<?xml version="1.0" encoding="UTF-8" standalone="no"?><metadata xml:lang="en">
    	
    <Esri>
        		
        <CreaDate>2024-02-12</CreaDate>
        		
        <CreaTime>12203200</CreaTime>
        		
        <ModDate>2024-05-21</ModDate>
        		
        <ModTime>12:06:12.33</ModTime>
        		
        <PublishStatus>editor:esri.dijit.metadata.editor</PublishStatus>
        		
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        <ArcGISstyle>FGDC CSDGM Metadata</ArcGISstyle>
        		
        <ArcGISProfile>FGDC</ArcGISProfile>
        		
        <MapLyrSync>false</MapLyrSync>
        		
        <SyncOnce>TRUE</SyncOnce>
        	
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    <mdChar>
        		
        <CharSetCd value="004"/>
        	
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    <mdContact>
        		
        <rpIndName>Nicholas Campiz</rpIndName>
        		
        <rpOrgName>Florida Department of Transportation</rpOrgName>
        		
        <rpPosName>Transportation Planner - SIS Office</rpPosName>
        		
        <role>
            			
            <RoleCd value="007"/>
            		
        </role>
        		
        <rpCntInfo>
            			
            <cntAddress addressType="physical">
                				
                <eMailAdd>nicholas.campiz@dot.state.fl.us</eMailAdd>
                				
                <delPoint>605 Suwannee St.</delPoint>
                				
                <city>Tallahassee</city>
                				
                <adminArea>FL</adminArea>
                				
                <postCode>32399</postCode>
                				
                <country>US</country>
                			
            </cntAddress>
            			
            <cntPhone>
                				
                <voiceNum>850.414.4631</voiceNum>
                			
            </cntPhone>
            		
        </rpCntInfo>
        	
    </mdContact>
    	
    <mdDateSt>2024-05-21</mdDateSt>
    	
    <mdTimeSt>11:41:03.12</mdTimeSt>
    	
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        <idCitation>
            			
            <resTitle>wpai_d7.mxd</resTitle>
            			
            <date>
                				
                <pubDate>2024-06-12</pubDate>
                			
            </date>
            			
            <citRespParty>
                				
                <rpIndName>Nicholas Campiz</rpIndName>
                				
                <rpOrgName>Florida Department of Transportation</rpOrgName>
                				
                <rpPosName>Transportation Planner - SIS Office</rpPosName>
                				
                <role>
                    					
                    <RoleCd value="006"/>
                    				
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        <idAbs>&lt;span style='font-family:&amp;quot;Avenir Next W01&amp;quot;, &amp;quot;Avenir Next W00&amp;quot;, &amp;quot;Avenir Next&amp;quot;, Avenir, &amp;quot;Helvetica Neue&amp;quot;, sans-serif; font-size:16px;'&gt;The 2050 SIS CFP represents an update of the 2045 SIS CFP and complies with the statutory requirement that calls for a long-range cost feasible plan. The 2050 Strategic Intermodal System (SIS) Cost Feasible Plan (CFP) represents a phased plan for capacity improvements to the SIS, utilizing forecasted revenues, guided by objectives set forth in the Florida Transportation Plan (FTP). The main purpose of the CFP is to efficiently plan for and fund future capacity improvements. The plan illustrates projects on the SIS that are considered financially feasible during years 11 through 25 of the SIS Funding Strategy, based on current revenue forecasts. Projects in this plan could potentially move forward into the SIS 2nd Five-Year Plan as funds become available or back out into the SIS 2050 Multimodal Unfunded Needs Plan given changes in priorities or shortfalls in projected revenue. The CFP is typically updated every three to five years as new revenue forecasts become available. The 2050 SIS CFP represents an update of the 2045 SIS CFP and complies with the statutory requirement that calls for a long-range cost feasible plan.&lt;/span&gt;&lt;div&gt;&lt;span style='font-family:&amp;quot;Avenir Next W01&amp;quot;, &amp;quot;Avenir Next W00&amp;quot;, &amp;quot;Avenir Next&amp;quot;, Avenir, &amp;quot;Helvetica Neue&amp;quot;, sans-serif; font-size:16px;'&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style='font-family:&amp;quot;Avenir Next W01&amp;quot;, &amp;quot;Avenir Next W00&amp;quot;, &amp;quot;Avenir Next&amp;quot;, Avenir, &amp;quot;Helvetica Neue&amp;quot;, sans-serif; font-size:16px;'&gt;The data layers provide information on the selected 2050 Cost Feasible Projects including project description, project extents, improvement type, and allocated funding for different phases of the projects, as well as basemap features.&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;span style='font-family:&amp;quot;Avenir Next W01&amp;quot;, &amp;quot;Avenir Next W00&amp;quot;, &amp;quot;Avenir Next&amp;quot;, Avenir, &amp;quot;Helvetica Neue&amp;quot;, sans-serif; font-size:16px;'&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style='font-family:&amp;quot;Avenir Next W01&amp;quot;, &amp;quot;Avenir Next W00&amp;quot;, &amp;quot;Avenir Next&amp;quot;, Avenir, &amp;quot;Helvetica Neue&amp;quot;, sans-serif; font-size:16px;'&gt;The plan and datasets are maintained by the Strategic Intermodal Systems (SIS) Section, Systems Implementation Office with inputs from FDOT District Offices. &lt;/span&gt;&lt;span style='font-family:&amp;quot;Avenir Next W01&amp;quot;, &amp;quot;Avenir Next W00&amp;quot;, &amp;quot;Avenir Next&amp;quot;, Avenir, &amp;quot;Helvetica Neue&amp;quot;, sans-serif; font-size:16px;'&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;</idAbs>
        		
