shylww 发表于 2021-7-8 15:04:02

请教一个国际服充值的问题!!!

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**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***UMkaJZz8Gmw5ubmcqcyoFM5imJ4XWBFt9SXzAIlf2inT4OVO39gdX72t2f97Q/AMss5MFg5IuS7ggDRgFmg5A/tZLAGSKfiaNCz0aAZ7OsPwDLLOTBYGawcsQaIBswCJX9oJ4M1QDqVGSIqbqNno2p/AJZZzoHBymDliDVANGAWKPlDOxmsAdKpOBr0bDRoBvv6A7DMcg4MVgYrR6wBogGzQMkf2slgDZBOZYaIitvo2ajaH4BllnNgsDJYOWINEA2YBUr+0E4Ga4B0Ko4GPRsNmsG+/gAss5wDg5XByhFrgGjALFDyh3YGDFhjEjMxatlOBM+L9cmJ2kZtNEPkw200Z/TrD8AyyzkEDFh9GaoS9tRGhpY5oWUGv5kFSv7QzoABq4SXr8/N0EG5jeaEvz8AyyznwGD1sdQAQ8uc0DKD38wCJX9oZ8CAlfKXZpjM0EG5jeaEvz8AyyznEDBgZRiYEwbsN+P8ZhYo***M7GawBMtSGAWUcoMxqS38AllnOgcHKYOWRCAGiAbNAyR/ayWANkE5l1iiL221cpO0PwDLLOTBY/QSsGycFIXj+Hk30uQcLhujXaTupsj0oKAiuTJMjtPtqfyv1ON***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***e+dq3uOrLnTqDNMPVV4Aq22EWKPlDOwMWrEMXxWHSqniXJjl43xtz2Ql4zmA2WgP+ACyznEPAgnVzfLou***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***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***HYG8o/OpT/j4vmJzudg6q***6AgcZdL/8kzPzXJpXL6fyEcSMtkb7I72b+pQtb6MJBseKrPlX146v7tuU+DlTpkVlZWHQg2FbAVkz9Aybzv6tR7qjuCLx6f7N8UuDrzoS+eq7+2iX3ofcD6NFjXrw**F36NBSyBlSLdg6tm11u/v3Y0d8+L/NDYqLUhH7rbFi7fOEiwDxtnt8bqzafBmpub6xL43AWsBCulEA6GL3LpGI01sD/sR35oLFhd9aE/2MmXz4F9yGBVO7G7**6PJP7I9ay3C11C+8xoLVXR9y+fr90BT7sA89Z1u9X3w6YtU31tXlhgBbOfZ/IhUgH4ARXAt3b2O41gNX7pTe65Su6tzdcuxD7/nQL8EqBecUsO3PtAMrAfb4i9cyXBmsfn1xZbAyWEU6QAKyqXM9YP8Kur4OWAmuNJSLh2I5Fh93Ssd2aao2vbk/+9B7**zMvw6ctHbxZVl7pTe65S**KMxZdiH3vNhwICVItE/+j9UL1QlXI8OfIzhqksLcKf0XqdsDDRd2Yd96D0fBgRY6ak/5VAlOF2ZH/7kWY5aNXDlTum9TukKJBtThn3oPR/6PViLYjeBItA/X2npFlgJvjVf9GC42uDKndJ7nbIx0HRlH/ah93zo92DVC45SAvRSAL11ReNZaaIUAU30woA+mqXt+joCcZk7pfc6paf0xT70ng8DDqyuiJZSBwTf0pljBHh5jKtFfWnD3c7pir25jHc6vL**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**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***UCoh3XR+KyRSvRJSIaB47+gW3FpWi1IhwvbYlFx/BI3Bq6HgTffy9aiQHb4zErKw/XLl2DTusjMT0zFzcsowh4Mbqu2YScvDyPQMXdzijLGy3qaaHbcUbnb+2gqofs88MWIysn1yN2MPp8vFmf9Im7cyPbmJOTg9BV6zBs9Hh8+fW3WL1uA/Ly8rB9x05MmzUPa8IjMG7ST5i/aBnidu7ChB+nYOqMOUhLSxf+jIrZjm8m/IBPvhwjyqelpyMzMwsz5y7ED1Om4cep0/HzbzMQt2MXcnPzsGLVWoz+djKmz56P1LQ0sW7xshVYFroKC5euEMfaGh1Tq5W8XBTtDUNR0nocjPkFZZuG4sC**bDmKQ+Ei5I3oCRqLEo3forimEnIz0xAfvpOHIhfDGtebVATsGDdP+F7Jb968VU48tU34pb/6Kix6iiAqq7Pi2j1+PoIVD7SEX8fKsGR2F2YuywepUdOYHr0flz/2XZkHDyCebEHcWVwDJbHH0JiQQ1GhuWK+a68KrQeHocduVXIOXQUo1blIW3/EWw