```metadata
title: An Alternate Witchwarper
description: >-
  An alternate take on the Witchwarper class for Starfinder Second Edition,
  featuring spellcasting focused entirely around the class's quantum field.
tags: []
systems:
  - Pathfinder
renderer: V3
theme: Blank

```

```css
/* Fonts */
@import url('https://fonts.cdnfonts.com/css/kirsty-2');

@font-face {
	font-family : 'oswald';
	font-style : italic;
	font-weight : normal;
	src : local('Oswald'), url('https://fonts.cdnfonts.com/s/16359/Oswald-RegularItalic.woff') format('woff');
}

@font-face {
	font-family : 'oswald';
	font-style : italic;
	font-weight : 200;
	src : local('Oswald'), url('https://fonts.cdnfonts.com/s/16359/Oswald-Extra-LightItalic.woff') format('woff');
}

@font-face {
	font-family : 'oswald';
	font-style : normal;
	font-weight : 200;
	src : local('Oswald'), url('https://fonts.cdnfonts.com/s/16359/Oswald-ExtraLight.woff') format('woff');
}

@font-face {
	font-family : 'oswald';
	font-style : normal;
	font-weight : 300;
	src : local('Oswald'), url('https://fonts.cdnfonts.com/s/16359/Oswald-Light.woff') format('woff');
}

@font-face {
	font-family : 'oswald';
	font-style : italic;
	font-weight : 300;
	src : local('Oswald'), url('https://fonts.cdnfonts.com/s/16359/Oswald-LightItalic.woff') format('woff');
}

@font-face {
	font-family : 'oswald';
	font-style : normal;
	font-weight : 500;
	src : local('Oswald'), url('https://fonts.cdnfonts.com/s/16359/Oswald-Medium.woff') format('woff');
}

@font-face {
	font-family : 'oswald';
	font-style : italic;
	font-weight : 500;
	src : local('Oswald'), url('https://fonts.cdnfonts.com/s/16359/Oswald-MediumItalic.woff') format('woff');
}

@font-face {
	font-family : 'oswald';
	font-style : italic;
	font-weight : 600;
	src : local('Oswald'), url('https://fonts.cdnfonts.com/s/16359/Oswald-Demi-BoldItalic.woff') format('woff');
}

@font-face {
	font-family : 'oswald';
	font-style : normal;
	font-weight : 600;
	src : local('Oswald'), url('https://fonts.cdnfonts.com/s/16359/Oswald-DemiBold.woff') format('woff');
}

@font-face {
	font-family : 'oswald';
	font-style : normal;
	font-weight : bold;
	src : local('Oswald'), url('https://fonts.cdnfonts.com/s/16359/Oswald-Bold.woff') format('woff');
}

@font-face {
	font-family : 'oswald';
	font-style : italic;
	font-weight : bold;
	src : local('Oswald'), url('https://fonts.cdnfonts.com/s/16359/Oswald-BoldItalic.woff') format('woff');
}

@font-face {
	font-family : 'oswald';
	font-style : normal;
	font-weight : 800;
	src : local('Oswald'), url('https://fonts.cdnfonts.com/s/16359/Oswald-Heavy.woff') format('woff');
}

@font-face {
	font-family : 'oswald';
	font-style : italic;
	font-weight : 800;
	src : local('Oswald'), url('https://fonts.cdnfonts.com/s/16359/Oswald-HeavyItalic.woff') format('woff');
}

@font-face {
	font-family : 'oswald regular';
	font-style : normal;
	font-weight : normal;
	src : local('Oswald Regular'), url('https://fonts.cdnfonts.com/s/16359/Oswald-Regular.woff') format('woff');
}

@font-face {
	font-family : 'oswald stencil';
	font-style : normal;
	font-weight : bold;
	src : local('Oswald Stencil'), url('https://fonts.cdnfonts.com/s/16359/Oswald-Stencil.woff') format('woff');
}


:root {
	--Header_Color_Main        : #081F5C;
	--Header_Color_Accent      : #D9C484;
	--Header_Color_Chapter     : #002564;
	--Author_Color             : #002564;
	--Note_Block_Separator     : #666259;
	--Note_Block_Red_Separator : #9B0019;
}

/* Basic styles */

.page {
	gap                   : 1.3cm;
	font-family           : 'Garamond';
	font-size             : 11pt;
	background-color      : #FFFFFF;
	background-image      : none;
	background-blend-mode : lighten;
