芙兰与鹅妈妈童谣
今天上b站看完岚少实况bury后感兴趣地百度了下鹅妈妈童谣发现。。。。data:image/png;base64,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
神主创作芙兰的灵感难道是来自鹅妈妈童谣?
芙兰的终符创作的灵感难道来自这首诗么?
虽然有待考证,但是还是发个讨论帖吧。
这是已经是老生常谈了,可以去看下二妹的wiki,不过应该只有UN的名字和时符的名字灵感来自无人生还吧。
还有芙兰的终符是QED「495年の波紋」,不是秘弹「之后就一个人都没有了吗?」。 本帖最后由 nlp911 于 2014-6-6 20:24 编辑
诶。。
其实这是我写的。。
瞎写的其实。。
在东方吧发过帖问的。。
不过没人理我。。
实际上是这样的。。
这段本身提到了红魔乡,于是我稍微扩展了一下。。
第二次(第一次只改了一个字)尝试改百度百科。。
觉得不对的话就改掉吧。。
(我也是百度鹅妈妈的童谣看到了东方然后一时兴起) 常见的考证文里都是说《正直者之死》取材自《十个小黑人》(体裁和内容几乎无二),因为《十个小黑人》本身就写的朦朦胧胧,充满了无法理解的负面情绪,所以神主在撰写《正直者之死》时也用了类似的方式。
二小姐的谁都不在了只能说是和《无人生还》有相近的地方,而且只是针对这一符卡,和角色本身没有关系,但红魔馆的角色相关信息里能找到很多JOJO的影子,可以认为芙兰的相关信息里也有可能包含着JOJO的内容 zun的作品里和鹅妈妈童谣关系最大的应该还是《正直者之死》吧
无论是文章黑暗的感情基调还是一个个人物死于非命的文章结构,个人都觉得更贴合童谣
至于芙兰的符卡,日文名是《そして誰もいなくなるか》
阿婆的小说,日文译名则是《そして誰もいなくなった》
似乎还是差了2个假名…………吧,不懂日语,有错误请指出
另外阿婆很多作品的灵感都和那部童谣有关系,我有印象的似乎就有《捕鼠器》和《黑麦奇案》
最后附上鹅妈妈版童谣原文:
Ten little nigger boys 十个小黑人
Ten little nigger boys went out to dine; 十个小黑人,外出就餐齐会友,
One choked his little self, and then there were nine. 噎死一个实在糗,十个只剩九;
Nine little nigger boys sat up very late; 九个小黑人,通宵熬夜上网吧
One overslept himself, and then there were eight. 有人睡死不回家,九个只剩八;
Eight little nigger boys travelling in Devon; 八个小黑人,旅游跑到德文去,
One said he‘d stay there, and then there were seven. 一个留下做长居,八个只剩七;
Seven little nigger boys chopping up sticks; 七个小黑人,劈木上演剑客秀
One chopped himself in half, and then there were six. 砍成两半没的救,七个只剩六;
Six little nigger boys playing with a hive; 六个小黑人,招惹蜂群如猛虎,
A bumble-bee stung one, and then there were five. 被叮大包满身鼓,六个只剩五;
Five little nigger boys going in for law; 五个小黑人,一起上庭打官司,
One got in chancery, and then there were four. 一人入狱背刻字,五个只剩四;
Four little nigger boys going out to sea; 四个小黑人,结伴出海去玩耍,
A red herring swallowed one, and then there were three.鲨鱼一口咬开花,四个只剩仨;
Three little nigger boys walking in the zoo; 三个小黑人,动物园看草泥马,
A big bear bugged one, and then there were two. 狗熊出没人被吓,三个只剩俩;
Two little nigger boys sitting in the sun; 两个小黑人,爱和阳光作游戏,
One got frizzled up, and then there was one. 一个晒成木乃伊,两个只剩一;
One little nigger boy living all alone; 一个小黑人,一人战斗太冷清,
He went and hanged himself, and then there were none.悬梁自己了余生,一个都不剩!
不过阿婆书里的那篇童谣用的是别的版本,而且也有单独作者的署名
不过原型就是《10个小黑人了》不同的是文中所有的nigger都被改成了jigaboo,
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