t********u
发帖数: 4469 | 1 给我发过信，但现在还没收到过email的童鞋请跟我联系下，我好检查是什么原因。否则，我将假设所有人都收到过信了。现在看起来server一切正常，正常情况下，大家应该已经收到2到3轮更新了。新加入的童鞋如果到明天早上还没有收到的话，请跟我联系。
最后，如果觉得武器好用，好评尽管上吧！当然，觉得不好用，恶评也来吧。我顶锅盖先。
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终于找到问题所在了！！
k***n k***n@mitbbs k***n.***@gmail.com 30 4/19/2011 7***1
这位仁兄混在一堆ID里面发给我一个这样的东西。。。太忙没检查出来。Sigh
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这是刚才发信的log。请收到的童学反馈一下。可以给我发Email，标题是SChecker Feedback！ Thanks!
Now need to send user alohas an update email.
!!! Ipad 2 in Stock status changed for zip 27606 !!!
Sendmail to alohas exit status None
Now need to ... 阅读全帖 |
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t********u
发帖数: 4469 | 2 新一批，请反馈信息，另外，后面的list里面还没找到导致程序挂掉的仁兄。。。继续
debug。。。
Now need to send user alohas an update email.
!!! Ipad 2 in Stock status changed for zip 27606 !!!
Sendmail to alohas exit status None
Now need to send user jmgjj an update email.
No new inventory coming in since last check for zip code 21227, 20740
Now need to send user asting an update email.
!!! Ipad 2 in Stock status changed for zip 44319, 44195 !!!
Sendmail to asting exit status None
Now need to send user yaovc199 an update email.
!!! Ipad 2... 阅读全帖 |
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b********6
发帖数: 35437 | 3 二手交易风险自负！请自行验证是否合法和一手卡！:
我想卖的物品:
2 x ASUS U56E-EBL8
单张面值:
$699
可接受价格(必须明码标价！):
$500
物品新旧要求:
BRAND NEW
邮寄方式要求:
YL
买卖双方谁承担邮寄损失(Required if not code only):
付款方式说明:
BOA, billpay
我的联系方式:
PM
state and zip:
NH 03824 |
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i*******y
发帖数: 225 | 4 260 MAST RD UNIT 111B
DURHAM, NH 03824-4619
前几天买了一件，昨天应该寄到了。
结果昨天晚上又用不同的amazon账号买了两件（同一商品）
以上三个账户三个不同的国人名字，但都是寄到这一地址
后面两个有些不敢寄了，不会被神医误伤吧？ |
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u******s
发帖数: 3876 | 5 438938292839
bone
03824
可以。没有问题。把你的BOA给我。我给你转钱。谢谢。 |
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b********6
发帖数: 35437 | 8 二手交易风险自负！请自行验证是否合法和一手卡！:
我想卖的物品:
2 x ASUS U56E-EBL8
单张面值:
$699
可接受价格(必须明码标价！):
$500
物品新旧要求:
BRAND NEW
邮寄方式要求:
YL
买卖双方谁承担邮寄损失(Required if not code only):
付款方式说明:
BOA, billpay
我的联系方式:
PM
state and zip:
NH 03824 |
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s*****n
发帖数: 143 | 9 co sell 1 from zip: 03824 |
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s*****n
发帖数: 143 | 11 co sell 1 from zip: 03824 |
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s*****n
发帖数: 143 | 12 co sell 1 from zip: 03824 |
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s*****n
发帖数: 143 | 13 co sell for 2. zip: 03824 |
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s*****n
发帖数: 143 | 14 co sell for 2. zip: 03824 |
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s*****n
发帖数: 143 | 15 co sell from zip: 03824 |
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s*****n
发帖数: 143 | 16 co sell ONE from zip: 03824
OBO |
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s*****n
发帖数: 143 | 17 co sell from zip: 03824 |
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s*****n
发帖数: 143 | 18 co sell ONE from zip: 03824
OBO |
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s*****n
发帖数: 143 | 19 co sell 2 from zip: 03824 |
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s*****n
发帖数: 143 | 20 co sell 2 from zip: 03824 |
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s*****n
发帖数: 143 | 21 co sell 2 from zip: 03824 |
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s*****n
发帖数: 143 | 22 co sell 2 from zip: 03824 |
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s*****n
发帖数: 143 | 23 co sell 2 from zip: 03824 |
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s*****n
发帖数: 143 | 24 co sell 2 from zip: 03824 |
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s*****n
发帖数: 143 | 25 co sell 2 from zip: 03824 |
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s*****n
发帖数: 143 | 26 co sell 1 from zip: 03824 |
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s*****n
发帖数: 143 | 27 co sell 1 from zip: 03824 |
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s*****n
发帖数: 143 | 28 co sell 1 from zip: 03824 |
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s*****n
发帖数: 143 | 29 co sell 1 from zip: 03824 |
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s*****n
发帖数: 143 | 30 2 from zip: 03824
Brand NEW w/ UPC. |
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s*****n
发帖数: 143 | 31 2 from zip: 03824
Brand NEW w/ UPC. |
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s*****n
发帖数: 143 | 32 co sell 3 from zip: 03824 |
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s*****n
发帖数: 143 | 33 co sell 4 from zip 03824 |
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h***e
发帖数: 20195 | 35 【 以下文字转载自 Mathematics 讨论区 】
发信人: huaqizhiqing (花旗知青), 信区: Mathematics
标 题: 张的文章已经被接受了，不再是据说。
发信站: BBS 未名空间站 (Tue May 21 12:30:05 2013, 美东)
http://annals.math.princeton.edu/articles/7954
Bounded gaps between primes
From to appear in forthcoming issues by Yitang Zhang
Abstract
It is proved that
lim infn→∞(pn+1−pn)<7×107,
where pn is the n-th prime.
Our method is a refinement of the recent work of Goldston, Pintz and
Yildirim on the small gaps between consecutive primes. A major ing... 阅读全帖 |
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h***e
发帖数: 20195 | 36 【 以下文字转载自 Mathematics 讨论区 】
发信人: huaqizhiqing (花旗知青), 信区: Mathematics
标 题: 张的文章已经被接受了，不再是据说。
发信站: BBS 未名空间站 (Tue May 21 12:30:05 2013, 美东)
http://annals.math.princeton.edu/articles/7954
Bounded gaps between primes
From to appear in forthcoming issues by Yitang Zhang
Abstract
It is proved that
lim infn→∞(pn+1−pn)<7×107,
where pn is the n-th prime.
Our method is a refinement of the recent work of Goldston, Pintz and
Yildirim on the small gaps between consecutive primes. A major ing... 阅读全帖 |
|
h**********g
发帖数: 3962 | 37 http://annals.math.princeton.edu/articles/7954
Bounded gaps between primes
From to appear in forthcoming issues by Yitang Zhang
Abstract
It is proved that
lim infn→∞(pn+1−pn)<7×107,
where pn is the n-th prime.
Our method is a refinement of the recent work of Goldston, Pintz and
Yildirim on the small gaps between consecutive primes. A major ingredient of
the proof is a stronger version of the Bombieri-Vinogradov theorem that is
applicable when the moduli are free from large prime d... 阅读全帖 |
|
