<?xml version="1.0" encoding="UTF-8" standalone="no"?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><rss xmlns:itunes="http://www.itunes.com/dtds/podcast-1.0.dtd" version="2.0"><channel><title>阿政的投機生活</title><description>記錄與分享程式交易的各種技巧、知識及個人的生活點滴。</description><managingEditor>noreply@blogger.com (永政的投機生活)</managingEditor><pubDate>Wed, 8 Apr 2026 18:31:10 +0800</pubDate><generator>Blogger http://www.blogger.com</generator><openSearch:totalResults xmlns:openSearch="http://a9.com/-/spec/opensearchrss/1.0/">1469</openSearch:totalResults><openSearch:startIndex xmlns:openSearch="http://a9.com/-/spec/opensearchrss/1.0/">1</openSearch:startIndex><openSearch:itemsPerPage xmlns:openSearch="http://a9.com/-/spec/opensearchrss/1.0/">25</openSearch:itemsPerPage><link>http://www.yctseng.net/</link><language>en-us</language><itunes:explicit>no</itunes:explicit><itunes:subtitle/><itunes:owner><itunes:email>noreply@blogger.com</itunes:email></itunes:owner><item><title>函數：字串取代</title><link>http://www.yctseng.net/2025/05/blog-post.html</link><category>MultiCharts</category><category>函數</category><author>noreply@blogger.com (永政的投機生活)</author><pubDate>Sat, 3 May 2025 11:31:00 +0800</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-8541642614392175167.post-665355284203213720</guid><description>&lt;p&gt;在 MultiCharts 上對字串處理的內建函數有大、小寫互換、LeftStr、MidStr 等等，缺了在字串中指定字串更換的功能，也就是一般所謂的 String Replace。就... 做一個來用吧。&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;字串型函數，名稱：ˍStrReplace（參數1, 參數2, 參數3）&lt;/p&gt;&lt;p&gt;參數1：要被處理的字串&lt;br /&gt;參數2：字串中要被更換掉的字元&lt;br /&gt;參數3：字串中要更換成的字元&lt;/p&gt;&lt;p&gt;以下是效果範例：&lt;br /&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVngNuZqFx2gzqiam1-1y-IC8jIJ8zXj6tWT1Rl3Z_VdfaQ8Vw2eVjfP7hEqng9NETj85bwmNI86VgwBJLnkrYQVY6Iidz-xafGWkLWI58_lq5bKtPn82hmjgADPbPLCSi7zluibSxU55NjHhGgfCxetAn6s6GraomqIYfHscsYezqKfWbDKIA9LASm7FK/s596/2025-05-03%2011%2025%2034.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em; text-align: center;"&gt;&lt;img border="0" data-original-height="596" data-original-width="562" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVngNuZqFx2gzqiam1-1y-IC8jIJ8zXj6tWT1Rl3Z_VdfaQ8Vw2eVjfP7hEqng9NETj85bwmNI86VgwBJLnkrYQVY6Iidz-xafGWkLWI58_lq5bKtPn82hmjgADPbPLCSi7zluibSxU55NjHhGgfCxetAn6s6GraomqIYfHscsYezqKfWbDKIA9LASm7FK/s16000/2025-05-03%2011%2025%2034.jpg" /&gt;&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;這是函數的 code：&lt;br /&gt;
  &lt;pre style="font-family: Andale Mono, Lucida Console, Monaco, fixed, monospace; color: #000000; background-color: #eee;font-size: 12px;border: 1px dashed #999999;line-height: 14px;padding: 5px; overflow: auto; width: 100%"&gt;&lt;code&gt;input: inputStr(string), Str_Find(string), Str_Replace(string);

var: resultStr(&amp;quot;&amp;quot;), position(0), lenFind(0), tempStr(&amp;quot;&amp;quot;);


resultStr = inputStr;
lenFind = StrLen(Str_Find);

if lenFind &amp;gt; 0 then begin
  position = InStr(resultStr, Str_Find);
  while position &amp;gt; 0 begin
    tempStr = LeftStr(resultStr, position - 1) + Str_Replace + 
              RightStr(resultStr, StrLen(resultStr) - position - lenFind + 1);
    resultStr = tempStr;
    position = InStr(resultStr, Str_Find);
  end;
end;

_StrReplace = resultStr;

&lt;/code&gt;&lt;/pre&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVngNuZqFx2gzqiam1-1y-IC8jIJ8zXj6tWT1Rl3Z_VdfaQ8Vw2eVjfP7hEqng9NETj85bwmNI86VgwBJLnkrYQVY6Iidz-xafGWkLWI58_lq5bKtPn82hmjgADPbPLCSi7zluibSxU55NjHhGgfCxetAn6s6GraomqIYfHscsYezqKfWbDKIA9LASm7FK/s72-c/2025-05-03%2011%2025%2034.jpg" width="72"/></item><item><title>創造負債以節稅</title><link>http://www.yctseng.net/2025/03/blog-post_31.html</link><category>節稅技巧</category><author>noreply@blogger.com (永政的投機生活)</author><pubDate>Mon, 31 Mar 2025 22:40:00 +0800</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-8541642614392175167.post-3707897647786804059</guid><description>&lt;p&gt;&lt;span style="white-space-collapse: preserve;"&gt;今天看到一個影片講資產傳承上，對遺產稅規劃時，有人會想用"創造負債"的方式來節稅，但這方法會被房地合一稅給倒打一耙，得不償失...&lt;/span&gt;&lt;/p&gt;&lt;br /&gt;&lt;span style="white-space-collapse: preserve;"&gt;但我從遺贈稅法及財政部函釋去查了之後，我認為的確是有 bug 存在的！&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="white-space-collapse: preserve;"&gt;簡單舉例，你有現金5000萬，將會傳給孩子，不做任何規劃，孩子大約要繳納約366萬的遺產稅（其他較小的扣除額不計）。&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="white-space-collapse: preserve;"&gt;如果你去買一間價值4000萬的房產，並且貸款65%，自付1400萬，從遺產稅計算時會把貸款全額認列扣除，但房產價值卻用公告現值（抓市值的40%）做計算，就會出現遺產稅從366萬降成約126萬的節稅空間出現。這就是創造負債的操作。如下：&lt;/span&gt;&lt;div&gt;&lt;span style="white-space-collapse: preserve;"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/a/AVvXsEhap-pP7qnNWdWyRJbK10LL3WiLchVxBZcohPDU9OurwYLLP0y9QTvXHYtLx1xej9pweI2ILwwvF-xdyaPCfs4tJEq4SLDze4cTfCMHzXsWTV3YfBj2U2JFWulOXIXUg1LJaOD710jLMhxocr78huJlh3doHaN65nBLMS3kf7faekNXPHpNmkYqG2Bsje8V" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img data-original-height="264" data-original-width="787" height="215" src="https://blogger.googleusercontent.com/img/a/AVvXsEhap-pP7qnNWdWyRJbK10LL3WiLchVxBZcohPDU9OurwYLLP0y9QTvXHYtLx1xej9pweI2ILwwvF-xdyaPCfs4tJEq4SLDze4cTfCMHzXsWTV3YfBj2U2JFWulOXIXUg1LJaOD710jLMhxocr78huJlh3doHaN65nBLMS3kf7faekNXPHpNmkYqG2Bsje8V=w640-h215" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;而所謂的被房地合一稅倒打一耙，是指假設孩子繼承了房產後，馬上就要賣出換現金，會因為房產取得成本以繼承時的公告現值為準，獲利部分被課45%的高額稅金。如下：&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/a/AVvXsEgSNyx5mEWJlaKCEchbZu1jisRZNdrtPSai0wG3bm24AcDpXiEpReZwMDwewF8jJTJbXHJ-o8jN8cQoI174afS0avBQviPM--5LLnZ2nLR06jnoVUkDGrC3rrsEfz3a0zYzgS5k6GaOTCNiBvboE1T-wsxxtOh9kVuuV6DBm4EIqV7pdH9PdCkOj_UGMvhx" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img data-original-height="335" data-original-width="787" height="272" src="https://blogger.googleusercontent.com/img/a/AVvXsEgSNyx5mEWJlaKCEchbZu1jisRZNdrtPSai0wG3bm24AcDpXiEpReZwMDwewF8jJTJbXHJ-o8jN8cQoI174afS0avBQviPM--5LLnZ2nLR06jnoVUkDGrC3rrsEfz3a0zYzgS5k6GaOTCNiBvboE1T-wsxxtOh9kVuuV6DBm4EIqV7pdH9PdCkOj_UGMvhx=w640-h272" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;把遺產稅及房地合一稅合併起來看，總稅負從 366萬上升到 1206萬，確實是得不償失，還沒計入因為貸款而產生的利息費用呢！&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;但是，但是，但是... 在課徵房地合一稅的時候，是可以列舉取得及各種接受的成本的喔。其中，因為房產本身的貸款是由孩子（繼承人）繳付的話，這可是算在成本項目內的！如果你在創造負債後，再進一步把貸款留給孩子在繼承後去繳付的話，不就可以把貸款列在出售房屋的成本，降低獲利金額了嗎！當然，這些要繳貸款的錢，直接生前就繳贈與稅（一次給2600萬，有440萬的免稅額可以扣除）送給小孩啦～孩子在繼承後繳付貸款列為成本有2600萬，繼承取得價值是1600萬，假設一樣以4000萬賣出 4000-1600-2600 ＝ 0，就沒賺錢了，不用繳房地合一稅。這樣不就把節稅空間給操作出來了嗎：&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/a/AVvXsEisKI170TK3oVIlXZO2WH4EXBdGo7yZ4P0De5P6yD7fORjAdQA8P1qA2sTHg_xQBq9hS58jdwG7OHG-ql52ejnHOfydU-xZp6-2yLg6rtkeaJMvOLf0_KP3PxELmhvlTrjtnqlokMK6n6hPzkQtOegVX_yCVZsgnXctsZ3mNCRPerROWSEoqPe44jGaxvam" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img data-original-height="733" data-original-width="809" height="580" src="https://blogger.googleusercontent.com/img/a/AVvXsEisKI170TK3oVIlXZO2WH4EXBdGo7yZ4P0De5P6yD7fORjAdQA8P1qA2sTHg_xQBq9hS58jdwG7OHG-ql52ejnHOfydU-xZp6-2yLg6rtkeaJMvOLf0_KP3PxELmhvlTrjtnqlokMK6n6hPzkQtOegVX_yCVZsgnXctsZ3mNCRPerROWSEoqPe44jGaxvam=w640-h580" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;法條參考：&lt;span face="微軟正黑體, sans-serif" style="font-size: 12pt;"&gt;《遺產及贈與稅法 第&lt;/span&gt;&lt;span face="微軟正黑體, sans-serif" lang="EN-US" style="font-size: 12pt;"&gt;17&lt;/span&gt;&lt;span face="微軟正黑體, sans-serif" style="font-size: 12pt;"&gt;條&lt;/span&gt;&lt;span face="微軟正黑體, sans-serif" lang="EN-US" style="font-size: 12pt;"&gt;-&lt;/span&gt;&lt;span face="微軟正黑體, sans-serif" style="font-size: 12pt;"&gt;第&lt;/span&gt;&lt;span face="微軟正黑體, sans-serif" lang="EN-US" style="font-size: 12pt;"&gt;1&lt;/span&gt;&lt;span face="微軟正黑體, sans-serif" style="font-size: 12pt;"&gt;項&lt;/span&gt;&lt;span face="微軟正黑體, sans-serif" lang="EN-US" style="font-size: 12pt;"&gt;-&lt;/span&gt;&lt;span face="微軟正黑體, sans-serif" style="font-size: 12pt;"&gt;第&lt;/span&gt;&lt;span face="微軟正黑體, sans-serif" lang="EN-US" style="font-size: 12pt;"&gt;9&lt;/span&gt;&lt;span face="微軟正黑體, sans-serif" style="font-size: 12pt;"&gt;款》、&lt;/span&gt;&lt;span face="微軟正黑體, sans-serif" style="font-size: 12pt;"&gt;《財政部 台財稅字第&amp;nbsp;&lt;/span&gt;&lt;span face="微軟正黑體, sans-serif" lang="EN-US" style="font-size: 12pt;"&gt;10904601200&amp;nbsp;&lt;/span&gt;&lt;span face="微軟正黑體, sans-serif" style="font-size: 12pt;"&gt;號令》、&lt;/span&gt;&lt;span face="微軟正黑體, sans-serif" style="font-size: 12pt;"&gt;《財政部 台財稅字第&amp;nbsp;&lt;/span&gt;&lt;span face="微軟正黑體, sans-serif" lang="EN-US" style="font-size: 12pt;"&gt;36207&amp;nbsp;&lt;/span&gt;&lt;span face="微軟正黑體, sans-serif" style="font-size: 12pt;"&gt;號令》&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;#財富傳承 #節稅 #遺產稅 #贈與稅 #貸款&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/a/AVvXsEhap-pP7qnNWdWyRJbK10LL3WiLchVxBZcohPDU9OurwYLLP0y9QTvXHYtLx1xej9pweI2ILwwvF-xdyaPCfs4tJEq4SLDze4cTfCMHzXsWTV3YfBj2U2JFWulOXIXUg1LJaOD710jLMhxocr78huJlh3doHaN65nBLMS3kf7faekNXPHpNmkYqG2Bsje8V=s72-w640-h215-c" width="72"/></item><item><title>你操作做股票、期貨的交易對帳單能額外賺點零用錢</title><link>http://www.yctseng.net/2025/03/blog-post.html</link><author>noreply@blogger.com (永政的投機生活)</author><pubDate>Fri, 14 Mar 2025 19:42:00 +0800</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-8541642614392175167.post-4342636438044989448</guid><description>&lt;h2 style="text-align: left;"&gt;&lt;span style="font-size: medium;"&gt;&amp;nbsp;&lt;span style="background-color: white; color: #080809; font-family: inherit; white-space-collapse: preserve;"&gt;★★ 徵求股票/期貨真實交易資料 ★★&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;&lt;div class="x11i5rnm xat24cr x1mh8g0r x1vvkbs xtlvy1s x126k92a" style="animation-name: none; background-color: white; font-family: &amp;quot;Segoe UI Historic&amp;quot;, &amp;quot;Segoe UI&amp;quot;, Helvetica, Arial, sans-serif; margin: 0.5em 0px 0px; overflow-wrap: break-word; transition-property: none; white-space-collapse: preserve;"&gt;&lt;div dir="auto" style="animation-name: none; font-family: inherit; transition-property: none;"&gt;&lt;span class="html-span xdj266r x11i5rnm xat24cr x1mh8g0r xexx8yu x4uap5 x18d9i69 xkhd6sd x1hl2dhg x16tdsg8 x1vvkbs" style="animation-name: none; color: #080809; font-family: inherit; margin: 0px; overflow-wrap: break-word; padding: 0px; text-align: inherit; transition-property: none;"&gt;&lt;a class="html-a xdj266r x11i5rnm xat24cr x1mh8g0r xexx8yu x4uap5 x18d9i69 xkhd6sd x1hl2dhg x16tdsg8 x1vvkbs" style="animation-name: none; color: #385898; cursor: pointer; font-family: inherit; margin: 0px; overflow-wrap: break-word; padding: 0px; text-align: inherit; transition-property: none;" tabindex="-1"&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style="color: #080809;"&gt;我正在協助一家公司招募能 **&lt;/span&gt;&lt;span style="color: #2b00fe;"&gt;長期提供&lt;b&gt;真實交易記錄&lt;/b&gt;&lt;/span&gt;&lt;span style="color: #080809;"&gt;** 的交易者，以用於 AI 模型的訓練。如果您是活躍於股票或期貨市場，且能穩定提供交易紀錄的交易者，誠摯邀請您參與此專案！  &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="x11i5rnm xat24cr x1mh8g0r x1vvkbs xtlvy1s x126k92a" style="animation-name: none; background-color: white; color: #080809; font-family: &amp;quot;Segoe UI Historic&amp;quot;, &amp;quot;Segoe UI&amp;quot;, Helvetica, Arial, sans-serif; margin: 0.5em 0px 0px; overflow-wrap: break-word; transition-property: none; white-space-collapse: preserve;"&gt;&lt;div dir="auto" style="animation-name: none; font-family: inherit; transition-property: none;"&gt;&lt;span&gt;
&lt;/span&gt;&lt;span style="font-size: medium;"&gt;※需求條件&lt;/span&gt;&lt;/div&gt;&lt;div dir="auto" style="animation-name: none; font-family: inherit; transition-property: none;"&gt;&lt;span class="html-span xexx8yu x4uap5 x18d9i69 xkhd6sd x1hl2dhg x16tdsg8 x1vvkbs x3nfvp2 x1j61x8r x1fcty0u xdj266r xat24cr xgzva0m xhhsvwb xxymvpz xlup9mm x1kky2od" style="animation-name: none; display: inline-flex; font-family: inherit; height: 16px; margin: 0px 1px; overflow-wrap: break-word; padding: 0px; text-align: inherit; transition-property: none; vertical-align: middle; width: 16px;"&gt;&lt;img alt="✅" class="xz74otr x168nmei x13lgxp2 x5pf9jr xo71vjh" height="16" referrerpolicy="origin-when-cross-origin" src="https://static.xx.fbcdn.net/images/emoji.php/v9/t33/1/16/2705.png" style="animation-name: none; border-radius: 0px; border: 0px; object-fit: fill; transition-property: none;" width="16" /&gt;&lt;/span&gt;交易類別：股票或期貨（不限市場）  &lt;/div&gt;&lt;div dir="auto" style="animation-name: none; font-family: inherit; transition-property: none;"&gt;&lt;span class="html-span xexx8yu x4uap5 x18d9i69 xkhd6sd x1hl2dhg x16tdsg8 x1vvkbs x3nfvp2 x1j61x8r x1fcty0u xdj266r xat24cr xgzva0m xhhsvwb xxymvpz xlup9mm x1kky2od" style="animation-name: none; display: inline-flex; font-family: inherit; height: 16px; margin: 0px 1px; overflow-wrap: break-word; padding: 0px; text-align: inherit; transition-property: none; vertical-align: middle; width: 16px;"&gt;&lt;img alt="✅" class="xz74otr x168nmei x13lgxp2 x5pf9jr xo71vjh" height="16" referrerpolicy="origin-when-cross-origin" src="https://static.xx.fbcdn.net/images/emoji.php/v9/t33/1/16/2705.png" style="animation-name: none; border-radius: 0px; border: 0px; object-fit: fill; transition-property: none;" width="16" /&gt;&lt;/span&gt;交易記錄：需提供 真實交易數據，包括：  &lt;/div&gt;&lt;div dir="auto" style="animation-name: none; font-family: inherit; transition-property: none;"&gt;　－交易日期、時間（精確到秒）&lt;/div&gt;&lt;div dir="auto" style="animation-name: none; font-family: inherit; transition-property: none;"&gt;　－買賣方向（買入/賣出）  &lt;/div&gt;&lt;div dir="auto" style="animation-name: none; font-family: inherit; transition-property: none;"&gt;　－交易標的與數量  &lt;/div&gt;&lt;div dir="auto" style="animation-name: none; font-family: inherit; transition-property: none;"&gt;　－成交價位  &lt;/div&gt;&lt;div dir="auto" style="animation-name: none; font-family: inherit; transition-property: none;"&gt;　－已實現盈虧數據（可計算）  &lt;/div&gt;&lt;div dir="auto" style="animation-name: none; font-family: inherit; transition-property: none;"&gt;&lt;span class="html-span xexx8yu x4uap5 x18d9i69 xkhd6sd x1hl2dhg x16tdsg8 x1vvkbs x3nfvp2 x1j61x8r x1fcty0u xdj266r xat24cr xgzva0m xhhsvwb xxymvpz xlup9mm x1kky2od" style="animation-name: none; display: inline-flex; font-family: inherit; height: 16px; margin: 0px 1px; overflow-wrap: break-word; padding: 0px; text-align: inherit; transition-property: none; vertical-align: middle; width: 16px;"&gt;&lt;img alt="✅" class="xz74otr x168nmei x13lgxp2 x5pf9jr xo71vjh" height="16" referrerpolicy="origin-when-cross-origin" src="https://static.xx.fbcdn.net/images/emoji.php/v9/t33/1/16/2705.png" style="animation-name: none; border-radius: 0px; border: 0px; object-fit: fill; transition-property: none;" width="16" /&gt;&lt;/span&gt;每月已實現損益交易筆數在 100 筆以上（股票+期貨）&lt;/div&gt;&lt;/div&gt;&lt;div class="x11i5rnm xat24cr x1mh8g0r x1vvkbs xtlvy1s x126k92a" style="animation-name: none; background-color: white; color: #080809; font-family: &amp;quot;Segoe UI Historic&amp;quot;, &amp;quot;Segoe UI&amp;quot;, Helvetica, Arial, sans-serif; margin: 0.5em 0px 0px; overflow-wrap: break-word; transition-property: none; white-space-collapse: preserve;"&gt;&lt;div dir="auto" style="animation-name: none; font-family: inherit; transition-property: none;"&gt;&lt;span&gt;
&lt;/span&gt;&lt;span style="font-size: medium;"&gt;※合作方式 &lt;span&gt; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir="auto" style="animation-name: none; font-family: inherit; transition-property: none;"&gt;　－需逐月提供最新的交易資料  &lt;/div&gt;&lt;div dir="auto" style="animation-name: none; font-family: inherit; transition-property: none;"&gt;　－資料格式可協商，惟須確保完整與真實性  &lt;/div&gt;&lt;div dir="auto" style="animation-name: none; font-family: inherit; transition-property: none;"&gt;　－長期合作，每月皆可獲得報酬  &lt;/div&gt;&lt;/div&gt;&lt;div class="x11i5rnm xat24cr x1mh8g0r x1vvkbs xtlvy1s x126k92a" style="animation-name: none; background-color: white; font-family: &amp;quot;Segoe UI Historic&amp;quot;, &amp;quot;Segoe UI&amp;quot;, Helvetica, Arial, sans-serif; margin: 0.5em 0px 0px; overflow-wrap: break-word; transition-property: none; white-space-collapse: preserve;"&gt;&lt;div dir="auto" style="animation-name: none; color: #080809; font-family: inherit; transition-property: none;"&gt;&lt;span&gt;以下是需要你提供資料的範例：&lt;/span&gt;&lt;/div&gt;&lt;div dir="auto" style="animation-name: none; color: #080809; font-family: inherit; transition-property: none;"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTRdbL8Dsr-qA1f4LvaiYnVxz8LjdsIXkEQL_Ej2i0EJvX2CFG2JCxqqivkNTFuVkLDJshuU_p-t4WwDghpnK20RM77CD-Kw5oAZQmH-oP-NG8odrMy-DOR1Ex75DFNIeNKNivDC_rlcbsSB018ep13PLWGPWKe1ezPWPc8pB5gWxaUTH2fw42VnAQtCJj/s1149/image.png" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="412" data-original-width="1149" height="229" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTRdbL8Dsr-qA1f4LvaiYnVxz8LjdsIXkEQL_Ej2i0EJvX2CFG2JCxqqivkNTFuVkLDJshuU_p-t4WwDghpnK20RM77CD-Kw5oAZQmH-oP-NG8odrMy-DOR1Ex75DFNIeNKNivDC_rlcbsSB018ep13PLWGPWKe1ezPWPc8pB5gWxaUTH2fw42VnAQtCJj/w640-h229/image.png" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;span&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir="auto" style="animation-name: none; font-family: inherit; transition-property: none;"&gt;&lt;span style="color: #080809;"&gt;
&lt;/span&gt;&lt;span style="color: red; font-size: medium;"&gt;※報酬計算方式&lt;/span&gt;&lt;/div&gt;&lt;div dir="auto" style="animation-name: none; font-family: inherit; transition-property: none;"&gt;&lt;span style="color: #080809;"&gt;此公司提供&lt;/span&gt;&lt;span style="color: #ffa400;"&gt;&lt;b&gt;當月交易資料中「已實現獲利總額」與「已實現虧損總額」取較低者的 0.5% 作為報酬&lt;/b&gt;&lt;/span&gt;&lt;span style="color: #080809;"&gt;。  &lt;/span&gt;&lt;/div&gt;&lt;div dir="auto" style="animation-name: none; color: #080809; font-family: inherit; transition-property: none;"&gt;舉例，您提供的交易記錄中可計算出：&lt;/div&gt;&lt;div dir="auto" style="animation-name: none; color: #080809; font-family: inherit; transition-property: none;"&gt;
情境1. 已實現獲利加總計算為 500萬，已實現虧損加總為 400萬，即已實現損益為 500萬-400萬＝ +100萬，提供的報酬為 400萬x0.5%＝ $20,000元。&lt;/div&gt;&lt;div dir="auto" style="animation-name: none; color: #080809; font-family: inherit; transition-property: none;"&gt;
情境2. 已實現獲利加總計算為 30萬，已實現虧損加總為 70萬，即已實現損益為 30萬-70萬＝ -40萬，提供的報酬為 30萬x0.5%＝ $1,500元。&lt;/div&gt;&lt;div dir="auto" style="animation-name: none; color: #080809; font-family: inherit; transition-property: none;"&gt;
注意：假設你買進某股票10000股，已經陸續賣出3500股，仍持有有6500股，這就會有3500股可計算出已實現損益，併入報酬計算。&lt;/div&gt;&lt;/div&gt;&lt;div class="x11i5rnm xat24cr x1mh8g0r x1vvkbs xtlvy1s x126k92a" style="animation-name: none; background-color: white; color: #080809; font-family: &amp;quot;Segoe UI Historic&amp;quot;, &amp;quot;Segoe UI&amp;quot;, Helvetica, Arial, sans-serif; margin: 0.5em 0px 0px; overflow-wrap: break-word; transition-property: none; white-space-collapse: preserve;"&gt;&lt;div dir="auto" style="animation-name: none; font-family: inherit; transition-property: none;"&gt;
※適合對象&lt;/div&gt;&lt;div dir="auto" style="animation-name: none; font-family: inherit; transition-property: none;"&gt;&lt;span class="html-span xexx8yu x4uap5 x18d9i69 xkhd6sd x1hl2dhg x16tdsg8 x1vvkbs x3nfvp2 x1j61x8r x1fcty0u xdj266r xat24cr xgzva0m xhhsvwb xxymvpz xlup9mm x1kky2od" style="animation-name: none; display: inline-flex; font-family: inherit; height: 16px; margin: 0px 1px; overflow-wrap: break-word; padding: 0px; text-align: inherit; transition-property: none; vertical-align: middle; width: 16px;"&gt;&lt;img alt="&#128313;" class="xz74otr x168nmei x13lgxp2 x5pf9jr xo71vjh" height="16" referrerpolicy="origin-when-cross-origin" src="https://static.xx.fbcdn.net/images/emoji.php/v9/tf3/1/16/1f539.png" style="animation-name: none; border-radius: 0px; border: 0px; object-fit: fill; transition-property: none;" width="16" /&gt;&lt;/span&gt;經常交易股票或期貨的投資者、交易員  &lt;/div&gt;&lt;div dir="auto" style="animation-name: none; font-family: inherit; transition-property: none;"&gt;&lt;span class="html-span xexx8yu x4uap5 x18d9i69 xkhd6sd x1hl2dhg x16tdsg8 x1vvkbs x3nfvp2 x1j61x8r x1fcty0u xdj266r xat24cr xgzva0m xhhsvwb xxymvpz xlup9mm x1kky2od" style="animation-name: none; display: inline-flex; font-family: inherit; height: 16px; margin: 0px 1px; overflow-wrap: break-word; padding: 0px; text-align: inherit; transition-property: none; vertical-align: middle; width: 16px;"&gt;&lt;img alt="&#128313;" class="xz74otr x168nmei x13lgxp2 x5pf9jr xo71vjh" height="16" referrerpolicy="origin-when-cross-origin" src="https://static.xx.fbcdn.net/images/emoji.php/v9/tf3/1/16/1f539.png" style="animation-name: none; border-radius: 0px; border: 0px; object-fit: fill; transition-property: none;" width="16" /&gt;&lt;/span&gt;願意長期提供交易記錄，並確保數據的真實性  &lt;/div&gt;&lt;div dir="auto" style="animation-name: none; font-family: inherit; transition-property: none;"&gt;&lt;span class="html-span xexx8yu x4uap5 x18d9i69 xkhd6sd x1hl2dhg x16tdsg8 x1vvkbs x3nfvp2 x1j61x8r x1fcty0u xdj266r xat24cr xgzva0m xhhsvwb xxymvpz xlup9mm x1kky2od" style="animation-name: none; display: inline-flex; font-family: inherit; height: 16px; margin: 0px 1px; overflow-wrap: break-word; padding: 0px; text-align: inherit; transition-property: none; vertical-align: middle; width: 16px;"&gt;&lt;img alt="&#128313;" class="xz74otr x168nmei x13lgxp2 x5pf9jr xo71vjh" height="16" referrerpolicy="origin-when-cross-origin" src="https://static.xx.fbcdn.net/images/emoji.php/v9/tf3/1/16/1f539.png" style="animation-name: none; border-radius: 0px; border: 0px; object-fit: fill; transition-property: none;" width="16" /&gt;&lt;/span&gt;希望透過自身交易紀錄獲取額外報酬  &lt;/div&gt;&lt;/div&gt;&lt;div class="x11i5rnm xat24cr x1mh8g0r x1vvkbs xtlvy1s x126k92a" style="animation-name: none; background-color: white; color: #080809; font-family: &amp;quot;Segoe UI Historic&amp;quot;, &amp;quot;Segoe UI&amp;quot;, Helvetica, Arial, sans-serif; margin: 0.5em 0px 0px; overflow-wrap: break-word; transition-property: none; white-space-collapse: preserve;"&gt;&lt;div dir="auto" style="animation-name: none; font-family: inherit; transition-property: none;"&gt;
&lt;span style="font-size: medium;"&gt;※此報酬條件有效期到 2025/03/31 為止。&lt;/span&gt;&lt;/div&gt;&lt;div dir="auto" style="animation-name: none; font-family: inherit; transition-property: none;"&gt;如有興趣，請聯繫我（syc.tseng@gmail.com）進一步了解合作細節！&lt;/div&gt;&lt;div dir="auto" style="animation-name: none; font-family: inherit; transition-property: none;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="x11i5rnm xat24cr x1mh8g0r x1vvkbs xtlvy1s x126k92a" style="animation-name: none; background-color: white; color: #080809; font-family: &amp;quot;Segoe UI Historic&amp;quot;, &amp;quot;Segoe UI&amp;quot;, Helvetica, Arial, sans-serif; margin: 0.5em 0px 0px; overflow-wrap: break-word; transition-property: none; white-space-collapse: preserve;"&gt;&lt;div dir="auto" style="animation-name: none; font-family: inherit; transition-property: none;"&gt;&lt;span class="html-span xdj266r x11i5rnm xat24cr x1mh8g0r xexx8yu x4uap5 x18d9i69 xkhd6sd x1hl2dhg x16tdsg8 x1vvkbs" style="animation-name: none; font-family: inherit; margin: 0px; overflow-wrap: break-word; padding: 0px; text-align: inherit; transition-property: none;"&gt;&lt;a attributionsrc="/privacy_sandbox/comet/register/source/?xt=AZUzh47T4Xi6RWXoY5zgGLYcrYEUwveJjVRvTxqCok5DriQI0wFfvgbcxuK294GEMiWLwfKR3m9Ww2ed7x7btBxh7tAK-6Ok_bmmleoLgqlzu4O3CHGVSTw6TBqPZDRgvjIPlnXwTQdrvxvDcEDfF1kdPllF3ZCfAW_WrjJMDPcOacapHC16LYComkgOV-39pIFlg3sivzYpb23zTlVeYCGb_u6Fnn9NdlbJYjfCe5iNegYJiwImWe50BaWn2MtHg3LnMudhvVo_F1o6Gcn5oxX-rt1cY7W3a9nRNOXy7L58R9DyE7AmXW3MiB7zyUKFUbuzC3vl7HnvUzbGGMAA-gqpq05-YFFW3i5qU0niYYaT_Z4eLGr76EIpJL5Od4q1CTlv_w0zggeU2uDVQoxgLlxKZCbeNNdzxmQiKghp5ZPRhygO-td8Or8tpLGLXyE_8Jd82NSEKc14UJdcmHweJw_GDi6Olzo6AGr8MFyU-XQSybmbAiKL4ca0593Zc_kJgCYvPomrcFWKqepVRZfhQPya7bl7kKlE17LDaFtb82noEGxPqaAc76fCoMusVJ0TpkNdPToMcqhSghQCVg9WLkUu26u-U0FVcpkrhll8eUcHMGjUCy5LkSzpaQd8onQsAZ8bzVQpKEdnMjYs0X9R_cdV2haGbs_bW6Eg_raJI1jxyPJoxT7e76pt256ng5N7dYwx7A_RtIjTyugAhXKbir73TExYnPO_PDWg7Y25xOUhQpPNU5lnSKFuL1DMTL3byLrmfnuv1IeH651ivblfc67mIFftGSYn9sdDY2SiPku2cbPKOdG4DLOjnlh5GqHL-CdkMUWHfMo5FCz6Lyro6eWijymz4kQq-5agKSKlPwo7lyabM0QkFDzqNaNpskPNK6X_3SE96D4ZkfK1AqfwyoBFCM_opMeTa6Jy5Cx53KD9snQ6kATPWiK_MVGf9WEHmPUmjivYgK7No_aIjnzaoFpA2f8JT2QFa0cLTKVy2Kj0pAVYuiWo9kjJxytMlHkY41hRWDE_xmF9HzyDiTUVd5iBJyJ_wtXNt7DLUw4TWUgK3aaUyiydrgdvp08l0YFMcJfzOQ8kp7fszOK95b7GtN7rXXA2YmI-QWENCe9yqR6babfgqzvTCJYog4z7j2Z43naqYyVz5TI8FrxiEul77rqL5CQx9n48XymIBsIjBfTkkgky3zFIyi5Zd0FTfp2VgdX59nwKEcWji8mvceoqVf-5eby2X2d-UtQS9spsW02NRKbUqZvPMcU-SGWxMVSm8KCp9M1cBzCHnAdwPoxt764SO68ISpAW1vJ-1bPwSfD3QQYW2qckYy0ZKyGEGwrXfkT-VMNIRn5QsK84slRtgvsH" class="x1i10hfl xjbqb8w x1ejq31n xd10rxx x1sy0etr x17r0tee x972fbf xcfux6l x1qhh985 xm0m39n x9f619 x1ypdohk xt0psk2 xe8uvvx xdj266r x11i5rnm xat24cr x1mh8g0r xexx8yu x4uap5 x18d9i69 xkhd6sd x16tdsg8 x1hl2dhg xggy1nq x1a2a7pz xkrqix3 x1sur9pj x1fey0fg x1s688f" href="https://www.facebook.com/hashtag/%E6%95%B8%E6%93%9A%E8%AE%8A%E7%8F%BE?__eep__=6&amp;amp;__cft__[0]=AZXUsPEKDvTnBgYMbD7BAaD-Dv_bPBFnRrQMztwLy_e_NnX-TulCXwC49BebaLuHcDJFw_BdKTIxH99F7jtilWHOLUYneTgdiFKDpJVatk9r1aOCx-iUYPY5DcvIPfKvxlVmbsN5rQHxQ0X1aVjZWiIxrlY6m8Y6yp6rb7fWBZYmKI5P3XcJcRfcYbJ9DgryOkc&amp;amp;__tn__=*NK-R" role="link" style="-webkit-tap-highlight-color: transparent; animation-name: none; background-color: transparent; border-style: none; border-width: 0px; box-sizing: border-box; cursor: pointer; display: inline; font-family: inherit; font-weight: 600; list-style: none; margin: 0px; outline: none; padding: 0px; text-align: inherit; text-decoration-line: none; touch-action: manipulation; transition-property: none;" tabindex="0"&gt;#數據變現&lt;/a&gt;&lt;/span&gt; &lt;span class="html-span xdj266r x11i5rnm xat24cr x1mh8g0r xexx8yu x4uap5 x18d9i69 xkhd6sd x1hl2dhg x16tdsg8 x1vvkbs" style="animation-name: none; font-family: inherit; margin: 0px; overflow-wrap: break-word; padding: 0px; text-align: inherit; transition-property: none;"&gt;&lt;a attributionsrc="/privacy_sandbox/comet/register/source/?xt=AZUzh47T4Xi6RWXoY5zgGLYcrYEUwveJjVRvTxqCok5DriQI0wFfvgbcxuK294GEMiWLwfKR3m9Ww2ed7x7btBxh7tAK-6Ok_bmmleoLgqlzu4O3CHGVSTw6TBqPZDRgvjIPlnXwTQdrvxvDcEDfF1kdPllF3ZCfAW_WrjJMDPcOacapHC16LYComkgOV-39pIFlg3sivzYpb23zTlVeYCGb_u6Fnn9NdlbJYjfCe5iNegYJiwImWe50BaWn2MtHg3LnMudhvVo_F1o6Gcn5oxX-rt1cY7W3a9nRNOXy7L58R9DyE7AmXW3MiB7zyUKFUbuzC3vl7HnvUzbGGMAA-gqpq05-YFFW3i5qU0niYYaT_Z4eLGr76EIpJL5Od4q1CTlv_w0zggeU2uDVQoxgLlxKZCbeNNdzxmQiKghp5ZPRhygO-td8Or8tpLGLXyE_8Jd82NSEKc14UJdcmHweJw_GDi6Olzo6AGr8MFyU-XQSybmbAiKL4ca0593Zc_kJgCYvPomrcFWKqepVRZfhQPya7bl7kKlE17LDaFtb82noEGxPqaAc76fCoMusVJ0TpkNdPToMcqhSghQCVg9WLkUu26u-U0FVcpkrhll8eUcHMGjUCy5LkSzpaQd8onQsAZ8bzVQpKEdnMjYs0X9R_cdV2haGbs_bW6Eg_raJI1jxyPJoxT7e76pt256ng5N7dYwx7A_RtIjTyugAhXKbir73TExYnPO_PDWg7Y25xOUhQpPNU5lnSKFuL1DMTL3byLrmfnuv1IeH651ivblfc67mIFftGSYn9sdDY2SiPku2cbPKOdG4DLOjnlh5GqHL-CdkMUWHfMo5FCz6Lyro6eWijymz4kQq-5agKSKlPwo7lyabM0QkFDzqNaNpskPNK6X_3SE96D4ZkfK1AqfwyoBFCM_opMeTa6Jy5Cx53KD9snQ6kATPWiK_MVGf9WEHmPUmjivYgK7No_aIjnzaoFpA2f8JT2QFa0cLTKVy2Kj0pAVYuiWo9kjJxytMlHkY41hRWDE_xmF9HzyDiTUVd5iBJyJ_wtXNt7DLUw4TWUgK3aaUyiydrgdvp08l0YFMcJfzOQ8kp7fszOK95b7GtN7rXXA2YmI-QWENCe9yqR6babfgqzvTCJYog4z7j2Z43naqYyVz5TI8FrxiEul77rqL5CQx9n48XymIBsIjBfTkkgky3zFIyi5Zd0FTfp2VgdX59nwKEcWji8mvceoqVf-5eby2X2d-UtQS9spsW02NRKbUqZvPMcU-SGWxMVSm8KCp9M1cBzCHnAdwPoxt764SO68ISpAW1vJ-1bPwSfD3QQYW2qckYy0ZKyGEGwrXfkT-VMNIRn5QsK84slRtgvsH" class="x1i10hfl xjbqb8w x1ejq31n xd10rxx x1sy0etr x17r0tee x972fbf xcfux6l x1qhh985 xm0m39n x9f619 x1ypdohk xt0psk2 xe8uvvx xdj266r x11i5rnm xat24cr x1mh8g0r xexx8yu x4uap5 x18d9i69 xkhd6sd x16tdsg8 x1hl2dhg xggy1nq x1a2a7pz xkrqix3 x1sur9pj x1fey0fg x1s688f" href="https://www.facebook.com/hashtag/%E8%A2%AB%E5%8B%95%E6%94%B6%E5%85%A5?__eep__=6&amp;amp;__cft__[0]=AZXUsPEKDvTnBgYMbD7BAaD-Dv_bPBFnRrQMztwLy_e_NnX-TulCXwC49BebaLuHcDJFw_BdKTIxH99F7jtilWHOLUYneTgdiFKDpJVatk9r1aOCx-iUYPY5DcvIPfKvxlVmbsN5rQHxQ0X1aVjZWiIxrlY6m8Y6yp6rb7fWBZYmKI5P3XcJcRfcYbJ9DgryOkc&amp;amp;__tn__=*NK-R" role="link" style="-webkit-tap-highlight-color: transparent; animation-name: none; background-color: transparent; border-style: none; border-width: 0px; box-sizing: border-box; cursor: pointer; display: inline; font-family: inherit; font-weight: 600; list-style: none; margin: 0px; outline: none; padding: 0px; text-align: inherit; text-decoration-line: none; touch-action: manipulation; transition-property: none;" tabindex="0"&gt;#被動收入&lt;/a&gt;&lt;/span&gt; &lt;span class="html-span xdj266r x11i5rnm xat24cr x1mh8g0r xexx8yu x4uap5 x18d9i69 xkhd6sd x1hl2dhg x16tdsg8 x1vvkbs" style="animation-name: none; font-family: inherit; margin: 0px; overflow-wrap: break-word; padding: 0px; text-align: inherit; transition-property: none;"&gt;&lt;a attributionsrc="/privacy_sandbox/comet/register/source/?xt=AZUzh47T4Xi6RWXoY5zgGLYcrYEUwveJjVRvTxqCok5DriQI0wFfvgbcxuK294GEMiWLwfKR3m9Ww2ed7x7btBxh7tAK-6Ok_bmmleoLgqlzu4O3CHGVSTw6TBqPZDRgvjIPlnXwTQdrvxvDcEDfF1kdPllF3ZCfAW_WrjJMDPcOacapHC16LYComkgOV-39pIFlg3sivzYpb23zTlVeYCGb_u6Fnn9NdlbJYjfCe5iNegYJiwImWe50BaWn2MtHg3LnMudhvVo_F1o6Gcn5oxX-rt1cY7W3a9nRNOXy7L58R9DyE7AmXW3MiB7zyUKFUbuzC3vl7HnvUzbGGMAA-gqpq05-YFFW3i5qU0niYYaT_Z4eLGr76EIpJL5Od4q1CTlv_w0zggeU2uDVQoxgLlxKZCbeNNdzxmQiKghp5ZPRhygO-td8Or8tpLGLXyE_8Jd82NSEKc14UJdcmHweJw_GDi6Olzo6AGr8MFyU-XQSybmbAiKL4ca0593Zc_kJgCYvPomrcFWKqepVRZfhQPya7bl7kKlE17LDaFtb82noEGxPqaAc76fCoMusVJ0TpkNdPToMcqhSghQCVg9WLkUu26u-U0FVcpkrhll8eUcHMGjUCy5LkSzpaQd8onQsAZ8bzVQpKEdnMjYs0X9R_cdV2haGbs_bW6Eg_raJI1jxyPJoxT7e76pt256ng5N7dYwx7A_RtIjTyugAhXKbir73TExYnPO_PDWg7Y25xOUhQpPNU5lnSKFuL1DMTL3byLrmfnuv1IeH651ivblfc67mIFftGSYn9sdDY2SiPku2cbPKOdG4DLOjnlh5GqHL-CdkMUWHfMo5FCz6Lyro6eWijymz4kQq-5agKSKlPwo7lyabM0QkFDzqNaNpskPNK6X_3SE96D4ZkfK1AqfwyoBFCM_opMeTa6Jy5Cx53KD9snQ6kATPWiK_MVGf9WEHmPUmjivYgK7No_aIjnzaoFpA2f8JT2QFa0cLTKVy2Kj0pAVYuiWo9kjJxytMlHkY41hRWDE_xmF9HzyDiTUVd5iBJyJ_wtXNt7DLUw4TWUgK3aaUyiydrgdvp08l0YFMcJfzOQ8kp7fszOK95b7GtN7rXXA2YmI-QWENCe9yqR6babfgqzvTCJYog4z7j2Z43naqYyVz5TI8FrxiEul77rqL5CQx9n48XymIBsIjBfTkkgky3zFIyi5Zd0FTfp2VgdX59nwKEcWji8mvceoqVf-5eby2X2d-UtQS9spsW02NRKbUqZvPMcU-SGWxMVSm8KCp9M1cBzCHnAdwPoxt764SO68ISpAW1vJ-1bPwSfD3QQYW2qckYy0ZKyGEGwrXfkT-VMNIRn5QsK84slRtgvsH" class="x1i10hfl xjbqb8w x1ejq31n xd10rxx x1sy0etr x17r0tee x972fbf xcfux6l x1qhh985 xm0m39n x9f619 x1ypdohk xt0psk2 xe8uvvx xdj266r x11i5rnm xat24cr x1mh8g0r xexx8yu x4uap5 x18d9i69 xkhd6sd x16tdsg8 x1hl2dhg xggy1nq x1a2a7pz xkrqix3 x1sur9pj x1fey0fg x1s688f" href="https://www.facebook.com/hashtag/%E9%95%B7%E6%9C%9F%E5%90%88%E4%BD%9C?__eep__=6&amp;amp;__cft__[0]=AZXUsPEKDvTnBgYMbD7BAaD-Dv_bPBFnRrQMztwLy_e_NnX-TulCXwC49BebaLuHcDJFw_BdKTIxH99F7jtilWHOLUYneTgdiFKDpJVatk9r1aOCx-iUYPY5DcvIPfKvxlVmbsN5rQHxQ0X1aVjZWiIxrlY6m8Y6yp6rb7fWBZYmKI5P3XcJcRfcYbJ9DgryOkc&amp;amp;__tn__=*NK-R" role="link" style="-webkit-tap-highlight-color: transparent; animation-name: none; background-color: transparent; border-style: none; border-width: 0px; box-sizing: border-box; cursor: pointer; display: inline; font-family: inherit; font-weight: 600; list-style: none; margin: 0px; outline: none; padding: 0px; text-align: inherit; text-decoration-line: none; touch-action: manipulation; transition-property: none;" tabindex="0"&gt;#長期合作&lt;/a&gt;&lt;/span&gt; &lt;span class="html-span xdj266r x11i5rnm xat24cr x1mh8g0r xexx8yu x4uap5 x18d9i69 xkhd6sd x1hl2dhg x16tdsg8 x1vvkbs" style="animation-name: none; font-family: inherit; margin: 0px; overflow-wrap: break-word; padding: 0px; text-align: inherit; transition-property: none;"&gt;&lt;a attributionsrc="/privacy_sandbox/comet/register/source/?xt=AZUzh47T4Xi6RWXoY5zgGLYcrYEUwveJjVRvTxqCok5DriQI0wFfvgbcxuK294GEMiWLwfKR3m9Ww2ed7x7btBxh7tAK-6Ok_bmmleoLgqlzu4O3CHGVSTw6TBqPZDRgvjIPlnXwTQdrvxvDcEDfF1kdPllF3ZCfAW_WrjJMDPcOacapHC16LYComkgOV-39pIFlg3sivzYpb23zTlVeYCGb_u6Fnn9NdlbJYjfCe5iNegYJiwImWe50BaWn2MtHg3LnMudhvVo_F1o6Gcn5oxX-rt1cY7W3a9nRNOXy7L58R9DyE7AmXW3MiB7zyUKFUbuzC3vl7HnvUzbGGMAA-gqpq05-YFFW3i5qU0niYYaT_Z4eLGr76EIpJL5Od4q1CTlv_w0zggeU2uDVQoxgLlxKZCbeNNdzxmQiKghp5ZPRhygO-td8Or8tpLGLXyE_8Jd82NSEKc14UJdcmHweJw_GDi6Olzo6AGr8MFyU-XQSybmbAiKL4ca0593Zc_kJgCYvPomrcFWKqepVRZfhQPya7bl7kKlE17LDaFtb82noEGxPqaAc76fCoMusVJ0TpkNdPToMcqhSghQCVg9WLkUu26u-U0FVcpkrhll8eUcHMGjUCy5LkSzpaQd8onQsAZ8bzVQpKEdnMjYs0X9R_cdV2haGbs_bW6Eg_raJI1jxyPJoxT7e76pt256ng5N7dYwx7A_RtIjTyugAhXKbir73TExYnPO_PDWg7Y25xOUhQpPNU5lnSKFuL1DMTL3byLrmfnuv1IeH651ivblfc67mIFftGSYn9sdDY2SiPku2cbPKOdG4DLOjnlh5GqHL-CdkMUWHfMo5FCz6Lyro6eWijymz4kQq-5agKSKlPwo7lyabM0QkFDzqNaNpskPNK6X_3SE96D4ZkfK1AqfwyoBFCM_opMeTa6Jy5Cx53KD9snQ6kATPWiK_MVGf9WEHmPUmjivYgK7No_aIjnzaoFpA2f8JT2QFa0cLTKVy2Kj0pAVYuiWo9kjJxytMlHkY41hRWDE_xmF9HzyDiTUVd5iBJyJ_wtXNt7DLUw4TWUgK3aaUyiydrgdvp08l0YFMcJfzOQ8kp7fszOK95b7GtN7rXXA2YmI-QWENCe9yqR6babfgqzvTCJYog4z7j2Z43naqYyVz5TI8FrxiEul77rqL5CQx9n48XymIBsIjBfTkkgky3zFIyi5Zd0FTfp2VgdX59nwKEcWji8mvceoqVf-5eby2X2d-UtQS9spsW02NRKbUqZvPMcU-SGWxMVSm8KCp9M1cBzCHnAdwPoxt764SO68ISpAW1vJ-1bPwSfD3QQYW2qckYy0ZKyGEGwrXfkT-VMNIRn5QsK84slRtgvsH" class="x1i10hfl xjbqb8w x1ejq31n xd10rxx x1sy0etr x17r0tee x972fbf xcfux6l x1qhh985 xm0m39n x9f619 x1ypdohk xt0psk2 xe8uvvx xdj266r x11i5rnm xat24cr x1mh8g0r xexx8yu x4uap5 x18d9i69 xkhd6sd x16tdsg8 x1hl2dhg xggy1nq x1a2a7pz xkrqix3 x1sur9pj x1fey0fg x1s688f" href="https://www.facebook.com/hashtag/%E8%82%A1%E7%A5%A8%E4%BA%A4%E6%98%93?__eep__=6&amp;amp;__cft__[0]=AZXUsPEKDvTnBgYMbD7BAaD-Dv_bPBFnRrQMztwLy_e_NnX-TulCXwC49BebaLuHcDJFw_BdKTIxH99F7jtilWHOLUYneTgdiFKDpJVatk9r1aOCx-iUYPY5DcvIPfKvxlVmbsN5rQHxQ0X1aVjZWiIxrlY6m8Y6yp6rb7fWBZYmKI5P3XcJcRfcYbJ9DgryOkc&amp;amp;__tn__=*NK-R" role="link" style="-webkit-tap-highlight-color: transparent; animation-name: none; background-color: transparent; border-style: none; border-width: 0px; box-sizing: border-box; cursor: pointer; display: inline; font-family: inherit; font-weight: 600; list-style: none; margin: 0px; outline: none; padding: 0px; text-align: inherit; text-decoration-line: none; touch-action: manipulation; transition-property: none;" tabindex="0"&gt;#股票交易&lt;/a&gt;&lt;/span&gt; &lt;span class="html-span xdj266r x11i5rnm xat24cr x1mh8g0r xexx8yu x4uap5 x18d9i69 xkhd6sd x1hl2dhg x16tdsg8 x1vvkbs" style="animation-name: none; font-family: inherit; margin: 0px; overflow-wrap: break-word; padding: 0px; text-align: inherit; transition-property: none;"&gt;&lt;a attributionsrc="/privacy_sandbox/comet/register/source/?xt=AZUzh47T4Xi6RWXoY5zgGLYcrYEUwveJjVRvTxqCok5DriQI0wFfvgbcxuK294GEMiWLwfKR3m9Ww2ed7x7btBxh7tAK-6Ok_bmmleoLgqlzu4O3CHGVSTw6TBqPZDRgvjIPlnXwTQdrvxvDcEDfF1kdPllF3ZCfAW_WrjJMDPcOacapHC16LYComkgOV-39pIFlg3sivzYpb23zTlVeYCGb_u6Fnn9NdlbJYjfCe5iNegYJiwImWe50BaWn2MtHg3LnMudhvVo_F1o6Gcn5oxX-rt1cY7W3a9nRNOXy7L58R9DyE7AmXW3MiB7zyUKFUbuzC3vl7HnvUzbGGMAA-gqpq05-YFFW3i5qU0niYYaT_Z4eLGr76EIpJL5Od4q1CTlv_w0zggeU2uDVQoxgLlxKZCbeNNdzxmQiKghp5ZPRhygO-td8Or8tpLGLXyE_8Jd82NSEKc14UJdcmHweJw_GDi6Olzo6AGr8MFyU-XQSybmbAiKL4ca0593Zc_kJgCYvPomrcFWKqepVRZfhQPya7bl7kKlE17LDaFtb82noEGxPqaAc76fCoMusVJ0TpkNdPToMcqhSghQCVg9WLkUu26u-U0FVcpkrhll8eUcHMGjUCy5LkSzpaQd8onQsAZ8bzVQpKEdnMjYs0X9R_cdV2haGbs_bW6Eg_raJI1jxyPJoxT7e76pt256ng5N7dYwx7A_RtIjTyugAhXKbir73TExYnPO_PDWg7Y25xOUhQpPNU5lnSKFuL1DMTL3byLrmfnuv1IeH651ivblfc67mIFftGSYn9sdDY2SiPku2cbPKOdG4DLOjnlh5GqHL-CdkMUWHfMo5FCz6Lyro6eWijymz4kQq-5agKSKlPwo7lyabM0QkFDzqNaNpskPNK6X_3SE96D4ZkfK1AqfwyoBFCM_opMeTa6Jy5Cx53KD9snQ6kATPWiK_MVGf9WEHmPUmjivYgK7No_aIjnzaoFpA2f8JT2QFa0cLTKVy2Kj0pAVYuiWo9kjJxytMlHkY41hRWDE_xmF9HzyDiTUVd5iBJyJ_wtXNt7DLUw4TWUgK3aaUyiydrgdvp08l0YFMcJfzOQ8kp7fszOK95b7GtN7rXXA2YmI-QWENCe9yqR6babfgqzvTCJYog4z7j2Z43naqYyVz5TI8FrxiEul77rqL5CQx9n48XymIBsIjBfTkkgky3zFIyi5Zd0FTfp2VgdX59nwKEcWji8mvceoqVf-5eby2X2d-UtQS9spsW02NRKbUqZvPMcU-SGWxMVSm8KCp9M1cBzCHnAdwPoxt764SO68ISpAW1vJ-1bPwSfD3QQYW2qckYy0ZKyGEGwrXfkT-VMNIRn5QsK84slRtgvsH" class="x1i10hfl xjbqb8w x1ejq31n xd10rxx x1sy0etr x17r0tee x972fbf xcfux6l x1qhh985 xm0m39n x9f619 x1ypdohk xt0psk2 xe8uvvx xdj266r x11i5rnm xat24cr x1mh8g0r xexx8yu x4uap5 x18d9i69 xkhd6sd x16tdsg8 x1hl2dhg xggy1nq x1a2a7pz xkrqix3 x1sur9pj x1fey0fg x1s688f" href="https://www.facebook.com/hashtag/%E6%9C%9F%E8%B2%A8%E4%BA%A4%E6%98%93?__eep__=6&amp;amp;__cft__[0]=AZXUsPEKDvTnBgYMbD7BAaD-Dv_bPBFnRrQMztwLy_e_NnX-TulCXwC49BebaLuHcDJFw_BdKTIxH99F7jtilWHOLUYneTgdiFKDpJVatk9r1aOCx-iUYPY5DcvIPfKvxlVmbsN5rQHxQ0X1aVjZWiIxrlY6m8Y6yp6rb7fWBZYmKI5P3XcJcRfcYbJ9DgryOkc&amp;amp;__tn__=*NK-R" role="link" style="-webkit-tap-highlight-color: transparent; animation-name: none; background-color: transparent; border-style: none; border-width: 0px; box-sizing: border-box; cursor: pointer; display: inline; font-family: inherit; font-weight: 600; list-style: none; margin: 0px; outline: none; padding: 0px; text-align: inherit; text-decoration-line: none; touch-action: manipulation; transition-property: none;" tabindex="0"&gt;#期貨交易&lt;/a&gt;&lt;/span&gt; &lt;span class="html-span xdj266r x11i5rnm xat24cr x1mh8g0r xexx8yu x4uap5 x18d9i69 xkhd6sd x1hl2dhg x16tdsg8 x1vvkbs" style="animation-name: none; font-family: inherit; margin: 0px; overflow-wrap: break-word; padding: 0px; text-align: inherit; transition-property: none;"&gt;&lt;a attributionsrc="/privacy_sandbox/comet/register/source/?xt=AZUzh47T4Xi6RWXoY5zgGLYcrYEUwveJjVRvTxqCok5DriQI0wFfvgbcxuK294GEMiWLwfKR3m9Ww2ed7x7btBxh7tAK-6Ok_bmmleoLgqlzu4O3CHGVSTw6TBqPZDRgvjIPlnXwTQdrvxvDcEDfF1kdPllF3ZCfAW_WrjJMDPcOacapHC16LYComkgOV-39pIFlg3sivzYpb23zTlVeYCGb_u6Fnn9NdlbJYjfCe5iNegYJiwImWe50BaWn2MtHg3LnMudhvVo_F1o6Gcn5oxX-rt1cY7W3a9nRNOXy7L58R9DyE7AmXW3MiB7zyUKFUbuzC3vl7HnvUzbGGMAA-gqpq05-YFFW3i5qU0niYYaT_Z4eLGr76EIpJL5Od4q1CTlv_w0zggeU2uDVQoxgLlxKZCbeNNdzxmQiKghp5ZPRhygO-td8Or8tpLGLXyE_8Jd82NSEKc14UJdcmHweJw_GDi6Olzo6AGr8MFyU-XQSybmbAiKL4ca0593Zc_kJgCYvPomrcFWKqepVRZfhQPya7bl7kKlE17LDaFtb82noEGxPqaAc76fCoMusVJ0TpkNdPToMcqhSghQCVg9WLkUu26u-U0FVcpkrhll8eUcHMGjUCy5LkSzpaQd8onQsAZ8bzVQpKEdnMjYs0X9R_cdV2haGbs_bW6Eg_raJI1jxyPJoxT7e76pt256ng5N7dYwx7A_RtIjTyugAhXKbir73TExYnPO_PDWg7Y25xOUhQpPNU5lnSKFuL1DMTL3byLrmfnuv1IeH651ivblfc67mIFftGSYn9sdDY2SiPku2cbPKOdG4DLOjnlh5GqHL-CdkMUWHfMo5FCz6Lyro6eWijymz4kQq-5agKSKlPwo7lyabM0QkFDzqNaNpskPNK6X_3SE96D4ZkfK1AqfwyoBFCM_opMeTa6Jy5Cx53KD9snQ6kATPWiK_MVGf9WEHmPUmjivYgK7No_aIjnzaoFpA2f8JT2QFa0cLTKVy2Kj0pAVYuiWo9kjJxytMlHkY41hRWDE_xmF9HzyDiTUVd5iBJyJ_wtXNt7DLUw4TWUgK3aaUyiydrgdvp08l0YFMcJfzOQ8kp7fszOK95b7GtN7rXXA2YmI-QWENCe9yqR6babfgqzvTCJYog4z7j2Z43naqYyVz5TI8FrxiEul77rqL5CQx9n48XymIBsIjBfTkkgky3zFIyi5Zd0FTfp2VgdX59nwKEcWji8mvceoqVf-5eby2X2d-UtQS9spsW02NRKbUqZvPMcU-SGWxMVSm8KCp9M1cBzCHnAdwPoxt764SO68ISpAW1vJ-1bPwSfD3QQYW2qckYy0ZKyGEGwrXfkT-VMNIRn5QsK84slRtgvsH" class="x1i10hfl xjbqb8w x1ejq31n xd10rxx x1sy0etr x17r0tee x972fbf xcfux6l x1qhh985 xm0m39n x9f619 x1ypdohk xt0psk2 xe8uvvx xdj266r x11i5rnm xat24cr x1mh8g0r xexx8yu x4uap5 x18d9i69 xkhd6sd x16tdsg8 x1hl2dhg xggy1nq x1a2a7pz xkrqix3 x1sur9pj x1fey0fg x1s688f" href="https://www.facebook.com/hashtag/%E7%9C%9F%E5%AF%A6%E4%BA%A4%E6%98%93%E8%A8%98%E9%8C%84?__eep__=6&amp;amp;__cft__[0]=AZXUsPEKDvTnBgYMbD7BAaD-Dv_bPBFnRrQMztwLy_e_NnX-TulCXwC49BebaLuHcDJFw_BdKTIxH99F7jtilWHOLUYneTgdiFKDpJVatk9r1aOCx-iUYPY5DcvIPfKvxlVmbsN5rQHxQ0X1aVjZWiIxrlY6m8Y6yp6rb7fWBZYmKI5P3XcJcRfcYbJ9DgryOkc&amp;amp;__tn__=*NK-R" role="link" style="-webkit-tap-highlight-color: transparent; animation-name: none; background-color: transparent; border-style: none; border-width: 0px; box-sizing: border-box; cursor: pointer; display: inline; font-family: inherit; font-weight: 600; list-style: none; margin: 0px; outline: none; padding: 0px; text-align: inherit; text-decoration-line: none; touch-action: manipulation; transition-property: none;" tabindex="0"&gt;#真實交易記錄&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTRdbL8Dsr-qA1f4LvaiYnVxz8LjdsIXkEQL_Ej2i0EJvX2CFG2JCxqqivkNTFuVkLDJshuU_p-t4WwDghpnK20RM77CD-Kw5oAZQmH-oP-NG8odrMy-DOR1Ex75DFNIeNKNivDC_rlcbsSB018ep13PLWGPWKe1ezPWPc8pB5gWxaUTH2fw42VnAQtCJj/s72-w640-h229-c/image.png" width="72"/></item><item><title>從以期望值做決策看交易策略挑選或設計</title><link>http://www.yctseng.net/2024/11/blog-post.html</link><category>交易觀念</category><author>noreply@blogger.com (永政的投機生活)</author><pubDate>Fri, 15 Nov 2024 07:50:00 +0800</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-8541642614392175167.post-767785406622731753</guid><description>&lt;p&gt;&amp;nbsp;看到朋友分享的一篇文章（&lt;a href="https://www.facebook.com/eric.hsu.73/posts/9305791976115818"&gt;https://www.facebook.com/eric.hsu.73/posts/9305791976115818&lt;/a&gt;），截圖如下：&lt;/p&gt;&lt;p&gt;&lt;span&gt;&amp;nbsp;&lt;/span&gt;&lt;a href="https://blogger.googleusercontent.com/img/a/AVvXsEiJs_1etZwLSec9B09B3fhfDjEtkQVn9iV1FexyFPSs73kQ35sF4DcbvADFHTAyru-nDkLR0mjvH--4BJpWYPbQHjtbEqaBkrdpbi-4mn7ryAARTGm4K2WSuxKgLx2Z6KvLiorGuetfYGgKiiBKgDw_q7WEMzyeIt5D_PDdZf3YdW1gHiLeok9QykgBHMpP" style="clear: left; display: inline; margin-bottom: 1em; margin-right: 1em; text-align: center;"&gt;&lt;img alt="" data-original-height="1820" data-original-width="1296" height="849" src="https://blogger.googleusercontent.com/img/a/AVvXsEiJs_1etZwLSec9B09B3fhfDjEtkQVn9iV1FexyFPSs73kQ35sF4DcbvADFHTAyru-nDkLR0mjvH--4BJpWYPbQHjtbEqaBkrdpbi-4mn7ryAARTGm4K2WSuxKgLx2Z6KvLiorGuetfYGgKiiBKgDw_q7WEMzyeIt5D_PDdZf3YdW1gHiLeok9QykgBHMpP=w606-h849" width="606" /&gt;&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;簡單總結一下：&lt;/p&gt;&lt;p&gt;決策是否投入賭局，要在賭局對自己呈現正期望值，並且如果賭輸的損失發生時自己仍能多次承受的前提下才投入。&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;延伸：&lt;/p&gt;&lt;p&gt;設計交易策略的時候，除了必須是正期望值外&lt;/p&gt;&lt;p&gt;1. 交易次數多的要比交易次數少的好（遍歷性）。&lt;/p&gt;&lt;p&gt;2. 平均損失小的比平均大的好（遍歷性）。&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;再延伸：&lt;/p&gt;&lt;p&gt;以股票指數為例的話，&lt;/p&gt;&lt;p&gt;1. 交易訊號在做多通常比做空的次數要多。&lt;/p&gt;&lt;p&gt;2. 交易訊號設計成做多-出場、做空-出場（多空分拆），容易看到做多的比較具有遍歷性。&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;PS. 以人性需求考量，低勝率的交易訊號讓人很難持續做下去而失去遍歷性，使用很多不同的交易訊號以組成交易策略來麻痺自己，可以成為一種解方。&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;br /&gt;&lt;/p&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/a/AVvXsEiJs_1etZwLSec9B09B3fhfDjEtkQVn9iV1FexyFPSs73kQ35sF4DcbvADFHTAyru-nDkLR0mjvH--4BJpWYPbQHjtbEqaBkrdpbi-4mn7ryAARTGm4K2WSuxKgLx2Z6KvLiorGuetfYGgKiiBKgDw_q7WEMzyeIt5D_PDdZf3YdW1gHiLeok9QykgBHMpP=s72-w606-h849-c" width="72"/></item><item><title>用 batch 幫網路做連線監測</title><link>http://www.yctseng.net/2023/09/batch.html</link><category>電腦或網路</category><author>noreply@blogger.com (永政的投機生活)</author><pubDate>Sun, 24 Sep 2023 13:25:00 +0800</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-8541642614392175167.post-2620735526553464019</guid><description>&lt;p&gt;我的工作中有部分在處理公司的 IT 各項工作。有的時候會需要監測網路的連線狀況，很簡單的只是看有沒有通？如果發生斷線在什麼時候？斷了多久？何時恢復？用來查找網路可能問題，也能用來反映給 ISP。&lt;/p&gt;&lt;p&gt;這裡提供一個你可以自行創造 bat 檔的 code，讓它全天做 ping 的測試，留下 log。&lt;/p&gt;&lt;pre style="background-color: #eeeeee; border: 1px dashed rgb(153, 153, 153); font-family: &amp;quot;Andale Mono&amp;quot;, &amp;quot;Lucida Console&amp;quot;, Monaco, fixed, monospace; font-size: 12px; line-height: 14px; overflow: auto; padding: 5px; width: 100%;"&gt;&lt;code&gt;echo off

