tag:blogger.com,1999:blog-34225737932864067952024-03-19T11:53:04.896+08:00yamworld's InvestmentDaddy
2008年5月4日早上3:20分
放心,我地會一樣生活得好好。
追求高回報,用任何可用的市場工具
戰場主要港股,期指,期權,Forex,美股及其它derivative。yamworld:http://www.blogger.com/profile/00087198262116593102noreply@blogger.comBlogger447125tag:blogger.com,1999:blog-3422573793286406795.post-57104363100414365752017-02-21T11:28:00.000+08:002017-02-21T11:28:26.407+08:00牛市而家牛市二期,所以入市無問題,但係要知入乜<br />
牛市二期做指數,一入銀行股及食息差<br />
二入熱炒主題,可能係汽車及電話電子產品<br />
暫時油,貴屬都得,但港股個幾隻唔係好強<br />
而家大市應該牛皮,轉炒e d 股即係唔係銀行yamworld:http://www.blogger.com/profile/00087198262116593102noreply@blogger.com0tag:blogger.com,1999:blog-3422573793286406795.post-71339864875436390572017-02-20T01:32:00.001+08:002017-02-21T11:30:05.302+08:00I am back<div class="separator" style="clear: both; text-align: center;">
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我係2005年買股票直到現在,有輸有win.<br />
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今次寫返BLOG 係想講我受到啟發, 因為一個退休人講佢以前出來做事二十年其實係學野(佢最管香港一間公司四千多人以上)<br />
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你的回報只係你尾個十/ 二十年才出現<br />
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所以我把心一橫,將我所學的投資東西歸立並利用python 寫自家的電腦algo trading system。<br />
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系統已經寫完, 測市中。<br />
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由於追求回報,我所用的方法同市面上可能差不多,但最後全都會用電腦計算出來,人手落order。如果將來成功,有時間會全自動化操作。<br />
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暫時以IB api 開發,炒期貨為主。<br />
另一個次級系統用來選股並有即時到價(我的價係有多種技術logic)計出來 send<br />
去我手機到。<br />
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圖就無乜,因為全command / text無美觀可言。<br />
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基本上全部以短抄為主。中長線系統都有但用來賺大錢的。<br />
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我有玩youtube自已可以去睇下:<br />
<a href="https://www.youtube.com/channel/UCFwvzs_eb3V1fx4Jf-ANkDA">https://www.youtube.com/channel/UCFwvzs_eb3V1fx4Jf-ANkDA</a><br />
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<br />yamworld:http://www.blogger.com/profile/00087198262116593102noreply@blogger.com0tag:blogger.com,1999:blog-3422573793286406795.post-30460007058158045862017-01-15T01:37:00.000+08:002017-01-15T01:37:01.172+08:002017 年了好耐好耐無update 這個blog ,大家可能問我有無投資<br />
我同大家講我係2015 年購<br />左錢, <br />因為個時係牛市<br />
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2016 年整個年頭我基本上買左好小股票大係玩返期權<br />
回報可以講十一個月係賺, 全年有雙位數字回報率<br />
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今年2017 年我開始寫我的trading system<br />
無錯係全電腦trading system + backtest<br />
用python寫<br />
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暫時backtest 個到寫完<br />
而家係寫real time data 個方面<br />
希望可以即時出到買入賣出訊號, <br />全自動就暫時唔係太想,因為一步一步來<br />
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係寫的過程中發覺好多網上的sample但無一個可以用來trade <br />的<br />
可能我自已都買賣股票超過十年, 網上個D 著重教你寫program多過寫個可以trade 的trade system<br />
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<br />唯有自已慢慢寫<br />
唔知會唔會寫到成十月先可以用來trade<br />
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如果我個trading system<br /><br />可以食到real time data就掂<br />
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我用IB <br />(interactive broker) 個api 寫, 因為好多人用, 寫有documentation 同 d sample code<br />
