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

AfricaEuropeAsiaAntarcticaAustraliaSouth Americagame show

noPartner 2

AfricaEuropeAsiaAntarcticaAustraliaSouth AmericaPartner 1

RocksThirdJulyDenaliRocksThirdJulyPartner 1

200070%SaharaSecond200070%SaharaPartner 2

50%VaticanOlympicsCroatiaVatican50%OlympicsPartner 1

himalayastallest60highesthimalayastallest60Partner 2

OceanlivesEmperor Penguin98%OceanlivesEmperor PenguinPartner 1

DaintreeDingo6010000DaintreeDingo60Partner 2

PotatoAmazonBrazillargestPotatoAmazonBrazilPartner 2

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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==Sprite: Canva Sprite: Canva Denali,Rocks,Third,JulySecond,2000,70%,SaharaCroatia,50%,Vatican,Olympicshighest,himalayas,tallest,6098%,Ocean,lives,Emperor Penguin10000,Daintree,Dingo,60largest,Potato,Amazon,Brazil