FOR /F "tokens=1-3 delims=/ " %%a IN ("%date%") DO (SET _today=%%a%%b%%c)

set host=&lt;span style="color: red;"&gt;168.95.1.1&lt;/span&gt;
set logfile=&lt;span style="color: #2b00fe;"&gt;F:\pingGateway&lt;/span&gt;_%_today%.txt

echo Target Host=%host% &amp;gt; %logfile%

:loop
for /f "tokens=* skip=2" %%A in ('ping %host% -n 1') do (
  echo %date% %time:~0,-3% %%A&amp;gt;&amp;gt;%logfile%
  echo %date% %time:~0,-3% %%A
  timeout /t 1 /nobreak&amp;gt;nul
  goto loop
)
pause&amp;gt;nul
&lt;/code&gt;&lt;/pre&gt;

上方的紅色字部分，你可以代換成任何你要監測對象的 IP 或是 domain。藍色字的則是所產生的 log 要寫到哪個檔案去。上面這個 code 是會依照日期產生不同 log 檔的。






&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;這裡有測試影片供你參考：&lt;a href="https://youtu.be/F28p1RWmzb0"&gt;https://youtu.be/F28p1RWmzb0&lt;/a&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;知識參考來源：&lt;a href="https://tinyurl.com/23jbl6hd"&gt;https://tinyurl.com/23jbl6hd&lt;/a&gt;&lt;/div&gt;</description></item><item><title>範例：MultiCharts多商品交易到下單大師</title><link>http://www.yctseng.net/2022/01/multicharts.html</link><category>MultiCharts</category><category>交易工具</category><author>noreply@blogger.com (永政的投機生活)</author><pubDate>Sat, 15 Jan 2022 14:39:00 +0800</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-8541642614392175167.post-727771934499643650</guid><description>在 &lt;a href="http://www.yctseng.net/2018/11/mycta_15.html" target="_blank"&gt;myCTA&lt;/a&gt; 的基礎上，我有把這個基礎擴展到多商品，過去曾經有極為少數的幾位朋友上過 myCTA 多商品版本的的課程（當時取名為 SmartCTA），但後來就不再開課，coding 難度實在太高了～&lt;br /&gt;&lt;br /&gt;因為要交易多商品，造成在下單設定上的困擾。當你要同時交易 50、100、200、300個商品的話，想一下光是下單機上的設定，就非常痛苦了。為了降低這個痛點，之前與下單大師溝通，並得到大力協助下，才能使用 order 模式的方式，讓多商品的交易得以實現：不需要設定超多數量的"策略"，也不需要設定一大堆的"商品"！僅需3～5個下單文字檔，就能駕馭你的一籃子商品了。&lt;span&gt;&lt;a name='more'&gt;&lt;/a&gt;&lt;/span&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;以下是多商品交易時，輸出下單文字檔的範例，因為這牽涉到所有商品-策略訊號的統合器的設計，無法提供一如過去分享的&lt;a href="http://www.yctseng.net/search/label/%E5%87%BD%E6%95%B8" target="_blank"&gt;單一 fuction&lt;/a&gt;。&lt;/div&gt;
&lt;pre style="background-color: #eeeeee; border: 1px dashed rgb(153, 153, 153); font-family: &amp;quot;Andale Mono&amp;quot;, &amp;quot;Lucida Console&amp;quot;, Monaco, fixed, monospace; font-size: 12px; line-height: 14px; overflow: auto; padding: 5px; width: 100%;"&gt;&lt;code&gt;&lt;span style="color: black;"&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;for j= 1 to howmany begin

      change[j]= _tPosition[j] - _lastPos[j];

      if pos(change[j])&amp;gt;=1 then begin
      
        dealPrice= iff( change[j]&amp;gt;0, Watcher_ask[j], Watcher_bid[j] );
        
        timeFormat= FormatDate( "yyyy/MM/dd", computerDateTime )+" "+
                    FormatTime( "HH:mm:ss", computerDateTime );

        ActionContent= text( " ", Watcher_Description[j], " :",
                             " ", _sign(change[j],2,0), " @", dealPrice:12:6, 
                             " (",_sign(_tPosition[j],2,0),")",
                             " t$", _commaFormat(tEquity,0) );
        _writeLog( logPATH+"ActionLog_"+AccountName+".txt", ActionContent );


        if OrderTXTs&amp;gt;1 then begin

          if TimeValue-orderTime[txtIndex]&amp;gt;1 then begin
            timeFormat= FormatDate( "yyyy/MM/dd", computerDateTime )+" "+
                        FormatTime( "HH:mm:ss", computerDateTime );
&lt;span style="color: #ff00fe;"&gt;            orderFormat= text("STK_US,", Watcher_Exchange[j],"_",Watcher_Symbol[j],
                              ",A,Y#", timeFormat,",", change[j]:0:0,",", dealPrice:0:2 );
&lt;/span&gt;          
            orderFileName= text(OrderPATH,AccountName,"_",NumToStr(txtIndex,0),".txt");
            _writeTXT( orderFileName, orderFormat );
            _writeLog( f_orderLog, " " + orderFormat );
                  
            _lastPos[j]= _tPosition[j];
            orderTime[txtIndex]= TimeValue;
            txtIndex= iff( txtIndex&amp;gt;=orderTXTs, 1, txtIndex+1 );
          end;

        end;

      end;

&lt;span style="color: black;"&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;end;&lt;/span&gt;
&lt;/code&gt;&lt;/pre&gt;

&lt;br /&gt;我們需要對上方的 code 做一點點的解釋：&lt;br /&gt;&lt;br /&gt;以下是陣列：&amp;nbsp;&lt;div&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;● _Watcher_ask[j]：各個商品現在的 ask 價&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;● _Watcher_bid[j]：各個商品現在的 bid 價&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;● Watcher_Exchange[j]：各個商品所屬的交易所&lt;/div&gt;&lt;div&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;● Watcher_Synbol[j]：各個商品的商品代號&lt;/div&gt;&lt;div&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;● _tPosition[j]：各個商品的目前部位&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;● _lastPos[j]：各個商品的之前部位&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;● _change[j]：各個商品當下的部位變化值&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;● orderTime[]：記錄每個下單文字檔上次被寫入時間&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;以下是變數：&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;◎ orderTXTs：總共使用幾個下單文字檔&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;◎ txtIndex：用來指向寫到哪個下單文字檔&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;◎ dealPrice：用來寫入 log 與 下單文字檔的成交價&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;◎ orderFormat：寫入下單文字檔的內容（這裡是下單美股到 IB-盈透證券的）&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;◎ orderFileName：下單文字檔的路徑與檔名

