BEGIN:VCALENDAR
VERSION:2.0
PRODID:-//ChamberMaster//Event Calendar 2.0//EN
METHOD:PUBLISH
X-PUBLISHED-TTL:P3D
REFRESH-INTERVAL:P3D
CALSCALE:GREGORIAN
BEGIN:VEVENT
DTSTART:20221026T140000Z
DTEND:20221026T170000Z
X-MICROSOFT-CDO-ALLDAYEVENT:FALSE
SUMMARY:Starting a Business Seminar by SBDC
DESCRIPTION:You have an idea for a business. What's the first step? Take the idea that has been forming in your head and see if you can turn it into an actual business. In this three-hour workshop\, we will take an in-depth view of your business concept and discuss the steps to a successful start. Is there a need for your product or service? Can you make money at it? Are you the right person to bring this to market? Is this business compatible with your personal goals? What rules\, laws and licensing apply to your business? We will discuss funding options for your business\, basic marketing strategies\, legal business structures\, taxation\, and the nuts-and-bolts of launching your new venture. We will also provide you with worksheets to take home and begin the process. After attending this workshop\, you will have access to a Florida SBDC Business Consultant to assist you (at no cost) as you create your business plan and move toward your goals.\n\n\n\nHelping Businesses Grow & Succeed\n\n\n \n\n\n	 \n\n\n\nFlorida SBDC Network Headquarters\n\nUniversity of West Florida\n\n220 West Garden Street\, Suite 302\n\nPensacola\, FL 32502\n\n850.898.3479 or toll free 866.737.7232\n\ninfo@FloridaSBDC.org\n\n\n\n\n\n\n\n\n\n\n\n\n\n   \n\n  2022 - State Designated as Florida's Principal Provider of Business Assistance [  288.001\, Fla. Stat.] A statewide partnership program nationally accredited by the Association of America's SBDCs and funded in part by the U.S. Small Business Administration\, Defense Logistics Agency\, State of Florida\, and other private and public partners\, with the University of West Florida serving as the network's headquarters. Florida SBDC services are extended to the public on a nondiscriminatory basis. Language assistance services are available for individuals with limited English proficiency.\n\n\n\n \n\n \n\n\n\n\n\n\n	Find Workshop
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" /><br />\n<br />\n<br />\n<span background-color:="" font-size:="" helvetica="" style="color: rgba(0\, 0\, 0\, 0.87)\; font-family: Roboto\, ">You have an idea for a business. What&rsquo\;s the first step? Take the idea that has been forming in your head and see if you can turn it into an actual business. In this three-hour workshop\, we will take an in-depth view of your business concept and discuss the steps to a successful start. Is there a need for your product or service? Can you make money at it? Are you the right person to bring this to market? Is this business compatible with your personal goals? What rules\, laws and licensing apply to your business? We will discuss funding options for your business\, basic marketing strategies\, legal business structures\, taxation\, and the nuts-and-bolts of launching your new venture. We will also provide you with worksheets to take home and begin the process. After attending this workshop\, you will have access to a Florida SBDC Business Consultant to assist you (at no cost) as you create your business plan and move toward your goals.