tag:blogger.com,1999:blog-250589152024-03-28T16:19:07.418+08:00Sharetisfy歌词Unknownnoreply@blogger.comBlogger77125tag:blogger.com,1999:blog-25058915.post-11439485715702109432021-06-27T12:35:00.001+08:002021-06-27T12:38:23.338+08:00Tek Seng买地扩展<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitlDhzBqrgFDSeu7arzdI8SBrNyeY6n51FAmoKwJV8d_4CnfieZIp7i_Xs43-ZPHSBSucyKuOTDo8ZRsh0lfoOexE_PAI-Ik9QdZxOCVIQQH8V_UkiECODmaeMIXTao9MLdE1W/s261/download.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="193" data-original-width="261" height="296" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitlDhzBqrgFDSeu7arzdI8SBrNyeY6n51FAmoKwJV8d_4CnfieZIp7i_Xs43-ZPHSBSucyKuOTDo8ZRsh0lfoOexE_PAI-Ik9QdZxOCVIQQH8V_UkiECODmaeMIXTao9MLdE1W/w400-h296/download.jpg" width="400" /></a></div>
<div>今年初Tek Seng连同大股东以4696万令吉拟买下位于槟岛威省的工业地和仓库建筑,估计下半年就可完成收购。按照投资比例,Tek Seng将会斥资2579万令吉来持有10英亩面积的地皮,该产业也位于企业工厂附近,正好符合公司长期扩展制造业务的策略。目前Tek Seng的土地面积共有15英亩,换言之这一次的收购扩展其产业足足67%之高!管理层在接受媒体访问时就透露企业为此拨备了高达6000万令吉作为收购新地皮、厂房和机械的资本开支预算,估计能够提高现有PVC产量之30%(目前为每月15,000吨),并会在2022年底前完成。</div>
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<div>这次Tek Seng的大手笔动作确实久违了,毕竟上一次这样的巨额投资还是投资在太阳能业务:2014年至2016年共投入近3亿令吉结果却成了打水漂。而距离上一回投资在PVC业务的还是落在2012年,共花了7938万令吉来添购机械设备。另一方面,这也证明了企业想要发展做大生意的企图,因为6000万令吉的资本开销就相等于去年净利(2692万令吉)的两倍之多。</div>
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<div>管理层在最新年报披露其PVC业务目前是产能满载,因此有必要再提高产量来吸纳庞大的市场需求。管理层认为随着住宅房屋领域逐渐复苏,预计将带动PVC地板销量。然而管理层也谨慎表示今年会是非常挑战的年度,因为原料价格波动、运输成本高涨以及外汇变化等因素将推高生产成本和对供应链造成影响,加上全球对口罩和个人防卫设备等需求逐渐温和,因此预料今年的盈利表现与去年持平。</div>
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<div>如今Tek Seng的现金储备非常充裕,截至今年首季累积至6937万令吉,扣除债务也有4940万令吉,因此其资产负债表可说相当稳健。若今年的财务表现正常,企业在扩增业务的同时应有足够现金流来派发股息给股东。Tek Seng在首季就已经支付了每股1仙的中期股息,如果能在接下来再多派发每股1.5仙共2.5仙的股息,按照目前市场价格,也有超过4%的股息率了。然而近期Tek Seng的股价欲振乏力,加上股市走势低迷,因此想要买进Tek Seng的投资人要作好长期持有的心里准备。</div>
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http://investalone.blogspot.com/2021/06/tek-seng.html
Adminhttp://www.blogger.com/profile/16609839271303069034noreply@blogger.comtag:blogger.com,1999:blog-25058915.post-26084395211550058652021-05-05T21:02:00.001+08:002021-05-05T21:05:57.471+08:00回报率逾10%跑赢大市 20只小型股潜力更大<p><span></span></p><a name='more'></a><p></p><p>(吉隆坡5日讯)小型股当家!在新冠肺炎的经济背景下,市值较小的企业在管理多变并且动荡的商业环境中适应能力更强,甚至比大型企业更灵活;如今散户投资踊跃,兴业银行集团今年在马股选出20只小型股,冀为投资者带来更大的价值。</p>
<br /><br /><p>兴业银行集团董事经理拿督凯鲁沙烈说,小型股指数表现令人鼓舞,今年至今的回报率为10.7%,相比去年是9.9%,相信这个上升趋势将继续。同时,也跑赢富马隆综指-1.40%的回报率。</p>
<p>他指出,在当前的低利率环境下,得益于潜在需求缺乏弹性和投资者兴趣浓厚,科技、工业产品与服务行业继续占据市场主导地位。</p>
<p>他今日在《2021年大马20只小型股瑰宝》线上推介礼上,如是指出。</p>
<figure class="wp-caption aligncenter" id="attachment_2498465"><a href="https://www.chinapress.com.my/wp-content/uploads/2021/05/20210505CPKK24c_STOCK_MARKET_234597252-152001.jpg"><img alt="兴业银行集团今年在马股选出20只小型股,供投资者参考。" class="size-full wp-image-2498465 img-fluid" height="400" src="https://www.chinapress.com.my/wp-content/uploads/2021/05/20210505CPKK24c_STOCK_MARKET_234597252-152001.jpg" width="600" /></a><figcaption class="wp-caption-text">兴业银行集团今年在马股选出20只小型股,供投资者参考。</figcaption></figure>
<p>兴业投银区域研究主管谢福隆说,今年至今,富时70中型股和富时小型股指数回报率分别增加3.1%和10.7%,打败马股(-1.40%),这得益于投资者复苏乐观情绪上升,以及科技、电子制造服务、消费、再生能源更好的表现。</p>
<p>他说,这些行业适应新的后疫情(new post-pandemic)商业环境,并继续取得优越的增长和持续可见的盈利,因此预计中小型股的表现将继续比富马隆综指来得好。</p>
<br /><br /><p>“交易活动保持活跃,今年至今的富马隆综指、富时70中型股和富时小型股指数的成交值分别上涨25%、11%和150%。”</p>
<p>他补充,散户参与度强劲,大约是38%,这有助于抵消机构投资者和外资较低的参与度。</p>
<p>“我们相信,年轻的散户投资者也有助于支撑利益和估值 。”</p>
<p>凯鲁沙烈说,《2021年大马20只小型股瑰宝》中的股项都是首次入榜,平均市值多达4亿3700万令吉,总市值为87亿令吉,而平均本益比和股本回报率(ROE)分别为21.9倍和4.8%。</p>
<br /><br /><p>“20只股中,75%的市值不超过5亿令吉,其中市值最小的是加力敏(CARIMIN,5257,主要板能源),为1亿6020万令吉,而市值最大的是马面粉厂(MFLOUR,3662,主要板消费)约9亿583万令吉。”</p>
<p>他指出,筛选20只股时,考量的因素包括企业的流动性分布与规模、管理层的业绩纪录、行业基本面、盈利增长潜力、在行业的长期可持续性,以及对环境、社会和治理实践(ESG)承诺。</p>
<p>他说,去年选出的20只瑰宝表现跑赢大市,价值加权持有期回报率为100.1%,相比富时70中型股(FBM70)(增31.1%)和富时小型股指数(FBMSC)(增49.3%)。</p>
<p>在这20只股中,90%是跨越各个行业的上涨股,展现出适应和利用“新常态”商业和经济环境的能力。</p>
<table><tbody><tr>
<th colspan="5">2021年马股20只小型股瑰宝</th>
</tr><tr>
<td>公司</td>
<td>股名</td>
<td>公允价值</td>
<td>市值(令吉)</td>
<td>5月5日闭市价</td>
</tr><tr>
<td>加力敏</td>
<td>CARIMIN</td>
<td>85仙-1.03令吉</td>
<td>1亿6020万</td>
<td><br /></td>
</tr><tr>
<td>乌兹马</td>
<td>UZMA</td>
<td>94仙-1.12令吉</td>
<td>2亿2080万</td>
<td><br /></td>
</tr><tr>
<td>德成</td>
<td>TEKSENG</td>
<td>1.06令吉-1.16令吉</td>
<td>2亿2900万</td>
<td><br /></td>
</tr><tr>
<td>HPP控股</td>
<td>HPPHB</td>
<td>77仙-87仙</td>
<td>2亿3890万</td>
<td><br /></td>
</tr><tr>
<td>JAG公司</td>
<td>JAG</td>
<td>64仙-70仙</td>
<td>2亿6000万</td>
<td><br /></td>
</tr><tr>
<td>星报媒体集团</td>
<td>STAR</td>
<td>55-仙62仙</td>
<td>2亿8270万</td>
<td><br /></td>
</tr><tr>
<td>HSS工程</td>
<td>HSS</td>
<td>75仙</td>
<td>3亿740万</td>
<td><br /></td>
</tr><tr>
<td>许甲明工业</td>
<td>KKB</td>
<td>2令吉</td>
<td>3亿8670万</td>
<td><br /></td>
</tr><tr>
<td>鹏达集团</td>
<td>PANTECH</td>
<td>66仙-80仙</td>
<td>4亿330万</td>
<td><br /></td>
</tr><tr>
<td>ES陶瓷科技</td>
<td>ESCERAM</td>
<td>1.40令吉-1.65令吉</td>
<td>4亿1440万</td>
<td><br /></td>
</tr><tr>
<td>方案工程</td>
<td>SOLUTN</td>
<td>1.50令吉-1.77 令吉</td>
<td>4亿6260万</td>
<td><br /></td>
</tr><tr>
<td>必胜</td>
<td>SPRITZER</td>
<td>2.50令吉-2.75令吉</td>
<td>4亿6400万</td>
<td><br /></td>
</tr><tr>
<td>霹雳运通</td>
<td>PTRANS</td>
<td>1.13令吉-1.22令吉</td>
<td>4亿7920万</td>
<td><br /></td>
</tr><tr>
<td>联圣</td>
<td>N2N</td>
<td>1令吉-1.12令吉</td>
<td>4亿8120万</td>
<td><br /></td>
</tr><tr>
<td>InNature</td>
<td>INNATURE</td>
<td>88仙-98仙</td>
<td>4亿9060万</td>
<td><br /></td>
</tr><tr>
<td>KESM工业</td>
<td>KESM</td>
<td>16.10令吉-18令吉</td>
<td>5亿2050万</td>
<td><br /></td>
</tr><tr>
<td>明试控股</td>
<td>AEMULUS</td>
<td>1.16令吉-1.44令吉</td>
<td>5亿3320万</td>
<td><br /></td>
</tr><tr>
<td>GDB控股</td>
<td>GDB</td>
<td>1.28令吉</td>
<td>5亿5940万</td>
<td><br /></td>
</tr><tr>
<td>协德</td>
<td>HIAPTEK</td>
<td>85仙-1.05令吉</td>
<td>8亿8750万</td>
<td><br /></td>
</tr><tr><td>马面粉厂</td><td>MFLOUR</td><td>1.10令吉-1.25令吉</td><td>9亿5830万</td></tr></tbody></table><br />https://www.chinapress.com.my/20210505/%E5%9B%9E%E6%8A%A5%E7%8E%87%E9%80%BE10%E8%B7%91%E8%B5%A2%E5%A4%A7%E5%B8%82-20%E5%8F%AA%E5%B0%8F%E5%9E%8B%E8%82%A1%E6%BD%9C%E5%8A%9B%E6%9B%B4%E5%A4%A7/Adminhttp://www.blogger.com/profile/16609839271303069034noreply@blogger.comtag:blogger.com,1999:blog-25058915.post-57481571138228642282020-12-05T12:12:00.001+08:002020-12-05T12:12:23.916+08:00德成控股(TEKSENG,7200,主板消费股)反弹上挑88仙/敏源<p><span></span></p><a name='more'></a> <br />德成控股(TEKSENG,7200,主板消费股)反弹上挑88仙/敏源<br /><br />手套股的回落,牵制着大市的交投情绪,引领富时隆综合指数走低,按日跌0.39%。<br /><br />综指于12月4日闭市时以1621.85点报收, 按日跌6.41或0.39%。<br /><br />30只成分股项于12月4日间显现着一段技术盘整走势中。上升股项为580只,而下跌股项为731只。<br /><br />德成控股(TEKSENG,7200,主板消费股)于12月4日闭市时反弹了。它于闭市时收77仙,按日涨5仙或6.94%。<br /><br />德成控股的30分钟图表走势,于12月4日间的交投走势突破它的顶头阻力线(B1:B2)。<br /><br />它的30分钟平滑异同移动均线指标 (MACD) ,于12月4日间的交投走势处于一个调整的格局中。<br /><br />它处于“0”支撑线上波动,德成控股的后市的交投走势,或会出现一段短线回试它的下限支撑线的支撑(B1:B2)。<br /><br />德成控股的日线图表走势于回试后,或会显现一段反弹走势,它或会挑战78至88仙间的阻力水平。<br /><img alt="" height="610" src="https://www.enanyang.my/sites/default/files/styles/media_image/public/2020-12/201205snlok.JPG?itok=TzWGqY9B" width="690" /><br />免责声明<br /><br />本文纯属技术面分析,仅供参考,并非推荐购买。投资前请咨询专业金融师。<br /><br />https://www.enanyang.my/行家论股/德成控股反弹上挑88仙敏源<br /><br /><p></p>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-25058915.post-51421446999539123062020-11-01T17:44:00.002+08:002020-11-01T17:47:39.304+08:00TEKSENG (7200) 德成 Tek Seng的最新业绩 <p><span></span></p><a name='more'></a>Tek Seng的最新业绩虽然不像手套股呈现指数型增长,不过整体表现还是符合投资者预期的。连续三个季度都取得进步,主要还是得益于新冠疫情爆发导致无纺布需求暴增。而企业添购的新机械会在十一月中正式投运,届时现有产能将翻倍以应付持续不断的订单,管理层就表示无纺布的订单预计累积到今年底了。<br /><br />营业额和净利对比去年同期都取得成长,管理层对此解释三个主要重点:<br />1)无纺布产品需求持续上扬,主要来自于个人防护装备例如口罩和防护服,以及家具行业<br />2)聚氯乙烯 (PVC) 业务销售提升,尤其来自于家用和家具用途<br />3)较高的无纺布产品售价<br /><br />让我感到好奇的是管理层两个重点居然都提及了家具,于是便上网查询了一些资料。原来,床垫内用的独立袋装弹簧基本都是用无纺布袋,另一方面,枕头用的防尘袋还有手提袋也是无纺布做的。在新冠疫情刚刚爆发时期,由于无纺布和其原材料 - 聚丙烯 (PP) 的供应短缺,基本都被口罩占用了,一度造成无纺布价格飙升。不过由于可替换性高或原材料差异原因,家具行业受到无纺布影响还是比较小的。此外,一些人造皮革家具沙发,其实也是由PVC做成的。<br /><br />Tek Seng的获利表现来自医疗领域想必很多人都知道了,只是有点想不到原来近期这几个月以来世界各地因为疫情反扑、居家办公成为新常态,造成国内外家居产品订单强劲,间接地也让Tek Seng从中受益。想想下也对,既然本地制造商都因为木制家具订单爆满导致供不应求,那么床垫、枕头和沙发的生意(软制/皮革家具)肯定也差不到哪里去。无纺布的用途非常广泛,对Tek Seng来说这肯定是门值得长期投资与经营的生意,为此管理层就拨出了2000万令吉作为资本开销。<br /><br />疫情当下,管理层在对未来展望方面还是强调无纺布业务的重心会是在医疗物资用途。为此企业就取得了质量管理体系的国际标准鉴定 (ISO 13485 & 9001) 以确保在生产卫生用品过程中安全和质量都必须符合法规要求,从而提高客户信心、扩大市场机会和增加销售渠道,另外管理层也在寻觅扩大国外市场的机会来让企业持续取得成长。<br /><br />越来越多企业开始进军口罩制造领域,然而国内专门生产无纺布的业者依然不多,随着客户群增加,对Tek Seng的生意来说总是好事,加上企业产品也涉及家具领域,相信未来至少长达半年的销售和利润都有清晰可见度。不过原料价格波动、新冠疫情带来的市场不确定性以及外汇变化都是可能影响企业营运表现的利空因素。<br /><br />http://investalone.blogspot.com/2020/11/tek-seng.html<br /><p></p>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-25058915.post-12306912573487775292020-10-30T18:42:00.004+08:002020-10-30T18:42:36.964+08:00Tek Seng 3Q net profit jumps on higher demand<p><span></span></p><a name='more'></a> <br /><br />"PBF Energy, along with the entire oil industry, has been significantly, unexpectedly, and negatively impacted from the wellhead to the pump by the COVID-19 pandemic, primarily through demand destruction for transportation fuels related to lockdowns that throttled back the economy," Nimbley said<br />KUALA LUMPUR: Tek Seng Holdings Bhd posted a net profit of RM8.1mil in the third quarter ended Sept 30, 2020, as compared to RM191,000 in the previous corresponding quarter on an increase in demand for personal protective equipment and higher contribution from the PVC segment.<br /><br />The polyvinyl chloride (PVC) sheeting manufacturer posted revenue of RM49.29mil versus RM39.96mil in the previous comparative quarter.<br /><br />It said the improved performance was owing to higher contribution from the PVC segment and a decrease in pre-tax loss in the solar segment.<br /><br />For the final quarter of 2020, the group expects its performance to remain stable although the PVC business may be affected by fluctuation in the price of raw materials as a result of market uncertainty due to Covid-19 and fluctuation in foreign currency.<br /><br />The group will also focus on producing polypropylene (PP) non-woven materials to cater for medical appliances.<br /><br />The newly invested PP non-woven machine will commence full production by mid-November and more than double the current capacity.<br /><br />Tek Seng expects PP non-woven demand to be fully filled up until end-2020.<br /><br />"However, the Group will be taking cautious approaches to mitigate the exposure by improving its operational efficiency, product quality and product innovation as a positive step forward to sustain the Group's business growth as well as monitoring financial aspect more closely.<br /><br />"The Group will also look into exploring new market share globally," it said.<br /><br />https://www.thestar.com.my/business/business-news/2020/10/30/tek-seng-3q-net-profit-jumps-on-higher-demand<br /><p></p>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-25058915.post-68718945722656018502020-08-25T08:38:00.001+08:002020-08-25T08:38:44.332+08:00TEKSENG (7200) 德成85仙投资。<br />
<a name='more'></a>Tek Seng Holdings Bhd是一家投资控股公司。它分为四个板块:PVC板块板块,从事聚氯乙烯(PVC)板块,工业和消费类零件的制造和贸易。 PP无纺布分部,生产和贸易与PP无纺布相关的产品;从事与PVC皮革相关产品贸易的PVC皮革分部和赚取主要收入。它从事与PVC相关和无纺布相关产品的制造和贸易,<br /><br />无织布生产,口罩,防护衣的材料,疫情况态下,业绩增长持续。最高1.44回调至0.85,进入机会。<br /><br />于30/6/2020公司库存价值3556万。<br /><br />2020年估计EPs=6至7仙<br /><br />Pe =20倍<br /><br />股价=Rm1.20至1.40<br /><br />个人观点,買卖自负。<br />转贴] 浅谈Tek Seng的无纺布业务<br />Author: Tan KW Publish date: Sat, 15 Aug 2020, 2:49 PM<br /><br />Saturday, August 15, 2020<br /><br />大马政府宣布从8月15日起,3层医用口罩的零售顶价从之前的每片1.50令吉调低至1令吉,以后可能会进一步下降至80仙或更低。随着大马政府强制民众必须在公共场合戴口罩,因此口罩需求依旧强劲,而且随着口罩价格下调,相信更多人能负担得起,因此商家也有责任确保市场供应充足。在此情况之下,除了越来越多企业转型制造口罩,也有企业开始进军生产口罩原料 - 无纺布业务。<br /><br />上个星期就看到了一则新闻:UPA正式向大马交易所报备,旗下公司获大马投资发展局 (MIDA) 批准,正式进军熔喷无纺织布市场以开发口罩、面罩及相关原料制造业务。根据文告,相关生产线将耗资1000万令吉,每年最多可生产60万公斤的熔喷布或相等于1800万令吉的年营收,足以制作8600万片3层口罩或医用口罩,预计可在今年11月秒开始投产。按此估计,无纺布的平均价格是每片21仙。<br /><br />这不禁让我想起,早前Tek Seng透露第三季会拨出2000万令吉购买新机械以扩增产能,从目前的300公吨月产量翻倍至600公吨。若以UPA提供的数字来做推算的话,那么Tek Seng的新机械每年可生产360万公斤无纺布或相等于1亿800万令吉的年营收,足以供给5亿1600万片3层医用口罩了。管理层最近在接受媒体访问时表示,由于口罩持续供不应求,业务赚幅已经从全球大流行前的6%到8%暴涨至15%,此外企业也准备扩展至欧美市场。趁着目前口罩需求大涨之时再出发,不难理解管理层也希望借此摆脱之前太阳能业务给集团带来的连年亏损。<br /><br />其实在今年之前,Tek Seng的最主要业务是PVC帆布产品,而无纺布的营收贡献比重也只是占约25%而已,但是随着新冠疫情肆虐从而推高无纺布业务的销售表现,贡献比重在今年次季就已经上涨至70%。企业所生产的无纺布可以广泛应用在医疗物资(口罩和医护设备)和一次性卫生用品(尿片、卫生棉和湿巾)。这些来年随着消费者的卫生意识不断提升,对一次性卫生用品的需求有增无减,甚至已成为一种必需品,无论经济好坏都不会抑制这类产品的需求持续成长。而在经历这一次的疫情爆发之后,也促使消费者对医疗用品需求更加强烈,在新冠疫苗还没研制成功和正式面世之前,人们都必须长时间佩戴口罩与病毒共存,故医疗用品的长期需求备受看好,估计Tek Seng能在这场疫情下从中受惠。<br /><br />虽然目前市场对医疗用品的需求结构是永久性还是暂时性暂且还不得而知,但是企业的产品质量和技术将决定企业竞争力如何可持续保持领先优势,从而巩固市场份额及获得更多订单。此外,随着Tek Seng从之前的工业供给转为目前更面向终端消费者的市场需求,管理层更是必须提高对价格的敏感度(口罩价格下调、原料价格上涨)以及保持灵活性的议价能力才能应对市场的变化走向。<br /><br />at 2:27 PM<br /><br />https://investalone.blogspot.com/2020/08/tek-seng.html<br /><br />--<br />生产医护用品转运<br />德成控股第二季净利飊264%<br />30/07/2020<br /><br />转向生产医疗配备包括面罩和防护衣生意後,德成控股(TEKSENG 7200)第二季传捷报,净利按年大增264%!<br /><br />截至今年六月卅日第二季,德成控股录得净利653万令吉,去年同季净亏398万令吉,成功转亏为盈。<br /><br />不过第二季营业额按年滑跌10.5%,由4611万令吉减至4128万令吉。<br /><br />每股盈利1.82仙,比较去年每股净亏1.14仙。<br /><br />2020财政年首六个月德成净利为1114万令吉,比去年增长417%,去年同期净亏305万令吉。<br /><br />德成控股股价今午跌5.5仙至88.5仙。