Spherical Image | RICOH THETA

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360 Camera

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Mirror Ball

Little Planet

Flat

Straight

Zach Henley, Toronto

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Sunset Rock at Geneva Park, Lake Couchiching, Ontario, Canada. #theta360

September 04, 2018 13:32

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Adding the following attributes to the blockquote tag will apply them during playback. Some combinations of attributes may disable parameters.

Attribute	Description	Possible values
data-width	Embedded player width [px]	Integer that is 0 or greater
data-height	Embedded player height [px]	Integer that is 0 or greater
data-projection-type	Viewpoint display method	mirror-ball (mirror ball) little-planet (little planet) equirectangular (flat） rectilinear (straight)
data-heading-degrees	Horizontal direction initial angle	Integer from -∞ to ∞. Images rotate to the right for positive integer and to the left for negative integer. Must be set together with data-pitch-degrees.
data-pitch-degrees	Vertical direction initial angle	Integer from -90 to 90. Images rotate upwards for positive integer and downwards for negative integer. Must be set together with data-heading-degrees.
data-sphere-effect	Effect	butterfly3d (An effect with flying butterflies around the image) firefly3d (An effect with fireflies flying around the image) momiji3d (An effect with autumn leaves floating around the image) rain3d (An effect with rain falling) sakura3d (An effect with cherry blossoms floating around the image) snow3d (An effect with snow falling) snowcrystal3d (An effect with ice crystals floating around the image) ufo3d (An effect with a UFO flying around the image)
data-rotation-direction	Rotational direction & speed	Integer from -∞ to ∞. Images rotate counter-clockwise for positive integer and clockwise for negative integer.
data-spherical-image	Size of image to import	equirectangular (Very large) equirectangular_web_optimized (Large) equirectangular_mobile_web_optimized (Medium) equirectangular_legacy_mobile_web_optimized (Small)

Tag example

The following is an example where the size of the image to import was set to “Small,” with fast rotation to the right, and added with the flying butterfly effect.