```metadata
title: Player-Facing Rolls
description: >-
  A couple of variant rules for letting players make all the rolls in Pathfinder
  Second Edition
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 : 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') 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') format('woff2');
}
```

# Player-Facing Rolls
{{subtitle
Some players especially enjoy the tension and agency of rolling dice, while some GMs might prefer to leave the dice-rolling to their players as they plan ahead. The player-facing rolls variant allows players to make nearly all of the rolls in a session, rolling even for checks normally made by their foes.
}}
___

## Player Rules
With this variant, you will be rolling more frequently, including for effects that normally have your opponent roll, such as defending against an attack or rolling for an effect that would normally have your opponent make a saving throw. These changes are purely for the sake of enjoyment, and do not affect rules that affect checks and DCs separately: these new rolls therefore still count as DCs for the purpose of determining interaction with effects that treat checks and DCs differently.

### Calculating Modifiers
The general rule for determining the modifier for the rolls you make with this variant is to take the relevant DC and subtract 10. Because this mirrors the rule for [calculating DCs](https://2e.aonprd.com/Rules.aspx?ID=318), you can generally use the relevant modifier when it exists: for instance, if a creature is trying to Demoralize you, which normally uses your Will DC, you can use your Will modifier instead when rolling, as if you were making a Will saving throw.

### Defending Against an Attack
When an opponent makes an attack against you, you instead roll to defend against the attack. If the attack is made against your AC, you use a special modifier called your armor modifier, which equals your AC minus 10.

An equivalent way of calculating your armor modifier is to add your Dexterity modifier (up to your armor's Dexterity modifier cap), plus your proficiency bonus with your armor, plus your armor's item bonus to AC and any other bonuses and penalties. Any bonuses and penalties to your AC apply to your armor modifier.

### Overcoming an Opponent's Save
When one or more opponents make a saving throw against one of your effects, such as a spell or class ability, you instead roll to overcome their defenses. You use a special modifier called your offense modifier, which equals your class save DC minus 10, or your spell save DC minus 10. In the latter case, your offense modifier will generally equal your spell attack roll modifier.

An equivalent way of calculating your offense modifier is to add the ability modifier used for the save DC to your proficiency bonus for the save DC, plus any other bonuses and penalties. Any bonuses and penalties to your save DC apply to your offense modifier.

\column

### Degrees of Success
Because this variant inverts the order of who rolls against whom, the degrees of success for an effect are also inverted: when you succeed on a roll your opponent would normally be making, use the effect listed for a failure. When you fail, use the effect listed for a success. A critical success on your roll uses the listed critical failure effect, and a critical failure uses the listed critical success effect.

### Fortune and Misfortune
Fortune and misfortune effects alter rolls and their results. While this variant doesn't change the nature of these effects (fortune effects don't turn into misfortune effects or vice versa), it does switch the application of their mechanics accordingly when rolls are turned into DCs and vice versa:
* If a fortune or misfortune effect would have your opponent roll twice, you roll twice instead.
* If a fortune effect would let your opponent use the better result of two rolls, you instead use the worse result of two rolls. If a misfortune effect would have your opponent use the worse result of two rolls, you instead use the better result of two rolls. In the case of multiple creatures with different such fortune or misfortune effects applied, make two rolls and the GM picks the appropriate result each time.
* If an effect alters the degree of success of your opponent's roll, apply this effect normally after determining the inverted degree of success, as listed above.

### Secret Rolls
Because secret rolls are made by the GM, you still do not make secret rolls unless the GM allows you to do so. A GM can ignore this variant for the purpose of making secret rolls, as these rolls are not player-facing by nature.

\page

## GM Rules
With this variant, your players will be making the majority of rolls, including when creatures act under your control. This means you will generally have more time to decide how to proceed with a scenario while your players roll. You will, however, have to slightly adjust the math behind these rolls to preserve the same chances of success and failure.

### Calculating Variant DCs
Instead of making rolls, you use DCs for the rolls made by your players. Your DC for any such rolls is 12 + the total modifier for the statistic used. If you happen to have used the normal rule for [calculating DCs](https://2e.aonprd.com/Rules.aspx?ID=318), simply add 2 to the result to obtain this DC.

This variant DC is different to the one you would obtain via the normal rule for calculating DCs, because simply adding 10 to a modifier and subtracting 10 to a DC does not maintain the same chances of success: if a NPC rolls with a modifier of 0 against a player's DC of 11 (a 50% chance of success), subtracting 10 to the DC and adding 10 to the modifier would have the player roll with a +1 modifier against a DC 10 (a 60% chance of success). Because players would be subtracting 10 to their DCs, you would need to add 12 to your modifier, or 2 to the DC you would calculate using the normal formula, to maintain the same chances of success (for one given side, as one side's likelihood of success becomes the other's likelihood of failure and vice versa).

### Thresholds for Critical Success and Failure
While the above formula will preserve the same chances of success and failure as rolls you would normally make, it does not generate the exact same chances of critical success and failure: for instance, a DC 12 flat check, which is as likely to succeed as a DC 10 flat check is to fail (a 45% chance in both cases), critically fails on a roll of 1 or 2, whereas the DC 10 flat check only critically succeeds on a roll of 20, breaking parity.
To compensate for this, you can adjust the thresholds for critical success and failure for player-facing rolls (but not rolls they would make normally): a player critically succeeds at one such check when the check's result meets or exceeds the DC by 9 or more, rather than 10 or more. If the player fails the check by 11 or more, rather than 10 or more, that's a critical failure.

\column

### One-Sided Checks
This variant is only meant to cover checks made between a player character and a non-player character. In the event that a creature under your control makes a check against an effect that does not come from a player (for example, a monster triggering its own trap), this variant does not apply, as none of the rolls being made involve player participation.

In the rare event that a player character makes a check against an effect coming from another player character, this variant does not apply either, as both rolls being made involve player participation. If a player-created effect targets a mix of player characters and non-player characters (for instance, a haphazardly-cast *fireball*), you can apply this variant to the effect at your discretion and set DCs for the affected player characters, as if you were controlling them.

You also ignore this variant when making secret rolls, as secret rolls are not player-facing by nature. At your discretion, you can choose not to roll in secret, and use this variant when applicable.

## Simplified Player-Facing Rolls
If you want player-facing rolls without as many adjustments, you can instead apply the following simple rules:
* The player rolls instead of the GM, and the GM uses 21 minus the roll as the roll for the GM-controlled creature. A roll of 19 by the player, for example, becomes a roll of 2 by the GM.
* If a fortune effect would let a GM-controlled creature use the better result of two rolls, you instead use the worse result of two rolls. If a misfortune effect would have a GM-controlled creature use the worse result of two rolls, you instead use the better result of two rolls. In the case of multiple creatures with different such fortune or misfortune effects applied, make two rolls and the GM picks the appropriate result each time.

As normal, these rolls don't count as checks made by the player, and use the player character's DCs and the GM-controlled creature's modifiers as appropriate, along with any bonuses and penalties.