<br />好過無<br />
yamworld:http://www.blogger.com/profile/00087198262116593102noreply@blogger.com0tag:blogger.com,1999:blog-3422573793286406795.post-4554186514262842472014-01-23T15:34:00.001+08:002014-01-23T15:34:44.101+08:002014 近況近排都係抄下美股, 個邊牛市, 點都好抄D<br />
知道自己的性格, 其實06 07 年個時我係基本分析加技術分析<br />
投知左八年, 先知原來自己最強個方法<br />
真係浪費我時間同公錢<br />
點都好找到方法就有得救<br />
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港股我睇都係向下多, 無運行<br />
原本諗住做淡,不過唔到位做唔到<br />
<br />yamworld:http://www.blogger.com/profile/00087198262116593102noreply@blogger.com0tag:blogger.com,1999:blog-3422573793286406795.post-2583137194772198032013-11-11T16:39:00.002+08:002013-11-11T16:39:40.348+08:00樓市圖老細放三日假, 真係開心, 係無點迫我做野。我係勤力員工, 當然努力工作。做到七七八八,突然諗到, 聽人講樓市升定跌, 緊排我美股成績OK, 點解唔用同一個方法係睇樓市。<br />
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樓市得中原指數,但發覺一樣野, 原來佢係無成交量, 諗左一陣, 唯有自己制幅圖。攪左一輪, 一plot出來, 原來而家成交量係好底同03年差不多,另外樓市係每三小浪成一大浪, 每三大浪一個大牛市。<br />
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如果幅圖係準, 09年一上升係要追買, 成交量配合(係好似抄股咁), 12年個浪係唔應該入市的。03-05 年一浪, 09-11年三浪, 12-13年五浪。<br />
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暫時係咁多, 返家再細心望下先。 而家好點似07年咁, 破三萬點成交細, 干升...<br />
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圖呢? 自家用...呵呵 yamworld:http://www.blogger.com/profile/00087198262116593102noreply@blogger.com0tag:blogger.com,1999:blog-3422573793286406795.post-3434854124039949292013-11-06T12:10:00.001+08:002013-11-06T12:10:11.666+08:00美股上年轉左新工, 都無乜玩港股票。 <br />
之後有一排玩美股/ 外匯, 金, 油個類ETF, 點知都係蝕錢多, 所以都無玩。 <br />
最近我有玩返美股,感覺好順手,平返晒輸左美股D 錢有突。轉來轉去, 自己終於知道我性格係短抄(swing trader)類型。<br />
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我抄美股係用美國D 證券商, 好用好多又平。點都好, 都係細細地抄... <br />
<br />yamworld:http://www.blogger.com/profile/00087198262116593102noreply@blogger.com1tag:blogger.com,1999:blog-3422573793286406795.post-34661721747164277512012-12-29T16:17:00.001+08:002012-12-29T16:22:52.984+08:00EUR , JPY<br />
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" 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" style="cursor: move;" width="640" /><br />
EURO </BR><br />
yamworld:http://www.blogger.com/profile/00087198262116593102noreply@blogger.com0tag:blogger.com,1999:blog-3422573793286406795.post-81654350464783378862012-10-14T23:14:00.001+08:002012-10-14T23:14:45.562+08:002011 年人口普查<a href="http://www.census2011.gov.hk/tc/constituency-area-e.html">http://www.census2011.gov.hk/tc/constituency-area-e.html</a><br />
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好有用, 會見到D人住係邊個D 收入<br />
我主個到男人平均三萬, 女人得萬六蚊<br />
所幾我認為唔洗睇女人...望實男人就得<br />
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yamworld:http://www.blogger.com/profile/00087198262116593102noreply@blogger.com0tag:blogger.com,1999:blog-3422573793286406795.post-24795889764366614542012-10-04T09:46:00.003+08:002012-10-04T09:46:44.086+08:00This is HK我們以香港為例。香港素來被譽為低稅賦地區,事實是這樣的嗎?我們打開港人家庭的支出項目表,將稅賦和類稅支出項目彙總,你會驚訝的發現,港人的實際稅賦水平高居世界各類型國家和地區的最前列。依照筆者的廣義稅賦理論計算,港人高昂的住房支出中,超越國際平均水平的部分,可以視同為類稅支出,這部分支出在香港竟然占據了香港家庭支出的30%~50%。很遺憾,這部分類稅支出,並沒有全部被政府征收,而是被政府讓度給了銀行和地產商。所以,你就能理解了,香港彈丸之地,竟然出產那麼多的世界級富豪,而且毫無例外是清一色的地產商。你也終於可以理解了,香港不存在產業升級的可能了,“稅務局”當然沒有興趣搞創業和創新,“稅務局”變著法子去搞“稅賦”增收。在彈丸之地的香港,存在著三個“稅務局”,除了政府的稅務局,還有“金融稅務局”,還有“地產稅務局”。後兩個“稅務局”絕無社會責任,且基本不受政府和民眾的約束,可以利用合法的商業手段剝奪普通民眾的福利。十五年來,香港普通居民在如此惡劣的制度環境下,生活質量每況愈下。撫摸香港的經濟脈絡,你應該可以參透大陸的經濟發展思路了。<br />