<br /><br />让德成大赚的业务是防护用品(PPE)。<br /><br />根据执行董事罗永俊透露,截至今年三月第一季,PPE业务为集团贡献25%营业额。<br /><br />他预测,四月至六月第二季,PPE业务贡献会提高至30%;七月至九月可以提高至70%。<br /><br />德成和其它宣布要进军PPE业务的上市公司不同,它已经是这个行业的"老手",生产线已非常熟练,提高产量就能提高生意额。<br />--🙏网友评论<br />ForceBWithU There's an interesting article in The Edge Weekly on Capital Markets section Pg 31 to 35. It list the Winners and Wannabes from the Covid-19 play. TS is mentioned there. You can assess that TS is a good example of a PPE play stock but a REAL laggard among the overpriced PPE counters.<br /><br />My sincere views on TS and why it should be priced above RM2.00 is as follows:-<br /><br />1. Improving QRs for 2 quarters and should see further improvements in QR3 and QR4<br />2. QR2 EPS 1.82. Annualised EPS 7.2. PE 20X 1.44<br />3. Forecast QR3 EPS 3.00 Annualised EPS 12.00 PE 20X 2.40<br />4. Forecast F/Y 2020 EPS (3.2+3.0+4.0) 10.2 . Dividend payout 30% ; 3.00 sen. If 40% . Payout 4.00 sen<br />5. Nett cash position @ 30/6/2020; RM37 million<br />6. Retained profit sufficient for capitalization by way of bonus issue of 2 for 3 .<br />7. Export market is still a big possibility<br />ForceBWithU在《资本市场边缘周刊》第31至35页上有一篇有趣的文章。其中列出了Covid-19比赛的获胜者和想要的人。 在那里提到了TS。 您可以评估TS是PPE股的一个很好的例子,但在价格过高的PPE柜台中却是落后的。<br /><br />我对TS的真诚看法以及为何价格定在RM2.00以上的理由如下:<br /><br />1.将QR改善2个季度,并应看到QR3和QR4的进一步改善<br />2. QR2 EPS 1.82。 年化每股收益7.2。 PE 20X 1.44<br />3.预测QR3 EPS 3.00年化EPS 12.00 PE 20X 2.40<br />4.预测2020财年EPS(3.2 + 3.0 + 4.0)10.2。 股息派发30%; 3.00仙 如果40%。 赔付4.00 sen<br />5.净现金状况@ 2020年6月30日; 3千700万令吉<br />6.通过2派发3的红利留有足够的资本化利润。<br />7.出口市场仍有很大可能性。<br />🙏网友评论<br />tonypang01 TS oso make this new products now for plastic ccp can view thru their website<br />Good ! meaning they oso do plastic packaging products<br />http://demo.broncos.com.my/our-business/<br />CPP<br /><br />Our Cast Polypropylene sheets, commonly known as CPP are our new range of product offerings. CPPs are characterized and portrayed as cleaner and environmental friendlier products. They are widely used in stationery, food packaging and other industrial use.<br /><br />20M investment I believe not just limit to PP Non Woven because the machine fit to all their PVS segment where this is the grow area for next few years<br />tonypang01 TS oso现在使这种新产品用于塑料ccp可以通过其网站查看<br />好! 这意味着他们也做塑料包装产品<br />http://demo.broncos.com.my/our-business/<br />CPP<br /><br />我们的铸造聚丙烯板材(俗称CPP)是我们提供的新产品系列。 CPP的特征和描绘为更清洁,更环保的产品。 它们被广泛用于文具,食品包装和其他工业用途。<br /><br />我相信2000万美元的投资不仅限于PP无纺布,因为该设备适合其所有PVS领域,这是未来几年的增长领域。<br />💪👍👏🙏谢谢他们的功课。<br /><br /><br /><br /><br /><br />http://kongsenger.blogspot.com/2020/08/tekseng-7200-85.html<br /><br /><br /><br /><br /><br /><br />Unknownnoreply@blogger.comtag:blogger.com,1999:blog-25058915.post-30314331089280963822020-08-15T19:57:00.001+08:002020-08-15T19:57:09.978+08:00浅谈TEKSENG (7200) 德成Tek Seng的无纺布业务 <br />
<a name='more'></a>浅谈TEKSENG (7200) 德成Tek Seng的无纺布业务 <img border="0" data-original-height="270" data-original-width="415" height="260" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4dOMIde6v-4-tf3RCu_lpt6C_XpnyhYx82yK6giMdYRAV8UhTOgL_mKhQASYhPL5jGRax8EdzvkInk7tlVgfp1qj1TKfyp2Wqgbb6e6A_hipQrnBGB42Dk6ngL1q9YtyXy3CQ/s400/Tek-Seng-Holdings.png" width="400" /><br />
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大马政府宣布从8月15日起,3层医用口罩的零售顶价从之前的每片1.50令吉调低至1令吉,以后可能会进一步下降至80仙或更低。随着大马政府强制民众必须在公共场合戴口罩,因此口罩需求依旧强劲,而且随着口罩价格下调,相信更多人能负担得起,因此商家也有责任确保市场供应充足。在此情况之下,除了越来越多企业转型制造口罩,也有企业开始进军生产口罩原料 - 无纺布业务。<br />
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上个星期就看到了一则新闻:UPA正式向大马交易所报备,旗下公司获大马投资发展局 (MIDA) 批准,正式进军熔喷无纺织布市场以开发口罩、面罩及相关原料制造业务。根据文告,相关生产线将耗资1000万令吉,每年最多可生产60万公斤的熔喷布或相等于1800万令吉的年营收,足以制作8600万片3层口罩或医用口罩,预计可在今年11月秒开始投产。按此估计,无纺布的平均价格是每片21仙。<br />
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这不禁让我想起,早前Tek Seng透露第三季会拨出2000万令吉购买新机械以扩增产能,从目前的300公吨月产量翻倍至600公吨。若以UPA提供的数字来做推算的话,那么Tek Seng的新机械每年可生产360万公斤无纺布或相等于1亿800万令吉的年营收,足以供给5亿1600万片3层医用口罩了。管理层最近在接受媒体访问时表示,由于口罩持续供不应求,业务赚幅已经从全球大流行前的6%到8%暴涨至15%,此外企业也准备扩展至欧美市场。趁着目前口罩需求大涨之时再出发,不难理解管理层也希望借此摆脱之前太阳能业务给集团带来的连年亏损。<br />
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其实在今年之前,Tek Seng的最主要业务是PVC帆布产品,而无纺布的营收贡献比重也只是占约25%而已,但是随着新冠疫情肆虐从而推高无纺布业务的销售表现,贡献比重在今年次季就已经上涨至70%。企业所生产的无纺布可以广泛应用在医疗物资(口罩和医护设备)和一次性卫生用品(尿片、卫生棉和湿巾)。这些来年随着消费者的卫生意识不断提升,对一次性卫生用品的需求有增无减,甚至已成为一种必需品,无论经济好坏都不会抑制这类产品的需求持续成长。而在经历这一次的疫情爆发之后,也促使消费者对医疗用品需求更加强烈,在新冠疫苗还没研制成功和正式面世之前,人们都必须长时间佩戴口罩与病毒共存,故医疗用品的长期需求备受看好,估计Tek Seng能在这场疫情下从中受惠。<br />
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虽然目前市场对医疗用品的需求结构是永久性还是暂时性暂且还不得而知,但是企业的产品质量和技术将决定企业竞争力如何可持续保持领先优势,从而巩固市场份额及获得更多订单。此外,随着Tek Seng从之前的工业供给转为目前更面向终端消费者的市场需求,管理层更是必须提高对价格的敏感度(口罩价格下调、原料价格上涨)以及保持灵活性的议价能力才能应对市场的变化走向。<br />
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https://investalone.blogspot.com/2020/08/tek-seng.htmlUnknownnoreply@blogger.comtag:blogger.com,1999:blog-25058915.post-58449310339802780812020-08-03T19:19:00.000+08:002020-08-03T19:49:57.684+08:00两分钟了解马来西亚(大马)多个口罩股 Learn more about Malaysia mask stocks in a minute<a name='more'></a>两分钟了解马来西亚(大马)多个口罩股 (概念股)Learn more about Malaysia mask stocks in a minute<br />
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https://www.facebook.com/bullbearbursa/?tn-str=k%2AF&hc_location=group_dialogUnknownnoreply@blogger.comtag:blogger.com,1999:blog-25058915.post-81252936661580956432020-08-03T14:21:00.000+08:002020-08-03T23:01:59.042+08:00Chinhin, AEM, Gocean, HBGlob, Hexza, Iconic, LKL, Luxchem, MPay, MTAG, NTPM, Ocncash, Tekseng, Tomei<br />
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KUALA LUMPUR (Aug 3): theedgemarkets.com highlighted 14 stocks at Bursa Malaysia’s afternoon close today. One stock showed positive momentum while 13 stocks displayed negative momentum.<br />
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Stock with positive momentum was:<br />
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Chin Hin Group Bhd - rose 7.5 sen at 72 sen<br />
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Stocks with negative momentum were:<br />
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AE Multi Holdings Bhd - rose 1.5 sen at 15 sen<br />
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Green Ocean Corp Bhd - rose three sen at 34 sen<br />
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HB Global Limited - rose 3.5 sen at 18.5 sen<br />
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Hexza Corp Bhd - rose eight sen at RM1.48<br />
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Iconic Worldwide Bhd - rose 16 sen at 53 sen<br />
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LKL International Bhd - rose 21.5 sen at RM1.09<br />
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Luxchem Corp Bhd - rose eight sen at 88.5 sen<br />
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ManagePay Systems Bhd - rose two sen at 15.5 sen<br />
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MTAG Group Bhd - rose 10.5 sen at 68.5 sen<br />
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NTPM Holdings Bhd - rose 10.5 sen at 69.5 sen<br />
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OceanCash Pacific Bhd - rose 22.5 sen at RM1.11<br />
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Tek Seng Holdings Bhd - rose 11.5 sen at 97.5 sen<br />
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Tomei Consolidated Bhd - rose 4.5 sen at 90.5 sen<br />
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The list of stocks with momentum is generated using a proprietary mathematical algorithm highlighting stocks with a build-up in trading volume and price. The algorithm differentiates between stocks that exhibit positive (+ve) momentum and negative (-ve) momentum.<br />
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This list is not a buy or sell recommendation. It merely tells you which stocks are seeing higher than normal volume and price movements.<br />
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The share price may move up or down from this point. But the “+ve” (suggesting a rising price trend on volume) and “-ve” (suggesting a falling price trend on volume) indicators should give readers a better idea of what the market is buying and when to sell. Note also that momentum generally only persists for a short period of time.<br />
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However, each stock has an accompanying fundamental score and valuation score to help readers evaluate the attractiveness of the stocks, if they want to ride the momentum.<br />
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http://www.theedgemarkets.com/article/chinhin-aem-gocean-hbglob-hexza-iconic-lkl-luxchem-mpay-mtag-ntpm-ocncash-tekseng-tomeiUnknownnoreply@blogger.comtag:blogger.com,1999:blog-25058915.post-41242466940155735742020-07-30T23:05:00.002+08:002020-07-30T23:05:48.474+08:00TEKSENG (7200) Ah Pek Company With Good Potential Q2 Fantastic! TP: RM1.20 - By Top 1 Analyst in i3investor Baby Ace 30/7/2020<a name='more'></a><br />Stock to review: TekSeng (7200) Current Share price: RM0.93<br /><br />Financial Position: Good, please refer below:<br /><br />Cash increased RM15mil, everything seems almost the same since 31 December 2019. No good meh? Very good lor...Lets continue to see their performance in terms of revenue and profit and loss. Net operating cash flow of RM12.8mil. Positive.<br /><br /> <img alt="" 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" /><br /><br />Review of Performance<br /><br />If you guys observed, revenue actually decrease but the profit margin increase wor...good? Seems like the Company is going up climb the mountain soon, so please put this is your watchlist if you have not do so. If next quarter continue to be promising then ehem ehem...Quite promising I would say, but need to increase the revenue lar...<br /><img alt="" 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" style="width: 700px;" /><br />So what's the reason performance so good? Let's see<br /><br />1. Higher revenue and improved sales mix recorded by PVC segment<br /><br />2. Higher other operating income<br /><br />3. Lower impairment loss of PPE<br /><br />4. Lower overhead production costs in Solar segment (seems something is improving)<br /><br />Prospects<br /><br />FY2020 remains stable for PVC segment although raw materials prices might fluctuate as in foreign currency. Moving forward the Company will focus on producing PP Non Woven Materials to cater for medical appliances.<br /><br />Conclusion:<br /><br />Very good. Short term to Mid term TP: RM1.20. I will only upgrade to RM2 if the next quarters results is amazing.<br /><br />Disclaimer<br /><br />The research, information and financial opinions expressed in this article are purely for information and educational purpose only. We do not make any recommendation for the intention of trading purposes nor is it an advice to trade. Although best efforts are made to ensure that all information is accurate and up to date, occasionally errors and misprints may occur which are unintentional. It would help if you did not rely upon the material and information in this article. We will not be liable for any false, inaccurate, incomplete information and losses or damages suffered from your action. It would be best if you did your own research to make your personal investment decisions wisely or consult your investment advisor.<br /><br />https://klse.i3investor.com/blogs/BabyAceStockAnalysis/2020-07-30-story-h1511441201-TEKSENG_7200_Ah_Pek_Company_With_Good_Potential_Q2_Fantastic_TP_RM1_20_.jspUnknownnoreply@blogger.comtag:blogger.com,1999:blog-25058915.post-79085565762735539882020-06-23T18:46:00.003+08:002020-06-23T18:46:47.831+08:00 TEKSENG (7200) 德成控股迈向73仙 <br />
<a name='more'></a><br /><br />亚洲股市在周一的交投活动陷入横摆,富时隆综指的交投走势却逆流而上。<br /><br />富时隆综指于6月22日闭市时以1511.24报收,按日再起3.98点或0.26%。它的整日交投波幅介于9.01(1502.64-1511.65)点间。<br /><br />上升股434只,而下跌股549只。<br /><br />德成控股(TEKSENG,7200,主板消费股)于6月22日闭市时收65仙,按日涨6仙或10.17%。<br /><br />该股的30分钟图表走势,于6月22日的交投走势突破下降趋势线(B1:B2)。<br /><br />德成控股30分钟平滑异同移动均线指标(MACD),于6月22日的交投走势处于一个调整的格局。<br /><br />该股处于“0”支撑线上波动,后市交投走势,或会出现一段短线回试它的下限支撑线的支撑(B1:B2)。<br /><br />德成控股的日线图表走势于回试后,或会显现一段反弹走势,它或会挑战65.5-73仙的阻力水平。<br /><br /> <img alt="" height="610" src="https://www.enanyang.my/sites/default/files/styles/media_image/public/2020-06/200622tekseng.JPG?itok=W9l9m9Ec" width="690" /><br /><br />免责声明:本文纯属技术面分析,仅供参考,并非推荐购买。投资前请咨询专业金融师。<br /><br /><br /><br /><br /><br />https://www.enanyang.my/行家论股/德成控股迈向73仙<br /><br />Unknownnoreply@blogger.comtag:blogger.com,1999:blog-25058915.post-85660435026383762372020-06-15T19:11:00.000+08:002020-06-15T19:11:40.009+08:00TEKSENG (7200): Sell on News or Limit Up?<br />
<a name='more'></a><span style="font-size: large;"><br /></span><br />
<div class="margint30" id="blogcontent" itemprop="articleBody">
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<span style="font-size: large;"><span><span style="font-family: arial,helvetica,sans-serif;">In a nutshell, my TP is <strong>RM1.45</strong> conservatively. For a long-winded version, please continue reading :)</span></span></span></div>
