Ledigheds- og beskæftigelsesudviklingen i Hørsholm December 2025
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First-agenda Sagsfremstilling
Sagens forløb:
EBBUBaggrund
Jobcentrets kapacitet – herunder bemanding – er på budget 2023 tilpasset til akkurat at kunne håndtere den aktuelt meget lave ledighed. Blandt andet på denne baggrund besluttede Erhvervs- og Beskæftigelsesudvalget på sit møde i september 2022, at man fra 2023 ønsker ”en månedsvis orientering om administrationens indtryk af udviklingen på beskæftigelsesområdet”.
Hermed forelægges de seneste registerbaserede data for ledigheden. I alle år ses den sæsonbetingede stigning fra december til april/maj.
Niveauet ses fortsat højere end på samme tidspunkt året før. Administrationen følger udviklingen tæt med henblik på at sikre grundlaget for opgaveløsningen på beskæftigelsesområdet. Erhvervs- og Beskæftigelsesudvalget har indstillet, og Kommunalbestyrelsen har i august måned besluttet en indsats for at imødegå udviklingen vedr. langtidsledighed.
Forslag
Administrationen anbefaler, at Erhvervs- og beskæftigelsesudvalget tager orienteringen til efterretning.
Sagsfremstilling
Ser man på de seneste tre år i tabel 1, har ledigheden generelt været på et lavere niveau i 2022-23 (grøn linje), mens den har været lidt højere i 2023-24 og 2024-25, med større udsving, især i begyndelsen af hvert år. Den sæsonmæssige tendens, hvor ledigheden stiger i begyndelsen af året og falder mod slutningen, er tydelig i alle tre år. Udviklingen i begyndelsen af nuværende år har dog været lidt højere end vores oprindelige prognoser.
Udviklingen i januar-marts 2025 gav anledning til bekymring, da stigningen i ledigheden var usædvanligt høj sammenlignet med samme periode i de foregående år. De nyeste data viser dog, at ledigheden ses mere stabil nu, og forskellen til tidligere år er blevet mindre. Niveauet er stadig højt, og administrationen følger udviklingen nøje, da der stadig kan opstå udfordringer med at løse de lovpligtige opgaver. I løbet af de seneste 12-18 måneder har arbejdsløsheden i Hørsholm og på landsplan stort set fulgt samme udvikling. Vi forventer derfor ikke nogen betydelig påvirkning af refusionsforholdene.
Data for ledighed er hentet fra jobindsats.dk og omfatter A-dagpengemodtagere, jobparate kontanthjælpsmodtagere og jobparate modtagere af selvforsørgelses- og hjemrejseydelse samt overgangsydelse (tidl. integrationsydelse). Målgrupperne svarer til Danmarks Statistiks registerbaserede ledighedsstatistik. Opgørelsen omfatter ikke ydelsesmodtagere, som af forskellige årsager ikke er i stand til eller forventes at tage job. f.eks. aktivitetsparate
ydelsesmodtagere, sygedagpengemodtagere, personer i jobafklaringsforløb, ressourceforløb, fleksjobvisiterede, revalidender og førtidspensionister.
Tabel 1. Ledighed i Hørsholm kommune, fuldtidspersoner (Jobparate).
Af figur 2 nedenfor fremgår, at den aktuelle beskæftigelse, som indikeres af den røde linje, er stigende og fortsætter med at ligge højere end året før (blå linje), dog med mindre afstand end tidligere. Det er positivt, at beskæftigelsen fortsat er højere end samme periode sidste år. De store fald i beskæftigelsen i januar og juli er en almindelig tendens og ses også på landsplan.
Nettostigningen i beskæftigelse over de seneste år kan bl.a. skyldes den samtidige stigning i pensionsalderen fra 66 år (2020) over 66,5 år (2021) til 67 år (2022). Derudover kan det seneste års stigning i beskæftigelse til dels forklares af en vækst i kommunens befolkningstal.
Tabel 2. Beskæftigede i Hørsholm kommune, fuldtidspersoner.
Data for beskæftigelse er hentet fra jobindsats.dk og viser antal personer omregnet til fuldtidspersoner, der har haft lønindkomst i Danmark (alternativt dansk indregistrerede virksomheder jf. CVR-registeret) inden for den valgte periode. Faldet i sommerperioden samt det store fald mellem december og januar er normale sæsonsving.
Beslutning Erhvervs-, Bymidte- og Beskæftigelsesudvalget den 16-03-2026
Udskydes.
Beslutning Erhvervs-, Bymidte- og Beskæftigelsesudvalget den 20-04-2026
Taget til efterretning. Udvalget ønsker ikke længere denne månedlige sag på dagsordenen. Oplysningerne kan fremover indgå i kvartalsrapporten.
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- Html "<div><div id='sagsfremstillingContainer'> <h3>Sagens forløb:</h3> <span>EBBU</span> <h3>Baggrund</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>Jobcentrets kapacitet – herunder bemanding – er på budget 2023 tilpasset til akkurat at kunne håndtere den aktuelt meget lave ledighed. Blandt andet på denne baggrund besluttede Erhvervs- og Beskæftigelsesudvalget på sit møde i september 2022, at man fra 2023 ønsker ”en månedsvis orientering om administrationens indtryk af udviklingen på beskæftigelsesområdet”.</span></p><p><span> </span></p><p><span>Hermed forelægges de seneste registerbaserede data for ledigheden. I alle år ses den sæsonbetingede stigning fra december til april/maj. </span></p><p><span> </span></p><p><span>Niveauet ses fortsat højere end på samme tidspunkt året før. Administrationen følger udviklingen tæt med henblik på at sikre grundlaget for opgaveløsningen på beskæftigelsesområdet. Erhvervs- og Beskæftigelsesudvalget har indstillet, og Kommunalbestyrelsen har i august måned besluttet en indsats for at imødegå udviklingen vedr. langtidsledighed.</span></p></div></span> <h3>Forslag</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>Administrationen anbefaler, at Erhvervs- og beskæftigelsesudvalget tager orienteringen til efterretning.</span></p></div></span> <h3>Sagsfremstilling</h3> <span><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>Ser man på de seneste tre år i tabel 1, har ledigheden generelt været på et lavere niveau i 2022-23 (grøn linje), mens den har været lidt højere i 2023-24 og 2024-25, med større udsving, især i begyndelsen af hvert år. Den sæsonmæssige tendens, hvor ledigheden stiger i begyndelsen af året og falder mod slutningen, er tydelig i alle tre år. Udviklingen i begyndelsen af nuværende år har dog været lidt højere end vores oprindelige prognoser.