Pre-opening Session (POS)

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class="type bound"></div> <div class="type value"></div> <div class="type sb_pers"> <div class="sell val"></div><div class="sell bar"></div><div class="lineSep"></div><div class="buy bar"></div><div class="buy val"></div> </div> </div> <div class="type nm"></div> <div class="row balance flex"> <div class="type bound"></div> <div class="type value"></div> </div> </div> </div> <div class="szconnectbox"> <div class="cb_header"> <div class="title"></div> </div> <div class="detail"> <div class="row southbound flex"> <div class="type bound"></div> <div class="type value"></div> <div class="type sb_pers"> <div class="sell val"></div><div class="sell bar"></div><div class="lineSep"></div><div class="buy bar"></div><div class="buy val"></div> </div> </div> <div class="type nm"></div> <div class="row balance flex"> <div class="type bound"></div> <div class="type value"></div> </div> </div> </div> <div class="lastdate">-</div> </div> </div> </div> </div> <div id="lhkexw-marketsecurities" class="detailblk securities_blk"> <div class="blk_title_wrapper flex"> <div class="flex"> <div class="blk_title"></div> <div class="sec_cate_wrapper flex"> <div class="sec_cate active" data-sec="equities"></div><div class="sep">|</div><div class="sec_cate" data-sec="etps"></div><div class="sep">|</div><div class="sec_cate" data-sec="dws"></div><div class="sep">|</div><div class="sec_cate" data-sec="inlinewarrants"></div><div class="sep">|</div><div class="sec_cate" data-sec="cbbcs"></div><div class="sep">|</div><div class="sec_cate" data-sec="reits"></div><div class="sep">|</div><div class="sec_cate" data-sec="debtsecurities"></div> </div> </div> <div id="lhkexw-marketsearch"> <div class="searchrow"> <div class="searchbox"> <input placeholder="" id="tags"/> <div class="result"> <table border="0" cellpadding="0" cellspacing="0"></table> </div> </div> </div> </div> </div> <div class="blk_content flex"> <div class="leftpane"> <div class="seclist_wrapper"> <table class="sectable"> </table> </div> <div class="flex"> <div class="lastdate">-</div> <div class="view_all"></div> </div> </div> <div class="rightpane"> <div class="section_scroll_tabs"> <ul class="hkex_scroll_tabs scroll_tabs_container scroll_tabs_side tabs-for-sidebar" style="display:block;"> <li class="period p1d" id="p1d"></li> <li class="period p1m" id="p1m"></li> <li class="period p3m" id="p3m"></li> <li class="period p6m" id="p6m"></li> <li class="period ytd" id="ytd"></li> <li class="period p1y" id="p1y"></li> <li class="period p2y" id="p2y"></li> <li class="period p5y" id="p5y"></li> <li class="period p10y" id="p10y"></li> </ul> </div> <div class="interval clearfix"> </div> <div class="chartbox"></div> <div class="view_detail"></div> </div> </div> </div> <div id="lhkexw-marketderivatives" class="detailblk derivatives_blk"> <div class="blk_title_wrapper"> <div class="blk_title"></div> </div> <div class="blk_content flex"> <div class="leftpane"> <table class="derivativesTable" data-der="equities"> <tr> <th colspan="4" class="derivativesType"></th> </tr> <tr> <th></th> <th></th> <th></th> <th></th> <th></th> </tr> </table> <table class="derivativesTable" data-der="fx"> <tr> <th colspan="4" class="derivativesType"></th> </tr> <tr> <th></th> <th></th> <th></th> <th></th> <th></th> </tr> </table> <div class="view_all"></div> </div> <div class="rightpane"> <div class="chart_info_wrapper flex"> <div class="nm"></div> <div class="ls"></div> <div class="lastdate">-</div> </div> <div class="section_scroll_tabs"> <ul class="hkex_scroll_tabs scroll_tabs_container scroll_tabs_side tabs-for-sidebar" style="display:block;"> <li class="period p1d" id="p1d"></li> <li class="period p1m" id="p1m"></li> <li class="period p3m" id="p3m"></li> <li class="period p6m" id="p6m"></li> <li class="period ytd" id="ytd"></li> <li class="period p1y" id="p1y"></li> <li class="period p2y" id="p2y"></li> <li class="period p5y" id="p5y"></li> <li class="period p10y" id="p10y"></li> </ul> </div> <div class="interval clearfix"> </div> <div class="chartbox"></div> <div class="future_wrapper"> <table class="contractTable"> <tr> <th></th> <th></th> <th></th> <th></th> <th></th> </tr> </table> <div class="lastdate">-</div> </div> </div> </div> </div> </div> </div> </div> </div> </div> </div> </div> </div> </section>   <div class="bg_graphic"></div>   <div class="hkex-market-header">  <div class="menu_container noindex"> <div class="section_container_in header"> <div class="header_left">  <a href="/?sc_lang=en" class="w-inline-block" title="HKEX"> <div class=""> <img src="/-/media/1A5A62969102442D99E905C86C4CE8C9.ashx" class="header_logo_img"> </div> </a>  </div> <div class="header_right"> <a href="#" class="header_right_up_alert mobile w-inline-block topbar__bell" data-ix="alert-open" title="Notification"></a> <a href="#" class="header_menu_btn close w-inline-block" data-ix="menu-close" title="Close"></a> </div> </div>  <div class="menu_lang_btn_container"> <a href="javascript:route('/Global/Exchange/FAQ/Securities-Market/Trading/Pre_opening-Session?sc_lang=zh-hk', 'zh-HK')" class="menu_lang_btn _1 w-inline-block" title="繁體中文">繁</a> <a data-href="/Global/Disclaimer-For-HanWeb" href="/Global/Exchange/FAQ/Securities-Market/Trading/Pre_opening-Session?sc_lang=zh-cn" class="openLightBoxByJS menu_lang_btn w-inline-block" title="簡體中文">简</a> </div>  <div class="menu_container_in market_site_small"> <div class="menu_btn_container"> <div class="menu_btn market_small"> <div>About HKEX</div> </div><img src="/assets/images/market/header_tri.png" class="menu_btn_arrow"> </div> <div class="menu_container_in"> <a href="https://www.hkexgroup.com/about-hkex/about-hkex?sc_lang=en" title="About HKEX" target="_blank" class="menu_btn_container w-inline-block"> <div class="menu_btn market_small"> <div>About HKEX</div> <img src="/assets/images/market/header_popup.png" alt="About HKEX" class="menu_external_icon"> </div> </a> </div> <div class="menu_container_in"> <a href="http://www.hkexgroup.com/Investor-Relations?sc_lang=en" title="Investor Relations" target="_blank" class="menu_btn_container w-inline-block"> <div class="menu_btn market_small"> <div>Investor Relations</div> <img src="/assets/images/market/header_popup.png" alt="Investor Relations" class="menu_external_icon"> </div> </a> </div> <div class="menu_container_in"> <a href="http://www.hkexgroup.com/Corporate-Governance?sc_lang=en" title="Corporate Governance" target="_blank" class="menu_btn_container w-inline-block"> <div class="menu_btn market_small"> <div>Corporate Governance</div> <img src="/assets/images/market/header_popup.png" alt="Corporate Governance" class="menu_external_icon"> </div> </a> </div> <div class="menu_container_in"> <a href="http://www.hkexgroup.com/Corporate-Social-Responsibility?sc_lang=en" title="CSR" target="_blank" class="menu_btn_container w-inline-block"> <div class="menu_btn market_small"> <div>CSR</div> <img src="/assets/images/market/header_popup.png" alt="CSR" class="menu_external_icon"> </div> </a> </div> <div class="menu_container_in"> <a href="https://www.hkexgroup.com/Media-Centre?sc_lang=en" title="Media Centre" target="_blank" class="menu_btn_container w-inline-block"> <div class="menu_btn market_small"> <div>Media Centre</div> <img src="/assets/images/market/header_popup.png" alt="Media Centre" class="menu_external_icon"> </div> </a> </div> <div class="menu_container_in"> <a href="https://www.hkexgroup.com/about-hkex/careers-at-hkex?sc_lang=en" title="Careers" target="_blank" class="menu_btn_container w-inline-block"> <div class="menu_btn market_small"> <div>Careers</div> <img src="/assets/images/market/header_popup.png" alt="Careers" class="menu_external_icon"> </div> </a> </div> </div> <div class="menu_container_in market_site_small"> <div class="menu_btn_container"> <div class="menu_btn market_small"> <div>Related Sites: LME</div> </div><img src="/assets/images/market/header_tri.png" class="menu_btn_arrow"> </div> <div class="menu_container_in"> <a href="http://www.hkexgroup.com/" title="HKEX Group" target="_blank" class="menu_btn_container w-inline-block"> <div class="menu_btn market_small"> <div>HKEX Group</div> <img src="/assets/images/market/header_popup.png" alt="HKEX Group" class="menu_external_icon"> </div> </a> </div> <div class="menu_container_in"> <a href="https://www.lme.com/" title="LME" target="_blank" class="menu_btn_container w-inline-block"> <div class="menu_btn market_small"> <div>LME</div> <img src="/assets/images/market/header_popup.png" alt="LME" class="menu_external_icon"> </div> </a> </div> <div class="menu_container_in"> <a href="https://www.chinabondconnect.com/en/index.html" title="Bond Connect" target="_blank" class="menu_btn_container w-inline-block"> <div class="menu_btn market_small"> <div>Bond Connect</div> <img src="/assets/images/market/header_popup.png" alt="Bond Connect" class="menu_external_icon"> </div> </a> </div> <div class="menu_container_in"> <a href="https://www.qme.com/zh-hans" title="QME" target="_blank" class="menu_btn_container w-inline-block"> <div class="menu_btn market_small"> <div>QME</div> <img src="/assets/images/market/header_popup.png" alt="QME" class="menu_external_icon"> </div> </a> </div> <div class="menu_container_in"> <a href="http://www.hkexnews.hk/" title="HKEXnews" target="_blank" class="menu_btn_container w-inline-block"> <div class="menu_btn market_small"> <div>HKEXnews</div> <img src="/assets/images/market/header_popup.png" alt="HKEXnews" class="menu_external_icon"> </div> </a> </div> <div class="menu_container_in"> <a href="/Join-Our-Market/IPO/GEM?sc_lang=en" title="GEM" target="_blank" class="menu_btn_container w-inline-block"> <div class="menu_btn market_small"> <div>GEM</div> </div> </a> </div> <div class="menu_container_in"> <a href="https://www.cesc.com/en/index.html" title="CESC" target="_blank" class="menu_btn_container w-inline-block"> <div class="menu_btn market_small"> <div>CESC</div> <img src="/assets/images/market/header_popup.png" alt="CESC" class="menu_external_icon"> </div> </a> </div> <div class="menu_container_in"> <a href="/Join-Our-Market/Sustainable-Finance/HKEX-STAGE?sc_lang=en" title="Sustainable & Green Exchange (STAGE)" target="_self" class="menu_btn_container w-inline-block"> <div class="menu_btn market_small"> <div>Sustainable & Green Exchange (STAGE)</div> </div> </a> </div> <div class="menu_container_in"> <a href="https://connect.hkex.com.hk" title="Client Connect" target="_blank" class="menu_btn_container w-inline-block"> <div class="menu_btn market_small"> <div>Client Connect</div> <img src="/assets/images/market/header_popup.png" alt="Client Connect" class="menu_external_icon"> </div> </a> </div> </div>  <div class="header_right_down_market_act_mobile_container"> <a href="#" class="menu_small_btn market_act w-inline-block" title="Latest Market Data" > <div>Latest Market Data</div> <img src="/assets/images/market/header_tri.png" class="menu_btn_arrow"> </a> </div>   <div class="menu_container_in _1st "> <div class="menu_btn_container"> <a href="#" Title="Our Products" target="_self" class=""> <div class="menu_btn _1st"> <div> Our Products </div> </div></a><img src="/assets/images/market/header_tri.png" class="menu_btn_arrow _1st"> </div> <div class="menu_container_in _2nd"> <div class="menu_btn_container"><a href="#" Title="Securities" target="_self" class=""> <div class="menu_btn"> <div>Securities</div> </div></a> <img src="/assets/images/market/header_tri.png" class="menu_btn_arrow"> </div> <div class="menu_container_in"> <a href="/Products/Securities/Equities?sc_lang=en" Title="Equities" target="_self" class="menu_btn_container w-inline-block"> <div class="menu_btn"> <div>Equities</div> </div> <div class="menu_btn_arrow_right"></div> </a> </div> <div class="menu_container_in"> <a href="/Products/Securities/Exchange-Traded-Products/Overview?sc_lang=en" Title="Exchange Traded Products" target="_self" class="menu_btn_container w-inline-block"> <div class="menu_btn"> <div>Exchange Traded Products</div> </div> <div class="menu_btn_arrow_right"></div> </a> </div> <div class="menu_container_in"> <a href="/Products/Securities/Structured-Products/Overview?sc_lang=en" Title="Structured Products" target="_self" class="menu_btn_container w-inline-block"> <div class="menu_btn"> <div>Structured Products</div> </div> <div class="menu_btn_arrow_right"></div> </a> </div> <div class="menu_container_in"> <a href="/Products/Securities/Real-Estate-Investment-Trusts?sc_lang=en" Title="Real Estate Investment Trusts" target="_self" class="menu_btn_container w-inline-block"> <div class="menu_btn"> <div>Real Estate Investment Trusts</div> </div> <div class="menu_btn_arrow_right"></div> </a> </div> <div class="menu_container_in"> <a href="/Products/Securities/Debt-Securities?sc_lang=en" Title="Debt Securities" target="_self" class="menu_btn_container w-inline-block"> <div class="menu_btn"> <div>Debt Securities</div> </div> <div