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Økonomisk orientering - december 2025

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First-agenda Sagsfremstilling

Beslutningstema

Overordnet status på kommunens økonomi forelægges for Økonomiudvalget til orientering.

Sagsfremstilling og økonomi

Økonomisk orientering giver en status på kommunens drifts- og anlægsudgifter, bevillingsreserver, den gennemsnitlige kassebeholdning og folketallet.

 

I det nedenstående er forbrugstallene for december 2025 ikke endelige, da der i henhold til tidsplanen for regnskabsafslutning først lukkes endeligt for bogføring på regnskabsår 2025 den 2. februar 2026, idet statsrefusioner mv. først er endeligt opgjort på dette tidspunkt.

 

Driftsudgifter indenfor servicerammen

Ultimo 2025 er der afholdt nettoserviceudgifter for 2.509 mio. kr. svarende til et forbrug på 98,6 pct. af budgettet. Forbrugsprocenten er 1,7 procentpoint lavere end forbrugsprocenten ultimo 2024, men forbrugsprocenten vil stige i løbet af supplementsperioden frem mod regnskabsafslutningen.

 

Tabel 1. Status på kommunens korrigerede servicebudget på politikområder (mio. kr.)

 

Som det fremgår af tabellen, er der på en stor del af politikområderne på nuværende tidspunkt et mindreforbrug set i forhold til det korrigerede budget.

 

På enkelte politikområder er der et lille merforbrug:

  • På politikområde 3 Plan, Trafik og Klima ligger forbrugsprocenten lidt over det forventede, hvilket især kan henføres til merudgifter til belysning, trafikregulering, trafiktilgængelighed og vintertjeneste.

 

  • På politikområde 14 Psykiatri og Handicap er forbrugsprocenten også høj, hvilket dog skal ses i sammenhæng med højere refusionsindtægter, som ligger udenfor servicerammen, jf. tabel 3 nedenfor. Som nævnt i budgetrevisionen pr. 30.09. forventes et beskedent merforbrug på politikområdet.

 

Med budgetforlig 2026-2029 er budgettet til det specialiserede voksenområde løftet med samlet set 20,0 mio. kr. i perioden 2026-2029 for at imødekomme udfordringerne på området.

 

Tabel 2. Status på kommunens serviceramme (mio. kr.)

 

Fredensborg Kommunes serviceramme for 2025 udgør 2.498 mio. kr. De budgetterede serviceudgifter i tabel 1 på 2.545 mio. kr. er højere end servicerammen, hvilket skyldes tillægsbevillinger, omplaceringer samt overførsel af mer- og mindreforbrug fra 2024 til 2025. Stigningen i de budgetterede serviceudgifter pga. overførsler må dog forventes i et vist omfang at blive modsvaret af overførsler fra 2025 til 2026.

 

Med et forbrug på 2.509 mio. kr. er servicerammen overskredet med 11 mio. kr.

 

Prognoser fra KL viser, at kommunerne samlet set forventes at bruge mindre end den afsatte serviceramme, hvorfor de kommuner, som har overskredet deres individuelle ramme, ikke vil blive ramt af sanktioner.

 

Driftsudgifter udenfor servicerammen

Ultimo 2025 er der afholdt driftsudgifter udenfor servicerammen for 684 mio. kr. svarende til et forbrug på 96,6 pct., hvilket er 3,8 procentpoint højere end forbrugsprocenten ultimo 2024.

 

Tabel 3. Status på kommunens driftsudgifter udenfor servicerammen på politikområder (mio. kr.)

 

Indtægterne fra de statslige refusioner i forhold til de specialiserede socialområder (politikområderne 7 og 14) ligger udenfor servicerammen, mens de udgifter som refusionerne relaterer sig til, ligger indenfor servicerammen.

 

For begge områder gælder det, at refusionsindtægterne vil ende med at blive højere end budgetmæssigt forudsat, hvilket bidrager til at mindske den samlede budgetudfordring på de to politikområder. Den endelige refusionsopgørelse vil indgå ved regnskabsafslutningen.

 

Udgifter til tabt arbejdsfortjeneste mv. til forældre med børn med handicap og sociale udfordringer ligger også udenfor servicerammen.

 

De lave udgifter til politikområde 19 Aktivitetsbestemt Medfinansiering skyldes tidsmæssige forskydninger i afregninger til Regionen.

 

Anlæg

Ultimo 2025 er der afholdt anlægsudgifter for 290,4 mio. kr. og realiseret anlægsindtægter for 11,6 mio. kr. Dette svarer til et nettoanlægsforbrug på 278,8 mio. kr., som udgør 79,7 pct. af budgettet.

 

Som forudsat ved budgetforliget vil en række anlægsbevillinger blive overført til 2026 i forbindelse med overførselssagen.

 

Mindreforbruget i 2025 relaterer sig for langt størstedelens vedkommende (ca. 50 mio. kr.) til betalingsforskydninger vedr. opførelsen af Generationernes Hus i Nivå Bymidte. En del heraf vil komme til udbetaling i løbet af supplementsperioden i januar måned.

 

Tabel 4. Status på kommunens anlægsbudget (mio. kr.)

 

Bevillingsreserver

Der er i budgetforliget for 2025-2028 afsat en driftsreserve på 5,0 mio. kr. i 2025. Driftsreserven for 2025 er opbrugt, idet den i budgetrevisionen pr. 30.04.2025 blev udmøntet til specialundervisningsområdet og til de specialiserede socialområder. I budgetforliget for 2026-2029 er der afsat en driftsreserve på årligt 5,0 mio. kr. i 2026-2027 og på årligt 12,5 mio. kr. fra 2028.

 

I budgetforliget for 2025-2028 er der afsat en anlægsreserve på 5,0 mio. kr. i 2025. Anlægsreserven for 2025 er opbrugt, idet den er udmøntet til de udfordrede socialområder. Byrådet har den 31. marts 2025 besluttet at disponere over hele den daværende anlægsreserve på 15,0 mio. kr. i 2028 til udskiftning af tag på Endrup Skole. I budgetforliget for 2026-2029 er der afsat en anlægsreserve på årligt 5 mio. kr. i 2026-2027 samt på årligt 15 mio. kr. fra 2029.

 

Tabel 5. Status på kommunens bevillingsreserver (mio. kr.)

 

Kommunens gennemsnitlige kassebeholdning

Ultimo 2025 udgjorde kommunens gennemsnitlige kassebeholdning 289,2 mio. kr. Kassebeholdningen er steget med 21,6 mio. kr. det seneste år svarende til en gennemsnitlig månedlig stigning på 1,8 mio. kr. Den seneste måned er den gennemsnitlige kassebeholdning faldet med 8,0 mio. kr.

 

Tabel 6. Kommunens kassebeholdning (365 dages gns. i mio. kr.)

 

Som besluttet af Økonomiudvalget den 20. november 2023 dækker kommunen i første omgang – på vegne af Fredensborg Forsyning – kommunens forholdsmæssige andel af nedbringelsen af Norsfors’ gæld knyttet til Usserødværket. Fredensborg Kommune har således lagt 33 mio. kr. ud i 2024 og yderligere 11 mio. kr. ud i 2025. Udlægget tilbagebetales af Fredensborg Forsyning over tre år (2024-2026) finansieret af en midlertidig forhøjelse af renovationstaksterne, jf. tabel 7.

 

Tabel 7. Udvikling i mellemværende med Norfors (mio. kr.)

 

Figur 1. Udvikling i kommunens gennemsnitlige kassebeholdning frem til 31. december 2025

 

En væsentlig del af likviditeten er disponeret som led i budgetforliget for 2026-2029, budgetrevisionen pr. 30. september 2025 og efterfølgende tillægsbevillinger.

 

I likviditetsprognosen i figur 2 var det forventningen, at kassebeholdningen ville stige med 13,5 mio. kr. i løbet af 2025. Kassebeholdningen er steget med 8,1 mio. kr. mere end forventet, jf. tabel 6. I den prognosticerede kassebeholdning, som fremgår af figur 2, indgår et forventet mindreforbrug på drift og anlæg i 2025 på henholdsvis 20 mio. kr. og 80 mio. kr., som er overført til 2026.

 

Figur 2. Forventet udvikling i kommunens gennemsnitlige kassebeholdning frem til ultimo 2029

 

Folketal

Fredensborg Kommunes folketal udgjorde pr. 2. januar 2026 42.403 borgere.

 

Folketallet er steget med 20 borgere siden 1. december 2025, hvor der var 42.383 borgere. Stigningen skyldes en nettotilflytning på 35 borgere og et fødselsunderskud på 15 borgere.

 

I løbet af 2025 er folketallet steget med 254 borgere. Stigningen skyldes en nettotilflytning på 315 borgere og et fødselsunderskud på 61 borgere.

 

I Fredensborg Kommunes befolkningsprognose er der prognosticeret et folketal på 42.345 borgere primo 2026. Der er således 58 flere borgere i kommunen end prognosticeret, hvilket primært skyldes flere tilflyttere end prognosticeret.

 

En endelig opgørelse af Fredensborg Kommunes folketal primo 2026 afventer dog Danmarks Statistiks opgørelse af folketallet, som offentliggøres i februar 2026. Det skal i den forbindelse nævnes, at Danmarks Statistiks opgørelse af folketallet normalt er højere end Fredensborg Kommunes interne opgørelse af folketallet. Fredensborg Kommunes folketal primo 2026 vil blive endeligt evalueret i kommunens befolkningsprognose 2026, som foreligger til budgetseminaret i april 2026.

 

Tabel 8. Folketal i Fredensborg Kommune (primo)

 

Tabel 9. Ændring i folketal fra 1. december 2025 til 2. januar 2026

 

Tabel 10. Ændring i folketal fra 2. januar 2025 til 2. januar 2026

 

Bevilling

Sagen har ingen bevillingsmæssige konsekvenser.

