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:20261104T210000Z
DTEND:20261104T230000Z
X-MICROSOFT-CDO-ALLDAYEVENT:FALSE
SUMMARY:DDES Annual State of the Economy
DESCRIPTION:DDES Annual State of the Economy\n\nNovember 4th at Garden of the Gods Resort\n\n2:00   4:00 PM followed by happy hour - $50 per ticket\n\nDetails and registration on DDES website: ddestrategies.org\n\n \n\n \n\nPlease join Dr. Tatiana Bailey\, Executive Director of Data-Driven Economic Strategies\, Timothy Wonhof\, Director of Labor Market Information\, Colorado Department of Labor and Employment (CDLE)\, and Jonathan Liebert\, President of the Better Business Bureau of Southern Colorado for our annual State of the Economy event.\n\nEach speaker will present for approximately 20 30 minutes\, followed by an extended 30-minute audience Q&A and discussion with all three presenters.\n\n \n\nDr. Tatiana Bailey will provide a broad overview of the national\, state\, and local economies\, examining the major trends driving the economy. Timothy Wonhof will take a deeper look at Colorado's labor market\, including the recent slowdown in job creation across the state. He will discuss employment and workforce trends\, the changing demand for workers\, and what current labor market data tell us about Colorado's broader business climate and economic outlook. Jonathan Liebert will bring the perspective of businesses themselves\, sharing what the Better Business Bureau is seeing among companies locally and across Colorado. He will focus particularly on the rapidly expanding use of artificial intelligence\, how businesses are adopting it\, where they are finding value\, and how AI is beginning to affect operations\, workers\, customers\, and the competitive landscape.\n\nBailey = big economic picture\; Wonhof = jobs/workforce/business climate with a focus on Colorado\; Liebert = what businesses are experiencing + AI.\n\n \n\nA happy hour will follow the program\, providing an opportunity to continue the conversation and connect with the speakers and fellow attendees. Tickets are $50 each + fees and DDES sponsors will receive two free tickets.
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" style="cursor: pointer\; color: inherit\; font: inherit\; text-align: center\; border: 0px\; margin: 0px\; padding: 0px\; vertical-align: baseline\; animation: 0.1s ease-out 0s 1 normal none running Do8Zj\; width: 157.19pt\; height: 74.99pt\; min-height: auto\; min-width: auto\;" tabindex="0" /><b><i><span data-olk-copy-source="MessageBody" style="border: 0px\; font-style: inherit\; font-variant: inherit\; font-weight: inherit\; font-stretch: inherit\; font-size: 20pt\; line-height: inherit\; font-family: inherit\; font-optical-sizing: inherit\; font-size-adjust: inherit\; font-kerning: inherit\; font-feature-settings: inherit\; font-variation-settings: inherit\; font-language-override: inherit\; margin: 0px\; padding: 0px\; vertical-align: baseline\; color: black !important\;">DDES Annual State of the Economy</span></i></b></p>\n\n<p align="center" style="color: rgb(36\, 36\, 36)\; font-family: &quot\;Segoe UI&quot\;\, &quot\;Segoe UI Web (West European)&quot\;\, -apple-system\, BlinkMacSystemFont\, Roboto\, &quot\;Helvetica Neue&quot\;\, sans-serif\; font-size: 15px\; text-align: center\; margin: 0px\;"><b><i><span style="border: 0px\; font-style: inherit\; font-variant: inherit\; font-weight: inherit\; font-stretch: inherit\; font-size: 20pt\; line-height: inherit\; font-family: inherit\; font-optical-sizing: inherit\; font-size-adjust: inherit\; font-kerning: inherit\; font-feature-settings: inherit\; font-variation-settings: inherit\; font-language-override: inherit\; margin: 0px\; padding: 0px\; vertical-align: baseline\; color: black !important\;">November 4<sup><span style="border: 0px\; font: inherit\; margin: 0px\; padding: 0px\; vertical-align: baseline\; color: inherit\; top: -6pt\;">th </span></sup>at Garden of the Gods Resort</span></i></b></p>\n\n<p align="center" style="color: rgb(36\, 36\, 36)\; font-family: &quot\;Segoe UI&quot\;\, &quot\;Segoe UI Web (West European)&quot\;\, -apple-system\, BlinkMacSystemFont\, Roboto\, &quot\;Helvetica Neue&quot\;\, sans-serif\; font-size: 15px\; text-align: center\; margin: 0px\;"><b><i><span style="border: 0px\; font-style: inherit\; font-variant: inherit\; font-weight: inherit\; font-stretch: inherit\; font-size: 20pt\; line-height: inherit\; font-family: inherit\; font-optical-sizing: inherit\; font-size-adjust: inherit\; font-kerning: inherit\; font-feature-settings: inherit\; font-variation-settings: inherit\; font-language-override: inherit\; margin: 0px\; padding: 0px\; vertical-align: baseline\; color: black !important\;">2:00 &ndash\; 4:00 PM followed by happy hour - $50 per ticket</span></i></b></p>\n\n<p align="center" style="color: rgb(36\, 36\, 36)\; font-family: &quot\;Segoe UI&quot\;\, &quot\;Segoe UI Web (West European)&quot\;\, -apple-system\, BlinkMacSystemFont\, Roboto\, &quot\;Helvetica Neue&quot\;\, sans-serif\; font-size: 15px\; text-align: center\; margin: 0px\;"><b><i><span style="border: 0px\; font-style: inherit\; font-variant: inherit\; font-weight: inherit\; font-stretch: inherit\; font-size: 20pt\; line-height: inherit\; font-family: inherit\; font-optical-sizing: inherit\; font-size-adjust: inherit\; font-kerning: inherit\; font-feature-settings: inherit\; font-variation-settings: inherit\; font-language-override: inherit\; margin: 0px\; padding: 0px\; vertical-align: baseline\; color: black !important\;">Details and registration on DDES website: <a data-auth="NotApplicable" data-linkindex="0" href="https://www.ddestrategies.org/" rel="noopener noreferrer" style="border: 0px\; font: inherit\; margin: 0px\; padding: 0px\; vertical-align: baseline\;" target="_blank" title="https://www.ddestrategies.org/">ddestrategies.org</a></span></i></b></p>\n\n<p aria-hidden="true" style="font-size: 12pt\; font-family: Verdana\, sans-serif\; margin: 0px\; color: rgb(0\, 53\, 114) !important\;">&nbsp\;</p>\n\n<p aria-hidden="true" style="font-size: 12pt\; font-family: Verdana\, sans-serif\; margin: 0px\; color: rgb(0\, 53\, 114) !important\;">&nbsp\;</p>\n\n<p style="color: rgb(36\, 36\, 36)\; font-family: &quot\;Segoe UI&quot\;\, &quot\;Segoe UI Web (West European)&quot\;\, -apple-system\, BlinkMacSystemFont\, Roboto\, &quot\;Helvetica Neue&quot\;\, sans-serif\; font-size: 15px\; text-align: justify\; margin: 0px\;"><span style="border: 0px\; font-style: inherit\; font-variant: inherit\; font-weight: inherit\; font-stretch: inherit\; font-size: inherit\; line-height: inherit\; font-family: Arial\, sans-serif\; font-optical-sizing: inherit\; font-size-adjust: inherit\; font-kerning: inherit\; font-feature-settings: inherit\; font-variation-settings: inherit\; font-language-override: inherit\; margin: 0px\; padding: 0px\; vertical-align: baseline\; color: rgb(16\, 72\, 98) !important\; letter-spacing: 0.1pt\;">Please join Dr. Tatiana Bailey\, <b>Executive Director of Data-Driven Economic Strategies</b>\, Timothy Wonhof\, <b>Director of Labor Market Information\, Colorado Department of Labor and Employment (CDLE)</b>\, and Jonathan Liebert\, <b>President</b> <b>of the Better Business Bureau of Southern Colorado</b> for our annual State of the Economy event.