class="menu_btn_arrow_right"></div> </a> </div> </div> <div class="menu_container_in _2nd"> <div class="menu_btn_container"><a href="#" Title="Listed Derivatives" target="_self" class=""> <div class="menu_btn"> <div>Listed Derivatives</div> </div></a> <img src="/assets/images/market/header_tri.png" class="menu_btn_arrow"> </div> <div class="menu_container_in"> <a href="/Products/Listed-Derivatives/Equity-Index/Hang-Seng-Index-(HSI)/Hang-Seng-Index-Futures?sc_lang=en" Title="Equity Index" target="_self" class="menu_btn_container w-inline-block"> <div class="menu_btn"> <div>Equity Index</div> </div> <div class="menu_btn_arrow_right"></div> </a> </div> <div class="menu_container_in"> <a href="/Products/Listed-Derivatives/Single-Stock/Stock-Futures?sc_lang=en" Title="Single Stock" target="_self" class="menu_btn_container w-inline-block"> <div class="menu_btn"> <div>Single Stock</div> </div> <div class="menu_btn_arrow_right"></div> </a> </div> <div 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class="menu_btn"> <div>Non Deliverable Forwards</div> </div> <div class="menu_btn_arrow_right"></div> </a> </div> <div class="menu_container_in"> <a href="/Products/OTC-Derivatives/Cross-Currency-Swaps?sc_lang=en" Title="Cross Currency Swaps" target="_self" class="menu_btn_container w-inline-block"> <div class="menu_btn"> <div>Cross Currency Swaps</div> </div> <div class="menu_btn_arrow_right"></div> </a> </div> <div class="menu_container_in"> <a href="/Products/OTC-Derivatives/Deliverable-FX?sc_lang=en" Title="Deliverable FX" target="_self" class="menu_btn_container w-inline-block"> <div class="menu_btn"> <div>Deliverable FX</div> </div> <div class="menu_btn_arrow_right"></div> </a> </div> </div> <div class="menu_container_in _2nd"> <a href="/Products/Find-a-Partner?sc_lang=en" Title="Find a Partner" target="_self" class="menu_btn_container w-inline-block"> <div class="menu_btn"> <div>Find a Partner</div> </div> <div class="menu_btn_arrow_right"></div> </a> </div> <div class="menu_container_in _2nd"> <a href="/Products/Listed-Derivatives/Equity-Index/MSCI-Indexes/MSCI-Indexes?sc_lang=en" Title="MSCI Index Futures & Options" target="_self" class="menu_btn_container w-inline-block"> <div class="menu_btn"> <div>MSCI Index Futures & Options</div> </div> <div class="menu_btn_arrow_right"></div> </a> </div> <div class="menu_container_in _2nd"> <a href="https://www.hkex.com.hk/stage" Title="HKEX Sustainable & Green Exchange" target="_blank" class="menu_btn_container w-inline-block"> <div class="menu_btn"> <div>HKEX Sustainable & Green Exchange</div> </div> <div class="menu_btn_arrow_right"></div> </a> </div> </div> <div class="menu_container_in _1st "> <div class="menu_btn_container"> <a href="#" Title="Our Services" target="_self" class=""> <div class="menu_btn _1st"> <div> Our Services </div> </div></a><img src="/assets/images/market/header_tri.png" class="menu_btn_arrow _1st"> </div> <div class="menu_container_in _2nd"> <div class="menu_btn_container"><a href="#" Title="Trading" target="_self" class=""> <div class="menu_btn"> <div>Trading</div> </div></a> <img src="/assets/images/market/header_tri.png" class="menu_btn_arrow"> </div> <div class="menu_container_in"> <div class="menu_btn_container"><a href="#" Title="Securities" target="_self" class=""> <div class="menu_btn"> <div>Securities</div> </div></a> <img src="/assets/images/market/header_tri.png" class="menu_btn_arrow"> </div> <div class="menu_container_in"> <a href="/Services/Trading/Securities/Overview/Trading-Mechanism?sc_lang=en" Title="Overview" target="_self" class="menu_btn_container w-inline-block"> <div class="menu_btn"> <div>Overview</div> </div> <div class="menu_btn_arrow_right"></div> </a> </div> <div class="menu_container_in"> <a href="/Services/Trading/Securities/Infrastructure/Overview?sc_lang=en" Title="Infrastructure" target="_self" class="menu_btn_container w-inline-block"> <div class="menu_btn"> <div>Infrastructure</div> </div> <div class="menu_btn_arrow_right"></div> </a> </div> </div> <div class="menu_container_in"> <div class="menu_btn_container"><a href="#" Title="Derivatives" target="_self" class=""> <div class="menu_btn"> <div>Derivatives</div> </div></a> <img src="/assets/images/market/header_tri.png" class="menu_btn_arrow"> </div> <div class="menu_container_in"> <a href="/Services/Trading/Derivatives/Overview/Trading-Mechanism?sc_lang=en" Title="Overview" target="_self" class="menu_btn_container w-inline-block"> <div class="menu_btn"> <div>Overview</div> </div> <div class="menu_btn_arrow_right"></div> </a> </div> <div class="menu_container_in"> <a href="/Services/Trading/Derivatives/Infrastructure/HKATS?sc_lang=en" Title="Infrastructure" target="_self" class="menu_btn_container w-inline-block"> <div class="menu_btn"> <div>Infrastructure</div> </div> <div class="menu_btn_arrow_right"></div> </a> </div> </div> </div> <div class="menu_container_in _2nd"> <div class="menu_btn_container"><a href="#" Title="Connectivity" target="_self" class=""> <div class="menu_btn"> <div>Connectivity</div> </div></a> <img src="/assets/images/market/header_tri.png" class="menu_btn_arrow"> </div> <div class="menu_container_in"> <a href="/Services/Connectivity/Hosting-Services?sc_lang=en" Title="Hosting Services" target="_self" class="menu_btn_container w-inline-block"> <div class="menu_btn"> <div>Hosting Services</div> </div> <div class="menu_btn_arrow_right"></div> </a> </div> <div class="menu_container_in"> <a href="/Services/Connectivity/SDNet_2?sc_lang=en" Title="SDNet/2" target="_self" class="menu_btn_container w-inline-block"> <div class="menu_btn"> <div>SDNet/2</div> </div> <div class="menu_btn_arrow_right"></div> </a> </div> </div> <div class="menu_container_in _2nd"> <div class="menu_btn_container"><a href="#" Title="Data and Index Services" target="_self" class=""> <div class="menu_btn"> <div>Data and Index Services</div> </div></a> <img src="/assets/images/market/header_tri.png" class="menu_btn_arrow"> </div> <div class="menu_container_in"> <a href="/Services/Market-Data-Services/Real-Time-Data-Services/Overview?sc_lang=en" Title="Real Time Data Services" target="_self" class="menu_btn_container w-inline-block"> <div class="menu_btn"> <div>Real Time Data Services</div> </div> <div class="menu_btn_arrow_right"></div> </a> </div> <div class="menu_container_in"> <a href="/Services/Market-Data-Services/Historical-Data-Services/HKEX-Data-Marketplace?sc_lang=en" Title="Historical Data Services" target="_self" class="menu_btn_container w-inline-block"> <div class="menu_btn"> <div>Historical Data Services</div> </div> <div class="menu_btn_arrow_right"></div> </a> </div> <div class="menu_container_in"> <a href="/Services/Market-Data-Services/Infrastructure?sc_lang=en" Title="Infrastructure" target="_self" class="menu_btn_container w-inline-block"> <div class="menu_btn"> <div>Infrastructure</div> </div> <div class="menu_btn_arrow_right"></div> </a> </div> <div class="menu_container_in"> <a href="/Services/Market-Data-Services/Index-Services?sc_lang=en" Title="Index Services" target="_self" class="menu_btn_container w-inline-block"> <div class="menu_btn"> <div>Index Services</div> </div> <div class="menu_btn_arrow_right"></div> </a> </div> </div> <div class="menu_container_in _2nd"> <div class="menu_btn_container"><a href="#" Title="Rules, Forms & Fees" target="_self" class=""> <div class="menu_btn"> <div>Rules, Forms & Fees</div> </div></a> <img src="/assets/images/market/header_tri.png" class="menu_btn_arrow"> </div> <div class="menu_container_in"> <a href="/Services/Rules-and-Forms-and-Fees/Rules/Overview?sc_lang=en#hello" Title="Rules" target="_self" class="menu_btn_container w-inline-block"> <div class="menu_btn"> <div>Rules</div> </div> <div class="menu_btn_arrow_right"></div> </a> </div> <div class="menu_container_in"> <a href="/Services/Rules-and-Forms-and-Fees/Forms/Overview?sc_lang=en" Title="Forms" target="_self" class="menu_btn_container w-inline-block"> <div class="menu_btn"> <div>Forms</div> </div> <div class="menu_btn_arrow_right"></div> </a> </div> <div class="menu_container_in"> <a href="/Services/Rules-and-Forms-and-Fees/Fees/Overview?sc_lang=en" Title="Fees" target="_self" class="menu_btn_container w-inline-block"> <div class="menu_btn"> <div>Fees</div> </div> <div class="menu_btn_arrow_right"></div> </a> </div> </div> <div class="menu_container_in _2nd"> <div class="menu_btn_container"><a href="#" Title="Clearing" target="_self" class=""> <div class="menu_btn"> <div>Clearing</div> </div></a> <img src="/assets/images/market/header_tri.png" class="menu_btn_arrow"> </div> <div class="menu_container_in"> <div class="menu_btn_container"><a href="#" Title="Securities" target="_self" class=""> <div class="menu_btn"> <div>Securities</div> </div></a> <img src="/assets/images/market/header_tri.png" class="menu_btn_arrow"> </div> <div class="menu_container_in"> <a href="/Services/Clearing/Securities/Overview?sc_lang=en" Title="Overview" target="_self" class="menu_btn_container w-inline-block"> <div class="menu_btn"> <div>Overview</div> </div> <div class="menu_btn_arrow_right"></div> </a> </div> <div class="menu_container_in"> <a href="/Services/Clearing/Securities/Infrastructure?sc_lang=en" Title="Infrastructure" target="_self" class="menu_btn_container w-inline-block"> <div class="menu_btn"> <div>Infrastructure</div> </div> <div class="menu_btn_arrow_right"></div> </a> </div> <div class="menu_container_in"> <a href="/Services/Clearing/Securities/Risk-Management?sc_lang=en" Title="Risk Management" target="_self" class="menu_btn_container w-inline-block"> <div class="menu_btn"> <div>Risk Management</div> </div> <div class="menu_btn_arrow_right"></div> </a> </div> <div class="menu_container_in"> <a href="/Services/Clearing/Securities/CCP-Disclosures?sc_lang=en" Title="CCP Disclosures" target="_self" class="menu_btn_container w-inline-block"> <div class="menu_btn"> <div>CCP Disclosures</div> </div> <div class="menu_btn_arrow_right"></div> </a> </div> </div> <div class="menu_container_in"> <div class="menu_btn_container"><a href="#" Title="Listed Derivatives" target="_self" class=""> <div class="menu_btn"> <div>Listed Derivatives</div> </div></a> <img src="/assets/images/market/header_tri.png" class="menu_btn_arrow"> </div> <div class="menu_container_in"> <a href="/Services/Clearing/Listed-Derivatives/Overview?sc_lang=en" Title="Overview" target="_self" class="menu_btn_container w-inline-block"> <div class="menu_btn"> <div>Overview</div> </div> <div class="menu_btn_arrow_right"></div> </a> </div> <div class="menu_container_in"> <a href="/Services/Clearing/Listed-Derivatives/Infrastructure?sc_lang=en" Title="Infrastructure" target="_self" class="menu_btn_container w-inline-block"> <div class="menu_btn"> <div>Infrastructure</div> </div> <div class="menu_btn_arrow_right"></div> </a> </div> <div class="menu_container_in"> <a 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<div class="menu_container_in _2nd"> <div class="menu_btn_container"><a href="#" Title="Settlement and Depository" target="_self" class=""> <div class="menu_btn"> <div>Settlement and Depository</div> </div></a> <img src="/assets/images/market/header_tri.png" class="menu_btn_arrow"> </div> <div class="menu_container_in"> <a href="/Services/Settlement-and-Depository/Settlement?sc_lang=en" Title="Settlement - Securities" target="_self" class="menu_btn_container w-inline-block"> <div class="menu_btn"> <div>Settlement - Securities</div> </div> <div class="menu_btn_arrow_right"></div> </a> </div> <div class="menu_container_in"> <a href="/Services/Settlement-and-Depository/Depository?sc_lang=en" Title="Depository" target="_self" class="menu_btn_container w-inline-block"> <div class="menu_btn"> <div>Depository</div> </div> <div class="menu_btn_arrow_right"></div> </a> </div> <div class="menu_container_in"> <a href="/Services/Settlement-and-Depository/Common-Nominee-Services?sc_lang=en" Title="Common Nominee Services" target="_self" class="menu_btn_container w-inline-block"> <div class="menu_btn"> <div>Common Nominee Services</div> </div> <div class="menu_btn_arrow_right"></div> </a> </div> <div class="menu_container_in"> <a href="/Services/Settlement-and-Depository/Securities-Admission-into-CCASS?sc_lang=en" Title="Securities Admission into CCASS" target="_self" class="menu_btn_container w-inline-block"> <div class="menu_btn"> <div>Securities Admission into CCASS</div> </div> <div class="menu_btn_arrow_right"></div> </a> </div> <div class="menu_container_in"> <a href="/Services/Clearing/Securities/CCP-Disclosures?sc_lang=en" Title="PFMI" target="_blank" class="menu_btn_container w-inline-block"> <div class="menu_btn"> <div>PFMI</div> </div> <div class="menu_btn_arrow_right"></div> </a> </div> <div class="menu_container_in"> <a href="/Services/Settlement-and-Depository/Unclaimed-Entitlements-Held-by-HKSCC-Nominees-Limited?sc_lang=en" Title="Unclaimed Entitlements Held 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(POS)</span></h2></div> <div class="faq-all-quesitons__search-title search-title-for-tab-only">SEARCH UNDER Pre-opening Session (POS)</div> <div class="faq-all-quesitons__search-input"> <label for="pagecontent_0_maincontent_0_searchTextFAQ" id="pagecontent_0_maincontent_0_lblSearchTextFAQ" class="hide">Enter a question, keyword, or topic</label> <input name="pagecontent_0$maincontent_0$searchTextFAQ" type="text" id="pagecontent_0_maincontent_0_searchTextFAQ" onkeypress="javascript:return checkKeyPress(event);" placeholder="Enter a question, keyword, or topic" title="Enter a question, keyword, or topic" /> </div> <div class="collapse-container"> <div class="panel"><a class="panel-heading collapsed" title="What is the Pre-opening Session?" data-toggle="collapse" href="#collapse-1" aria-expanded="false" >What is the Pre-opening Session?