Indstilling

  1. At orienteringen tages til efterretning.

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      • Html "<div><div id='sagsfremstillingContainer'> <h3>Beslutningstema</h3> <span class='beslutningstema'><meta http-equiv="Content-Type" content="text/html; charset=utf-8"><meta http-equiv="Content-Style-Type" content="text/css"><meta name="generator" content="Aspose.Words for .NET 22.1.0"><title></title><div><p><span>Overordnet status på kommunens økonomi forelægges for Økonomiudvalget til orientering.</span></p></div></span> <h3>Sagsfremstilling og økonomi</h3> <span class='ukendt'><meta http-equiv="Content-Type" content="text/html; charset=utf-8"><meta http-equiv="Content-Style-Type" content="text/css"><meta name="generator" content="Aspose.Words for .NET 22.1.0"><title></title><div><p><span>Økonomisk orientering giver en status på kommunens drifts- og anlægsudgifter, bevillingsreserver, den gennemsnitlige kassebeholdning og folketallet.</span></p><p><span> </span></p><p><span>I det nedenstående er forbrugstallene for december 2025 ikke endelige, da der i henhold til tidsplanen for regnskabsafslutning først lukkes endeligt for bogføring på regnskabsår 2025 den 2. februar 2026, idet statsrefusioner mv. først er endeligt opgjort på dette tidspunkt.</span></p><p><span> </span></p><p><span style="font-style:italic;">Driftsudgifter indenfor servicerammen</span></p><p><span>Ultimo 2025 er der afholdt nettoserviceudgifter for 2.509 mio. kr. svarende til et forbrug på 98,6 pct. af budgettet. Forbrugsprocenten er 1,7 procentpoint lavere end forbrugsprocenten ultimo 2024, men forbrugsprocenten vil stige i løbet af supplementsperioden frem mod regnskabsafslutningen.</span></p><p><span> </span></p><p><span style="font-weight:bold;">Tabel 1. Status på kommunens korrigerede servicebudget på politikområder (mio. kr.)</span></p><p><img 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UPos4N+eJ597U0QTj0rkesvQZa0xbGqr9wjX4m2Ebe/+CjnhD6bI3NZybl45rwke3aN5kes/yrbrsLefjwD5rLmFOaYe4Xn1CUcpu4p8hv7SmbzkbWrj6xh7AXqsJv7f0hFQxcfmc3PPUZ+4L/1o309ajuL/xzq2OJc5ln76Byz3umHtuZD1tHuOrDggSN0zoZxY2WgRwm3Qhv0OgPAfnCSMmgDAeJgzrEp6/Rvfkja5Bgme9+CRjAewcpAUfbeftJXyvRpYsnYjMbq4pd1WS+Mk3PB+MxFjUne+5ao3fkWyDVfciBtoH/0qZPU7+zlfjQXnX7C86xHV47aZR85P8YDrM+xLCOMYcwgx1V/8fvrcAaYG+Y110zCPumSJvrZJv2azUfWomvTdVzX+cjmvfjM5ucenR/EBR9y33aMYjCL/8xlHvja9Zk5pq33tuMFoovV1m8OnIOR2P/w40qndMRbBaSRt6BtnQSxHzas/WmDyRjhmYec9nCfNlQ/SACjccGx0TNhGFTwefqaddinLdQZmyR1jJ91lPMtLaF/fKBd6tSYoFP7sS3+UO/43CPQ2YDvPqePPV2gT/vOuTjqX9Y7dyO7KEMmdvvwyiLnig7U50A5Y8OcwBGbr4pzMxPugQ7mjvmsOPe0Y47Trxl9FPYW9uY6hj2bR/GZ2c+O6gcx4ND0LOjmWboYzOQ/uQdfyEXkOPjMHJP38pM/ffHcq3kRtn4toEQZRQyjgzpA6qaRe9Q+kuxHg9NhDGaiCRA2pX614V7b1ONKwEb91/7whTr9wkY+nabdUn03vlnX2Ur/qYsONgLjUUdMmGx1OLx4lvbaVh1tdPOI+vTBIUrf9AO2FXVznDpmp5+kPhyxC0yCYB9ciQPlXOD53H6yDI57xOarYoxmos6XML+s3RE8px3JNv2a0UfAXtY2e3K0djtG8ZnVzxHVD2KAD9SRCyh3n2yhi8Es/vPSwnmD7eQ85hg+O8f5bS/9+6GGOnMobP1ayMBiEIbVAVJXIx1sRO0jyX4sOwYbVMPZ0Dzr9KWzTegrDwZIPcZBp+u/9oc91HFlAfrW5vhJ9d34Zl21Feg/+9MG5oUr7evhjzAPaS916iuQZVAffxgjF8pIN8epY3b6SeqDvo7aYhcL200C9sEVe4mHcwH53H7uHXfRr+uzqfMlzFvNRaO93ybDicBu/PFwG61dqD6O4jOjn3tUP2oMKFMHR2Iwi//YRU4T8hp+PGOOgX54lv21/VpAsQYn3xx4k9Dg7JQ23He4gBHKlewHKGsDhxBjMrZ9YA/PqfuTKGe72ifgQ00KqcfBUt+uLdf+DGrakrFJuvgxgdmu2gr0rw7iIZ8x4Uo9farHeGmv46cOpA3opj71OVcje9N/X0rgiH/EOsenDLfsYhzp5oertnfPswzduCObr4oxmoVRTmFuu0/9ufeZX/YCPrHnZTYfcz0quZdZo+lr+jiKD8zm5x4jP8x5CH77cnQkBrP4bz7DBz/EyWfnGGhLXBDasX5yjC0OFugYpYr1OQh13rswO9DheW0v2Q+w6NMGkj33bGz1/GoDXep9brvaJ/cEo1L1IOssVz3H0ybuaz8J7atO2s0EVmyjZKIyJugwud7TP/fVXu7VyX7ShtTPDSUje52LP/4h9/gHqcNVsj77xIe0Sz/TX57TNuOQz7MMo3FHNl+R2Q4M5o95QnIuWYvMb8J97n3bVb3ZfMQ+bU2brc+9UH0cxQdm83OPkR/4jf+PxGAm/7u5hM/OMW26PM95KVscKCxZsmTJkiVLriE/2QqLXXwjy7eqR+GtrntrO5vu0xPca++s/u3xjja/givkh6vkwKvn+nXW/WKLwyMB4YB4VZJ85ViLxeL3uULCvMqhcPXD7+r+yxYHC36yRfLvDR1H/y7q3/BH/eWYSv3k+U5/g62+IEdfXNZLzmJG3i1h8u0VOaPDfFPz0bv4WHNLx8hH+E6H37vPszZ2Od+/0986D2oMuKcdfUvXxxYHC3RCmcb8uCB/HVhB99aBjI6/NEQ3f7AgOaaShsORsWZBH/CbX2pSXof/4p2ZKWHeIvNJhUOAZ/6Suv318+TUXNlB7ul+LQ7vNJd7vPs857/mwEZsFcqem3vnQY0B5we+0t7zEp0uRlscLNiZYABGdm8o6N46kGnnW9dIv44JHoK+xdiWOu7tk+foCm95oL3eQ/b5jz7uJfUS+0m/sy7rK9iL3eDYQntIm6hLPa6Og78+s546y/krTu0b+bRY3Evdn7PCPjD5sQcq7MfRQfAuPmKn+9s8mGSe5Xn161383OM7zDN2p+3aRf6m3M1t0sUAvy3bHy8WXV9bHCzQeKv8AYf/M/7zvsBitW3imAYD4b8TT52fnNXhnj6wAzj87JNg8JzgaS/3vvlmH//kh9R2lexHv62jjOz5n4d/jZUxTpv0Ez384kodwripi2Q8sAlGvi8Wn8H1OjMkOPYM+9l908FeJmmyN9hn8g4+gr7hax5wMso18i5+jvgu82w+x35yuHZRj92clzwjp1dGMeDeFwKe0xfPvPJctjjkwBpE8OggO4fUzUW2hw51byA5psLhn33XsTbDf+DBh8Po0T7tHtlb21VsL2mj7PnPM/sd2V/rveebAOLFonXyq25XxjbK2plxWiwe5R3WEUmePeMeQNx/wl4ir5GHSK7oyzvulc7mUa6Rd88J32mesRs/yPPaRR1l6n0pqOfmXgzyW2RiwNUPhJ55sMWhG9ivlSgjkrouMgfr8FNsd/CDYybZN9T71CdAHpaALehqt7bXPmq7SrYF45J12V+FZ4wJI/v3/OQtzYVLuep2ZWyjrJ1p62LxKHV/zgh5xjXPHkDcfzzzUxL7Xthb6ryDj+TYzKNpsz7WPFH9egc/9/iO84xtHsx1/jr/9mIg3PM8+8t+tzhYQLEGJ98ceJMwqNkpberggKE801CkviQ4Zurc88mf/rjnoATtxU77g9pHbVfp/E5/qMv+KjwzJmxY21Gv/dUm77lq+z2H/8j3xeIzuF7fhbr22RPsDfc8+8NPT/IOPpIDzEnseXwQfQRzADkqdeDd5nKPd59nbMdGbOKDqGAv9Qg++cKXcyw1BsLc0w6hHTptHCzQcdeR9bxxCHXe86waBbZLqXqdDr8zGI0F6CR+SyHoU4eeQa19QG1X0bZs58FcD+MKbWgv2U77q03eO676UHVHZfSq74vFZ5gpYR6BPZP7hkQo7q2699/FR/NH3fNHfIR3m8s93n2esQ/B1gR7sTttr/5JxkBok7nfNcOHSNniQGHJkiVLlixZcg35yVZY3IS3Md6i8s17sfjOXCE/XCUHXj3Xr7PuF1scHgkIX0N81QH4lX3fi18f5VcrZ9g3U0wW1+IKCfMqh8LVD7+r+y9bHCx40CHd34sSDsO9v3kLf2fY668b82jfR7H/lKMHKT+SQJ8fIdrm2fYl9ZDnnrjkmOtFYPFKZkqYmS8U6uBWroGRzmyHwp6fXPPDSGUvDu9y+H1mnvfanul/nTftrH4cWcdAX+jlWcDf+tNf6M6KLQ4W6IwyjflxQf46sJKH0R7+0pD+Ov1uzKN9H4W+EWzh15+UjxyeTIK/liWYtnm2fUn2zcRTxo6sT1sWi6/mzIRZMWHmnqaO/WGuYZ+Mfhw10pnJRxj5yb7Xh45bcZjNzxEj/0H/RmfKXtuz/O/mjfvuX2Xc8g/8lwDoeRbgo/9SwHashxxTtjhYQDGDQ+ccPAYzDxx0R4Ylvrlw7QLfjfnbH2LftOMNqDpJGaF+7+0ooU/GA/vwTakbhzJtuOa/QEjfbdfRxS3rsl6yb67EH7Je27s4WLZd59dicQ/dvp2B+nJuHsi9kuzpzOojpJ/sYexmP3fcisPMfo5I/0H/uN7yp7Y9y/86bzk31Y9b/jHH1Ksn9Gn/tuMFourB1q8FGudgHMTP+M/74jhtu8OnGzP/nT+OMjZCHQeZbZhU35yOQHvaQvZB3904lPU9bdJ3gsrVgzahvxo36yjn21li39iV8bIeLKcPSMaEcaDza7G4h9yfM8F6Zn1XWOPsgT2qzqw+QvXT/XyLLg4z+zmim+e9MyWpbc/0P+ct8zlUu26dmXzC94zSP86h/OSPHs+95jm1jWfBwwRFBqYDyoikbhq/Bw54QFW6MWvfGI2jtEenPt8cuYF9Q2f/3ji1TJC57w5+6OJW6+r4QN/o8izj1dmSdTAqV78Wi3s4ur9eCWt/lE/Ym92nHel0ZvQROj9rHukYxWFWP0eM5nnvTJGu7Zn+57xhW+boatfRM5ODnrLznH/zJ9dz9UOoHwhhG89CdsphQYeUEUldjXewCnW3Nlg3ZvZNEDSeQFCfzyH7RX90INsWah+3xqlldNGjXQf9IKKPWZfjS47D5BET6GzJOujKnV+LxT10+/ZsWMc157DWqa8HXuaEkc6MPkLnZ80jcMRHmNXPEdX/vTMlYwBd7M70P+et5m7tOuJfl/epS7hnrNTtxtsKKNbgYIyHB4eRXyNlp7SpgwN1tkU3B5duzOybw49xs498Dtme8eqEi22h9nFrnFGZK5NS6eLGxGGrdfaRZN8sAt7eeZvrxs866MqdX4vFPdT9eTas+/qJKPeWYh4wJ+zpzOYjdH56sCOZd474CDP6OaLzn7rRmZK5v2sLZ/nfzRv2ci6Qn7X1qH+cC7RFqK8vevRJHWJ/tJEtDhboGKWK9bnYqPOeZxpVwRnbVgOhGzP7Bg4wdOiL+vrc9tTj9AjbQu0D9sYZlfGJNnu+5TjGg2tOrFS7uMeubvyqOypXvxaLe5jtwOBlmLWfcM8aT6EOMSeMdGDGQ7Hzk/2r7e7loz7CjH6O6PwHcyj+m3czBjBqe5b/o3njnvyc58cR/6inXW0L3OO/2B8vhrLFgcKSJUuWLFmy5Bryk62w+HL8FO7b32IxO1fID1fJgVfP9eus+8UWh0cCwlcL+TXC1ZjJ/yvPw+LruULCvMqhcPXD7+r+yxYHCxxo/H0AuXWgoNP9zXoEf7Po/gZTD1FtmJ17/M+4KtTBKC73cM88LBb3MmPCZA91Ocq9NspfuQcRmc3HvZxB+Uh+7nTe5fDb8x8oH8mbNb/O5j9+pX23/JaqI/SV97C7DizQiDKHCb8Q7H4tKegePXQwiH75urtS+2HMd/hK/B7/M66KE4Kvn/X3qB2LxSNsiWIS+NUyUnMU+8h95r9KqtR9KLP5SH5IO7GPOu3H987H1OFadWbzc8TIf+DKj9+68yTpzp1Z/OdAZw6dS8+APb8T6lMP7JO94b4gBt05vsXBgocU0BFl30p4ZhmOHn70g95osrKf7uDPcemLQHBPPVjmGdyjI+p1bYV66ngGlKv/1GW/Qv0W7KDaBdnHnj1AHc86O7Sz66OOe0RHqOt8XHxfurV7Fqw//8kSa7Pmq1trE51uDc/kYwXf/KW3dqfvCc/Vwc+aG2b2c0T6D/7ztr3DnzbduTOL/9jki9loLqvfCfp1HXOvr/bHmepZkGzjWaBxGsEm4z/vy5VA5htKt7A6MJ42GNVNlv2gk2+pOF7H1T7fbnxmGY7qWIbqv/raQ4DRR3jOP6PIPqqt/KgvsV+uCm3wCX3vax+2q/aoq4zseGbMbvm4+L6wNmbBdcheyJzBGmZtslcpj0AHwaf8RDSTjxXsTJ/wEb/1fQR5qh4eM/s5ovoPo/NERufOLP5jG+sYv5inzq7Ob+nWMbr4TX/kaA59nrFneMZVtvEsoECZK8ndJJ+HTuoy+B4EHR10MQKpbyGOiRAQ6cZFl4CBSUAsH9VJ29On1Mf/hE2HXU6KfVBH0KlDajvqGAN9xTc2YsTzrg+unT2Z9CDt+KqY3fJx8X1xf8wA69MEx9X1zpp0j7Fmcw13uD9kJh8T8qX7W/AZ/zJfVvCPPVrz7ax+juj8h3qoJ3vnzkz+ayf2VbtGflfqOmZtpO/0wzqgLvfE1sZCbiA2FgdUDXLqahxljKhoCIIBSF2wtMUo2nPlHrpxc0zoyo/odD5BFxds5Jq62GmAlcT2HbTledfHyJ4aG3VqPfq1j658RKezb3ENRmv3DHgJzTXOfvTTfq7JzCU8JwnWHJV+zeRj4gcN2LNfH4Eye5VrZVY/R6T/Sc11YAz2zp0Z/cfmalfn95F1LOjZh/si98fWxgKKtSPq3EhsPDvITmnD/R7dZEH2k4u2Gzd1oSsf0SEwjIMuNqX/qW89OiwonueblbqUsdU/ByAJ98ZIcQLp27raB9LZg46xoX21g+uzY2bfIx8X3xfX3Qyw7rCHdUhCp8xeQtjT1COU2efAujWn+O1V7huYyUfB/rSx2o+Poo/mttyneVjM6OeI6r/gJwcbQlmMQUKcEJltLTNP2J02jvw+so6F2NCP6wFd2ssWBwt03HWEgdTToQsJXQ5C4FkNeoWN2n1Nlf0ARnpfx626XfmIDhi0DF5taz1jE2z10am62KpO1gO61KdQB/SHz1D7GNkDaX+1g/qviNmej4vvy2wHBnmENchadB8BZeoQ9xR7wKRH2X1jcpQZD0Ve4PUDqv36nj5Sx/OUjNGMfo6o/gu5R9/MQxmDpJ47M/mvD/Vc7Pw+uo7B5+IHwTYOFJYsWbJkyZIl15CfbIXFy/ANfX2CXszOFfLDVXLg1XP9Out+scXhkYDw1UJ+nTQbr7Rt5jgsFp/lCgnzKofC1Q+/q/svWxwscKDztwbk1oGGDp9cb2F/SiXH3NPp7Nl7ATli21H4m4q2MWblmWMtFrMxY8JkL3Z7f1SfdDqzHgqdrUd8NK++i58jRr4+GoPZ/Me++jd7wPauPuli4FmVdHHa4mCBRpQ5zPiFID8mGIHukUPP/pRKjjnSwXi+Hq+HvfUdXT+Pwg8liAfSBfLRsao/i8WMbIliEjJHuf/ZR9Zz3csL/HCKtvmjqNl8hM7Prq5CvlKv6szo54iRr6M5TEYxmMV/cj/261/+GI+1zI9WR76N1rp9EhvPbl4GunN8i4MFD2KgI8q+ffAs30TuOfzRHR1yOaZ4KPoW4z0BwjFtsT7x2Z5t6iTWjexkIupk1LGq3cB9juc9VH8Wixmp+/Ns3KPmKKDOevZTt/95zn4D9lv6NZuPMPITsi6xXr3KjH6OGPk/mkPZi8Es/nOW5KGddlG/92KDX/qWa52ybeyv+9cAsI1ngcZpBEH+7H/eFx2Efrs3EMfkiuCUdY7rWLSnnjJ2WA8EEH3F+kQdnunLkXaQh/+oTbUbX7gi2m0bfKn+LBYzwhqdDfYWSTI/1Yn/JLWS+QLSrxl9hM7PPd/10TxamdXPEdXXvTmUvRjM4n9+8GO9VrvyvNkj1zp9UaaO841DnzOG84pnXGUbzwIKlLnybwPpgKuBp3Hq5iTcItsmjklfCGNRR2DEseqYeU8wczOknnS+ZB107SAnYzRWtVuoZxwnW73f/JDReIvFLHT79mzYf+yh+tLMvjbxVTJfQPo1o4/Q+TnyHfDRfIoOkszq54jq694cyl4MZvKf8wQb/RCYHDn8u7VOvOiTGNAvz9AxFrKNZyGDxhsEb07ViNRFDyhjSKXWVQfBMZPsG7wf1UO1M/Wk8+VIO0i9UZtqn29g1BF4y8pvP66Lxcx0+/Ys9nIK+Yo9xjXhniRY92e2nclH6Py85XvnI3mHOpnNzxEjX/fm8EgMZvQfm6td9YwB/QPK3VoX9Dj8MxZt3DKw1QjqDB6fXu0gO6UN9xXqeIngiiM5uPCsGzN1vddh7uskc9Bq595Y1Zdsl/4lBtKvUEZjcZ/tnUD1sJ223CP8SSX9WSxmpO7PM2GvZE5h/wD7p+4vDxD2KrmDe3XqXp/JR+j87Oqk8xGhnLllNj9HjHzdm8MjMZhtLWMfduOj4IPnDWXRv721LrRFT110aC9bHCzQcXf4MQj1Hn6ALl8xAM/SSEEXp2ybi1C6MbNvyHu/1sCmqudYXLM+6XzJdtUW4Csn6hH97Maq9tA/Cxg9+uC598Yj/VksZmSmhFlzivuRK3Up1KGfSc/9zz60Lcx2KHZ+jnyvPlKPfx6eyWx+jhj5Ct0cHo3BTP7jA1L/fOOZgHiepH/45nMl42PsxJekHGeLA4UlS5YsWbJkyTXkJ1vhovB2yJsRb5i8NS0Wi3/FFfLDVXLg1XP91f2XLQ6PBIRDMr9qeDb39P/VtiwWV+YKCfMqh8LVD7+r+y9bHCxwiPoDgluHKTp8Wj6C/e71yTN0/F3APf3fo7tYLO7jrITJvk5JRjmFuu63RUnX7sxDQf8UyFysdHUjeNbl2xkPv86nkf+j+g6ezTTP2FnXZmcjjOqTTof+qU9214EFGlHmIOUXgnwNPgLdIwcuPzKwz/wxXMIPGRB0ENoc7R/u0V0sFvdxVsI0byjS5RQSKzmLOq71R1Rirqn57SwfofOThJ116FA3ikky8hHO9HPEPf6P6pOME9c8d7g/A2ziz8v5Qzzsc56O1MvIP/cAbZ13Xga6c3yLgwUPf6AjyvlJPN9ajhy49lEnJ6EfjK3U/rmXW7ZwvzfmYrE4zpYoXgzj1r08yikkyUyCnc30Za6pOmf5CJ2fCbZycMAt3T0f4Uw/R9zjfzKqpx/7ot88G87yn7WZhzn2OU+cZdo1qk9G/lG2f9tx8OdZKVu/Fmicg2HEZ/7zvupgKOUOHaRfHYLsHwd4zmTv2VKf808cFovF58ic8ErYxwjj++lllFPIBex96vinYJ3N5gcSMfozfCKEzs+EOn29pbvnI5zp54h7/E9G9QlrIV8QzvSfg9nDGbvxWbRrVD8i/aMtZeo4/zhbiRFrgmdcZes3B6bMlYPTA9QFROORkR32hx4LEulAjzFcAG5s7jHeQ/6WLTzHee4R7F8sFp/DfXYWda+PcgqJ1ZzR2Uw/JkeueTCe7SOkn0ICx6dKpwt7PsIMfo64x/9RfUJ/HoJypv/PPvw7/zxH6Yd9wDN0qMu9svWbA1NGkYXDIZwGQ2ckZQypVEcYnLqktnO8tMVvBG7ZwjMdVRaLxedwn72Smhe6vANdTiHhpc3kD+r4cJD5g7bmljN8hJGfkp9u93SP+Ahn+TniHv+Trt4YAGXOgvQdzvQ/z6+6jrVrVA9H/BP0jJH9tf3mwDU41LnBWFh2kJ3ShvsKE4uBvIXmVxEJwfBN1bH4pG//9OEC9jnXzhaf2xeyWCw+R80Jr4C9S17gSo5wr+/lFHSpIwd0ByDP8QUdcgxlD58zfISRn4Bfeb+ne8RHOMvPEff4L6N6Y8Bz1wj9ImfPM3ZxGCOUcx3nWTaqhyP+CeOgpy46tJctDhbouAsqg1BPhw6Crl8p8Yz7DuqZXCe4Qn86ifgVf/ZvH+jesoXn6KJTv/JaLBb3c0bCZG97GJjIZJRTag4B+smkxzN0aEs/ctahsOcneTH9G+ke9RHO8nPEPf5LV58xwGf6SzEOZ/nv1/FInlXc13nq6o/6B8ZUPF9zX2xxoLBkyZIlS5YsuYb8ZCssFotF4Qr54So58Oq5fp11v9jisAKyWCxGXCE/XCUHXj3Xr7PuF1scHgkIf3Ph7wizMrt9i8W7cIWEeZVD4eqH39X9ly0OFjgwKSv5A4HKkcO19odQl3Q6j5I2Wc66r6SO86pxF4uv5jN78rPww6X88RL4gyfsyj3GD8ao49fN+QOohB9bmWfaH0CdROdnZ+vI90rXH5zt54ij/sNnYnCm/9UeyvrHj/xkVJ+MdPhRIHX8yA/48R8/HKyg8xMLHFiWCTBlGnc8crh1+jnmM3n14VvHe/X4i8VX8RX78wjsH8bOhAkc7iY34d4kR+5Cp2I9Oc38Jmf5CJ2fI1s73yujuMGZfo64x3/4TAzO8r/a4z/Bwz/OCsowqk9GOpR5YaJePxmP+soWBwsoZXAw2A6pZxAmAqjn+VEwovsmoY4JTnaOiR5lhHr6s4x9kDZZrnbm2yTPOjp/s67zu46T46fdGYNRn0dsXCxeBevwLNjnJkxgP+Q/a5M8/DP5JSZNPilRzj13po9Q/exsHfneUfuTs/0cccR/+GwMZlnL+NGtv1F9steWs8P1z7X71A9bv9nYsgcwh1X3Rl0N2AMjRhPmmErtk/FxCD3GZiG4MLjSd2eT5axLX2jb2dT5ax1jIZ3fOQ7k+GmrY476PGLjYvFKzAlnUBM4+ynzBbkB3EPUsd9GNvOnAdq4r2Wk/yqqn1BtHfne0fUHZ/s54oj/8NkYnOl/2uP5INo1qk9GOp4v3PMyzFjocp5QRzxl69dCDSwBrwFM3TRgD9rnRkscM+HQ02CEcep4XTl1LGcddtinUun8rXU5tjBOHtTd+OCYoz6pS/vUXyzO4sw1WPdJ7jOSHQeD384J9Z3N5CAPC9uSa+DsfVb97Gz9zQ+55bvU/mTWfHLEf+bqyPxLF4NZ1vLoXBjVJ0d0iA1nKLExXnk+bW1y4NoRk+AnUT8JQxpAG+47MCIHrXRjEiAnnvEZpzrclVPHctbpCzaN6PytdTl2knHgLQupduvrqM8jNi4Wr6Tuz1dSEzgHAHuS/YHU5E+de0/YW3x9zN4iF6FDP/g18+FfbeX/sDryXR+l9idn+zniiP9ckc/E4Ez/0570A/spw6ge9G9PRxiHs4fnnr95Dm9xsIByFxwOYuoZxEDnocYzD70KRjCRI7oxGYM6hDGQHA+6cupYru30BclgJNVfgkwfaU8HftJGPdrV8XkGe30esXGxeBWu2Vfj/nCPCPvM+vzhl3Uc/OwvyeTIM/UyL3F/FiM/O1tHvqePo/6Autm4x3/4TAy4P4POHs5G6+pLS1ef/o10gLXvB0ugjJ4fqIH7n9jJkiVLlixZsuT7y0+2wmKIAePty28/PstX9LlYPJsr5Icr+AhX8XPE1f2XLQ4rIIvFYsQV8sNVcuDVc/06636xxeGRgNS/ZS8Wi+/JFRLmVQ6Fqx9+V/dftjhY4ECnrOSPLCpHD//88VrXXx1zvVAsFnPBvnw1/KLZHyohmTu6+j39Cj+I4oe0/GhKaHMGt+yuth7x0R/KdX9OpH4m7p3nel4g1HUQs5xjQH8Wunk64t9ezFgr1PlDyPrjP0HnJxYcGDCGcv5qNkH31kFNHzhGH/ZXyTFd6NVZ6OoWi8XX0+3br4b9bgIjuWWusT5zyp5+haQ7y+F/y+5qa+d7wnOTvfk3OcvPEffOc2U0z9TTZtbD/9Y8SeffKGbU82Gbc1Q/8Z/6yhYHCyhlcOjUDqmvbyijwAtvKLTx3yaOHHFMD39fOHJcnEWXsm833iPcE4jFYvFc3J9nMco15JVRThnlJpIheYVrHgxn+wjV7pGtMPI9D5U8BGQGP0fcO8/EZC/nd3Gbxf9b8wS3/IOMGeU8/Ll2n/phG88CjS37tsXg3RvKaKIqvLliEO06RxxT4WBnnByXINAeXa68SEDe4yhtF4vFczEnnAX7mr2ekHuwq9ZDpw95iNSD4WwfIe3es3XPd/Kgz8mN1a8Z/Bxxzzwfyfc1bjCL/7fm6eh5ljGzDX3xcoHvPOMcpY6zWLbxLKBIWeEArgFMXRfnCNpz8AOG5cEtjim0oV/H5Z626NQx6332s1gsnsNZ+8oESQ7oIJekbbf0eYZ+irkt+3k1nd17tkL1vcO8mdxqcwb3zjN4NuzhGZLM6v+9/t2KGc859Pkg7UtEvkxs41moBzHQ+a1P/rThvkJbBsQQJ/DW4e/XIbZlTMeth329r7YvFovPc8a+MrnVvMI9OQIyd4z0gXo+SSf1YDgrd+zZLdo68h2qj/TLJ738tAez5ch75xlokweZ1BjUOYYZ/a/zdMu/UcwS18unDn/g0zv1HMB0BuhiAPBsZAhO8Rzp3lIcU/HA10HqHDfHhHqP7mKxeC5n7KuaFxDq+PCQecGcMtIHP7Ak9WBA/wz27BZtHfkO6aP9kHvJown1MzHyf89XYtGdJRkD2yKznhHaV+fpln+31gx9+YEd/Nrfb+GB+59shYnwBWCxWJzLjPnhKCTFPORHXMFHeGc/9/ju83zPHB9hiwOFJUuWLFmyZMk15CdbYbFYLApXyA9XyYFXz/XrrPvFFodHAsLXEPm3lFdx1riLxVW5QsK8yqFw9cPv6v7LFgcLHKyUle5HB3L0EPYHf/xYwR8LJrUffuGZv3ysrMN/sXgt5odZ8AdMNUf5w+Ran5CDyB/oZB7hfkb43RM/gvbvvVz1sf4LBhn5CLP62fGZeQZiVf9OPpP/e2djnffKaB3Qhjr/pUT98Z9scbDg4Q8YQ3n0o7sjhzAGODD95a8xJfthIvcOflB/vQQsFq9hSxSTYGIzR4H5hXyV9RV0bJ/M5qOQDz0E+AW8PpL/unwKIx9hVj87PjPPnA08m/Xwv3U25rxXRuuAMi9G1Osn7amvbHGwgFIGx0P21j/1G5EOpkGJ/dBv9lf7TxupR6hDdHCkj92+ES0Wi/uYdd/wicc9b0Kkzn8mViEXkAc6ZvSRvEbu5bqX45I9H+Edc+C98yzGLZnF/72zsc57Ze+sy8Ofa/epH7bxsrFl36r4NN69oVQDOhgcHfqh3TZgQD8+oyy1f9taX5/v6dM/C2WxWNxPt2/PxrzC/hY+LZH82O/d18Ho0kZBV2bzMQ88D4FRjkv2fITZ/LzFI/Ms3eE5i/+js7Gb98poHdCnH3J5uXDNcH5Tl9+q22Yr1IVDYKsBqZsG3MK3kQr94LxXD+nafx23Pr+lv1gsHqPbtzNArtA2cpUHHbkmc4mQC/xUrI7fZM7mIzkLm1J+90O6HJfs+Qhdm9m5d56lOzxn9D/Pxm7eqw+jsy6hTw595t71kN8IbW0s0GntiGDf+uRPG+5HYAhvHfnmIdkPbz0YiH4anXapzzWduaW/WCweo+aEM2E/+7fg3OfkKXOHh4WHAvvfr4nJX+ggMx/+iYdY2p+5GI74CDP7mXxmnuUdDn/8GJ2N1f5ujus6ENoRtzwX87zc4mAhg5zwpkV9LiR0PVR5xn0HzxCcw9hK9gP5txDqaesVUh9nqHeR3NJfLBb3416aARKf+5t8xGEg5BjqkazP5Ei9OuYN4H5W8hDgqv150B3xEWb2M/nsPNsWyfzP/Sxo3+hszHmH9G+0DoC+PEPBr/3zT0Dc/2QrLBaLReGd8wMv/5lAR1zBR/iuuf67z/M9c3yELQ4UlixZsmTJkiXXkJ9shcVisShcIT9cJQdePdevs+4XWxweCQh/+8+/IczGZ+zjbyj8nSj/nvQos8dpsbjFFRLmVQ6Fqx9+V/dftjhY4KDi0EP8ZwIj7vkhHbr1IO3qJO1AHvlbxz32VfghIe39FSk8eoh/xo7FYgZmSpj8mIkfsbGnao7ypX0vd410ZjwURn4CuWiUP4kROZO2NWe90+HX+b83/wmxQaf+mG4m/0c2UpcyojtDmW/a8Ey6c2uLgwUaUOZKgPcCdfRQY2D6yQO8q0vSDjYrv3IcTfKIo/ZVaGewGNMyk3OvDfCoHYvFLOzlgVfDfiLpu0/dW7yoYyf5YpS72MPkEnQ8HGUmH0U/8Sd/6a1/o/yJX7atOWtGP0d0/o/mP2F+/QBH2xnn+ZaN1Csd3RnKXBMbz0zg5aB7SdziYIGBMjgaR2cYl28o1HeBr2AQ7aqRtS7p7MhP4dqDo9RjE/1pI3VpH+MRLOppox463rtJqCdw9o8dlP/uD/FFADImXb22pR2dnVDbLBYzkXvxbMw/UPc4+5bnSB6WkvqQfs3kY4WcoD/mCnJnlz+Nw4iZ/RyR/o/mPyEumZNnnOdbNnoeeC5VqOcMyTVAPLy3vy4+sI1ngcaWCTLlP/kh3RvKKPAdGJRGQlcn2kH/jM3VSeeZ9vBGQ4Cwi0BQh6DLlXYEyfbWIwSeMdhMCH0Cfdr/vx3l3/wQ/eWeetvWeq7aRtnnIztrm8ViJswJs8FeYk8J9+wl92Yl9yKkX7P6SJ7i4MN2chm+kTdG+RM99Mkj+FrjMKufI9L/Sp1/4WUBP/GfeM04z3s24ivC/O7ZW9eAL0n0R2w4TxDPbcqy9WuBATWITgh8HSB10TtC7QO6OtEOg4AdHoq0wTbGRtDzbVeHgXbUIWwW4GogCFDtx/G4h1G52p71XZ8+7+zs2iwWMzHjmmTfsI+Efea9+8x9L7kXIf2add/hC7mCfEUONFdwRTKhAz5Sz5WDH784FOTd8kv6n9T5r/jBykNWZvJ/ZGOyZy8xQBL6ok9gnfhC4LqQrV8LKFDmStCBw5LDFzA2dd1IXNXv6Izs6kQ7JD9dY4+fqBXBhnzGgmHhuEgYD194Rj19qos4GY41KmdMYM+2bCdp554/i8UM5F6cAfZzzR3uIyHRmZPc89x7iGQug9l8xFbt11buzRHEAPFg73wEyplTZvNzROe/dPMPxiBhXWT+ndH/tHHP7+rf3hnK+Yagb99tHCygWIODASwgGuabZnZKmxp0wWDaIZShq0u0g/4Ryn59pT3ahHiQI/Tp2w/3wBgsGPrgOfW0J1lkPwQ92xl87v/84wq+qXFvf9DZlv11dnZtFouZYK3PQs0NCPuWfcSeYh9xZb8L9zwH9NXJxDmTj4BP+sm15sma+NNHfDen5AsRzObniJH/o/mH0Tz7HGbyv7Ox+s2LgaR/t85Q2gs63GfdFgcLdExwO6j3LRPQ1WCeaVQFHZ4j6WCtS7RD6fq2D59VXa7Zt89sJ97rW23ni8S//kOyHj3bZVDBPtHp7PBZkm0Wi5mYKWG671Jyz3Cf+41yvghA1YGZfBR9zbwr1Fnf+Uhd9RFm9HNE5/9o/msMfFaZyf+RjZ3f1T/ubV/nmfZdzLjKFgcKS5YsWbJkyZJryE+2wuIwvnnlG9Zi8R25Qn64Sg68eq5fZ90vtjg8EhAOv+5vDTOjvZ+xfWaf0697fPyu8Vg8hyskzKscClc//K7uv2xxsMAh4A8D+KEI9yP41Fv/1j0CXX8oyN8d/HXj3hj8OI/n6PG3Dvr4LNp7j+2VR9uNyJgrlb3DOZ+lX5b32spM8VjMx2wJcy9/sJbNNZW93DPjoTCydc/HhH1f9d7p8Ht0nqXTmcl/bMM/zrf8e/yovtL5x5zTlmfS5f8tDhZoQJkrgd8LFDoMcgsGph9/mUo7JpOrhlb4Kp02vACghzzj63XHOmp7x6PtRmCLMVcqLIC6+CWfpV+W99pKtruXZ8djMR97eeAMzB/kKH7JLDXXVGgzyj2z+Qidn7d8FPN31ZvRzxGPzjOMdGbxn7ONX/rrn2txVF/p/CPPEzP/VRvwclBfEGCLgwUGzOBoBJ1hRL6JUH8k8WMQ7TQy32RGfVDP2B30h+Nie8dBqPPAS9vVtf+qC+oTRF84uj4qXYwg69NuwZa6IPUFfdrqM4sBfUHHZ5DxtJzPobPnK+Kx+D7U9TkLrMc8FNw3o0NhL/fM6iOkn7d8BPcnOlVvZj9H3DvPMNKZxX/syrysXaP6Sucfa9p7243y89avBRpbZqNQ/qr/vC9gPH120DcTzqGTOqNNq+285bj4CRC2c28ddLpAvb7yjLFHfSTZrsboSFts4RnCxFuHDZQRnnElZkB/6uZ4tVzrXhGPxfeCtTEbrH3yA2szGeWaSs09