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Aiper Scuba S1 Pro bezvadu baseinu tīrīšanas robots melns(2025)

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Preces ID: 112369463
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RĪTDIEN, 19. jūnijā

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RĪTDIEN, 19. jūnijā

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Uzmanību! Piegādes nosacījumi ir provizoriski, jo noteikumi tiek atjaunināti atkarībā no faktiskā pasūtījuma veikšanas laika un apmaksas. Galīgais piegādes termiņš tiek norādīts, kad 220.lv apstiprina pasūtījumu.

Piegādāsim uz mājām

RĪTDIEN, 19. jūnijā

1099

Uzmanību! Piegādes nosacījumi ir provizoriski, jo noteikumi tiek atjaunināti atkarībā no faktiskā pasūtījuma veikšanas laika un apmaksas. Galīgais piegādes termiņš tiek norādīts, kad 220.lv apstiprina pasūtījumu.

Pārdevējs: OmVi 4.9
  • 96% pircēju ieteiktu šo pārdevēju.

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Preces apraksts: Aiper Scuba S1 Pro bezvadu baseinu tīrīšanas robots melns(2025)

Aiper Scuba S1 Pro – gudrs baseina kopšanas profesionālis jūsu pagalmam

Aizmirstiet par manuālo baseina tīrīšanu – Aiper Scuba S1 Pro ir jaunākās paaudzes bezvadu baseina robots, kas paredzēts tiem, kuri novērtē komfortu, efektivitāti un modernu dizainu. 2025. gada modelis var lepoties ar nevainojamu funkcionalitāti, inovatīvu tehnoloģiju un stilīgu, matēti melnu korpusu, kas lieliski iederas jebkurā vidē. 

Galvenās funkcijas:

  • Bezvadu ērtības. Nekādu sapinušos vadu vai ārējo barošanas avotu – šis robots darbojas pilnīgi autonomi, izmantojot jaudīgu iebūvēto akumulatoru. Ar vienu uzlādes reizi tas var iztīrīt pat lielus baseinus – līdz 200 m² – ar līdz pat 3 stundu darbības laiku.
  • 5 tīrīšanas režīmi un vadība, izmantojot lietotni.  Scuba S1 Pro ir aprīkots ar četru motoru sistēmu, kas ļauj tam viegli kāpt pa sienām līdz 115° un efektīvi tīrīt ūdenslīniju. Izmantojot ierīces vadības pogas vai mobilo lietotni, varat izvēlēties vienu no 5 režīmiem: tikai grunts tīrīšanatikai sienu tīrīšana, tikai ūdenslīnijas tīrīšanaautomātiskais režīms vai Eco režīms. Tikai sienu tīrīšanas režīms tiek aktivizēts tikai ar lietotnes palīdzību, pirms robota ievietošanas ūdenī. 
  • Inteliģentā WavePath™ navigācija Robots pārvietojas pa baseinu, izmantojot inteliģento WavePath™ navigāciju, kas plāno optimālo maršrutu, lai tīrīšana būtu ātrāka un efektīvāka. Sensori palīdz tam precīzi orientēties, izvairīties no šķēršļiem un neatstāt neiztīrītas vietas. 
  • Dubultā filtrēšanas sistēma. Scuba S1 Pro ir aprīkots ar dubulto filtru (180 mikronu galvenais filtrs un 3 mikronu sekundārais filtrs), kas aiztur pat vissīkākās daļiņas, sākot no lielām lapām līdz mikroaļģēm. Tas nozīmē, ka ūdens ir ne tikai vizuāli tīrs, bet arī bioloģiski tīrāks – mazāk baktēriju un mazāka nepieciešamība lietot ķīmiskās vielas. 
  • “Automātiskās novietošanas funkcija. Kad robots pabeidz darbu vai tam beidzas jauda, tas automātiski piebrauc pie baseina malas, lai to varētu viegli izcelt no ūdens.
  • Ātra un vienkārša tīrīšana.  Augšpusē esošā 5 litru netīrumu tvertne ļauj ātri un viegli iztukšot robotu.
  • Daudzpusīga pielietojamība visdažādākajiem baseiniem. Aiper Scuba S1 Pro ir izstrādāts, lai nevainojami darbotos uz dažādām baseinu virsmām – piemērots betonam, vinilam, stikla šķiedrai un flīzēm. Pateicoties tā elastīgajai kustībai un inteliģentajai navigācijai, tas lieliski tiek galā ar taisnstūra, apaļiem un nestandarta formas baseiniem – pat ar slīpiem vai nelīdzeniem dibeniem. Tas ir īsts profesionālis visu veidu baseinu uzturēšanas darbiem. Ideāli piemērots iebūvētiem baseiniem. 
  • LED indikatori skaidri parāda robota stāvokli – kad tas ir iekrauts, darbojas vai tam nepieciešama apkope.
  • Ergonomisks dizains: viegli paņemt, pacelt un transportēt.

