diff --git a/images/map_lemurie.webp b/images/map_lemurie.webp new file mode 100644 index 0000000..18bbb6f Binary files /dev/null and b/images/map_lemurie.webp differ diff --git a/lang/en.json b/lang/en.json index 989f516..75fb86a 100644 --- a/lang/en.json +++ b/lang/en.json @@ -158,6 +158,8 @@ "BOL.weaponCategory.ranged": "Arme de tir", "BOL.weaponCategory.other": "Autre", + "BOL.itemProperty.damageMultiplier": "Damages Multiplier", + "BOL.itemProperty.attackBonusDice": "Attack Bonus Dice", "BOL.itemProperty.equipable": "Équipable", "BOL.itemProperty.protection": "Protection", "BOL.itemProperty.blocking": "Blocage", diff --git a/lang/fr.json b/lang/fr.json index 12151f9..97eb010 100644 --- a/lang/fr.json +++ b/lang/fr.json @@ -159,6 +159,8 @@ "BOL.weaponCategory.ranged": "Arme de tir", "BOL.weaponCategory.other": "Autre", + "BOL.itemProperty.damageMultiplier": "Multiplicateur de dommages", + "BOL.itemProperty.attackBonusDice": "Dé de Bonus d'attaque", "BOL.itemProperty.equipable": "Équipable", "BOL.itemProperty.protection": "Protection", "BOL.itemProperty.blocking": "Blocage", diff --git a/module/controllers/bol-rolls.js b/module/controllers/bol-rolls.js index cdbe917..36d6760 100644 --- a/module/controllers/bol-rolls.js +++ b/module/controllers/bol-rolls.js @@ -105,7 +105,12 @@ export class BoLRoll { rollData.id = randomID(16) // Weapon mode specific management + rollData.weaponModifier = 0 + rollData.attackBonusDice = false if (rollData.mode == "weapon") { + //console.log("WEAPON", rollData.weapon) + rollData.weaponModifier = rollData.weapon.data.data.properties.attackModifiers?? 0; + rollData.attackBonusDice = rollData.weapon.data.data.properties.attackBonusDice if (rollData.defender) { // If target is selected rollData.defence = rollData.defender.defenseValue, rollData.shieldBlock = 'none' @@ -118,8 +123,6 @@ export class BoLRoll { } } - console.log("ROL1", rollData) - const rollOptionContent = await renderTemplate(rollOptionTpl, rollData); let d = new Dialog({ title: rollData.label, @@ -154,12 +157,13 @@ export class BoLRoll { } const isMalus = rollData.adv.includes('M'); - const dicePool = __adv2dice[rollData.adv] + let dicePool = __adv2dice[rollData.adv] + dicePool += (rollData.attackBonusDice) ? 1 : 0 //// const dicePool = (isMalus) ? 2 - parseInt(rollData.adv) : 2 + parseInt(rollData.adv); const attrValue = (rollData.attrKey) && eval(`rollData.actor.data.data.attributes.${rollData.attrKey}.value`) || 0; const aptValue = (rollData.aptKey) && eval(`rollData.actor.data.data.aptitudes.${rollData.aptKey}.value`) || 0 - const modifiers = parseInt(attrValue) + parseInt(aptValue) + parseInt(rollData.mod) + parseInt(rollData.career) - rollData.defence - shieldMalus; + const modifiers = rollData.weaponModifier + parseInt(attrValue) + parseInt(aptValue) + parseInt(rollData.mod) + parseInt(rollData.career) - rollData.defence - shieldMalus; const formula = (isMalus) ? dicePool + "d6kl2 + " + modifiers : dicePool + "d6kh2 + " + modifiers; rollData.formula = formula; rollData.modifiers = modifiers @@ -177,6 +181,7 @@ export class BoLRoll { } export class BoLDefaultRoll { + constructor(rollData) { BoLUtility.storeRoll(rollData) this.rollData = rollData diff --git a/module/system/bol-utility.js b/module/system/bol-utility.js index f847c9c..3cef4ad 100644 --- a/module/system/bol-utility.js +++ b/module/system/bol-utility.js @@ -381,24 +381,28 @@ export class BoLUtility { static getDamageFormula(damageString, modifier=0, multiplier = 1) { if (damageString[0] == 'd') { damageString = "1" + damageString } // Help parsing if (modifier == null) modifier = 0; - var myReg = new RegExp('(\\d+)[dD]([\\d]+)([MB]*)?([\\+\\d]*)?', 'g'); - let res = myReg.exec(damageString); - let nbDice = parseInt(res[1]); - let postForm = 'kh' + nbDice; - let modIndex = 3; - if (res[3]) { - if (res[3] == 'M') { - postForm = 'kl' + nbDice; - nbDice++; - modIndex = 4; - } - if (res[3] == 'B') { - postForm = 'kh' + nbDice; - nbDice++; - modIndex = 4; + + let formula = damageString + if ( damageString.includes("d") || damageString.includes("D")) { + var myReg = new RegExp('(\\d+)[dD]([\\d]+)([MB]*)?([\\+\\d]*)?', 'g'); + let res = myReg.exec(damageString); + let nbDice = parseInt(res[1]); + let postForm = 'kh' + nbDice; + let modIndex = 3; + if (res[3]) { + if (res[3] == 'M') { + postForm = 'kl' + nbDice; + nbDice++; + modIndex = 4; + } + if (res[3] == 'B') { + postForm = 'kh' + nbDice; + nbDice++; + modIndex = 4; + } } + formula = "(" + nbDice + "d" + res[2] + postForm + "+" + modifier +") *" + multiplier; } - let formula = "(" + nbDice + "d" + res[2] + postForm + "+" + modifier +") *" + multiplier; return formula; } /* -------------------------------------------- */ diff --git a/module/system/config.js b/module/system/config.js index 3b8fa90..382eb1d 100644 --- a/module/system/config.js +++ b/module/system/config.js @@ -10,6 +10,9 @@ System.debugMode = true; export const BOL = {}; BOL.damageValues = { + "1": "1", + "2": "2", + "3": "3", "d3" : "d3", "d6M" : "d6M (Malus)", "d6" : "d6", diff --git a/packs/aides-de-jeu.db b/packs/aides-de-jeu.db new file mode 100644 index 0000000..eebd1a4 --- /dev/null +++ b/packs/aides-de-jeu.db @@ -0,0 +1,2 @@ +{"_id":"3xJg1rCxnWvEmoxS","name":"Points d'héroisme","content":"

