论坛全局菜单下方 - TICKMILL 285X70论坛全局菜单下方 - ThinkMarkets285X70论坛全局菜单下方 - 荔枝返现285X70论坛全局菜单下方 -  icmarkets285X70
  • 1
  • 2
  • 3
  • 4
前往
共 78 条
sweethome
注册时间2014-02-14
[欧元]号称0点差的IC
发表于:2016-02-26 06:47只看该作者
41楼 电梯直达
电梯直达
过度积极靠福利来拉资金的平台,在Basel 2风险评估体系来说,都是业余角色只顾吃肉毫无抗御风险能力,甚至被套利的门坎低到不能再低,铁汇事件在经纪圈里就是一出很好的笑剧

点评

福利体现在哪? 手续费和点差相加,哪还有福利存在?发表于 2016-02-26 10:30
嗯,确实也是。。发表于 2016-02-26 06:54
个性签名

韬客社区www.talkfx.co

广告
TK30+TK31帖子一樓廣告
TK30+TK31帖子一樓廣告
czm113355
注册时间2014-09-28
积极参与奖白羊座金牛座双子座巨蟹座狮子座处女座天秤座天蝎座射手座摩羯座水瓶座双鱼座
楼主发表于:2016-02-26 06:54只看该作者
42楼
sweethome 发表于 2016-2-26 14:47
过度积极靠福利来拉资金的平台,在Basel 2风险评估体系来说,都是业余角色只顾吃肉毫无抗御风险能力,甚至 ...
嗯,确实也是。。
个性签名

韬客社区www.talkfx.co

xiaozu
注册时间2011-08-13
发表于:2016-02-26 09:52只看该作者
43楼
张翠山 发表于 2016-2-25 09:41
这个是我看过最搞笑的宣传 0点差意味着买一价格等于卖一, 意味着已经成交了。
在有手续费+浮动点差的情况下,负点差也是可能的
smile2u
注册时间2014-07-04
积极参与奖
发表于:2016-02-26 10:30只看该作者
44楼
sweethome 发表于 2016-2-26 14:47
过度积极靠福利来拉资金的平台,在Basel 2风险评估体系来说,都是业余角色只顾吃肉毫无抗御风险能力,甚至 ...
福利体现在哪? 手续费和点差相加,哪还有福利存在?

点评

铁汇赠金程度还没明显的福利??发表于 2016-02-26 10:38
sweethome
注册时间2014-02-14
发表于:2016-02-26 10:38只看该作者
45楼
本帖最后由 sweethome 于 2016-2-26 18:44 编辑
smile2u 发表于 2016-2-26 18:30
福利体现在哪? 手续费和点差相加,哪还有福利存在?
铁汇赠金程度还不算明显的福利??我晕了为平台户护航也不是这么明显吧!德马哥

点评

这帖子说不是IC吗,怎么拿铁汇说事。再者铁汇不是已经臭了吗。 所以说福利在哪呢?发表于 2016-02-26 11:47
smile2u
注册时间2014-07-04
积极参与奖
发表于:2016-02-26 11:47只看该作者
46楼
sweethome 发表于 2016-2-26 18:38
铁汇赠金程度还不算明显的福利??我晕了为平台户护航也不是这么明显吧!德马哥
这帖子说不是IC吗,怎么拿铁汇说事。再者铁汇不是已经臭了吗。 所以说福利在哪呢?

