Lai arī 05.07.2018 vēl nav pati pēdējā ceļojuma diena, tā tomēr ir jau tāda diezgan noslēdzoša. Kamēr vēl pa Poznaņu, izmantojam iespēju apmeklēt Ikea (jā, jā.... zinām, ka tūlīt jau arī netālu no mājām atvērsies viens tāds), jo tas ir Ikea :D Šoreiz vairāk izlūkos, lai laicīgi izdomātu, ko mums vajadzētu pamainīt esošajās mantās, lai tad, kad atveras Ikea Rīgā, varam sagādāt. Protams, būtu neticami, ka no veikala izietu bez pirkumiem :D Bet tie tādi nelieli - kaut kas no gultas veļas, kaut kas no virtuves piederumiem. Vajadzīgi (un ne tik vajadzīgi - piem., smuka vāze) sīkumi.
Izrādās, ka turpatās, pavisam blakus, atrodas Decathlon. Šis bija neliela vilšanās, jo kādreiz skatoties viņu internetveikalā šķita, ka varētu pirkt to un šito, bet realitātē nopirkām tikai to, ko noteikti gribējām :) Bez liekiem tēriņiem. Tas labi.
Un pēc tam pārbauciens uz Bialostoku, kur nakšņojam, jo pa nakti braukt negribas. Un nākošajā diena uz mājām! Uz Bialostoku ir maksas ceļš. Pēc tīmeklī atrodamajām norādēm, izskatās, ka izdevīgāk ir pa mazajiem celiņiem tikt līdz Koņinai un tikai tur braukt pa maksas ceļu, kas sanāk zem 10 zlotiem (precīzi neatceros). Tā arī darām.
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Skats no balkona. Pēdējā nakts ceļojumā |
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Dikti līdzīgi autobusi/trolejbusi manāmi Rīgā. Varbūt ved šurp |
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Manāmas mašīnas bez numuriem. Ar kaut kādām uzlīmēm priekšā un aizmugurē |
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Pirmie metri Latvijā |
Iztērēta nauda: Daudz. Nedaudz pārsniedzām sākotnēji ieplānoto budžetu
Nobrauktais attālums: 3254 km
Naktis ārpus mājām: 11
Dārgākais pasākums: Legolande
Skaistākā pilsēta: Poznaņa
Izmaksu sadalījums
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)
Nobrauktie kilometri:
25.06: - ; braucam uz kuģi un tad vizināmies ar kuģi
26.06: - ; lielākoties pastaiga pa Stokholmu un pavisam nelieli pārbraucieni
27.06: 347 km
28.06: 438 km
29.06: 302 km
30.06: 125 km
01.07: 293 km
02.07: 301 km
03.07: -; Berlīne un Zoo
04.07: 298 km
05.07: 522 km
06.07: 509 km (mājās!)
Izmaksu sadalījums
Nobrauktie kilometri:
25.06: - ; braucam uz kuģi un tad vizināmies ar kuģi
26.06: - ; lielākoties pastaiga pa Stokholmu un pavisam nelieli pārbraucieni
27.06: 347 km
28.06: 438 km
29.06: 302 km
30.06: 125 km
01.07: 293 km
02.07: 301 km
03.07: -; Berlīne un Zoo
04.07: 298 km
05.07: 522 km
06.07: 509 km (mājās!)