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<span style="font-size: large;"><span><span style="font-family: arial,helvetica,sans-serif;">Tek
Seng Holdings Berhad finally announced its FY 2020 Q1 results on
Friday, 12 June 2020. I managed to buy a small position at approximately
RM0.48 on 1 June after accidentally stumbling upon i3 about their
involvement in PP Non-Woven sector. Having missed the glovemakers'
bandwagon, and a little FOMO in me, I decided to place some bets into
this small cap family-run business without delving deep, as I wanted to
have further confirmation and analysis from their Q1 report before
committing further. Thank god I did that!</span></span></span></div>
<div>
<span style="font-size: large;">
</span></div>
<div>
<span style="font-size: large;"><span><span style="font-family: arial,helvetica,sans-serif;">Earnings were up <strong><span style="color: green;">869%</span></strong> YoY and <strong><span style="color: green;">136%</span></strong>
QoQ! So what next? A lot of you like myself will be wondering if this
is a one-trick pony, or a sustainable turnaround story? So I've spent
the last two nights reading through all their annual reports from 2010
to 2018, quarterly reports for 2019, obtaining and analysing financials
of their subsidiaries, namely Wangsaga Industries Sdn Bhd and Double
Grade Non-Woven Industries Sdn Bhd to get a better feel of the company,
and their financials.</span></span></span></div>
<div>
<span style="font-size: large;">
</span></div>
<div>
<span style="font-size: large;"><span><span style="font-family: arial,helvetica,sans-serif;"><u><strong>Background</strong></u></span></span></span></div>
<div>
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</span></div>
<div>
<span style="font-size: large;"><span><span style="font-family: arial,helvetica,sans-serif;">Tek
Seng Holdings Berhad is a company based in Penang pricipally involved
in the manufacturing of PVC related products. Current management mainly
comprises the 2nd-generation family members of founder late Mr Loh Phah
Seng @ Loh Boon Teik, of which his eldest son Loh Kok Beng took over the
helm in 1989. As such, All the siblings each have over 30 years
experience in the PVC industry and they collectively hold over 40% of
the company.</span></span></span></div>
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</span></div>
<div>
<span style="font-size: large;"><span><span style="font-family: arial,helvetica,sans-serif;"><u><strong>Failed Solar Venture</strong></u></span></span></span></div>
<div>
<span style="font-size: large;">
</span></div>
<div>
<span style="font-size: large;"><span><span style="font-family: arial,helvetica,sans-serif;">Tek
Seng's core business in PVC has always been a profitable business over
the 10-year horizon that I looked from 2009-2019. But perhaps it was
lacking in potential growth or the high competition with peers from
China, Thailand and Vietnam, they decided to venture into the solar
industry in 2012. It invested approximately RM300 million between 2012
and 2016 in capex for the solar segment, to manufacture and sell solar
panels etc. The venture began bearing fruits in 2015-2017 as it
contributed significantly to their top and bottom line, but that did not
last. The market dynamics for the solar industry faced massive
challenges thereafter, and in their 2018 annual report, they decided to
cease operations, citing that "<span style="color: black; white-space: pre-wrap;">the photovoltaic solar industry has been facing challenges from different aspects, eg. price pressure, government unfavourable policies as well as anti-dumping taxes implemented". I guess timing to venture into a business is really important and the management paid an expensive lesson having to incur losses for FY 2018 and FY 2019, due to total impairment losses for the solar segment of approx RM120m and inventory written down of approx RM23m. As of the latest Q1 report, no further impairment and inventory write down are recorded.</span></span></span></span></div>
<div>
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</span></div>
<div>
<span style="font-size: large;"><span><span style="font-family: arial,helvetica,sans-serif;"><span style="color: black; white-space: pre-wrap;">I believe the</span><span style="color: black; white-space: pre-wrap;"> solar chapter is now of the past, and management is fully ready to restart from a clean slate and refocus their resources in their core business and expertise. </span></span></span></span></div>
<div>
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</span></div>
<div>
<span style="font-size: large;"><span><span style="font-family: arial,helvetica,sans-serif;"><u><strong>BUY call with 6-month TP of RM1.45 (142% gain from last closing price of RM0.60)</strong></u></span></span></span></div>
<div>
<span style="font-size: large;">
</span></div>
<div>
<span style="font-size: large;"><span><span style="font-family: arial,helvetica,sans-serif;">I try to be as prudent as I can in my analysis, and concluded with a BUY call based on the following:</span></span></span></div>
<div>
<span style="font-size: large;"><span><span style="font-family: arial,helvetica,sans-serif;">1) Earnings visibility and resumption of dividend</span></span></span></div>
<div>
<span style="font-size: large;"><span><span style="font-family: arial,helvetica,sans-serif;">2) Capital expenditure to propel growth and product portfolio</span></span></span></div>
<div>
<span style="font-size: large;"><span><span style="font-family: arial,helvetica,sans-serif;">3) Healthy financial position</span></span></span></div>
<div>
<span style="font-size: large;"><span><span style="font-family: arial,helvetica,sans-serif;">4) Sustained growth in PP Non-Woven medical and hygiene segment globally</span></span></span></div>
<div>
<span style="font-size: large;"><span><span style="font-family: arial,helvetica,sans-serif;">5) Directors' shareholding and public awareness</span></span></span></div>
<div>
<span style="font-size: large;">
</span></div>
<div>
<table border="1" cellpadding="1" cellspacing="1" style="width: 300px;">
<tbody>
<tr>
<td>
<span style="font-size: small;"><span><span style="font-family: arial,helvetica,sans-serif;"><strong>Financial Year 2020</strong></span></span></span></td>
<td>
<span style="font-size: small;"><span><span style="font-family: arial,helvetica,sans-serif;"><strong>Revenue (RM'000)</strong></span></span></span></td>
</tr>
<tr>
<td>
<span style="font-size: small;"><span><span style="font-family: arial,helvetica,sans-serif;">Q1</span></span></span></td>
<td>
<span style="font-size: small;"><span><span style="font-family: arial,helvetica,sans-serif;">52,005</span></span></span></td>
</tr>
<tr>
<td>
<span style="font-size: small;"><span><span style="font-family: arial,helvetica,sans-serif;">Q2</span></span></span></td>
<td>
<span style="font-size: small;"><span><span style="font-family: arial,helvetica,sans-serif;">55,405</span></span></span></td>
</tr>
<tr>
<td>
<span style="font-size: small;"><span><span style="font-family: arial,helvetica,sans-serif;">Q3</span></span></span></td>
<td>
<span style="font-size: small;"><span><span style="font-family: arial,helvetica,sans-serif;">55,069</span></span></span></td>
</tr>
<tr>
<td>
<span style="font-size: small;"><span><span style="font-family: arial,helvetica,sans-serif;">Q4</span></span></span></td>
<td>
<span style="font-size: small;"><span><span style="font-family: arial,helvetica,sans-serif;">59,212</span></span></span></td>
</tr>
<tr>
<td>
<span style="font-size: small;"><span><span style="font-family: arial,helvetica,sans-serif;"><strong>TOTAL</strong></span></span></span></td>
<td>
<span style="font-size: small;"><span><span style="font-family: arial,helvetica,sans-serif;"><strong>221,691</strong></span></span></span></td>
</tr>
</tbody>
</table>
<table border="1" cellpadding="1" cellspacing="1" style="width: 300px;">
<tbody>
<tr>
<td><span style="font-size: small;">
</span></td>
<td>
<span style="font-size: small;"><span><span style="font-family: arial,helvetica,sans-serif;"><strong>FY 2020</strong></span></span></span></td>
<td>
<span style="font-size: small;"><span><span style="font-family: arial,helvetica,sans-serif;"><strong>FY 2021</strong></span></span></span></td>
</tr>
<tr>
<td>
<span style="font-size: small;"><span><span style="font-family: arial,helvetica,sans-serif;">Revenue (RM'000)</span></span></span></td>
<td>
<span style="font-size: small;"><span><span style="font-family: arial,helvetica,sans-serif;">221,691</span></span></span></td>
<td>
<span style="font-size: small;"><span><span style="font-family: arial,helvetica,sans-serif;">298,338</span></span></span></td>
</tr>
<tr>
<td>
<span style="font-size: small;"><span><span style="font-family: arial,helvetica,sans-serif;">PAT (RM'000)</span></span></span></td>
<td>
<span style="font-size: small;"><span><span style="font-family: arial,helvetica,sans-serif;">16,627</span></span></span></td>
<td>
<span style="font-size: small;"><span><span style="font-family: arial,helvetica,sans-serif;">29,088</span></span></span></td>
</tr>
<tr>
<td>
<span style="font-size: small;"><span><span style="font-family: arial,helvetica,sans-serif;">EPS (Sen)</span></span></span></td>
<td>
<span style="font-size: small;"><span><span style="font-family: arial,helvetica,sans-serif;">4.61</span></span></span></td>
<td>
<span style="font-size: small;"><span><span style="font-family: arial,helvetica,sans-serif;">8.07</span></span></span></td>
</tr>
<tr>
<td>
<span style="font-size: small;"><span><span style="font-family: arial,helvetica,sans-serif;">Expected Dividend (Sen)</span></span></span></td>
<td>
<span style="font-size: small;"><span><span style="font-family: arial,helvetica,sans-serif;">1.50</span></span></span></td>
<td>
<span style="font-size: small;"><span><span style="font-family: arial,helvetica,sans-serif;">2.50</span></span></span></td>
</tr>
</tbody>
</table>
<span style="font-size: large;">
</span><br />
<span style="font-size: large;"><span><span style="font-family: arial,helvetica,sans-serif;">My
analysis coincides with management guidance on Q1 report that results
for the rest of year 2020 shall remain stable. While the global health
crisis will lead to slowdown in their traditional core business in PVC
Sheeting and fluctuations in raw material prices, the company is still
net Covid positive beneficiary thanks to their explosive PP Non-Woven
medical segment. With the recent run-up with glove counters trading at
sky high PE, I would conservatively price this at 18x FY2021 forward EPS
of 8.07, hence <u><strong>RM1.45</strong></u>.</span></span></span><br />
<span style="font-size: large;">
</span><br />
<span style="font-size: large;"><span><span style="font-family: arial,helvetica,sans-serif;">Please refer to below for more details and assumptions.</span></span></span><br />
</div>
<div>
<span style="font-size: large;"><span><span style="font-family: arial,helvetica,sans-serif;"><u>1. Earnings Visibility and Resumption of Dividend</u></span></span></span></div>
<div>
<span style="font-size: large;">
</span></div>
<div>
<span style="font-size: large;"><span><span style="font-family: arial,helvetica,sans-serif;">Out
of the RM52m revenue reported in Q1, I tried to make sense of how much
of that was contributed by the Covid-triggered sales for PP non-woven
medical products. Q12019 sales were approx RM40m from the total PVC
segment and I assume 0% YoY growth for this core business to get Q12020
sales of RM40m (FY2018 and FY2019 total sales both recorded less than 1%
growth for PVC segment). That should leave approximately <strong>RM12m</strong> additional sales in Q1, most likely coming from the PP Non-Woven medical segment.</span></span></span></div>
<div>
<span style="font-size: large;">
</span></div>
<div>
<span style="font-size: large;"><span><span style="font-family: arial,helvetica,sans-serif;">I'd
be conservative and assume that Q1 factored in 50% of that impact, and
also assuming that it was already in their full capacity that they can
do for medical segment. Hence, Q2, Q3 and Q4 is expected to generate at
least <strong>RM23m </strong>additional to their core business
respectively. Nonetheless, their core PVC segment shall suffer a fall in
sales due to global economic slowdown. Having refer back to the impact
during the 2008/2009 financial crisis to their topline figures, I assume
their core segment to fall by 30%, 20% and 15% YoY respectively for Q2,
Q3 and Q4 2020. And for the full year of FY2021, it is assumed to
register a 10% growth to 2020 provided a gradual economic recovery then.
The segment has registered approx between 10% and 15% PBT margin over
the last 8 financial years. I assume an overall PBT margin of 10% in
FY2020 and 13% in 2021.</span></span></span></div>
<div>
<span style="font-size: large;">
</span></div>
<div>
<span style="font-size: large;"><span><span style="font-family: arial,helvetica,sans-serif;">As