	columns               : 2;
  
	h1 {
		font-family : 'BrassPounderSC';
		font-size   : 22pt;
    column-span : all
    -moz-column-span    : all;
	  -webkit-column-span : all;
    text-align  : center;
		font-weight : 100;
		color       : var(--Header_Color_Chapter);
	}
  
	h2 {
		margin-top  : 5px;
		font-family : 'Kirsty';
		font-size   : 16pt;
		font-weight : 200;
		color       : var(--Header_Color_Chapter);
	}
  
	h3 {
		margin-top    : 5px;
		font-family   : 'Kirsty';
		font-size     : 14pt;
		font-weight   : 200;
		color         : var(--Header_Color_Main);
		border-bottom : 0px;
	}
  
	h4 {
		margin-top   : 5px;
		font-family  : 'Kirsty';
		font-size    : 13pt;
		font-weight  : 200;
		font-variant : small-caps;
		color        : #081F5C;
	}
  
	h5 {
    margin-top     : 10px;
		margin-bottom  : 3px;
		font-family    : 'Oswald Regular';
		font-size      : 12pt;
		text-transform : uppercase;
	}
  
	h6 {
		display          : flex;
		justify-items    : flex-start;
		padding-top      : 5px;
		padding-bottom   : 3px;
		padding-left     : 8px;
		margin-top       : 10px;
		font-family      : 'Oswald Regular', sans-serif;
		font-size        : 1.25em;
		color            : #D0E3FF;
		text-transform   : uppercase;
		background-color : #002664;
		border-bottom    : 1px solid #002664;
		border-radius    : 12px 12px 0px 0px;
	}
  
  p {
		font-size : inherit;
    
		+ p { margin-top : 10px; }
	}
}

/* Automatic Page Numbering */

.page:before {
  content             : counter(page-numbers);
	position            : absolute;
	right               : unset !important;
	bottom              : 1.5cm;
	left                : 50% !important;
	font-family         : "Kirsty";
	color               : black;
	opacity             : 0.4;
	translate           : -50%;
	-webkit-text-stroke : 3px #D0E3FF;
	paint-order         : stroke;
}

.page:has(.cover):before {
   display: none;
}

/* Subtitles */

.page .subtitle {
	display             : block;
  column-span         : all;
  -moz-column-span    : all;
	-webkit-column-span : all;
	font-family         : 'Garamond';
	font-size           : 16pt;
	font-style          : oblique;
	color               : var(--Header_Color_Main);
	text-align          : center;
	column-span         : all;
}

/* Horizontal Lines */

.page hr {
	display    : block;
	height     : 1px;
	margin     : 0;
	visibility : visible;
	background : black;
	border     : 0;
}

.page .subtitle + hr {
	height     : 2px;
  margin     : 5px;
	background : var(--Header_Color_Main);
  column-span         : all;
  -moz-column-span    : all;
	-webkit-column-span : all;
}

@font-face {
	font-family : 'Pathfinder2eActions';
	font-style : normal;
	font-weight : normal;
	src : url('data:font/woff2;charset=utf-8;base64,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') format('woff2');
	font-display : swap;
}

.page .pf {
	font-family : 'Pathfinder2eActions';
	font-size   : 1.5em;
	line-height : 0.5em;
  
	&.one::before,&.action::before { content : '1'; }
	&.two::before,&.double::before { content : '2'; }
	&.three::before,&.triple::before { content : '3'; }
	&.zero::before,&.free::before { content : '4'; }
	&.reaction::before { content : '5'; }
}


/* Tags */

.page {

	.taglist p { display : inline-block; }
  
	.tag {
		box-sizing       : border-box;
		padding          : 2px 7px;
		font-family      : 'Oswald', sans-serif;
		font-size        : 9pt;
		line-height      : 1.25em;
		color            : white;
		text-transform   : uppercase;
		background-color : #081F5C;
		border           : 2px solid #D0E3FF;
    float            : left;
    
		/* Item Rarity Tags */
		&.uncommon { background-color : #98513D; }
		&.rare { background-color : #002664; }