&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;我交易多商品的架構分成三層：&lt;br /&gt;第一層是商品-訊號以產生每個策略的部位，使用 Portfolio Trader 去執行。&lt;br /&gt;第二層是商品整合，每個商品下可能會有多個訊號一起執行，所以需要把各商品的訊號部位價總，可以使用圖表（PT也可）。&lt;br /&gt;第三層是輸出下單文字檔與一籃子商品的持有部位狀態，這就使用圖表來做，上述的 code 就在這一層裡面。&lt;br /&gt;&lt;br /&gt;以上這些工作，除了真實的送單到券商需要下單大師去執行外，全部都在 MultiCharts 裡完成，基本上只要第一層是用 PT 去執行的話，要監視並交易個 1000個商品以上，不是問題。但你要熟捻陣列與 intrabar persisit 的運用。&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;在理解了以上的 code 之後，應該可以看出，其實使用到陣列就是為了在一籃子商品中，用迴圈做逐個執行：把每個商品的交易動作，輸出到幾個文字檔（輪流使用），直接告訴下單大師對哪個商品買賣多少數量，這就是 order 模式。&lt;/div&gt;&lt;div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;div&gt;對你來說，最重要的就是必須知道你要下單的券商的商品代號規則，依每一家券商而有差異，不見得同一個商品在不同券商的商品代號就會一樣！在上述 code 中，因為是下到 IB 的美股現貨，最重要就是這一段的紅字部分：&amp;nbsp;&lt;/div&gt;&lt;div&gt;orderFormat= text(&lt;span style="color: red;"&gt;"STK_US,", Watcher_Exchange[j],"_",Watcher_Symbol[j]&lt;/span&gt;, ",A,Y#", timeFormat,",", change[j]:0:0,",", dealPrice:0:2 );&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;透過這樣的模式運作，你可以保有很高的商品選擇彈性，直接把第一層的商品更換掉或增加，第二層的調整則很少，第三層不需更動，後面的下單大師也都不需要變動，自動適應。&lt;br /&gt;&lt;br /&gt;這個輸出下單文字檔的原理，也應用在&lt;a href="https://www.touchance.com.tw/sto/index"&gt;ＳＴＯ&lt;/a&gt;。交易選擇權本來就是多商品，PUT / CALL 多個履約價隨時調換。&lt;br /&gt;&lt;div class="gmail_default" style="background-color: white; color: #222222; font-family: &amp;quot;microsoft jhenghei&amp;quot;, sans-serif;"&gt;&lt;span style="font-size: medium;"&gt;串接下單大師 2.5 的設定：&amp;nbsp;&lt;span dir="auto"&gt;&lt;a data-saferedirecturl="https://www.google.com/url?q=https://youtu.be/r94WCubbAIk?fbclid%3DIwAR1-4dglBbYMDMRC9xJ-IYLAW4LhcdGbYrDGleE4J0hgG1yPlS0IMJuVSd4&amp;amp;source=gmail&amp;amp;ust=1642315306472000&amp;amp;usg=AOvVaw1088Y8NS-wtwefJtNITPLV" href="https://youtu.be/r94WCubbAIk?fbclid=IwAR1-4dglBbYMDMRC9xJ-IYLAW4LhcdGbYrDGleE4J0hgG1yPlS0IMJuVSd4" rel="nofollow noopener" style="color: #1155cc;" target="_blank"&gt;https://youtu.be/r94WCubbAIk&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="gmail_default" style="background-color: white; color: #222222; font-family: &amp;quot;microsoft jhenghei&amp;quot;, sans-serif;"&gt;&lt;span style="font-size: medium;"&gt;串接下單大師 4.0 的設定：&amp;nbsp;&lt;span dir="auto"&gt;&lt;a data-saferedirecturl="https://www.google.com/url?q=https://youtu.be/4iZguVsrMxA?fbclid%3DIwAR0l87uzOzqoInZBGIdftMClh16KlAOUL6lx8wPN5jNwZPt375wd5wRRnHs&amp;amp;source=gmail&amp;amp;ust=1642315306472000&amp;amp;usg=AOvVaw0U2T3VXlj7VYD7d--m0Z4v" href="https://youtu.be/4iZguVsrMxA?fbclid=IwAR0l87uzOzqoInZBGIdftMClh16KlAOUL6lx8wPN5jNwZPt375wd5wRRnHs" rel="nofollow noopener" style="color: #1155cc;" target="_blank"&gt;https://youtu.be/4iZguVsrMxA&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;</description></item><item><title>策略訊號整合器 in STO</title><link>http://www.yctseng.net/2020/09/in-sto.html</link><category>MultiCharts</category><category>交易工具</category><author>noreply@blogger.com (永政的投機生活)</author><pubDate>Fri, 11 Sep 2020 10:21:00 +0800</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-8541642614392175167.post-7691404946045576677</guid><description>&lt;p&gt;&lt;span style="background-color: white; font-family: Georgia, Utopia, &amp;quot;Palatino Linotype&amp;quot;, Palatino, serif; font-size: large;"&gt;STO 訂閱購買：&lt;/span&gt;&lt;a href="https://www.touchance.com.tw/sto/index" style="background-color: white; color: blue; font-family: Georgia, Utopia, &amp;quot;Palatino Linotype&amp;quot;, Palatino, serif; font-size: 17.6px; text-decoration-line: none;"&gt;&lt;span style="font-size: large;"&gt;https://www.touchance.com.tw/sto/index&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;STO 套件包中有策略訊號整合器（單純加總各策略的訊號），這也是使用 STO 的標準模式。也就是，把 STO 插入在策略訊號整合圖表，而不是放在各個策略圖表上。即使你只有一個策略，我也建議你使用策略訊號整合器。&lt;/p&gt;&lt;p&gt;如果還不知道什麼是 STO：&lt;a href="https://www.facebook.com/247217438641623/videos/627986971193397" target="_blank"&gt;介紹影片&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;策略訊號整合器即為在 STO 工具包中的兩個指標：@SignalGetter、@SignalsCollector。&lt;br /&gt;&lt;/p&gt;&lt;span&gt;&lt;a name='more'&gt;&lt;/a&gt;&lt;/span&gt;&lt;p&gt;1. 把 @SignalGetter 插入到你自己的策略圖表，如下：&lt;/p&gt;&lt;p&gt;&lt;img alt="" src="data:image/png;base64,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" /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;2. 設定 @SignalGetter 的參數與屬性，參數 chartNO 是給策略圖表做編號，從 1 開始，每多一張圖就 2、3、4、....，各策略圖表都設定完成後會如上圖看到 A_1、A_2、A_3、....，屬性部份設定如下圖的下半部。&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;img alt="" 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" /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;3. 另外開啟一個工作底稿用來啟動訊號整合器與 STO，很重要！不要讓訊號整合的圖表跟你的策略們在同一個工作底稿。先把圖表的商品資料設成：台指期、1分鐘、全時段、近30天的資料，然後在這圖表插入 @SignalsCollector，並設定其屬性如下圖的下半。&lt;br /&gt;&lt;img alt="" 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" /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;4. 在這個策略訊號整合圖表插入 @STO 並設定你想要的選擇權參數，即可運作了。在這個策略整合圖表，你可以插入多個不同參數設定的 STO，以比較追蹤同一個整合後訊號，在不同的條件下，轉作選擇權的損益，會有何不同？下圖分別設定了 週選價內100點、週選價內50點、月選價內100點。&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;img alt="" 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z9anGsPfjGLazut3seM9e81UtTIWJB1omU7fNv1w94p3XUDp2k68vL2lU9TdpYn1aGLWq+Nah8NHvxGZsh/ne9rtiSRlnamNXBE+6/3gWj3f2ufXis4G7JrB0WNjAFZJ5p1+KHfngr5UnEWpikd9SjscKUZ8iBAD238sXpquS/Y2z7+PKN5bsrfTlHSr4sXM3pqZOyoykuIuc7VkavDb2o49ZhvmM4VxvS3Lz6d2A9OFinTpjwEkGpQRW01YPbQFKFZdXC14AbIpu/kPbjMY8JyCF4weF4XoVw6B1f3j2e2aXbkrlvXjV+5jqJGGk2SJM5OP/Y7Y6EdsSlcdkz17HRRc10XErfr37bz2S9N00ICGFMuZa8hzWXAU8s8tFQdNoSsOrhSrv7O1YL1EKzvi9bKhVWdObXrIfOHVsrqQ2fm/s7EbP7gatn0xCbBDZ3j89lc3A2Q+YOre55bb46ue/0qNZx63fWQ+YPzFDUyPoSIQmx8vk4/NE2fAJUNU6dwuH6xdULGn0zULgcE59nn0Oa7HtrmR7fkRC0/T5bI6oXVsuk7HdFZdTAvaqo4mQcTO9eYRDGbg1tlEbVdu3ZR1EhzUTvPkPkxU1hf/KaOvC5RC0nf9O+6v3wdK1J6eM6pjT+ZqJ0LyLXf/eEBmdEXdOSGHw+uHgije1oDorahK4wbINgA2fj4xm44OIc3s/9WLqzqeHzd+ClqZCwo4k0U7WBdAlVW1GxL40PTDsl3UUxDvKHlRCaHQU8tLzL6f5noXPP4tUbRsYmSKmpYD9ny9S0dcVM9txTG6zPRbElLVh86s3d+1cGVsu4HHH4kDcfXeZb1Llznqxa1KsLYwma/YcypUdAmF9ecmkvUMtFpSasTNnV7WvMHV8vVTxjmxhRRa0nL4AkOvhenxs85NdJ4fB1ozPtcId7IOIpak+qDjDcDotZddbjpCb8ntvLwqp6HpS8E0T29ldkCkhsgKw+v6ovajZrI3QjjqkvbnBxFjTSaujyHEFGxhTOFqUKwXPGE2AHUP6dFQZt8jO+pJcjvJGIQtfyCko7QdI5rw5ddYdJFyfe3nm62UOXq72zKnb9g91rBORQ10lDqHA4z/Wzxml4JUK+JFTVT+r54fLYOoy5sv1G3E1Id1pevex7bpoEl9+rwn2mbLACCczrDmPnhxHnze2oOUbPG3x0mpadGSAUU6dhjvKphrCoskkbsy92k+YTs/ZjtLNJb5ZjmvTB9paS6LVbOw1pYZZynG/wPMriLyYy0DDubUNQIicDlzREyCYTs0m8aWTDTco5cuD7yqacFQJAooyem88qGyRQ1MvaE/MrEr+8gUvfQG70fMgpiPj0jcsp4XBWr3j3i3BDZsfdjwH8tw7Dkzp1PUdTIeKF3+lWLQJ2iMizBKjs8SGGdPlyiprcn60Nd9ztnufNnD74a4N2Zv4C48T01QgiZVgwf2bwEkMdWzUsKSArI/121Si7Rrss8sb5omb+TlhO1NfnvnpnnzMqKWotzaoQQMi2EzGGZPLWB60yeWBY258UpYrcGsm73up4AzeurGM/ur44cXN3Yyoui43M0FDVCCJl6+uITN6dm3vszm2vLxDBJkgFPrb+0v/MeW/+9tmsGlvC79n60idqOHTsoaoQQMk20MCOJNmyoito/w6Bn1xGujgiqKxHVhSHGxVSaqOnzafPKS9y9nUkMorYq26kk8+Ryrxj059R27PguRY0QQqYB1zBkjKdmmpPrpaEvMloDufAHFwaJ2vzB1c6Xr1WPbp57PxJCCLExKGqDC0BC5uYGsCwU8X6aJmDXfnWhCUWNEEImFvOqxB4GTyvKU9NoIbGLnVHUOh8BzW987BA1fYHJisF4KWqEEEJ6lBE1Jznx6b9sbf00zcKqwYUjvVWPfc+Mn54hhBBipVpRyy/pVz0q/Xtq+rDk/EHT7v+cUyOEkCDq3qFmXBiOp9YdJjxbmZvTd+k/tFJwI+TqJza6d+lfA7lg94WcUyPjgW15MI/zeB3HSY2ihmILTIpu9UZRI43F1ZireJpm/NMbPxmkTlEbQFmoUnU9UdQIIYQMV9RqhKJGJp66n9gZ/2THPy2MRNQSA1m9Fqx7ihoZC0yNt8rOjPFPX/wkT62i5tiBJKj+oIuc/T08ihohZKqh4HXg8CMhxAo7SjJuUNQIIYWg4JH6Ge42WU2CokbIEKCQkaZDUSOEjBQKJYmlsk/PNBiKGiGETBm+j4RS1AgZMuPw7hM9KdJ8+nNvFDVCGkrd+/kVib8um7iHIQkhZO9FihohI8TlBVXRwVcZf12io8dJYSPBGFY/XgLIY6vm5bFV83LJqO0rAUWNTBy+zj1Jkpxo6X+Xjd8UtmrBscVHYSNFoadGyJBRhcc17KYKiW94zhXGFk/okJ96vmoRoqiRqqGoETIifMNuPrGz/a0fC42niM0mqvAWKWqkKBQ1QkZASGduCpMkiYhITziKxuM6XsTuOsuBkBgoaoSMgJBOu0iHbxpSTNO0sA22a6pa5k9RI1VDUSNkyGTeli9caIef/VTxqtpTyxah2ASyKBQ1UjUUNUJGgK3T1heRuK51iWOoqGXphXpealyua4rEF3KcEB8UNUJGQIjQlBWsmDBl7a6jHEZdR2Q8oagRMiJMw4i2v20enCqC6rE6RC102LTqciAkBooaISNE/WXHYjw1PY7sXKio6WmH2BtzvEw5EFIEihohpFK4ATIZJRQ1QsaIpghGU+wgRIeiRkiNlOn8i147boIzbvaSZkNRI6QhhHTusZsW12UjhYg0FYoaIRNAWa+uapGi6JFRQVEjhBAyMVDUCBkiNg+Gng0h1aCLWshoROj9N8z7lKJGJo6y72z5bsDY99PqfJeM76kRM60ulvOGL1+X8dSSLqPPN0WNTCB1d/Ch8Zte9q7TDgobKcOgqA2KYiZeZTcmcIUrei6DokYmjio7d5PXJuLf0Nh108emV2X8ZLpxeVQhnlq25VsqMuDphT5kucIVPadCUSNjiemJTd8mS//54rHdNK5fEbtdfxeNp2x8ZLpoYUYSzRNTRe156Ivf4P6prV47c4mk3hZ929jFnrN9zomiRhpLqBdk+tt0c4QIinosNJ6YfFQlOhQ1Ug39ubeYObWeqDlGFnxtVL2/bA+krvhs8VPUyFgR0pnbwtg+BhobT9XeVV3lQEhGyEIOk6gNXNddYOJrZz6Py3afZT+TV0dRIxNH1V++1s+5brbQeIrYpeavbFxqh0CIFcPqx0sAeWzVvKSApIA8tnKlXKJdN7hQZHCVpe8+dYlT0XMqFDXSeEKH77JwtrF2003hEjI9nmyrrRhRC5lHKELVgktIkeHH2HOm82VEzfQAR1EjY0VVnlpsmDLzYnUIDUWNVE2sqNlWBtuusT3g0VMjU02I0NQharYwMfbWVQ7DSI9MPmU9NdPPFt4Upsw5tS/YsWMHRY2MF1mD9j356U+SPsHy3Yjq8ZAthGzXV7HtkC3fnE8jRalz78dhPmzRUyNjie9pznaNLY5MEEJFzZa2LW7bNUVvdlXQfbYQEsIwRG0YD10UNTK20CshpDqqFLVR3psUNUJqhuJLxoGqPbVRtXuKGmk8RW6OsjfUKG5Iih8ZJU35nlrsfaCHp6iRiaROgcjeV6s7HUKGSVNErSwUNUKGQB3iR0ElVUJRI4QQMjFQ1AhpCJPisUxKPsh4QlEjpKHU/c5WTPzDfI+M76qRMlDUCGkQdXyzzEZo/NkL3cOwiy9gk7JQ1AhpKE0QNVOYuuzK4qWokTJQ1AgZIa5hPbWT9w3/ucLY4ik6pFiH0KnXU9RIGShqhIwIm/iof4cIiC+MK57Y99SGITgUNRJP/yOfFDVCRoDL4xpFmBB7i3h1OiHiSVEjGdkXqmOuoagRMgJcHbfvK9Oua03iU1bUXJ++GXbZEKLSwowkXQ8tg6JGyAgI6bhDxcgnZGmaFrahiP22LwnrvzJlQ6aTEM+NokbICBDxfwjTJ2r6d9Ns1+phfJ5gqP11ls2o64c0hf5cWSgUNUJqRhevomJkOm7zwtTjZYYfyw5dFoGiRny4PDaKGiEjwjSMqL/kbBvKs8WRHYsVR5eNJjuHWS6EWEm6KMcuAeSxVfPy2Kp5uWTU9pWAokbGEtccU6gY6b/smGuYMfMWbWnH2OmytWiZjLpeyPhCT40Q0lj4vTcSC0WNEELIxEBRI4QQMjFQ1AgZIXUPq1UZP796TcYBihohhJCJgaJGCCFkYqCoEUIImRgoaoQ0lCa+5DzMd8hi3qMjJIOiRkhDcXXm6gKLoostYsVCRKzbcoVS9LttFDYSCkWNkIbSJE9N3amk7rRN5yhqJBSKGiEjxDXEpgqJbyjOFcYWT8zwnk/Uinh9dYYn0wtFjZARoXfU+tCeTXBM4bJ/m/Z7DI0nxM6qxEXE/+mdImEJoagRMgJCPJ7s364vT8fEE2pDkbhC44nxFG3nuR8kcUFRI2TIuL6nplJEjExCECKOITaE2h2CKx7f53YoZsQFRY2QEVClqLmELCaekPMhdoeIThFxrEpQyWRDUSNkBNg6aP0job5rqwpjO+/61ZH/qq8h0wdFjZARMEzBKipqVV1TR9kQkqfVpRpRS5IqbSsGRY2MHXon7frb5sHZhgjrELUq59R85eIrGzIdJF1irokRtaxdmeabs59rON01cuEa2XBdl7Fjxw6KGhk/TI3btCxfv0YNa7p5XKKmxu+7sVxphxyvumwIUWlhRpKuh5ahitrzYBPFVq5tJYC0YL7vQtt8Vddl0FMjE0eSJNanxGEta+fyedIkQjw3n6eWJImkIoIkbBVukQc51znXe6YqFDUylVBsyGTTnysLpYrhR1MYnUycTKMJptETW3wUNUIqpImeWJNsIc3E5bGponaWJ57MY7Od93lj6nlVIF3CRVEjU0FsR96Ejt83NEpI7SQYEKVLAHls1bykgKSAPLZypVyiXZeJYl9QzB5hzBBjaFiKGpkqfIIQ41lV4YUNW7goiKQsg8OPg2I1KGqDqOd8u9yY/rado6gRQggJpsicmu2466Gu6BAjRY0QQkgwZUXN9LOFN4Upey6DokYIIaTWbbJ8Q5JVQlEjhBAyNFGrG4oaIYQQbmhMCCFkcmiiqKlDlaHDlrt27aKoEULItDMMUatjPk2Pk54aIYSQRnpqRaCoEUIIoagRQgiZHChqhBBCJgaKGiGEkImBokYIIWRioKgRQgiZGChqhBBCJgaKGiGEkImBokYIIWQsyD7u6QpDUSOEEDJWuMSNokYIIWRioKgRQgiZGChqhBBCxpxWF4oaIYSQcSXpohy7BJDHVs3LY6vm5ZJR21cCihohhEwZLcxI0vXQMuipEUIIaSj9YcVQKGqEEEImBooaIYSQiYGiRgghZGKgqBFCCJkYKGqEEEImBooaIYSQiYGiRgghZGKgqBFCCJkYKGqEEEImBooaIYSQiYGiRgghZGKgqBFCCJkYKGqEEEImBooaIYSQiYGiRgghZGKgqBFCCJkYKGqEEELGgqSLK4xJ1AauSzqIiDEO9edKKySc6VzIdRQ1QgiZElziFuKpJUkiIiKpSEfglHO60NiEJ01TbziTcPn+TpJEAIoaIYQQDIpaJhIqmZD4PDFXmNBrY0Utg6JGCCHE4Km1BsJknl5ZUcs8PpuXpl+fhQ+Jn6JGCCFTS0sy8YpZKJIJk+lc4phzy65Vz9vEip4aIYSQMLoLPtRjlwDy2Kp5SQGRJJHHVq6US7TrBj21liTJzED8PlGz/R0idr40KGqEEDJltDAjiTa8qHpq/wy2BSUdzy4TFNPCE9/QpE/Usl+aplEiB3SGKSlqhBAycfSHFUOJHX5U/y4z12a7hp4aIYSQwpQRteyY/rOFN4WJTcN2HUWNEEJIrTuKuETItuCkKBQ1QgghIxO1qqGoEUIIGdnej7qn5vvbB0WNEEJIIVGLEZwiw4xFrtm1axdFjRBCpp1x3aVfFz56aoQQQoYmalUvDNGhqBFCCCklanULVUwaFDVCCMAA+4MAACAASURBVCFjO/yoQ1EjhBBCUSOEEDI5UNQIIYRMDBQ1QgghEwNFjRBCyMRAUSOEEDIxUNQIIYRMDBQ1QgghEwNFjRBCyMRAUSOEEDIxUNQIIYRMDBQ1QgghEwNFjRBCyMRAUSOEEDIxUNQIIYRMDFMjaldddZUiak/JAw98pMP/+JiFj3exnSeEEFIv/n74wQcmr59+8IGPy47vfZ+eGiGETBRJl4hrzgRk+2WXyQ0Yb09t165dFDVCCJkGki6mc1Mz/EhRI4SQcaPVJfyaMwF5/6WXyY+DokYIIWQssItd5qn9GMZH1JIkGThGUSOEkImnpTEY5ixw+JEQQsiEwDk1QgghzcS3+tFwflJErZbVj7Zf7LX6eKnvl4XLritqgxqHLR7TWK4vHkIIaSqTImqVe2quTt8lLKZzprCqYPnsMB1P0zS6kPT8lBFIQghpIhQ1AyEdvSoIulDEGO4KX1TwYsLHxkEIIU2GoqZh6/hNQ38mb0m/3ufd2Ly4UC8qRpRCRM3lgYakSZEkhIwSipqCLiSZuOhhfH8XERrTvFvM9VkcLhENETCKGiFknKGoKcR2+ibRy8IUESVfvL7rQ7xC/RdiT5GyIYSQUUBRUyjScfu8Fl9HL2JfjBKS8SJeoc0+l5hS1Agh4wBFTaFqUQtZ4RgqIrHXh4YNzU923LYohoJGCGkCFDWFqkUtJJzreEjcwxY12zGKGiGkCVDUFHzDc6a/Qw0s4pH54o8VkjpELTtOUSOENAGKmoZN2NTO2+VF+Tp/ID+E53uJ2paO6zrbgpEQATPlzZdfChohpClQ1GDeSsqVWOgqwzRNK/G2TD/fNa6dUNRfSDiXnXWKWoJEzsN58jK8TG7FrXIf7pNP4VPyJXxJHsWj8iSelH/AP8h+7Jd/wj/Jd/Fd+Qa+IQ/jYfkUPiX34355G94mP4WfkgtxocxgZuQNlRBSLxQ1A76Oetw8k5xwnQ/BT0HwKxD8HgSfg+ARCP4WkuyGJPshyT9C8DgEfwnBFyD4BATvhuA1EFwESdrmxSJlt9E6DafJDbhB7sbd8g18Q57Fs5IirYzjOC5/g7+R9+P98jK8TJZi6cjrhhBSLRQ1B7bfqDMbxVoI3gbBVyHJQUiSVsBRCP4KgndC/kb+ppR9i7BIXovXyqfxaTmMwzkROoET8gSekE/j03IX7pJbcItcj+vlKlwlF+NiOQ/nyTzmZQ5zMo95OQ/nycW4WK7CVXIdrpNbcIvchbvk0/i0PIEn5ARO5OI/iqPyx/hjeSPeKKfj9NHXFSGkNBQ1DdXbGKcNfNXfHtkj75J3ycVysbQk6YvRSQiegOAPIPhVCF4NwUshuBQdD24VBHPd/5/fPf5SCF4Fwbu61z0JSU514svixpMQ3AnBWeH2noNz5Nfx6/KP+MeciD2CR+R23C7X4lo5DadVWkan4TTZhE1yB+6QR/CInMTJXtp7sVfuwT3yI/iRkdclIaQ4FDUUF7I6Ra9Q3M+H4D5IckzxqvZC8LvoCNiyauw5Ikfks/JZwf2docpeWscg+B0ILrTH88P4Yfmf+J85r+nP8GfyWrxW5jA31EYzhzm5CTfJn+JP5RROSYpUTuKk/BH+SJ6P54+sMRNCikNRq4mhennLIPhQxxPLBAYPQXADBK2a056B4MUQfFRJ/yQ6Qrq8H66NtvwyflmO4Ehv6O9+3C+X4tKRNx4A8gK8QD6ID/aGQI/iqLwT75RFWDRy28jwKDtSo+6/2vSRnqbbVzQfFLVxr+CrIcl3u2JyCoJPQvCiEdlyAQQfhiTPde3ZBcG1kLVYK9/Ct3qe2afwKTkbZ0fHP4w6WomV8gAe6Nn6OB6XtVhbS1rj1AFOA6yDyYCiNgIqu3neDklOdD2zb0Nw5egrAoBgHQR/0Z13O5nIbXfcJilS+QF+IK/Gq8ei7G/ADfIknpQUqfwD/kEuxsWjL9chlkdThuFH2QZGaVsdNjY531WWD0VtXCv7NmWo7z0QLG6ATSotyPP+8/Nk8fHTpJUm8vO3//xQ58xC6tQXZjEWyx/hjyRFKvuxX9ZjfSlbxrGduWyetPw0Oe6m2teUPKt2UNRKVpB+zVAq+d8qw43/evSFb2Iplsrf4+/l8y//vLRPzHS8ybdWF/+wbqYZzMhH8dHeCskVWDFSe6pmXO1uUv4nWSyK2D0M232e2vYXXUpRiym0kXKhMuT4pubauR3bJUUq38K3pP2adu81ALxw9LbFkiCRL+KLkiKV38HvlI+voXXWFMbdmxpF/cY+XFdpo/7u7qjf56Wn5qkotXJ8FSVi3nbK1whMx61pPdQVh/vjG9uwWIu1chIn5RRO9Yfs7uza/cXi8YaUf8huMEVuuvNxvhzHcTmFU8YVmzHx1fFCfx3xufJm+8WUS8y9VdbeImUVW6dly7xsPL5fFfaF2FxneiHxUtQ09A9lht4s2TlfGFeFe9Pa2B12PALBmX17yzSAOrgTd0qKVD6Gj/WPnw5J/qkrbDfEN+TYDsgUNiSMi/fgPZIilffgPVG21V0vZTsV30dqQ8qySF5taRTxIkLuU1u52DYHj81j2XqN+eJ9THnU7TkOq58JLR858ixFzVVB+s3i2wE/5IZyhXE2lP/aFYVtzWpsOtlQ3c24OX/u1q79vx0eV0i52erNVZe2MC5egpdIilS+gq9E2TaMetHbZUwadYqaKazp47llO+Eq7Y29Tm8DZUSkiJ2++osp17JlPwxc5SwiPU/tx0BRM1aQV2gw2Ln5KtkVjzPMn3dF4dVhFa//gP5TqX48xCZb/Pq5BSxIilQuwAX5c5d37f+Lco25svJ0HDdxOk6XFKkcwqGoeMoITlHKpmEqO9tXz21twxXWNSJSlb1FyiPEdlt42/2gHzOJunq97d5ynXOlaao3Xxppmjof4PV8u/JrStNlvy1+W7np13H40VEZpoYY2jhDG1wMyaGuKJzvt82Wjq1BuRqK7Zgt//+Af5AUqazEyvy1i5Th0wL5j7FRPx57rYk5zPX2qCwTT2jYok/8RdtXVWmY2liMTVUPl8XWTYztIWGL3FtlwvriCb1fQtIMKS9bmJj4Qx4Ms2MUtcBG4iL2Bi6aTm9OaoVyLHBOTRWg0OGKmLypxz+Lz0qKVF6BV+TDzSrv1lVQzjHHfWFCOtKX4+WSIpXH8FipOtV/RcrCFWdUmyohnKZfbN0Ng7Jpx+TL1dnq5e0LWyT9osd9YV3zWb4yCLkuJn7fMYpaYIX7XHHbsRgB8fInXVF7aXyjjGlgruOmcHqD/BX8iqRI5QP4QD7si7v2P1GsksvY7gtj88TV49uwTVKk8mF8OMiG0GXVVXf4pjZZNbHx6+GHuey9bFnYbPfd+770bfdnzHC1LgymNhU6bOyLu2gfEXIdRW2QkXlqrl9IY4niN7ui8M74RmlrSDENLzS/L8AL5CROynN4Ti7Ehf3r39a1//ftZej6WniZ46HX2jrb83G+HMMxSZHKNbimujqt6Pqi8RXZJsu3Cs32Am7VeSxbFjHCaruXQu79mHYbeqxI3CF1UCQf+urRovkvm5fsb4paRIUXaSCV3tzXdIfv9iG3A36MfWUbjm35s85v4bckRSpfxVclQZJf0h+w0KWMjUD4QoSQukiQyBfwBUmRyifxyYF0StVp2TZhsKWq+Kq2t26b6kzX1wG7vKuYthdzz8bG7Tvuy2NRcRqmqIlwoYixkEKf4Hw3i63hl7rJPhe+rF9NJ2TlUNGGZyqvZVjW+wDoR/ARSd7d/aDoo3H5VfdNLNM5xHYWGTOYkY/gI5IilcM4LGfhrEJtwVdeVXf4VcdXRfx121Rn2qEdsOm8LazpAdHWTmMWg1V13JVn1wOU7W/fsGpo/D6buaQ/oMLLdEJFO1NrXBd2FlokpyD4merSzn6+Y6HxiohswAbZj/3yuc2f6+//uKl4JdsavS39EBtdYU7DafIQHpIUqRzDMfkJ/ERUWbvKtco2EhJfmXYX2/5t7aZsvsoSYlOI7a52aAtf5t7ytZGY99RC4w+1r2j79uUppD6scfDl67BGVTac6xeayV7YbIf+ExBs9l+jpuNrIK7w+tOTKw/Zsedf93xZfKyzU/+/+7V/Jy/Gi6MqNvuladqbb3OlGXITuMJkxzdio/xf/N+eh3Y9rveWlynuora68lAkX0XiLNr+Y/I17B1xXHUVanvoELypHajxu9Jx2earZ1/coW0o1D6TnWVsCbXDdo7DjxGVPmycQ2/v6grbMQjeBkHSHHtFpGPPWyDJsx07t75/q6RI5RROyYfwoaF+hiYUEZFZzMoH8UE5hVOSIpW/w9/JJmwauh1V10uT2rWIf4/UOu2tcscPbk5dP7ECTlHzFFJTGq2xYn8d/d3vvwbBj4zeTgCyS3YJvtIV3RSCD0AWJ4vlDtwhx3G8932ye3CPPB/P98Y3jDpYgzUi7xDZgz2SIpWTOCnvw/tkGZYFx1GVnXV06EXjrKPsQ2xpkgg32a6i9VP3PVXnVwB85ylqBQty1BXdi/O6RJLvK17bByA4d3g2586v6aSfHO3asweCV+XDr8Va+d/435Ii7YnHZ/AZ2YzNsgRLhlrWpyWnyY/jx+UT+IScxMmeTf8H/0cux+VDq+uy7aIpD16kfN01rS6HbV/o0KWLs8DvqUVV6rAqN4oVEHy877Ulz0HwYQiuqD/tJEkEF3fSS55TvLOHIDjLft0L8UL5ID4oB3GwJybHcEz+BH8ib8fb5RJcUqhefFyUXCT/Af9BPoPP5NI+giPyIXzI+FmZ0uVTYbhhMxbtf0yousxs7wOG1FuT60+fU4uFnlrDKNXYLobgwby4JE9B8H50PvcyU5GdLQiuheBuCJ5U0joFwR9CcHV4XMuxXN6MN8vX8LWct5Qt0HgUj8pH8BF5J94pr8ar5XJcLuuwTs7FuTKHOZnBTKfckMgc5mQN1siFuFAuxaWyBVvkbXib/Hf8d3kEj8gBHMjFfwIn5M/x53Ibbgua42tyR0DIKGnSvUFRm0TOhWA7JHlaEZxsePIbEPwuBLdBcCMEl0JwHgTzECzqXj8DwVz3+CXobMv1Zgg+BMEj6G2s3OPvIbgPgrXl7D4DZ8hNuEnux/3yfXw/J0BV8RSekt/F78q/wr8a3HCZEDL2UNQiSTIa9GTSs81k01UQ3AnBt7vvt6UVcBKCv4XgPeh4bIaVl1k5We1NzNepLMMyuRJXyuvxenk33i2fxCflYTws38Q35bv4ruzBnt7Ck+M4LnuwR76L78o38U15GA/LJ/AJeTd+TV6H18sVuMK86KOV5GwuVMYR+XSVSxVtqje8pKXjrY9gWh189Wc9372+qjZfWb7qS8e35Vjdtk8bUyBqV8rtt7+7uKh1b85+4/PflKNYkRR00y2FYAMEb4TgfRB8AZ1vm32n420lx7qidbTrfX0Hgkcg+GMI7oUkP5cI1kOwpHxnkgx0eJ1yLRpv77oAsbRd34JhU+NAe0p3Tg67kySxnvfZ57e/vMi45nbK5HsgnJqnMRGDRCM+jmofAqaBKRC1Yp5aC0lUI7Q32pobZcFOvAjmjiSfvxjxbxQ+UYms9zoWBVRdrsMVhrCHlmF5XqNiMH9jdp+MAVMkalfKzp3fs4pa7aLU6zRrasQlPJQ4T0Szv6yoRgzPuewu3xma6yWm42/PQPbuv1eWLYPMtCsqn4K2+Ozct69jZ7tdMr4C+WvPQJYt69jQnvHFY79f3OXRELGwedhlRmWUawdHPBqW/xEwRaKmeWrKsGJ2kz17+CY5cfIcEcEAaQo5cfIcOXz4pnynhf5NunDgVjmwcGvvfHsGsmwWcliL99ixjbJ4cXjmcp2QYQXj4sWdOG3x6+dPPreml4/2TIfZpZCjh26SUyfOEUkhkkKeO7pRlizui0V7BrJ0OeTwkZ+WEyfPCc5HdhMuWeK2s0PczVhGzPRyee5oWH7UTnmm3anrrP2kJ8+1xqOml6aeekohp06cI0eOvGagvZnqO6sntT0fPfIaOfncGjl14hx5tlvfi7rt8pm998rsUnN7qgpbu2zPQJYv10RNaSdZO8vKN2sXSTIzks7F2i5nITc/fLNgHXIf7u2xBrL26bWSdP9b+/RawdnKMLd2fv7garn6iY32+JR41+1eJ6sOrpaNj3fDz46qXJrH1Ija+qs2yI5dmag95YxsUTsvItnNlt2kx45tlNOWoCeK6nG1kzI+uWfH996jiJS5E1/SjVftlPr2tAZu/uzvAwu3ysKBW3Oi5RLFdtvw5IzBp0k9P7b86de7ymffM9sHrq97WCzr9PfuvadXPqZyM+WlZ/e+viic1hWJM2YhBxbeIivmkIsnq8dM7FwPQa7yDK1vU3nr9geLmuZFq/+2zWHq6ev5XTEHmVsx2N7ydNr3vr3vlWUGO0c1TJkAgrM7YrT60JlmUVkDuWD3Wrlg99rOhgSzEFwE2fL1LbL50S190TKIojNf3Xi2fvmW3vW4CHLLl7a6RXDKmBpRG5xTs3sEnU5rW75zSzodzeAT5KBoGIdXtPhDzi8c6HRWcysgCwtvGbDHNuyjd1ouUUvQ6ZRt9qg3md7p2sRKtcNUXkaU/FQpaglakgR5fq3CoqL+vXdfpxO2tY+Zdj+fsQ8JtnKbaTvq25IP10OOr37y7aLVI/OkbPFn+VsxB5mb69xjrvTV8m3PaJ39EOeSga531RWRzY9ukS1f3yJY3xGqAVGbhdzy8M2CiwaP3/zw1n549W+PKCXd63FRN+5ZDNpDj02AKRK1vKdmmFMzPIn3OpdWflgkE5szZiEr5iAHFm6LelJW09mz7x5vJ2bqJFwrzkwiu3fvPbJ8ucVTGxgOag2cN4neoq7I791/b66zVq/LnW/5xSpJkgHPBujc1KqH5SuvnidmDTf4UJN1usuXm+rD7hnv379dEaVtRs/c1cmXErVe/Ntkbq7THn0PETZ79HZb9OEiSNQMnpruec6tsOfHu30bKn6FwXRO9bRmlfsmEzWD2OU8M+fwpWO48yItvC29KWVqRC1m9WPIHNbx45usc0PZzbt0ef/J3CZqpuE3ALkn0agn6+6Tuy5qtmGcLP5B0cqevvtzNM/szT8x6516TDm6OqWiw3Pu/ISE93sOuggtm813wgcWbh2od90em30zba3dBDT8LP59++61iIBZvNV6ydqzOqxe5mbUy9OXf1XMsvpuz/Tnngp5ljWTeU63mEQpGybMhgWXQ7Cu+7dL5LT7fqD+bOEHRG06F4hkUNQM+G4itdN95sAvBj+Z5/EPd6nh7PH1G33mOe3bt82+sCAdXBCR5SdbKHPqxDkDC0lMnXC77RgeQqAIeYZR9+/fLnMr3HMwprk/q6gp6WULV/T82uxa1O54YqpoqeVrW0iU2ZiFM6an11PuYck+TG6bY5tb0anPUyfOGZiT1UXwwMJbrHOJaCWFRS7LT3ryXGd7Uj1EdWFS+P00ok7cNCembfC99um1Mn9wtWx6YlNPdJLc+QslEfQXkqzpz5kHL0zRxbUBn6EaJRQ1A66bqIWkNwfV8SRus8yhbPM+WXY8tfzwo2nYJPRJdfFiyLGj18jxY9c6VxWGiPYKxTNTOyF9Tsg1Z5aJUtEn7NhOfsliyNGjV3dWb2YrV7urCJ81iEhWLu2ZzurPQ8/kPUNTfqwinXTtPb7J+lCQeZ7z8x2bfKstfQ8FpgUoqseTiW9PdI9t6oXbt+9eWTWPqFWsOq7h735+3yLzK/PpqOc7onqrHFy4zdkeR+epOXZQmYXc8uVbrJ7alq9vkVf89SsFN0DmD62UtU9f2Fk4YkvLt5pSO98rf9sc3pRCUTNgvIkMw4FZp3D8+KbBVX0BN6Fz+BH5Jc4hnuPBhdusnbK+4CNkeC50DmTfvnulvWjw+iLDaaZ8LRy4VQ49c6tltZ55eM2fv8H37fRhW30nD5/ILOrmd14TC9tqwAPP/KIsHOx35gMPM8aFSa0B0cjsyRYy7dl3z8BDlrraU/csbcPkLtGaXdp/hUF/6Ahd/ZiNDPiGPTvlPjhX6abq90sH7yOrCHU9tMzzGhA5h2jhIsjNX7wlSNTU41szcZ012z1NUNQM2EQk68QXDt4mBxduU4ZvlCXVbcjiJf05CueTeDvfSRo7EUNnq4fxrULM4lE7Z73TN71c7RO1mTZk6bLOir9ozyaAzBPJPK9QjyJE1GwesW6vvoDInp+Wtbz09qQ+rMSstvTVty18JkLP7L23955aiKfm2p6r6P2jlo/qqVmHP7P4HHPCI8M1HGjx4HyeWG+JfnduLEhE6anloKgZ8Ima6clZXS2ZvYwbtKQ/i8czt+Syx9cp6CxqQ5Yt7XQU6nBi7ildSTfrhA7s257zKIp2ylm5+Z6ks/h1z8eXv1BP1JaeefWj32PIPO+svPbv324UtVx8ufcV3eWXq2/9FQ/4PTVVZH2vZoTspZl7CEtmxDW8bWpPavnMLoUcPnCbsR3r91d+FW29O2c4V1mGzHGZFoboqxeV8/p7Z0ZRy643vqc2vTuJZFDUDNiGHxcvhhw9tlGOHr3auBOE6cl5z757lE6yZV2dmA3PuG5qfUm+ael7SH4WtSF792zvPfnqc2aZKGedDqCsstv/vt4cot45LumuojMtRBkoz1bSLYf83GOWjjo3pD7Zu+a8fCRJYnwvz/iQYSlHdY7QJDoxw4+m1Z3qKx4D4tNd2KK3P5+d+mYCen20Z/qrOP2rTf2dpu9lc5vn73xJP2Ch1DBJksQ5/HjB7gvlgt0X5ocfH91sfvn6IpiX+HeHMdftXpeLpydiA56dYtsIOuGmQFEzYLzpDZ2QGt60cCTrLHzbZLnmHNKT5+YWPqjbK+kLKXLbKx36lwP2q3MYi5cM5tu3Oi/rxA8fvklOnjp34H0m2/t5evq+7cJsnVvQMGsEzvwaPJRsjkt/L8++urTvubhWl2bpZZ6WXr5ZPNlDlam+9dWNA/Xd88BacloL8sze9w7MUWb5019RiH2I0NM3bcvWeYgwv0KhzvnNz/vfS6wVtR10RWTj4xtl/tBKSSSRlrQlkZnc6sUs3KbvXCPzh1bat7PS4utdn53X5+aU4xfsXivzh1bLxic3GT2/Sd8Y2gVFjZBA3MOpg57WqO0tk8/ZpZD9e+6pYA4r8PtrBcqbEBMUNUICUD++eZpnIcQ4iZptwUy2sKS2hRlekXO/xznNnghxQ1EjJJKiC1FGwTh2/ln5Zq8gTFr+SL1Q1AiZaka0Wm6K36Mi9UJRI2SKCFmq3wzcYjvtK/yIHYoaIQUYn051vN9bSjRGbQ9pPhQ1QjyMj4CNIYlGdF2Mt2iT6qGoERLJJIjcpHg+k5IPUh0UNUIIIRMDRY0QQsjEQFEjhBAyMVDUCCGETAwUNUIIIRMDRY0QQsjEQFEjhBAyMVDUCCGETAwUNUIIIRMDRY0QQsjEQFEjhBAyMVDUCCGETAwUNUIIIRMDRY0QQsjEQFEjhBAyMVDUCCGETAxTI2pXXXWVImpPyQMPfKTD//iYhY93sZ0nhBBSL/5++MEHJq+ffvCBj8uO732fnhohhEwUSZeIa84EZPtll8kNGG9PbdeuXRQ1QgiZBpIupnNTM/xIUSOEkHGj1SX8mjMBef+ll8mPg6JGCCFkLLCLXeap/RjGR9SSJBk4RlEjhJCJp6UxGOYscPiREELIhMA5NUIIIc3Et/rRcH5SRK2W1Y+2X+y1+nip75eFy64raoMahy0e01iuLx5CCGkqkyJqlXtqrk7fJSymc6awqmD57DAdT9M0upD0/JQRSEIIaSIUNQMhHb0qCLpQxBjuCl9U8GLCx8ZBCCFNhqKmYev4TUN/Jm9Jv97n3di8uFAvKkaUQkTN5YGGpEmRJISMEoqagi4kmbjoYXx/FxEa07xbzPVZHC4RDREwihohZJyhqCnEdvom0cvCFBElX7y+60O8Qv0XYk+RsiGEkFFAUVMo0nH7vBZfRy9iX4wSkvEiXqHNPpeYUtQIIeMARU2halELWeEYKiKx14eGDc1Pdty2KIaCRghpAhQ1hapFLSSc63hI3MMWNdsxihohpAlQ1BR8w3Omv0MNLOKR+eKPFZI6RC07TlEjhDQBipqGTdjUztvlRfk6fyA/hOd7idqWjus624KREAEz5c2XXwoaIaQpUNRg3krKlVjoKsM0TSvxtkw/3zWunVDUX0g4l511itoiLJIrcaW8CW+S+3CffAqfkofxsHwT35Qd2CH7sV/2Y788hafkMTwmf4Y/k8/gM/Lf8N/kF/ALchWuksVYPPLGSQgZHhQ1A76Oetw8E5sI+8Q55Dq1LKrYRmsjNso2bJNH8agcx3FJkZbiOTwn38Q35T7cJzfiRknArb4ImWQoag5sv1FntghFBcx3roryeAFeIHfhLvkevpcTpBM4Id/Gt+Wj+Ki8FW+VV+PVch2uk0txqZyH82QOczKHOTkP58mluFSux/XyKrxK3oq3ykfxUfk2vi0ncCIX59N4Wn4LvyVX4sqR1wkhpHooahpqBz5OG/i6fnXlp6ygvQAvkE/ik3IKp3qi8wP8QLZhm7wYL5bTcXppG0/H6XItrpV7cI88hadyAvcQHpJLcMnI644QUh0UNRQXsjpFr4q4q7SvzO7+Os/D8+Sj+KicxElJkcoxHJPfxm/LS/CSWocHW2jJi/Fi+QA+IEdwRFKkcgqn5JP4pPwwfri2dAkhw4OiVhPj5OUNk5/ET8oe7OnNd30IH5KzcfbQ7ViN1bId2+UYjkmKVPZir7wcLx95+ZDRUnakRt1/tel9QNPtK5oPitqEVXBTaaEld+CO3lDjH+OP5TycFxVHHXV0Ns6W38Pv9by2O3GnzGBmKGUyTh3gNMA6mAwoaqR2ZjAjn8Vne4s//hP+08hWIdo6rp/Hz8uzeFZSpPIlfEkWYdHIy22U5dGUYfhh5rkJ1PmQ0+R8V1k+FLUJqewm8yF8SFKksgd7ZBM2jdweUfDG8AAAIABJREFUW72/EC+Uv8PfSYpUfg+/V5nwjrM3VnRVbFNp+jz4uOW9KXlW7aColawg/ZqqKrkpjaUs78A7eotBNmBDZfHWVT4vwAtkAQuSIpW7cNfI7ambcbW7SfmfZLEoYvcwbPd5attfdClFLabQmkST7VyLtXISJ+UUTsmr8KqR2xPK9bi+937bxbh4quqsCYy7NzWK+o19uK7SRn0l9Kjf56Wn5qkotXJ8FSVi3nbKVOGmio9Jq0hjGzbZAowH8WAl8bny43o/zxbOldZduEtSpPIH+IPKyzrU1tiyqTo+V95sv9g6K1J+ZeMKLavYOi1b5mXj8f2qsC/E5jrTC4mXoqahfygz9GbJzsXcJHrlF7nJ697toyjn4byel3YBLigVV1UdkKn8bWHPwBlyDMfkFE7JWqwtZVvd9VK2U/F9pNYUV2j8oXWm/ruIFxFy79jKxbY5eGwey9ZrzBfvY8qjbs9xWP1MaPnIkWcpaq4K0m8W3w74sRVsuxl9u/c3qbGZ+A38hqRI5Q/xh6XzEFK2ITdxbOf/W/gtSZHKNmwrZdsw6kXPc1NEzRTW9PHcukWtaJkHdaJaGygjIkXs9NVfTLmWLfth4CpnEel5aj8Gipqxgnw3S3ZcbdhFb/iQtGLi1X9AXyz14668+eI3nf88Pi8pUvkF/EJllewqE195xeYPgGzGZkmRyhfwhVK2lRGcOsoq9npTJ+KrC19bdo2IVGVvkfIIsd0W3nY/6MdMoq5eb7u3XOdcaZrqzZdGmqbOh0M93678mtJ02W+L31Zu+nUcfnRUhqkhhjZOPVyo91CEmLhtDcrVUGzHXI0s22exyiX8vhuhyLWu656H50mKVP4Of1fKtqJhiz7xV9GmytaF756oI99V1U2M7SFhi9xbZcL64glJI7SfCCkvW5iY+EMeDLNjFLXARuIi9gb2PXHEEDqnpqYZOlwRkzf9+HN4TlKkshzLK6tk302s/mLzZ3xoQdLb/LiMbbG2Fi2bIvGVEU7Tr4ryqZqyacfky9f2fN5uTNt1nYs97gvrms/ylUHIdTHx+45R1AIr3OeK+475rqtjMjfmBinaYDPb9ePfxrclRSrrsK7W/ISG9eXPVP5rk7WSIpXDOFzIttBl1VV3+CHtb5h1YQo/zGXvZcvCZnvovR/bWccMV+t9iKlNhQ4b++Iu2keEXEdRG2Rknprrp4d13Qx14GsMIY3ddtP68vsJfEJSpPKz+NmoMnR9LTy2zNTwoXGqZfIavEZSpPJX+KtCZV22roYRX5Ftsnyr0GzD7cNo8zFlESOstnsp5F6Iac+hx4rEHVIHRfKhL2ormv+yecn+pqhFVHiRBmJrNMMolJgbJPR46KrMX8WvSopU7sf9teYnNHyRm/w+3CcpUvkwPmwNU5W3VUWbKPpEPix7h9Xu60jX1wG7vKuYthdzz8bG7Tvuy2NRcSp6XZHrRbhQxFhIoU9wvpvFVujDKhQ1rZCVQ0Ubnqm8zsf5chIn5Tk8J2fizMJ5UPdNDE3bZGtsZ7EKq3qfpVmP9aXbgs/mqttF3e2sSPzDbPtVpx3aAZvO28KaHhBt7TR2oVkVx115dj1A2f72DauGxu+zmUv6Ayq8TCeUhatC0GKvj+nITfbZbA69AT6Kj0qKVN6H91VSybZGb0s/xEZbmGxHka/gK6XqxlauRespJO2YTiCE2Pbvautl8lVl+7EdD7Hd1Q5t4cvcW742EvOeWmj8ofYVbd++PIXUhzUOvnwd1qjKhnP9QjMZE1ZvFKodIWFN4fWnJ1ceRETWYq2cwik5gRNyA24oVLHZL03T3nybK82Qm8AVRkTkalzd89KuxbXB5WWKu6itrjwUyVfR9lMkrph8DXtHHFddhdoeOgRvagdq/K50XLb56tkXd2gbCrXPZGcZW0LtsJ3j8GNEpQ8b39Bb0zANcd6JOyVFKgdxUF6IF47cRhciIs/H82Uf9kmKVO7DfSPZnLbqum5a+xEJ2yO1rvSr3PGDm1PXT6yAU9Q8hdSURtukTinW1o/j45IilR/gB4WW+A+rDuRJke/iu5IilT/CH0V/AbsqO+uo66JxDutVk2GUQVPrpgxF66fue6rOrwD4zlPUChZkUxh14wxJv422PIyHJUUqR3BEtmJrI8pFDfP65PVyCIckRSpfx9dlKZYOrV7K1mFTHrxI+bprWl0O277QoUsXZ4HfU4uq1DKV27QGWwWheZrBjPwmflNO4VTvczSrsbr2dH3XnYEz5H7c39s55H7cL0uwZOjl09S2UWX7n3aqLjPX9nu+402uP31OLRZ6ag2jyY2tCrZgi+zH/p7XdhfukjNwxtDtWI7lcgfukIM4KClSeRbPyhvxxqmuG0KK0qR7g6I2ZRXeBM7H+fIQHup5RwdxUN6D98iVuLL2srsIF8ntuL23GCRFKn+KP238IhZCSBgUtUiSjAYK1bBtcm6l1MV6fQJZn6yXP8Wf9sQlRSqP43G5A3fIpbjUvFAj6RJcXzNyEV4ov4xflm/hW7m0voavyXWtH83ZXHkZa/a6ysX1JQh/PsPsr55Wl+GmWzS/Tbxvp8n+YTAFonal3H77u4uLWrdT6jcm/008ihVJVXRqxvQjRSQ8rf6/r8W18t9wv+zF3pzoHMER+Uv8pdyH++RNeJNcj+vlClwh5+N8OQNnSIKOvSuwQv45zpPLcKlcl1wnW5Ot8j68T76Kr8oCFnJx7sM+uR/3y3W4bqD8WjDt1F+T2EWXczXiMQrxiyubwHwmCAun5TvYlprafWmaaleDmAJRK+aptZBE3fz2zqLmJ9kaG3m+AwjLR5nOvY22bMEWeRAP9pbWV8EO7JAH8aC8Eq+U03BadDkW8UiH7jVrdpRPP7zdOtMaViecaFjtb0mSzOT+jrs/8+FH5yETG1MkalfKzp3fs4pa7aLkvdmqir9arOVSVXqO4bk5zMmNuFHejrfL7+P35Sv4inwL35Jd2CUHcKAnWgdwQHZhl3wL35Kv4CvyCXxC3oF3yE/gJ2QlVgbaYq6XGHFoz0D27r9Xli2DzLTrrZegurPY3p6B7NvXsbM9Mxrb6qP+h69SdlTQHjgE6WaKRE3z1JRhxfYMZNkyyLOHb5ITJ88REQyQppATJ8+Rw4dvyndaQO/6hQO3yoGFW3vn2zOQZbOQw1q8x45tlMWLwzPn64QWL+7EaYtfP3/yuTVy+PDPyLKl+fgWL4YcPXq1pCfPlcOHb5LlyyGLtHwuXd7PTy6dgSflPtlNuGSJ284OcaJf5klZL5fnjobVS1bf+/bdKzPtTl1n7Sc9ea41HjW9NPXUUwo5dSLf3vTyP3nqXDl85KcH2mNWHzNtg8h27d+z7x7zdRU8dKn306kT58ipE+fIs918mNqv7f7Jzi9ZDDl+fNNAeQym99O5dpmVV1ZPhdvTGsjap9dKIom0pCVrn14rWGO4fhZy88M3C9Z1/q17dDgbsm73Oll1cLVsfHyjEs5ES7ACgosgGx+/RuYPrbSnS3JMjaitv2qD7NiVidpTzsgWtfMiknXKWadz7NhGOW0JeqKoHlc7KeOTe3Z87z3KTW7uRJZ049U7hY49rYGbNvv7wMKtsnDg1l54nyiqnXQWXv07s0/Pjy1/QKds0BosN7189j2zfeD6up9Es/zt3XtPL7+mclOvUW3KynO2+1Bw2gzkmb33yhmzkAMLb5EVc8jFk9VjJnauhyC9PNVOVj+vx5uV++LFkKPHNjofwuztIVTU7OHa3fLIyidX/0v0ODphZpdCDj2TL4+Zdqde9u7Pt29dpPT8+P4ObiuzEFwEueVLWzsC0/1786NbZMvXt/RFqSt686pYrVDuAzWeWeXvh2/ui5/Jg9NFcrZ7jRp/dL1NPlMjaoNzau6bct++bfmbIOnfZCE3VV4UBuMPOb9woNPJzq2ALCy8ZcAe2zCG3qkUFbWs012+3NzpmkRejzf4SVnJT5WilqAlSWAn7RRpQ35Mf+/d915ZttQuIjPtfj6jHhIs9Wx/qLlN5lZ0/r10+WC6oZ38wFwd4j1jU3s3PST80BwGRN6aP+V+aM9A9u19b2/kQX+Ict5vnuFAY34zcVkPwQZF5NZDXvHXrxwUnVnI1i/f0j+eLTzTREsvZ8x2hVATT7PHRlHLmBpRy3tqhjk1w03W61y6Hkd2U2Vic8YsZMUc5MDCbbknc5NnYuqo3cNAMNqjdgqhcybtGcj+PffICoeoZSKodn7Z8NWKuU4+9U7BJ1rZ+exJOytHF0mSGD2QBHkPy1dePU/MGm6wE8hEJRNxPbytk92/f7siStuCPaOqRU1vy66RgoGHNuQ9vyWLzatBfXXnqo99++7N1YfxoUArD+vDwN57ZG6F0i4XZXU6mF677X6IzBEy56V6TOowoypSKwzhL0JP1HrHv3xL/7gSHhdBtnY9u0Q73vMcI+pmmpgaUYtZ/Rgyh3X8+Cbr3FB2c6pPyDZRMw2/AcjdXFHDJ12PMmb4xd3pbpMVc5C5FXZRyzr1mHJ0eWMxw3Ou64M6sVz4bc7wpk532Wx/2NLkGalztvbh3Q7ZQ8RSo6j67dHLt/PQdLdTZHse9/FNzrneMnOXrvblErXONMCg+GbxqaJmmmPLl2/eE++IYEEGRK1/3ClqEeFzw5Xa8a0Pv4Gi5oCiZiB0uG7hwK3yzIFfjJyzyPAPd6nhQuZAFvWGR7fl4vMtJNHj7z3pK56aS9Rcnpo3f55h1P37t8vcCnP6GbpAhg43ZQtX1AUIruHdRe2OyOvDeVn52uawMhuzcMb0AutJXXh0/Pgm58IW40OT8tCTiYI+nJfzYFtJ3PBckl84c/K5NQNzfu7h123eh5h22y5qCTpznKb6j/WEB/B5SrOQ13/p9cFzapsf3SKbH92SC58kM53z6+yidvPDW/Men1IPOtF5nAAoagZcItJC0rtpOp7EbZY5lMEnTGM6z+SHH02NMdRTW7wYcuzoNXL82LX+zk4fnty/3eypdYd5zpjtDFFGiVrbHG8o9k7evrDm6NGrRVJl5Wp3FaF99V3nocG0UMFUbq6FMZnHo4uW7nnOz3ds8q229HXCxoUivusVUVs1D20Va9ycjPow4epEjQtllnbmwVRPaqbtE7WWUZQHPDXLcKNpBMWbT/XhZk1n9aJ79eNWy6rGluBsyAW7lQUl6zEgalk8Lk8tbPhxeufYKGoGjCJiGA7MOgX9iTlUhJzDj8jPjYR4jgcXbnN2ynp4dTjMtZDB56nt3d+d09A6idjhNJudCwdulUPP3Npb+JIPZ54b8w8/atcZhm2TJHF6Fnqci7r5ndfEwrZw4cAzvygLB2/rp6fnv93xzLJ8JJr9/YeKbVEivHiJ3bPMCZVnjkx/BcYkjibPKXS1cHvGvfAmbvjRM1wLh2fTFZMtXx/0rPRwxuFEE4kj/ICotXLHe55a5P00LVDUDPjmABYO3iYHF27LD99kC0XanU7juGeOAugP72U3mW2bKr2z1cPYOgnAPTykvmeVf8Wgn9+cqOWerNXhzntzT9KhIuAje8LPPK/Q9/tCRM3mEQ8sqdcWENnz0xosL8NDQ25411M+IcO7g+f7Ym0dvuuOJAx6aloZdV8dcT7x+3ZiSTrzVyZRM70PKtJ/Py+bozTZry9gKiZqlqX0Os5Vh/325F5yn29P2TDjLV9+Q0We2vR6ZjoUNQOhE9tZY9I9HVU0XJ5VbjWYZ27JZY/r/aoeSvyL2nZPTR0u8y1ssA1vZTunuDtl/02Yxa97Pr7GEOap2dMzr34cnPMx1tMz23uitn//dmP55uIzPEy421u/nPuvmMR5aro9rociF6Hf8srqIysPX/nbhh/VkQH1PbbcQ5XnfhkQNVcebe+l2bbJcnlq6o5CtjkzLV119WNONPXVkiQHRc2Abfgxe6n16NGrjTtBmIZT9uy7R+kkW0bPSx1mM4lTZs/y5fnjvjkVW34WaZ6ZUcQG5jwGO329k8hWhfoWogAQtJJuOeTnHrNVe5lYH1i4tScSth0nQkmSxDgcZnzIsJSjOkeoi45NhG3Dj6bVneorHiGdvM/Tc4ma+vL48uXFV5v62pv6d7ZDTYinbCpf28OV+p7aYHtze65W1nTmwC7Y3ffQbBsj2z211qDn1Z2bW7d7neBs9Ic3H92cH97URTL7O0TUpnjjY4qaAZvnYutU8+f7C0faM2HbZOnxZ514tu2SuvBB3V7JOIzTXRhx5NC/HLD/2YHtrfJPqr7VeVkno2+TZdpxRX0/T0/ft12Y7SGhqEdhw5lfQ6fQbmvv3WmrH7Py7z9k5N+byvJvSy/zPA4fvklOnjrX2E5Cz5u2e1NFddCT6XvWrlcUQspVza91QYxhz099xEOtp6NHr7bvkNJ2p6eKYUw+MlFLtP9WKQs9sAGy8fGNMn9o5UA4dbgySZLeMObANlldUXvFX71iQNS4TVY8FDVCAgmZ4wp5mb7ptGc6q0H377knavi2qYQOf5LJgKJGSAC9CX50huvC5myaj20YcHbp4Csc40q2MKboqyVkvKCoERJJ0YUoo2CaX8LNhv/1hSRksqGoETLVcCk4mSwoaoRMET3PbYpXx5HJhqJGSAHG5+vD9MRyUMwnHooaIR7GR8CIl5ay9RnFbSKhqBESySSI3DQvIDFieG+O5TOeUNQIIYRMDBQ1QgghEwNFjRBCyMRAUSOEEDIxUNQIIYRMDBQ1QgghEwNFjRBCyMRAUSOEEDIxUNQIIYSMGfbt3zJR+zGMj6iZNnSgqBFCyJTg2vGFnhohhJCJ4UxAtr/o0mkTtafkgQc+0uF/fMzCx7vYzhNCCKkXfz/84AOT108/+MDHZcf3vk9PjRBCJgrf1xQM5ydl+HHXrl0UNUIImSgKfCLoTEC2X3aZ3ACKGiGEkEbT0hgMcxYmw1PjQhFCCJk44r/cfiYg77/0MvlxUNQawyR8hJIQQkbBpMypNULUxlGMxtFmQgixQVGrgWEKRZZWU8SpafYQQqYLipqC3iHbfiEGucL7fro9RW2wxZOmaaF4CCGk6VDULLg6/dhzLvHwCYsrHfXvEM/IZFddwkZPjRAyCihqCqpH40vQ5YXFGF6H4LnC62JDb40QMklQ1DRsQmUasqtT1EK9qJj0QuzN/naJXxkhJoSQOqGoKdiGDtUO3jW0mCRJ9JCeS9TKXJ/Zo/7fZXuMPbYwWf5H3RgIIdPL1ItaqGDFhikrSlWIms0u9VfUnphrCSFkWEy9qKnonXKapt4w2d+mhRE24XAJqe940XA220PEypXvorYQQkgdUNQUqvLUfNcA/kUpvnhjFrXY4jQNF8bYox5T/82Vj4SQUUFRUygraq7OPFa8bF5e6PWhYasQNc6lEUKaAkVNwTc8JyK5IUmT52MzMEYsQr2wWCExCbCIeyGMyxa1fPR4CCFkFFDUNGzCpnbeLi/K1/mHhA85X8QzCvHKTLaajum7lIy6ARBCCEBRGyC2k3YtEAmJKyQt069IIanv2vmEVg/jCzvqBkAIIQBFzYjeUU/cLhznQ/BTEPwKBB+H4HMQPALB30KS3ZBkPyT5Rwgeh+AvIfgCBJ+A4N0QvAaCiyCYmZCyIIRMFBQ1B7bfqDMbzVoI3gbBVyHJQUiSVsBRCP4K8uvy64J/0YA8EkIIKGqlaNLCCPWXpqnskT3yLnmXXCwX58XoJARPQPAHEPwqBK+G4KUQXIqOB7cKgrnu/8/vHn8pBK+C4F3d656EJKcgLUl68eJJCO6E4KzRlwUhZHqhqE0az4fgPkhyTBGyvRD8LjoCtqwfNlSUTcOvR+SI4JUQ3N8ZquyldQyC34HgwgaUBSFk6qCoRdAkz2yAZRB8qOOJ9bynhyC4AYJWzWnPQPBiCD6qpH8SHSFd3oCyIYRMDVMvajFC1VhRuxqSfLcrJqcg+CQELxqRLRdA8GFI8lzXnl0QXNuAMiKETAVTL2pjz9shyYmuZ/ZtCK5sgE2AYB0Ef6F4bXc0wCZCyMRDURtnblNE4z0QLPZfM1RvswXBf4Ykx7uie3sDyowQMtFQ1MaVf6sMN/7r/vFhilZwWi9XvMm3NqDsCCETC0VtHLlQEYk3ucPa3q3TBanIrv9RvKYjwEkKwQuLx6Pa3aQ5TpMtTbGvKXbUaY8rzqblf5LR+4863u311SdFzVM5aoW4dhkxVajpvOslbltaAzzUFYf7B79ubYov5qb25aFUB3Fn1+4vlq/wmLIuE6YO21xtogpb9F/ZTt3XLm2/mHIJbvsV2OuyvWydVvnFijLx+H5V2BdicxXp2dqvLV6KmqewQm+Q7JwtTEhlB6W1sTvseASCM+MamKuBhOSxNKdDkn/qCtsNxeJQf77G7vvCQNX5LtJpmD5EG4vv6+1l8+Zrl2pdJEkS3AnZ7K7bXle5+O7f0PunivZURduoyhYdWz1XlVYWf5Evn1DUHAWlP3W5KkxvzCFPx66O1ZrWf+2KwrbBRlBFA6vqRrJya9f+346/Vu2IXHaGdOxVd/7q9THx1NHhhKYR6sGFiFpZW4YpaiHxF72fTG2gqKdcVdsYRhsrklYVw8Km9ChqnkIKudn0Ds1Vsb6nam/j+POuKLzaX9nqz3ZOtck2dCIivR3+fWl5K+vyrv1/UX1jDj0ee20Irnotko8qKZuGr+xc8evtokz9DMPeIrabwtvuh9C2Z/q5zhepf91WVxqm67P+Qs+3L1+h9vviV/srtQ+jqBVo7CENMvaaUJJDXVE4P96u7JjrW2iuv02ip8YXlK9FyvBpSH4jx9NDjsdeW7Y91NEOmhK/L42QNlY3evuM8VD1TtPXAfvyGdP2qgjriyf0fglJM7Q/CTkWeq0p3FmgqAU1DBf6UJivEZW5qXtzUiv8YUPSMTWcUJGKuel6zCrv1oXmOWIoSLffFL6Q3RG2xsSj/8qmr8c5jJV/tl8V5VOHraH16GpfIW0ypAPWj/vuPf1YyL1aRXsPyVtIuKLXxZQJPbWClaxeY6oQX1yFO7E/6YraS8MbYsxka0xeCt0sL+7a/0S5Ci9jU9YxVVH/VU+Wl7nWFl/VcYbY7HrFoW57XPVUNm1X+9LvN1vfEBpv6LEiccfUmylsaJwxD/xVlRNFLbCSXZWt/tI0dc4/hTZQK7/ZFYV3+sP6bsDYm84U1vaz2vW2rv2/b7c5JK4yx2OvjaVsPNn1VXlZqj11eG5F8isyHC+y6rpxzTuH3AsxbS/0mKlM1bLVhSXzNH1lEZOPLE6fiIXmv8z9TVELbDBFwpc9r5MkieCa7vDdPnh3wDc1FF/jibE5uoNQl/R7FrrElr3vSTzE7uj8FKjXIqti67RnGPHXsfS76EbkpnRjxVWNI1QcbOnHvHbisz+kXYcOVxbtJ+q6LuY4RS2gwGzENOYq0uvxOfOyfiB8dWVsYzKdj7b/3V27Hy1f4TGNvkg51GHbsK6vOz5f/CG7q9RtU9HyKPsqji98jPDEttMyQuA7PipRC203FDXLp2dibrTQsJk7bqq0wk+IF3YWWiSnIPiZ/nl9AjukgcU2wiICISKCzcrWXpv8eS3zknhhGwvWceh1pmHpqu3QO4PYDq1ofm3bl5naWJH5rSrtDS0Xk+16uFC71PC++7BI3cXcD7HHbeUQEs73d4iAu+YoTeGnXtRiGkfZcOqvSCZz12U79J+AYHO4jboN+s0Uco3a0PTzpuu/Il/pfYkbv1a8kl0/l00h86Fl6jjENjVMqB1FFze48lXHYg1XXFWWb1X2uuos1vZQu0ztQI3flY7NtuwhST1XxUphU7qh9pnsVG2LbQuhdqjnKGoKo15u7MJo17u6wnYMgrdBkLjjsG1iXBsJ5H3yPkme7Qra+4vHVbetTRoeq9uOpuRNtSVkD9Om0VS7ylLVvTasRUn6w2wmaj8GilqvgKpsrLaKLTM5nePX0d/9/msQ/MjoKwOA4DwIvgJpSdKx7QPwim7VlLmpmtJhTYuojYu9NrvqFIKicQ9jdemwV7D6tvFTRY2emqFwRp2p4MbzUkjyfcVr+wAE547I1jWd9JOjXXv2QPAqc15GsaS7cBmPIB5f/FU9MDW9zKvMT9VlUyS+KuotNOw4tQUd11Cmi4kXtcuuuFzedUeMqLW62P7uNpYu3kYVGK4fviUJWh2vJsazWQHBx/teW/IcBB+GJFd40relE5v+xd30nuumn0LwEARnFSuHsgw7vaK0kBS009wureUR2bn1w7ckSWZGXk7R+Y5q1y1ve/G3p7j68NoZakfg9eNyP+joc2ohTLyo1f+R0IKNuS4uhuDBvLgkT6Ezn3UDBDMVpdOC4FoI7obgSSWtUxD8IQRXV5NOU2/G5tnVsHY4oTSv3jViH0bHiNAHsykStStl587v1SBqNVO0kZ4LwXZI8rQiONnw5Dcg+F0IboPgRgguRWcObB6CRd3rZyCY6x6/BJ1tud4MwYcSwSPobazc4+8huA+Ctbot9XoUI6uHsp2Hcq3PQ2ihiWXSFBGt145oESstKk0p1/FlCkTtSrn99nfXJmrWRh/cCXYbceVPWJ14E0CSqyC4E4Jvd99vSyvgJAR/C8F70PHYIm0vPpzTsJs+ut7y9ttF3DLsnc2n6eVnsSMbzvaFr9oDGfbDSXn7w9rVsEVOTy8+nzH3S4PuK1NZBK7engJRKz78OIwJXW9cnpsiuvNYCsEGSPJGCN4HwRfQ+bbZdzreVvY+WXK06319B4JHuuHuheDnIFgPwZKK8lcXtQ3D1C2qJeeM6rKjqrnXYZZPK7xtetsxqhYT9/mkR0tayM9pVntPNewhsQIoaiSMip84y6N5PJXHXzcj6kzKLkxoev4qyve4otaX8RM5U1AOFLVxh2P4E0t7BrJ3/72yfDlkpt0/XuxJvb56bs9A9u27V5Yt6/wbGOVDxqjbc9Xp++Or8rWCSWAKRC2bU9NFTZ/Lakl7EWTZLOTQkZvkxMlz5MTJc+Tw4ZsGOpUliyHHjm2xdzFGAAAP/ElEQVSUUyfOkcNHflqWLVPPt6Q9A5ldCjl66CY5deIcOXXiHHm2G88iJZ7Fajzd8+1FsA7zzLQhe/bd00vPdL0af2aPflO0ZyB7996T64RUsnjTFCLS+ffixcr1bcjy5ZBnD3fKyZa+z772TKe8D3fj0dPR86/PUS5e0olfLHYOmyy/InZ7TJ19ewaybFlHGBa10Ws/zx7utB9bvnzp6eez9py1n/YMZOlyyOEjP51r72p7ThT7snBZfWbtpz0D2b/nHpldam5PlZB083P0GpE0MeZ30aLB9nTakn67WdTOn7eVW1sJd/LUub3z2fX79t3bLZ+WFBKxWQgugmx9+A2df3vCbX50i2z5+hbBOijhW4KzIWufXiurDq6WjY9v7J23Pkx049v4+EaZP3yGXLD7ws57pZ72OW5Mgaipqx93iqQiu3Y8ZYwkezLuiUa308waddYJZI16UTv/txpP9uSaic9RJZ5F7X4nlnUK6t95u/o3TWbfijnI3Bxk375tAdf30UVGFzU9f+0ZyLKlkIUDt8nCgVt74Rcvhhw9enUnP0vM5WjO37aB9NTyVj2T9iJ/PnKdkUH09etiXvQdvLlbOdTzbUt9Lhy4VQ4s3Gq1x9Resuuf2XuvzK+AHFi4VeZ+CAPlr7dLU3p6+ep5HGjvpnJtJTLTzttnSt/1kGRrz+ZyNpfP8uX58p1dCjn0jDu/pr+XKvHY0s3qY/nyfn3s2/venmifZvBMg1BF5dBKWfv0oKiYwg+I2iwE6yBbv7S1//dFkFuyvx3x3fzwzZ14Vhj+rrhTHhVTJGrxw4/ZTbB///b8TfFM9+9Fnb8PLLwl1+mY4tGfxG2d4DMHflGWZp5hkrdDFRvTTWXrxPROb8UcnPaa7Nc7XVcnlqW3f/92Zyev2tue6XvA+SfnvKjnHyLih3nqehK1eWCm+tDbl1qvnfZ2j1WUEtg7VWM97d+WT98xXB3T6ffab7sj6oU6eVtZBg2Ntbwitngx5PjxTdaHUlvci9qdBzDfQ4TvITLffluCNX3PCtcromSrl1nILV++RbABA6J2SyZGs/nwN+eOa56kLmJrIBfsXisX/v26nLiO+9DkFIjapXL77b9aStTUTscmGvv23dt5kmu7h5faM9lNo3UCXU9j7773yrKl+fhNnp2xU2s7OlHlpjFe73gFIfMczpiFrOh6iDGeh3q852muGOwUsvLeu/ee3HCuXdT8IpUkSU8snzuqDVdZPG1TfkydmO/m94maPpwV296WLevUua3cjaLosNnW6XeuyddDSHs0en6G9mXGP6ynt6fs4dP1MOh6KDLmv+upZvmdaSP3t2tkxdge0fr/2zuX5jquIo6fuRKFkByLklJAlQkrymSTQgtFxFmypMwKWDr5CBAvYIdz1xiz49MkUJVixWPhHZsolwUUVSiSZTsly4nvYXGnZ870dJ/HzNzHzPzl+lX53jvv6en/6T59zixe7vsDY+999F4tssqyrBp55RFVRcRqoqaIFh1PHtnVIjnaz5/uIVLbQBIjNTn9KD00yU5myzFO5/coUaptfyJu3/3M+6h8TtRd7vz8UZFOCUUuJML7NxeiVjgPz/aDouakT7XrLW3XjexiIy43UqQIlZyTFAmFGiXV7ct9ltrylbSlkh67fLpI9+7n6UceaXGnSvu7OPtd5brE2UM9vc37iEPnx++3V8w8141fnyzLvI2W2EaSJGpSeluzP/l+lpEiz6wE8aQLXdErIrkbgqh9/L41bxo5UnvTVEVK2x8Xz8jnadMZqajFR2q+9Ia73MXZ79WOcp8oxaYP3XSI5FRi+3AofXV+/iiYLpL2s0i3LhwuLxSJPb/9mwsndHHmd0Kh+7FwevlcmcJ5aunAm/sUcfojNGOMKCLafkJ9lnw99zqphUiscMOF9vfVy1vl/txCnZ1F+o0KIq6v71QLIvLrHVWoE7Lnsz8UjZ4nlx+o6e2m6V+5kejvU97eYpHwdnm+VMAlFc7wSI7vb7H9evpTu8+18w0Virxm7Pt/fq8ULSFSKyIs5/Pdv961P/nb3WqklpmGorbuKtLmjE/U5tbOTktRk8ZxkBOL6XjX+zgmFRFwH/JYUQs5eeozoIfzm/tCy144TzH9KRjzTl4oQ86QHu4nF78KFi60ST9K5+uKQGrLmM6dVwNeXf1IdeKZW11pzaLCMq+y9IvWxNPIqDqJr/nSxUYXSb79gwMTVT0qRabS/rTthOz5dc9xdCFm2nFWRI1FtKFGkj89WS4niSZdz8Ie2fmK05s5IlMTNU1ktD60W6z68diUoravbBei1hs6naVfe7h9kZRUOOHbjhQpSaJWLSH2GZvcctQiFlXUAqK+u7dolVOkZIzc53d+/rCoHuPnR6J2dvZwkS7LZ4FPjdRSjURzyjHrxRcGxB+v//fF/fzf5w/twcFCSKlPMLb6kbblVjumOHn+O1XxXilDB6QhAZzFvZ7U+mz39srIXy21p/RsnkamzAh9T4VJWeT5FNvdXhTUFBF8bt/ufl/bLdO7dE0b26MmMrlI3f737WpVpCZqwnbFakaPWCL9uLl0kn4MOT1JDIp0njNOhx6C50/uF06GHjZ6GCRRoUKR3UC6U0NefsIIp0t5YUXIKUot3q4jtZhIIwRFtq7T3Pm6VrpfPa7ORI05c98QBO161dKWWZyTlc6Dp/V8kYommnQ8FDFy0esKXyNRSz/Wqznl++v2GfsiteQ+bKWq0SdqWeWfycnsgTseTRIhiJo1ZgSilhKp0UNzfX2nGH8V07HPHwJtHJVWfeg+NDyXX3N6GcPUIyV+XjyFw9OPXLR8oq45vUVLVi4c4C1dnxOSCmXc3ylydVvksdD26+m6SbAqcG+vjCyj97cdHvoQE8n5RI072ZBINonUXHt2BzPT88HT71q1aQr8uZNElaoyQ/a065vUwHkefaLm9mnz612mHyPTdd5Ckfy8XTEUIrWKvVI68+N79cHXgT41jFPbXFpFau5Do6elJrWHvsjZXzysiNyTyw/s08v7XmcmFXpon33r03icFy/esV++KPu+btzQ+3Sklr4xshiXzmUirq+JmFydVxUjqZHw+cWj4rM7yHtnp3r+qYU2rlMkkaDPfMYYH5LTSb1/xNZ21SmS/Zydl/ZFIvzSiYBoZo0XV+9W0o9PL+8nD0aOGawcStdqjRh3cDR9T2n3uOud9+1GiaQ8bs21Jymj4Js8ITTYOjWTYshuaiITEENh0HRlfZ62zEv4f8oLR5IGX6NPbd10Imo0LREVBFCBAH+YtD4Eekj4NDyhaYwqhQDbpjZDhVb6vMMKRWqFBJe/rDjx0PnxQgpC2r57nryqznt+QuSnVd/50k3uNFK+aank7UyKaZeuhO03HXxKIjz/6o1g9aOvkCE0/RXd36svfiFWn/Jxfc+e/Uy8vrT/p8/l32n9L/L9aPbsa2S4oigOUXCuh/ZqJvd6zHO80349/7l9+eUte319p0wvO9svqkZfvSH2Abr+wJ0mi/9OfXj8uVQzCEp68eDZYTCtqBWKfP8/t6tpSa0a0vn+nX++m89octs/o0lPGbyo8fTj3L6yp7NPl3gw7Vs4mpNI2V9f53Br+rr6zs9/BbOZx6QDfdNcLfX8Oz7PJn2Snd6Htm+Z8Iw77fR6OXPRUgFV0/tcsZMRzM5PDF7UYgtFmjgBybn4HI73N1NNy0lDBDoVL/WlklSKXO4vy7K1PRTpUVPce6qWfuwJ1ysmnRrsQ1ziSz/T3pknFGJEZB7WZy/p93F7qyy04kNLYvdfX65e0BV1XJF2pttDf9OMGiMVNX1GkXhnwGf5bweVOqsPxQa0tMRji36JadrDsxrxWZ9oS4UQSS3/1s6sQxsQlxOO13lpp3ZcmxRhckKRdRfXr811ibo3ud30fX5HH6MRtZPjt+3sdHnvU0t+GBs40ZqjCGzXb7iKyLRI90mDTYs3+NLs9w0j2cZMsoZiFRBhJ020ipYuv46x+13Hm8mb2F3MHJ4rs5nW56jfv3Ucaxr9j9xGI2qrekloyutNyIhicued9i3QcSQdNzP2psfjWS/WAa+zlcmd0yqclXu++itx1nM9Yq9TexLTc5ylReLtr7///sbtP9gooN83IOOzbCBqAAAAekGM6EuiJhWgzW3559ueFZajhoj0W1dA1AAAYCT4xC0mUitEKI9cNVGi710Rq21D+dwWiBoAAACvqFFdQqwg+ZaDqAEAAFg6dVEr+zyLiGtuK5EeRA0AAMAGURbsJKUfnc9SAZomXFmW1frY3N+6KGaDqAEAwNgQqjnfMsY+fv3Azo2xc2Ps48ND+xZbT47UhIgOkRoAAIBVMTFblr/53o3UvmPkghIuYlzkjKlHY+V69f9Ln9sCUQMAgMGRPg7QFbVvK8uoaUVjvH1tIVHrcgwtRA0AAED04Gv3j3/vW84VLm0bXQBRAwAAsLYZRbqe6QiiBgAAIEnUUoRo1dPzQdQAAABsTKTWVgQhagAAAKIKRVzSJ6FfDRA1AAAAnURqWtS1SnGDqAEAAGgkapv40lSIGgAAgPG9T21urbX/+Lt9fHhYTKMCusNm2dqPAXTPq4b3mpaR1m+yTzBuxuBf/vuNXfvRd79n7Sd/sX/89W/iIrXZbLZ2FV4ZxdxoE/stY+yPjbGPjo6W1oLZxDAeNIPbC39juzjTQ8KblWErfYTdd+d+w79EkPB8JKYf/7X+k1sZ1dmrl210YDg0s5f0aY2I3jusUQL/siyConZyclKkH09nEX1qCYoKZEJOCk5sHOA+g2UwCP/i0RmPqP3Qfvjhb9MLRUYoar0wArCxNLUf2N04wH32XZstyzMcCenHV/azzz6tb3iEIrbemwgDHxraPd3Uwa1guPTRnrIsq+hQUNSOj4/HXdIviDa9oVWaYTpm9mnfLNfLmrkarB7uIKy11kyyij3F3vOmtgY2hMRCIPiX5nhFbTqd1tKP/L05Y0UzGt9n3zLz+Ty4Lugvrr3EvB1YW1dbFvYyLOBfmhVOZcbY2SkGXydDBhFrdO73MctIn0E/cVvc/J5qjkayF4jaeGjjX5pua0hgRpEW+AzFlz6QPvevJQVS0e69FrnFrKt9Bv2n6T3nL+NMWXcIQNRaEBIiLnK+ZWLWBf2mjTCFGkxDdlJjJda/aP7BXX5M/gWi1oImTqqpqA3N8IaOdL+WLWqwkWHRxF6kxnOoETQ0/wJRU4i5ySlG1yZSA8OgK1FLXRdsHl37l9D3Y7IXiFoLNOOhP205aRnf96Df+PrMYuwlZV0wHJrYi/Q3NnuBqHXEkMJ30C9ge8NHusfud7CBEohaS2BMIESXNgJ7Gxdt7/cY7QWiBgAAYDDMZrNCu6bTaXhGEQAAAGCTiYrU6EcAAABg0/GKGgAAALCJnJycqL+pouaq34MHD9auwAAAAMYL6VCMHk2nU7+o0ULrPikAAABAw9WpQtRcjo6OLP8OAAAA6AP/B/YOK05j6ZAqAAAAAElFTkSuQmCC" /&gt;&lt;span style="font-size: large;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-size: large;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-size: large;"&gt;&lt;span&gt;STO 訂閱購買：&lt;/span&gt;&lt;span class="oi732d6d ik7dh3pa d2edcug0 hpfvmrgz qv66sw1b c1et5uql a8c37x1j muag1w35 ew0dbk1b jq4qci2q a3bd9o3v knj5qynh oo9gr5id hzawbc8m" dir="auto"&gt;&lt;span&gt;&lt;span&gt;&lt;a class="oajrlxb2 g5ia77u1 qu0x051f esr5mh6w e9989ue4 r7d6kgcz rq0escxv nhd2j8a9 nc684nl6 p7hjln8o kvgmc6g5 cxmmr5t8 oygrvhab hcukyx3x jb3vyjys rz4wbd8a qt6c0cv9 a8nywdso i1ao9s8h esuyzwwr f1sip0of lzcic4wl py34i1dx gpro0wi8" href="https://forms.gle/LRzZoytUp618XnESA?fbclid=IwAR3QRZIIMSMhj3i0fDFr3R_7EJJN2eFxtCDUV1ZqmQfZWTHBqMDh-mPYU1U" rel="nofollow noopener" role="link" tabindex="0" target="_blank"&gt;https://forms.gle/LRzZoytUp618XnESA&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-size: large;"&gt;&lt;span class="oi732d6d ik7dh3pa d2edcug0 hpfvmrgz qv66sw1b c1et5uql a8c37x1j muag1w35 ew0dbk1b jq4qci2q a3bd9o3v knj5qynh oo9gr5id hzawbc8m" dir="auto"&gt;&lt;span&gt;&lt;span&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size: large;"&gt;&lt;span class="oi732d6d ik7dh3pa d2edcug0 hpfvmrgz qv66sw1b c1et5uql a8c37x1j muag1w35 ew0dbk1b jq4qci2q a3bd9o3v knj5qynh oo9gr5id hzawbc8m" dir="auto"&gt;&lt;span&gt;&lt;span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;</description></item><item><title>以選擇權執行策略訊號工具包</title><link>http://www.yctseng.net/2020/07/blog-post.html</link><category>MultiCharts</category><category>交易工具</category><author>noreply@blogger.com (永政的投機生活)</author><pubDate>Mon, 27 Jul 2020 16:39:00 +0800</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-8541642614392175167.post-5427130914165496434</guid><description>&lt;span style="font-size: large;"&gt;STO 訂閱購買：&lt;/span&gt;&lt;a href="https://www.touchance.com.tw/sto/index"&gt;&lt;span style="font-size: large;"&gt;https://www.touchance.com.tw/sto/index&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;推展「&lt;a href="http://www.yctseng.net/2019/07/blog-post.html" target="_blank"&gt;以選擇權執行策略訊號&lt;/a&gt;」一段時間日子後，深感這工具的程式碼即使經過面對面的詳細解說，其實對絕大部分的人來說，難度依然是非常的高！我想，上過課的同學其實就是買工具回去用吧 XD&lt;br /&gt;
&lt;br /&gt;
在 TOUCHANCE 推出了&lt;a href="http://www.yctseng.net/2020/06/blog-post.html" target="_blank"&gt;加值函數&lt;/a&gt;的 ExtendQuote 之後，我將其引入『以選擇權執行策略訊號套件』（後稱 STO），得到兩大功能突破：&lt;br /&gt;
1. 在每次下單動作執行前先檢查當下流動性是否適當？&lt;br /&gt;
2. 實盤記錄選擇權交易的權益模擬。&lt;br /&gt;
&lt;a name='more'&gt;&lt;/a&gt;
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從實單與模擬權益的經驗中，我看到了每次下單時先檢查流動性的重要性。觀察透過不同策略套用後的模擬權益，我相信這是個能幫助你大幅降低期貨交易策略在遇到流動性風險時的傷害，同時不犧牲太多策略利潤的工具！&lt;br /&gt;
&lt;br /&gt;取得 TOUCHANCE 資傳與加值函數授權，把 STO 掛載到你的策略，觀察跟隨策略訊號，以選擇權去做替代交易，是否能產生比策略原始損益更好的效果？&lt;br /&gt;
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如何取得？&lt;br /&gt;&lt;div&gt;一、下載 STO 安裝套件：&lt;a href="https://www.dropbox.com/s/wteyyyg5dps3a90/STO_v3.zip?dl=0" target="_blank"&gt;&lt;span style="font-size: large;"&gt;STO.zip&lt;/span&gt;&lt;/a&gt;。&lt;/div&gt;
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&lt;div&gt;二、安裝（須自備加值函數權限，&lt;a href="http://www.yctseng.net/2019/06/touchance.html" target="_blank"&gt;採購優惠代碼&lt;/a&gt;）與設定，教學影片：&lt;/div&gt;
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&lt;iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/UkE8CYc7hkU" width="320" youtube-src-id="UkE8CYc7hkU"&gt;&lt;/iframe&gt;&lt;/div&gt;
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&lt;div&gt;&lt;span class="d2edcug0 hpfvmrgz qv66sw1b c1et5uql rrkovp55 a8c37x1j keod5gw0 nxhoafnm aigsh9s9 d3f4x2em fe6kdd0r mau55g9w c8b282yb iv3no6db jq4qci2q a3bd9o3v knj5qynh oo9gr5id" dir="auto"&gt;&lt;span class="d2edcug0 hpfvmrgz qv66sw1b c1et5uql rrkovp55 jq4qci2q a3bd9o3v knj5qynh oo9gr5id"&gt;STO 的實單自動交易，須使用「下單大師」。&lt;br /&gt;2.5 版的串接設定：&lt;span&gt;&lt;a class="oajrlxb2 g5ia77u1 qu0x051f esr5mh6w e9989ue4 r7d6kgcz rq0escxv nhd2j8a9 nc684nl6 p7hjln8o kvgmc6g5 cxmmr5t8 oygrvhab hcukyx3x jb3vyjys rz4wbd8a qt6c0cv9 a8nywdso i1ao9s8h esuyzwwr f1sip0of lzcic4wl py34i1dx gpro0wi8" href="https://youtu.be/r94WCubbAIk?fbclid=IwAR1-4dglBbYMDMRC9xJ-IYLAW4LhcdGbYrDGleE4J0hgG1yPlS0IMJuVSd4" rel="nofollow noopener" role="link" tabindex="0" target="_blank"&gt;https://youtu.be/r94WCubbAIk&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;4.0 版的串接設定：&lt;span&gt;&lt;a class="oajrlxb2 g5ia77u1 qu0x051f esr5mh6w e9989ue4 r7d6kgcz rq0escxv nhd2j8a9 nc684nl6 p7hjln8o kvgmc6g5 cxmmr5t8 oygrvhab hcukyx3x jb3vyjys rz4wbd8a qt6c0cv9 a8nywdso i1ao9s8h esuyzwwr f1sip0of lzcic4wl py34i1dx gpro0wi8" href="https://youtu.be/4iZguVsrMxA?fbclid=IwAR0l87uzOzqoInZBGIdftMClh16KlAOUL6lx8wPN5jNwZPt375wd5wRRnHs" rel="nofollow noopener" role="link" tabindex="0" target="_blank"&gt;https://youtu.be/4iZguVsrMxA&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&amp;nbsp;&lt;/div&gt;&lt;div&gt;&amp;nbsp;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&amp;nbsp;&lt;/div&gt;&lt;div&gt;關於 STO 的 FAQ：&lt;a href="http://algotrading.tw/FAQ_STO.htm" target="_blank"&gt;http://algotrading.tw/FAQ_STO.htm&lt;/a&gt;&amp;nbsp;&lt;/div&gt;&lt;div&gt;&amp;nbsp;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&amp;nbsp;&lt;/div&gt;&lt;div&gt;透過盤中即時行情的跳動，看看 STO 是否能對你的策略有所幫助？我建議你多設幾個不同選擇權參數，跑一段時間，看看把你的策略訊號改用選擇權去執行的話，效果會是如何？&lt;/div&gt;&lt;div&gt;&lt;br /&gt;
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要使用多個 STO 套用在不同策略，只需要對 "參數 AccountName" 指定不同的名稱即可，其他參數不須更動。&lt;span style="color: #ff00fe;"&gt;你的策略圖表或是訊號整合器部位是"大台"的話，請把 參數_Times_SignalToOption 多設4倍，比如預設 1.5，請改成 6&lt;/span&gt;。&lt;br /&gt;&lt;/div&gt;
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&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIxrUP5glKl6sbzKG7zRluuvExYRa_eDC8i7MBzE-id5MPcvLzqtwv56bjBPua4rdwL-58O4tVfRj7KbaQiNtvcupAKd7-rBi5vnSxTGnRx8ycBtgG1tLf-TlFLrAcTlcO1Iqy9XdEaF0z/s1600/2.png" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="426" data-original-width="487" height="446" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIxrUP5glKl6sbzKG7zRluuvExYRa_eDC8i7MBzE-id5MPcvLzqtwv56bjBPua4rdwL-58O4tVfRj7KbaQiNtvcupAKd7-rBi5vnSxTGnRx8ycBtgG1tLf-TlFLrAcTlcO1Iqy9XdEaF0z/w512-h446/2.png" width="512" /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;/div&gt;&lt;br /&gt;&lt;div&gt;&lt;span style="font-size: large;"&gt;STO 訂閱購買：&lt;/span&gt;&lt;a href="https://www.touchance.com.tw/sto/index"&gt;&lt;span style="font-size: large;"&gt;https://www.touchance.com.tw/sto/index&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;&lt;/div&gt;&lt;span&gt;&lt;/span&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://img.youtube.com/vi/UkE8CYc7hkU/default.jpg" width="72"/><enclosure length="-1" type="application/json" url="https://www.dropbox.com/s/wteyyyg5dps3a90/STO_v3.zip?dl=0"/><itunes:explicit>no</itunes:explicit><itunes:subtitle>STO 訂閱購買：https://www.touchance.com.tw/sto/index 推展「以選擇權執行策略訊號」一段時間日子後，深感這工具的程式碼即使經過面對面的詳細解說，其實對絕大部分的人來說，難度依然是非常的高！我想，上過課的同學其實就是買工具回去用吧 XD 在 TOUCHANCE 推出了加值函數的 ExtendQuote 之後，我將其引入『以選擇權執行策略訊號套件』（後稱 STO），得到兩大功能突破： 1. 在每次下單動作執行前先檢查當下流動性是否適當？ 2. 實盤記錄選擇權交易的權益模擬。 從實單與模擬權益的經驗中，我看到了每次下單時先檢查流動性的重要性。觀察透過不同策略套用後的模擬權益，我相信這是個能幫助你大幅降低期貨交易策略在遇到流動性風險時的傷害，同時不犧牲太多策略利潤的工具！ 取得 TOUCHANCE 資傳與加值函數授權，把 STO 掛載到你的策略，觀察跟隨策略訊號，以選擇權去做替代交易，是否能產生比策略原始損益更好的效果？ 如何取得？ 一、下載 STO 安裝套件：STO.zip。 二、安裝（須自備加值函數權限，採購優惠代碼）與設定，教學影片： STO 的實單自動交易，須使用「下單大師」。 2.5 版的串接設定：https://youtu.be/r94WCubbAIk 4.0 版的串接設定：https://youtu.be/4iZguVsrMxA&amp;nbsp;&amp;nbsp; &amp;nbsp;關於 STO 的 FAQ：http://algotrading.tw/FAQ_STO.htm&amp;nbsp;&amp;nbsp; &amp;nbsp;透過盤中即時行情的跳動，看看 STO 是否能對你的策略有所幫助？我建議你多設幾個不同選擇權參數，跑一段時間，看看把你的策略訊號改用選擇權去執行的話，效果會是如何？ 要使用多個 STO 套用在不同策略，只需要對 "參數 AccountName" 指定不同的名稱即可，其他參數不須更動。你的策略圖表或是訊號整合器部位是"大台"的話，請把 參數_Times_SignalToOption 多設4倍，比如預設 1.5，請改成 6。 STO 訂閱購買：https://www.touchance.com.tw/sto/index</itunes:subtitle><itunes:author>noreply@blogger.com (永政的投機生活)</itunes:author><itunes:summary>STO 訂閱購買：https://www.touchance.com.tw/sto/index 推展「以選擇權執行策略訊號」一段時間日子後，深感這工具的程式碼即使經過面對面的詳細解說，其實對絕大部分的人來說，難度依然是非常的高！我想，上過課的同學其實就是買工具回去用吧 XD 在 TOUCHANCE 推出了加值函數的 ExtendQuote 之後，我將其引入『以選擇權執行策略訊號套件』（後稱 STO），得到兩大功能突破： 1. 在每次下單動作執行前先檢查當下流動性是否適當？ 2. 實盤記錄選擇權交易的權益模擬。 從實單與模擬權益的經驗中，我看到了每次下單時先檢查流動性的重要性。觀察透過不同策略套用後的模擬權益，我相信這是個能幫助你大幅降低期貨交易策略在遇到流動性風險時的傷害，同時不犧牲太多策略利潤的工具！ 取得 TOUCHANCE 資傳與加值函數授權，把 STO 掛載到你的策略，觀察跟隨策略訊號，以選擇權去做替代交易，是否能產生比策略原始損益更好的效果？ 如何取得？ 一、下載 STO 安裝套件：STO.zip。 二、安裝（須自備加值函數權限，採購優惠代碼）與設定，教學影片： STO 的實單自動交易，須使用「下單大師」。 2.5 版的串接設定：https://youtu.be/r94WCubbAIk 4.0 版的串接設定：https://youtu.be/4iZguVsrMxA&amp;nbsp;&amp;nbsp; &amp;nbsp;關於 STO 的 FAQ：http://algotrading.tw/FAQ_STO.htm&amp;nbsp;&amp;nbsp; &amp;nbsp;透過盤中即時行情的跳動，看看 STO 是否能對你的策略有所幫助？我建議你多設幾個不同選擇權參數，跑一段時間，看看把你的策略訊號改用選擇權去執行的話，效果會是如何？ 要使用多個 STO 套用在不同策略，只需要對 "參數 AccountName" 指定不同的名稱即可，其他參數不須更動。你的策略圖表或是訊號整合器部位是"大台"的話，請把 參數_Times_SignalToOption 多設4倍，比如預設 1.5，請改成 6。 STO 訂閱購買：https://www.touchance.com.tw/sto/index</itunes:summary><itunes:keywords>MultiCharts, 交易工具</itunes:keywords></item><item><title>難以言喻的神器</title><link>http://www.yctseng.net/2020/06/blog-post.html</link><category>交易工具</category><author>noreply@blogger.com (永政的投機生活)</author><pubDate>Tue, 30 Jun 2020 10:19:00 +0800</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-8541642614392175167.post-5055165829338518964</guid><description>&lt;div&gt;
去年開發「&lt;a href="http://www.yctseng.net/2019/07/blog-post.html" target="_blank"&gt;把策略訊號轉換成選擇權去執行&lt;/a&gt;」的時候，一直有個實務上的困擾：標的物價格。&lt;br /&gt;
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我要把訊號轉成選擇權的時候，事前不能精準的知道要交易哪一個履約價、Put 或 Call，需要在訊號或市況變化的當下才決定交易標的。但在 MultiCharts 的運作架構上，需要開啟欲取得商品的圖表或PT才能拿到該商品的資訊，這意味著我需要在盤前就把可能被交易到的標的商品都先開好等著備用（跨圖表資訊溝通的技巧不多說了），這是一個苦力活，如果選擇權商品還沒有連續合約可使用，更是每週或是每月都要重拉一次！於是，初期我根本就是以範圍市價單去下選擇權的。&lt;/div&gt;
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經過了一段日子實單交易的測試、觀察後就發現了在自動化的這個題目上出現了幾個痛點：&lt;br /&gt;
1. 範圍市價單常常會被交易所給退單，造成實單部位與訊號不相符，得人工補單。&lt;br /&gt;
2. 當市場波動放大的時候選擇權的 Bid / Ask 間的 spread 經常放大，且大到令人難以忍受，一有交易動作就吃大虧，不追又與訊號不符...&lt;br /&gt;
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在艾揚的許願池裡，我虔誠的祈禱：能不能給我一個函數，讓我輸入商品代號，就回傳給我該商品的 委買價 / 委賣價 / 買賣量... 等等的即時資訊？後來就出現在 TOUCHANCE 的加值函數之中啦！！！&lt;/div&gt;&lt;span&gt;&lt;a name='more'&gt;&lt;/a&gt;&lt;/span&gt;
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&lt;a href="https://touchance-1.gitbook.io/touchance/multicharts/multicharts-zi-ding-han-shu/jia-zhi-han-shu" style="margin-left: 1em; margin-right: 1em;" target="_blank"&gt;&lt;img border="0" data-original-height="254" data-original-width="881" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKCSuos2bpfJ7_sl4cg6NZ-i-lIMrwjwRqOk5GWFuQ4rPkEIpLjGpYcai2rgfCExoCUfshsArfUQwgpl6K0167XkQInBHfDg_wqq5qaQNfHLPf9HrH0fteELqL8z7vYBeGRC29SgZI-wT_/w625-h180/Image_008.jpg" width="625" /&gt;&lt;/a&gt;&lt;/div&gt;
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這東西可以做什麼呢？我自己透過這樣的設計，就實現了在有訊號變化（包含需要更換履約價時），先檢查當下選擇權標的的 spread 有多大，如果太大就先 hold 著不下單，等待 spread 在我能接受的範圍內時才以當下的 Bid / Ask 為基準下出 better 限價單。並且因為可以取得下單當下的價格，我也就能做不同交易方式的權益模擬了。&lt;/div&gt;
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從此，我再也沒發生選擇權的委託單被交易所退單，還因為模擬權益而確認一件事：在下單的當下先檢查 spread 有多重要？重要、很重要、非常重要！&lt;br /&gt;
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如果你本來交易的商品一直都能隨時都有綿密的委買、委賣價，或許不大有問題，但要交易的標的會時不時出現內外價差放大的話，請務必特別注意這件事：檢查 spread。&lt;/div&gt;
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TOUCHANCE - 加值函數的 ExtendQuote（上述我的應用），不僅僅回報當下的查詢，還提供了歷史資料的查詢。只要被查詢的商品還在它的行情總管上找到，就能查詢精準到秒的歷史資料，不是只有成交價喔，連過去的 Bid / Ask 這些都能查到，甚至引回來作為你策略的動作條件。你有暗暗驚呼嗎：靠，這麼威！&lt;/div&gt;
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&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9xd3DGXGl_adMmG_duTJxMY-faNA15y4bBmO2c39tOOsLYALQpxBoqu2h5XQ9bgeL2U2VqOcZoyPpwubZds_78mE7h2aNCW0jjGtGl_yL1xGR-eFQsgsHDKMYiVbieOyj5AxaX5m-AjyF/s973/Image_010.jpg" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="547" data-original-width="973" height="351" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9xd3DGXGl_adMmG_duTJxMY-faNA15y4bBmO2c39tOOsLYALQpxBoqu2h5XQ9bgeL2U2VqOcZoyPpwubZds_78mE7h2aNCW0jjGtGl_yL1xGR-eFQsgsHDKMYiVbieOyj5AxaX5m-AjyF/w625-h351/Image_010.jpg" width="625" /&gt;&lt;/a&gt;&lt;/div&gt;
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再進一步。透過加值函數的 ExtendQuote 這些功能，你就能把當交易日接近結算時，近、遠月合約的價差因素納入你的策略考慮條件，推算距離結算還有多久等等眾多應用。如果你的資訊源中有現貨的話，開著股票現貨報價的圖表，卻把股票期貨的歷史、即時狀況都納入策略、下單動作考量的自動化交易是絕對可行的！&lt;br /&gt;
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TOUCHANCE 搞出 ExtendQuote 這個深入實單交易層面的強力外掛，擺脫為了取得多商品的歷史、即時資訊而必須開啟眾多圖表的限制，更是打開了與過去很不同的交易視野。而且... 艾揚採用的授權方式，跟資傳期間相綁，一次性授權，才 3,000 元而已～&lt;br /&gt;&lt;br /&gt;先把函數拿到手：&lt;a href="https://www.touchance.com.tw/ext/resc/dl/TC_Extend.zip"&gt;https://www.touchance.com.tw/ext/resc/dl/TC_Extend.zip&lt;/a&gt;，讀一讀安裝、功能介紹：&lt;a href="https://is.gd/rlvnJN"&gt;https://is.gd/rlvnJN&lt;/a&gt;，在你的腦袋想像一下如何改善你的交易事業，然後開通授權！&lt;/div&gt;
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</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKCSuos2bpfJ7_sl4cg6NZ-i-lIMrwjwRqOk5GWFuQ4rPkEIpLjGpYcai2rgfCExoCUfshsArfUQwgpl6K0167XkQInBHfDg_wqq5qaQNfHLPf9HrH0fteELqL8z7vYBeGRC29SgZI-wT_/s72-w625-h180-c/Image_008.jpg" width="72"/><enclosure length="-1" type="application/zip" url="https://www.touchance.com.tw/ext/resc/dl/TC_Extend.zip"/><itunes:explicit>no</itunes:explicit><itunes:subtitle>去年開發「把策略訊號轉換成選擇權去執行」的時候，一直有個實務上的困擾：標的物價格。 我要把訊號轉成選擇權的時候，事前不能精準的知道要交易哪一個履約價、Put 或 Call，需要在訊號或市況變化的當下才決定交易標的。但在 MultiCharts 的運作架構上，需要開啟欲取得商品的圖表或PT才能拿到該商品的資訊，這意味著我需要在盤前就把可能被交易到的標的商品都先開好等著備用（跨圖表資訊溝通的技巧不多說了），這是一個苦力活，如果選擇權商品還沒有連續合約可使用，更是每週或是每月都要重拉一次！於是，初期我根本就是以範圍市價單去下選擇權的。 經過了一段日子實單交易的測試、觀察後就發現了在自動化的這個題目上出現了幾個痛點： 1. 範圍市價單常常會被交易所給退單，造成實單部位與訊號不相符，得人工補單。 2. 當市場波動放大的時候選擇權的 Bid / Ask 間的 spread 經常放大，且大到令人難以忍受，一有交易動作就吃大虧，不追又與訊號不符... 在艾揚的許願池裡，我虔誠的祈禱：能不能給我一個函數，讓我輸入商品代號，就回傳給我該商品的 委買價 / 委賣價 / 買賣量... 等等的即時資訊？後來就出現在 TOUCHANCE 的加值函數之中啦！！！ 這東西可以做什麼呢？我自己透過這樣的設計，就實現了在有訊號變化（包含需要更換履約價時），先檢查當下選擇權標的的 spread 有多大，如果太大就先 hold 著不下單，等待 spread 在我能接受的範圍內時才以當下的 Bid / Ask 為基準下出 better 限價單。並且因為可以取得下單當下的價格，我也就能做不同交易方式的權益模擬了。 從此，我再也沒發生選擇權的委託單被交易所退單，還因為模擬權益而確認一件事：在下單的當下先檢查 spread 有多重要？重要、很重要、非常重要！ 如果你本來交易的商品一直都能隨時都有綿密的委買、委賣價，或許不大有問題，但要交易的標的會時不時出現內外價差放大的話，請務必特別注意這件事：檢查 spread。 TOUCHANCE - 加值函數的 ExtendQuote（上述我的應用），不僅僅回報當下的查詢，還提供了歷史資料的查詢。只要被查詢的商品還在它的行情總管上找到，就能查詢精準到秒的歷史資料，不是只有成交價喔，連過去的 Bid / Ask 這些都能查到，甚至引回來作為你策略的動作條件。你有暗暗驚呼嗎：靠，這麼威！ 再進一步。透過加值函數的 ExtendQuote 這些功能，你就能把當交易日接近結算時，近、遠月合約的價差因素納入你的策略考慮條件，推算距離結算還有多久等等眾多應用。如果你的資訊源中有現貨的話，開著股票現貨報價的圖表，卻把股票期貨的歷史、即時狀況都納入策略、下單動作考量的自動化交易是絕對可行的！ TOUCHANCE 搞出 ExtendQuote 這個深入實單交易層面的強力外掛，擺脫為了取得多商品的歷史、即時資訊而必須開啟眾多圖表的限制，更是打開了與過去很不同的交易視野。而且... 艾揚採用的授權方式，跟資傳期間相綁，一次性授權，才 3,000 元而已～ 先把函數拿到手：https://www.touchance.com.tw/ext/resc/dl/TC_Extend.zip，讀一讀安裝、功能介紹：https://is.gd/rlvnJN，在你的腦袋想像一下如何改善你的交易事業，然後開通授權！</itunes:subtitle><itunes:author>noreply@blogger.com (永政的投機生活)</itunes:author><itunes:summary>去年開發「把策略訊號轉換成選擇權去執行」的時候，一直有個實務上的困擾：標的物價格。 我要把訊號轉成選擇權的時候，事前不能精準的知道要交易哪一個履約價、Put 或 Call，需要在訊號或市況變化的當下才決定交易標的。但在 MultiCharts 的運作架構上，需要開啟欲取得商品的圖表或PT才能拿到該商品的資訊，這意味著我需要在盤前就把可能被交易到的標的商品都先開好等著備用（跨圖表資訊溝通的技巧不多說了），這是一個苦力活，如果選擇權商品還沒有連續合約可使用，更是每週或是每月都要重拉一次！於是，初期我根本就是以範圍市價單去下選擇權的。 經過了一段日子實單交易的測試、觀察後就發現了在自動化的這個題目上出現了幾個痛點： 1. 範圍市價單常常會被交易所給退單，造成實單部位與訊號不相符，得人工補單。 2. 當市場波動放大的時候選擇權的 Bid / Ask 間的 spread 經常放大，且大到令人難以忍受，一有交易動作就吃大虧，不追又與訊號不符... 在艾揚的許願池裡，我虔誠的祈禱：能不能給我一個函數，讓我輸入商品代號，就回傳給我該商品的 委買價 / 委賣價 / 買賣量... 等等的即時資訊？後來就出現在 TOUCHANCE 的加值函數之中啦！！！ 這東西可以做什麼呢？我自己透過這樣的設計，就實現了在有訊號變化（包含需要更換履約價時），先檢查當下選擇權標的的 spread 有多大，如果太大就先 hold 著不下單，等待 spread 在我能接受的範圍內時才以當下的 Bid / Ask 為基準下出 better 限價單。並且因為可以取得下單當下的價格，我也就能做不同交易方式的權益模擬了。 從此，我再也沒發生選擇權的委託單被交易所退單，還因為模擬權益而確認一件事：在下單的當下先檢查 spread 有多重要？重要、很重要、非常重要！ 如果你本來交易的商品一直都能隨時都有綿密的委買、委賣價，或許不大有問題，但要交易的標的會時不時出現內外價差放大的話，請務必特別注意這件事：檢查 spread。 TOUCHANCE - 加值函數的 ExtendQuote（上述我的應用），不僅僅回報當下的查詢，還提供了歷史資料的查詢。只要被查詢的商品還在它的行情總管上找到，就能查詢精準到秒的歷史資料，不是只有成交價喔，連過去的 Bid / Ask 這些都能查到，甚至引回來作為你策略的動作條件。你有暗暗驚呼嗎：靠，這麼威！ 再進一步。透過加值函數的 ExtendQuote 這些功能，你就能把當交易日接近結算時，近、遠月合約的價差因素納入你的策略考慮條件，推算距離結算還有多久等等眾多應用。如果你的資訊源中有現貨的話，開著股票現貨報價的圖表，卻把股票期貨的歷史、即時狀況都納入策略、下單動作考量的自動化交易是絕對可行的！ TOUCHANCE 搞出 ExtendQuote 這個深入實單交易層面的強力外掛，擺脫為了取得多商品的歷史、即時資訊而必須開啟眾多圖表的限制，更是打開了與過去很不同的交易視野。而且... 艾揚採用的授權方式，跟資傳期間相綁，一次性授權，才 3,000 元而已～ 先把函數拿到手：https://www.touchance.com.tw/ext/resc/dl/TC_Extend.zip，讀一讀安裝、功能介紹：https://is.gd/rlvnJN，在你的腦袋想像一下如何改善你的交易事業，然後開通授權！</itunes:summary><itunes:keywords>交易工具</itunes:keywords></item><item><title>Excel 表格的合併且排序</title><link>http://www.yctseng.net/2020/02/excel.html</link><category>Excel</category><author>noreply@blogger.com (永政的投機生活)</author><pubDate>Wed, 5 Feb 2020 12:30:00 +0800</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-8541642614392175167.post-2715670151047598915</guid><description>這是本 Blog 上第一篇關於 Excel 的文章，因為這個實作當下我在網路上沒找到範例，又得到網友協助、啟發，就把自己解決這個題目過程分享出來。&lt;br /&gt;
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題目：兩個動態表格資料，要以日期為排序，合併成一個新的表格。來源表格如圖。&lt;br /&gt;
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" 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&lt;a name='more'&gt;&lt;/a&gt;&lt;br /&gt;
&lt;span style="font-size: large;"&gt;&lt;b&gt;思路：先把兩個表格資料合併成縱向、資料連續的暫存表格，再把暫存表格內容做以日期為排序。&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
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Step 1. 先判斷左表的日期是否存在，存在就直接引入，不存在就引入右表的日期。第一步合併表格就是先把左表有資料的都拉進來，沒資料就開始拉進右表的資料，而開始拉右表資料時得從第一個開始，所以用 Index 來引入右表的資料。&lt;br /&gt;
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" /&gt;&lt;br /&gt;
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Step 2. 引入右表資料的儲存格不能直接對應 D2，所以建立一欄讓暫存表格在引入右表資料時，知道 Index 要取第幾個的資料。往下拖拉後就得到日期欄的資料合併。金額欄同法炮製。&lt;br /&gt;
