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VERSION:2.0
PRODID:-//ChamberMaster//Event Calendar 2.0//EN
METHOD:PUBLISH
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CALSCALE:GREGORIAN
BEGIN:VEVENT
DTSTART:20250710T160000Z
DTEND:20250710T170000Z
X-MICROSOFT-CDO-ALLDAYEVENT:FALSE
SUMMARY:A Masterclass in Disrupting an Established Industry
DESCRIPTION:Wondering how you can bring something new to your industry? Tune in July 10 at noon ET for C-Suite to Main Street: A Masterclass in Disrupting an Established Industry featuring Adam Goldberg\, the innovative founder of PopUp Bagels.\n														\n														\n															\n															\n																\n																	\n																		REGISTER NOW\n																	\n																\n															\n\n															 \n															\n														\n													\n												\n\n												 \n												\n											\n										\n									\n									\n								\n							\n						\n\n						 \n						\n					\n				\n			\n\n			 \n			\n		\n		\n			\n			\n				\n					\n						\n						\n							\n								\n									\n									\n										\n											\n												\n												\n													\n														\n															Through a strategic blend of social media mastery and savvy brand partnerships\, PopUp Bagels has experienced explosive growth and garnered national attention. During our free half-hour event\, Goldberg will share the secrets that allowed his business to innovate and excel in an established market. \n														\n													\n												\n\n												 \n												\n											\n										\n									\n									\n								\n							\n						\n\n						 \n						\n					\n				\n			\n\n			 \n			\n		\n		\n			\n			\n				\n					\n						\n						\n							\n								\n									\n									\n										\n											\n												\n												\n													\n														\n															THIS MASTERCLASS OFFERS A UNIQUE OPPORTUNITY TO: \n														\n														\n															\n															\n																Harness the power of focus: Understand how a focused\, high-quality range of products can fuel innovation and growth. \n																Foster community: Build relationships with customers that create a strong sense of loyalty and belonging. \n																Build a brand identity: Create a visually appealing and engaging brand presence\, especially on social media.\n																Step outside the norm: Hear firsthand how Adam Goldberg created a business model that challenged conventional norms\, carving out his own niche in the industry. \n															\n															\n														\n														\n															 \n														\n													\n												\n\n												 \n												\n											\n										\n									\n									\n								\n							\n						\n\n						 \n						\n					\n				\n			\n\n			 \n			\n		\n		\n			\n			\n				\n					\n						\n						\n							\n								\n									\n									\n										\n											\n												\n												\n													\n														\n															THANKS TO OUR SPONSORS
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href="https://email.co.uschamber.com/e/c/eyJlbWFpbF9pZCI6ImRnU0YwUWtEQU0tWUJNNllCQUdYV3h1ZFZVV0lhQTU2Yl9Ea2NXRT0iLCJocmVmIjoiaHR0cHM6Ly93d3cudXNjaGFtYmVyLmNvbS9jby9ldmVudHMvYy1zdWl0ZS10by1tYWluLXN0cmVldD91dG1fc291cmNlPWNvLWV2ZW50c1x1MDAyNnV0bV9tZWRpdW09ZW1haWxcdTAwMjZ1dG1fY2FtcGFpZ249ZXZlbnRcdTAwMjZ1dG1fY29udGVudD1jc21zLWRpc3J1cHRpbmdcdTAwMjZ1dG1fdGVybT1pbnZpdGVcdTAwMjZ1dG1faWQ9MTIyIiwiaW50ZXJuYWwiOiI4NWQxMDkwMmVlNDNjZjk4MDQiLCJsaW5rX2lkIjoyMTk3fQ/205c5fc2c09b2f03a15e41778637161db45969952913682a5040a7bda87d221c" target="_blank"><img alt="Register now to learn how to disrupt an established industry from PopUp Bagel Founder Adam Goldberg." border="0" id="_x0000_i1025" 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" /></a></td>\n														</tr>\n														<tr>\n															<td>Wondering how you can bring something new to your industry? Tune in July 10 at noon ET for C-Suite to Main Street: A Masterclass in Disrupting an Established Industry&nbsp\;featuring Adam Goldberg\, the innovative founder of PopUp Bagels.</td>\n														</tr>\n														<tr>\n															<td>\n															<table border="0" cellpadding="0" cellspacing="0" role="presentation">\n																<tbody>\n																	<tr>\n																		<td><a href="https://email.co.uschamber.com/e/c/eyJlbWFpbF9pZCI6ImRnU0YwUWtEQU0tWUJNNllCQUdYV3h1ZFZVV0lhQTU2Yl9Ea2NXRT0iLCJocmVmIjoiaHR0cHM6Ly9ldmVudHMudXNjaGFtYmVyLmNvbS9pbmR1c3RyeS1kaXNydXB0b3JzL3JlZ2lzdGVyP3V0bV9pZD0xMjIiLCJpbnRlcm5hbCI6Ijg1ZDEwOTAyZWU0M2NmOTgwNCIsImxpbmtfaWQiOjIxOTh9/addc231f7f63a8adc3ef2b0b5f463a8b5080d9d34496efa4b00ce43216023221" target="_blank">REGISTER NOW</a></td>\n																	</tr>\n																</tbody>\n															</table>\n\n															<div>&nbsp\;</div>\n															</td>\n														</tr>\n													</tbody>\n												</table>\n\n												<div>&nbsp\;</div>\n												</td>\n											</tr>\n										</tbody>\n									</table>\n									</td>\n								</tr>\n							</tbody>\n						</table>\n\n						<div>&nbsp\;</div>\n						</td>\n					</tr>\n				</tbody>\n			</table>\n\n			<div>&nbsp\;</div>\n			</td>\n		</tr>\n		<tr>\n			<td>\n			<table border="0" cellpadding="0" cellspacing="0">\n				<tbody>\n					<tr>\n						<td>\n						<table border="0" cellpadding="0" cellspacing="0">\n							<tbody>\n								<tr>\n									<td>\n									<table border="0" cellpadding="0" cellspacing="0">\n										<tbody>\n											<tr>\n												<td>\n												<table border="0" cellpadding="0" cellspacing="0">\n													<tbody>\n														<tr>\n															<td>Through a strategic blend of social media mastery and savvy brand partnerships\, PopUp Bagels has experienced explosive growth and garnered national attention. During our free half-hour event\, Goldberg will share the secrets that allowed his business to innovate and excel in an established market.&nbsp\;</td>\n														</tr>\n													</tbody>\n												</table>\n\n												<div>&nbsp\;</div>\n												</td>\n											</tr>\n										</tbody>\n									</table>\n									</td>\n								</tr>\n							</tbody>\n						</table>\n\n						<div>&nbsp\;</div>\n						</td>\n					</tr>\n				</tbody>\n			</table>\n\n			<div>&nbsp\;</div>\n			</td>\n		</tr>\n		<tr>\n			<td>\n			<table border="0" cellpadding="0" cellspacing="0">\n				<tbody>\n					<tr>\n						<td>\n						<table border="0" cellpadding="0" cellspacing="0">\n							<tbody>\n								<tr>\n									<td>\n									<table border="0" cellpadding="0" cellspacing="0">\n										<tbody>\n											<tr>\n												<td>\n												<table border="0" cellpadding="0" cellspacing="0">\n													<tbody>\n														<tr>\n															<td>THIS MASTERCLASS OFFERS A UNIQUE OPPORTUNITY TO:&nbsp\;</td>\n														</tr>\n														<tr>\n															<td>\n															<ul>\n																<li>Harness the power of focus:&nbsp\;Understand how a focused\, high-quality range of products can fuel innovation and growth.&nbsp\;</li>\n																<li>Foster community:&nbsp\;Build relationships with customers that create a strong sense of loyalty and belonging.&nbsp\;</li>\n																<li>Build a brand identity:&nbsp\;Create a visually appealing and engaging brand presence\, especially on social media.</li>\n																<li>Step outside the norm: Hear firsthand how Adam Goldberg created a business model that challenged conventional norms\, carving out his own niche in the industry.&nbsp\;</li>\n															</ul>\n															</td>\n														</tr>\n														<tr>\n															<td>&nbsp\;</td>\n														</tr>\n													</tbody>\n												</table>\n\n												<div>&nbsp\;</div>\n												</td>\n											</tr>\n										</tbody>\n									</table>\n									</td>\n								</tr>\n							</tbody>\n						</table>\n\n						<div>&nbsp\;</div>\n						</td>\n					</tr>\n				</tbody>\n			</table>\n\n			<div>&nbsp\;</div>\n			</td>\n		</tr>\n		<tr>\n			<td>\n			<table border="0" cellpadding="0" cellspacing="0">\n				<tbody>\n					<tr>\n						<td>\n						<table border="0" cellpadding="0" cellspacing="0">\n							<tbody>\n								<tr>\n									<td>\n									<table border="0" cellpadding="0" cellspacing="0">\n										<tbody>\n											<tr>\n												<td>\n												<table border="0" cellpadding="0" cellspacing="0">\n													<tbody>\n														<tr>\n															<td>THANKS TO OUR SPONSORS</td>\n														</tr>\n													</tbody>\n												</table>\n\n												<div>&nbsp\;</div>\n												</td>\n											</tr>\n										