N******t
发帖数: 16051 | 1 感觉养个这个就是摆设啊，木有感情交流啊。。
★ 发自iPhone App: ChineseWeb 7.8 |
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i*****i
发帖数: 2734 | 2 走路一摇一晃的，两个眼睛看不同方向，皮肤可以轻微变色，手是小钳子状的，还挺好
玩的
认人是不可能了 |
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N******t
发帖数: 16051 | 4 是不是能活好久？
还可以喂活的小虫子吃诶
★ 发自iPhone App: ChineseWeb 7.8 |
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i*****i
发帖数: 2734 | 5 几十年的事，所以是big deal啊。喂petsmart的小蟋蟀就行 |
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N******t
发帖数: 16051 | 6 几十年，我觉得会看厌吧，汗
如果我可以养长寿的宠物，我特别想养那种巨大的鹦鹉，等我挂了还可以世袭，哈哈
★ 发自iPhone App: ChineseWeb 7.8 |
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i*****i
发帖数: 2734 | 7 狗了一下，好像看品种，大部分不到10年唉，我怎么会有印象这东西很化石的？ |
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N******t
发帖数: 16051 | 8 我也感觉蜥蜴没有那么长寿嘛
这东西是从小养起吗？我看店里卖的都已经好大了的感觉
★ 发自iPhone App: ChineseWeb 7.8 |
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i*****i
发帖数: 2734 | 9 小的很难养，一点一点喂小虫子。。。。youtube有教学视频 |
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N******t
发帖数: 16051 | 11 我怕死了都看不出来。。。 orz
★ 发自iPhone App: ChineseWeb 7.8 |
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j****e
发帖数: 185 | 13 刚才听了一首很悲伤的歌，于是心情也变得灰灰的。
越想越伤心，恨不得痛苦一场。
接着又随手点击，看到了一部韩国电影的广告，
背景配乐是我喜欢的Trance，还有精美的画面，实在是配合的无懈可击。
于是惊讶的我不知不觉被配乐的高超技巧所吸引，
现在在随着舞曲摇摆。
我真是变色龙。
karma karma karma chameleon... |
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s******l
发帖数: 278 | 14 I give you the desert chameleon, whose ability to blend
itself into the background tells you all you need to know
about the roots of ecology and the foundations of a personal
identity.
-Book of Diatribes from the Hayt Chronicle
Leto sat playing a small baliset which had been sent to
him on his fifth birthday by that consummate artist of the
instrument, Gurney Halleck. In four years of practice, Leto
had achieved a certain fluency, although the two bass side
strings still gave him trouble. He |
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L******s
发帖数: 2349 | 15 Canes Venatici 是猎犬座
下面是我n年前做圣斗士相关的个人主页时，整理的个88星座的中英对照，不同的名字
也整理进去了。
仙女座 Andromeda
唧筒座 Antlia
天燕座 Apus
宝瓶（水瓶）座 Aquarius
天鹰座 Aquila, Eagla
天坛座 Ara
白羊座 Aries, Ram
御夫座 Auriga, Wagoner
牧夫座 Bootes, the Herdsman
雕具座 Caelum
鹿豹座 Camelopard(alis), Giraffe
巨蟹座 Cancer, the Crab
猎犬座 Canis Venatici
大犬座 Canis Major
小犬座 Canis Minor
摩羯（山羊）座 Capricorn(us)
船底座 Carina
仙后座 Cassiopeia
半人马 Centaur(us)
仙王座 Cepheus
鲸鱼座 Cetus
蜒蜓座 Chameleon
圆规座 Circinus
天鸽座 Columba
后发座 Coma Berenices
南冕座 Corona A |
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T*******y
发帖数: 6523 | 16 Here's more:
================================================
Things to ponder
Why isn't phonetic spelled the way it sounds?
Why are there interstate highways in Hawaii?
Why are there flotation devices under plane seats instead of parachutes?
Why are cigarettes sold in gas stations when smoking is prohibited there?
Why do fat chance and slim chance mean the same thing?
If you can't drink and drive, why do you need a driver's license to buy
liquor, and why do bars have parking lots?
Do you need a... 阅读全帖 |
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j********0
发帖数: 540 | 17 【 以下文字转载自 LosAngeles 讨论区 】
发信人: chameleon (变色龙), 信区: LosAngeles
标 题: 25岁女郎当如是
发信站: BBS 未名空间站 (Wed Jun 15 17:25:49 2011, 美东)
朋友25岁生日，邀我为她拍一辑相片留念。镜头里的25岁女郎青春曼妙优雅动人，混合
着女孩的天真和女人的沉着。也许这就是她一生中最美丽的时刻。
1.
2.
3.
4.
5.
6.
7.
8.
9.
10.
11.
