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		<title>Budget 2026–27: What the Negative Gearing &#038; CGT Changes Mean for Property Investors</title>
		<link>https://www.enlightenfinance.com.au/budget-2026-27-what-the-negative-gearing-cgt-changes-mean-for-property-investors/</link>
					<comments>https://www.enlightenfinance.com.au/budget-2026-27-what-the-negative-gearing-cgt-changes-mean-for-property-investors/#respond</comments>
		
		<dc:creator><![CDATA[Abdullah]]></dc:creator>
		<pubDate>Wed, 20 May 2026 00:18:34 +0000</pubDate>
				<category><![CDATA[Uncategorized]]></category>
		<category><![CDATA[CGT]]></category>
		<category><![CDATA[federal budget 2026]]></category>
		<category><![CDATA[mortgage broker Melbourne]]></category>
		<category><![CDATA[negative gearing]]></category>
		<category><![CDATA[property investment]]></category>
		<guid isPermaLink="false">https://www.enlightenfinance.com.au/?p=1737</guid>

					<description><![CDATA[Budget 2026–27: What the Negative Gearing &#38; CGT Changes Mean for Property Investors Property Investment By Abdullah — Enlighten Finance May 2026 The 2026–27 Federal Budget delivered some of the most significant changes to property investment tax rules in decades. If you own an investment property — or are thinking about buying one — you [&#8230;]]]></description>
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    <img decoding="async" src="https://images.unsplash.com/photo-1486325212027-8081e485255e?w=1200&#038;q=80" alt="Australian property investment and federal budget 2026">
    <div class="ef-hero-overlay">
      <h1>Budget 2026–27: What the Negative Gearing &amp; CGT Changes Mean for Property Investors</h1>
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  <!-- META -->
  <div class="ef-meta">
    <span class="ef-tag">Property Investment</span>
    <span>By Abdullah — Enlighten Finance</span>
    <span>May 2026</span>
  </div>

  <!-- INTRO -->
  <p>The 2026–27 Federal Budget delivered some of the most significant changes to property investment tax rules in decades. If you own an investment property — or are thinking about buying one — you need to understand what&#8217;s changed, what&#8217;s protected, and what to do next.</p>

  <p>Here&#8217;s a plain-English breakdown of the key changes and what they mean for you.</p>

  <!-- SECTION 1 -->
  <h2>What Is Negative Gearing and What&#8217;s Changing?</h2>

  <div class="ef-img-block">
    <img decoding="async" src="https://images.unsplash.com/photo-1560518883-ce09059eeffa?w=1000&#038;q=80" alt="Investment property negative gearing Australia">
    <div class="ef-caption">Negative gearing has been a cornerstone of Australian property investment strategy for decades.</div>
  </div>

  <p>Negative gearing occurs when the costs of owning an investment property — mortgage interest, rates, maintenance — exceed the rental income it generates. Under current rules, that net rental loss can be deducted against all other income, including your salary. This reduces your overall tax bill.</p>

  <p>From <strong>1 July 2027</strong>, that will change for established residential properties purchased after Budget night (12 May 2026). Losses from these properties will only be deductible against other residential property income or capital gains — not your salary or wages. Excess losses can be carried forward to future years.</p>

  <div class="ef-highlight">
    <strong><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/2705.png" alt="✅" class="wp-smiley" style="height: 1em; max-height: 1em;" /> What&#8217;s Protected (Grandfathering)</strong>
    If you already owned an investment property before 7:30 pm AEST on 12 May 2026, nothing changes for you. You can continue to negatively gear as normal under existing rules — for as long as you hold the property.
  </div>

  <!-- SECTION 2 -->
  <h2>Capital Gains Tax (CGT) — A Major Overhaul</h2>

  <div class="ef-img-block">
    <img decoding="async" src="https://images.unsplash.com/photo-1554224155-6726b3ff858f?w=1000&#038;q=80" alt="Capital gains tax property Australia budget 2026">
    <div class="ef-caption">The 50% CGT discount — in place since 1999 — will be replaced from 1 July 2027.</div>
  </div>

  <p>Currently, if you sell an asset you&#8217;ve held for more than 12 months, you receive a 50% CGT discount — meaning you only pay tax on half the capital gain. This has been in place since the Howard government introduced it in 1999.</p>

  <p>From <strong>1 July 2027</strong>, the 50% discount will be replaced with:</p>

  <div class="ef-summary-grid">
    <div class="ef-summary-box">
      <div class="sb-label">New Method</div>
      <div class="sb-value">Cost base indexation — your purchase price is adjusted for inflation before calculating the gain</div>
    </div>
    <div class="ef-summary-box">
      <div class="sb-label">Minimum Tax Rate</div>
      <div class="sb-value">30% minimum tax on net capital gains for assets held more than 12 months</div>
    </div>
    <div class="ef-summary-box">
      <div class="sb-label">Your Home</div>
      <div class="sb-value">Main residence CGT exemption is unchanged — your family home is not affected</div>
    </div>
    <div class="ef-summary-box">
      <div class="sb-label">Superannuation</div>
      <div class="sb-value">Super funds keep their one-third CGT discount — no change to super investments</div>
    </div>
  </div>

