(1967)\n",
              "id": 129
            }
          },
          "attr": {
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              "background": "#ff6600"
            }
          }
        },
        "8": {
          "title": "Dana Tollingerová",
          "id": 130,
          "ideas": {
            "1": {
              "title": "Systém řízení učebních činností\nŘízení učení je jedním\nz činitelů facilitace učení\nObrat ozornosti \nk pedagogickým databankám (LOR)",
              "id": 131
            }
          },
          "attr": {
            "style": {
              "background": "#ff6600"
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          }
        }
      },
      "attr": {
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          "background": "#ffcc99"
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        "position": [
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    },
    "-23.5": {
      "title": "Osobnosti\nkoncepty, teorie",
      "id": 61,
      "ideas": {
        "1": {
          "title": "Larry Rosen",
          "id": 49,
          "ideas": {
            "1": {
              "title": "Technologické přestávky\nsyndr. falešného zvonění, generační vývoj",
              "id": 50
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          "attr": {
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            "position": [
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          }
        },
        "2": {
          "title": "John Spencer",
          "id": 44,
          "ideas": {
            "1": {
              "title": "Personalizace výuky \n1. standardizace, \n2. diferenciace, \n3. přizpůsobení, \n4. personalizace",
              "id": 46
            }
          },
          "attr": {
            "style": {
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          }
        },
        "3": {
          "title": "Marc Prensky",
          "id": 53,
          "attr": {
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              "background": "#ff6600"
            }
          },
          "ideas": {
            "1": {
              "title": "Technologická\n  transformace vzdělávání, digitální imigranti a domorodci",
              "id": 54
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          "title": "David Wiley",
          "id": 23,
          "attr": {
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          },
          "ideas": {
            "1": {
              "title": "Otevřenost a sdílení\nvýukových materiálů",
              "id": 24
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          }
        },
        "17": {
          "title": "Dean Groom\n",
          "id": 25,
          "attr": {
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          },
          "ideas": {
            "1": {
              "title": "Prostojové učení\ninformální učení)",
              "id": 26
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        },
        "18": {
          "title": "David White\n",
          "id": 21,
          "attr": {
            "style": {
              "background": "#ff6600"
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          },
          "ideas": {
            "1": {
              "title": "Rezidenti / návštěvníci",
              "id": 22,
              "attr": {
                "style": {}
              }
            }
          }
        },
        "19": {
          "title": "David Cole",
          "id": 17,
          "attr": {
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              "background": "#ff6600"
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          },
          "ideas": {
            "1": {
              "title": "Odpůrce technologií ve výuce",
              "id": 18
            }
          }
        },
        "20": {
          "title": "Audrey Waters",
          "id": 11,
          "ideas": {
            "1": {
              "title": "Hack education - kluk co se učí v přizpůsobeném prostředí",
              "id": 12,
              "attr": {
                "style": {}
              }
            }
          },
          "attr": {
            "style": {
              "background": "#ff6600"
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        },
        "21": {
          "title": "David Cormier",
          "id": 19,
          "attr": {
            "style": {
              "background": "#ff6600"
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          },
          "ideas": {
            "1": {
              "title": "Oddenkové učení",
              "id": 20
            }
          }
        },
        "22": {
          "title": "Mishra, Koehler",
          "id": 58,
          "ideas": {
            "1": {
              "title": "Model TPCK\nKompetence učitelů",
              "id": 59
            }
          },
          "attr": {
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              "background": "#ff6600"
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          }
        },
        "23": {
          "title": "Tim O`Reilly",
          "id": 62,
          "attr": {
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          },
          "ideas": {
            "1": {
              "title": "Autor pojmu Web 2.0",
              "id": 63
            }
          }
        },
        "24": {
          "title": "Eli Pariser",
          "id": 64,
          "ideas": {
            "1": {
              "title": "Internetové \ninformační bubliny",
              "id": 65
            }
          },
          "attr": {
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          }
        },
        "25": {
          "title": "Seymour Papert",
          "id": 66,
          "ideas": {
            "1": {
              "title": "OLPC, želvička,\n  logo, prolog, návaznost na Piageta",
              "id": 68
            }
          },
          "attr": {
            "style": {
              "background": "#ff6600"
            }
          }
        },
        "26": {
          "title": "Sugata Mitra",
          "id": 69,
          "ideas": {
            "1": {
              "title": "Díra ve zdi,\n  vzdělávací technologie v rozvojových zemích",
              "id": 70
            }
          },
          "attr": {
            "style": {
              "background": "#ff6600"
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        },
        "27": {
          "title": "Sebastian Thrun",
          "id": 73,
          "attr": {
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            }
          },
          "ideas": {
            "1": {
              "title": "Stanford um. inteligence\nMOOC Coursera Udacity",
              "id": 74
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        },
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          "title": "Salman Khan",
          "id": 76,
          "attr": {
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          "ideas": {
            "1": {
              "title": "khanacademy.org\npřevrácená třída",
              "id": 77
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          "title": "Terry Anderson",
          "id": 78,
          "attr": {
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          "ideas": {
            "1": {
              "title": "Teorém interakční\n  ekvivalence eLearningu 1. student - student\n2. student - učitel\n3. student - obsah",
              "id": 79
            }
          }
        },
        "30": {
          "title": "Tim Rylands",
          "id": 80,
          "ideas": {
            "1": {
              "title": "Hry ve výuce",
              "id": 81
            }
          },
          "attr": {
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        },
        "31": {
          "title": "Robert M. Gagné",
          "id": 82,
          "attr": {
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          "ideas": {
            "1": {
              "title": "Domény učení\nprůběh učení",
              "id": 83
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          }
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          "title": "Richard Foreman",
          "id": 84,
          "attr": {
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          "ideas": {
            "1": {
              "title": "Tradicionalista,\n  the pancake people \nčlověk se nekoncentruje, \nod jednoho k druhému",
              "id": 85
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          }
        },
        "33": {
          "title": "Stephen Downes",
          "id": 86,
          "attr": {
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          },
          "ideas": {
            "1": {
              "title": "kolaborace, kooperace, \n7 ctností účastníka sítě",
              "id": 87
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          }
        },
        "34": {
          "title": "George Siemens",
          "id": 88,
