完成整体框架

.editorconfig

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+root = true
+
+[*.*]
+charset = utf-8
+
+[{*.java, *.kt}]
+indent_size = tab

.gitignore

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+.gradle
+.idea
+build
+logs
+
+*.config.toml

DEV_README.md

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+# 开发用 README
+
+## 子模块命名规范
+
+### 加载器 Booster
+
+`booster` 是加载器模块，可以类比与 Minecraft 的服务器核心，以 `booster-` 开头的模块就是在加载器下面跑的具体内容，类似于服务器中的插件。
+
+在插件模块中需要有一个类继承 `explode2.booster.BoosterPlugin`，且有无参构造函数，然后在 `META-INF/services` 中添加文件 `explode2.booster.BoosterPlugin`，内容为该类的位置。
+
+### Gateau Business Objects
+
+原文应该是 `gâteau`，内容是业务对象。
+
+### 数据提供 Labyrinth 
+

booster-graphql/build.gradle.kts

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+plugins {
+    kotlin("jvm")
+}
+
+group = "explode"
+version = "1.0-SNAPSHOT"
+
+repositories {
+    mavenCentral()
+}
+
+dependencies {
+    api(project(":booster"))
+
+    // graphql
+    api("com.expediagroup:graphql-kotlin-server:6.2.5")
+
+    // graphql-scalars
+    api("com.graphql-java:graphql-java-extended-scalars:19.0")
+
+    // guava
+    api("com.google.guava:guava:31.1-jre")
+
+    testImplementation("org.junit.jupiter:junit-jupiter-api:5.9.0")
+    testRuntimeOnly("org.junit.jupiter:junit-jupiter-engine:5.9.0")
+}
+
+tasks.getByName<Test>("test") {
+    useJUnitPlatform()
+}

booster-graphql/src/main/java/thirdparty/crazy_bull/CrazyBullRCalculator.java

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+package thirdparty.crazy_bull;
+
+/**
+ * 虽然这段代码已经退役了，但是我仍然把他留在这里，纪念为 Dynamite R值做出贡献的大家。
+ * 虽然最终以那个好鸟发布真实算法为结果，但是那些为拟合算法提供帮助的人们不能忘记，没有他们，就没有现在的爆炸。
+ *
+ * @deprecated 去用 {@link thirdparty.goodbird.GoodBirdOracle 好鸟的神谕}
+ */
+@Deprecated
+public class CrazyBullRCalculator {
+	public static double XLo, XHi, YLo, YHi;
+
+	private CrazyBullRCalculator() {
+	}
+
+	static {
+		init();
+	}
+
+	public static void init() {
+		XLo = 5.7;
+		XHi = 17;
+		YLo = 0.935403105;
+		YHi = 1;
+	}
+
+	/**
+	 * @param x D
+	 * @param y ACC
+	 * @return The R score of this gameplay
+	 */
+	public static double eval(double x, double y) {
+		double[] c = {279.8797946871640, 528.3010777498843, 422.1282045808567, 138.5807381040514, 318.2521180218479, -21.36049015563466, 89.79916598438198, 256.7692542088084, 110.0442908135585, 25.68573628812841, -3.455751278271652, -11.24395409094263, -46.03561353299639, -42.40553252921365, -12.24599454333353, 8.917718764126615, 33.54545384331117, 33.21600510917200, 29.97371473065533, 21.75010922773462, 4.694350847362575, -2.073168425985943, -8.527466920637410, -11.41739617279520, -13.75800798367046, -14.30516423357537, -8.346583655814630, -0.8935352407485705, 0.7149903885144406, 3.578455242068043, 3.792436829426481, 4.081955340549154, 6.230838409222139, 5.493788245974849, 1.699357971629093, -0.07954682336265180, -0.09289519073554239, -0.8852091399790804, -0.9656173948291340, -0.6199915055987623, -1.480634925070910, -2.211984841680285, -1.159184044952558, 0.06908243025789186, 0.07864886989688262, 0.005595506761079347, 0.1204755520362488, 0.1940419763008610, 0.02524697925679845, 0.1287906618910464, 0.4217782149408803, 0.3857828065570721, 0.07513286986808960, -0.08026294653892107, -0.01314000678177232,};
+		CEvalChebPoly.init(54, 1, 1, c, 11.35000000000000, 5.650000000000000, 2.286839759448360, 0.5463735846078558, 0.9677015525000000, 0.03229844749999999, -0.03338885713016246, 0.03338885713016246);
+		return CEvalChebPoly.eval(x, y);
+	}
+
+}
+
+class CEvalChebPoly {
+
+	private CEvalChebPoly() {
+	}
+
+	public static void init(int Order, int LogX, int LogY, double[] parms, double Scale0, double Scale1, double Scale2, double Scale3, double Scale4, double Scale5, double Scale6, double Scale7) {
+		order = Order;
+		logx = LogX;
+		logy = LogY;
+		p = parms;
+		s0 = Scale0;
+		s1 = Scale1;
+		s2 = Scale2;
+		s3 = Scale3;
+		s4 = Scale4;
+		s5 = Scale5;
+		s6 = Scale6;
+		s7 = Scale7;
+	}
+
+	public static double eval(double x, double y) {
+		int tcnt, j, m, iv;
+		double[] tx;
+		double[] ty;
+		double[] v;
+		double ans;
+		tx = new double[12];
+		ty = new double[12];
+		v = new double[70];
+		if(logx == 0) x = (x - s0) / s1;
+		else x = (Math.log(x) - s2) / s3;
+		if(logy == 0) y = (y - s4) / s5;
+		else y = (Math.log(y) - s6) / s7;
+		switch(order) {
+			case 5:
+				tcnt = 3;
+				break;
+			case 9:
+				tcnt = 4;
+				break;
+			case 14:
+				tcnt = 5;
+				break;
+			case 20:
+				tcnt = 6;
+				break;
+			case 27:
+				tcnt = 7;
+				break;
+			case 35:
+				tcnt = 8;
+				break;
+			case 44:
+				tcnt = 9;
+				break;
+			case 54:
+				tcnt = 10;
+				break;
+
+			case 65:
+				tcnt = 11;
+				break;
+			default:
+				return 0.0;
+		}
+		if(tcnt > 6) {
+			if(x < -1.0) x = -1.0;
+			if(x > 1.0) x = 1.0;
+			if(y < -1.0) y = -1.0;
+			if(y > 1.0) y = 1.0;
+		}
+		tx[0] = ty[0] = 1.0;
+		tx[1] = x;
+		ty[1] = y;
+		for(j = 2; j < tcnt; j++) {
+			tx[j] = 2 * x * tx[j - 1] - tx[j - 2];
+			ty[j] = 2 * y * ty[j - 1] - ty[j - 2];
+		}
+		iv = 0;
+		for(j = 0; j < tcnt; j++) {
+			for(m = j; m >= 0; m--)
+				v[iv++] = tx[m] * ty[j - m];
+		}
+		ans = 0.0;
+		for(j = 0; j <= order; j++)
+			ans += p[j] * v[j];
+		return ans;
+	}
+
+	private static int order, logx, logy;
+	private static double[] p;
+	private static double s0;
+	private static double s1;
+	private static double s2;
+	private static double s3;
+	private static double s4;
+	private static double s5;
+	private static double s6;
+	private static double s7;
+}
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