</tbody>\n									</table>\n									</td>\n								</tr>\n								<tr>\n									<td>\n									<table border="0" cellpadding="0" cellspacing="0" role="presentation">\n										<tbody>\n											<tr>\n												<td>\n												<table border="0" cellpadding="0" cellspacing="0" role="presentation">\n													<tbody>\n														<tr>\n															<td><a href="https://email.co.uschamber.com/e/c/eyJlbWFpbF9pZCI6ImRnU0YwUWtEQU0tWUJNNllCQUdYV3h1ZFZVV0lhQTU2Yl9Ea2NXRT0iLCJocmVmIjoiaHR0cHM6Ly93d3cuZGVsbC5jb20vZW4tdXMvbHAvc21hbGwtYnVzaW5lc3MtYXNzb2NpYXRpb25zLXBhcnRuZXJzP3V0bV9pZD0xMjIiLCJpbnRlcm5hbCI6Ijg1ZDEwOTAyZWU0M2NmOTgwNCIsImxpbmtfaWQiOjIxNX0/3a08074adb86b2cc589bd489e15ac1b47207ca482c4c7e1afdc34bf2beb4e49a" target="_blank"><img alt="Thanks to our sponsor Dell Technologies." border="0" id="_x0000_i1026" 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" /></a></td>\n														</tr>\n													</tbody>\n												</table>\n												</td>\n												<td>\n												<table border="0" cellpadding="0" cellspacing="0" role="presentation">\n													<tbody>\n														<tr>\n															<td><a href="https://email.co.uschamber.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" target="_blank"><img alt="Thanks to our sponsor Oracle Netsuite." border="0" id="_x0000_i1027" 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/></a></td>\n														</tr>\n													</tbody>\n												</table>\n												</td>\n												<td>\n												<table border="0" cellpadding="0" cellspacing="0" role="presentation">\n													<tbody>\n														<tr>\n															<td><a href="https://email.co.uschamber.com/e/c/eyJlbWFpbF9pZCI6ImRnU0YwUWtEQU0tWUJNNllCQUdYV3h1ZFZVV0lhQTU2Yl9Ea2NXRT0iLCJocmVmIjoiaHR0cHM6Ly9zcXVhcmV1cC5jb20vdXMvZW4_dXRtX2lkPTEyMiIsImludGVybmFsIjoiODVkMTA5MDJlZTQzY2Y5ODA0IiwibGlua19pZCI6MzExfQ/aa251649bd89ff93d776995956be2833ec2134eebce834f3725603f9e0b95e81" target="_blank"><img alt="Thanks to our sponsor Square." border="0" id="_x0000_i1028" 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/></a></td>\n														</tr>\n													</tbody>\n												</table>\n												</td>\n												<td>\n												<table border="0" cellpadding="0" cellspacing="0" role="presentation" style="width:100.0%\;border-collapse:collapse\;-webkit-font-smoothing:antialiased\;-moz-osx-font-smoothing:grayscale\;" width="100%">\n													<tbody>\n														<tr>\n															<td style="padding:0in 0in 0in 0in\;-webkit-font-smoothing:antialiased\;-moz-osx-font-smoothing:grayscale\;">&nbsp\;</td>\n														</tr>\n													</tbody>\n												</table>\n												</td>\n											</tr>\n										</tbody>\n									</table>\n									</td>\n								</tr>\n								<tr>\n									<td style="width:100.0%\;padding:0in 0in 0in 0in\;-webkit-font-smoothing:antialiased\;-moz-osx-font-smoothing:grayscale\;vertical-align:top\;">\n									<table border="0" cellpadding="0" cellspacing="0" role="presentation" style="width:100.0%\;border-collapse:collapse\;-webkit-font-smoothing:antialiased\;-moz-osx-font-smoothing:grayscale\;" width="100%">\n										<tbody>\n											<tr>\n												<td style="width:544px\;padding:0in 0in 0in 0in\;-webkit-font-smoothing:antialiased\;-moz-osx-font-smoothing:grayscale\;vertical-align:top\;">\n												<table align="center" border="0" cellpadding="0" cellspacing="0" role="presentation" style="width:100.0%\;border-collapse:collapse\;" width="100%">\n													<tbody>\n														<tr>\n															<td style="width:100.0%\;padding:0in 0in 0in 0in\;-webkit-font-smoothing:antialiased\;-moz-osx-font-smoothing:grayscale\;vertical-align:top\;">&nbsp\;</td>\n														</tr>\n													</tbody>\n												</table>\n\n												<div style="clear:both\;">&nbsp\;</div>\n												</td>\n											</tr>\n										</tbody>\n									</table>\n									</td>\n								</tr>\n							</tbody>\n						</table>\n\n						<div style="clear:both\;">&nbsp\;</div>\n						</td>\n					</tr>\n				</tbody>\n			</table>\n\n			<div style="clear:both\;">&nbsp\;</div>\n			</td>\n		</tr>\n	</tbody>\n</table>\n
LOCATION:Online Event
UID:e.3128.12668
SEQUENCE:3
DTSTAMP:20260809T021913Z
URL:https://www.montgomerychamber.com/events/details/a-masterclass-in-disrupting-an-established-industry-12668
END:VEVENT

END:VCALENDAR