</span></p><p><span> </span></p><p><span>Udviklingen i januar-marts 2025 gav anledning til bekymring, da stigningen i ledigheden var usædvanligt høj sammenlignet med samme periode i de foregående år. De nyeste data viser dog, at ledigheden ses mere stabil nu, og forskellen til tidligere år er blevet mindre. Niveauet er stadig højt, og administrationen følger udviklingen nøje, da der stadig kan opstå udfordringer med at løse de lovpligtige opgaver. I løbet af de seneste 12-18 måneder har arbejdsløsheden i Hørsholm og på landsplan stort set fulgt samme udvikling. Vi forventer derfor ikke nogen betydelig påvirkning af refusionsforholdene.</span></p><p><span> </span></p><p><span>Data for ledighed er hentet fra jobindsats.dk og omfatter A-dagpengemodtagere, jobparate kontanthjælpsmodtagere og jobparate modtagere af selvforsørgelses- og hjemrejseydelse samt overgangsydelse (tidl. integrationsydelse). Målgrupperne svarer til Danmarks Statistiks registerbaserede ledighedsstatistik. Opgørelsen omfatter ikke ydelsesmodtagere, som af forskellige årsager ikke er i stand til eller forventes at tage job. f.eks. aktivitetsparate</span></p><p><span>ydelsesmodtagere, sygedagpengemodtagere, personer i jobafklaringsforløb, ressourceforløb, fleksjobvisiterede, revalidender og førtidspensionister.</span></p><p><span> </span></p><p><img 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" width="525" height="334" alt="Et billede, der indeholder skærmbillede, tekst, Kurve, linje/række AI-genereret indhold kan være ukorrekt."></p><p><span>Tabel 1. Ledighed i Hørsholm kommune, fuldtidspersoner (Jobparate).</span></p><p><span> </span></p><p><span>Af figur 2 nedenfor fremgår, at den aktuelle beskæftigelse, som indikeres af den røde linje, er stigende og fortsætter med at ligge højere end året før (blå linje), dog med</span><span> </span><span>mindre afstand end tidligere. Det er positivt, at beskæftigelsen fortsat er højere end samme periode sidste år. De store fald i beskæftigelsen i januar og juli er en almindelig tendens og ses også på landsplan.</span></p><p><span> </span></p><p><span>Nettostigningen i beskæftigelse over de seneste år kan bl.a. skyldes den samtidige stigning i pensionsalderen fra 66 år (2020) over 66,5 år (2021) til 67 år (2022). Derudover kan det seneste års stigning i beskæftigelse til dels forklares af en vækst i kommunens befolkningstal.</span></p><p><span> </span></p><p><img 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ZQvf7Y6Tn7DTyz8/vxIeeesRyywUmK4vERMNAQAhb/hxHQNqIFirNv6feks92y8ZRiGMZro7myTtqQrUrPi77VDY0BEh42VwDnruWgg6e7SOXo6yo6CZGm+s1Pqdr0s1fP+/AMBgQVi4ad0BUHt5u9I84310pEbo5EQRzROn4n1ufHsPKlZ/SWpXvzXKobc38XvaTw7XzocMYSzKQGbnkRrR5fsjiqR/708Rv7N+2Hy816x8FuzwuXVYw8k7KFnGgIrxHBioiFAuurKpX6Po5QxM837mNQfeEu6akq8Zw3DeCY0ds4IVEdY/GsMPU6+t2cE61QEo2BGw01XVkl3/SAJhp5QBpz3T1CozvKH0hK2X+f1WTWgna2a8WljP67PVrPmy87zrZD27Ejpbq73lJ0RkAjAhIN83ebvSfWCTzrP/jGf+Kma+3H162iJPO70G6WO8GlV4dQbXU52IBaOxZfJR1fHyr98L0TFwj979678mxlh8v2D6RKWU6uOkF3DLBZcTDQ8B51V+VKz4R+1cFTP/wtpOD3Hq84Nw+gVRpnO6KqrsUraU25K/dHJ6gDWdNXpqJ4y6jIGAQSDM+JlWaR2cM7IvvHCEqcNq/BeMHx0YtqPPqnxHvCx0OlgtyMe6YlpFqdME9cCAYY1xRNq+8ng4FjV1CEn75fLp9bFyy9NCVGrwj+fFCy/PStcvrM/VUKyR6ajqImG56Q9N9Yp1J7lMjVLPi1NNzeq44thGH4wGquvkI5HCdIStF1NztV+nQCjSOZ/ZaSbn8cKjmBgKV/N6i978n/BJ5xBz2wdMY80WEXQioA49p7Urv+6xyoy328qY4QkhE0NSyUPT5S2+HOeSI3PoKOrWwprW+VccqW8tCNJfvU9z2oIlk7+7px78tVdyXIlvcp79cjERMPz4lS+1uTrTuV7yVNwVnxOlyyZcDCMbq0HnSWZ0pZ0VRqIcrfSM2+uad7Htd6oKdr5G/HdkXXP+1lj0OjuUvGGLxbm/2qnA244PtWzxG8k47S1XRWPpDX2rK42YEp4JCUCWHXkxXsf9ukws5Bb1SLnHbHwzb2p6rPgioXfn39PvuEcOxJXLq0dI2MK4mmYaOgDmFVbY075hAPbkrKJy4sauMR4wXFaxK6aIs8ys5ubpG7nT3T6zhULeMgT/MeNcsdqJD0+72PScOht3cnPGCy6pSM/Uf0G1GfASQ1HJ0tnRa73vDHY5Fe3yoXkCvnBwXT5rZnhKhZ+YVKw/Md59+Tb+1JlX3SpVDYO/dLJvmKioY8womoJO+Bb46xx2hMu6VImw3gR6G5t0Plblu4RvAZTrSsUcBauWfMVqT8ySZpD9joj3XhHbHt2RMSLvn7PzzzCAf+GS8s8S9CMAYdNkOoPvuWIuI9rfuMz0FlmK7+GgsLaNjmbVCGvHM2Q33MEAmIBB8d/PztCfRb2RJZIQc3oizJsoqEfEMOhOWibb/tS9jxvS78j3R3t3isMY4zR3aVzt22pN9WZsW7XK9rxu2KB3RHrdr6sGxy1pd5W52H1OO8B5nLqC58hfHFL6H7bJXGAIcgSVoUqb3Cl+v1vSGdppvesMViU1bfLmcQKXSb5R4ui1LkRwfBr00PlW/tSZW9UqWRXNA9bnIX+YqKhn3TVlknTlZW+hpN5w47cOKdxtSVlxtiBgDu6dW/IXnX8IiCP/xQE69Ebjk/z7DFQkKKxTZ5KZ4fu5+JZ+ufUm83fkfbsCO9Jo78gDngf7mZIdfvGe7z6R21XNfIhhsL5lEp5xREL/21JtPyy34qIL+9IlgMxJfKgvFk6R/krMNHQX7q7NepZw8n31cFIgz/tfkW6Ki0fjdEP6+nbUm6qI5rGzmcXRF1Lj1hwyvrm70rzzY3SnhMlndWFzxXNj3X3BPHhu7BQEFbYTOf9h/0OGk/O1GBJKhj2/Eza8xLUsdAYeFo6uuR6RrVOQ/zx4ij5F1M9YuHn370rn918X3ZHlkhGWbOunBgLmGgYCPBOLk7TyukJ7vEx3cnM/BuM0QqOcvjs1G37kWfdvL9VYcmnpeHIJGkjdn75Q8/Kob4EnkFwOyKB71LhsOAT0nR1tS7VNPoGDqkNZ+Z4Ag4hGHa9LO25MWrZMQaee4/qHLHwQP5gfqRPLJDYeXJ7RLFkljepqBhLmGgYKLoc4ZAbpw6R2rg6IycCpxjGaIFVQUTeazgzV2rWfMk7UnVj539El0g23VyvZm4VCs9hVXgiTr1pfxjjWQ7oFQ6s0bfAT88PgeawCLkxDVixwvs0C8PAk1baJO+czdIQz+40BIlpiY2hRbq8kkiPY3EyyETDQOKMnDTi2hoCqBCi9RNqfh2QxtUwBhqN1tjqicYXuk9qt3zHsyzvsVC+n9JlkexaKG3N+hnn/zyfHyicetNG7BN3JdLar6oTX5+sFy8oXY3VHsHAu2Mnxa0/kPYsRzBYHvYLco9pBcI4F9a0ydH4cl35QJwFVkIgFBANTEusCy6Uoro2DQ09ljHRMAi0pt7yNYCsUW8J3qNzw8Yogs6xq0MFH7HjeX949xOLg1F2d1ONhkZmdMdyQWLMd9UWS1d1ke52R+yBzkqnclXlO8cKNfJeV22JrjzA/K6fcxp6HAb1O1sbdDpLR9hESURoMkIchEafe/Ac7Q/CNBR69TKPM6KmeR+T6qWf0d1cm66tcTrvFO+nBpfu5loNwVu9wDMNUrdvnOaj8WzwDcGqqe/PEX21W78vbRnB3rNGXyDMc2VTuzwob5JjCeXyo8Pp8jtzInwWBdK/mhaqYmHpzTzJH4VLJ/vKY6KhqanJRMMA0RZ71ml8/0YrMmbdlqgTTsdgPg6DDp09Hb3TMWon73bwdNJ02HTeTieunXr5Q+kszdI97RnZYnbvyL+vocIJVNTmiL/WhIsauIuNdVhe23RtrTRdXCKNp2dL/bGpnuhwu1+Rum0/kNoN35CaVV+UmiWf8ZiI537UE2p2+ed09Fy3+dtSv+PHUr/3dfV5wXm28dwCXX3TdHOTNIfsltZ7RzQCHhEV29PvSnt2lIb/ZTv2jsJU6ShOV894fAFwwCWqH/PYXbWOaEG8IEScDri7BRHiCB02y/GKH/KgszhDWtm+d8+rHwgFZ3TKc7IiAmfE1tgzKoiczPTk6RDB+2g4OtVnXm86v9ACpj0DynbTdY8zqQqGzd+RtpRb3rPG84BQKK1vl6TiRjkWXy4/O/ZA/nhR5GNC4VffC9EIjh9dHSfTLz6UzPIXbzCIRkArqGgoLS010TBQOCNE9qdXb3OnQteu/wftgMziMAg4I3JG9YyuWhOvaLRO9jVoDt4jzbe26Ii5kY7+zFxdhlZ/6B3tuOucDpxGls5Snf2czl5Hur7VASMjVTudAZ06FgF8DWo3fkPNz4iV+gNvqiNh46mZKkAaESA3NkjznR3SHHbAEavHpTX+vAqBxguLVbyosy7f7YgaRA77/Dc7n2nPiR72WAkINt6LTpM4z8i7NHoHYceW1p5VWx9Vf6o2p/wbgcPUQ0l9m0Tn1cuh2FJ563SW/MmKmMeEwq9MDZE/XBgpn954XyY459mRkqBMI2XXyaEGjYBWUNEQ6PREV1eXZGZmys2bNzVFRERIeXnvEd2ysrJ814WHh0tZ2QebejQ2NupnOXfr1i1JS0vT4+3t7Y99LioqShoaGvTcaAKBwHI03WPdaQBZstaWFqTzyMbAwEirzRmRNzijfndNer8TokHn8z+p00vEElALgtPhYk1AaOBkVr/zZWfE/poGzUGIMEpvOPG+WiEazy3UTpp99unQG46/J/WHJ0n9wQlSv+91j3Vixz9J3dbvSe2mb6moZD/+mhV/r0JT92dAwDgde6/P2I+EMKrb8j1HRM1RQYHgGkm0xp3VuA88K3nuiS9g+NPVQGC5rb74METf5F16fE6Mp4HPQVlDu4Q/rJNd90rkjVOZ8udr4x9b/UCYZ4TC329LknfPZsvRuDLJKm9Wa8SLDhrhuX0aHj58KEuWLJFNmzbJkSNHZM2aNXL69Gmpr3/clFhYWKjXbdy4UY4ePSpr166V48ePS12dZ3Ona9euyYIFC