Vous pouvez utiliser les points d’héroïsme pour peser sur l’issue d’un combat ou d’une situation afin de faire pencher la balance en votre faveur. Voici les différentes façons d’utiliser un point d’héroïsme :

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Coup de chance

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Quand la description d’une scène n’a pas clairement défini certains détails, le joueur peut suggérer quelque chose qui paraisse raisonnable et utiliser 1 point d’héroïsme pour que cela devienne une réalité. Cette façon d’utiliser un point d’héroïsme reste soumise à l’approbation du MJ. Cela ne doit pas permettre d’apporter un changement majeur dans une scène ni de modifier un élément qui a déjà été déterminé.

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Par exemple, si un personnage est emprisonné dans une geôle, il peut utiliser 1 point d’héroïsme pour découvrir une pierre disjointe dans le mur et réussir à l’extraire, peut-être dans le but d’assommer le garde la prochaine fois que celui-ci viendra lui apporter sa pitance.

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Un sorcier peut utiliser 1 point d’héroïsme afin de remplir une condition d’incantation. Par exemple, si le MJ n’a pas encore précisé le moment de la journée, le sorcier pourra s’exclamer: « Ah, cette heure du jour est idéale pour la réussite de mon invocation ! »

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Défier la mort

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Les points d’héroïsme peuvent toujours servir à garder un héros en vie alors qu’il devrait mourir. Si vous avez subi des dégâts qui ont fait chuter votre vitalité entre -1 et -5, vous pouvez dépenser 1 point d’héroïsme pour ramener immédiatement votre vitalité à 0. Vous êtes vivant, mais inconscient.

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Si les dégâts subis vous amènent au-dessous de -5 en vitalité, vous pouvez dépenser 1 point d’héroïsme pour stabiliser vos blessures. Vous restez inconscient, et vous pourrez vous remettre sur pied avec quelques jours de repos.

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Faveur divine

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Vous pouvez dépenser 1 point d’héroïsme pour relancer les dés d’un jet d’action (même si vous avez obtenu un double 1, qui est un échec automatique). Vous devez relancer tous les dés (y compris les dés de bonus) et conserver le résultat du second jet.