</span><br />\n<br />\n<span style="background-color: transparent\; color: rgb(194\, 208\, 228)\; font-family: antreg\, arial\, sans-serif\; font-size: 32px\; text-align: center\;">Helping Businesses Grow &amp\; Succeed</span>\n\n<section class="footer-top dbluebg" style="box-sizing: border-box\; -webkit-font-smoothing: antialiased\; background-color: rgb(0\, 45\, 98)\; padding: 40px 0px 30px\; color: rgb(102\, 102\, 102)\; font-family: Arial\, sans-serif\; font-size: 15px\;">\n<div class="no-link menu-item menu-item-type-custom menu-item-object-custom menu-item-has-children menu-item-33" style="box-sizing: border-box\; -webkit-font-smoothing: antialiased\; margin: 0px 35px 0px 0px\; padding: 0px\; border: 0px\; outline: 0px\; vertical-align: baseline\; background: transparent\; float: left\;">&nbsp\;</div>\n\n<ul class="menu" id="menu-results" style="box-sizing: border-box\; -webkit-font-smoothing: antialiased\; margin: 0px\; padding: 0px\; border: 0px\; outline: 0px\; vertical-align: baseline\; background: transparent\; list-style: none\;">\n	<li class="no-link menu-item menu-item-type-custom menu-item-object-custom menu-item-has-children menu-item-1525" id="menu-item-1525" style="box-sizing: border-box\; -webkit-font-smoothing: antialiased\; margin: 10px 0px 0px\; padding: 0px\; border: 0px\; outline: 0px\; vertical-align: baseline\; background: transparent\; float: left\;">&nbsp\;</li>\n</ul>\n\n<div class="four columns foot-contact" style="box-sizing: border-box\; -webkit-font-smoothing: antialiased\; margin: 0px\; padding: 0px 16px\; border: 0px\; outline: 0px\; font-size: 13px\; vertical-align: baseline\; background: transparent\; float: right\; min-height: 1px\; position: relative\; width: 354.662px\; color: rgb(255\, 255\, 255)\;">\n<p style="box-sizing: border-box\; -webkit-font-smoothing: antialiased\; margin: 0px 0px 20px\; padding: 0px\; border: 0px\; outline: 0px\; vertical-align: baseline\; background: transparent\;"><span style="box-sizing: border-box\; -webkit-font-smoothing: antialiased\; margin: 0px\; padding: 0px\; border: 0px\; outline: 0px\; font-size: 17px\; vertical-align: baseline\; background: transparent\; font-weight: 700\;">Florida SBDC Network Headquarters</span><br style="box-sizing: border-box\; -webkit-font-smoothing: antialiased\;" />\nUniversity of West Florida<br style="box-sizing: border-box\; -webkit-font-smoothing: antialiased\;" />\n220 West Garden Street\, Suite 302<br style="box-sizing: border-box\; -webkit-font-smoothing: antialiased\;" />\nPensacola\, FL 32502<br style="box-sizing: border-box\; -webkit-font-smoothing: antialiased\;" />\n850.898.3479 or toll free 866.737.7232<br style="box-sizing: border-box\; -webkit-font-smoothing: antialiased\;" />\n<a href="mailto:info@FloridaSBDC.org" style="box-sizing: border-box\; -webkit-font-smoothing: antialiased\; margin: 0px\; padding: 0px\; border: 0px\; outline: 0px\; vertical-align: baseline\; background: transparent\; color: rgb(84\, 143\, 214)\; text-decoration-line: none\; transition: color 0.2s linear 0s\;">info@FloridaSBDC.org</a></p>\n\n<nav class="social-nav" style="box-sizing: border-box\; -webkit-font-smoothing: antialiased\; float: none\; margin: 0px\;">\n<ul style="box-sizing: border-box\; -webkit-font-smoothing: antialiased\; margin: 0px 0px 10px\; padding: 0px\; border: 0px\; outline: 0px\; vertical-align: baseline\; background: transparent\; list-style: none\;">\n</ul>\n</nav>\n</div>\n</section>\n\n<div class="arc dbluebg" style="box-sizing: border-box\; -webkit-font-smoothing: antialiased\; margin: 0px\; padding: 0px\; border: 0px\; outline: 0px\; font-size: 15px\; vertical-align: baseline\; background: rgb(0\, 45\, 98)\; text-align: center\; color: rgb(102\, 102\, 102)\; font-family: Arial\, sans-serif\;"><img alt="" class="arcimg lazyloaded" data-src="https://floridasbdc.org/wp-content/themes/FSBDCOgre/images/arc.png" src="https://floridasbdc.org/wp-content/themes/FSBDCOgre/images/arc.png" style="box-sizing: border-box\; -webkit-font-smoothing: antialiased\; max-width: 1280px\; height: auto\; margin: 0px auto\; padding: 0px\; border: 0px\; outline: 0px\; vertical-align: top\; background: transparent\; display: block\; width: 1175.21px\; opacity: 1\; transition: opacity 400ms ease 0ms\;" /></div>\n\n<section class="footer-bottom" style="box-sizing: border-box\; -webkit-font-smoothing: antialiased\; outline: 0px\; padding: 40px 