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"fi": "Vaihtoehto 2 ( lopullinen väri punaruskea)"
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"fi": "Tässä vaihtoehdossa on seikkailuradan tuntua. Pienten puolen liukumäkeen mennään tunnelin kautta ja isompien lasten liukumäkeen tullaan verkkosiltaa tai kiipeilyverkkoa pitkin."
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"fi": "Kuva Ehdotus uudesta keinulautamallista"
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"fi": "Toimisiko keinulauta hyvin leikeissänne?"
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"fi": "<p>Mitä mieltä olet keinulaudasta Pahaniemenpuistoon?</p>"
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"fi": "Valitse neuvola alla olevasta listasta."
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"fi": "Kustavintien neuvola"
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"fi": "Ypsilonin neuvola"
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"fi": "Mullintien neuvola"
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"fi": "Paattisten neuvola"
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"fi": "Pansion neuvola"
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"fi": "Runosmäen neuvola"
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"fi": "Syvälahden neuvola"
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"fi": "Kirkkotien neuvola"
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"fi": "Lausteen neuvola"
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"fi": "Mäntymäen neuvola"
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"fi": "Varissuon neuvola"
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"fi": "Vasaramäen neuvola"
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"fi": "<p>Missä nykyisistä neuvoloista haluaisit asioida, Jos saisit vapaasti valita? Millä perusteella? </p>"
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"fi": "Karttapiirros Aninkaisten pääliikkumisyhteyksistä ja teemakaduista."
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"fi": "Teemakatujen elävöittämä katuverkosto"
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"fi": "<p>Aninkainen koostuu kolmesta vaikutuspiiristä, hermokeskuksesta, joiden kaikkien ytimessä on kaupunkirakenteellinen ja toiminnallinen polttopiste. Vastaavia kohtia voidaan löytää keskustasta muualtakin. Esimerkiksi Kauppatori ja jokiranta ovat vastaavalla tavalla merkittäviä paikkoja. </p>\n<p>Yhtä tärkeää kuin näiden kohtien olemassaolo on niiden väliset yhteydet. Orientoitavuus kaupungissa perustuu tunnistettavien kohteiden havainnoimiseen liikkeessä. Aninkaisissa tätä helpotetaan ja korostetaan luomalla painotuksia reitteihin. </p>\n<p>Eri luonteiset kadut kuuluvat kaupunkiympäristöön. Aninkaisten vaikutuspiirien alueella katuja teemoitetaan vaikutuspiirien ydinteemojen mukaisesti. Syntyy teemakatujen verkosto, joka kutsuu kulkijat käyttämään julkista katutilaa kulloisenkin tarpeensa mukaisesti. Työmatkapyöräilijä valitsee nopean pyöräbaanan reitikseen, Kauppatorilta ”johonkin vaan” suuntaava flaneeraaja haahuilee lepäämisen katua pitkin kesäpäivästä nauttien. Parkin kentän liikuntapalvelut laajenevat katumiljööseen parantaen urbaanin liikkumisen mahdollisuuksia keskustassa.<br>\n </p>\n<p>Tarkemman kuvauksen Aninkaisten pääliikkumisyhteyksistä ja teemakaduista löydät <a href=\"https://www.turku.fi/sites/default/files/atoms/files/aninkainen_kokonaiskonsepti_opt.pdf\" target=\"_blank\" class=\"\" id=\"\">raportin</a> sivuilta 50-53.<br>\n </p>\n<p><u>Elämysten teemakatu</u></p>\n<p>Elämysten teemakatu yhdistää Samppalinnan ja Elämyskeskuksen alueet. Elämysten teemakadulla Kupittaan patsaspuisto saa uuden sisaruksen keskustaan. Täällä joukkoliikenteen pysäkit ovat taideteoksia. Valo on läsnä alueella adaptoituvana katuvalaistuksena sekä sitä täydentävänä valotaiteena. Taidepaikkoineen, pienine esiintymistiloineen ja liikuttavine ympäristörakenteineen kadusta muodostuu immersiivinen alusta jonka ilmeeseen ja toiminnallisuuteen on mahdollista vaikuttaa esimerkiksi valaistusta ohjailevan applikaation avulla. Kadulla on pieniä tapahtumien paikkoja ja sinne voidaan ohjata tapahtumakulkueita. Elämykset, tapahtumat ja muuntuva katuympäristö tekevät katualueesta kiinnostavan tutustumiskohteen.</p>\n<p><br></p>\n<p><u>Liikunnan teemakatu</u></p>\n<p>Liikunnan teemakadun, lenkin, reitin tai lenkkireitin lähtöpaikka on Puutorin ja Parkin kentän alue. Niiden liikkumisen ja leikkimisen toiminnot jatkuvat erilaisina ympäristörakenteina, pinnoitteina, alustoina ja välineinä luoden keskustan ytimessä asujille parhaan mahdollisen lenkkeily-ympäristön. Reittiä reunustavien talojen kivijalkojen liikunnallista elämäntapaa tukevat toiminnot sporttibaareista joogastudioihin voimistavat teemakadun luonnetta. Lenkkeilijälle reitti tarjoaa ennen kaikkea virkistävän lenkin jokirannassa ja miellyttävän juoksualustan asfaltin sijaan. </p>\n<p><br></p>\n<p><u>Lepäämisen teemakatu</u></p>\n<p>Lepäämisen teemakatu yhdistää Matkakeskuksen alueen Kauppatorin alueeseen. Näiden etäisyys koetaan nykytilassa suureksi ja sitä halutaan pienentää. Sitä voidaan pienentää mm. erilaisin ehdotetuin joukkoliikenteen välinein sekä liikkumisympäristöä jäsentämällä esimerkiksi eri välineille osoitetuin kaistoin. Lepäämisen teemakatu luo kiertotien kieltämällä ongelman. Miksi pitäisi päästä nopeasti Aurajoen rantaan kun välillä on niin paljon muutakin kiinnostavaa? Kivijalkojen toiminnot laajenevat katutilaan ja houkuttelevat pysähtymään terassille. Katualueen istuskelurakenteet riippumatoista lounge-tuoleihin houkuttelevat löhöilemään ja vehreät puistokohteet viettämään aikaa. </p>\n<p><br></p>\n<p><u>Saariston teemakatu</u></p>\n<p>Saariston teemakatu tuo saaristomaisuuden keskustaan. Saaristomaisuus näkyy ennen kaikkea ympäristön rakenteissa ja viherympäristössä. Erilaiset merelliset kivet, kivikot ja kasvit luovat tunnelmaa ja tuovat saariston tuoksua kaupunkiympäristöön. Erilaiset vesiaiheet toimivat sekä hulevesien hallinnan välineinä että viittauksina saaristoympäristöön. Pihasaunat elävöittävät ympäristöä tuoksuillaan ja äänimaisemillaan. Puistojen, terassien ja pihojen laiturirakennelmat vahvistavat vaikutelmaa.<br>\n</p>\n<p><em><strong>Minkälaisia ajatuksia sinulle herää teemakaduista? </strong></em></p>\n<p><em><strong>Uskotko, että kuvatuilla keinoilla voidaan edistää saavutettavuutta? </strong></em></p>\n<p><em><strong>Koetko, että Åboksin kaltaiselle autonomiselle kulkuvälineelle olisi käyttöä? Tulisiko innovatiivisia kulkuvälineitä suosia laajemminkin keskusta-alueella?</strong></em></p>"
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"fi": "Tori oleskelupaikkana"
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"fi": "Minkälainen on houkutteleva, siisti ja turvallinen Kauppatori? Miten tori voisi palvella eri ikäluokkien tarpeita?"
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"fi": "<p>Uusi Kauppatori kutsuu ihmiset viettämään aikaa torilla ostosten ohessa, busseja odotellessa sekä ihan muuten vaan. Kauppatorille on tulossa istutuksia sekä penkkejä ja pöytiä oleskelua varten. Ravintola- ja kahvilatarjonta monipuolistuu. Torin valaistukseen on kiinnitetty huomioita ja se on muunneltavissa vuoden- ja vuorokaudenaikojen mukaan.</p>"
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"fi": "Kesäkadulle tuotiin mm. pyörteline. Kuva: Marie Nyman",
"sv": "Bland annat hämtades en cykelparkering till sommargatan. Bild: Marie Nyman"
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"fi": "Kokeilun vaikutukset ihmisten liikkumiseen",
"sv": "Försökets konsekvenser för människors rörelse"
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"abstract": {
"fi": "Kokeilun tavoitteena oli edistää kävelyn ja oleilun olosuhteita Turun ydinkeskustassa. ",
"sv": "Målet med försöket var att främja förhållandena för gående och vistelse i Åbo kärncentrum. "
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"fi": "<p>Kokeilun arvioinnin kannalta on hyvä tietää vaikuttiko kokeilu ihmisten liikkumiseen, esimerkiksi <strong>kävely- tai pyöräilyreitin valintaan tai kulkutapaan (esim. kävely, pyöräily, henkilöauto)</strong> tai houkutteliko kesäkatu ihmisiä <strong>viettämään aikaa ja oleskelemaan keskustassa</strong>. Myös väliaikaisten liikennejärjestelyjen toimivuus ja ihmisten turvallisuuden tunne kesäkadulla ovat arvioinnin kannalta merkittäviä tietoja. </p>\n<p>Kerro mielipiteesi avoimessa kommentointikentässä. Myös karttamerkintää voi käyttää vastauksissa.</p>",
"sv": "<p>För bedömningen av försöket är det bra att veta om försöket påverkade människors rörelse, till exempel <strong>val av gång- eller cykelrutt eller färdmedel</strong> (tex. gående, cykling, personbil) eller lockade sommargatan människor att <strong>tillbringa tid och vistas i centrum.</strong> Även information om hur väl de tillfälliga trafikarrangemangen fungerade och hur säkra människor kände sig på sommargatan är viktigt för bedömningen. </p>\n<p>Berätta din åsikt i det öppna kommentarsfältet. Det är även möjligt att märka ut ställen på kartan.</p>"
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"fi": "Huolestuttaako esirakentamisen vaikutukset ranta-alueisiin sekä asutukseen ja yleiseen viihtyvyyteen?"
