```metadata
title: Kinetic Mage
description: >-
  A class archetype for playing the Kineticist like a slot-based spellcaster in
  Pathfinder Second Edition, and a proof of concept for a framework that allows
  similar feat-based characters to work as traditional spellcasters.
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        : #5E0000;
	--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      : #ECD9BA;
	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        : #7A2713;
	}
  
	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            : #EDE3C8;
		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 #CAB77B;
	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 : #58180D;
		border           : 2px solid #DAC68A;
    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  : #D9C484;
  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: #620009;
}
.page table tbody tr td {
  font-size: 15px;
  padding: 2px;
}
.page table tbody tr:nth-child(odd) {
  background-color: #FEDFAE;
}
.page table tbody tr:nth-child(even) {
  background-color: #FFEBC3;
}


/* 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 : url('data:application/font-woff2;charset=utf-8;base64,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') format('woff2');
}

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

# Kinetic Mage
{{subtitle
As much of a proof of concept as its own brew, the Kinetic Mage class archetype exists to answer the question: what if you wanted to play a Kineticist like a traditional spellcaster? The following brew proposes a framework to achieve this, allowing the Kinetic Mage to use a very large number of impulses once per day each, instead of wielding a smaller number at-will. In doing so, it should also hopefully demonstrate a quirk of class design: although it's extremely difficult to make a slot-based caster resourceless, the reverse is entirely feasible.
}}
___

{{wide
## Kinetic Mage
You've found a different way to channel the elements through your kinetic gate, drawing upon a greater range of more limited powers like a spellcaster.
}}

#### Kinetic Spellcasting (1st)
You've learned to harness the elements in the style of primal spellcasters, greatly increasing the breadth of your kinetic abilities but limiting their use per day.  If you choose this class archetype, you must select [Versatile Blasts](https://2e.aonprd.com/Feats.aspx?ID=4185) as your 1st-level class feat and Kinetic Mage Dedication as your 2nd-level class feat.
**Prerequisites**:: You must be a kineticist.
**Kinetic Mage Adjustments**:: Change your class features as follows.
* You no longer gain impulse feats from the kinetic gate or gate's threshold class features. You can still use kineticist feats to gain impulse feats as normal.
* You no longer gain the reflow elements or double reflow class features. Instead, you gain the intensified elements and greater intensified elements class features, listed below.
* You gain the initial elemental focus spell for your element from the [Elementalist](https://2e.aonprd.com/Archetypes.aspx?ID=207) class archetype. If you choose a dual gate, you can choose which element's focus spell to gain.
* You gain the impulse slots class feature, detailed below, which lets you use a large number of  impulses a limited number of times per day. You must choose whether to be a prepared or spontaneous kinetic mage, gaining corresponding class features that determine how you gain and use these impulses.

### Impulse Slots
You've found a different way of attuning to your kinetic gate, allowing you to wield a larger number of kinetic impulses, yet limiting their amount that you can cast each day. These limited-use impulses take the form of impulse slots, mimicking the spell slots used by spellcasters. Although impulse slots may resemble spell slots, they are separate: you can't use an impulse slot in place of a spell slot, and vice versa.

\column

Each day, you have two 1st-rank impulse slots, which replenish each time you make your daily preparations, as with spell slots. As you increase in level as a kineticist, your number of impulse slots per day increases, as does the highest rank of impulse slots you have, as shown on the Impulse Slots per Day table.

At 1st level, choose whether to be a prepared or spontaneous kinetic mage, emulating a particular mode of spellcasting and the way you use your impulse slots. In either case, you must choose which impulses to use from the list of kineticist impulse feats available to you: when choosing these daily impulses, you can exceptionally choose impulses of a higher level than yours, provided you have the ability to use them with an impulse slot.

#### Prepared Kinetic Mage
You prepare impulses into your impulse slots each day, in a manner akin to druids and primal witches. You prepare these impulses from the list of kineticist impulse feats available to you, and prepare a number of impulses equal to your number of impulse slots. Each impulse you prepare corresponds to one of your impulse slots, and each prepared impulse must correspond to a different slot. Each prepared impulse is of a level equal to twice the corresponding impulse slot's rank, separate from your own level. Prepared impulses remain available to you until you use them or until you prepare your daily impulses again, and using a prepared impulse expends its corresponding impulse slot.

