Kõik hinnakirjad

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" /></p>

koonuseade liigeste kummi kinnitamiseks, pikkus: 320

Kowa BD III 42-10 XD binokkel | 10×42 | 7,2° vaateväli | XD fluoriit-ED läätsed | Magneesiumkere | Üksikasjalik loodusvaatlus | 610g Detailne vaatlus, praktiline käsitsemine Kowa BD III 42-10 XD on disainitud üksikasjalikuks loodusvaatluseks – 10× suurendus koos 42mm objektiividega annab kõrge detailsuse, säilitades samal ajal praktilise käsitsemise, mida tootja rõhutab kui “läbimõeldud käepideme detaile”. See on mudel neile, kes soovivad rohkem suurendust kui 8× pakub, kuid ei taha loobuda 42mm formaadi valgusjõu eelistest. 7,2° vaateväli 1000 meetri kaugusel annab 7,2° vaateväli ligikaudu 125,8 meetrit külgsuunalist katvust – piisavalt lai detailseks jälgimiseks, jäädes samal ajal kõrge suurenduse juures kontrollitud. Optiline jõudlus – exit pupil ja hämarusfaktor Näitaja Väärtus Tähendus Väljumispupill (exit pupil) 4,2mm (42÷10) Hea heledus, tasakaalustatud kõrge suurendusega Hämarusfaktor (twilight factor) 20,5 (√(10×42)) Kõrge – üks paremaid seerias hämarusvaatluseks Hämarusfaktor 20,5 on üks kõrgemaid BD III-XD seerias, kombineerides kõrge suurenduse (rohkem detaili) suurema objektiiviga (rohkem valgust) – see teoreetiline mõõdik viitab heale jõudlusele just videviku- ja koiduvalguses, mil loomad on sageli kõige aktiivsemad. Kowa XD fluoriit-ED läätsed Fluoriidirikkast ED-klaasist valmistatud XD-objektiivid vähendavad kromaatilist aberratsiooni, tagades terava, tugeva kontrastiga ja loomuliku värviedastusega pildi – oluline kõrgel suurendusel, kus optilised puudujäägid on rohkem nähtavad. ISO 14132-2 – ametlik laia vaatenurga standard BD III 42-10 XD vastab ISO 14132-2 laia vaatenurgaga optika standardile, mis kinnitab sertifitseeritult toote vastavust rahvusvahelisele laia vaatenurga klassifikatsioonile. 1,8m lähim teravustamiskaugus Sarnaselt teiste 42mm mudelitega on minimaalne teravustamiskaugus 1,8m – sobiv lähivaatluseks, kuigi mitte nii lähedale ulatuv kui 32mm mudelite 1,3m. Magneesiumsulamist korpus + kummist kaitsekate 610g kaal magneesiumsulamist raami ümber tagab tugevuse mõõduka kaaluga. Kummist kaitsekate lisab füüsilise põrutuskaitse igapäevaseks väliskasutuseks. KR-kate Objektiividel ja okulaaridel olev KR-kate tõrjub vett, tolmu, rasva ja mustust, hoides läätsed puhtamana ka rasketes välitingimustes. Kellele on Kowa BD III 42-10 XD mõeldud? Kogenud loodusvaatlejad, kes soovivad maksimaalset detaili tasakaalus valgusjõuga 10× suurendus + 42mm valgusjõud on kombinatsioon, mida paljud pikaajalised linnuvaatlejad peavad “täiskasvanud” valikuks pärast algajate 8× binoklist kasvamist. Koidu- ja videvikuvaatlejad Kõrge hämarusfaktor (20,5) teeb sellest mudelist tugeva kandidaadi vaatlusteks ajal, mil metsloomad on kõige aktiivsemad – varahommikul ja hilisõhtul. Kasutajad, kes soovivad detaili ilma 50mm mudelite lisakaaluta 42-10 XD annab kõrge suurenduse ja hea valgusjõu, jäädes samal ajal kergemaks (610g) ja kompaktsemaks kui 50mm mudelid (725-730g). Jahimehed, kes vajavad detaili hämaras Kõrge suurendus koos hea valgusjõuga sobib jahipidamiseks, eriti varahommikustel ja õhtustel vaatlusaegadel.