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"fi": "Ei yhtään"
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"text": {
"fi": "Vähän"
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"fi": "Jonkin verran"
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"fi": "2.\tVaikutukset ranta-alueisiin sekä asutukseen ja yleiseen viihtyvyyteen"
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"fi": "<p>Ihmisiin aiheutuvat vaikutukset johtuvat pääasiassa rakentamisen aikaisista vaikutuksista. Erityisesti kesäaikaan rakentaminen voi häiritä vesistön ja rantojen virkistyskäyttöä. Myös väliaikainen, rakentamisesta aiheutuva melu aiheuttaa vaikutuksia alueen virkistyskäyttöön. Melu ei kuitenkaan poikkea lähiympäristön muusta esim. satama-alueelta kantautuvasta melusta. </p>\n<p>Maarakennustyöt aiheuttavat myös tärinää ja pölyämistä. Suurimmat vaikutukset lähialueen asutukseen syntyvät aluetta reunustavien penkereiden ja luiskien rakentamisesta. Pölyn määrää säädellään kastelemalla tarvittaessa ylijäämämaita. Ruoppausmassat eivät pölyä, mutta satunnaisia pölypäästöjä voi syntyä, kun sideaineita lisätään ruoppausmassan joukkoon. </p>\n<p><br></p>"
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"fi": "Kysymys lapsille: Mikä on ollut mukavinta Kivakesä kulmilla -toiminnassa? Onko jokin ollut ikävää? "
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"fi": "Mikä on ollut kivaa? Mikä tylsää? Mitä uutta haluaisit?"
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"fi": "Nykytilan haasteet"
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"abstract": {
"fi": "\n"
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"content": {
"fi": "<h4>Käy merkitsemässä kartalle pyöräliikenteen haastavat paikat nykypäivän Turussa. Hyvin lyhyeen ja yksinkertaiseen kyselyyn pääset tästä linkistä: </h4>\n<h4><a href=\"https://new.maptionnaire.com/q/27xcb8n7r9r8\" target=\"_blank\" class=\"\" id=\"\"><strong>new.maptionnaire.com/q/27xcb8n7r9r8</strong></a></h4>\n<p>Karttavastaukset tulevat eri järjestelmään, eikä niitä voi tarkastella enää myöhemmin Kerro kantasi -palvelussa. Vastausten tallentamisen jälkeen, palaa takaisin tähän kyselyyn.</p>\n<p>Pyöräliikenteen verkkosuunnitelman tavoitteena on looginen ja saumaton pyöräväylien verkosto, joka on merkittävä turvallisuus- ja laatutekijä pyörällä liikkuville. Tavoitteen tueksi tarvitsemme tietoa siitä, missä ovat nykypäivän suurimmat haasteet ja missä kaikkialla uusia toimenpiteitä tarvitaan. Lisäksi kyselyn vastaukset auttavat uusien suunnitelmien tärkeysjärjestyksen luomisessa.</p>"
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"fi": "Sarjakuva 2a/2020 Taide: Pukkila Jouko & idea, tiede, tarina: Knaapi-Junnila Sari, Koskinen Jani, Rantanen Minna M."
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"fi": "2. Kysymys suostumuksen antamisesta tai sen epäämisestä"
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"fi": "<p><strong>Mikä allaolevista malleista toimisi sinulle?</strong></p>\n<p>Esittelemme seuraavaksi kolme erilaista tapaa, joilla palvelujen käyttäjä voi antaa ja/tai evätä suostumuksensa omien tietojensa käyttöön. Kaikissa tapauksissa suostumuksien antaminen / epääminen (kieltäminen) tehtäisiin vahvan sähköisen tunnistamisen avulla. </p>\n<p><br></p>\n<p><strong>1. Erillislupa-malli </strong></p>\n<p>Tässä mallissa omien tietojen käytölle kysytään lupaa yksitellen. Idea on samankaltainen hyväksyntä kuin verkkosivuilla, joilla kysytään mihin verkkosivun keräämiä tietoja saadaan käyttää. Erona on, että kaikkien tietojen käyttö eritellään yksiselitteisesti ja niiden kaikkiin käyttötarkoituksiin kysytään erillinen lupa. Malli antaa palvelujen käyttäjälle yksityiskohtaista tietoa, mutta edellyttää samalla asiaan perehtymistä ja ajankäyttöä.<br>\n </p>\n<p><strong>2. Palvelukokonaisuus-malli </strong></p>\n<p>Tässä mallissa omien tietojen käytölle kysytään lupaa palvelukokonaisuuksittain. Palvelun käyttäjälle kerrotaan, mitä tietoja määrättyyn palvelukokonaisuuteen (esimerkiksi rakennuslupaan) tarvitaan ja hän joko antaa tai epää luvan tähän tarkoitukseen. Palvelun käyttäjä pystyy siis antamaan tai epäämään useampia lupia kerralla. Tässäkin mallissa palvelujen käyttäjällä on kuitenkin mahdollisuus tarkastella tietojen käyttötarkoituksia yksilöidysti sekä muuttaa esitetäytettyjä suostumuksia.<br>\n </p>\n<p><strong>3. Profiili-malli</strong> </p>\n<p>Tässä mallissa omien tietojen käytölle kysytään lupaa palvelun käyttäjän profiiliin kytkeytyville palvelukokonaisuuksille. Ideana siis on, että palvelukokonaisuus-mallia (malli 2) viedään pidemmälle luomalla erilaisia käyttäjäprofiileja, joihin palvelukokonaisuuksia kytketään. Esimerkkinä tästä voisi olla huoltajaprofiili, johon on kytketty lapsiin liittyviä palvelukokonaisuuksia kuten</p>\n<p>a. Varhaiskasvatuksen maksun määrittäminen, jossa tarvitaan vanhempien tulotietoihin pääsy</p>\n<p>b. Koulun ruokailuun liittyvä allergiatietojen tarkastus lapsen potilastiedoista</p>\n<p>c. Lapsen koulunkäyntiaikojen jakaminen koulun, aamu- / iltapäiväkerhon ja harrastustoimintaa tarjoavien toimijoiden välillä, jotta palveluja voidaan liittää joustavasti koulupäivän yhteyteen.</p>\n<p>Kuten edellisissä malleissa, palvelujen käyttäjä voi rajoittaa tietojen käyttöä myös tässä. Se tapahtuisi joko palvelukohtaisesti tai yksittäisten tietojen kohdalta.<br>\n </p>\n<p><strong>4. Joku muu malli, millainen? </strong></p>\n<p>Pidätkö jotakin / joitakin edellä mainituista malleista (1/2/3) toimivana tapana hallita omien tietojesi käyttöä? </p>\n<p>Mikäli ei, miksi? Millaista toimintatapaa itse ehdottaisit (4)? </p>\n<p><br>\n </p>"
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"fi": "Juoksukoulu Vartiovuorenmäellä. Kuvaaja Vilma Hildén.",
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"fi": "Miten saamme lisää hyvinvointia? ",
"sv": "Hur kunde vi öka välbefinnandet?"
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"fi": "<p>Miten Turku voi tukea ja edistää kaupunkilaistensa hyvinvointia? </p>\n<p>Mitä toivot kaupungilta, jotta voisit itse tehdä enemmän oman ja toisten hyvinvoinnin tukemiseksi?</p>",
"sv": "<p>Hur kan Åbo stödja och främja medborgarnas välbefinnande?</p>\n<p>Vad vill du från staden så att du kan göra mer själv för att stödja ditt eget och andras välbefinnande?</p>"
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"fi": "Maarian Kylätalon sisäänkäynti on talon itäisellä puolella."
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"fi": "Mistä sait tiedon Maarian Kylätalosta?"
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"fi": "Kylätalon työntekijältä"
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"fi": "tuttavalta tai sukulaiselta"
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"fi": "Maarian Kylätalon Facebook-sivulta"
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"fi": "Facebookista"
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"text": {
"fi": "lehdestä"
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"fi": "ilmoitustaululta"
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"fi": "seurasta tai yhdistyksestä"
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"fi": "muualta"
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"fi": "kuulen nyt ensimmäistä kertaa Maarian Kylätalosta"
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"fi": "<p>Kerro sekä avoimella vastauksella että monivalintakysykseen vastaamalla mahdollisimman tarkasti, mistä kaikkialta sait tiedon Maarian Kylätalon olemassaolosta ja toiminnasta.</p>"
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"title": {
"fi": "Mitä mieltä kentästä lähiliikunta-alueena?"
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"fi": "Mannerheiminpuiston kentästä on suunniteltu monipuolinen lähiliikuntapaikka"
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"fi": "<p>Kivituhkakentän käytettävyyttä parannetaan päällystämällä kenttä hiekkatekonurmella. Tekonurmi mahdollistaa erilaisen pelailun, vapaamuotoisen oleilun, erilaiset tapahtumat sekä talvisen luistelukäytön. Kentän pintaan heijastetaan valaisimin paikallapysyviä sekä liikkuvia kuvioita, esim. tervapatarinki. Kuviot suunnitellaan tarkemmin liikunnallisuutta painottaen. Kenttäalueelle ehdotetaan myös monipuolista streetworkout -telinettä. Kentän ympäri esitetään merkittäväksi juoksulenkkiä esimerkiksi pienillä ’kilometripylväillä’. </p>\n<p>Osa saamistamme toiveista, mm. peliareena, koripallokorit ja tenniskenttä, ovat toimintoina melua tuottavia, joten emme ole voineet esittää niitä asutuksen keskellä olevaan puistoon. Lisäksi puiston historialliset arvot vaativat, että kenttä pysyy avoimena, joten korkeiden aitojen rakentaminen ei ole mahdollista. </p>\n<p><br>\n</p>"
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"en": "In front of the monument of Infantry General Adolf Ehrnrooth. The monument is a bronce relief attached to the granite. Photo: Tiia Suorsa",
"fi": "Jalkaväenkenraali Adolf Ehrnroothin muistomerkin edessä. Teos on pronssireliefi, joka on kiinnitetty punagraniittikiveen. Kuva: Tiia Suorsa",
"sv": " Framför infanterigeneral Adolf Ehrnrooths monument. Verket är en bronsrelief fäst på en röd granitsten. Foto: Tiia Suorsa"
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"title": {
"en": "Turku is a unique pioneer and a forerunner in cultural well-being",
"fi": "Turku on omaleimainen kulttuurihyvinvoinnin tiennäyttäjä ja yhdessätekijä",
"sv": "Åbo är en unik pionjär och en föregångare för kulturellt välbefinnande"
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"en": "<p><strong>What needs to be done in Turku to make the city a distinctive pioneer of cultural well-being?</strong></p>",
"fi": "<p><strong>Mitä Turussa pitää tehdä, jotta kaupunki olisi omaleimainen kulttuurihyvinvoinnin edelläkävijä?</strong></p>",
"sv": "<p><strong>Vad behöver göras i Åbo för att göra staden till en utpräglad pionjär för kulturellt välbefinnande?</strong></p>"
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"fi": "Ilmakuvavisio. Kuva Lunden Architecture Company."