		&.unique { background-color : #54166E; }
    
		/* Creature Tags */
		&.align { background-color : #576293; }
		&.size { background-color : #3B7B59; }
    
   
	}

}


/* Label */
.page h4 > .label {
	float     : right;
	font-size : 0.9em;
}

/* Templates */

.page .template {
	display        : flex;
	flex-direction : column;
	width          : auto;
  margin-top     : 5px;
  margin-bottom  : 5px;
	font-family    : 'Oswald', sans-serif;
	font-size      : 10pt;
	font-weight    : 300;
	line-height    : 1.5;
	text-align     : justify;
	letter-spacing : 0.1ch;
	break-inside   : auto;
  
	hr { margin : 3px 0; }
	h4 {
		display         : flex;
		gap             : 5px;
		align-items     : baseline;
		justify-content : flex-start;
		font-family     : 'Oswald Regular';
		font-size       : 12pt;
    border-bottom: 1px solid black;
		color           : black;
		text-align      : left;
		text-transform  : uppercase;
    
		> .label {
			order       : 999;
			margin-left : auto;
			text-align  : right;
		}
	}
  
	strong { font-weight : normal; }
}


.page .note {
	padding     : 10px 2px 7px 5px;
	font-family : 'oswald';
	font-size   : 10pt;
	font-weight : 200;
	line-height : 1.4em;
	background  : #D0E3FF;
  margin-top  : 5px;
  
	h5 {
    margin-top  : 0px;
		font-weight : normal;
		color       : black;
	}
}



/* Tables */
.page table thead th {
  font-size: 16px;
  padding: 3px;
  color: white;
  background: #081F5C;
}
.page table tbody tr td {
  font-size: 15px;
  padding: 2px;
}
.page table tbody tr:nth-child(odd) {
  background-color: #A7C7E7;
}
.page table tbody tr:nth-child(even) {
  background-color: #D0E3FF;
}


/* Cover */

.page:has(.cover) {
	--coverh1 : #560C06;
	columns   : 1;

	.logo {
		position  : absolute;
		bottom    : 3.75cm;
		left      : 50%;
		translate : -50%;
    
		img {
			width  : 10cm;
			height : auto;
		}
	}
	
	h1, h2 {
		margin              : 0;
			
		font-family         : 'BrassPounder';
		font-variant        : small-caps;
		color               : var(--coverh1);
		text-align          : center;
		text-transform      : unset;
		-webkit-text-stroke : 0.1cm var(--Header_Color_Accent);
		paint-order         : stroke;
		
	}
	h1 { font-size : 32pt; }
	h2 { font-size : 24pt; }
  
	.author {
		font-family : 'Kirsty';
		font-size   : 16pt;
		color       : var(--Author_Color);
		text-align  : center;
	}
  
	hr {
		position   : relative;
		overflow   : visible;
		color      : var(--Header_Color_Main);
    background : currentColor;
    
		&::after {
			position   : absolute;
			top        : 3px;
			display    : block;
			width      : 100%;
			height     : 3px;
			content    : '';
			color      : inherit;
      background : currentColor;
		}
		&:has(+h1) {
			&::after { top : -5px; }
		}
	}
}

.page .read-aloud {
	display      : inline;
	width        : fit-content;
	margin-block : 10px;
	font-family  : 'Oswald';
	font-weight  : 300;
	line-height  : 1.5em;
	/* color        : #002464; */
  color       : var(--Header_Color_Main);
  
	p {
    width : fit-content;
  }
  
  hr {
    background : var(--Header_Color_Main);
  }
}

.page .side {
	width       : 200px;
	height      : 700px;
	font-family : 'Oswald';
	font-weight : 300;
	line-height : 1.5em;
	color       : var(--Header_Color_Main);
  
	&.right {
		float       : right;
		padding     : 15px 0 10px 15px;
		margin-left : 45px;
		border-left : 1px solid;
	}

	h3 {
		font-family : 'Oswald';
		font-weight : bold;
	}
  
  p {
    margin-top : 0px;
  }
}

@font-face {
	font-family : 'BrassPounder';
	font-style : normal;
	font-weight : normal;
	src : 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') 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') format('woff2');
}
```