</a><div id="collapse-1" class="collapse panel-body" aria-expanded="false"><div class="spanHeading" style="text-align: justify;"> <div style="text-align: justify;"> <p class="spanHeading"><span>The POS is an additional trading session of 30 minutes which takes place before the Morning Trading Session.  It allows orders to be entered into the trading system, OTP-C, for a single price auction.  It also allows manual transactions concluded before the commencement of the Morning Trading Session to be reported by Exchange Participants.</span></p> <p class="spanHeading"><span class="spanHeading"> The POS will consist of an Order Input Period, a No-cancellation Period, a Random Matching Period and a Blocking Period as follows:</span></p> <table cellspacing="0" cellpadding="0" class="table migrate"> <thead> <tr> <th> <p style="margin-top: 0px; margin-bottom: 0px; text-align: center;"><strong class="spanHeading"><span><strong>Periods</strong></span></strong></p> </th> <th> <p style="margin-top: 0px; margin-bottom: 0px; text-align: center;"><strong><strong class="spanHeading"><span>Trading Hours</span></strong></strong></p> </th> <th> <p style="margin-top: 0px; margin-bottom: 0px; text-align: center;"><strong class="spanHeading"><span><strong>Duration</strong></span></strong></p> </th> </tr> </thead> <tbody> <tr> <td> <p class="spanHeading" style="text-align: center;"><span><strong>Order Input Period</strong></span></p> </td> <td> <p class="spanHeading" style="text-align: center;"><span>9:00am – 9:15am</span></p> </td> <td> <p class="spanHeading" style="text-align: center;"><span>15 mins</span></p> </td> </tr> <tr> <td> <p class="spanHeading" style="text-align: center;"><span><strong>No-cancellation Period</strong></span></p> </td> <td> <p class="spanHeading" style="text-align: center;"><span>9:15am – 9:20am</span></p> </td> <td> <p class="spanHeading" style="text-align: center;"><span>5 mins</span></p> </td> </tr> <tr> <td> <p class="spanHeading" style="text-align: center;"><span><strong>Random Matching Period</strong></span></p> <p style="text-align: center;"><em class="spanHeading"><span>(order matching will start randomly during this period)</span></em></p> </td> <td> <p class="spanHeading" style="text-align: center;"><span>9:20am – up to 9:22am</span></p> </td> <td> <p class="spanHeading" style="text-align: center;"><span>0-2 mins</span></p> </td> </tr> <tr> <td> <p class="spanHeading" style="text-align: center;"><span><strong>Blocking Period</strong></span></p> </td> <td> <p class="spanHeading" style="text-align: center;"><span>After matching – 9:30am</span></p> </td> <td> <p class="spanHeading" style="text-align: center;"><span>8-10 mins</span></p> </td> </tr> </tbody> </table> </div> <div style="text-align: justify;"><strong class="spanHeading"> </strong></div> <div style="text-align: justify;"><strong class="spanHeading">Order Input Period (9:00am - 9:15am)</strong> <p class="spanHeading"><span>In the first period (a 15-minute Order Input Period), at-auction orders and at-auction limit orders within ±15% of the previous closing price can be entered for POS Securities.  Orders can also be amended or cancelled during this period.  </span></p> <p><strong class="spanHeading"><span>No-cancellation Period (9:15am - 9:20am)</span></strong></p> <p class="spanHeading"><span>Starting from the second period (a 5-minute No-cancellation Period), the allowable price limits are tightened, and the prices of new at-auction limit orders that aim to be executed in the POS must be between the highest bid & lowest ask recorded at the end of Order Input Period (i.e. recorded at 9:15am).  </span></p> <p class="spanHeading"><span>In order to build an order book with deeper liquidity after the market opens, passive at-auction limit orders will still be accepted provided that these orders are within ±15% from the previous closing price. However, these passive orders will not be matched during the POS.</span></p> <p class="spanHeading"><span>Both at-auction orders and at-auction limit orders can be entered during the No-cancellation Period, but no orders can be amended or cancelled.</span></p> <p><strong class="spanHeading"><span>Random Matching Period (9:20am - up to 9:22am)</span></strong></p> <p class="spanHeading"><span>In the third period (Random Matching Period which is up to two minutes in length), the order rules from the No-cancellation Period apply, and order matching takes place randomly within the two-minute period.  The Random Matching Period will end immediately upon the start of order matching.</span></p> <p><strong class="spanHeading"><span>Order Matching (at a random time between 9:20am and 9:22am)</span></strong></p> <p class="spanHeading"><span>At the end of the Random Matching Period, orders for all POS Securities are matched at the final Indicative Equilibrium Price (IEP).  Order matching is based on order type (at-auction orders first and then at-auction limit orders), price and then time priority.  In cases where the final IEP cannot be established during the POS, no order matching will occur.  </span></p> <p><strong class="spanHeading"><span>Blocking Period (after order matching - 9:30am)</span></strong></p> <p class="spanHeading"><span class="spanHeading"> Once order matching is completed, the Blocking Period starts immediately and continues until 9:30am.  Orders can no longer be entered, amended or cancelled during the Blocking Period.</span></p> </div> </div></div></div><div class="panel"><a class="panel-heading collapsed" title="What are the purposes of a Pre-opening Session?" data-toggle="collapse" href="#collapse-2" aria-expanded="false" >What are the purposes of a Pre-opening Session?</a><div id="collapse-2" class="collapse panel-body" aria-expanded="false"><p class="spanHeading" style="text-align: justify;"><span class="spanHeading">The POS is an additional trading session of 30 minutes, in the form of a single price auction, which takes place before the Morning Trading Session.  It accommodates potentially market moving overnight news and events, and facilitate an orderly and smooth price discovery process. It helps to determine a security’s fair opening price by bringing together buying and selling interest, and then executing trades at a single price point, where maximum volume can be traded.</span></p></div></div><div class="panel"><a class="panel-heading collapsed" title="Does the POS cover all securities?" data-toggle="collapse" href="#collapse-3" aria-expanded="false" >Does the POS cover all securities?</a><div id="collapse-3" class="collapse panel-body" aria-expanded="false"><p class="spanHeading" style="text-align: justify;"><span class="spanHeading">POS covers only equities (including depository receipts, investment companies, preference shares and stapled securities), funds (including Exchange Traded Funds (ETFs) and REITs) and leveraged and inverse products (L&I Products) (together the “POS Securities”).  Debt securities, structured products (including Derivative Warrants (DWs), Callable Bull/Bear Contracts (CBBCs) and Inline Warrants (IWs)), equity warrants and rights are not covered by the POS.  Order input on these non-POS Securities during the POS will be rejected. </span></p></div></div><div class="panel"><a class="panel-heading collapsed" title="Why does HKEX adopt a price limit of ±15% in POS?" data-toggle="collapse" href="#collapse-4" aria-expanded="false" >Why does HKEX adopt a price limit of ±15% in POS?</a><div id="collapse-4" class="collapse panel-body" aria-expanded="false"><p style="text-align: justify;"><span style="text-align: left;">A price limit of ±15% in POS in the securities market is adopted in order to prevent excessive price movement during any high volatility scenarios (by controlling the price of at-auction limit orders input during POS). HKEX is of the view that a ±15% price limit from the previous closing price would be suitable as it takes into account the larger room for price discovery inherently necessary for an opening auction while not being overly restrictive. Internationally </span><span style="text-align: left;">and</span><span style="text-align: left;"> in recent years</span><span style="text-align: left;">,</span><span style="text-align: left;"> it is observed that a trend of adopting price limits/collars which may be applicable to POS as well. It should also be noted that there would be certain pre-defined scenarios where the price limit feature will not apply</span><span style="text-align: left;">, </span><span style="text-align: left;"></span><span style="text-align: left;">such as</span><span style="text-align: left;"> </span><span style="text-align: left;">when the previous closing price is absent (e.g. for IPO stocks) or for stocks resuming from trading suspension*.</span><span style="text-align: left;"> The ±15% limit will not be applicable to these stocks and the price discovery function would not be impacted. In case a stock cannot open in POS due to the ±15% price limit, trading in such stock will continue as usual during the Continuous Trading Session (CTS) without a price limit. Based on past statistics, only a very few number of stocks would move more than 15% in POS on a daily basis versus their previous closing prices, and they represent a very small portion of market turnover.</span></p> <p class="spanHeading"><span>* For stocks resuming from a trading suspension, the price limit check will not be applied for the first day of trading resumption only.</span></p></div></div><div class="panel"><a class="panel-heading collapsed" title="What kind of orders can be entered during the POS?" data-toggle="collapse" href="#collapse-5" aria-expanded="false" >What kind of orders can be entered during the POS?</a><div id="collapse-5" class="collapse panel-body" aria-expanded="false"><p style="text-align: justify;"><span>During the POS, only at-auction orders and at-auction limit orders are accepted, and these order types can only be entered starting from 9:00am (the beginning of the Order Input Period). <br> <br> An at-auction order is a market order without a specified price. It enjoys a higher order matching priority than an at-auction limit order. It will be cancelled automatically after order matching. Investors who place at-auction orders should note that the final traded price (i.e. final IEP) is not known at the time of order input and may not fall within their expected price range.<br> <br> An at-auction limit order is a limit order with a specified price. After order matching in the POS, unfilled at-auction limit orders with input price not deviating 9 times or more from the nominal price will be converted to limit orders and carried forward to the Morning Trading Session.</span></p></div></div><div class="panel"><a class="panel-heading collapsed" title="Will the limit orders / enhanced limit orders / special limit orders be rejected by the System during the POS?" data-toggle="collapse" href="#collapse-6" aria-expanded="false" >Will the limit orders / enhanced limit orders / special limit orders be rejected by the System during the POS?</a><div id="collapse-6" class="collapse panel-body" aria-expanded="false"><span>The OTP-C Host will only accept at-auction orders and at-auction limit orders during the POS. Limit orders / enhanced limit orders / special limit orders entered to the OTP-C Host during this session will be rejected.</span></div></div><div class="panel"><a class="panel-heading collapsed" title="Can pre-open trades still be reported during the Morning Trading Session?" data-toggle="collapse" href="#collapse-7" aria-expanded="false" >Can pre-open trades still be reported during the Morning Trading Session?</a><div id="collapse-7" class="collapse panel-body" aria-expanded="false"><p class="spanHeading" style="text-align: justify;"><span>Exchange Participants are allowed to report the pre-open trades within the first 15 minutes of the Morning Trading Session.