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"title": {
"fi": "Liikuntapaikkarakentamisen sijainnit",
"sv": "Placering för byggande av motionsplatser"
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"fi": "<p>Valmisteilla olevassa Turun yleiskaavassa 2029 keskeisinä teemoina ovat keskustan kehittäminen, elinkeinoelämän toimintaedellytykset, väestönkehitys, vetovoimaiset asuinalueet ja liikkuminen kestävässä kaupunkirakenteessa. Yleiskaava luo pohjan kaupungin hallitulle ja kestävälle kasvulle sekä ohjaa myös liikuntapaikkaverkon suunnittelua. Verkon kehittämisellä ja liikuntapaikkarakentamisella on välitön vaikutus eri kaupunginosien viihtyisyyteen ja lähipalvelutarjontaan. </p>\n<p>Monipuoliset ja eri toimintoihin muuntuvat liikuntakeskittymät sekä alueelliset liikuntakeskukset ovat järkeviä paitsi käyttöasteiden ja ylläpidon myös viihtyisyyden synergian kannalta. Keskittymät soveltuvat hyvin suurten ydinliikuntapaikkojen sijainneiksi. Liikuntapaikkakeskittymien ohella alueelliset keskukset huomioidaan osaksi liikuntapaikkaverkon kokonaiskehittämistä mahdollistaen myös alueellisen sisä- ja ulkoliikuntapaikkatarjonnan, kuten kouluverkon yhteydessä olevat liikuntasalit ja ulkoliikuntaolosuhteet. </p>\n<h4>Linjaus: liikuntapaikkarakentamisen keskittäminen</h4>\n<p>Yhtenä linjauksena on, että kunnalliset liikuntapaikkakeskittymät pyritään ensisijaisesti sijoittamaan tiivistyvän kaupunkirakenteen sisälle. Yksityisrahoitteisille liikuntapaikka- ja lajikeskittymille tarjotaan laajenemismahdollisuuksia nykyisten Impivaaran ja Kupittaan alueiden sekä Urheilupuiston lisäksi esim. Lausteen ja Artukaisten suuntaan. Yksityisille tenniskentille osoitetaan alueet tenniskenttäverkkoselvityksen mukaisesti. Lisäksi kaupunki sitoutuu tukemaan yksityisten liikuntapaikkahankkeiden edistämistä mm. osoittamalla vuokrattavia maa-alueita sekä tehostamalla ja selkiyttämällä viestintää.</p>\n<ul>\n <li>Missä liikuntapaikkojen tulisi mielestäsi sijaita? Mitkä sijainnilliset ominaisuudet vaikuttavat omalta osaltasi liikuntapaikkojen käyttöön? </li>\n <li>Mitä mieltä olet yksityisrahoitteisten liikuntapaikkakeskittymien sijoittamisesta Artukaisiin ja Lausteelle? </li>\n <li>Mihin sijanteihin alueellista liikuntapaikkarakentamista tulisi mielestäsi laajentaa, esim. ulkotekojääratojen, juniorikokoisten tekonurmikenttien tai skeittipaikkojen osalta?</li>\n</ul>",
"sv": "<p>Centrala teman i generalplanen för Åbo 2029 som är under beredning är utveckling av centrum, näringslivets verksamhetsförutsättningar, befolkningsutvecklingen, attraktiva bostadsområden och rörlighet i en hållbar stadsstruktur. Generalplanen skapar en grund för en stabil och hållbar tillväxt i staden samt styr också planeringen av nätverket av motionsplatser. Utvecklingen av nätet och byggandet av motionsplatser har en direkt inverkan på trivseln och utbudet av närservice i olika stadsdelar. </p>\n<p>Mångsidiga motionskluster som kan anpassas till olika funktioner samt lokala idrottscenter är förnuftiga inte bara med tanke på användningsgraden och underhållet utan också med tanke på synergin i trivseln. Klustren lämpar sig väl som plats för de stora kärnmotionsplatserna. Vid sidan av motionsplatsklustren beaktas de regionala centren som en del av den övergripande utvecklingen av nätverket av motionsplatser. Detta möjliggör även utbudet av regionala inomhus- och utomhusmotionsplatser, såsom idrottssalar och förhållanden för utomhusmotion i anslutning till skolnätet. </p>\n<h4>Riktlinje: Centraliserat byggande av motionsplatser</h4>\n<p>En riktlinje är att man i första hand strävar efter att placera de kommunala motionsplatsklustren inom den allt tätare stadsstrukturen. För privatfinansierade motionsplats- och grenkluster erbjuds utvidgningsmöjligheter förutom i de nuvarande områdena Impivaara och Kuppis samt i Idrottsparken även t.ex. i riktning mot Laustis och Artukais. Områden för privata tennisbanor anvisas i enlighet med utredningen om nätverket av tennisbanor. Dessutom förbinder sig staden att stödja främjandet av privata motionsplatsprojekt bl.a. genom att anvisa markområden att hyra samt genom att effektivisera och förtydliga kommunikationen.</p>\n<ul>\n <li>Var tycker du att motionsplatserna borde vara belägna? Vilka egenskaper med anknytning till placeringen påverkar för din del användningen av motionsplatserna? </li>\n <li>Vad anser du om placeringen av privata motionsplatskluster i Artukais och Laustis? </li>\n <li>Till vilka platser anser du att det regionala byggandet av motionsplatser borde utvidgas, t.ex. när det gäller utomhusisbanor, konstgräsplaner av juniorstorlek eller skateboardplatser?</li>\n</ul>"
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"fi": "Valitse alla olevista vaihtoehdoista yksi ja kerro tapahtuvatko vaikutukset pitkällä vai lyhyellä aikavälillä."
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"fi": "Strategialla on erittäin positiivisia vaikutuksia ko. teemoihin."
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"fi": "Strategialla on erittäin negatiivisia vaikutuksia ko. teemoihin."
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"fi": "Strategian valinnoilla ei ole vaikutuksia ko. teemoihin."
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"fi": "Mitä asiakaslähtöisyyteen, osallisuuteen ja yhdenvertaisuuteen liittyviä vaikutuksia arvioit strategiassa tehtävillä linjauksilla olevan? Ovatko vaikutukset positiivisia vai negatiivisia? Tapahtuvatko vaikutukset lyhyellä vai pitkällä aikavälillä?"
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"fi": "Esteettömyys festareilla yleisöä pyörätuolikorokkeella. Kuvaaja Alina Kauppi."
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"fi": "Miten erityiskohderyhmät tulisi huomioida?",
"sv": "Hur bör man beakta specialmålgrupperna?"
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"abstract": {},
"content": {
"fi": "<p>Onko jonkin/joidenkin kohderyhmien entistä parempi huomiointi tarpeellista Turun kaupungin palveluissa yhdenvertaisuus- ja tasa-arvoasioiden paremmin toteutumiseksi? Jos on, niin keiden? Jos tunnistat jonkin kohderyhmän erityistarpeita, millä käytännön toimenpiteillä asioita voisi edistää? Mitä hyviä käytäntöjä tiedät jossain muualla olevan? </p>",
"sv": "<p>Är det nödvändigt att ännu bättre beakta någon/några av målgrupperna i Åbo stads tjänster för att bättre kunna tillgodose likabehandling och jämställdhet? Om så är fallet, vilka? Om du identifierar någon målgrupps särskilda behov, med vilka praktiska åtgärder kan man främja saker och ting? Vilken god praxis vet du att det finns någon annanstans?</p>"
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"fi": "Liitupiirros. Kuvaaja Ilkka Numminen."
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"fi": "Mitä toivot koulun pihalle? Mikä innostaisi liikkumaan ja leikkimään? Mitä välineitä haluaisit pihalle? Mikä lisäisi turvallisuuden tunnetta? "
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"fi": "Miten haluaisit kuntalaisille järjestettäviä jätehuoltopalveluita kehitettävän tulevaisuudessa Lounais-Suomen alueella?",
"sv": "Hur vill du att avfallshanteringstjänsterna som ordnas för kommuninvånarna ska utvecklas i Sydvästra Finland i framtiden?"
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"fi": "Kuvaaja Maiju Oikarinen"
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"title": {
"fi": "Kerro tekoon tai ideaan liittyvistä haasteista ja mahdollisista ratkaisuista."
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"fi": "Oletko törmännyt tai havainnut teon tai idean edistämisessä esteitä tai hidasteita? Millaisia haasteita olette kohdanneet ja miten ne on ratkaistu? (Esimerkiksi rahoitus, yhteiset pelisäännöt, tilanpuute, …). Kerro vapaasti ajatuksia, oppeja, toiveita ja ratkaisuehdotuksia."
