diff --git a/gisim/cards/characters/Hydro/Xingqiu.py b/gisim/cards/characters/Hydro/Xingqiu.py
index 6b765db..b623d8d 100644
--- a/gisim/cards/characters/Hydro/Xingqiu.py
+++ b/gisim/cards/characters/Hydro/Xingqiu.py
@@ -2,7 +2,7 @@
 from queue import PriorityQueue
 from typing import cast
 
-from classes.message import AfterUsingSkillMsg, DealDamageMsg
+from gisim.classes.message import AfterUsingSkillMsg, DealDamageMsg
 
 from gisim.cards.characters.base import CharacterCard, CharacterSkill, GenericSkill
 from gisim.classes.enums import (
diff --git a/gisim/status/reaction_status.py b/gisim/status/reaction_status.py
index c092697..bbfcfc0 100644
--- a/gisim/status/reaction_status.py
+++ b/gisim/status/reaction_status.py
@@ -95,14 +95,14 @@ def msg_handler(self, msg_queue: PriorityQueue) -> bool:
 
 class CatalyzingFieldStatus(CombatStatusEntity):
     """[Combat Status]When you deal Icon TCG ElectroElectro DMG or Icon TCG DendroDendro DMG to an opposing active character,
-    DMG dealt +1. (3 Usages)"""
+    DMG dealt +1. (2 Usages)"""
 
     name: str = "Catalyzing Field"
     description: str = """When you deal Icon TCG ElectroElectro DMG or Icon TCG DendroDendro DMG to an opposing active character, DMG dealt +1. (2 Usages)"""
     active: bool = True
     value: int = 0
     remaining_round: int = INF_INT
-    remaining_usage: int = 3
+    remaining_usage: int = 2
 
     def msg_handler(self, msg_queue: PriorityQueue) -> bool:
         top_msg = msg_queue.queue[0]
@@ -123,7 +123,7 @@ def msg_handler(self, msg_queue: PriorityQueue) -> bool:
                             element_type,
                             dmg_val + 1,
                         )
-                    self.remaining_usage -= 1
+                        self.remaining_usage -= 1
 
             if self.remaining_usage == 0 or self.remaining_round == 0:
                 self.active = False
diff --git a/note/element_reaction_note.ipynb b/note/element_reaction_note.ipynb
index 95e178a..2e4e775 100644
--- a/note/element_reaction_note.ipynb
+++ b/note/element_reaction_note.ipynb
@@ -50,7 +50,7 @@
     "    ax.grid(which=\"minor\", color=\"w\", linestyle=\"-\", linewidth=3)\n",
     "    ax.tick_params(which=\"minor\", bottom=False, left=False)\n",
     "\n",
-    "    Label = [\"能否附着\", \"冰\", \"水\", \"火\", \"雷\", \"岩\", \"草\", \"风\"]\n",
+    "    Label = [\"能否附着\", \"冰\", \"水\", \"火\", \"雷\", \"风\", \"岩\", \"草\"]\n",
     "    ax.set_yticks(range(len(Label)))\n",
     "    ax.set_yticklabels(Label)\n",
     "    ax.set_xticks(range(len(Label)))\n",
@@ -120,7 +120,7 @@
    "outputs": [
     {
      "data": {
-      "image/png": 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",
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",
       "text/plain": [
        "<Figure size 640x480 with 1 Axes>"
       ]
@@ -569,7 +569,7 @@
    "name": "python",
    "nbconvert_exporter": "python",
    "pygments_lexer": "ipython3",
-   "version": "3.11.2"
+   "version": "3.10.11"
   },
   "orig_nbformat": 4
  },
diff --git "a/note/\344\270\203\345\234\243\345\217\254\345\224\244\346\270\270\346\210\217\350\247\204\345\210\231.md" "b/note/\344\270\203\345\234\243\345\217\254\345\224\244\346\270\270\346\210\217\350\247\204\345\210\231.md"
index 09dbc80..8efc060 100644
--- "a/note/\344\270\203\345\234\243\345\217\254\345\224\244\346\270\270\346\210\217\350\247\204\345\210\231.md"
+++ "b/note/\344\270\203\345\234\243\345\217\254\345\224\244\346\270\270\346\210\217\350\247\204\345\210\231.md"
@@ -364,6 +364,7 @@
   background-image: url(https://githubimg.ngworks.cn/GeniusInvokationImg/ElementalReaction/Pyro_dice.png_icon);
 }
 