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Juste une égratignure

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Quand un héros subit des dégâts, il peut prendre un petit moment (ce qui lui coûte sa prochaine action) pour se remettre du coup qu’il vient d’encaisser. En d’autres termes, sa blessure n’est finalement pas aussi grave qu’elle paraissait. Vous lancez 1d6 et récupérez le nombre correspondant de points de vitalité (sans pouvoir dépasser le nombre de points de dégâts subis du fait de cette attaque).

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Parade in extremis

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Vous pouvez dépenser 1 point d’héroïsme pour éviter de subir les dégâts d’une attaque en interposant votre bouclier ou votre arme au dernier moment. Toutefois, le coup fracasse votre bouclier ou brise votre arme qui devient alors inutilisable.

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Négocier avec le MJ

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Tout autre avantage ponctuel (non couvert par les différentes options d’utilisation des points d’héroïsme) que vous pourriez convaincre le MJ de vous accorder.

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Succès héroïque

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Lorsque vous obtenez un double 6 sur un jet d’action, il s’agit d’un succès héroïque. Mais vous pouvez aussi convertir un simple succès en succès héroïque par la dépense de 1 point d’héroïsme. Le résultat exact d’un succès héroïque dépend de la tâche entreprise, mais dans tous les cas le héros réussit brillamment son action.

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Au combat, un succès héroïque vous permet de choisir une des options suivantes :

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Carnage. Vous effectuez immédiatement une nouvelle attaque, contre le même adversaire ou contre un adversaire différent. Vous ne pouvez pas dépenser de point d’héroïsme dans le cadre de cette attaque supplémentaire.

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Coup dévastateur. Vous ajoutez +6 aux dégâts.

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Coup précis. Vous frappez votre ennemi à un endroit précis, dans l’intention de l’estropier afin de diminuer ses capacités. Vous déterminez les dégâts normalement et imposez à la cible un dé de malus à un type spécifique de jets d’action (en règle générale, vous voudrez affecter ses jets d’attaque, mais ce n’est pas une obligation ; un coup porté à l’œil imposera un dé de malus à tous les jets d’action faisant appel à la vue, ce qui peut inclure – ou pas– les jets d’attaque). Les autres options d’un coup précis peuvent être de trancher un tentacule ou un dard, ou d’ouvrir une large plaie dans le cuir épais d’un monstre (pour réduire la protection de la créature d’une catégorie). Vous pourrez décider avec le MJ d’autres effets similaires en fonction des circonstances.

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Désarmement. Si votre adversaire a une arme en main, vous le désarmez (au lieu de lui infliger des dégâts).

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Massacrer la piétaille. Si vous combattez de la piétaille, les dégâts infligés représentent le nombre d’adversaires mis hors de combat par votre assaut. Ils ne sont pas forcément morts, mais ils ne sont pas près de revenir vous affronter de sitôt.

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Renversement. Vous pouvez renverser un adversaire, dont la taille peut être supérieure à la vôtre d’une catégorie au maximum. L’adversaire se retrouve à terre après avoir été repoussé de quelques pas (il ne fait pas bon combattre au bord d’une falaise !). Si le combat continue, l’adversaire qui se relève subit un dé de malus à sa prochaine action.

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Succès légendaire

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Si vous obtenez un double 6 sur un jet d’action et qu’il s’agit d’un succès héroïque (pas d’un jet d’action qui ne pouvait réussir que sur un double 6), vous pouvez dépenser 1 point d’héroïsme pour transformer ce succès héroïque en succès légendaire, et cela même si vous avez dépensé 1 point d’héroïsme pour refaire votre jet d’action, du moment que vous obtenez un double 6 au second jet.

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Le succès légendaire n’est accessible que si vous obtenez un double 6. Vous ne pouvez pas convertir un succès normal en succès héroïque, puis dépenser un deuxième point d’héroïsme pour le transformer en succès légendaire.

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Au combat, un succès légendaire vous permet de choisir deux options de succès héroïque. Par exemple, si vous affrontez de la piétaille, vous pouvez choisir Massacrer la piétaille et Coup dévastateur afin d’éliminer encore plus d’adversaires. Vous pouvez choisir deux fois la même option, si vous le souhaitez (par exemple, choisir deux fois Coup dévastateur pour un bonus aux dégâts de +12 !).