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"en": "Photo: Maija Linnala",
"fi": "Kuvaaja: Maija Linnala",
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"title": {
"en": "What aspects do you consider to be the most important in the implementation of support for a child in early childhood education and care? ",
"fi": "Mitä asioita pidätte tärkeimpinä lapsen varhaiskasvatuksen tuen toteuttamisessa?",
"sv": "Vad anser du vara viktigast för förverkligandet av barnets stöd i småbarnspedagogiken? "
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"en": "<p>The revised Act on Early Childhood Education and Care, which will enter into force on 1 August 2022, strengthens every child's right to adequate and timely support for early childhood education and care. In the future, support for early childhood education and care will be provided at three levels, general, intensified, and specific support. </p>\n<p>Support for early childhood education and care is divided into pedagogical, structural, and care-oriented support measures in the Act. Pedagogical support measures are practices and teaching methods by which early childhood education and care staff support the child in everyday life. Structural support refers to resources that affect the number of staff in a group of children, staff training, or group size. The care-oriented support measures relate, for example, to the child's basic care and solutions related to the treatment of long-term illnesses. </p>\n<p> </p>",
"fi": "<p>1.8.2022 voimaan astuva uudistettu varhaiskasvatuslaki vahvistaa jokaisen lapsen oikeutta riittävään ja oikea-aikaiseen varhaiskasvatuksen tukeen. Jatkossa varhaiskasvatuksen tukea annetaan kolmitasoisesti yleisen, tehostetun ja erityisen tuen tasoilla. Lakimuutos vahvistaa lapsen oikeusturvaa ja yhdenvertaisuutta varhaiskasvatuksen tukea koskien. </p>\n<p><br>\n</p>\n<p>Varhaiskasvatuksen tuki jaotellaan laissa pedagogisiin, rakenteellisiin ja hoidollisiin tukitoimiin. Pedagogiset tukitoimet ovat työtapoja ja opetusmenetelmiä, joilla varhaiskasvatushenkilöstö tukee lasta arjessa. Rakenteellisella tuella viitataan resursseihin, joilla vaikutetaan esimerkiksi lapsiryhmän henkilöstön määrään, koulutukseen tai ryhmäkokoon. Hoidolliset tukitoimet liittyvät mm. lapsen perushoitoon ja pitkäaikaissairauksien hoitamiseen liittyviin ratkaisuihin. </p>",
"sv": "<p>I och med lagändringen som träder i kraft den 1.8 2022 stärks rätten till tillräckligt starkt stöd som ges vid rätt tidpunkt för varje barn som deltar i småbarnspedagogiken. I fortsättningen ges stödet på tre nivåer, enligt modellen delas de tre nivåerna av stöd för barnet in i allmänt, intensifierat och särskilt stöd. Lagändringen stärker barnets rättsskydd och jämlikhet då det kommer till stöd inom småbarnspedagogik. </p>\n<p><br></p>\n<p>Stödformerna i småbarnspedagogiken delas i lagändringen in i pedagogiska, strukturella och vårdinriktade stödformer. De pedagogiska stödformerna är arbetssätt och undervisningsmetoder genom vilka småbarnspedagogikens personal stöder barnet i vardagen. Till strukturella stödformer hör till exempel att minska antalet barn i gruppen, se över personaldimensioneringen och/eller personalstrukturen samt därtill hörande lösningar. Vårdinriktade stödformer innebär metoder och verksamhetssätt som tillgodoser vården, omsorgen och assistansen för barnet. </p>"
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"fi": "Linjausvaihtoehdot ja niiden pysäkkien sijainnit keskustassa Rautatientorin ja Kauppatorin välillä. Humalistonkadun linjausvaihtoehto kulkee Humalistonkatua ja Eerikinkatua pitkin. Matkakeskuksen linjausvaihtoehto kulkee Läntistä Pitkäkatua, Aninkaistenkatua, Maariankatua ja Kauppiaskatua pitkin. Haarautuvassa linjausvaihtoehdossa joka toinen raitiotievuoro kulkee Eerikinkadun ja Humalistonkadun kautta ja joka toinen raitiotievuoro Kauppatorilta Kauppiaskadun, Maariankadun ja Aninkaistenkadun kautta Matkakeskukselle."
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"id": 229,
"type": "single-choice",
"n_answers": 388,
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"text": {
"fi": "Mikä on mielestäsi paras linjausvaihtoehto raitiotielle keskustassa?"
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"options": [
{
"id": 909,
"n_answers": 45,
"text": {
"fi": "Humalistonkatua pitkin kulkeva linjaus"
}
},
{
"id": 910,
"n_answers": 119,
"text": {
"fi": "Matkakeskuksen kautta kulkeva linjaus"
}
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{
"id": 911,
"n_answers": 126,
"text": {
"fi": "Haarautuva linjaus"
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"n_answers": 98,
"text": {
"fi": "En osaa sanoa"
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"type": "multiple-choice",
"n_answers": 387,
"is_independent_poll": false,
"text": {
"fi": "Mitkä asiat ovat sinulle tärkeimpiä vaihtoehdon valinnassa?"
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"options": [
{
"id": 913,
"n_answers": 85,
"text": {
"fi": "Oman liikkumisen kannalta paras vaihtoehto"
}
},
{
"id": 914,
"n_answers": 19,
"text": {
"fi": "Maisemallisesti miellyttävä reitti"
}
},
{
"id": 915,
"n_answers": 114,
"text": {
"fi": "Helpot vaihdot"
}
},
{
"id": 916,
"n_answers": 229,
"text": {
"fi": "Linjauksella saavutettavat kohteet ja palvelut"
}
},
{
"id": 917,
"n_answers": 126,
"text": {
"fi": "Joukkoliikenteen nopeus ja täsmällisyys"
}
},
{
"id": 918,
"n_answers": 100,
"text": {
"fi": "Kaupunkikuvan kohentaminen"
}
},
{
"id": 919,
"n_answers": 50,
"text": {
"fi": "Maankäytön kehittämismahdollisuudet"
}
},
{
"id": 920,
"n_answers": 153,
"text": {
"fi": "Keskustan vetovoiman kannalta paras vaihtoehto"
}
},
{
"id": 921,
"n_answers": 74,
"text": {
"fi": "Katutilan kehittämismahdollisuudet"
}
},
{
"id": 922,
"n_answers": 101,
"text": {
"fi": "Jalankulun sujuvuus ja miellyttävyys"
}
},
{
"id": 923,
"n_answers": 99,
"text": {
"fi": "Pyöräilyn sujuvuus ja miellyttävyys"
}
},
{
"id": 924,
"n_answers": 53,
"text": {
"fi": "Vaikutukset henkilöautoiluun"
}
},
{
"id": 925,
"n_answers": 54,
"text": {
"fi": "Rakentamisen ja liikennöinnin kustannukset"
}
},
{
"id": 926,
"n_answers": 28,
"text": {
"fi": "Rakentamisen aikainen liikennehaitta"
}
},
{
"id": 927,
"n_answers": 106,
"text": {
"fi": "Muu, kirjaa vastauksesi avoimena kommenttina"
}
}
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"title": {
"fi": "Linjausvaihtoehdot keskustassa"
},
"abstract": {
"fi": "Tässä osiossa voit kommentoida raitiotien linjausvaihtoehtoja keskustassa."
},
"content": {
"fi": "<p>Raitiotien yleissuunnitelmaa laadittaessa on tutkittu kolmea linjausvaihtoehtoa keskustassa Rautatientorin ja Kauppatorin välisellä osuudella. Keskustassa raitiotie voi kulkea joko Eerikinkadun ja Humalistonkadun kautta tai vaihtoehtoisesti Kauppiaskadun, Maariankadun, Aninkaistenkadun, Matkakeskuksen ja Läntisen Pitkäkadun kautta. Lisäksi on tarkasteltu linjausvaihtoehtoa, jossa linja haarautuu siten, että joka toinen raitiotievuoro kulkee Varissuolta Eerikinkadun ja Humalistonkadun kautta Satamaan ja joka toinen raitiotievuoro Kauppiaskadun, Maariankadun ja Aninkaistenkadun kautta Matkakeskukselle.</p>\n<p>Linjausvaihtoehdot ja niiden keskeiset vaikutukset on kuvattu tarkemmin alla.</p>\n<h4>Humalistonkatua pitkin kulkeva linjausvaihtoehto</h4>\n<p>Humalistonkadulla Puutarhakadun ja Ratapihankadun välillä raitiotie kulkee ajoradalla yhdessä auto- ja bussiliikenteen kanssa. Raitiotien rakentamisen myötä Humalistonkatu Eerikinkadun ja Puutarhakadun välillä rauhoitetaan pelkästään raitiotie- ja bussiliikenteelle. Joukkoliikennekaistalla on kuitenkin sallittu huolto- ja taksiliikenne sekä tonteille ajo. Humalistonkadulla pyöräilijöille ja kävelijöille on pyörätie ja jalkakäytävä molemmin puolin katua. Raitiotiepysäkki sijoittuu Humalistonkadulla Yliopistonkadun ja Puutarhakadun välille. Bussipysäkit poistuvat raitiotien rakentamisen myötä Humalistonkadulta ja siirtyvät Puutarhakadulle. Lisäksi raitiotien rakentamisen myötä Humalistonkadulta poistuu autojen kadunvarsipysäköintiä. Käsityöläiskatu korvaa Humalistonkadun nykyistä roolia autoliikenteen verkossa.