Distributions aren't required to start sooner than the relevant age date of the deceased worker. SIMPLE plans previously required employer contributions of either a nonelective 2% of compensation or 100 percent of employee elective deferral contributions, up to 3% of compensation. The complete account steadiness is proscribed to $2,500, and the primary 4 annual withdrawals aren't topic to charges or costs.

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" width="306px" alt="savings plans">
Fidelity is waiting for added guidance from the IRS on how a SEP or SIMPLE Roth is run. Until such time as we receive additional steering from the IRS, we is not going to allow Roth for our SEP or SIMPLE plans. However, Fidelity is investigating the chance pending IRS steering. Only one 60‐day rollover in a rolling 12‐month period is allowed beneath IRS rules. Consult with a tax advisor earlier than doing a 60‐day rollover to make sure whether or not you are eligible. While this feature is now allowed, it’s up to employers and plan providers to provide this option, as it’s not a mandated change.
3For a dialogue of main provisions of the act, see Nevius, “Key Tax and Retirement Provisions within the SECURE 2.0 Act,” The Tax Adviser (Jan. 4, 2023). Under SECURE 2.0, the RMD guidelines for inherited IRAs left to beneficiaries stay unchanged, except you’ve inherited a particular needs belief. Under SECURE 2.zero, the beginning age for RMDs will rise again in 2033 to age seventy five. To the best of our knowledge, all content material is correct as of the date posted, although provides contained herein may no longer be out there. The opinions expressed are the author’s alone and haven't been offered, approved, or otherwise endorsed by our partners.
Consult an lawyer or tax skilled regarding your particular situation. For retirement plans beginning after Dec. 31, 2024, this can now not be the case. Instead, once staff are eligible, employers will automatically enroll them into a retirement financial savings plan. There can also be a provision permitting employers to arrange and routinely enroll an employee in an emergency financial savings account linked to their retirement accounts with an computerized employee contribution of 3% or less.
This information may be totally different than what you see whenever you go to a monetary institution, service supplier or particular product’s website. All monetary merchandise, purchasing products and services are introduced without warranty. When evaluating provides, please evaluation the financial institution’s Terms and Conditions.

h2>Pension-linked Emergency Savings Accounts</h2>
Delays within the age for taking RMDs raise tax implications and may current sensible challenges. The latter could be particularly vital for retirees with lower incomes, who sometimes use RMDs to cowl residing expenses. Views expressed are as of the date indicated, based mostly on the data obtainable at the moment, and may change based mostly on market or other situations.

div style="text-align:center"> <iframe width="561" height="312" src="https://www.youtube.com/embed/AXHPhKa7GYQ" frameborder="0" alt="SECURE 2.0 Act" allowfullscreen></iframe></div>
The laws enacted within the SECURE Act 2.zero supplies a slate of adjustments that would assist strengthen the retirement system?and Americans' financial readiness for retirement. The SECURE 2.zero Act of 2022 is a legislation designed to considerably enhance retirement savings options?including 401s and 403s?in the us It builds on the Setting Every Community Up for Retirement Enhancement Act of 2019. SECURE 2.zero was signed into law by President Joseph R. Biden on Dec. 29, 2022, as a half of the Consolidated Appropriations Act of 2023. Get a customized monetary plan and limitless entry to a Certified Financial Planner™ for simply $49/month. SIMPLE IRAs, the catch-up contribution limit will enhance to $3,500 in 2023, compared with $3,000 in previous years.
Specifically, it elevated the applicable age to seventy three for these individuals who flip age 72 after Dec. 31, 2022 (and seventy three by Dec. 31, 2032), and to age 75 for these people turning seventy four after Dec. 31, 2032. Technical corrections are expected to indicate that the RMD age might be 75 for taxpayers turning 73 after Dec. 31, 2032. Secure Act 2.0 includes a provision that helps ease this pain point for individuals with smaller account balances. It allows for the automated transfer of any earlier retirement account with a stability of underneath $5,000 to your new employer’s plan.
The regulation also eliminates a previous requirement that limited premiums to 25% of an individual’s retirement account stability. An particular person retirement account is a retirement savings plan with tax advantages that taxpayers can use to take a position over the lengthy term for retirement. As complete as SECURE 2.zero Act of 2022 is, the regulation does not handle Social Security shortfalls. That stated, its provisions present numerous routes to improvement in the development of the share of Americans with a retirement financial savings plan.

