Open-Palm ! ™: août 2006

25/08/2006

My Desktop

　　我的桌面^^
　

　　2004-01-29 ↑
　

　　2004-09-27 ↑
　

　　2004-09-29 ↑
　

　　2005-01-20 ↑
　

　　 2005-01-29 ↑
　

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图画の记事

　　嘿嘿^^

　

　　用手机拍的桃花.

　

　　忍不住又拍了张.

　

　　纯净的美..

　

　　05年冬天拍的钟楼,记得好像是送小花儿上车后路过这儿拍的.

　

　　手机拍的,才10万还是30万象素来着,640×480,质量巨差!

　

　　传说过去钟楼上面那个尖儿是纯金di!

　

　　我啥时候能做出这种宇宙效果啊,我做的真是惨不忍睹啊!

　

　　小黄!摆酷的小黄!

　

　　恋爱中的小黄小黑!

　

　　根据小黄的临床反应来判断,这个时候的小黄应该处于发情期.

　

　　暴风雨来临的前一刻.

　

　　嘿嘿~~哇哈哈哈~~

　

ANSWERS to Sunny's 4 by 4 Challenge

ANSWERS to Sunny's 4 by 4 Challenge
Here are all the solutions to Sunny's 4x4 Challenge
If you find any errors, please let us know!

1 = 44/44
2 = 4/4 + 4/4
3 = (4 + 4 + 4) / 4
4 = 4 + (4 - 4) x 4
5 = (4 x 4 + 4) / 4
6 = (4 + 4) / 4 + 4
7 = 4 + 4 - 4/4
8 = 4 + 4 + 4 - 4
9 = 4 + 4 + 4/4
10 = (44 - 4) / 4

11 = 44 / (SQRT4 + SQRT4)
12 = 4 x 4 - SQRT4 x SQRT4
13 = 4 x 4 - (4! / 4!!)
14 = 4 x 4 - 4 + SQRT4
15 = 4 x 4 - 4/4
16 = 4+ 4 +4 + 4
17 = 4 x 4 + 4/4
18 = 4 x 4 + 4 - SQRT4
19 = 4! - 4 - 4/4
20 = (4 + 4) x SQRT4 + 4

21 = (44 - SQRT4) / SQRT4
22 = 4 x 4 + 4 + SQRT4
23 = 4! + 4/4 - SQRT4
24 = 4 x 4+ 4 + 4
25 = (SQRT4 + SQRT4)! + 4/4
26 = 4 x 4 + 4!! + SQRT4
27 = 4! + SQRT4 + 4/4
28 = 4! + 4 + 4 - 4
29 = 4! + 4 + 4/4
30 = 4! + 4 + 4 - SQRT4

31 = 4! + 4!! - 4/4
32 = 4! + 4!! + 4 - 4
33 = 4! + 4!! + 4/4
34 = 4! + 4!! + 4 - SQRT4
35 = 4! + 4!! + (4!/4!!)
36 = 4! + 4 + 4 + 4
37 = 4! + (4! + SQRT4) / SQRT4
38 = 4! + 4!! + 4 + SQRT4
39 = 4! + (4 + 4/4)!!
40 = 44 - SQRT4 - SQRT4

41 = 44 - (4!/4!!)
42 = 44 - 4 + SQRT4
43 = 44 - 4/4
44 = 44 + 4 - 4
45 = 44 + 4/4
46 = 44 + 4 - SQRT4
47 = 44 + (4!/4!!)
48 = 44 + SQRT4 + SQRT4
49 = (4! x SQRT4) + 4/4
50 = 44 + 4 + SQRT4

51 = 4! x SQRT4 + (4!/4!!)
52 = 44 + 4 + 4
53 = ((4!!)!! + 4!)/ 4!! + SQRT4
54 = 4! x SQRT4 + SQRT4 + 4
55 = ((4!!)!! + 4!)/ 4!! + 4
56 = 4! x SQRT4 + 4 + 4
57 = (4!/4!!)^4 - 4!
58 = 4!! x 4!! - 4 - SQRT4
59 = ((4!!)!! + 4!)/ 4!! + 4!!
60 = 4!! x 4!! - SQRT4 - SQRT4