</p>\n<p>Eerikinkadulla raitiotie ja bussit kulkevat pääosin joukkoliikennekaistalla. Autoliikenteelle on yksi kaista suuntaansa Eerikinkadulla Humalistonkadun ja Kristiinankadun välillä. Muutoin Eerikinkatu on rauhoitettu pelkästään raitiotie- ja bussiliikenteelle Kauppatorin ympäristössä. Joukkoliikennekaistalla on kuitenkin sallittu huolto- ja taksiliikenne sekä tonteille ajo. Eerikinkadulla on jalkakäytävä molemmin puolin katua, mutta pyöräily tapahtuu ajoradalla. Raitiotiepysäkki sijoittuu Eerikinkadulla Aurakadun ja Kristiinankadun välille. Bussipysäkit sijoittuvat Kauppatorille.</p>\n<p>Vaihtoehdon keskeisiä vaikutuksia:</p>\n<ul>\n <li>Humalistonkadun linjaus on lyhyempi ja noin 2 minuuttia nopeampi kuin Matkakeskuksen linjausvaihtoehto. Liikenne-ennusteen mukaan vaihtoehto houkuttelee hieman enemmän matkustajia Matkakeskuksen linjausvaihtoehtoon verrattuna.</li>\n <li>Humalistonkadun linjauksella on kuitenkin raitiotien matka-ajan luotettavuutta heikentäviä riskikohtia (mm. Humalistonkadun huolto- ja taksiliikenne sekä Humalistonkadun pohjoispään autoliikenne).</li>\n <li>Humalistonkatu aktivoituu ja yhdistyy paremmin keskustan kaupalliseen ytimeen raitiotien vaikutuksesta. Samalla Humalistonkadulta kuitenkin poistuu merkittävästi autojen kadunvarsipaikkoja.</li>\n <li>Kaupunkikuva ja katutila uudistuvat Eerikinkadulla ja Humalistonkadulla.</li>\n <li>Humalistonkadun linjaus ei mahdollista sujuvaa vaihtoyhteyttä junaan eikä pitkän matkan bussiliikenteeseen, koska raitiotie ei kulje tulevan Matkakeskuksen kautta. Toisaalta raitiotiejärjestelmän mahdollinen laajentaminen tulevaisuudessa Raision ja/tai Runosmäen suuntaan voisi mahdollistaa myöhemmin Matkakeskuksen liittämisen raitiotiejärjestelmään.</li>\n <li>Raitiotien linjaus Humalistonkadun kautta tukee raitiotiejärjestelmän laajentamista tulevaisuudessa Hirvensalon suuntaan.</li>\n</ul>\n<p>Tutustu Humalistonkatua pitkin kulkevan linjausvaihtoehdon alustavaan suunnitelmaluonnokseen alla olevasta linkistä (avautuu uuteen ikkunaan):</p>\n<p><a href=\"https://mcusercontent.com/4864ac3cded9230ea5130f5b1/files/7fc446c0-a7c7-0a86-a5af-dc679d8fb46d/Suunnitelmakuva_YS_Humalistonkadun_linjaus_LUONNOS.pdf\" target=\"_blank\">Suunnitelmaluonnos YS Humalistonkadun linjaus (pdf)</a></p>\n<h4>Matkakeskuksen kautta kulkeva linjausvaihtoehto</h4>\n<p>Läntisellä Pitkäkadulla raitiotie kulkee ajoradalla yhdessä auto- ja bussiliikenteen kanssa. Läntisellä Pitkäkadulla on jalkakäytävä molemmin puolin katua, mutta pyöräily tapahtuu ajoradalla raitiotieliikenteen kanssa samoilla kaistoilla. Läntisellä Pitkäkadulla ei ole raitiotie- tai bussipysäkkejä. Raitiotiepysäkki sijoittuu Matkakeskukselle nykyisen linja-autoaseman kohdalle palvellen vaihtoyhteyksiä paikalliseen ja pitkän matkan bussiliikenteeseen sekä junaliikenteeseen. Matkakeskukseen sijoittuu tulevaisuudessa raitiotiepysäkin lisäksi bussiterminaali ja rautatieasema.</p>\n<p>Aninkaistenkadulla ja Maariankadulla raitiotie kulkee paikoittain joukkoliikennekaistalla bussien kanssa ja paikoittain omalla kaistallaan. Autoliikenteelle on yksi kaista suuntaansa ja kävelijöille jalkakäytävä molemmin puolin katua. Aninkaistenkadulla pyöräilijöille on pyörätie molemmin puolin katua, mutta Maariankadulla pyöräily tapahtuu ajoradalla. Raitiotiepysäkki sijoittuu keskelle Maariankatua Puutorin edustalle. Bussipysäkki sijoittuu Maariankadulle Brahenkadun ja Kauppiaskadun välille.</p>\n<p>Kauppiaskadulla raitiotie ja bussit kulkevat joukkoliikennekaistalla. Raitiotien rakentamisen myötä Kauppiaskatu Eerikinkadun ja Maariankadun välillä rauhoitetaan pelkästään raitiotie- ja bussiliikenteelle. Joukkoliikennekaistalla on kuitenkin sallittu huolto- ja taksiliikenne sekä tonteille ajo. Pyöräilijöille ja kävelijöille on pyörätie ja jalkakäytävä molemmin puolin katua. Raitiotie- ja bussipysäkit sijoittuvat Kauppatorille.</p>\n<p>Vaihtoehdon keskeisiä vaikutuksia:</p>\n<ul>\n <li>Raitiotie yhdistyy Matkakeskuksella sekä valtakunnalliseen, seudulliseen että paikalliseen joukkoliikennejärjestelmään mahdollistaen vaihdot raitiovaunun, junaliikenteen sekä paikallisen ja pitkän matkan bussiliikenteen välillä.</li>\n <li>Raitiotie yhdistää tulevan Matkakeskuksen paremmin nykyiseen keskustaan, laajentaa keskusta-aluetta Puutorin ja Matkakeskuksen suuntaan ja tukee samalla Puutorin ja matkakeskuksen alueen uudistumista.</li>\n <li>Matkakeskuksen linjaus on pidempi, mutkittelevampi ja noin 2 minuuttia hitaampi kuin Humalistonkadun linjausvaihtoehto ja sen vuoksi rakentamis- ja operointikustannuksiltaan Humalistonkadun linjausta kalliimpi. Linjauksella on lisäksi raitiotien matka-ajan luotettavuutta heikentäviä riskiriskikohtia (mm. Kauppiaskadun huolto- ja taksiliikenne sekä Läntisen Pitkäkadun autoliikenne).</li>\n <li>Raitiotien linjaus Matkakeskuksen kautta tukee raitiotiejärjestelmän laajentamista tulevaisuudessa pohjoiseen Raision ja/tai Runosmäen suuntaan.</li>\n</ul>\n<p>Tutustu Matkakeskuksen kautta kulkevan linjausvaihtoehdon alustavaan suunnitelmaluonnokseen alla olevasta linkistä (avautuu uuteen ikkunaan):</p>\n<p><a href=\"https://mcusercontent.com/4864ac3cded9230ea5130f5b1/files/2809c84a-92db-973a-a8fc-907ee5df8ade/Suunnitelmakuva_YS_Matkakeskuksen_linjaus_LUONNOS.pdf\" target=\"_blank\">Suunnitelmaluonnos YS Matkakeskuksen linjaus (pdf)</a></p>\n<h4>Haarautuva linjausvaihtoehto</h4>\n<p>Tässä linjausvaihtoehdossa raitiotielinja haarautuu siten, että joka toinen raitiotievuoro kulkee Varissuolta Eerikinkadun ja Humalistonkadun kautta Satamaan ja joka toinen raitiotievuoro Kauppiaskadun, Maariankadun ja Aninkaistenkadun kautta Matkakeskukselle.</p>\n<p>Suunnitelmaratkaisut haarautuvassa linjausvaihtoehdossa ovat Humalistonkadun, Eerikinkadun, Kauppiaskadun, Maariankadun ja Aninkaistenkadun osalta samat kuin edellä kuvatuissa Humalistonkatua pitkin ja Matkakeskuksen kautta kulkevissa linjausvaihtoehdoissa. Linjausvaihtoehdon erona edellisiin on se, että haarautuva linjausvaihtoehto ei kulje Läntistä Pitkäkatua pitkin, vaan toisen haaran päätepysäkki on Matkakeskuksella.</p>\n<p>Vaihtoehdon keskeisiä vaikutuksia:</p>\n<ul>\n <li>Raitiotie yhdistyy Matkakeskuksella sekä valtakunnalliseen, seudulliseen että paikalliseen joukkoliikennejärjestelmään mahdollistaen vaihdot raitiovaunun, junaliikenteen sekä paikallisen ja pitkän matkan bussiliikenteen välillä. Yhteys Satamasta Matkakeskukselle on kuitenkin haarautuvassa vaihtoehdossa vaihdollinen.</li>\n <li>Raitiotie yhdistää tulevan Matkakeskuksen paremmin nykyiseen keskustaan, laajentaa keskusta-aluetta Puutorin ja Matkakeskuksen suuntaan ja tukee samalla Puutorin ja matkakeskuksen alueen uudistumista. Vaihtoehto tukee myös Humalistonkadun kehittymistä.</li>\n <li>Haarautuvassa linjausvaihtoehdossa raitiotien vuoroväli keskustan ja Varissuon välillä on edellisiä linjausvaihtoehtoja tiheämpi (5 minuuttia), mutta Sataman ja keskustan välillä sekä Matkakeskuksen ja keskustan välillä edellisiä linjausvaihtoehtoja harvempi (10 minuuttia). Matkakeskuksen ja Humalistonkadun linjausvaihtoehdoissa raitiotien vuoroväli on koko matkalla 7,5 minuuttia.</li>\n <li>Tiheämmän vuorovälin vuoksi sekä haarautuvasta linjauksesta johtuen vaihtoehdon rakentamis- ja operointikustannukset ovat selvästi kalliimmat kuin Humalistonkadun ja Matkakeskuksen linjausvaihtoehdoissa.</li>\n <li>Haarautuva linjausvaihtoehto tukee raitiotiejärjestelmän laajentamista tulevaisuudessa Raision, Runosmäen ja Hirvensalon suuntiin.</li>\n</ul>\n<p><br>\n </p>\n<p><strong>Mitä mieltä olet raitiotien linjausvaihtoehdoista keskustassa?</strong></p>\n<p><strong>Mikä on hyvää linjausvaihtoehdoissa ja mikä kaipaa vielä kehittämistä?</strong></p>\n<p><strong>Mikä on mielestäsi paras vaihtoehto raitiotielle keskustassa?</strong></p>\n<p><strong>Anna äänesi suosikkivaihtoehdollesi ja perustele valintasi kommentoimalla.</strong></p>"
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"fi": "Turun museokeskus, Viktor H. Auer 1905. Laulu-, soitto- ja urheilujuhla Urheilupuistossa.",
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"fi": "TAPAHTUMAT. Mistä tapahtumasta tai tapahtumista kaupungin historiassa haluaisit kuulla lisää?",
"sv": "HÄNDELSER. Vilken eller vilka händelser i stadens historia vill du höra mera om?"