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抄人yamworld:http://www.blogger.com/profile/00087198262116593102noreply@blogger.com0tag:blogger.com,1999:blog-3422573793286406795.post-72797292296364502562012-08-27T13:31:00.000+08:002012-08-27T13:34:45.014+08:00近況近排無乜攪作, 之前係1616 沽左黃金, 即係買左ETF - GLL, 但而家黃金狂升, 去到1674, 差不多1680, 真係估佢唔到, 我暫時唔多信黃金係牛市, 會守住先。<br />
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第二樣我睇睇係沽油, 而家去到97 左右, 我估有機會破百, 但中長線應該唔會升。一來伊朗係攻擊目標, 二來俄羅斯都係靠油, 所以油價理應要下跌, 三來油價唔跌,對社會不利,加上供求問題, 我諗我要睇實油。<br />
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上証係咁跌,破二千關口問題不大。股市跌, 即係d 錢大陸得返個樓市頂住, 睇下佢頂得幾耐。<br />
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差點無講, 係內地網站找到<br />
<span id="#comment1" name="#comment1">" 球首个人民币可交收货币的期货品种——人民币货币期货,将于9月17日在香港交易所推出,这将是全球首只人民币可交割货币期货合约。专家表示,人民币货币期货产品将有助于推动人民币国际化及香港进一步发展为人民币离岸中心。"</span><br />
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<span id="#comment1" name="#comment1">即係話沽空人民幣又邁出一步 </span> yamworld:http://www.blogger.com/profile/00087198262116593102noreply@blogger.com0tag:blogger.com,1999:blog-3422573793286406795.post-16070103299673469532012-08-07T20:57:00.002+08:002012-08-07T20:57:47.644+08:002012-Aug近排無寫blog, 因為轉左新工, 做到傻左,希望可以長做長有la..<br />
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其實近排都無乜好睇, 我估暫時都係熊市, 歐元一如我所料下跌,估計會再下一城, 之後應該係日元。<br />
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糧食會係下一個大主題<br />
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我個朋友問我做乜唔update下個blog, 因為一來lazy二來真係無野寫...<br />
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近排有反彈, 但我估都唔會升得勁<br />
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<br />yamworld:http://www.blogger.com/profile/00087198262116593102noreply@blogger.com0tag:blogger.com,1999:blog-3422573793286406795.post-28892651680291182302012-06-21T14:06:00.003+08:002012-06-21T23:59:14.539+08:00Jun-2012 Update今日update下我個倉先:<br />
之前期指大升, 我係當日早上就平左long put 因為d short put太遠了,所以平左d leg<br />
之後開左sp 17600 @ 60 無做short call因為無肉食<br />
然後平左19400 sc 及19600 lc<br />
總結如下:<br />
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<table border="0" cellpadding="0" cellspacing="0" style="width: 403px;"><colgroup><col style="mso-width-alt: 928; mso-width-source: userset; width: 22pt;" width="29"></col> <col style="mso-width-alt: 1504; mso-width-source: userset; width: 35pt;" width="47"></col> <col style="mso-width-alt: 1280; mso-width-source: userset; width: 30pt;" width="40"></col> <col style="mso-width-alt: 1024; mso-width-source: userset; width: 24pt;" width="32"></col> <col style="mso-width-alt: 1312; mso-width-source: userset; width: 31pt;" width="41"></col> <col style="mso-width-alt: 1408; mso-width-source: userset; width: 33pt;" width="44"></col> <col style="mso-width-alt: 1472; mso-width-source: userset; width: 35pt;" width="46"></col> <col style="mso-width-alt: 1152; mso-width-source: userset; width: 27pt;" width="36"></col> <col style="mso-width-alt: 2816; mso-width-source: userset; width: 66pt;" width="88"></col> </colgroup><tbody>