12. |
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K****N
发帖数: 10783 | 18 【 以下文字转载自 PhotoForum 讨论区 】
发信人: chameleon (变色龙), 信区: PhotoForum
标 题: 25岁女郎当如是
发信站: BBS 未名空间站 (Wed Jun 15 17:23:43 2011, 美东)
朋友25岁生日，邀我为她拍一辑相片留念。镜头里的25岁女郎青春曼妙优雅动人，混合
着女孩的天真和女人的沉着。也许这就是她一生中最美丽的时刻。
1.
2.
3.
4.
5.
6.
7.
8.
9.
10.
11.
12. |
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E******e
发帖数: 15 | 19 推荐你去insanleymac.com
google Chameleon |
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w********1
发帖数: 3492 | 20 2012-07-21 16:39:28[北京时间]
去年，苹果申请了一个专利，描述了一种“动态屏保系统”，能够感应周边环境，
从而自动调整，以便跟周边环境相配。可惜这终究还只是苹果的其中一个专利，何时实
现依然是未知数。现在一家软件开发公司看准了潜力，抢先苹果一步，将这个创意变成
现实。
Chameleon Clock（变色龙时钟）是一款时钟应用，但是它能够实时变换时钟界面
。它利用iPhone或iPad的后置摄像头，根据摄像头后的背景来变换，如同变色龙般。比
如，你将iPad放在窗边的桌上，后置摄像头对准窗外，iPad上的屏幕就跟窗外景色融为
一体，稍不留神，还以为iPad变透明了，可以透过它看到外面的景色。
很有趣吧。变色龙时钟应用还有另一种模式，当你发现背景并不美观时，你可以让
变色龙时钟只变成与背景同一个色调，不一定要完全复制背景。就像这样：
[源自威锋] |
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k******g
发帖数: 10 | 21 试试Chameleon Clock等闹钟软件吧。
outlook
reminder
提 |
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l***h
发帖数: 392 | 22 你可以在加个boot文件。就不需要按F8，或F12了。
我用的的是chameleon，设置osx86为默认是，他会出现一个5让你选择那个盘启动的画面
很方便
the
then choose which disk to boot from. By default (i.e. if i don't press F8)
my computer |
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r****e
发帖数: 804 | 23 第二集。。制作安装分区
因为x61/x61s没光驱，所以我们需要从硬盘安装
从硬盘安装的另一个好处是速度
如果你以后失败了想fresh re-install,也就是十几分钟的事儿
你的硬盘里应该已经有windows.我们可以装成dual boot. suppose 原先只有一个c盘
最终装好以后的硬盘分区应该是这样：
|-----------------------------------
| win c: | osx install | osx |
|-----------------------------------
下面主要是抄reference里的帖子，但是略有改动：
第一步，缩小当前分区，为雪豹和安装盘腾出空间
第二步，把安装盘iso写到安装分区
第三步，配置开机引导程序 - chameleon
第四步，从硬盘osx安装分区安装雪豹
第一步：缩小现有分区卷
(第一步之前最好先run一下defregmentation, 好多释放一些剩余空间,然后备份你的重
要数据，以防杯具
另外，准备好一个可以启动的windows7 installation 移动硬盘，或者fla |
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k******g
发帖数: 1540 | 24 我也要装MT Lion，主板CPU 都一样
你用的那个boot loader? 请把你的guide 推荐一下吧。
我现在USB MT Lion disk， 还不能boot。Unibeast，Chameleon 我都试过了
harddrive |
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t*******e
发帖数: 684 | 25 除了chameleon theme有点问题, default themes还算容易上手. setSpace, setMargin
, setSize搞清楚就可以用layout container设计漂亮的布局了. 除了写一点点css用来
customize theme, 几乎不用碰一点HTML和CSS. 这点比其他传统frameworks强太多了，
IceFaces, PrimeFaces尽管有themes，但写layout还是要求很懂HTML CSS. |
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w******s
发帖数: 241 | 26 Chameleon Clock v3。一个做得很干净的闹钟软件，可以设定闹表，
提醒自己的apointment,也可以定时打开某个程序，等等。
也没有什么特殊的功能，只是觉得做的很neat,也挺实用。希望能
有所帮助。官方网站：http://www.softshape.com/cham/。如果
想要，网上可以找到注册号。。。。。 |
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e*******s
发帖数: 1363 | 27 用了boot selector的怎么办？比如说acronis os selector或者chameleon bootloader？
微软应该管不到我怎么修改boot sector吧？ |
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f**********i
发帖数: 45 | 28 倒了吧？应该是如果m,n,p能变成同一种颜色，那么在加入三种各一个的话把另两种颜
色变作同一种就可以了。 |
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w******i
发帖数: 503 | 29 no. it is the original statement that is needed in the following argument. |
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r****t
发帖数: 10904 | 30 for（m+1, n+1, p+1), apply (m,n,p) conversion.