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src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAjwAAACbCAYAAABmiUHlAAAfqklEQVR4nO2d/ZcVxZnH779Csp6csyfZTJKTllcRwdeI0Shi1KxoNDmb9SUma7J7Nsa7eVEzksRdmJMlYlYPDARkQNQRQrwqk2EQB0dEGXAcZzSjAYM6aIz8AufZH6SHnr7V3U+9dVV1f7/nfA9MVfVTfau6qj9d3fd2o9lsEgzDMAzDcKienJykyclJOn78+DQn1Wg2m9TV1UU33XIHEREdfe8Y3bP8f+j9Y3/z0IO04pb7aePI9PSDW9ZOSzu45X5a0f83ev/YOG1ctZ0OHhukFbf8iL6V8J1bxhPlt9POZB0/3U4Hp8VP5lfLRESPb3+aiMj5vsAK7l976li3VB6unDHmzfrglrW0YtX9n5xbVg1OS0+fl76VOg9N99rUeWaQVrSlnbJgHO9cdSpO6vwV563o/xvtXJURL3A3m006fPgwHT58WAg+04BnxowZAuD50BufPlDW0M5E+ukO3kYH4/SRbbRiy1gqxiCtWDU47e+NcRlR+Titf42w3ir55MmT9Nj2Fp08edL5vsASHtlGd56aKFf0F5cpcmYMuHLGmDfg1Ni6M3kOEZ03RrbRnQXnkZ2rEvn9a4TnnalznvQ56ZOL/jvbzo3VcLPZpLGxMRobG8sEn9wVnvcmP4RrYCKix7a1iIic7wsMw/aNMQ9Xzc1mk4aGhmh4eJiGh4enwEcIPKIVnr++9wFcAycnP9f7AsOwfWPMw1Vzs9mkVqtFAwMDU+Ajgh4AT81NRLT1yacw+cFwTYwxD1fNzWaTent726BHCDxE1AY8R45OwjXwyZMnaeuTT9HJkyed7wsMw/aNMQ9Xzc1mk7q7u6mnp2cKekSrPJkrPG+/8z5cAxMRPXrqas/1vsAwbN8Y83DV3Gw2afXq1dTd3T210jM0NMQHnvvu/w0MwzAMw7DXbjabtHLlSlq9evXUKo/otlYm8AzseQGGYRiGYdhrp4Gnt7d36rYWC3heOTQKwzAMwzDstZPAE9/WkgKe8YnDMAzDMAzDXrvZbNLy5cvVgee3D62DYbh0r6cHTtn9vsAwDPtvI8ADQZBdnThxgvYfOEQPrdtE63sep6f799DQ/kM0tP8QjU8cgTWMOQyC6iEADwR5rsljH9DGLU9Q98ZHad8rrzoHhKoZcxgE1UMAHgjyWONvTtBD6zbRH5/ZRa+/+RfncFBFYw6DoHoIwANBnmry2Af04JoNuG0F4IEgyICkgIeo/dUSmCwgyLxOnDhB6zdtpT8+s8s5EITk3YMv0rYdLQAPBEFtwgoPBHmo/QcOUffGR2txG+vlg6/Ryt88QD/+r59qxVl61ddp7ty5NHfePLrhxpsAPBAETROAx0M1Gg1qNBpT/0+nJ9Oy0kXl8uqB/NGJEyfo/7ofKfUB5bt+cg99+zu30XN795UKOyNjE/Tj5k/pvAsupPUbNyvHaf7kZxRFEQ0OvUxLrlxKN996W9DAg3FpR42mfLs2GtOtG+90XPF8bks6+0rEOyZ9P24BPJ6pCFqyDihROgd4IP80OvYGPbL1SeHJubVzF23Y/Dit27iF1m3cQhs2P24EjH5+73K66ppldNU119Gz/Xum5T205vf03e/9wArsLPvmjbTw3PPoa5dfqRVrwYIFtPiSrypta2MOy7sISVu0rUzcdF46RlH5Mi+qZNqgqBwnzrTyOSf8rE1F6SaghzuvF8ZpNqY5a3+S+Ur1SICZz+cVAI9H4kx+ssCTV97nA7POerb/Odo5sLftxLxz1/PUs/VJ2vzYtmnetuMZ2j/8mjaArOneSEuWXkOXXbGUNmx6jEbfeJuWffPbdOnlV9KOp/9kFHYOjozTNdd+gxacs4gu+spi5ThXX3MtRVE05dmzZ3sBPERq41n1KppzocSFK9sXVappWvNjwcleBnhE6bIwYQJ4ZMGmjBUelbJlSgp4urq6ADwWpbNkCOCpjp7Y3hJ+M2t7aydtf+pZoQcGXzQCIlse30aLL72CFn/1crr62utp8Vcvp737DijF2rP3Jdq4+RNwSsPOkqVX0zkLz6ULL1aHndg/uvMuiqKI7u38pdL2LoFHNl9UhgsCtoBHdo7hxjcBf1NpjNUdmelQB3hk2jczRt7n0QCeotVFrnw9t0gBT6PRAPBYluqEmDfwsyYSXw/KKmnOnDmZztL6TVtp+LU32k7M/bufp13PDQq9e/AFY6svvX9o0aLzLqIFi86nJ7bLfeMp6du/fwf987Ib6OZbb6fXTkHP/gMj9N3v30ELzz2PFp13vpH9Xbr0KoqiiIZfHaPxiSP03N591Lv9qU+g64WXaEdrZxDAo3rLQAYMVGCpqKzvwMNd3dEBHk49p7e1Czw625gCHpXyZQgrPB6qaBLhpgN4/JAM7BARrd2wmQ69/ue2E/O+l4dp/ysHxT5g5rd6dvbvoXPP/wrNX7CI5s4/h2bNmU+HRtv3heMLL7qYFl9yKV12+RL64X/8iJ7bu4++f8e/04KFiyg6cxbt2mMG0uaddRYtXLSIxieO0BVLrqRzFi6ke36xnO775a/p4osX07XfuM448GQ9Y5K+tSTaLitf5xkJ7oWSDeDJi2vqlpYOJMk8u8PpgqwyAB698mUIKzwey8VkBNkRF3aIiB7t3SF8EHnsjQkaf/MtocfefFsbHPa+eIDmzV9Is+fOp3vv+xX9ftOj9KUvz6QvfDFSijfw/BDNnjOPFi46jy76ymK69LIraP6Cc2j+2Qvpl/evMAI7uwdfpCiK6Lpl19P4xBHq372XvvdvP6AoiqYgqMhlr/CI4CirPDduMnbRNjJQVpSuCjx57ZBVTrmMQeDJy/cBeNIPMMvuH4AHwONU3EmRe4XEuWqC7IgDO0REO57uo917X2o7Mb/1l7/S0Xffo6PvTU7zO399l9586x1teDjr7EV05qx5dOasuXTg1O2hn92znD77uQ6644f/qRRz154X6MyZs2n23Hk0c9Yc+qfPf4EuufQyelWwgqXiu+/tbHt+57pl11MURXTzLbfR4NDL3gFPVr4u8KjUW5UVntwTdQHwpJ1XNk8+AE9eXma6AEB1gFy1fBnCLy17JM5EAOCpvoYPjdBj28TPzhx5d5I+/Ohj+ujj4/TRx8fpw48+ponDR7XB4aVXXqUvz5xDX/hiRJ/v+NK0vK9deRWd8Zl/1Ir/tSVL6R/O+AzNnDWXHuvdYQR2YriZd9ZZND5xhBYvvoSuWHIl/e8DD9L5519Ac+fOpfMvuMBb4JHJky1XNG/IAgmnLHeO0bk9xam/rUzmiT4rJr8sp572WH4BD3cfagc8WOGxqzRV604M3EkP8kt///g4/W7tI8LneGx6/SNb6LOf66A/Pt3flve7h9dpxR4eGad7On9F9973ayP7OnPmLFq7fiOdffYC+vk9v6DxiSOs1RxTwMO5Ki4LeFQulEIFHpU5TRd4uNOkzje1pGECwKMkAI9HSk4YnGXr3PvWBRNw0faQWz3b/1zmKg98hG6+5Ta64Zs30s/uvlc7li8rPJx8URlV0CqaPzj7pQQgimlasQQnew7wsKGomd8nRftY1KfCGKLPpABCefvBzdMpW6YAPBDkof7+8XF6cM0G4bM8sFm7+KXlvO1U4ibzONtw6rNxUVW0KiZTrih9WlobkJx2Xnry77Tz4+tdtHIvRkW/tFxUJv+ZJl5fFO4XgAeCIBmNjr1BD6/bVPqtrbrZtznM15NF6NL9pWHZuLr9GOpx4PN+A3ggyGM9/8I+enjdJhrcN+wcDKpqH+cwn08aIcs09AB2psv3/QbwQJDnGh17gx5cs4Ge+MMz9Nr4W84BoWrGHAZB9RCAB4IC0OSxD2jH03308LpNtL31JyNvSIcBPBBUJxkBHhiGy/MDHuwDDMNwaNYGnv/+7WaXwAZBEARBEFQoY8AzPnEMhmEYhmHYS2u/WgLAA8MwDMOw7zaywnP33XfDMAzDMAx7a23g2dq7wwu7/qZH3Yw2D9cu+w7HDdoc9qPv+jo7iF7+ujP3dXaU3p5GgKfKBwWMNq+aATz1Mto8XFsHnleudmYAj4cHBYw2r5oBPPUy2jxcWweeA9c4s/fA09XVBeCB0eaBG8BTL6PNw7V14Dl4rTN7DzwzZswA8MBo88AN4KmX0ebh2jrwHPqGM3sPPD6s8Ow/OFrqQQGLjTYP1wCeehltHq6tA8/Idc7sPfC4XuHZf3CUWn27Sz0oYLHR5uEawFMvo83DtXXgeW2ZMwN4chzDTtWAJ4oi5/ug4pDbPKsfRHa9Xz71nahtZNsopOOmKsdESG1et74x0XeqbdHX2UE0er200/XEabJxZIEn67PJfGbtX1ouYzAlYQfA44dDbnOZvgi1f0z3XVbbVBl4qnJMhNbmqn0TWr+Y7DuVtujr7CAau0HKURQJ00TpRVZZ4cn6XNy+936FJw07VQIe1atkHxxqm3P6g5seqmX7Lu/z1xF4QjsmQmtz3b6pklWBh+O+zg6i8RvZjqJIKS/LAJ6URbAD4PHDobY5pz+46aHaJPDYrtu1TcJeKP0dikNp/zL6Thl43ryJ7SiKpMoXGcCTcBbsVAV4Ql+ODbHNZfskxH6x0XcAHvvt4lN/h+Jk+4fSF7b6TqUt+jo7iP78LbajKJIqX2QAzynnwQ6Axw+H2OacPqn6Q5AqfQfgsd8uPvV3KMZY1WuLvs4Oore+zXYURZnpU8/xSMRTBR6dB9a9A54i2KkS8IQ8YENsc06fcNJCN4DHzGcP5dgIrc1V+iaUvrDVd8orPG//C9tRFCnlZbn2Kzwc2KkC8FThWZHQ2rwu/WKj7wA89tvFp/4OxaG0fxl9p/wMz1++w3YURUp5Wa418HBhB8Djh0Nr87r0i42+A/CEfUyE1uY6fRNSv5jsO2XgOfKvbEdRpJSX5doCjwzsAHj8cGhtrtovIfWJzb4zdcyGdtxU4ZgIrc1V+ya0fjHZd8rA887NUo6iiJXGcS2BRxZ2QgeerGd2QnuWJ6Q2l+2X0PqirL4z0T4hHTdVOSZCavO69Y2JvlP9/H2dHURHb5V2us1VYtDRW/3/pWXX79LSOShgtDnsvu9w3KDNYT/6rq+zg+jd25zZ+3dpuXq1hMuDAkabV80AnnoZbR6urQPP+991Zu+BBys8MNo8fAN46mW0ebi2DjyTtztzsMADwzAMw3A47uvscGoXn1kbeFwTcEzBULkaGX3d9S5AinLZdzhuyhfaPFzZ6rtGs9HmMuSq3lgAHkhJmETDFYCnXkKbhysAj1lJAU9XVxeAByIiTKIhC8BTL6HNwxWAx6ykgKfRaAB4ICLCJBqyADz1Eto8XNnsu7Jhw4f6scIDKQmTaLgC8NRLaPNwBeAxK6zwGFSjUdyBeWUajca0/OTf6e04ddlU6JOobPtxy7vuF44APBirIQlj1Y4APA6Ax8TPgfsEPFxnbZ/1t0ycMhTyJJp1YsorK/q/bP/6IgAPxmoowlgF8JiU9i8t68JO1YBHtUzRgMRVoxnJtiN3onTdHzIC8GCshiCMVQCPaWGFx6BMLJNn/e3boA1xEuVerRflpU9sef3kowA8GKu+C2P1EwF4zArAY1CYRP0U59ZE3pWg6pW+rwLwYKz6KozV6QLwmBWAx6BMTKJZg9G3gRrCJMppw6wyojhFty6y0nwTgAdj1TdhrIoF4DErAI9B4aoxHHHbr6hPfDu5cQTgwVgNSRirdgTgAfBoKe+qhDPIiq5m0mVdqg6TaPrqkNMHrvuFIwAPxmpIwli1IwAPgEdLuGoMR7ITIHf53HW/cATgwVgNSRirdgTgAfBoyfYk6tNgDWUS5V7JZ12pZ6XF/xfV57sAPBirPgpjtV0AHrMC8BiU6iTKGdS4ajQrbvvJ3LqQietSAB6M1ZCEsWpHAB4Aj5Z0rxpltnM9WEOaRDmTXdaVuOyVvOt+4QjAg7HqqzBWpwvAY1bOgCf+leWk6w48eVckmET1VHTFl9WeMv3guk+4AvBgrPosjNXTAvCYldNXS5iyT8Ajc985vW1WWtG9ahcKbRIlyp7wiiZX2WVy131TJAAPxqrvwlj9RLb6rtFstLkMuao3lvNbWlUDHpUy3CtJmXpsK4RJlHtSk5koRSc2Ub0+C8CDseqbMFbFAvCYVWWAp9GgKUN2lGxjtHW4AvDUS2jzcGWt7+5qtw50suFUUG+Z0gaevs4OLyw6GcNl2P4ggc17ZPR1J3b9uWE4NNsYh0LwcOQy5x9t4KHR6507DTyQHTUEwAOFp4bDjnNZd12FFZ5wZW283EWlr674sA9SwNPV1QXgqbEAPNUQgKdeAvCEK1vjpdFo0Bmf/pSV2Fyd8elPlT4fSAHPjBkzADw1FoCnGgLw1EsAnnAF4DGryqzwQOUK561wBeCplwA84QrAY1aVWeGByhXOW+EKwFMvAXjCFYDHrAA8kJJw3gpXAJ56CcATrgA8ZqX9S8uqkJJ+rYRt4Gk8eumUi8oUxSmKz6lHtf687U3E59RPZBd4kl/JLCqjms/dh1DrL4rtSpy6Oc+IcZ4hy8qXeRZNJU/mGTdRGe723G4E8OgrPm6T/yaPZe6cJZNelKcjGeDhjVn5/fQeeEyt8IgARwd6ioAnfRIXndSTaSrAwAUFnfqL9kE3Phe4iOwBT3oAiAZEeqKRzZfZhxDrl4lftorqTmdnAUFefpyel8eVbHzO/suUV/l8aQF49JUGnvT/RX9nxeCmc2Kqigs8MhdWsvtaa+DRgR5Z4EmnFeXrpHPKytYvCzwmPl9buZKAJ52mm1/1+lXrKEuywJNO40CGarpsWe6+qK4g6W4bC8CjJxHsxH/LXHyECDyy+yBTtjbAIwtCNp7hcQU83Lry0mRvl4UEPOK6wgEO1/Wr1lGW1FakxP/PS1NJly2nG4ezPYDHvUwATxHsqMCQjtLAYwq6ADw1Ah4Tt5s4aQAe9XyZukKsX7WOsuQL8HBuCbkGHlP1A3jUlHwuR/SMjui5nrxYeelVAR6Z8rUGHpvP8KRl+5aPDSCRecZHNa0o9rRyJR2npp/pka1PNr7r+lXrKEvy+5r/d1ZaXjq3jAngUI1vAshiAXjUlQckAB698rUFnjK+pZVUKc+4aMZUAR6d+EXpbeUAPF7Wr1pHWfINeGRjmiqjuzokEwPAoy4TwMOBCQBPOXIOPLqwIws8pa2AGAQeDqDpxOekt5Ur4Tjlntx9Ag7X9avWUZbk2kI9LS9dJ6ZMGROwklcWwGNPRbez4jKif0WxOPXIbqsjEfAUfU6Z2BzVDnhMwI4M8JQKBIaBh/M7P1UCHpkJwCfgcF2/ah1liVu3zEneR+DRgSFuWQCPXcmAjAq0yK5emxRWeEoGHlOwwwUeE8+9FMXJK2eqftvlfQAe2cHnE3C4rl+1jrLEqVsWJEwDjw4ocbaXbX4AjxuZAB6ZuQzAY1/4HR7B37LwoFJfXr6pb3qpxHcNPJxBrwsgcTp3IjOdb7v+IvkMPBygSf6ts8rCrU93W1WgKioL4LGnItgR5QF45Mp6DzxEZl4tkX6thO4rJjjAw70lVAQDojJFceMyReJ8rT0rlon43K/WE9kFnqJ758lyRXHqmp8n34FH5KxynDh58bO2LRI3flYZTlyVzycSgEdenNWd9BiUAZb09llznUvg4czDom248h54fH55qMwEAKmJcyIKSS5P/C7lM/BA5gXgCVdlAY+pmDJycVwCeCC2qgQ8dT7xAnjqJQBPuAoFeFT2M17hKXNOAPBAbFUJeOosAE+9BOAJV6EAj4qCBJ6+zg4vnHXvHLbrkdHX4cDcaDRqWTcMh2Zb4+WMT3/KibPqLqs9pYCnq6urDXjGJ44499beHVh1KEFY4amGsMJTL42MYoUnVNle4cn6kogtx3Wn6y9LUsDTaDS8BR6oXGESDVcAnnoJYzVc2Rwvro6LYIDH5xUeqFxhEg1XAJ56CWM1XFUReFzWjxUeSEmuBwukLgBPvYSxGq4APGYF4IGU5HqwQOoC8NRLGKvhCsBjVtq/tOwadgA8buR6sEDqAvDUSxir4QrAY1ZOV3iSr5SwDTyc1yZwXqvAyefUI1u/1GsfFOIXbZtWKQdr3mAv+pqYia+Rib6OlvX9fNP1c7ZX/Lqc78DD+Vjc5jFRj2yeTLfkHTq6ny+W6xNbFZR+1YTotRKc18HIpBfl6cr2cVHUJrUCnjTk6EBPEfBw3lzOebmmKshwyuXVL/PmdZX4yXRvgCdvxk8DiGw+t35uejpNt37O9hoToc/Ak9eUorQi6ODWI1suj3Nl6ikqr/r5kgLw6Ev0bi3Z917VCXg4bVMr4CkCIJvAk06TeRmnzstBs8qa3D+V+Ny4STlb4VE5A8pOGrJnSpP1mziLFlYRDvCk02Sa1wQr6hwKqjFMbRsLwKMnEezEf+cBUFYcbjonpo4APBUFHpFMAo8O7KjG1N0/AI9EnTLlbQOPgQnQZ+ARbyP+f16abFnu9iqxdMALwONeJoCnCHZUYEhXto4L7mepLfCU8QxPWjaAR/UZGQBPhlQvoXUAIS7PvWfgCnhk7mm0hQPwcJrPNfCYqh/Ao6a8XwuO80X/ZsXKSwfwlKPaPLSclOlbPmnQkX3OR/eWlcn4lQCeOE1lskhvJ3vWKQN4NFd8QgIeneblHBa2bjfpxjcBZLEAPOrKAxIAj1gAHs9uadkAHtU02bKycUzsi0heA4+JFZ6iNG66CnjJAo40RNQbeFTTTJbRXR2SiQHgUZcJ4OGAEICnHHkDPDrQIwM8ZcGJLeAxBUKVBR7bKyzcuElQ0V1pqinw6MKJa+AxASt5ZQE89lR0OysuI/pXFItTj+y2ugLwVBx4bAGBS4gyGZ9TRyytgzU+mRetfoQMPKr1F21fE+DRhRiZsjaARweGuGUBPHYlAzIq0ML5JhOAx6xqAzwmnnuRKSvz2zm625uIz60nVu1XeFzAju6+TBX3G3hMMLBMWU4Tc+NztpdtfgCPG5kAHpnneqoCPES8z+Y98BCZebWECGxc/g5P+m/d20a6qzMqzxjpxJeJE8vpLy3LAE5eDNX4eencMkWrW9y6FSZEn4FHFkhUVllM8bFtoCoqC+CxJ5UHkQE8p1UJ4DG5wpP8hpbtb2nF36JKO6scJ05eflZekYr2K2//deKL6ilSab+0rAIsZeXnbceBmayzo872DPkOPCJnlePEycvPyitSVnzO/nP3W+fzJQXgkRdndYfzOzzc7YueE7IhvFoCb0uHmKrEJOrwxO9SPgMPZF6VGKs1VcjA42P9AB5ISa4Hi7ZqfOIF8NRLwY/VGgvAY1YAHkhJrgcLpC4AT72EsRquADxmJQU8XV1dbcCztXeHFx4ZfR2GYYYbjUYt64bh0IzxYtZSwDNjxgys8EBE5P7qAFIXVnjqJYzVcIUVHrPSXuFxDTsAHjdyPVggdQF46iWM1XAF4DErrPBASnI9WCB1AXjqJYzVcAXgMSsAD6Qk14MFUheAp17CWA1XAB6zcvJLywCe8OV6sEDqAvDUSxir4QrAY1ZY4YGU5HqwQOoC8NRLGKvhCsBjVl4Aj+1XSxDxXpvAea2C6qsfimIU1V9mfI7KOFiL3kOjk8+pO+T6i2K7Evflobpv/ojL5MXm1iObJ/PaB923i3Dk+sRWBaVfNSF6rQRnzMqkF+XpyvZxEfyrJWwAT1nv0sr7O50mCwyyLwtVqZ8LIirxVd7LVdZgycoT/Z+bz6lbJ77r+mXily3Zl4dmAUFefpxetG1RDBPxZaGFuz0XqIgAPCYkereW7Huv6gQ8lXh5aFWAJ50mAxg2gMfE29B14qsAlqsVHl0A0a3T9/pV6yhLssCTTpMBFpvAU0Z83W1jAXj0lPUiUc7LQ0VxuOmcmDoC8JQMPDHolHFLKy2TwCNTRhWYuMBjAsg4+QAeP+tXraMsqa1Iif+fl5aXzi1j6paSq/2LBeDRkwngKYIdFRjSla3jgvtZADwAnsw07jM2AB4Aj0odZQnAYy4+gMeuks+giJ5HET3XkxcrLx3AU46cAU8ScsoGHpVbSkXp3DK2ngEqK34sAI+f9avWUZbk9zX/76y0vHRuGRPAoXO7DMDjXnlAAuARC8BTI+BR/faUiXpMxQfwqMd3Xb9qHWXJJ+DRvV2kU0Z3dUgmBoBHXSaAhwNCAJ5y5AR40oBTJvDoroBUHXh8/1q678Dhun7VOsqSXFuop+Wlc/JNAI8JWMkrC+Cxp6LbWXEZ0b+iWJx6ZLfVFYCnRODJsk3gKQMIQgYemW+CAXj8rF+1jrLErVvmJO8j8Ji6HZVXFsBjVzIgowItWQDF2daEADyOXi1R1g8PyuSpAI/t527y8nXjy8AOEYDH1/pV6yhLnLplQUIFCEysvtgALZP1xALwqMkE8Mg811MV4CHifTbvgSfUX1qWPeGXBTUq9Wfl68QP6Xd40ukqgBCn24rvuv4i+Qw8HKBJ/m0DanSAR3b/VeqQjQPgkVcR7IjyADynVQnggWEYhmEYDtUs4JmcnKTDhw/T2NgYDQ0NUavVot7eXuru7qbVq1fTypUrp7x8+XIYhmEYhmHnTvJJEnZarRYNDQ3R2NhYNvAMDw/TwMAAtVot6unpmYIeGIZhGIZhX93d3U09PT3UarWmVnfagOf48eMUQ8/w8DANDQ1NQU9vby/19PRMwQ8MwzAMw7AvjhklXtkZGBigoaGhtttZbcATr/IkoScGHxiGYRiGYd8cs0oSdtKrO1PAI4KeGHxi+IFhGIZhGPbNMavE7CKCHSKaDjwx9MTgk4QfGIZhGIZhHx0zS8wwMdNMAx4imkoQgQ8MwzAMw3AIToNODDtTwJOGniT4wDAMwzAMh+A0yyTV9jOJ6cIwDMMwDMMhWaT/BwhzwN4GSwcpAAAAAElFTkSuQmCC" /&gt;&lt;br /&gt;
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" /&gt;&lt;br /&gt;
&lt;br /&gt;
Step 3. 接著把合併資料的表格（欄 I、J）做排序。因為要排序，先用 RANK.EQ 做日期的遞增排序值備用，後續將用 MATCH 查找該指向那一格，以 INDEX 引入，得到排序後的表格。&lt;br /&gt;
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" 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Step 4. 用 Match 對存放 RANK值的 欄K 查找出，後續 Index 依序引入資料時在資料列的第幾行。&lt;br /&gt;
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" /&gt;&lt;br /&gt;
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Step 5. 用 Index 以 Match 查找到該指向的第幾行來引入已經合併的資料。並對金額欄如法操作，往下拖拉。&lt;br /&gt;
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src="data:image/png;base64,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" /&gt;&lt;br /&gt;
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然後，我們就能得到把兩個表格資料合併再排序後的新表格。&lt;br /&gt;
&lt;img alt="" 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" 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&lt;span style="font-size: x-large;"&gt;本範例的下載點：&lt;a href="https://www.dropbox.com/s/fog8qij3l245nbs/%E5%A4%9A%E8%A1%A8%E6%A0%BC%E7%9A%84%E5%90%88%E4%BD%B5%E4%B8%94%E6%8E%92%E5%BA%8F.xlsx?dl=0" target="_blank"&gt;點我下載&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;span style="font-size: large;"&gt;推薦 Excel 教學影片：&lt;a href="https://www.youtube.com/watch?v=wg3R5LdQ56k&amp;amp;list=PL7enJ2-v6SPm-EHMuRMCG7R7C-vXQugNM"&gt;https://youtu.be/wg3R5LdQ56k&lt;/a&gt;&lt;/span&gt;</description><enclosure length="-1" type="application/json" url="https://www.dropbox.com/s/fog8qij3l245nbs/%E5%A4%9A%E8%A1%A8%E6%A0%BC%E7%9A%84%E5%90%88%E4%BD%B5%E4%B8%94%E6%8E%92%E5%BA%8F.xlsx?dl=0"/><itunes:explicit>no</itunes:explicit><itunes:subtitle>這是本 Blog 上第一篇關於 Excel 的文章，因為這個實作當下我在網路上沒找到範例，又得到網友協助、啟發，就把自己解決這個題目過程分享出來。 題目：兩個動態表格資料，要以日期為排序，合併成一個新的表格。來源表格如圖。 &amp;nbsp; 思路：先把兩個表格資料合併成縱向、資料連續的暫存表格，再把暫存表格內容做以日期為排序。 Step 1. 先判斷左表的日期是否存在，存在就直接引入，不存在就引入右表的日期。第一步合併表格就是先把左表有資料的都拉進來，沒資料就開始拉進右表的資料，而開始拉右表資料時得從第一個開始，所以用 Index 來引入右表的資料。 Step 2. 引入右表資料的儲存格不能直接對應 D2，所以建立一欄讓暫存表格在引入右表資料時，知道 Index 要取第幾個的資料。往下拖拉後就得到日期欄的資料合併。金額欄同法炮製。 Step 3. 接著把合併資料的表格（欄 I、J）做排序。因為要排序，先用 RANK.EQ 做日期的遞增排序值備用，後續將用 MATCH 查找該指向那一格，以 INDEX 引入，得到排序後的表格。 Step 4. 用 Match 對存放 RANK值的 欄K 查找出，後續 Index 依序引入資料時在資料列的第幾行。 Step 5. 用 Index 以 Match 查找到該指向的第幾行來引入已經合併的資料。並對金額欄如法操作，往下拖拉。 然後，我們就能得到把兩個表格資料合併再排序後的新表格。 本範例的下載點：點我下載 推薦 Excel 教學影片：https://youtu.be/wg3R5LdQ56k</itunes:subtitle><itunes:author>noreply@blogger.com (永政的投機生活)</itunes:author><itunes:summary>這是本 Blog 上第一篇關於 Excel 的文章，因為這個實作當下我在網路上沒找到範例，又得到網友協助、啟發，就把自己解決這個題目過程分享出來。 題目：兩個動態表格資料，要以日期為排序，合併成一個新的表格。來源表格如圖。 &amp;nbsp; 思路：先把兩個表格資料合併成縱向、資料連續的暫存表格，再把暫存表格內容做以日期為排序。 Step 1. 先判斷左表的日期是否存在，存在就直接引入，不存在就引入右表的日期。第一步合併表格就是先把左表有資料的都拉進來，沒資料就開始拉進右表的資料，而開始拉右表資料時得從第一個開始，所以用 Index 來引入右表的資料。 Step 2. 引入右表資料的儲存格不能直接對應 D2，所以建立一欄讓暫存表格在引入右表資料時，知道 Index 要取第幾個的資料。往下拖拉後就得到日期欄的資料合併。金額欄同法炮製。 Step 3. 接著把合併資料的表格（欄 I、J）做排序。因為要排序，先用 RANK.EQ 做日期的遞增排序值備用，後續將用 MATCH 查找該指向那一格，以 INDEX 引入，得到排序後的表格。 Step 4. 用 Match 對存放 RANK值的 欄K 查找出，後續 Index 依序引入資料時在資料列的第幾行。 Step 5. 用 Index 以 Match 查找到該指向的第幾行來引入已經合併的資料。並對金額欄如法操作，往下拖拉。 然後，我們就能得到把兩個表格資料合併再排序後的新表格。 本範例的下載點：點我下載 推薦 Excel 教學影片：https://youtu.be/wg3R5LdQ56k</itunes:summary><itunes:keywords>Excel</itunes:keywords></item><item><title>非價格因素策略的好幫手</title><link>http://www.yctseng.net/2019/09/blog-post.html</link><category>交易工具</category><author>noreply@blogger.com (永政的投機生活)</author><pubDate>Wed, 18 Sep 2019 12:25:00 +0800</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-8541642614392175167.post-891003480180365050</guid><description>經過多年的策略開發對腦力的壓榨，如果手上的素材（資料）沒有新東西的話，基本可以說很快就會從滿腔熱血走到老狗變不出新把戲。因為最容易取得的資料就是商品歷史價格，策略的開發也就幾乎是圍繞在價格及其衍生的數值為基礎，也就是價格因素策略。&lt;br /&gt;
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台灣是一個特別奇妙的市場，交易所公開的資料相對別的國家特別的多，特定對象的留倉統計資料會被公開，比如；外資、投信、自營商、大額交易人...&lt;br /&gt;
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&lt;a href="https://www.taifex.com.tw/cht/3/largeTraderFutQry" target="_blank"&gt;&lt;img alt="https://www.taifex.com.tw/cht/3/largeTraderFutQry" border="0" data-original-height="514" data-original-width="773" height="424" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvv_HItUW7FVK61JgtiufwQBCEWS8KLL6-G6aDf9alTXM4lloAcOnyPmIuetuFZ1gUk8UQGoxvsce9y-QNhqdbyxL3Uv5076YWihurDXCDfIEnc40Ts3LYspv5-mYsLVmR4rm5OrizFHd3/s640/Image+15.jpg" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;
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有些 IT 能力較佳的交易人，會自行抓取這些盤後公開的資料留存，用來開發交易策略、也用來實單交易。自行抓資料的方法，要嘛手動每天到交易所網站查詢、做記錄，高竿的就自己寫爬蟲程式來撈資料。只是期交所、證交所不知道什麼緣由？既願意公開資料，卻又像不願意讓人很容易取得，頻頻更換網頁內容、架構，讓自動爬蟲們，時不時就爬錯東西，如果直接抓不到資料還算容易發現，要是撈錯東西還被存檔下來，就可能發生搞笑的事情了。總之，需要有人常常去檢查到底是否抓到正確的數值，算是免不了的日常工作。&lt;br /&gt;
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以前，如果你拿到這些歷史資料，要用來開發策略，在 MultiCharts 中，通常是把資料建成一個新的 symbol 來調用，但這會必須使用 Data2、Data3、Data4... 比較有經驗的朋友很清楚，DataN 不論是否把歷史資料數列標齊，在實單交易上都有其各自的問題，此不贅述。&lt;br /&gt;
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&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVkRT-60fxxtTkEyOC6-mFg5gy6D9JGicj10N6kdXcs2fhiN8xWRoMyAmA0qyOu4OUjkzowgilXwlDFR6eQm2Sh3lFkhmY46KHbE1e7Tp2mUlEBlvVSa0h3pCetHsVW6mG3FaCW225mDct/s1600/Image+16.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="350" data-original-width="563" height="396" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVkRT-60fxxtTkEyOC6-mFg5gy6D9JGicj10N6kdXcs2fhiN8xWRoMyAmA0qyOu4OUjkzowgilXwlDFR6eQm2Sh3lFkhmY46KHbE1e7Tp2mUlEBlvVSa0h3pCetHsVW6mG3FaCW225mDct/s640/Image+16.jpg" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;
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於是就有了把資料存放在文字檔，另外寫函數去讀取文字檔，再把讀到的資料陣列化等等的高檔技巧對應方法，以避免使用 DataN。&lt;br /&gt;
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現在，艾揚的 TOUCHANCE  推出了在其資訊源服務上附加的新功能：盤後籌碼函數！也就是艾揚幫我們去撈好正確的資料放在他們的伺服器上，讓使用者可以以函數呼叫的方式，任意調用某商品、某對象、任意時間的留倉或當日交易沖銷資料，內容算是把期交所有公布的都弄來了，而且...是把過去十年的歷史資料都提供給你！&lt;br /&gt;
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你不用具備上述哪些很強的 IT 能力，也不用費心處理做資料時序對齊的 coding，利用艾揚這個「盤後籌碼函數」的附加服務，直接在你的策略裡，查詢哪一天、什麼時間，誰幹了什麼好事就行，多麼方便～現在就讓你更接近大神的位階！&lt;br /&gt;
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我一直覺得，身為交易員，該把精力盡量投注在獲利來源：策略。日常維運的工作，如果有商業服務，盡量採用，不要什麼都自己硬幹，術業是有專攻的。相對性優勢的原理一定要懂！&lt;br /&gt;
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拿到試用帳號快兩個月了，帳號權限開通後，我花大約兩三小時就用這樣的 "非價格因素" 開發個策略出來，直接讓它上線！&lt;br /&gt;
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&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi11xF7uZ2qA9Ff41R6mue9RTaWJFpcpL_wUb024vTfVUJ8k44IOE49Hj0mWGTEBk3JW_03p1P1FwJVK7ICwc-JMenF49eZfpmLsu9PbatbufJCi55LI6gHT-4fIms0TB4RNB2dP0nehLhH/s1600/Image+17.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="548" data-original-width="839" height="418" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi11xF7uZ2qA9Ff41R6mue9RTaWJFpcpL_wUb024vTfVUJ8k44IOE49Hj0mWGTEBk3JW_03p1P1FwJVK7ICwc-JMenF49eZfpmLsu9PbatbufJCi55LI6gHT-4fIms0TB4RNB2dP0nehLhH/s640/Image+17.jpg" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvzIDmZ1sgHGdh_OAf01viC7A0p87-y94dy1ujVvR46AWYJ_6r9kSg_cNbzIZogZ0Y9HRIenTFRA7Xf9MqfiqFFqRHwA4y4orP9tUbkR1s3fKL19H-QAECWkhLtO2RmwybPfmNDk4e_2eD/s1600/Image+18.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="316" data-original-width="635" height="318" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvzIDmZ1sgHGdh_OAf01viC7A0p87-y94dy1ujVvR46AWYJ_6r9kSg_cNbzIZogZ0Y9HRIenTFRA7Xf9MqfiqFFqRHwA4y4orP9tUbkR1s3fKL19H-QAECWkhLtO2RmwybPfmNDk4e_2eD/s640/Image+18.jpg" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;
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如果你苦於想不出價格因素的新招，又苦於自行維護資料的痛苦，更困於從文字檔取資料還要做好時序處理的 coding。TOUCHANCE 的盤後籌碼函數附加服務，就是很好的選擇。&lt;br /&gt;
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花點小錢取得這麼豐富的內容，相較自己去收集、使用所需投入的時間、精力，自己搞維運，是不是非常划算呢！ &lt;br /&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7MeDgThwt0yXGp7uWek9-ya5myLwRfuyyKFdx98XuuuEsS8dM-DCbfzpUrrmvjLh2W6g5zhDelHuhdcy49ycRU8GdKErdzaWGMj7KKRm3nS56gMsobe3y9fcjh2_P8V40de__rHwLV8VL/s1600/Image+19.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="976" data-original-width="1185" height="526" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7MeDgThwt0yXGp7uWek9-ya5myLwRfuyyKFdx98XuuuEsS8dM-DCbfzpUrrmvjLh2W6g5zhDelHuhdcy49ycRU8GdKErdzaWGMj7KKRm3nS56gMsobe3y9fcjh2_P8V40de__rHwLV8VL/s640/Image+19.jpg" width="640" /&gt;&lt;/a&gt;&lt;br /&gt;
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艾揚有資訊源與盤後籌碼函數包套的限額快閃優惠活動（&lt;a href="https://is.gd/rbVqUm"&gt;https://is.gd/rbVqUm&lt;/a&gt;），上述中的這支策略的程式碼將會一起送給參加活動的朋友，可以用來觀察、學習如何使用這個盤後籌碼函數。</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvv_HItUW7FVK61JgtiufwQBCEWS8KLL6-G6aDf9alTXM4lloAcOnyPmIuetuFZ1gUk8UQGoxvsce9y-QNhqdbyxL3Uv5076YWihurDXCDfIEnc40Ts3LYspv5-mYsLVmR4rm5OrizFHd3/s72-c/Image+15.jpg" width="72"/></item><item><title>課程：自動化以選擇權執行期貨策略訊號</title><link>http://www.yctseng.net/2019/07/blog-post.html</link><category>MultiCharts</category><category>交易工具</category><category>交易觀念</category><author>noreply@blogger.com (永政的投機生活)</author><pubDate>Fri, 26 Jul 2019 13:10:00 +0800</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-8541642614392175167.post-6310610359589951184</guid><description>殷鑑不遠。這是 2019/07/03 的台指期貨，在大約 10來秒的時間之中，台指閃崩了近 500點，並且快速回復。這樣類似的事件，在台指不是空前，也不會絕後，即使台灣期貨交易所有所謂的動態穩定機制在運作，這一天，據我所聽聞到也有不少友人在這很短的時間內... 中槍了。這裡，我們不打算討論交易所的動態穩定機制到底有沒有發揮效用？畢竟這很難論斷，閃崩 500點看似很誇張，也許沒有動態穩定機制，直接到跌停也不一定啊。&lt;br /&gt;
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&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgp6IIe60CLgrrKHDGtnn_qF3jO52cRDEJThyEqohkYqdqKrB8LzNxYpZ2hIFcD-zW0k8gOx7XfOoGQMpqLPfS42Flg419ByX_r9NTtjbw-2_eYXH3GgINYZCmoCntg9AnB-Dbw35wasCr4/s1600/Image+44.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="443" data-original-width="621" height="456" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgp6IIe60CLgrrKHDGtnn_qF3jO52cRDEJThyEqohkYqdqKrB8LzNxYpZ2hIFcD-zW0k8gOx7XfOoGQMpqLPfS42Flg419ByX_r9NTtjbw-2_eYXH3GgINYZCmoCntg9AnB-Dbw35wasCr4/s640/Image+44.jpg" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;
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與其建議交易所怎麼改進，期待這官方機構迅速回應市場的期待，我認為不如自己先想辦法應對。我的方案是：以選擇權來執行期貨策略的訊號。也就是：當我的期貨策略是作多的訊號，我就 Buy Call、反之，策略做空就 Buy Put。雖然這想法一點都不新鮮，實際上卻很有一定程度實作困難存在，所以據我所知，應該很少人真的執行，或者是用手動方式來執行。&lt;br /&gt;
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上述那天，我以選擇權取代期貨的帳戶，也在那個閃崩過程中陸續發出多單停損，單子也下出去了，但這些選擇權的單子，全部都被交易所的動態穩定機制給退單了。所以，部位實際上根本沒動，事後才去做補單校正。然而，當天假設沒有交易所的退單，因為我本來是多單的訊號，持有的是 Buy Call，停損做的是 Sell Call 動作，假設我都成交在瘋狂的 0.01 好了，承受的損失也是遠小於我聽到友人的單口損失。&lt;br /&gt;
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假設那天其實不是人為刻意引發的閃崩，而是這世界真的發生大利空，一路快速往下崩跌，鎖住！持有部位，期貨多單與 Buy Call 的不同，我想你心中的恐慌程度一定差距非常大！&lt;br /&gt;
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而以選擇權去取代期貨到底有什麼難度？首先，期貨策略在執行過程是個單一合約，選擇權本身就是很多履約價、買權、賣權合約所構建，在策略訊號有了價位移動後，就必須在選擇權的對應合約上有所改變，並且連動於期貨策略訊號的部位... 要做到完全自動的連動，還真的很難。&lt;br /&gt;
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現在，我已經成功的實現於真實交易中，正在運作了。&lt;br /&gt;
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實單交易上，已經能做到跟著策略訊號的多、空，做 Buy Call 或 Buy Put、&lt;span style="color: red;"&gt;&lt;b&gt;隨著期貨價格移動手上持有的選擇權部位的履約價&lt;/b&gt;&lt;/span&gt;，&lt;b&gt;也依照策略訊號的部位大小變化做加碼、減碼&lt;/b&gt;。由於我採用週選來代替期貨，也能做每週三的合約更換後部位重建（換倉）。以下是最近一段期貨訊號（圖左）與選擇權執行（圖右）的 Log 對照。&lt;br /&gt;
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&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgADePj3IPwzRqxQdOWyUSdjMiHlBZiH1Zrx46yGmvK85EONxH_9Da9Fddd8BZRpIFAn8XfNWJPoksBQLohV0T6lwKdlOBVoYrZzVPQlX_R1qBTmK9PDaG7xn8vqedrCwKlavOTchP4lKdI/s1600/Image+45.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="331" data-original-width="820" height="258" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgADePj3IPwzRqxQdOWyUSdjMiHlBZiH1Zrx46yGmvK85EONxH_9Da9Fddd8BZRpIFAn8XfNWJPoksBQLohV0T6lwKdlOBVoYrZzVPQlX_R1qBTmK9PDaG7xn8vqedrCwKlavOTchP4lKdI/s640/Image+45.jpg" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;
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上圖右可以看到週選履約價（以加權指數做連動）是會移動的。其中有一個動作不是連動於策略訊號，因為那天是週三，舊的部位放給它結算，下午再把策略訊號的口數對應建立起來。&lt;br /&gt;
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&lt;span style="font-size: large;"&gt;這個課程中，包含&lt;b&gt;多策略訊號整合&lt;/b&gt;及&lt;b&gt;選擇權合約自動對應&lt;/b&gt;套件。&lt;/span&gt;&lt;br /&gt;
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●多策略訊號整合：幫你把手上多個策略的訊號部位總和起來。&lt;br /&gt;
●選擇權合約對應：以策略訊號及市場價格，自動做加減碼、選擇權合約移動。&lt;br /&gt;
●目前&lt;b&gt;必須使用下單大師&lt;/b&gt;來執行真實下單動作。&lt;br /&gt;
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&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9jXokAya8e84IX1msvMDduy4OahPztJGdcQdaxHtHbnI46BhtIbnAOXuwgD5nFv69lX9GxQ7EAri5p5p-WEoocqYrSNlSqTqLJSroEg6iAZtm1bVISJjTy4WQi4AuBLfxxmzOgGPWEuOY/s1600/Image+5.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="578" data-original-width="937" height="394" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9jXokAya8e84IX1msvMDduy4OahPztJGdcQdaxHtHbnI46BhtIbnAOXuwgD5nFv69lX9GxQ7EAri5p5p-WEoocqYrSNlSqTqLJSroEg6iAZtm1bVISJjTy4WQi4AuBLfxxmzOgGPWEuOY/s640/Image+5.jpg" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;
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兩個套件都是明碼 code 教學，你將了解整個機制設計、拿到 code ，把策略訊號轉成買方或賣方去執行，甚至是價差雙腳組合也可以，或者因你特別的想法做進一步的改造。&lt;br /&gt;
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&lt;b&gt;課程內容：&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;1. &lt;/b&gt;&lt;b&gt;&lt;b&gt;對應&lt;/b&gt;策略訊號的&lt;/b&gt;&lt;b&gt;&lt;b&gt;週選擇權，&lt;/b&gt;買方或賣方，同向或反向。&lt;br /&gt; 2. 選擇權部位會隨市場價格移動而自動更換履約價（平舊建新）。&lt;br /&gt; 3. 更換履約價的時機留有 fuzzy 機制，減少過度移動部位的交易成本。&lt;br /&gt; 4. 每週三選擇權部位自動轉倉到下週合約。&lt;br /&gt; 5. 深夜時段不做選擇權動作、自動補正策略訊號與選擇權部位的差異。&lt;br /&gt;6. 套件插入圖表（不改原始策略）即可運作、可整合多策略訊號後交易。&lt;br /&gt; 7. 課後 Line 群的持續交流。 &lt;/b&gt;&lt;br /&gt;
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&lt;b&gt;不需使用 Portfolio Trader、不用每週手動指定轉換標的，沒有複雜的設定維運，參數決定好，日後的交易動作都是自動化！&lt;/b&gt;&lt;br /&gt;
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&lt;span style="font-size: large;"&gt;課程時間、學費、報名連結：&lt;a href="https://forms.gle/JmUZELpYg7XCSGo56"&gt;https://forms.gle/JmUZELpYg7XCSGo56&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;a href="https://forms.gle/JmUZELpYg7XCSGo56" target="_blank"&gt;&lt;img alt="https://forms.gle/JmUZELpYg7XCSGo56" border="0" data-original-height="641" data-original-width="534" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtnkN7UBe2FAOrpdtcHdJjL4LArqs7SYwuvcjvlwx1g37aLwjA_tHLpBVbxKoaWHiC1x_-WNH7d5LRSFFejApM6I7ZRg1ZCzSQrUVTRVwHxeYJ8ns5pMJ5aZa176eXJgzXmpWSkc1oXXTt/s1600/Image+10.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;span style="background-color: #fff2cc;"&gt;&lt;b&gt;注意：本課程所含教材套件不具轉成選擇權去交易的回測功能、也不具模擬權益功能。&lt;/b&gt;課程結束將建立 Line 群組，以供我們一起交流交易經驗、功能改善、版本更新之用。&lt;/span&gt;&lt;br /&gt;
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有個名為&lt;a href="https://www.wearn.com/mall/master/maste.html" target="_blank"&gt; 選擇權大師&lt;/a&gt; 的軟體，其功能即為讀入期貨策略的歷史訊號後，回測出改以選擇權做交易的績效報表。當年，這個軟體缺了盤中實際執行的功能，即使從回測看可以提高績效，也無法自動執行，殊是可惜。現在，我們可以在盤中實現自動化轉換成選擇權的交易了！&lt;br /&gt;
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做個小幻想：2018/02/06（&lt;a href="https://is.gd/zI2tk0"&gt;https://is.gd/zI2tk0&lt;/a&gt;）那天，如果前一交易日期貨策略訊號是多單留倉，但我們已經能自動化轉成選擇權執行而留倉 Buy Call。因為當天的期貨暴跌，引動策略訊號的多單停損或是翻空，從而執行了 Buy Call 的平倉...</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgp6IIe60CLgrrKHDGtnn_qF3jO52cRDEJThyEqohkYqdqKrB8LzNxYpZ2hIFcD-zW0k8gOx7XfOoGQMpqLPfS42Flg419ByX_r9NTtjbw-2_eYXH3GgINYZCmoCntg9AnB-Dbw35wasCr4/s72-c/Image+44.jpg" width="72"/></item><item><title>優質資訊源推薦：TOUCHANCE（有優惠）</title><link>http://www.yctseng.net/2019/06/touchance.html</link><category>交易工具</category><author>noreply@blogger.com (永政的投機生活)</author><pubDate>Tue, 11 Jun 2019 11:41:00 +0800</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-8541642614392175167.post-5127610089689506417</guid><description>※&amp;nbsp;&lt;b&gt;一年行情&lt;/b&gt;&amp;nbsp;優惠代碼&amp;nbsp;&lt;b&gt;YCT221Y&lt;/b&gt;&lt;br /&gt;※&amp;nbsp;&lt;b&gt;二年行情&lt;/b&gt;&amp;nbsp;優惠代碼&amp;nbsp;&lt;b&gt;YCT222Y&lt;br /&gt;&lt;/b&gt;&lt;div&gt;※&amp;nbsp;&lt;b&gt;籌碼函數&lt;/b&gt;&amp;nbsp;優惠代碼&amp;nbsp;&lt;b&gt;YCT22GC&lt;/b&gt;&lt;br /&gt;※&amp;nbsp;&lt;b&gt;加值函數&lt;/b&gt;&amp;nbsp;優惠代碼&amp;nbsp;&lt;b&gt;YCT22GV&lt;/b&gt;&lt;br /&gt;&lt;span style="background-color: white; font-family: Georgia, Utopia, &amp;quot;Palatino Linotype&amp;quot;, Palatino, serif; font-size: 17.6px;"&gt;購買連結：&lt;/span&gt;&lt;a href="https://www.touchance.com.tw/subscribe" style="background-color: white; color: blue; font-family: Georgia, Utopia, &amp;quot;Palatino Linotype&amp;quot;, Palatino, serif; font-size: 17.6px; text-decoration-line: none;"&gt;https://www.touchance.com.tw/subscribe&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;過去，我曾經比較過自己使用不同資訊源（&lt;a href="https://is.gd/P8dS9h" target="_blank"&gt;之１&lt;/a&gt;、&lt;a href="https://is.gd/TTFdXJ" target="_blank"&gt;之２&lt;/a&gt;）的經驗以供大家在採購上的考量。&lt;br /&gt;
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這篇文章，直接推薦我持續使用多年，並且作為主要資訊源的服務：TOUCHANCE。不諱言，你可以把這篇文章當做一篇業配，因為最後我會放上購買 TOUCHANCE 的優惠方式，而我能因此得到一點好處，但&lt;b&gt;穩定&lt;/b&gt;、&lt;b&gt;快市低延遲&lt;/b&gt;、&lt;b&gt;高性價比&lt;/b&gt;的資訊源對你的交易事業更是大有好處。&lt;br /&gt;
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多年來，艾揚在台灣這個市場上的報價服務，總有些行銷上不大使力的感受？但在我從試用到決定轉用（雙資訊源並行一段時間）TOUCHANCE 一直到現在的經驗，不得不說，TOUCHANCE 報價服務的穩定性真的很好，好到容易讓人忘了它。其實一個好的軟體本來就該讓人忘記它有在工作，而不是常常需要你給它注意...&lt;br /&gt;
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以下，說說在資訊源服務上我在意、同時你也會在意的幾個點，為什麼 TOUCHANCE 會是值得推薦的？&lt;br /&gt;
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第一：穩定！我不知道這麼些年過去，台灣使用 K牌資訊服務的人還多不多？回想過去，K牌資訊源的表現真的是極好的，當年的穩健、快速真不是唬爛，但是後來只能說是每況愈下，常常可以在討論群看到開盤延遲、突然報價不跳（頻率高到簡直不像突然了）、使用者互相測試提醒要改用哪個伺服器等等各種光怪陸離的現象... 而 TOUCHANCE 在我使用的經驗中，真的極少出狀況，甚至讓我早年為了克服報價狀況而打造的防錯機制，後來就幾乎毫無作用了。&lt;br /&gt;
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第二：快市低延遲（&lt;a href="https://is.gd/zSOfGS" target="_blank"&gt;網友實盤測試&lt;/a&gt;）。TOUCHANCE 的報價服務具有在大量 tick 湧進時，在 local 端判斷電腦資源多寡，決定是否適度 drop 掉一些 tick 不進入 MultiCharts 的機制，在快市的時候維持著資訊流量一般時的反應速度，從而避免快市一來交易決策軟體可能因為 tick 塞爆而卡住，毫無反應，只能看著價格絕塵而去，通常...這時候價格走向剛好就跟你的部位反向，交易策略徒有停損設計而無法下單執行。這有多重要？&lt;br /&gt;
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第三：高性價比。TOUCHANCE 已經在台灣市場陸續擴充商品內容，豐富程度大幅提高（小聲說一下：可惜尚未提供個股現貨）。&lt;br /&gt;
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&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpAWJCZy6i-UJd2hXsGogfaY0PBc_LDoiP-dKev2aV0YNVPD5mzxrcZPUFkKtmKU7-uWMpk8nn4coFSHEm1_QXwL0H5g3IpbUlJdC9lxNZyXMNsMSl_A2spQQ2C6vI-4t7oVoqvnIQTiP4/s1600/1.jpg" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="1020" data-original-width="1028" height="633" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpAWJCZy6i-UJd2hXsGogfaY0PBc_LDoiP-dKev2aV0YNVPD5mzxrcZPUFkKtmKU7-uWMpk8nn4coFSHEm1_QXwL0H5g3IpbUlJdC9lxNZyXMNsMSl_A2spQQ2C6vI-4t7oVoqvnIQTiP4/s640/1.jpg" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvRijUl-yuaDmh0fRbPgq7JVPYng3qzyGGR3jn5OTLdaS1ubPuTtCi4-j3HR_0dv9zfcl10ywF4G3BCVlmsPjzwYAuLJo3Uy1paPWXiaYOuwy0GSVH7cWWzM6PMeLdvFgPolKZPeU5UH8y/s1600/3.jpg" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="416" data-original-width="1022" height="260" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvRijUl-yuaDmh0fRbPgq7JVPYng3qzyGGR3jn5OTLdaS1ubPuTtCi4-j3HR_0dv9zfcl10ywF4G3BCVlmsPjzwYAuLJo3Uy1paPWXiaYOuwy0GSVH7cWWzM6PMeLdvFgPolKZPeU5UH8y/s640/3.jpg" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2YhK8wxdxf6_266bIIXCobLbyte-rPC4e-ygW0r2KR1Dp4vb2QwoFy07jWmaHRYnYf7IikqZhxCownSfQzfdTSDFAh6iLAENmlJO3Y7SglRJkAe4WepOsyT6SzBlLMTrjVgX8yB0OnBZx/s1600/4.jpg" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="389" data-original-width="1024" height="242" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2YhK8wxdxf6_266bIIXCobLbyte-rPC4e-ygW0r2KR1Dp4vb2QwoFy07jWmaHRYnYf7IikqZhxCownSfQzfdTSDFAh6iLAENmlJO3Y7SglRJkAe4WepOsyT6SzBlLMTrjVgX8yB0OnBZx/s640/4.jpg" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;span id="goog_742120892"&gt;&lt;/span&gt;&lt;span id="goog_742120893"&gt;&lt;/span&gt;&lt;br /&gt;
另外，如果你有在 TOUCHANCE 的合作券商交易，還能&lt;b&gt;"免費"&lt;/b&gt;使用國外期貨的報價服務，你知道國外商品的報價有多貴嗎？而且，TOUCHANCE 的連續月合約是以成交量最大的月份作為接續規則，非常方便，商品涵蓋範圍也很足夠。以下畫面為 2.6版。&lt;br /&gt;
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&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAsIQUDwRVkI8_sihn90ziMfJSwNkQ0e-mQQ4yuAsk85Umwd2hut2j-EHtHOvRRaY93qd-mQmCmNLIuwdmYqsn-lMrQw192q_dukS9Niq7M9WHByJrNbRCY0IY_Ku5UrdrWOE2MuLuUDqp/s1600/1.jpg" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="671" data-original-width="692" height="620" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAsIQUDwRVkI8_sihn90ziMfJSwNkQ0e-mQQ4yuAsk85Umwd2hut2j-EHtHOvRRaY93qd-mQmCmNLIuwdmYqsn-lMrQw192q_dukS9Niq7M9WHByJrNbRCY0IY_Ku5UrdrWOE2MuLuUDqp/s640/1.jpg" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;
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有這麼多的商品可供同時接入，不限制商品數量喔！讓你的交易範圍幾乎成為日不落，一年的費用原價只要一萬八，這性價比夠高吧！&lt;br /&gt;
&lt;span id="goog_742120892"&gt;&lt;/span&gt;&lt;span id="goog_742120893"&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span id="goog_742120892"&gt;&lt;/span&gt;&lt;span id="goog_742120893"&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span id="goog_742120892"&gt;最後，購買 &lt;/span&gt;&lt;span id="goog_742120892"&gt;TOUCHANCE 的&lt;/span&gt;連結：&lt;a href="https://www.touchance.com.tw/subscribe" target="_blank"&gt;https://www.touchance.com.tw/subscribe&lt;/a&gt;&amp;nbsp;。&lt;br /&gt;最上方的優惠代碼讓你用更低的費用取得這麼優質的資訊源服務。性價比高到不要不要的！&lt;/div&gt;&lt;div&gt;如果優惠代碼失效，請與我聯繫：&lt;a href="mailto:syc.tseng@gmail.com" target="_blank"&gt;syc.tseng@gmail.com&lt;/a&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;span&gt;&lt;/span&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpAWJCZy6i-UJd2hXsGogfaY0PBc_LDoiP-dKev2aV0YNVPD5mzxrcZPUFkKtmKU7-uWMpk8nn4coFSHEm1_QXwL0H5g3IpbUlJdC9lxNZyXMNsMSl_A2spQQ2C6vI-4t7oVoqvnIQTiP4/s72-c/1.jpg" width="72"/></item><item><title>函數（WOptionWeekth）：台指週選擇權的第幾週</title><link>http://www.yctseng.net/2019/05/woptionweekth.html</link><category>MultiCharts</category><category>函數</category><author>noreply@blogger.com (永政的投機生活)</author><pubDate>Sun, 26 May 2019 22:32:00 +0800</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-8541642614392175167.post-1733936603276593829</guid><description>這個函數將會傳回目前 Bar 所屬時間的週選擇權的第幾週合約，正常來說是 1～5。也就是下圖中圈起來的這個數字。&lt;br /&gt;
&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbWQKD-7EBgxTFUDZWEEPmezwO7bOIkpdWPz2_hH1r4qhyphenhyphenA_KOzYlyFMBZaGMgV2FIDfEEnd7T-lONh4X08XMDoAYwsAwdSkqvwFYy1bBVojF7eIVhpOagE9YSK2vlS3e_VW29X6qRYEmp/s1600/today.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="322" data-original-width="544" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbWQKD-7EBgxTFUDZWEEPmezwO7bOIkpdWPz2_hH1r4qhyphenhyphenA_KOzYlyFMBZaGMgV2FIDfEEnd7T-lONh4X08XMDoAYwsAwdSkqvwFYy1bBVojF7eIVhpOagE9YSK2vlS3e_VW29X6qRYEmp/s1600/today.png" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;a name='more'&gt;&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
函數名稱：WOptionWeekth。傳回：數值。程式碼如下：&lt;br /&gt;
&lt;pre style="background-color: #eeeeee; border: 1px dashed #999999; color: black; font-family: &amp;quot;andale mono&amp;quot; , &amp;quot;lucida console&amp;quot; , &amp;quot;monaco&amp;quot; , &amp;quot;fixed&amp;quot; , monospace; font-size: 12px; line-height: 14px; overflow: auto; padding: 5px; width: 100%;"&gt;&lt;code&gt;var: passedWeek(false), theWeek(1),
     passedMonth(false), theMonth(""),
     weekAddable(false);
var: j(0), lastDay(0);     
var: isNight(false);