# An Alternate Witchwarper
{{subtitle
Of the two casters released in the Starfinder Second Edition playtest rules, the witchwarper is arguably the less successful. Whereas the mystic shines with a simple, potent mechanic that dovetails neatly into their spellcasting and elevates their entire gameplay, the witchwarper struggles to make use of a gimmicky and awkward class mechanic that is all too easy to ignore in favor of excessively good base stats. The following is a proof of concept based on and refined with playtesting experience, putting the class's quantum field at the center of their gameplay to produce a spellcasting class unlike any other.
}}
___

### What's Wrong With the Witchwarper?
Despite a strong theme, the witchwarper's mechanics struggle to make the class unique and fully functional:

#### A Dysfunctional Class Feature
Warp Reality, the witchwarper's defining class feature, is excessively awkward to use. Even following recent errata allowing it to be used for free at the start of encounters, it is exceedingly difficult to maintain the class's quantum field in a useful location without the Quantum Transposition feat at 6th level, as the only alternative is to spend two actions Dismissing the field then reactivating it, or waiting for it to run out before Warping Reality on the next turn. Several subclasses also struggle to even maintain the field at all due to costly or reaction-based warp spells. This alone significantly harms the mechanic's chance of distinguishing the witchwarper from any other caster.

#### A Disjointed Gimmick
In addition to being difficult to use, the witchwarper's quantum field is all too easy for the player to sideline or ignore completely. It doesn't interact with the class's spells, and even warp spells often lack any substantial interaction other than needing the quantum field to be active. As a result, it is not difficult to abandon the class's mechanic entirely and play the witchwarper like a generic caster.

\column

### A Way Forward
The silver lining to the witchwarper's problems is that several of their aspects are quite easy to solve. This brew takes a more extreme approach to integrating the class's quantum field into their play, but many elements would still hold for a more moderate set of changes:

#### A More Functional Quantum Field
As a baseline, Sustaining the class's quantum field also lets the player move it, allowing it to be used more consistently for area control and denial.

#### Improved Spell Interaction
The witchwarper's warp spells are changed to work specifically within the class's quantum field, and not just require it to be active, in exchange for smaller action costs. Additionally, *all* of the class's spells have the anchoring trait, making it easier to manage a quantum field and cast spells at the same time.

#### Concentrated, Quantum Field-Centric Spells
In exchange for significantly reduced base stats and near-complete ineffectiveness outside of their quantum field, the witchwarper gets to extend their spells' range and significantly increase their potency.

#### Expanded Quantum Field Interaction
New and altered feats aim to add more ways to play with the class's quantum field and customize it.

\page

## Class Features
This brew proposes the following changes to the witchwarper's class features:

### Core Class
* Reduce the class’s Hit Points per level to 6 + your Constitution modifier. 
* Remove the class’s light armor proficiency. Change the Flight Suit's item level to 0, have it afford the same environmental protections as armor, and allow it to come in the same grades as armor.
* Reduce the class's number of spell slots gained at each rank by 1, up to 9th rank.
* The class no longer becomes an expert or master in class DC.
* Remove the anchoring spells and warped infinities class features.
* Change Warp Reality as detailed below.
* Add the quantum magic and augmenting anchor features detailed below.
* Rather than gain a specific anchor at 1st level, your anchor grants you a 1st-level feat with the anchoring trait of your choice.
* Remove the Complete Transposition, Share Quantum Aura, and Zone Overlap feats, and add and change feats as detailed below.

### Witchwarper Traits
* **Anchoring** Anchoring effects automatically Sustain a quantum field of your choice. You Sustain your quantum field in this way before the anchoring effect takes place.
* **Zone** A zone applies an additional effect to your quantum field for its duration. When you apply a zone effect to a quantum field that already has another zone effect, all other zone effects affecting the quantum field immediately end.

### Paradoxes
* Warp spells from your paradox are reworked to be single-action spells tied to your quantum field in a manner detailed below.
* Rather than grant a special quantum benefit, each paradox grants a 1st-level feat with the zone trait, which you automatically use on your  newly-created quantum field when you Warp Reality: **Analyst** Stabilized Zone; **Anomaly** Debris Zone; **Gap Influenced** Obfuscating Zone; **Precog** Attrition Zone.

{{template
#### Warp Reality {{pf,one}}

{{taglist
{{tag,keyword concentrate}}
{{tag,keyword witchwarper}}
}}

You manifest a quantum field, a pocket of paradoxical reality. Your quantum field is a 15-foot-radius burst centered on a point you choose within 60 feet and in your line of sight, and has the trait corresponding to your spellcasting tradition.
}}

\column

{{template
Your quantum field lasts until the end of your next turn or until you Dismiss it, but you can Sustain it up to 1 hour. Each time you Sustain a quantum field, you can move it to a new location, and you must do so if it is no longer in range or in line of sight. You can choose whether creatures in the area are affected by your quantum field.
**Special**:: You can Warp Reality as a free action triggered when you roll initiative.
}}

#### Quantum Magic
Your paradoxical spells affect the quantum fields you generate and sustain. Your witchwarper spells gain the anchoring trait. When you Cast a witchwarper Spell with a range greater than touch and less than a mile, the spell only affects targets or areas within one or more of your quantum fields, but uses any point within one of your quantum fields as its origin point, allowing you to Cast the Spell from farther away. The effects of your witchwarper spells are suppressed against targets or areas that are outside of your quantum field, or fields, though their duration decreases normally.

