```metadata title: 'Variant Rule: No Ability Scores' description: >- An alternate set of rules to let players build characters without ability scores for 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-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 { 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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') format('woff2'); } ``` # Variant Rule: No Ability Scores {{subtitle Each ability score reflects a character's effectiveness across a broad range of aspects. Additionally, characters tend to increase certain ability scores over others, chiefly Dexterity, Constitution, Wisdom, and their class's key ability. If you'd prefer a character whose strengths and weaknesses defy the norm typically set by ability scores and their class, this variant replaces ability scores for your character with a selection of feats and boosts at certain levels. }} ___ ## Step 1: Assign Base Bonuses You no longer use ability scores, and ignore the ability score prerequisites of feats. Instead, you gain a special bonus, called an ability bonus, to the following: * You gain a +3 ability bonus to attack rolls, class DCs, and spell save DCs. * You gain a +1 ability bonus to AC. This bonus is capped by your armor's Dexterity cap. * You gain a +1 ability bonus to saves. * You gain a +1 ability bonus to the hit points gained from your class. This bonus functions in the same way as would a Constitution modifier. * You gain a +1 ability bonus to Perception. By default, you have a +0 ability bonus to anything else. ## Step 2: Choose Ability Feats Choose 6 of the following ability feats for your character to gain. Each feat has an apex bonus, which you can choose to unlock when you reach level 20. Unlike ability scores, you can retrain these feats. #### Brutality Your ability bonus to melee damage rolls increases by 3, and by 1 at levels 5, 10, and 15. This bonus functions in the same way as would a Strength modifier, and so can be added to certain ranged damage rolls. **Apex Bonus**:: The ability bonus increases by 1. #### Durable Your ability bonus to hit points gained from your class increases by 2. **Apex Bonus**:: The ability bonus increases by 1. #### Evasive Your ability bonus to AC increases by 2, and by 1 at levels 5, 10, and 15. **Apex Bonus**:: The ability bonus increases by 1. #### Exceptional Fortitude Your ability bonus to Fortitude saves increases by 2. **Apex Bonus**:: The ability bonus increases by 1. #### Exceptional Reflexes Your ability bonus to Reflex saves increases by 2. **Apex Bonus**:: The ability bonus increases by 1. \column #### Exceptional Will Your ability bonus to Will saves increases by 2. **Apex Bonus**:: The ability bonus increases by 1. #### Knowledgeable Your ability bonus to Lore increases by 3, and you become trained in three additional skills and three additional languages of your choice. At levels 5, 10, and 15, the ability bonus increases by 1, and you become trained in an additional skill and language. You cannot increase this ability bonus by other means. **Apex Bonus**:: The ability bonus increases by 1, and you become trained in one additional skill and one additional language of your choice. #### Perceptive Your ability bonus to Perception increases by 2. **Apex Bonus**:: The ability bonus increases by 1. #### Powerful Build Your ability bonus to the Bulk you can carry increases by 3, and by 1 at levels 5, 10, and 15. You cannot increase this ability bonus by other means. Additionally, you overcome the check and speed penalties of armor as if you met its Strength requirements. **Apex Bonus**:: The ability bonus increases by 1, and you completely ignore the speed penalty of armor. #### Skilled Your pool of skill enhancement points, detailed below in Step 3, increases by 15. Additionally, the number of skills you can enhance at levels 5, 10, and 15, detailed below, increases by 5. You can pick this feat twice, with each instance counting as its own feat. **Apex Bonus**:: The ability bonus for two skills of your choice increases by 1, to a maximum of +7. ## Step 3: Enhance Skills You have a pool of 18 skill enhancement points. You can spend a skill enhancement point to increase your ability bonus for a skill by 1, up to a maximum of +3. \page You can retrain these skill enhancements as you would a skill. By spending a week of downtime, you can reduce your ability bonus to a skill by any amount, to a minimum of 0, and gain a number of skill enhancement points equal to the amount reduced, which you can use to enhance your other skills as normal, obeying its rules for the maximum ability bonus you can have for a skill. ## Alternate Ability Boosts At levels 5, 10, and 15, your ability bonus for attack rolls, class DCs, spell save DCs, saves, hit points gained from your class, and Perception increases by 1. Certain ability feats, namely Brutality, Evasive, Knowledgeable, and Powerful Build, also increase their ability bonus by 1 at these levels. Additionally, six skills of your choice have their ability bonus increased by 1. If you retrain your skill enhancements, the maximum ability bonus you can have for a skill increases to +4 at level 5, +5 at level 10, and +6 at level 15. ## Apex Bonuses At level 20, the benefits typically obtained from boosting your abilities are gained differently. * Your ability bonus for attack rolls, class DCs, and spell save DCs increases by 1. * Choose two ability feats, and gain the apex bonus for those feats. * Choose two skills, and increase their ability bonus by 1. You can retrain the apex bonus for your ability feats as if they were feats themselves, choosing another apex bonus instead. If you retrain your skill enhancements, you can increase a skill's ability bonus to a maximum of +7, rather than +6, though only up to two of your skills can have this benefit. Certain ability feats may increase the number of skills with this benefit, such as the Knowledgeable or Skilled feat. \column ## Balance Implications This variant rule is still undergoing playtesting. Its effects are aimed to approximate bonuses gained from ability scores, and therefore do not intend to drastically affect balance. Characters would, however, benefit from greater flexibility by being able to hand-pick which skills to commit towards, while experiencing an initial decrement to certain key rolls. Classes designed around inherently stronger or weaker ability scores as their key ability may also find their balance somewhat affected. The following aspects of the game may require minor tweaking: * Players should ignore the ability score prerequisites of feats. * Apex items would become less important, as there would be no ability scores to increase. * Features that make use of an ability modifier in a way that falls outside of the above ability bonuses, such as the inventor's Overdrive or the rogue's thief racket, should instead use the character's ability bonus for attack rolls.