Sreda, 08 Maj 2024 10:37 |
V petek, 10. 5. 2024, bo športni dan – pohod ob žici
Učenci in učenke 5. razreda se zberete pred šolo ob 8.00, kjer boste dobili malico. V šolo vstopajo samo reditelji, ki gredo po malico. Ob 8.17 je odhod z avtobusom številka 20 (od Gasilske brigade do Fužinskega gradu). Od tam sledi pohod proti šoli (cca. 10 km).
Učenci in učenke 6. in 9. razreda (učenci, ki se ne bodo udeležili zaključnega izleta) se zberete pred šolo ob 8.15, kjer boste dobili malico, ki jo prinesejo reditelji. Ob 8.31 je odhod z avtobusom številka 20 (od Gasilske brigade do Fužinskega gradu). Od tam sledi pohod proti šoli (cca. 10 km).
Učenci 7. in 8. razreda pridete pred šolo ob 8.30 na malico, ki jo prinesejo reditelji. Odhod je ob 8.45. z avtobusom številka 20 (od Gasilske brigade do Fužinskega gradu).
Avtobusni prevoz je za pohodnike ob žici brezplačen.
V šolo se vrnete do kosila. Imejte ustrezno pohodniško obutev in opremo, v nahrbtniku pa tudi dežnik. |
Ponedeljek, 06 Maj 2024 14:10 |
Spoštovani,
objavljamo informacije o opravljanju nacionalnega preverjanja znanja za učence 6. in 9. razredov.
Opravljanje nacionalnega preizkusa znanja bo v učilnicah 4. trakta. Razporeditev po skupinah in sedežni red bosta zapisana tudi na vratih posameznih učilnic.
Učenci so v skupine razvrščeni po abecednem redu:
![](data:image/png;base64,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)
Vstop v učilnice: 8.15
Začetek pisanja: 8.30
Vstop v učilnico po 8.30 uri ne bo več mogoč!
Prosimo vas, da učenci pridejo v šolo pravočasno, s pripravljenimi potrebščinami, ki jih bodo pri opravljanju preizkusa potrebovali.
Pouk za učence 7. in 8. razredov bo potekal v učilnicah 3. trakta po urniku.
Učenci so v torek, 7. 5. 2024, razporejeni v sledeče učilnice:
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)
Učenci so v četrtek, 9. 5. 2024, razporejeni v sledeče učilnice:
![](data:image/png;base64,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)
Prosimo, da učenci, ki s poukom začenjajo šele 2. šolsko uro, v šolo ne prihajajo predčasno, saj moramo na hodnikih zagotoviti tišino. |
Torek, 30 April 2024 21:21 |
Spoštovani učenci, učitelji in starši!
Izpolnjujemo obljubo, da si boste lahko letošnje izjemne nastope na proslavi ob slovenskem kulturnem prazniku ogledali tudi doma. Učiteljici Tadeji je uspelo združiti različne posnetke v celotno proslavo, ki si jo lahko ogledate na tej povezavi.
Želimo vam prijeten ogled in naj vam posnetek ostane za lep spomin.
Učiteljici Tanja in Mihaela
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Sobota, 27 April 2024 09:21 |
Na regijskem tekmovanju iz matematike za Vegovo priznanje, ki je potekalo v četrtek, 4. 4. 2024, smo imeli kar 15 predstavnikov naše šole.
Bronasto priznanje so prejeli:
- Jurij Bratuša, 6. c,
- Aleksander Burger, 6. a,
- Gašper Eržen, 6. b,
- Sofija Mihevc, 6. a,
- Tine Bogadi, 7. a,
- Blažka Vodopivec, 7. a,
- Lovro Lajevec, 7. a,
- Anže Vrbinc, 7. b,
- Ivan Bratuša, 8. b,
- Iveta Ivanova, 8. b,
- Devžej Šegedin, 8. a,
- Lili Arnež, 9. b,
- Aljaž Cvitkovič, 9. a.
Na državno tekmovanje iz matematike za Vegovo priznanje, ki je potekalo v soboto, 20. 4. 2024, se je uvrstilo šest učencev. Pet učencev je prejelo priznanja.
Srebrno priznanje iz matematike za Vegovo priznanje so prejeli:
- Jurij Bratuša, 6. c,
- Blažka Vodopivec, 7. a,
- Iveta Ivanova, 8. b,
- Lili Arnež, 9. b.
Zlato priznanje iz matematike za Vegovo priznanje je z drugim rezultatom v državi prejel:
- Tine Bogadi, 7. a.
Zelo smo ponosni na naše učence in jim iskreno čestitamo!
Katja Rovan |
Sreda, 24 April 2024 19:50 |
Tudi v letošnjem šolskem letu so se učenci 6., 8. in 9. razredov udeležili tekmovanja iz znanja angleščine. Šolskega tekmovanja se je udeležilo 49 učencev, in sicer 19 učencev iz 6. razredov, 15 učencev iz 8. razredov in 15 učencev iz 9. razredov.
Na šolskem tekmovanju za 8. in 9. razred, ki se je odvijalo 21. 11. 2023, je 10 učencev osvojilo bronasto priznanje.
8. r
Ivan Bratuša, 8. b
Iveta Ivanova, 8. b
Arne Vidiček, 8. a
David Prašnikar, 8. a
Alina Đurmić, 8. b
9. r
Tara Kesar, 9. c
Lili Arnež, 9. b
Sara Tajnšek, 9. a
Ažbe Škrk, 9. a
Loti Snoj, 9. a
Na državno tekmovanje, ki se je odvijalo v Šenčurju, 3. 4. 2024, sta se uvrstila učenca Ivan Bratuša in Tara Kesar. Oba sta se odrezala odlično in sta osvojila zlato priznanje.
Na šolskem tekmovanju za 6. razred, ki se je odvijalo 29. 11. 2023, sta 2 učenca osvojila bronasto priznanje.
Jurij Bratuša, 6. c
Katarina Dvanajščak, 6. c
Oba učenca sta se uvrstila na državno tekmovanje, ki je potekalo 19. 3. 2024, kjer je učenec Jurij Bratuša osvojil zlato priznanje.
Vsem dobitnikom priznanj in ostalim tekmovalcem iskreno čestitamo.
Mentorici tekmovanj
Daniela Potočnik in Nataša Glodež |
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