</span></p>\n\n<p style="color: rgb(36\, 36\, 36)\; font-family: &quot\;Segoe UI&quot\;\, &quot\;Segoe UI Web (West European)&quot\;\, -apple-system\, BlinkMacSystemFont\, Roboto\, &quot\;Helvetica Neue&quot\;\, sans-serif\; font-size: 15px\; text-align: justify\; margin: 0px\;"><b><span style="border: 0px\; font-style: inherit\; font-variant: inherit\; font-weight: inherit\; font-stretch: inherit\; font-size: inherit\; line-height: inherit\; font-family: Arial\, sans-serif\; font-optical-sizing: inherit\; font-size-adjust: inherit\; font-kerning: inherit\; font-feature-settings: inherit\; font-variation-settings: inherit\; font-language-override: inherit\; margin: 0px\; padding: 0px\; vertical-align: baseline\; color: rgb(16\, 72\, 98) !important\; letter-spacing: 0.1pt\;">Each speaker will present for approximately 20&ndash\;30 minutes\, followed by an extended 30-minute audience Q&amp\;A and discussion with all three presenters.</span></b></p>\n\n<p style="color: rgb(36\, 36\, 36)\; font-family: &quot\;Segoe UI&quot\;\, &quot\;Segoe UI Web (West European)&quot\;\, -apple-system\, BlinkMacSystemFont\, Roboto\, &quot\;Helvetica Neue&quot\;\, sans-serif\; font-size: 15px\; text-align: justify\; margin: 0px\;"><b><span style="border: 0px\; font-style: inherit\; font-variant: inherit\; font-weight: inherit\; font-stretch: inherit\; font-size: 14pt\; line-height: inherit\; font-family: Arial\, sans-serif\; font-optical-sizing: inherit\; font-size-adjust: inherit\; font-kerning: inherit\; font-feature-settings: inherit\; font-variation-settings: inherit\; font-language-override: inherit\; margin: 0px\; padding: 0px\; vertical-align: baseline\; color: black !important\;">&nbsp\;</span></b></p>\n\n<p style="color: rgb(36\, 36\, 36)\; font-family: &quot\;Segoe UI&quot\;\, &quot\;Segoe UI Web (West European)&quot\;\, -apple-system\, BlinkMacSystemFont\, Roboto\, &quot\;Helvetica Neue&quot\;\, sans-serif\; font-size: 15px\; text-align: justify\; margin: 0px\;"><b><span style="border: 0px\; font-style: inherit\; font-variant: inherit\; font-weight: inherit\; font-stretch: inherit\; font-size: inherit\; line-height: inherit\; font-family: Arial\, sans-serif\; font-optical-sizing: inherit\; font-size-adjust: inherit\; font-kerning: inherit\; font-feature-settings: inherit\; font-variation-settings: inherit\; font-language-override: inherit\; margin: 0px\; padding: 0px\; vertical-align: baseline\; color: rgb(16\, 72\, 98) !important\; letter-spacing: 0.1pt\;">Dr. Tatiana Bailey</span></b><span style="border: 0px\; font-style: inherit\; font-variant: inherit\; font-weight: inherit\; font-stretch: inherit\; font-size: inherit\; line-height: inherit\; font-family: Arial\, sans-serif\; font-optical-sizing: inherit\; font-size-adjust: inherit\; font-kerning: inherit\; font-feature-settings: inherit\; font-variation-settings: inherit\; font-language-override: inherit\; margin: 0px\; padding: 0px\; vertical-align: baseline\; color: rgb(16\, 72\, 98) !important\; letter-spacing: 0.1pt\;"> will provide a broad overview of the national\, state\, and local economies\, examining the major trends driving the economy. <b>Timothy Wonhof</b> will take a deeper look at Colorado&rsquo\;s labor market\, including the recent slowdown in job creation across the state. He will discuss employment and workforce trends\, the changing