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Récupérer les points d’héroïsme

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Vous récupérez à la fin d’une aventure tous les points d’héroïsme utilisés.

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Vous ne pouvez pas dépasser votre total de points d’héroïsme de départ, à moins de recevoir un point d’héroïsme en bonus du fait d’un échec critique.

","folder":null,"sort":0,"permission":{"default":0,"zN9ZZg5J7XzNELjd":3},"flags":{"core":{"sourceId":"JournalEntry.yOiargvrodwnCkoY"}}} +{"name":"Points de vilenie","content":"

Les rivaux disposent de points de vilenie, l’équivalent des points d’héroïsme des héros, qui s’utilisent de la même façon, avec quelques options supplémentaires : 

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Bouclier humain : un rival peut utiliser un des PNJ piétaille qui l’entourent comme « bouclier humain » pour absorber les dégâts d’une attaque. Cela fonctionne comme l’option «parade in extremis » des points d’héroïsme (cf. @JournalEntry[yOiargvrodwnCkoY]{Utiliser les points d'héroisme}).

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Fuite opportune : le rival parvient à s’enfuir quand les choses commencent à tourner mal pour lui :

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-Alors que l’attention des héros est détournée, le rival disparaît au coin d’un couloir…

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-Alors que les héros avancent vers le nécromancien pour en finir avec lui, il sourit et ouvre un panneau secret dans le mur par lequel il s’enfuit…

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-Le rival tombe d’une falaise, mais quand les héros se penchent au bord du précipice pour constater sa mort, nulle trace de son corps en contrebas…

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Peu importe la manière, le rival parvient à s’enfuir, pour recommencer à comploter. En combinant cette option à celle de «défier la mort », un rival peut parvenir à s’échapper même s’il semble bel et bien mort. Il doit toutefois avoir une occasion de prendre la fuite, aussi les héros doivent-ils être distraits par autre chose pour que celui-ci puisse utiliser ses points de vilenie afin d’échapper à son destin.

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","width":2828,"height":4000,"padding":0.25,"initial":{"x":2256,"y":2124,"scale":0.53},"backgroundColor":"#000000","gridType":0,"grid":100,"shiftX":0,"shiftY":0,"gridColor":"#000000","gridAlpha":0.05,"gridDistance":5,"gridUnits":"ft","tokenVision":false,"fogExploration":false,"fogReset":1635498904880,"globalLight":true,"globalLightThreshold":null,"darkness":0,"drawings":[],"tokens":[],"lights":[],"notes":[],"sounds":[],"templates":[],"tiles":[],"walls":[],"playlist":null,"playlistSound":null,"journal":null,"weather":"","folder":null,"sort":0,"permission":{"ft3qeazHwKO7jjpx":3,"default":0},"flags":{"importid":"2bxzlXGIcgZdW0eh","core":{"sourceId":"Scene.m4SmV2O485uOdWAk"},"smalltime":{"darkness-link":false,"player-vis":"2"}}} diff --git a/system.json b/system.json index 622872a..135df04 100644 --- a/system.json +++ b/system.json @@ -7,7 +7,7 @@ "url": "https://github.com/ZigmundKreud/bol", "license": "LICENSE.txt", "flags": {}, - "version": "0.9.0.0", + "version": "0.9.0.2", "templateVersion": 16, "minimumCoreVersion": "0.8.6", "compatibleCoreVersion": "9", @@ -90,6 +90,24 @@ "tag": "item", "type": "Item", "private": false + }, + { + "label": "Aides de Jeu", + "type": "JournalEntry", + "name": "aides-de-jeu", + "path": "packs/aides-de-jeu.db", + "system": "bol", + "entity": "JournalEntry", + "private": false + }, + { + "label": "Cartes", + "type": "Scene", + "name": "cartes", + "path": "packs/cartes.db", + "system": "bol", + "entity": "Scene", + "private": false } ], "system": [], diff --git a/templates/item/parts/properties/item/weapon-properties.hbs b/templates/item/parts/properties/item/weapon-properties.hbs index c48f5a7..93fd231 100644 --- a/templates/item/parts/properties/item/weapon-properties.hbs +++ b/templates/item/parts/properties/item/weapon-properties.hbs @@ -26,6 +26,10 @@ + + {{#if data.properties.ranged}}