<br> <br> </span></p> <p class="spanHeading" style="text-align: justify;"><span>For POS Securities, the POS is an additional period for reporting pre-open trades. Input of pre-open trade (for both Direct Business and Non-direct Business transactions) for POS Securities is allowed during the POS from the start of the Order Input Period until matching happens (i.e. from 9:00am to the time of matching which is a random time between 9:20am-9:22am).</span></p></div></div><div class="panel"><a class="panel-heading collapsed" title="What are Indicative Equilibrium Price (IEP) and Indicative Equilibrium Volume (IEV)? How are they determined?" data-toggle="collapse" href="#collapse-8" aria-expanded="false" >What are Indicative Equilibrium Price (IEP) and Indicative Equilibrium Volume (IEV)? How are they determined?</a><div id="collapse-8" class="collapse panel-body" aria-expanded="false"><div class="spanHeading" style="text-align: justify;"><span>An IEP is calculated during the POS and serves as the market opening price for the corresponding security. An IEP will only be calculated if the highest bid price of the buy at-auction limit orders is equal to or higher than the lowest ask price of the sell at-auction limit orders. If more than one price satisfies this criterion, the IEP shall be calculated according to the following rules:</span><br> <ol style="list-style-type: lower-roman;"> <li style="text-align: justify;"><span>the IEP shall be one of the bid prices or ask prices which falls within the range of the highest bid price of the buy at-auction limit orders and the lowest ask price of the sell at-auction limit orders (inclusive of both prices) at which the aggregate size of the trades to be concluded based on the methodology specified in the Rules of the Exchange is maximised;</span></li> <br> <li style="text-align: justify;"> <span>if more than one price satisfies this rule , the IEP will be the price at which the normal order imbalance is the lowest. For these purposes, normal order imbalance is defined as the difference between the aggregate size of the buy at-auction orders and the buy at-auction limit orders with bid prices at or better than certain price and the aggregate size of the sell at-auction orders and the sell at-auction limit orders with ask prices at or better than the same price;</span>  </li> <br> <li style="text-align: justify;"> <span>if more than one price satisfies this rule, the IEP shall be-</span><br> <br> <ol style="list-style-type: lower-alpha;"> <li><span>the highest of such prices if in relation to each and every of such prices, the aggregate size of the buy at-auction orders and the buy at-auction limit orders with bid prices at or better than that price is greater than the aggregate size of the sell at-auction orders and the sell at-auction limit orders with ask prices at or better than that price; or</span></li> <br> <li><span>the lowest of such prices if in relation to each and every of such prices, the aggregate size of the buy at-auction orders and the buy at-auction limit orders with bid prices at or better than that price is smaller than the aggregate size of the sell at-auction orders and the sell at-auction limit orders with ask prices at or better than that price;</span></li> </ol> </li> <br> <li style="text-align: justify;"><span>if more than one price satisfies this rule, the IEP will be the price closest to the previous closing price. If two prices are equidistant from the previous closing price, the IEP will be the higher of the two prices. However, if the previous closing price is not available, the IEP shall be the highest of these prices.</span></li> </ol> <p class="spanHeading" style="text-align: justify;"><span>If no IEP is calculated, no order will be matched during the order matching period of the POS.  This can occur when there are only at-auction orders on both sides, or only at-auction limit orders on one side and at-auction orders on the other side, or at-auction limit orders on both sides but the highest bid price of the buy at-auction limit orders is lower than the lowest ask price of the sell at-auction limit orders.</span></p> <span>IEV is the number of shares that can be matched at the IEP.</span> </div></div></div><div class="panel"><a class="panel-heading collapsed" title="Are there any examples for IEP calculation and order matching mechanism for the POS?" data-toggle="collapse" href="#collapse-9" aria-expanded="false" >Are there any examples for IEP calculation and order matching mechanism for the POS?</a><div id="collapse-9" class="collapse panel-body" aria-expanded="false"><div class="spanHeading"> <div class="spanHeading"> <p class="spanHeading"><span>The following examples illustrates the calculation of IEP and order matching mechanism during the POS.</span></p> <p><span style="text-decoration: underline;">Example 1</span></p> <p class="spanHeading"><span>The table below shows all orders in the order book at the end of the Random Matching Period, sorted in the sequence of matching priority:</span></p> <table class="table migrate" style="width: 100%;" cellspacing="0" cellpadding="0"> <thead> <tr> <th style="text-align: center; vertical-align: top;" colspan="4"> <p><strong class="spanHeading"><span>B</span></strong><strong class="spanHeading"><span>ID</span></strong></p> </th> <th style="text-align: center; vertical-align: top;" colspan="4"> <p><strong class="spanHeading"><span class="spanHeading">ASK</span></strong></p> </th> </tr> </thead> <tbody> <tr> <td style="text-align: center; vertical-align: top;"> <p><strong class="spanHeading"><span>B</span></strong><strong class="spanHeading"><span>r</span></strong><strong class="spanHeading"><span class="spanHeading">oker</span></strong></p> </td> <td style="text-align: center; vertical-align: top;"> <p><strong class="spanHeading"><span>T</span></strong><strong class="spanHeading"><span class="spanHeading">ime</span></strong></p> </td> <td style="text-align: center; vertical-align: top;"> <p><strong class="spanHeading"><span>V</span></strong><strong class="spanHeading"><span class="spanHeading">olume</span></strong></p> </td> <td style="text-align: center; vertical-align: top;"> <p><strong class="spanHeading"><span class="spanHeading">Price</span></strong></p> </td> <td style="text-align: center; vertical-align: top;"> <p><strong class="spanHeading"><span class="spanHeading">Price</span></strong></p> </td> <td style="text-align: center; vertical-align: top;"> <p><strong class="spanHeading"><span>V</span></strong><strong class="spanHeading"><span class="spanHeading">olume</span></strong></p> </td> <td style="text-align: center; vertical-align: top;"> <p><strong class="spanHeading"><span>T</span></strong><strong class="spanHeading"><span class="spanHeading">ime</span></strong></p> </td> <td style="text-align: center; vertical-align: top;"> <p><strong class="spanHeading"><span>B</span></strong><strong class="spanHeading"><span>r</span></strong><strong class="spanHeading"><span class="spanHeading">oker</span></strong></p> </td> </tr> <tr> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>A</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>09:05</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>2,000</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span class="spanHeading">At-auction</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>31.90</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>2,000</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>09:01</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>P</span></p> </td> </tr> <tr> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>B</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>09:00</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>1,000</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>32.00</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>31.90</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>8,000</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>09:10</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>Q</span></p> </td> </tr> <tr> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>C</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span class="spanHeading">09:11</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>8,000</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>32.00</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>32.00</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>10,000</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>09:05</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>M</span></p> </td> </tr> <tr> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>D</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>09:02</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>6,000</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>31.90</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>32.00</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>4,000</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>09:13</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>N</span></p> </td> </tr> <tr> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>E</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>09:10</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>3,000</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>31.90</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>32.00</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>2,000</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>09:14</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>O</span></p> </td> </tr> <tr> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>F</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>09:14</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>2,000</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>31.90</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>32.10</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>6,000</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>09:12</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>K</span></p> </td> </tr> <tr> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>G</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>09:13</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>2,000</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>31.80</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>32.10</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>2,000</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>09:13</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>L</span></p> </td> </tr> <tr> <td style="text-align: center; vertical-align: top;"> <p> </p> </td> <td style="text-align: center; vertical-align: top;"> <p> </p> </td> <td style="text-align: center; vertical-align: top;"> <p> </p> </td> <td style="text-align: center; vertical-align: top;"> <p> </p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>32.20</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>4,000</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>09:01</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>H</span></p> </td> </tr> <tr> <td style="text-align: center; vertical-align: top;"> <p> </p> </td> <td style="text-align: center; vertical-align: top;"> <p> </p> </td> <td style="text-align: center; vertical-align: top;"> <p> </p> </td> <td style="text-align: center; vertical-align: top;"> <p> </p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>32.20</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>2,000</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>09:08</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>I</span></p> </td> </tr> <tr> <td style="text-align: center; vertical-align: top;"> <p> </p> </td> <td style="text-align: center; vertical-align: top;"> <p> </p> </td> <td style="text-align: center; vertical-align: top;"> <p> </p> </td> <td style="text-align: center; vertical-align: top;"> <p> </p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>32.20</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>1,000</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>09:12</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>J</span></p> </td> </tr> </tbody> </table> <p class="spanHeading"><span><br> In general, the IEP shall be one of the bid prices or ask prices which falls at or within the range of the Highest Bid Price and the Lowest Ask Price and results in maximum matched shares. Therefore, the IEP is determined to be $32.00.