demand for workers\, and what current labor market data tell us about Colorado&rsquo\;s broader business climate and economic outlook. <b>Jonathan Liebert</b> will bring the perspective of businesses themselves\, sharing what the Better Business Bureau is seeing among companies locally and across Colorado. He will focus particularly on the rapidly expanding use of artificial intelligence\, how businesses are adopting it\, where they are finding value\, and how AI is beginning to affect operations\, workers\, customers\, and the competitive landscape.</span></p>\n\n<p style="color: rgb(36\, 36\, 36)\; font-family: &quot\;Segoe UI&quot\;\, &quot\;Segoe UI Web (West European)&quot\;\, -apple-system\, BlinkMacSystemFont\, Roboto\, &quot\;Helvetica Neue&quot\;\, sans-serif\; font-size: 15px\; text-align: justify\; margin: 0px\;"><b><span style="border: 0px\; font-style: inherit\; font-variant: inherit\; font-weight: inherit\; font-stretch: inherit\; font-size: inherit\; line-height: inherit\; font-family: Arial\, sans-serif\; font-optical-sizing: inherit\; font-size-adjust: inherit\; font-kerning: inherit\; font-feature-settings: inherit\; font-variation-settings: inherit\; font-language-override: inherit\; margin: 0px\; padding: 0px\; vertical-align: baseline\; color: rgb(16\, 72\, 98) !important\; letter-spacing: 0.1pt\;">Bailey = big economic picture\; Wonhof = jobs/workforce/business climate with a focus on Colorado\; Liebert = what businesses are experiencing + AI.</span></b></p>\n\n<p style="color: rgb(36\, 36\, 36)\; font-family: &quot\;Segoe UI&quot\;\, &quot\;Segoe UI Web (West European)&quot\;\, -apple-system\, BlinkMacSystemFont\, Roboto\, &quot\;Helvetica Neue&quot\;\, sans-serif\; font-size: 15px\; text-align: justify\; margin: 0px\;"><span style="border: 0px\; font-style: inherit\; font-variant: inherit\; font-weight: inherit\; font-stretch: inherit\; font-size: inherit\; line-height: inherit\; font-family: Arial\, sans-serif\; font-optical-sizing: inherit\; font-size-adjust: inherit\; font-kerning: inherit\; font-feature-settings: inherit\; font-variation-settings: inherit\; font-language-override: inherit\; margin: 0px\; padding: 0px\; vertical-align: baseline\; color: rgb(16\, 72\, 98) !important\; letter-spacing: 0.1pt\;">&nbsp\;</span></p>\n\n<p style="color: rgb(36\, 36\, 36)\; font-family: &quot\;Segoe UI&quot\;\, &quot\;Segoe UI Web (West European)&quot\;\, -apple-system\, BlinkMacSystemFont\, Roboto\, &quot\;Helvetica Neue&quot\;\, sans-serif\; font-size: 15px\; text-align: justify\; margin: 0px\;"><span style="border: 0px\; font-style: inherit\; font-variant: inherit\; font-weight: inherit\; font-stretch: inherit\; font-size: inherit\; line-height: inherit\; font-family: Arial\, sans-serif\; font-optical-sizing: inherit\; font-size-adjust: inherit\; font-kerning: inherit\; font-feature-settings: inherit\; font-variation-settings: inherit\; font-language-override: inherit\; margin: 0px\; padding: 0px\; vertical-align: baseline\; color: rgb(16\, 72\, 98) !important\; letter-spacing: 0.1pt\;">A <b>happy hour</b> will follow the program\, providing an opportunity to continue the conversation and connect with the speakers and fellow attendees. <b>Tickets are $50 each + fees and DDES sponsors will receive two free tickets.</b></span></p>\n\n<div>&nbsp\;</div>\n\n<div>&nbsp\;</div>\n
LOCATION:Garden of the Gods Resort
UID:e.1128.7093
SEQUENCE:3
DTSTAMP:20261019T202439Z
URL:https://dev.chamber.scwcc.com/events/details/ddes-annual-state-of-the-economy-7093
END:VEVENT

END:VCALENDAR