Kowa BD III 42-8 XD Binokkel | 8×42 | 8,2° vaateväli | XD fluoriit-ED läätsed | Magneesiumkere | Suurem valgusjõud | 605g 42mm formaat – tasakaal heleduse, suuruse ja suurenduse vahel Kowa BD III 42-8 XD avab BD III-XD seeria 42mm objektiivi rea – Kowa positsioneerib selle “eeskujuliku valgusjõu, suuruse ja suurenduse tasakaaluna”. Suurem objektiiviläbimõõt (42mm vs 32mm) tähendab rohkem kogutud valgust, mis annab heledama pildi hämaramatel hetkedel, ilma et binokkel muutuks nii suureks ja raskeks kui 50mm mudelid. 8× suurendus – klassikaline linnuvaatluse standard 8× on üks kõige laialdasemalt kasutatavaid suurendusi linnuvaatluses – piisav detail lindude tuvastamiseks, säilitades samal ajal stabiilse, käes-hoitava pildi. Mudel Suurendus Objektiiv Vaateväli BD III 32-8 XD 8× 32mm 8,8° BD III 42-8 XD (see toode) 8× 42mm 8,2° Sama suurendusega 32mm ja 42mm mudelite võrdlus näitab peamist erinevust: 42mm objektiiv annab suurema väljumispupilli ja parema heleduse hämaras, hinnaga veidi suuremast kaalust ja mõõtmetest. 8,2° vaateväli – lai vaade suuremas formaadis 1000 meetri kaugusel annab 8,2° vaateväli ligikaudu 143,4 meetrit külgsuunalist katvust – lai vaateväli, mis aitab jälgida liikuvaid objekte ka suurema objektiiviga konfiguratsioonis. Optiline jõudlus – exit pupil ja hämarusfaktor Näitaja Väärtus Tähendus Väljumispupill (exit pupil) 5,25mm (42÷8) Suur – lähedal täiskasvanud silma maksimaalsele pupilli laienemisele Hämarusfaktor (twilight factor) 18,3 (√(8×42)) Hea jõudlus videviku- ja hämarates tingimustes 5,25mm väljumispupill on üks BD III-XD seeria suurimaid – see tähendab, et binokkel kasutab efektiivselt ära suure osa täiskasvanud silma pupilli laienemisvõimest hämaruses, mis annab märgatavalt heledama pildi kui väiksemate väljumispupillidega 32mm mudelid. Kowa XD fluoriit-ED läätsed Fluoriidirikkast ED-klaasist valmistatud XD-objektiivid vähendavad kromaatilist aberratsiooni, tagades terava, tugeva kontrastiga ja loomuliku värviedastusega pildi – sama optiline põhimõte, mis kogu BD III-XD seerias, kuid suuremas 42mm objektiivi formaadis. ISO 14132-2 – ametlik laia vaatenurga standard Nii 32mm kui 42mm BD III-XD mudelid vastavad ISO 14132-2 laia vaatenurgaga optika standardile – sertifitseeritud kinnitus laia vaatenurga klassifikatsioonile. 1,8m lähim teravustamiskaugus BD III 42mm mudelid kasutavad 1,8m minimaalset teravustamiskaugust (võrreldes 32mm mudelite 1,3m-ga) – suurem objektiiv nõuab optiliselt pikemat minimaalset fookuskaugust, kuid see jääb jätkuvalt sobivaks enamiku lähivaatluse jaoks. Magneesiumsulamist korpus, kummist kaitsekate 605g kaal magneesiumsulamist raami ümber annab tugevuse ilma liigse kaaluta. Lisaks on 42-8 XD-l kummist kaitsekate, mis toetab igapäevast väliskasutust – lisakaitse põrutuste ja krobelise käsitsemise vastu. KR-kate – läätsede puhastamise hõlbustamine KR-kate objektiividel ja okulaaridel tõrjub vett, tolmu, rasva ja mustust, muutes läätsede puhastamise lihtsamaks isegi rasketes välitingimustes. Kellele on Kowa BD III 42-8 XD mõeldud? Linnuvaatlejad, kes soovivad paremat heledust hämaras 5,25mm väljumispupill teeb sellest mudelist tugeva valiku varahommikusteks ja õhtusteks vaatlussessioonideks, kui valgus on piiratud – oluliselt parem jõudlus kui 32mm mudelitel samasugusel suurendusel. Kasutajad, kes soovivad 32mm ja 50mm vahepealset kompromissi 42mm formaat pakub olulist heleduseeelist 32mm mudelite ees, jäädes samal ajal kompaktsemaks ja kergemaks kui 50mm mudelid. Loodusfotograafid ja loomavaatlejad laiaulatuslikel maastikel 8,2° vaateväli koos parema valgusjõuga sobib avatud maastikel (põllud, metsaservad, veekogud) toimuvaks vaatluseks, kus valgustingimused muutuvad päeva jooksul. Regulaarsed välikasutajad, kes hindavad täiendavat kaitsekihti Kummist kaitsekate lisab füüsilise põrutuskaitse, mis on kasulik igapäevases, intensiivses väliskasutuses.

Küljepeegel Vasak (elektriline, kumer, soojendusega, sõidurea vahetamise abi, kaetud, suunatulega) sobib: MAZDA 2 DL, DJ 11.14-

Küljepeegel Vasak (elektriline, kumer, soojendusega, sõidurea vahetamise abi, kaetud, elektriliselt kokkuklapitav, suunatulega) sobib: MAZDA 2 DL, DJ 11.14-

Küljepeegel Parem (elektriline, kumer, soojendusega, sõidurea vahetamise abi, kaetud, elektriliselt kokkuklapitav, suunatulega) sobib: MAZDA 2 DL, DJ 11.14-

Kummist pagasimatt Proline TOYOTA RAV4 V HYBRID 2018-2020

Kummist pagasiruumi matt Bmw Seria 7 G11/ G12 2015-2022

Kummist pagasiruumi matt Toyota Corolla XII Kombi 2019->

Kummist pagasiruumi matt Toyota RAV4 V Hybrid (madalad küljed) 2018->

Kütusefilter sobib: URSUS 10014 H, 11024, 7524, 8014 H, 9014 H, 9024, 380, 380 M, 6024; ARMATRAC 1104, 854 LUX; ASV INCORPORATED PT100, RC100, RC85; ATLAS QAS 60, QAS 80; BASAK 2080, 2090, 2100

Kütusefilter (kassett) sobib: CATERPILLAR 312E, 314E, 315L, 318E, 318EL, 320E, 320EL, 323E, 323EL, 324E, 329F, 926M, 938K, 938M, 950K, 950M, 962K, 962M, 963K

<p><b>Printerite jaoks:</b></p> <p>Kyocera ECOSYS M 4100 Series, Kyocera ECOSYS M 4125 idn, Kyocera ECOSYS M 4125 idn Plus, Kyocera ECOSYS M 4125 idt, Kyocera ECOSYS M 4132 idn, Kyocera ECOSYS M 4132 idn Plus, Kyocera ECOSYS M 4132 idx </p> <p><b>Leheküljetootlus: 15000 lehekülge</b></p> <p><b>Värv: must</b></p>

<p><strong>Printeritele</strong></p> <p>Kyocera ECOSYS M4125idn, Kyocera ECOSYS M4132idn, Kyocera ECOSYS M4100 Series, Kyocera ECOSYS M4125idt, Kyocera ECOSYS M4132idx</p> <p><strong>Maht</strong>: 15 000 lehekülge</p> <p><strong>Värv:</strong> Must</p>

Lattafa parfüüm Pride Brioche Vanille 100ml, unisex

Sari:Magnus; Objektiivi läbimõõt:51 - 56 mm; Optiline suurendus:2.5-16x; Minimaalne suurendus:2.5x; Maksimaalne suurendus:16x; Vaateväli:11 - 15 °; Kaal:601 - 800