61 = 4!! x 4!! - (4!/4!!)
62 = 4!! x 4!! - 4 + SQRT4
63 = 4!! x 4!! - 4/4
64 = 4!! x 4!! + 4 - 4
65 = 4!! x 4!! + 4/4
66 = 4!! x 4!! + 4 - SQRT4
67 = 4!! x 4!! + (4!/4!!)
68 = 4!! x 4!! + SQRT4 + SQRT4
69 = ((4!)^SQRT4 - 4!)/ 4!!
70 = 4!! x 4!! + 4 + SQRT4

71 = ((4!)^SQRT4 - 4!!)/ 4!!
72 = 4!! x 4!! + 4 + 4
73 = ((4!/4!!)^4 - 4!!
74 = 4!! x 4!! + 4!! + SQRT4
75 = ((4!)^SQRT4 + 4!)/ 4!!
76 = 4! x (4!/4!!) + 4
77 = (4!/4!!)^4 - 4
78 = 4!! x (4!! + SQRT4) - SQRT4
79 = (4!/4!!)^4 - SQRT4
80 = 4!! x (4 + 4 + SQRT4)

81 = (4 - 4/4)^4
82 = 4!! x (4!! + SQRT4) + SQRT4
83 = (4!/4!!)^4 + SQRT4
84 = 4!! x (4!! + SQRT4) + 4
85 = (4!/4!!)^4 + 4
86 = (4 + SQRT4)! / 4!! - 4
87 = ((4 + SQRT4)! - 4!) / 4!!
88 = (4 + SQRT4)! / 4!! - SQRT4
89 = (4!/4!!)^4 + 4!!
90 = (SQRT4 + SQRT4 + SQRT4)! / 4!!

91 = ((4 + SQRT4)! + 4!!) / 4!!
92 = 4! x 4 - SQRT4 - SQRT4
93 = 4! x 4 - (4!/4!!)
94 = 4! x 4 - 4 + SQRT4
95 = 4! x 4 - 4/4
96 = 4! x 4 + 4 - 4
97 = 4! x 4 + 4/4
98 = 4! x 4 + 4 - SQRT4
99 = 4! x 4 + (4!/4!!)
100 = (4 + 4 + SQRT4)^SQRT4
or 4! x 4 + SQRT4 + SQRT4

101 = (4 + (4!/4!!))!! - 4
102 = ((4!!)!! + 4!)/ (SQRT4 + SQRT4)
103 = (4 + (4!/4!!))!! - SQRT4
104 = ((4!!)!! + 4!)/ 4 + SQRT4
105 = (4 + 4 - 4/4)!!
106 = ((4!!)!! + 4!)/ 4 + 4
107 = (4 + (4!/4!!))!! + SQRT4
108 = (4!! + SQRT4)^SQRT4 + 4!!
109 = (4 + (4!/4!!))!! + 4
110 = ((4!!)!! + 4!)/ 4 + 4!!

111 = 444/4
112 = (4 + 4/4)! - 4!!
113 = (4 + (4!/4!!))!! + 4!!
114 = (4 + SQRT4)! / 4!! + 4!
115 = ((4!!)!! + (4!!)!!! - 4)/4
116 = (4 + 4/4)! - 4
117 = ((4!!)!! + (4!!)!!! + 4)/4
118 = (4 + 4/4)! - SQRT4
119 = 4 x 4! + INT (SQRT(4!!)!!) + 4
120 = ((4 x 4 + 4)/ 4)!

