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	<title>pension entitlements Archives - Newcastle Financial Planners &amp; Financial Advisors</title>
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	<title>pension entitlements Archives - Newcastle Financial Planners &amp; Financial Advisors</title>
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		<title>Changes to the age pension rules &#8211; will you be affected?</title>
		<link>https://financialplanner-newcastle.com.au/changes-to-the-age-pension-rules-will-you-be-affected/</link>
		
		<dc:creator><![CDATA[Harlan Marriott]]></dc:creator>
		<pubDate>Tue, 26 Jan 2016 06:32:48 +0000</pubDate>
				<category><![CDATA[age pension]]></category>
		<category><![CDATA[financial planning]]></category>
		<category><![CDATA[pension entitlements]]></category>
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					<description><![CDATA[<p>From 1 January 2017 Government changes to the age pension are likely to reduce pensioner entitlements. It&#8217;s important that you understand how the changes could affect you. Increase in the assets test threshold The assets test threshold is the amount of assets pensioners can hold before their pension starts to reduce under the Centrelink assets test. The table below shows the new thresholds that apply from 1 January 2017. Assets test thresholds from 1 January 2017 Increase in the &#8216;taper rate&#8217; The taper rate is the rate at which the age pension starts to reduce when the level of assets increase. From 2017 the taper rate will increase from $1.50 a fortnight to $3 a fortnight. This means the maximum age pension a pensioner can receive will be reduced by $3 per fortnight for every $1,000 of assets they hold above the assets test threshold. How the changes could affect your age pension The higher assets test thresholds will generally mean: &#8226; age pension recipients with an asset value &#8216;around&#8217; the thresholds are likely to see an increase in their age pension entitlement, and &#8226; age pension recipients with assets above the threshold are likely to see a reduction in [&#8230;]</p>
<p>The post <a href="https://financialplanner-newcastle.com.au/changes-to-the-age-pension-rules-will-you-be-affected/">Changes to the age pension rules &#8211; will you be affected?</a> appeared first on <a href="https://financialplanner-newcastle.com.au">Newcastle Financial Planners &amp; Financial Advisors</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>
	<strong>From 1 January 2017 Government changes to the age pension are likely to reduce pensioner entitlements. It&rsquo;s important that you understand how the changes could affect you.</strong>
</p>
<p>
	<strong>Increase in the assets test threshold</strong><br />
	The assets test threshold is the amount of assets pensioners can hold before their pension starts to reduce under the Centrelink assets test. The table below shows the new thresholds that apply from 1 January 2017.
</p>
<p>
	<strong>Assets test thresholds from 1 January 2017</strong>
</p>
<p>
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" style="width: 449px; height: 108px;" width="521" />
</p>
<p>
	<strong>Increase in the &lsquo;taper rate&rsquo;</strong><br />
	The taper rate is the rate at which the age pension starts to reduce when the level of assets increase. From 2017 the taper rate will increase from $1.50 a fortnight to $3 a fortnight. This means the maximum age pension a pensioner can receive will be reduced by $3 per fortnight for every $1,000 of assets they hold above the assets test threshold.
</p>
<p>
	<strong>How the changes could affect your age pension</strong><br />
	The higher assets test thresholds will generally mean:<br />
	&bull; age pension recipients with an asset value &lsquo;around&rsquo; the thresholds are likely to see an increase in their age pension entitlement, and<br />
	&bull; age pension recipients with assets above the threshold are likely to see a reduction in their age pension &ndash; in some cases to zero &ndash;as a result of the increased taper rate.
</p>
<p>
	<strong>Example</strong><br />
	Retired couple Betty and John are both 68 years old and own their home. They have $823,000 in total assets and currently receive a part age pension of $500 per fortnight. If their assets remain unchanged on 1 January 2017, their age pension is estimated to reduce to zero (see Chart 1 and Chart 2).
</p>
<p>
	<strong>Chart 1&ndash; The effect of a couple homeowner&rsquo;s age pension as at 1 January 2017 *1</strong>
</p>
<p>
	<img decoding="async" height="326" 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" style="width: 517px; height: 315px;" width="556" />
</p>
<p>
	<strong>Chart 2 &ndash; Projection of future entitlements</strong>
</p>
<p>
	<img decoding="async" height="370" 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" style="width: 507px; height: 341px;" width="571" />
</p>
<p>
	<strong>Speak to your Leenane Templeton financial planner to find out more about the likely impact of these changes on your entitlements and to explore strategies to help reduce the impact.</strong>
</p>
<p>
	&nbsp;</p>
<p>The post <a href="https://financialplanner-newcastle.com.au/changes-to-the-age-pension-rules-will-you-be-affected/">Changes to the age pension rules &#8211; will you be affected?</a> appeared first on <a href="https://financialplanner-newcastle.com.au">Newcastle Financial Planners &amp; Financial Advisors</a>.</p>
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