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Financial Planning

Financial Planning

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(/figma)-->"></span><span>What is it</span>

What is it

Our approach to financial planning centers on learning who you are: your background, your future hopes and dreams. We start by looking at where you are today, including a meticulous assessment of your current financial situation. Next we break down how much you earn and how much you spend. Finally, we talk about your legacy, and what you want to happen with your assets when you’re gone. Now we turn our attention to helping you work towards your future goals. We monitor your progress regularly, making adjustments whenever necessary. Although we take the lead, the process of moving you steadfastly toward your life goals is a close collaboration.

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Comprehensive financial management firm that services clients all across our great country!

Find Out How
<span data-metadata="<!--(figmeta)eyJmaWxlS2V5IjoiSlZyTWZ4UUlKenBvWVE3YnQ4Y1dvUCIsInBhc3RlSUQiOjE4MzA5MzMzMjksImRhdGFUeXBlIjoic2NlbmUifQo=(/figmeta)-->"></span>Our Reputation<br/>

Our Reputation

DEB Financial’s reputation is built on our long-term commitment to the financial management process, our focus on our clients and their unique needs, and responsible financial management. We seek to uphold the highest standards of objectivity and ethical behavior. Our clients come from all walks of life, different areas of the world, and represent all ages. What they share is the realization that they can and should coordinate today’s financial decisions in order to work towards the best tomorrow has to offer.

More About Us
<span data-metadata="<!--(figmeta)eyJmaWxlS2V5IjoiSlZyTWZ4UUlKenBvWVE3YnQ4Y1dvUCIsInBhc3RlSUQiOjE4MzA5MzMzMjksImRhdGFUeXBlIjoic2NlbmUifQo=(/figmeta)-->"></span>Our Process<br/>

Our Process

First meetings are free of charge. They are informal and provide an opportunity for you to ask questions about your specific situation and gain a better understanding of how I help you with your finances. I have a highly specialized practice working with physicians and dental professionals. I believe making your finances a priority at this point is integral to put yourself on the proper financial track for long term success.

More On Our Process

Get To Know Us

Our Reputation

Our Reputation

DEB Financial’s reputation is built on our long-term commitment to the financial services process, our focus on our clients and their unique needs, and responsible financial management.

Learn more
Our Process

Our Process

We have a highly specialized practice working with physicians and dental professionals. I believe making your finances a priority is integral to put yourself on the proper financial track.

Learn more
About Our Firm

About Our Firm

Our clients come from all walks of life, different areas of the world, and represent all ages. What they share is the realization that they can and should coordinate today’s financial decisions.

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How Can DEB Financial Help?

When it comes to financial management, clients have a general idea of what they want their financial puzzle to look like. Unfortunately, they often do not know the pieces required to complete the puzzle in a cohesive and concise manner. DEB Financial is a national, comprehensive financial management firm that services clients all across our great country!