<tr height="21" style="height: 15.75pt;"> <td class="xl65" height="21" style="height: 15.75pt; width: 22pt;" width="29">S/L</td> <td class="xl65" style="width: 35pt;" width="47">Strike</td> <td class="xl65" style="width: 30pt;" width="40">Type</td> <td class="xl65" style="width: 24pt;" width="32">Net</td> <td class="xl65" style="width: 31pt;" width="41">Price</td> <td class="xl65" style="width: 33pt;" width="44">Open</td> <td class="xl65" style="width: 35pt;" width="46">Cover</td> <td class="xl65" style="width: 27pt;" width="36">Net</td> <td class="xl65" style="width: 66pt;" width="88">Commission</td> </tr>
<tr height="21" style="height: 15.75pt; mso-height-source: userset;"> <td height="21" style="height: 15.75pt;">S</td> <td align="right">15800</td> <td>PUT</td> <td align="right">1</td> <td align="right">88</td> <td align="right">88</td> <td><br /></td> <td align="right">88</td> <td align="right">-0.65</td> </tr>
<tr height="21" style="height: 15.75pt; mso-height-source: userset;"> <td height="21" style="height: 15.75pt;">L</td> <td align="right">15600</td> <td>PUT</td> <td align="right">-1</td> <td align="right">75</td> <td align="right">-75</td> <td align="right">15</td> <td align="right">-60</td> <td align="right">-0.65</td> </tr>
<tr height="21" style="height: 15.75pt;"> <td height="21" style="height: 15.75pt;">S</td> <td align="right">16600</td> <td>PUT</td> <td align="right">1</td> <td align="right">66</td> <td align="right">66</td> <td><br /></td> <td align="right">66</td> <td align="right">-0.65</td> </tr>
<tr height="21" style="height: 15.75pt;"> <td height="21" style="height: 15.75pt;">L</td> <td align="right">16400</td> <td>PUT</td> <td align="right">-1</td> <td align="right">54</td> <td align="right">-54</td> <td align="right">24</td> <td align="right">-30</td> <td align="right">-0.65</td> </tr>
<tr height="21" style="height: 15.75pt;"> <td height="21" style="height: 15.75pt;">S</td> <td align="right">17600</td> <td>PUT</td> <td align="right">1</td> <td align="right">60</td> <td align="right">60</td> <td><br /></td> <td align="right">60</td> <td align="right">-0.65</td> </tr>
<tr height="21" style="height: 15.75pt;"> <td height="21" style="height: 15.75pt;">S</td> <td align="right">20000</td> <td>CALL</td> <td align="right">1</td> <td align="right">33</td> <td align="right">33</td> <td class="xl66"></td> <td align="right">33</td> <td align="right">-0.65</td> </tr>
<tr height="21" style="height: 15.75pt;"> <td height="21" style="height: 15.75pt;">L</td> <td align="right">20200</td> <td>CALL</td> <td align="right">-1</td> <td align="right">22</td> <td align="right">-22</td> <td class="xl66" style="border-top: none;"></td> <td align="right">-22</td> <td align="right">-0.65</td> </tr>
<tr height="21" style="height: 15.75pt;"> <td height="21" style="height: 15.75pt;">S</td> <td align="right">19400</td> <td>CALL</td> <td align="right">1</td> <td align="right">74</td> <td align="right">74</td> <td align="right">-286</td> <td align="right">-212</td> <td align="right">-0.65</td> </tr>
