Psionic Manifestation (D20 Modern FX Ability)

Psionic Manifestation

Charisma

Metacreation/Psychokinesis Discipline(s)

Level: Telepath 1, Battle Mind 1, Psionic Fist 1

Display: Audible Manifestation Time: Move action

Target: Personal Duration: 2 rounds/level

Reach: Base + 5'/level Lifting Power: Base + 10 lbs/level

Saving Throw: none Power Resistance: No

Power Point Cost: 1

The manifester manifests a pair of psionic arms that he can control as long as the power is manifested. The arms are the same size as the manifester, unless otherwise stated. An extra couple of power points are used to increase the size by one category. For purposes of determining Str based statistics of the manifested arms, use the Cha mod instead.

{I.E.: The carrying capacity of a medium being with 13 Str is maxed at 150 lbs. The same character is using this spell and has a Cha of 16, his manifested arms can lift 230 lbs over his head, while physically only being able to lift 150 lbs over his head. With a manifester level of 4, his arms can lift 270 lbs}

	Unarmed Damage
Manifester LV	Small	Medium	Large	Huge
1	1d3	1d4	1d6	1d8
3	1d4	1d6	1d8	2d6
5	1d6	1d8	2d6	2d8
7	1d8	2d6	2d8	3d8
9	2d6	3d6	3d8	4d8
11	3d6	4d6	4d8	5d8
13	4d6	5d6	5d8	6d8
15	5d6	6d6	6d8	7d8
17	6d6	7d6	7d8	8d8
19	7d6	8d6	8d8	9d8

	Size Benefits/Penalties
	Small	Medium	Large	Huge
Special Attack	-4	0	+4	+8
Base Reach	5'	5'	10'	15'
Carrying Capacity	x3/4	x1	x2	x4
Attack Rolls	+1	0	-1	-2

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gollark: Mrmola's goals are beyond the understanding of us mortal beings/

gollark: What does mola have that data for?

gollark: OH NO IT STARTED AGAIN ÅAAAAA

gollark: > Someone in charge of the Discord bots here should write or extend a bot to replace a regex match to replace 0/0 or x/0 by UNDEFINED automatically. Something like re.replace([0-9]*/ 0, UNDEFINED , string) (simplified because I am lazy) , so MrMola can no longer type 0 / 0 and it's automatically shown as UNDEFINED :- )<@520480232738652161> Bots and moderators cannot, for extremely obvious reasons, edit other people's messages.

gollark: As opposed to partial ordering, where some pairs of elements can't be ordered.

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