\page

#### Spontaneous Kinetic Mage
You possess a large repertoire of impulses, similar to that of a primal sorcerer. Each time you get an impulse slot (see the Impulse Slots Per Day table), including at 1st level, you add an impulse to your impulse repertoire, whose level is equal to twice the impulse slot's rank. You choose these impulses from the list of kineticist impulses available to you, and might add a higher-level version of an impulse you already have. Unlike impulse feats, the level of impulses in your repertoire does not change to match your level. In order to use an impulse in your repertoire, you must expend an impulse slot of a rank equal to half the impulse's level rounded up or higher.

Each time you add impulses of a new level to your repertoire, including your 1st-level impulses, choose one impulse of that level to be a signature impulse. When you expend an impulse slot to use a signature impulse, the impulse's level is equal to twice the impulse slot's rank. If you've learned a signature impulse at a higher rank than its minimum, you can also use all its lower-level versions without learning those separately. If you swap out a signature impulse, you can choose a replacement signature impulse of the same level as the previous impulse. You can also retrain specifically to change a signature impulse to a different impulse of that level without swapping any impulses; this takes as much time as retraining an impulse normally does.

#### Impulse Effect Levels
Your daily impulses work differently from your normal impulses. Whenever a daily impulse's effects refer to your level, use the impulse's level instead. For example, the resistance provided by a daily [Deflecting Wave](https://2e.aonprd.com/Feats.aspx?ID=4266) impulse would be equal to the impulse's level against bludgeoning or slashing damage, or double the impulse's level against acid or fire damage, rather than your level or double your level respectively.

### Intensified Elements {{float:right 11TH}}
Practiced use of your daily impulses has allowed you to wield them even more effectively. When you use a kineticist impulse with an impulse slot, you can determine the impulse's effects, though not its counteract rank, as if its level were 1 higher.

### Greater Intensified Elements {{float:right 17TH}}
You wield your daily impulses with redoubled intensity. You can use intensified elements to determine a daily impulse's effects as if its level were 2 higher. As normal, this does not affect the impulse's counteract rank.

\column

##### Impulse Slots Per Day
| Your Level | 1st | 2nd | 3rd | 4th | 5th | 6th | 7th | 8th | 9th |
|:-:|:-:|:-:|:-:|:-:|:-:|:-:|:-:|:-:|:-:|
| 1 | 2 | — | — | — | — | — | — | — | — |
| 2 | 3 | — | — | — | — | — | — | — | — |
| 3 | 3 | 2 | — | — | — | — | — | — | — |
| 4 | 3 | 3 | — | — | — | — | — | — | — |
| 5 | 3 | 3 | 2 | — | — | — | — | — | — |
| 6 | 3 | 3 | 3 | — | — | — | — | — | — |
| 7 | 3 | 3 | 3 | 2 | — | — | — | — | — |
| 8 | 3 | 3 | 3 | 3 | — | — | — | — | — |
| 9 | 3 | 3 | 3 | 3 | 2 | — | — | — | — |
| 10 | 3 | 3 | 3 | 3 | 3 | — | — | — | — |
| 11 | 3 | 3 | 3 | 3 | 3 | 2 | — | — | — |
| 12 | 3 | 3 | 3 | 3 | 3 | 3 | — | — | — |
| 13 | 3 | 3 | 3 | 3 | 3 | 3 | 2 | — | — |
| 14 | 3 | 3 | 3 | 3 | 3 | 3 | 3 | — | — |
| 15 | 3 | 3 | 3 | 3 | 3 | 3 | 3 | 2 | — |
| 16 | 3 | 3 | 3 | 3 | 3 | 3 | 3 | 3 | — |
| 17 | 3 | 3 | 3 | 3 | 3 | 3 | 3 | 3 | 2 |
| 18 | 3 | 3 | 3 | 3 | 3 | 3 | 3 | 3 | 3 |
| 19 | 3 | 3 | 3 | 3 | 3 | 3 | 3 | 3 | 3 |
| 20 | 3 | 3 | 3 | 3 | 3 | 3 | 3 | 3 | 3 |

{{template
#### Kinetic Mage Dedication {{label Feat 2}}

{{taglist
{{tag,keyword archetype}}
{{tag,keyword class}}
{{tag,keyword dedication}}
}}

**Prerequisites**:: kinetic spellcasting
___
You've trained to use magic items much like a spellcaster. You gain the [Kinetic Activation](https://2e.aonprd.com/Feats.aspx?ID=4187) class feat. Unlike normally, you gain the extra benefits of being a prepared or spontaneous spellcaster when you prepare a staff based on whether you chose to be a prepared or spontaneous kinetic mage, using your impulse slots for this purpose as a spellcaster would their spell slots.
}}