</span></p> <table class="table migrate" style="width: 100%;" cellspacing="0" cellpadding="0"> <thead> <tr> <th style="text-align: center; vertical-align: top;"> <p><strong class="spanHeading"><span>P</span></strong><strong class="spanHeading"><span class="spanHeading">ossible IEP</span></strong></p> </th> <th style="text-align: center; vertical-align: top;"> <p><strong class="spanHeading"><span class="spanHeading">Acc. Bid Qty</span></strong></p> </th> <th style="text-align: center; vertical-align: top;"> <p><strong class="spanHeading"><span class="spanHeading">Acc. Ask Qty</span></strong></p> </th> <th style="text-align: center; vertical-align: top;"> <p><strong class="spanHeading"><span>M</span></strong><strong class="spanHeading"><span class="spanHeading">atched Shares</span></strong></p> </th> </tr> </thead> <tbody> <tr> <td style="text-align: center; vertical-align: top;"> <p><span><strong>32.00</strong></span></p> </td> <td style="text-align: center; vertical-align: top;"> <p><strong><span>1</span><span>1,000</span></strong></p> </td> <td style="text-align: center; vertical-align: top;"> <p><strong><span>26,000</span></strong></p> </td> <td style="text-align: center; vertical-align: top;"> <p><strong><span>1</span><span>1,000</span></strong></p> </td> </tr> <tr> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>31.90</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>22,000</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>10,000</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>10,000</span></p> </td> </tr> </tbody> </table> <p class="spanHeading"><span class="spanHeading"><br> After the end of the Random Matching Period, the following trades are generated.</span></p> <table class="table migrate" style="width: 100%;" cellspacing="0" cellpadding="0"> <thead> <tr> <th style="text-align: center; vertical-align: top;"> <p><strong class="spanHeading"><span>Bu</span></strong><strong class="spanHeading"><span class="spanHeading">ying Broker</span></strong></p> </th> <th style="text-align: center; vertical-align: top;"> <p><strong class="spanHeading"><span>T</span></strong><strong class="spanHeading"><span>r</span></strong><strong class="spanHeading"><span class="spanHeading">ades Generated</span></strong></p> </th> <th style="text-align: center; vertical-align: top;"> <p><strong class="spanHeading"><span>S</span></strong><strong class="spanHeading"><span>e</span></strong><strong class="spanHeading"><span class="spanHeading">lling Broker</span></strong></p> </th> </tr> </thead> <tbody> <tr> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>A</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p><span>2,000@32.00</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>P</span></p> </td> </tr> <tr> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>B</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p><span>1,000@32.00</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>Q</span></p> </td> </tr> <tr> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>C</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p><span>7,000@32.00</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>Q</span></p> </td> </tr> <tr> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>C</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p><span>1,000@32.00</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>M</span></p> </td> </tr> </tbody> </table> <p> </p> <br> <span class="spanHeading">After completion of order matching, the following unfilled at-auction limit orders would be carried forward to the Continuous Trading Session.</span> <table class="table migrate" style="width: 100%;" cellspacing="0" cellpadding="0"> <thead> <tr> <th style="text-align: center; vertical-align: top;" colspan="4"> <p><strong class="spanHeading"><span>B</span></strong><strong class="spanHeading"><span>ID</span></strong></p> </th> <th style="text-align: center; vertical-align: top;" colspan="4"> <p><strong class="spanHeading"><span class="spanHeading">ASK</span></strong></p> </th> </tr> </thead> <tbody> <tr> <td style="text-align: center; vertical-align: top;"> <p><strong class="spanHeading"><span>B</span></strong><strong class="spanHeading"><span>r</span></strong><strong class="spanHeading"><span class="spanHeading">oker</span></strong></p> </td> <td style="text-align: center; vertical-align: top;"> <p><strong class="spanHeading"><span>T</span></strong><strong class="spanHeading"><span class="spanHeading">ime</span></strong></p> </td> <td style="text-align: center; vertical-align: top;"> <p><strong class="spanHeading"><span>V</span></strong><strong class="spanHeading"><span class="spanHeading">olume</span></strong></p> </td> <td style="text-align: center; vertical-align: top;"> <p><strong class="spanHeading"><span class="spanHeading">Price</span></strong></p> </td> <td style="text-align: center; vertical-align: top;"> <p><strong class="spanHeading"><span class="spanHeading">Price</span></strong></p> </td> <td style="text-align: center; vertical-align: top;"> <p><strong class="spanHeading"><span>V</span></strong><strong class="spanHeading"><span class="spanHeading">olume</span></strong></p> </td> <td style="text-align: center; vertical-align: top;"> <p><strong class="spanHeading"><span>T</span></strong><strong class="spanHeading"><span class="spanHeading">ime</span></strong></p> </td> <td style="text-align: center; vertical-align: top;"> <p><strong class="spanHeading"><span>B</span></strong><strong class="spanHeading"><span>r</span></strong><strong class="spanHeading"><span class="spanHeading">oker</span></strong></p> </td> </tr> <tr> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>D</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>09:02</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>6,000</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>31.90</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>32.00</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>9,000</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>09:05</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>M</span></p> </td> </tr> <tr> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>E</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>09:10</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>3,000</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>31.90</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>32.00</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>4,000</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>09:13</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>N</span></p> </td> </tr> <tr> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>F</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>09:14</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>2,000</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>31.90</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>32.00</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>2,000</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>09:14</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>O</span></p> </td> </tr> <tr> <td style="text-align: center; vertical-align: top;"><span style="text-align: center;">G</span></td> <td style="text-align: center; vertical-align: top;"><span style="text-align: center;">09:13</span></td> <td style="text-align: center; vertical-align: top;"><span style="text-align: center;">2,000</span></td> <td style="text-align: center; vertical-align: top;"><span style="text-align: center;">31.80</span></td> <td style="text-align: center; vertical-align: top;"><span style="text-align: center;">32.10</span></td> <td style="text-align: center; vertical-align: top;"><span style="text-align: center;">6,000</span></td> <td style="text-align: center; vertical-align: top;"><span style="text-align: center;">09:12</span></td> <td style="text-align: center; vertical-align: top;"><span style="text-align: center;">K</span></td> </tr> <tr> <td style="text-align: center; vertical-align: top;"> </td> <td style="text-align: center; vertical-align: top;"> </td> <td style="text-align: center; vertical-align: top;"> </td> <td style="text-align: center; vertical-align: top;"> </td> <td style="text-align: center; vertical-align: top;"><span style="text-align: center;">32.10</span></td> <td style="text-align: center; vertical-align: top;"><span style="text-align: center;">2,000</span></td> <td style="text-align: center; vertical-align: top;"><span style="text-align: center;">09:13</span></td> <td style="text-align: center; vertical-align: top;"><span style="text-align: center;">L</span></td> </tr> <tr> <td style="text-align: center; vertical-align: top;"> </td> <td style="text-align: center; vertical-align: top;"> </td> <td style="text-align: center; vertical-align: top;"> </td> <td style="text-align: center; vertical-align: top;"> </td> <td style="text-align: center; vertical-align: top;"><span style="text-align: center;">32.20</span></td> <td style="text-align: center; vertical-align: top;"><span style="text-align: center;">4,000</span></td> <td style="text-align: center; vertical-align: top;"><span style="text-align: center;">09:01</span></td> <td style="text-align: center; vertical-align: top;"><span style="text-align: center;">H</span></td> </tr> <tr> <td style="text-align: center; vertical-align: top;"> </td> <td style="text-align: center; vertical-align: top;"> </td> <td style="text-align: center; vertical-align: top;"> </td> <td style="text-align: center; vertical-align: top;"> </td> <td style="text-align: center; vertical-align: top;"><span style="text-align: center;">32.20</span></td> <td style="text-align: center; vertical-align: top;"><span style="text-align: center;">2,000</span></td> <td style="text-align: center; vertical-align: top;"><span style="text-align: center;">09:08</span></td> <td style="text-align: center; vertical-align: top;"><span style="text-align: center;">I</span></td> </tr> <tr> <td style="text-align: center; vertical-align: top;"> </td> <td style="text-align: center; vertical-align: top;"> </td> <td style="text-align: center; vertical-align: top;"> </td> <td style="text-align: center; vertical-align: top;"> </td> <td style="text-align: center; vertical-align: top;"><span style="text-align: center;">32.20</span></td> <td style="text-align: center; vertical-align: top;"><span style="text-align: center;">1,000</span></td> <td style="text-align: center; vertical-align: top;"><span style="text-align: center;">09:12</span></td> <td style="text-align: center; vertical-align: top;">J</td> </tr> </tbody> </table> <p> </p> </div> <div> <p><span style="text-decoration: underline;">Example 2</span></p> <p class="spanHeading"><span>Assuming that the following orders are entered during the Order Input Period:</span></p> <table class="table migrate" style="width: 100%;" cellspacing="0" cellpadding="0"> <thead> <tr> <th style="text-align: center; vertical-align: top;" colspan="4"> <p><strong class="spanHeading"><span>B</span></strong><strong class="spanHeading"><span>ID</span></strong></p> </th> <th style="text-align: center; vertical-align: top;" colspan="4"> <p><strong class="spanHeading"><span class="spanHeading">ASK</span></strong></p> </th> </tr> </thead> <tbody> <tr> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span><strong>B</strong></span><strong><span>r</span><span class="spanHeading">oker</span></strong></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><strong><span>T</span><span>ime</span></strong></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><strong><span>V</span><span>olume</span></strong></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><strong><span>P</span><span>r</span><span class="spanHeading">ice</span></strong></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><strong><span>B</span><span>r</span><span class="spanHeading">oker</span></strong></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><strong><span>T</span><span>ime</span></strong></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><strong><span>V</span><span>olume</span></strong></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><strong><span>P</span><span>r</span><span class="spanHeading">ice</span></strong></p> </td> </tr> <tr> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>A</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>09:06</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>1,000</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>64.25</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>D</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>09:09</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>2,000</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>63.75</span></p> </td> </tr> <tr> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>B</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>09:02</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>5,000</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>64</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>E</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>09:08</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>3,000</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>64</span></p> </td> </tr> <tr> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>C</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>09:12</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>2,000</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>63.75</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>F</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>09:03</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>2,000</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>64.25</span></p> </td> </tr> <tr> <td style="text-align: center; vertical-align: top;"> <p> </p> </td> <td style="text-align: center; vertical-align: top;"> <p> </p> </td> <td style="text-align: center; vertical-align: top;"> <p> </p> </td> <td style="text-align: center; vertical-align: top;"> <p> </p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>G</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>09:10</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>2,000</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>64.25</span></p> </td> </tr> </tbody> </table> <p class="spanHeading"><span class="spanHeading"><br> The IEP is calculated to be $64 and the cumulative available quantities at the bid and ask sides at $64 are 6,000 and 5,000 shares respectively.