isNight= time=sess2firstbartime;


if month(D)&amp;lt;&amp;gt;month(D)[1] then
  weekAddable= false;

if weekAddable=false and dayofweek(D)&amp;gt;=3 and dayofweek(D)&amp;lt;5 and isNight then
  theWeek= 0;

if theWeek&amp;lt;=1 then
  weekAddable= true;

if dayofweek(D)&amp;lt;dayofweek(D)[1] then
  passedWeek= false;


if dayofweek(D)&amp;gt;=3 and passedWeek=false and weekAddable=true then begin
  if isNight or (T[1]=sess2endtime and D&amp;lt;&amp;gt;D[1]) then begin
    theWeek= theWeek + iff(datetojulian(D)-datetojulian(lastDay)&amp;lt;9,1,2);
    passedWeek= true;
    lastDay= D;
  end;
end;


if dayofweek(D)&amp;gt;=3 and dayofmonth(D)&amp;gt;=24 and isNight then begin
  if month(D)&amp;lt;&amp;gt;month( JulianToDate(datetojulian(D)+(10-dayofweek(D))) ) then begin
    theMonth= text( (1900+Year(D)+iff(month(D)=12,1,0)):0:0, "/", (month(D)+1):0:0 );
    theWeek= 1;
  end;
end;


WOptionWeekth= theWeek;
&lt;/code&gt;&lt;/pre&gt;
&lt;br /&gt;
&lt;br /&gt;
我是利用期交所宣傳週選擇權加掛規則的說明去做，規則如下：&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilUOwbwbVIQ-Z63DZGXYdVMtWqf_UENMUpKGnpI-2hADh8i1iOJKVfjfKDdyNDfjyDqJpX5PaoT6eNHNlmkhuIC2BuclrTBBTvLarck4bjX5GyAiuojQCLH0daet3Fn5L_WQDYSORHDzvm/s1600/today.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="711" data-original-width="935" height="486" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilUOwbwbVIQ-Z63DZGXYdVMtWqf_UENMUpKGnpI-2hADh8i1iOJKVfjfKDdyNDfjyDqJpX5PaoT6eNHNlmkhuIC2BuclrTBBTvLarck4bjX5GyAiuojQCLH0daet3Fn5L_WQDYSORHDzvm/s640/today.png" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
你可以建立好上述函數後，使用 指標 或是 訊號去呼叫它。例如 plot1( WOptionWeekth ); 在圖表上顯示出每根 Bar 當時正在交易的週選擇權第 N 週。&lt;br /&gt;
&lt;br /&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbWQKD-7EBgxTFUDZWEEPmezwO7bOIkpdWPz2_hH1r4qhyphenhyphenA_KOzYlyFMBZaGMgV2FIDfEEnd7T-lONh4X08XMDoAYwsAwdSkqvwFYy1bBVojF7eIVhpOagE9YSK2vlS3e_VW29X6qRYEmp/s72-c/today.png" width="72"/></item><item><title>Portfolio商品池建立與資金使用：隨機、隨機、再隨機</title><link>http://www.yctseng.net/2019/03/portfolio.html</link><category>交易觀念</category><author>noreply@blogger.com (永政的投機生活)</author><pubDate>Wed, 27 Mar 2019 16:18:00 +0800</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-8541642614392175167.post-2564995560217222004</guid><description>在建立多商品投資組合的時候，如果你不是把在清單上的所有商品都同時交易或會為尚未發生訊號的商品保留待用資金的話，務必想想本文以下的內容！&lt;br /&gt;
&lt;br /&gt;
我用一個很簡單的突破交易策略，以 S&amp;amp;P 500 成分股為商品監視清單，在 Portfolio Trader 上做回測，但是我要以有限的資金對先發生訊號的商品先投入資金，每次符合就投入 1% 的資金，並且個別商品最高只能佔用 20% 的資金，只有買入或出場，不放空，直到已經佔用資金的商品出場或減碼才釋放資金給其他的商品使用。&lt;br /&gt;
&lt;br /&gt;
&lt;a name='more'&gt;&lt;/a&gt;&lt;br /&gt;
可想而知，我不可能對商品池中所有的商品都持有，甚至在清單中很大部分的商品，根本不會產生交易動作，只是被監視著，有可能是從未發生訊號，也有可能是出訊號時卻資金用罄。因為如果每一個訊號投入 1% ，表示同時有一百個訊號就讓我就把錢用完了，只要商品池的廣度大於 100個，就必然產生資金排擠效應。&lt;br /&gt;
&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhB0zIbjUnZpIfZ0DuiHsmQXZigkhyHIRlLCdeHPz4g_S1cRcdvFHp_UZh9vcMEdKKQr5JsaBHlXwfjCjGuPQmdxpck-8MzcVuzNVQNMUsc9qCf2D9-rXqLXylJmT0vBz6bvF3BUQoyrbS7/s1600/1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="160" data-original-width="623" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhB0zIbjUnZpIfZ0DuiHsmQXZigkhyHIRlLCdeHPz4g_S1cRcdvFHp_UZh9vcMEdKKQr5JsaBHlXwfjCjGuPQmdxpck-8MzcVuzNVQNMUsc9qCf2D9-rXqLXylJmT0vBz6bvF3BUQoyrbS7/s1600/1.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
在 PT 中的設定就把商品清單建立，並掛上一個訊號。但是... 因為 PT 的執行順序是會依照商品清單的順序（&lt;a href="https://www.multicharts.com/trading-software/images/1/16/Portfolio_Trader_Manual.pdf" target="_blank"&gt;請參考第9頁&lt;/a&gt;），且用來測試的這個策略是會有資金排擠效應的。商品清單排在比較前面的商品因為在每個循環先被執行，就更容易拿到資金而排擠了順序在後面的商品，那麼～這個商品清單順序的影響會有多大呢？&lt;br /&gt;
&lt;br /&gt;
所以，以下這段程式碼，用來把已經建立的商品清單，做隨機排序，打亂重組一下，多製造幾個排序不同，但成分內容相同的商品清單。&lt;br /&gt;
&lt;pre style="background-color: #eeeeee; border: 1px dashed #999999; color: black; font-family: &amp;quot;andale mono&amp;quot; , &amp;quot;lucida console&amp;quot; , &amp;quot;monaco&amp;quot; , &amp;quot;fixed&amp;quot; , monospace; font-size: 12px; line-height: 14px; overflow: auto; padding: 5px; width: 100%;"&gt;&lt;code&gt;var: j(0), k(0), lines(0), get(""), isUsed(false), output("");
array: symbols[](""), newSymbols[]("");



if LastBarOnChart then begin

  once begin
    
    array_setmaxindex( symbols, 1 );
    array_setmaxindex( newSymbols, 1 );
    
    lines= 0;
    while get&amp;lt;&amp;gt;"Not readed." begin
      lines= lines+1;
      array_setmaxindex( symbols, array_getmaxindex(symbols)+1 );
      array_setmaxindex( newSymbols, array_getmaxindex(newSymbols)+1 );
      get= _readString( &lt;span style="color: red;"&gt;&lt;b&gt;"F:\WatchList.txt"&lt;/b&gt;&lt;/span&gt;, lines );
      if get&amp;lt;&amp;gt;"Not readed." then  symbols[lines]= get;
    end;


    k= 1;
    while k&amp;lt;lines begin

      get= symbols[ceiling(Random(lines))];
      isUsed= false;
      for j=1 to lines begin
        if get= newSymbols[j] then begin
          isUsed= true;
        end;
      end;

      if isUsed=false then begin
        newSymbols[k]= get;
        k= k+1;
      end;
      
    end;
    
  

    output= "";
    for j=1 to lines-1 begin
      output= output + newSymbols[j] + iffString(j&amp;lt;lines-1, newline, "");
    end;
    _writeTXT( &lt;span style="color: blue;"&gt;&lt;b&gt;"F:\NewSymbols.csv"&lt;/b&gt;&lt;/span&gt;, output );

  end;
  
end;
&lt;/code&gt;&lt;/pre&gt;
&lt;br /&gt;
&lt;br /&gt;
接下來，我複製了幾個一樣的 PT，只是商品清單的順序不同。&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9oXj7fbxJ46NwE6HoTeYUgJEUUrL18u5Vxz-8yB9NhA2Qztl5xit3z_lIA-fegNXPK_M9abmQKaMOm4YfOJFct2Cdmd2e1-BqazbfLaWMBX7mO3wCvxgontPVKyC9vGBkL6duB5pH6gdM/s1600/2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="1085" data-original-width="1274" height="544" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9oXj7fbxJ46NwE6HoTeYUgJEUUrL18u5Vxz-8yB9NhA2Qztl5xit3z_lIA-fegNXPK_M9abmQKaMOm4YfOJFct2Cdmd2e1-BqazbfLaWMBX7mO3wCvxgontPVKyC9vGBkL6duB5pH6gdM/s640/2.jpg" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
來看一下這僅僅只有商品順序差異，但成分，訊號、資金使用方式都相同的策略，在回測績效上會有多少差異？&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBJ9GSWEw8hW4KCDMFiG-wYStvUDUG1VGSoSJ2JFWvHng8Y4Sjp39FDZ9VzKMw062xb9j1MpT0JuRlLT3lFv27rE78MZMKVJSXYLbTKLk-w85hD4O1k7_Up-YJv9tS-YWlwFiY9wCZhify/s1600/3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="447" data-original-width="1443" height="198" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBJ9GSWEw8hW4KCDMFiG-wYStvUDUG1VGSoSJ2JFWvHng8Y4Sjp39FDZ9VzKMw062xb9j1MpT0JuRlLT3lFv27rE78MZMKVJSXYLbTKLk-w85hD4O1k7_Up-YJv9tS-YWlwFiY9wCZhify/s640/3.jpg" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
我不知道你看到這樣的回測結果有什麼感覺？同一個策略，選擇哪些商品來準備投入資金有隨機性，誰先發生訊號而先拿走資金看起來對績效表現也很具隨機性！&lt;br /&gt;
&lt;br /&gt;
如果你使用 PT 做回測、執行，也剛好是策略會在商品池中有資金排擠效應的話，建議你也多做幾個一樣內容、順序不同的把商品清單去看看績效差異有多少？想想、想想、再想想...&lt;br /&gt;
&lt;br /&gt;
ps. &lt;a href="https://www.multicharts.com/trading-software/index.php/PortfolioEntriesPriority"&gt;https://www.multicharts.com/trading-software/index.php/PortfolioEntriesPriority&lt;/a&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhB0zIbjUnZpIfZ0DuiHsmQXZigkhyHIRlLCdeHPz4g_S1cRcdvFHp_UZh9vcMEdKKQr5JsaBHlXwfjCjGuPQmdxpck-8MzcVuzNVQNMUsc9qCf2D9-rXqLXylJmT0vBz6bvF3BUQoyrbS7/s72-c/1.jpg" width="72"/><enclosure length="908036" type="application/pdf" url="https://www.multicharts.com/trading-software/images/1/16/Portfolio_Trader_Manual.pdf"/><itunes:explicit>no</itunes:explicit><itunes:subtitle>在建立多商品投資組合的時候，如果你不是把在清單上的所有商品都同時交易或會為尚未發生訊號的商品保留待用資金的話，務必想想本文以下的內容！ 我用一個很簡單的突破交易策略，以 S&amp;amp;P 500 成分股為商品監視清單，在 Portfolio Trader 上做回測，但是我要以有限的資金對先發生訊號的商品先投入資金，每次符合就投入 1% 的資金，並且個別商品最高只能佔用 20% 的資金，只有買入或出場，不放空，直到已經佔用資金的商品出場或減碼才釋放資金給其他的商品使用。 可想而知，我不可能對商品池中所有的商品都持有，甚至在清單中很大部分的商品，根本不會產生交易動作，只是被監視著，有可能是從未發生訊號，也有可能是出訊號時卻資金用罄。因為如果每一個訊號投入 1% ，表示同時有一百個訊號就讓我就把錢用完了，只要商品池的廣度大於 100個，就必然產生資金排擠效應。 在 PT 中的設定就把商品清單建立，並掛上一個訊號。但是... 因為 PT 的執行順序是會依照商品清單的順序（請參考第9頁），且用來測試的這個策略是會有資金排擠效應的。商品清單排在比較前面的商品因為在每個循環先被執行，就更容易拿到資金而排擠了順序在後面的商品，那麼～這個商品清單順序的影響會有多大呢？ 所以，以下這段程式碼，用來把已經建立的商品清單，做隨機排序，打亂重組一下，多製造幾個排序不同，但成分內容相同的商品清單。 var: j(0), k(0), lines(0), get(""), isUsed(false), output(""); array: symbols[](""), newSymbols[](""); if LastBarOnChart then begin once begin array_setmaxindex( symbols, 1 ); array_setmaxindex( newSymbols, 1 ); lines= 0; while get&amp;lt;&amp;gt;"Not readed." begin lines= lines+1; array_setmaxindex( symbols, array_getmaxindex(symbols)+1 ); array_setmaxindex( newSymbols, array_getmaxindex(newSymbols)+1 ); get= _readString( "F:\WatchList.txt", lines ); if get&amp;lt;&amp;gt;"Not readed." then symbols[lines]= get; end; k= 1; while k&amp;lt;lines begin get= symbols[ceiling(Random(lines))]; isUsed= false; for j=1 to lines begin if get= newSymbols[j] then begin isUsed= true; end; end; if isUsed=false then begin newSymbols[k]= get; k= k+1; end; end; output= ""; for j=1 to lines-1 begin output= output + newSymbols[j] + iffString(j&amp;lt;lines-1, newline, ""); end; _writeTXT( "F:\NewSymbols.csv", output ); end; end; 接下來，我複製了幾個一樣的 PT，只是商品清單的順序不同。 來看一下這僅僅只有商品順序差異，但成分，訊號、資金使用方式都相同的策略，在回測績效上會有多少差異？ 我不知道你看到這樣的回測結果有什麼感覺？同一個策略，選擇哪些商品來準備投入資金有隨機性，誰先發生訊號而先拿走資金看起來對績效表現也很具隨機性！ 如果你使用 PT 做回測、執行，也剛好是策略會在商品池中有資金排擠效應的話，建議你也多做幾個一樣內容、順序不同的把商品清單去看看績效差異有多少？想想、想想、再想想... ps. https://www.multicharts.com/trading-software/index.php/PortfolioEntriesPriority</itunes:subtitle><itunes:author>noreply@blogger.com (永政的投機生活)</itunes:author><itunes:summary>在建立多商品投資組合的時候，如果你不是把在清單上的所有商品都同時交易或會為尚未發生訊號的商品保留待用資金的話，務必想想本文以下的內容！ 我用一個很簡單的突破交易策略，以 S&amp;amp;P 500 成分股為商品監視清單，在 Portfolio Trader 上做回測，但是我要以有限的資金對先發生訊號的商品先投入資金，每次符合就投入 1% 的資金，並且個別商品最高只能佔用 20% 的資金，只有買入或出場，不放空，直到已經佔用資金的商品出場或減碼才釋放資金給其他的商品使用。 可想而知，我不可能對商品池中所有的商品都持有，甚至在清單中很大部分的商品，根本不會產生交易動作，只是被監視著，有可能是從未發生訊號，也有可能是出訊號時卻資金用罄。因為如果每一個訊號投入 1% ，表示同時有一百個訊號就讓我就把錢用完了，只要商品池的廣度大於 100個，就必然產生資金排擠效應。 在 PT 中的設定就把商品清單建立，並掛上一個訊號。但是... 因為 PT 的執行順序是會依照商品清單的順序（請參考第9頁），且用來測試的這個策略是會有資金排擠效應的。商品清單排在比較前面的商品因為在每個循環先被執行，就更容易拿到資金而排擠了順序在後面的商品，那麼～這個商品清單順序的影響會有多大呢？ 所以，以下這段程式碼，用來把已經建立的商品清單，做隨機排序，打亂重組一下，多製造幾個排序不同，但成分內容相同的商品清單。 var: j(0), k(0), lines(0), get(""), isUsed(false), output(""); array: symbols[](""), newSymbols[](""); if LastBarOnChart then begin once begin array_setmaxindex( symbols, 1 ); array_setmaxindex( newSymbols, 1 ); lines= 0; while get&amp;lt;&amp;gt;"Not readed." begin lines= lines+1; array_setmaxindex( symbols, array_getmaxindex(symbols)+1 ); array_setmaxindex( newSymbols, array_getmaxindex(newSymbols)+1 ); get= _readString( "F:\WatchList.txt", lines ); if get&amp;lt;&amp;gt;"Not readed." then symbols[lines]= get; end; k= 1; while k&amp;lt;lines begin get= symbols[ceiling(Random(lines))]; isUsed= false; for j=1 to lines begin if get= newSymbols[j] then begin isUsed= true; end; end; if isUsed=false then begin newSymbols[k]= get; k= k+1; end; end; output= ""; for j=1 to lines-1 begin output= output + newSymbols[j] + iffString(j&amp;lt;lines-1, newline, ""); end; _writeTXT( "F:\NewSymbols.csv", output ); end; end; 接下來，我複製了幾個一樣的 PT，只是商品清單的順序不同。 來看一下這僅僅只有商品順序差異，但成分，訊號、資金使用方式都相同的策略，在回測績效上會有多少差異？ 我不知道你看到這樣的回測結果有什麼感覺？同一個策略，選擇哪些商品來準備投入資金有隨機性，誰先發生訊號而先拿走資金看起來對績效表現也很具隨機性！ 如果你使用 PT 做回測、執行，也剛好是策略會在商品池中有資金排擠效應的話，建議你也多做幾個一樣內容、順序不同的把商品清單去看看績效差異有多少？想想、想想、再想想... ps. https://www.multicharts.com/trading-software/index.php/PortfolioEntriesPriority</itunes:summary><itunes:keywords>交易觀念</itunes:keywords></item><item><title>多策略整合之比例式部位實作</title><link>http://www.yctseng.net/2019/02/blog-post.html</link><category>MultiCharts</category><category>交易工具</category><author>noreply@blogger.com (永政的投機生活)</author><pubDate>Thu, 21 Feb 2019 10:24:00 +0800</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-8541642614392175167.post-4857002692962284797</guid><description>前文：多策略部位整合（&lt;a href="http://www.yctseng.net/2018/12/blog-post.html"&gt;http://www.yctseng.net/2018/12/blog-post.html&lt;/a&gt;）的文末說到改造成比例式下單是很容易的，這篇我們就來實作一下吧。&lt;br /&gt;
&lt;br /&gt;
由於我們不會直接連結到下單命令的執行，稱為比例式"下單"不大適當，所以文章標題採用了比例式部位，反正你只要把這個換算出來的比例式部位，丟文字檔或其他管道給下單機，也就真的是比例式下單了。&lt;br /&gt;
&lt;br /&gt;
我們先來定義一下這個比例式部位的 比例式是個什麼碗糕？畢竟每個人對比例的含意很有可能是不同，你當然可以沿用這樣的架構，去實作出你自己的"比例"。本文所作的比例是：目前策略組合的訊號部位總和佔過去各策略最大持倉數量的百分比；而比例式部位則是把這個比例再乘上對照目前資金量的單位數。&lt;br /&gt;
&lt;br /&gt;
&lt;a name='more'&gt;&lt;/a&gt;&lt;br /&gt;
由於本文的比例需要知道過去各策略的最大持倉量，所以在放在策略圖表上輸出資訊的這端需要多輸出該策略的最大持倉，做一下修改，從下圖變成後面的程式碼，仔細對照看看。&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuyFbc6JDtPrRrLp_FS90G0hkSJ6ZPtMrTbEJv-QXbhIcjeSgvRa_E8fwSADHkLuljH5JbrRpKgO7UPhv54xm8KRkbWmc8i2Ox9WtTwX9RIVVbGHtgtboDSh3wHLl2sEEWi1j-kwda5qfe/s1600/Image+1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="270" data-original-width="636" height="270" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuyFbc6JDtPrRrLp_FS90G0hkSJ6ZPtMrTbEJv-QXbhIcjeSgvRa_E8fwSADHkLuljH5JbrRpKgO7UPhv54xm8KRkbWmc8i2Ox9WtTwX9RIVVbGHtgtboDSh3wHLl2sEEWi1j-kwda5qfe/s640/Image+1.jpg" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;pre style="background-color: #eeeeee; border: 1px dashed #999999; color: black; font-family: &amp;quot;andale mono&amp;quot; , &amp;quot;lucida console&amp;quot; , &amp;quot;monaco&amp;quot; , &amp;quot;fixed&amp;quot; , monospace; font-size: 12px; line-height: 14px; overflow: auto; padding: 5px; width: 100%;"&gt;&lt;code&gt;input: chartNO(1);
var: MP(0), &lt;span style="background-color: #fff2cc;"&gt;intrabarpersist maxHold(0)&lt;/span&gt;;


if LastBarOnChart then begin

  MP= i_MarketPosition * i_CurrentContracts;
  
  &lt;span style="background-color: #fff2cc;"&gt;if i_CurrentContracts&amp;gt;maxHold then  maxHold= i_CurrentContracts;&lt;/span&gt;
  
  
  GVSetNamedInt( "iam"+NumToStr(chartNO,0), 1 );
  GVSetNamedInt( "chartMP"+NumToStr(chartNO,0), MP );
  &lt;span style="background-color: #fff2cc;"&gt;GVSetNamedInt( "maxHold"+NumToStr(chartNO,0), maxHold );
&lt;/span&gt;

  plot1( text("chart",chartNO:0:0,"= ", MP:0:0) );
  
  _omTXT( MP, text("F:\",chartNO:0:0,".txt"), close );
  
end;


RecalcLastBarAfter(0.1);
&lt;/code&gt;&lt;/pre&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
在整合部位這端，把各個策略輸出的最大持倉量資訊接收進來，加總成為比例的分母，再將目前的策略訊號部位總和，就可以得到目前策略組合的... 比例（contractRatio）。此時需要多一個參數：每單位資金對應的口數（contractsPerUnit）是多少？以這裡的參數 default 值來看，就是每100萬元、下5口，看當時策略組合訊號的比例，決定下幾個 5口，也許 0.13個、也許 0.57 個、也許... 1個（滿倉）！&lt;br /&gt;
&lt;pre style="background-color: #eeeeee; border: 1px dashed #999999; color: black; font-family: &amp;quot;andale mono&amp;quot; , &amp;quot;lucida console&amp;quot; , &amp;quot;monaco&amp;quot; , &amp;quot;fixed&amp;quot; , monospace; font-size: 12px; line-height: 14px; overflow: auto; padding: 5px; width: 100%;"&gt;&lt;code&gt;input: myMoney(200000), unitMoney(1000000), &lt;span style="background-color: #fff2cc;"&gt;contractsPerUnit(5);&lt;/span&gt;
input: fileName("F:\OrderMaster.txt");
input: text1("Charts"), text2("combinSignals"), text3("Position");

array: intrabarpersist chartPosition[](0),
       intrabarpersist maxHold[](0);
       
var: j(0), OnOff(0), 
     intrabarpersist units(0),
     intrabarpersist totalCharts(0), intrabarpersist chartSignals(0),
     &lt;span style="background-color: #fff2cc;"&gt;intrabarpersist totalMaxHold(0)&lt;/span&gt;;
var: show(""), detail("");
var: intrabarpersist contractRatio(0), intrabarpersist toDeal(0);     


  
if LastBarOnChart then begin
  
  detail= "";
  array_setmaxindex( chartPosition, 1 );
  &lt;span style="background-color: #fff2cc;"&gt;array_setmaxindex( maxHold, 1 );&lt;/span&gt;
  for j= 1 to 3000 begin

    OnOff= GVGetNamedInt( "iam"+numtostr(j,0), 0 );
    
    if OnOff&amp;lt;&amp;gt;1 then
      break
    else 
      begin
        array_setmaxindex( chartPosition, array_getmaxindex(chartPosition)+1 );
        &lt;span style="background-color: #fff2cc;"&gt;array_setmaxindex( maxHold, array_getmaxindex(maxHold)+1 );&lt;/span&gt;
        
        chartPosition[j]= GVGetNamedInt( "chartMP"+numtostr(j,0), 0 );
        &lt;span style="background-color: #fff2cc;"&gt;maxHold[j]= GVGetNamedInt( "maxHold"+numtostr(j,0), 0 );&lt;/span&gt;
        
        detail= detail + text(" chart", NumToStr(j,0), ": ", chartPosition[j]:0:0 )+newline;
      end;
  
  end;
  
  totalCharts= array_getmaxindex(chartPosition) - 1;
  chartSignals= Summation_a( chartPosition, array_getmaxindex(chartPosition) );
  &lt;span style="background-color: #fff2cc;"&gt;totalMaxHold= Summation_a( maxHold, array_getmaxindex(chartPosition) );&lt;/span&gt;
  &lt;span style="background-color: #fff2cc;"&gt;contractRatio= iff( totalMaxHold&amp;gt;0, chartSignals / totalMaxHold, 0 );&lt;/span&gt;
  
  units= myMoney / unitMoney ;
  toDeal= round( &lt;span style="background-color: #fff2cc;"&gt;contractRatio * contractsPerUnit&lt;/span&gt; * units, 0 );
  
  
  _omTXT( toDeal, fileName, q_last );
  
  
  show= text( " ", text1, "= ", totalCharts:0:0, " " ) + newline;
  show= show + text( " ", text2, "= ", chartSignals:0:0, "(", contractRatio*100, "%) " ) + newline;
  show= show + text( " ", text3, "= ", toDeal:0:0, " " ) + newline;
  show= show + text( "-------------------- " ) + newline;
  show= show + detail;

  text_delete(value98);  
  value98= text_new_bn(barnumber, GetAppInfo(aiHighestDispValue),"");
  TEXT_SetString(value98, show); 
  TEXT_SetBGColor(value98, black);
  TEXT_SetStyle(value98, 1, 0);
  TEXT_SetSize(value98,13);
  TEXT_SetColor(value98, white);
  
end;  


RecalcLastBarAfter(0.1);

&lt;/code&gt;&lt;/pre&gt;
&lt;br /&gt;
&lt;br /&gt;
以上，你比較看看「多策略部位整合」那篇的 code ，應該會感覺修改成所謂的比例式下單，要修改的 code 其實是很少的。&lt;br /&gt;
&lt;br /&gt;
如果再仔細去深入思考本文與 「多策略部位整合」的差異，我會說：「多策略部位整合」本身就已經比例式下單了啊！只是槓桿的表現方式不同而已 XD&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
這雖然實現了小資金也能使用很多很多策略構成組合來做交易，卻沒有風險控管的機制：&lt;b&gt;&lt;a href="http://www.yctseng.net/2018/11/mycta_15.html"&gt;http://www.yctseng.net/2018/11/mycta_15.html&lt;/a&gt;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
文章最後，下載點：&lt;a href="https://isn.page.link/pm6C"&gt;https://isn.page.link/pm6C&lt;/a&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuyFbc6JDtPrRrLp_FS90G0hkSJ6ZPtMrTbEJv-QXbhIcjeSgvRa_E8fwSADHkLuljH5JbrRpKgO7UPhv54xm8KRkbWmc8i2Ox9WtTwX9RIVVbGHtgtboDSh3wHLl2sEEWi1j-kwda5qfe/s72-c/Image+1.jpg" width="72"/></item><item><title>Portfolio Trader 即時對外輸出資訊測試</title><link>http://www.yctseng.net/2019/01/portfolio-trader.html</link><category>MultiCharts</category><author>noreply@blogger.com (永政的投機生活)</author><pubDate>Thu, 17 Jan 2019 10:16:00 +0800</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-8541642614392175167.post-1917675597465269662</guid><description>一直以來，MultiCharts 的原廠都說 Portfolio Trader 是不支援 IOG的，近日友人發信到原廠詢問得到的回應也依然是如此。但是，聽聞有人利用 PT 執行策略並且外接下單機，這就讓我感到很有趣了！&lt;br /&gt;
&lt;br /&gt;
我們在 PT 內，的確可以在 Strategy 下掛多個訊號，讓其中一個訊號不做任何買賣動作，單純的只是做 GVSet 或是寫出文字檔，但如果 PT 並不支援 IOG 的話，那這些擔任輸出資訊功能的訊號，將會無法"即時"的部位資訊傳送出去，而需要等到像是換棒這樣的 event 才能動作... 很明顯的，輸出部位資訊如果需要等到換棒的延遲程度，有誰能受得了 XD&lt;br /&gt;
&lt;br /&gt;
&lt;a name='more'&gt;&lt;/a&gt;&lt;br /&gt;
那... 有人用 PT 跑策略卻外接下單機，到底是怎麼回事呢？以下，是我做的測試，請直接先看影片，使用兩個相同設定的策略，一組用 PT 執行，一組用圖表執行，再另外開一張圖表做資訊外傳的接收以比較來自圖表與來自PT的差異。&lt;br /&gt;
&lt;iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/5katfkUGhk4" width="560"&gt;&lt;/iframe&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
因為兩個策略的時間週期分別是 2小時與 3小時，如果真的需要換棒這樣的 event 才能驅動，那我們不應該看到因報價變動就看到 i_openEquity 的近乎即時的更新在接收後顯示的圖表(畫面右上)上。&lt;br /&gt;
&lt;br /&gt;
如果你也想在你的電腦上做這樣的測試，以下是我做這個測試相關資源包：&lt;a href="https://isn.page.link/Ao6W" target="_blank"&gt;下載點&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
這裡先附上丟資訊出來的 code：&lt;br /&gt;
&lt;pre style="background-color: #eeeeee; border: 1px dashed #999999; color: black; font-family: &amp;quot;andale mono&amp;quot; , &amp;quot;lucida console&amp;quot; , &amp;quot;monaco&amp;quot; , &amp;quot;fixed&amp;quot; , monospace; font-size: 12px; line-height: 14px; overflow: auto; padding: 5px; width: 100%;"&gt;&lt;code&gt;[IntrabarOrderGeneration= true]

input: group("c"), ID(0);
var: GVName(""), show("");
array: intrabarpersist MP[3](-987), intrabarpersist Equ[3](-99999999);

if LastBarOnChart then begin

  MP[2]= MP[1];
  Equ[2]= Equ[2];
  MP[1]= marketposition * currentcontracts;
  Equ[1]= i_OpenEquity;

  GVName= text( group, NumToStr(ID,0) );
  
  GVSetNamedDouble("MP"+GVname, MP[1]);
  GVSetNamedDouble("Equ"+GVname, Equ[1]);

  FileAppend( "F:\test\"+GVName+"_FA.txt", text( currenttime_s:0:0, ", MP=", MP[1]:0:0, ", Equ=", Equ[1]:0:0, newline ) );  
  _writeTXT( "F:\test\"+GVName+"_WT.txt", text( currenttime_s:0:0, ", MP=", MP[1]:0:0, ", Equ=", Equ[1]:0:0, newline ) );
  
  show= text( GVName, newline, "MP= ", MP[1], newline, "Equ= ", Equ[1] );
  text_delete(value77);  
  value77= text_new_bn(barnumber, GetAppInfo(aiHighestDispValue),"");
  TEXT_SetString(value77, show); 
  TEXT_SetBGColor(value77, black);
  TEXT_SetStyle(value77, 1, 0);
  TEXT_SetSize(value77,16);
  TEXT_SetAttribute(value77,1,true);
  TEXT_SetColor(value77, yellow);

end;  

&lt;/code&gt;&lt;/pre&gt;
&lt;br /&gt;
ps. 在後續的測試中，似乎 RecalacLastbarAfter 指令，在 PT 中是完全不起作用的 =_=&lt;br /&gt;
&lt;br /&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://img.youtube.com/vi/5katfkUGhk4/default.jpg" width="72"/></item><item><title>關於陣列偏移的應用與更新數值先後的影響</title><link>http://www.yctseng.net/2018/12/blog-post_27.html</link><category>MultiCharts</category><author>noreply@blogger.com (永政的投機生活)</author><pubDate>Thu, 27 Dec 2018 09:09:00 +0800</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-8541642614392175167.post-8903199752649763029</guid><description>之前分享過的&lt;a href="http://www.yctseng.net/2014/08/fuction.html" target="_blank"&gt;舊文：陣列偏移&lt;/a&gt;。其應用的情境，我自己常常使用在要讓陣列的第一格是目前最新的數值，其後的格子，依序是預定規則儲存... 大家可能覺得很空泛 =_=&lt;br /&gt;
&lt;br /&gt;
舉個例子來說，在 1分鐘K的圖表上，我想計算15分K的10MA，通常最快的方式是開 15分K最為 Data2，然後 value1= ( Average( Close, 10 ) ) of Data2。但是，除了 Data2 開越多會讓你的 MultiCharts 效率變低以外，還會引動其他的問題。所以，如果不是很困難的狀況，跨週期資料的計算，我喜歡自己用陣列處理。&lt;br /&gt;
&lt;br /&gt;
&lt;a name='more'&gt;&lt;/a&gt;&lt;br /&gt;
這不是個泛用於多種跨週期資料建立的方式，只是簡單表達概念。在 1分K 的圖表上，這個 Close15K 陣列所存下來的數值，就會是 15分K、近 10根的收盤價，不需要去開 Data2。Close15K[1] 是15K最近一根的收盤、Close15K[2]則會是15K的上一根收盤價... 只要把前10格的陣列值拿來做平均計算，就會是 15分K 的 10MA 了。&lt;br /&gt;
&lt;pre style="background-color: #eeeeee; border: 1px dashed #999999; color: black; font-family: &amp;quot;andale mono&amp;quot; , &amp;quot;lucida console&amp;quot; , &amp;quot;monaco&amp;quot; , &amp;quot;fixed&amp;quot; , monospace; font-size: 12px; line-height: 14px; overflow: auto; padding: 5px; width: 100%;"&gt;&lt;code&gt;array: Close15K[11](0);

if Mod( time, 15 )=0 then 
  begin
    _arrayShift( Close15K );
    Close15K[1]= Close;
  end
else
  Close15K[1]= Close;