+
 .cryo-dice {
   background-image: url(https://githubimg.ngworks.cn/GeniusInvokationImg/ElementalReaction/Cryo_dice.png_icon);
 }
@@ -383,7 +384,12 @@
 .unaligned-dice {
   background-image: url(https://githubimg.ngworks.cn/GeniusInvokationImg/ElementalReaction/unaligned_dice.png_icon);
 }
-
+.matching-dice {
+  background-image: url(https://githubimg.ngworks.cn/GeniusInvokationImg/ElementalReaction/matching_dice.png_icon);
+}
+.omni_dice{
+  background-image: url(https://githubimg.ngworks.cn/GeniusInvokationImg/ElementalReaction/omni_dice.png_icon);
+}
 .energy {
   background-image: url(https://githubimg.ngworks.cn/GeniusInvokationImg/ElementalReaction/Energy.png_icon);
 }
@@ -391,15 +397,14 @@
 
 # 七圣召唤游戏规则
 
+要进行强化学习，首先开发者必须知道何为七圣召唤，游戏如何进行，有什么卡牌，什么环节，这都对开发有非常重要的帮助。
 
-
-> 本文不会去特别的强调卡牌如何获得、如何提升牌手等级等相关前置条件，本文**假定读者已经获得了这方面的相关知识**。
+> 本文不会去特别的强调卡牌如何获得、如何提升牌手等级等相关前置条件，本文**假定读者已经获得了全部的卡牌，并且牌手经验已经 10 级**。
 
 ## 什么是七圣召唤
 
-![Banner](https://githubimg.ngworks.cn/GeniusInvokationImg/banner.png_github)
+![通过地图查看牌手](https://githubimg.ngworks.cn/GeniusInvokationImg/banner.png_github)
 
-在Github中，css可能无法完全显示，建议您将文件下载到本地浏览。点击[这里](https://githubimg.ngworks.cn/七圣召唤游戏规则.html)可以在线浏览。
 
 七圣召唤，是米哈游出品的游戏《原神》中的卡牌类桌面对战游戏，设定上是由教令院研发的风靡提瓦特大陆的桌面卡牌游戏。七圣召唤于 3.3 版本正式上线。
 
@@ -411,6 +416,61 @@
 - 向牌手名录中的牌手发送`对局邀请函`，可以与他们进行`邀约对局`。在邀约对局中获得胜利，可以得到相应的角色牌及其天赋牌。(PVE)
 - 通过邀请板，邀请联机状态下的好友进行七圣召唤对局。当牌手等级达到 4 级后，还可以匹配远方的陌生牌手进行对局。(PVP)
 
