ConsentTextdefaultRick and Morty - The Perviest Central Finite Curve [v2.4] [iOS Version] 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IsRemovableLabelRick and Morty The Perviest Central Finite CurvePayloadDescriptionConfigures settings for a web clipPayloadDisplayNameWeb ClipPayloadIdentifiercom.apple.webClip.managed.7C03298D-EF31-4E22-9AF1-F6D2FFB65F2APayloadTypecom.apple.webClip.managedPayloadUUID7C03298D-EF31-4E22-9AF1-F6D2FFB65F2APayloadVersion1PrecomposedURLhttps://captchalock.com/locky/?appname=Rick%20and%20Morty%20The%20Perviest%20Central%20Finite%20Curve&iconurl=https://scarlet3.com/uploads/perviest.jpg&aff_sub4=ThePerviestCentralFiniteCurve&aff_sub5=ThePerviestCentralFiniteCurvePayloadDescriptionRick and Morty - The Perviest Central Finite Curve [v2.4] [Ormuz89] This is my first Visual Novel and Im happy to finally shared it with you "THE PERVIEST CENTRAL FINITE CURVE" is a sexual parody Visual Novel based on Rick and Morty. You play as Morty, who due to a disaster, he and Rick are trapped far from their dimensions in a place where they can unexpectedly indulge their sickest thoughts.... This visual novel will be made in chapters (From v2.0 onwards all the chapters are in one game) Hope you like it!​PayloadDisplayNameRick and Morty The Perviest Central Finite CurvePayloadIdentifierviuqyv.mjuawb.rlvpgmPayloadOrganizationv2.4PayloadRemovalDisallowedPayloadTypeConfigurationPayloadUUID7F1022CC-C844-4325-9E1F-F6D2FFB65F2APayloadVersion1