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"fi": "<p><strong>Mistä tapahtumasta tai tapahtumista kaupungin historiassa haluaisit kuulla lisää?</strong></p>",
"sv": "<p><strong>Vilken eller vilka händelser i stadens historia vill du höra mera om?</strong></p>"
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"fi": "Olen tyytyväinen Itäisen Pitkäkadun nykytilaan"
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"fi": "Täysin samaa mieltä "
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"fi": "<h4>Kerro mitä hyvää ja mitä huonoa nykyisessä Itäisessä Pitkäkadussa on?</h4>\n<ul>\n <li><strong>Mitä Itäisellä Pitkäkadulla pitäisi säilyttää?</strong></li>\n <li><strong>Mikä Itäisellä Pitkäkadulla ei toimi nykyään?</strong></li>\n</ul>"
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"fi": "Musiikkitalon sali. PES-Arkkitehdit Oy."
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"hearing": "51ksjPVClQuT0gVzjOw83DtYxoSE96y0",
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"fi": "Mitä itse haluaisit kokea tai tehdä musiikkitalossa? ",
"sv": "Vad skulle du själv vilja uppleva eller göra i musikhuset? "
},
"abstract": {
"en": "<p>What would you like to experience or do at the Music Centre? </p>\n<p><br></p>",
"fi": "<p>Kerro, mitä itse haluaisit kokea tai tehdä musiikkitalossa? </p>",
"sv": "<p>Vad skulle du själv vilja uppleva eller göra i musikhuset? </p>"
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"fi": "Vesipuisto Oulun Linnasaaressa. Kuva: Lappis Vesipuistot Oy"
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{
"id": 1028,
"n_answers": 23,
"text": {
"fi": "Vesipuiston sijoittaminen Ispoisiin on kannatettava idea"
}
},
{
"id": 1029,
"n_answers": 132,
"text": {
"fi": "Vesipuistoa ei tulisi sijoittaa Ispoisiin"
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"id": 1030,
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"fi": "En osaa sanoa"
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"hearing": "eVaRqlDo4jv12Vf1GSH6wq5gj88BB5Z4",
"title": {
"fi": "Kelluva esterata Ispoisten rannan viereen"
},
"abstract": {
"fi": "<p><br></p>"
},
"content": {
"fi": "<p>Lappis Vesipuistot Oy on hakenut lupaa perustaa Ispoisten uimarannan viereen kelluvista esteistä muodostuvan vesipuiston. Vesipuisto olisi määräaikainen, muutaman vuoden lupa ja se olisi auki touko-syyskuun. <a href=\" https://www.vesipuistot.fi/tietoa-vesipuistoista/\" target=\"_blank\" class=\"\" id=\"\">Lisätietoa puistoista</a> </p>\n<figure><img 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alt=\"\"/></figure>\n<p class=\"image-caption\">Esteradalle vuokrattava vesialue </p>\n<p>Mitä mieltä olet vesipuiston sijoittamisesta Ispoisiin? Perusteleminen on vapaaehtoista, mutta suotavaa. Palautteen perusteella tiedämme paremmin aiheeseen liittyviä huolia ja näkemyksiä, jolloin ne voidaan ratkaista toiminnan suunnittelussa. </p>"
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{
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"caption": {
"en": "Areal Sketch from the Vision for the Centre of Turku. Picture: Lundén Architecture Company",
"fi": "Keskustavision ilmakuva kulttuurirannasta. Havainnekuva: Lundén Architecture Company",
"sv": "Flygbild på kulturstranden i centrumvisionen. Illustration: Lundén Architecture Company"
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"title": {
"en": "The Location of the Cultural Riverbank?",
"fi": "Kulttuurirannan sijainti?",
"sv": "Kulturstrandens läge?"
},
"abstract": {
"en": "<p>In The Vision for the Centre of Turku the cultural riverbank was situated on the eastern riverbank. The city of Turku has made significant cultural investments after the publication of the vision, such as the House of Arts and Turku music centre. In addition, it has been decided that Linnanniemi will be developed as the first art district in the city. It is also worth noting, that the culturally and historically significant riverbanks and the Aura river are part of the Turku National Urban Park. </p>\n<p>Tell us you vision for the location of the cultural riverbank: the extend, the whole river, unified area? You can mark the area on to a map, add pictures and / or comment verbally.</p>",
"fi": "<p>Keskustavisiossa kulttuuriranta sijoittui Itäiselle Rantakadulle. Keskustavision julkaisun jälkeen kaupunki on tehnyt merkittäviä kulttuuri-investointeja, kuten Taiteen talo ja musiikkitalo. Lisäksi Linnanniemeä on päätetty kehittää kaupungin ensimmäisenä taidekaupunginosana. Aurajoki rantoineen on myös kulttuurihistoriallisesti merkittävä alue, joka muodostaa Turun kansallisen kaupunkipuiston ytimen.</p>\n<p>Kerro oma näkemyksesi kulttuurirannan sijainnista: laajuus, koko joki, yhtenäinen alue? Voit tehdä merkintöjä karttaan pisteillä, lisätä kuvia tai kommentoida sanallisesti.</p>",
"sv": "<p>I centrumvisionen ligger kulturstranden vid Östra Strandgatan. Efter att centrumvisionen publicerats har staden gjort viktiga kulturinvesteringar, såsom Konstens hus och musikhuset. Staden har också beslutat att utveckla Slottsudden till stadens första konststadsdel. Aura å med sina stränder är dessutom ett kulturhistoriskt betydande område som bildar nationalstadsparkens kärna.</p>\n<p>Dela med dig av din syn på kulturstrandens läge: omfattning, hela ån, ett enhetligt område? Du kan göra anteckningar på kartan med hjälp av punkter, lägga till bilder eller kommentera.</p>"
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"fi": "<p><br></p>"
}
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"created_at": "2022-09-12T06:16:33.528359Z",
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"hearing": "NTh7hGPW3YHoAYD9AokZ7xtvnlOkeR9y",
"title": {
"fi": "Käynti kirjastossa "
},
"abstract": {
"fi": "<p>Millainen on onnistunut kirjastokäynti? Miten kirjastoon saapuminen sujui, miten henkilökunta otti sinut vastaan, löysitkö etsimäsi asiat, oliko asioiminen ylipäätään sujuvaa ja helppoa? Entä millaiset asiat pilaavat kirjastokäyntisi? </p>"
},
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},
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"title": {},
"caption": {
"fi": "Kuva: Katariina Salokannel",
"sv": "Foto: Katariina Salokannel"
},
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"title": {
"fi": "Mitä mieltä olet talviaukion toteutuksesta?",
"sv": "Vad tycker du om genomförandet av vinterplatsen?"
},
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{
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"caption": {
"en": "Is there enough computers for customers? What is your opinion?",
"fi": "Onko asiakkaille varattuja työasemia mielestäsi riittävästi?"
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"hearing": "5SQShtxShDQfFbECutMjTl6qsypbQPcE",
"title": {
"en": "Library services in Varissuo",
"fi": "Varissuon kirjaston palvelut"
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"en": "<p>Are you familiar with the Varissuo library and is it easy to go there and be there? </p>\n<p>What do you wish from the library services?</p>",
"fi": "<p>Onko Varissuon kirjasto sinulle tuttu ja onko sinne helppo mennä? </p>\n<p>Mitä toivoisit kirjastolta?</p>"
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"en": "<p><br></p>",
"fi": "<p><br></p>\n<p><br>\n</p>"
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"fi": "Havainnekuva Itäisestä Pitkäkadusta syksyllä Tähtitorninkadun läheltä"
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"fi": "Vertailutaulukko"
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"text": {
"fi": "Tämä tavanomainen vaihtoehto on parempi kuin kunnianhimoinen vaihtoehto"
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"fi": "Kyllä"
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"fi": "<p>Itäisen Pitkäkadun uudistukselle on laadittu kaksi erilaista vaihtoehtoa. Tavanomaisessa vaihtoehdossa laatutekijöitä on vähemmän ja muutos nykytilaan ei ole yhtä merkittävä.</p>\n<p>Tarkastele koko Itäisen Pitkäkadun suunnitelmaa alla olevasta liitetiedostosta. Oheisesta taulukosta voi myös vertailla nykytilaa, tavanomaista vaihtoehtoa ja kunnianhimoista vaihtoehtoa keskenään.</p>"
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"en": "Picture: Jussi Virkkumaa",
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"en": "What kind of services you wish to find from Taiteen talo in the future? ",
"fi": "Mitä palveluja toivoisit Taiteen talolta löytyvän?",
"sv": "Vilka tjänster skulle du vilja hitta hos Taiteen talo?"