WLOG, assume (m,n,p) -> (0,0,p+x),
so (m+1, n+1, p+1) -> (1,1,p+1+m+n) ->(use the rule again) (0,0,p+1+m+n+2)
证反了。。。 |
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w******i
发帖数: 503 | 33 Ding. There are many smart people on this forum. Could
someone please help? thanks. |
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f**********i
发帖数: 45 | 34 I think that approach may simply be inaccurate. Ultimately you need a
conserved quantity. |
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w******i
发帖数: 503 | 35 thanks for your reply. conservation is the essence of the second approach,
which seems more intuitive to me. but i cannot reject the first
approach without a proof. |
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x*****t
发帖数: 353 | 36 if (r,g,b)=(m+1,n+1,p+1) can be converted to the same color.
it will be (0,0,m+n+p+3), but you do not know which color is left.
It could be (r,g,b) = (0,0,m+n+p+3)
OR it could be (r,g,b) = (0,m+n+p+3,0)
OR it could be (r,g,b) = (m+n+p+3,0,0)
if it is the first case, then (m+1,n+1,p+1) can be converted to the same
color means (m,n,p+x) can also be converted to the same color, where x can
be any #.
if it is the second case, then (m,n+x,p) can be converted to the same color.
if it is the third case... 阅读全帖 |
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f**********i
发帖数: 45 | 37 I don't think the argument is rigorous enough. In fact it has secretly used
the statement it wants to prove between the lines.
color. |
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x*****t
发帖数: 353 | 38 i do not understand your 2nd sentence. can you be clear? thanks
used |
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w******i
发帖数: 503 | 39 Thanks. I think the following line of proof is not clear:
if it is the first case, then (m+1,n+1,p+1) can be converted to the same
color means (m,n,p+x) can also be converted to the same color, where x can
be any #. |
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x*****t
发帖数: 353 | 40 if (r,g,b) = (m+1,n+1,p+1) goes to (r,g,b) = (0,0,m+n+p+3)
then before the last step, it must be (r,g,b) = (1,1,m+n+p+1)
if you start from (r,g,b)=(m,n,p+1), use the same method as you do from (m+1
,n+1,p+1) to (1,1,m+n+p+1), you will go from (m,n,p+1) to (0,0,m+n+p+1). |
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f**********i
发帖数: 45 | 41 For instance you can convert two red and two green into two blue but cannot
do that for one red and two green... You may argue this is not the case we
may consider, but it indicates a flaw if we want a proof. |
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f**********i
发帖数: 45 | 42 What is missing in the proof is that if A can be converted into B, then A-C
can be converted into B-C. It is obviously true for A+C, but for A-C it is
not guaranteed without a proof. |
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x*****t
发帖数: 353 | 43 I agree you can not do that for one red and two green.
But this example is not the same as we are talking about, because you do not
change the SAME number for both red and green.
if you change from (m+1,n+1) to (m,n), you change both by the same number.
This is the point.
another way i am think is, starting from (m,n,p), you can go to (m+2,n-1,p-1
), then to (m+1,n+1,p-2). This would be the same as (m+1,n+1,p+1) as long as
you kill the color associate with (m,n) at last.
if you are thinking p-2 ... 阅读全帖 |
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x*****t
发帖数: 353 | 44 From approach 2 in the book, my conclusion is that (R,G,B) = (m,n,p) can go
to (R,G,B) = (0,0,m+n+p) if and only if m%3 = n%3
if m%3 = n%3
it follows that (m-1)%3 = (n-1)%3
not
-1
as |
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j******n
发帖数: 271 | 45 Let R be the number of meetings between blue and green;
and G, B similar. It's trivial that
(1) r = delta of number of reds = 2R-G-B
(2) g = delta of number of greens = 2G-R-B
(3) b = delta of number of blues = 2B-G-R
Suppose the final state is "all red", then
g=-15, b=-17, and
g+2b = -34 mod 3 = 2 mod 3
But from (2) and (3) we have
g+2b = 3(G-R), which is a multiple of 3
So the final state cannot be "all red".
Similarly the final state cannot be "all blue", or "all green" as
-13 = -1 (mod 3)... 阅读全帖 |
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c*******n
发帖数: 9098 | 46 本人有多年摄影经历，对各种类型风格都有所涉猎，初具个人风格。愿意协助版主繁荣
版面，处理版务工作，与广大摄影爱好者共同进步。
是否已阅读：1）《站规》2）《版务操作简易手册》?:
yes
[申请ID]:
chameleon
[申请版面]:
PhotoForum
[申请职务]:
版副
[版务经验]:
无
[申请纲领]:
协助版主处理版务，繁荣版面 |
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a*f
发帖数: 5682 | 48 注：版面活动：手续费无
代发版面/ID:
PhotoForum版
代发事由(主题标题或链接):
影展获奖
http://www.mitbbs.com/article_t2/PhotoForum/31252711.html
伪币金额及奖励/代发包子数量:
请按下述注明金额及ID代发伪币奖励，金额从版面小金库扣除
om4 2000
chameleon 800
xiaowei 800
halfy 800
phunter 800
shadowleaves 800
IgG 400
blueice 400
Vinic 400
yellowapple 400
xjcougar 400
Eon 400
zhuda 400
ManYouKe 400
carbonplay 400
cheesecake 400
tencups 400 |
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