Size

Evolution Costs

It cost 0 evolution points to choose a medium size


For each tier smaller than medium, gain 2 evolution points

For each tier larger than medium, spend 2 evolution points

Stat Adjustments Table

Subtype Total Effect Total Balance
Giant +5 to Str or Con -4 total to any others
Massive +4 to Str or Con -3 total to any others
Huge +3 to Str or Con -2 total to any others
Large +2 to Str or Con -1 total to any others
Medium +1 to any
Short -1 to Str or Con; +2 total to any others
Small -2 to Str or Con; +3 total to any others
Tiny -3 to Str or Con; +4 total to any others
Sprite -4 to Str or Con; +5 total to any others

Relative Size Diagram
Giant
╔════════════════════════════════════════════════════════════════╗
β•‘                                                                β•‘
β•‘                                                                β•‘
β•‘                                                                β•‘
β•‘Massive                                                         β•‘
╔══════════════════════════════════════════════════════╗         β•‘
β•‘                                                      β•‘         β•‘
β•‘                                                      β•‘         β•‘
β•‘                                                      β•‘         β•‘
β•‘Huge                                                  β•‘         β•‘
╔═════════════════════════════════════════════╗        β•‘         β•‘
β•‘                                             β•‘        β•‘         β•‘
β•‘                                             β•‘        β•‘         β•‘
β•‘Large                                        β•‘        β•‘         β•‘
╔════════════════════════════════╗            β•‘        β•‘         β•‘
β•‘                                β•‘            β•‘        β•‘         β•‘
β•‘                                β•‘            β•‘        β•‘         β•‘
β•‘                                β•‘            β•‘        β•‘         β•‘
β•‘                                β•‘            β•‘        β•‘         β•‘
β•‘                                β•‘            β•‘        β•‘         β•‘
β•‘Medium                          β•‘            β•‘        β•‘         β•‘
╔═════════════════════════╗      β•‘            β•‘        β•‘         β•‘
β•‘                         β•‘      β•‘            β•‘        β•‘         β•‘
β•‘                         β•‘      β•‘            β•‘        β•‘         β•‘
β•‘                         β•‘      β•‘            β•‘        β•‘         β•‘
β•‘                         β•‘      β•‘            β•‘        β•‘         β•‘
β•‘Short                    β•‘      β•‘            β•‘        β•‘         β•‘
╔════════════════════╗    β•‘      β•‘            β•‘        β•‘         β•‘
β•‘                    β•‘    β•‘      β•‘            β•‘        β•‘         β•‘
β•‘                    β•‘    β•‘      β•‘            β•‘        β•‘         β•‘
β•‘                    β•‘    β•‘      β•‘            β•‘        β•‘         β•‘
β•‘Small               β•‘    β•‘      β•‘            β•‘        β•‘         β•‘
╔═══════════════╗    β•‘    β•‘      β•‘            β•‘        β•‘         β•‘
β•‘               β•‘    β•‘    β•‘      β•‘            β•‘        β•‘         β•‘
β•‘               β•‘    β•‘    β•‘      β•‘            β•‘        β•‘         β•‘
β•‘               β•‘    β•‘    β•‘      β•‘            β•‘        β•‘         β•‘
β•‘Tiny           β•‘    β•‘    β•‘      β•‘            β•‘        β•‘         β•‘
╔══════════╗    β•‘    β•‘    β•‘      β•‘            β•‘        β•‘         β•‘
β•‘          β•‘    β•‘    β•‘    β•‘      β•‘            β•‘        β•‘         β•‘
β•‘          β•‘    β•‘    β•‘    β•‘      β•‘            β•‘        β•‘         β•‘
β•‘          β•‘    β•‘    β•‘    β•‘      β•‘            β•‘        β•‘         β•‘
β•‘          β•‘    β•‘    β•‘    β•‘      β•‘            β•‘        β•‘         β•‘
β•‘Sprite    β•‘    β•‘    β•‘    β•‘      β•‘            β•‘        β•‘         β•‘
╔═════╗    β•‘    β•‘    β•‘    β•‘      β•‘            β•‘        β•‘         β•‘
β•‘     β•‘    β•‘    β•‘    β•‘    β•‘      β•‘            β•‘        β•‘         β•‘
β•‘     β•‘    β•‘    β•‘    β•‘    β•‘      β•‘            β•‘        β•‘         β•‘
β•‘     β•‘    β•‘    β•‘    β•‘    β•‘      β•‘            β•‘        β•‘         β•‘
β•‘     β•‘    β•‘    β•‘    β•‘    β•‘      β•‘            β•‘        β•‘         β•‘
β•šβ•β•β•β•β•β•β•β•β•β•β•β•β•β•β•β•β•β•β•β•β•β•β•β•β•β•β•β•β•β•β•β•β•β•β•β•β•β•β•β•β•β•β•β•β•β•β•β•β•β•β•β•β•β•β•β•β•β•β•β•β•β•β•β•β•