          "ideas": {
            "1": {
              "title": "duplikační teorie hodnoty vzdělávání, \nznalosti mám u kamaráda",
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          "attr": {
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          "ideas": {
            "1": {
              "title": "Technologická inovace, čelní uživatelé... \njsou nuceni vytvářet výrobky",
              "id": 92
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          }
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        "36": {
          "title": "Sir Ken Robinson",
          "id": 93,
          "ideas": {
            "1": {
              "title": "Nastolme revoluci vzdělávání\nškolní instituce blokuje náš talent",
              "id": 96
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          "attr": {
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        "37": {
          "title": "David Passig",
          "id": 97,
          "ideas": {
            "1": {
              "title": "Meliorace jako nejvyšší vzdělávací cíl \n7. rev. v Bloomově tax.",
              "id": 98
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          "attr": {
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          "title": "Piaget",
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          "ideas": {
            "1": {
              "title": "Člověk je vždy schopen zapojit se do poznávání podle fáze vývoje (období), vždy je senzitivní k něčemu jinému",
              "id": 101
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          }
        },
        "39": {
          "title": "Rogers",
          "id": 102,
          "ideas": {
            "1": {
              "title": "Difuzní model, inovátoři, opozdilci, \nosvojení technologii",
              "id": 103
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awYNWsm/d2jq1QSvpCo2+Kh4b/8AA4Ge81GaEAWU7kbUICVAqvLlIY/i+HnhLdXGog+mYZRClVJLRkAE05V5r8PHIl5iv7UW08M0bAiR/QYkIBT9vlT/AHZXlxd/jjyBt5me50+aGVKmG4hniYkchGrIrKxH+VGmeoEcOiupqrAEH2OOzZs2bNmzZs2bNmzZs2bP/9Ls2bNmzZs2bNmzZs2bNmzZx/8AM7mPNy7U/wBAjCk1KkNLLz5/yfZ/3X9vOa6mlJW9XjJ6ilpHiUbtUtzaMH7UahlduXBP8j+9dOx0+IK11d1iRELMSRwLggryqQ3q78vTT95g7SdPvvNWsQWRUw6alGKD4VC0+B3J6tJT45v+emdd8qabpmn/AFm0s1kHqO93IzgCNFf0xGn7PD4T9n/jJkr1S4W2W2CoJGlPBATTeleX+xUfFge2mhtlLLJ60j7UK0qRVqdf2OXwL/J/xZh1G5ZK8gR0quKUIUCtSO56/hgW9t7qSMfViiyK1RWo2PWjdmwtltdfSFTEUll6sC/Grb9G4n4cqfULrTvTiuYXJmNFlQ89/Cgq/L4ft4omtQHizTE8qfC1B1pvXj8OWdbsjMyK3OWn2F3oDv8AZXpj21SOKHiqStU7N6bAb71Wq/Z5YSXOqTycki0whQK8pyFqpp/O8X/EcjfmVLO7sbpL63NsWjYrcRMWClRyqUiZj8fH0+OcajiVfXiqQkykR70qwPNeh4svw/zZ3z8p/O3+IdGFjeuP0pYARsaU9WID91L/AK4UcZf+Dyf5s2bNmzZWXmzZs2bNmzZ//9Ps2bNmzZs2bNmzZs2bNmzZx38xrgt5suOXxGGCGONDUAjebjT7TSc5Ph9PINJaQXAl1C/eSG0hIVioBqVPFdx/uxv8+GC9G0D9Ozetfh0063DCxsoQOUj0MlJZW4pCihP9IZvi/Y+D976Uq0aeSS41lVCW7wyx/WUjXjHRhHYWWnR/a4I9fq0n++4kl+Dm/wC7PLHWrVvrt5DGSsc7vcy9fVljZ40hgRKq/wC6Hxf5fp+mmHb6ktyLWeQfv0eQM1KFFUUMHpJyerVV/gV/V9P+TAkBm5iR5AzuDs68SqMWj4j9rl+1zyUwTQWmnm4uGKqg5yk/0yN6t+aXl3TSy8ZLmRSVZYqGhoWTev2X4t8a4SzfnroEbcRp90QOpJjHejbc64daB+a/lDWVVWufqFySB6N18O5JHwyCsbfzZI9QubcmKNmIDFW5j7JQnsy5G9SdrbV7aJII5I53YKjorDaQ8j+1/wAS4fusQttctYwGk4Jbh3MsigRhY0k9NuG68mX7X+pmn1BluHjRy8hdgWTcClP2Ebo9fh/69vka1H8wtKsLieCWU3F5GeJhhTlQj7ahj+6/m/3ZkQvfzJv5Z+SWQW1BYBWNCy9ufAfCy/F9jI5qmsxXs73CW6wNJUPDQMhBNea1+xMzfbaPDbyLrB0rzJbNCG9GYt6kkQpJxdeipzCN6L8uC/8AE/7vPTNtPFc28c8TB4pVDIwIIII61Wq4rmzZs2bNmzZs2bNmzZs//9Ts2bNmzZs2bNmzZs2bNmzZxL8ylc+cLpRGHYxQsrAqOI4qhYsfsO32F+HIbcynV9ShsrMA2FqyqzDdHnaoX4yfjj+H4Pi+OON3yaaJqI0nRLvUbX97eR24jskU1NJ5PqiuyU48xcSSTfZ5v8f+/HwNpcL6bo9s9SH1A2ty01Qxb0GvGQv14yPdejzk/wB1ycMBfWp7WwsdIVPqs1vNKLmSlGEkt3JDzZNv2ILdI/8AfmdG0lHGm6eKJ6zoDI3IA8lRYzzkXiV6fHzWX+7x1gIxcLcOx+qxxq8jMTX9kUJ/mVgv/GTGT2M3mG8Ns/OO2herr8aj5yD7KfCvwRcv+TcuL3Nvo1pMmnadaPqOowBUmt7QqPTU7xtczPwhgVv99yv/AMJkc8zeWNZmsp5m8sW1xRBx9KbncClfjonp+rIvL/iz7H7ecav7VYbqeEQvbSRE84JhR1oK8ex5f7HDby7531bRJlV5Dd2QYVgkYtxA/wB8M393/wAb50/yx5gOtveeZpVZILYtbafbkrvLIg51ROLPwSREj+L9uZ/+MYee3u7EtHqJUSEMBcAERuWU1kWv7Q58eDf6+c51bXNe00/olrlQYU4NNCeRdG3jb1G5MrqnFf50wb5S8malr0TXss5tdPPL1LhiCz0qHbkxVfTSnxeq38/DJFJ5R8sJG0em+YUkv7cVQPNHw50AFIXi4uvL9jIhr2nvYyTWeqov14IJbW4QcVkQ1PJqn7W32eOEmnzXcF3A9kxW5DhYiO7NReJ8VbPS3kCW7m02aSWSB7dnUxrAahZeP+l/6vKb4/T+CSOT1PVjyV5s2bNmzZs2bNmzZs2bP//V7NmzZs2bNmzZs2bNmzZs2cN/OiZrbW5Y0Ribq3iLN0HWRNv2m+GNv8+eQ3Qb2z0qymllHO7iWSQR0/3dJFJbWo/1LeOW4uJm/neCP+fJF5YuZrywuIZ4VS1keyigjBqfhnkkuOUjfZf1VeTJPdaXA1nb280gNxDdta2xSvEwzTTrXn/J9uV/i4fu4vjwp1KWyvfMOmTowYXNbm5gBVyI5b2e5jif9gepJMvHl+xPHk/0jU9OljtLZpkimtuKqaCPcFoWpGx/3b6bt/m+Fd1HLbxCMTQn1iBDF6vpCV0PNKMfT/cwunpS/wDG+A9S82+aJrtPLGnwWlvqFyAstxbzm4NvGwo007iNI0+I8k5v6sn/AD0yP6h+YkPluxl0HytIqiASPNrFwjSvd3RbjOYKViZuXxfWZv3XwcEj/u8L/KHmXz75n1O5tbfXpIruK3a4iikRXikKMivEygD0uQflzVMWvdLtvNl49prEsekeZIgKE/3csQqA8PRJUVw37v8Avov+DyDa55evdB1E2OpgIRussZ5rIp+zJEf5f+HT9vJH+X1zfaZdieS3mubIvzghUDiZQOBlZZGVYv3bf3jL/qZ2a60TUNY0xpZxE80qh4oJTWOv2o+TKrf8Rzhc9m8Pmm4/xHaMwsArXNsOEZkPJIYjVBHH6bvNG8jfyfblyVanpOtazbahJWNLXSzDJBp1s6vC0LFWllmNr/fqEP7z0m/cpz4ZD9N8s3Gpa7HZTqqtLOplS3FI4oSRLcTu32YIIoPsZetWF/aae0TO97ook42F7QhFlFf3UTv9uP02+Ph+6R/+LMjyqUVWaoo3IjoaAhdjnRfJWvXNjftNYSotyZklu7SQuGuIq+jNNs31YPw/fPzaT/f0Hq/3ed/RuaK9KcgDQ9RXHZs2bKy82bNmzZs2bNn/1uzZXfLzZs2bNmzZs2bNmzZWcp856FNfXt3c6uxPpxvElzD8ZEFfUWNIEA4ScS3+7vT/AOWiO5zl15b27zRRQQzWmjzIZ4nuDxkn+JkjnYAcPSV/3aekn7Hwfv8ADC91KCJbXTtLujHCEja6ldePH0BVLbk3HlLF6tzc3Sp9u4ufqsXqfA7n2leYJr2mnxRyRwljaaZHMF5vyHJpJglOH2vWdv7tPVl/eelFhxNp2ly3EmqEAaLpMMTWzHjS8ng9GG3igRSjyer9Uij+JP8Aei5l/wB94baDrEFnqV1bRxNI4WNDIzKd44o7Tuefx/V/U5f5eGPmeSz1GxRdSltlRwzQStbmR0NeKej/AKRy5IzfHInDIhF5a1y5sjpOltFYaVcFHuL11ayknIWjjhLLd3h5q3xvLDH/AM9MN/8AlWmnz6RDYTwSNHA7fUr21eK6ZFkYCSKTmsAkj5L6n9z8H7z95m0u307yK8xstKuZbu4Qma+ungjKxD4yFjh9RYYSy/Y9L/X/AN14Bksb+bSbnWbi1gGn6wVeWJrqZZ54q1EA9OOKP9qVvgaLC7zZZx3NzpNwYwDZuix2rM71iDpx5NIG9Rmj9Llk7i0OWzkYB1/fblivF/5aM3x/6qcPjyUaTKWtzC1OUJpsQ237Oc6/MyL9D+YtN8xJbC4jb93eI24kjA4yQ/F8Kl4z+7/4sTnkjbTdFu7a29BpbKS5QtYX6mob1QT6M3qeonN6/vIpETI9qegec7WUw27WbW1aSzGCEh07c0mRkXj/AMY85750lv7kE6tqCTT26cUsYWWTiylk9SX0WaK3RVb93F/yTjyOXWk3Nstr9bRoluIzL6h3+Gv2iR0+1xdcPfLVq3OrM406asaSqBK8fLYtw9OSOe39ZG528kX/ACKneHPQPl6/aS1gsp1ZbuKEFmrzRwtFLxy1bmh5KyM394mHObNmzZs2bNmzZs2bNn//1+zZs2bNmzZs2bNmzZs2bAuocxaSSRuUeJWcFe9AfhagZv8AgfjyBavrmpW9lNPNf25lVVMdtHD9akeihuLyRwyCJmUP/fRv/wAWcM47reuteS3Ulzbs+pzFhJeTuZXC04LFFFSO2gjjT4EkSH1P98+lgrRdBulVLq9tpzx4LB6tYI1+NWKr6lJrlt/7i2gl/wAjD670i4top3I/3K3i0uVakItbZuX7iZ6O8V3fcuU1tGv12WH916Uf1r00MYtOuDZR3Wqq8MMBjlsvWZonlkjDCOZooW+FP91QWaLH6SSf3nqPeXGAtJ1j6pqlxZSH1JZFSRGJDVcj468aKipx4pF+xGn8+dh02CO90yIyxVPDZ2FNyvHkvE/Zwvt9MvYZFLhLkfEKGJY3pQskaKE9NF+1F6i+n8H976+GFnqMlqFhuLRo2auwbmR/IXoP2/2n/wCDwt1YaZraqZdOnvZ46hbWsiQlgekrDhGev7eIXVzBa31vNqsYuLq1NbSytfijhA+BGYf7+Tlw+BcV0/ydb3moy61rluPrEj84LRnDogBBVn4hVb7HPh9n/fnPD6eRXWO4HptEhIBYVPIclblyaPjw/wBm+I29zCkqTiSkbkxrGoA5f5dKu395zws/MiyiuvK1y0vL04Csr8K8iv2TxKqz/tcvgyJeUNbsG0iPSLqdTbv/ALzO3P4XPxtV3Ccef+6/+SeGV5PPayw6TPHb6rDMhMJuSY5KKeZSaYsI5OC/vf8Afv8APkL13Qru8ure3uIbXT9MaWQGG0QxKZaFYz6vENPykZPTT95J8eJ+ZLKW8sbizuYD9btaSxSqQC88SlLoxx0+KOSGP1OLf7vyI6JdX1p/plqxVrZkMrsQUEUhT4mX7XDmOEn2/T5/78TOzaLqOoSSaXJaxLCsU31aVEDTL6Zc/WojInJY+LfFBz9Nf3E8fOX0oc6NmzZs2bNmzZs2bNmzZ//Q7NmzZs2bNmzZs2bNmzZWQPzL5rvtLniX1xDI/KSZGTkoV/3dtbr9qWWVfUhkkWBP7yT++TmmRgahFrEa+rZaZNDIwji9aB5HkNeEiwm3kW4mVPs/XJf3KP8A3fPAGqaJBa26iHS/RLI0Av4IPWWpI5N/pks0vqcfh9T/AEmWL/dXpYRyOkNqqabJqN7dH1YmLr9Ut1PEfDGyu960UH7aPJDG/wC7/wCMeGyRLo9qbsSzm6bipmQNGY+QPG3Rf91+pxkb4o+UkMcsno8P3GGfljWrOMRNqVq098UZ45XcTtJFRo39CzVecEDlfj+sN+x+9/c5H1lsLzVTq0cSBREiCEhuLo5K+oP8pFDx+ov+XnTvKWroD6dxVCtVjB6bjl/wHH4cmMNzDIvqK3wsSoJ6HieG3+TyxR2C0JFammFTT6jfXHpQIIrVaiSYnc0qrJw/1v8AK/4h+8HWmnWtozyRIPWk+3KftH6cVngjmADry4kMu+4Zd1YfLCh0C3Rjdv8ASJg44jdQGP2g1B+wy8uWBGRVBSNfTt4WZEPQAoOJ6f8AG37eG19brquizwBRS5hZUDCo3HwGlU/4lnKPLE1tbanJaTiO3m9RlSBwKsa/H6XNP+AyW61pBuk5xQ+rdQfvLcBd1ftIsg40k+H+bI/PrINtBc3JRzHXqu6ycuCyKvDijcxyR+eFd+0n1u3n+IhoyzSEqsrkqxI9ZTI3J4vtp/vvIH5cu44LyWaf1I4Xja3Yx1JUEV9YMFP9xxSWTh/yL+POx/lfd3FqstnqHBWuQksDigV2fm3KLiqo8d2q/WofT+x8cWdIzZs2bNmzZs2Vl5s2bP/R7NmzZs2bNmzZs2bNmysvPP8A+ZJvBrEtyDwt5ZXFtyapaMF+Vz6XxusUTv8A3n2f8v8AkLtJ1e20yytljdjPcQiSa4UGpjWcWnpt/vpIrZJHj4/79/35nWvL9xb6naF5iXt2RUgt3J2WdVe2S3qV+KSNebS+t/qf7+wxbRtLS/juHd2dG4xRtI7Ro4+JYlVmk5yq3xJxyC65qtk0/wBQ5i20/wBf19R1e4Klm4sVlNpGo5TXk/2PV+xaRJHDwi+xkGsVP1WeQXot7CWQo9Hi5uqty9FpZm5rE3P97yj4Sf75ucqxvXm1iF5YXkub24AZeTOFVVWJDxkUfEvP1P8AU/3XDk6lie3u/glWKdmZnZ2oqg78ELH7PH4skGnajcSK8S3KqyGnoOK/ulHJ5OR+16bN6L/7DDbTvM5kSMyJRWopdqnlIQW4rsv2I1X7WSC0uLdokCMpZgCQoPVt/s/aX/ZYu7MB8HXalemA9XvzYWD3CjlJVVjT+ZmPFVwC2mTXEZnmf1JQCyyIx+IgdEVfhaL9lP2/28T3S34XHJAkdZKKVYtXan+qSnPBeg3FvcWckcYAVXaqgk/CxJ3J/wBl/q5z7zP5N0S91TVZV522pr6d1DNGW+EsHUqqUWNecqfEv7x/8vL8r+Z49R0JLq9Xkyo8N6QN/USg9WihZfjVll+H9vCm4W2e9E/omWJZiDZhiGKfCUDepKJPscZP9fnjvMepW0ejxzQcg8C+nCS5Eg5nj6ltGj78kkeGX4/91w/HkAt4pbe6DxVe0letszikDslP3EgCuqzJCWik+P1E/wCLU/veueSr8Xj6feJAUgErQsixKvFZQpjqAvH0frECTerDwi+sc/8AfmdNzZs2bNmzZs2bNmzZWf/S7Ll5s2bNmzZs2bNmzZsrON/mPpQgnuJ2Ef1m5t5aSMPiRiq/uRI/wLGkXJI/+M/8+c2015Zo0tbMxpcM6xxGUhgOQb1fiIb4JpHiVF/399jJX5T8xJS1tZXMMtpasHmDEcZY2WCy7t8axvKn2f8AfeTDU/M1pPolnLbFo1RIPVlLH4IriZrWSdnBDfvRFx9X/XyGyTwQ2Ul7PGQyRgXE6ASNLPIhmRLXnzW2j+OX98i/6PBazyJ+/wDq/ph9Kiu20e0ukggi0tgwZyjzD1weI9ZaNGvqzH1Ivg/0f+6TAM0V9bav61zF9XdQtHHKONlU8JJ4vX4O7vK/x/7PJ/bx/pCK2uJVcpcfEUQVJLBvsr8XxPXiuKSXF3FKyojgyEtMyq1FoK7Ny+H+/wD+Sf8AkYrbJOKvcGQBUJj4qQCzceW9GWrx5JbK7Zbihb41AWpAUlvs/CzcPDj8X2skFvMfW9MlndqGp3AFB4fCv+r/AJoEmuEutchsiFeK3UzUIqea7cwyn4fTYqvFlwvuvMNxoukX0l3CZbiwZyka0LyQg1WVE5cn24/F/wA0ZG9S8669e6Wt7deWr2z0pB6s9xzWvEfHz9FvRleH0/jx2i+ctPtrR7mznieFiquoJYmTh8MVBx4/En2vsZzXzD+Y2r6lq001tO0FoxAXiBy4D4t1+IKxdv8AjTBXkKSWWG/SJAGkIepG3xH0+tf7pVH2v58klvC9izfWXbkJaFfU4syfFGUdlkZTKG5/6kfqfbyM+fI2tbGw4MjlmkbfgWAUoVWlC3ArJ9nCjy0pRXezueN1GokkiorAheXqFreWsV7b+hJ+/wCLx3EUfq/uXg9TOv8AkOf1rxry3tVijU/VpreEcUBYJ/pSKzfZT01R4v7745Jc6LmzZs2bNmzZs2bNmzZ//9Ps2bNlZebNmzZs2bNmzYjc3KwKNucj1EcYIBYgF/2iF+yuQDVLiTzVaejcGa2tzULRvQJjehM01PUeWBuPC2tYonkf+/nmT/dZFfeQITp8MOlIl+VjMqws6QlWZqGf0rb9/dyJH8KPJJ/xg+3kO1Py01pcCKRZJ7yacTXURV4wsUY/umZ+Xp82k/3f/dInqft/vFdJt9Tnv72G3XhFcrHb2QJqEiEj3AaE/ByS2SOWSNv99p/xXhVrl4IdMsdOspHFuySzkMQarLLJGqt/rRx815f7p9PL8p+bL3yjfTRzQGS3kA9S3Y8WViAQ6/s/En2sHa3r8Hm/V9PeGBoLivouzk0kkkdeCxopb4kX+V0f486T5dKW8MNnJtcWgAm50qH/AGzuW+z8OGupwRSN9YR1ddihrxA5cvh41+JF5uvL/izCVeE7wQzKZArtyBYjiVU1C1J+GP7GHFgjAJIPjmLksTQqqmnxMy8ufFg3+TkmS6gtbQSAAu1TRadf8osVGBPLyG4ludUlH76VjGp6DgDz2B+L+Vf9hg7U9K0i/wDTk1GCORoDWKVvhdP5uMqlXVWp8a8uD/t43UdW061tZHnYyQ8RzCKXqj1TlQfaXPNPmHS7aLzCbTTysVpLQQerLHsCB+8uJVpDx5sy/wA/7rJN/wAqevoQjTarbNzqS0PJ1IFOLKx48/jPGT4cRl8qat5euXkhuDPCqMZYJEIHFB60kM3BpPTfhxmt5FX6u8f+7U4SZJbK8gvbYBHRGZ1ia4LPIWY1ZpEers3FkVU+D7H8+QzzuyXElpEbgPKhEcxk5qsRk5ABtqfFx5v6a/sYT6FM1oaseJhniml4EM3oqZILplX4l+FJP+AzsX5cDTYNV56enBdQsYprqNSGVZ1pzpxPwI9fWTj/AL//AOK4s6XmzZs2bNmzZs2Vl5s2f//U7NmzZs2bNmzZs2bNmzYA1tJ30i++rRetdfV5hBGKVZyjBUUmn2m/ys4lL5lk0439w8dvJdQzcbWSaMvwQiNT/vxeSf7zrz9T0pI/7lMV0Lzxp8EcMl9ei1bgzsURpdz8Hp/Ckjsyq3DlJ+75+p6eSpPMvlnXIo7cyyS3aJ/os0YWQyoFVzB+9iflI3Lk0UqfupPsYV63LGs0tw6zVit1YwTvR3iMkcTwhuSenzjeP1Lb0IfV/uJLj0n/AH8B1G9mn117mWOJr+3MgKovFPXRZZF5OpHP0Hjj+rLy9P4E+D+8yNXjl7l6sz0J+N14sa7lmSrUZvttnR/JNtaafZWty90X+uS1gYqCkMiK37xE+00vwLw/33IkcmSTUDfRRnU9OtXaCONRNbqpmb0EjCFl+Lk/pu/rXEfx/wDGX93h/p2oW2rafHJAqyyqgjWVQC55J68iEsftP6a/Czf3WBbuM2/qzSKqopEQb4RU14s3Ubqy8sNtNniiDVjBjUAQrSnfgzNJ/lFPgxbUoLm8lWC0lHKTaaRgGRAvVuLfD8P+z5/yYvqOrwaLZRWdhGZJVrHHtUVRGmkZ+IHXj/yOkT/fmA7zzLBpyW8eoh5r6MSmb0kD/Eq8peAU8kjX444/92P+7/35kL1a7j1a2gleQ20c4DOAzRGC3iZYv3cf2o/VJ+D93+3/AMjYR9Vie4uNQuXMV1blfTtZUqssBRjK3rn1uLRBk+q+r/utP58lUfn63MUAvZI7dHRIFjjRWKyqu9y0EXLgkjKvOP4P7z7H7vDex1xp4bm5WeF71bQm3kcc1VY2HJLvmnHlBK7/AOkJ6jzabN63+63wv0+6R757QokKyygyWyIg4qWZLbeUNxaC4VreOFZP2/3cstv6ORPz6WW5iMMizW28K8QhYqTzq8gMkj+rX93z/u+H+XkdDTxmK5guOcqMeB5FXQKpYMBIqVi9MPG3/FkX8n2/QP5b2FomlvcpapDIZCFYAhgKcvS/k4p6nwvF8HDgn+6cmeXmzZs2bNmzZs2bNmz/1ezZs2bNmzZs2bNmzZsbJ6npt6dPUoeHL7PKnw8qfs4TXd9e20VzJxBuIQGaKMMwYUK/DX+8dvhk9GLh6acPUlyE63HpusxTW1/ZsNTdOUnER8kVjX1Z0WMSxL6nxJFcMnqyfHH62QPUPJOktaRSaVcfXBxDSenRLla/Cv8Aoszr9YR3/wB2R+l8GEmlWF9a3bNbwGajtDHbzuLeQvQc9i3Hnt/dRz88mUFpeOyX11bRRTgqbPTXdQqleRW7njd/rM8cbt9buGmj9KWWOL97Lgi90u10ixDSk3Ew9W5lV0UyepPHd2tg0q0X9/e3F9JfRx/B9Ws7X1MgcVtBLqtz9Tk5wo0KrdMOSqDNGvPjU+ovpJy/2D5MdKmJ1OyYmK2sdMmCRugIDcW4+khoecl43x3H/FMM3/FkmTawvYrfTdN0qO3Jnlkf61MxEaEOzIVMnLnwbhH6nD/dUH7v9jBmh6b9Rumt7GER2k0qC4iX4hHCqzxwhOX7xfh9JPt841il/wCKvUqeWKZ7gek0iWpQvKELMUZRIoSMFmeWNW/ffB/d4hca9backc0iNJbTJyiVOAMjAgdm5ceDf36fBFJ/eengeDzdM5b6uLa3W5BW3CTwPcgbcpXjkb+ZX5p9v/iqV8JLzzFZQ6f6r3UiXNop9S6cyTxupbktsrycHdpGCc/R+Dn6XqP6MeR/VfP9ndiFBZC4vYxzW55IGaR+UsfJgpj42q8El4InOf8AefB6eEs0nmXUbaeYSOlrykf0V/dsSTyaFI1Xkyfv0+z6sSepH6n7yTEE0rUmm/R40x7i6iQyykPyojBRG3xgcFWn7r4v3n+XhXJpWqErOlvIAHC/AGLI/IR02HJP3q8Y/wBvBNlrWqQeoVZKS81mPBWZqfE5lVfi+IO3x/7s+NMP9A1uyS9Q+o8SwBUtpkZuUaRyKSwXlK/Bvgm9L959j0/9+vID83i3DUgKPE9w7NKjliyEI0S8m9Tknp/Ev7yb0/sfz4D8rQyX+vW0HqQ8YPUa1huj+7ZwrOkXhGzvyfnx9NJvjz0j5WsTp/l7T7NldHiiAkWWnMOfikD8ar9tm+zhtmzZs2bNmzZs2bNmzZ//1uzZs2bNmzZs2bNmzZsRuY55I+ME3ovv8fEN2I6N/lfFnK/OnmrUJtUtfL9l6qXShppinEh5Y+R4zcA7Lbxen603/Mv0+eQpL76xI9nbyQzx2rBmupYjNGWA5z300TqUu72eV/qdhH6fBE9T+f6xhtpqXQvorjSpo7lpV5XNhHGltOH5KVDNYyzWvqcC0nO45/yfVsk6R3k1zNb6pYySRyxq0aFIriRqMgjW4tElThMPiflby/VvRT+4gfBFxa66ix29nYi3d4w107Kpb4asv+7LhkTjC397LM/7xPTTIXrrWosRbfWVuLmQPMVjLenE6K0UzxS/E1xcqn97L6kzp+6hef6tB+9icVtGb+3sLmZUtLhEtLmdauYmjkETT7cV4xT/AGf54MOb1b6zknsVlE5aW6AkQ/7sCwxSuyBT6M/pMkj8X9J/Wk4YZ351eNrPVInE1pM8clulSoasstu6S8SWX0ltpV+Hn6kdzN6X2Mk+n65I9w1yA7qvKWSYBqrNNCJV4xLVXeKSWL0Pgk9L636nDJa+ow/WJ7HiJgLuK3T0y4kAbbmrji37nhw58viuMi2q6PHr6IisEeRuZsG5LbArJ9VX1Yrd1aN+Qjk+sxPzSOaR+EmRuLRYJFiggtBbRwylUu4WZpiiKrF0ieS3lk514cP3kn+phhd+TbfU3VJ/UisoW9MSTSCRyWFJRBYRejBFLE7TN6lxO/pf8s/+6sOrHytoGm2vqafpa26+gjSXF29ZRGxk/eXEqhpIfWUf3NuvqS/3f7iPCy+tYNOs47ACs11FHDan4o6hiyemq0R4LX987xJw/vf9Lf15U9SQTpEMUj3Men1vLaKE21zcSKOUoZ/3snLd/Silb0bWH7aQel/JhFexxaalxHeyG2u7WcK8wCVk4t0dG+CbmvH95/vTH/d+o8EvoQkmqyJcsiTWsURHrw3U3E+o5il9QckDP6F79Xl+P93++5+p/e/3cQuJ5eTKsvKJZHYcKKCwKr6iqg+FHRY8WE+o3EIt1lEg+CMQ1HNyx+BBSjTUf/gMPPJ+jh9U0+dOTXQdbgWwNQ6RzqsqMvHkn7pJ0bm395D/AMXZ6by82bNmzZs2bNmzZs2bP//X7NmzZs2bNmzZs2bNmwsv/MOkadObe6uOMwUOY1Vnah+ztEr/ABNnEPMPmNNS1K91aKAW9rqqC0ZAOU6xtJArc6KvGa5SzmjkWL1mh+DCye+t76PhLF9StkJe9jsUSFFSFZGjgSJCrzXFykscfrTvwi5yft4b+XrfQ0lLz28VtpbSKwjNHKRo8cE8k9xN6sv+7P3cMXpeo/73+5/vJrZXenJBKNMDtYpCZldiWkC8o/3KryhigkZniWOPg8MX76R/X+NMT1rV9D+qWmnRxgXF8Elt+CuwMJf/AEiS96u6Lx/e8uD3f2P7jI1qtxa/VUezMaXNwiPc3wChEhmX1YliVT6t1exJKknFP3Hrz8I4f7nKXy3qmu21kNF0sLZWduWluJVWH6w3p/uofSVubetL+9VpFT9i4kweujyR3L3t3C7aaLlo78SDgVcrF6PrKm/oIsUXq/8AFnozPhNqD3txq9lHqKygUh/0ZlEYQRSMno/smP8A0hvRf/l09PEPL1/ZBblryakMkRSJQQGZQLdPVaQceEiSWsTp8X938H7GSO21edbq+lt+JrOpgnShiTiqXMk3FwqFVmkSL0lb7Uf+XhpYyadELi5R5Jbi9DvHDVRAESOn+kPT+VmWWSKP/dnC3+OLAcV3qr6pPcSJG17dSx25diU9KJ1HrQwr9u3gVPjuJf8AeiJf3KfvPUwwvr63l1KBPqjLCggmESpxbf0lhsV4t6a+p6f/AA/7vBtrFaa2BzkF1cwSxXCrHI4QtZxJE32dm9e9SZF5f7o9R/8Adnxt8yC49CO3Mhf1gDKefEUQRSSxs0fxuiftSyyzen/v748LfJk8g1aCCJBIlxHIZnKcVPNXeNGj+H0lCwvaRr6f7tLfhhT5zs5ZbG9l0lxeWCuHaA1JilDq3B4ieaPx5wyNH/e8/wDXzn2o6jOkLCPiswcxM0dArpwMkUqem3NOCNyif/iz7fp/u8AXWlpDbyETCR4OHJVNQPUFVeNvsywzJ8cbr+8T+7kixO0hVZBCzK5Ygu3EvGYWTlI7P9pfQ/mWPnD+8/kzr/5daY0Wp2VxdChRX9Bk4vGJAv1W4PJPhjaf9z6nH++uP33/ABbnW82bNlZebNmzZs2bNmzZ/9Ds2bNmzZs2bNmzZsrKkkWONpHNEQFmPgAKnOKvdC/u9RuJY4rv6zNK0MBlMrr6p+GQQxiNEaBeKx+v+8/d/wAmRXWbGWIScFZxcFVZiA5DDgrbfv29ZODfu47j/ffoyfzkN7ql1eGSSdSbo8f368QpRCWHqKqc5H/nkeT95/u7nLncvyx0axuvJumTyosqOJXkqAeTMXtpYJAV/u/3aSfaybrpWmrGYltYhE0ZiaMKApRjyZCv2d2OPSwso5zcRwIs5XgZAADxFPh/4RcKb3yboN3dW9wbVImhfm6xVQSUSSOMSCMov7v1eSt/sMO4oo4Y1iiUJGgoqKKAD2GF+q6HbahHKVJhunUBZ13oyn4JDHXg7r9jl/vv4Mgmo6bdQwiLWFj+tW7PLFLzCq8lzIpT7R+JUZbiP/iz1IovTSThnNBZSabdtZXUpDKUCK4JkaMsFuqhaov7xfhjfg/pR4q0EzcLq2LNAWLtAo4x+q0Qms7eGP7fpSTPLz/4xx/7syWeX2hexkSG5d7hLi1ihkkJNWZpkq3xlXdLiWO44NzT9ymSTRoTJdXsoRJzW6j0tloWdhMbZZU+JK/7zSSz/vP3fqep/uzF7iB/rtnplkHuBIVlniI5Kq19IzSyUR+DMn7ib/dcPP0o+ebQRJod7d28tQwktgqEcE4E3MYTkoEfBf8AdX+piuraw2oWkaW1svCdQLm64sYxGq83t29L4peUcj/uF/ezep6UKep681sUacZxr9lK8ctmvqR28PrcmJdluJZ2eRF4JPN9bT938aQevNw/dYZ61YpDptwoh42sqtBqEsaiOeGUhlFyzLyT94skf73j6Sc/V/us5DqVqtrcNZW7C9EM07O8SD1Rbm3jt3P2ndvTh/ePD/xXL/uv95hPcaQrq8kFyjPGyRyWblkmUE+nH/eLHG//AAnD+TBtjbLBoN487qtvJKBHDKB6gZXRUntmIKN8Pqx3HNY+Xp/5GdX/AC2hl06+/RNxV4TEbi1f4juJJYfiqsbL/dO3CReCfueGdOzY1nVBVjRe5PQZufx8eJp/N2x2VmBB6ZebNmzZs2bNn//R7NmzZs2USFFWNAOpONEgb7G/6/uyjMBL6XE1py5UNP8Agvs42WX01DlgoA35CgPfrjWnRo6OrDkNxSo267/Z/wCNsWBACgnc9MvLyM+fL6W30J7eAlZrxhEJKlQi/ad2lqix9OPJ3TIJMmiWsBtNSs4Rz5em8zGjzkcii3jNe2zTyf76mlgf+TIhcC7mla0iS5uYRIQ0bqwnhK0b0JJnb05oYW+x/pn++/TfCDUNOuEun9IPxk3CMeT8n+J+e/N1LL/ur1/9f1M61+RmtBtMvdAm+Ge0f6zACalopfhk4f5Mcy/8ls6rmzZs2JSW8MjiSRA7BWQctxxYqWFPfguRPzD5MszbvdafEFaNWeWE8m5BRyVY6f5P7v01/wB15ymdJbSOWxskYfW7hXmBP2DH+6jtI2kIbn6lu6J/xXPF/uvFLWzvortLe0VbdI7pS00MlF/uvQmVBJwRZU5T3PrM3+jxzRf7t9P0595a1G1jb6nbyxRzQO/1q8pxK2scy24it3pLxje45fbb9j4/3n73BdtdzF0u55FjkeP1miT4oi6leMXw/srIGl+H/fOGtjbR6jqkk9yjFF5emP2QVKcPUdf92M3qTxRf7qT95/uxMVi0kWzqtncrS2ZmjtaLEiBhxmLIg+P92fSh5/u40f1f3r4GtoiLmwSKZZXMslw14TyZ2eNo5miUrxaBGkigV/5PS+38eFmvXUsPK5gcPaTScLppKqpEKSSRPyB+L1Zf9H48PSmyNWkGpG3hlmt14PHJMHkKllNrJ6cMgcFJOV1JPdxcW/3/AJBJ7e0tdQmaYetFbQRPLMYqqXXs+/8Auq4eC1ZF+CWL+8+P95hYLa6ulksN2ZE9e1UISsnN6LxqqyR+okj8ef8Auz/XyQ6Z501Ty7dWEx5SRWg9O5hkX4gJwGniWR1ZYbqJwz/Z9T9iX9uPOo+TvzS0rXLaSG4cR6nBX90aIZ0B2lhQlvj9P454uf7r/jFkytr+O5YGJS0LD4JRWnIfbjkWnKKRP8rGF4YpC8nJJJwQEk6fCCeFRyH+UmJC/iNTPyZQ1Y+I6FQdkoFaT7H+f+6mLeHnI8JL8yvEPVftH7Kj+92/3Z8H7r/khgyZg0BMp4MPiABPIUBO3p/Fy4hvsYnBxktAjVMbDYrUVr8S+kQf2f2Xi4L/AL69P7GLpI4YB14JSnj8RPf/AJq/b/yMXzZs2bNmzZ//0uzZs2bNgaeUc/RdHCOPhlUErUU+0y/Z6/tYXXDSWZEsO1qqDi6jmvL/AFVP/AqvoJ/xblvqqqVRmEyOhZXQ8STX/dcgKp9n7P8AycwJ6+nDkY5DFGyMSCNuRHLk0KlUb4vtukfx/wC/cqPVeSEidJTIKenyKhh4xhviR/5kSXNb3tXCtKRGahDLQj/KXmvo8Onwen/yLw8tZgYA0lFH83LkCDuCH2xWKZZC4AIKHiQc5H5t1DVdU8xXYtj6sFg5jWEtQRrGzRG4CenIj/vlmXkySP8A6mAZtZjeQWeoyhlRXUVKyLNGorIOIESyyR8m4wf3vD1PR9Tn6DiU07Q0jMGkXMEsiJ+7kWOWQJyFPgkvLhLS3l/yvqk8kP8AvrAFz5Y1CezeS3Fr+8DfaZuWwo3oukNn6jcOatwiuJv99f5cYstRvvKXmLT9WYN6sT/6SnaWCQfvBG32ZPg5J6n8/ozf3melLG9tr+zgvbVxJbXMaywuO6uOSnF82bNmzZHPMvlW11OESQRBLr1Ocjp8LPVJoQzH9poGufrEfL9uPOdaxavpkEiyxyw3PqrHKrU4pM3GSFkaKvKCTh60fw/G6TJ/uiTCq1vjpLpFcKyJqKvDzQCRwpab1eCyL++4yzxXHowx+rJ/r+lhlYXJ1GzaOVwLpYyW4E0EgZYJmRlD1t2knt5v+MF76/8Aul8Ev5k1WadNTgdAka3Ej7N8MxKf3ifY5LwS44N+xH6eCtS81wQxLa2khNsA9HdhJLJ6cjW09x6y/a+sfYkj+wn7vDi78xWt9fTpbs08b2yLaTQAJx4kyyDny/nWL93+36MkaY0/VLrTZ1jjX0IXtZrmONW9NSpdJ5I4t+SyxtzW3/b/AHqYG1CeziuLRpozKjxSWDtCvMhZG+u208deStzUI6/Y+CSX/d0ec+8xHgjrGrTiMIZ44jxgeFSY6qUdZFVfitb6T+79SK3k/vYnjjCCHTltEhW6Pq+n/o7PRibOfm55Iv7cEn8siejPF9h4J+cM1tdDWeBDeqt4up6fD9b5EPIJUKiN5PTq6+qn1n0LiT4/3H88X7znXmTQr/ylrST2czrAJDLp16po3wEHgWH+7oK8JMnPlj8zrV7ZYb4tZ3zgRyemvKKQN8PqxIA3oP8A8UceH/LP8H+hZ0PT7x2ljZ7lxJxMa1IKHifgEnPlx6/3n/I/1P7zBF3BcSyMGd0mY7MpoCCQv7xVZOEkfL4ZEb40/wCLPRkwNDOoBjuJXDLxKTpuVcUr8TM/qKxfi0f+7P8AkXJPp7uVGMUh+MkETxkfGAAYzJy/a+H+8+D/AC/jj5oml0xiZHlZGVqiXlUo5rxnY/3ix0EivJ/kfvv924LXVLiCaT6031mKv7pglGqw/uqpRPj/AMtf+Rv2MOYpgoX4iU41apHwdDx2Lcv+CwUrBhUfSD1G1aHHZs2bNmz/0+zZs2J+tEW4hgTUjbxGxGFN/rqQyNBwkSh+GVKNyA/kqCrftck/ZT+TC83UixrGZ0eHlxjkjBHFG3+L0yfgb/ff73AzaggjaGZ3dWqOaE0Br8MiuCvPi3+/FfEmnbjSN+XEEOeIUMR/PHRl5cf8jAxf1WHMgV2VTStRuo/yWxzVb7QJXpQ77A+PVl/4nl1KryC8o+jKSaEe5/yf2v8AgMMYb6VY0SKQKePFEHj9nlviN9570XQo2W5V3u6fBZw0Mjf5ZRyqwoF/34/+pnO9K16G9e+u9Qa3W+E8tyhdpIWiS4Ib93JFLBI0b/8AFcv97/eQ/wB3JiWso09rBcxyAWzsVe4WQXMBINImE7gzWk0Mn927+pD+w95DhHpmsPDe3RuHaSKFlhihgCo25Ytz4PaTcNmSWX1E/wCLMmmj+ZYNSa/W2Qw3FnG8jxFzPFNDxElxGyTyzyLPboG/u5PSm4SR/wB5weKCa1exXE01va278L5j6SyksEQcfSulCK394jfGqf74551b8l9Yll0SfQbs/wClaY4eH4gwa2n/AHkTRstVdA/P7P7Hp50nNmzZs2bIf51tG+sw3sTKpSBxd8y3AW8bCQ8uPWQyOvof7s5/BH/uzIvYCwvNNthOWe9WZZrdeB5GEslnI3BKNLKjzK83D+89PDzS9M0+30aQiNoy9ZZWYklkXjDNLE9fhl+KH4k/vpraOTI+NKuoWmWJTLJexXD3MZ+BDc0QzceI/dxx+kz8P5/X9Ph8GEp8v3GjSwCeP1DcRCx9FgGKXKh7ir7gKt5+7m+P4U5y8/sYO06xe3uJpLeCZVnkFjET09aGSVIpV/aKiWP7HL/fH7ceKanfTQai0tjEsdl6KxXcRdmlcQxidWovxSXEBlml/Y5x/u/2OeCnJvIoGlZZPTjHp6ippGEVm9S2virNFHbSsn+9H+6XuILr4E5pFHdatrmyv/rl8I1heYtDRgjQTLEjXNvMVZkmiv7aVLr7bpefyfvMjkzRP6S6eitBQ2271UM4S7QlDH+6/fO/2Pt+k/8Az06j5djtUkmkZWBnkhLNzX07eQLOZY0/bj9OSVni/wCMvpp+xh1r3lfTtXsbizvI2WAgnYAsku4V4P5ZPi+D/gM89ano97pt9NZ3IIkiJHOmzJuBJ/s86N5Y89vc+lZ3sax3DKqeoxZ1ldV4fG/2opp6ck+363xxZOU131kW3n/ewIw4Fh8XUUXYeHw/ySf3X+phdQzrIrN+74lpBWhAUc61HFnR/wBvh/P+8/dyfA6KeGRFiuKRbgiRiWVlNaIyx/yN8XLnz/4njmeF0EjzK8q9K1BpyqPh+x8VP+Tf/FWYkRxr8J+AguhCksG+H/KX4fs8P+A/5eVbO+uLd0clmtK8GqTRTSvFq8viZfj5s3/FnP8AvHvDOHUA1031RgIlJLRt3AqG6Bn6jjx/3T/lx/uIzqGeKdOcZqOn+f8Axq37eKZs2bNn/9Ts2bA925EfpjkGkIVGU0Nftfa/lVV5NlSootmdAH+D7VKllp/kg9f9XI5JeRGYRyPxccQ8SpxLGn2ay/u3kRf7pJn/AOjWPAV19X6W89EKB2ibkTzP2qLRm4f8jP8AfcXpx4gKbcN69AxANe/Ft/iX/J/u8Sf0yG4H41NOJNG8QitReXTlxk4f78y0ZCwUgpTajDb2/wA5PTeTFF5dACAp3JOwPzHxJ/xDGz3UNnEZ7h/SRNi/j4KoH235f3cf/EMjdzr99dkvbBbe1IoJCOUrV90PCFX/AJeP+v8AyIWTWNuA8iMVkf4pHp6jNXo0m38382FF1aGK6+v2gIu0qpRTRXFKMrq/E8Hp+y3wYX3Orx+uwWBIZmDpzhPB1p8DrM8Mf1a6R/sPHNA/wf7sj54raf6bINV4NDKoZC9AfVV/U/euv7VZP9H/AHkn7z4I/U/byQwaHezIs1iwnRkMcsnxyx+mR1T0lWdVXhw/vPVh/wBfngKS2ktbu2PovHNCQhdGUq8akHjGwMbu/wAPJYHhT+7/AOecci8uSRaR530u7jnX6vqqvAFRiySRT1lQxs3Fv3OoLweJ15p6udlzZs2bNmyD+c7WZke3kJmNzNG1sEPxrHyoyFGPGTjPN6saP9v08ibetNqEl5KDGZBwiEEQ4KvJDb+pEvF14SFuMCf38nxu/Dhkluby2kPpFgYlFBCpCrwp60/OOJef1WOX055P9+cOGMa5ltdcubdnQwQJNGtw7FYkDhZJ5Z2bjymd3uJ5v+ev956OGuu3sU2mSERIboywvDHKKfH6qw289P731riNeUMfF/3cf93J/uyJeaLy4so7WP0eGlWU0k0gdSZZ6yfHcxhfsenPd+tAnx+o/wDqJkbnv+Os2z/WQIbkq1teJSQK9ZFSQsg9NuFyfq7RyfY+sS/7rkTJPps1s+sySW1ytpb21S1uFWroZTKYVYgJIvozIvDl+69GN4/92Jkd83vaxraXKvGlyJY4HjAZkRrWSa3i9SJxwetq3+Qno/u/2EyLGxltpJEtplhjtxVi43ZOZnjuEr6TP6PL4f8Adn7maN0/3Rk68q3V9Cg+uOYHmaPlGhRvUibkVeThySX6tKqy2syenJ9Xf0pJM6vJZC5jBZyr8QCdvhO3fb7Gc1/MTye2p6S93alXvbU1RF6uCRzh+ENy/ZePn/zMfOPWsk1vMksTMskdZIpF+IxkHjUr9n4c6pourDVbBpnRUuRJwntaU4sK0dYzy4xv8fwc3T+8i/1DEsgIJqGNR8exqBXiftfC3L4f+aHy/rJRxT4G5jkp7EjZfw/z/wB2V9dLKeBCruGCrx3HTv25f5/u8FW94S6pI9QAArMalB23H+6/5v8Aqn6eDkT1Ino3GQLuBvyBPLt+2pP/ABk/18DrcSQzAlmkRjVippvTjw5LT/Y/8k/91+nKtM1JZGjS4b4loI7hejhuiPx+FvtYe5s2bNn/1ey75eMdwpFeh+4e5xlwFEDbUCKSuw2oO3L4cgAnnMrziTi53LJ8I6/DxQH4On+62/ef78xMOKBn5MAK0agofHkP+JL/AM88zENRtqDY7U6b/Yb7PH+X9j+9l55Xw716/ZHUkV6LvRv9j9uT9vHIRyAJLA1owrQnvT/KX+f7GIXeq29gRSs92wDxWoI5lD/v1vg9OAt/yM/4tyPtcahqcrTTtzkA4rT4Y4wTskK/FGiU+1jxCiCpCkCoqoEhA68Q7fuwv+yxkkgdqgUhIPwuBUnbf4fgX/gf+eiYlPFapC7SgUaqoopyP7TKo4/D1+3+z/xkyNzWaw35J9MzuQZVT4FjSoCKWJ/vP9+/b+D+8lxeztJrbg8LFrRmMbROfTX1HP7yOKobknwrNwTh+8+CR8N/LzfUgbZLSVLdqsl1bymFhX4pVbjy5fa+FbhPg+w8uD9S069u1Mtr6jtTkpuUR6AEdXT4n+H+T7H2/jwouVuluIlllSOXlGDKFJ9KdW9SKb4eIeKf9p0+3/e/7snzuOhasur6ZFeBfTlNUni3+CRdnXejcf2k5fsYY5s2bNmyEeaNcKapbCNx6Vl6stxwIVhQwpDH6zck/eOzScP2eH+/eGAbGK1vNNtbc847W3iSUiGXhRYQq/WbyaTl6btyk9OFV9d/73/fUcZVcahaG6Flpyv9ZuGKm4WplRQQyisgdV+zF8cvqen/ALzwx/3uSFtPhZ/rGs3KQwWhSCzsoC0r8/jaNJ2Kt6s8qKkroqet8HObCm5vriBoIRcLcevKzSRKKIrPVF9eb1ZJ7uX0l9LjDLJ+8f0v92YSaoZZ9VuJbi8SWB0iYzSKirHxWJY1tg9VVrW4W44rH9jg/rv8GRCzvLOCaC3k9MQfWfVKCSkRS7hiuLi35/Z/0aaKH0f+L/T/AOMmdG0+bQri8CTyB7TkkaSbSIs0rqvpyyL/ALquv91Scvt8E+DhFkZ87aVZ3dwTaXjPKzehdicnmqIS0TCnxXEiNBdQTf8AF3/GTIzqN7NfrE7FUkt1LrcKwV3hYQiJXUIirOvrR85uMcdx/wAZclnlqE/WhAVo+n+rprbKzt6cxlt5UUPR+SyTwfD/AHnp/wA6Z2fTX9WygclW5RrupqCANm5N8W/+VgDU7JFdnH2WNePgx+GvFR/nwzhv5j+X4dH15dShDfUL5jJxAAC3ClfrULLvT1Y29Vf+Mn+Rgfy15hhtTCJFkaOaKO2pGvNvUV2+HjX9437f/PbJ5zjkiWbn8Q6FgQx3+yyN9llry4cfg+P/AIx4lJUs3E0JFGG/UV+IVr9r/P7GIO5BG/wUZH9qntvx/l/z9N8fEYw4HP01kHwzOaKhrSsnFf7v/iH2/wDf8WCbeaeOQqVoyErIoO23xcV3P+tG32P9h8eDmcMQ5+IMCKjck/5SfF8X83L/AJr+sj7HUKThxRuFEWtePf7YPIvyry+36v8AydyY6fdRXEACE8owFkBFKMB074LzZs2f/9bs2UABWnfc5mAIofn4dMAag6yRFeYjZasnOMv8abhl4n4+PxfDH+8yDXCBJONVYCpVVdmVh3+M8n/1ndPU/wB1431KbSVKmnxLsw/yWH/Eef2f7x83FTJSpqwpx6A78hxRj/sv+Ssv8mZFpswpxqSDU7Hr8R+L4v52+OTCzWNaFmTbWpR74ijK9PTjUGlZaMfi/ltv+RvD+7kI4oWnc3Nw7XFxIeU8jUZi1Kcmr+yP2eH7vBo9KgVjsBQfHRdv9b/jV8tCxYLxJ2AUGvT7/wDjbGPIAA70VQQrE92/33Cv2ufD4v3n7tE/eYEnt5ZjI0lEuTQQqop6CH4ovhNf3vJuf8/+7pP3r/u3WmjLY2iTXhMs8zF7TqhYL+7VqVZvR5/3kr/t/u4f25MESacJlkt5PiuHQo8qEqENT+7j3+HhJ/n6uBov0jbS8EjkFy8grWp512BViHhk5f8ACf8ALs+G1rqL/XXs7qA2N8GePnKxNtLIirI0MrSGV7eR1bnbzxzcPji/d/vfUxPVYoLx5w0Rimt45Y7qJgeQURNKJPhVEeKOeH6v+xwkn/5eMG/lz5pSLzVJojvWDUbZJoHNaG5iDetw5f78jV+X+Xb51rNmymZVBZiAo3JOwAyMal+ZXkjTJWhudWiaVdmSAPPQ+Ba3WROX+ywrf85vIqyBPrM5B/bEElB94D/8LkNm1m11+Wa409llja7kiSKUFXkXlNcWlwKenJ+7laKHi/8Ax74P0xZ+UEsf76C5lVjbspccXDztMhRS3pf6PJJ6bc0+COL7D4SaV6UbSLF6kg9Nw+5jAmjDW6y3LL+zHJHEsMMj8PjT9zczTSekb3mtatBHaabYqDLwnVJoh6lwHkVVeSCBfj5xKrxeryRP9/zRepgvRNIla7/S08cqR2rJ6ED15fWY1aC2sLavH1Hjj/fahOifvbh3SP8A3Zkc82aZBbTJHb72luGMl4gJUyojR3qNGOXwLWVpfT9T05IZf28IXENlai9uIfVga5M1zZijKfUjeGbjxCJ6LB1kglR/gS4iwXo1xLA8q2bx+mY3di6GWzu4wnCUzROvK1u1jf8A0n0G/wCeGBrye9FpFcHj69AYJVLMjhIOKQuwXlJcfbu4uf8Av7/dnqy8KubrSksbuKMF3aG3cykNzdFhSEv6vEKE+t8JvRdP3qcP92YH03WIrdWvblGkjMQjk2ILSB3Ebp8f96i+nyk/b/eft+r9Y6/on5h+UdPsY4dS1y3luAASYEmK1I5N0janJyzccuT84Py/lkMT3ExRjQyGCTj/AK3Tn/wmF3mm30TzT5auxplxHe+kRPA0ZBbknNk5Eb85U9WN/hjdfV+P7GcZs5BAUMDNFzcrIGKjo3wkl+K8kX+f4Of8mTXyvrkt7C8NxSSSzcIJh1lHRHfr8S8ft8/+N8kfwvGzIKshAr2I+X+V/n+8TAxlb02Df3YrQ9hWvWn7P+f2PsZCqtwNdwRShqd+q/zceH/YR45McsjRvSnFRsq1Hw9+PL9np8H/AFT9TDCExLEfSc8mWrEgijAfZbp/L/sf5/8AdqLcQZEKkhlqaEbkjrT4fh/m+D/X9L/dWS7ytcm5NxIppGQtY9jRuteQ/mU8uC/u8kWbNmz/1+zZsL7u6l+tLBFXgoJmkRl5ISvwEh/h+Hlz/wB2f8YsL769mgsyssg9Y/AyNw+EAc/UKCvLn+1/dr/xRkNqZpZHeVD0Kfa5k+9Ayt/kN/0744V+2BTkdiKFT/D/AD9Sb4MVQDxL1NKGpX4v8n7XJm+x/P8At4U6trn71tPsTxuF+GaVjzETVCmOL7XK5/1f3Fv/AMZcAW9rBEAyijMSzs/26sTyqW+F+X+v/sMVb4W2GwFSOp/z/wBhmaVkanIHtw6V+W9cT/dhGLMVjAHqyGhRQfh5kfEOf7KJ9qRsr6u0iC4LiGGNW9EysWUV/eevJ9nkvIf89ZP+XdETCbTIridluLt5Fs0epAZiZZWPPhEx+yzf3txL/un/AITJA8rmf152Mlw4AqBtGijjHBGtfhVEHwL/ALN/3mWba5tU+sQyerbd2A3Bb+ZR9hf5cyXdtOrW9whjVl4uf5a/tH9rj/lf3WSB7/SpbdUv4EcmMQ/6Qwjjb9oyfWVBhX4Wk9L1Xt50j/4QovbfQbHXbXTtMlDWt3aSQSoJFlSGedeMas6PKy+tLxTg78EeX1Ip+HrphDp9o1vd2z2SKJLf1Gt0KASJc28LahE8DInJfXeJ45rb+4l9a4/b4ZObP87PKc4C3EF5bTiiyxtEH4t+0KxuWbj/AKnP/IxC8/PPytDG5t7S9mlVuIVo0jU+Dc2kbjy/1MjmofnvrMyE6XpEMCmoWSd2mO3fhGIMg+uecPNvmZvQ1O+cxEcktUHpQn+WqR8Vav7DTYQiDlbq6gcw5UrWrGgDf3Y/ZT+bFlsJJLeSeIF0iRXl+E1BJKMB/kpTkzYI0PVhp10JJi7WpoJoI24l1qAyiT/df7vmvP8Ak/d/t51e21GW9KazpcSxxTW8cUMMSjjEQnH0U5GOJZvq9vJJJ/uqKGOOH/j4wHBeyJJ6tkSZ9QctPfKCFt4I40SSbktPT5yxXMvqx/6R6UE3D0/rHqYKbUYYpJY9PJjtEZmkvWj5FrlvhjSWpVoYpUg+sRwNJ63pem8v72f1MUOtXtpdWxZmmnZCLa9YB2RCOF3NFCPghkkZ4/8ATZ5Jm4f8u/OWSDeYrm5ikW3RgLSO6Z4pAOZjimV1tYrlqrH/AKbEHnf7HOP96+I6TAl1bWkkStEGufTVIJCzsV/vIXR+f71I5/UtWWPhND68Nx9j1cNpkXT47eS3k5WEtyvJYl4SRVMq8reSMp66/u5bi29Vfji9KF/5MAtFPZtMbmYRSLJLDEFI4BoWlngdqu0ioZYX+ry/7r/e/sS5GZbq6nZy+yvGopEAqelz9X09v2Vlbj/yTwC267k7VAXw9saR2r7/ADxaKJzJGpSobuDQbkD7VeK8a/tYOs2utPvI57K8ktbpS3xryUgr8ITbeTm/JGTh/wAjMQv3ubi8uLm8dEuZXLShAoX1SeTfBH+7Xl9r938Hx4e+Rb/0rmayJUiQCaMUHIsn21V/tf3fxcOP+68nQZo2DqR+9FStQBSn8v8AzVjnX1DUVRmDcqHZupr/AK3/AA+Jp9oktwoKhQBVWFNqH9n/AD/u/RkykWSUPw+3T4l6Voa8l/4D/mj7GLwSFQVYknrz3J3HgD9nZf7v/XT95i/qAx80BFDx6ioH8vTj8XL4Ph/2H95DJLPIsV1xuZWIFtXiq0JJevJmDEt8P+y5P/xZ/vVdS/NmzZ//0OzZsKdV9RQ8hgEkaKxblRSKjhRJUPJOS5Cbu6uJnUyyNJwAVSwHIL2qy05L/rfG+AgxbY0ct9oHfcmnw04s3T/nr/xjTF4nJFA1UNK17k7dB9pv5fh/ef7r/dfbJdW12Sdn07SnrMOSXFytPhFKNDExPxSN/u2b/kXgW0sjFGFT7QpyOxUk9q8W5f8AB4OHqg02pShAZh/wvqrmPLdl6nY9e/8AlKf+JNjGiDLRvhYgmSTc8VH+7PtCv8qLx+3gC7vrONA87Vt+TG3sj0k/ZM9yWHxfZ4u37f8AvPF+5wQNUiv7Qp6bKgYRztUfEQPUW3g5LvJKf+keKP1P99pl2CXP7mRXSK5VqwgD91EAR+6j+3ydP5n9X4+cz/HgtredA4YHhTfcH/Wfl9hlb+fKE00VeLHiftRmlCPp2/z/AMjHtbwXiB0AhmX9gGhU029Jz2b/AH22Aor6WxnNvd0kg2rXoQTsPiwyktLS9ty/AMh2DfDsHqv7Nf8AhMB3sF5PBEk920Tw7SXCgF2qOMc7fsu78pY7jmvCf1ZPV/vfUyMR6Y9zI8Mo5ag6GFJXbkpKNyRVP2lR/iX926PA8fx/7sjwwtPJ1rJbW+oXCj6rdRmNhzJMcoJjZbsrTmsfwfY9L4P3n8+Gt55RtrLTDeRP9bspJPRuRIeUsc/wwq/Oi8o5o2SXnx+D0/8Ai/8AdRrUvKl59bQ2X79o1+sRRsKepEBykW3kH7p5BxdGiWT/AC4ft8MCWtnCNd0+Vo2EXqTRy1DUZYwzSS/5Q/eNzVVyS6nYWFvJ6jEWqXYMkN5GaRiRgomhkp+79GdYkk+JeD/7s/3Xz5veWElreSWzPGxRS4ZXUqRTnQOp4mSn7C/t4ead5su00xtIQ+kJJhcRslFBm5KGrzIVPVj5rguTzFKbN4bOTaBykKKSo9MzJNKzLRqrN+5T0v8AdcUU3PBf1+7N3ayCFJvQHCyJ/eJ6zCGKZzbAfvZ4JFuZI1lXhLP/AMO+a+uZorZZweU7iG65qDJMHY3UcstF9N4bdI09T/daXE1xNhfPNFPaamY/j+vRs8kCksIoLNYmsLiV/wBmeX05l+L/AH7/AMWYVWF5+iVXi4M9wkbxptxjZm+GYvX4ZRGEkXiyfb4Pg2bULGzvTJbzNMLVvq9kAqyRCOH+7mk5N+8e7lj/AMjgn7z/AIrwpkvZbyN47hnNxGoWIVADULmZpmY8+f71+Pxf5GABK24B2pShNf15QBFCOnYgHt3wQY0iZXdecVaqQCARXYrXjyRv5Pgkxe75RMixn1YXPNFJr2+3Hy/ZkTiv2EblH6T/AN1igkiZauFaaLdPTCsDGo5NzZT/AHnpNx9T0/8Adcf7xPSfEUul9CYsByZVCI6gggftL/lfb/4PAzGXmLlSI2LVHA8eLewH2OmTTy15simVbLUADMRxSQmgkNaruB8Mv/E/+Mv9/LWXgxQAmIgH1E7Gla7fD0/z/u3ynEhIcqxYb1bvXuv2f2uXw/8AX6ORoDMVPRiCaUqK/wDVNv8AP936fpqqwdQwB5AbrUDcbn/mr/P1Mu3pHPV68WVhQEUqPi+NW/3V/wAQ/wAv4Mlvkyc/pGaCooYi/Hflsy9andf3jcOP+X/P6txNM2bNn//R7Nmwo1e4YLMIiYmjjP72hoWYdP2efBP+HyBTFY2YU4hurV+E/NqD/Zuyf8VpiNP3vCjKx6gCtd/5f8/+RXqYTa3rlZH0y2Yow2uroEAAsAfQjkH7ciN+9m/55xfu8RsIYooV9Nl2G5Gw6+K/E3+ti6+q0nIowqdm4kbfzLt/w+KM7ow5O3AnYdW+XTNEGkb0kEhYn4d+pfYfab4OuIyyRTOY/U/0KJ6XN0KhSyj7KOd2X7Sx/wDPa4+DNrelNLfWV1aMj291AHNywBhRIQoYrx/ZVOP2F+N/TjxCKWOWVViRI7Vai2gYmvEirSMqcf30n25pefL/AHVF/kD4pfRoSQ24+LxruSx+jDRJ0liIoFlAPwnuf5kIoVb/AIhga4tQq8vst7AUIHf4fh/2S/8APT/dnqBVBOwPFq0Djpv4/wA67/5+pHiky2+oW7Qzn07hQSGJAJXajD/K+zyX/dn/ABk4RuCiuJbGQwSHmtasU3Ub/E6L+zhrN6U8VCVcsBVloOSdagt13/ef8ZP+e8eAbbSUXUywqGlcIboLyRZX9Nbea4o37y3km/0e4t5U5wfbS4TBOg6ha2d1f2c8HCS6DyTQEFkhuoxGs6bfF6dxHwm9Th/up8G3GsTR6dNawgPaxyukquvCQm3Z2mHJTx/uP31u/Hh8H/GOPAkTWs1xPbwTFHaKOeJlFH2T1ZFSIhv3kSrazely/vLf0/8AdWANLubW/mutMvCLbU3lE1m3GipcQKsU9zApX95a3Kj1Hh9T/dlwn+XgLV4ZrEPb3DPbxmM86QtNAOYpHPBKoDxel8To37nILqdtaw3Hp8wzgj1DEvwkNv6kYX93xav2VxBLGRnmWIFpLdWY9gfTb94U/wBROL4FZm5l+ZZm3LdyT9rHwXM9u3OGQo3iPcFf+NsWXU7wLGof4YVZI17BZAUmFP8AixW+LEhcTemyKxVG2cLtyH+X/N/ssTc1NKdBQU8BlhZQ3AA8yNhTeh3FMZ/HHxxtI6ooJJ22398G21rcrdIkbEMXDRMaryFT8Y/b24yLJggxsrGMAQ/WGZPVX4o3YHksbqCyRPy4tFJF8H+w+PEtPMUzG1uPgtixAuCKPE52WT4as6cvilh+P+f/AIszNaXK+rayUSeDlzhKgsEH713Wh5N6f21/4p58MTWVVRpWVC6EK42qT8TI8a/DxRqcZuGBZmTdFBChuSAgbch8QxI5OPKnmQ3QXT75/wDSBT0Jid3IBAR/5pN/+e3/ABn/AL6VpLHQ1oquKNSn2hTpT/J4f8J/ur0ODwQaSK1OO7VBHIDx/Z+E4yXkPjSobuD061oo+H4v8/7zH2cweaI8yo5haheXBuq12+KP/P0vt+nPfKkHBxLEAYXiNWB4gHl0SP7XDb9v7GSjNmzZ/9Ls2bCrVmDWtxIKuqAxmNwVFafE6MeLDj/OjcM55Of3tY9xX7P2TUb8v9iP+Rf2/t5HvMWr/U4Pq8Vfrdwh9NhsUjJKPKa/zsPST/PnH7FIbdomejyfaBIPxH2avL7WSGG4jnAeKtWWpBoDxHf4i3x4Jt1iK80BB22IWlfelP8AhcdLxPws/wAHUqKVO/ty6N/kYlJcGFD6Cs9zcfuYVShZF5cLiT/Wm/3lhb/mKxO5tNNudPjto9RiQx85poTUh+FA0ooPb91G3xyRJH8Hx4HjjezgTTmHFWKy3shpz5n40tV/lhiB/f8A/Lxz/wB9xYIiiXcmokb4ilRsdzVf9j/yLTBUdG3YmpNATtX/AJu2/wCE/wCK8dRgCtONBWm//C1/4VP+v2C7K9jqsdyfh5f36AlgD/OnVv8Ak7/yMxS6tElRmjK8FPJGU7EMaKy9+O/2v+a8LHiPwh9iAPceFeo/m/z/AHvBGVAqc3rw5CnHooPEfC3w/D+19j/U/wB8xL6ZckVspiKpykTftWrOv8ow1kgE/qWnwi8uUkt4OZAjM3D4IJ6cf3n++/i/ef79yK3CPb+YYNTuwYW5Il5JyYFJU4sTdQvSRPszxsk0f9z6U3/FmBlvPTtWtvWVpZ9QvBchaji7QSwxpNFK3p8J+a+jKsier/rw4EuJJptXja0mk9b0gIZAacZxEbmOQ1V/h9W6dJP+M3++8MoWOq3GnXs6MnqOjSiNSH4yfu5Hg6em8Tx20v7t0eP1PXj/AHWDp9U1/TJpodSIurKBx6UjqhPpBlm2dRE372Jv3371P90z/wC/PVj/AJg0SOynM1m/GzuHaZUVA6UIV+EUbhk/Z+0sn9ynqel/utCu1uvqF/HdabRnUgOFLMjo68VEiJ/v5Hkhf4f2/wC5tX+DAeoWsdnqNbZBLZ3Cie15AMTE55rt/PCy+m6/8V/H8GKnTLZi7oy+m4pXspBVv3b/ALLcT+3zjf8AYfEzpbKoVSOgYyNtsasoXb4eapy/55SvH6kWJPpkqR0orOGO6HmSKfDRVLA9OX+/MRezdCsRAaSQcVA3+KvwFGBKuslMM7e1uTErLbufgI9QcVqUPFo2G/Pi6fZ/k/3X9v1G2Om2sMbXmoyCCCSvoR7NKaH7Qj+H/jT/AGGArdFuLqQQoVjZZCa1p8CtIGpH+0gT1OHx4erpazwxQEc2urX1RcV6SKxSJS6mn94rpL9jn+7m/v8AHatpfp6RFdBjNzYRMtKlnPL958HL956wWOX/AH//AK/x4S26vayBmRUDnkDJsKbOVZT/ALqfi6fBwk9T4Of844zwjVFuDRrSBUSSVaM4Ufa4FaJ6sCN6SLy4SRRYGdVgupIpVLrKxPpFWKtL8XpvFwI5JcL8H+R6n+RhZcycm4tH6boSpWlKAH7LL/MuJohIrv4LtsT4Y0FgeQO46HOh6Fr0ep26LK4F5EOL161H2ZF/mVq/8T5/3v8ApB6rF0VgCrV2kWpJPsf9X9nj/wAzY8YJ1UUc/u22YAU403X/AGA/5J/8Yv3kSsZht7gxT7ct0lYGtajmKgcuWy84ufqf7tRPg5wzLytO02o2wZyVSN/TAAZSCtWPJKhF+z/169SD1ZvmzZs//9Ps2bCjzBdRQ2xV42csKF0oCoO3L9r9r4ePHOc6rPBZxPdXLVt0AB4U+Mn7EadfjZv+Zj/YTIBeSS3V3LfTlTNOQag1VVrVIYlbl+5iRf7v7WK6cJLqNxHA80VfikoAoX9oc/sr/wA9HTDNJrWAcWuolFaqiO0zdPtcrVJU5f5PrZrnV9FhVzEklw6/bl9GOLr/AC1ndnb/AF1xez1FL6eKFBPCW/3aWjoE6mWiL8PpovN/3mI3d+fS1HVoYnVarbWaPSicxw4/5TR23H4l/wB23HPAuk23osNTvAUigpIkbDeSRmP1b4VJ41lX4+X+6ocGqkkbKZuSu/xMw+IiRi0jKy8o/UR/5vU/2GG8USTMBZus7U+yAVff/ilxz5L/AMVesn+X+xjVDxu0ZUgoR8J6jwry+X+f771MzKFqajxBqT1/zX/hP9+Y2qhq7Hep3233r8P+f/JGPBFteGGjJ8URoZITQVau/DsnL9r+f/kTKg29to7iNbq3P7PGRdvhbb7afsL/AMk8LJEKq0DtSp4sem/hxb4vjX/fn/E/Wwun9eJWkjbi6OPSkp3ry4MKfZ/4n/wD4e6f6epwFHjRxIpJjbowArw3o3L4eUTf77/y8CSaZMivILiS5VovRSG5Z5URX+wUk5PL6TyFE9P+f0/8jCG50FbsTLHF8cJeMtCUkmiq54x3tshS5P7xVeO5iTh9j44/jhwbotncGG+9eOZz9aRY5HQqFeVJPXReQ/u+UVo6p/qf7NGM3NzaRyLEWtXk9R7ZG4gQRNwiLRsn99/f3cP9y/xyR/76yUrFJfi3t7iVWDAO18hUtIkvH0Z+LBuLuzcvjR4ZJZZPS9K4lyM655Tl0wNL8E1qWLeqilOL0pHPFG7S+l6a8pPgkeKWP+6/4rjF3YNPaPI68L2N5DPcKOMTgFXZKIvOKSKkj+k0PDhH+4f/AHVmVZ77SmAqL3S+VxCtPh9AgG7j+OlOLcLiL4fj9R/TxO3ZntlmFWJBJqCzUPLny/Ybl9p/2/8AkpwM7a0BSSaWVIVlUkqnVtgeBBAb+bivwf8AJvHLptsW2vS7MWLACg+Inqj1+Ln6n/Iv/YYB1PSZBE08t2DDEKoEA5ckqDy4seJ+D7XL48OdJtGlW4QqGmS5JkP7T27hmWQUHwo/LnJwX94ksf8AvvCLXINKfXIltTH6HJUmji/nruafZX9lH4N/efsYNuILe0iRraNUlEyNE4HUxyIvH/mvJXpCafLbLZ24DQhCnBdqnnLxIpy/5aY+P+Wkn8mRp5pLu0srCeIqRcLHLCCOMgJnYurMeXwun+wkwF5gAtbuQSr6kTyCMliSWUrWR22+1x9P4/8Afyeun+7MJrMmW49C4+NJQ7K/dh8TH24tTl/Okn2MGX8UtvGlqw9eCMqIWbsHBNDJX4VZpeac1+CX10jwsdbY2rniFnVtviJJB69fh+H/ACcH6YI2tiPq0ctR9mSZEPJSG5cJCrcaf5/b5l01vI88xiUMFBkZUbnxHUjl+1xxtpdTWs6yxMY3XYsPA7OD1/ZzplhcRPbho39UdnrXkf5uW3+f/BorLViHQfa+0a0p+18a+/2v+H/4uy4JYg3B46JHTih78R0HX44/91/8zI8mXkVhcajRyCbVGeOlafEAlQpL/FR+Ls373/Lj5/6T0DNmzZ//1Oy5eEPmJQtrKoCEt8buzcDWvGPt8aqpbm3/AAecU8wX66nKZ2uBbaVbsUs3Yc2ncfDJcQwr/ffyxyfu4Y4v+PjCi3gmljeTT7RXQLxa/vDGwT/JYzsLGFv8n9/Mn+/MFR2gutrjVTdtEtTBap9YKH/IaZ7W0j4n7P1eR8fcDS4dPt9Rit5bhbmR0SO6mKCiBS7iKy9JuLcv9/4sNQnttOCtpUNvNd/v7GYwp6Xp14NL/pP1qT1OY/d8vt4ZXxvLPTQ1yqNcsojLRxW6kPKSzKvoxQyKqwq0b/799bFLLmVl06X03ihX05TQlmlVlM7g09Pn66+nErfsJi2p2yXstlY2pWdYx6soqKGSUfuPiC/EqQryf/jK+HH6ESwgEI1P46EsJSHWm7UeJxIiJw/1MBy2wajy2yEEArc2qgjYUDPbMTC6f8Ynh4ZpbxlhVL9frcFKW97ESZAAf7rm4q/Ff+Pe6+L/AC/TxOaF1iWbkr27Hisy1Kg/77kUj1IpuB/u3+OT/dfqYGMqk+morKagIKjkP5Vb7Bav7P8AwH/Hvmgkhk3qyoQCR0oV+y3+r+z/AMT/AHWC7TUJLGZZCpaOgEgU/sHavX4eDfEvL/jFJhrcw2t9bfWLcULB3iIWoK9OJ/a48vg+z+7/AOeWR6eFAjKyn7HE1JIAP2Vr8W32+P8AyL/Y9eTWczWt1GoYiJ942JFAftfa9sOGYTFhyHxUWin7Lfb+Dc8G/bjyP6taXP1wXctkBczP6IkakcUrFfRkZNzxd+H7635/v4/X/dx+k/qr+XtRkit/0Zdu8dxZl5FtZ1ZiATHI1rwl/ecbdbZ5o15/H6X956v7uI/1LT4oYLDVoqkqecgUkigaCJ15j4eT8bXgr/3qP/kYQX15+jbdbeKQC9001sRIGWK6gnWsUccu/D1oOKvHK/CZ/wC6/e8/q5he+ZYW0SUekJY5mL20715hFqknIg8Vbnwld2/u/XnkyM2tuZiZeCHT5CtvfwOrl0EnFY3cK/EpGQnpvH8Xperwf9z6cRXAt9Zap9aWEvDpp43QIA5oK1Tf/fltLI3w4EuYP0Vez26sJrFgtxaOjAq8U28T86fEyxFopP8AdkUvqfyYZ2VsLmRoWelVqoblQ0bizp/xZu7+pylT9j/izDRPLtysZkWRVBJNG7iv7DBtuv8AweB5vLV3eiK3kkQRRAjhGzs53b91QK3Jv5MNJdEgjghsrssWt42hqeYYmIjgGZeK/DHL9r/YYBi8r29mEuQBIinitSQVpv02+z/M+BvMjR29kREEMoXgqgg1Pwt6iL+z8I+P/I/4RHSLp4fW9BQkr2hZAw+EyW6RXApX/fgupbaT/it8NLqaGa9ivLY8zbvDPcoFDMschWRxIsleHrBF9SWP9v05vsTT5XmOwSa6RCRLFqEQktpFAKLPGgWSNXLU4XEK/unyHz2kdxGk0rPazQx8JVK0I4kxrLwHxKjsP3vH+7k5/wCRgd5ZI2Ed1VWLLV0YMBwT045VZG3PL96v7zhiM6cg7SUDMQSRSnIjkH7N6cvHkuXZXZitrmIUUyKeVeP2aUZV598RidomWZX9Nk3jbf7X/AnFWjiuYw0ICXI3aHcB6/tw/wDVL/kXh55V1Aq/6PlJpVmirUFeNTJHT9tW/vP+K+GStpjxMikfEN6jqR9qqfD/AJ/77+3iUcrRl6fECfc7E1pw/wBdv5P9T0vU9O6mHkaVRq0KGQKzlvgpuf3Z+x+z/N/l/wDD50zNmzZ//9Xs2bIV+ZurS2WkLa2aI19eB1DyUCRwrT15ZGcrHGvxovOT4M5GbN0jhult21GSeRUN3cV9AFzxqlueM88S/sT3fC1/5dsd+i9Wup74z8ri3jZIIpmjX6vHBIf3sluzCKzjZIwqfu+GNsbaHQ7u8aG6iu5J1WO1VW9RgD8TvIqco/3Lfy/bwXc2gks7K2uoBFDZx+nFJcypZxtXj6nq+t+9b7P+6mxPUde0prz61dXNk9xFxEaW8VzeKqrusaRzy29j8H+Q/DAl/wCa9Pubtbtre7neMiQU9C1SoChneOOO4+H4FXhz+xiVn5i01JS8unXLiQcmVpEdnLEhXH7uItT/ACcWPmTQJNRF36t1ZqvxLCYQ1CQd1ljn5j4W+H4MOIdW8qakFQayVum738bopIHwv6yh41/57S4bWcVxYSiOivbSHnyiasZFOXqxOvJJo3p/eQs/D+fF9UVrOWGeFVks7uPnMNmD7n4v5Ph/z/YwGY7qGJbrRl5xs3Ga1f41cAn1IgHPKRP+KpP9Ij/3T6uBUH10M1slTQsbQnkyDu8Df8fMP/TxF+2n+7cRjcE8eda04kb0P7LN/rfzft/6+K+kxqGPBuq+A/5q/wA/+eaOmaz+iNWhglodOvX41B2SY0CMrsP7st8P+R+79VP915INWto0mkKKfRc/ugdq+PH7VOX7OEdxJFEAtAVrUkDkKjaN1/4ZP9fDDTLzlwjbqADRd2IJ58aV+0v2o/8AI/d4G80Wc17aqagRglbiJxXkrfCsse3L1bdjz+H7aepgy0SP0ZBch+emzQ27XNP33omNZYpE5lvU9GZpP3crfHa+thrrOq2el+VvSaPlPcSKs0MSmSAM0Jl9Ackb91c27/uUZfgj/wCLoMh8Goi4dhRmitkJh9Wu0SD1Li2YMZeccsUn1pEmX0/W9H/dnrTYb3FpaWEqWkjLDbyQia3lJ+ENI3xq7nnxi9RPSSf7EfCP1v8AeqHACRjT9RNssL+pex8Q0a1BQOnIRcW+GWNImbhL6qQ/vP3nCTAMFzKuuzXClK/UxOvLrWFy0H2f3fP6t9XZ+f8Auv0/9nHvrTzWk8c49G50795FEg6W0rhpLYBSf7ieSKb958f99Hi+j6jFaM+wdSV5AEgxrWvJaJ8fxcVX/U/4u/dyBPMsoRfSiYsGRgOdKt+yq8N2+18PD/k59hFvMM0ssdEVZPT4uw5GoFeTVB+zT4Pi/wBhz+3jbfVbi4vGidnLshuo0Dcg5iDLLF9t/wDdX71VRf8AdP7eLXdtCLL61d3dws7xJLLbQxh4UikI9JZX5xv6nF+bpFHJw5/z4Q3U6Ws7gBxLDIBwQb8f5/U4njxU/wDBYL8v297cSxhgZo1t5PWFOTiOaWQSsQ5BSRobRUX/AIrw1t7XULUNqUL8lliSRlANV4p8XJXXn6TQ8V+CH14o4oZPRl9KWPDSK2sr21W0lj9RZVYw25dUHJ1LJwkWvHlxk9ThzTn/AMVzfu4b5hthaXMc8Zb1T6iGZlpMJoCPVjuN+EvKPkvP/d/+7fU/vcLZXsiwiljWKNyTI0WwCVdkD8GP7xOPKFP2+afH+7TAV6noc4CebIftjZXRvjinTev7xSn7P+X+3gWC5mt39SByj0pUUrQ4JTWdTQELcNQ9VNCD33Vhxy/0xemRZWETSLsr+lGCP+AVcRF7OJGkB4uW9QNH+74uPsunp8VHH/VzoNlJKLKOS5X05WUFq02JFVf4aKlVZf8AmzHpGHPqR1BLUCCtQR29/tf77/6ozybynPHB5hsXYUWRjGgHUGRafF8X+Uv7X+X+85pJc9ZzZs2f/9bs2bOX/mdYyPqNoHVGgmJklmkJpEsdArEE/aZm/dJ9jCWPVA+n+vZehZ2SVVtZ1UExEgE0srUqy3Mn2Y/7u7k/4riyHat5msZ5uVxcXevzqCPUuGMFuCT/ALphrLP6f8vFrP8A4x4XjXdfvWFvpqCyRl2SzX02ZV/nuCWuZev7c+CYPKlxOrS3cwadjsAWZiduXJj/AHn/AAWGdr5XsfTYSoy0IoRR1+e49WPFZPKemkqeMnUuArAoQOmzgrtTDCLSbCOJo2t0EZ26dd6j/KQ8v8rI7r/lpbZPUty0/XlUAFa/EvKh/wAn0uS/6+B7bytLLEjsVWq0iUg/bPxBZT8PdvT/AHjc8SsdX17y9eTaatZ7XmGm06bkYn/bWVFUq8UtPjS5tWST/izhk+0rX7PVdNm9J/Ut4/iurOXgLu1/nm9QKBcW381zw/k+uxRf70YGtDcWGpxQOQLO6ZaEUC8W+XRl+1/yb54a+Z9KsrfUvq8U3pX6xpPLJUiMsSWX1mX4opE+H/TIuf8Ay8/78wlZTLO8dxSO8IAeOTiFcsOX7FI0lkr+x+4uP734Jf7y4nZlKyoUddiJBQjiAG5fy8f8pf8AXTCHzPbibT55FWjRssgVt9jQcl3bj8P+U/8AxOXJb5d1pdX8vwrL+8nQjnIac+YHBlbofjp6v/GTnJ/u3Ad9bhyQwJdSSoUlSRWg6U+0v/VNMK45HtnVRIIvTFQxr1BqHofg/wAv93+3zj/vEmyQxTJqFjIs6/DKhUhtqMRxp/wXxJ/zZitreRC0uLuRS0lvGkGsLGF9SAxKwh1Brf8AbtG9X1eaf3XqcP8AdEuF+pIJhNymrYzOGWNfieJw/rRw8OJk/dyT+lbsrekn1izn/eRz/uCiXTSgt5bZmulm4P6kI6lA3otw5JIycPUib0/2P3Hpx+hHkgi1nSb23+qyt6dzaxq0MvAsCjKI1SRFDSLF8P73jHzR/wC8g+3hRdrF9QMgcQrHNEyPGahF5rBcekyc/SR7eRm+BPg9H/jHhJY6jctrtxMtIJJ4SoWMEcU5JOqrUc/iggSDh6jzfsf5GCvMumSoX8xQPHd6eWjWZYwOIoPRlSVVXjzdpPt/u5Ocvxw4RokKzyQRvzCmgmfiFaP+9SR+Xw/vIwnLn8Cf7s9X7GSXStCl1GN3md0DiqxqQeLE8U5S0bn8HwfF+3/l/wB8b/4Q0s0aaSTk+z1kIptRm/d0+H4V/wCwf2HQeWrGymjugpISSskvKrBKfGrFvUdP3T88Bw6ZeBLmzkK3iiqIpZ0K8HqoZh8E6K3xxL/yVwRY6EFSV7qgZqj1EHwISCIwKV+D9lov5P8AnpgnRLKSGwVY6RajJO8M5QEMvGRywZvssscX2P2PjyQ3MUlitxdW54tZywidn+JVjdx8DIRTjE7+v+8/3S83+/Mh1+gsdSEazsFtpVn9Ig0WOWeCV+X8qrL60Ua/ySf8WYXecxKdVvFmTnA3p3UUn2h6kaQw8mReqMi/vP54p45/915GtZs44EglRWEU8NUZwOSheKrBIqqn7yJhw9b/AHbHgfVZnnWK52IdFiYUYFWQLI32/wCb1MLMW+r1tvXDVIahXwHjiPjh7bQ2clnE60d4iGo21aHo3VuP7Lf9cfWJrHOkywzq1FnX1ENQdm+LjtxVv+av99YgPVikd0Q8RQKtOvXatPb/AJriw98pXX+5izkaMEtNGoMlVYF3H7IdBzXmyfH/AL8/nl/03smbNmz/1+zZs5J+cOt6da3kEL1u7qKNaWPxCFWYtIsl068fhfin7lG9ST0/91R/3nLJz5g8y3bXl9M87rsGkNEjU7qkMK09OLf4Ugj4YbWfl7T1Us55MFId3IK1P2n/AJKf5/Bh5FZQRqIyKBSOG1N/4KuDBGFIBWo7DY9PmcaoQyAr8XUcqkgAmpr08FwQsbUI48TTckE7ff8A5/sYoaE7dR1PRa7712/ysD3doLiBozuxO21eJH2RQ/s8TgPT4HiDLIKVJ40NQa7kq37VV/4T+TI95stzFqVtemoEimLjtUMu9ByHFeQf/mZgNrOS1t01jTJpILyAkoYjy+wxV2EihP8Adf2vh/5OZINE1e21+JLNVW11YCn1ZSFim/4ssVb+7n/n09f3cv8AeWXpyc4sdarL9bZXmBeRj6cszAlyBSvPdunwcG/u/sSYKv7eipbXLxtFJy+qPsHj6F40Q/3kP/FP/Iv9vKq7xJHJU3sFOElQWmQikaP9nk/H+6m/bT9w/wAfo4SXjzTWckbCpXkpVaA8aUJWg4MiP8f2f9+Yn5D1aK2mksWjHqyMXDlmq6ceMsHpt+6r/u1X4c/3eTOeJ3rSjKEqrb/Z7n+bp/s/9TCHVIzwlkVmLLuF3UgnrwYfCyvx/wB1/wC7U9P/AH7JII8tagL61lYJxFacBvuBxkG3832v9n/kYYX1oi3Meoq3p3EYIjuOhWoKhX48fVt/tJNE/wC69L+8xHTrORLq1tkFXjS5aMSEgUt1gS3jNKcuCXP8/wDuqP8Akw0sZIrXULuzUD6vJPK9skoEiAo7C6jT4f3XAKrukS/3P7+C2f0ryzdvmPToqQ38KiG4Quk5C1PFV58hxP7xVkHGRfUk/wB2J6n7u0nQKLZP0ebk1tnQEyuFVgtFKzO0T8kuFhX99Kv7ceQm30dpbe9ueYW4tpD60HxMpWP4bhPWIlk/nbl8fP8A33Jh5Y3Bm0bUbKZ6QXEalmmDAUq0dvJdohqslhPHLbyyf77+3+6jg4RBXIEE1PiX/RpmJ+HnCP3X70eq3xx8F+Dh/d/B/vxD/wAveYItPZoAp4OSWVj8QkGz8gRH9r/qp6nwf3MlHmREdpRFz4GnpsNqfZbpy9Nv+H5/89URW/8AOFssfO1iDFwVNTTkgH7yF1HHg6uPh/Y/k+3hdY+aLpLOGW4t1kD/AOjtxqgZ7YDj8Vf3kjWksPOT+aP/AJF6XX7qXnSFCBuayEAnj9rp/wAbY/yPqo+v3Edz8bsxniLVNeSmCZK/tcn+rf8AB5Kr3VY9P1K6eSP1dJunaG5UKW5REJC84jrydqN+99Fef++04I+QLzLNF6kElpcNdlo3tvrbr9qh42wn5BHVmWXhK3Lh9if+/i9OMri1GS49RJCWPDi46VBiM3wqrVjjkRJVdU/uJfq3++8C67LRmHMPa80lhA4iokjX11T4eKt+8i/Y/wCLMJ7gEQQBkKMAQan7QNJI24/6kn2/5MDsN6ipHjhpCtpElvcSKRZzqYbhamvNf2/+It8H2P8Ak6HuNP8ATuBFHKrxuvKOToPZWP2e32v7vGW4nhk3Q8WHFu3Xbrku8tXJkSawl5lwxmjB6BDQS0/bRvUfl9p+f/GT/eg7ZCpaVjVNqMKV6dPw/nT/AJN+iN0Vpo9TsJI0A/0qNqBjX7YG/wAScfh5/wDEP9+wZ2zNmzZ//9Ds2bIn548maT5gtluLoOtzb7o0dPiH8jh/g/2bf89PsZzmfy/NZqyBA8aHiBESATt8O/Fk6/tf8Tk9GJGOFuDKE5KjAOGAL0Jp8W/+Tx+1w/4DFoh8HEAAABOO2wB+Ghr8X+q/D+f1MVV6rQUFOhPTY+B+f+zyqFKhdwdjxofi8B/n9vG1cAgjkjN1XYAdO/xK3+f7x8WVgOKj5AUApT2FMUPEFiaA0HFq1FP8vb7W/wDnzwLecQytQxyK1AxHwEHuzfFw3+H/AF/9TAmoWUN/bSW032zQoD+y/wDutlPxfD/xphJphaK3aymUlVJNVDVAYtzjqycSy8Wj5p/1U9SK6jBJZ3zx14spDrxYniT8VA5+L4clGka4utSC1veC6pLT95IeMd2wHFC0hqLbU/8AfV1/dXP93cfH+8lXeKRZBFMJLq3uZlgJmJR43Gwgm6/Vp4Kfa/u3+P8A55ml/cWNvNHbNcKxdVYSV3j+Livqc/teofhnT/dPOG4/35gW+WWeSVRS3vY/jmt9/wB4D8XNG+P1Zox8X2f9Ji/4u/vIVqEM+m6mWQemysJYiNxQmq0651TQ779J6aJUNJAvIDruRydQftfZ/wBngDU7YxojsOME25IB3pRRyJry+zw/d/8AFcP+XLHtLl/ReviBR/o14SUUdupK9f8AgP8AkXk4CpPblJKNShXfufsn+X94v/EMK52msLm3njcyESrHCsnKgJRkZVam0E0PKG65fyJdRfvIfRkHBrK7cNJW3e7k+sQk0V4Ly2QyvVow3xOscaep/dfH9Y/3e+DtXp+g5b264qfU+rWqKKMxPJWKbty/c8lj+H7ckeFc4WLTLyCPldRU9OZ46yyr68aWk1I9q8o+UnpL+3DI/wBiWPA/lG9t9RkvobpE9SaSW4kUCg9KX4Jhzrxb916MjOv+7H/e+n+8kwludO1fSNW+rQ8TDAxeGR1JeW1kp68fo/BHOkbonqInp+nLH+6j9STCfX7FbLWbm1UpBHJH60DKoDcow/wVHH0zNxkX4VRJf3Unp4G07j6zEClRyj3FFoAzLyHH4uL/AB8eEX/GL+8hOEFxcerErUeFyoUFgwK14q/JVf41Rf2I/wDYel6dqPt7a5SJwqBpGCkoy0JKhuXF/sp/wHxf5H71MDWsN16d1HJbyQcXW4ViajiQLZn9MLx+F+HPj/v395gy9036nosF9Os8kk4VlVUUxr6hPoRzOWEnqXHDkkiR+nD+39vAOgsW1W29NOAHqE8tiKI7x8WB/m9N/wDhMl2pBJtMhkuIqO/ouwqoEZnSH0HnT/dfOeH4+Pwf6X6mRi7tfS0klImC3EMwWg3SSF5Yue3J+Ctb/a/35/JhG5jiaSa0kJczgCQGvFYV9V26FXY8mj/33/yMwH5glhnvo3ReAaGIvTohIJKqvZPiXABt4+FUmEjUJCAEGq05A8uP7HxJlW9xwUwyLzgkILL0I91b9nDq1sLX0JVRxLBIKrU7bg/y1KSrRm5f6/8AeRxy8ypHltx9XuU5W3LkUatV34M6cSPj+1g0IxSOXT5/WiQMfq0pHJan4xxr/wAMv+v/AMY3W2rSRahA86BJYnUPUtT/AH3Ifg3T4G/Z/wCbMmrDmssa0qKlj3YDtRm+Lb9pV/k/ef8ALQa+XoWnvLVFkjgeGaJy0zFP21+AlQvJ2K/D9j/hPSg7NmzZs//R7NmxG6BNvJTrSvftvUcQzcv9XIBfLxiYFWq37LgBg32RyALep6n7HBsAiyj9VWKgyNTkw3NSPhX4OPNtvsx/bX7fp2seI3VvGoLJHUgCnEhw3IgU+Hj9pf2o/t/8e0UqfvcAPGgaiAlmNVHSlBvxb/PgmImtCyCq9ONKjc/tU6f6v/MzHAFF5IK8jUkmvffi3+f/AAGUqlwDH1H2h2r/AJNeP+f/ABkxYMerH4iNzsN+tf8AP/XzMDIoSmxB+Hftt8K/5/77/wB+YE4Rwn4SVToB2WvX/Nfg/wAhP3eFs1msbtcB/iNSeRFCafZ41+1xH2vs/t/8W28Y8zWZAjuEFVWqO9fkV5Ajl3/m/wCbwEGjzTWZuVBAoGqdhwAZnYMStePHJBomuSamBbXJWXVgoij9T7N5Gv2beb7P+lhfhgl5c5v547uOB5TCDTLEyLMB6tvLIVhjYAsknFucMzfD8XH+6k5J6n958H730auUgs5bbT5yUO31SWRh+5IPqRW8stEP1Z2/u3ZP9Ff/AIpkeNCHzLbO8YuzGUeNzHOKHZweMh/1fU/4B/8AXw2/LvVikzae32gfUgYUr1FV+Lb4W/eL/s/5Ml+q2zTO8QAqeUinZVDAVYcxv8S/tuvPh/qQZBdXACQX0e72jgsVHAlK/Yp/kpxb/ivJjpF+l7ZRXCFTyG7DoN6N/sQ//VOPB2q6QNXtFgMRZZgyR8gAAw3X94P7r405uvH7H/FifvS22N5cabYXCKFkaIfWAp4usqOum3c1PipLHHP600cn8iSP8CYtrWqwXdgphHwwXbvLJHIUVoXWNEuTy5/FbzwwNJ8PpW3rxyyR/vOeA1hTkdS0+5Bngci7kkRhLAWZ3f67ZrzS4sZW9T1fRWP/AJaPq3qYViwuF1eeTSna2nBE8URY7GT45okmh+P/AEWZ3ikVf+Mkf7qaaGUfLdyXmlmTUh6V1blZYbjgpMZJT1FdK8OE0cnP9y8P88Pp/Yws1XSGuUju45UlnZENvdwq3BgnHi8e/wDeJ/vM/wDzziuIrab0ZbiP2lq1rKfVX99CQ4YA0aN/jjkjH/Gv/JuTJPot5p3MmYFWUCk7rQOFHKSKtPi9P/dC/wAn2P8AdUeSe413RLW3XhFyk2HwVBoKfac/zf8ACft/7r9eL615immnguLW2SAwOSYjWkiFTHNDJyYn07hGaP8A5m/75ffTX1zpp0y0pPZxyRNaTFiJkR1M0KOvE+qyxz8Mq30K7t4I5lYQy27iVZACeRCs0lQf91yc2/1P+Dw1FxY6rpwlnDRNcRJE/H4lMg5CJGb+XjFcx/sfvIopI/3uN1OOS30jTLmnq30MImeUnqXZll5RhV5fvLyX1P8AJyJ6lcWPqPb1MO3CUIOiv3Vfg5/VpIIHwlkike7uGmlLJGwSWX/JB9OKR0X4vTVhHy/kxC6t2gNWJ9RW4E9KcfhPb24r8X7GBgKmmG+nGeOhVlZJCVdAaMOjch/K/wBj4v8AqlgyW1glh4SrUs37srSp34qvwH4eq/6n/SH6hW2nXVtMHGwRqM4P2RStT/kup+H+fBWqWzSelcCgYFUZqHp2aRfi/wA/+HnsUTRzSlmqr0anUigowHH0v5v2k5/H/un1fRkNvKMEUuswSzMiwpLGEQEBnc1eMBf5U4cv8v0/S/vf3dt17NmzZ//S7NmyiAQQRUHYg5EPMq29pKBCTzI5GFt1UtyPL1P2en927f3f2P3XqYUj94irTaVfiAXl8LirsocKH9T/AHY3D/nn9X9OKYJG9pLN8bt6NSHCkFwpH24jLy9Xj8PP1ftp/e/uvRhwBc2+7UIaOtWfoAw3/b+x9nn8f+u/++sAGRgSDuehqKmle/7T/a/4y/8APR39KwXFGNSTShXeu/8Aw38v/JKD4Ob4oQHA24t12p/rV2/a3/Y/6p5VODsrn4iKHlTrTv8As/s/5xw46i8h1DCh6noOu2/+f/F0mBL1BUlmJ6lq9Sanrv8AF/wX/PT/AHbEVysysI3B40qtDTfwr80/dtx+18Dp/ew2gTVYVn0ucKtQELLGASQ60+Na/Z/aRk/y/wBv9sv0Kh008h1PArWlQW8V48f8/wC8/wB0kd7aiO7lENFVaPTkBSo5UX7H+xyUaVrz30Rkm3voU/0+JulxEnxfWh+0t1Cy87h0+P8A4/8A7f1p8V1T07qO3njkLW5JXk9Oew29Si+l6ij4fs8Jftx/7ujhBx3cV20VnduVlYegGY7SJx4Q+ozftrT0fV4/GnofyYVWTnRddhccmg58QxAq0bH02PHpzT/iaZ1Xi1xC4rxPCqmlQQDyYIQeUnxD1P8Aixkf/dPpZEtQhiPrQuhEMpKTEkVAJ3Yf5Xq8nRv92SfvP7qPHeTrl0WXTZgEltzQ0BA+E8Q3I/z/AGXb/Li/nyaw3Be3ELj4UDCuxoDs3w1r34/D/wA9f2MIZp5dL1D6t6gSO+f6xYzshlWG6CNFOtxHQ+pYX1o3oX3+X++T+7wRpWmaebtb0xyLESWa25MyAIfTniVyv730puXxXCet6XoQ3H+7vVHxpEs1srRGASVSG4tjRhGwU/Vk6SL8HpyWsfL0/VjjT/feRfUEAv7XUUgEV7EIWuYw3on1HX0n4f7q+B09NXk/dzRTxwpJ9jBkGntdRXRWeSJlPqCJWaN1/Z4emgdJYYj+54en6kf7vhb3Uf2zzy5BZy8oL9q2k60MlFKB2X4OYUug9RX+CSJ/Smif91whle2ih3m62t7G8ieGT1rRmVPrBAHJLgNJ8PpuyOyT29z6j8v3kks38+Vp1nHcs3BqAP8ACN+JJpxYVAHJf8/j/wB6Dk+VPW4fWJCg3IYChPFfj5H4Vf4P+ATn/upJPq6B8pRq/Gd2LgmvInY/Zb/J5Kvxfa/33z/4txeHRbqS3gAu4kjiCyNxQgIqxjdVHxp6apgS/wDMF1cTNaScIrbgQQoox5A1XmzN/wABx/40xmgpbSWstspPKUmaJeQQIVYwx8np8EbSD0n5c/T+sZJ9Wj+s26TxuW+qANyZfTQwP6aTV5H7XFlm4N8KSpw+DIN+j4LjUJYrmVRPRI44pSTRC9CXeMgyOtZI5P5P92ephZqAi0vVZY3LSwSLz9PaoL/A6N0X+75x/D/r4B1HkqxRnZ4mKODUMrIFTcV6OixN9j7eA3ADmlKeFa/8NklsNPS5giuEI9YUA71RRx4v9n7Ct/N8cf8AkcMFXACF+agkgAHc1I5czxf9v7SyK3wSfveccb+vEiAleFHQEMQeLMfiB/aC0+1t8b/vP+LP93R3PqMeEGJgq8EkPxld2oy8V+L/AIj/AMQ/33KtIvGubOKV0COjGB0XZWZFAPCrlFVkb9pf3XP/AHz/AL0T38vtLikg+utLG8kLlQsYaqkfCFYTIP2P5fsP6kfqf76nmbNmz//T7NmzYRebLE3GmtMgLSw0IAI6VqeoP+f2/sZD4IZGT0T+7A5G4idSCu