7VCrAuK+iCicBFB45CmvNEVQd/wvZVTV4K2oHIvYX49AfxxBXUob9R44K4FJOdkp6Do7//Tfah2/FmoIDIo1w9jzlIy6fRMXVCsTg22F3O6Msb2SnpLq+nBZRL1QJsv/p8SMid3omJWL0+XizPukTd+dGtnHuwiV4/OkgvNL7XXTp8QaeeK4norfHYd6ipXigw9Po/moftO3cHe2eehE93x4o5vc/3lWAM37PXrzw**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***JB**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**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***Nd8qbvvp1***cOVYsTrDgrY0KWD+KdHxR0PrE3d++4EO6FX***59t4/rW+GDl2It4bMhSzFyxBSNhasS58w2Zs2holytBT+13xewQEf546Q4wSoJwoAZIi1S9GjcPwMd8iYkskvho/CXPmzsXCRQsFqClvu2PnblC+tfPzr4kHWPRAKzs7B4M/+VLsT79pBMIb/QaL1AHZU6YCqlY8j4qVPUW+tXzdO8jP2A1rTrq4zSfQVq58VcCWgCtyrxYLClM24+isW3AomoYCBliO1ZqVhUPPvGgPVi1gCaY2oMpvBtCLATH/7YDr3w1v8BsBBFcaIdDi8+0i10pjWwm2N3wei/Mmr8W581fg0oUrxXSh7fVVGodK68+YEyKGYZ0/fwVo***eCUPHKq3gLa/pi3BiyFtnVNVhVsB9nzq39dy4Xz1vukQ**aDtuY3WiraOpv7+aEQEar9qswzg0e/Z7nPbpOpw2bJOYmn2zHc2mZgqoUn7zmbVWZDm41U7PzMFD780UIKTc6hmdlfwq1UsPsPp9t1KB5ODZCNsaj+Wbd+O/vaeKdR//Eo6MrBw8+K6yP6UQqAyNq6VUQujm3ViYaMXZcxSQElzPmK2AkkD/TawFrZYq2z+NVh5mUYRK5Wj7+hQL2q9ScrMUxTbVXvr9fcGH1Kak5BQBMhpmRbfj+WmxsCRuRHJKihgOlZ2TI8rQNhoyRevlU3saXkUPmig/SikAmuhWvDhuKqo2foia1T1RsmOquP2nY9F+BFiqQ9qDRgbQRMvpGRlISdknjkPLClifEnCkeq2Ze20PrGz+yMsRuVZ6YEUPseQwLNqXUgU1i9qBotmAA2t+bBxK7rjfMVglYHVz**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**DK/qtuQZfXZ6gfXnEUrdLrre3Gxwuwzti2H/+bnYY3p6ei209JyCv5AweOHkWotQjhhQfEB1cO//UXKFKl11Y/tuVNP9mViPk5Vpz4+28B04W5+dh+qFS8LLCh6KBIATxM+8gcrC1iHRmzs/FCcvFFAl/olNe/qkSalAr4xxeblUh1lhW9NlpBT9gdPWWX4pfzWatiBRCvDvoRMXvsv1ubk5uHHrb8K93e08OtG1/7VcD8yh4/qq/K7kvPwv3vzFDXE2ipfjr+s***UNEDvTXXhHr7PgisWKttvC7Hi4TAlz0qw7b3RgoUJSlrggVArUhsYliXPx525L/iwofbmZ+5BccwPqFrxnHgQdHTObTg87z5xi01jRulh0eGFD+PIvLvFesqFHto2UeRACWoEY+0bUA0dz1PbAwusOTk42LO3W2Clf3OdcNND+G//VeLDK46gSusuGBiJnr+lILP4CI78eRLJhTVihMCPGwtw7Pjf4hsAfbbtEqMB6C2rfRW***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***KKIlb5u9fr***0Bgpe+z0ttYnScnoKzmLyzNKsRNy9aJ11Tp6T+9UUVP+QmOv2Xk4ODRP9B5Q5R4RfWvv/8W***k/Cci3rijPekOI8gUrCVQ5H7xV82UeD94Ccad0PSo+1Z3a2fHZh97zYUCB9eC7H7gMVYIvjQbIaHE37nt7mXgxQHv7r/9N41Xp9VX6+3adVXyghT4XSH8TEzJxZ9gGVPx5XHzM***KFYeIBFD28onwq5VXpU4H0sZVjJ0+C0gD0OUD64PXawgOiDvqmgPzuqoTqGbOWYtpu5eMRzjqTUeu5U3qvUxrlM3097**8+4BdbKS6/GptufwtXvRbj0YsBny7LF5wLjcivFWFb6AtbOvCoszqKvWW0ST/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银联充值的话,卡里是人民币,自动转换成美元吗? 我听别人说,不要用银联支付,用银行卡打折买的要补原价,也不知道是不是 真的,没玩过国际服,想这个赛季去玩的,就是不清楚充值这个问题,求大神解答!!!!!!!!