/Q7OD537lwVIzwD38nnTp06pd/BtS0to8yj2lGiXfVl2nloVDZnNED43A5nNNWNydjoO07jyLJAGk52wnNHpix3rV7ojMqX/o1aD2hMtaN3BFvddqeTZnS+b7ynk3eEBpsqNZ6dL40Xl2qEQx2lB22T5uDd0hJ+0DNSjz0rrfcva7wCrBntWRE6ItYpg+IM6SzPUWdCnf5orPFMi7DEzXlGnSZprvNMDdQUawfdUZolHUWpOu1AfIP2B6GOmLytUxKt8RekJfqUtNw7Is2h+6T57k5pckaTOi1yebk0nl/kiJI5jjiZriGamR6p2ztOozDWMkWCAMFysuolFTsqWFku6ZS9akeQIFqa7+5Sr/quZwVgGiaYXmm8tPyDOrP/TemyvRJ8dDdVa7moWeaZ/qx23nNrzOnnipHxIlLb0imhjlDYElYkPzv+QD6xLl5+3btxlJsI9/zF7Uk69XA8vkxSS5qkpd2EmD99Eg1nzpyR2bNnS2VlpVoF7t69K6tXr5aMjAzvFR4uX74s77//vlRUVEhHR4daFVauXCkpKSlSUFAgixYtkqCgIP2OtrY2FRAbNmyQs2fPyvr1633WCwTJvHnznmjNGNHQuTmdBNu8VjNqnP9xaTgy2elosp1zplr7AvP1dOANRyep0542nHj5OyN9jzn+otMBX1OfhHa3k38Y7fENKEyWzhKnoy/L8fgD4JzodOjq+0BcDRrekfZeupxGq73V4yzpdBgqTqqLPI6WKkDSdFOi9tw4FQOIkPa0IF3xwAZRrXHndH8I8qyzLMv5vpEvWPE7qT/8rooGRA8rA7odQfaig6BCTGKR0nK/5DPSEnFIy4fxYRrbuiQqr16FAs6Mf+EIBZZJ+guFfzc7XD6/LUlmXn4oJ++Xq09DkwmFJ9In0XDixAmZOnWqigZIT09XywDTCP6cP39eJk6cqKIBmHLA2hAWFiaRkZEqGvLzPduzIir27dsn77zzjmzZskUtDC737t2TSZMmqeViVOKMOumw6veN83Zwn1SztW3S85xguXE6+eZbm5zR9D+opz/5yRw/VgEcA808O3boLMv2WJGcd1yz/G+l1RGELzKIxtbIYzqNpUu6F/2l+u2wesL4AIIp3S9qlM2hRfL9A2kaaKnnyod/PT1U/m5Losy9+ki3q052hEJtS4eN4wKgT6IBJwimEmbMmCHz58+X6dOny+TJk9WS4E9VVZVaCNzrsDrQ+QcHB6twYNoBiwNwb0TG+PHjddrj3LlzehywTPD97rWjEmcEy4gXE7kKh0WfkqbLK4bd8WzU4IgBVhPgwIifgebhgk9I/ZF3nXy9Z/k4RsFSwrtWR7+t39c69CKCf1Rr3HlHLOPI6ggGp+y3BG2V7gZWuRg4NGZWNMvW8CLdbvr/LI+Rfzc7Qn7Ru1kUiT0g/mp9vAqFGw+qdeUD+0WYm8Lz0SfR0O3IMawMRUVFmu7cuSPLli2TuLg47xUfgHBwr0MoLF26VK0MPUUDlgb8HnoTDXwvFovnFQ01NTWSm5s7YtLDrAeSd/uwlK9yKj6d3sJPSdnZZZL7MLvX6y150qOsdCk7v9KzuZHXd6F8+eck/9wayUmMlNzsrF4/Z2n0p4cPUqXoyEyPcJj7MSnfNU7yE4J7vXaspkfZmVIUfEyqVn9FxVOlkw9Fx+ZIbnKM03Y87PUzL0qKTcuRlVfS5Kvb4uU/LYiU35gRJr80+QOhQPpvC8PkZ/ti5UhwioTdz5DE9GzJznmx8623RJ9O3/4s+iQa/OEm+CUsXrxYcnJydGUFqSdcx+oJLA44OyYkJKi1AqdKwK9hx44dKir49/Dhw74fgM8EUxn+Ky8Cgc/zm0ZS6upoV2c3ls7REFYSbjr8kHPOUby9XP9CJ0dItmZFSvWOnzj55Fm7z/w21gZ8FLqIZtjb5yyNrVRboo6rGqVyzp9J/bmF0lFf0fu1Yy21t0nrg3CpZqksv3/uR6XpwhLpqCnp/foxnDqc1NbRKaX1rXI0rlS+szdZfn16iPzKlGD5BW90RqI0YlH4r4ujdNVDcE6tVDa2S3Ob5/O9fa8lTwpEMECfRENra6taEEjR0dE6/XDjxg09hyMjTpGM8nFudK9DJHDdpUuX9DqcGpcvXy7btm1TK0RJSYlMmDBBBQIrJRAU+EjwWZwiDxw4MCqXXT4J4uvXrPqCNgRsBqTLpcz72UNXh3TVlUvz3R0+D3EsDOQXvgu2L8GLBytUCI5FWVD/htizY7++dDkd3aM4z5SE87uJx9B4fqFTN0q9F4wd6K+YYmC/BpwQ61s7deqADr+svl2yK1o0MuP3DqTJb858fMXDr0wJkV+fESb/c1mMTHKEwt3sWmlst/02Bos+iQamC/BPILGK4sqVDwKKMMVw8OBBXX6ZnJzsu27WrFnqs+APlolVq1bp+ZkzZ2qsBqitrdUVE+5n9+zZ43O6HEu0BO+WGjdq5LK/lbbU2y+2cHBaDpy98P5nWaQGraGxXPzX+jcNqPFiQmwTVoG4/izEymjPDHPqy9hdusyqmJqN3/DUgQWf0PgfozW0NvENGp3RfrUjBBABBbWt8rCyRTLKmtQJ8V5unVxIrpTtEUWy8HqevHEyS/5xT4p8cl2C/JeFUfKv3gt9TCj86tQQ+d2599R34e3TWXIlrUqXVBqDT59EgzEwEOKXePsaxGfOR5wG4pueXelexG1sHbFEGGGiaBLQh4aS1RGskmi+s12XRBovNjj9eYKleQIaEQ2TEOBjccUMS2kJTe4TDCema/0YiSAIsAyUN7TrHgw4GCY6QoCljsHOqP+a06EfiSuTdcEFMuPSQw3P/A+7U+RT6+N1GoFYCQRT8hcFvSWCL+G3QHyFN05myvGEcg3SZAwtJhqGme7Gaqk/Pk1FA51k3d7XPRHwApxfGguw8qE9/Y40HJqoDaQ2lMv+RvchIM5CNxs4GYYDy2obT87QKT3Kia5Aah6ZQar6CgHD6veO87QJ8/9cg5AhIoaDzq5uqXMEQUldm2RXNEtSUaPce1QntzJrdKni0fgy2RpWJItuPNKpgR8fzpCv7EyWT65PkP++JFp+e1a4+hj0JgL80y+8Gyz/8r1Qvf4/O8Lgfy+PkT9fEy+f3Xxfvux8HztLTjqXreLjYVWLTmUYw4OJhhEAkQ3r94/3jSoajjujirIc79mxDWvx2SeBuPn8fsI3E9WQiHcE+LG4C0ZPOh5GS91Wzyi8Zulnx5Q/EFMS9QfflmpikMz9M2k4/K50Fj/wnh06GLNcTa+SpbfyZNrFhzLuxAP5rtNxf2FbkgZIQhD8+9nhui9DbyKgZ2I6gSWQ7Ar5kVWxuo8DYgAfhXHHH8jUCzkqPDaFFsmh2DK5nFalYZ6JyFhU1ypN7YE76hmDi4mGkYDTMRLRr263Z+dB9h0gXDChiccqhLxtzwjRsMbunhHMVzecnKnHbXdD44m0NUtL5FGvI7FnMzjCcY9m8NnA2saUi05XOr/LM/3yeJTdoeJ0YoWO9nsTAD3TL09xBMGscPmvjpD4+No4+futifKtvakaqhkxsPhGnmwMLZT90aVyNqlCbmVW6wZR6WVNUljbqlMbFith9GCiYaTQ2aFBitjEyNOBfkb3GyBk8FgDE3Pz7S1Su/Fb+ltZRofvQkvoHkco5Zt1YYxCpL5T98vlrVNZcsbplPpDd2OVNF1f69sMrm77D3V78NEIgwO1tuH06I1DUrfnVeksSvdeMbQciS+T/7XMIxjwNfitmeHy35ZEqYXhSzuS5UeH0uWds9my4DqWgUI5FFemYuBGRrWE59bJ/aIG3dypuK5N6locQWBTCWMKEw0jCBwj29Nu+5aWsekSjQk7OY4F1LrAygisC9rYe/w42Hyp/WGsdLeYs+NYJbWkUdfN4/hG8J3/uyJGQnP654uASND9R+Z9XOsLG3qNJrCmtd2/4pmOcAYJWh8QDLteVsvjUPs1Yf7fG1Ui/2NptPyzd4PV8ZCpgztZNRL5yCMGMsqaJa+6VR0QEQS26+OLh4mGEQYxCFrvX5KatV/xCofP6o6HhJEdzXTVFH1ozwiWm7aE7fdYU8y6MCZpbu9SU/dnN92XfzUtVH7ea9JmBMu8Nh1Qf+h4FC+1q77oKU/LiN9w2ntmBNPVJR1FKdJwZo5n46m53vqw8vNqXewszdQYDUMJnf+28GIVdQgGEo6HpfXmhGw8jomGEQirBVqjjnnCJiMcFv2l7to4GnYn/BAEqGGzrgNvelZG4BHu/Ca2O+4oTLVATWMY1uFPOJMlvzM7wudBjzPc7y+I1P9GRLx3oZ8Ov075ao0945StT2rZwr+hIyfae3IE4rSxbOfO6iBWRlAXquZ/TK1vHY9iPTutDrGFAWHHcsg/cN4LERV5N1iF8DUwjJ48JhrYcdJEwwihrdlpXLZ5zZYeH4d2GsPR4kHsPKdGdby12dNAIhaI6rjyC9IcvMs75WKmzbEGb7S+tUPOJVWqUxwj1p93OiKi9n1zb6o8KGuSuMIGn9f97829J9vDi/o3793dJU03Njhl7KNOXfmIbgrXxY6nIwXn+XB0bEu54Zl6ZIt8nZr7uPP3d6U18YpI69CLBe5W1dQhS27myW/PDlcrEE6Nc67kaiAmw+gNNAJaQUWDWRpGFl2N1dJ4YbFUeVcX1K79si5RHOkwWsJsXL/vdc9IyhEMWEsaDk/0zNUOsenVGBraOrvlQXmzBt75F1M9EfwQC0Tt2xBSpNEAXXZElKilgWvwbyCiX7/W3jsdrsY2QGA79UXjNzBqH1aIcNoo7bmx0nDifV8MEl1WvParKqg7a4q81w4tZHVhbZvMvpqrwZV4D//G+XexIyDwVTCMJ/GYpcFEw8iDWAX1RyZpQ0Pny7LMERtK1hlRddUUS/PdXVLjtZBoA7nxm9IctF26aou9FxpjDaIBHo8vk4+vidMOCJ8FpiK+fzBdYgsatJPyp7GtSyafz1FnO67/4vYkSSvtXyffmZ8kNa5/w8rPS8u9o8PmC8S0GwK/6c5239JQfa4Vfy8Nx6dJ+zCGROdd5Fa16NTQr033CAbe1fLb+Y6wswiLxtMx0RAAjICGc1aAxgcfAMz7eIrXH35XYxl05ESpvwC+AThPsZQRh8OuhgoNu6z+AkM0qu9uqtUlow3HpniWjWFdIO7C0cnO8QjpfhFDY78AMB+eUNigTnME8KEDwrrwqfUJuhyvqO7JjnSs0X9pe7J+5l87o9xZV3J1g6K+wuocAj25vkC1m74t7WlBTgUawo6Q3WqrC6Q17qyuglCx7zwL04t1O19W/4vhrAu0Y1kVLfLW6Ux9X0xJ/P78e7IqKF+q+pH3xouDiYZnQOjUPZElGh2NHdiGi47CFKcR+qlnxEKHvOATOoIhkmLdth+paZbocY2nZknTxSU6x8uIn5UXNGCtiVelzWlA2eSnIzdWv4/QtF1V+bp6gVC8LPl87lUMXV0a0ZKloTVrv+abV67d8j1PVMeqPO+FxliDTYd23CuWT29KkF+aEqwd0H+Ye09ePpqh6/WfBR77TEv896XRKhxwxNvpfF9/HPBYxkgMEKbDqCsNB992RPfQhGCmDrWlBukSYnd31uoFfyF1W7+v+6fo3hHDvEqI6aOfHMmQX5zMCom78seLomRDSKFUNZlgGI00tzdIemmMI9xDHMFd4j06uJhoeApYGAhgwrarBDshvGlPM+tQwtxo7ZbveoRDoAmB4Yx2GPXjhIh3OY1Y/e5XpOHAWxrXvvHMXGm6tFSarq/Txq0l/IBu3d2WcMlpBG85QiNcd5jsKEqXrspHXpFRJ90NlY4Que18x3vO93uC7FQv/JQ0HJnktS5YQzQWYetiQvy+dTpLzdruMsq/2pAge6NKpcgRE4FS19Ihm8OK5Pfm3dPv+H8rY+VaenW/1v8TLAkLl5ZHRzw0OwKaYFCDScejBGm6stKpX1/31b2a1S+pbwXRKkfCkmkEw3f2p6lj6i846X8ti5YdEcW6BbUx+sirzpBzSdtl6Y1XZe7l70lQ5invmcHFRMNTQDQQ5YzKRYNG3HSEw/DRrSsosB5gRaAxbLq0TBpOz5F6p5Fk++ja7f+kPgQ1q7+oQsENfBNwwlKw4BNqTmVeGIctzLx1238kdXte06VhbCSFRYO5Wd0zwht3oXbTN6UlZN+I3Y3P6D8l9W26PO+T6+J1gyHqxb93hAMhg8Mf9i1YU2l9u0y/+FB+bbrn+76+O0XyavqxFJcgYo7Qrd36PS2X+BG0Rp8YFMdI/Iuoj3U7f+KZlnPuR+AyREvr/cvS1TC4YiVQkoob5Vv7UtW6gL8Jzqe0ZfXm9DjqqG2ulHu5V2