价值的对等
![What Happens When All Bitcoin are Mined 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)
2010年5月22日,美国佛罗里达居民 Laszlo Hanyecz 用一万个比特币换了两个 Papa Johns 的 Pizza。这是人类史上最贵的两个 Pizza,因为现在一万枚比特币的价值超过了六亿美金。
![Bitcoin giveaway: Exchange Clitored.com 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)
我还记得那个时候,我也经常收到电子邮件,说如果用电子邮件注册比特币,就可以收到两个免费的比特币。我当时没有那个眼光,根本没有在意那个Bitcoin,我一次也没有注册,一个比特币也没有,因此,在我的生活中,就缺少了现在那些令人羡慕的比特币。
![Ordered a pepperoni pizza for delivery ...](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQZpheAJ7vGltz6C6zc1UhMXgdC8CwbYoH7Pg&s)
但是在2010年的时候,一万枚比特币也许就值两个Pizza,我收到注册就个免费的比特币的时候,比特币也许真的就不值钱。
![80版猴票市场价格值多少钱_猴票网](data:image/jpeg;base64,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)
想起来当年我集邮的时候,1980年的T-46猴年生肖票面值八分,一个月以后,市场上卖一毛钱,两年之后我在西安的集邮市场上看到有人卖六块钱人民币一枚,我都觉得人家疯了。但是,我1983年从香港买的十几张猴票,是51元人民币一枚。现在,都不知道多少钱一枚了。
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)
其实,我是想说这届巴黎奥运会,我觉得,巴黎奥运会最开心的人不是郑钦文,不是跳水女皇全红婵,不是那个破了100米自由泳世界纪录的小伙子潘展乐,更不是拿下所有金牌的中国乒乓军团,还不是胸前挂了23块奥运会游泳金牌的菲尔普斯。这届奥运会上最开心的人是塞尔维亚的网球运动员 Novak Djokovic。巴黎奥运会之前,他在他的网球生涯中赢过所有赛事的冠军,唯独缺少的就是一枚奥运会的网球单打金牌。他参加了五届的奥运会的网球赛事,终于,在他37岁的时候,拿到了他梦寐以求的奥运会网球单打金牌。
![Novak Djokovic - latest news, breaking ...](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSQUg6xheDvKt0_uh1SxWRCb4R8o-oxFLVsfQ&s)
在记者采访他的时候问道:你愿意用多少枚大满贯的金牌来换取一枚奥运会金牌?Djokovic 说,为了我自己,我愿意用20枚大满贯的冠军奖杯来换取一枚奥运会金牌,为了我的国家,我愿意用我所有的大满贯冠军奖杯来换取这枚奥运会金牌。
![Novak Djokovic wins US Open men's final ...](data:image/jpeg;base64,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)
平心而论,奥运会冠军的金牌不如获取大满贯冠军的难度,但是,奥运会金牌的价值,不亚于大满贯冠军奖杯的价值。
![关于罗杰·费德勒- 优瑞咖啡机——特色饮品 ...](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRwl3zPJQep5aeqUdFD2vcBMsciUPYxyfDypA&s)
在网球巨星费德勒的网球生涯中,就缺少一枚奥运会的单打金牌,这是他一生的遗憾。
Djokovic 拿到了巴黎奥运会男子网球单打金牌,最高兴的是他自己,第二高兴的就是我了。因为我知道,这是他这一生最后一次拿奥运会网球单打冠军的机会了。
![机会图库照片、免版税机会图片|Depositphotos](data:image/jpeg;base64,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)
人的一生,能够遇到机会是非常运气的。但是,遇到了机会还能把握机会,那就是上天的恩赐了。感谢上天对我一次又一次的恩赐!
谁都不知道我们的一生会有多少次机会,也不知道这一生还能有多少次机会,但是,Be sharp, be ready, be prepared and be bebe. 你会有你最开心的那一天的。
《版权机会所有,翻印恩赐不究》。
cager812 发表评论于
价格不等于“价值”。价值可很难说清楚。
说谁谁 发表评论于
锋利,严阵以待,时刻逼逼!
野彪 发表评论于
邮票市场好像是真的完了。如果猴票现在能够卖到1万,那也相当于不值钱了。因为现在货币贬值了。
mychina 发表评论于
回复 'Mina63' 的评论 : 不过,我有别的错版票,哈哈。
Mina63 发表评论于
回复 'mychina' 的评论 : 可惜的是你我都没有啊。不然的话就价值对等了。:):)
mychina 发表评论于
回复 'Mina63' 的评论 : 我集邮多年,肯定研究过这款《全国山河一片红》呀,但是,我真的没有见到过真品。
Mina63 发表评论于
回复 'mychina' 的评论 : 《全国山河一片红》是68年文革时期的错版票,所以流入市场的很少,都被撤架收回了。
mychina 发表评论于
回复 'Mina63' 的评论 : 各种生肖票,编号票,文革票,老纪特新JT,各种军邮,各种小型张我都有。但是,《全国山河一片红》我连见都没有见过,估计只是一个传说中的邮票,哈哈。
Mina63 发表评论于
牛哥也集邮啊,猴票、祖国山河一片红和一些小型张在那个都是抢手保值货,北京倒爷也是那个年代开始在北京泛起的,倒邮票倒外汇卷倒冰箱彩电。。。,现在我的这些邮票也都压箱子底了。
mychina 发表评论于
回复 'soullessbody' 的评论 : 他是我的偶像,英雄级的人物,哈哈。
soullessbody 发表评论于
牛哥对小焦是真爱,写小焦的篇幅说不定要赶上牛丫了。
mychina 发表评论于
回复 '油翁' 的评论 : 呵呵
mychina 发表评论于
回复 '朝阳门' 的评论 : 谁要?