M/oInZ97Pro/yd+d3qx+jvjMPM/sPy802EL+ZL60a1TfUf3zJYl2rG9yNuKZRFm2fi0QYAemEwJfB0jdo4m/9gHce5CNYAE7jhu1jjuyh/o6rs9HfaCL3zxD9vpIqk72d6sttqDPFWHzVvvyHvuIC7FjsvNZV866kT2pA5+Nx+J74XqYCfYJyYxEl9T12cHzmntm9BE6P/d85AXdPcsVaZP+m/DZea46M/nv+eaBL6P6SuefZwKwBnwhoI6rbP1aQIEyV4IOHLq8BABGpa6Jn6v6HdVINl41OuETZfbnSwjkuCN7gPpqu887XUCfzcNzZdRHMopR1kPXljHUl2pf3tMn4n0+68q1bWdP6sBn47H4XtT1eSbkBXND7jWpuQZYr6xdGOWemXyEPT/3fKSNexVf/ZAgs/k54rPzDJ3OjP5nPk9q/RH/hBcmBH376HL8VkCxBofA89ZFw3yLzE5pk0YlGOwbqMajT1vFSRYOf3Ry3LqArdfetAeo981JXZ93uqCvjouM+khGMTrS1ngk1b68dyN089CVs+5V8Vh8L+r6PBNyheuPKzlFaq4R7lnLrHPbKuaemXyEkZ+3fEze5fDr+Mw8w0hnJv/xjdyKjXkGjuqP+Cf0Iehwn3VbHCy4QTqoJ/ELuhrGs7rwBB2eI5QdI2XU1ucV+/AKlDNQWa+uz0e6os3oQddHBzoZI7At9Rl88XlSx6n3o2ddueur2lN1qj08ow49sI/abvE9mSlhQq7hxHWKuC65+hW/7VJc07P5CJ2ft3xMaFdjNKOfIx6dZ+h0YCb/ta/S1R/1D4hbxsw4utZhiwOFJUuWLFmyZMk15CdbYfF0fEOrb69nMZs9i/m5Qn64Sg68eq5fZ90vtjg8EhAOke5vDa9ib/wz7XoGr47t2XO5mJsrJMyrHApXP/yu7r9scbDAIeAPA/w33SP49Nj9DbsDXX+gBv6K8dYY/jvyKvVXjJVR/VeRcVM+wz2xfQavHm/xXpyVMHM/uT75u+UofxzNKzUfwZmHQvqIVHgx194jPu7pzHj4pe9I0s0Va4AfMqLbfWjp8rFxmMl//MI2/paff4+vto/oYkM8aMMz6WK0xcECDShzZQHtBQqdPcOEgeknf3XKonQMfok4Aj1eAPjlI7q0QfjKem/8I3Y9E2wxbspn2PPtK3j1eIv3Yi8PfCXdnuJq/jDRyZG80uUjOMtH2Msd5mHtPeLjns6Zfo4Y+T+aK+ZcH7sXIH/gpnB+eLjO4r/nGvYxT7mOR/FIutgQC+JC3847Lwf1BQG2OFhgoAyOxvkJPN9QqD9yYGAQ7eoEAof4aAHzjPGBcWoQ6vhpo/WOnUlCPYLU/d278zXr6KtS45bU/o7YRH/4jh71LnAWScaB5zCy71Z9jsc99jkmV+NT9RfXYrS2vxrGdd25B9yTUHOAsEZHeWWUj87yETo/wX2HrdXePR+l0znTzxEj/7u5ou6W3wkxzPaz+I9NmZPTrlE8ki427Afv7a/bH7CNZ4HGltlklL/qP++L40wi/XQwlm8sjIMNXBHqc3wCwXMm2g0D+qM+oi/UEdwkn+urdbXvBB3G4RnipI76u2UTZWLjmM4J9dqMLuPYvtp3q55rjsdzbGRBcY+wBjr9xbVw/b0a1yG5o7OBtcqaTW7lFejy0Vk+QuenOY09WO094uNI50w/R3T+S/UdPfwiD5GzyG17GEOZxX9ezLAFH7Ax7dqLR1Jj48se/bE3yNeIZw9l2fq1wIAaRCcsoDpA6qJ3hNoHsLgxBkM7dIIxGBMHDApO5vi1f+urjejQL3X2m9R+eD7qO2EcdLXPt7WuvyM2VZ0so4v/1HEd2bdXPxoPu3nmwoFOf3EtZpjzagPrknVauZVXoO4NmGVdaweHm/uOK+KePOLjSGf2/dvNc84VuYpYcOXgR5882IH/s84z+OEK+0d27dnbrWPPRmDtcG+8uMrWrwUUKHP1AOPQ5SUA/DYA0KFz4Kp+RxqJnrrZX8Jz+mQMhAXMNcnxq43Wpw6g5yddJel8zTrI/oR+Oj+6/o7YVHVy0tAn6fl8ZN9e/a3xiL86nf7iWnRr+6vZyxOs/5r09vTZB7luu6R5ho8wsps69xv+In/8Q275OOpPzvJzxC1761yhmy80eTbUeeYZfSaz+Q/kWPPvXjyOrGPhxQdB374zx2/9WkCxBgcDCCIN8+0zO6VNGpVgMO0QyjiGPm25UldhoefXOehqA1Kd8s2Je8axPnVAX7KvpPN11HfSxQ26/o7YZH+2yxihzzPjM7JvVD8ajyv2WUcb+uj0F9eiW9tfTc0TJEjIvaGYMFM/9wxrmXUMNR8Jbc5g5Gdikj/i454OUDcTe/6P5orzwZzEBxMxBkAu6w7GmfzHZ3zAbuIAe/FI/0axEdoLOtxn3RYHC3TM5uqgnsNAXGjAM42qoMNzRH3Hyf4S9ST7sF2OD/aZ9VVH7I/nHY4h9k1dBlB8PiL7O2ITgj51nS4LJhnZN6qHOp7jUGd9kvqLa3FWwsz1K9aluCY7fdYth4W4jhHXPJzlI3R2J9T77IiPe/2d6eeIkb2juQLus67GgHv6rczkv75Vjswx96PY0D7b2l/GY4sDhSVLlixZsmTJNeQnW2HR4ltW9yb9aro32pF9M9m9eF+ukB+ukgOvnuvXWfeLLQ6PBIQDhb+rzMjMtn0lV/R58fVcIWFe5VC4+uF3df9li4MFDk1/XMIPDeonzIRPlN3fvzvoF/0KP1rr6u+xo6Oz7TMvBM9+mdA/qfePos/Ptndxbc5KmHxz1eUAc4MiI/1kpHPmobBnN7mMZ+5nyikde/3NePh19poTU6gDn+3Nszo1D57pPzbleTfy49Y6tl0KdcCZmvfQnQVbHCxgGGUa8yvK+sOypDtgOxiYXxvSZ5JjVe6xo6OzjWDsHYh7z2+1vRf9k3r/KOvwX3wFz1ibj2DeIAfkfjY3KMAeUh/d/BV4stfnWYxs8hfdPHM/d74nt+Jwpp8jOv/JYeknOtRxGOIDsUG/Oxs4PI0TOvlr+LP8Z/70U7jXj/wxXxePZBQbhHjQp+1YDzmmbHGwUA8hOiWQDpYHCrqdYRXaoJcG0KdGdoaN7AD605Z/64dgm/CmBGkbi4V69LTfuvSJskGnvfq8SWGnepUuNlnXtav+5X1nG2gPwjPfCHMsfVZX1DEO3Rij/heLXKuvxDXINW2g7HrOfWA5939lr8+z6GzCH8o+k8735FYczvRzROd/Qu73cMSnPPA7feKDSOqc5b/5Wbtybqrft+KR1NjYv+14gbC/ZOvXAo1zMA7DP/y40mm+RXULa0ROBobQDqOzPuns8HAygMi/+0PS8Syjl2OlvfRlH9R5EObhrw30+bsfYtuEfmpsrKOMdO3sWxsYQ3872yDtoV/GG41VfVWHPnnWjWH/9nXvty2L74tr8wzY86x1rpJrt1unrGfW8IiuzzN9hGoT+xHfzE3sWbjle9LF4Ww/R3RzIviq/4AevpMLO31zGXHC//T5TP+dO8gcDdWuvXgkGRvOOeKCz9QzBuN55bls41nIoDEwHaTBkLpp/B7ZBxOGgdzTXiOTzg7gUzhtCYgOc7BxyNOv/XBFj3Y6XO2lns1BO8aoz/O+PpP0C7Q567p29Je62GBcodoG1Qb0TQzS2VvtkVv+E7/FAnJtvhr2OmsU6ai2sY5Zu92nHen6PNNHqDZljvAAqz7t2TyKw9l+jhjNM35kHXmffIVf5K9RnqIdsaPf9PlM/zMXY1/N58mtdQ81NpB/8ydOXP2AylW28SzQGWUUCSwBToMhdfOA8TDuyD5wynvaI/SVdHaIhxaTTpmNwX06RnvuCQzjQdpLnQFBRxt8Dnlfn4l+iDZnXdeO/owj5H1nG1Qb9sZK3aoDR/xfh/9Ccq2+CvJJ7nttGNUD65o1nM+BenLFXtszfISRTXU/Uv7ND9nzHR9hFAc4y88Re3MC+IGOkLPy2wzyFLGCjIHwLM+GM/3PXFznV7ture/0r8YmoX/GynG68bYCijU4dO5BwZuEgc9OacN9hwsRoZxkMJLODqDeNh7+2Idu9p22OW7W8bKAL/SjbfZDHbqpn+Wkiw022Q91XTv6S//yvrMNqg3o51gjXW3ENn3rxtCGPbsX1yTX6qtgPbq3XKNQ6/3kk3tBYe0D+pRHfcIZPsKeTeQ49i2CDv+H1c530Me9OMBZfo7Y859n6SPgCz4QE57lhxRjAPSHDrp8Gpaz/O/OQezFRvKtfu7FI/3rYpPQJy8RiP1lrLY4WKBjlCrW5wFLnfc806gKOjyv7QEHkMotO5Bsh3P5tpS2UY/+v/FDcnwOQPux3q9MfKmwPssVbcrn9GnfOXliG6n3nW3VBvVzrJGu/dMvZahjcGVxqJfxXFybsxKma5v1mesx68U1nkIdQiKUUZ9n+QgjmyizF3M/jnzXx1Ec5Ew/R4z8Jx+n7aKPGZeMAXS+w1n+45s2OXedH9DFo/o3ig3QJl947I9zTbY4UFiyZMmSJUuWXEN+shXekL03oLPgTS7f8N4BYvhO9i5exzvnh6NcwUe4ip8jru6/bHF4JCDvfljs2X7Ut3VgLq7AFRLmVQ6Fqx9+V/dftjhY4DDjE2v3d4gKf0fo/p7dQb/oi2MolbQDybbPYs/2o77dE4PF4l2ZMWHWnCKjeuHvnuSUmt9mPRSqPyP7K7RBr344ebfDb28++dZ39MwzZKZ5rr6MbDwyxzxPEWLCPX1L9wF1i4MFDKNMY35ckL8OrKB75OBjYH9tKI6hVNIOf7GZzjyDdfgvFscwP8xCl1NgVJ/4nPyWe3c2H6HzZ2R/4r8OQK8m/hn9HLE3n3lGdNCu/pIezvJ/NJedjertzbG+K8AZ6b8QsR1xyjFli4MFAyoY4S/f6SAX0tGDjzbopQEaPnqzqXbQPn+pmG9MwD3j+NYDVQfSj7Sde+uxJ33jXju5qgfq2X70lrZYvDO5F2fA/cueS0b1iXuUa/o1m4/Q+TOyX8hx1I9y0Yx+jhjNJ2eBh1w31zV/zzDP1Zc9G2/NMVBPX3mG0qf9244XCJ8nW78WaJyDcfg/+z/vC97Tvvt2QTvQybcYYHFrD29LiPqUqe90rKO/7DMnxbb6RtC45gsQQh1Bd1z73PumZLF4VzInzIJ7sTKqT9jz5DKuMqOP0PnT2S/kJPKQH1TIW8msfo6o/mdO7mID5m9Jn8/0P+3dsxH25hjsiz48d/KliHrGQMdrfoDexrOAEmUUGZgOHERSN43fo/aRVKch7UAYB4fAe5+hV23pdNwMoj7fFhAwguxGoT/q0MmAUaYfXiaITx3XSVgsvhPdHj0b93ZlVJ+w1/1QIDP6CJ0/nf2SuZOcSTk/+c3q54jqPz6TZ6kj9yL4nNS8nD6f6X/6smcj7M1xJdvm3/w5o7j6QZirbG0s5MLx64Q0GFJX4x1sRPaB3q3FqB1Sx6Jsn0gNZKejSOp7qLOoKNMfgSLwvnlxzW8TaF/HXYf/4jvS7dGzqftZunr2Lvt6L/fM6COkP3v262PNSeYpmdXPEXU+8dM6fEv/RjGYZZ7Tl5GNR+b46BnKWDlOGxMLKNaOGMhDjzcJP4Fnp7ThvgOD0UMoo2d/1HVvNtphsHzTA+3BDp+nLdDpEDT71B6grTp5+PucK3bzcoD/2T7t9IVgsfhu1JxwNjWnyKieXEBOYL9m7kFkNh+h+rNnvz4CeYzch1B/66CYldF8CnFAJGNAGf/J2XnGnOV/50tn45E5rjrdGUqfzDuibn443eJggY4zmGJ9TgB13vPMoFfQ4Xm2x/jaX+J4Cl9lJDz3a3yepS1SdcBxuaqfY1EP2R/B4xlX+7O9etQjuckWi+/CbAcGe8496z6Frp49SiKUzD25X2c8FDt/Ovurj+aqLifN6OeIzv+EWGTOzhhwT7sag7P873wZ2XhkjlOnQps8M9Xlg61scaCwZMmSJUuWLLmG/GQrLBaLReEK+eEqOfDquX6ddb/Y4vBIQPgaovvKYXEeaz4e5xnr+bvuiSskzKscClc//K7uv2xxsODfILq/Q1T4O0L+GGEP+vVvM7L3N4u0A6lt34VXHwZH5wNu2fbVtr86NrfI9Tyy7ZbN9+yJd+KshMnfKEe5iLno8sKoHniWeQWhDs48FEZ+aq/1e/ZXqO/iMOPhd9R/GdVX8B+93LMz+a8faZ91KdRVuraQ/9RPupy1xcECwaJMY35csPdP19A9kugY2F8bir9C7YyHtANdyl0AZgebO/++ilcd/o/4Vdu8Oja3yPWcto3KHUf3RHIkDlXnSJtnsiWKF2OOIBdlXPG95hQY1Qtx45mCLnVwlo8w8pP6/DX4nv3JXhzO9HPEUf9lVJ+MzphZ/OeFB1v0G3vhyBzvtfVfehhHchJ6lS0OFjx0hYEZSIMyiEcTHW3Q0wD6Yoxbb2xpB+2xQ6o93FP2rQdSJ+22nrdG6Npyb9t847YNZLt/9HEvtW/IPtTNultgB3raJfZBnfPhuAjPaGvZOKrT6YL14nOu/9EPcWMxV+oaw85Wyl0boB330sWD59kfZF3Wi2Mg6Okb1P5yPdsO0NHu3/yQHMd+udJ39mEMKrVN9k97SNu4Vp16r/6RdfQIuRdfifPFNW0gLplTZFTfwT7Ig+MsH6Hzs66lal+1P9mLw5l+jrjH/1txAfYD9fabzOI/c5Pz09k1muNRW3MDWMfLwW4csnEaQYJ59n/el3a8nXg4MFEV7eB5vsUA+tUe9QmUfaLDs2yfbdFFatvcOEj6bxvIdv/khxiXnDB06CvtoR/qO1v2QF+b6JP4jfxM2xDL6KAP2pa6PCem4HOoMbEfyuhlH9R1tlKubbJ/+oRuwWesnPOR74l2qeM3WV1/aU+W0278SJspU4/Qp+3YbFzxJenacM24pG3oYlvVyXteSCwTtxq7Z0AMz4KYMUdcE/xFKqP6CrEl1nKmj1D9zDUI1b5qf2UUh7P9HHHU/1txAXRGZ8ws/mMjtmAfe7yzazTHo7bkm/zkjx46XjMfbeNZyE6ZCDqgjEjq5iTskX10htc3k9RBGAddyL4AvWpL1fGZffm8a8unUALIIiTwXRuo7UjAgJ08A3Vsm4z63YPJY0GT4JkfF7doT7WtK6tTdTv/akxqm3oP1dZbbbr4iTESbKx1dXyoY3j4d/2l7pFyjQnwnDp06sEPozb2CdpGe/SrbZD36FK23ZF1dC9f0edRiFX3UqO/lVF9Qvxqf2f6CNXPOudpX2d/ZRSHs/0ccdT/vbgIOtTjfz1jZvIfO7ER36tdt+Z41JacQT35hbzL1Q8H5ljY2ljIoJG4CRhlRFI3E5DJrCP7yHZAmbpEO6SOVe2pfVadbEvZ50htCx5cJOr/9IfUNlDbschM7qJOthPuu36ZzO7goD4/4XX9ak+1rSurU3W7+YWMyW9/SD6rup2tVafed/GT6qdrtPM9qWPYd9df6h4pQ8aEMs/xG5+JQUfXJvvELmJh+2595z36lPUp/XoWrolXQj7JDwXVhpGvXX3dU8Sr5qszfISRn3XO077O/urjKD5n+TniXv/34mIMqg5l6mA2/wHb8mCGI3MMXVugnvnPWLRxy8DW4GCAiZw3CRITZKe04b4Dg9FDKAOJj34Q+s7JB+1wAaPvQu7sSVuAANkeHZ/Zljb2Xdty7zPG/eMfUttAbUffjEliF3XquNR3tgB1PKvQL76gR59I+mkdVNu6sjpVl/4g6ylrozFxXJ7VPjpbjc+oTRc/MVa0dc5Hc5wwRqfT9Zf2ZDntxrbUoQ7pDnKurnfp2tS45L227en4tX9dR8+EsV4NfjpHxNK4QpdTYFSfe4p+u09UZ/gIe346r6wDbR7Znz6O4gBn+TniXv9hr94YsL/QQaj3jJnJf3zGPmzig48cmeNRWyE2+IzQDn1iIlscLNAxShXrcyFR5z3PNKqCDs+zPQaRSJF68IPjKdW5ak/aIgQQHa65oNBlXPutbXNs2kJtA92Y1Z/UsV90KEPtl3smbYS62GW/6WeOlbZ1ZXWqLn1B1lOm3nEAe7n3AMs+oLP1SJtuPYA2ZJv0PedYqGfBo1P7rv2lPdU27ealJ3Woc3zIdozFs27MbAMZF+rpg/vOBnSgxjLX0bM5K2ESC+OQcTQ+PpOuntjkniI+1FXO8hFGfrpecu129lcfR/GBM/0ccY//0NXXGFDP89p2Jv+dozqfR+Z41BbwN/OA8TV3wBYHCkuWLFmyZMmSa8hPtsI3gjc+3nbqm+/i+3BrjnkrXvP/eb5jfqhcwUe4ip8jru6/bHF4JCB8tZBfIyw+B7HMr6fkaIz5aqf7CuidWGtqTq6QMK9yKFz98Lu6/7LFwQLJl0MEuZWE0en+ztpBvx5MOYZSD71OB6j/ysPh3v6fZQ+xIZY1DjCKcY6NDvIdPuXix1fO8eJ+ZkyY5IRunYzqE/ZO1XunQ+GIjyOd73L4PRqD7+L/Z9niYIFgUSYB8wvB7heHgu7oYEoIPj9U4OtZ4N7DCmG8OkFphwLo8QvHr+Le/p9lD33gc4e+VxybF4f6Q5caz3eCOKQ/i/PZEsUEsLbNDVxz/1HHDzz9dXMHL8i2z7Yz+bjHER/3dN7Fzz0+E4Pv4P8z2OJgwUMXOEQo+4mdZ/m1MvcE+BZssNEkMUaX6NOOxIPNK/agm1Cftu7pWld1E55bV/s6Yg84Ru1bWKQV2xjj0dgkM17SrOOe/myvPlcY2Uo57avtJPVqX5Spk+xvr10F+7Ofxbl0e/EsWDeuI9aO+4M69xHrapQ/qLd9MpOPI474eEvnHfzc47MxeGf/b+VNQYfn6I3Y4mCBBhkcAsh/3pYrm4xD3K+Wc+PdgoO/O/w9tCrawRXBGXBMn2MPtvkGjx7PEZ7zzx1GutRTp74BowwEOv3mx2X2Zb36ozHsQ7HvBJ36yb1rMxqbGFJPGR/y/s9/SOdj9jPys7Y7Eg/qEGDhUbfXjnue5Scw4B6dxRwwVzPC/nbvsF5YY9LZrI77IJnVx+QeH6XqvIOfe3w2Bu/sP35h/yhvAmsb3xF085/8JVscLNg5V5K0yToPs9TNAO/RHf4eDh3aoROO75hccV6wMyEA2O3LRafLcxJHvh2lTz6nDqFd7Uv9Wp9j5ATZd0LbjA0vV12bvbGz37wf+Zj9dH527Y7Eg/WRvuPLkXa2EeKBzmIOtkQxEa411yjrJfdBZzM65hXWX67BGX2sHPVxT+cd/NzjszF4Z//xay9vJnkGdmxxsEDnlAkcCZsO6sGdugaYMptxRO0DRp/6QTsqjpljQ2c/QdrTBQ8mdEkiqYu9BJd7pfbl/WiM6nfqCDHOw37U5ujY9X7PR+j8hNqu06t9AfOKTy7SI+3qXNMGncUc1Pk5G9YXa4qr7K0p9Lq1zxp1nc3mY8cjPla/3sHPPT4bg3f2f88vnnEGc6UePda3+j6Xra0FGybUuUk4ELIzy7ThvoMJ4UDwUAAmKJ2odHaAY+bYoC6HBgcpz7nu6bpIkPxkqi5l/PZPB/U5eF/rHYO2XewqWZ9t8MdnR8cmxiRG6vmTDVek8xG4r36OYnMrHqCeLzRH2tW5ZkzXyuJ8ur14FqxN1neuJ5Ka3wRQX/ca64/1lDoIZfqDmXwcca+PXc55Bz/3+GwM3tn/vbxJmefdGQg+l62tBQJXFwsQROo5wAksoGuC5xn3HRqAqM+EpCGVkR2OmWODutjGwcG9QRjpGkh1oerit/11fd2yBzzA8yCvUG9cIdvY79GxgXva/9nH1b6g069+drGBW/EQdEyqcKsd9UIc2MSLecgkczasHdemQh2Yp1hr1tX1RD3PkTYZTs4RHzsdeRc/9/hMDN7Zf/wY5U3KPCcO+Mx9nh8+ly0O32FBzAoJBmEieHnq4G/jecheGeKwYjEX754wOQhucQUf4bvm+ivM8zPZ4kBhyZIlS5YsWXIN+clWWCwWi8IV8sNVcuDVc/06636xxeFIQPhahb8b8BV1lr+KR8d4hW3C31f8MWMHdnR/E18s3okrJMyrHApXP/yu7r9scagB8ReSXIW/W6PH32Oz/FXkGLdePLLuFbYJ8eHg5wcWjFvBDuxaLN4Z1vGzMLcgoz3qc8UXaPZY/pgpudUvL+rUpw518mofQR2lflDQV/JbMqoHc2EVeaafe3zVPOczxujIPpGM66v8HzGyn98rWI+9uTYrnHP65jlIv8Qqz0XH6tjiUAPCP5OgjqvQEXUMkOWvIscgENz7T9Dq2LeefxWMZay6jUg9E7RYvDOs42fBL7JJdCS+0T6lHj32F8LeYm9TTzKjfW17q1/6YS+OdLh/Fkd8BJ5VP4UDgOcIz2RUL+ZCxDhlDuL+FXzFPKPDPR+47u1XeHYWI/uxz3p9Hh3a6PDcD7rEy/a05Tyib2De99beT7bCD+yoHmoaTmdZBgb1raUbjD54huFc0c03G9pTj2h4jmF7HNZ57KMO8vmoHXTjqMOmwi6EOtpTTxt1qOM5/RF06hgrY8Ez6rWTsnRx6vpeLGaCdfwsct/X/SHuKZ75Kchkyf4Gkjsit/rN55TRcQ8C98/iiI/AM5/npz3yBPnNg16fR/Uj8K/qcf8KjsSAep8dmefqT54BSdevUH8WI/u5p54zA1spcxZUOCt8Rjuu1NkeqGcc69L3RP1/VfiBh1YaBN5nx5RZkJSZNCeuHmDqY6z6Ouc9fdm+jpFl+qaMXdRDp8ukE1wWDgG4NU7aRjvquVpWhzIHP31SRqjnOf+unqu2UXZxjuLU9b1YzATr89m4j9kLFfeV+4S9wV6lTD2wrzq79voF8wLy1YfCLVs6P/3k6wcQyuiM6kd4iJh/hLpX8sx59hm5FHiWL4DS9Sv2dQZ79mMjzxTmuYJPPKMfzxP6YK7ti3VNW+7RY91wJRbtet8KP6Bsp5YhB84yor5t2GBJ6oO6YHuxr9F4tS/onisG+sg4YD1w5b4bk0ASUCaNoPP8dx9Xg5x9OT739kucur4Xi5lgfT4TkhN9+mK+BzrsF/cP+wXcQ8mRftExcWaeqn19lnt8BP30EKBMIrePUf2I/BCXUPcqnj3PvgAh1nPdw37Fvs5gZL/rkfNE/5njimfF3h4A9Yg5V/pk/SCytbOQm4IOuHJPvR3SUZY11k+xCJOepD5QdkJsT2A0FiNH4xlA+4JO18XvBjkyDlDWNoNbdcDY4LdjefgzBlCuftY4dX0vFjPB+nwW3YFAHfuEveGegNyn5iZ0wHrp+uVKvyRV+xZ03ZvA/bO45SOM/LQeMa9g/6ge0k8wR6Z/Qv0ruBWDkf+35hld2uWBmf6P+hXuz6Sz37OBOsAX7tMvMKa+tBLb7iWBNnmeMR731Av1P7HgovLwchFRTweU6STLGIgR3NM54sSJ+hjqW6uO2j6fOYGOkWWgjOjMSNcAp5174wBl++XKfdUBJoQ6+6T8m48r97a1r1Gcur4Xi5lgfT4DkxfCXnAfdPs39yrtgCTuM67Wj/p1/5PH3K/Uu1/NQcD9MzjiI+z5Keiig25S69NPMI/XdkD9V3MkBnv+j+YZ7It6D8H0f69f4NmZdPZjN3ZqN1fOhjqv4Nyql2sY9J/zBhjDOOS5jM5PLBCkumC4p57OKGNIlsW2tT1QxxhOeraT2nZvPO/V39NNPaj3nb6LRZ+qjvicevXU9WpfUuM06nuxmIUtUXwS13qVugdSr5J7Ukb9kihNsLDX76t9hD17IPNKUuurn3t9PsvPPY7GYM//bp5B/YzjGfP8KJ394jN9rn7JaF0Az+qZ07HFgcKSJUuWLFmy5BqyWCwWi8XiWvzBH/z/3kO32FP8lOoAAAAASUVORK5CYII=" width="511" height="236" alt=""></p><p><span> </span></p><p><span>Som det fremgår af tabellen, er der på en stor del af politikområderne på nuværende tidspunkt et mindreforbrug set i forhold til det korrigerede budget.