0px\; color: rgb(102\, 102\, 102)\; font-family: Arial\, sans-serif\; font-size: 15px\; background-color: rgb(255\, 255\, 255)\;">\n<div class="row" style="box-sizing: border-box\; -webkit-font-smoothing: antialiased\; margin: 0px auto\; padding: 0px\; border: 0px\; outline: 0px\; vertical-align: baseline\; background: transparent\; width: 1064px\; max-width: 100%\; min-width: 767px\; position: relative\;">\n<div class="twelve columns tcenter" style="box-sizing: border-box\; -webkit-font-smoothing: antialiased\; margin: 0px\; padding: 0px 16px\; border: 0px\; outline: 0px\; vertical-align: baseline\; background: transparent\; float: left\; min-height: 1px\; position: relative\; width: 1064px\; text-align: center\;">\n<div class="foot-logo-wrap tcenter" style="box-sizing: border-box\; -webkit-font-smoothing: antialiased\; margin: 0px 0px 10px\; padding: 0px\; border: 0px\; outline: 0px\; vertical-align: baseline\; background: transparent\;"><a href="http://export.gov/exportawards/" style="box-sizing: border-box\; -webkit-font-smoothing: antialiased\; margin: 0px 35px 0px 0px\; padding: 0px\; border: 0px\; outline: 0px\; vertical-align: baseline\; background: transparent\; color: rgb(84\, 143\, 214)\; text-decoration-line: none\; transition: color 0.2s linear 0s\; display: inline-block\;" target="_blank" title="2016 President's E Award Winner"><img alt="" class="lazyloaded" data-src="https://floridasbdc.org/wp-content/uploads/2016/05/e-award-logo-with-name.png" src="https://floridasbdc.org/wp-content/uploads/2016/05/e-award-logo-with-name.png" style="box-sizing: border-box\; -webkit-font-smoothing: antialiased\; max-width: 100%\; height: auto\; margin: 0px\; padding: 0px\; border: 0px\; outline: 0px\; vertical-align: top\; background: transparent\; display: block\; opacity: 1\; transition: opacity 400ms ease 0ms\;" /></a>&nbsp\;<a href="https://americassbdc.org/" style="box-sizing: border-box\; -webkit-font-smoothing: antialiased\; margin: 0px 35px 0px 0px\; padding: 0px\; border: 0px\; outline: 0px\; vertical-align: baseline\; background: transparent\; color: rgb(84\, 143\, 214)\; text-decoration-line: none\; transition: color 0.2s linear 0s\; display: inline-block\;" target="_blank" title="America's SBDC"><img alt="" class="lazyloaded" data-src="https://floridasbdc.org/wp-content/uploads/2015/08/Accredited-Seal-blue-RGB-small-e1527789226276.png" height="75" src="https://floridasbdc.org/wp-content/uploads/2015/08/Accredited-Seal-blue-RGB-small-e1527789226276.png" style="box-sizing: border-box\; -webkit-font-smoothing: antialiased\; max-width: 100%\; height: 75px\; margin: 0px\; padding: 0px\; border: 0px\; outline: 0px\; vertical-align: top\; background: transparent\; display: block\; opacity: 1\; transition: opacity 400ms ease 0ms\; width: 75px\;" width="75" /></a>&nbsp\;<a href="http://www.sba.gov/" style="box-sizing: border-box\; -webkit-font-smoothing: antialiased\; margin: 0px 35px 0px 0px\; padding: 0px\; border: 0px\; outline: 0px\; vertical-align: baseline\; background: transparent\; color: rgb(84\, 143\, 214)\; text-decoration-line: none\; transition: color 0.2s linear 0s\; display: inline-block\;" target="_blank" title="SBA"><img alt="U.S. Small Business Administration Logo" class="lazyloaded" data-src="https://floridasbdc.org/wp-content/uploads/2018/05/SBA-PoweredBy-FINAL-e1553180162557.png" src="https://floridasbdc.org/wp-content/uploads/2018/05/SBA-PoweredBy-FINAL-e1553180162557.png" style="box-sizing: border-box\; -webkit-font-smoothing: antialiased\; max-width: 100%\; height: auto\; margin: 0px\; padding: 0px\; border: 0px\; outline: 0px\; vertical-align: top\; 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LOCATION:
UID:e.1694.23784
SEQUENCE:3
DTSTAMP:20260520T045808Z
URL:https://business.navarrechamber.com/events/details/starting-a-business-seminar-by-sbdc-23784
END:VEVENT

END:VCALENDAR
