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오늘의 우주권 논쟁 결론.txt

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LV7 | Exp.31% | 경험치획득안내[필독]

추천 1-0 | 조회 452 | 작성일 2020-08-24 20:41:13

[서브캐릭구경ON] [캐릭컬렉션구경ON] [N작품구경OFF]
*서브/컬렉션 공개설정은 서브구매관리[클릭]에서 캐릭공개설정에서 결정할수 있습니다.

[숨덕모드 설정] 숨덕모드는 게시판 최상단에 위치해 있으며 언제든 설정할 수 있습니다.

1. 천원돌파 그렌라간은 High 1-C 맞다

2. 발틴사가는 최소 Low 1-C 이상이다

끝이노 ㅇ

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[숨덕모드 설정] 숨덕모드는 게시판 최상단에 위치해 있으며 언제든 설정할 수 있습니다.

월리웨스트

그렌라간 브게.최상위권으로 떡상했네 ㅋㅋㅋㅋㅋㅋㅋ 격세지감 오지노

2020-08-24 20:43:02

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@월리웨스트

멀티버스 최상위권인 것이죠 ㅇ

2020-08-24 20:43:22

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넷마블

질문있는데

High 1-c랑

Low 1-c 스펙 차이점은 뭐임?

1-B(high 말고) 랑 High 1-c 스펙차이점은 뭐고?

2020-08-24 20:49:02

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@넷마블

1-C: Complex Multiverse level
Low 1-C | Low Complex Multiverse level: Characters who can affect, create and/or destroy the entirety of spaces whose size corresponds to one to two higher levels of infinity greater than a standard universal model (Low 2-C structures, in plain English).

This rating can be reached by 5 and 6-dimensional constructs and spaces when they are either of an infinite (or otherwise non-insignificant) size or portrayed as qualitatively greater than lower-dimensional objects in their setting, or one can also qualify for its lower end by creating and/or destroying an uncountably infinite number of universes, or more generally, showcasing uncountably infinite power/size when compared to 4-D beings or objects.

1-C | Complex Multiverse level: Characters who can universally affect, create and/or destroy spaces whose size corresponds to three to five higher levels of infinity greater than a standard universal model. In terms of "dimensional" scale, this can be equated to 7 and 9-dimensional real coordinate spaces (R ^ 7 to R ^ 9)

High 1-C | High Complex Multiverse level: Characters who can universally affect, create and/or destroy spaces whose size corresponds to six to seven higher levels of infinity greater than a standard universal model. In terms of "dimensional" scale, this can be equated to 10 and 11-dimensional real coordinate spaces (R ^ 10 to R ^ 11)

1-B: Hyperverse level
1-B | Hyperverse level: Characters who can universally affect, create and/or destroy spaces whose size corresponds from 8 to any higher finite number of levels of infinity above a standard universal model. In terms of "dimensional" size, this can be equated to 12-dimensional real coordinate spaces and up (R ^ 12 and up)

2020-08-24 20:51:08

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