data:image/png;base64,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data:image/png;base64,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 Hop/Rap2019Erik Satie, Anne Queffélec2019The Low End Theory1991Scenario,A Tribe Called Quest,The Low End Theory,1991,Hip Hop/RapGymnopedie No.1ScenarioGymnopedie No.1ScenarioErik Satie, Anne QueffélecA Tribe Called QuestGymnopedie No.1ScenarioGymnopedie No.1ScenarioGymnopedie No.1ScenarioErik Satie, Anne QueffélecA Tribe Called QuestGymnopedie No.1ScenarioGymnopedie No.1ScenarioGymnopedie No.1ScenarioCon Altura,"Rosalía, J Balvin",Con Altura,2019,PopGymnopedie No.1,"Erik Satie, Anne Queffélec",Anne Queffélec plays Satie,2019,ClassicalScenario,A Tribe Called Quest,The Low End Theory,1991,Hip Hop/RapRosalía, J BalvinCon AlturaAnne Queffélec plays SatieGymnopedie No.1A Tribe Called QuestScenarioCon Altura,"Rosalía, J Balvin",Con Altura,2019,PopGymnopedie No.1,"Erik Satie, Anne Queffélec",Anne Queffélec plays Satie,2019,Classical