</span></p> <table class="table migrate" style="width: 100%;" cellspacing="0" cellpadding="0"> <thead> <tr> <th style="text-align: center; vertical-align: top;"> <p><strong class="spanHeading"><span>P</span></strong><strong class="spanHeading"><span class="spanHeading">ossible IEP</span></strong></p> </th> <th style="text-align: center; vertical-align: top;"> <p><strong class="spanHeading"><span class="spanHeading">Acc. Bid Qty</span></strong></p> </th> <th style="text-align: center; vertical-align: top;"> <p><strong class="spanHeading"><span class="spanHeading">Acc. Ask Qty</span></strong></p> </th> <th style="text-align: center; vertical-align: top;"> <p><strong class="spanHeading"><span>M</span></strong><strong class="spanHeading"><span class="spanHeading">atched Shares</span></strong></p> </th> </tr> </thead> <tbody> <tr> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>64.25</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>1,000</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>9,000</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>1,000</span></p> </td> </tr> <tr> <td style="text-align: center; vertical-align: top;"> <p><span><strong>64</strong></span></p> </td> <td style="text-align: center; vertical-align: top;"> <p><strong><span>6,000</span></strong></p> </td> <td style="text-align: center; vertical-align: top;"> <p><strong><span>5,000</span></strong></p> </td> <td style="text-align: center; vertical-align: top;"> <p><span><strong>5,000</strong></span></p> </td> </tr> <tr> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>63.75</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>8,000</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>2,000</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>2,000</span></p> </td> </tr> </tbody> </table> <p class="spanHeading"><span class="spanHeading"><br> A broker, who wants to match the surplus at IEP or is of the view that the IEP is on the high side can enter an ask at-auction order of 1,000 shares or more. Assuming Broker H enters an ask at-auction order of 5,000 shares during the No-cancellation Period and the order book is as follow:</span></p> <table class="table migrate" style="width: 100%;" cellspacing="0" cellpadding="0"> <thead> <tr> <th style="text-align: center; vertical-align: top;" colspan="4"> <p><strong class="spanHeading"><span>B</span></strong><strong class="spanHeading"><span>ID</span></strong></p> </th> <th style="text-align: center; vertical-align: top;" colspan="4"> <p><strong class="spanHeading"><span class="spanHeading">ASK</span></strong></p> </th> </tr> </thead> <tbody> <tr> <td style="text-align: center; vertical-align: top;"> <p><strong class="spanHeading"><span>B</span></strong><strong class="spanHeading"><span>r</span></strong><strong class="spanHeading"><span class="spanHeading">oker</span></strong></p> </td> <td style="text-align: center; vertical-align: top;"> <p><strong class="spanHeading"><span>T</span></strong><strong class="spanHeading"><span class="spanHeading">ime</span></strong></p> </td> <td style="text-align: center; vertical-align: top;"> <p><strong class="spanHeading"><span>V</span></strong><strong class="spanHeading"><span class="spanHeading">olume</span></strong></p> </td> <td style="text-align: center; vertical-align: top;"> <p><strong class="spanHeading"><span class="spanHeading">Price</span></strong></p> </td> <td style="text-align: center; vertical-align: top;"> <p><strong class="spanHeading"><span>B</span></strong><strong class="spanHeading"><span>r</span></strong><strong class="spanHeading"><span class="spanHeading">oker</span></strong></p> </td> <td style="text-align: center; vertical-align: top;"> <p><strong class="spanHeading"><span>T</span></strong><strong class="spanHeading"><span class="spanHeading">ime</span></strong></p> </td> <td style="text-align: center; vertical-align: top;"> <p><strong class="spanHeading"><span>V</span></strong><strong class="spanHeading"><span class="spanHeading">olume</span></strong></p> </td> <td style="text-align: center; vertical-align: top;"> <p><strong class="spanHeading"><span class="spanHeading">Price</span></strong></p> </td> </tr> <tr> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>A</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>09:06</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>1,000</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>64.25</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p><span><strong>H</strong></span></p> </td> <td style="text-align: center; vertical-align: top;"> <p><strong><span class="spanHeading">09:16</span></strong></p> </td> <td style="text-align: center; vertical-align: top;"> <p><strong><span>5,000</span></strong></p> </td> <td style="text-align: center; vertical-align: top;"> <p><strong><span class="spanHeading">at-auction <br> </span></strong><strong>order</strong></p> </td> </tr> <tr> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>B</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>09:02</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>5,000</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>64</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>D</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>09:09</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>2,000</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>63.75</span></p> </td> </tr> <tr> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>C</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>09:12</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>2,000</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>63.75</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>E</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>09:08</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>3,000</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>64</span></p> </td> </tr> <tr> <td style="text-align: center; vertical-align: top;"> <p> </p> </td> <td style="text-align: center; vertical-align: top;"> <p> </p> </td> <td style="text-align: center; vertical-align: top;"> <p> </p> </td> <td style="text-align: center; vertical-align: top;"> <p> </p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>F</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>09:03</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>2,000</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>64.25</span></p> </td> </tr> <tr> <td style="text-align: center; vertical-align: top;"> <p> </p> </td> <td style="text-align: center; vertical-align: top;"> <p> </p> </td> <td style="text-align: center; vertical-align: top;"> <p> </p> </td> <td style="text-align: center; vertical-align: top;"> <p> </p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>G</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>09:40</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>2,000</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>64.25</span></p> </td> </tr> </tbody> </table> <p class="spanHeading"><span class="spanHeading"><br> The IEP is now changed from $64 to $63.75 but the number of tradable shares is increased from 5,000 to 7,000.</span></p> <table class="table migrate" style="width: 100%;" cellspacing="0" cellpadding="0"> <thead> <tr> <th style="text-align: center; vertical-align: top;"> <p><strong class="spanHeading"><span>P</span></strong><strong class="spanHeading"><span class="spanHeading">ossible IEP</span></strong></p> </th> <th style="text-align: center; vertical-align: top;"> <p><strong class="spanHeading"><span class="spanHeading">Acc. Bid Qty</span></strong></p> </th> <th style="text-align: center; vertical-align: top;"> <p><strong class="spanHeading"><span class="spanHeading">Acc. Ask Qty</span></strong></p> </th> <th style="text-align: center; vertical-align: top;"> <p><strong class="spanHeading"><span>M</span></strong><strong class="spanHeading"><span class="spanHeading">atched Shares</span></strong></p> </th> </tr> </thead> <tbody> <tr> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>64.25</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>1,000</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>14,000</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>1,000</span></p> </td> </tr> <tr> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>64</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>6,000</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>10,000</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>6,000</span></p> </td> </tr> <tr> <td style="text-align: center; vertical-align: top;"> <p><span><strong>63.75</strong></span></p> </td> <td style="text-align: center; vertical-align: top;"> <p><strong><span>8,000</span></strong></p> </td> <td style="text-align: center; vertical-align: top;"> <p><strong><span>7,000</span></strong></p> </td> <td style="text-align: center; vertical-align: top;"> <p><span><strong>7,000</strong></span></p> </td> </tr> </tbody> </table> <p class="spanHeading"><span><br> If another broker I is of the view that the IEP is low and enters a bid at-auction order of 10,000 shares. The order book is as follow:</span></p> </div> <table class="table migrate" style="width: 100%;" cellspacing="0" cellpadding="0"> <thead> <tr> <th style="text-align: center; vertical-align: top;" colspan="4"> <p><strong class="spanHeading"><span>B</span></strong><strong class="spanHeading"><span>ID</span></strong></p> </th> <th style="text-align: center; vertical-align: top;" colspan="4"> <p><strong class="spanHeading"><span class="spanHeading">ASK</span></strong></p> </th> </tr> </thead> <tbody> <tr> <td style="text-align: center; vertical-align: top;"> <p><strong class="spanHeading"><span>B</span></strong><strong class="spanHeading"><span>r</span></strong><strong class="spanHeading"><span class="spanHeading">oker</span></strong></p> </td> <td style="text-align: center; vertical-align: top;"> <p><strong class="spanHeading"><span>T</span></strong><strong class="spanHeading"><span class="spanHeading">ime</span></strong></p> </td> <td style="text-align: center; vertical-align: top;"> <p><strong class="spanHeading"><span>V</span></strong><strong class="spanHeading"><span class="spanHeading">olume</span></strong></p> </td> <td style="text-align: center; vertical-align: top;"> <p><strong class="spanHeading"><span class="spanHeading">Price</span></strong></p> </td> <td style="text-align: center; vertical-align: top;"> <p><strong class="spanHeading"><span>B</span></strong><strong class="spanHeading"><span>r</span></strong><strong class="spanHeading"><span class="spanHeading">oker</span></strong></p> </td> <td style="text-align: center; vertical-align: top;"> <p><strong class="spanHeading"><span>T</span></strong><strong class="spanHeading"><span class="spanHeading">ime</span></strong></p> </td> <td style="text-align: center; vertical-align: top;"> <p><strong class="spanHeading"><span>V</span></strong><strong class="spanHeading"><span class="spanHeading">olume</span></strong></p> </td> <td style="text-align: center; vertical-align: top;"> <p><strong class="spanHeading"><span class="spanHeading">Price</span></strong></p> </td> </tr> <tr> <td style="text-align: center; vertical-align: top;"> <p><span><strong>I</strong></span></p> </td> <td style="text-align: center; vertical-align: top;"> <p><strong><span class="spanHeading">09:18</span></strong></p> </td> <td style="text-align: center; vertical-align: top;"> <p><strong><span>10,000</span></strong></p> </td> <td style="text-align: center; vertical-align: top;"> <p><strong><span>at-</span></strong><strong><span class="spanHeading">auction<br> </span></strong><strong><span class="spanHeading">order</span></strong></p> </td> <td style="text-align: center; vertical-align: top;"> <p><strong><span>H</span></strong></p> </td> <td style="text-align: center; vertical-align: top;"> <p><strong><span class="spanHeading">09:16</span></strong></p> </td> <td style="text-align: center; vertical-align: top;"> <p><strong><span>5,000</span></strong></p> </td> <td style="text-align: center; vertical-align: top;"> <p><strong><span