#### Augmenting Anchor
Although your anchor may not necessarily be a physical object, it empowers you all the same. Your anchor gives you a +1 item bonus to your spell attack rolls and spell DC, but only for your witchwarper spells. This bonus increases to +2 at 9th level and +3 at 15th level.

## Warp Spells
### Analyst
{{template
#### Warp Probability {{pf,one}} {{label Focus 1}}

{{taglist
{{tag,uncommon uncommon}}
{{tag,keyword anchoring}}
{{tag,keyword concentrate}}
{{tag,keyword focus}}
{{tag,keyword witchwarper}}
}}

**Duration**:: 1 round; **Targets** 1 creature
___
You open your mind to read the underlying probability of the multiverse. Roll a d20, mark the result, and choose a target. The next time the target makes a check while in your quantum field for the duration, they use your result instead of rolling. This is a fortune effect on a willing target, and a misfortune effect if the target is unwilling.
}}

\page

{{template
#### Alternate Outcome {{pf,one}} {{label Focus 4}}

{{taglist
{{tag,uncommon uncommon}}
{{tag,keyword anchoring}}
{{tag,keyword concentrate}}
{{tag,keyword focus}}
{{tag,keyword witchwarper}}
}}

**Duration**:: 1 round; **Targets** 1 willing creature in your quantum field
___
You sift through multiple outcomes across multiple realities, choosing the one that suits you best. Once within the duration, the target can take two activities that each cost the same number of actions, expending any resources as needed for both activities but only spending the action cost of one of the activities. Determine the immediate results for both activities, including attack rolls, saving throws, damage, and any other dice rolls. Then, choose which of the two activities takes effect, using the previously made rolls. The other activity's resources are still expended, but the activity has no effect as its consequences are diverted to another reality.
}}

{{template
#### Quantum Analysis {{pf,one}} {{label Focus 6}}

{{taglist
{{tag,uncommon uncommon}}
{{tag,keyword anchoring}}
{{tag,keyword concentrate}}
{{tag,keyword focus}}
{{tag,keyword mental}}
{{tag,keyword witchwarper}}
}}

**Duration**:: 1 round; **Area** Your quantum field
___
You see the probability equations all around you, and trace each variable to every possible conclusion. For the duration, creatures in your quantum field ignore fortune and misfortune effects, as well as any flat checks required due to targets being concealed, hidden, or behind cover, and lose the concealed and hidden conditions.
}}

### Anomaly
{{template
#### Warp Terrain {{pf,one}} {{label Focus 1}}

{{taglist
{{tag,uncommon uncommon}}
{{tag,keyword anchoring}}
{{tag,keyword concentrate}}
{{tag,keyword focus}}
{{tag,keyword witchwarper}}
}}

You materialize terrain from another reality into your quantum field. Choose one of the following effects, which lasts for your quantum field's duration or until you use *warp terrain* again.
* You use a single action with the zone trait. Unlike normally, this does not end any existing zone effects.
* You alter the appearance of terrain in your field, and can create features that can be used to Take Cover.
}}

\column

{{template
* You suppress terrain in your field, turning any existing difficult or greater difficult terrain in your quantum field to become normal terrain. This does not apply to effects that cause a creature to count squares as difficult terrain (such as a solarian’s graviton-attunement attacks). If you’re attempting to suppress terrain created by a spell or other magical effect, you must successfully counteract the effect.
}}

{{template
#### World Warp {{pf,one}} {{label Focus 4}}

{{taglist
{{tag,uncommon uncommon}}
{{tag,keyword anchoring}}
{{tag,keyword concentrate}}
{{tag,keyword focus}}
{{tag,keyword witchwarper}}
}}

**Defense**:: Fortitude; **Area** Your quantum field
___
You briefly manifest the harsh environmental conditions of another world in your current reality. Choose acid, cold, electicity, fire, or poison. Creatures in your quantum field take 4d8 damage of the chosen type with a basic Fortitude save. *World warp* has the trait corresponding to the damage type you chose.
___
**Heightened (+1)** Increase the damage by 1d8.
}}