121 = (44/4)^SQRT4
122 = (4 + 4/4)! + SQRT4
123 = 4 x 4! + INT (SQRT(4!!)!!) + 4!!
124 = 4x4! + 4! +4
125 = (((4!!)!! - 4!)/4!!) + (4!!)!!!
126 = (4^4/SQRT4) -SQRT4
127 = (((4!!)!! x 4!!) - 4!)/4!
128 = 4x4x4xSQRT4
129 = (((4!!)!! x 4!!) + 4!)/4!
130 = (4^4/SQRT4) + SQRT4

131 = (((4!!)!! + 4!)/4!!) + (4!!)!!!
132 = (4^4/SQRT4) + 4
133 = (4!! - 4/4) x INT(SQRT (4!!)!!)
134 = ((4!!)!!! x SQRT4) - 4! - SQRT4
135 = (4!! x INT(SQRT (4!!)!!)) -INT(SQRT (4!!)!!) + SQRT4
136 = (4^4/SQRT4) + 4!!
137 = (4!! x INT(SQRT (4!!)!!)) -INT(SQRT (4!!)!!) + 4
138 = (((4!)^SQRT4) - 4!)/4
139 = ((4!! + SQRT4)!!! - SQRT4)/SQRT4
140 = ((4!)^SQRT4)/4 - 4

141 = ((4!! + SQRT4)!!! + SQRT4)/SQRT4
142 = ((4!)^SQRT4)/4 - SQRT4
143 = (((4!)^SQRT4) - 4)/4
144 = (SQRT4 + SQRT4 + SQRT4) x 4!
145 = (((4!)^SQRT4) + 4)/4
146 = ((4!)^SQRT4)/4 + SQRT4
147 = (4!! x INT(SQRT(4!!)!!)) - 4 - INT(SQRT(SQRT4))
148 = ((4!)^SQRT4)/4 + 4
149 = (4!! x INT(SQRT(4!!)!!)) - (4!/4!!)
150 = (((4!)^SQRT4) + 4!)/4

151 = ((4!!)!! - (4!!)!!! - SQRT4)/SQRT4
152 = ((4!)^SQRT4)/4 + 4!!
153 = ((4!!)!! - (4!!)!!! + SQRT4)/SQRT4
154 = ((4!!)!!! x SQRT4) - 4 - SQRT4
155 = INT(SQRT((4!!)!)) - INT(SQRT((4!!)!!)) -4! -SQRT4
156 = (4! + SQRT4) x (4!/4)
157 = ((4!!)!!! x SQRT4) - (4!/4!!)
158 = ((4! - 4) x 4!!) - SQRT4
159 = ((4!!)!!! x SQRT4) - 4/4
160 = (44-4) x 4

161 = ((4!!)!!! x SQRT4) + 4/4
162 = ((4! - 4) x 4!!) + SQRT4
163 = ((4!!)!!! x SQRT4) + (4!/4!!)
164 = (4! x 4!!) - 4! - 4
165 = INT(SQRT((4!!)!)) - INT(SQRT((4!!)!!)) -4! + 4!!
166 = (4! x 4!!) - 4! - SQRT4
167 = (4!!)!! - INT(SQRT((4!!)!)) - INT(SQRT((4!!)!!)) + SQRT4
168 = (4 + 4!/4!!) x 4!
169 = ((4! + SQRT4)/SQRT4)^SQRT4
170 = (4! x 4!!) - 4! + SQRT4

171 = INT(SQRT((4!!)!)) - INT(SQRT((4!!)!!)) -4!! - SQRT4
172 = (44 x 4) - 4
173 = INT(SQRT((4!!)!)) - 4! -(4!/4!!)
174 = (44 x 4) - SQRT4
175 = INT(SQRT((4!!)!)) - 4! -4/4
176 = 44 x SQRT4 x SQRT4
177 = INT(SQRT((4!!)!)) - 4! +4/4
178 = (44 x 4) + SQRT4
179 = ((4!!)!! - 4! - SQRT4)/SQRT4
180 = (4! x 4!!) - 4!! - 4