“Aiper Scuba S1 Pro ir izcila izvēle visām baseinu formām, nodrošinot jūsu baseina pilnīgu tīrību un veselību, sniedzot jums lielāku brīvību baudīt ūdens priekus bez papildu darba.

Tehniskās specifikācijas:

  • Tīrīšana: baseina dibena, sienu un ūdens līnijas tīrīšanai.
  • Baseina forma: visas formas
  • Baseiniem līdz: 200m² (līdz 3m dziļumā un 20m garumā)
  • Tīrīšanas metode: sūknēšana ar četriem motoriem, PVC veltņi priekšējai un aizmugurējai tīrīšanai.
  • Iesūkšanas jauda: 379LPM (100GPM)
  • Filtra specifikācija: 180 µm galvenais filtrs un 3 µm īpaši smalkais filtrs.
  • Filtra tilpums: 5L
  • “WavePath” navigācijas sistēma: jā
  • Ekrāna ilgums: 180 min.
  • Iekraušanas laiks: 4 h
  • Akumulatora ietilpība: 7800 mAh
  • Tīrīšanas režīmi: tikai grīdas/ tikai sienas/ tikai ūdens līnija/ automātiskais/ ekoloģiskais režīms.
  • Ātra ūdens novadīšana: jā

Iepakojumā:

  • 1x Scuba S1 Pro robots
  • 1x lādētājs
  • 1x lietotāja rokasgrāmata
  • 1x pacelšanas āķis (bez tīrīšanas stieņa)

Aiper – kvalitāte, kurai varat uzticēties

Aiper ir viens no pasaules līderiem baseinu tīrīšanas robotu jomā. Tās iekārtas ir ieguvušas daudzus apbalvojumus par inovācijām, ilgtspēju un uzticamību. 

Atklājiet jaunu baseinu uzturēšanas līmeni – izvēlieties Aiper Scuba S1 Pro un ļaujiet tehnoloģijai darīt darbu jūsu vietā.

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

Kopīgā informācija par: Aiper Scuba S1 Pro bezvadu baseinu tīrīšanas robots melns(2025)

Preces ID: 112369463
Kategorija: Dārza baseini un to kopšanas līdzekļi
Preču iepakojumu skaits: 1 gab.
Iepakojuma izmēri un svars (1): 0,57 x 0,51 x 0,38 m, 19,2 kg

Produktu attēliem ir ilustratīva nozīme un tie ir kā piemēri. Produkta aprakstā esošie video ir paredzēti tikai informatīviem nolūkiem, tāpēc tajos iekļautā informācija var atšķirties no paša produkta. Krāsas, piezīmes, parametri, izmēri, izmēri, funkcijas, un/vai jebkuras citas oriģinālo izstrādājumu īpašības var atšķirties no to faktiskā izskata, tāpēc, lūdzu, skatiet produkta specifikācijās norādīto produkta aprakstu.

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Aiper Scuba S1 Pro bezvadu baseinu tīrīšanas robots melns(2025)
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Rekomendējam kopā ar: Aiper Scuba S1 Pro bezvadu baseinu tīrīšanas robots melns(2025)


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