点评

所以叫你们借镜!本来不想多说,在别人生意场里我只是吃闲饭寄生,能睁眼闭眼就睁眼闭眼,不过你持半官股的身份苦苦追问,又刚好今天是fridaynight,我就冉冉到来说说为什么! 第一:他号称是ECN,又号称0点差,请问哪发表于 2016-02-26 12:56
sweethome
注册时间2014-02-14
发表于:2016-02-26 12:56只看该作者
47楼
smile2u 发表于 2016-2-26 19:47
这帖子说不是IC吗,怎么拿铁汇说事。再者铁汇不是已经臭了吗。 所以说福利在哪呢?
所以叫你们借镜!本来不想多说,在别人生意场里我只是吃闲饭寄生,能睁眼闭眼就睁眼闭眼,不过你持半官股的身份苦苦追问,又刚好今天是fridaynight,我就冉冉到来说说为什么! 第一:他号称是ECN,又号称0点差,请问哪个正规流动池是买价等于卖价的?.我这个人说话从来不口说无凭的,我们来看四大流动池之一FXall的报价窗口 好,你说这是初级市场离我们太远.那我们再来看看CITI的造势商报价窗口 没有一个合规的流动池是买价等于卖价的,所以他等于自己接单 第二:在他自己接单的情况下,零点差代表什么?.一般MM吃我们两个点差,我们是买贵卖便宜,这之间可以说是他的利润空间也可以说是他的风险抵御区间,而今天IC买价卖价一样,我买多少IC卖多少,又是市场没有的价格,如果市场价格一波动对IC不利,一般的MM有风险抵御空间IC没有,IC却只收固定的费用,那意味着什么?IC利润有限风险无限IC是佛心吞下这个风险缺口?当然不是,IC要不是从别个不公平机制拿回来,不然就是像铁汇一样的无脑案例不论是前者还是后者,都是对你不利,IC弄你你哑巴吃黄莲,IC扛不起风险倒闭你血本无归. 如果IC宣称属实且佛心不弄你他将会是大流动池交易员的福利品,不然一切都只是个爱搞噱头的路边货......... FXAll.JPGFXAll.JPGciti.JPGciti.JPG

点评

你这文风也是醉了。你说的那些是事实不错,但你怎么偏偏无视手续费呢? 无视手续费只对比点差,当然是怎么看怎么不对劲。 如果号称负1.0个pip点差,再收18$手续费呢。难道有什么不同?发表于 2016-02-27 13:10
IC的零点差是个嘘头,只有欧元极少的时间偶尔会出现 大部分时间加上手续费综合成本还是在0.9-1.1之间,其他品种都比这个高发表于 2016-02-27 08:21
盛餐
注册时间2009-04-20
发表于:2016-02-26 16:11只看该作者
48楼
我原本用IC,是最低时0点差,不是所有单都0点差。 但是没有手续费。 IC不好的地方是当时HK服务器没搞好,交易卡断非常严重,由于平台卡断造成损失极其频繁,交涉很多次都没有用。 现在IC香港服务器搞好开通后,不知道平台是否很稳定了,一直没有看到有人提出此问题,或者继续抱怨。没有抱怨的话就有可能稳定性解决了,就是还没有看到别人的核试情况。 IC还有一个不好的地方 就是不允许客户使用多账户交易跟单管理软件。
snailless
注册时间2014-12-17
发表于:2016-02-27 02:38只看该作者
49楼
用了一年半IC的飘过,累计入金超过2万刀,出金也差不多这个是数字了。一直用的原因就是,IC速度一直很快,滑点2015年之后也很少了,杠杆高,可以对冲,银联入金秒入,出金的汇率也还不错。你要说安不安全,我也觉得它没有那几家大broker安全,但是小于1万刀你也没必要折腾到IB,IG杜卡斯被之类的。我以前用alpari,你说一个创立十几年的世界前几的broker说倒闭也一样倒闭,英国政府花了1年才赔付完毕。试用过IG几个月,IG是安全一些,交易成本高,速度慢,出金手续费高,果断不用了。
个性签名

韬客社区www.talkfx.co

广告
论坛谏言--外汇交易不应是你投资的全部,交易外汇也不应是你生活的全部
wxcwzh
注册时间2015-12-27
发表于:2016-02-27 08:11来自移动端只看该作者
50楼
说起铁汇想起了网上看到的汇友们拿铁汇的赠金在铁汇做多的同时又到别的平台做空套利,最后连铁汇的代理商也加入了其中贪婪的享受这个庞氏骗局。最后......
huijinshenbo
注册时间2015-06-20
发表于:2016-02-27 08:21只看该作者
51楼
sweethome 发表于 2016-2-26 20:56
所以叫你们借镜!本来不想多说,在别人生意场里我只是吃闲饭寄生,能睁眼闭眼就睁眼闭眼,不过你持半官股 ...
IC的零点差是个嘘头,只有欧元极少的时间偶尔会出现 大部分时间加上手续费综合成本还是在0.9-1.1之间,其他品种都比这个高
smile2u
注册时间2014-07-04
积极参与奖
发表于:2016-02-27 13:10只看该作者
52楼
sweethome 发表于 2016-2-26 20:56
所以叫你们借镜!本来不想多说,在别人生意场里我只是吃闲饭寄生,能睁眼闭眼就睁眼闭眼,不过你持半官股 ...
你这文风也是醉了。你说的那些是事实不错,但你怎么偏偏无视手续费呢? 无视手续费只对比点差,当然是怎么看怎么不对劲。 如果号称负1.0个pip点差,再收18$手续费呢。难道有什么不同?

