네번째. 용감한 양은 절벽위에 서리니 가장 큰 선물을 받는구나.
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![](https://t1.daumcdn.net/cfile/cafe/99BAAE3B5FA56A160D)
![](https://t1.daumcdn.net/cfile/cafe/99CE8F335FA569E60E)
로또용지 6/45를 함 봐보세요~~
6 / 는
머리에 뿔달린 산양(6)이
비탈진 절벽(/)을 타는 모습
가장 큰 선물은 바로옆 45
(로또에서 가장 큰수)
넷째 신서라....
6 + 4 + 5 = 합수 15가 당번?
(6, 45도 한겜 고고^^)
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[참고자료]
170회 네번째
黃 은 씨앗을 감싸며, 해를 바라볼것이니로다.
풀이:
2회차 신서문구의 "황알"의 존재를 잊었단 말이더냐.....?
"황알"의 존재를 알고 있던 제자들은 모두 쉽게 맞출수있었던
너무 쉬웠던 문구였느니로다.
![](data:image/png;base64,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)
예전 신서문구 그대로 로또용지속에 그대로 보이는
숫자를 감싸고 있는 황알속의 비밀은 (6,4,5) 의 존재이니
[15] 를 뜻하며, 그숫자가 곧 천기의 당첨을 바라보는 숫자니로다.
첫댓글 우앙 ~~ 산양이다 ^^
비탈/에 버티고있는 산양6이 선물45를 받으니
6+4+5=15
좋은데요^^*
저는 22로 풀었는데..
위에 15라서 살짝 땡기는데요 ㅋ
이런구조로 본다면..
15선물 <<<<
22용감한 양
29절벽
일단은 한겜 따라갑니다 ^^*
@신서헌터 네~~~화이팅^^♡
감사합니다.
감사합니다~
감사드려요
당첨되셔요