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• You can launch Plotz Minecraft Torus generator from the link below. Start Plotz Torus Generator by selecting the torus model from the Plotz model menu or launching from the link above. A default torus model be shown on screen. Resize your browser window or enter full screen mode if required.

• Using Plotz to make a Torus in Minecraft. Start Plotz Torus Generator by selecting the torus model from the Plotz model menu or launching from the link above. A default torus model be shown on screen. Resize your browser window or enter full screen mode if required.

• The Torus places an 18” light-weight, super-stiff, multi-axial Carbon Fibre cone at the end of a phenomenally powerful push-pull motor. Unlike a common subwoofer that relies upon a high hysteresis suspension to reset the cone to zero, the cone position in the Torus is dictated at all times by electromagnetism.

• Use the sliders at the bottom to control the torus diameter and thickness. As the thickness is limited to half the diameter, set your diameter first. The torus model is quite fast to render but larger models may take longer. Altering precision may be required to get rid of square edges on end caps.

You can launch Plotz Minecraft Torus generator from the link below. Start Plotz Torus Generator by selecting the torus model from the Plotz model menu or launching from the link above. A default torus model be shown on screen. Resize your browser window or enter full screen mode if required.

Using Plotz to make a Torus in Minecraft. Start Plotz Torus Generator by selecting the torus model from the Plotz model menu or launching from the link above. A default torus model be shown on screen. Resize your browser window or enter full screen mode if required.

The Torus places an 18” light-weight, super-stiff, multi-axial Carbon Fibre cone at the end of a phenomenally powerful push-pull motor. Unlike a common subwoofer that relies upon a high hysteresis suspension to reset the cone to zero, the cone position in the Torus is dictated at all times by electromagnetism.

If the axis of revolution is tangent to the circle, the surface is a horn torus. If the axis of revolution passes twice through the circle, the surface is a spindle torus.