点评

你这理解力也是醉了,你眼睛脑袋忽视,我文章可没忽视,请拿掉那有色的眼镜,我来....我帮你画重点,你在怎么绕也改变不了这些事实!我不再跟进了,盖歪楼对不着LZ了,其他请继续~[attachimg]204575[/attachimg]发表于 2016-02-28 11:54
发表于 2016-02-28 01:54
请不要在我帖子里展开论战,要辩论的话,大可另外开帖。。。发表于 2016-02-28 01:54
个性签名

韬客社区www.talkfx.co

张翠山
注册时间2015-04-23
积极参与奖韬客美食家
发表于:2016-02-27 14:21来自移动端只看该作者
53楼
ecn平台是控制不了点差的,有号称两字就已经黑了

点评

刚才我去ic官网看了一下,所有0点差的地方都写的是“0点差起”。这种宣传方法在国外很普遍。发表于 2016-02-28 12:21
张翠山
注册时间2015-04-23
积极参与奖韬客美食家
发表于:2016-02-27 14:21来自移动端只看该作者
54楼
ecn平台是控制不了点差的,有号称两字就已经黑了
sweethome
注册时间2014-02-14
发表于:2016-02-28 11:54只看该作者
55楼
smile2u 发表于 2016-2-27 21:10
你这文风也是醉了。你说的那些是事实不错,但你怎么偏偏无视手续费呢? 无视手续费只对比点差,当然是怎 ...
你这理解力也是醉了,你眼睛脑袋忽视,我文章可没忽视,请拿掉那有色的眼镜,我来....我帮你画重点,你在怎么绕也改变不了这些事实!我不再跟进了,盖歪楼对不着LZ了,其他请继续~ 753.JPG753.JPG
scalping
注册时间2015-01-14
发表于:2016-02-28 12:21只看该作者
56楼
本帖最后由 scalping 于 2016-2-28 20:39 编辑
张翠山 发表于 2016-2-27 22:21
ecn平台是控制不了点差的,有号称两字就已经黑了
刚才我去ic官网看了一下,所有0点差的地方都写的是“0点差起”。这种宣传方法在国外很普遍。楼主这样理解的人应该不少。楼主少写一个起from字引起了那么多不必要的争执。

点评

是概念问题不是文字游戏我问大家一个简单的问题?IC到底有没有0点差报价?有.........IC宣称ECN是骗你的,我解释过了没有.....IC宣称0点差起,根跟就是不实宣称噱头,唬没概念的人的人.如果是浮动你就老实说浮动点差干发表于 2016-02-28 23:02
症结果然是在这,浮动点差 当然都是 from。竟还有人把浮动点差当做Fix固定点差。进而再推出个 没有风险抵御空间、买到不存在的价、有福利的观点。发表于 2016-02-28 16:35
smile2u
注册时间2014-07-04
积极参与奖
发表于:2016-02-28 16:35只看该作者
57楼
本帖最后由 smile2u 于 2016-2-29 01:17 编辑
scalping 发表于 2016-2-28 20:21
刚才我去ic官网看了一下,所有0点差的地方都写的是“0点差起”。这种宣传方法在国外很普遍。楼主这样理 ...
症结果然是在这,浮动点差 当然都是 from。 竟还有人把浮动点差当做Fix固定点差。进而再推出个 没有风险抵御空间、买到不存在的价、有福利的观点。 这般理解能力果真强大。 硬是可以树立出一个本不存在的批驳对象,再拿出 图文大批特批,玩的欢乐哟。
sweethome
注册时间2014-02-14
发表于:2016-02-28 23:02只看该作者
58楼
本帖最后由 sweethome 于 2016-2-29 07:28 编辑
scalping 发表于 2016-2-28 20:21
刚才我去ic官网看了一下,所有0点差的地方都写的是“0点差起”。这种宣传方法在国外很普遍。楼主这样理 ...
是概念问题不是文字游戏我问大家一个简单的问题?IC到底有没有0点差报价?有.........IC宣称ECN是骗你的,我解释过了没有.....IC宣称0点差起,根跟就是不实宣称噱头,唬没概念的人.如果是浮动你就老实说浮动点差干嘛要扯个0点差起,浮动点差又没人会觉得怎么样, 扯上0点差起后就算了,干嘛还要去扯ECN呢?这不是砸自己脚吗?.IC这概念就跟我卖的矛是能穿破任何东西我卖的盾是能抵挡所有东西.........然后我在旁边画图码字举证说不然你两个互相刺挡 然后就一群人乱了阵脚........胡乱的忙碌的展露自己的立场....不知道大家收获了什么呀,我倒是收获了很多.....哈哈,其实还是挺有趣的.虚张声势这策略也不是不好,重点是你要有脑子去架构概念,不是这般乱胡来的,一不小心就变笑柄了,洋人用得好是他不会贪心矛盾兼卖的,你就笑他笨,有无敌矛盾干嘛不一起卖,结果就变成这样子了...

