data:image/png;base64,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

iteration for vfx2

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G6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==noNoNoYesYesNo-53602yes,yesyesyesyes