<tr height="21" style="height: 15.75pt;"> <td height="21" style="height: 15.75pt;">L</td> <td align="right">19600</td> <td>CALL</td> <td align="right">-1</td> <td align="right">54</td> <td align="right">-54</td> <td align="right">205</td> <td align="right">151</td> <td align="right">-0.65</td> </tr>
</tbody></table>
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不得不提, 終於fix 晒我個finance.techcom.hk 的IE bug,以後IE都支援。yamworld:http://www.blogger.com/profile/00087198262116593102noreply@blogger.com0tag:blogger.com,1999:blog-3422573793286406795.post-65595269124688648772012-06-08T11:53:00.001+08:002012-06-08T11:53:20.290+08:006 月倉d 金突然大升, 點知兩三日後又突然大跌, 結果我一個仙都膁唔到, 俾人震左出來,真係激死我, 最大問題係d 金係香港晚上即美股時間先大上大落, 攪到我都無符。<br />
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歐元係咁跌, 對我有點著數,沽左小小,不過真係好鬼小。<br />
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五月期權有微行, 今個月再開倉, 今次唔係細期權。<br />
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2012-06 15600 Put 1@75.00<br /> 2012-06 15800 Put -1@88.00<br /> 2012-06 16400 Put 1@54.00<br /> 2012-06 16600 Put -1@66.00<br /> 2012-06 19400 Call -1@74.00<br /> 2012-06 19600 Call 1@54.00<br /> 2012-06 20000 Call -1@33.00<br /> 2012-06 20200 Call 1@22.00<br />
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我之前係到build我個 <a href="http://fiance.techcom.hk/">fiance.techcom.hk</a> 個時, 入左年幾兩年期權資料, 結果俾我諗到個方法玩。 基本上係condor options, 當然係大跌或大升個時開la....<br />
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因為有隻腳 leg (long 個part) 係到, 所以按金同風險底好多, 咁回報當然唔會多。<br />
以我上面個倉計, 按金唔洗7,000元。 如果大跌大升, 我估五萬都夠cover<br />
十萬本應該可以做到四set.... <br />
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賺盡個倉可以有約$2600元yamworld:http://www.blogger.com/profile/00087198262116593102noreply@blogger.com2tag:blogger.com,1999:blog-3422573793286406795.post-67444709415304536652012-05-11T15:07:00.001+08:002012-05-11T15:13:54.558+08:00今日行動今日搬左D 期指倉<br />
由 19000 --> 18400<br />
再開 20800 short call<br />
即係平<br />
19000 @-164 +76<br />
18800 @ 128 - 59<br />
=> -19 -4 = -$230 <br />
開short call<br />
20800 @ 53<br />
21000 @ -34<br />
=> 19-2 = $170<br />
short put<br />
18400 @ 80<br />
18200 @ -65<br />
=> 15-2 = $130<br />
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今日睇下D 大陸人分折, 發覺用詞好唔同我地, 如大插叫刹跌, 好倉叫多頭<br />
重點係美金升, 係因為南海政治唔多穏定, 諗諗下軍事股有得諗諣 <br />
<br />yamworld:http://www.blogger.com/profile/00087198262116593102noreply@blogger.com0tag:blogger.com,1999:blog-3422573793286406795.post-34148785798133739112012-05-09T00:57:00.000+08:002012-05-09T01:01:49.065+08:00Open Options positionshort call MHSI @ 21400<br />
long call MHSI @ 21600 <br />
short put MHSI @ 19000<br />
long put MHSI @ 18800<br />
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自己諗出來的入市方法, 希望work la...<br />
前排即今年一月下旬開始寫我個投資homepage, 寫寫下有D 新idea。<br />
我而家日日都會用我個website睇股市資料, 即係證明我個website有用la...haha<br />
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http://finance.techcom.hk/<br />
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我自己睇法係歐洲應該會不斷PK, 之後到日本, 黃金個D 大宗應該玩完。上A, 可能會有一波唔理國際行情, 大約到今年十, 十一月。總之全球向淡.....<br />