油翁 发表评论于
这是一篇精彩的文章,作者的观点独特而幽默。读完后让我感到启发和愉悦,期待能看到更多精彩的作品。谢谢您,mychina!
朝阳门 发表评论于
80猴票是珍惜邮票之一,现在还很值钱,据说品相好的单张弄好了能上万。
中国集邮市场整体是黄了,因为90后00后不玩这玩意儿。人家现在可玩的东西实在太多了。
所以,差不多就能出手就出手吧。
mychina 发表评论于
回复 'AP33912' 的评论 : 哈哈哈,花生炖存世很多。
mychina 发表评论于
回复 'AP33912' 的评论 : 半枚谁没有呀?
mychina 发表评论于
回复 '魅力野花' 的评论 : 观察90岁以上的人?Wiredo .
AP33912 发表评论于
俺还剩最后一张邮票1797年的花生炖(Washington)。
AP33912 发表评论于
同意D最牛,恭喜南斯拉夫!btw,俺有半枚比特币(不卖:)
魅力野花 发表评论于
机会存在于每时每刻的生活里。有些会抓住,有些会错过。
就好像去钓鱼,你难道想把水里的鱼全抓回家吗?
适可而止,有的放矢。满足于前,享受当下。
我观察所知的90岁以上老人,都是吃得少,计较得少,乐观的人。
衡量自己的价值,成功,遗憾,运气,恩赐,财富,地位,人缘,知识,伟大,渺小,落魄,伟岸,不朽,流芳,长存,傲人,不朽,长青,年轻,漂亮,性感,成熟,豁达,睿智,超人,健康,能力,机会,羡慕,爱情,智商,情商,业绩,天才,过人,等等的标尺就握在你自己的手里。
---野花交给哲学家牛哥的作业。
mychina 发表评论于
回复 '北京的小鱼儿' 的评论 : 我已经进入贬值期,向你看齐了。
北京的小鱼儿 发表评论于
你还依然保值,哈哈哈
mychina 发表评论于
回复 'BeijingGirl1' 的评论 : 很多时候,网友的留言我也不懂。不懂就不懂呗,没有必要让别人知道,很多事情我不懂,但是,别人不知道我不懂。
不懂有什么呀?有的时候,没有必要懂,不是吗?
BeijingGirl1 发表评论于
回复 '野彪' 的评论 : 您这话我没懂。。。
mychina 发表评论于
回复 'BeijingGirl1' 的评论 : 这个不好传,下一代不在乎这个。
mychina 发表评论于
回复 '野彪' 的评论 : 是呀,我自我保护。
mychina 发表评论于
回复 'BeijingGirl1' 的评论 : 哈哈哈,您随意!
野彪 发表评论于
牛哥这篇博客写的真好哦。
声东击西,但让那些人也没法说你什么。
BeijingGirl1 发表评论于
回复 'mychina' 的评论 : 也行, 可以传代的。 额滴个娘。
BeijingGirl1 发表评论于
看老乡解释的这几点,和用词, 就知道是集邮的行家了。 我羡慕和佩服你一下。 不, 好多下吧。
mychina 发表评论于
回复 'BeijingGirl1' 的评论 : 留着,送人!
mychina 发表评论于
回复 'Nekono_88' 的评论 : 命里有,谁还挡呀,哈哈
BeijingGirl1 发表评论于
回复 'mychina' 的评论 : 你可以到香港拍卖行去拍卖啊。 这枚票的价格是上下变化的, 2016年的成交价是 12300元。 OMG。
Nekono_88 发表评论于
命里有,就是挡不住啊。
mychina 发表评论于
回复 'BeijingGirl1' 的评论 : 哈哈哈,再贵也没有用呀,几十枚猴票,一张都没有卖过,换不成现钱,就等于没有升值。
价格高的原因有几个:1)第一枚生肖票,2)发行量比较少,3)当时的集邮热还没有兴起,猴票的信销票很多,新票存量少。大致就是这样。
BeijingGirl1 发表评论于
哇哇, “2019年01月,单枚80年猴票成交价10200元”, 刚搜了谷歌说的。 为啥这枚票这么值钱泥? 祝贺老乡了。 机会就这样在你的头上闪着光。 :)
mychina 发表评论于
回复 'BeijingGirl1' 的评论 : AS ALWAYS.
BeijingGirl1 发表评论于
真实又让人感动。
mychina 发表评论于
回复 'BeijingGirl1' 的评论 : 哈哈,谢谢谢谢。
BeijingGirl1 发表评论于
冠军写金牌选手, 就是不一样啊。 非常给力的文。 真实让人感动。
mychina 发表评论于
回复 '多伦多橄榄树' 的评论 : 哈哈哈,等着呗。
多伦多橄榄树 发表评论于
好运气,要看天赐了