Notes

Volume Distribution

In general, the cubic volume of a creature is expressed as a vertical or horizontal rectangular prism of dimension Height x Width x Width. This is essentially two equally sized cubes stacked on top or next to each other. However, the actual shape of a creature can vary greatly, and the volume is a general approximation of the space it occupies.

The measurements that cannot be overcome by a redistribution of volume are:

  • Height
  • 3x Width.

Otherwise, a creature can be as wide or long as its volume permits.

Occupancy

Assumes a creature is width x width horizontally and height vertically.

Giant

property metric imperial
Height 3.25 m 10' 8"
Width 2.25 m 7' 4"
Volume 16.40 mΒ³ 579.96 ftΒ³
Feature Description
Occupancy 1 giant creature occupies 9 square meters
Reach Reach of 3, threaten 3
Flank Provide 3 flank
Land Speed +4 meters

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Massive

property metric imperial
Height 2.95 m 9' 6"
Width 1.90 m 6' 3"
Volume 10.69 mΒ³ 378.69 ftΒ³
Feature Description
Occupancy 1 massive creature occupies 9 square meters.
Reach Reach of 2, threaten 3
Flank Provide 2 1/2 flank.
Land Speed +3 meters

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Huge

property metric imperial
Height 2.55 m 8' 4"
Width 1.55 m 5' 2"
Volume 5.85 mΒ³ 207.20 ftΒ³
Feature Description
Occupancy 1 huge creature occupies 9 square meters
Reach Reach of 2, threaten 2
Flank Provide 2 flank.
Land Speed +2 meters

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Large

property metric imperial
Height 2.30 m 7' 6"
Width 1.15 m 3' 9"
Volume 2.92 mΒ³ 103.30 ftΒ³
Feature Description
Occupancy 1 large creature occupies 4 square meters.
Reach Reach of 1, threaten 2.
Flank Provide 1 1/2 flank.
Land Speed +1 meters

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Medium

property metric imperial
Height 1.85 m 6' 0"
Width 0.95 m 3' 0"
Volume 1.65 mΒ³ 58.30 ftΒ³
Feature Description
Occupancy 1 medium creature occupies 4 square meters
Reach Reach of 1, threaten 1
Flank Provide 1 flank
Land Speed +0 meters

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Short

property metric imperial
Height 1.40 m 4' 6"
Width 0.70 m 2' 4"
Volume 0.68 mΒ³ 24.06 ftΒ³
Feature Description
Occupancy 2 short creatures can occupy 4 square meters
Reach Reach of 1 square, threaten 1 square
Flank provides 1/2 flank
Land Speed -1 meters

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Small

property metric imperial
Height 1.05 m 3' 4"
Width 0.55 m 1' 10"
Volume 0.31 mΒ³ 11.05 ftΒ³
Feature Description
Occupancy 1 small creature occupies 1 square meter
Reach Reach of 1 square, threaten occupied square only
Flank provide 1/2 flank
Land Speed -2 meters

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Tiny

property metric imperial
Height 0.60 m 2' 0"
Width 0.40 m 1' 4"
Volume 0.09 mΒ³ 3.24 ftΒ³
Feature Description
Occupancy 2 tiny creatures can occupy 1 square meter.
Reach No reach, threaten occupied square only.
Flank provide 1/4 flank.
Land Speed -3 meters

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Sprite

property metric imperial
Height 0.30 m 0' 10"
Width 0.20 m 0' 8"
Volume 0.01 mΒ³ 0.43 ftΒ³
Feature Description
Occupancy 4 sprite creatures can occupy 1 square meter.
Reach No reach or threat area.
Flank provide 1/6 flank.
Land Speed -4 meters

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