木焰枫林 发表于 2021-7-8 15:21:42

自动扣除等值的人民币 汇率会变得

shylww 发表于 2021-7-8 15:26:04

木焰枫林 发表于 2021-7-8 15:21
自动扣除等值的人民币 汇率会变得

用银行卡打折买要补原价,,这个说法是什么呢?

猎首来我身边 发表于 2021-7-8 15:32:55

官网银行卡直充没打折,那些换区吃打折的被抓到了就得补打折的差价

不是么么哒就是 发表于 2021-7-8 15:33:55

都充了,还差那点么,回头搞些花里胡哨的,小心号被封掉。

机器人蔡秀彬 发表于 2021-7-8 15:34:20

k*******

shylww 发表于 2021-7-8 15:44:22

猎首来我身边 发表于 2021-7-8 15:32
官网银行卡直充没打折,那些换区吃打折的被抓到了就得补打折的差价

因为我买的是一血包,20美元的,我用银联付款的话,还有你说的补差什么乱七八糟的吗?

猎首来我身边 发表于 2021-7-8 16:27:38

shylww 发表于 2021-7-8 15:44
因为我买的是一血包,20美元的,我用银联付款的话,还有你说的补差什么乱七八糟的吗? ...

本身标价就是20刀,银行卡付款也是按汇率换算rmb付款,不存在差价,我充都是官网银联冲的没补过什么差价,那些巴西人什么的换地区吃折扣的被抓到了就补或者封号 本帖最后由 猎首来我身边 于 2021-7-8 16:34 编辑

star0408 发表于 2021-7-8 18:51:48

猎首来我身边 发表于 2021-7-8 15:32
官网银行卡直充没打折,那些换区吃打折的被抓到了就得补打折的差价

那种开加速或梯子的充值会被判断换区了吗

艾桀瑟 发表于 2021-7-9 08:42:05

我都是去淘宝买的kk卡(Karma Koin搜这个),比直接充值要便宜一点,这个就相当于以前报亭的点卡,只不过是网络版的。买的时候多看几家,有的便宜有的贵,差不少。

扶墙行者 发表于 2021-7-9 09:08:17

我是买KK卡,但是你要享受充值活动的话,请千万记得买的KK卡是整数卡还是几张小额卡。活动只认单次充值的好像才够参与活动,就像年轻如我:第一次充的时候买的30刀,结果是3张10刀的卡。让我错过了皮肤。后面仓库买完,也不想充了。

中二的喵~~~ 发表于 2021-7-9 09:10:44

正好我也想问6666

garfield_tz66 发表于 2021-7-9 11:04:33

按照还款日那天的汇率算。

散落的骄傲 发表于 2021-7-9 20:04:21

我是一只* 每次都是自动换美元 打折什么的没听说过.......
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