Value1= Average_a( Close15K, 10 );
&lt;/code&gt;&lt;/pre&gt;
&lt;br /&gt;
&lt;br /&gt;
然而，有同學知道陣列偏移就是一串格子的資料，逐格往後搬，卻苦於想像不出把陣列先搬後更新第一格與先更新第一格再搬的差異... 也許有會有不少人想像不出，以下這兩個 code 造成的效果差異？&lt;br /&gt;
&lt;pre style="background-color: #eeeeee; border: 1px dashed #999999; color: black; font-family: &amp;quot;andale mono&amp;quot; , &amp;quot;lucida console&amp;quot; , &amp;quot;monaco&amp;quot; , &amp;quot;fixed&amp;quot; , monospace; font-size: 12px; line-height: 14px; overflow: auto; padding: 5px; width: 100%;"&gt;&lt;code&gt;我是先搬後更新&lt;/code&gt;&lt;/pre&gt;
&lt;pre style="background-color: #eeeeee; border: 1px dashed #999999; color: black; font-family: &amp;quot;andale mono&amp;quot; , &amp;quot;lucida console&amp;quot; , &amp;quot;monaco&amp;quot; , &amp;quot;fixed&amp;quot; , monospace; font-size: 12px; line-height: 14px; overflow: auto; padding: 5px; width: 100%;"&gt;&lt;code&gt;_arrayShift( Close15K );
Close15K[1]= Close;
&lt;/code&gt;&lt;/pre&gt;
&lt;br /&gt;
&lt;pre style="background-color: #eeeeee; border: 1px dashed #999999; color: black; font-family: &amp;quot;andale mono&amp;quot; , &amp;quot;lucida console&amp;quot; , &amp;quot;monaco&amp;quot; , &amp;quot;fixed&amp;quot; , monospace; font-size: 12px; line-height: 14px; overflow: auto; padding: 5px; width: 100%;"&gt;&lt;code&gt;我是先更新後搬&lt;/code&gt;&lt;/pre&gt;
&lt;pre style="background-color: #eeeeee; border: 1px dashed #999999; color: black; font-family: &amp;quot;andale mono&amp;quot; , &amp;quot;lucida console&amp;quot; , &amp;quot;monaco&amp;quot; , &amp;quot;fixed&amp;quot; , monospace; font-size: 12px; line-height: 14px; overflow: auto; padding: 5px; width: 100%;"&gt;&lt;code&gt;Close15K[1]= Close;
_arrayShift( Close15K );
&lt;/code&gt;&lt;/pre&gt;
&lt;br /&gt;
&lt;br /&gt;
於是，假設一個有三格供使用的陣列，每個 Round 的第一格更新值依序為 1、2、3，經過三次先搬後存與先存後搬的不同執行順序，最後陣列內容的結果或是什麼？我做了一張圖來幫助了解這個差異。&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;/div&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdRqhNs7xfCn8SMwXpsbzVqjl2Q1ZH8VkWl6ipO11d-MVJy9LEcaxhdw_f0AXdnmOU1lL2KasZ49MjAyo_jV3rp623UmPx7Pe8D0nAl3psqhH8NgRUvq_xVnSKxv6jzIt6EqjRxmfU-iDr/s1600/Image+86.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="306" data-original-width="817" height="238" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdRqhNs7xfCn8SMwXpsbzVqjl2Q1ZH8VkWl6ipO11d-MVJy9LEcaxhdw_f0AXdnmOU1lL2KasZ49MjAyo_jV3rp623UmPx7Pe8D0nAl3psqhH8NgRUvq_xVnSKxv6jzIt6EqjRxmfU-iDr/s640/Image+86.jpg" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdRqhNs7xfCn8SMwXpsbzVqjl2Q1ZH8VkWl6ipO11d-MVJy9LEcaxhdw_f0AXdnmOU1lL2KasZ49MjAyo_jV3rp623UmPx7Pe8D0nAl3psqhH8NgRUvq_xVnSKxv6jzIt6EqjRxmfU-iDr/s72-c/Image+86.jpg" width="72"/></item><item><title>多策略部位整合</title><link>http://www.yctseng.net/2018/12/blog-post.html</link><category>MultiCharts</category><category>交易工具</category><author>noreply@blogger.com (永政的投機生活)</author><pubDate>Mon, 10 Dec 2018 23:47:00 +0800</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-8541642614392175167.post-739275811103287363</guid><description>在執行多策略組合交易的時候，每個策略圖表獨立運作，各自下各自的單。但我們常常可以發現在某些時候（特別是開盤），出現 A策略要翻多、B策略卻要翻空，對我們的帳戶來說，因為策略圖表獨立運作的原因，實際上卻幾乎同時發出買進、賣出的委託單，而成交回來的價格又往往是買外盤、賣內盤，這完全是沒有必要交易動作，因為這兩個策略訊號對立，總合部位其實是沒有變化的，無端的損失買賣價差與稅費。&lt;br /&gt;
&lt;br /&gt;
因此，我們可以把多策略的所有策略訊號統合在一起，再以訊號總合的部位去發出交易指令就不會做無謂的交易了。&lt;br /&gt;
&lt;br /&gt;
我們需要一個讀取圖表的策略訊號的指標，及一個總和所有策略訊號的圖表來發出交易指令。既然我們要總和多策略的訊號來做交易，就順便也把再投資（Reinvestment）的功能也一併建立，讓日後的多策略組合部位隨著我們的權益增減而連動。&lt;br /&gt;
&lt;br /&gt;
&lt;a name='more'&gt;&lt;/a&gt;&lt;br /&gt;
這是放在策略圖表上，讀取策略訊號的指標：&lt;br /&gt;
&lt;pre style="background-color: #eeeeee; border: 1px dashed #999999; color: black; font-family: &amp;quot;andale mono&amp;quot; , &amp;quot;lucida console&amp;quot; , &amp;quot;monaco&amp;quot; , &amp;quot;fixed&amp;quot; , monospace; font-size: 12px; line-height: 14px; overflow: auto; padding: 5px; width: 100%;"&gt;&lt;code&gt;input: chartNO(1);
var: MP(0);


if LastBarOnChart then begin

  MP= i_MarketPosition * i_CurrentContracts;

  GVSetNamedInt( "iam"+NumToStr(chartNO,0), 1 );
  GVSetNamedInt( "chartMP"+NumToStr(chartNO,0), MP );

  plot1( text("chart",chartNO:0:0,"= ", MP:0:0) );
  
end;


RecalcLastBarAfter(0.1);
&lt;/code&gt;&lt;/pre&gt;
&lt;br /&gt;
&lt;br /&gt;
你需要逐個把這個指標（_GetChartPosition）插到策略圖表上，並設定參數，需要是連號且不能重複，如下圖，四個策略圖表分別插入指標並逐個設定參數為1、2、3、4。&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7NH-vas7MnD9FKxuK_PyA5wMqCjJgnGAJoUwVu4MieGDqJ2sn4wG8F9_ASyDTIYbrFoladv-PBljeBqz1a2yEoJr_guyhDoNagV8HR0uNOBk67xadMd43iF4c9DDITAh1cIh3edMkYwrZ/s1600/today+%25283%2529.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="644" data-original-width="1065" height="387" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7NH-vas7MnD9FKxuK_PyA5wMqCjJgnGAJoUwVu4MieGDqJ2sn4wG8F9_ASyDTIYbrFoladv-PBljeBqz1a2yEoJr_guyhDoNagV8HR0uNOBk67xadMd43iF4c9DDITAh1cIh3edMkYwrZ/s640/today+%25283%2529.png" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
請注意，這個指標的屬性設定務必把"歷史資料同步"的選項取消。&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixZ2Rj5gjcM8zcVTZ0HSNPb-B3UdY0wktOGHQYVwMD5GRJ-FFfIEpr6Qe1f38Fh5xGLR4a36blco2pGVHFYJiF04GqAgjSEpGUc6nkufwgFdYS199kNorG-R2OTtow2iHeE360zeK7mPqm/s1600/today.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="498" data-original-width="457" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixZ2Rj5gjcM8zcVTZ0HSNPb-B3UdY0wktOGHQYVwMD5GRJ-FFfIEpr6Qe1f38Fh5xGLR4a36blco2pGVHFYJiF04GqAgjSEpGUc6nkufwgFdYS199kNorG-R2OTtow2iHeE360zeK7mPqm/s400/today.png" width="366" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
再來，另外建立一個工作底稿，日後每次開啟 MultiCharts ，這個用來輸出策略組合總部位的底稿都必須是在你的所有策略圖表都已經看到訊號、指標都顯示出來，才開啟這個總部位圖表，它需要是 1 tick 圖，資料範圍設個近 20日就足夠。插入訊號（_outputAccountPosition），你會需要設定幾個參數，myMoney（目前權益，也就是帳戶有多少錢） 、unitMoney（策略組合資金需求，你的多策略組合需要多少錢才能跑一組）、fileName（輸出給下單大師做下單的文字檔路徑），另外三個參數可以輸入成中文，就能在畫面上有中文的呈現。&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg81t5wc5BMiGbwjdmZsNqt_WM_VT-yD8sjYOuyLXSdxHnm3j2lKKu0v5YfJ7eiaeHwDLSUqM3btSlP2SSNFs0XwBtyMthHZekUy4fvznAgcu2cCFnvJOkiB2OXyN_IVxxn8dnMPqc46w-T/s1600/today.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="449" data-original-width="768" height="374" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg81t5wc5BMiGbwjdmZsNqt_WM_VT-yD8sjYOuyLXSdxHnm3j2lKKu0v5YfJ7eiaeHwDLSUqM3btSlP2SSNFs0XwBtyMthHZekUy4fvznAgcu2cCFnvJOkiB2OXyN_IVxxn8dnMPqc46w-T/s640/today.png" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
正常來說，這樣設定完成後，你應該會看到圖表的畫面出現這樣。加入交易的策略數量有四個、四個策略的訊號部位加總是 9口（空單的話會有負號）、實際要交易的部位則是 2 口，因為這裡的設定，我有 20萬，但這一個策略組合需要 100萬才能做，所以只交易 20 / 100 ＝ 0.2 組，0.2 組 x 訊號加總 9 口 ＝ 1.8 口，經四捨五入，所以是 2 口多單。&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh074XJGgUU7g7SB23HSZFxOjOxy56CyKjHSUVjCJsKWwACZQe1AMfx-3_1E_qxIowiN_jue8nBc74s4gd44WjiioeUyKzg2bKih4IpLLVvBK-CA8i7NT0OUQrC1NoEsgjMDJHc7qF4CuyD/s1600/today.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="321" data-original-width="629" height="326" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh074XJGgUU7g7SB23HSZFxOjOxy56CyKjHSUVjCJsKWwACZQe1AMfx-3_1E_qxIowiN_jue8nBc74s4gd44WjiioeUyKzg2bKih4IpLLVvBK-CA8i7NT0OUQrC1NoEsgjMDJHc7qF4CuyD/s640/today.png" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
從以上的參數設定範例，不知道你是否看出，你有多少錢跟執行多少個策略，是無關的？就算我只有 20萬，能不能執行一個需要 500萬資金需求的 50個策略組合？完全可以，因為我就只是下 20 / 500 ＝ 0.04 組的部位嘛，一點都不違和喔！&lt;br /&gt;
&lt;br /&gt;
這個總和策略訊號的圖表會產生一個給下單大師接手真實下單動作的文字檔。&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzqf_Vaw8ph_rK0cHxe7TdNAbNNnRV_-5IPY_aK-TNX6V32FxWe5zM-xZ0EZ1mxHxhyphenhyphenN8Z7jGXFYjKyh6t3aGKvfpENMRx1DoFPrjN3d9Jc4l2duhEHYAjGewxA3OCOZ5gwHg4aVeiiwcN/s1600/today.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="194" data-original-width="325" height="238" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzqf_Vaw8ph_rK0cHxe7TdNAbNNnRV_-5IPY_aK-TNX6V32FxWe5zM-xZ0EZ1mxHxhyphenhyphenN8Z7jGXFYjKyh6t3aGKvfpENMRx1DoFPrjN3d9Jc4l2duhEHYAjGewxA3OCOZ5gwHg4aVeiiwcN/s400/today.png" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
至於，下單大師的下單設定，可以參考&lt;a href="http://www.yctseng.net/2013/02/multicharts.html" target="_blank"&gt;舊作&lt;/a&gt;或洽詢下單大師。 因為輸出文字檔，使用到凌波微步大分享的 outputfile.dll，跟本文所用到指標、訊號就一併&lt;a href="https://www.dropbox.com/s/4syrwhcugc7jl76/%E7%AD%96%E7%95%A5%E9%83%A8%E4%BD%8D%E6%95%B4%E5%90%88.zip?dl=0" target="_blank"&gt;&lt;b&gt;包在一起供你下載&lt;/b&gt;&lt;/a&gt;。下載後，把其中的目錄 AutoTrading 放到 C:\ 下，再行匯入、編譯 pla 檔做如上述設定即可。當然，這個指標與訊號的結合，也可以很輕易的修改成時下滿流行的 比例式下單，本文就不多著墨。&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
然而多策略的交易僅僅把訊號統合是不夠的。&lt;span style="font-size: x-large;"&gt;&lt;span style="background-color: white;"&gt;&lt;span style="background-color: #fff2cc;"&gt;myCTA 還同時兼具策略管理（動態績效表現評估）、風險管理（動態策略風險估算）、資金管理（內建帳戶防爆、再投資）的功能&lt;/span&gt;：&lt;a href="http://www.yctseng.net/2018/11/mycta_15.html"&gt;http://www.yctseng.net/2018/11/mycta_15.html&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;a href="https://isn.page.link/j1t9" target="_blank"&gt;下單大師 4.0 版&lt;/a&gt;即將提供多帳戶的未平倉查詢、帳務功能，我想日後還可以再修改 _outputAccountPosition 讓它可以與真實帳戶的資訊做連動。在那之前，就先每一段時間自己輸入帳戶權益有多少吧 ^_^</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7NH-vas7MnD9FKxuK_PyA5wMqCjJgnGAJoUwVu4MieGDqJ2sn4wG8F9_ASyDTIYbrFoladv-PBljeBqz1a2yEoJr_guyhDoNagV8HR0uNOBk67xadMd43iF4c9DDITAh1cIh3edMkYwrZ/s72-c/today+%25283%2529.png" width="72"/><enclosure length="-1" type="application/json" url="https://www.dropbox.com/s/4syrwhcugc7jl76/%E7%AD%96%E7%95%A5%E9%83%A8%E4%BD%8D%E6%95%B4%E5%90%88.zip?dl=0"/><itunes:explicit>no</itunes:explicit><itunes:subtitle>在執行多策略組合交易的時候，每個策略圖表獨立運作，各自下各自的單。但我們常常可以發現在某些時候（特別是開盤），出現 A策略要翻多、B策略卻要翻空，對我們的帳戶來說，因為策略圖表獨立運作的原因，實際上卻幾乎同時發出買進、賣出的委託單，而成交回來的價格又往往是買外盤、賣內盤，這完全是沒有必要交易動作，因為這兩個策略訊號對立，總合部位其實是沒有變化的，無端的損失買賣價差與稅費。 因此，我們可以把多策略的所有策略訊號統合在一起，再以訊號總合的部位去發出交易指令就不會做無謂的交易了。 我們需要一個讀取圖表的策略訊號的指標，及一個總和所有策略訊號的圖表來發出交易指令。既然我們要總和多策略的訊號來做交易，就順便也把再投資（Reinvestment）的功能也一併建立，讓日後的多策略組合部位隨著我們的權益增減而連動。 這是放在策略圖表上，讀取策略訊號的指標： input: chartNO(1); var: MP(0); if LastBarOnChart then begin MP= i_MarketPosition * i_CurrentContracts; GVSetNamedInt( "iam"+NumToStr(chartNO,0), 1 ); GVSetNamedInt( "chartMP"+NumToStr(chartNO,0), MP ); plot1( text("chart",chartNO:0:0,"= ", MP:0:0) ); end; RecalcLastBarAfter(0.1); 你需要逐個把這個指標（_GetChartPosition）插到策略圖表上，並設定參數，需要是連號且不能重複，如下圖，四個策略圖表分別插入指標並逐個設定參數為1、2、3、4。 請注意，這個指標的屬性設定務必把"歷史資料同步"的選項取消。 再來，另外建立一個工作底稿，日後每次開啟 MultiCharts ，這個用來輸出策略組合總部位的底稿都必須是在你的所有策略圖表都已經看到訊號、指標都顯示出來，才開啟這個總部位圖表，它需要是 1 tick 圖，資料範圍設個近 20日就足夠。插入訊號（_outputAccountPosition），你會需要設定幾個參數，myMoney（目前權益，也就是帳戶有多少錢） 、unitMoney（策略組合資金需求，你的多策略組合需要多少錢才能跑一組）、fileName（輸出給下單大師做下單的文字檔路徑），另外三個參數可以輸入成中文，就能在畫面上有中文的呈現。 正常來說，這樣設定完成後，你應該會看到圖表的畫面出現這樣。加入交易的策略數量有四個、四個策略的訊號部位加總是 9口（空單的話會有負號）、實際要交易的部位則是 2 口，因為這裡的設定，我有 20萬，但這一個策略組合需要 100萬才能做，所以只交易 20 / 100 ＝ 0.2 組，0.2 組 x 訊號加總 9 口 ＝ 1.8 口，經四捨五入，所以是 2 口多單。 從以上的參數設定範例，不知道你是否看出，你有多少錢跟執行多少個策略，是無關的？就算我只有 20萬，能不能執行一個需要 500萬資金需求的 50個策略組合？完全可以，因為我就只是下 20 / 500 ＝ 0.04 組的部位嘛，一點都不違和喔！ 這個總和策略訊號的圖表會產生一個給下單大師接手真實下單動作的文字檔。 至於，下單大師的下單設定，可以參考舊作或洽詢下單大師。 因為輸出文字檔，使用到凌波微步大分享的 outputfile.dll，跟本文所用到指標、訊號就一併包在一起供你下載。下載後，把其中的目錄 AutoTrading 放到 C:\ 下，再行匯入、編譯 pla 檔做如上述設定即可。當然，這個指標與訊號的結合，也可以很輕易的修改成時下滿流行的 比例式下單，本文就不多著墨。 然而多策略的交易僅僅把訊號統合是不夠的。myCTA 還同時兼具策略管理（動態績效表現評估）、風險管理（動態策略風險估算）、資金管理（內建帳戶防爆、再投資）的功能：http://www.yctseng.net/2018/11/mycta_15.html 下單大師 4.0 版即將提供多帳戶的未平倉查詢、帳務功能，我想日後還可以再修改 _outputAccountPosition 讓它可以與真實帳戶的資訊做連動。在那之前，就先每一段時間自己輸入帳戶權益有多少吧 ^_^</itunes:subtitle><itunes:author>noreply@blogger.com (永政的投機生活)</itunes:author><itunes:summary>在執行多策略組合交易的時候，每個策略圖表獨立運作，各自下各自的單。但我們常常可以發現在某些時候（特別是開盤），出現 A策略要翻多、B策略卻要翻空，對我們的帳戶來說，因為策略圖表獨立運作的原因，實際上卻幾乎同時發出買進、賣出的委託單，而成交回來的價格又往往是買外盤、賣內盤，這完全是沒有必要交易動作，因為這兩個策略訊號對立，總合部位其實是沒有變化的，無端的損失買賣價差與稅費。 因此，我們可以把多策略的所有策略訊號統合在一起，再以訊號總合的部位去發出交易指令就不會做無謂的交易了。 我們需要一個讀取圖表的策略訊號的指標，及一個總和所有策略訊號的圖表來發出交易指令。既然我們要總和多策略的訊號來做交易，就順便也把再投資（Reinvestment）的功能也一併建立，讓日後的多策略組合部位隨著我們的權益增減而連動。 這是放在策略圖表上，讀取策略訊號的指標： input: chartNO(1); var: MP(0); if LastBarOnChart then begin MP= i_MarketPosition * i_CurrentContracts; GVSetNamedInt( "iam"+NumToStr(chartNO,0), 1 ); GVSetNamedInt( "chartMP"+NumToStr(chartNO,0), MP ); plot1( text("chart",chartNO:0:0,"= ", MP:0:0) ); end; RecalcLastBarAfter(0.1); 你需要逐個把這個指標（_GetChartPosition）插到策略圖表上，並設定參數，需要是連號且不能重複，如下圖，四個策略圖表分別插入指標並逐個設定參數為1、2、3、4。 請注意，這個指標的屬性設定務必把"歷史資料同步"的選項取消。 再來，另外建立一個工作底稿，日後每次開啟 MultiCharts ，這個用來輸出策略組合總部位的底稿都必須是在你的所有策略圖表都已經看到訊號、指標都顯示出來，才開啟這個總部位圖表，它需要是 1 tick 圖，資料範圍設個近 20日就足夠。插入訊號（_outputAccountPosition），你會需要設定幾個參數，myMoney（目前權益，也就是帳戶有多少錢） 、unitMoney（策略組合資金需求，你的多策略組合需要多少錢才能跑一組）、fileName（輸出給下單大師做下單的文字檔路徑），另外三個參數可以輸入成中文，就能在畫面上有中文的呈現。 正常來說，這樣設定完成後，你應該會看到圖表的畫面出現這樣。加入交易的策略數量有四個、四個策略的訊號部位加總是 9口（空單的話會有負號）、實際要交易的部位則是 2 口，因為這裡的設定，我有 20萬，但這一個策略組合需要 100萬才能做，所以只交易 20 / 100 ＝ 0.2 組，0.2 組 x 訊號加總 9 口 ＝ 1.8 口，經四捨五入，所以是 2 口多單。 從以上的參數設定範例，不知道你是否看出，你有多少錢跟執行多少個策略，是無關的？就算我只有 20萬，能不能執行一個需要 500萬資金需求的 50個策略組合？完全可以，因為我就只是下 20 / 500 ＝ 0.04 組的部位嘛，一點都不違和喔！ 這個總和策略訊號的圖表會產生一個給下單大師接手真實下單動作的文字檔。 至於，下單大師的下單設定，可以參考舊作或洽詢下單大師。 因為輸出文字檔，使用到凌波微步大分享的 outputfile.dll，跟本文所用到指標、訊號就一併包在一起供你下載。下載後，把其中的目錄 AutoTrading 放到 C:\ 下，再行匯入、編譯 pla 檔做如上述設定即可。當然，這個指標與訊號的結合，也可以很輕易的修改成時下滿流行的 比例式下單，本文就不多著墨。 然而多策略的交易僅僅把訊號統合是不夠的。myCTA 還同時兼具策略管理（動態績效表現評估）、風險管理（動態策略風險估算）、資金管理（內建帳戶防爆、再投資）的功能：http://www.yctseng.net/2018/11/mycta_15.html 下單大師 4.0 版即將提供多帳戶的未平倉查詢、帳務功能，我想日後還可以再修改 _outputAccountPosition 讓它可以與真實帳戶的資訊做連動。在那之前，就先每一段時間自己輸入帳戶權益有多少吧 ^_^</itunes:summary><itunes:keywords>MultiCharts, 交易工具</itunes:keywords></item><item><title>myCTA：智能風險控制套件</title><link>http://www.yctseng.net/2018/11/mycta_15.html</link><category>MultiCharts</category><category>交易工具</category><category>交易管理系統</category><author>noreply@blogger.com (永政的投機生活)</author><pubDate>Thu, 15 Nov 2018 12:03:00 +0800</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-8541642614392175167.post-13215355767950826</guid><description>myCTA 是適用於&lt;i&gt;&lt;b&gt;台指期貨&lt;/b&gt;&lt;/i&gt;的交易管理系統，運作在 MultiCharts 之上。你的交易策略必須是在 MultiCharts 上執行才能使用 myCTA。專業版或券商版皆可使用。&lt;br /&gt;
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myCTA 會自動依你選用的績效指標幫你的交易策略做資金分配、並依照各策略圖表的動態風險評估做部位換算、還可依照個人意願設定的風險承受做自動槓桿縮放。換言之，您只需準備好自己的策略圖表，myCTA 就能幫你自動做好再投資、風險平衡這些很重要的資金、策略管理工作，協助你的交易事業規避毀滅可能的發生。&lt;br /&gt;
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手上已有數個交易策略，卻擔心或無法決定如何執行這些策略？&lt;br /&gt;
對策略何時上架、下架、該投入多少資金到個別策略感到困難？&lt;br /&gt;
想適度降低隔夜風險，卻又不想改寫手上僅有日盤設計的策略？&lt;br /&gt;
還困惑於是否該在策略中或是策略組合去設計加、減碼的機制？ &lt;br /&gt;
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發展、運行交易事業，再也不必投入多年心血在這些煩悶但重要的工作上，&lt;u&gt;您只需把心力投注在真正為你的事業創造利潤的項目－交易策略&lt;/u&gt;。不論您是要自行開發、對外採購、甚至採用一些 Data mining 軟體產生的策略。不必煩惱策略何時上下架？不必煩惱獲利、損失發生了，部位何時對應調整？您可以利用 myCTA 來幫你做對人性來說很困難的工作，並架設帳戶安全網。&lt;br /&gt;
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可下載使用說明文件：&lt;span style="font-size: large;"&gt;&lt;b&gt;&lt;a href="https://www.dropbox.com/s/0w7wt8nfypd9pmy/myCTA_v5%E4%BD%BF%E7%94%A8%E8%AA%AA%E6%98%8E.pdf?dl=0"&gt;&lt;span style="color: blue; font-family: &amp;quot;arial&amp;quot;;"&gt;下載連結&lt;/span&gt;&lt;/a&gt;&lt;/b&gt;&lt;/span&gt; &lt;br /&gt;
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&lt;span style="color: #cc0000;"&gt;軟體購買（費用請見購買表單）：終生授權對象為 MultiCharts 的 &lt;u&gt;&lt;b&gt;UserName&lt;/b&gt;&lt;/u&gt; （用券商版者請慎重考慮），包含實機交付或遠端幫您做 myCTA 與 下單大師的安裝設定。&lt;b&gt;myCTA 還贈送&lt;u&gt;四個含程式碼的策略&lt;/u&gt;圖表&lt;/b&gt;，供你與自己的策略做組合。&lt;/span&gt;&lt;br /&gt;
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※ myCTA 的授權時間皆為永久、不限制您交易多少帳戶、資金。&lt;br /&gt;
※ myCTA 支援無限數量模擬帳戶，於安裝時一律把各項內建的績效評估指標都開立模擬帳戶，方便日後觀察哪一種策略績效指標對您的策略組合效益最佳。&lt;br /&gt;
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&lt;span style="font-size: large;"&gt;&lt;b&gt;&lt;a href="https://docs.google.com/forms/d/e/1FAIpQLSem6WTZgLsZy-Ehm-mQo2yRBMpPEn93nZ5K8dHiiMeVlSwwlg/viewform" target="_blank"&gt;&lt;span style="font-size: x-large;"&gt;myCTA購買表單&lt;/span&gt;&lt;/a&gt;&lt;/b&gt;&lt;/span&gt;或需更詳細資訊請洽：&lt;span style="font-size: large;"&gt;&lt;b&gt;&lt;a href="mailto:syc.tseng@gmail.com"&gt;syc.tseng@gmail.com&lt;/a&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
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使用 myCTA 會在你的策略圖表上放置指標，如下：&lt;br /&gt;
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&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBfV__ZASlCWjTnmPHFbRbKbSkElKUP9NA0VbNGSmCFiH_eq87HI5AmIGWl89bb63nX6QWRUE3dAQKAmXGEOxyRiIRZ6R3eCpQDybjw_hX0Uz-gJJkwjdfIePoIHndwR4jhJx97arqWrOl/s1600/7.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="326" data-original-width="1058" height="197" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBfV__ZASlCWjTnmPHFbRbKbSkElKUP9NA0VbNGSmCFiH_eq87HI5AmIGWl89bb63nX6QWRUE3dAQKAmXGEOxyRiIRZ6R3eCpQDybjw_hX0Uz-gJJkwjdfIePoIHndwR4jhJx97arqWrOl/s640/7.png" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;
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負責資金、策略管理與模擬帳戶（下單部位）的圖表如下：&lt;br /&gt;
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&lt;a href="https://isn.page.link/LLkm" target="_blank"&gt;&lt;img alt="購買 myCTA" border="0" data-original-height="347" data-original-width="800" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0HPycz-n9ZcNO-ijT2aj3_KprsxRpDb6Q4fEgmNTXYqL5PtIFMKnDFR4vmZ-InWCLclzoNVEE30XmE8ZiKBBXyk6p7sFRar-EFljYXXJN_DfCi2Y3Ylf1bv7zg9dN-EkYD9Jvk98lB2q1/s1600/Image+11.jpg" width="900" /&gt;&lt;/a&gt;&lt;/div&gt;
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myCTA 提供一個堅強的船體，讓你在偉大航道上冒險時有足夠的後援，承受在某些船員出包時，我們還能海上繼續旅程而不致沉沒。當然，您還是需要優秀的船員（交易策略）！ &lt;/div&gt;
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為了提高你的策略數量、讓資金自動分配有更多機會，購買 myCTA 就附贈四個策略（含程式碼）圖表。而這些策略也是我自己正在使用中的。&lt;br /&gt;
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&lt;span style="font-size: x-large;"&gt;&lt;a href="https://docs.google.com/forms/d/e/1FAIpQLSem6WTZgLsZy-Ehm-mQo2yRBMpPEn93nZ5K8dHiiMeVlSwwlg/viewform" target="_blank"&gt;現在就取得 myCTA&lt;/a&gt;：策略管理、風險管理、資金管理、擴展策略數量，一次滿足！&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBfV__ZASlCWjTnmPHFbRbKbSkElKUP9NA0VbNGSmCFiH_eq87HI5AmIGWl89bb63nX6QWRUE3dAQKAmXGEOxyRiIRZ6R3eCpQDybjw_hX0Uz-gJJkwjdfIePoIHndwR4jhJx97arqWrOl/s72-c/7.png" width="72"/><enclosure length="-1" type="application/json" url="https://www.dropbox.com/s/0w7wt8nfypd9pmy/myCTA_v5%E4%BD%BF%E7%94%A8%E8%AA%AA%E6%98%8E.pdf?dl=0"/><itunes:explicit>no</itunes:explicit><itunes:subtitle>myCTA 是適用於台指期貨的交易管理系統，運作在 MultiCharts 之上。你的交易策略必須是在 MultiCharts 上執行才能使用 myCTA。專業版或券商版皆可使用。 myCTA 會自動依你選用的績效指標幫你的交易策略做資金分配、並依照各策略圖表的動態風險評估做部位換算、還可依照個人意願設定的風險承受做自動槓桿縮放。換言之，您只需準備好自己的策略圖表，myCTA 就能幫你自動做好再投資、風險平衡這些很重要的資金、策略管理工作，協助你的交易事業規避毀滅可能的發生。 手上已有數個交易策略，卻擔心或無法決定如何執行這些策略？ 對策略何時上架、下架、該投入多少資金到個別策略感到困難？ 想適度降低隔夜風險，卻又不想改寫手上僅有日盤設計的策略？ 還困惑於是否該在策略中或是策略組合去設計加、減碼的機制？ 發展、運行交易事業，再也不必投入多年心血在這些煩悶但重要的工作上，您只需把心力投注在真正為你的事業創造利潤的項目－交易策略。不論您是要自行開發、對外採購、甚至採用一些 Data mining 軟體產生的策略。不必煩惱策略何時上下架？不必煩惱獲利、損失發生了，部位何時對應調整？您可以利用 myCTA 來幫你做對人性來說很困難的工作，並架設帳戶安全網。 可下載使用說明文件：下載連結 軟體購買（費用請見購買表單）：終生授權對象為 MultiCharts 的 UserName （用券商版者請慎重考慮），包含實機交付或遠端幫您做 myCTA 與 下單大師的安裝設定。myCTA 還贈送四個含程式碼的策略圖表，供你與自己的策略做組合。 ※ myCTA 的授權時間皆為永久、不限制您交易多少帳戶、資金。 ※ myCTA 支援無限數量模擬帳戶，於安裝時一律把各項內建的績效評估指標都開立模擬帳戶，方便日後觀察哪一種策略績效指標對您的策略組合效益最佳。 myCTA購買表單或需更詳細資訊請洽：syc.tseng@gmail.com 使用 myCTA 會在你的策略圖表上放置指標，如下： 負責資金、策略管理與模擬帳戶（下單部位）的圖表如下： myCTA 提供一個堅強的船體，讓你在偉大航道上冒險時有足夠的後援，承受在某些船員出包時，我們還能海上繼續旅程而不致沉沒。當然，您還是需要優秀的船員（交易策略）！ 為了提高你的策略數量、讓資金自動分配有更多機會，購買 myCTA 就附贈四個策略（含程式碼）圖表。而這些策略也是我自己正在使用中的。 現在就取得 myCTA：策略管理、風險管理、資金管理、擴展策略數量，一次滿足！</itunes:subtitle><itunes:author>noreply@blogger.com (永政的投機生活)</itunes:author><itunes:summary>myCTA 是適用於台指期貨的交易管理系統，運作在 MultiCharts 之上。你的交易策略必須是在 MultiCharts 上執行才能使用 myCTA。專業版或券商版皆可使用。 myCTA 會自動依你選用的績效指標幫你的交易策略做資金分配、並依照各策略圖表的動態風險評估做部位換算、還可依照個人意願設定的風險承受做自動槓桿縮放。換言之，您只需準備好自己的策略圖表，myCTA 就能幫你自動做好再投資、風險平衡這些很重要的資金、策略管理工作，協助你的交易事業規避毀滅可能的發生。 手上已有數個交易策略，卻擔心或無法決定如何執行這些策略？ 對策略何時上架、下架、該投入多少資金到個別策略感到困難？ 想適度降低隔夜風險，卻又不想改寫手上僅有日盤設計的策略？ 還困惑於是否該在策略中或是策略組合去設計加、減碼的機制？ 發展、運行交易事業，再也不必投入多年心血在這些煩悶但重要的工作上，您只需把心力投注在真正為你的事業創造利潤的項目－交易策略。不論您是要自行開發、對外採購、甚至採用一些 Data mining 軟體產生的策略。不必煩惱策略何時上下架？不必煩惱獲利、損失發生了，部位何時對應調整？您可以利用 myCTA 來幫你做對人性來說很困難的工作，並架設帳戶安全網。 可下載使用說明文件：下載連結 軟體購買（費用請見購買表單）：終生授權對象為 MultiCharts 的 UserName （用券商版者請慎重考慮），包含實機交付或遠端幫您做 myCTA 與 下單大師的安裝設定。myCTA 還贈送四個含程式碼的策略圖表，供你與自己的策略做組合。 ※ myCTA 的授權時間皆為永久、不限制您交易多少帳戶、資金。 ※ myCTA 支援無限數量模擬帳戶，於安裝時一律把各項內建的績效評估指標都開立模擬帳戶，方便日後觀察哪一種策略績效指標對您的策略組合效益最佳。 myCTA購買表單或需更詳細資訊請洽：syc.tseng@gmail.com 使用 myCTA 會在你的策略圖表上放置指標，如下： 負責資金、策略管理與模擬帳戶（下單部位）的圖表如下： myCTA 提供一個堅強的船體，讓你在偉大航道上冒險時有足夠的後援，承受在某些船員出包時，我們還能海上繼續旅程而不致沉沒。當然，您還是需要優秀的船員（交易策略）！ 為了提高你的策略數量、讓資金自動分配有更多機會，購買 myCTA 就附贈四個策略（含程式碼）圖表。而這些策略也是我自己正在使用中的。 現在就取得 myCTA：策略管理、風險管理、資金管理、擴展策略數量，一次滿足！</itunes:summary><itunes:keywords>MultiCharts, 交易工具, 交易管理系統</itunes:keywords></item><item><title>讓 MultiCharts 隨意執行外部程式</title><link>http://www.yctseng.net/2018/10/multicharts.html</link><category>MultiCharts</category><author>noreply@blogger.com (永政的投機生活)</author><pubDate>Wed, 31 Oct 2018 10:33:00 +0800</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-8541642614392175167.post-9143625201289207688</guid><description>起因於上過 &lt;b&gt;&lt;a href="https://dh3p7.app.goo.gl/ng6T" target="_blank"&gt;myCTA 課程&lt;/a&gt;&lt;/b&gt;的同學問了我個問題：「有沒有讓 MultiCharts 可以直接發 mail 的函數或是指令？」就我個人的印象：沒有。只記得可以透過 alert 去觸發凱衛報價元件的警報通知來發 mail，從 MC 直接來的應該沒有。比如我自己現在沒使用凱衛的報價服務，就無法透過這個管道。&lt;br /&gt;
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日常維運需要的訊息通知發送，我都是仰賴下單大師本身的錯誤通報功能與自己用 AutoIT 做出來的發 mail 用的 .exe 來實現，還得配合 MacroExpress 才做到應我自己的需要去發送通知及其他應用。但在上回已經能&lt;a href="http://www.yctseng.net/2018/10/blog-post.html" target="_blank"&gt;利用 kernel32.dll 來做文字檔的讀取&lt;/a&gt;工作後，想到 windows API 應該也會有這方面的功能、應用吧？幾經搜尋下，線索指向了 shell32.dll，看了 shell32.dll 的 call fuction list 後，對於如何在 MultiCharts 引用，還是不得其門。&lt;br /&gt;
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於是 google 了 "shell32 + MultiCharts"，很多 MC 知識的取得，多半透過可能是解答的關鍵字加上 MultiCharts 而找到，原廠論壇的內容也就常常這樣幫助了我。這次搜尋，出現 &lt;a href="https://dh3p7.app.goo.gl/Ff1v" target="_blank"&gt;Amin 大的文章（https://dh3p7.app.goo.gl/Ff1v）&lt;/a&gt;，其中這部分我覺得應該會是我所需要的（感謝 Amin）。&lt;br /&gt;
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&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgWEGylXnwlhZSmNSoa7-FjFY__qnduEieTSrwdNVtfsJAFR-4xeRMLkuAFeYjbPnYnPqKpC-z7kUgtVG8hVUXtDKaPMx-E6YVEm9JFri0EVTQaCPLdeYuahNc1jV1VlIrAd2cw9bRr-6R/s1600/Image+15.jpg" imageanchor="1"&gt;&lt;img border="0" data-original-height="280" data-original-width="709" height="252" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgWEGylXnwlhZSmNSoa7-FjFY__qnduEieTSrwdNVtfsJAFR-4xeRMLkuAFeYjbPnYnPqKpC-z7kUgtVG8hVUXtDKaPMx-E6YVEm9JFri0EVTQaCPLdeYuahNc1jV1VlIrAd2cw9bRr-6R/s640/Image+15.jpg" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;
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做了個指標測試一下是否如所想像？&lt;br /&gt;
&lt;pre style="background-color: #eeeeee; border: 1px dashed #999999; color: black; font-family: &amp;quot;andale mono&amp;quot; , &amp;quot;lucida console&amp;quot; , &amp;quot;monaco&amp;quot; , &amp;quot;fixed&amp;quot; , monospace; font-size: 12px; line-height: 14px; overflow: auto; padding: 5px; width: 100%;"&gt;&lt;code&gt;DefineDLLFunc:"shell32.dll", Long, "ShellExecuteA", Long, lpstr, lpstr, lpstr, lpstr, Long;


if LastBarOnChart then begin
  once ShellExecuteA(0, "open", "C:\mail_TXFportfolio.exe", "1", "", 5);
end;
&lt;/code&gt;&lt;/pre&gt;
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mail_TXFportfolio.exe 是我用來自動發文到 blogger 的程式，用 AutoIT 做的。測試結果如下：&lt;br /&gt;
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&lt;iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/ulLWxD4o0Cc/0.jpg" frameborder="0" height="266" src="https://www.youtube.com/embed/ulLWxD4o0Cc?feature=player_embedded" width="320"&gt;&lt;/iframe&gt;&lt;/div&gt;
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看起來的確是能執行外部程式的。再測試一下是否能執行 bat 檔，也是可以的。我猜想，這樣的呼叫外部程式效果，也許有如在 檔案總管 找到要執行的檔案，做一下 double click 的效果？或許什麼檔案都能呼叫，不限定可執行的也不一定？看你的 windows 與被呼叫的檔案所對應的開啟程式關連而定。&lt;br /&gt;
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&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCAgYC9anFwQYcRU-zVOd2x9C6W3BRFMjgshKbGcQJKq5HvQUQiOBe4dl8nD0FDgA4s_tyvShVXKTaoAN5O0swYEoE3BuO2tgiuJ5yZtiQyupZk0cAVNvdxabo1o0sUIGl7HfnrUWV87vb/s1600/messageImage_1540948433658.jpg" imageanchor="1"&gt;&lt;img border="0" data-original-height="754" data-original-width="864" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCAgYC9anFwQYcRU-zVOd2x9C6W3BRFMjgshKbGcQJKq5HvQUQiOBe4dl8nD0FDgA4s_tyvShVXKTaoAN5O0swYEoE3BuO2tgiuJ5yZtiQyupZk0cAVNvdxabo1o0sUIGl7HfnrUWV87vb/s640/messageImage_1540948433658.jpg" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;br /&gt;
目前還沒把 ShellExecuteA 的每個參數有什麼作用搞清楚。&lt;br /&gt;
&lt;br /&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgWEGylXnwlhZSmNSoa7-FjFY__qnduEieTSrwdNVtfsJAFR-4xeRMLkuAFeYjbPnYnPqKpC-z7kUgtVG8hVUXtDKaPMx-E6YVEm9JFri0EVTQaCPLdeYuahNc1jV1VlIrAd2cw9bRr-6R/s72-c/Image+15.jpg" width="72"/></item><item><title>函數在迴圈內時，也許跟你想得不一樣？</title><link>http://www.yctseng.net/2018/10/blog-post.html</link><category>MultiCharts</category><category>基礎知識與統計</category><author>noreply@blogger.com (永政的投機生活)</author><pubDate>Thu, 4 Oct 2018 10:44:00 +0800</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-8541642614392175167.post-2093968709839834942</guid><description>如果你需要在程式碼中處理有特定規律且重複做的事情，通常會直覺的想要用迴圈去做。比如：我要讀取很多個有檔名規律的文字檔，這樣寫... 很一般、普通、正常吧&lt;br /&gt;
&lt;br /&gt;
var: j(0), fileName("");&lt;br /&gt;
array: getting[11](0);&lt;br /&gt;
&lt;br /&gt;
for j=1 to 10 begin&lt;span class="text_exposed_show"&gt;&lt;br /&gt;
&amp;nbsp; fileName= "F:\" + NumToStr(j,0) + ".txt";&lt;br /&gt;
&amp;nbsp; getting[j]= _readTXT( fileName );&lt;br /&gt;
end;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div class="text_exposed_show"&gt;
但是在 MultiCharts，我卻發現這會跟我們想像的不大一樣～ 至少，上面那樣寫的效果，跟下面這麼寫的就不見得會相同咧（以下這種寫法才不大正常啊 XD）。&lt;br /&gt;
&lt;br /&gt;
array: getting[11](0);&lt;br /&gt;
&lt;br /&gt;
getting[1]=  _readTXT( "F:\1.txt" );&lt;br /&gt;
getting[2]=  _readTXT( "F:\2.txt" );&lt;br /&gt;
getting[3]=  _readTXT( "F:\3.txt" );&lt;br /&gt;
getting[4]=  _readTXT( "F:\4.txt" );&lt;br /&gt;
getting[5]=  _readTXT( "F:\5.txt" );&lt;br /&gt;
getting[6]=  _readTXT( "F:\6.txt" );&lt;br /&gt;
getting[7]=  _readTXT( "F:\7.txt" );&lt;br /&gt;
getting[8]=  _readTXT( "F:\8.txt" );&lt;br /&gt;
getting[9]=  _readTXT( "F:\91.txt" );&lt;br /&gt;
getting[10]= _readTXT( "F:\10.txt" );&lt;br /&gt;
&lt;br /&gt;
後文就是分享上述這個為何所得不相同的測試、觀察與結論。&lt;br /&gt;
＝＝＝＝＝＝＝＝＝＝＝＝＝＝＝＝＝＝＝＝&lt;br /&gt;
&lt;a name='more'&gt;&lt;/a&gt;&lt;br /&gt;
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我先建一個讀取文字檔（僅一行，把讀到的內容轉成數字回傳）的函數 _readTXT，參數是檔案的路徑、名稱。函數的型態選用 Simple ，盡量避免 Series 的繼承特性。&lt;br /&gt;
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&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgR0mRtI119DbC01ooMOvTBSRCWJ5uhx_ClxiXyUZGn6ZsLyj0y-pO87kIgn0vnVOjK2T1_W7BX0_wryArLvmQ1j-o-fMhAxXWoY71D0fJB_oqxKinBgdWpvRovv_sxz2CEhVDF-yvYNyo9/s1600/Image+23.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="437" data-original-width="493" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgR0mRtI119DbC01ooMOvTBSRCWJ5uhx_ClxiXyUZGn6ZsLyj0y-pO87kIgn0vnVOjK2T1_W7BX0_wryArLvmQ1j-o-fMhAxXWoY71D0fJB_oqxKinBgdWpvRovv_sxz2CEhVDF-yvYNyo9/s1600/Image+23.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;
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函數的程式碼：&lt;br /&gt;
&lt;pre style="background-color: #eeeeee; border: 1px dashed #999999; color: black; font-family: &amp;quot;andale mono&amp;quot; , &amp;quot;lucida console&amp;quot; , &amp;quot;monaco&amp;quot; , &amp;quot;fixed&amp;quot; , monospace; font-size: 12px; line-height: 14px; overflow: auto; padding: 5px; width: 100%;"&gt;&lt;code&gt;DefineDLLFunc: "kernel32.dll", Long, "_lopen", lpstr, Long;
DefineDLLFunc: "kernel32.dll", Long, "_lread", Long, lpstr, Long;
DefineDLLFunc: "kernel32.dll", Long, "_lclose", Long;


input: FileName(StringSimple);
var: content(""), temp(""), theFile(0), Len(50);

theFile= _lopen( FileName, 0 );


if Len=50 then begin
 temp= "";
 Len= _lread( theFile, temp, 50 );
 content= MidStr( temp, 1, Len );
end;