/L976lf+bJP7/1Lr1IYWSohc+m1ZP2WaoJNafFX95z5/Dy/wB6PV/3/cfBAXT3L1p0cVB7cgp6fy/Dx/2HD/dfpfvAhYNI3AfCAakfdxZP8nl/r/8AIzKkkUxqGJIY8abmp+z9of8AAf8AJKP/AHZjgxKrUnj9oEn/AIk38v7XL/Z/B+4yySDxZa/MCv8Aq+H+f++0fKKuoJQhgacgCfvqPi5fF9r/AKqepiFweLK1SB1qv/A/Z2H/AAP/ABD048K5yhf0WJBPxREdDvvH0Lcm+H938f8Az1wFHKqPwVviHHiVP2idqHgfi+19n9v9j1v+Poq0hDb3NzbgD0RJxWQVDEg8lYfEw/u/sfF/l8/T9bErgo2p3TVAEiCOAuamj/u+J9P7P+y4Oif7rxfXYXtri31jTm9KeJU+sItOUckfGJZ6D4Wim/d8m4/3v98n76P1B9vdxXVolyqAWU7BLm2SiiCcfHxiH7ETj/SLL+T97bf7qwObULOyTIJEK/s7cgw5B05b/EP9n/z1TAPmSJwI5CPjRyHf+YuqyI9afyr8fxZ0HRJ/rGnWlwlWd4lZyAVLEUjry+yx+H0/g/4qg/3TJgDWreP6y4AHpzbg/ZBZRyQ/D9j92vD/ACIYX/37kfsp10zzDHXkYZ2Usg6j1KrKyjl9r1CsjRrHz9N+H7GT20lVGDM3FQ1QQFP+y+L4/wBr9j93/vz43jxurWiXxS3dmJjdJYStAF4sJox8XL4ZW+Dg37WI6PPHHfTWTBqrMwMADMrCWkyTq0h5qy2cUnq+n/xjf956WD79LeTS/RkCeooYoSxCK0ZDQ8uv7UkaM/7v0vgwjujBJBeXVuCL2Bh9ajccY5FVOLt8fLjBLAscv7cKcE/Y9R8N7exs7u6i1PS5isyL+8tZNmpItZopK8uLcf8AixP7uN/3tvw4F8sz2SSy28rRqlyJShpxEFyEkUOT9qIXF28i/wDXrIp5wuVuRDwUpazzs0cZ6qsbTen8H2v3v1iSR/8Aff8Ad4p5fvVVY+DUjPxMdlIP2dqfs7/Z/wAv/fT50IOkyh+VAArMCAeI23Za/s/B8XP/AC/+MYC71m1r6YiCopb0mHKtAOPpMW+Dkn/G/wDl/vYvJatqWq2wDmGG5ukg9dvsqJPRj9RQwXlx/aX7GV5j01NPnaWDn9WBISOT4pfgbi/NuPD9vn8Hp/76eD7GXo0YuNMku9mFtMGWVgAWPNlWPnF8MkXxKzxt9vJgsEsepGxmj3uLf+7apKrKIrh4+TUX4GkRPs5C/NFta2pgm4cbj1JZTxAq5tmUyyMxNVMnFsjF9/pUsxdGpFzit2I34oJJayFP2k4cP9T/AFMBII5UEjliRUuhqATUbRleXHkv837fDEp+HJeO60FDWpoOlSPDJPoMyfUkJ3kUnj4r3+37/wCt/wBfBVfU9RG2BoWbcVOy8un+62T9j+T+dI47cFPQMq1ooBIfb2QN8P2fiVP2/g+D0/8Aj15oxzFyqMBKrCiqK8a7fDx+18P/AFx/xYK0KcpqlujlktLhuEyVBXko+E/Fx4zRv8SO/wBj/jHzkfvnkjTDp2gxo7cpZnaWRuPAVPw/3f7H2ckObNmz/9TsuXmxK5jeS3ljjbjIykK3ShI26UP/AAOQK6a5+sNGWH1oA+tQkEldqoS3PihHF/3n/FccnrfWJrUpnuDF8bIrc1otSAngwZSOHp+n/wAY/wB3/wAu37y6DTQy3U/GON2n2Cxpu/Ie23LjT/YJ/wAURx28gRl9OoK7UoDQgjx/y/hr/nNJJiNfhKr9kncHfkN/tdP+bP7tP93SY9V5KGUmtPE9BuPi6bfzfb/5Jem9D+ywqWH2dqHt8Pb/ACfT/u/91p/ux8UA3DId614dz/xsy/F8X/VSTAl+JwVYfHuCqH4VJ2DJ4ctv84/7ouuhHdBfTqskZrGp7sOnL7Tft/B/18j+sAUK3Ceuw6EgpTao3ZRX7Tt+19vn/vq4/upmRRFbiSfirJJR3ZqfEPtV+Pn9mnx+o3+X8dv9adwd1YStqn1iIl6UIDKtS/L4o/jHXiG/vP3v/Pb+8MpLX61MkMMZcTMsTL39NuUTmm/Zvg5f3fD/AH0nqZGbG6Oj6lPa3QMlqS1rexpSpVWp6kR/39DIvqwP/wAaO+SCVJIiLWRxNEgEsMy1IkidfUr/AJSyxfGuFms20H1a5MUpPpMhVQpHJfsqW/Z+FZPtZIvIk5GnGFmNBV0BPQNVG4E/zf8ACP6uHOpAT2/w8RNH8QJHwghuJFP99815cf24nyIa0GEcFyB8SN6T1XlIokA4Mu6fvYuHBv8Ai18mOm3C3FhExr6i/Cw+EGq/Z61b9r9j4P8AX/YHuVEXqJXlGQegpQ7yDg3xfa4ccJDe3Mcty9uUivbCsbXLfF/o7FWimZPsSfVxIkif7s4evbfv/V+MxiuIpP0fG0aekfrto0S/F6kkkgu1jT4l580g/co7c/8ASfRwAY7qGSWaylZrkMeSyL6iem6mWL1FHLlBb854X+L1IbWX/lmjk4Os7PTbu2gikVrC4twVtgXcOQSX9CCWNR9Yt/i4w/bk/wB9xf3sNxksNWtCVAGo2UqtC9OPqKCSQHT4vVh5cllSJn9H1Hf0P7z1CXzPY3E+ixTRljLapwYU4n04DwKuh4ss6Rsjzq3x/BhLpUoJS5NXDEesm1GbpuvZqv8A8P8A77upPSmNhqCNCqo/p0QFFLEFaivBv9l8cbf5f/FkcuBNSuU9fkqhRKdowK8abHjyr9n/AFv+ef8Av8PG1vdrNZrxMjR+osVd2aOsksfL+f0Ocnwt8Ho4A1GKaZlL3EjQuA0YYbkgg/FxHqOwfi3Dlz/57SZJfKFhFNaW9uSOEclzcXURO8yxAKEB/eL9nhNH+z6eGMmtudWn1l/jnSKAWqV7zNJcU3DL/cwwL/0b/wCXka1VJpEtreeTmixyRxT7815NykeRz+00rqzf6mQ6O6Ih+rAFucXpxEDjSR6cl+GvwsvL9n4/UwLIprV4z8Z4gdOLKAsg40+39nEpDWi0NF2Fev04e6I0n1da1CI3IU2JT4ubdfi4U/z/AHuGbOIo/VgkDhehoKkH4fip/sf2f7v/AJ5pKk0jqgYQeq/Ikkdt+Lc/FePP/P8Au3SLGTHOsPExEeoo/ZqCeJ/lT/P/AH5hxoumre3MdovpyxXTiS4dBRhGCOIpVvj5hF9NW5/88/jTvtsjR28SNXkqKDyNTUD9o+OK5s2bP//V7NmzZWEev6YsltIUhMokbmaVLRtsOcYBVv3g+CWLnH632JHSL1Mit3GFT/SI29EKEeQj4g1eSs6/u1l/5J/79ieDCX9obsh2CUFQQOm/VWX/AFf+TeYnieKgdN6AkV+z9laf6n2v+H9aWII1m7l5YloRQtx+zQD34r9j/nl/xit/96acgH4jxY7jY1J/ylP+t/r/AO7P72SPMBy26U+40B3rX+Vf+vno+tJI8yE7H7XY08Pl8f23/l5c/wDl4+CFK9jlmtysZrQ7qNwVP2141Xl0+x/kfA/7v96T+sF6DmBVST26hg/JR6g+L/X/AN/cJPWTArXETFnUBDNQrtxJNd/U+JeXP9n/ADmywzCQmI04ipi/aB/apTj3/wBnz/6cGTgACoorUpxrQgUpThx/yOHp/wDGKP8A6Vvpuhu/jZ03nhKuCKCpFHQqy/B/lPx/dP8A3n9x6UtlGPMPpnWLmWFWSO4K3Cq/2gJ1Wbi/+Upf4sMtBv8A6xZm0kfjc2P7+0fuYlb1J4v9aD/eqL/nv/kYtfLJLbXUkAIQwEsu4oo3Ybj9nj8HH/dWX5HujFdiFySHJRE3+0Ry4cf8vj/ycydThZOSUBMqllY9aqQf+DZPS45Fddt3NlOIaMXUuo3rsfUbif5kb97/AK82HegXiT2Xqxk0mRWbc712+yPhZw3wP/yS/vZsN1YfErVKv9qor2rTbbCq4gj/AEpJbFmjS4T00kcCQJIEdvU/YbhJCjRzQfYni5+r+xgmTTImjhmZURLyGK5kgmJFHRnspEdmZfTZJG9P1mjhT1PS9SX/AHU4m69XT44roxfWEjopki5ElF+z6sXwtJwYfaj9C6/316j848UfTtG1GKX9FH6hNLF6paF2a3lWQE+u1rX0XjaT4J+Cc4+H7qT+8nhIJnvbJVF0oig5pDekSSFYHB4AtIjes9qrMnNuf1i25p/f4+GcpJLpN2ZnZ14wXMjiWUGSvpxM1OMnJudvE0sMcUv9z/eSejFDJ7eSyvprNvTEfISQovIqyEtxHGQ1ZF+L+8f/AJIyPhnbygO8TGkkv921SeXL6OXx/wDIz/ntL+5XlaOqhQDyp6nHc8hU7ch8PGv7PwL/AMV8/wDSAMsktuC9tITdIyzRGhNSvxcvwVf+E/4qwVqlwjsjRAqkgE0bitVSZFmhrt9qL1PT5L/l/tvHg3QdSv4ITLbsPUin+JJKhXWWIRfV14n4fV/fy/yL6H++sHQvG1vGsjkxqUDvQowMXOEMa7L6lvN6iNz9P91LhB5ouA31yFyUMdyyxL4q6euASD+16n+yyP28cTXClhyeV14oafDzDIo/eD4vSk9L/IxGWArNIQ1EVuUir+wObRFh/quP+HxGZSq/FUMG4lQKDbr3+3h3oCs1pJQ14tUqDuP8r/U/n/55/wDFWDQjJIx4jgHHq9gdvjH+Ty/aT/r366yDjIhRgYyKEjwP7X/Cqv8AnF6OvfTQu7fDUgSkCoaOvIn/AIbn/wAQ/wB+ST38sdIi/Tk1yIiYbYN9XmoCG9QLWQspp8SfAvwc/wDjF+89frWbNmzZ/9bs2bNmysKNe0NdWgTg/pXEJJjYiq0anNWWornN7yK8tuSLCXkPwNHtVXr9oFv5f5P8jAxXUDNGixrLCVblIxUEOD8IdduKtH+3/wBgZHahBcNZyiBj6jCgZGKmtQzKZF+Ln/lyf8ZJf91w5grsqrIT6i0qw2Ff8nlx/wAr+T/kZ9YurdAxPHMhqeI5FqEgksUpRRxHwfa+xzj+Dh/x7JgiiFOIPwncAA0NB2348uH+X9j9tLXnczVycAqpFG2ruRvT4tgv+R+z/J+7T/RreQm1WCRC71pE9CzV+FhQfHyr/wAC3L7H+7Hh/fQRXXbueAWixfAqEsGA6laHrT9nn9jBmm3QviLkv+/ApMg2ao/3aqj7df5f+ef93wimMjRw38pBMgrUHlU1/a+BlZ/+vv7+Nwjxeo6wxlkd3UA0qRVvhWg5c2Zvtr+3/wAWfvfrpB5jcDVJ4YyGhhKRKwXiC0UaQsVX4uC/B/dc/gwBaXMlpcx3MJpLEwdD2qP2W/yW+y2S1ltZ3/dkLHPbs8FRtxkUt6TePpV9Pl/vyDCbyzKsWoLK9QyOhp06ngSf9QvnTpwv1dZeVAtDWm4oOtf5+LNkeu/iVlFD6TMGqRuKnf8A1eLeq/8AqY3ydI6W5ieqxrJJEqkkHiDxUNT4W4/Y/n/338Hr5JGAoRWgPfxA3H+f+vgK9E5ljuEp6kJWVRU0PH4XY0+L4lV42/4h8eHNhPa3sQmb0/Sj5N6UtC0YmQG5ge4VXaNAU58+Dxfbkkilt5v3Qv0zbsYGPwEcZAvE/bAEnFkYpyYD+Z09X48KLa2S11CSVGK21i31uappH9WnQ/WoY6fa53Fs/JI1T45pJP25JsD6bPdamdRluUWQEjmCP2ZVakJH7SJDHG0P+7Iv9Jg9R+GFiyJBc2qy8o7uyW4t4prihRvSnCwQP6hRgqW/D0m5/H/c/wC7EyLa9brHqls0wYXEyAShxRaIkcSstf5pEl5/9d4KuN0iaQAsG/eoKmpJ4hjuPs/GnxP8f+v9bxQu6oz8aRgFqk06Cq/GftMeaf8AFn7zn/ePwtwsk/EVI3AJrQVAB9vb9lG/4T95Ia6Xax3MsLTI0iW9j6gtfU9P1XhRY4YvUC8414yR+s6fvP8AnpJ6iJQOsesrb6epSG7hpDFzLokoCOrOW+0ifZ4y8PRT91+89PDC4vreOP6y1fSKXHCGnFmRQ8axpufi9WZPj+xJ/vvCB4xxtpr40kpClzGalQitHElz8e31hE9KOTn/ALrxmo+XnS+nsnulSSMSuJDRIT/dzJWnwxLLA/P4fgRo8I51neZ+YJlSoKg7igFG5U+NW/ZxKVTxWQLSN+m21R8NK4Y6Nd3FsshhIKkcmVxRQR+16nw/aX/kn+8+3HHhibqWUxlYiJKUDD9ob7cBT4l4cPT/AN+J6af8efoM+vGMemi0QryDHejUBp/K3+S37aP/AMiqtL6/lvrUtIDSVeIZf3Z5EDkyoOR51581X1P925338v8ATZ7LRBNcSB5LpjJRRTitSFVqUXmn2OSfb+3kqzZs2bP/1+zZs2bNmwn1vQ4r9RKqgzJvx6Bvn/lccjCaKq3ZM6DiCytF1q/7I5r8Y/55t+8/3T++T0HptE+BzbOeagmXkoJZK/upIQrKrf7Dh6j/AN2lpdp9VwtNi6qiSKpkYASxKTxArxDKZFT92zLxj5cP3v8Ao831a9T0LpO5sXj9PmpaFk5I3cVqrB68f3sbc45F/vPt8/8Aj6lcC0RjdgvxA9S9D/lUbav/AAKfb+P0/U9CLGckapQ9z9rwHI8eXxc9i/F258o/9/f6XJMncqvpFHYMrEUJrUn7QU/5Sv8AYl/4P95/vZEPMGnK8RijBDJVoxQfEf5FBP8Awq/t/wB1/wAWxvS5hFOH2HD4uW1eNQHWjFVfb9j/AI055MBIJgkkCFEpzXiT3+If7Hlxb/fn2P8Aj4/3nDCkksB4j1BIjANTsy/Dx/ZRlZf8j/o29CazA+c7GKDWL8xoU/ftxDGpPTZFX7Kp/wAWZGgf7cP9ElNyiQFv95yaJ4o1XFCf99Tc2T/LnwJCI11edFAa3aUqxU9I2enNGXtwbOoRvysRuGShJPiG+Lkf+Sjf6mElzCyu6kciUoy9iF6Cv/FijCfy/J6Oq3jGRuJlCspJAZv92Hhv6lGZviT4/wDkfk5HxBqntvWgNR/q/D9of6iYhexB0UKeRAIcDoagc0Hz+CROXxYTj17e6EllO1vM+/roaK3FTQSLtyVo+P7cf91/uvJHYenP6v1PiJUko8ABV4n4hOMcJ+Bo/j5J6Xp839P0v9O/c4lCXbT9dFwGIFvFJHIKIxghlMizQSKfTf6nJceqkjfu5P73h++wps9UXSdVspTHSC5jCXtsgrH+7leISqiErxSeWWH+f0Z+eBfMGnTxzu6sZZVPq2Ny4JWZQ3rWr8nqrcY1+rv8X+7JpP7uPCLzNfx3mn6feMgM0c8iB0O5ijS3PxcWb02WWTh8aJ/uv4MTEqunEN8dB6dQKEH7KspPHkn7SP8A3f8Axiif1Q9JpJPq8JY7/vGoAeB25Dfl8Tc1VG/y/wDi7BKaPqEvpSAqihSTGy81DKF4RceTfy/D8H/JTB9kLy2hiVuSXUClYijBiOQbhy5BhxaMvGyNH+8T1P8AdknwMltbj1l1GedvricVWOFeK0UcpIl+2ZOfp8U/y8lWixWur6JBOI1ae0ThcIgPD94I5KcW+LnIvGT/AF8jmp2Ppm/t5Szeo9UAILDjbrLLxryVVmIaJOX/ABkxaad5dc0t+O8lvbngaUcTR29vPCyyfD+3J9vn8eE/mHSbfS7lLhnZ4pZFR6Ec0VfiVof5U9LhwT7H+68jt7FDFMyQOJIvhKuN6hkVx/lf62SnydFDLZyLIA1JCTWm2w8R/wAD/wAy8kdr5StYy8iQxsJK1Qsf2wtUVPh9PlyX4H/yP+XT0hNl+W+mSnlIXKRkh2qw+18S/wCt9r7X/E+cbpMdL/LDRY1heeHj6W6gbOwNGYSV5f7D/d0P+/ecmTmONIkWONQqKKKo6ADH5s2bNn//0OzZs2bNmymFVI8R/n0wgvRNEzG5UsgFA7fZo1SwZtk4hV+3/dt/x9eh+7usbMiQRJSjlgGDMWDoQKHnyr8LVXk7RyfY/f8A7tPXtyS6tgbz1WqAas5JoQ3Hi1ft8m9L+8m/ecIf7/6/pn7y2fNbyXEQjEjpGhCk8fUp8J2eAlmdVibl6UbevH/ewyXlh6fokd3aiKcrUMuypKpPAn7S/G37LfsN+3/xkwDJAeaherb70rXqelB2X+T+dP2JbdGQlFPLZVHwvtTr0/Z/lbly9P7H+6k9b6kT6nAlTI0Zb+QipYVPHov7KsG+0nwf75/3RPDNYtHt7s3QIeOdzz2oA1asjBfs5INHl9azVV5c0X0g7UIYg9+PLZuf7S/8V/H6npXasVoguLeOJQ0jSxgEnehfmzbc6en/AHisrfySc5EfnqALW0iuBcXzSAeq7yfWGr+8Q8ljZaH7Unw/b/nyKyBAw40I4LXYjeg5dcF6O4W8EdAxnVolB2+Nt4/vkVVwXqkotdUWeIRlZYkkKKBTcL2I/b4eonLOgaPN6mix1HwlCg7min4G/wCAX08B3BZJAxpVhvXuejHpkcsHeLzFdJUkOVk4kqq8qVTp/Kj/AG0+Ph/r5PLagG9AtAK+A6dv5f8Agf2IsUZDyK9n28enxH/jb/jfCLV7RiJFVmjNDJBLGW5ox5fEvD9pat9n+8i9SOPGaLqp+uepL8V4gEVxCwPGSH7M5iZeSpNHz9Tgv/FsX908P1aSavBdxTT2CmMXDH17a4RuQdZ4RE6Sxn9zIt56cski/wDHz6txFF++9PI/HZjUobdVVF4w3SSRI+3B1PGWGZi3q+jcycVZ/wCf/dc2L217cfo+GG5RXlgZre4jYcBxk43cE3+6nikdZW9Sb93+9T1PTi+O/wAjfmyxP1ESW8QW3t3bknEB1LlE5Nw4JxoiRv8Au04/uk9Dh6MuFWkOWhQs1Ald+m4/5tX/AIFP+KI+ch04WzNJyCIa8pKhQ3XivNeTfD8PD7P7H+7MPjFFxC/skbg0JYE/EQ3+/Fb/ACvj/wCLMSvooOUV1IwiAHD1AKngfi4nb/dPH1Y+X/G+E+s3BS6iRSFMLBp1B5AyIxKwNw/k4tJ/sPsYK8g3ka6q0jxItrDFOQ4Y8m