歌名:JINGO JUNGLE

作者:MYTH & ROID

[00:19.82]Don’t go away 逃げ場はない
[00:27.12]Oh why? You’re crying 嗤え 狂え
[00:34.68]Coming up… Coming up…
[00:36.46]嗚呼、殺意の眼 粋な獲物 昂ぶる 昂ぶる
[00:41.88]Not enough… Not enough…
[00:43.76]まだその命 愉悦に足りはしない
[00:50.31]We all are the jingoes oh-oh-oh
[00:54.23]獣じみた欲を貪れ
[00:57.77]We are in the jungle oh-oh-oh
[01:01.56]さあ牙を研げ 死の数を競おう ah
[01:20.66]Go on your way 容赦もなく
[01:28.08]No one is left 奪い尽くす
[01:35.44]Showing up… Showing up…
[01:37.47]大義と似せたそれは私刑 甚振る 甚振る
[01:42.82]You’re the same… You’re the same…
[01:44.70]善と言い張る醜さこそが本性
[01:51.37]We all are the jingoes oh-oh-oh
[01:55.31]弱き者を慈悲も残さず
[01:58.65]We are in the jungle oh-oh-oh
[02:02.52]喰い尽くすのは 獣より人間の性
[02:14.32]Dance it up U-Ra-Ra
[02:16.07]Dance it up U-Ra-Ra
[02:18.02]Dance it up U-Ra-Ra
[02:19.95]o-o-o-o-o-o-o
[02:21.64]Hurry up I-Ya-Ya
[02:23.47]Hurry up I-Ya-Ya
[02:25.35]Hurry up I-Ya-Ya
[02:27.18]o-a-o-a-o-a-o
[02:28.97]Dance it up U-Ra-Ra
[02:30.81]Dance it up U-Ra-Ra
[02:32.64]Dance it up U-Ra-Ra
[02:34.57]o-o-o-o-o-o-o
[02:36.26]Hurry up I-Ya-Ya
[02:38.05]Hurry up I-Ya-Ya
[02:39.85]Hurry up I-Ya-Ya
[02:41.73]o-a-o-a-o-a-o
[02:43.70]The world will be colorful, painful, beautiful
[02:47.39]When your life is lost
[02:49.83]We all are the jingoes oh-oh-oh
[02:54.30]獣じみた欲を貪れ
[02:57.78]We are in the jungle oh-oh-oh
[03:01.59]さあ牙を研げ 死の数を競え
[03:05.34]The jingoes oh-oh-oh
[03:08.93]嬲り倒す 味を舐めては
[03:12.65]We are in the jungle oh-oh-oh
[03:16.43]また舌を出す 狂った人間たちよ ah
[03:27.35]We all are the jingoes oh-oh-oh…
[03:34.91]We are in the jungle oh-oh-oh…
[03:39.69]
[by:return_all_loops]

歌词

音频地址:传送链接

【音乐欣赏】《JINGO JUNGLE》 - MYTH & ROID的更多相关文章

  1. 【音乐欣赏】《TIT FOR TAT》 - MYTH & ROID

    曲名:TIT FOR TAT 作者:MYTH & ROID [00:00.000] 作曲 : MYTH & ROID [00:01.000] 作词 : MYTH & ROID ...

  2. 【音乐欣赏】《PANTA RHEI》 - MYTH & ROID

    曲名:PANTA RHEI 作者:MYTH & ROID [ti:PANTA RHEI (<异世界超能魔术师>TV动画片头曲)] [ar:MYTH & ROID] [al: ...

  3. 【音乐欣赏】《I Don't Even Care About You》 - Missio

    曲名:I Don't Even Care About You 作者:Missio [00:31.18]Depressed again [00:34.66]Morning comes too fast ...

  4. 【音乐欣赏】《Heart Made of Stone》 - The Tech Thieves

    曲名:Heart Made of Stone 作者:The Tech Thieves Yeah It's been years now and I wonder Is it over? Do you ...

  5. 【音乐欣赏】《I Do What I Want》 - Missio

    曲名:I Do What I Want 作者:Missio [00:15.84]I wish I could party like I used to when I was young [00:21. ...

  6. 【音乐欣赏】《Abnormalize》 - 凛として時雨

    曲名:Abnormalize 作者:凛として時雨 [00:00.96]誰にも見せられないもの [00:06.44]頭の中溢れて [00:11.96]間違いさえも無い世界へ [00:17.16]迷い込ん ...

  7. 【音乐欣赏】《紅蓮華》 - LiSA

    曲名:紅蓮華 作者:LiSA [00:00.92]強くなれる理由を知った [00:07.34]僕を連れて 進め [00:18.74]泥だらけの走馬灯に酔う [00:24.37]強張る心 震える手は [ ...

  8. 【音乐欣赏】《Fake》 - The Tech Thieves

    曲名:Fake 作者:The Tech Thieves [01;12.092]I got wasted,learning how to let it out [01;24.009]Please don ...

  9. 【音乐欣赏】《Forget》 - The Tech Thieves

    曲名:Forget 作者:The Tech Thieves [00:00.000] 作曲 : Mark Emmanuel/Alia May Plesa-Topham [00:01.000] 作词 : ...

随机推荐

  1. 微信小程序——自定义菜单切换栏tabbar组件

    效果图: wxml代码: <view class="top_tabbar" > <block wx:for="{{itemName}}" wx ...

  2. 转载:arm neon intrinsic

    转自:https://blog.csdn.net/hemmingway/article/details/44828303/ https://blog.csdn.net/chshplp_liaoping ...

  3. [HNOI2003] 消防局的设立 - 树形dp

    仍然是点覆盖集问题,但覆盖半径变成了\(2\) 延续上一题的思路,只是式子更加复杂了 想体验一下min_element大法于是不想优化了 #include <bits/stdc++.h> ...

  4. SimpleDateFormat中YYYYmmDDhhMMss大小写问题-获取不到正确时间以及常见的格式串

    1.问题解决: SimpleDateFormat sf = new SimpleDateFormat("YYYYmmDDhhMMss");String transTime = &q ...

  5. mybatis大于等于小于等于的写法

    第一种写法(1): 原符号 < <= > >= & ' " 替换符号 < <= > >= & &apos; " ...

  6. HDU-2036 改革春风吹满地 (数学)

    Problem Description "改革春风吹满地,不会AC没关系;实在不行回老家,还有一亩三分地.谢谢!(乐队奏乐)" 话说部分学生心态极好,每天就知道游戏,这次考试如此简 ...

  7. Spring整合MyBatis案例练习笔记

    需求: 用户登录 技术需求: Servlet+Spring+Mybatis+MVC+jsp+css+html+jquery 数据库设计: 用户表 Sql语句设计: select * from t_us ...

  8. 棋盘划分问题中4的k次方减一是三的倍数

    1.数学归纳法(万物皆可数学归纳) ①当n=1时:4-1=3(是三的倍数) ②假设n-1成立证明n成立:4n-1=4n-1*(4-1)+4n-1-1 =3*4n-1+(4n-1-1) 所以4n-1%3 ...

  9. vs2010安装

    1.网盘上2010安装包可用,先下载到电脑上,然后找到setup文件,安装即可 2.下载插件,基本的文本对齐,tab键补齐等功能 3.测试hello world程序 4.出现的问题 一个文件夹下有多个 ...

  10. manifold learning

    MDS, multidimensional scaling, 线性降维方法, 目的就是使得降维之后的点两两之间的距离尽量不变(也就是和在原是空间中对应的两个点之间的距离要差不多).只是 MDS 是针对 ...