class="spanHeading">at-auction<br> </span></strong><strong>order</strong></p> </td> </tr> <tr> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>A</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>09:06</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>1,000</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>64.25</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>D</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>09:09</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>2,000</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>63.75</span></p> </td> </tr> <tr> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>B</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>09:02</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>5,000</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>64</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>E</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>09:08</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>3,000</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>64</span></p> </td> </tr> <tr> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>C</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>09:12</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>2,000</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>63.75</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>F</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>09:03</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>2,000</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>64.25</span></p> </td> </tr> <tr> <td style="text-align: center; vertical-align: top;"> <p> </p> </td> <td style="text-align: center; vertical-align: top;"> <p> </p> </td> <td style="text-align: center; vertical-align: top;"> <p> </p> </td> <td style="text-align: center; vertical-align: top;"> <p> </p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>G</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>09:10</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>2,000</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>64.25</span></p> </td> </tr> </tbody> </table> <p class="spanHeading"><span><br> The IEP is changed from $63.75 to $64.25 and the number of tradable shares is further increased to 11,000. </span></p> <table class="table migrate" style="width: 100%;" cellspacing="0" cellpadding="0"> <thead> <tr> <th style="text-align: center; vertical-align: top;"> <p><strong class="spanHeading"><span>P</span></strong><strong class="spanHeading"><span class="spanHeading">ossible IEP</span></strong></p> </th> <th style="text-align: center; vertical-align: top;"> <p><strong class="spanHeading"><span class="spanHeading">Acc. Bid Qty</span></strong></p> </th> <th style="text-align: center; vertical-align: top;"> <p><strong class="spanHeading"><span class="spanHeading">Acc. Ask Qty</span></strong></p> </th> <th style="text-align: center; vertical-align: top;"> <p><strong class="spanHeading"><span>M</span></strong><strong class="spanHeading"><span class="spanHeading">atched Shares</span></strong></p> </th> </tr> </thead> <tbody> <tr> <td style="text-align: center; vertical-align: top;"> <p><span><strong>64.25</strong></span></p> </td> <td style="text-align: center; vertical-align: top;"> <p><strong><span>1</span><span>1,000</span></strong></p> </td> <td style="text-align: center; vertical-align: top;"> <p><strong><span>14,000</span></strong></p> </td> <td style="text-align: center; vertical-align: top;"> <p><strong><span>1</span><span>1,000</span></strong></p> </td> </tr> <tr> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>64</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>16,000</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>10,000</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>10,000</span></p> </td> </tr> <tr> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>63.75</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>18,000</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>7,000</span></p> </td> <td style="text-align: center; vertical-align: top;"> <p class="spanHeading"><span>7,000</span></p> </td> </tr> </tbody> </table> </div></div></div><div class="panel"><a class="panel-heading collapsed" title="What are the differences in the trading mechanism of the POS and that of the Continuous Trading Session?" data-toggle="collapse" href="#collapse-10" aria-expanded="false" >What are the differences in the trading mechanism of the POS and that of the Continuous Trading Session?</a><div id="collapse-10" class="collapse panel-body" aria-expanded="false"><p style="text-align: justify;"><span>During the Continuous Trading Session, orders will be matched continuously and automatically by OTP-C when the specified prices of buy orders and sell orders match. Only limit orders, enhanced limit orders and special limit orders will be accepted during this period.<br> <br> During the POS, orders for POS Securities are allowed to be entered into OTP-C for a single price auction:  </span></p> <ol> <li style="text-align: justify;"><span>During the Order Input Period, No-cancellation Period and Random Matching Period, only at-auction orders and at-auction limit orders will be accepted. These orders will be accumulated and updated but no matching will occur during these periods.</span></li> <br> <li style="text-align: justify;"><span>At the end of the Random Matching Period, orders are matched in order type (at-auction orders carry a higher matching priority), price and time priority, at the final IEP.</span></li> </ol></div></div><div class="panel"><a class="panel-heading collapsed" title="What are the differences for information disseminated during the POS and the Continuous Trading Session?" data-toggle="collapse" href="#collapse-11" aria-expanded="false" >What are the differences for information disseminated during the POS and the Continuous Trading Session?</a><div id="collapse-11" class="collapse panel-body" aria-expanded="false"><p style="text-align: justify;"><span>There are a number of differences in the information disseminated during the POS and the Continuous Trading Session and they are further explained as follows:</span></p> <ul> <li style="text-align: justify;">Nominal price</li> </ul> <p class="spanHeading" style="text-align: justify;"><span style="white-space: pre;"> </span>During the POS, the nominal price of an issue of securities will be equal to the IEP (if the IEP is available) or the previous closing price (if the IEP is not available) of the <span style="white-space: pre;"> </span>issue. During the Continuous Trading Session, the nominal price of a security determined by comparing the current bid price, current ask price and last recorded price <span style="white-space: pre;"> </span>/previous closing price, as the case may be of the security.</p> <ul> <li style="text-align: justify;">Best bid /ask prices</li> </ul> <p class="spanHeading" style="text-align: justify;"><span style="white-space: pre;"> </span>During the POS, the best bid price and best ask price means the IEP or, if the IEP is not available, the most competitive prices on the corresponding side (i.e. buying or <span style="white-space: pre;"> </span>selling).</p> <p style="text-align: justify;"><span style="white-space: pre;"> </span>During the Continuous Trading Session, the best bid price means the highest bid price and the best ask price means the lowest ask price.</p> <ul> <li style="text-align: justify;">Primary queue</li> </ul> <p class="spanHeading" style="text-align: justify;"><span style="white-space: pre;"> </span>During the POS, the primary queue means the queue of at-auction orders and at-auction limit orders with a specified price at or more competitive than the IEP. In case of <span style="white-space: pre;"> </span>buying, the specified price equals or is higher than the IEP; and in case of selling, the specified price equals or is lower than the IEP. If the IEP is unavailable, the primary <span style="white-space: pre;"> </span>queue is the queue of at-auction limit orders with the most competitive specified price, in the case of buying, the best bid price, and in case of selling, the best ask price.</p> <p style="text-align: justify;"> <span style="white-space: pre;"> </span>During the Continuous Trading Session, the primary queue is the queue of orders with the most competitive specified price, the best bid price for buying, or in case of selling, <span style="white-space: pre;"> </span>the best ask price.</p> <p style="text-align: justify;"><span>Apart from the IEP and IEV, the following market information is also disseminated during the POS, which includes: POS stock indicator, order imbalance information (direction and quantity), Reference Price, Stage 1 and Stage 2 price limits (upper and lower price limits) and Trading States during the POS.</span></p> <p style="text-align: justify;"> </p></div></div><div class="panel"><a class="panel-heading collapsed" title="Will the Morning Trading Session commence if no IEP is determined in the POS?" data-toggle="collapse" href="#collapse-12" aria-expanded="false" >Will the Morning Trading Session commence if no IEP is determined in the POS?</a><div id="collapse-12" class="collapse panel-body" aria-expanded="false"><span>The POS is an additional trading session which serves to determine a fair opening price of security.  However, it is not a prerequisite for the commencement of the Morning Trading Session which will start as usual at 9:30am even if there is no IEP.</span></div></div><div class="panel"><a class="panel-heading collapsed" title="If, for whatever reason, the trading cannot commence at 9:00am, will there be any POS on that day?" data-toggle="collapse" href="#collapse-13" aria-expanded="false" >If, for whatever reason, the trading cannot commence at 9:00am, will there be any POS on that day?</a><div id="collapse-13" class="collapse panel-body" aria-expanded="false"><p class="spanHeading"><span>No, the POS will either start at 9:00am or be cancelled. If there is no POS, Continuous Trading will commence as usual at 9:30am.</span></p></div></div><div class="panel"><a class="panel-heading collapsed" title="If only a POS takes place, will that day be counted as a trading day?" data-toggle="collapse" href="#collapse-14" aria-expanded="false" >If only a POS takes place, will that day be counted as a trading day?</a><div id="collapse-14" class="collapse panel-body" aria-expanded="false"><span>Yes, it will be counted as a trading day even if only a POS takes place, with no Continuous Trading Session.</span></div></div><div class="panel"><a class="panel-heading collapsed" title="Is short selling permitted during the POS?" data-toggle="collapse" href="#collapse-15" aria-expanded="false" >Is short selling permitted during the POS?</a><div id="collapse-15" class="collapse panel-body" aria-expanded="false"><p class="spanHeading" style="text-align: justify;"><span class="spanHeading">Input of short selling orders, as at-auction limit orders with a price not lower than the previous closing price, will be allowed in the POS for POS Securities which are Designated Securities eligible for short selling.  However, input of short selling at-auction orders will not be allowed.</span></p> <p class="spanHeading" style="text-align: justify;"><span>In the absence of the previous closing price, input of short sell orders in the POS will be rejected.</span></p></div></div><div class="panel"><a class="panel-heading collapsed" title="How does the price limit in the POS work?" data-toggle="collapse" href="#collapse-16" aria-expanded="false" >How does the price limit in the POS work?