181 = ((4!!)!! - 4! + SQRT4)/SQRT4
182 = (4! x 4!!) - 4!! - SQRT4
183 = INT(SQRT((4!!)!)) - INT(SQRT((4!!)!!)) + SQRT4
184 = (4! x 4!!) - 4 - 4
185 = (4 + (4!/4!!))!! + (4!!)!!!
186 = (4! x 4!!) - 4 - SQRT4
187 = ((4!!)!! - 4!! - SQRT4)/SQRT4
188 = (4! x 4!!) - (SQRT4 x SQRT4)
189 = (4! x 4!!) - (4!/4!!)
190 = (4! x 4!!) - (4/SQRT4)

191 = (4! x 4!!) - (4/4)
192 = (4! x 4!!) x 4/4
193 = (4! x 4!!) + (4/4)
194 = (4! x 4!!) + (4/SQRT4)
195 = (4! x 4!!) + (4!/4!!)
196 = (4!! + 4 + SQRT4)^SQRT4
197 = ((4!!)!! +4!! +SQRT4)/SQRT4
198 = (4! x 4!!) + 4 + SQRT4
199 = INT(SQRT((4!!)!)) - (SQRT4 x SQRT4)/4
200 = (4! x 4!!) + 4 + 4

And here's just a few more...

201 = INT(SQRT((4!!)!)) + (SQRT4 x SQRT4)/4
202 = ((4!!)!! + 4! - 4)/SQRT4
203 = ((4!!)!! + 4! - SQRT4)/SQRT4
204 = ((4!!)!! + (SQRT4 x SQRT4)!)/SQRT4
205 = ((4!!)!! + 4! + SQRT4)/SQRT4
206 = ((4!!)!! + 4! + 4)/SQRT4
207 = INT(SQRT((4!!)!)) + 4 + 4!/4!!
208 = (4! x 4!!) + (4 x 4)
209 = INT(SQRT((4!!)!)) + 4!! +4/4
210 = (4 + 4!/4!!)!! x SQRT4)
211 = INT(SQRT((4!!)!)) + 4!! + 4!/4!!
212 = INT(SQRT((4!!)!)) + 4+ 4 +4

滚动条

　　现在滚动条所在层不能设定为height="100%",否则滚动条不可用,必须设定为一固定值常量,像100%是根据外框大小变化而变化所以属于因变量,我以前模版大多为下面这种结构:

上边框图片 A

日志内容区 Div

下边框图片 B

　　日志内容区 Div属性:width="100%" height="100%",也就是说我们只要调整最外边的表格/层大小,日志内容区的层变会自动适应大小.这样我们按需更改模版大小只需改最外框大小一个数值即可.

　　现在若用滚动条则不能使用100%宽/高,必须设定数值,也就是"模版总高度 - 上边框图片 A + 下边框图片 B = 日志内容区 Div大小",比如我前面用过的黑色模版因空间升级导致滚动条实效,则必须更改,模版高度500px,上边框图高度54px,下边框图高度20px,500-54-20=426px,修改日志内容区 Div height="100% 为 height="426" ,滚动条恢复正常.

　　用我模版的Spacer可以照此更改.
　　还有下面这种:Open-Popular的结构

上边框图片 A	上边框图片 C
日志内容区 Div
上边框图片 B	上边框图片 D

道理相同,改吧.

　　滚动条恢复正常后就有个问题,过去更改模版大小只需改最外面的Table大小一个数值即可,现在如要改变模版大小:一改最外面Table大小,二改日志内容区Div大小,最外面Table大小增加减少多少,日志内容区Div大小也得增加减少多少.

　　比如模版高度500px,日志内容Div 426px,模版减少100px:一要改模版高度500-100修改为400,二要改写日志内容的Div 426-100修改为326.

　　不知道能看懂不?我的语言表达能力总有问题,回过头自己看自己写的也有点晕呼了~~