I have mentioned, their PVC business have always been profitable albeit
lacking of growth. And in all those profitable years, management have
been making it a point to declare dividend to reward shareholders, with
an approximately 30% payout ratio. With solar business now out of the
picture, their earnings turnaround shall continue with high certainty,
accompanied with growth fueled by the PP Non-Woven medical segment.</span></span></span></div>
<div>
<span style="font-size: large;">
</span></div>
<div>
<span style="font-size: large;">
</span></div>
<div>
<span style="font-size: large;"><span><span style="font-family: arial,helvetica,sans-serif;"><u>2. RM20million Capital Expenditure</u></span></span></span></div>
<div>
<span style="font-size: large;">
</span></div>
<div>
<span style="font-size: large;"><span><span style="font-family: arial,helvetica,sans-serif;"><img src="https://klse.i3investor.com/files/my/blog/img/bl6367_screen_shot_20200614_at_8.48.15_pm.png" style="height: 229px; width: 600px;" /></span></span></span></div>
<div>
<span style="font-size: large;">
</span></div>
<div>
<span style="font-size: large;"><span><span style="font-family: arial,helvetica,sans-serif;">With just a not very obvious one-liner in the Q1 report, management has indicated that they have allocated <u><strong>RM20m</strong></u>
for PP Non-Woven segment. To put things into perspective, their total
capex in the overall PVC segment (including PP Non-Woven) for the past 6
financial years 2014-2019 amounted to ONLY approx RM18m. This is
probably the most obvious hint that management see huge opportunities
from this segment and they are ready to commit big. Assuming that this
RM20m capex of new production line only come on-stream and contribute in
FY2021, I conservatively assume an additional annual contribution of
additional RM20m (20% increase in capacity) to top line growth in
FY2021.</span></span></span></div>
<div>
<span style="font-size: large;">
</span></div>
<div>
<span style="font-size: large;"><span><span style="font-family: arial,helvetica,sans-serif;"><u>3. Healthy Financial Position</u></span></span></span></div>
<div>
<span style="font-size: large;">
</span></div>
<div>
<span style="font-size: large;"><span><span style="font-family: arial,helvetica,sans-serif;">As
at 31 March 2020, they have cash and bank balances of RM47m, and a low
gearing ratio of 0.1 times. If market dynamics continue the way they
are, they have the firepower to invest further in the future if deem
appropriate. NTA per share stood at RM0.54. The state of the financials
of Tek Seng is very healthy and the valuation of close to book value
gives further comfort on downside risk from the latest closing price of
RM0.60.</span></span></span></div>
<div>
<span style="font-size: large;">
</span></div>
<div>
<div>
<span style="font-size: large;"><span><span style="font-family: arial,helvetica,sans-serif;"><u>4. Sustained Growth in PP Non-Woven Medical and Hygiene Segment Globally</u></span></span></span></div>
<div>
<span style="font-size: large;">
</span></div>
<div>
<span style="font-size: large;"><span><span style="font-family: arial,helvetica,sans-serif;"><img src="https://klse.i3investor.com/files/my/blog/img/bl6367_pp_non_woven_diagram.png" style="height: 250px; width: 450px;" /></span></span></span></div>
<div>
<span style="font-size: large;">
</span></div>
</div>
<div>
<span style="font-size: large;"><span><span style="font-family: arial,helvetica,sans-serif;">Self-explanatory
from the above global market research report, PP Non-Woven Market
expected to grow at a CAGR of 11%, of which APAC and medical application
is in the sweet spot of above average growth rate. This time round, Tek
Seng is the right company, in the right place, at the right time "<span style="color: #111111; font-weight: inherit;">天时,地利,人和" matches. And Q1 report is evidence that they are fully prepared to exploit this vast market opportunity.</span></span></span></span></div>
<div>
<span style="font-size: large;">
</span></div>
<div>
<span style="font-size: large;"><span><span style="font-family: arial,helvetica,sans-serif;"><u>5. Directors' Shareholding and Public / Media / Broker Awareness</u></span></span></span></div>
<div>
<span style="font-size: large;">
</span></div>
<div>
<span style="font-size: large;"><span><span style="font-family: arial,helvetica,sans-serif;">The
main directors of the company (3 siblings) collectively own more than
40% of shareholdings, as like many of Bursa-listed family run
businesses. Compared to other more professionally run companies
especially in the Western world, the main benefit of this is that the
management interests are in-line with shareholders. They would want
better share price performance and dividend payout as you do too. </span></span></span></div>
<div>
<span style="font-size: large;">
</span></div>
<div>
<span style="font-size: large;"><span><span style="font-family: arial,helvetica,sans-serif;">Another
aspect that I really like about Tek Seng is that it flew under the
radar of most of media and market participants, as such, it is a true
gem with massive untapped potential. There were almost no media article
on their Q1 excellent report, and even on i3 forum it is fairly a quiet
affair for now. Most retail and institutional investors probably still
busy goreng glove stocks and its small market cap currently meant that
it probably won't pique the interests of most fund managers yet. I also
have more confidence with the management's low key approach of further
investment into PP Non-Woven segment. Unlike some other listed companies
who just started to venture into the current hot businesses of face
mask, PPE equipment or anything Covid-related, and doing it high profile
just for the purpose of "goreng" its shares. Tek Seng is already in the
business of PP Non-Woven since at least 2005 and they do it nice and
quiet, while aggresively taking full advantage of the current situation.</span></span></span></div>
<div>
<span style="font-size: large;">
</span></div>
<div>
<span style="font-size: large;"><span><span style="font-family: arial,helvetica,sans-serif;"><u><strong>CONCLUSION</strong></u></span></span></span></div>
<div>
<span style="font-size: large;">
</span></div>
<div>
<span style="font-size: large;"><span><span style="font-family: arial,helvetica,sans-serif;">Given
the above, I probably should have bought more before they announced Q1
results but that would be nothing more than gambling, since I have no
inside information prior to the announcement. What we can do now is act
with all the information we have, now that Q1 results are out. Based on
the latest closing price of RM0.60, it is a no-brainer BUY call with
high upside potential and low downside risk. I hope to be able to double
down on this investment tomorrow before it goes limit up at RM0.90.
Anything below RM0.80 still gives a massive upside of at least 80%.</span></span></span></div>
<div>
<span style="font-size: large;">
</span></div>
<div>
<span style="font-size: large;"><span><span style="font-family: arial,helvetica,sans-serif;">Let's get our hands in this before it gets all the media attention with the <strong>LIMIT UP</strong>.</span></span></span></div>
<div>
<span style="font-size: large;">
</span></div>
<div>
<span style="font-size: large;"><span><span style="font-family: arial,helvetica,sans-serif;">Disclaimer:</span></span></span></div>
<div>
<span style="font-size: large;"><span><span style="font-family: arial,helvetica,sans-serif;">I do own some shares in Tek Seng Holdings Bhd.</span></span></span></div>
<div>
<span style="font-size: large;"><span><span style="font-family: arial,helvetica,sans-serif;">**Please do your own due diligence and feel free to fact check or clarify my assumptions / numbers.<br /><br />https://klse.i3investor.com/blogs/ahairytraderblog/2020-06-14-story-h1508786110-TEK_SENG_7200_Sell_on_News_or_Limit_Up.jsp</span></span></span></div>
</div>
Unknownnoreply@blogger.comtag:blogger.com,1999:blog-25058915.post-47906442265567800552020-06-13T13:32:00.002+08:002020-06-13T18:04:49.821+08:00TEKSENG (7200) 德成 - 转亏为盈,净利869%爆炸性增长!业务竟然是口罩&医疗用具的原料!<br />
<a name='more'></a>TEKSENG (7200) 德成 - 转亏为盈,净利869%爆炸性增长!业务竟然是口罩&医疗用具的原料!<br />
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今天发布的业绩中,有一间公司特别引人注目,TEKSENG,转亏为盈,净利增长竟然达到869%!<br />
你对TEKSENG的印象还停留在太阳能吗?其实该公司太阳能的相关产品已经停产,而有关厂房已经出租,之前安装好的太阳能发电电池板也持续为公司贡献部分盈利。<br />
而公司目前重心放在核心业务,即是<b>PVC 和 PP 无纺布 (non-wowen) 。</b><br />
是否很熟悉呢?没错,那就是制作<b>口罩的原材料</b>。看一看公司业务简介,其实除了口罩,很多医疗相关物品的制作也是用这种原材料。医疗物品包括防护服,医用头套,手术服等等。<br />
而近期手套医疗股都受到市场青睐,TEKSENG视乎不怎么受到关注,这次是否能配合利好业绩,重新吸引投资者的目光呢?<br />
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" style="width: 700px;" /><br />
从最新的业绩当中也看到,增长主要归功于营业额的增加,相信是因为医疗相关产品需求增加,从而刺激无纺布的销量走高。<br />
同时盈利也不再被太阳能业务拖累,因为有关太阳能业务的impairment已在之前的QR做完,所以这一次的业绩完全反映主要业务的盈利能力。<br />
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" 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" 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而在对未来的展望方面,管理层也表示PVC业务在一年里将趋向稳定。这可视为市场对公司产品的需求将会持续,因为在全球的疫情尚未获得完全控制的情况下,对医疗物资的需求是会一直存在的。管理层也提到将积极拓展海外业务。公司透过其subsidiary,DOUBLE
GRADE NON WOVEN INDUSTRIES SDN BHD,目前已拓展业务至南北美洲以及数个东欧国家。<br />
在经过了几年的亏损后,这次报出亮丽业绩,对公司和股东来说可说是苦尽甘来啊,相信顺着目前市场的趋势,公司的业务将持续稳定发展,来临业绩也令人期待!<br />
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" style="width: 700px;" /><br />
股价近期走势强势,今天即使面对市场恐慌套利,最后股价依然强势回涨,走势依旧稳健。而目前配合超出预期的利好业绩,相信股价有望突破0.645的阻力,创数年新高。<br />
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Unknownnoreply@blogger.comtag:blogger.com,1999:blog-25058915.post-11203355160520223392019-10-16T14:08:00.003+08:002019-10-16T14:08:48.075+08:00Tekseng (7200): Potential turnaround in the making<br />
<a name='more'></a><br /><br />
<strong><u>Tekseng (7200): Potential turnaround in the making</u></strong><br />
<br />
Syariah: Yes<br />
<br />
Market Listing: Main<br />
Current Price: 0.25<br />
<br />
<strong>Fair Value: 0.31 (based on Morning Star)</strong><br />
<br />
<br />
<img src="https://klse.i3investor.com/files/my/blog/img/bl5950_fair_value.png" style="height: 100px; width: 140px;" /> <br />
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<strong><u>Company Background</u></strong><br />
<br />
Tek Seng Holdings Bhd is an investment holding company. It operates
through two segments: polyvinyl chloride (PVC) segment and Photovoltaic
Solar segment. The PVC segment is engaged in manufacturing and trading
of PVC sheeting, PolyPropylene (PP) Non-Woven, PVC leather related
products. Whereas Solar segment is engaged in the manufacturing and
trading solar cells, solar panels, solar modules and solar-related
product.<br />
<br />
<strong><u>Reasons to look at Tekseng</u></strong><br />
<br />
1. The group had decided to temporarily cease the operation of the
photovoltaic solar business mainly due to unforeseen market
uncertainties as well as the demand as this is a positive step towards
improving their business by cutting out the loss-making sector from
their business.<br />
<br />
2. Improved sales of polyvinyl-chloride (PVC) sheets to Indonesia,
Africa, the Middle-East, and Italy were instrumental in helping the
group to remain profitable as this year they will ramp up our exports to
Africa, the Middle-East, and Italy.<br />
<br />
3. Expecting contribution from Indonesia to increase to about 50% this year.<br />
<br />
4. PVC flooring sheet production capacity would be raised by about 10%
this year in which PVC production floor is about 80% utilized.<br />
<br />
5. Tek Seng will start production of polypropylene (PP) sheets in the
third quarter 2019 for the stationery market in Europe as they have
invested in four machines to produce PP sheets.<br />
<br />
6. The group plans to introduce PVC and PP luxury vinyl tiles (LVT) for
the renovation industry in the third quarter as they plan to sell the
LVT products in Malaysia and Europe.<br />
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<br />
7. The new products will be contributing to the revenue in 2020 as this
is a positive signal towards returning to the black for Tekseng.<br />
<br />
Point 1-7 Source: <a href="https://www.thestar.com.my/business/business-news/2019/06/24/tek-seng-to-return-to-the-black-this-year" rel="nofollow" target="_blank">https://www.thestar.com.my/business/business-news/2019/06/24/tek-seng-to-return-to-the-black-this-year</a><br />
<br />
8. Fundamentally Tekseng has showed some big improvement in terms of
their Operating Cash flow which was negative last year and YTD its
sitting at a healthy level 14.25 million and their free cash flow is
positive sitting at 12.47 million compared to -2.39 million last year.<br />
<br />
Source: Morning Star report<br />
<br />
<strong><u>Technical Analysis</u></strong><br />
<br />
<img height="231" src="https://klse.i3investor.com/files/my/blog/img/bl5950_chart_tekseng.png" width="600" /><br />
Minimal risk for Tekseng as seen support is quite strong at 0.235/0.24.