+### 大世界的游戏对象
+
+在大世界中，可以挑战的对手（部分活动除外）可以通过左下角`寻找牌手`开关来查看，可以进行游戏的牌手将会以蓝色卡牌图标显示。
+
+蓝色卡牌图标的右下角有圆圈内对勾的标识图标（下称表示图标），如果该牌手未经过挑战，则不显示标识图标。如挑战目标未完成或是该牌手还有其他对局时，标识图标为蓝色，若该牌手所有对局已完成，并且挑战目标均已完成，标识图标为绿色。
+![通过地图查看牌手](https://githubimg.ngworks.cn/GeniusInvokationImg/GameObject/通过地图查看牌手.png_github)
+
+#### 冒险挑战
+
+`冒险挑战`是使用自定义牌组与 NPC 进行游戏，玩家获胜后可以获得一定的奖励。
+![冒险挑战](https://githubimg.ngworks.cn/GeniusInvokationImg/GameObject/大世界冒险挑战.png_github)
+完成`冒险挑战`，是获取`牌手经验`和`幸运牌币`的途径之一。玩家与 NPC 牌手进行游戏，并且完成相应的挑战目标后（通常是三挡），就可以获得对应挡位的奖励。
+有时完成`冒险挑战`的挑战目标会有`卡牌`作为奖励。
+
+#### 决斗对局
+
+`决斗对局`与`冒险挑战`一样，也是同 NPC 牌手进行游戏，可以获得的奖励与`冒险挑战`一致。
+![决斗对局](https://githubimg.ngworks.cn/GeniusInvokationImg/GameObject/大世界决斗对局.png_github)
+
+### 酒馆中的游戏对象
+
+猫尾酒馆，是七圣召唤重要的功能区域，在这里玩家可以进行可以获得角色的`邀约对局`、与真人玩家对战的`胜冠之试`与`联机对局`、每周刷新的`来客挑战`、获得怪物角色卡牌的`酒馆牌局挑战`。
+![猫尾酒馆](https://githubimg.ngworks.cn/GeniusInvokationImg/CatsTailTavern.png_github)
+
+与大世界不同，猫尾酒馆中可以挑战的对手直接以蓝色卡牌图标显示，当完成与该对手的挑战后，蓝色卡牌图标将会消失。
+![猫尾酒馆地图](https://githubimg.ngworks.cn/GeniusInvokationImg/CatsTailTavernMap.png_github)
+
+#### 来客挑战
+
+`来客挑战`是使用自定义牌组与 NPC 进行游戏，玩家获胜后可以获得一定的奖励。来客挑战一共有四个，每周刷新一次。
+![来客挑战](https://githubimg.ngworks.cn/GeniusInvokationImg/GameObject/来客挑战.png_github)
+
+完成`来客挑战`，是获取`牌手经验`和`幸运牌币`的途径之一。
+
+#### 邀约对局
+
+`邀约对局`是通过消耗`对局邀请函`向牌手名录中的牌手发送对局邀请，可以与他们进行`邀约对局`。在邀约对局中获得胜利，可以得到相应的角色牌及其天赋牌。
+![牌手名录](https://githubimg.ngworks.cn/GeniusInvokationImg/GameObject/牌手名录.png_github)
+`邀约对局`也设有对应的挑战目标后（通常是三挡），就可以获得对应挡位的奖励。
+![邀约对局](https://githubimg.ngworks.cn/GeniusInvokationImg/GameObject/邀约对局.png_github)
+
+#### 联机对局
+
+`联机对局`是通过邀请板，邀请联机状态下的好友进行七圣召唤对局。当牌手等级达到 4 级后，还可以匹配远方的陌生牌手进行对局。
+![联机对局](https://githubimg.ngworks.cn/GeniusInvokationImg/GameObject/联机对局.png_github)
+
+#### 胜冠之试
+
+`胜冠之试`定期开放 PVP 特殊挑战，每月 1、16 日刷新。
+![胜冠之试](https://githubimg.ngworks.cn/GeniusInvokationImg/GameObject/胜冠之试.png_github)
+
+#### 酒馆牌局挑战
+
+除过`邀约对局`可以获得角色卡外，`酒馆牌局挑战`也可以获得怪物角色卡。
+![酒馆牌局挑战](https://githubimg.ngworks.cn/GeniusInvokationImg/GameObject/酒馆牌局挑战.png_github)
 
 ## <span class="warn h35">规范化语言</span>
 
@@ -473,8 +533,49 @@
 
 <span class="text-pyro">深渊咏者·渊火</span>的被动技能<span class="text-pyro">火之新生</span>会为其本身添加不被击倒的效果。
 
