Broker Check
Creating Confidence<br/> <em>through</em> financial Independence&#160;

Creating Confidence
through financial Independence 

It’s your life, you should live it the way you want. We empower you through personalized guidance tailored to your goals and aspirations, to make decisions confidently and maximize your financial potential. Are you ready to take charge of your financial future?

                                                                                    

Our partnership with Emerald Financial Group is the natural extension of our financial firm to create an environment that utilizes all the resources we have to offer. Tailoring the experience of the individuals we serve to address the unique challenges of every client to maximize their financial potential.  

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Our Approach

We believe in empowering clients by prioritizing three key principles: tax efficiency, asset diversification, and velocity of money.

Tax Efficiency

Minimizing your tax burden is essential to maximizing your wealth.

Together, we'll develop strategies that capitalize on available tax advantages, ensuring your hard-earned money works smarter for you.

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Asset Diversification

By spreading your investments across a variety of asset classes, we aim to reduce risk and optimize potential returns.

I'll work closely with you to create a well-balanced portfolio that aligns with your goals and risk tolerance.

Diversification is a strategy designed to help manage investment risk. It does not guarantee a profit or protect against investment loss in declining markets.

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Velocity of Money

Money should never remain stagnant.

We'll explore ways to make your money work harder for you, whether it's through strategic investments, income-generating opportunities, or optimizing your cash flow. Let's keep your funds in motion, generating wealth and creating opportunities.

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<sup>Our Services&#160;</sup>Navigating Your Financial Future: Our Pathway to Prosperity

Our Services Navigating Your Financial Future: Our Pathway to Prosperity

At Savvy Financial, our mission is to provide you with a wide array of services designed specifically to address your individual financial goals and aspirations. We operate on a fee-based model, ensuring that our interests are fully aligned with yours, and delivering transparent and sound advice at all times.

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Retirement

Tax-efficient retirement planning seeks to maximize savings through strategic use of retirement accounts and investments, aimint to ensure financial independence and flexibility during retirement by minimizing tax obligations and optimizing income sources.

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<span data-metadata="<!--(figmeta)eyJmaWxlS2V5IjoicGw2TEx6c3BPbnZ6MHFGanYyenhCeSIsInBhc3RlSUQiOjU1ODI4NDUxNCwiZGF0YVR5cGUiOiJzY2VuZSJ9Cg==(/figmeta)-->"></span>Wealth Management<br/>

Wealth Management

Wealth management involves using both traditional and non-traditional investment strategies to grow and preserve wealth. This approach combines a diverse range of investment vehicles to optimize returns and align investments with clients' financial goals.

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<span data-metadata="<!--(figmeta)eyJmaWxlS2V5IjoicGw2TEx6c3BPbnZ6MHFGanYyenhCeSIsInBhc3RlSUQiOjE5NjUwODQzMjksImRhdGFUeXBlIjoic2NlbmUifQo=(/figmeta)-->"></span>Tax Planning<br/>

Tax Planning

Tax planning is an essential element of financial planning that aims to minimize tax liabilities and optimize financial outcomes. It involves strategic analysis and implementation of various tax-saving strategies, such as deductions, credits, and exemptions, to effectively manage and leverage the tax implications of financial decisions.

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(/figma)-->"></span><span>Estate Strategy</span>

Estate Strategy

Estate strategies in financial planning involve creating legal documents and structures to efficiently transfer assets to beneficiaries while minimizing taxes and expenses. These strategies ensure the smooth distribution of wealth and the preservation of assets for future generations.

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(/figma)-->"></span><span>Risk Management</span>

Risk Management

Risk management in financial planning is essential for identifying and mitigating potential risks that could impact financial goals. It ensures stability, protects against uncertainties, and enables informed decision-making for long-term success.

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How Much Do You Know About Investing?

These days, investing in financial markets is a common practice. Yet, many Americans remain under-informed about how various investment products really work. Want to know how you rank? Challenge yourself with our brief quiz, "Test Your Investing IQ."

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(/figma)-->"></span><span><sup>About</sup>Recommended 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Resources Knowledge Leads to Financial Freedom

Retirement Plan Choices for Small Businesses

Retirement Plan Choices for Small Businesses

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Capital Gains Tax When Selling Your Home

Capital Gains Tax When Selling Your Home

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And the Executor Is

And the Executor Is

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