Once the Downtrend Line (DTL) is broken which is currently at 0.25 we
could anticipate Tekseng to further go to 0.265/0.28 then to the fair
value of 0.31 in the near future.<br />
<br />
<br />
<strong><u>Conclusion</u></strong><br />
<br />
We strongly believe Tekseng could do a strong turnaround because the
group has decided to get rid of their cancerous solar segment which was
dragging them down for a while and now once they had get rid off this
loss making segment Tekseng has showed a strong improvement in their
fundamentals and also their prospect in the near future looks bright
with all the expected new business contributing towards their
turnaround.<br />
<br />
Disclaimer<br />
<br />
Disclaimer: Any content provided only for education learning purposes
and NOT recommendation for buying or selling any stock. Please consult
your remisier /dealer before making any decision.<br /><br />https://klse.i3investor.com/blogs/teksengpotentialturnaround/229168.jsp<br />
<br />Unknownnoreply@blogger.comtag:blogger.com,1999:blog-25058915.post-2309918286455554982019-02-16T16:34:00.003+08:002019-02-16T16:34:56.642+08:00杨美盈公布太阳能20亿工程公开招标 能源板块公司蠢蠢欲动?<br />
<a name='more'></a><br /><br />能源丶工艺丶科学丶气候变化及环境部长杨美盈今日公布政府为总值20亿令吉的第三型太阳项目(LSS3)工程进行公开招标,大马股票交易所的能源股会不会在未来数个月成为市场焦点?<br /><br />杨美盈公布这项消息後,涉及再生能源的上市公司并没有出现异重,龙头国家能源(TENAGA 5347)微涨2仙至RM13.04,共有167万股易手。<br /><br />国内最大再太阳能发电厂商的CYPARK集团(CYPARK 5184)涨2仙至RM1.67,阿马产业(AMPROP 1007)则跌半仙至RM0.515,仙股公司VSOLAR威能(VSOLAR 0066)涨半仙至16仙。<br /><br />
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<br />太阳能光伏厂商德成(TEKSENG 7200)涨半仙至RM0.255,该公司已在去年第三季停止生产光伏板,以减低亏损。<br /><br />杨美盈在记者会上说,太阳能工程招标活动为期6个月,从2019年2月起,截至8月结束。她预计,招标结果将在年底前出炉。<br /><br />“这是一个公开招标。能为首500兆瓦(MW)提供最低价格者—已通过所有(必要)的财务和技术资格—将成为(此次竞标活动)的赢家。”<br /><br />杨美盈在记者会上说:“外国公司的持股权最多是49%,但工程丶建筑和调试的承包商必须是100%本地公司,因为大马有足够的竞争性本地企业,但可能没有足够的财力。我们不限制采购,因为我们想要最优惠的价格。”<br /><br />杨美盈表示,政府已经决定,对于LSS3计划,每个发展商所提供的配额将从之前的30兆瓦增加到100兆瓦,好让它们从金融机构获得更好的融资利率,从而降低电价。<br /><br />此外,根据她的说法,为发展商提供的配额将不再基于容量范围,以允许他们竞标更高的容量。<br /><br />她透露,政府有信心到2030年或更早,可以降低电费,并且可与其他形式的发电(如天然气和煤炭)竞争。<br /><br />https://9shares.my/%e6%9d%a8%e7%be%8e%e7%9b%88%e5%85%ac%e5%b8%83%e5%a4%aa%e9%98%b3%e8%83%bd20%e4%ba%bf%e5%b7%a5%e7%a8%8b%e5%85%ac%e5%bc%80%e6%8b%9b%e6%a0%87-%e8%83%bd%e6%ba%90%e6%9d%bf%e5%9d%97%e5%85%ac%e5%8f%b8/Unknownnoreply@blogger.comtag:blogger.com,1999:blog-25058915.post-81608663760465021212017-04-03T23:04:00.000+08:002017-04-03T21:35:25.018+08:00个股点评 - 20 March - 31 March 2017 <br />
<a name='more'></a><b>个股点评 - 20 March - 31 March 2017 </b><br />
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富斯科(FOCUS 0116 ),是一间从事地产投资管理,工程服务和食品公司。公司业务多元化,可是所有业务都在亏损。2016年全年的营收是增加93%,但同时亏损也增加27%,从1340万增加至1700万。公司今年亏损有部分是因为坏账和部分资产减值所以影响而增加了亏损。不过公司过去数年都面对亏损,而且业务多元化也没有改善公司的业绩。随着业务亏损,手上的资金就会减少,如果按照如此亏损的状态发展下去,相信公司不久就要找钱了。(净资产3.5sen)<br />
(想买指数:1星,公司业务多但都面对亏损,而且现金急剧下跌,如果亏损继续,相信公司需要找新资金来维持。)<br />
<br />
3A资源(3A 0012),是一间生产食品调味公司。公司2016年全年业绩不俗,营收上升10%,而税后盈利增加94%,达3892万,或每股盈利9.89sen。业绩表现亮眼,这是因为毛利率增加和子公司减少亏损所得。公司去年年尾之时,其董事兼大股东因为涉嫌内幕交易而被提控,案件还在进行中,也许这导致公司的股价停滞在1.30-1.35之间,不跟随大市。案件可能会影响董事处理业务的状态,更可能判决会影响这个公司的运作,所以股价在小范围活动。如果撇除这项不利因素的影响,按照公司现有的情况发展,相信未来业绩会更加的出色。(净资产70.99sen)<br />
(想买指数:3星,公司业绩在逐步加强,但因为董事兼大股东有案件缠身,担心会影响公司的正常运作。)<br />
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泛页(PANPAGE 0041),是一间以网络广告为主的公司。公司2016年全年业绩表现差,和上一年比较,由盈转亏。营收下跌38%,税后亏损881万,上一年赚474万。公司的业绩时好时坏,前一年也是亏损,再前一年却是盈利,不过近几年亏损往往大过盈利很多。公司今年因为营收下跌,毛利率也跟着下跌,所以导致公司转盈为亏。虽然现在网络盛行但要在在个领域赚钱还不容易,公司和阿里爸爸是策略性伙伴,但因为其营收来源和阿里不同,所以不能和阿里相提并论,可能因此此股在马云来我国时并没有掀起什么风浪。(净资产22.3sen)<br />
(想买指数:2星,公司业绩时赚时亏,且未来充满不确定性,要达到稳定的业绩,除了需要市场好转同时也需要管理层的努力。)<br />
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艾飞升(EFFICEN 0064),是一间提供数据服务和外包公司。今天可是受到马云效应使其股价突然暴升,不过这种效应,时效往往很短。公司2016年全年业绩面对亏损,其营收虽然有大幅度上升,不过总营收也只是仅有286万,去年为21万。虽然营收大幅度增加,但其运营成本却高达1625万,所以公司全年在税后要面对994万的亏损,或每股亏损1.4sen。今天只所以受马云效应拉抬,主要是因为公司的大股东是新加坡邮政公司,而这邮政公司马云是股东之一,就是那么浅浅的一层关系。艾飞升在2015年卖出2间子公司后,现手上有大约5千万的现金,公司不排除会进行收购来扩展业务,不过至今还不清楚公司将会收购什么公司,所以在等待新业务的到来,公司业绩应该还是会相当不入眼!(净资产21sen)<br />
(想买指数:1星半,公司在等待收购公司来扩展业务,在这之前公司业绩难有好转,所以需要等看新业务和带来什么业绩,也许才能让投资者更肯定是否值得投资。)<br />
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威能(VSOLAR 0066),是一间售卖电脑产品和再生能源公司。公司2017年首半年业绩还是在亏损,半年来亏损128万,或每股亏损0.42sen。由于营收只有75万,不足以偿还费用,所以导致亏损。公司的再生能源刚进行,公司宣称接下来由于再生能源开始有营收,所以公司的未来业绩会有所进步。对于公司希望靠再生能源而翻身应该是要给于希望,不过由于这门业务在我国还算新颖,对于是否可以长期带来稳定的收益还需要时间的观察。(净资产4.1sen)<br />
(想买指数:2星,期望新的再生能源业务可以改变公司长年亏损的状况,不过这行业还算新,实际的效果还有待观察。)<br />
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柳谷系统(WILLOW 0008),是一间承建监控系统和数据处理公司。2016年全年业绩有进步,营收增加10%,而税后盈利就微升2.5%,达1794万,或每股盈利7.51sen。公司现在主要的收入来源接近70%来自新加坡,而剩余大多来自我国。公司的营收和盈利每年都有一定的增长,而且公司每年都会给股息,最近才宣布2sen的股息。由于公司工程合约陆续有来,未来的营收不成问题。也由于柳谷系统的收入和盈利成长取决于工程的多寡,工程越多对于股价的推动就越有力,这是工程股股价推动的利器,可是也因为如此造成股价不会有惊奇的可能。因为只要从公司的手上工程项目总额多少就大慨可以计算公司可以在整个工程可能获得的盈利,所以工程越多就代表公司赚的越多,但因为可以计算出来大约多少盈利,所以一旦公布业绩往往都在人们计算里,所以缺乏了可能带来的惊喜,而股市对于“已知”这个概念没太大反应,对于“不在预期”就有很大反应,可能因此这股在最近的创业版风潮沾上的好处不多。(净资产56sen)<br />
(想买指数:3星,公司工程陆续有来,就是业绩和股价少了惊喜,不过公司业绩不俗,有稳定的成长。)<br />
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<br />
德源首要(TECGUAN 7439),是一间从事生产和销售棕油可可产品。公司2017年全年业绩表现不俗,营收增加79%,而税后盈利上升44%。达1199万或每股29.92sen。这是因为棕油的销售(占97%销售总额)有大幅度提升,纵然毛利率下跌,不过因为销量增加和汇率上的盈利,所以才有如此的成绩。公司在今天公布业绩却下跌,主要还是因为“BUY ON RUMOUR, SELL ON FACTS”的效应,还有由于棕油价格最近下跌幅度不小,这可能会影响公司短期未来的业绩,所以卖盘增加。(净资产RM2.567)<br />
(想买指数:3星,公司业绩表现良好,但必须留意近期棕油价格走低,因此会影响公司未来短期的表现。)<br />
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德成控股(TEKSENG 7200),是一间生产和销售PVC和太阳能板公司。公司2017年全年业绩是表现不错,营收增加21%,而税后盈利也增加37%,整体看起来不错,可是公司第是季度是面对亏损的,该季度税后亏损了1573万,而这是因为太阳能业务销量下跌所导致。公司早在去年9月份无预警的辞退部分员工,就已经预告太阳能业务将面对困难。公司2016年前半年因为太阳能业务带来好成绩,但下半年和未来短期也因为太阳能而面对困难。由于太阳能价格在去年下跌厉害,公司对于未来短期业绩也出现谨慎的态度,所以短期内公司难有较大的作为。<br />
(想买指数:2星,公司最近的业绩不佳,而且未来管理层出现谨慎的态度,所以短期内不被看好。)<br />
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CME集团(CME 7018),是一间从事生产特别用途车辆公司(诸如:救火车等等)。公司2016年全年业绩不理想,虽然营收有上升11%,但亏损扩大1359万,前期是亏损1352万,亏损主要是因为公司投资减值所影响。公司几年前想靠投资澳洲地产来增加入息,结果现在触礁了,而且还背负不小的债务。公司要在今年7月以前偿还超过1200万的债务和费用,以公司现在手上的现金量,相信会因此让公司财政压力相当大。由于现有的业务很令公司有较大的作为,所以这可能造成公司股价常年都在小范围内活动。(净资产14.5sen)<br />
(想买指数:1星半,公司现有的业务业绩平平,加上短期受到澳洲地产负面的影响,所以未来短期必须要谨慎。)<br />
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互泰(GMUTUAL 9962),是一间从事地产发展和管理公司。公司一向来都表现平稳,2016年全年有不俗的业绩,营收上升28%,税后盈利增加717万达2322万或增加44%,每股盈利6.18sen,最近刚宣布派发1sen的股息。公司盈利表现稳定,且有每年派息,但其股价一直都不太爱跟随大市。公司股价向来偏低,就算是几年前我国地产高潮是时股价也不见得有多高,也许基金或投资研究机构不太对公司做出什么评价,而公司本身也选择默默的耕耘,所以纵然其基本面和营收能力比不少大型地产公司好,但就是股价不太爱活动。投资这股要有相当的耐心,等问题是不知要等多久!(净资产89sen)<br />
(想买指数:2星半,公司业绩稳健,且有股息派发,但公司股票爱走自己的路,投资需要有较长的耐心。)<br />
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个股点评 - 20 March - 31 March 2017 <br />
http://koonhoo.blogspot.my/2017/04/20-march-31-march-2017.htmlUnknownnoreply@blogger.comtag:blogger.com,1999:blog-25058915.post-40785475592588981542017-02-24T22:18:00.000+08:002017-02-24T22:18:04.074+08:00TEKSENG (7200) 德成 - 德成控股TEKSENG – FY16Q4业绩陷入红海!<br />
<a name='more'></a>TEKSENG (7200) 德成 - 德成控股TEKSENG – FY16Q4业绩陷入红海!<br /><br /><br />
TEKSENG刚发布了FY16Q4业绩,自太阳能业务开始作出贡献后,首度蒙受亏损。以下是TEKSENG近4个季度的盈利表现:<br />> FY16Q1 – RM15.1m 盈利<br />> FY16Q2 – RM16.2m盈利<br />> FY16Q3 – RM7.4m 盈利<br />> FY16Q4 – RM7.5m 亏损<br /><br />其太阳能业务再次成为致命伤,单单在FY16Q4就蒙受RM16.6m的净亏损。其营业额也继续走低,按季下滑35%。这显示出目前的太阳能领域依然保持低迷,而且太阳能产品的价格也没有好转。对于这笔亏损,TEKSENG的台湾合伙搭档【SOLARTECH】承担约一半。<br /><br />此外,TEKSENG的PVC业务也意外崩盘,竟然交出税前亏损的业绩,真的出乎预料。值得一提,其PVC业务在过去5年不曾在任何一个季度蒙受亏损。然而,TEKSENG早在前几个季度额外缴付多余的税务。因此,在这个季度蒙亏下,TEKSENG才得以录得税务收益 (Tax Income),导致表现转亏为盈。然而,这表现非贡献于TEKSENG的核心盈利。<br /><br />除了税务收益,TEKSENG也在这个季度获得一笔RM1.98m的供应商赔偿,短暂缓冲集团盈利的暴跌。它在上个季度也同样录得高达RM8.4m的供应商赔偿。管理层在这一方面未作出任何解释。<br /><br />至于其他非核心项目,TEKSENG在这个季度录得RM3.8m的外汇亏损,一整年累积外汇亏损高达RM7.3m。<br /><br />展望2017年,管理层期待太阳能领域可逐渐复苏。早前,世界各地政府推出的新政策和各种修订政策,导致全球太阳能板块的需求下降。TEKSENG将积极采取措施提高太阳能产品的效率,以改善其表现。<br /><br />总结,第4个季度往往都充满非常多“红炸弹”的业绩。TEKSENG的表现可说是惨不忍睹,股价暴跌是必然的事。本专页曾在上两个星期分享关于TEKSENG的文章,包括业绩可能发生的事故。大家可以参考以下 -“德成控股TEKSENG – 业绩出炉前点评”。<br />https://www.facebook.com/rhresearch/photos/a.1200196869991930.1073741828.1200094743335476/1443415425670072/?type=3<br /><br />TEKSENG早前的起涨纯粹是技术上的操作。对于茫然追高但是还未套利的股友,只能说声抱歉。希望大家都可以多关注在基本面和业绩的细节上,而非跟随散户杀进杀出。这样,大家才可以在未来提高投资的胜算。<br /><br />#TEKSENG<br />纯属分享!<br /><br />(对于股票分析报告和业绩点评有兴趣的股友,可私下PM本专页以了解详情。)<br /><br />TEKSENG (7200) 德成 - 德成控股TEKSENG – FY16Q4业绩陷入红海!<br />https://www.facebook.com/rhresearch/<br /><div class="_3x-2">
