getNews
SELECT
news.newsId, news.classId, spareVideo, news.title, news.serviceLevel aLevel, news.mediaId, news.tencentMediaId, news.contentType, news.times, news.content, news.authLevel, news.authorInfo, news.addPerson,
bos.thumbUrl,
cos.imageUrl tencentThumbUrl,
hits.hits,
cls.className, cls.serviceLevel cLevel,
sum(case when comment.score = 1 then 1 else 0 end) s1cnt,
sum(case when comment.score = 2 then 1 else 0 end) s2cnt,
sum(case when comment.score = 3 then 1 else 0 end) s3cnt,
sum(case when comment.score = 4 then 1 else 0 end) s4cnt,
count(comment.recid) total
FROM
_webnews news
INNER JOIN _webnews_classes cls
ON news.classid = cls.classid
left join cms_videos_bos bos
on bos.mediaid = news.mediaid
and bos.state = 'PUBLISHED'
left join cms_videos_cos cos
on cos.fileid = news.tencentMediaId
and cos.state = 2
LEFT JOIN _webnews_hits hits
ON hits.newsid = news.newsid
LEFT JOIN _webnews_comment comment
ON comment.newsid = news.newsid
WHERE
news.isDelete !=1
and news.auditing = 1
AND news.newsid = '33778237'
Array
(
[newsId] => 33778237
[classId] => 461
[spareVideo] =>
[title] => A股白马大盘点 看看都有谁?
[aLevel] => 10
[mediaId] =>
[tencentMediaId] =>
[contentType] => 2
[times] => 2020-07-14
[content] => <p style="text-align: center;"><img alt="" src="http://image2.compass.cn/2020/07/2020071409260297634.png" style="height:159px; width:493px" /></p>
<p> 当前市场异常火爆,人气爆棚,作为推动指数上涨的蓝筹白马功不可没。管理层严查违规炒作,短线快牛可能演变为慢牛、长牛?那些基本面夯实,成长性好的白马股越来越显示出其优越性。也受到了主力资金的追捧。</p>
<p> </p>
<p><strong> 什么是白马股?</strong>白马股,是指长期绩优、<a href="https://baike.baidu.com/item/%E5%9B%9E%E6%8A%A5%E7%8E%87/593201" target="_blank">回报率</a>高并具有较高<a href="https://baike.baidu.com/item/%E6%8A%95%E8%B5%84%E4%BB%B7%E5%80%BC/9067397" target="_blank">投资价值</a>的<a href="https://baike.baidu.com/item/%E8%82%A1%E7%A5%A8/22647" target="_blank">股票</a>。因其有关的信息已经公开,业绩较为明朗,很少存在埋地雷的风险,内幕交易、黑箱操作的可能性大大降低,同时又兼有业绩优良、高成长、低风险的特点,因而具备较高的投资价值,往往为投资者所看好。市场表现大多为持久的慢牛攀升<a href="https://baike.baidu.com/item/%E8%A1%8C%E6%83%85/2010060" target="_blank">行情</a>,有时也表现出较强的升势。因而具备较高的投资价值,往往为投资者所看好。</p>
<p> </p>
<p> 市场上较为通行的衡量白马股的指标主要采用<a href="https://baike.baidu.com/item/%E6%AF%8F%E8%82%A1%E6%94%B6%E7%9B%8A" target="_blank">每股收益</a>、<a href="https://baike.baidu.com/item/%E6%AF%8F%E8%82%A1%E5%87%80%E8%B5%84%E4%BA%A7%E5%80%BC" target="_blank">每股净资产值</a>、<a href="https://baike.baidu.com/item/%E5%87%80%E8%B5%84%E4%BA%A7%E6%94%B6%E7%9B%8A%E7%8E%87/2064749" target="_blank">净资产收益率</a>、<a href="https://baike.baidu.com/item/%E5%87%80%E5%88%A9%E6%B6%A6%E5%A2%9E%E9%95%BF%E7%8E%87/8310260" target="_blank">净利润增长率</a>、主营业务收入增长率和<a href="https://baike.baidu.com/item/%E5%B8%82%E7%9B%88%E7%8E%87/90136" target="_blank">市盈率</a>。</p>
<p> </p>
<p><strong> 近年来,A股的一个变化就是白马股和蓝筹股逐渐在市场中显现其魅力。这是由于一些具有远见的投资者开始察觉到大公司比中小公司会更加稳定,长远来看成长价值更高。无论是白酒中的贵州茅台还是家用电器中的格力电器在市场中的表现都印证了这一观点。特别是具备稀缺性的白马股其上升空间更加出人意料。</strong></p>
<p> </p>
<p><strong>第一:一定是行业龙头。</strong>真正具有上涨潜力的上市公司都是在本行业内具备独一无二的不可替代性。相信中国也有像可口可乐、微软、谷歌这样的行业龙头公司,这需要我们不断持续跟踪分析和把握。</p>
<p> </p>
<p><strong>第二:分红率应在一个较高的水平。对于一名价值投资者而言不会因为短期的波动或是一些外在的因素影响儿对自己所持有的品种丧失信心。当然这就需要获得来自于其源源不断的高分红回报。分红率是一个能够体现公司内在力的重要标准。</strong></p>
<p> </p>
<p><strong>第三:充足的现金流。</strong>现金流是一家公司的精髓,贵州茅台的股价只所以能够在A股称雄与其拥有相当比例的现金是分不开的。充足的现金流能让我在这个市场犯错误的时候买到价廉物美的好东西。巨大的现金流为公司的价值提供了很多想象的空间。</p>
<p> </p>
<p><strong>看好白马股上涨的主要逻辑</strong></p>
<p> </p>
<p><strong>第一:</strong>随着A股的扩容,上市公司的数量在不断增加,牛市中的齐涨齐跌现象会不断较少。对于行业龙头,业绩的持续增长对未来个股的表现会越来越重要。</p>
<p><strong>第二:</strong>白马股基本面夯实,净资产收益率相对稳定,现金流充足。</p>
<p><strong>第三:</strong>外资持续进场抢筹A股的白马蓝筹,随着MSCI扩容提速,加上富实罗素加大A股投资比例,我们大A股越来越港股化,美股化,在这些成熟的资本市场上投资主要逻辑就是看重上市公司的内在价值。</p>
<p> </p>
<p><strong>A</strong><strong>股里面的白马股有哪些呢?</strong></p>
<div style="page-break-after:always;"><span style="display:none"> </span></div>
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