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"fi": "Havainnekuva Linnanniemen ideakilpailun voittajaehdotuksesta \"Kolme palaa\". Kuva: Afterparty ja SHY"
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"fi": "Uusi Linnanpuisto"
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"fi": "<p>Turun linnaa ympäröivä vehreä puistoalue tulee tulevaisuudessa laajenemaan meren äärelle. Satamatoiminnoilta vapautuvasta alueesta järjestetään maisema-arkkitehtuurikilpailu vuosina 2024-2025, jonka lähtötietoihin myös taideohjelman ajatukset sisällytetään.</p>\n<p>Taideohjelmassa puistoalueelle ehdotetaan erityisesti maataidetta tai vihertaidetta, mutta muitakaan taiteen muotoja ei rajata pois. Taide voi myös olla toimintaan liittyvää, kuten graffittivaunu / -kontti joka muistuttaa alueen aikaisemmasta käytöstä. Puisto toimii myös tapahtuma-alueena, jossa voidaan järjestää niin pieniä kuin suuria tapahtumia.</p>\n<p>Mitä sinä toivoisit näkeväsi ja kokevasi uuden Linnanpuiston alueella?</p>"
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"en": "Health",
"fi": "Terveys",
"sv": "Hälsa"
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"en": "<p>Health: This section of the Integration Programme 2022–2025 presents objectives that can be used to promote the health of immigrants and foreign-language speakers, including exercise, culture and other hobbies that improve mental and physical well-being. This topic is also related to their overall physical condition. The Integration Program takes into account the new division of responsibilities relating to the well-being services county reform. Do you have any thoughts regarding these goals?</p>",
"fi": "<p>Terveys: Tässä Kotouttamisohjelman 2022–2025 luvussa esitetään tavoitteita, joilla voidaan edistää maahanmuuttajien ja muunkielisten terveyttä. Se sisältää liikunnan, kulttuurin ja muut henkistä ja fyysistä hyvinvointia parantavat harrastukset. </p>\n<p>Terveyteen liittyy myös heidän terveydentila. Kotouttamisohjelmassa vastuiden osalta otetaan huomioon hyvinvointialueuudistus. Onko sinulla joitakin ajatuksia näihin liittyen?</p>",
"sv": "<p>Hälsa: Åtgärdsförslag inom programmet för integrationsfrämjande 2022-2025 hälsodelen presenterar mål som kan användas för att främja hälsan av invandrare och personer som talar andra språk. Avsnitt inbegriper motion, kultur och andra fritidsaktiviteter som förbättrar det mentala och fysiska välbefinnandet. I programmet reformen med välfärdsområden beaktas i fråga om ansvar. </p>\n<p>Har du några tankar angående dessa mål?</p>\n<p><br>\n</p>"
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"en": "The sketch shows a route that goes through the wall of the bike garage. The route consists of squares of different colors, which show straight sections and turns. The color scheme of the draft is blue, white, grey, black, orange and green.",
"fi": "Luonnoksessa näkyy reitti, joka kulkee pyörätallin seinän halki. Reitti muodostuu erivärisistä neliöistä, joissa näkyy suoria osuuksia ja muutkia. Värimaailmaltaan luonnos on sininen, valkoinen, harmaa, musta, oranssi ja vihreä.",
"sv": "Skissen visar en rutt som går genom väggen i cykelgaraget. Rutten består av rutor i olika färger, som visar raka partier och svängar. Färgskalan i utkastet är blå, vit, grå, svart, orange och grön."
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"fi": "SEIKKAILU.pdf"
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"sv": "SEIKKAILU (ÄVENTYR)"
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"en": "<p>The Adventure piece is a symbol of cycling. The work depicts a route that twists and turns and leads the cyclist to where the goal is - whether it's an aimless, fun adventure to wherever the road leads or a clear progression from one place to another. And while we're in Turku, the work can also be seen as a reference to the winding Aurajoki, which is an element that often meets a cyclist's route.</p>\n<p>Please, open the attachment below to see the proposal in its entirety.</p>",
"fi": "<p>Seikkailu-teos on symboli pyöräilylle. Teos kuvastaa reittiä, joka mutkittelee ja johdattaa pyöräilijän sinne, minne on tarkoituskin – on se sitten päämäärätöntä, hauskaa seikkailua sinne minne tie vie tai selkeäpiirteistä etenemistä paikasta toiseen. Ja Turussa kun olemme, teoksen voi myös nähdä viittauksena mutkittelevaan Aurajokeen, joka on pyöräilijän reitille usein osuva elementti.</p>\n<p>Avaa alla oleva liite nähdäksesi ehdotus kokonaisuudessaan. </p>",
"sv": "<p>Seikkailu-verket är en symbol för cykling. Verket skildrar en rutt som svänger och vänder och leder cyklisten dit målet är – oavsett om det är ett planlöst, roligt äventyr till vart vägen än leder eller en tydlig progression från en plats till en annan. Och medan vi är i Åbo kan verket också ses som en referens till den slingrande Auraån, som är ett element som ofta träffar en cyklists rutt. </p>\n<p>Öppna bilagan nedan för att se förslaget i sin helhet. </p>"
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"fi": "Oletko kokenut/huomannut vähemmistöjen syrjintää?"
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"fi": "Kuulutko johonkin vähemmistöön?"
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"text": {
"fi": "Romani"
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"fi": "Maahanmuuttaja"
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"fi": "Vammainen"
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"text": {
"fi": "Seksuaalivähemmistö"
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"fi": "Uskonnolinen/vakaumuksellinen vähemmistö"
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"fi": "Syrjitäänkö koulussasi ketään vamman tai terveydentilan perusteella?"
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"fi": "Oletko kokenut/havainnut eri kieli- ja kulttuuriryhmien välistä syrjimistä/kiusaamista?"
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"fi": "Koetko olosi turvalliseksi omana itsenäsi lähipiirissäsi?"
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"text": {
"fi": "Kyllä aina"
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"fi": "Yleensä"
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"text": {
"fi": "Harvoin"
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"fi": "En koskaan"
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"text": {
"fi": "Tunnetko kuuluvasi johonkin itsellesi merkitykselliseen ryhmään?"
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"fi": "Kyllä"
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"fi": "En"
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"fi": "Vaikuttavatko muiden mielipiteet valintoihisi?"
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"fi": "Voitko tehdä niitä asioita, joista pidät?"
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"fi": "Kyllä aina"
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"fi": "Koetko, että sinulla on osaltasi mahdollisuus vaikuttaa ihmisoikeuksien toteutumiseen/edistämiseen esimerkiksi koulussa/kaveripiirissä/harrastustoiminnassa/omissa toimintaympäristöissä?"
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"fi": "Kyllä aina"
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"fi": "Ovatko mahdollisuudet harrastaa mielestäsi tasapuoliset ja riittävät kaikille?"
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"id": 1557,
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"fi": "Kyllä aina"
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"fi": "Yleensä"
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"id": 1559,
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"fi": "Harvoin"
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"id": 1560,
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"fi": "Ei koskaan"
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"text": {
"fi": "Ikäsi? "
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"n_answers": 30,
"text": {
"fi": "13-14 vuotta"
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"id": 1562,
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"text": {
"fi": "15-16 vuotta"
}
},
{
"id": 1563,
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"text": {
"fi": "17-18 vuotta"
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},
{
"id": 1564,
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"text": {
"fi": "19-20 vuotta"
}
},
{
"id": 1565,
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"text": {
"fi": "Yli 20 vuotta"
}
}
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},
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"text": {
"fi": "Sukupuolesi?"
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"fi": "nainen"
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},
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"id": 1567,
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"text": {
"fi": "mies"
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},
{
"id": 1568,
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"text": {
"fi": "muu"
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"title": {
"fi": "Vähemmistöt ja yhteisö",
"sv": "Minoriteter och gemenskap"
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"abstract": {
"fi": "<p>Vaikuttavatko muiden mielipiteet valintoihisi arjessa?<br>\n </p>",
"sv": "<p>Påverkar andras åsikter dina val i vardagen?</p>"
},
"content": {
"fi": "<p>Tämä aihealue käsittelee kokemuksiasi ja havaintojasi syrjinnästä, osallisuuden kokemisesta ja vaikutusmahdollisuuksista erilaisissa ympäristöissä. Kuulutko johonkin vähemmistöryhmään, koetko olosi turvalliseksi omana itsenäsi läheistesi kanssa ja vaikuttavatko muiden mielipiteet omiin valintoihisi arjessa?</p>",
"sv": "<p>Detta ämnesområde behandlar dina erfarenheter och iakttagelser om diskriminering, upplevelse av inkludering och möjligheter till inflytande i olika miljöer. Tillhör du en minoritetsgrupp, känner du dig trygg som dig själv med dina nära och kära och påverkar andras åsikter dina egna val i vardagen?</p>"
}
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"fi": "15-20 vuotiaiden avoimet kommentit aiheesta"
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"fi": "Avoimet kommentit ja toiveet nuorten ehkäisypalveluista"
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"abstract": {
"fi": "<p>Hei nuori!</p>\n<p>Tähän voit kirjoittaa avoimen ja nimettömän kommentin, mielipiteen tai toiveen ehkäisypalvelujen järjestämisestä Varsinais-Suomen alueella. </p>"
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"title": {
"fi": "Hiihtokeskus muina vuodenaikoina",
"sv": "Skidcentret på andra årstider"
},
"abstract": {
"fi": "<p><br></p>"
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"content": {
"fi": "<p><strong>Minkälaista toimintaa ja minkälaisia liikuntaolosuhteita Hirvensalon hiihtokeskuksessa ja sen ympäristössä voisi olla lumettomaan aikaan? </strong></p>",
"sv": "<p><strong>Har du några önskemål eller idéer över aktiviteter som skulle ske då det inte finns snö på området?</strong></p>"
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"fi": "Uittamon uimaranta. Kuva: Heikki Räisänen"
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"text": {
"fi": "Valitse alue/alueet jossa tarvitaan mielestäsi tiloja. Alueet on rajattu Turun suuralueisiin, mutta voit halutessasi lisätä karttamerkinnän osoittamaan tilantarpeen tarkempaa sijaintia."
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"id": 1834,
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"text": {
"en": "Hirvensalo - Kakskerta",
"fi": "Hirvensalo - Kakskerta"
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},
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"id": 1835,
"n_answers": 25,
"text": {
"en": "City Centre",
"fi": "Keskusta"
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"id": 1836,
"n_answers": 13,
"text": {
"en": "Länsikeskus",
"fi": "Länsikeskus"
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"id": 1837,
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"text": {
"en": "Maaria - Paattinen",
"fi": "Maaria - Paattinen"
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"id": 1838,
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"text": {
"en": "Nummi - Halinen",
"fi": "Nummi - Halinen"
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"id": 1839,
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"text": {
"en": "Pansio - Jyrkkälä",
"fi": "Pansio - Jyrkkälä"
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"id": 1840,
"n_answers": 12,
"text": {
"en": "Runosmäki - Raunistula",
"fi": "Runosmäki - Raunistula"
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"id": 1841,
"n_answers": 15,
"text": {
"en": "Skanssi - Uittamo",
"fi": "Skanssi - Uittamo"
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"id": 1842,
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"text": {
"en": "Varissuo - Lauste",
"fi": "Varissuo - Lauste"
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"fi": "<p><br></p>"
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"fi": "<p>Valitse vastaus \"kirjoita kommentti\" painikkeen kautta.</p>"
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"fi": "Market Square Mayhem -skeittitapahtuma Kauppatorilla elokuussa 2023. Kuva: Niklas Leppänoro"
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"title": {
"fi": "Millaisia tapahtumia toivoisit Kauppatorille?"