9Ic7dTxHpllmlWL1l/veEn8mJapczSarPcSy8LG4ZbZXIJIeSP0+SCn+66R8/h/YkxsJgt7OymuJPTEZELyMSTHJFIOXxj/dasZJ0k/wCL/wDIyP6ndXOo0imos1rIYZFDFivphI0lbj8fphUZHk4PhFMvx7rwanx7ilcnP5d6Ybtm5clUsGZh8Q4k0J41HxclXOs2WjKh5PHVTXjtyV96emtf5/i/zeT65JbPTYo1R5Fo6fYSteH+y/bb+Z2/5r5j82bNmzZs/9Hs2Vl5s2bNic0Mc6cHG3UEGhBHRlYZFiktuxD8k4twCAGoP7KIin7Un+6ki4R/9W/0ZedvOB1pA8ttJAjcQQeFSFXfkjQtH8bc3+K39P4+f9x/x8addLwoHEaK1JGAKAGp4MaryRSEaNn/ALr4kj9X97YXFrcf6LgTWIkS2acE8pmo8VAymlT6sc3FfU9T025ep6b8v79PWwg4rKlPiCjcFu1fi6j/AIl/zfiE8Ui15fC4FSOlT4GlF/ZX/P6v6RM7UXin7t0PVh8XuV28F4p8H2P5EjkS2K7+zWXlDIlYpDXjyJBY0CnlQ0bk/wADfsf3X7f+lkGjzSWV7JaXDhI2qsivQqGGySL/AMFx/wAtH/56JJoQgglumPGZkktbRq8iXlWjyIfgT91btJ8f7Hqv/uv0/RV+rpJaP8ILJXhAwoo9uP7Kcl/k/dyfsZCNYt/qmpXFryLGAiNq70ZVCuo6/Cj8lXAYYqQQaFTUHuCOmCRcXV3d8ixMsgZKCu/IN8Hw7/HyzpnluJjoysAo+IRheQdgQvUq3L4Ivh/a+2+JXwY2/LdDzIKjwI+Icv8AJ4ZDb547TzMpDM5qokcmpDOu5TjX92nL7GdC0xvVgXbcfCfGo2/h/wAH8CYKkBMVVrRSDsP8rw2/55p+38HqYFurZZ4g6gEVPAHkyk0+Jfg+J9v2k+P/AH3kVi9TT9SUQuA4minEZKkmOUvbXEXH7PJpfS9P9iP1f5I8mplm1G70y+dVEgtYoBHQ86xx+ug3P2ld/i/4x/8AF74P1jRbaxvbXWdKVobS4C3EtolFKiYcZprUdFf05XWWL4P2P8jhXm+0s7iJdc08rLZSBRfxIOVOBd7fUIAtdmV54riH/d0Tyw8PVjkjyGLp6tezKJFkstStZFmkJ+KsCypHOfiZaPHGiet/y0v8bxP8DwzSpGjka3k+CSN6mN/h6bP1H7t04/F/qc/90Ye2s6wcwwqhBqgqAhofg4/aH918Lp9j0vT/ALy1h9Q2hvmEQiZHXiPhOwoDtVSPhVl4/wDGP/fWMMd7qdmLGjQrKyxEuQSA54OoCtT4P8pv+LPjwFfadJfNfaxDc2+m6fczzC3FwzUlJP8AcwxQpM8rxqU/fSfB6393ink1JLgrFIBEG9Y2yB6q/Ja8DRmfhFVsUi043NtNbTzN69wkVyK8eSyiSdXU8R9pRbQwcPsc+eAH9UWyx3DGSCW9aVHYkrxBt2f1W/vVTjHhbeWCXd9I9lxWEswYksQVluHhiVlenB1r/qfBiE2mXLRDiC8huHt2UKAq8CoXoF48pZ+H/CZ2X8ufLrQ6bas8TfEn714yrJUn7BegEkar+8/3Z8f+/I3/AHvSY4Ej3G7CtGNKgE14imK5s2bNmzZs/9Ls2bNmzZs2bA91aRXCnkBy4lTyHIFT9qN1/aRsius6bffV5TG7Kq0a4hduS/CefJpCqnhX/j9/6T+cf71CRrqaAq5uGDqwYs/xA8xxdJkcFv3vH97+xKn76f8Ae/vMMp7g3lqWDskpcExBiCHQdf2n4/DyW4Xn/vq8juYUSbCIDgzBVLRnfgB0r/KF6f6i/Y/3X/ur1H0Q7SUCgfC1R0oR0+z/AJP8n/B5G7y1BmDcPiX9nahA8DvQr+z/AMnU/dzW4IFo6OEDozfF93E8VYfa/Y9Nl/4r4f7rhj+v6a06/XYqBkFHHQFf59/n/wA1/wC/bhTyzfm6kW0uKM8MZW1ZtkVeso2/3Y/8+Sa1VbP1Z3YmGFTKynbisQMnDt/kJnNri4lurmW4lJaad2lkY92c82P/AARxhrufHfLgEZkQSD4SwDdeh7/CGbOm+VJG9FY2atFVK715UPHkDT7Xps7YY3FmTCymooRspoxP94pXZm+38OQSXT0nj1XUpORurWUtG8IoKiRuTmvy+1/xXNkx8uXUEsXrDcnkQdgASOVV5fZ+EfYb+7/ef79w3AjcFePHgCplNN2JqHKU5dP3f/F3/GPA9DRVb4lapEbDnQmq0KrTkzftel9tPTjhwgultH1UXKxmS7jWJq0qnDnxmHw0HqcPU/Y+19jJzoNtDd6QWiYRygCeKdqKRE8Z+D46R8eXo8f+Lf8AjFgWx8wRwxxafrLf6PHGSl5GpVQQSv77j8SQxyPwS4h9P6t/cS+n+8juA2oero/G8s+T6XclhcICtD64/vIyhWLi8rfvOSRxf7se2h9PI5HaJC0oWdY0l9SW2UjmVjcRRzBA324/ie3eJWeWNH/37Hkc1qAxajHdGNEa4jUSMhqPrCCkjb8aBvgf/jJ/z2jRUk/Cxqp404r8JVhv3+ww4J6bfsR8P27ObBWjXEdPSm3kiqQD04cQF5fy8P5f5PRh/wB14OkuUjFx1AitJyqipHqsI7X1G/ykgmmbI3e6ul7bRxwoRPbxtFHCgKhAzNLPIKcuSszft/Y/4fJn5asjZ6MYpGT1IGllWRxV1aCSOkn7XGBWjlif7fPBEqxXs/1yx4DgFlQ0KqUeSSZqgU4MjScP5PUiT/dGa00aw1Gzsbi3jNrZXDtbX9uVrJBJItzZSNHK5P7vlJ6/D9v/AH5iR8vuskVvK4dA5tJLjryMMvrKsicklrcerInLlwThzk+D1MnWieSfUup7vULeOC3klEyQJ8Rl5oob616vqfF8ckU3+/PThnj9GWL1JJwiIihEUKo2CjYDHZs2bNmzZs2f/9Ps2bNmzZs2bNiF3bmaIhGZJlBMToaENT3qtP8AJf4MhZ0tXkQcVikVijcjQhh13YNT7XPn/wAP/u3EE02aELKVrCejCoIoacVdPsfZ/wA+GO1HSUVRLbMJY2O1a+p/KyyIvHl/KvDh/sJPTwtntprYMkoK868QadT+y33/AOfwenG9R527tIqFl+IcV6Hien7PD/P93J/d4WrKTWQfvIWANenbjxdRX9lf9T/gP3TxCzK0nMyAjiwY1ND8BUrT4/2/+Zn7z1MjUdi1hcxXkDVhS49N6nZa/FE1f5WRmTDbX9UMugziBgz3DRx3LrUhVjPL0EYfa5Ssrv8A8BkJ6f5+GGg09U0drtgWkJBQqaAITx+L+b4h/n+89IvhC+oOQqvYeJ6qG/yf5snXlNqRcYCWaKnKgIAAJmV+PX4Yonj/AOemSu5QwtDMQSrsHQCjbKWQj/YrH8K5DLK1kSw1i2ZWAjEpUkcYypMjc2A+I+p6f7P93wwV5RZDarHzfm8YPE0pzjNVYN/q/Y5f8aZK1cOsdNmfYrvQin/Df80f3uB7uRTDGjkcm5GMBS/KgXk3BaNJ9v8AZ/ef75/3XkNubqW2uHl5lkKIWAIryVxIFPJu68+TrnTfIuq6fq2iTWjhfUh4op4Fi0ZYr6ip9vkqyek8XD97F+8/3ZNgnXdNhSK7mDxSXcM5Ko9WUJP/AHkvwvHNHGzc19Xlzhl5/vJfS54SGGCD61NpoLQwfBf6dIfWogHpzMI+Mayw8vtqyRyfGn9x6/70g8wzW8TaexjS40q7jYRuDUiRT6itz+Hkrwzfu/8Afn+RJ6mFGtRRNBdW8jK81pFHdWk9SxdCB8VHLM/++pm/3bz/AOKOchUhknhA2/drzMm9WU9U/wApV+3/AKn/ADFYIWR4gLlTyaMAlQdyCSX/ANZm+N/+MiXL/wC6sF292YbuAvX05SFfalUl/dPy5fsKj8v+Sn28GabpUNiGhSMGQM7IW+KsiV9NH2Pdfj48Psfbw5jMTQ6hYepxSNI7W3Mg6sBIbhyzbSeqqyROqf8AM/FYvL1xJ++jEkVuEniuImPALG7CC0l5V4/uYPQ9X9j7EnwfbwZ5f0PVJbQ2sdr6kVxfRSrKvwBYfiupJ67+l+/9VU5f7rmizpljoFpaTSXDVmllZZDzA4h1VE5otP8AivkvL40w0zZs2bNmzZs2bP/U7Ll5s2bNmzZs2BbrTrW6dZJU+NafENiQNwreNG/z+3jYbJ4nd/UVvVZWkBWgooZaKtePTj8f2/8AYekkSqWdunLiv2iDSpoCK0ZR+y3xfawDPo8dyk8VyqsstKSgfGNx26b/AOf7v4MgGsaM9jd3FrcR8rdyWhmO4Yb/AC4SL8Xw/wDJ5Mid5p7WUgahaBjVG33B39N/v/Zb/h8BTerHIvD4V2PAnr0FNuX2f2eP+p/vqJKhW2mn+qyMQLtfRkFQCrBZJbeWo/yv2/8AU/18LtS017PQzaDk00cyJsFILkn+7/a+Ll8PH/jd8jdpbGa5WMg8eQD0FSKnj9n/AFsl1xbcbK4VEVk9OnphQ4Vl+P1Ah+Db4fs/8Vv9j/eqGqPiod1Gx+//AGWdG8rhFHqIB6csaEfzEDi9Gof998Fw7vOK28UgYFmUpIuxqyt8L/Z+w/8Axp6f+pH4VW5MkUqlaq6AfZ5Bv7wPXlx/3U0X+v8A5GI+UF+OIFz8IePlXjUIar8LftKv+T/vr/dmSmQiNxzAC1KkHYVPXr0Vvtry+x9ub+7wp1C4LVRXZDE1RL9k8hv9qg6f7s5f8Wf3eEh0yG4uljZT6UhIcLToykE8qbMrfYxHy7dagupyWXqu10shg+scviUKeKVV+fNPrBhd19P9z6XP/fudteG5ng5bLNNA8wfkfTkHNJGXnEy/aQ/zcJv2OHwZC7otaX8F7GxN6B6ahRVZ0MZubZZVdv3cj27vC7/3f+lfVv8Aln9OMfWGupoLGJRDaWdzMWU05G2uHVJHo5ZfSR4JPUT+69aX938eE95IbuSIKWVzbmOWMN8YDCF5h8Q/u/Sm/vOPpPw/dc8C6S5iVouYZkZ4ya7VWvHkho3D/iz/ALJ8GgxpOWVSI2qahaAbKjKAf5Dx9JX/AG/Ri/3fNic0QmioAwiEbBXG4ADHozMPg5/Yd/8AjJJ8GSOKZy0l1H1k9O5XYCjSIk1GT4V+KRW/Y/6qZLNKsGv5Y4riEXFrcOz2bhCrK5ZZPiZ2j/eW/LlLxb44vWj9J/3mTOw8t+hNOZXP1WVTGsAJPFRURtG32o2o7YdwW8NvEIoEEca9FUUG+KZs2bNmzZs2bNmz/9Xs2bNmzZs2bNmzZs2bAWo6TZ6jCsNwlVU1Vhswr9oA/wCVnNPMei3On6j9RCNPbzjlbcELsB9n4uPLh/Jyb/mZzyO/4fljkZ9QmWC1iHNxHymmALcONFX0+Hx/HybhH/xiyr6K0MYjtLNoRaSetLLMP3svMMpaQt9j4G58eX8/+Xhb5jZJ9CmnjFJlKCcH7XHkphm7/HVfSl/55f77yL+XeJ1Hk9OAU8vDfY/5PH+bl+6/39+59TJW3w1WU1gqRJ9qpB/Z6+ryWv8Axl5/8vPr+jC7xZU1GTmqpIXLBQBx33Q/Cqp8S/F9jJ55TPCCNGO4Qbgigp+84/7Gvp4e3dY7VpaVWPk7BSa8SG5cad9lwljZvUkqharLRjsUKgpxDD+dHbAvlUIbx7dncFJnjdmA515mWNl/l5v+8T/i34/7uPJbdQsYZOQHOjClKg1H7IbxRucfL+8/3f8Au/UyKvFcyScIamtWJ+JlZe37ziztyVom5Mvqf79+36OGNhpwt7b0m+BqFlNCO9OPX9n/AFv8jCYQi28820jsUtJirsduPIn6sjycjRf3jJzkT9j/AGedjga1k0i4tbkIZYoeRilJVWTh6LfF9qP4f9Fm4/3Mn7z+TIJc29ybnTxeLykhYpzFAXQyD91KG+zNEscPx+o/qP6cqSyf6Rkcku5lEN7H8Ine4WWMjZwWn5qvIf7vgtZvsf7tucD6hbx28GpOqq5siRbvsSFqkiLzHL4Ymkm+BG/3Z6f+68KLO2lFox4crjcAkcg5anRhu3LlH8H8/wBWk/3fNg+1jkuA0jKfT5EFqkKGXrV/2fhb4pP+Mlzh7pWh3ElysRBKurRSuwAAEvH0uvweldp+7/yP3f8Ayx5KtI8g3l19XmV/QtDbpCxepNImaNP3dUPIQ8F+P/Z50XT9LtLCFY4kBcEu0hAqXcASPt9nnxwbmzZs2bKy82bNmzZs/9bs2bNmzZs2bNmzZs2bNge9tI7uAxOASCGQsKgMpquRq70C7ZniSMCKJecSxDhHTlx9NKcnVzEz/wA/P/gMJdR063toWF2Yrd6UrcOsCcSKfDzpy2/338b5z/zD+hoNHvYNOkNzIwX/AEoVSFIzT/Rreo5XTP8AAvNv2P3mEXlrTpTA95QGNx8B6/Epp8f2l/4X/X9WF3ilOHRhGYyTzNAKDrtwVv2/hbkift/b+P1Uf/cjFdYjki1PmwZGYKeQ2PIDjUNUt/sn/ef8ZP76SaeW6qIkqHCxhaim/dCu37f8uSG4DcSF/aB2OwYfaC/8Lxwmtbdo4N2oiMY5EJ+0QAWkFf5Pg/1MJtEN4mszy9eVywjK/EoKsI1oq/a+McGX9uT0k/bzolz6ksTNGtX4kso+LYmr/wCS3Eq7cvsf3k0n7iPhiemaZzhKrHzYNyWNVJ+FjuAu3LmzMycn/vfU/u7iSf6uuLBQTRDUbEdTUfaUFf5ftK3++8iXnG1itNS0m8IM8AkdJU4ci0cicnUr9l6KH5w/3j/7ryU2Gqxopt7y4MbxMsFpc7s5LpJ6aXLfZ5fuGiSZ/wBzqH/HzDHPzkkLbjUrjjfN6SxX1lFJPHCo+EtAI5I2jADx8lkltuDR/bt5/wC5t+EkUBYdOmhSdPSEjWKytFGG5syOxubRuXxfD+9nt/h5+nLC8f8AqA7u1F1p8ywRAR6nFzjeM7KWRbhOXJuLtLcJJF+79L/jHHhbo1sk8MUXH94IjKGBIqo5g8hVf3a/vW/34v8ApMP+6IMmunaRbeo8jx82dqFSAWqxYNUfY5M4k9T9j1kun+PJVoWnW812OcRlgCUINCla9nqfV/n/AMj+f956WTMAAUHTLzZs2bNmzZs2bNmzZs//1+zZs2bNmzZs2Vl5s2bNmws1+z1G7sJU0+6e1m4OA0VA5JHw+mz/AAq/L7Ocku9Auo7sveK096Nrhp2LyGm39+5Zv9lkY80+tBGEU8opz6kgFeQAPV96/wB8y/8APT4/jf7Anyw5FpSMFSu0kbH7Sgni6E/Y+y3P/Ul+3B68dqM1aS3orKrIRyLNT4PFg3X7TP8A8lf5Lj1JYzrkMn7q6JqkYoKmpIrz9MMR8XFv84/7nJP5eZpLe2njHF2QgIwNBtQU9l4u3HJSsMhUEqRXjx+dQe3+UcLrjT5PQZyv7yN0jIUgGslfV5qd/wC9i5faws0uwb0GVUEkkUjNuG3Uvz4gfDK37tv+Mv8As86Fpto19V0ryY1R6URxskycx9mTg8ckbf8AFfwfusWhsdRsZeHF43Q+kskY5B0NCvHnVXX7PDn9h/3P+/XwdfWFqAs4U2zEkuRUIvHl9pWHL963GN+H7GRTzTo8d9FBBJF8LTwGIswFeSN8Q4H0uHBvU5fsfu3/AGOGFn1KuvrYT72dxayLwIoJBHDPyict8Lyqz28sacPsSx/5eKz6ZLcW5Z3MVzyQXzKCF4xukDSiR6t6UgtY55JP3f7yaO49ThJ6mN8w2U36TS9sYUjeruqNJ6YSUhRciGVRJx9Rzx4f7uh9CWKWCR4ZbkHNZ6hYQjU49MEmmXYDyRoQYlkP2mVYPiTn/u76v9Z/ef8AHvgTy9bhr9LZbQ28pdltSGWevArI0Czj4Jjx/wBLgV1R5+H8l7nWNN8r29pwZ3LAD44Rutdgicz8XCKNEi/4t4fvP72bmdRQxQpwjUKoxTNmzZs2bNmzZs2bNmzZ/9Ds2bNmzZs2bNmzZQIPTLzZs2bAl5ptnegfWE5Ebgg0NR0+ecx85/l9r19qryabCkllRREzOKgH4n5qfj5xtzf1P3rfsfvfV9GMLH5PvbKARpHI1zUHlICHZRxb4OTD97JxSeVPV/c/uE+sJLD9fsg9/wCWr90USwFXNQgj2ZjUqKLxX9pvg5pH9v0v3TycLoovNLY6QlqQsZaWp4KCrDevJKL+yf3nxc4f9+xJ8GCfLNhNBJHZTLSVFPEO1KqD8BWo/bizpWmaP9dtxHQRxjlzcV+IsOP2T8fwFf2ni/5hsOE8t6eHlaVfUWUsWUin2m9Rd1/3232eGXD5Y0aGVZFtwSgAVSaqKftcf2n3+2/x4ZpFHGoWNFRR0VQAB27ZbKrAhhUHbKaKNgAyg0IYfMdDhRrGii6S1jhT9zHIOahiOCfE3ONNlf8AecfgZvsf6nDCbVvL169lHdoOF5BKsgEYJdGUmMeg6ozNH8fqf7p+D+8+DE9Pt5mAjubf0reUhbbUrciWEAgJwdAAIufLh8P1mw/YjljSNIcfeWtw0KR2rW88Fyi/V6AqBJGHSSOAuJfj4fFBFN6fofvYfrPo/BgjTNIvofThnWVYLoEX1qQrRmVCvO4+1PEkU6/7rWSP1Pj/AHDy/HELs/J1hbXou/VdzHMZoYgFVFX4jHCygfvFhkf1YpP75JP2/wB5JkhysvNmzZs2bNmzZs2bNmzZ/9HsuXmzZs2bNmzZsoKFFFFAOgGXmzZs2bNlFVNKgGnSuIzWVrOayxKx8ab9CvX/AFWZP9TCy78qaRcuJCjLMoIVwxNGP+7OJ6ycvj9T7fP48LLbyKlvemaO6Cwfsxqh5AU48eTOy8VUceLI+SmCFIIliT7KCgrimbNmzZs2JvbwyQvBKgkikBWRHHIMCKEPX7WVFbwxRLEiARqaqp3oa8v2q98VzZs2bNmzZs2bNmzZs2bNmzZ//9Lsi9/njs2bNmzZs2bNmzZs2bNmzZs2bNmzZs2bNmzZs2bNmzZs2bNmzZs2bNmzZs2bNn//2Q=="
  }
}