VT8FSZfPYlmXj68zL70nckOPus94rBxURDAMy5mqtzrq5wOBAzzOFqu7t1CRemWEb7OB92VjovsjRTpx0Y9bTnRGr0RSwFrQkXpTUSobFTmq6t030tMKHWH3xLG7vaDd9QK4SadHV6oRcx8ZTEGnn1XcgMHQEe68ZgwMoIrAuvHMuQ350boXWBhO/CYafzwT+hP34/yU6nhjMk38mqCvwb+jVN4ZRDAj3VrPmSllHEb0fWvQHz8dFojsk3pP7QRA0qpfXAEc91234orRFHtD6OFEtbXEG9fG13skbiZAks1pzzyRXS1GYB1UYTXd2dklmeIPuilsjcKz+Qd09/QSadeUlW3X5DQrLPS01z/0KzB4qJhgAghjqOXv/yvRA17SEc9kQNzfzRgEBD2eE06q0NGh+hq77CERol6s/QWZ4jnSUP1JmyI+++BsZhXrY1/py0hB/U+WGsGVgWsDLU7/iJ1G10RMaKz6lfBeZYruuqzHfuY2bOsUhLe5esvVug4YV/1akDdOxMSzA9EZVXPyC+PkxHnEuu9G2S9JszwzWkcX/iNxCWnCikNYv/Sjt1dpLtaux/SHZ2omw4PUunH9xojgjn5hvr1Wm5m5gLI4SoR3XyJUeMEX+BfP0TRzAEZ9cMq3+W8fxUNBbJ5dT9svzW6zL57JfVujDpzBflzP0tTv+U67zPoZv+MtEQIARBmXI+R017mPj+yBEOuyJHkXAIGKeRdkQGUSm725s9QgP/hcZqj9ioLfWs0EBweFdreOZrh9HZwxg0UkoaNSgTfj10OiRGqicSyrVOdA7gsiLEyfrgQvndOR7/ht+aFS7xRY3es32jszxXp+3o2FnJgN8BKxz6Qld9ubQE79bpOl80R8QI0Rxz49T6MJKIyK3THSd/yRUMK2J1pUu/4mEYQ0prZ4vcLwyVTSHTZNr5r6t1AcGw7s5ESSoKl6a2oS9zJhqeA5aXTTqXpaIBi8N/9np7D+dyTMMYaCjOXU6hpmz/zpwPQkD/xvth8ubJTEkvbRq0jocRMLtguv4Sf7clsX/Ox91duhQYPx9XOLAs83lg6bJuW737Vame/xfqXExiV8rWmFO63Hi4V0X4Q3YxlfSZTff13eGo+hdr4yWjrMnaqlFCt/O/qqZSORKzSt47/zW1KiAYZl38tlxJ3S91LVVOvRieMmei4Tlpcxq1WZcfyq96GzXmdzeGFtn8oDEmYPvqCKfD+fqeFI23QBkn5DOrh84nV3qvGlxyq1rlE+viVZz/88nB8u7ZLH2u/qDxGzTIEsuV/8ITmfQZeAI05ajDr2tVwOmX72m6tmZEbluPmLv1oEZDePPu8GPAV+RRte3xMhrodoRAQ2uN3M06I/Ov/sg3DYGVYW/kIimue6jXDCcmGvoAYVZxjvwNr8mWtemsdWbpkgl5YzSCTwG+Oyx//MOFng2lSP9+ToT68/R3N8rnJSizRv7rkmgdJTM1wg6MrR39q13N19bqyiCcfYlr0vWEZZjEK/FFNl32WY9YILDasr+VhqNTNET6SAyFjrPq9Ywq+bPVHsGA/8k32O+j3JyTRwPEXMiuSJbt4bNULJCwMqy7+66ulmhsfXbsk6HAREMfqWhsl3nXctUhjAr6u45wWHOnQCPamQnQGE00tnbK9QfV8t39ab5VQvz78bXxcih24FYKtXQ0SUn9I8kqv+/Uk2eHFMfZ+N/OCNfn+aNFUXInu29LOl26a0t1isENjtZ4eblnasGlq0t9dloTLmi4dl9k08V/5YiMn3miOTZUey8eWSD6LqdVqr8J+fVr00LlBwfTJLWfobmNwaets0VK6h7J5dR9MuPiN73WhZdk8fWfyqn7m6S4dmQtYTfR0A/K6ttk4Y08tTRQUZn/XXE7X+Pwm24wRjqsTMgsb5aNIYXyf1Z4Oht18nU6aPYlYC8IfBv6S1NbnTysTJVbD47LppCpMu38P8j+qMUBLRF781SWPhfe/zhk5lT2z8zOtITGFpn9p1K9/G915Q+OvKwqan8QJo1n52l8E3c6opZojre36qqIkQrv8WxShfxPbzwZNp56+UiGOrEaIxf8FqqbyyTi4WWNuTDlnGdVxKyL35Ld9+apoyOCYqRhoqGfEOyGneH+ozeiHZaHhdcfOSMpW35ojFw6nJHphZRKpyNO0U6Gsstuhy9tT9KgP7X9jBLY7YiNupZqSS2JkovJu2R10FtOo/gVn9l1qvPfF1N2S1vH0xvFbEckEAtCn29GmExxxAx1rj+0Jl2V6qWeaQddMhxxWHec1GiOum21J5pjw6kZGs1xJJsO2zq6dSXLHy3yTCnxLscdf9Dvzb+MwaW5vVHSS2PlePw6Dczk1ovVQRM0SFMglrjhwkTDAEAjtuxWvvye1+Lwb2eGy8zLuf1ueA1jMMiqaNby6sZEIOAP1oU5V3I1yBJz430Fj268vqMf3ZAjsas1xO0U77ryd898QZbffF1mXvq2/j3/6g8lsTDU+8neYeUEUVn/p3d/CsJNs812Q1s/fAo626Xp6mqPNWHex6R62d/49qrQqYiDEzQgGkuMRzKNTh7suleicWPIGyJqEjsD65ExMuns6pTiukdyLe2QrLg1Xiaf/ZK3LvxIjjkCIrMswXvlyMVEwwBR1tAuq4IKdIqCCsyobcalh2ZxMEYM7U4PfDm1Sv5h9wfWBaIv/uOeFDmdWKF+Ov2hrD5f7maeUUcuGsF3z3xRG8Sp574q6+9OkutOQ/mgPF5uZhzT44TA3Ro6XQprnm76J37DvugS+e1Znrr1sTVxcje7P0GaujXGSMOBCR7hQJrzEanb8l1piTjkmYoY4buysmfH2ruF8l8csceU0r94L0Qmn8/WLa+NkUl7Z6tE5l6TzSHTfL4L7zl1Y1vYTInND9JllExZjHQeEw0lJSUmGvoBwW7WBxeopYHGjah2eJ6XN/TPnGoY/QXrwuwruWpdcNfu/64jcJlay3TO9WeDKDp9Rk7r7777mKl1+vl/1AbxXu4VKarNcTr/Jm0UCUiz594Cb6P5NTkWt1bqW57uYIif0NtnPvBv+P6BtP6NqJ0RH7u91u34iWdjqSsrdVO20RAGnXZmifPe2BUUK9HPO2nmlYe6+sUYmeRVP3DK+RrfMkoSjo63H5zQiI4dXaNncz80AlpBRUNzc7OJhn7CCGBbRJEud6Jh/rczwrSxK7UKbQwxLAHGtM/yYHagZEUEQcnoeF/aniihD+v6PIXGNERuVbqcvr9ZVtx6Xd6/8I++xpA15fuiFktCQYhOVbR3frjsl9bnybIb4/T6uZd/oEvKngYOmUQzxOfCtZC8f+mhiok+09nuiWxK6OemGhlJAZqeBL+X90l8GCwM5AVi0La2HpnguxCcdVaW3vyZ+vFQ3t+/8HU5GL1MHpQnqJDG8jWaQCOgFVQ0BDo90dHRIWfPnpUJEyZoWrx4sSQnJ3vPfsCdO3d817hp8uTJcvfuXT1fWlqqn+X4O++8I8eOHdPjTU1Ncv78ed9nVq5cKUVFRXpuNIA5dW90qVZohAOm4DdOZdpIwBh0CmpaZX90ifz4cLr896XRau0iuiLhzymPOBPOv5brdNpt6i/wvGBiZYqB1Q9zr3xfG0I3tC3LxLAaZJcnqTWh8yl7kXR2d0hM3m39DL4O6++8KzmVH25D/CFw0dW0KvmTFR5fDITD/pjSfgd+Gi2wG+i0Czk69Yn4Iy28nifV5js1ImFzKaYiXEFNPVl47WWJenRdYzKwAdVoBI3w3D4NwcHB8uabb0pCQoLU1tZqZ79mzZoPdexdXV3S3t6uqa2tTaKjo2XFihWSlJSkN129erVs3LhRampqpL6+XsaNGycXL16UmJgYef/99yU2NlY/u2nTJlm7dq1eN1pgGdSB2DJf5MhfnRoqrx59II+q+rcboGFQfOhA6SwbWjvl3qN6WXQjTz69KVFN97/o3c2QTgWxwDGEw5d3JEtMfr3T8T9fJ4vzVmNbncTmBemSSZy36OhJODkiHs4l7ZCKxmJHDHTqFEQg8J3nkrb7QuRinShvePrgAKGzJ7JEfse7PwXCiJUCY7lK0V4gBiecztJ9JBiI/Nr0MN2no77VBMNIAiFQVl8g5536MPvy97Rc49vDMuPzSTs9fgujwKL1NPokGg4ePCjLli1TiwNgZUAAxMXF6d+9UVlZKTt27JBt27ap0ODaefPm+e6HOOD89OnTZfv27XL06FE9DiEhIfLee+9JcfHwLEPpq3NKm9M4s20wUfVowH95coi8fCxDI7QN5EY/LzrMxxNUCycwwuUyisY039TepeJtLEBxQSDw21JLmuRgbKluU/2Hi6J8VgQSHQoC4bdnhct/XxIl396XKlvCiyS97Pn9Ftg5j1gKhLRdeesNHS25FgUcudbceUdjLzS29T3oUnlDoewIn6MNKw6TOEk2dzw9vgAm+nEnMlUM8Zu/uC1Jt+Yei1B8syua5WfHHuhvRQyyvHtreHG/tg43Bham6+pbayQuP8ipK+N9dWX6ha/LltBpklH25L5xtNEn0cD0wsSJEyU0NFQePHggt27dkiVLlkhERIT3isfhe+/fvy8LFy6UqKgoPRYWFqafKSgo0L8RIFgsxo8fr5aFc+fO6XGIj4/X+7nXBgrfydxLf1J1Q4UGpimuyZWm5sZer3laqqprlJ1hj+QP5obpHOQvOsLhJ0fS5X5BrTQ29f4ZS4Gleif/8iob5WJKhfzoULqa4mlQP7clUTdWWueMxC6lVkpsfp2kFtfLw4pGKa1tkvrG3r9vpKU65zkLqholxXn2u1m1svDGI91HAEHgigQSloXfeD9E/pNTxj66PELePpEix6LzJae0ptfvfVpqam6SqoZyKajOlOvph2TpzdceEwuzLnxXNtyeKkFpZ6S0pqjX73ieRJ2KexQi86/8k95jyfWfSmJBuFM3Gnq93k3RDyvl81vi9LeTB4zCq+qber12tKYmJ6UU1cnLRzP0N/6C03780YII2XQnV8prnp4/loYu1TZWS2bZfTkYvVwtCpTjKWe/IvMu/UjOJ+yRmvrKXj830hID90Dok2jgulOnTql1gTR37lyZOnWqTxD0pK6uTnbv3i3r16/X/4aeooHvRCj0JhqwZEyaNOm5RQNTHkyZ9DUVFhbIueg9MvPCt2T51fESkXxLCosKe732aSnrUaFsCcqU/7UsWkeFv+CMFr66JUpuxGdLfsHzf9+LnvKcPItJy5Xtt1Lk2zui5TdneEacvSUaWs7/v6Xh8pXNUfLGwVhZcv6+7L6dImci0iUoIUvi0nMl+1FBr/caylRYWCQZOXly9362HAtN0+f84e4Y+ZMl4b7O0U1YE/7Lwij55Pp4+cHBVFlyNUsuxObKw/y+lae8gjxJzoqXm/FnZffdJTL7wvd1+sHTAH5ZljniYd+9xRKSdkmy8jJ6/Y6+ppz8LDkbu9O3DG3V9bclLiNC619v17vpZNRD+ZMVnjqFhWXdtZRerxut6bZTNr/slFneN+//T5bHyOagLG1Perve0tCnuPRwORy2wREIHtGLsGaFxMHIlRKXFSb5hXm9fm4kJmYACMr2LPokGnqCr8Ly5cslJSXFe+QDeIisrCydisAi4RIZGamWh7y8PP0bq8C+fftUfGzZskVFicu9e/d02oIfNpQwP3UpZa9PPW4MnioFNZnes88HpmXi+H9kVaxnyZsjHL6zP02SihvH9HzsQIKptrShTc4lV6p5+j8t8NtYaXaEfG5ronx9d4r89cYEDan7286xX5rcu6D4jRnhTocTK1/dlSxvnsqU5bfy5WBMqTraRefXy8OqFqlv6dR7DiZMn5TUtUlkXp0cjy/X/Uy+sSdFA/b4CwWsVMQp+NjqOPnG3hSZcfmhXs98PttJ9xWWehH3PirvhhyKWSFzLn9fyzqJcr8m6G05l7hN0stide+IwaKisUgOx6zSKQrufda5ZyD3Y4Mtd4nz/3XeZ2xBg/fM6CalpEm+tS9Vfxfl4M/XxsvxhHLdnn8oYEqWPUKi825qOOOcyhSNw4EfStcI3KxrqME3Ibk4QraHzfTVl+kX/lF2hM+WqEc3dKpirNJv0VBRUaG+CKTq6moVEHTyLS2eICM4QOKfgKjgWheEBBYKVli4jpIIC4TDkSNH1CrhXn/ixAl1hKyq6n1XusGksDZHtyR1G7PtYbP6vIEIwuFYfJkGp0E40CAQaCe11GLEPwt2Fj2XXCE/O/5Adz90O1OmJDDZs8sosfZxGMPZjxDJ2yOKZd7VR/Ka8xnEAdsF//78e7pdsPt5NzFX/P9NC3W+O0o+s+m+fO9AmsbYWHWnQMMqs+siHTRr5PsLvgXERrjoPONq5/tfOfZAl0T+O0cUuEsiSZSRP1wYJV/YliTvnM3S33Mnq0ZX4fR3Twg6hUdV6XI367TsjJgjsy9/19f4zbz4LdkSOl1uZhyV7IokFc9DQabTSa2+/ZY+w6xL35H4grvPdBrDl+VV5/3yTulcv7YrRfN2NBPnCJ9v7EnVMvmLThn4y/UJcjG1SrflHwoQawQbYm6eXRbnXfmBikf2QziZsFFupB+RyEfXJa0kWgprspwOcmRu4jUQ4KuAUEIw5VQkOwIqTCIeXpET8et9MRcmn3lJozteSd2nMRdGu6Pjs+iTaKDDp3Mn0bmTHj70dKQbNmzQKQt3pUNubq46MV6+fFn/dnGXVWJt2Llzp+zZs0dXYGB5cB0r+Zt7rFq1Sv0lEBbDAcFrtjsKEq9xzE8Epimp81hInhdCvxJ97+N+wuFrTodG+F7jwzS1e3ZgxBHMDSVM+tfvh8rntyXqZktYa5402maVAZEO050OPySnVvMex8CZzkj9nw6ny2cdgcCoHnO/+93+idUv/9ERGh91Rvh03vhOsJkTIoVNghAohBF/lsMljplYE3ZHlsg7Z7LlKzuTnd8To8sG/e/H7oQfXRUrPBuCAqtKYlGjiqaBgCWTLIm8nLpfNgRPkhkXv+ETC7MvfVcFcvjDS474yh7ygDNszoPT5ZzL39PnYUqkwOmUngWBqygL5B/vkVDKlaM0bkFEbp0jcFPUQoZo+PTGBI1++ZwLXvpMVVOJ7ra44KrH3N5boh1EZC6/OU42h7wnB6KXqmWId3e/MFTyqjOkrrnSeebRs7KDjr6xtVY7/QdlcWphwcmX34WvAoPFtXfe0YBMiGpW/JAXWOOOxq1xPhMvzW1jw8r1LPokGsrLy9WaQGKawZ1igMzMTMnIyPA5VWB9YOmkv5XBBf8Glm263+P6LCAOsrOzffdIS0vzWS6Gi8LabKeRnexbZrY/aol6fvcFTIyE88XUrD4OTvrKjmS5X/RiFLpAYP+Du9m1Og3xf1fE+FYI/IupIfLZzfdVLCC0EGHPC907nTArLQgYFOSM3k/er5C1wYXaoSPiuCex/P1H/m5iVPvbs8Plvy2Jlr9YFy9f2J4kPzmcIXOv5sq+qFIVJ4+qWiS/ulUdMRdcf6SmZoQijpquWCTRMfBdn3cECcGKjsSVacfBs/UnSmNPmtrrnfy6J0djV8uq22/6LGeUZ5ZMHo9b5+RFiC55HM7odJh1Gc26U4J7oxZKawA7/fEef3++Z7qK/SkQZ6MJrEe8e5x4f8W7KgSLF6J0kGfIfORXZ6oAeP+CR0hSRohiiIggGNE6In46go6BE+f9E53ozIvf1k51zZ23ZVvYDDkcu1Kuph5Qcz0Wq+qmcu+dhg/EAZaRguosnV4Izbkgl1L26NQcUwsIaYKVYUUgH3r7rW5ad3ei/rbqpjLvt78Y9Ek0vKigoInsRYEhZvhhp6D1tcAwMqazYlRJx8TIgmh3mCZfZBixxxbU65bI/2tZjIoEGlDyiE6XEX56WZNO9QwkGApYoskeIjmVzSrgwh7WytH4Mu30f3AwTf58bZxv/rxnQggQcZEO638sjZY/cwQh01BsBEUwHlf0uInjPzmSIdsiiuXeozoNiUxUPywjA0ltS6VEPromu+/Nl4XXfvLB5lEaaOYncjF5t9OgJ+sc7UgZGRItct2diSpoEA+MYANhS1iR7118cl2CTuWMdJhOY5UPy0YRPa4PDoJhKK2PjJSZknKjFjI9FJp9XmqbK6XJGUHT4WNdZUqLzvZO5ik5Hr9e43a4lqGeadLZlzSwEdMbbFzGFAfLaxm9h+Vc1HvSfhLoa6DBlw4BSpudUBCs4ZpPxG+QHWEz1WLAxmmUfywmlDHXcvCh3+AcJzQ6nyGgGTu28uxMzeALNJrCPw8UJhqeA1QqzkFUAgoUhY0wus+Km/8k6CAYSdA50lAwgsUETqf5okFXiZn53bPZ6lfghuEmX/h7+e18pwFo7ZNloT8w2mc9PGKC+zPNcTuzRjaFFskbJzN1egMnzJ6ioGdimgPR8d6FbLU+8FuJNzAYjm34IJTWP5IrKfudhnqC0wF827ebHmnpjZ9pPAS23yXMbV/jkAwW1DOsHjMufkufd+H1n2gH8yzYHG68807Ib+rSN/em6vsaaSCM8Y/BsvQnK2PlN2aEPWZ9+nunDSAWx1C8lZaOZhWVxOFwy8jK2+M1rgDTRb1B+WJLc+b6ieOBxTWnMknCcy7JmftbVHzMddrI3kbpxONgvxFM/FyzyOm4EYhHYlZpx85W6lWNWIkC//X1juB9WJki0Y9uypXU/XIgeplvKgGLAdNuWA00eql3RVBvCQFBZFKsDtfTD0tc/h1HJKXp70PcYKEgkiNTfIGsMhirmGh4ThiNJRWGa6GnoKGkKaiEze0LDCwTnRHF/17uma+n8fj7bYljxgv8WVD3GGGzIygb8BCwB7GAZeEP5t/TOPuY+Z++QqBbnZM2Bk+RPZHz1YGutbN50DpDnBCZPmlyBAzTHDhHMio8llCuvhJEXvzPCyM1nsLX96TIZkdgpDqdRG1Lh4qEwQk45fxa57nSS2OcEZHHxMxacTfEM/9iNg57eFGtCiN9hEQ9wyyOkxkNPabgmuanm7fJ1ezKZvn7rR7/BhwjJ5/PGRH+DTwbZT3KGSS8fCRDQ8trWXfKOeWdSI9/tyVJjidUqEAdij6JcnAxZbfTln3T25l+QXZGzJXyxiKnjD+fmKXs8c7oUHGkpD1kJB5fGOy8x72yM3yOzL/Gzqdf8ERJ9JZLt2wiWOjUGYjNcMruousvy97IhXIt/ZAkFYdLRb2n486uSHTq+mWNQLojYo5ex1JdgijhtDnF+Q4tM37fz+/Sezr3xvqBZQQLCZYHHIFTSyKloqFIRVCLI6IRRB2dbc8V3fRFwkRDH+jobFfv4pmXPMJhxoVvOir5uKrQvkADkV7aLH+5/r5vxPGZTQlqHh9oc/VIgRDIOCjOvfZI/p0zUuc304Ayn4tlYdaVh1IQQJQ/GqmgB6ce212RhJhjH4SM0lhtwNp0dDBE3mRDBA07DRyNaUj2efVVcH8/DSRz0ljFmI9m5NjeMfqiJm4JfV9/z7QL/6AdRSBihyk+ltxSpojGejiubFjqEXdE7CIqT9wvV98XdxktZZ2pN5YN4+Qb/ahuQH1Yngb1gA59z72FnrLidKjTnA6XaYO6QV4JgVDJKI3T6Y1D0SvVwsFUCCIXwcD0mbuleqCJso7oYMoY8YCI4DuX33rdGUQsUGHEfg9ssIYwMPqHiYY+Qojd4OxzvoA0qNdwRwFzvC8wek0qatRRkhseF4e/4OyaIWtMhgKmFx5Wtjij3kJ1JHStCni9M00z+VyOmmafBSMbwhffyDjiEwwIBd6D6+RHojHB3MpyKJyxGK3S0Y7mEQQdJ3PNmWUJcsZp6Imt4I6sMAmTH2vuTJBraQel2OkcRjP51Q+0A+C3YWpmqd+zhENjW5dOHzGapx792epY9R8aKuGAJYnVMskljbIhpEhjLLh1msQy4T9dGatWtKFeNYXIZukg25i79QN/gxCnLeurtbS/NLTWqAUBXwGmexGKPBMrOCjL7Jo6+exLWraZ2qDNneuU+YXXfqxTbVgYj8aucdqCoxJfcMcpMxnS2FqnbYQx8Jho6AcUTAqq26hRyDGN99X0SxmPL2yQr+xK1jl9Gpi/cYQDDl2jXTggFjDRs+oBh0Y3VgKjLVYqvHM2W6LzAmu0GCkx74nXM/P15D0d55W0/Zr/J+M3yOqgt7RhoVHkPInlhdvCZjqjnNMaGlydsEbJsjAaQBp1YoQwd4tjI2Zl97cxUmQOl+PRj244ouLDq5VGI8yf05m4Hv3Mf/PuntUhFNW2qn8MsTcoZyxjxI9gMHUDYoE9MPB5wV+BzbQQxNwfCwOOjn+1MUE2hRXpPilDTYMzysa07y6nZGSO/wF+BCNtuqqhpVoDSmEhIMDe/uglsidyoVpDqL+JRWG62oM22BhaTDT0E8xtrHl3hcPiG69oAJC+BsRR4VDQoE5c/8obO4C12rcyq7VRGm0wh0+cgU2OWGDKxY2HQCOKZYE9A1haGSiY5PGuP52wWUUAec6IAw97z970HlFRWp+vfg4sMcRrG3Hhb/ZccPXHcihmudxzrsmtSlNn1pFqfUDc4Ktw2Wk81zq/xV0BQaLcrb87Sc4nbVeP7tEigp4H1r8fj1uvI03mvRGFWFqeRYoziv+GU4/cUf57F3PUqXWgoVpmlDXJyfvl8srRB+rPwv1I1OH/vTxGtypnkzGm5IYDIm5edMoPQoFyw1QAyytZXWAYz8NjooGATCYanp/q5jLdCtV1jlx+8zVJLY70nu0bWBzYodAN/vPJdfFy68HoibyGKVjFQmiROna6pmJ8Nv6nIxYI3XwplWV+gXfUCIaC2myns1+pZkryesmNVyXs4aUn+pMwXYQowPx62PmcJ0aBZ1kZCUsEouJkwiZdc51X/UBaOoY/0BZmZKKREmSG8MqLrr3se2ZEw5Lrr8i+yEUSnH1WAyCNRbHggghkVImVgd+PBSk466w6rT2Lq+nVGl6askdY8WPx5TJQRjusZ6x+YsdJHF79NxJj+S1RPqddyJEraVWDIlYCgbxDGByKXalOgjgFEpeDEXtZw/Pt5WMYgEZAK6hoIBCTiYa+UdlYIqfub9Z5dRo2QrCyPLM/JBQ1yHf3p/lG5yzZw/Q50mHr742hhfIFRywwf8uzE8TojxdHa/yFCymVupLgecAcTeNHyGN1lnIaPyLS0dGzbDAQsCawdI+lXfsjF6vntdsR05ji2IpX9bmkbRKbf1stGkPdGTe01aqjGD4YW8Ped4SoZ/qFhK8GVoULybt0rXx1c7kKqRcBRBTvZMG1H2te8O4DsazQWa8MKlCHSMohDpIEz+oPVY3tcvNBja74we/o/5vuqZ/sJ/ObjnAglDXhx4m/wf4lwwWWt8SicNkaOsMnlAlcdC/3qvoRGEZfQCOgFVQ02PRE/6hoLJZjsWt8JkAaeJyO+gMb17APAnP/OA1+Yl28bqo0EmGedlt4kWf75tkfjLr+w9x78sapTBULpfXtas59XnIr0z0ROZ3OnYArq4MmSHxBsLT2YRMlOpqKhmJJK43WJV1Er3N9I0hYH5j3Zb6XDpoNe+jMBws6/qqmUnXyOxy7yhPz38+Zk3gF+6IWa/S6R1UZw+awNtzg+c77mn7+6zrVhKWlsunZkR8J8z3hdKaG6KY80tEX1j5/SHriarB3DPuf/L+VsfKr3sBjJPY0efVYpi67xXeiZRDibzwPTJsijtna3PXr2RTynormzhHmv2CMLtAI5tMwgGBxOBC1RCaf8exTQUUlilp/IFogwgE/AIII4QuABeKnRzPkLacxZC+E+dceyYqgfI0JsC+qRE44jRehqu9k1UpUHiGEGyWnssXptNuc0VeH01EN3Px9sdMA77pXrGLhd+d+sOnSv54epg0sm+0QJrezj/fEs5pgLdqhO/mKGEsrjdFllP2FNeVYFFKK78mFpF26YZL/9AVrv3EwZNTPSo3cqlRn1Dswe6Dg98IyMOJ8bLg7WeZd+eFjjptLbrwip+9v0eWSBGIaac5qwwFLBVmfT/4gHq6nHwlomgJBS/n8504d+sVJIfLexcA2nVMLV02LWs7Y9OwPF0b6wjyT/sfSGJlyPkfuZNdodMcBrFZ9hjaIVTWeTcg88RdYdptf82BUrxoyRgYmGgYBlvVtD5+lDRudAB77bHrVH2iQvusIB7exwjfgl6cE62gHD3F8BghxzLzq78yJ0HDGBEv6Lwuj5L8ujtLQxjhksR0023MT4vjTG+9r6Opv709VAYJTIl7fi27kybrgAkcIlMjRuDLdjZEla6xuYBRFZETWniME2O6bxpioiG6MCaYi2Njpeka1ipT+LHXDBI0fghuYZUvoNO1oB7oDpQNnBF/eUKCb7hDjgblf7st7xMJB0JnF11/WdxuafcEbue756erqkJSSKHXERJCwpa4rFJh6QRTh2ImvQkMrFg5r6F2wEmH5YXqC/MJCxN+BbNd82xHQv+XUDyx21I/90aXeM72TXtYss67kyv9x6g2f8y/fhAlfFVSgTsvstDkS3hAWK1bXYJUiXgH5w/QWqw8IXoR/g2H0FxMNgwQhR1cFebb5RTjsipjndKD53rN9o9xpnL6xN8UnHPqbsAhgucCCgYc5UyD4T+B8yWZNCBFC3OKXgBghCBOChOkGNl6i4f31HiFwX9qRJNfSq6XaERX9Xe2RWOzpHDBF03mzdz2N32DP49Mx4VjJqoXI3GvOyHaWLw4CiekROnpWbbADXqIjMrBYPAtC7rJ8cO2diTLLacz9rQoIEjZBS3VEEjHzmcO3UWHvIBiDHpyUmd4pJaaqGgOYsmHZMo65lPd/5pR9BDSbi/Uk8hF7n2TqlIPrT0Tiv/9ua5JuLJVX3SLsVTISLAtAmcX5GkuZu7oGS1VM3i0tyxazwBgoTDQMIqXOqHXl7Te0w3HnYFn61J/OoK2zSzdrYh16hjMSis5vcEZQNXIuuUIOxpTJ5rAiWXYrT5202CKYpV5f350if7clUf58XbxuL/17TqePdzfigIaQfRGwWCAafoXkCAhEBLEUaGBJCAMEBqMsGlx3CoK/uf5zWxPlYmqlOp71UyvoqD8m/7aO6j0+DC/pGu0nxcIfTBAodFLs/ngj/aju5cD0Bc/kvlc6/4VXfyynEjbr2nI6fBpxfgdTGXj+M81AcCKudT9H447vxLW0Q1Ja53G6tMY9MHBq3eeUCYL+kJ9HYldrfj8LhCz7U1BuKcN/szlRp/9qWzrVosaW5f9mRrhvLxHKPlYGNhcLdgQGER77Os02WFA+72SddsqTJ2w4opaAR1kVSVp+DWMgMdEwiFBhWe6Hx7In1OlLutUsc44joXNg74Sy+nbJchpNzKxEn7ycViXH48vUR2Ht3XxZeD1PfSZoaNnpEc/wv91yXwM04Yn+0o5kOZ5Qpo3uQIAwIHaCLwDN+a/pfvUD5UfQX3iO7MpkXbKGwyLLbD0jO+80hvOeiaVw3RECoTnndWrKXR5KQnAQ5Q7ny7j8oAHxy3hRYTMhRBwCjPxnVUAgnWRze6f89cYEj/XAEc5/tfG+fGx1vE8oICh+bXqYWhoIZ05QspEIbQjTV2cSt3rKnpMHTEswPVE6yiOBGiMXEw2DDKOAlJJIDXdKpaYDIaYDpmozP38AeYFPQUjOOZl35UfaCBIuls65r3t6DDaMdolAqSsebo9XMeD6QPgnrBKIi2U3X5NTCRu9HuxjN67CUBKbd0sdSMln/sWq8yxwAg7KqlWnXUSCm9g0imOf3nRfl2nm1YxcQYd4LXB+655789XXh3LHdNnV1AO6csIwBgsTDUMAo2fmFt24AEQyvJF+WBrVyc1gxETY45sZR3XvCPKIfy+l7Bs168lZgYG/AmGc2SiHEM9YSdj6d2f4XN2gR+M+BGBCNwIH8cV2zFh72N2QnREDiRbZ1NYlW8OL1EeHaTpCPn/vYJrsiy5VJ9+RDOKaDfOwsiBIqS84CxMIzMqXMdiYaBgiWBbGOnvX7M6olG1ZX3TzNBYGpmuIh+DuGjrfGTHeSD+iI/nRBv4MmeX3dY08WwInFAZLbcuzOzGj7xAfhTl8yg4OqpcdsemGFH8arHrYElYks6/kanTSyhEuFgBxTdlacNVjjfMs656qy3INYygw0TCEEJwmyBlxuuZUlvRF5F5xRtovrrNSeUOhHItbp7HwyRMi/pFHFrHOeB6yKhKdevUDLUOY6RMLw7xnxgb4apTU5cm5pO0+axxTXkdiVkl+TZb3KsMYfEw0DDF0hoyi52jgFc92v4THfREh9j373buOhAuvvawmftvz3ugLNzOOeR2OvyQ7wudIUW1gAZxGOvgvZJTF69SLu9sne5FgcahpLlNrnWEMFSYahgHM7kQBdHdpJMDP/YJQ79kXg4KabNkZPls932no2T+fOdlA95EwjJ7gXIwIpU4RLZJlrnXNo9spkOnLyEfXZOWtN7ziGv+Ft9RHKpBImIYx0JhoGCYI4HM+aafuMUCnybJMQhm/CLAMlX0dcFzjtxPAKaU4Uh1GDaOvMM1H2SI2Cp3r3Cs/kMjcq9IxSleq8NyEyZ531TOdSQh1wpmnl8baUl1j2DDRMIzgBX0yfoMGY9FNmJwRREZZrPfs2CSrPFE3nnKjIeL1TUM/Wht2Y2SBKR+L1fQL31BBuuHuJKd89W/vl+GAaUxCmbvTEeyeeyJhve69Yct1jeHERMMw09bRIvuiFmrDgKl+3Z2J8rAyxXt2bJFRHq8bTyGQ+L2rg96SinqLiW8MLMQpIB4GZYzVBQQHq24u854d+eRXP/AKa890BPtr4L9AW2ERQ43hxkTDCIDREXOxmOtpJNiwCOEwVkLAMjJKLAqT5Tdf09+HlWFnxJxB3W7aeLEprs2V7V6fGcrcrYzj0tLR7D07skA00wbgo4CvwtzL3/cKni9qnI/E4rG1EsQY3TwmGlpaWkw0DBP1zuhoh9PIuc5OW0Pfl0fVGY5wGN3BWohbkFAQrBEx+V3Tzn9NDkWvsNgFxqBDJNYl11/RcrfQ6XyzR9BeDESKbWyt0xglbP1+I+OobAudoXEmeN6p574qG0OmSl71A+8nDGNkgEZAK6hoKCkpCUg0YCLj2uTkZE1ZWVlSX9/7LnPp6em+60j5+fnS3u7Z1ri1tVUyMzP1eEpKihQVFelxVExpaanvM9nZ2fqQYxnylG1tt4bN8M337763QAprs0epcOjWlRBReTf8ImF+U+dl2T3SMAabpvZ63Rba3SYaIU5ckOFaoshOqIgE9syIenRDTsRv0FURCASez02zLn3HqScbAopsaRhDDRqB/l9FQ6DTE3xg7dq1snDhQv13yZIlcuXKFWluftz8R0f45ptvyqxZs2Tjxo2arl27Jg0Nnr0EIiIiZM6cOfodGzZskGXLlqlwKC4uli1btsiCBQv0M9wnLCxM2tpGxqZFgwUhYBkNbQyZonOxTFccjlmlW2qPtnl/QmQHZ53xBbKiITybuF2qmkq9VxjG4FPeUKBbjrNRGOWQvUyGauUB03L4V7AfBiujsCawW6sbFdZN1HUixOIUTHyJO5mnpbXDVhIZIxM0wnP7NFy8eFGmT5+uHTwd+Y0bN2TVqlVqcfAH0TBx4kQJCgryHvmA8vJyFRsXLlxQiwNpxowZsnPnThUgK1askIKCAr32yJEjKhwqKir077FMe1ebmlXXBL2t87GMQk4lbJLq5nLvFSMflpNeTTugQoFGkUBWjPjMwmAMBw/K47VDZsM4ViHgXzNYMO1Q5oj8tJIYCc4+Jyfi18uGu5M1eiOrOVyhgDWR+CxYP0469ZsQ86wsYtWEOQYbI5k+iYZjx47JzJkzpbbW48iWlpYma9askejoaP3bBdHw1ltvyfLly/Uzly9f9gmBqKgoFQJ5eXn6d0dHh+zZs0feffdd2bp1q5w8eVKPAxaJyZMnS2FhoffI2IZ4BXH5d3RXRBoYzKvnk3eOisBHBNjBokBwHY9g+J5cSz+sMfMNYzjocIQ4o/dZF7+tZZLgSAMZLbK5rV6XDUc9ui4Xk3fJroi5svTGa7phmSsSSAiW1UET5HDMSo1emeSIF6YkmbYwjNFCn0RDTk6OigaEwo4dO2TlypVqeaBz7wnTClgaLl26JKtXr5Zdu3apvwLHsTS4IoJ7nzlzRsaPHy+bNm2Sc+fO6XFISkqSSZMm+a4NFKZBuNdoTI8KH8rl2MMy56Innj7rtc/f3y0lpSW9Xj8S0oP8ZDkYtcK3j8T7578ppyJ3SNajjF6vt2RpqFLWo3TZeXeBTDnzZV2VsDtivjwqyu712mclpmez8h2RkHlLriQdkANRS2Xd3YkaTMpdTkzCsjHz/Ldl9fWJsj9kpVyOOSIRqbck/WGyFJUU9frdliwNV8IvkYH+s+iTaOjq6lIHxri4OE2nT59W/4PY2CcHJsL5MSQkRK+Lj4//kGjA0nD8+PFeRUNCQoJaIJ5XNDB1gnAYramqrkJCss7L3Mse4TD93DfkcuKhXq8d7pRVnCLb7s7yrf7gmcNzLktlXXmv11uyNNSpqCrXO+33BZl+/h/lSuLhXq/rLdXUVcmDwkS5lXxKdocslhXX3pR5l34k0859XcWBKxSIrYCF8EjsKgnNviAZpXGSX5ktlbVlzvfUf+h7LVkaKQkXgUDok2joCWJg8eLFKiSeRmJiok5VIAIQG/PnO2rfez9EBVYIjm3fvl2OHj2qx4HvnzdvnqqhFw22+MWhcMaFb2qjhGNh+MPL3rMjg8KabNl9b77P2YwRV2JRuIWFNkYclEv8CfAXWnFrvG4E9SRYLsyW01fTDsr2sJm6PwrTbVO85dxNU859Wbfmvpy6T1JLIqW0Pk8dIPm8YYw1+i0aWA7JCohTp06ptWDfvn3a+dfV1cndu3fVaRKqqqpUDKxfv17KysrUiRIhgJMjqy5YUon/A9efPXtWxYPrWLlt2zb1c+A7X0TofG9lHNPGilHNjAvfcEYzP5P1dyfL9vBZsi9ykUa9O5O4VRuuWw9O6G6RBIpJLo6QzLIEyavO0MasprlcfSMGar0668h5BtfCwPJKHM8s1K0xEsFR8XzSDi2rrFrYHj5TKhqLvWdFqpvK1Z+I7dopyzjzMt3mP+1AQjyw62RY9gUpqy9Q59/WjuZRH1fFMJ5Fn0QDvgvjxo3T9MYbb6hVgM8CnTvLJ3GSRES8+uqret1rr72mKyyYD2TehEQMBnwh3O9hmoPvYWUFwoPPcA5fCERGIPMtYxWWY15NPaANndtwISAwtTJqolFzl2kykiLRkXvSV9QK4Elf1U2ycNLCMYygN6tuvaEjJYJLMT97PH69NqzX0g7JnazTci/3qiQUBktaSbQ8rEpR5y2WTmJ65XPcn7QmaIKGwB0rkSyNsQnWuy2h07QOIQj2Ry+VGxlHZFPIVI0lQp1xRQLlmrrEdStvjZcLSTvV+tDQ6rRvjgAxkWC8aPTb0mAMHSzFupC8SxZc+7HMv/ojnapgKoBRz+xL39UY9SztouHDU5sVDERgRCggHKY4jR/CgobQFR4DkWhkt4XNlNKGfJ7S87CGMUJh8EGApdlOvelZlhHh1BfqEfULK174w0saK8UwDBMNoxJG8oyWmDetaCiUwpoceViRolvmJhaGSsyjWxKac1E3ubmSekDOJW3X9eKHYlao7wHbUq+/O1GXf7F+nW25cd5acuNVWXz9ZVnoFSUIktmXPWIEIcLSz/fOIUK+4oy+POKDEdhep2Fl6sMwRgv4G4Rkn/NZFmY6ZZzpCCxnBICiHtU1V3mvNgzDxUTDCwyb5LA9NzsAEpCmoCZLN8pKL4uVpKJwic0P0qmJ4Kyzuq4cf4lziQiQDSpAEAvnk3bqdr2GMdrAD4FyzRbUd7POSI5T9i1mgmE8HRMNhmEYhmEEhIkGwzAMwzACwkSDYRiGYRgBYaLBMAzDMIyAMNFgGIZhGEZAmGgwDMMwDCMgHhMN+fn5JhoMwzAMw+gVNAJaQUWDWRoMwzAMw3gSj1kaTDQYhmEYhvEkTDQYhmEYhhEQJhoMwzAMwwgIEw2GYRiGYQSEiQbDMAzDMALCRINhGIZhGAFhosEwDMMwjIAw0WAYhmEYRkCYaDAMwzAMIyBMNBiGYRiGERAmGgzDMAzDCAgTDYZhGIZhBISJBsMwDMMwAsJEg2EYhmEYAWGiwTAMwzCMgDDRYBiGYRhGQDwmGsrKygISDXwgLCxMNm3apOnIkSOSm5vrPfs4t2/f9l137NgxKSgo8J4Rqa6ulsOHD+u5LVu2yJ07d/R4a2urRERE+D534sQJqays1HOGYRiGYQwPaAS0goqGxsbGgERDYmKiTJs2Tc6dOyfR0dGyY8cO2b1794c69uLiYpk3b54kJSXJ3bt3ZcGCBXL27FnvWZGDBw/KsmXL9Dvi4uJk0qRJEhkZKenp6XrtmTNn9LOrVq2SQ4cOSUNDg/eThmEYhmEMNWgEtIKKhkCnJ44ePSpLliyR5uZm6erq0k5/9erV2sH709bWpsIB6uvr1SKxefNmqa2tlYyMDJk/f74KEL6Da9esWSOLFy9WMbFr1y79frh27ZrMnDlTSktL9W/DMAzDMIYeNMJz+zRgAZgwYYIUFRXp3wgAOvx79+7p373BtMTKlSvlwoULKhLCw8NVILjTFR0dHSoW3nzzTRUW/hYJRMnEiRMfm9owDMMwDGNo6ZNoaG9vl7Vr18q4ceM0vfrqqyoiehMNTGFwzRtvvCF79uxRswb3wScCa4UrBDh26dIlGT9+vPox8DmXtLQ0mTJlynOLBnwmsrOzLVmyZMmSJUtPSRUVFdLd3e3tPZ9Mn0RDTxISEtSKcP/+fe+RD+NOTzAl8eDBA3V0xNKQn5+v57E0HDhwQN5++221NGDNcImKipLJkydLYWGh94hhGIZhGENNv0VDU1OTnDp1Si0P+C/QsSMEEAFVVVW+KQy+GydHHB+Tk5MlNTVV5s6dK/Hx8XoOnwb8IrAy7Nu3T3bu3KnfDVggVqxYoUrIMAzDMIzhoU+ioby8XKciSFgEsBjExsbquQ0bNmjnX1NTo4Jg6dKleh2rJxACpJKSEnWGZMUFvhCcCwkJkdmzZ6tjJFYIpi4QI3yWaxAOrmOkYRiGYRhDT59EQ1ZWlloDSEwpxMTEeM+ICoCgoCDt4JkfITaDe+358+d9qykA8XD69Gk9t3//fp3mAPwe8HlwP3fjxg2pq6vTc4ZhGIZhDA99Eg2GYRiGYbx4mGgwDMMwDCMgTDQYhmEYhhEQJhoMwzAMwwgIEw2GYRiGYQSEiQbDMAzDMALCRINhGIZhGAFhosEwDMMwjIAw0WAYhmEYRkA8JhqIumiiwTAMwzCM3kAjoBVUNLDBlIkGwzAMwzB6A42AVlDRYNMThmEYhmE8CTSC+TQYhmEYhvFMTDQYhmEYhhEQJhoMwzAMwwgIEw2GYRiGYQSEiQbDMAzDMALCRINhGIZhGAFhosEwDMMwjIAw0WAYhmEYRkCYaDAMwzAMIyBMNBiGYRiGERAmGgzDMAzDCAgTDYZhGIZhBISJBsMwDMMwAsJEg2EYhmEYAdFn0dDV1SUdHR2+1N3d7T3zYfheruEz/vAZ/+/gOpfn+X7DMAzDMAafx0RDW1tbQKKhsbFRdu/eLePGjZM333xTZs6cKREREY91+i6lpaWyd+9eve7y5cveox6ysrJk2rRpeu7tt9+WzZs3S3Nzs9TU1Mj+/fvltddek7feekvmzJkjGRkZHxIdhmEYhmEMHWgEtIKKhqKiooBEw82bN+Wdd96RBw8eaCd/7tw5WbVq1Yc+i3VgxYoVsm/fPlm9evVjoqGpqUmWL1+u5/jv1tZWmTBhghw7dkxCQkJk7ty5kp6ertfu3LlTr62qqtK/DcMwDMMYeujn0QoqGgKdnjh8+LAsXLhQWlpa9O+UlBQVBbGxsfp3TyoqKj4kGrh2/vz5vvu1t7erOJg6daps27ZNxYNLaGioHudBDcMwDMMYHuizfdMTgYqGmJgYmTJlipw9e1aCg4Pl+PHjKgCYouiN3kRDWFiYLFmyRAoKCvRv/BZOnDgh48ePl02bNqn1wiUhIUHeffdd37WGYRiGYQw9fRINXBcUFKQWB9L69etlxowZEh0d7b3icQIRDXzn6dOnexUNiYmJMmnSpOcWDUydMKVhyZIlS5YsWXpywk0gEPokGnpy7949WbZsmaSlpXmPPE5vogGBsWDBAsnLy9O/mZ7AYRLxsXXrVrU6uISHh6uzZXFxsfdIYCAaqqurLVmyZMmSJUtPSUMmGujI161bp6sdGhoa5MaNG3L16tXHHqA30ZCbmyvz5s3TY3hi4gg5ffp0OXr0qE53rFy50ufDcPDgQdmwYYOuqjAMwzAMY3jok2hISkqSpUuXaqLjx3GxvLxcz9G5IxDo4Fk9wd9YFF5//XWZPHmyXsvySYTC7du3Zfbs2bJ48WL9Ls4hMLKzs3XKY9asWXqcFRjcE78HwzAMwzCGhz6JBiwKWApIXI9pwwXxUFZWpl8K+fn5vmtJ+CW4VghWX/C3+z2uJQFxgHhwP0OsB6YvDMMwDMMYPvokGgzDMAzDePEw0WAYhmEYRkCYaDAMwzAMIyBMNBiGYRiGERAmGgzDMAzDCAgTDYZhGIZhBISJBsMwDMMwAsJEg2EYhmEYAWGiwTAMwzCMgDDRYBiGYRhGQDwmGgjpbKLBMAzDMIzeQCOgFVQ0sL+DiQbDMAzDMHoDjYBWUNFg0xOGYRiGYTwJNIL5NBiGYRiG8UxMNBiGYRiGERAmGgzDMAzDCAgTDYZhGIZhBISJBsMwDMMwAsJEg2EYhmEYAWGiwTAMwzCMgDDRYBiGYRhGQJhoMAzDMAwjIEw0GIZhGIYRECYaDMMwDMMICBMNhmEYhmEEhIkGwzAMwzACwkSDYRiGYRgB0SfR0N3dLZmZmXL69GlNly5dkpycHO/Zx0lJSfFdd/36dSksLPSeEamvr5cbN27ouTNnzkh8fLweZ6/u5ORk3+eCgoKkrq5OzxmGYRiGMTw8JhoqKioCEg3FxcWybNky2bNnj3b6u3fvlh07dkhJSYn3Cg+5ubkyb948PY+w2LRpkxw8eFBqamr0/Pnz52XRokVy8eJFuXLlisyYMUPFAgJkxYoV+jm+n3udO3dOmpub9XOGYRiGYQw9aAS0gooGRv6BiIa0tDQZP368ZGdn699RUVHayXPcnwsXLsisWbNUJKBMuG7lypWSlJSkgmLhwoUSHh4uHR0d0tbWJkuWLJHVq1fLyZMnZfPmzVJdXa3fg7iYM2eOlJWV6d+GYRiGYQw9aAS0goqGQKcnmCqYO3eubNmyRYqKimTDhg1y/PhxaWpq8l7hAdHw9ttvS2lpqf6NyFi7dq2EhobKvXv31MqQn5+v5xAO+/fvlwkTJqhgYFrCJTIyUt59993HpjYMwzAMwxha0Ah98mnIy8tTqwCiACtDQUGB9+wHNDY2yoIFC/SayZMn67+k4OBgCQsLU8uC+znujcjAgsE0BtMRLqmpqfr53u7xNLBwYNGwZMmSJUuWLD05VVZWat/+LPokGvAtwCKALwJTBkeOHNGphgcPHniv+ICWlhZpaGjQhKMjAoNpip6iAUvD4cOH5Y033viQaIiNjZWJEyc+t2ggA/hNlixZsmTJkqUnp66uLm/P+XT6JBoOHDggy5cv1w/Cw4cPZdWqVXL37l21LiAQej4AouD27ds6JcH1+DUwxZGRkaGdOysmmJbAerFr1y6dquAzcPPmTVm6dKmUl5fr34ZhGIZhDD19Eg10/u+88476GnD91atX1WqQmJio/g10/EwN4OPAeRKWBZwZEQCAKWTdunVqVUhPT9clnJMmTZKIiAj9/vnz5+tSSz7LdfhMIEgMwzAMwxge6JOfWzRgATh69KiO/klYGXBsBKYVcGLE2oAYcK9hWoI4Df7gF7Ft2zY9j+UCB0nA0fLy5cu+zx47dsy3ksIwDMMwjOGhT6LBMAzDMIwXDxMNhmEYhmEEhIkGwzAMwzACwkSDYRiGYRgBYaLBMAzDMIyAMNFgGIZhGEZAmGgwDMMwDCMgTDQYA0pra6tG9zSM0QrRbAl/T3tojBx4H+yGHGi4Y2NweOFFA4Gk2IWzpKREE6Gq2VtjOKHTJaLmcD8HAbrYW8TNG/IJUfA05s2b99gOpQMBz8G9ewvwRSNCdFH2d3fDjg8lbBHLsw2XUKLO8vt5P729G6Kyco7nfFpjy/dQ5mpraweks+S9VFVV6b8jiUDqN3vcsLHe/fv3vUcGluEsr/4gjNy6zbsaCWLfLcsk6hV134VowUQbJnqwP1wzkMH/aPNI/u+HaMTUj4GoG88D9Yey4uYJiecYTuH0wouGffv2yeuvv677YJDYeOvUqVPDGoGSHceoHOwGOpyQD4QLnzlzpubN4sWLda+QpzEYooHv+9nPfqY7pvYMJR4TEyPTp0/XrdPZpn0ooZOm/Lz66qsSFxc35A0K0Ijwfn7yk5/InTt3vEc90CmcPXtWfvSjH8mhQ4dUODwJOo0TJ05oXtMo9Rf2lqG8pKWleY+MDBADISEh3r96ZzBFAyKOHXspsz07v6GEsnHt2jUN3U/dpr3Jzs72nh16ECxECOZZZs+erf/SluzcuVM7TehNNNB5EjF42bJl3iP955VXXtHdltkWwYUdmDdu3KhiYiihvZ01a5bvPZFWrlyp9Wq4hMNjogHF9iKKhjVr1nj/8mQIwoEdN12VywZb7LQZHR2tobFdGJWxc6d7nAZhIOhNNFCh6SB5jpycHD1GB8qzUbDc56DiDVTnhWhgEzHUf08QVdyPlJKS4ssrKjqfc89RuJ9lnXgWdGTsW0LF8c8TRox0htzTf+t0fn9CQoLen4bf3eiMCk/e8rzkpdsY9RXe+fr167W87Nixw9cpkzc0OPn5+foMCAr3GXhmOlSelWfob0PtigaegTzy39qWcsG+LVOnTpXt27erMADEFfd23w8wqqLs88wDMQL2Fw28f3bAJf/dhi4rK0vLKpY+3gcdAc9DOebYYOGKBspIYWGhPocLeUnd4thgiQZ+I9+9ZcsWn7imw+S+PI9bdymnbj0n/9z8cRP5ScffV/iN77//vu44DJQH3r0LZYf7cNx9DsQk7Q3P4rY3lONAtlN+FtyPQQF54rYXlFf2NKLs0tb5iwbqEe+H51+7dq3+FtpG/9/QV151BgHUJbY+cMuiv2hw67CbP24dJn94L/7WEco/5aqveUS+8JvdbRoAkUSdpv4A/Y77Pmj33HoOfJ5nJG+Ki4u9R/sH7QS/UUUDjeiLLhqAjbgowDRmVBIaXjpPdt/kOMfINPbZYG8MjtN58IIGgp6igUKJ4iaxVwc7hWK64zjXUbE4TiNNQX/aiPJ5eJJoQCwxKuV+/HaULzuc0ojRgfM3x6lk/E2h7Q80JCjsPXv26He6UCHJ97179+roxBUNNC68M/KEvGGfFN4Xm6XxN89HJ9/bVu7Pw40bN/Qely5d0kaGckGnSOXFesXzkg/k08GDB1VM0DFgFSFfd+/erZuy9QdXNJw5c0ZHR25DwrtgIzl+J8/oigYaDnaQ5bl4Bp6b8kbjyPOwg+1AlB9/0YBgIt/Ze8adrqDc8hzJycm6zf7WrVv1mXiPPHd/OsSn4YoGvv/kyZP6HC68R8oX5XWwRAPfT5tz69YtbTuoS5QL3oX/pny8NzbzQ8DxHOQfn6X9efPNN/Xa/ogrhADWDspNT8uS24G7ZYQ6RmdMvjCiZ68hyhNClbo0EFZZnoPf59/W8Ntpixlp0xb7iwbqMs/IcyAY3nrrLW0HuL6/YNXEQkf+uBssuqKB/pF6TxvMvUn8N20xZZ53SgcOCAzKM+1BX60CvYkGIE+oq9Qn6hXvgvfFtfRLlA0+y/PwjPQd1O+BgDxAK6hoQOWaaBBtyKgcdIS8CBp/t2LRAFOZUXTsxElBAT4zUEqup2jgu6k0vB+e47333tNno6BSKLCK0PhQsRmNu8q3vyAaKJyM5qnU58+f18LCxmJ0CK6qp5Gnk+b3IxI4BzyT2/D0xwqDaCCvyQe3c2Y0QuWg46Fi+4sG8oZnYQRHp0yDSyPJdXSwVMD+zt/yHqiIPBuNA+WF/KGhc0UDu7UCoyEqNY2/KxoQEQMxQnNFA++ERo3OF7gPf/P76WBoOBANlC1+P2WJ90OjjwAcTtFAB80uuEDHTVkiTweD4RQNlEkEEqN8rD2UaTq5p4kG6g31m+fkHO+Oska+9gfeN/XH7fz4Xve9s3kgbR7wbJxHeJMviHc6UJ6FskQ+0Zn3F9oJ2uKeQoh6Sz7xfK5ooO7wL/WMejzQ0xOvvfaa1ifqM/lDHXNFA1OAPA9liLqO1YGBGs9Pe0hf4lpLaBd5Lv+R//PyJNFAeaGekD8zZszwWYywanI95YpnOXLkiD4L9Y52cSBAI9B+mGjwwxUNV65c0QJBRaFQoGTptHhJjBSoXBSagaanaAA6be5PBUYYoHYRB5jm3N1BgWejcAzEfBeiARHAvWnw+c1YOOhkJk6cqM9DIq+4L2WH66k0QHkKDw/XfOrPVADfx6gCawGVhUaUe9GoUnmpKP6igQ7TfTbeH5+l8iEayNeB8H1g+oHvQjwCeUIe0BnRmE2ZMsV3H94nZYzjrmhwRyP9xV80IKYYhVIuEAs0Kozc/EUDcI5yT8fEaApROJyigTrlmsARD4xkB8s/ZThFw8WLF1WEA++CeyE86WyeJhpo+MkT3gsd50CIBuBelEO306W94xhTfYhc6g/PwUie6RTyhfxKTU31foPodeRbf+H7KX+9iQY6buo4v52yjv8OZZa8oZ0bDNFAXaVuMSjD6uCKBtpE8oB2EBAttE9cR5lyLSZYMbHQcH1/+ogniQbKBm0/z/nqq6/q37wv6jz9A8/rWmgGYnDij4mGXkQDLwg1SadNp0OFpqHhOAqOjoIOlIaQ0dpA01M0UCkZEdIx0OBTiZ8mGlC4AyUa+O3+JkMqAB0knTT54SbyhErsLxrckf5AiQbKJ5WEToaGlDwhD3qKBiowjTHPxXU0OgMpGmgcaEjooPluGgc63x/+8IcqknqKBho+Gv3BFg3kD3lDA0yiEwJ/0UCnTEPPv4ya6NgHWzQw0qGcBioaeH/uuxxoXNHAc1BPeA6XwRYN5DtlhvJCeeAe1GXqDu1Qb6LBrW/jxo3TeuTWr4F4Ry7UW8oAvx0LD6LBrT9uop71JhoYUCGG+otrTfFvJxjJIxSo+0y78d/kIfWeY/gUUeYHSzTQflFHKI90xq5ooE+g3gHX8N54JuBd8jt4Z7wv8qo/bfGTRAPtPBYXnpMyheBz3xXHuC+igbZxIPoCf0w09BANFE4aOwoCDSmFmcLi33Gi3HgpdBQUZKBz7O8cuQtzdhRUVzTwfO78FY0wJs7hEg18LxWDxsu/8XDhOEoX+Bx5R4NE5eorrmgATLx0klg6OE6H1FM04P2MuY4GmNEkzzSQooGOn3xH2fM+3ITQpEGh0jIv6jamvEfeJ88w2KIBMfPTn/5UG3PKEfiLBkQUjRnvA9PzYFka3HdCvgCdEIn7cOyNN94YctFAh8h9EQ3UYe5NfaEeMdqn4ef9DYZo4F7cm3xxywttBnmEWKEsb9iwQd8n0xfUIf7mXVDOyDs+Qxnq6YPwvFBnELcMfIB3wrQrdZVO2x3F9oR8obzQIfJc5A9+NAMxlUR9oBwzJeAKSyxUHKPMUl5pa6m/5CGiinYaUUU9Ix8HClc0ABYF8oM6Rf7QrlBe3edEcFHXeH9AXtBmUseZKnQdoPtKb6KB+jxt2jRtx2gP+e3uu3Th2fgcgwfyiETdHghMNDiigQaekSHJrcSuByyVg0LjnudlUUB4KbwoKg3HUaKuE1pfoVFnGoQGixGsK0IoMNyDEQCdJY3+cIkGcH87CtfNFxo1rqODZj6UYzwrI4D+dkL+ooFKynPxHtxGvadooJHFMQoPYxo58mggRQP35Xe5/iwulBsanMuXL+vIELFHPuCDwr3Jt8EWDTT63I9OgJEa+IsGOgi3LJGHA21p4B7uu+f76KAAoUnZ5LfzTmiAh0o0UC6pwywfJm/4rUCDTr2lrDAqIy9cM/xAiwZGhVgYsFK5kFe8J8oJU4qMonlG8odreWbqMeWMfCNfSTynKwj7AoKJtoP78X18N5YP6ghlCFHiniORN1iJyBfKPXWNuoUIomwNhPmbusHvxPJC2eS+/Dff75ZHVzTw23mHPAf5RH3mWXhO2sX+4i8ayA9+N+WZdo13huDi9/OclCfqj9tfcD2jfr4Dccrf/YF3Qv32b2tpz5iKJN/5fsqpf/ngXXKeZ6XOIUApU7RPA8ELLxpo1HjhFEwSo9Oeo2IqunsN/7oNIY2y+zmUXH87aj7P97jf5xY4/uW53PvzPDwjx7nO/3npVHs+f1+hInOv3hoF/9/u//u5P5/zP95f+D73e3gW/uY+bv7wLPzt5r97f/KKfOM3cC354j5nf+B+fI97fxe+n/syhUWDQsXlb57B7cC5t//f/cXNc/edkz/87ZZR4L/936N/WeJ3cH6gRAPP4363/zOQVzyXmx+cI7nH/d/lQLwjf9w84t7860J+kC/uM3Ff/uYZBvIdQc93APw3x7kv7899RreOk5j+RGBhMeMciU6Kd0Wn0Ff884TUM8/52z3H81Cn6DzptBG8HOPcQLU1wP3dsul/Xxe3bLhlhecnkY9c2/P6vsL3+L97t4zyrrgXf/vXoZ73JE96fkdfce/t5gmJPPAvR+Qb93PPc71/HnGM8wP1rl540WAYAwmVmVEKir+/Fo2hgsbNtVoxojRGDkwhMXJklIgFgIRgYDWDazEZKlzR0Nu0pPHiYKLBMAYQRAMey5ic+zufOVRgEWHKixGtO01gjBxokzEvu4kp1eEoW4gFLFFWRl5sTDQYhmEYhhEQJhoMwzAMwwgIEw2GYRiGYQSEiQbDMAzDMALCRINhGIZhGAFhosEwDMMwjIAw0WAYhmEYRkCYaDAMwzAMIyAeEw1EhjPRYBiGYRhGb6AR0AoqGtgkxkSDYRiGYRi9gUZAK6hosOkJwzAMwzCeBBrBfBoMwzAMw3gmJhoMwzAMwwgIEw2GYRiGYQSEiQbDMAzDMALCRIMx6sBzd/v27bJhwwbZtm2bZGVlec+IRERE6HHSwYMHpaioyHtGJCwsTDZv3qzndu3aJe3t7Xq8oqJCduzYoce3bt0qycnJerw3SkpKHrt3enq694yH/fv3++5/4cIF79GRT35+vuaX++z379/35U9SUpLvOL/PP79jYmJ8+bFlyxYpLy/X46WlpXL06FHf5+7cuSONjY16rie8o8OHD/uujYuL893bhc9ev35d9u3bJxkZGd6jIxt+14kTJ3y/KyQkRJeqAWXOPU5Z9C9HaWlpWrY4R7nsWcbq6urkzJkzeq6mpsZ79HEop6dOnfLd4+7du9LW1qbn6uvrH3vXpJs3b+pxw3gWJhqMUQUN5unTp+XkyZOSmpqqDefGjRu1kUxISJApU6bIjRs3tDNbv369dmg0rJmZmdrh0Xnxuffff1+OHz8uLS0tcu7cOe20OE5junr16l7rQUNDgzbWx44d02v37Nkj69atk8LCQj0fHBysHSfngoKCZMaMGfocIx06CwSO/+9avHixCoDi4mKZPn26HDp0SDtzztHJINz43eQ/nSGfW7Rokf7+pqYm7eDJb47z2Xnz5snDhw+9d/wA8vTy5cu+/Ocz3Ntf7EFubq5MnDhR5syZo+JvNEAeIBr4XZS19957TwUXAogyhkDlHOJq7dq1+huBc1FRUZKYmKhle8WKFVJZWanngHJGPrz11lta7nuD8nfkyBH9fuoK7xAx0t3drd/F++C9cJ5EfvcUaobRGyYajFEFZRQRQMcE4eHhsnTpUsnOztYRG0KhtbVVurq6VETMnj1bOzvEAZ9zG0Y6KTo5ruO4OwqOj4+X5cuXa4PdE/fe7rU07MuWLfONBBE0nIeysjLtCBAkIx1+V21trXbggGVh6tSpKgzOnz8v8+fP199MXmGBoFOn42bkWlVV5ctTOsl3331XryMv3JErlgHeA51TT7g317r3TklJ0Q6O9+nCud27d6tAW7ly5agRDf6/i/I6adIkFa2IrGnTpul5oPyQx6Ghofo3ZYd8oYMnHyZPniwPHjzQcwgLrBCIYYTvk0QDee/mf3Nzs94PMc27QTRQ9hEWhvG8mGgwBoTuQf4fd+gNRl2MzGhMEQ+MlmlsgWMLFizotXFkxEyn3pPo6Gj9PkZlzwLBwrX+5nruTWJUzcgyNjbWe+b50F/s/N+gJ8/tHgORNWvWLB190kFhPXDJyclRoYRA6AkCg8+5uHlx7do1fTeBtC2Ikrlz5/pG3ZjzsSytWrVKO1fyu++ioeePH6TUC+TlO++8o6IU6wPCywVxhlDFIuCKYaCDR5jS4fN5RMbevXvVGnbr1i2ZOXPmE0WDP1yDBY6yzftANFA2f/rTn8q4ceM0vxGKhhEIJhqMfhP56LrMu/JDmXj684OW9kct9d7tA+iYaWwZzTOaWrJkiZqBaRiBxpjO5vbt2/q3Cw3xhAkTPjQ3jrkdSwVmXXeEyL+MwkncwwUfAL6bht61PMCaNWvk9ddf10Yas7v/Z56H1XcK5DdnhsvPTbw7aOlfvhcqs694OmcXrDRMP+A7wEgVEzrJhTwljxAC/pAH/G7mzoFODlHGMTooOiysPbwbrnXz1L+TxHLBvbAqcA6qq6vVDI8FglF3f0RD863NUr3gk1I1+08HLdUs/ay0hB/03tEDvwvLAFMNlAfKKGXVBWvNpk2b9Lh/WSIPmIY4e/asCghEKtYWRCr56S8a+F43T12rEHBvd0rJLdP+IEQ4j7jubfrIMHpiosHoN+eTdsrks1/qtbMfqDT70ne9d/NAw4hVgVGw23AiIOjwXdFAI0hjiDXCBQc0jjEqpry70Ogyr09HhyBwoZFmpId/Ap8BOjpGvzTEdI69gT8AI3IcL13nt+fhB4fS5Z9PCu61sx+o9M/eDZbPbf1gGoY8RQTRgeHLAPgs8LcLlgbyGcc5Fzo95t2ZI+8N/Eno/JgS4h5MI5GnmNc5BuQpnSMdK8LEBWHGO8jLy9NOE7M678E1vT8P9XvHSdWcj/ba2Q9Ymvtn0njqA2sLv4vnpSxQ9iibOCguXLjQe4VHiJF/+Mu4IpPOn7LjWnkQtJRNrAzkxZUrV3QKCcsFeYH1gjwlIbqYJuO7EK7c232fvYHzMJaP3qaPDKMnJhqMfvOgPEEORi+XLaHTBy0FZZ7UezGCovGlgWXE65qxgc6IOW8aZsoyFgUaQzo65t1pbOmAEBvuCJdrGc3SCNNB0cE9Ce5NB0knQAPuP+8OfL/r00DnyMgRy4M7an4eziVVyjf3psrfbUkctPSVnclyOLZM78czkqcIIfLLBSsO/gh0TOQp0y3kMf4iQIeHqNi5c6dPHDG6pZNyfzedF52fa73oCaNdBBvvpmf+03HyDklMfWBOp7Psi4Npa+IVaTj0jtTve33QUsOxqdKWfkfvx++/ePGiiizKBlDe7t27p34KrnMjq3UQDe5UFiIYsYZVxQVxSvl28wJxwPQCUwsIh56QpwgG7u1fTrk/ZZjVLYBl6erVq5r3ZmkwAsFEgzGqoNM5cOCAvP3229opM/okUW4RCUwLYL5mzpeOnY4QXKsDjSzz8XyGERaNMaO08ePH66jX/T4aWjo/fxACWDIwl+Px7l7LdyNKGAVi6uUY5ns6Ap5jpMO0AZ02c+5YC9zfhfMdUziYwTmObwidGSsc6PAQWwgIOnEsD3wmMjJSfQ+wGjD/zjHeAZ2X/7I/F7fT4n3yXt17c9+eFpr+Tk8MJZQH93f55yk+G0wTMD3BVAzHyE/KDR05AgtrC+IIh0nOIzJ6tss9pyf84d6UO+6NUHPvjdAjT92VRRy7dOmSClvETV+sN8aLh4kGY1RBw0ZjTAfjn3Deo0NCCLjHaBBdD3U6djov/8/QmDOyRUT4HyfR+bmmYhdEA2Kg57U0wnS8TGsgPNzjPX0pRirkKR26/28i0WnRAdHZuMfoXFxTNyZzrC7+n0FMYeYmL/yPI+h65ifQgXIf/2tJTCkhKPzBwsTqg9EwIqY80Nn3/F2M/rFYYc1xjyGwXEsE1gmsO/6fQahSvv3her6rt46efENU+H8HiXfHvclzBLd7nHfv1hPDeBYmGgzDMAzDCAgTDYZhGIZhBISJBsMwDMMwAuIx0YBTmIkGwzAMwzB6A42AVlDRgAONiQbDMAzDMHoDjYBWUNFg0xOGYRiGYTwJNIL5NBiGYRiG8UxMNBiGYRiGERAmGgzDMAzDCAgTDYZhGIZhBISJBsMwDMMwAsJEg2EYhmEYAWGiwTAMwzCMgDDRYBiGYRhGQJhoMAzDMAwjID4kGjIzMyU7O9uSJUuWLFmyZOmxhEbwiIaf+7n/H+/r90pAlLLcAAAAAElFTkSuQmCC" width="525" height="337" alt="Et billede, der indeholder skærmbillede, Kurve, linje/række, tekst AI-genereret indhold kan være ukorrekt."></p><p><span>Tabel 2. Beskæftigede i Hørsholm kommune, fuldtidspersoner.</span></p><p><span> </span></p><p><span>Data for beskæftigelse er hentet fra jobindsats.dk og viser antal personer omregnet til fuldtidspersoner, der har haft lønindkomst i Danmark (alternativt dansk indregistrerede virksomheder jf. CVR-registeret) inden for den valgte periode. Faldet i sommerperioden samt det store fald mellem december og januar er normale sæsonsving.</span></p></div></span> <div><h3>Beslutning Erhvervs-, Bymidte- og Beskæftigelsesudvalget den 16-03-2026</h3> <span><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>Udskydes.</span></p><p><span> </span></p></div></span> <h3>Beslutning Erhvervs-, Bymidte- og Beskæftigelsesudvalget den 20-04-2026</h3> <span><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>Taget til efterretning. Udvalget ønsker ikke længere denne månedlige sag på dagsordenen. Oplysningerne kan fremover indgå i kvartalsrapporten.</span></p><p><span> </span></p></div></span> </div> </div></div>"
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