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Unknownnoreply@blogger.comtag:blogger.com,1999:blog-25058915.post-51283935645506820522017-02-21T15:09:00.001+08:002017-02-21T15:09:30.251+08:00TEKSENG (7200) 德成 - 大型太阳能发电站招标 10亿商机花落谁家 <br />
<a name='more'></a> 21/02/2017 <br /><br />
<br />
<br />TEKSENG (7200) 德成 - 大型太阳能发电站招标 10亿商机花落谁家 <br /><br />能源委员会目前正在招标,以在西马半岛和沙巴/纳闽区兴建大型太阳能发电站,预料这批合约价值超过10亿零吉,大马股市里涉及太阳能发电业务的上市公司有份分到一块蛋糕吗?<br /><br />能源委员会(Energy Commission)发表文告指出,有闗的大型太阳能发电站所生产的电能,将通过输电缆,把电流卖给国家能源或沙巴电力局。<br /><br />该委员会表示,大型太阳能发电站的产电量将由1兆瓦特到30兆瓦特,目标是在西马生产360兆瓦特电流,沙巴和纳闽的目标是100兆瓦特。<br /><br />大马股票交易所有多家公司涉及太阳能发电,CYPARK集团(CYPARK 5184),AM产业(AMPROP 1007)是大型的太阳能发电商。<br /><br />持有小型1兆瓦特发电站的公司有两家,其中包括方正集团(PUC 0007)和VSOLAR集团(VSOLAR 0066)<br /><br />德成控股(TEKSENG 7200)则是生太阳能发电板的公司,国内要兴建更多太阳能发电站,该公司就有机会争取更多订单,当然,德成控股面对中国太阳能板竞争。<br /><br />能源委员会这一次招标的太阳能发电站,预料会在2019年投产,因此得标者的财务不会有立刻见效的作用。<br /><br />不过长期而言,参与太阳能发电的公司将会有稳定的"重复收入",对公司基本面会有很大的帮助。<br /><br />参与太阳能发电的公司中,有没有值得投资的"目标"呢?CYPARK集团,AM产业,方正集团和VSOLAR集团有机会分到一杯羹吗?敬请留意《股票消息》明日下午为"赞助会员"分享的"太阳能发电10亿商机落谁家"研究报告。<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSE1lP9Mxk5bKZ7qLMyQhVIJar8taHMQNKRaMgsHYgW1ySTzdNILxqGmXKhQy5je5AIaE8E5_bR-nsfmgve0m1khEfNS6nbXoOocem6IxOX2YUiDVz9maAfQvv1UwT7iDem106OA/s1600/TEKSENG+03.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="170" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSE1lP9Mxk5bKZ7qLMyQhVIJar8taHMQNKRaMgsHYgW1ySTzdNILxqGmXKhQy5je5AIaE8E5_bR-nsfmgve0m1khEfNS6nbXoOocem6IxOX2YUiDVz9maAfQvv1UwT7iDem106OA/s320/TEKSENG+03.jpg" width="320" /></a></div>
<br /><br />
TEKSENG (7200) 德成 - 大型太阳能发电站招标 10亿商机花落谁家 <br />
http://sharesinfo4u.com/archives/40034Unknownnoreply@blogger.comtag:blogger.com,1999:blog-25058915.post-79277825220023378462017-02-18T14:13:00.002+08:002017-02-18T14:13:11.126+08:00TEKSENG (7200) - If You Miss The Entry 10 Days Ago, Your Second Chance Might Be Here - TEKSENG Bullish Flag Breakout<br />
<a name='more'></a>TEKSENG (7200) - If You Miss The Entry 10 Days Ago, Your Second Chance Might Be Here - TEKSENG Bullish Flag Breakout<br /><br />
<div class="margint30" id="blogcontent">
<h2>
TEKSENG (7200): Bullish</h2>
<h3>
Pattern: Breaking Out From A Bullish Flag Plus A Double Bottom</h3>
<img alt="TEKSENG Weekly Bottom Out" src="http://klse.i3investor.com/files/my/blog/img/bl1622_2017.02.17_tekseng_weekly.png" style="height: 241px; width: 710px;" /><br />
Based on TEKSENG's weekly chart above, we can notice that TEKSENG
rebounded from a resistance-turned-support line at 0.65 with high
volume.<br />
<img alt="TEKSENG Daily Double Bottom Flag Breakout" src="http://klse.i3investor.com/files/my/blog/img/bl1622_2017.02.17_tekseng_daily.png" style="height: 238px; width: 710px;" /><br />
On the daily chart above, TEKSENG forms a double bottom and broke out
from those two downtrend lines. The first entry will be the bullish
candle breakout 10 days ago. If you missed it, it is currently breaking
out from a bullish flag with decent volume. The projected target price
is 0.95, which is just below the overhead resistance as marked in a red
box.<br />
I stay bullish on TEKSENG as long as it is above 0.75.<br />
<span style="color: #333333; font-family: Verdana, Arial, Helvetica, fantasy, sans-serif;">Leave
me a comment below and let me know what you think. If you have any
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<img height="18" src="http://klse.i3investor.com/files/my/blog/img/bl1622_2017.01.25_mingjong_email.png" width="158" /><br /><br />TEKSENG (7200) - If You Miss The Entry 10 Days Ago, Your Second Chance Might Be Here - TEKSENG Bullish Flag Breakout<br />http://klse.i3investor.com/blogs/candlestick/116132.jsp</div>
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Unknownnoreply@blogger.comtag:blogger.com,1999:blog-25058915.post-53526442505563735872017-02-09T13:54:00.002+08:002017-02-09T13:54:15.211+08:00TEKSENG (7200) 德成 - 德成控股TEKSENG – 业绩出炉前点评<br />
<a name='more'></a><br />TEKSENG (7200) 德成 - 德成控股TEKSENG – 业绩出炉前点评<br /><br />相信大家对TEKSENG一点都不陌生,因此在这也不再做详细介绍。大家可参考以下12月的文章<br />https://www.facebook.com/rhresearch/photos/a.1200196869991930.1073741828.1200094743335476/1375062535838695/?type=3<br /><br />TEKSENG近期从底部强势反弹,在短短两天内从0.675攀升至0.78,相等于15.6%的涨幅。其凭单的走势更凌厉,两天内高涨25.5%。虽然技术走势非常漂亮,但是本专页认为这走势很大可能只是暂时性。换句话说,这是投资者套利或止损的最佳机会。<br /><br />这论点主要是从业绩的角度去判断。TEKSENG太阳能子公司【TS SOLAR】的表现和其台湾搭档【SOLARTECH】息息相关。这两者过往表现的趋势几乎是一样。因此,只要获取【SOLARTECH】的业绩数据,就可大略知道TEKSENG太阳能业务的表现。<br /><br />附图是【SOLARTECH】一整年的业绩表现。值得一提,台湾上市公司必须每个月都发布业绩,而不是每三个月一次。本专页在以下做了一个营业额成长对比:<br />> FY16Q2 – 【SOLARTECH】按季增长6%,【TS SOLAR】按季增长13%<br />> FY16Q3 – 【SOLARTECH】按季下滑49%,【TS SOLAR】按季下滑60%<br />> FY16Q4 – 【SOLARTECH】按季保持不变<br /><br />从以上来看,两者的表现是有迹可循。【SOLARTECH】的营收在11月稍微复苏,然而12月又再次被打回原形。它在前天发布2017年1月的业绩。其营业额进一步下滑至3.88亿元,创下自2014年以来的低点。<br /><br />根据台湾太阳能业者,1月营收受到农历春节假期影响,2月业绩预计可稍微回温, 但是他们认为 3月营收才会明显反映出市场的行情。太阳能产品报价方面已有上涨迹象。按照目前趋势来看,FY17Q1的表现预计可比FY16Q4来得好。<br /><br />然而,太阳能厂家在FY17Q1要转亏为盈依然困难,要再次赚钱恐怕必须等到3月至5月。投行估计中国内需市场在上半年将有一波强劲安装潮,太阳能产品于农历新年前已出现强劲需求,预计可延续至FY17Q2。<br /><br />TEKSENG的太阳能业务在FY16Q3蒙受亏损。参考【SOLARTECH】的表现后,恐怕其即将发布的FY16Q4表现依然还是亏损。值得一提,TEKSENG上个季度的核心盈利其实只有大约RM1.3m。它在FY16Q3获得一笔高达RM8.4m的供应商赔偿,才得以缓冲盈利的暴跌。假设失去这非核心收益后,TEKSENG的盈利很有可能低于RM3m。<br /><br />因此,本专页不看好TEKSENG即将发布的业绩,认为其股价的强劲走势只是暂时性。对于想要捞底的股友,或许可在5月左右累积。相信到时候其股价已反映出市场最坏的情况,下跌风险自然是非常小。<br /><br />#TEKSENG<br />纯属分享!<br />
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<br />TEKSENG (7200) 德成 - 德成控股TEKSENG – 业绩出炉前点评<br />https://www.facebook.com/rhresearch/<br />
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Unknownnoreply@blogger.comtag:blogger.com,1999:blog-25058915.post-63824192133293578322017-02-08T15:58:00.000+08:002017-02-08T15:58:03.124+08:00TEKSENG (7200) - TEKSENG - A CHART OF PERFECTION<br />
<a name='more'></a>TEKSENG (7200) - TEKSENG - A CHART OF PERFECTION<br /><br />
<br />
Dear i3investor community, valued investors and friends, do have a look at this chart, TEKSENG.<br />
<img src="http://klse.i3investor.com/files/my/blog/img/bl3197_tekseng_final.png" style="height: 400px; width: 600px;" /><br />
<br />
TEKSENG has been on a downtrend for 7 months now from an astonishing
peak of RM 1.41 last year. Logically speaking, the share price fell to a
low of RM 0.65 in recent weeks of trading. That is an outstanding 53%
drop from its peak of RM 1.41 in August 2016 last year! Yesterday's
price action showed a significant trend reversal accompanied with
breakout with high volume. If you take a closer look at the chart,
TEKSENG has barely rebounded in all it's previous sell-offs within the 7
month period. This time, the rebound is fierce and strong, accompanied
with high buying interest and volume by investors. Therefore, this stock
is signaling great potential upside. Do take note that there is a 'Gap'
to be filled which was created in 26th Sept 2016.<br />
<br />
Immediate Resistance for this stock lies at RM 0.8 followed by RM 0.93 and RM 1.15.<br />
The surge and reversal in volume and price respectively would
definitely SPARK great interest within investors. Support can be found
at RM 0.75.<br />
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Unknownnoreply@blogger.comtag:blogger.com,1999:blog-25058915.post-85262284954097055332017-01-16T08:59:00.001+08:002017-01-16T08:59:59.276+08:00TEKSENG (7200) 德成 - #0009 邪门的技术分析,Tekseng(7200)的鬼故事 <br />
<a name='more'></a><span id="614278708344217141">TEKSENG (7200) 德成 - #0009 邪门的技术分析,Tekseng(7200)的鬼故事 <br /><br />在上篇《2016