点评

其实是不是0点差起打一条语句或观察一会儿价格就知道,至于是不是ecn,又转移到了新的话题,讨论永远没有完,楼是越盖越歪,如果你有证据说它不是宣传中说的ecn,可以去监管告它。 我没有用ic,我用的平台也说是ecn发表于 2016-02-29 00:23
scalping
注册时间2015-01-14
发表于:2016-02-29 00:23只看该作者
59楼
本帖最后由 scalping 于 2016-2-29 08:35 编辑
sweethome 发表于 2016-2-29 07:02
是概念问题不是文字游戏我问大家一个简单的问题?IC到底有没有0点差报价?有.........IC宣称ECN是骗你的, ...
其实是不是0点差起打一条语句或观察一会儿价格就知道,至于是不是ecn,又转移到了新的话题,讨论永远没有完,楼是越盖越歪,如果你有证据说它不是宣传中说的ecn,可以去监管告它。 我没有用ic,我用的平台也说是ecn,点差偶尔也有0的时候。

点评

发表于 2016-02-29 00:50
你这概念就跟FXCM为什么不被告倒一样,不公平机制跟犯法是两码事,真正做交易的在意的是对自身有利环境跟你们绕文字维权的根本不在同一个范围内!发表于 2016-02-29 00:50
张翠山
注册时间2015-04-23
积极参与奖韬客美食家
发表于:2016-02-29 01:22只看该作者
60楼
data:image/png;base64,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 我刚去官网随便抓一个图,上面信息量好大,可以关注的有4点 1: 正好遇上澳美0点差,买价卖价都是0.71263,为什么他们没成交? 2: 既然在同一个ecn网络,为什么不同客户端,报价会不一致(点差不同)? 3: ctrader平台点差-0.3就是买价比卖价高0.3,为什么他们没成交? 4: mt4为何能用在ecn平台,右键点报价之后选市场深度,显示的有效果吗? 补充内容 (2016-2-29 13:40): 刚才传不了,图在下贴
  • 1
  • 2
  • 3
  • 4
前往
共 78 条

本站免责声明:

1、本站所有广告及宣传信息均与韬客无关,如需投资请依法自行决定是否投资、斟酌资金安全及交易亏损风险;

2、韬客是独立的、仅为投资者提供交流的平台,网友发布信息不代表韬客的观点与意思表示,所有因网友发布的信息而造成的任何法律后果、风险与责任,均与韬客无关;

3、金融交易存在极高法律风险,未必适合所有投资者,请不要轻信任何高额投资收益的诱导而贸然投资;投资保证金交易导致的损失可能超过您投入的资金和预期。请您考虑自身的投资经验及风险承担能力,进行合法、理性投资;

4、所有投资者的交易帐户应仅限本人使用,不应交由第三方操作,对于任何接受第三方喊单、操盘、理财等操作的投资和交易,由此导致的任何风险、亏损及责任由投资者个人自行承担;

5、韬客不隶属于任何券商平台,亦不受任何第三方控制,韬客不邀约客户投资任何保证金交易,不接触亦不涉及投资者的任何资金及账户信息,不代理任何交易操盘行为,不向客户推荐任何券商平台,亦不存在其他任何推荐行为。投资者应自行选择券商平台,券商平台的任何行为均与韬客无关。投资者注册及使用韬客即表示其接受和认可上述声明,并自行承担法律风险。

版权所有:韬客外汇论坛 www.talkfx.com 联络我们:[email protected]