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諗法同上年無變, 只係估唔到上年個反彈市咁鬼勁。最壞打算係會熊三, 但對我來講咁快熊快都唔知好事定壞事。yamworld:http://www.blogger.com/profile/00087198262116593102noreply@blogger.com0tag:blogger.com,1999:blog-3422573793286406795.post-54393266186870545712012-05-02T18:00:00.001+08:002012-05-02T18:00:19.245+08:002012 May近排無乜寫blog,因為已經無心係投資市場上做野, 但唔代表我乜都無做。近日我一係找工, 一係寫我個投資website,初部已經寫好。會慢慢加入自己的特別indicator<br />
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http://finance.techcom.hk<br />
記住一定要用firefox / chrome , IE係會有問題的<br />
<br />yamworld:http://www.blogger.com/profile/00087198262116593102noreply@blogger.com0tag:blogger.com,1999:blog-3422573793286406795.post-976017533288171912012-03-02T17:10:00.000+08:002012-03-02T17:10:09.878+08:002012 年三月之前沽左張細期, 點知個市係咁上, 結果唯有斬倉止蝕離場。而家對三月個大市方向都唔係太確定, d 圖, 期指倉好似想跌咁, 但我都唔太肯定。<br />
而家倉位只有幾手2628 蟹貨, 連stock options都無做了。<br />
買左少少美股etf 去沽EURO, YEN, 同金, 比重唔係好多, 所以都唔洗點理。<br />
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如果大市係跌的話, 基本上euro, 金, yen 都會跌, 但問題yen 跌緊, 但美元都唔升, 真係好野。另一方面睇我而家都係睇緊銅, 基本上我係睇淡商品的。<br />
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股市我唔係好識睇, 差不多次次都睇錯, 近排歐洲好似行量化寬鬆, 中國又係, 可能咁樣個市係咁升,但理論上應該唔會長久。美股我自己睇入左牛市, 有基會可以買下貨。<br />
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今個月期指倉成十萬張, 算近年少有, 應該會有大波動, 向上定向下就唔知。網上睇開期指倉d 人覺得係向上, 但我自己又覺得好似向下。結果都係唔做任何買賣最好。<br />
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政治方面而家個勢係美國同中國好似結盟, 即係原本諗住中國大pk 的機會好似無左, 反而歐洲同日元就俾美國放棄, 所以歐洲應該有大波動, 但近排個勢又好到爆, 真係r 爆頭。<br />
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下個月法國選總統, 大家可以留意下法國d 債券會唔會係三月中四月頭爆炸。yamworld:http://www.blogger.com/profile/00087198262116593102noreply@blogger.com0tag:blogger.com,1999:blog-3422573793286406795.post-69047263721777380502012-02-07T18:52:00.002+08:002012-02-08T16:34:45.738+08:00HSI Database之前話找朋友一齊寫個database, 之後大家都左見事。而家我自己寫, 希望show off個時有freelance 接下, 二來幫下投資都好, D 2628 蝕到扑街。<br />
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今日寫左個database入晒HSI 同HHI 的期貨資料。希望完成我個雙龍出海方法。今日證實ratio同恒生指數同國企指數唔同。今次資料有差不多一年, 個ratio應該計到方法可以點做....<br />
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下一步就係搬錢去個期指戶口, 同睇下margin要幾多。<br />
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而我個database下一步就係寫SQL 點plot個options table 出來。好鬼難呀...!!!!<br />
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<span style="color: red;">暫時我手上有沽左一張細期@20413 <--- if tomorrow not big drop, I cut</span>yamworld:http://www.blogger.com/profile/00087198262116593102noreply@blogger.com0tag:blogger.com,1999:blog-3422573793286406795.post-8692202433602387762012-01-29T18:24:00.002+08:002012-01-29T18:25:50.288+08:00World indices real-time quote & chart<a href="http://finance.techcom.hk/" target="_blank">finance.techcom.hk</a><br />
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自己做的website, 有齊全世界即時candlestick 圖及串流報價<br />
遲D 會加入bonds等資料yamworld:http://www.blogger.com/profile/00087198262116593102noreply@blogger.com2tag:blogger.com,1999:blog-3422573793286406795.post-6283750501835198612012-01-13T15:44:00.004+08:002012-01-16T21:07:27.045+08:00My website<a href="http://www.techcom.hk/">www.techcom.hk</a>yamworld:http://www.blogger.com/profile/00087198262116593102noreply@blogger.com0tag:blogger.com,1999:blog-3422573793286406795.post-1147653104482781312012-01-04T19:04:00.000+08:002012-01-04T19:04:09.079+08:00This city is dead香港已死。<br />
