 Wysłany: Śro 5:45, 02 Mar 2011 Temat postu: |
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| 从来没想过，我会这么快就要成家了，2009年10月12日是我们举办婚礼的日子.在爸爸妈妈的同意下，在亲戚朋友的支持下！我们现在订婚了，我觉得特别幸福，更令人感到幸福的是我们怀着紧张而又激动的心情，拿到了梦想中属于我们的小红本本... 我们领上了结婚证，这也就是说我们离幸福又近了一步，我快要结婚了。希望我们以后能过的很好，我也希望到我举行婚礼的时候我所有的朋友都能来参加我的婚礼,为我们祝福。谢谢！
PS：你们不要PIA我，我是秘密订婚&结婚的，啊哈哈哈，因为我要给你们一个惊喜，能看到是你们的福气，看不到就算了，我不会告诉你们滴。 亲爱的.. 我要让你相信.. 今生今世我都会好好的关心你，照顾你，只爱你一个人。我希望，从这一刻开始，无论生老病死，贫穷或富有，我们都能执子之手，与子偕老。从此，王子和公主过着幸福快乐的生活... 朋友们，请大家为我们祝福，谢谢你们咯..！~ 但是， 这只是一个美丽的梦。哈哈.... 这是一个地雷贴...恭喜亲爱的你踩到地雷。 凡踩到地雷的朋友请在自己空间发一个同样的贴上去。看了就别想不写，你已经中招了...别想跑！！我这里是有来访记录的，如果不写，你的09年甚至10年会RP大降。！拿了结婚证的准拿离婚证...有对象的准分手...没对象的准找不着对象...有钱的准漏财...！！ 我也是被逼的……你们不要打我……为了我的幸福，我只能转了……Many years ago there lived an Emperor who was so exceedingly fond of fine new clothes that he spent vast sums of money on dress. To him clothes meant more than anything else in the world. He took no interes related links： 转载：[转] 百病秘方 一定要收藏 |
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| Wysłany: Pią 13:59, 25 Lut 2011 Temat postu: Type, pen and line |
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| As Figure 8, is the most basic form of line segments, and Figure 9, that is, line damage, which is one of the two segments combined form. Some may say that this theory of how a bit like waves, which is nothing strange, the ID theory can be strictly deduced wave theory of all the conclusions, but also pointed out that all of his lack of theory, wave theory and the theory of ID that are not comparable. Not only is the wave theory, all theories about the stock market, as long as related to the graphics, the ID theory can be strictly inferred, because the ID on the trend graph theory is the most basic theory, and no one escape.
while Figure 7, after given over to treatment, did not include the relationship graph, the three possible combinations between adjacent K lines of a complete classification, one of the two, four, that is, are the top and bottom type type, one can call up K line, the three K lines can be called down. Therefore, an increase from the combination of law, it must be the bottom line of type K + rise + roof type; a decline is top-down type + + end type K line. Note that the rise and fall K line, not all three, can be many roots, has maintained this definition as long as you can. Of course, the simple roots can be 1,2, which do not violate laws and definitions to be combined. glanced, there was a stone monkey's net friend called to explain what post line, and he also understood the line, but not tight. In fact, the ID of the segment is the most precisely defined, the ID theory is essentially a set of geometric theory, its effectiveness like geometry in general, have failed the ID theory, of course, when loose, but the premise is the geometric the basis of failure is not rigorous, do not get it, do not understand the ID theory. Here, put the program ahead of time could have been behind the talk. top of the highest type is called the sub-type of top, bottom type is called the lowest point of the bottom of the classification, due to the bottom of the top and bottom type classification is meaningless to the top, so the top classification the top and bottom end of sub-type can be referred to as the top and low. In other words, when we said after the top and bottom, it said, were the top points-based typing of the top and bottom end. definition and diagram below, are suitable for K-line graph of any cycle. Look at the figure 1,2, the figure represents a small segment K line, here, regardless of Yang Xian Yin Xian, just look at K line of high and low points. two adjacent form between the top and bottom a so-called pen, that is, the other between the top and bottom fluctuations are not negligible, but attention must be adjacent to the top and bottom, separated Some are not. The so-called line is composed of at least three items. But there is a fine place to make it clear, as is necessary to comply with law, as figure 3, must be shared between the top and bottom of a K line, which combines law violation, so this is not a sum, The Figure 4 to just the top and bottom, the middle of no other K lines, in general, it is not a best, and Figure 5, is a most basic graphics, there is one between the top and bottom K line. In the actual analysis, must be between the top and bottom are required at least one K line as a most basic requirement. idle in a hotel waiting for 10 o'clock in the corruption, half an hour to find a face to face the first time the first little bit nervous, you might as well write to the main paste, to a course, you spent about weekend corruption of the time. such as Figure 1, the second high K Line K Line is adjacent to the three highest of the high points, while the low is low adjacent to the three highest K line, called the ID to a definition of the top sub- type; Figure 2 is called the end of this type, the second lowest K line is adjacent to the lowest low of the three K lines, and high K line is adjacent to the high point of the three lowest. Look unknown Baiding Yi, and Figure to see, so do not intuitively understand that the company of men to go and bore it. text in the graphics, in addition to the above figure, the other wrapped around the Celetium said finishing tied from the Forum Type, pen and line (2007-06-30 09:49:51) Politics Economy from the original (wrapped in the Zen of Economics) learning Bo Kee: Source: (http://blog.sina.com.cn/s/blog_591932830100d4pt.html) - 62, classification, pen and line: Bo mind wrapped around the end of Zen _ _ Sina blog course, the actual graphics in, there will be some complex relationships that can occur between two adjacent K lines in Figure 6 which contains the relationship, which is a high and low K Line K Line full range of the other years, In this case, it can be dealt with in going up to the highest point of the two K lines as high, and the two K lines of higher lows as low, so put the two K lines merged into a new K line; the other hand, when the time down to the lowest point of the two K lines when low, and the two high points in the K line as a lower high, so put the two K lines merged into a new K-line. After this treatment, all the K line graph can be processed into a graphical relationship is not included. Many years ago there lived an Emperor who was so exceedingly fond of fine new clothes that he spent vast sums of money on dress. To him clothes meant more than anything else in the world. He took no interes related links： 电压锅菜谱汇总 |
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