  <p>Importantly, the CGT changes apply to gains <em>arising after</em> 1 July 2027. Gains accrued up to that date remain taxed under current rules.</p>

  <!-- SECTION 3 -->
  <h2>New Builds Are Exempt — A Clear Government Signal</h2>

  <p>The Government has deliberately carved out new residential construction from both changes. If you purchase a newly built property:</p>

  <div class="ef-highlight">
    <strong>New Build Advantages</strong>
    You can still negatively gear against all income sources. You also get to choose which CGT method to apply when you sell — the new indexation method or the 50% discount (whichever is more beneficial). This is a clear incentive to invest in new housing supply.
  </div>

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  <h2>Important: CGT Changes Go Beyond Property</h2>

  <div class="ef-img-block">
    <img decoding="async" src="https://images.unsplash.com/photo-1611974789855-9c2a0a7236a3?w=1000&#038;q=80" alt="Share portfolio investment CGT changes Australia 2026">
    <div class="ef-caption">The CGT overhaul affects shares and all investment assets — not just property.</div>
  </div>

  <p>This is a point many investors are missing. The CGT reforms extend well beyond real estate. From 1 July 2027, the replacement of the 50% CGT discount with cost base indexation and a 30% minimum tax will apply to <strong>all CGT assets</strong> held by individuals, trusts and partnerships — including shares, managed funds, and other investments.</p>

  <p>If you hold a diversified investment portfolio, these changes are relevant to your broader financial planning, not just your property strategy. We strongly recommend speaking with your accountant or financial adviser before making any decisions — particularly around whether to realise any gains before 1 July 2027.</p>

  <!-- SECTION 5 -->
  <h2>Key Dates Summary</h2>

  <div class="ef-summary-grid">
    <div class="ef-summary-box">
      <div class="sb-label">12 May 2026 — Budget Night</div>
      <div class="sb-value">Cut-off for grandfathering. Properties contracted before 7:30 pm AEST keep existing negative gearing rules indefinitely.</div>
    </div>
    <div class="ef-summary-box">
      <div class="sb-label">1 July 2027</div>
      <div class="sb-value">Negative gearing restrictions take effect for established properties bought after Budget night.</div>
    </div>
    <div class="ef-summary-box">
      <div class="sb-label">1 July 2027</div>
      <div class="sb-value">New CGT indexation rules and 30% minimum tax apply to gains arising from this date — all asset classes.</div>
    </div>
    <div class="ef-summary-box">
      <div class="sb-label">1 July 2028</div>
      <div class="sb-value">Minimum 30% tax on discretionary trusts takes effect (separate measure).</div>
    </div>
  </div>

  <!-- WARNING -->
  <div class="ef-warning">
    <strong><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/26a0.png" alt="⚠" class="wp-smiley" style="height: 1em; max-height: 1em;" /> These Changes Are Not Yet Law</strong>
    The budget measures still need to pass through Parliament before becoming legislation. However, given the Government&#8217;s majority, passage is expected. It&#8217;s important to plan ahead — don&#8217;t wait until the legislation is passed to seek advice.
  </div>

  <!-- WHAT TO DO -->
  <h2>What Should You Do Now?</h2>

  <p>If you already own investment properties purchased before Budget night — you&#8217;re protected. No action required on the negative gearing front.</p>

  <p>If you&#8217;re considering buying an investment property, the key question is whether to buy before 1 July 2027 (to lock in full negative gearing for that purchase) or to focus on new builds, which remain fully exempt.</p>

  <p>Either way, the financing strategy matters just as much as the tax strategy. Getting the right loan structure — interest only vs. principal and interest, offset accounts, loan splitting — can significantly impact your cash flow under the new rules.</p>

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" alt="Abdullah Rubel — Enlighten Finance" style="width:90px;height:90px;border-radius:50%;object-fit:cover;object-position:center 15%;border:3px solid #c8993a;flex-shrink:0;">
      <div style="text-align:left;">
        <h3 style="margin:0 0 4px;font-family:Georgia,serif;color:#e8c06a;font-size:1.4rem;">Not Sure Where You Stand?</h3>
        <p style="margin:0;color:rgba(255,255,255,0.75);font-size:0.9rem;">Abdullah Rubel | Mortgage Broker | 17+ Years Experience<br>Enlighten Finance | ACL 434567</p>
      </div>
    </div>
    <p>I can help you review your current position, model the impact of these changes on your investment loans, and make sure your finance structure is working for you — not against you.</p>
    <a href="https://www.enlightenfinance.com.au/contact/">Book a Free Review</a>
    <a href="tel:+61433199363">Call 0433 199 363</a>
  </div>

  <!-- DISCLAIMER -->
  <div class="ef-disclaimer">
    <strong>General Advice Disclaimer:</strong> The information in this article is general in nature and does not constitute financial, tax or legal advice. The budget measures discussed are proposals and subject to parliamentary approval. Please consult a qualified financial adviser, accountant or mortgage broker before making any investment decisions. Enlighten Finance Pty Ltd | Australian Credit Licence 434567 | www.enlightenfinance.com.au
  </div>

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