DIGITÁLIS MAGAZIN Pontállások Versenynaptárak
2026. július 2. csütörtök

A legelső Bond-lányról nevezte el idei autóját Vettel

Amióta a Racing Point Aston Martinná alakult, hemzsegnek a James Bond-utalások a csapat körül. Nem kivétel ez alól Sebastian Vettel 2021-es versenygépének neve sem: a német pilóta rendre női neveket ad az F1-es autóinak, az AMR21-es pedig a Honey Ryder nevet kapta, aki nem más, mint az első Bond-filmben szereplő Bond-lány. „Ő volt az első, egy új történet kezdete, szóval szerintem megfelelő választás” – mondta Vettel a Sky Sports adásában.

Az alábbi videóban mutatunk is egy ikonikus jelenetet Honey Ryderről, akit Ursula Andress alakított az 1962-es első Bond-filmben. Vettel egyébként a Bahreini Nagydíjat megelőző sajtótájékoztatón – amelyen a Formula.hu is részt vett – azt is elárulta, hogy Sean Connery (ő játszott az emlegetett első filmben is) és Pierce Brosnan volt a két kedvenc Bond-színésze, míg a DB5-öst tartja a legikonikusabb Aston Martin autónak.

 

Aston-rajongó lettél, vagy mindig is Vettel-rajongó voltál? Szerezd be Sebastian Vettel új, hivatalos csapatsapkáját ide kattintva!

<img src="data:image/png;base64,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

Ennyivel jobb eddig Giovinazzinál Raikkönen

Az Alfa Romeo két pilótájának összehasonlítása a 2019-es szezonra vonatkozóan - főleg a szerzett pontoknál óriási a különbség 2007 világbajnokának javára.

pf5_13

Ők a szezon legjobbjai a szurkolók szerint

A Formula-1 hivatalos weboldalán előbb közétették a "házi" szakértők szerint összeállított erősorrendet a pilóták idei teljesítményére vonatkozóan, most pedig megszavaztatták a szurkolókkal is, hogy kit hogyan értékelnek. Összességében nagy meglepetés nincs: az első három helyen ugyanazok a nevek szerepelnek ugyanabban a sorrendben, mint a szakértői listán és óriási változás egyébként sem tapasztalható - Kimi Raikkönent a népszerűsége jelentősen felhúzta a szurkolóknál, de ezt leszámítva hasonló a helyzet.

A szurkolói F1-es erősorrend (zárójelben a szakértői listán elért helyezés):

1. Max Verstappen (1.)
2. Lewis Hamilton (2.)
3. Carlos Sainz (3.)
4. Kimi Raikkönen (8.)
5. Lando Norris (4.)
6. Charles Leclerc (5.)
7. Alexander Albon (6-7.)
8. Danyiil Kvjat (10.)
9. Valtteri Bottas (6-7.)
10. George Russell (9.)

dr

fotó: dppi

Ma 16 éve aratta első F1-es győzelmét Fernando Alonso

A Renault spanyol versenyzője 22 éves korában, a 2003-as Magyar Nagydíjon állhatott fel először a dobogó legfelső fokára - a pole-ból rajtolva végül közel húsz másodperces fórral győzött Kimi Raikkönen előtt, a címvédő Michael Schumachernek pedig kört adott. Egy hosszabb videó a futamról:

A Ronaldo-Messi csata olyan, mint a Senna-Prost volt?

Legalábbis Cristiano Ronaldo erről beszélt: a Daily Starnak adott interjújában a két F1-es legenda párharcához hasonlította az ő és Lionel Messi csatáját. "Kétségkívül jobb futballistává tesz engem és ugyanezt teszem vele. Ez nem véletlen és nem csak a futballban fellelhető: olyan, mint kosárlabdázni Michael Jordannel, vagy a Formula-1-es harc Senna és Prost között" - mondta erről a Juventus aranylabdás sztárja.

cr

fotó: dppi

Belsőkamerás videó Alonso Dakar-tesztjéről

Beülhetünk a spanyol pilóta mellé/mögé a dűnéken:

Hihetetlen: kizuhant egy néző a száguldó raliautó elé

Mads Ostberg szerencsére el tudta kerülni, így nem történt tragédia. Videón a vérfagyasztó jelenet:

 

Nagykövet lett Kimi Raikkönen felesége

Minttu Raikkönen sikeres nő, aki nem a férje pénzéből él - ezúttal azt jelentette be Instagramon, hogy a Nescafé Kulta márkanagykövete lett.