+## 骰子
+通过消耗<span class="unaligned-dice cost">1</span>**元素骰子**可以执行各种各样的游戏操作，在七圣召唤中，元素骰子类型和元素类型一致，一共有7种基础元素骰子，除过七种基础元素骰子以外，还有一种万能元素骰子，可以表示任意元素。但是在表示中，有十种表示方法。分别是：
+七种基础元素骰子表示方法<span class="anemo-dice cost">1</span><span class="text-anemo">风元素骰子</span>、<span class="cryo-dice cost">1</span><span class="text-cryo">冰元素骰子</span>、<span class="dendro-dice cost">1</span><span class="text-dendro">草元素骰子</span>、<span class="electro-dice cost">1</span><span class="text-electro">雷元素骰子</span>、<span class="geo-dice cost">1</span><span class="text-geo">岩元素骰子</span>、<span class="hydro-dice cost">1</span><span class="text-hydro">水元素骰子</span>、<span class="pyro-dice cost">1</span><span class="text-pyro">火元素骰子</span>。图标<span class="dendro-dice cost">1</span>中的数字<span class=" cost">1</span>代表需要消耗几个该元素类型的骰子。
+
+<span class="omni_dice cost">ㅤ</span>**万能元素骰子**，是骰子的一种种类，可以用来表示任意一种基础元素骰子。
+
+出于广泛的标识骰子，元素骰子还有两种表达方式<span class="unaligned-dice cost">1</span>**任意元素骰子** 可以表示任意元素骰子，不受元素类型的限制。<span class="matching-dice cost">3</span>**相同的元素骰子**用于表示一定数量同一种元素类型的的元素骰子（万能元素骰子可以为一种骰子类型，也可代替任意一种元素类型）。
+## 卡牌
+![卡牌](https://githubimg.ngworks.cn/GeniusInvokationImg/GameObject/cards.png)
+卡牌，是游戏最主要的构成部分。各式各样的卡牌的迥异效果给七圣召唤赋予了多变复杂的效果。
+### 角色卡
+
+### 行动卡
+## 能量
+通过攻击、支援卡牌的效果、其他角色的技能效果等方式，可以对角色进行充能。当角色的<span class="energy cost">ㅤ</span>**能量**满足一定条件时，可以使用元素爆发等。
+
 ## 游戏区域
 
+![游戏区域](https://githubimg.ngworks.cn/GeniusInvokationImg/GameScene/game_area.png)
+
+如上图，在七圣召唤对局中，卡牌将会被放置在这些区域：
+### I、角色区
+游戏开始之后，角色卡将会被放在角色区。每个玩家最多只能有一个出战角色，仅有出战角色才能使用技能。
+### II、角色附属
+每个角色可以附属状态、装备牌。
+如本文之前所描述：角色状态，会被放在角色卡牌底端（内部），不会随着出战角色的切换而转移。阵营出战状态，会被放在角色卡的底端（外部），会随着出战角色的切换而转移。
+### III、支援区
+打出支援牌后，支援牌会放在支援区。支援区内一次最多放置4张支援牌，支援区满后如果继续打出新的支援牌，则需要选择支援区内的一张支援牌弃置，空出新的位置才能打出。
+同时结算多个支援牌效果时，会按照支援牌的顺序结算。
+### IV、召唤物区
+己方生成的召唤物将会被放置在召唤物区，召唤物区最多可以放置4个召唤物，当召唤物区放满后，无法生成新的召唤物。
+### V、牌堆
+游戏开始前，会将玩家牌组中的行动牌洗牌，放到牌堆。
+进行抓牌时，玩家可以从牌堆的顶部摸牌，如果牌堆中已经没有手牌了，玩家将无法获取任何手牌。
+### VI、手牌
+游戏开始后，玩家可以从牌堆中抓取5张行动牌作为初始手牌。每个回合结束时可以从牌堆中抓取2张牌。
+手牌的上限是10张牌，超过10张牌的部分需要被弃置。
+
+## 游戏阶段
+TODO
+### 行动
+行动发生在行动阶段内。
+
 ## 元素反应
 