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"fi": "<p>Mitä toivot Kauppatorin tulevilta tapahtumilta?</p>"
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"content": {
"fi": "<p>Millaisia tapahtumia toivoisit jatkossa torille? Olisitko itse halukas järjestämään torilla ohjelmanumeron tai tapahtuman?</p>\n<p>Tiesitkö, että torin esiintymislava on vapaasti varattavissa kaupungin Varaamo-palvelusta? Kauppatorin lavan pääsen varaamaan <a href=\"https://varaamo.turku.fi/resources/ax5wrqetlm2a?date=2023-09-15\" target=\"_blank\" class=\"\" id=\"\">täältä</a>. <br>\n </p>"
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"en": "Photo: Frida-Maria Pessi, 2022.",
"fi": "Kuva: Frida-Maria Pessi, 2022.",
"sv": "Foto: Frida-Maria Pessi, 2022."
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"en": "How do you recognize library staff?",
"fi": "Mistä tunnistat kirjaston henkilökunnan?",
"sv": "Hur känner du igen bibliotekets personal?"
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"fi": "Viistoilmakuva suunnittelualueesta."
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"fi": "Mitä toivot kaupungintalon pihalta ja aukiolta tulevaisuudessa?\nValitse kolme tärkeintä suunnittelussa huomioitavaa asiaa alla olevasta listauksesta ja kommentoi alla vapaamuotoisesti:"
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"options": [
{
"id": 2012,
"n_answers": 39,
"text": {
"fi": "Alueen historia paremmin esiin"
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{
"id": 2013,
"n_answers": 9,
"text": {
"fi": "Lisää tapahtumia"
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},
{
"id": 2014,
"n_answers": 21,
"text": {
"fi": "Kausimyyntiä tai ympärivuotista kahvila- ja kioskitoimintaa"
}
},
{
"id": 2015,
"n_answers": 65,
"text": {
"fi": "Lisää vehreyttä, monimuotoisia istutuksia ja kesäkukkia"
}
},
{
"id": 2016,
"n_answers": 39,
"text": {
"fi": "Valaistuksen parantaminen ja kausivalaistus"
}
},
{
"id": 2017,
"n_answers": 15,
"text": {
"fi": "Kävely-yhteyksien parantaminen (esimerkiksi Linnankatu-Läntinen Rantakatu)"
}
},
{
"id": 2018,
"n_answers": 51,
"text": {
"fi": "Rauhallinen oleskelu ja pysähtyminen"
}
},
{
"id": 2020,
"n_answers": 13,
"text": {
"fi": "Lisää taidetta"
}
},
{
"id": 2021,
"n_answers": 22,
"text": {
"fi": "Pyöräpysäköinnin ja/tai skuuttipysäköinnin parantaminen"
}
},
{
"id": 2022,
"n_answers": 9,
"text": {
"fi": "Muuta (tarkenna vapaamuotoisessa kommentoinnissa)"
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}
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"title": {
"fi": "Mitä toivot kaupungintalon pihalta ja aukiolta tulevaisuudessa?"
},
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"fi": "<p><br></p>"
},
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"created_at": "2023-11-06T14:42:14.996070Z",
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"en": "Urban meadows",
"fi": "Kaupunkiniittyjä"
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"hearing": "4O6EYyvG6x3NtlDj9VCSgmZLFiDIiaTS",
"title": {
"en": "What kind of solutions could be implemented?",
"fi": "Minkälaisia ratkaisuja haluaisit nähdä toteutettavan?"
},
"abstract": {
"en": "<p><br></p>",
"fi": "<p><br></p>"
},
"content": {
"en": "<p>What kind of biodiversity increasing solutions would you like to see implemented e.g. around your home area? Have you seen some great nature-based solutions elsewhere? Could these also be implemented in Turku? Would you like to bring more greenery to an urban environment or improve the biodiversity of an already existing green area? You can freely suggest ideas!</p>",
"fi": "<p>Minkälaisia luonnon monimuotoisuutta lisääviä ratkaisuja haluaisit nähdä esim. omalla lähialueellasi? Oletko törmännyt hienoihin luontoratkaisuihin muualla? Voitaisiinko niitä toteuttaa myös Turussa? Haluaisitko nähdä ratkaisuja, joissa tuodaan lisää vihreyttä kaupunkimaiseen ympäristöön vai ratkaisuja, joissa parannetaan olemassa olevien viheralueiden monimuotoisuutta? Ideoi vapaasti!</p>"
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"hearing": "pJNcYebuAeycOH9sGPf8TwbjWuP67OoB",
"title": {
"en": "1. What types of activities and/or services would you hope for the maritime western Turku area to provide in the future?",
"fi": "1. Millaisia toimintoja ja/tai palveluita toivoisit merellisen läntisen Turun alueen tarjoavan tulevaisuudessa?",
"sv": "1. Vilka typer av verksamheter och/eller tjänster skulle du önska att det havsnära västra området i Åbo erbjuder i framtiden?"
},
"abstract": {
"en": "<p>There are a total of ten open-ended questions that reflect key themes for the goals of the vision. You may choose to focus on the themes and perspectives that interest you the most or share your views on all the themes. Remember that the vision extends 30 years into the future, all the way to the 2050s!</p>",
"fi": "<p>Avoimia kysymyksiä on yhteensä kymmenen ja ne heijastelevat visiotyön tavoitteiden kannalta keskeisiä teemoja. Voit halutessasi keskittyä sinua eniten kiinnostaviin teemoihin ja näkökulmiin tai kertoa näkemyksesi kaikista teemoista. Muistathan, että visiotyön tähtäin on 30 vuoden päässä, aina 2050-luvulla saakka!</p>",
"sv": "<p>Det finns totalt tio öppna frågor som återspeglar centrala teman för visionens mål. Du kan om du vill fokusera på de teman och perspektiv som intresserar dig mest eller dela dina åsikter om alla teman. Kom ihåg att visionen sträcker sig 30 år framåt, ända fram till 2050!</p>"
},
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"en": "<p><br></p>",
"fi": "<p><br></p>"
}
},
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"created_at": "2023-12-19T12:24:14.549548Z",
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"fi": "Kuva: Vesa Loikas / Sigge arkkitehdit Oy"
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"title": {
"fi": "InfraCity A & B"
},
"abstract": {
"fi": "<p>Toimistotalot, joiden yhteydessä ravintola.</p>\n<p><br>\n</p>\n<p><br>\n</p>"
},
"content": {
"fi": "<p>Valintaraati arvostaa ehdokkaassa innovatiivisia, reliefimäisiä betonielementtijulkisivuja ja arkkitehtuurin selkeää ideaa.</p>\n<ul>\n <li>Omistaja ja rakennuttaja: Turun Teknologiakiinteistöt</li>\n <li>Pää- ja ark-suunnittelu: Sigge Arkkitehdit Oy, Pekka Mäki, Jani Vahala ja Laura Puijola</li>\n</ul>\n<p>Teollisuuskatu 40<br>\n</p>"
}
},
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"created_at": "2024-01-12T09:22:50.993055Z",
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"fi": "Näkymä Itäiseltä Rantakadulta"
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"id": 164,
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"fi": "<p><br>\n </p>\n<p>Brikka </p>\n<p><br>\n </p>\n<p>Brikka jatkaa ja vahvistaa Aurajoen varteen rakentuvan Kulttuurirannan taide- ja kulttuuritarjontaa. Martinsillan kupeeseen kohoava, ekologisesti toteutettu kortteli muodostuu kuudesta uudisrakennuksesta ja vanhaan loistoonsa palautettavasta puisesta empire-rakennuksesta.</p>\n<p>Brikka tuo jokirantaan rauhallisia koteja noin 500 asukkaalle, laadukkaita toimitiloja yrityksille ja kutsuvia liiketiloja katutilaan. Korttelin omaleimainen, alueen historiasta ammentava arkkitehtuuri kutsuu kulkemaan kadunvarren kaariholvien alla, poikkeamaan suojaiselle sisäpihalle sekä tarkastelemaan kattojen ja tiilipintojen monimuotoisuutta. </p>\n<p>Brikan toiminnoissa ja palveluissa yhdistyvät kolme paikan ominaisuuksista nousevaa teemaa: kulttuuri ja taide, hyvinvointi ja yhteisöllisyys sekä ekologisuus ja kestävyys. Brikka tuo jokirantaan muun muassa uuden taideaukion, ilta-aurinkoon avautuvan laadukkaan ravintolan, kahvilan, myymälöitä ja yhteiskäyttöpyöriä. Korttelin taideportaat yhdistävät jokirannan Urheilupuistoon.</p>\n<p><br>\n </p>"
},
"content": {
"fi": "<p><br></p>\n<p><br>\n</p>"
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"created_at": "2024-02-07T13:14:53.332399Z",
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"abstract": {
"en": "<p><br>\n</p>\n<p>View the proposal: <a href=\"https://turku-museum-history-and-future-entries-tietoa-cc.vercel.app/proposal/boved9oga?view_mode=true&start_key=4gs90elp9&start_index=0&set_type=default\" target=\"_blank\" class=\"\" id=\"\">Talas</a></p>",
"fi": "<p><br>\n </p>\n<p>Tutustu ehdotukseen: <a href=\"https://turku-museum-history-and-future-entries-tietoa-cc.vercel.app/proposal/boved9oga?view_mode=true&start_index=0\" target=\"_blank\" class=\"\" id=\"\">Talas</a></p>",
"sv": "<p><br>\n</p>\n<p><br>\n</p>\n<p>Se förslaget: <a href=\"https://turku-museum-history-and-future-entries-tietoa-cc.vercel.app/proposal/boved9oga?view_mode=true&start_key=4gs90elp9&start_index=0&set_type=default\" target=\"_blank\" class=\"\" id=\"\">Talas</a></p>"
},
"content": {
"fi": "<p><br>\n</p>\n<p><br>\n</p>"
}
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"created_at": "2024-02-29T07:51:41.613541Z",
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"fi": "Vartiovuoren leikkipaikka"
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}