        <idPurp>The 2050 Strategic Intermodal System (SIS) Cost Feasible Plan (CFP) represents a phased plan for capacity improvements to the SIS, utilizing forecasted revenues, guided by objectives set forth in the Florida Transportation Plan (FTP).  The 2050 CFP data layers provide information on the selected 2050 CFP including project description, project extents, improvement type, and allocated funding for different phases of the projects, as well as basemap features.</idPurp>
        		
        <idCredit>Strategic Intermodal System (SIS) Section, Systems Implementation Office, Florida Department of Transportation https://www.fdot.gov/planning/systems/sis</idCredit>
        		
        <dataLang>
            			
            <languageCode value="eng"/>
            			
            <countryCode value="US"/>
            		
        </dataLang>
        		
        <dataChar>
            			
            <CharSetCd value="004"/>
            		
        </dataChar>
        		
        <idStatus>
            			
            <ProgCd value="005"/>
            		
        </idStatus>
        		
        <searchKeys>
            			
            
            			
            
            			
            
            			
            
            		
        <keyword>CFP</keyword><keyword>SIS</keyword><keyword>Strategic Planning</keyword><keyword>fdot</keyword></searchKeys>
        		
        <dataExt>
            			
            <geoEle>
                				
                <GeoBndBox>
                    					
                    <westBL>-88.3466</westBL>
                    					
                    <eastBL>-77.0966</eastBL>
                    					
                    <southBL>23.5388</southBL>
                    					
                    <northBL>33.1145</northBL>
                    				
                </GeoBndBox>
                			
            </geoEle>
            			
            <tempEle>
                				
                <TempExtent>
                    					
                    <exTemp>
                        						
                        <TM_Period>
                            							
                            <tmBegin>2035-07-01T00:00:00+00:00</tmBegin>
                            							
                            <tmEnd>2050-06-30T00:00:00+00:00</tmEnd>
                            						
                        </TM_Period>
                        					
                    </exTemp>
                    				
                </TempExtent>
                			
            </tempEle>
            			
            <exDesc>Cost Feasible Plan projects planned for FY 2035-2050</exDesc>
            		
        </dataExt>
        		
        <resMaint>
            			
            <maintFreq>
                				
                <MaintFreqCd value="009"/>
                			
            </maintFreq>
            		
        </resMaint>
        		
        <resConst>
            			
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                <useLimit>&lt;p&gt;NO WARRANTIES: This site and its content are made available
by the Florida Department of Transportation on an &amp;quot;as is&amp;quot;, &amp;quot;as
available&amp;quot; basis without warranties of any kind, express or implied.
DISCLAIMER OF LIABILITY: The user of this application and data assumes all
responsibility and risk for the use of both. Under no circumstances, including
negligence, shall the Florida Department of Transportation, or its employees be
liable for any DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY or
CONSEQUENTIAL DAMAGES, or LOST PROFITS that result from the use, misuse, or
inability to use the application and data. Nor shall the Florida Department of
Transportation, or its employees be liable for any damages resulting from or
related to reliance, mistakes, omissions, interruptions, deletion of files,
computer viruses, errors, defects, or any failure of performance,
communications failure, theft, destruction or unauthorized access to the
application and data.&lt;/p&gt;</useLimit>
                			
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                    <RestrictCd value="008"/>
                    				
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                <othConsts>Other Constraints</othConsts>
                			
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        <resConst>
            			
            <LegConsts>
                				
                <useConsts>
                    					
                    <RestrictCd value="008"/>
                    				
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                <othConsts>Other Constraints</othConsts>
                			
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