{{template
#### Parallel Forms {{pf,one}} {{label Focus 6}}

{{taglist
{{tag,uncommon uncommon}}
{{tag,keyword anchoring}}
{{tag,keyword concentrate}}
{{tag,keyword focus}}
{{tag,keyword witchwarper}}
}}

**Duration**:: 1 round
___
You pull an alternate version of yourself in from another reality. A copy of yourself appears in an unoccupied space in your quantum field and takes a single action. For the duration, whenever you act, you can choose which of your selves does so. Your two selves share the same actions, Hit Points, multiple  attack penalty, and resources, and any condition or effect on one affects both. If both of your selves are in the area of the same effect, or targeted by the same multitarget effect, you are only affected once (applying the greater effect, if applicable). Even if you are reduced to 0 Hit Points or killed, both selves remain until the duration expires or you Dismiss the spell. Your link continues at any distance, even across planar boundaries. When *parallel forms* ends, you choose one of the two forms as your actual form and the other version of you disappears.
}}

\page

### Gap Influenced
{{template
#### Warp Presence {{pf,one}} {{label Focus 1}}

{{taglist
{{tag,uncommon uncommon}}
{{tag,keyword anchoring}}
{{tag,keyword concentrate}}
{{tag,keyword focus}}
{{tag,keyword witchwarper}}
}}

**Duration**:: 1 round; **Targets** 1 creature in your quantum field
___
You briefly wipe the target from all perception. The target becomes undetected and impossible to perceive by any senses for the duration. This does not prevent a creature from perceiving the effects of the target's actions, such as the shot from a gun or the manifestations of a spell.
}}

{{template
#### Forget {{pf,one}} {{label Focus 4}}

{{taglist
{{tag,uncommon uncommon}}
{{tag,keyword anchoring}}
{{tag,keyword concentrate}}
{{tag,keyword focus}}
{{tag,keyword witchwarper}}
}}

**Duration**:: 1 round; **Targets** 1 willing creature in your quantum field
___
You momentarily erase the target from existence. The target vanishes, and memories of the target are temporarily erased for all creatures except yourself, even outside your quantum field, causing all affected to forget the target ever existed. At the end of the duration, the target reappears in the space it occupied when it vanished, or to the nearest space if the original is now filled, and all creatures' memories of the target are restored. While the target has vanished, no time elapses for any effects affecting it, such as afflictions, conditions, persistent damage, or timed durations.
}}

{{template
#### Reality Wipe {{pf,one}} {{label Focus 6}}

{{taglist
{{tag,uncommon uncommon}}
{{tag,keyword anchoring}}
{{tag,keyword concentrate}}
{{tag,keyword focus}}
{{tag,keyword witchwarper}}
}}

**Duration**:: 1 round; **Area** Your quantum field
___
You selectively purge aspects of reality from your quantum field. For the duration, you automatically attempt to counteract any magical effects you choose whose area or targets are in your quantum field. If the counteract attempt succeeds, it prevents only the portion of the effect inside your quantum field (so if the effect also has targets outside your aura, or part of its area is beyond your aura, those targets or that area are affected normally). An effect you attempt to counteract with *reality wipe* becomes immune to further attempts to counteract it with the same spell.
}}

\column

### Precog
{{template
#### Warp Time {{pf,one}} {{label Focus 1}}

{{taglist
{{tag,uncommon uncommon}}
{{tag,keyword anchoring}}
{{tag,keyword concentrate}}
{{tag,keyword focus}}
{{tag,keyword witchwarper}}
}}

**Defense**:: Will; **Targets** 1 creature in your quantum field
___
You alter the timeline around the target, stretching a single moment into aeons. The target must succeed on a Will save or become stunned 1 (stunned 2 on a critical failure).
}}

{{template
#### Accelerate {{pf,one}} {{label Focus 4}}

{{taglist
{{tag,uncommon uncommon}}
{{tag,keyword anchoring}}
{{tag,keyword concentrate}}
{{tag,keyword focus}}
{{tag,keyword witchwarper}}
}}

**Duration**:: Until the end of your next turn; **Area** Your quantum field
___
You speed up the flow of time in your pocket of reality. All creatures in the area gain the quickened condition for the duration, and can use the extra action only to Step, Stride, or Strike.
}}