</span></p><p><span> </span></p><p><span>På enkelte politikområder er der et lille merforbrug:</span></p><ul type="disc"><li><span>På politikområde 3 Plan, Trafik og Klima ligger forbrugsprocenten lidt over det forventede, hvilket især kan henføres til merudgifter til belysning, trafikregulering, trafiktilgængelighed og vintertjeneste.</span></li></ul><p><span> </span></p><ul type="disc"><li><span>På politikområde 14 Psykiatri og Handicap er forbrugsprocenten også høj, hvilket dog skal ses i sammenhæng med højere refusionsindtægter, som ligger udenfor servicerammen, jf. tabel 3 nedenfor. Som nævnt i budgetrevisionen pr. 30.09. forventes et beskedent merforbrug på politikområdet.</span></li></ul><p><span> </span></p><p><span>Med budgetforlig 2026-2029 er budgettet til det specialiserede voksenområde løftet med samlet set 20,0 mio. kr. i perioden 2026-2029 for at imødekomme udfordringerne på området.</span></p><p><span> </span></p><p><span style="font-weight:bold;">Tabel 2. Status på kommunens serviceramme (mio. kr.)</span></p><p><img src="data:image/png;base64,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" width="504" height="103" alt=""></p><p><span> </span></p><p><span>Fredensborg Kommunes serviceramme for 2025 udgør 2.498 mio. kr. De budgetterede serviceudgifter i tabel 1 på 2.545 mio. kr. er højere end servicerammen, hvilket skyldes tillægsbevillinger, omplaceringer samt overførsel af mer- og mindreforbrug fra 2024 til 2025. Stigningen i de budgetterede serviceudgifter pga. overførsler må dog forventes i et vist omfang at blive modsvaret af overførsler fra 2025 til 2026.</span></p><p><span> </span></p><p><span>Med et forbrug på 2.509 mio. kr. er servicerammen overskredet med 11 mio. kr.</span></p><p><span> </span></p><p><span>Prognoser fra KL viser, at kommunerne samlet set forventes at bruge mindre end den afsatte serviceramme, hvorfor de kommuner, som har overskredet deres individuelle ramme, ikke vil blive ramt af sanktioner.</span></p><p><span> </span></p><p><span style="font-style:italic;">Driftsudgifter udenfor servicerammen</span></p><p><span>Ultimo 2025 er der afholdt driftsudgifter udenfor servicerammen for 684 mio. kr. svarende til et forbrug på 96,6 pct., hvilket er 3,8 procentpoint højere end forbrugsprocenten ultimo 2024.</span></p><p><span> </span></p><p><span style="font-weight:bold;">Tabel 3. Status på kommunens driftsudgifter udenfor servicerammen på politikområder (mio. kr.)</span></p><p><img 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" width="511" height="136" alt=""></p><p><span> </span></p><p><span>Indtægterne fra de statslige refusioner i forhold til de specialiserede socialområder (politikområderne 7 og 14) ligger udenfor servicerammen, mens de udgifter som refusionerne relaterer sig til, ligger indenfor servicerammen.</span></p><p><span> </span></p><p><span>For begge områder gælder det, at refusionsindtægterne vil ende med at blive højere end budgetmæssigt forudsat, hvilket bidrager til at mindske den samlede budgetudfordring på de to politikområder. Den endelige refusionsopgørelse vil indgå ved regnskabsafslutningen.</span></p><p><span> </span></p><p><span>Udgifter til tabt arbejdsfortjeneste mv. til forældre med børn med handicap og sociale udfordringer ligger også udenfor servicerammen.</span></p><p><span> </span></p><p><span>De lave udgifter til politikområde 19 Aktivitetsbestemt Medfinansiering skyldes tidsmæssige forskydninger i afregninger til Regionen.</span></p><p><span> </span></p><p><span style="font-style:italic;">Anlæg</span></p><p><span>Ultimo 2025 er der afholdt anlægsudgifter for 290,4 mio. kr. og realiseret anlægsindtægter for 11,6 mio. kr. Dette svarer til et nettoanlægsforbrug på 278,8 mio. kr., som udgør 79,7 pct. af budgettet.</span></p><p><span> </span></p><p><span>Som forudsat ved budgetforliget vil en række anlægsbevillinger blive overført til 2026 i forbindelse med overførselssagen.</span></p><p><span> </span></p><p><span>Mindreforbruget i 2025 relaterer sig for langt størstedelens vedkommende (ca. 50 mio. kr.) til betalingsforskydninger vedr. opførelsen af Generationernes Hus i Nivå Bymidte. En del heraf vil komme til udbetaling i løbet af supplementsperioden i januar måned.</span></p><p><span> </span></p><p><span style="font-weight:bold;">Tabel 4. Status på kommunens anlægsbudget (mio. kr.)</span></p><p><img src="data:image/png;base64,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" width="432" height="121" alt=""></p><p><span> </span></p><p><span style="font-style:italic;">Bevillingsreserver</span></p><p><span>Der er i budgetforliget for 2025-2028 afsat en driftsreserve på 5,0 mio. kr. i 2025. Driftsreserven for 2025 er opbrugt, idet den i budgetrevisionen pr. 30.04.2025 blev udmøntet til specialundervisningsområdet og til de specialiserede socialområder. I budgetforliget for 2026-2029 er der afsat en driftsreserve på årligt 5,0 mio. kr. i 2026-2027 og på årligt 12,5 mio. kr. fra 2028.</span></p><p><span> </span></p><p><span>I budgetforliget for 2025-2028 er der afsat en anlægsreserve på 5,0 mio. kr. i 2025. Anlægsreserven for 2025 er opbrugt, idet den er udmøntet til de udfordrede socialområder. Byrådet har den 31. marts 2025 besluttet at disponere over hele den daværende anlægsreserve på 15,0 mio. kr. i 2028 til udskiftning af tag på Endrup Skole. I budgetforliget for 2026-2029 er der afsat en anlægsreserve på årligt 5 mio. kr. i 2026-2027 samt på årligt 15 mio. kr. fra 2029.