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今日又聽到新聞講想起人工島, 話應付增加的人口。人係邊到來? 答案是大陸。點解來? 香港唔夠人? 來拿著數? 這不是重點。 重點是以大量輸入內地人口來港, 沖淡本地的香港人口, 最後成功大陸化。而這批人當中, 又會統一地參加重要決策的郡組,香港的命運將會完全可控制。<br />
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其實現時的香港, 內地孕婦出世的BB 比香港孕婦出世的BB還要多, 但政府無stop佢, 即係大陸要這個人口大遷移會一路實行, 而我俾D 稅真係俾D 大陸人食晒。<br />
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有人計過, 香港自97年共輸入了一百萬內地人來港, 未計佢地有居港權但無移民來的內地人。而香港係97前的三十年, 都只係得100萬人來港。最可怕係當時香港唔多人, 加上當時工業發展, 需要勞動人口, 但現在的香港是已發展城市, 要那麼多人來港幹甚麼?<br />
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最後, 政府時常說內地發展好, 叫港人北上發展, 或者住遠D。不知大家有無聽過深港灣計劃? 這個計劃終極目標是要人口大遷移。可能有一天我地係住係珠三角, 有錢D 人或者高職位的在職人仕先住/往返香港。<br />
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香港要靠大陸? 以前不是, 但俾大陸咁攪法, 迷失十數年, 香港一路衰退, 香港已經無能力自己爬返起身了。 唯一救到香港, 我想是大陸完全崩潰, 因為大轉變, 香港不能靠大陸而自想方法自保,這時個大遷移政策先可暫停或放慢實行。<br />
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講完大方向, 我會講下經濟。yamworld:http://www.blogger.com/profile/00087198262116593102noreply@blogger.com0tag:blogger.com,1999:blog-3422573793286406795.post-56042628497053067152012-01-02T19:11:00.000+08:002012-01-02T19:11:09.558+08:00US T-Bond Auctions<div class="separator" style="clear: both; text-align: center;"><a href="http://i.discuss.com.hk/d/attachments/day_120101/20120101_5a233cd298c7736f026crP5b2HxdvJP3.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="135" src="http://i.discuss.com.hk/d/attachments/day_120101/20120101_5a233cd298c7736f026crP5b2HxdvJP3.jpg" width="640" /></a></div>yamworld:http://www.blogger.com/profile/00087198262116593102noreply@blogger.com0tag:blogger.com,1999:blog-3422573793286406795.post-71991845700761566002011-12-14T14:59:00.001+08:002011-12-14T14:59:52.612+08:00US dollar<img alt="" 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" />yamworld:http://www.blogger.com/profile/00087198262116593102noreply@blogger.com0tag:blogger.com,1999:blog-3422573793286406795.post-7766186269043380052011-12-06T00:27:00.000+08:002011-12-06T00:27:03.313+08:00Recent Update - Dec 2011最近都無乜寫blog, 因為無乜好寫, 而來我d trade 真係唔睇好過睇。近排發覺對市場有感覺, 但已最大問係定左個方向, 好多時俾市場震走左。以前止蝕唔可以手起刀落, 而家感覺上好似心理壓力已經改善左,但另一方面幾時止賺, 同let the profit runs 要研究。<br />
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大市反彈, 估計有多數百點升幅, 暫時估約二萬點左右。之後應該會開期指short call。近日好多言論指明年經濟會好差同大市唔好, 所以我自己覺得個市可能唔大跌但會牛皮。不過點都好, 我暫時會增加現金, 同放走2628, 這個策略唔會有變。yamworld:http://www.blogger.com/profile/00087198262116593102noreply@blogger.com0tag:blogger.com,1999:blog-3422573793286406795.post-39986832771986510332011-10-26T17:09:00.000+08:002011-10-26T17:09:55.943+08:002628 月線圖唔係講笑...今日睇下個2628 , 一打開個月線圖, 心大叫pk, 原來已經去到2008年底位, 重要唔識上返去。如果十二月前都係咁, 大膽估計, 出年2628 會去到個位數。<br />
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今次假如係熊市一期, 而家做熊二, 熊三的話銀行同保險股將會有災難性下跌。 我開始明白今次點解股市唔升, 中國樓市升。一切都係美國的部處,如果事情一路發展, 內銀, 保險, 地產, 人民幣將會有可怕的災難。中國的世界舞台將會俾其它國家取代。情況有點似日本及97年的東南亞。<br />
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而家睇來中國開始有政策底, a 股應該會有一浪上升, 之後係漫長下跌。 講下房屋, 基本上房屋會有二十年的衰退,但我唔係太想信,暫時保持觀望。<br />
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" 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