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	<title>Total Options &#187; Option Expert</title>
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	<link>http://totaloptions.com.au</link>
	<description>Options Trading</description>
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		<title>ANZ Call Spread</title>
		<link>http://totaloptions.com.au/2005/anz-call-spread/</link>
		<comments>http://totaloptions.com.au/2005/anz-call-spread/#comments</comments>
		<pubDate>Tue, 17 Apr 2012 22:43:07 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Calendar Spread Trades]]></category>
		<category><![CDATA[ANZ]]></category>
		<category><![CDATA[Call]]></category>
		<category><![CDATA[Call Spread]]></category>
		<category><![CDATA[Option Expert]]></category>
		<category><![CDATA[option trades]]></category>

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		<description><![CDATA[This is a recent trade of Option Expert William Chien, if you are interested in speaking to William about his option trades you are welcome to call on 07 5504 2244 (This publication is not providing advice, it is just published as an example.) &#160; ANZ will report its result on 2-May-2012 &#38; will go [...]<div class='yarpp-related-rss yarpp-related-none'>

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				<content:encoded><![CDATA[<p>This is a recent trade of <strong>Option Expert William Chien</strong>, if you are interested in speaking to William about his option trades you are welcome to call on 07 5504 2244</p>
<p>(This publication is not providing advice, it is just published as an example.)</p>
<p>&nbsp;</p>
<p>ANZ will report its result on 2-May-2012 &amp; will go ex-dividend (about $0.65 fully franked) on 10-May-2012.</p>
<p>&nbsp;</p>
<p>Furthermore, ANZ appears to be resting on its long term uptrend line at the $22.60 level before it moves higher again (see below daily ANZ chart).</p>
<p>&nbsp;</p>
<p>Hence, I would recommend the following ANZ calendar call spread trade to take advantage of a potential rise in the ANZ share price.</p>
<p>&nbsp;</p>
<p>Buy 50 May ANZ $23.50 call &amp; Sell 50 Apr ANZ $23.51 call for a net debit of about $0.12 per spread GTC; costing about $600 in premium (before brokerage)</p>
<p>Details.</p>
<ul>
<li><strong>Low risk: maximum potential loss = $600 plus brokerage</strong></li>
</ul>
<ul>
<li><strong>No ongoing margin requirement</strong></li>
</ul>
<ul>
<li><strong>High potential profit: if the Apr ANZ sold call expires worthless, then we will have an unlimited upside potential on the May ANZ bought call</strong></li>
</ul>
<p>&nbsp;</p>
<p>Please ring the Dealing Desk and ask for William on 1300 73 66 22 if you are interested in his Option Trades.</p>
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" alt="" /></p>
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