 元素反应是七圣召唤最有特色的玩法，也是最复杂的一个系统，开发者需要通透的理解元素反应才能对其进行开发。
@@ -714,7 +815,7 @@
 
 上图<span class="text-hydro">水深渊法师</span>附属包含**免疫所有伤害**效果的状态，依然会受到<span class="piercing">穿透伤害</span>。
 
-<img height="50px" src="https://githubimg.ngworks.cn/GeniusInvokationImg/UserIcon/Piercing.png_icon"/>
+
 
 <span class="piercing">穿透伤害</span>的标志是为了方便区分而额外绘制的，与游戏中的标识方法无关。
 
@@ -735,9 +836,9 @@ $$原始伤害 = 技能效果伤害 + 伤害加成系数(武器 + 状态)\tag{1.
 
 $$元素反应整幅 = 规定的元素反应增幅\tag{1.2}$$
 
-伤害命中系数，是决定伤害是否忽略目标角色减免，取值为0或1。
+伤害命中系数，是决定伤害是否忽略目标角色减免，取值为0或1。如穿透伤害，可以无视目标角色的<span class="shield">护盾</span>、伤害免疫等减免，此时，伤害命中系数为1。
 
-伤害抵抗系数，是决定了目标角色是否完全抵抗伤害，取值为0或1。比如目标角色对<span class="hydro">水元素伤害</span>有免疫效果，若受到的伤害为<span class="hydro">水元素伤害</span>时，其伤害抵抗系数为1
+伤害抵抗系数，是决定了目标角色是否完全抵抗伤害，取值为0或1。比如目标角色对<span class="hydro">水元素伤害</span>有免疫效果，若受到的伤害为<span class="hydro">水元素伤害</span>时，其伤害抵抗系数为1。处于免疫所有伤害状态下的目标角色，其伤害抵抗系数也为1。
 
 $$伤害的减免=\begin{cases}
 减免状态+护盾 & 伤害命中系数 = 0 \\
@@ -754,8 +855,6 @@ $$
 
 造成的伤害应应当为大于等于0的数值。
 
-<span class="piercing">穿透伤害</span>，可以无视目标角色的<span class="shield">护盾</span>、伤害免疫等减免。也不能够受到增幅。
-
 ### 伤害类型的转换
 伤害类型可以被被动、状态转换为其他类型的伤害。
 <span class="text-pyro">胡桃</span>角色，在使用元素战技<span class="pyro-dice cost">2</span><span class="text-pyro">蝶引来生</span>后附属的<span class="text-pyro">彼岸蝶舞</span>可以使<span class="physical">物理伤害</span>被转换为<span class="pyro">火元素伤害</span>。
@@ -767,9 +866,3 @@ $$
 发生超导、感电、扩散元素反应时，会对后台角色造成伤害。这视为新的伤害发生，遵循上述伤害计算的方法。
 
 > 所以角色为自身附着元素导致元素反应的发生，不会发生伤害。
-
-## 骰子
-通过消耗<span class="unaligned-dice cost">1</span>**元素骰子**可以执行各种各样的游戏操作，在七圣召唤中，元素骰子类型和元素类型一致，一共有七种，但是在表示中，有十种表示方法。分别是：
-七种基础元素骰子表示方法<span class="anemo-dice cost">1</span><span class="text-anemo">风元素骰子</span>、<span class="cryo-dice cost">1</span><span class="text-cryo">冰元素骰子</span>、<span class="dendro-dice cost">1</span><span class="text-dendro">草元素骰子</span>、<span class="electro-dice cost">1</span><span class="text-electro">雷元素骰子</span>、<span class="geo-dice cost">1</span><span class="text-geo">岩元素骰子</span>、<span class="hydro-dice cost">1</span><span class="text-hydro">水元素骰子</span>、<span class="pyro-dice cost">1</span><span class="text-pyro">火元素骰子</span>。图标<span class="dendro-dice cost">1</span>中的数字<span class=" cost">1</span>代表需要消耗几个该元素类型的骰子。
-
-