{{template
#### Time Loop {{pf,one}} {{label Focus 6}}

{{taglist
{{tag,uncommon uncommon}}
{{tag,keyword anchoring}}
{{tag,keyword concentrate}}
{{tag,keyword focus}}
{{tag,keyword witchwarper}}
}}

**Defense**:: Will; **Duration** 1 round; **Targets** 1 creature in your quantum field
___
You put a creature in a time loop to rescue or trap it. The GM records the target's Hit Points, position, and any effects it has, such as timed durations, conditions, and afflictions. When *time loop* ends, you can rewind the target to this recorded state, even if it is outside your quantum field. A target can make a Will save, and isn't rewound on a success. Rewinding a target does not restore any of its expended resources such as items, Focus Points, or spell slots.
}}

## Feats
###### 1st Level
{{template
#### Anchoring Strike {{pf,one}} {{label Feat 1}}

{{taglist
{{tag,keyword anchoring}}
{{tag,keyword flourish}}
{{tag,keyword witchwarper}}
}}

Drawing from infinite alternate versions of yourself, you attack at your fittest. Make a Strike, ignoring any status penalties to the Strike's attack and damage rolls. 
}}

\page

{{template
#### Attrition Zone {{pf,one}} {{label Feat 1}}

{{taglist
{{tag,keyword anchoring}}
{{tag,keyword witchwarper}}
{{tag,keyword zone}}
}}

Long-lasting effects seem to end within moments in your quantum field. When a creature ends its turn in your field, a round of apparent time occurs for it. No one, including the creature, can act during this time, but effects on it run their course, including beneficial effects, negative effects, afflictions, conditions, and persistent damage. Roll saving throws, flat checks, damage, and any other rolls for those effects normally as if the time had passed.
}}

{{template
#### Calming Focus {{pf,one}} {{label Feat 1}}

{{taglist
{{tag,keyword anchoring}}
{{tag,keyword concentrate}}
{{tag,keyword flourish}}
{{tag,keyword witchwarper}}
}}

Taking a moment to recenter yourself, you reassess your condition and surroundings. You reduce the value of your clumsy condition by 1, if any, and ignore the effects of the suppressed condition until the start of your next turn. You gain a +1 circumstance bonus to saves against effects that apply the clumsy, confused, controlled, or suppressed conditions until the start of your next turn.
}}

{{template
#### Obfuscating Zone {{pf,one}} {{label Feat 1}}

{{taglist
{{tag,keyword anchoring}}
{{tag,keyword witchwarper}}
{{tag,keyword zone}}
}}

An enigmatic haze envelops your quantum field. Creatures in your quantum field are concealed.
}}

{{template
#### Restorative Recollection {{pf,one}} {{label Feat 1}}

{{taglist
{{tag,keyword anchoring}}
{{tag,keyword concentrate}}
{{tag,keyword flourish}}
{{tag,keyword witchwarper}}
}}

There is a part of your mind in another reality always processing your situation. You Recall Knowledge.
**Special**:: You can use Restorative Recollection even while unable to act. If you lost one or more actions this turn from the stunned or slowed conditions, you can use Restorative Recollection as a free action.
}}

{{template
#### Soothing Anchor {{pf,one}} {{label Feat 1}}

{{taglist
{{tag,keyword anchoring}}
{{tag,keyword concentrate}}
{{tag,keyword flourish}}
{{tag,keyword witchwarper}}
}}

With a soothing phrase or thought, you strengthen your connection to this reality. You gain temporary Hit Points equal to half your Witchwarper level (minimum 1), which last until the start of your next turn.
}}

\column

{{template
#### Stabilized Zone {{pf,one}} {{label Feat 1}}

{{taglist
{{tag,keyword anchoring}}
{{tag,keyword witchwarper}}
{{tag,keyword zone}}
}}

Eerily consistent patterns in your quantum field make trajectories easier to predict. Creatures in your quantum field ignore circumstance bonuses and penalties to their AC.
}}

{{template
#### Touch Something Real {{pf,one}} {{label Feat 1}}

{{taglist
{{tag,keyword anchoring}}
{{tag,keyword flourish}}
{{tag,keyword manipulate}}
{{tag,keyword witchwarper}}
}}