h3>Women Speak Money</h3>
Secure Act 2.zero requires that laws be expanded to include blended investments like target-date funds. https://etextpad.com/ -date funds might be required to provide a benchmark in opposition to which investors can examine each fund’s efficiency. This benchmark should fairly match the fund’s asset allocation over time as well as be reset at least annually. For IRAs, the standard contribution limit is $6,500 in 2023, and staff who're 50 or older can deposit a further $1,000 in catch-up contributions.

ul> <li>NerdWallet strives to maintain its information accurate and updated.</li> <li>SECURE 2.zero, Section 107, increased the required minimum distribution age to seventy three as of Jan. 1, 2023, and to 75 starting in 2033.</li> <li>Existing rules require that any employer matching contributions be designated as pre-tax and didn't enable them to be made as Roth contributions.</li> <li>With no checks in place to guarantee that cash is getting used for an actual emergency and such a low limit, it’s very possible that individuals will use this provision to borrow from their retirement accounts frivolously.</li></ul>
While SECURE 2.zero provides increased alternatives to avoid wasting for retirement, everybody's financial state of affairs is completely different. As always, consult your financial advisor or tax skilled to understand how SECURE 2.zero modifications apply to you. 529 Plans.After 15 years, 529 plan property can be rolled over to a Roth IRA for the beneficiary, subject to annual Roth contribution limits and an aggregate lifetime limit of $35,000. Rollovers can't exceed the aggregate before the 5-year period ending on the date of the distribution.
If you discover discrepancies with your credit score rating or information out of your credit report, please contact TransUnion® instantly. These changes mean individuals will now have even more time to grow their retirement funds. The Secure 2.zero Act, which became regulation at the end of 2022, is an attempt to assist extra individuals put together for retirement ? partially by making government incentive applications more forgiving to individuals who need assistance catching up on their financial savings. We believe everyone should have the ability to make financial choices with confidence.
The rollover is handled as a contribution in direction of the annual Roth IRA contribution limit. QLACs are deferred revenue annuities purchased with retirement funds usually held in an IRA or 401 that begin funds on or before age 85. The dollar limitation for premiums increased to $200,000 from $145,000 as of January 1, 2023.
The provision is efficient for taxable years starting after Dec. 31, 2022. Beginning in 2025, SECURE 2.0, Section one hundred and one requires employers to mechanically enroll eligible workers in new 401 or 403 plans with a participation amount of a minimal of 3% however not extra than 10%. The contribution escalates at the fee of 1% per year up to a minimum of 10% and a most of 15%.

h2>Further Retirement Reforms Of Secure Act 2Zero</h2>
The SECURE 2.0 Act1 is an intensive piece of retirement plan laws passed on Dec. 29, 2022. Its said objectives are to broaden and increase retirement financial savings and to simplify and clarify retirement plan rules. Its passage impacts virtually all forms of retirement plans and increases conformity throughout different varieties of plans.
This implies that employers who enable catch-up contributions must begin providing Roth plans along with their pretax retirement plans, if not offered already. This might pose a major downside for these government plans not providing a Roth option, as a result of modifications in state legal guidelines and/or union contracts may be required to allow compliance with act Section 603. Some of those provisions contain every thing from part-time worker entry to employer retirement plans, and small enterprise tax credit, tocontributions to SIMPLE, and SEP plans. Additional changes are supposed to assist youthful individuals continue saving while paying off student debt, to make it simpler to maneuver accounts from employer to employer, and to enable folks to save heaps of for emergencies within retirement accounts.
11Beginning on the primary day of the “incident period” specified by the Federal Emergency Management Agency or the date of a federal catastrophe declaration with respect to the qualified catastrophe. Fidelity doesn't present legal or tax recommendation, and the knowledge offered is basic in nature and shouldn't be thought of authorized or tax advice. Consult an lawyer, tax skilled, or other advisor relating to your particular legal or tax situation.
This does mean that the money will rely as earned income and incur taxes now, however qualified distributions in retirement, just like a Roth IRA, shall be tax-free. SECURE 2.0 was heralded as simplifying and clarifying retirement plan legislation as nicely as facilitating retirement savings. The provisions that went into force Jan. 1, 2024, are a subset of its attain, with other provisions having taken effect in 2023, and a further slate of provisions to turn into efficient in years 2025 and beyond.


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Last-modified: 2024-04-26 (金) 14:03:26 (10d)