來自美國加州的牛人(真正的大師級人物) [复制链接]

SMAZ

银魔

SMAZ

Rank: 7 Rank: 7 Rank: 7

积分: 6281
帖子: 2117
精华: 12
UID: 7147
性别: 男

电梯直达

1^#

发表于 2010-7-21 00:14:18 |只看该作者 |倒序浏览

Mr. George Miller

19 JULY 2010
Mr. George Miller visit my shop,
let me know to this great man,
all his puzzle are perfection.
you can watch his web page.
http://www.puzzlepalace.com/

Mr. George Miller come from California

七月19日, 來自美國加州的牛人(真正的大師級人物)
Mr. George Miller 到訪我的店舖.
當然是麻煩Roxanne把他帶到我的店舖.
George是一個很風趣的人,很平易近人,
之後我們一起晚餐, 吃火鍋.

George很擅長製作puzzle,
大家可以去他的網站看一下,
都是George自己做的puzzle.
http://www.puzzlepalace.com/

p.s. 由於Oskar身體不適, 今天已經返回荷蘭, 所以未能跟這位牛人碰面, 很可惜.

George playing my puzzle

我收到的禮物

thank you !! Mr. George Miller

Gear Head USD$950.00

Oskar's Nut Case USD$175.00

Oskar's Nut Case Solution
Below is a picture of Oskar's Nut Case taken apart. Note carefully the orientation of the pieces. Specifically the "O" in the word "Oskar's" is aligned with the letter "t" in "Nut" and the letter "C" in "Case". This is the secret to solving Oskar's Nut Case. Always get the three pieces in this alignment before trying to push the two yellow bolts together. The two yellow bolts will only push together so far until the two nuts collide. Back off about 1/2 of a millimeter, then twist one of the two nuts away from the other and realign. Push the two yellow bolts together until the two nuts touch and repeat the above procedure until the bolts are entirely together. At this point twist the two nuts so that they are together with the words "Oskar's" "Nut" "Case" all lined up.
A person receiving this puzzle in the starting position should just follow the above instructions backwards. Of course, not having these instructions is tantumount to having received an impossible puzzle. This is one of the most difficult puzzles in the Oskar's Exotics collection.

Gear Head Solution
Think of the puzzle as two planetary gear sets - layers 1& 2, layers 3 & 4 - connected through the core gear, and the problem as having the top pair (1 & 2) and bottom pair (3 & 4) coincident when the pairs themselves are aligned. Then it is a 2 dimensional search. So:
* Make all rotations below in a consistent direction holding the other pair so it does not rotate.
* Watch for the solution when all four notches are aligned, while doing:
1) Rotate the bottom layer (4) until it is aligned with its interior counterpart(3)
2) Rotate the top layer (1) until it is aligned with its interior counterpart (2)
3) Repeat step 2 until the top layer's interior (2) has rotated a full revolution
4) If you haven't found the solution yet, repeat the process from step 1 until you have full alignment.

[ 本帖最后由 smartoyshop 于 2010-7-21 12:18 编辑 ]