</span></p><p><span> </span></p><p><span style="font-weight:bold;">Tabel 5. Status på kommunens bevillingsreserver (mio. kr.)</span></p><p><img src="data:image/png;base64,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" width="473" height="53" alt=""></p><p><span> </span></p><p><span style="font-style:italic;">Kommunens gennemsnitlige kassebeholdning</span></p><p><span>Ultimo 2025 udgjorde kommunens gennemsnitlige kassebeholdning 289,2 mio. kr. Kassebeholdningen er steget med 21,6 mio. kr. det seneste år svarende til en gennemsnitlig månedlig stigning på 1,8 mio. kr. Den seneste måned er den gennemsnitlige kassebeholdning faldet med 8,0 mio. kr.</span></p><p><span> </span></p><p><span style="font-weight:bold;">Tabel 6. Kommunens kassebeholdning (365 dages gns. i mio. kr.)</span></p><p><img src="data:image/png;base64,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" width="357" height="53" alt=""></p><p><span> </span></p><p><span>Som besluttet af Økonomiudvalget den 20. november 2023 dækker kommunen i første omgang – på vegne af Fredensborg Forsyning – kommunens forholdsmæssige andel af nedbringelsen af Norsfors’ gæld knyttet til Usserødværket. Fredensborg Kommune har således lagt 33 mio. kr. ud i 2024 og yderligere 11 mio. kr. ud i 2025. Udlægget tilbagebetales af Fredensborg Forsyning over tre år (2024-2026) finansieret af en midlertidig forhøjelse af renovationstaksterne, jf. tabel 7.</span></p><p><span> </span></p><p><span style="font-weight:bold;">Tabel 7. Udvikling i mellemværende med Norfors (mio. kr.)</span></p><p><img src="data:image/png;base64,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" width="491" height="69" alt=""></p><p><span> </span></p><p><span style="font-weight:bold;">Figur 1. Udvikling i kommunens gennemsnitlige kassebeholdning frem til 31. december 2025</span></p><p><img src="data:image/png;base64,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" width="511" height="318" alt=""></p><p><span> </span></p><p><span>En væsentlig del af likviditeten er disponeret som led i budgetforliget for 2026-2029, budgetrevisionen pr. 30. september 2025 og efterfølgende tillægsbevillinger.</span></p><p><span> </span></p><p><span>I likviditetsprognosen i figur 2 var det forventningen, at kassebeholdningen ville stige med 13,5 mio. kr. i løbet af 2025. Kassebeholdningen er steget med 8,1 mio. kr. mere end forventet, jf. tabel 6. I den prognosticerede kassebeholdning, som fremgår af figur 2, indgår et forventet mindreforbrug på drift og anlæg i 2025 på henholdsvis 20 mio. kr. og 80 mio. kr., som er overført til 2026.</span></p><p><span> </span></p><p><span style="font-weight:bold;">Figur 2. Forventet udvikling i kommunens gennemsnitlige kassebeholdning frem til ultimo 2029</span></p><p><img 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" width="511" height="333" alt=""></p><p><span> </span></p><p><span style="font-style:italic;">Folketal</span></p><p><span>Fredensborg Kommunes folketal udgjorde pr. 2. januar 2026 42.403 borgere.</span></p><p><span> </span></p><p><span>Folketallet er steget med 20 borgere siden 1. december 2025, hvor der var 42.383 borgere. Stigningen skyldes en nettotilflytning på 35 borgere og et fødselsunderskud på 15 borgere.</span></p><p><span> </span></p><p><span>I løbet af 2025 er folketallet steget med 254 borgere. Stigningen skyldes en nettotilflytning på 315 borgere og et fødselsunderskud på 61 borgere.</span></p><p><span> </span></p><p><span>I Fredensborg Kommunes befolkningsprognose er der prognosticeret et folketal på 42.345 borgere primo 2026. Der er således 58 flere borgere i kommunen end prognosticeret, hvilket primært skyldes flere tilflyttere end prognosticeret.</span></p><p><span> </span></p><p><span>En endelig opgørelse af Fredensborg Kommunes folketal primo 2026 afventer dog Danmarks Statistiks opgørelse af folketallet, som offentliggøres i februar 2026. Det skal i den forbindelse nævnes, at Danmarks Statistiks opgørelse af folketallet normalt er højere end Fredensborg Kommunes interne opgørelse af folketallet. Fredensborg Kommunes folketal primo 2026 vil blive endeligt evalueret i kommunens befolkningsprognose 2026, som foreligger til budgetseminaret i april 2026.</span></p><p><span> </span></p><p><span style="font-weight:bold;">Tabel 8. Folketal i Fredensborg Kommune (primo)</span></p><p><img src="data:image/png;base64,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" width="366" height="52" alt=""></p><p><span> </span></p><p><span style="font-weight:bold;">Tabel 9. Ændring i folketal fra 1. december 2025 til 2. januar 2026</span></p><p><img src="data:image/png;base64,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" width="298" height="104" alt=""></p><p><span> </span></p><p><span style="font-weight:bold;">Tabel 10. Ændring i folketal fra 2. januar 2025 til 2. januar 2026</span></p><p><img src="data:image/png;base64,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" width="298" height="104" alt=""></p><p><span> </span></p></div></span> <h3>Bevilling</h3> <span class='ukendt'><meta http-equiv="Content-Type" content="text/html; charset=utf-8"><meta http-equiv="Content-Style-Type" content="text/css"><meta name="generator" content="Aspose.Words for .NET 22.1.0"><title></title><div><p><span>Sagen har ingen bevillingsmæssige konsekvenser.</span></p></div></span> <div><h3>Indstilling</h3> <span class='indstilling'><meta http-equiv="Content-Type" content="text/html; charset=utf-8"><meta http-equiv="Content-Style-Type" content="text/css"><meta name="generator" content="Aspose.Words for .NET 22.1.0"><title></title><div><ol type="1"><li><span>At orienteringen tages til efterretning.</span></li></ol></div></span> </div> </div></div>"
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