_lclose( theFile );

if content&amp;lt;&amp;gt;"" then
  _readTXT = StrToNum( content )
else
  _readTXT = -999999999;

&lt;/code&gt;&lt;/pre&gt;
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&lt;br /&gt;
接著，再開一個指標，隨便找一張圖放上去以驅動它，先產生 10個文字檔，讓後續的測試有檔案可以讀。後面就都用 Print 去觀察不同的狀況。&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9fe-JOXlwNXoE-6VEmYx8AHZeDo1VWy5SZh-3dlT9JZjQygTxg-ovF6nNy4x6hhpWzxyCkr4mDK20fBL1UdPy1MBUfgEkCjp_ZFriBgpveGh4bOiZUWAlt-OZ4P4bcGBi7fm63dYCtym-/s1600/Image+24.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="774" data-original-width="790" height="627" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9fe-JOXlwNXoE-6VEmYx8AHZeDo1VWy5SZh-3dlT9JZjQygTxg-ovF6nNy4x6hhpWzxyCkr4mDK20fBL1UdPy1MBUfgEkCjp_ZFriBgpveGh4bOiZUWAlt-OZ4P4bcGBi7fm63dYCtym-/s640/Image+24.jpg" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;
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準備工作完成，現在讓我們一起來走過這趟測試的旅程吧～&lt;br /&gt;
&lt;br /&gt;
首先，直接使用迴圈的方式來多次呼叫函數 _readTXT 依序去讀那 10個文字檔，看看會得到什麼？從這裡可以看到 filName(就是檔案名稱，下給 _readTXT 的參數)，在迴圈中是有變化的，但是 getting( _readTXT 回傳的內容)，卻都是 1，不是 1、2、3....、9、10，而 1 剛好就是 1.txt 的內容，這也許讓你猜想 _readTXT 似乎只執行了一次？但是它是被放在迴圈中，應該要執行 10次的啊？難道 fileName 每個 step 都有執行，函數卻跳過不執行？不會吧～&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHWvoy8xXY2mdNmQptYAPPrAPOOjIjgWLp_I7nOIAfwOezwb6cQ0W6yTIOIgOkBOiV1_pRh-Yx9RqRNASTP4ub6gvUf8ONNgagSNlHhuG1_biQbDwpEJMVn8JzRxrdKmUBo_K3Pt3UwqMa/s1600/Image+26.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="551" data-original-width="466" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHWvoy8xXY2mdNmQptYAPPrAPOOjIjgWLp_I7nOIAfwOezwb6cQ0W6yTIOIgOkBOiV1_pRh-Yx9RqRNASTP4ub6gvUf8ONNgagSNlHhuG1_biQbDwpEJMVn8JzRxrdKmUBo_K3Pt3UwqMa/s1600/Image+26.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;我們先看一下，如果不是使用迴圈方式，而是寫多次函數呼叫的 code（如果我要讀100個、1000個有檔名規律的文字檔呢？？？）會是怎樣的回傳？我們看到 _readTXT 是可以正確回傳每個文字檔的內容。&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWKQgb0sRVIxagahIX-_VcmjLj_RyCPTrjRptfw-gK9UcWV4ENoeL-jZCZybcM5e2yD1BH609SEicmOxyOROmJ6So8envt48lsw4qLfjopOVCHgOM0RLBuiU4ifYBqd21CDp-U3PZ6fff1/s1600/Image+28.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="624" data-original-width="467" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWKQgb0sRVIxagahIX-_VcmjLj_RyCPTrjRptfw-gK9UcWV4ENoeL-jZCZybcM5e2yD1BH609SEicmOxyOROmJ6So8envt48lsw4qLfjopOVCHgOM0RLBuiU4ifYBqd21CDp-U3PZ6fff1/s1600/Image+28.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
到這裡，我們已經可以看出，在直覺上，使用迴圈與把每個動作逐行寫出，應該是一樣效果的期待，在 MultiCharts 卻得到不同的反應了 =_=&lt;br /&gt;
&lt;br /&gt;
再來，讓我們試著找看看，可能的原因是什麼？否則，難道以後我打算多次執行函數，都不能用迴圈嗎？要 Call 10次、100次、1000次，就要寫 10行、100行、1000行嗎 T_T&lt;br /&gt;
&lt;br /&gt;
讓我們進到函數內容這邊～先來看看 fileName 這個參數，雖然在指標的迴圈中的確是每個 step 都會變動，但它的變動到底有沒有進到 _readTXT 呢？從 print 出來的內容，看來參數的變動是有進到函數的，這表示 _readTXT 是真的有去讀 1.txt、2.txt、3.txt... 的，這也表示著，在指標迴圈中下函數，是真的有每個 step 都有執行函數的，只是...這回傳出去的卻都是 1 ？！&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimIear2TLG800OIVByFpzb3-GRs4QXr69SA8wN0jrFflaMEwG8dqADbTQKnI0kckEfbsDoRkJHVXFySaqSH-Zv42KGEQjihZC_dhRoH-BigzUlHeq_lcjgBFU7Pckri3mrris1v7aaqP4z/s1600/Image+29.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="604" data-original-width="497" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimIear2TLG800OIVByFpzb3-GRs4QXr69SA8wN0jrFflaMEwG8dqADbTQKnI0kckEfbsDoRkJHVXFySaqSH-Zv42KGEQjihZC_dhRoH-BigzUlHeq_lcjgBFU7Pckri3mrris1v7aaqP4z/s1600/Image+29.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
看來，函數放在迴圈中執行的過程，恐怕跟我想像的不一樣囉。因為接下來的測試、反應，讓我高度懷疑，在迴圈中的函數，並不是每個 step 的呼叫執行都有 renew 一般的重新執行，函數中的變數卻是有著像是 繼承 的效果？即使我已經把函數型態指定為 Simple 了。&lt;br /&gt;
&lt;br /&gt;
如何佐證？讓我把 print 搬個位置，因為 _readTXT 的回傳值並不是直接去讀完檔案就丟出去，而是得經過檔案內容的解析、擷取才回傳出去的。所以，我試著把 print 放到讀取、擷取的那段裡去。&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_1qsJhn_3CQaqg2s8bNCcK2eqvOHf6_82l24_CeMKQ3U2BSAq9i4pw-ATXhFTBDdj0zn_8B0M75KngsU1QChv8ZPZdJ5N8rcHmmj1_p3IiM_EezpYf8ESM8FidBoB2lGBwj11u9WNJvTX/s1600/Image+31.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="432" data-original-width="495" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_1qsJhn_3CQaqg2s8bNCcK2eqvOHf6_82l24_CeMKQ3U2BSAq9i4pw-ATXhFTBDdj0zn_8B0M75KngsU1QChv8ZPZdJ5N8rcHmmj1_p3IiM_EezpYf8ESM8FidBoB2lGBwj11u9WNJvTX/s1600/Image+31.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;/div&gt;
&lt;br /&gt;
看著上圖與上上圖做比較，不知道你是否發現貓膩呢？上圖 print 所在位置先經過的判斷式是；if Len=50 then...，而往上看一直到 變數Len 宣告的地方，中間沒有任何對 Len 有變動的 code 啊，那 Len 宣告時的預設值就是 50，到了判斷是這一行時，除非在第一次讀了 1.txt 後 Len 變成不是 50了，否則沒有道理 print 只有出現 1.txt，而沒有後面的 2.txt、3.txt...&lt;br /&gt;
&lt;br /&gt;
所以，我們是不是該懷疑指標迴圈內的函數中變數並不是每次呼叫都是重新執行函數全部的 code，而是第一次執行函數後，函數的變數並沒有 renew 過？但再對照另外一個逐行寫出不同檔案名稱，多次呼叫函數的寫法，卻可以正確讀到各文字檔的內容，這又表示每一行的函數呼叫，的確是有 renew 的。&lt;br /&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
結論：當函數在迴圈中被多次呼叫，其實並不是真正的&amp;lt;新執行&amp;gt;，函數內的變數被改寫過後，不會因為函數 code 的變數宣告而有像是重置的效果。但直接寫多次函數呼叫的指令（真碼農啊XD），卻是真正多次的&amp;lt;新執行&amp;gt;。&lt;br /&gt;
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&lt;br /&gt;
最後，改寫一下這個函數，解決問題～&lt;br /&gt;
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&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNee_0vCAFSVn_l5ntY0iD8l4jGsn8T-7qjCozu9Wl6tJTM7BiSEGRS9-eSnMx-yg0OVjv1gHpleFqNoQK8qYtEAWDJmP2Ch7rHj3f8SY5Va2HCn8pLa3CEKYIOUcwZzF6xQIeWOnbyzgG/s1600/Image+32.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="611" data-original-width="1017" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNee_0vCAFSVn_l5ntY0iD8l4jGsn8T-7qjCozu9Wl6tJTM7BiSEGRS9-eSnMx-yg0OVjv1gHpleFqNoQK8qYtEAWDJmP2Ch7rHj3f8SY5Va2HCn8pLa3CEKYIOUcwZzF6xQIeWOnbyzgG/s1600/Image+32.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;br /&gt;
本文的函數內容是從 Amin大 所&lt;a href="https://dh3p7.app.goo.gl/Szfj" target="_blank"&gt;分享的文章&lt;/a&gt;改寫而來，再經 立偉大 參與討論，分享他自己的函數給我看，才發現這個特性，感謝！&lt;br /&gt;
&lt;br /&gt;
可以&lt;a href="https://www.dropbox.com/s/clbbhdg2qibs4ax/_readTXT.pla?dl=0" target="_blank"&gt;下載這個能讀取內容僅有一行且為50位數內的文字的函數程式碼&lt;/a&gt;，供你測試、學習。&lt;/div&gt;
&lt;div class="text_exposed_show"&gt;
&lt;br /&gt;&lt;/div&gt;
</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgR0mRtI119DbC01ooMOvTBSRCWJ5uhx_ClxiXyUZGn6ZsLyj0y-pO87kIgn0vnVOjK2T1_W7BX0_wryArLvmQ1j-o-fMhAxXWoY71D0fJB_oqxKinBgdWpvRovv_sxz2CEhVDF-yvYNyo9/s72-c/Image+23.jpg" width="72"/><enclosure length="-1" type="application/json" url="https://www.dropbox.com/s/clbbhdg2qibs4ax/_readTXT.pla?dl=0"/><itunes:explicit>no</itunes:explicit><itunes:subtitle>如果你需要在程式碼中處理有特定規律且重複做的事情，通常會直覺的想要用迴圈去做。比如：我要讀取很多個有檔名規律的文字檔，這樣寫... 很一般、普通、正常吧 var: j(0), fileName(""); array: getting[11](0); for j=1 to 10 begin &amp;nbsp; fileName= "F:\" + NumToStr(j,0) + ".txt"; &amp;nbsp; getting[j]= _readTXT( fileName ); end; 但是在 MultiCharts，我卻發現這會跟我們想像的不大一樣～ 至少，上面那樣寫的效果，跟下面這麼寫的就不見得會相同咧（以下這種寫法才不大正常啊 XD）。 array: getting[11](0); getting[1]= _readTXT( "F:\1.txt" ); getting[2]= _readTXT( "F:\2.txt" ); getting[3]= _readTXT( "F:\3.txt" ); getting[4]= _readTXT( "F:\4.txt" ); getting[5]= _readTXT( "F:\5.txt" ); getting[6]= _readTXT( "F:\6.txt" ); getting[7]= _readTXT( "F:\7.txt" ); getting[8]= _readTXT( "F:\8.txt" ); getting[9]= _readTXT( "F:\91.txt" ); getting[10]= _readTXT( "F:\10.txt" ); 後文就是分享上述這個為何所得不相同的測試、觀察與結論。 ＝＝＝＝＝＝＝＝＝＝＝＝＝＝＝＝＝＝＝＝ 我先建一個讀取文字檔（僅一行，把讀到的內容轉成數字回傳）的函數 _readTXT，參數是檔案的路徑、名稱。函數的型態選用 Simple ，盡量避免 Series 的繼承特性。 函數的程式碼： DefineDLLFunc: "kernel32.dll", Long, "_lopen", lpstr, Long; DefineDLLFunc: "kernel32.dll", Long, "_lread", Long, lpstr, Long; DefineDLLFunc: "kernel32.dll", Long, "_lclose", Long; input: FileName(StringSimple); var: content(""), temp(""), theFile(0), Len(50); theFile= _lopen( FileName, 0 ); if Len=50 then begin temp= ""; Len= _lread( theFile, temp, 50 ); content= MidStr( temp, 1, Len ); end; _lclose( theFile ); if content&amp;lt;&amp;gt;"" then _readTXT = StrToNum( content ) else _readTXT = -999999999; 接著，再開一個指標，隨便找一張圖放上去以驅動它，先產生 10個文字檔，讓後續的測試有檔案可以讀。後面就都用 Print 去觀察不同的狀況。 準備工作完成，現在讓我們一起來走過這趟測試的旅程吧～ 首先，直接使用迴圈的方式來多次呼叫函數 _readTXT 依序去讀那 10個文字檔，看看會得到什麼？從這裡可以看到 filName(就是檔案名稱，下給 _readTXT 的參數)，在迴圈中是有變化的，但是 getting( _readTXT 回傳的內容)，卻都是 1，不是 1、2、3....、9、10，而 1 剛好就是 1.txt 的內容，這也許讓你猜想 _readTXT 似乎只執行了一次？但是它是被放在迴圈中，應該要執行 10次的啊？難道 fileName 每個 step 都有執行，函數卻跳過不執行？不會吧～ &amp;nbsp;我們先看一下，如果不是使用迴圈方式，而是寫多次函數呼叫的 code（如果我要讀100個、1000個有檔名規律的文字檔呢？？？）會是怎樣的回傳？我們看到 _readTXT 是可以正確回傳每個文字檔的內容。 到這裡，我們已經可以看出，在直覺上，使用迴圈與把每個動作逐行寫出，應該是一樣效果的期待，在 MultiCharts 卻得到不同的反應了 =_= 再來，讓我們試著找看看，可能的原因是什麼？否則，難道以後我打算多次執行函數，都不能用迴圈嗎？要 Call 10次、100次、1000次，就要寫 10行、100行、1000行嗎 T_T 讓我們進到函數內容這邊～先來看看 fileName 這個參數，雖然在指標的迴圈中的確是每個 step 都會變動，但它的變動到底有沒有進到 _readTXT 呢？從 print 出來的內容，看來參數的變動是有進到函數的，這表示 _readTXT 是真的有去讀 1.txt、2.txt、3.txt... 的，這也表示著，在指標迴圈中下函數，是真的有每個 step 都有執行函數的，只是...這回傳出去的卻都是 1 ？！ 看來，函數放在迴圈中執行的過程，恐怕跟我想像的不一樣囉。因為接下來的測試、反應，讓我高度懷疑，在迴圈中的函數，並不是每個 step 的呼叫執行都有 renew 一般的重新執行，函數中的變數卻是有著像是 繼承 的效果？即使我已經把函數型態指定為 Simple 了。 如何佐證？讓我把 print 搬個位置，因為 _readTXT 的回傳值並不是直接去讀完檔案就丟出去，而是得經過檔案內容的解析、擷取才回傳出去的。所以，我試著把 print 放到讀取、擷取的那段裡去。 看著上圖與上上圖做比較，不知道你是否發現貓膩呢？上圖 print 所在位置先經過的判斷式是；if Len=50 then...，而往上看一直到 變數Len 宣告的地方，中間沒有任何對 Len 有變動的 code 啊，那 Len 宣告時的預設值就是 50，到了判斷是這一行時，除非在第一次讀了 1.txt 後 Len 變成不是 50了，否則沒有道理 print 只有出現 1.txt，而沒有後面的 2.txt、3.txt... 所以，我們是不是該懷疑指標迴圈內的函數中變數並不是每次呼叫都是重新執行函數全部的 code，而是第一次執行函數後，函數的變數並沒有 renew 過？但再對照另外一個逐行寫出不同檔案名稱，多次呼叫函數的寫法，卻可以正確讀到各文字檔的內容，這又表示每一行的函數呼叫，的確是有 renew 的。 結論：當函數在迴圈中被多次呼叫，其實並不是真正的&amp;lt;新執行&amp;gt;，函數內的變數被改寫過後，不會因為函數 code 的變數宣告而有像是重置的效果。但直接寫多次函數呼叫的指令（真碼農啊XD），卻是真正多次的&amp;lt;新執行&amp;gt;。 最後，改寫一下這個函數，解決問題～ 本文的函數內容是從 Amin大 所分享的文章改寫而來，再經 立偉大 參與討論，分享他自己的函數給我看，才發現這個特性，感謝！ 可以下載這個能讀取內容僅有一行且為50位數內的文字的函數程式碼，供你測試、學習。</itunes:subtitle><itunes:author>noreply@blogger.com (永政的投機生活)</itunes:author><itunes:summary>如果你需要在程式碼中處理有特定規律且重複做的事情，通常會直覺的想要用迴圈去做。比如：我要讀取很多個有檔名規律的文字檔，這樣寫... 很一般、普通、正常吧 var: j(0), fileName(""); array: getting[11](0); for j=1 to 10 begin &amp;nbsp; fileName= "F:\" + NumToStr(j,0) + ".txt"; &amp;nbsp; getting[j]= _readTXT( fileName ); end; 但是在 MultiCharts，我卻發現這會跟我們想像的不大一樣～ 至少，上面那樣寫的效果，跟下面這麼寫的就不見得會相同咧（以下這種寫法才不大正常啊 XD）。 array: getting[11](0); getting[1]= _readTXT( "F:\1.txt" ); getting[2]= _readTXT( "F:\2.txt" ); getting[3]= _readTXT( "F:\3.txt" ); getting[4]= _readTXT( "F:\4.txt" ); getting[5]= _readTXT( "F:\5.txt" ); getting[6]= _readTXT( "F:\6.txt" ); getting[7]= _readTXT( "F:\7.txt" ); getting[8]= _readTXT( "F:\8.txt" ); getting[9]= _readTXT( "F:\91.txt" ); getting[10]= _readTXT( "F:\10.txt" ); 後文就是分享上述這個為何所得不相同的測試、觀察與結論。 ＝＝＝＝＝＝＝＝＝＝＝＝＝＝＝＝＝＝＝＝ 我先建一個讀取文字檔（僅一行，把讀到的內容轉成數字回傳）的函數 _readTXT，參數是檔案的路徑、名稱。函數的型態選用 Simple ，盡量避免 Series 的繼承特性。 函數的程式碼： DefineDLLFunc: "kernel32.dll", Long, "_lopen", lpstr, Long; DefineDLLFunc: "kernel32.dll", Long, "_lread", Long, lpstr, Long; DefineDLLFunc: "kernel32.dll", Long, "_lclose", Long; input: FileName(StringSimple); var: content(""), temp(""), theFile(0), Len(50); theFile= _lopen( FileName, 0 ); if Len=50 then begin temp= ""; Len= _lread( theFile, temp, 50 ); content= MidStr( temp, 1, Len ); end; _lclose( theFile ); if content&amp;lt;&amp;gt;"" then _readTXT = StrToNum( content ) else _readTXT = -999999999; 接著，再開一個指標，隨便找一張圖放上去以驅動它，先產生 10個文字檔，讓後續的測試有檔案可以讀。後面就都用 Print 去觀察不同的狀況。 準備工作完成，現在讓我們一起來走過這趟測試的旅程吧～ 首先，直接使用迴圈的方式來多次呼叫函數 _readTXT 依序去讀那 10個文字檔，看看會得到什麼？從這裡可以看到 filName(就是檔案名稱，下給 _readTXT 的參數)，在迴圈中是有變化的，但是 getting( _readTXT 回傳的內容)，卻都是 1，不是 1、2、3....、9、10，而 1 剛好就是 1.txt 的內容，這也許讓你猜想 _readTXT 似乎只執行了一次？但是它是被放在迴圈中，應該要執行 10次的啊？難道 fileName 每個 step 都有執行，函數卻跳過不執行？不會吧～ &amp;nbsp;我們先看一下，如果不是使用迴圈方式，而是寫多次函數呼叫的 code（如果我要讀100個、1000個有檔名規律的文字檔呢？？？）會是怎樣的回傳？我們看到 _readTXT 是可以正確回傳每個文字檔的內容。 到這裡，我們已經可以看出，在直覺上，使用迴圈與把每個動作逐行寫出，應該是一樣效果的期待，在 MultiCharts 卻得到不同的反應了 =_= 再來，讓我們試著找看看，可能的原因是什麼？否則，難道以後我打算多次執行函數，都不能用迴圈嗎？要 Call 10次、100次、1000次，就要寫 10行、100行、1000行嗎 T_T 讓我們進到函數內容這邊～先來看看 fileName 這個參數，雖然在指標的迴圈中的確是每個 step 都會變動，但它的變動到底有沒有進到 _readTXT 呢？從 print 出來的內容，看來參數的變動是有進到函數的，這表示 _readTXT 是真的有去讀 1.txt、2.txt、3.txt... 的，這也表示著，在指標迴圈中下函數，是真的有每個 step 都有執行函數的，只是...這回傳出去的卻都是 1 ？！ 看來，函數放在迴圈中執行的過程，恐怕跟我想像的不一樣囉。因為接下來的測試、反應，讓我高度懷疑，在迴圈中的函數，並不是每個 step 的呼叫執行都有 renew 一般的重新執行，函數中的變數卻是有著像是 繼承 的效果？即使我已經把函數型態指定為 Simple 了。 如何佐證？讓我把 print 搬個位置，因為 _readTXT 的回傳值並不是直接去讀完檔案就丟出去，而是得經過檔案內容的解析、擷取才回傳出去的。所以，我試著把 print 放到讀取、擷取的那段裡去。 看著上圖與上上圖做比較，不知道你是否發現貓膩呢？上圖 print 所在位置先經過的判斷式是；if Len=50 then...，而往上看一直到 變數Len 宣告的地方，中間沒有任何對 Len 有變動的 code 啊，那 Len 宣告時的預設值就是 50，到了判斷是這一行時，除非在第一次讀了 1.txt 後 Len 變成不是 50了，否則沒有道理 print 只有出現 1.txt，而沒有後面的 2.txt、3.txt... 所以，我們是不是該懷疑指標迴圈內的函數中變數並不是每次呼叫都是重新執行函數全部的 code，而是第一次執行函數後，函數的變數並沒有 renew 過？但再對照另外一個逐行寫出不同檔案名稱，多次呼叫函數的寫法，卻可以正確讀到各文字檔的內容，這又表示每一行的函數呼叫，的確是有 renew 的。 結論：當函數在迴圈中被多次呼叫，其實並不是真正的&amp;lt;新執行&amp;gt;，函數內的變數被改寫過後，不會因為函數 code 的變數宣告而有像是重置的效果。但直接寫多次函數呼叫的指令（真碼農啊XD），卻是真正多次的&amp;lt;新執行&amp;gt;。 最後，改寫一下這個函數，解決問題～ 本文的函數內容是從 Amin大 所分享的文章改寫而來，再經 立偉大 參與討論，分享他自己的函數給我看，才發現這個特性，感謝！ 可以下載這個能讀取內容僅有一行且為50位數內的文字的函數程式碼，供你測試、學習。</itunes:summary><itunes:keywords>MultiCharts, 基礎知識與統計</itunes:keywords></item><item><title>函數（_priceTWS）：適應台股最小跳動的價格轉換</title><link>http://www.yctseng.net/2018/09/pricetws.html</link><category>MultiCharts</category><category>函數</category><author>noreply@blogger.com (永政的投機生活)</author><pubDate>Thu, 27 Sep 2018 11:32:00 +0800</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-8541642614392175167.post-6248694475287271152</guid><description>台灣股票的最小跳動間距，算是自外於國際現況，會因為股價高低而有不同的最小跳動，相關規則可參考：&lt;a href="https://dh3p7.app.goo.gl/vBs5"&gt;https://dh3p7.app.goo.gl/vBs5&lt;/a&gt;。&lt;br /&gt;
&lt;br /&gt;
這個函數的用途在於，我們在編寫交易策略的時候，常常會有指定價位的 stop 或是 limit 交易指令，如果我們指定的價格（比如：往上碰到5日均線時買進，往下觸到布林通道下緣出場）沒有經過處理轉換，又剛好下單機是採掛價送單的話，就會出現掛價不存在而遭退單。&lt;br /&gt;
&lt;br /&gt;
就算你是看股票現貨做股票期貨也是一樣的狀況，所以，我們會需要一個函數來幫忙把指定價格轉換成在該價格對應到符合最小跳動規格的正確數字。&lt;br /&gt;
&lt;br /&gt;
&lt;a name='more'&gt;&lt;/a&gt;&lt;br /&gt;
函數 _priceTWS，參數：輸入你要指定的價位，傳回數值。&lt;br /&gt;
&lt;pre style="background-color: #eeeeee; border: 1px dashed #999999; color: black; font-family: &amp;quot;andale mono&amp;quot; , &amp;quot;lucida console&amp;quot; , &amp;quot;monaco&amp;quot; , &amp;quot;fixed&amp;quot; , monospace; font-size: 12px; line-height: 14px; overflow: auto; padding: 5px; width: 100%;"&gt;&lt;code&gt;input: price(Numeric);
var: tick(0), grand(0);

switch( price ) 
begin

  case &amp;gt;1000:
    begin
      tick= 5;
      grand= 1000;
    end;

  case 500 to 999.9:
    begin
      tick= 1;
      grand= 500;
    end;

  case 100 to 499.9:
    begin
      tick= 0.5;
      grand= 100;
    end;

  case 50 to 99.999:
    begin
      tick= 0.1;
      grand= 50;
    end;

  case 10 to 49.999:
    begin
      tick= 0.05;
      grand= 10;
    end;

  case &amp;lt;10:
    begin
      tick= 0.01;
      grand= 0;
    end;

end;



_priceTWS= grand + round( (price-grand)/tick, 0) * tick;

&lt;/code&gt;&lt;/pre&gt;
&lt;br /&gt;
&lt;br /&gt;
使用舉例：&lt;br /&gt;
&lt;br /&gt;
var: MA1(0), MA2(0), MA3(0);&lt;br /&gt;
var: toBuy(0), toSell(0); &lt;br /&gt;
&lt;br /&gt;
MA1=&amp;nbsp; Average( C, 5 );&lt;br /&gt;
MA2= Average( C, 20 );&lt;br /&gt;
MA3= Average( C, 60 ); &lt;br /&gt;
&lt;br /&gt;
toBuy= &lt;span style="color: red;"&gt;_priceTWS(&lt;/span&gt; maxlist( MA1, MA2, MA3 ) &lt;span style="color: red;"&gt;)&lt;/span&gt;;&lt;br /&gt;
toSell= &lt;span style="color: red;"&gt;_priceTWS(&lt;/span&gt; minlist( MA1, MA2, MA3 ) &lt;span style="color: red;"&gt;)&lt;/span&gt;;&lt;br /&gt;
&lt;br /&gt;
if marketposition=0 and Close&amp;gt;MA1 and MA1&amp;gt;MA1[1] then&lt;br /&gt;
&amp;nbsp; buy next bar toBuy stop;&lt;br /&gt;
&lt;br /&gt;
if marketposition&amp;gt;0 then&lt;br /&gt;
&amp;nbsp; sell next bar toSell stop;</description></item><item><title>函數（_isSettlementDay）：多商品版結算日判斷</title><link>http://www.yctseng.net/2018/07/blog-post.html</link><category>MultiCharts</category><category>函數</category><author>noreply@blogger.com (永政的投機生活)</author><pubDate>Mon, 2 Jul 2018 16:59:00 +0800</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-8541642614392175167.post-6995627696501487766</guid><description>這篇文章的緣由有兩個，一是這個函數能比較多的適用在不同商品的結算日判斷，二是應該還有許多人對於在函數中的參數對宣告成 Reference 型態的使用感到疑惑。&lt;br /&gt;
&lt;br /&gt;
本文所分享的函數 code 原作不是我，出處來自：&lt;a href="https://goo.gl/7Nni3p" target="_blank"&gt;https://goo.gl/7Nni3p&lt;/a&gt; 的第三樓。&lt;br /&gt;
感謝 Vincez 的分享，原始 code 請自行連過去閱讀。&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcLvWUXeqJ8x1gloxBGy3l92Glxg0AL_RKOXoxfy0GrOFr7BKB2z5VrDFcNLkzu8U5LTV1LQgsb61e-S_ek-lopT1I9k5sP343dtwB910WDboigxCx73sP_CEe2yxzdKuBJvsNa0gD-tcJ/s1600/Image+11.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="346" data-original-width="607" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcLvWUXeqJ8x1gloxBGy3l92Glxg0AL_RKOXoxfy0GrOFr7BKB2z5VrDFcNLkzu8U5LTV1LQgsb61e-S_ek-lopT1I9k5sP343dtwB910WDboigxCx73sP_CEe2yxzdKuBJvsNa0gD-tcJ/s1600/Image+11.png" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;a name='more'&gt;&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
首先，先理解一下這個函數的參數部分。&lt;br /&gt;
&lt;pre style="background-color: #eeeeee; border: 1px dashed #999999; color: black; font-family: &amp;quot;andale mono&amp;quot; , &amp;quot;lucida console&amp;quot; , &amp;quot;monaco&amp;quot; , &amp;quot;fixed&amp;quot; , monospace; font-size: 12px; line-height: 14px; overflow: auto; padding: 5px; width: 100%;"&gt;&lt;code&gt;input: lastSettle(numericRef); &lt;span style="color: blue;"&gt;我是參數1&lt;/span&gt;
input: settleMonths[settleMonthsSize](numericArrayRef); &lt;span style="color: blue;"&gt;我是參數2&lt;/span&gt;
input: settleDayOfMonth(numericSimple);
input: settleWeek(numericSimple);
input: settleDayOfWeek(numericSimple);
&lt;/code&gt;&lt;/pre&gt;
&lt;br /&gt;
第一個與第二參數宣告都是 Reference ，所以在調用本函數的時候，這兩個參數必須是可以接收回傳的形態。於是，第一個參數就不能直接填數值，而必須是數值變數。第二個參數則必須是陣列，比較特別的是，如果你想說第二個參數需要接收回傳，那麼總要告訴它回傳到陣列的第幾格吧？不需要，只要把陣列的名稱給它就行了。在這裡，我覺得你先把它想像成這樣的寫法可以讓它在第二個參數，輪流丟很多個參數進去...&lt;br /&gt;
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&lt;br /&gt;
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我們直接透過幾個情境來體會看看，這裡的參數要怎麼下吧。&lt;br /&gt;
&lt;br /&gt;
◎情境一，每個月的第三個星期三結算：&lt;br /&gt;
SettlementDay 是函數本身的判斷回傳，當天符合結算規則就回傳 1，否則 0。&lt;br /&gt;
lastSettlementDay 是從函數的第一個參數所回傳的，上次的結算日期：2018/06/20。&lt;br /&gt;
從下圖可以看到，指標圖翹起來的那幾個K棒就是符合結算規則的（第2到第5參數決定）&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhl0LmaFyd_jQUEtrIhBBVaQj_pCA0zKcu5hCEQtZIUiZ5lF01BaDGG7LFNnbZZbiVsHk_C_ANthpfTNZeqZjLCYL-IC2nujgMz1d-TXAbCrxVKmS9Q24aqYWw9ds6wGxfo8MNPRfiSmXKk/s1600/Image+12.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="628" data-original-width="954" height="420" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhl0LmaFyd_jQUEtrIhBBVaQj_pCA0zKcu5hCEQtZIUiZ5lF01BaDGG7LFNnbZZbiVsHk_C_ANthpfTNZeqZjLCYL-IC2nujgMz1d-TXAbCrxVKmS9Q24aqYWw9ds6wGxfo8MNPRfiSmXKk/s640/Image+12.png" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;br /&gt;
◎情境二，三月、六月、九月的第2個星期五結算：&lt;br /&gt;
在原作者的 code 中他使用了陣列第0格的值做為判斷條件，我也是在這裡才發現 MultiCharts 的陣列可以使用第0格了？！不知道是版本的更新，還是我誤會已久？好多年，我一直以為 MultiCharts 的陣列大小宣告都必須比要使用的格數多一格，因為第0格不能使用...&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhU-7Ryh5RrG-iGzkhx65Hk_3fZIeFolnSF8-8Ya7gXUxfXRXb6uo12k42ByKSyDfXHYwXJIyy5uj1iyq3jC3RykeLBwOq_154pM1AXXBwht7uPk7hwfnaWzjYZ1Parjif7b7FaN47kO-PB/s1600/Image+13.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="626" data-original-width="950" height="420" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhU-7Ryh5RrG-iGzkhx65Hk_3fZIeFolnSF8-8Ya7gXUxfXRXb6uo12k42ByKSyDfXHYwXJIyy5uj1iyq3jC3RykeLBwOq_154pM1AXXBwht7uPk7hwfnaWzjYZ1Parjif7b7FaN47kO-PB/s640/Image+13.png" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;◎情境三，五月、六月的 25號結算：&lt;br /&gt;
原始的 code 在這個情境發生了錯誤。&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjy4ArsS5QIpb4vbGsbxl8IO__jghzxdlnt5j_qaoky7w_EHZFhHAPP6LiSAsAqiS3t5oKh4_ZC7JfwlGbGgwuCk4I-icz8kKc4KPGQFos83XlySKGDg9hcBSyahvceTvhutKqdS_ZFG9wG/s1600/Image+14.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="631" data-original-width="955" height="422" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjy4ArsS5QIpb4vbGsbxl8IO__jghzxdlnt5j_qaoky7w_EHZFhHAPP6LiSAsAqiS3t5oKh4_ZC7JfwlGbGgwuCk4I-icz8kKc4KPGQFos83XlySKGDg9hcBSyahvceTvhutKqdS_ZFG9wG/s640/Image+14.png" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
修正一下就可以了。&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEifc1bClT5WgmhUKlD4HzqHTC8AI60NB6j9fswC516ZFiWDGeGXlDWMvH5CLcK5Az1jNim9DUp1VmxoKldZFPlNMUQtvE6AbAtcKpgpJJV0HFrpfV0wO4UTtai43bT8H6c0ZfcRejQZRU4s/s1600/Image+15.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="624" data-original-width="955" height="418" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEifc1bClT5WgmhUKlD4HzqHTC8AI60NB6j9fswC516ZFiWDGeGXlDWMvH5CLcK5Az1jNim9DUp1VmxoKldZFPlNMUQtvE6AbAtcKpgpJJV0HFrpfV0wO4UTtai43bT8H6c0ZfcRejQZRU4s/s640/Image+15.png" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;br /&gt;
總結一下以上三個情境。&lt;br /&gt;
●需要指定只在哪幾個月才做結算，而不是每個月，在參數二的陣列從第0格依序賦值進去；每個月都要結算，讓陣列的 第0格 是 0 就可以。&lt;br /&gt;
●如果要指定結算月的哪一天結算，在第三個參數就填入幾號的數值。&lt;br /&gt;
●第四、第五個參數是一套的，用來指定在結算月的 第N個週M 做結算。參數4、5跟第三個參數有互斥性質，只要第三個參數大於0，參數4、5就失效，填什麼都沒差。&lt;br /&gt;
&lt;br /&gt;
下參數的規則是：&lt;br /&gt;
1. 先決定哪些月份要結算&lt;br /&gt;
&amp;nbsp; &amp;nbsp; →1.1 每個月都結算（第二個參數，陣列值為0）&lt;br /&gt;
&amp;nbsp; &amp;nbsp; →1.2 指定特定月份才結算（第二個參數，陣列依序賦值以指定）&lt;br /&gt;
2.在結算月中決定哪一種日期規則&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; →2.1 指定幾號結算（在第三個參數填，比如18）&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; →2.2 第幾個週幾（比如第2個週三，就在第四、第五參數填 2, 3）&lt;br /&gt;
&lt;br /&gt;
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因為我的個人管理需要，把原函數名稱改為 _isSettlementDay，並做一些 code 修改後如下：&lt;br /&gt;
&lt;pre style="background-color: #eeeeee; border: 1px dashed #999999; color: black; font-family: &amp;quot;andale mono&amp;quot; , &amp;quot;lucida console&amp;quot; , &amp;quot;monaco&amp;quot; , &amp;quot;fixed&amp;quot; , monospace; font-size: 12px; line-height: 14px; overflow: auto; padding: 5px; width: 100%;"&gt;&lt;code&gt;// Source: https://goo.gl/7Nni3p #3
// $isSettlementDay(lastSettle, settleMonths, settleDayOfMonth, settleWeek, settleDayOfWeek);
// return 0: not settlement day
// return 1: settlement day
// return lastSettle: return last settlement date


input: lastSettle(numericRef);
input: settleMonths[settleMonthsSize](numericArrayRef);
input: settleDayOfMonth(numericSimple);
input: settleWeek(numericSimple);
input: settleDayOfWeek(numericSimple);

var: x(0);
var: _dom(0);
var: _month(0);
var: _d1om(0);
var: _d1ow(0);

_dom = dayOfMonth(date);
_month = month(date);
_d1om = date - dayOfMonth(date) + 1;
_d1ow = dayOfWeek(_d1om);

&lt;span style="font-size: small;"&gt;&lt;b&gt;_isSettlementDay&lt;/b&gt;&lt;/span&gt; = 0;

// check settlement day on this month
if (_month &amp;lt;&amp;gt; month(lastSettle)) then begin
   // escape if not in months
   if (settleMonths[0] &amp;lt;&amp;gt; 0) then begin
      for x = 0 to settleMonthsSize + 1 begin
         if (x = settleMonthsSize + 1) then #return;
         if (_month = settleMonths[x]) then break;
      end;
   end;

   // check by day of month
   if (settleDayOfMonth &amp;gt; 0) then begin
&lt;span style="color: blue;"&gt;      //if (settleDayOfMonth &amp;gt;= _dom) then begin //original
      if (_dom &amp;gt;= settleDayOfMonth) then begin //has fixed
&lt;/span&gt;         _isSettlementDay = 1;
      end;
   // check by day of week
   end else if (_d1ow &amp;lt;= settleDayOfWeek) then begin
      if (_dom &amp;gt; ((settleWeek - 1) * 7) + (settleDayOfWeek - _d1ow)) then begin
         _isSettlementDay = 1;
      end;
   end else begin
      if (_dom &amp;gt; (settleWeek * 7) - (_d1ow - settleDayOfWeek)) then begin
         _isSettlementDay = 1;
      end;
   end;
end;

if (_isSettlementDay &amp;lt;&amp;gt; 0) then begin
   lastSettle = date;
end;


&lt;span style="color: magenta;"&gt;
&lt;/span&gt;&lt;span style="color: orange;"&gt;&lt;span style="color: magenta;"&gt;//my modify
var: barthIntraDay(0);

barthIntraDay= iff( D&amp;lt;&amp;gt;D[1], 1, barthIntraDay+1 );

_isSettlementDay= iff( _isSettlementDay[barthIntraDay-1]=1, 1, 0 );&lt;/span&gt;
&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;
&lt;br /&gt;
&lt;br /&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcLvWUXeqJ8x1gloxBGy3l92Glxg0AL_RKOXoxfy0GrOFr7BKB2z5VrDFcNLkzu8U5LTV1LQgsb61e-S_ek-lopT1I9k5sP343dtwB910WDboigxCx73sP_CEe2yxzdKuBJvsNa0gD-tcJ/s72-c/Image+11.png" width="72"/></item><item><title>智能風險管理系統：myCTA</title><link>http://www.yctseng.net/2018/02/mycta.html</link><category>MultiCharts</category><category>交易工具</category><author>noreply@blogger.com (永政的投機生活)</author><pubDate>Sun, 11 Feb 2018 00:57:00 +0800</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-8541642614392175167.post-8562021941910316381</guid><description>你手上已有數個交易策略，卻擔心或無法決定如何執行這些策略？&lt;br /&gt;
你對策略何時上架、下架、該投入多少資金到個別策略感到困難？&lt;br /&gt;
你想適度降低隔夜風險，卻又不想改寫手上僅有日盤設計的策略？&lt;br /&gt;
&lt;span class="text_exposed_show"&gt;你還困惑於是否該在策略中或是策略組合去設計加、減碼的機制？&lt;/span&gt;&lt;br /&gt;
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&lt;a name='more'&gt;&lt;/a&gt;&lt;br /&gt;
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&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;/div&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuUw2VRXWa-SNqJx1QlGBn91hq3DMJuah_onAaS707YlM0BpEJiNyp9TCfz7_igbe_9prmAM_g1nWIhIEz278Z_nem_YR8xfNV7wnxciKct9nWl_ew4RqxcDOhiP3JIZvNsTNAJoWC9FBj/s1600/today.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" data-original-height="397" data-original-width="431" height="183" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuUw2VRXWa-SNqJx1QlGBn91hq3DMJuah_onAaS707YlM0BpEJiNyp9TCfz7_igbe_9prmAM_g1nWIhIEz278Z_nem_YR8xfNV7wnxciKct9nWl_ew4RqxcDOhiP3JIZvNsTNAJoWC9FBj/s200/today.png" width="200" /&gt;&lt;/a&gt;myCTA 依照策略績效表現評分與風險水平估算來做策略訊號權重分配，也就是說 myCTA 會判斷你自己的策略表現如何？並可依你願意承受的風險範圍做設定，連動帳戶已發生風險程度做部位控制。不管你的策略有沒有設計加減碼的機制，myCTA 都能計算出最佳的訊號權重與風險值。&lt;br /&gt;
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對於隔夜風險，如果 myCTA 在盤後盤期間監控到你的帳戶正在面臨不利的情況，它會主動降低持倉部位。風險控管依然持續作用，即使你的策略並未包含 T+1 盤的設計、圖表也未引入 T+1 盤的 K棒，沒有問題。&lt;br /&gt;
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myCTA 提供了無限制數量（但可能因 MultiCharts 本身資源有所限制）的虛擬帳戶供你線上同步對多個策略池、多種參數設定、多種策略表現評價函數做觀察與自動記錄，方便你擇優使用。myCTA 提供了兩個內建的策略績效表現評價函數以供使用，也可引入自建的評價函數 。購買終身版者有無償升級更新權利。&lt;br /&gt;
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myCTA 的使用方法很簡單，&lt;b&gt;無需修改您的策略訊號程式碼&lt;/b&gt;（&lt;u&gt;買來的策略&lt;/u&gt;也能受管理）。只需在每個策略圖表上新增一個 "指標"，就能利用內建的策略評價功能，對你的策略績效表現做評分與風險評估。&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhA7CSFeUxOQwQZ1KnA-RI9HX24EotViNujc19MwEN2ycZEouk2hyphenhyphena6WmviOWz2rx2BfKIt40hZEN7kliqKslPICUbp1W90EakgY9wqXm_Xrt9TLYw1UejAI6HOmd_YfJ2iht-pIOXaLNxN/s1600/today+%25287%2529.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="246" data-original-width="643" height="241" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhA7CSFeUxOQwQZ1KnA-RI9HX24EotViNujc19MwEN2ycZEouk2hyphenhyphena6WmviOWz2rx2BfKIt40hZEN7kliqKslPICUbp1W90EakgY9wqXm_Xrt9TLYw1UejAI6HOmd_YfJ2iht-pIOXaLNxN/s640/today+%25287%2529.png" width="640" /&gt;&amp;nbsp;&lt;/a&gt;&lt;/div&gt;
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&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoSFqTcbO1GoTa75ZABFh-gRHneqm1XKw-JPJqXnpRLV4BnQbkubzOgeUgVK4CvOlqrmU_zVCfjgD803DfMR4woaZdIElfJi3KLz3UXeF3B0dkrILc9Ov8j2yPGTU3lGIwz0fUuy8mdh4s/s1600/today+%25286%2529.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" data-original-height="825" data-original-width="1600" height="330" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoSFqTcbO1GoTa75ZABFh-gRHneqm1XKw-JPJqXnpRLV4BnQbkubzOgeUgVK4CvOlqrmU_zVCfjgD803DfMR4woaZdIElfJi3KLz3UXeF3B0dkrILc9Ov8j2yPGTU3lGIwz0fUuy8mdh4s/s640/today+%25286%2529.png" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;br /&gt;
另外獨立一個圖表放置 "訊號" myCTA，就顯示出目前該虛擬帳戶的重要資訊，並產生連接外部下單機所需的文字檔以供串接，也可使用 MultiCharts 的 AA/SA 來做 模擬或實單 的執行。&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="https://goo.gl/mN5CTP" target="_blank"&gt;&lt;img alt="https://goo.gl/mN5CTP" border="0" data-original-height="376" data-original-width="324" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCADpB2IDRWjfzrK5rPG1f777K9qoVrUpr6EvXMIkIlqp4-gYnAe77HBvBpcDJxm1QZ6HzKkUOmIyLpm3Tj9x0Xg_jLaKiuZSvapIpJ26ToDnOd1pw2308JaFuOepcRccqDKCOqZa0YkUH/s400/today+%25288%2529.png" width="343" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
myCTA 提供無限量的虛擬帳戶，讓你線上測試各個不同參數（比如：KPI 的回看長度、不同的 KPI 模型、帳戶風險承受預定、帳戶槓桿倍數...）對實際績效的影響，從而選擇你最舒服的參數。甚至以多種策略組合、系統參數的不同虛擬帳戶，在同一這真實帳戶中下單，也完全不是問題。myCTA 能讓每個虛擬帳戶都連接自動下單機。內建、外接下單機均可。&lt;br /&gt;
&lt;br /&gt;
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惟因目前國內交易環境現實考量，強烈建議避開內建下單機。在進行真實下單交易前，務必必先經一段時日的盤中運作觀察，再行決定是否進行實單交易。&lt;br /&gt;
&lt;br /&gt;
&lt;span style="color: red;"&gt;注意：自動下單有一定程度包含您個人的電腦、網路、資訊傳輸等等各種意外風險，請慎重考量與建立監視機制。真實下單交易所衍生的任何損益皆與 myCTA 無關，您必須為自己的帳戶負責。&lt;/span&gt;&lt;br /&gt;
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&lt;u&gt;myCTA 不蒐集任何您的交易或策略資訊，所有評估與管理所需記錄、動作皆在你的電腦上完成，無需帳戶登入、授權，不必擔心機密外洩&lt;/u&gt;。 &lt;br /&gt;
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