投资年记》,大概提到了Tekseng(7200)这支股的战役,于是写了这个case study。去年8月我到prop
firm做internship。为期3个月的internship,我都是在模拟交易香港期货。我也说过香港期货因为速度很快,看一整天的技术图,差不多是一支股票1~2年的技术图。也可能我本身已经有了5年股票基本面分析的底,因此我的技术分析进步很快,并不是我很骄傲,3个月的时间,进步的速度真的可以比一个交易10年股票的前辈,原因是股票的技术图非常慢。<br />
<br />
其实技术分析挺邪门的,曾经有人放空(意思是买它跌)航空股,后来这家航空公司就有飞机坠机了。基本面投资者/大户离场,会反映在技术图上,技术分析投资者也跟着离场,因为股价会说话。<br />
<br />
在intern学技术分析期间,有个朋友就跑来问我这支股票,Tekseng (7200),我就用我所学到的技术分析首次在马来西亚股市大试拳脚。利用技术分析,从股价图,我先知道了很多人不知道的内幕,看下去你就知道Tekseng(7200)说了什么鬼故事。<br />
<b><br /></b>
<b>文章目录:</b><br />
<b>1. 朋友找上门,整件事情的经过</b><br />
<b>2. Tekseng (7200) 技术分析</b><br />
<b>3. 后话</b><br />
<br />
<br />
<b><u>1. 朋友找上门,整件事情的经过</u></b><br />
以下这图,是整个分析过程的时间点:<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHf244Wa7AjMhHwdRlKGP0BajNl6zTcVRf03S_rvutnadlkrf44BURQNBTkuVplbvjT-bYmxR67_nMWJIpYI9jIdMf5zGm-dKbPnmXiloujy1yz0Rty6Py7jmJ6zndMmTTaDSUTg/s1600/Tekseng+GG.png"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHf244Wa7AjMhHwdRlKGP0BajNl6zTcVRf03S_rvutnadlkrf44BURQNBTkuVplbvjT-bYmxR67_nMWJIpYI9jIdMf5zGm-dKbPnmXiloujy1yz0Rty6Py7jmJ6zndMmTTaDSUTg/s640/Tekseng+GG.png" width="640" /></a><br />
<div style="text-align: center;">
(Source: Chartnexus)</div>
<br />
<u>时间点 1</u><br />
朋友在这里买进,原因是,bursa有announcement说公司老板这里买入,支撑股价(我不知道这个新闻是不是真的,毕竟我是不会投资这种股票,而且技术分析也不需要懂什么新闻还是基本面)。他说,跟老板买就对了!!!<br />
<br />
<u>时间点 2</u><br />
在这个时间点,他突然跑来问我这支股票,因为他觉得这支股票怪怪的。我之前在Facebook还有blogger,已经看到很多人share这支股票,而且不为所动,因为身为基本面投资者是不会买进“科技股”的。根据往年的经验,只要越多人share,过后这支股一定是大跌的,所以我也从来不公开或者推介股票。坦白讲,当我看到这个图,我是很兴奋的,因为我在香港期货专门靠这种图赚很多钱。我告诉我朋友,这是你的投资,你自己决定是否要卖掉,如果是我,我会进场放空(Short)这支股票,因为这支股即将大跌了,而且我告诉他最后会跌到0.68附近(等下才告诉你我怎样知道的)。放空(Short),就是买股票大跌,只要股票大跌,你就赚钱,但是马来西亚是禁止放空的,近年来已经开放一些股票让民众放空。朋友第2天就以最高价1.32卖掉这支股票。通过技术分析,我合理怀疑,有坏消息要发布了。而且不要相信老板的买入,因为市场的力量大过老板。<br />
<u><br /></u>
<u>时间点 3</u><br />
给了朋友建议后,我完全忘了这件事,对我来说,Tekseng(7200)是炒股来的,不是长期投资的好对象,于是我继续做我的香港期货交易。那天早上,朋友突然Facebook message我:为什么Tekseng(7200)大跌啊???是不是有什么消息?<br />
<br />
天知道啊?而且我真的很讨厌这种股票,我完全没兴趣看炒股。<br />
<br />
这个股的庄家真的很狠,开市前股价直接往下跳空,然后开市。后来那天闭市才知道,原来裁员的新闻让股价大跌,跟我在时间点 2做的分析一样:有坏消息发布(下面分析才告诉你我怎样先知道)。<br />
<br />
好巧不巧,这时突然一堆warrant转换成股票,造就股票supply多过demand,形成下跌,一堆堆有的,没有的新闻都跑了出来。你说这个世界真是巧啊~~ 股价已经先告诉你了~<br />
<br />
当然我朋友是很高兴,因为他用他妈妈的钱买了这支股,避免了遭遇亏损。<br />
<br />
<u>时间点 4</u><br />
就这样,最后股价在我预估的价位停了下来,最低价是0.65。<br />
<br />
在这个时间点,突然有很多“基本面”投资者,说股价之所以会下跌,是因为发生什么什么事,但是你不用解释,新闻还没出来,股价还没大跌前,股价已经告诉我,这支股就是要讲鬼故事给大众。<br />
<div>
<u><br /></u><b><u>2. Tekseng (7200) 技术分析</u></b><br />
我是专门做趋势(trend)交易的,所以找这些趋势来赚钱,市场只有2个状态,一个是震荡,就是你的股价在同样的位子徘徊一年,就叫震荡;另一个是趋势,趋势是当很多人同时都往上/下
看,那么股价就会快速往那个方向去,震荡的时间可以是很久的,1年甚至更久,但是趋势通常都是在几个月内完成,而且利润非常多,也非常快。<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuk4XLOYhGyGyWLJC1Wim4mKNzuRbqcbCuSKk9fR2OKTkfv_09bL9bCib59Dg5LGG_meQyQZMnbt6RA5LDhiwqTvYQyxNPQpM9XODFJ7I_KvmVWcGQ1LqP4SqjdWwbe5AugZiO8A/s1600/Tekseng+M.png"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuk4XLOYhGyGyWLJC1Wim4mKNzuRbqcbCuSKk9fR2OKTkfv_09bL9bCib59Dg5LGG_meQyQZMnbt6RA5LDhiwqTvYQyxNPQpM9XODFJ7I_KvmVWcGQ1LqP4SqjdWwbe5AugZiO8A/s640/Tekseng+M.png" width="640" /></a><br />
<div style="text-align: center;">
(Source: Chartnexus)</div>
<div style="text-align: center;">
</div>
首先,你或许不会技术分析,但是我相信你应该看得出我画了一个 “M” 出来,在技术分析这是代表大跌的趋势要来了,如果你想要知道后面的原理,请上网Google,我想尽量让说明看起来很浅白,而且我这里分享的,你完全可以在Google找到。<br />
<br />
我在时间点 2 对这支股票进行分析,所以那时整个“M”已经出来了。你会看到我画了一条线在1.155,我们叫“支撑”(Support),只要这个1.155 被跌破,那么大跌就开始了。我把这个M放大,让你看看:<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitOQF_9ZCV08VdZxZzvf43ViVF-gk51XDt6O8oLLvrvAG9b0DXXZ2PBbBuF5dNfuWpHlMo_y6KZGhZxKSRvyjGsyAAdektefM7z_bp0vXbzD4LSXH9F_NZN6Df2t6twStLmnTJYQ/s1600/M.png"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitOQF_9ZCV08VdZxZzvf43ViVF-gk51XDt6O8oLLvrvAG9b0DXXZ2PBbBuF5dNfuWpHlMo_y6KZGhZxKSRvyjGsyAAdektefM7z_bp0vXbzD4LSXH9F_NZN6Df2t6twStLmnTJYQ/s640/M.png" width="640" /></a><br />
<div style="text-align: center;">
(Source: Chartnexus)</div>
<div style="text-align: center;">
</div>
你会看到M最高的地方,是1.43,两个头都是准准1.43,这个是一个超标准的M,也表示是人为做出来的,你会看到,准准那2天,成交量特别大,有人在这里出货了,这样一来,这支股票后面大跌的信心指数已经来到90%了,这个M可以说是艺术,超级标准,是肯定跌了。<br />
<br />
但是时间点1,老板进来支撑股价,形成反弹,股价维持在1.30附近。这是一个已经预备跳水的股票,但是却形成反弹,让股价离1.155有点距离。这就表示,庄家还在做最后的出货,如果要跌穿1.155,那么必须配合坏消息,把股价推下去。这就是为什么,我坐在电脑前面,我完全不知道这支股票,但我却得到了“内幕”。我完全没有研究过这支股,所以当时我“猜”这支股应该是要公布“跳水”的业绩了。但是我猜错了,后来的业绩其实还一般,只是一个裁员的消息就把股价推下去了,但是还是符合我的预期,因为都是“坏消息”,所以说股价会说话。<br />
<br />
那我怎样知道股价会跌到0.68附近呢?<br />
<br />
我先给你知道原本的计算方式。通常趋势,都会走2次,每1次都是M的深度。可能你看不懂,我把算式让你看(不怕泄露赚钱方法啦,Google都有),你自己对照股价图。<br />
<br />
先找出M的最高价和最低价,最高:1.43,最低:1.155,我已经画给你看了。但是我们尽量拿这2个点的平均价,就是那个最高价和最低价维持最近的地方,并取整数。所以最高:1.40,最低:1.15<br />
<br />
现在我们来算这个M有多深:<br />
最高 - 最低 = 1.40 - 1.15 = 0.25<br />
<br />
好了,现在我们要预估这个趋势会去到哪里,我说过了,趋势一来,会来2次。最低点1.15一被跌破,就是趋势,所以我们从1.15往下2个深度,就是股价最后会去的地方了。算法:<br />
<br />
最低点 - M深度 - M深度 = 最后股价<br />
1.15 - 0.25 -0.25 = 0.65<br />
<br />
让你看这个图,可能会更清楚:<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiiBz5JhQ8LwTdMF5G-6j-KrCAVij55A6122da_4xIqT1UGQk0x89rNUS8zOFJ_vs4rL28H1hPGxBMLd-YctMAfDYJUHNWC5iubNo7iC5_HiD0k5G-BWuWUVCG4Y-4XwTbI0HyJJw/s1600/MM.png"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiiBz5JhQ8LwTdMF5G-6j-KrCAVij55A6122da_4xIqT1UGQk0x89rNUS8zOFJ_vs4rL28H1hPGxBMLd-YctMAfDYJUHNWC5iubNo7iC5_HiD0k5G-BWuWUVCG4Y-4XwTbI0HyJJw/s640/MM.png" width="640" /></a><br />
<div style="text-align: center;">
(Source: Chartnexus)</div>
<br />
你可以去查一查,52周股价新低几乎就是0.65(不可能每次准准啦,有差不多就很好了)。你或许会问,为什么趋势会来2次,去Google查查。至少我靠这个方法在期货吃下很多利润。<br />
<br />
上面我有提到,我告诉朋友我预估0.68,分析的时候告诉你0.65,那到底哪个才是?首先,算到很靠近,已经是很不错了,不需要准准,原本的算法得出来的是0.65。我在做期货的时候,因为有时算准准,结果是我差1个点就能出货了,如果倒霉就差那么1个点出不到货,那么我可能会少赚一些,所以我会做保守估计,让我的货一定能顺利出去。很简单,我把M的最低点提高用1.16来计算,这样一来我可以早些出货。<br />
<br />
1.40 - 1.16 = 0.24<br />
1.16 - 0.24 - 0.24 = 0.68 (保守估计)<br />
<br />
这就是为什么时间点 2,我就知道时间点 4
的价位了。如果你是老手,0.65那天你会进场抢反弹,大概有10%左右的利润,但是我不会因为这点利润去抢反弹,可能股票可以这样做吧。因为期货有时跌到那个点之后,还会下跌一些些,因为市场已经出现恐慌,因此卖多了一些,抢反弹的话,有时会被市场的恐慌打到,所以我选择不动。<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0-QKOk_6UWcnGEqWKqHudmOC9E2-wdOxhkj3B4pJ13syRhFpySUCPrJ4xI8OnTl-iMnXQjjuW_dTVSGQAwjbSENQ9-L1uDUbsWRouJiDXnMBNAz2KuU11WmiQw3jtbraUlP_hdA/s1600/Tekseng+M.png"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0-QKOk_6UWcnGEqWKqHudmOC9E2-wdOxhkj3B4pJ13syRhFpySUCPrJ4xI8OnTl-iMnXQjjuW_dTVSGQAwjbSENQ9-L1uDUbsWRouJiDXnMBNAz2KuU11WmiQw3jtbraUlP_hdA/s640/Tekseng+M.png" width="640" /></a><br />
<div style="text-align: center;">
(Source: Chartnexus)</div>
<br />
跌到0.65的时候,会有这些现象,成交量放大了,因为买家认为这已经很便宜了,所以进场大买,相反的,这里是最低了,之前买得太高的散户,吓坏了,偏偏在最低的地方投降放弃了,然后止损,这就是为什么会出现高成交量。我还记得,在到达0.65的前一天,我还特地叫我朋友观察,我跟他打包票,一定出现比较大的成交量,这就是3个月经验的累积~
如果马来西亚允许放空,初略计算这支股票可以为我带来100%的回酬。<br />
<br />
最近最热的就属Hovid(7213)啦,同样跟Tekseng(7200)股价来到关键支撑,鬼故事就来了。。。。。。<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhxT4uO7KsVXoNAeAGDCvbvplLiJjgN6O23f5Qtnx5hPZ33NNUYDgcQFY4c7abzu7bpJGEZpYcIRyjZQ3a3_yctVzOWuXjW-Ngol8dkB2Pe669yIQPyXHAIjVlU74k67rWraFPIwg/s1600/2017Jan-HOVID-800x600.png"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhxT4uO7KsVXoNAeAGDCvbvplLiJjgN6O23f5Qtnx5hPZ33NNUYDgcQFY4c7abzu7bpJGEZpYcIRyjZQ3a3_yctVzOWuXjW-Ngol8dkB2Pe669yIQPyXHAIjVlU74k67rWraFPIwg/s640/2017Jan-HOVID-800x600.png" width="640" /></a><br />
<div style="text-align: center;">
(Source: Chartnexus)</div>
<br />
<b><u>3. 后话</u></b><br />
其实我不是在批评blogger,但说实在的,在下跌之前,你可以看到<span style="color: red;">几乎个个blogger都在分享这支股票!!!</span>下跌之后,没人再share了,反而是一堆人在问:为什么跌?如果你看过我前面的文章(<a href="http://xiaominvest.blogspot.my/2016/10/0006.html" target="_blank">http://xiaominvest.blogspot.my/2016/10/0006.html</a>),2014年石油崩盘前,那时也是全部blogger都在share石油股。我甚至已经到了一种境界了,只要在Facebook看到很多次这种sharing,看久了印象就莫名其妙的深刻,几乎可以不做任何分析就知道,这个股是跌定了!!!看了技术分析,更加confirm。<br />
<br />
这支股,前后大概1年的时间在酝酿下跌,那么未来1年这支股不会有什么表现。因为有一种“价值投资者”,他们认为股价跌了,是时候捡便宜,从0.90,一路捡到0.65,他们自己都吓到脸青青,住套房了。下次股价上回来,他们就乘机解套,这样一来这支股就不会有作为,它用1年套着这么多人,它也要用1年来解套才能创新高,最怕结果还创新低啊~<br />
<br />
说真的,如果你真的是价值投资者,那你更不应该投资“科技领域”啊,因为科技创新很快,今天值1k,明天可能只剩100了,这就是为什么巴菲特不投资IT领域。Nokia和Iphone就是最美的example了。</div>