You touch or handle an important object you keep to ground yourself. Decrease the value of your frightened and stupefied conditions by 1, if any. You gain a +1 circumstance bonus to Will saves against fear effects, illusions, and holograms, as well as to Perception checks against illusions and holograms,  until the start of your next turn.
}}

###### 4th Level
{{template
#### Radiant Zone {{pf,one}} {{label Feat 4}}

{{taglist
{{tag,keyword anchoring}}
{{tag,keyword light}}
{{tag,keyword witchwarper}}
{{tag,keyword zone}}
}}

The reality you conjure is much brighter than your own. The area of your quantum field becomes bright light, and creatures in your quantum field are dazzled.
}}

###### 6th Level
{{template
#### Quantum Aura {{pf,one}} {{label Feat 6}}

{{taglist
{{tag,keyword aura}}
{{tag,keyword witchwarper}}
}}

You mold a quantum field as an aura around you or an ally. You Warp Reality, and the quantum field you create is a 10-foot radius emanation targeting you or an ally in range. Unlike normally, you can't move this field when you Sustain it, nor do you need to if it is out of range or your line of sight.
}}

###### 8th Level
{{template
#### Butterfly Effect {{pf,reaction}} {{label Feat 8}}

{{taglist
{{tag,keyword misfortune}}
{{tag,keyword witchwarper}}
}}

**Frequency**:: Once every 10 minutes
**Trigger**:: A creature critically succeeds at a saving throw against a single-target spell you cast.
___
You find a reality in which you attempted the triggering spell against a different target inside your quantum field.
}}

\page

{{template
The target must not be an original target of the spell, but can be in a different quantum field from the triggering target. The new target immediately attempts a save against the spell as if it were the original target.
}}

###### 10th Level
{{template
#### Shift Energy {{pf,one}} {{label Feat 10}}

{{taglist
{{tag,keyword manipulate}}
{{tag,keyword spellshape}}
{{tag,keyword witchwarper}}
}}

You infuse your spell with energy drawn from another reality. If your next action is to Cast a damaging Spell, choose acid, cold, electricity, fire, or poison. One of the spell's damage types of your choice changes to the chosen type, including persistent damage and damage caused by an ongoing effect of the spell, such as the damage caused by *corrosive haze*. The spell loses the trait corresponding to the original damage type, if any, and gains the trait corresponding to the new damage type.
}}

###### 12th Level
{{template
#### Reality's Anchor {{label Feat 12}}

{{taglist
{{tag,keyword witchwarper}}
}}

Your deeper connection to this reality improves your focus. Whenever you Refocus, completely refill your focus pool.
}}

###### 18th Level
{{template
#### Quantum Transposition {{pf,one}} {{label Feat 18}}

{{taglist
{{tag,keyword anchoring}}
{{tag,keyword concentrate}}
{{tag,keyword flourish}}
{{tag,keyword teleportation}}
{{tag,keyword witchwarper}}
}}

Your quantum field can transport its contents with it. You teleport any number of creatures within the quantum field's original area to squares of your choice within its new area, along with any items they're wearing or holding. Each target may attempt a Will save against your spell save DC. Targets who succeed at the save are unaffected.
}}

\column

## Resources
Reserving this space for possible future resources:
* Foundry VTT module
* Pathbuilder custom pack

## Credits
### Resources
* [The Homebrewery](https://homebrewery.naturalcrit.com/), by [Scott Tolksdorf](https://www.reddit.com/user/stolksdorf/)
* [Pathfinder Infinite Template](https://homebrewery.naturalcrit.com/share/gCfH5U1U_WGE), by [/u/Gambatte](https://www.reddit.com/user/Gambatte/)

## Legal
### Community Use Policy
This homebrew uses trademarks and/or copyrights owned by Paizo Inc., used under Paizo's Community Use Policy (paizo.com/licenses/communityuse). I am expressly prohibited from charging you to use or access this content. This homebrew is not published, endorsed, or specifically approved by Paizo. For more information about Paizo Inc. and Paizo products, visit paizo.com.

### ORC License
#### ORC Notice
This product is licensed under the ORC License held in the License of Congress at TX-307-067 and available online at various locations including www.azoralaw.com/orclicense and others. All warranties are disclaimed as set forth therein.

#### Attribution
This product is based on the following Licensed Material:

*Starfinder Roleplaying Game*, © Paizo Inc. Designed by James L. Sutter.

If you use my Licensed Material in your own published work, please credit me in your product as follows:

*An Alternate Witchwarper*, Designed by /u/Teridax68.