</a><div id="collapse-16" class="collapse panel-body" aria-expanded="false"><p class="spanHeading" style="text-align: justify;"><span>A two-stage price limit mechanism is applied to control the price of at-auction limit orders (i.e. at-auction orders and manual transactions are not subject to these price limits) which are input during the POS. </span></p> <table cellspacing="0" cellpadding="0" class="table migrate"> <thead> <tr> <th valign="top"></th> <th colspan="2"> <p style="margin-top: 0px; margin-bottom: 0px; text-align: center;"><strong class="spanHeading"><span>Applicable Period(s)</span></strong></p> </th> <th> <p style="margin-top: 0px; margin-bottom: 0px; text-align: center;"><strong class="spanHeading"><span>Time / Duration</span></strong></p> </th> <th> <p style="margin-top: 0px; margin-bottom: 0px; text-align: center;"><strong class="spanHeading"><span>Allowable Price Limits</span></strong></p> </th> </tr> </thead> <tbody> <tr> <td colspan="2" style="text-align: justify;"> <p class="spanHeading" style="text-align: center;"><span>Stage 1</span></p> </td> <td style="text-align: justify;"> <p class="spanHeading" style="text-align: center;"><span>Order Input Period</span></p> </td> <td style="text-align: justify;"> <p class="spanHeading" style="text-align: center;"><span>9:00am - 9:15am</span></p> </td> <td style="text-align: justify;"> <p class="spanHeading"><span>Stage 1 Upper and Lower Price Limits are ± 15% from previous closing price respectively</span></p> <p> </p> <ul> <li class="spanHeading"><span>Buy orders: Previous Close -15% ≤ Order Price ≤ Previous Close + 15%</span> <p> </p> </li> <li class="spanHeading"><span>Sell Orders: Previous Close -15% ≤ Order Price ≤ Previous Close + 15%</span></li> </ul> </td> </tr> <tr> <td colspan="2" style="text-align: justify;"> <p class="spanHeading" style="text-align: center;"><span>Stage 2</span></p> </td> <td style="text-align: justify;"> <p class="spanHeading" style="text-align: center;"><span>No-Cancellation Period</span></p> <p style="text-align: center;"> </p> <p class="spanHeading" style="text-align: center;"><span>and</span></p> <p style="text-align: center;"> </p> <p class="spanHeading" style="text-align: center;"><span>Random Matching Period</span></p> </td> <td style="text-align: justify;"> <p class="spanHeading" style="text-align: center;"><span>9:15am - time of random matching</span></p> </td> <td style="text-align: justify;"> <p class="spanHeading"><span>Stage 2 Upper Price Limit = the higher of the highest bid price and the lowest ask price recorded at the end of the Order Input Period at 9:15am. </span></p> <p> </p> <p class="spanHeading"><span>Stage 2 Lower Price Limit = the lower of the highest bid price and the lowest ask price recorded at the end of the Order Input Period at 9:15am.</span></p> <p> </p> <ul> <li class="spanHeading"><span>Buy Order: Previous Close – 15% ≤ Order Price ≤ Stage 2 Upper Limit</span> <p> </p> </li> <li class="spanHeading"><span>Sell Order: Previous Close + 15% ≥ Order Price ≥ Stage 2 Lower Limit</span></li> </ul> <p> </p> <p class="spanHeading"><span>IEP will only be formed within the range of the highest bid price & lowest ask price recorded at the end of Order Input Period at 9:15am</span></p> </td> </tr> </tbody> </table> <p style="text-align: justify;"><strong class="spanHeading"><span> </span></strong></p> <p style="text-align: justify;"><strong class="spanHeading"><span>Stage 1 price limit: applicable to the Order Input Period between 9:00am - 9:15am</span></strong></p> <p class="spanHeading" style="text-align: justify;"><span>The price limits are set at ±15% from the POS reference price, which is the previous closing price of a POS Security (or the adjusted closing price for POS Securities that have undergone corporate actions).</span></p> <p class="spanHeading" style="text-align: justify;"><span class="spanHeading">At-auction orders and at-auction limit orders within the ± 15% of the previous closing price can be entered starting from the Order Input Period.  An at-auction limit order which has a limit price outside the permissible price limit will be rejected by the OTP-C.</span></p> <p class="spanHeading" style="text-align: justify;"><span>The Stage 1 price limits and the POS reference price are disseminated to the market via Orion Market Data Platform – Securities Market (OMD-C) before the start of the Order Input Period. </span></p> <p class="spanHeading" style="text-align: justify;"><span>In the absence of a previous closing price (e.g. for IPO stocks) or for stocks resuming from trading suspension<a href="file:///T:/BD/1%20-%20Market%20Development/Market%20Structure%20Reform%202019/VCM%20&amp;%20POS%20enhancement/Market%20Communication/POS%20FAQ/updated%20as%20of%2019%20Oct/POS%20FAQ_clean.docx#_ftn1" name="_ftnref1" class="spanHeading"><span class="spanHeading">[1]</span></a>, the Stage 1 price limit checking will be not be applied for the Order Input Period.</span></p> <p style="text-align: justify;"><strong class="spanHeading"><span>Stage 2 price limit: applicable to the No-Cancellation Period and Random Matching Period between 9:15am - 9:22am</span></strong></p> <p class="spanHeading" style="text-align: justify;"><span class="spanHeading">Starting from the No-cancellation Period, the allowable price limits will be further tightened and is set at the highest bid price and the lowest ask price recorded at the end of the Order Input Period at 9:15am.  More specifically:</span></p> <p class="spanHeading" style="text-align: justify;"><span><span style="white-space: pre;"> </span>Stage 2 Upper Price Limit = the higher of the highest bid price and the lowest ask price recorded at the end of the Order Input Period at 9:15am. </span></p> <p class="spanHeading" style="text-align: justify;"><span><span style="white-space: pre;"> </span>Stage 2 Lower Price Limit = the lower of the highest bid price and the lowest ask price recorded at the end of the Order Input Period at 9:15am.</span></p> <p class="spanHeading" style="text-align: justify;"><span class="spanHeading">The Stage 2 price limits will remain unchanged for the whole period of No-cancellation and Random Matching Periods and the price limits will be disseminated to the market via OMD-C at the beginning of No-cancellation Period.  </span></p> <p class="spanHeading" style="text-align: justify;"><span class="spanHeading">During the No-cancellation Period and Random Closing Period, the prices of newly input at-auction limit orders that aim to be executed during the POS must be between the Stage 2 Upper Price Limit and the Stage 2 Lower Price Limit since the final IEP will only be formed within the Stage 2 price limits, and no orders can be amended or cancelled.  </span></p> <p class="spanHeading" style="text-align: justify;"><span class="spanHeading">At this stage, in order to build an order book with deeper liquidity after the market opens, <span style="text-decoration: underline;">passive</span> at-auction limit orders (i.e. buy order price lower than the Lower Price Limit and sell order price higher than the Upper Price Limit) will still be accepted provided that these orders are within ±15% from the previous closing price.  However, it should be noted that these passive orders will not be matched during the POS since their prices fall outside the range of Stage 2 Upper Price Limit and Lower Price Limit.</span></p> <p class="spanHeading" style="text-align: justify;"><span>In case only buy orders or only sell orders exist (or both do not exist) at the end of Order Input Period at 9:15am,</span><span> </span><span>the Stage 2 price limits will be set at ±15% from previous closing price (i.e. same as Stage 1 price limit).</span></p> <div style="text-align: justify;"><br clear="all"> <hr align="left" size="1"> <div id="ftn1"> </div> </div> <p class="spanHeading" style="text-align: justify;"><a href="file:///T:/BD/1%20-%20Market%20Development/Market%20Structure%20Reform%202019/VCM%20&amp;%20POS%20enhancement/Market%20Communication/POS%20FAQ/updated%20as%20of%2019%20Oct/POS%20FAQ_clean.docx#_ftnref1" name="_ftn1" class="spanHeading"><span class="spanHeading">[1]</span></a><span> For stocks resuming from a trading suspension, the Stage 1 price limit check will not be applied for the first day of trading resumption only (no matter whether there is trade recorded on the day of trade resumption or not).</span></p> <p style="text-align: justify;"> </p> <br></div></div><div class="panel"><a class="panel-heading collapsed" title="What are the POS trading arrangements for Exchange Traded Products (ETPs) on their first day of listing (listing day)?" data-toggle="collapse" href="#collapse-17" aria-expanded="false" >What are the POS trading arrangements for Exchange Traded Products (ETPs) on their first day of listing (listing day)?</a><div id="collapse-17" class="collapse panel-body" aria-expanded="false"><p style="text-align: justify;"><span>In order to prevent extreme price movement during the POS for ETPs (covering ETFs and L&I Products) on their listing day, the </span><span>±</span><span>15% price limit during the POS </span><span>is applied </span><span>to ETPs on their listing day, and the ETP’s pre-IPO net asset value per unit is used as the POS reference price for price validation.  ETP issuers is required to publish an announcement on HKEXnews indicating the ETP’s NAV by 5:00pm on the trading day before listing.</span></p></div></div><div class="panel"><a class="panel-heading collapsed" title="Why does HKEX not adopt similar POS models in other international markets (e.g.volatility extensions) but follow its own CAS model?" data-toggle="collapse" href="#collapse-18" aria-expanded="false" >Why does HKEX not adopt similar POS models in other international markets (e.g.volatility extensions) but follow its own CAS model?</a><div id="collapse-18" class="collapse panel-body" aria-expanded="false"><p style="text-align: justify;">As the market is already familiar with CAS, which has been well-accepted, adopting an opening auction model that largely follows the closing auction will facilitate market participants’ understanding of the enhanced POS trading mechanisms. Internationally, it is noted that many exchanges would adopt identical or largely similar auction mechanisms for their opening and closing auctions.</p></div></div> </div> </section> </main> <aside class="nav-side side-content"> </aside> </div>  <script type="text/javascript"> //<![CDATA[ theForm.oldSubmit = theForm.submit; theForm.submit = WebForm_SaveScrollPositionSubmit; theForm.oldOnSubmit = theForm.onsubmit; theForm.onsubmit = WebForm_SaveScrollPositionOnSubmit; //]]> </script> </form> <div class="footer_holder"> <div class="noindex" id="hkex_market_footer"> <footer> <div class="container"> <div class="footer__logo"> <a href="/?sc_lang=en" title="HKEX Logo"><img src="/-/media/Market-System/footerbrand.png" alt="HKEX Logo" /></a> </div> <script> if (browserAllow()) { document.write('<ul class="footer__social-icons"><li><a href="https://twitter.com/hkexgroup" Title="Follow on Twitter" Target="_blank"><img src="/-/media/Market-System/Social-Media-Icon/logowhite.png?as=1&hash=6E54C467D763FA2F051F875776422EC54075A45E00D74E9343892A613AE8646B" alt="logowhite"></a></li><li><a href="https://www.linkedin.com/company/hkex" Title="Follow on LinkedIn" Target="_blank"><img src="/images/HKEX/HKEX MARKET/linkedin.svg" alt="Follow on LinkedIn"></a></li><li><a href="/Global/Follow-Us-on-WeChat?sc_lang=en" Title="Follow on WeChat" Target="_self"><img src="/images/HKEX/HKEX MARKET/wechat.svg" alt="Follow on WeChat"></a></li><li><a href="https://www.youtube.com/user/hkexgroup" Title="Follow on YouTube" Target="_blank"><img src="/images/HKEX/HKEX MARKET/youtube.svg" alt="Follow on YouTube"></a></li><li><a href="https://www.weibo.com/6508212764" Title="Follow on Weibo" Target="_blank"><img src="/-/media/Market-System/Social-Media-Icon/weibo.png?as=1&hash=88CC81426B8275DC76C9DD0D28FAEA2B4F14B9C717A38BE5B88E6131041E0BB2" alt="Weibo "></a></li></ul>'); } </script> <div class="footer__clearBoth"></div> <ul class="footer__nav"> <li class='footer__nav-item'><a class='footer__nav-link' href="/Global/Exchange/Alert?sc_lang=en" Title="Alert">Alert</a></li><li class='footer__nav-item'><a class='footer__nav-link' href="/Global/Exchange/Contact?sc_lang=en" Title="Contact">Contact</a></li><li class='footer__nav-item'><a class='footer__nav-link' href="https://www.hkexgroup.com/About-HKEX/Careers-at-HKEX?sc_lang=en" Title="Career" target="_blank">Career</a></li><li class='footer__nav-item'><a class='footer__nav-link' href="/Global/Exchange/FAQ/Top-Questions?sc_lang=en" Title="FAQ" target="_self">FAQ</a></li><li class='footer__nav-item'><a class='footer__nav-link' href="/Products/Product-Videos?sc_lang=en" Title="Investor Product Videos" target="_self">Investor Product Videos</a></li><li class='footer__nav-item'><a class='footer__nav-link' href="/Global/Exchange/Market-System-Status?sc_lang=en" Title="Market System Status">Market System Status</a></li><li class='footer__nav-item'><a class='footer__nav-link' href="/Global/Exchange/Sitemap?sc_lang=en" Title="Sitemap">Sitemap</a></li><li class='footer__nav-item'><a class='footer__nav-link' href="/Global/Exchange/Glossary?sc_lang=en" Title="Glossary">Glossary</a></li><li class='footer__nav-item'><a class='footer__nav-link' href="/Global/Exchange/Disclaimer?sc_lang=en" Title="Disclaimer">Disclaimer</a></li><li class='footer__nav-item'><a class='footer__nav-link' href="/Global/Exchange/Hyperlink-Policy?sc_lang=en" Title="Hyperlink Policy">Hyperlink Policy</a></li><li class='footer__nav-item'><a class='footer__nav-link' href="/Global/Exchange/HKEX-Privacy-Notices?sc_lang=en" Title="HKEX Privacy Notices">HKEX Privacy Notices</a></li><li class='footer__nav-item'><a class='footer__nav-link' href="/Global/Exchange/Cookie-Notice?sc_lang=en" Title="Cookie Notice">Cookie Notice</a></li><li class='footer__nav-item'><a class='footer__nav-link' href="/Services/RSS-Feeds?sc_lang=en" Title="RSS" target="_blank">RSS</a></li> </ul> <div class="footer__clearBoth"></div> <p class="footer__privacy"> ©2017-25 Hong Kong Exchanges and Clearing Limited. 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Pre-opening Session (POS)