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TEKSENG (7200) 德成 - #0009 邪门的技术分析,Tekseng(7200)的鬼故事 </div>
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http://xiaominvest.blogspot.my/2017/01/0009-tekseng7200.html </div>
</span>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-25058915.post-23528348444731833422016-12-23T08:52:00.001+08:002016-12-23T08:52:21.698+08:00TEKSENG (7200) 德成 - 德成控股TEKSENG – 企业展望&业绩点评<br />
<a name='more'></a>TEKSENG (7200) 德成 - 德成控股TEKSENG – 企业展望&业绩点评<br />
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TEKSENG是近2个月抛售幅度较大的股票之一。其股价已从裁员前的RM1.27暴跌至目前的RM0.67,在2个月半内的跌幅接近50%。让我们继续追踪TEKSENG的业绩和展望。<br /><br />根据【THE EDGE】10月杪的报导,太阳能领域目前已进入放缓阶段。TEKSENG的销售量也在近月下滑20%,主要因为许多承包商正等待太阳能电池价格继续下跌,并不急于买入。在这期间,太阳能电池价格已下滑大约10%。<br /><br />早前,管理层也强调,TEKSENG将很快与中国和台湾的客户达成一单RM40m的交易,因此打算在现有厂房继续追加3条新生产线。然而,基于太阳领域的放缓和产能过剩,TEKSENG已取消此项扩充计划。目前,TEKSENG拥有7条生产线,一年可生产490MW,使用率介于60-70%之间。<br /><br />值得一提,早前TEKSENG解雇的214员工,全都是第4条至第6条生产线的员工。如无意外,这3条生产线是在FY16Q3才完成安装,预计在12月全面投产。这3条生产线资产已反映在最新季报里。<br /><br />TEKSENG在2016年的总产量大约是60m片太阳能电池。展望未来,管理层已把2017年的目标设在120m片太阳能电池,相等于500MW。必须注意,基于每一条生产线的使用率不同,TEKSENG的总产量和生产线产能是2个不一样的数据。<br /><br />根据研究所的报告,基于中国和美国两个全球最大太阳能市场的政策动荡,全球新安装的产能预计在明年下滑10%。然而,台湾政府将在2017对再生能源项目实施新的上网电价补贴 (Feed-in-Tariff) 计划。根据这新的计划,符合一定标准的太阳能项目可享有原有的补贴,额外再加6%或15%的红利。台湾和中国市场的销售额占了TEKSENG太阳能业务的80%。因此,TEKSENG有望从这计划中受惠,并获得更多订单。<br /><br />业绩方面,TEKSENG的太阳能业务在FY16Q3蒙受RM3.7m的亏损,主要因为太阳能电池价格走软和销售量下滑。目前,太阳能电池的售价约为USD1.10,和7月高峰的USD1.50相比,已下跌27%。它的太阳能业务在过去2个季度分别录得RM12.1m和RM10.3m的税前盈利。<br /><br />值得一提,台湾的太阳能产品报价在9月中见到历史低点,之后开始缓步回升,反弹力道延续到11月,但是在11月杪稍微回跌2-3%。<br /><br />实际上,TEKSENG这个季度的核心税后盈利只是RM1.3m左右。相信很多人都忽略了业绩报告里的一大重点。TEKSENG在FY16Q3获得一项高达RM8.4m的供应商赔偿 (Compensation from Supplier) ,才得以缓冲盈利的暴跌。请参考以下附图。<br /><br />在FY16首3个季度,TEKSENG一共从供应商获得RM13.4m的赔偿,但是管理层并未在季报作出任何解释。至于这非核心盈利是否一次性还是持续性,真的不得而知。本专页已在上个星期透过EMAIL咨询管理层,然而至今仍未获得任何回复。唯一知道的是这赔偿大约有RM9.6m来自太阳能业务和RM3.8m来自PVC业务。<br /><br />假设未来TEKSENG的业绩仍未有起色,而这赔偿不再出现,它的业绩可进一步暴跌至RM2-3m左右。这是本专页的担心之处。因此,太阳能业务的表现非常关键。<br /><br />回归太阳能业务,管理层强调FY16Q3的订单约为50%,而FY16Q4的订单暂时已达到70%。按照这讲解,再加上太阳能电池价格的反弹,TEKSENG的FY16Q4业绩预计不会比FY16Q3差。换句话说,本专页认为TEKSENG的太阳能业务不会再蒙受亏损。<br /><br />大家可参考TEKSENG的台湾合伙搭档【SOLARTECH】近1年的业绩数据。这和TEKSENG太阳能业务的表现差不多一样。只要12月的数据出炉,就可大略知道TEKSENG的FY16Q4业绩会如何。<br />http://en.solartech-energy.com/invest/report-mon.aspx<br /><br />走势方面,TEKSENG目前的股价是RM0.67左右,PE大约只有5倍。然而,这PE已不能作准,毕竟TEKSENG未来盈利已不大可能像前2个季度般标青。保守估计,假设TEKSENG每个季度的平均盈利是RM7m,它一整年的每股盈利将达到8仙。以10倍PE计算,TEKSENG的每股潜在价值大约是RM0.80。<br /><br />然而,必须注意,短期的市场情绪远胜于基本面。价值必须在等上一段时间后,才可逐渐反映出来。TEKSENG目前已严重抛售,但仍未有反弹的迹象。就算反弹,估计走势也不大,毕竟缺乏利好因素。因此,投资者在操作上必须要有耐心,预计得等上最少2个季度。<br /><br />#TEKSENG<br />纯属分享!<br /><br />(对于股票分析报告和业绩点评有兴趣的股友,可私下PM本专页以了解详情。)<br />TEKSENG (7200) 德成 - 德成控股TEKSENG – 企业展望&业绩点评<div class="_3x-2">
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Unknownnoreply@blogger.comtag:blogger.com,1999:blog-25058915.post-68234512018868819492016-12-23T08:35:00.001+08:002016-12-23T08:35:48.449+08:00TEKSENG (7200) 德成 - TEKSENG 德成控股 – 抛售过度,吸纳机会出现?<br />
<a name='more'></a>TEKSENG (7200) 德成 - TEKSENG 德成控股 – 抛售过度,吸纳机会出现?<br />
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TEKSENG是近2个月暴跌幅度大的一支股票,相信大家对它一点都不陌生。其股价在两个月内从RM1.27暴跌至目前的RM0.89,相等于30%的跌幅。TEKSENG-WA的跌幅更深,从RM1.01跌至目前的RM0.64,高达37%的跌幅。<br /><br />自“裁员风波”后,TEKSENG出面澄清说其持股50.69%的【TS SOLARTECH】所实施的措施,只是为了优化雇员生产力和降低长期营运成本。这项措施并没有对【TS SOLARTECH】业务运作造成影响,因目前留任的员工人数仍有约500人,足以填满旗下产线需求,让位于槟城的业务正常运作。<br /><br />股价近2个月的大幅度抛售主要因为投资者将裁员诠释成【TS SOLARTECH】业务进度不如。那么,经历了一波的抛售后,现在的TEKSENG是否重燃进场的机会呢?<br /><br />回归基本面,TEKSENG的太阳能业务目前拥有7条太阳能电池生产线,总产能为490MW,利用率介于60%至70%。TEKSENG所生产的太阳能电池主要售出到台湾及中国,占其出口量80%。TEKSENG和中国以及台湾客户方面将近达成高达RM40m的交易,而这是该公司无意放慢其业务的主因之一。其原定的太阳能电池厂计划将照常进行。TEKSENG将追加3条太阳能电池生产线,预期将在明年投入生产。上述3条产线将再额外增加210MW,总产能将可达700MW。<br /><br />基于TEKSENG的太阳能业务合伙伙伴是台湾的【SOLARTECH ENERGY】,再加上其主要客户来自于台湾,因此台湾的太阳能领域的好坏将直接影响TEKSENG的业务。回顾今年7月至9月的期间,台湾的太阳能矽晶圆 (Silicon Wafer) 价格在短短2个月内价格下滑了23.9%。<br /><br />整体太阳能的买气迅速下滑。 一些台湾的太阳能企业面临减产,以及选择性接单的情况,借以度过近期不景气的低潮期。除了降低产能利用率之外,各家厂商在不愿意降价情况下,选择流血接单。因此,台湾太阳能企业所交出的月度业绩非常不乐观。本专页相信台湾太阳能领域的低迷已直接影响TEKSENG的业务。<br /><br />然而,太阳能电池报价自10月开始跌深反弹,且订单回流。因太阳能电池报价持续升温,【SOLARTECH ENERGY】已甩开亏损交易,可以达到不赔钱销售了。太阳能供应链这波跌深反弹潮,报价反弹最明显以矽晶圆为主,看来市场反转比预期来得快。<br /><br />大家可以自己去GOOGLE寻找这些资料。假设以上全部属实,本专页相信TEKSENG的业务影响程度不会太大,最多只是1至2个季度,之后就会全面复苏。别忘了,TEKSENG还有一项业务,生产塑胶产品,占了2016年盈利的45%。TEKSENG的塑胶产品业务在FY16Q2创下盈利新高,证明了此业务还有增长空间,而且需求比去年更好。<br /><br />目前,TEKSENG的PE是6.61倍,股息率3.37%。假设TEKSENG在未来的一年只交出RM40m的盈利,其每股盈利将会是11.5仙。以10倍PE计算,TEKSENG的每股潜在价值是RM1.15。因此,TEKSENG目前的价位RM0.89仍属低估。<br /><br />从技术图表来看,TEKSENG已来到关键的支撑价位RM0.88。股价有可能继续往下跌,也可能从此处反弹。目前,TEKSENG的股价像是把从高处跌下来的利刀,任何人茫然去接都会割伤手。但是,机会往往在危机中诞生,不是吗?<br /><br />再以个反向思维去思考,目前这个便宜价位不趁机吸纳,难道要等到台湾太阳领域全面复苏,表现也反映在业绩上,才开始买入?<br /><br />基于不知哪里是底部,最好的方法是分批买入,然后长期持有。长期来说,本专页认为TEKSENG是支稳胜的股票。大家可参考早前分享关于TEKSENG的文章:<br />https://www.facebook.com/rhresearch/posts/1306174222727527<br /><br />纯属分享!<br />#TEKSENG<br />TEKSENG (7200) 德成 - TEKSENG 德成控股 – 抛售过度,吸纳机会出现?<div class="_3x-2">
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Unknownnoreply@blogger.comtag:blogger.com,1999:blog-25058915.post-65673061123600493492016-12-09T15:21:00.001+08:002017-02-19T08:37:31.281+08:00TEKSENG (7200) 德成 - (RICHE HO) TEKSENG 德成控股 – 企业展望&业绩点评<br />
<a name='more'></a>TEKSENG (7200) 德成 - (RICHE HO) TEKSENG 德成控股 – 企业展望&业绩点评<br /><br /> 德成控股TEKSENG – 企业展望&业绩点评<br /><br />TEKSENG是近2个月抛售幅度较大的股票之一。其股价已从裁员前的RM1.27暴跌至目前的RM0.67,在2个月半内的跌幅接近50%。让我们继续追踪TEKSENG的业绩和展望。<br /><br />根据【THE EDGE】10月杪的报导,太阳能领域目前已进入放缓阶段。TEKSENG的销售量也在近月下滑20%,主要因为许多承包商正等待太阳能电池价格继续下跌,并不急于买入。在这期间,太阳能电池价格已下滑大约10%。<br /><br />早前,管理层也强调,TEKSENG将很快与中国和台湾的客户达成一单RM40m的交易,因此打算在现有厂房继续追加3条新生产线。然而,基于太阳领域的放缓和产能过剩,TEKSENG已取消此项扩充计划。目前,TEKSENG拥有7条生产线,一年可生产490MW,使用率介于60-70%之间。<br /><br />值得一提,早前TEKSENG解雇的214员工,全都是第4条至第6条生产线的员工。如无意外,这3条生产线是在FY16Q3才完成安装,预计在12月全面投产。这3条生产线资产已反映在最新季报里。<br /><br />TEKSENG在2016年的总产量大约是60m片太阳能电池。展望未来,管理层已把2017年的目标设在120m片太阳能电池,相等于500MW。必须注意,基于每一条生产线的使用率不同,TEKSENG的总产量和生产线产能是2个不一样的数据。<br /><br />根据研究所的报告,基于中国和美国两个全球最大太阳能市场的政策动荡,全球新安装的产能预计在明年下滑10%。然而,台湾政府将在2017对再生能源项目实施新的上网电价补贴 (Feed-in-Tariff) 计划。根据这新的计划,符合一定标准的太阳能项目可享有原有的补贴,额外再加6%或15%的红利。台湾和中国市场的销售额占了TEKSENG太阳能业务的80%。因此,TEKSENG有望从这计划中受惠,并获得更多订单。<br /><br />业绩方面,TEKSENG的太阳能业务在FY16Q3蒙受RM3.7m的亏损,主要因为太阳能电池价格走软和销售量下滑。目前,太阳能电池的售价约为USD1.10,和7月高峰的USD1.50相比,已下跌27%。它的太阳能业务在过去2个季度分别录得RM12.1m和RM10.3m的税前盈利。<br /><br />
<div class="margint30" id="blogcontent">
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<img height="293" src="http://klse.i3investor.com/files/my/blog/img/bl2001_tekseng_2_1.png" width="487" /><br />
值得一提,台湾的太阳能产品报价在9月中见到历史低点,之后开始缓步回升,反弹力道延续到11月,但是在11月杪稍微回跌2-3%。<br /><br />实际上,TEKSENG这个季度的核心税后盈利只是RM1.3m左右。相信很多人都忽略了业绩报告里的一大重点。TEKSENG在FY16Q3获得一项高达RM8.4m的供应商赔偿 (Compensation from Supplier) ,才得以缓冲盈利的暴跌。请参考以下附图。<br /><br />在FY16首3个季度,TEKSENG一共从供应商获得RM13.4m的赔偿,但是管理层并未在季报作出任何解释。至于这非核心盈利是否一次性还是持续性,真的不得而知。本专页已在上个星期透过EMAIL咨询管理层,然而至今仍未获得任何回复。唯一知道的是这赔偿大约有RM9.6m来自太阳能业务和RM3.8m来自PVC业务。<br />
<img height="137" src="http://klse.i3investor.com/files/my/blog/img/bl2001_tekseng.png" width="600" /><br />
假设未来TEKSENG的业绩仍未有起色,而这赔偿不再出现,它的业绩可进一步暴跌至RM2-3m左右。这是本专页的担心之处。因此,太阳能业务的表现非常关键。<br /><br />回归太阳能业务,管理层强调FY16Q3的订单约为50%,而FY16Q4的订单暂时已达到70%。按照这讲解,再加上太阳能电池价格的反弹,TEKSENG的FY16Q4业绩预计不会比FY16Q3差。换句话说,本专页认为TEKSENG的太阳能业务不会再蒙受亏损。<br /><br />大家可参考TEKSENG的台湾合伙搭档【SOLARTECH】近1年的业绩数据。这和TEKSENG太阳能业务的表现差不多一样。只要12月的数据出炉,就可大略知道TEKSENG的FY16Q4业绩会如何。<br /><br />http://en.solartech-energy.com/invest/report-mon.aspx<br /><br />走势方面,TEKSENG目前的股价是RM0.67左右,PE大约只有5倍。然而,这PE已不能作准,毕竟TEKSENG未来盈利已不大可能像前2个季度般标青。保守估计,假设TEKSENG每个季度的平均盈利是RM7m,它一整年的每股盈利将达到8仙。以10倍PE计算,TEKSENG的每股潜在价值大约是RM0.80。<br /><br />然而,必须注意,短期的市场情绪远胜于基本面。价值必须在等上一段时间后,才可逐渐反映出来。TEKSENG目前已严重抛售,但仍未有反弹的迹象。就算反弹,估计走势也不大,毕竟缺乏利好因素。因此,投资者在操作上必须要有耐心,预计得等上最少2个季度。<br /><br />#TEKSENG<br /><br />纯属分享!<br /><br />https://www.facebook.com/rhresearch/</div>
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