 

 
 
 
A bejegyzés megtekintése az Instagramon

Ilo ja kunnia toimia jatkossa NESCAFÉ KULTA brändilähettiläänä. #nescafefi #kultainenhetki @nescafe_fi Happy and proud to represent NESCAFÉ KULTA as a brand ambassador.

Minttu Räikkönen (@mintturaikkonen) által megosztott bejegyzés,

Sör, haverok, motor, vízi sportok: Carlos Sainz nyara egy percben

Rövid videót osztott meg nyári szünetéről a McLaren F1-es pilótája.

 

 
 
 
A bejegyzés megtekintése az Instagramon

#carlo55ainz @estrellagalicia00 @jmrecasens @thecrowncreators

Carlos Sainz (@carlossainz55) által megosztott bejegyzés,

Erre érdemes figyelni szombaton: program

A DTM és a MotoGP kerül terítékre a szombati motorsport-kínálatban - ezek mellett itthon az Ózd Rali, illetve a rali szerelmesei számára a német vb-futam jelenthet még programot.

Szombat

10:25-10:45 DTM, első időmérő

10:55-11:40 MotoGP, harmadik szabadedzés (Spíler 1)

13:30-14:40 DTM, első futam

14:30-15:00 MotoGP, negyedik szabadedzés (Spíler 2)

15:10-15:50 MotoGP, időmérő (Spíler 2)

quarti

fotó: dppi

Így teljesítenek a csapatok a 2018-as formájukhoz képest

Grafikán tökéletesen látható, a Formula-1 tíz csapatának idei első féléves teljesítménye hogyan viszonyul a tavalyihoz. Óriási pozitív meglepetés a Sauberre építkező Alfa Romeo és Kimi Raikkönen formája. A finn a csapat által megszerzett 32 pontból 31-et gyűjtött össze, gyakorlatilag a hátán viszi az istállót. A gyengélkedők közül százalékos arányban a Ferrarié a legenyhébb eset, pontmennyiségben azonban ők veszítették a legtöbbet. A legrosszabb mutatóval, -75%-kal rendelkező Williams helyzete elsőre drámainak tűnhet, de érdemes szem előtt tartani, hogy tavaly ilyenkor is mindössze négy ponttal rendelkeztek...

 csapatok-2018v2019

Folytatódott a Grill The Grid, benne a mezőny balhés párosával

A kvízkérdésekkel operáló videósorozat eheti vendégei a Haas pilótái, Romain Grosjean és Kevin Magnussen. A pályán kemények egymással, de vajon elbírnak-e ezzel a feladattal?

Egy eredeti Ezüst Nyilat vezetett Valtteri Bottas

600 lóerő, 300 km/h feletti végsebesség. Erre döbbenetes teljesítményre volt képes az a Mercedes W125, amit a német autógyár 1937-ben fejlesztett ki, és amelyhez a márka 125. évfordulója alkalmából Valtteri Bottasnak is szerencséje volt. A finn a Hockenheimringen ülhetett be ebbe a legendás alkotásba, amit az alábbi szavakkal jellemzett: "rendes fékek és tapadás nélkül nagy golyókra van szükség ahhoz, hogy ezt bárki vezesse. Mint egy rakéta négy keréken."

Így állna most a pontverseny a Ferrari-hibák nélkül

Az Autosport szaklap szerzője felvetette a gondolatot, vajon hogyan alakult volna a szezon, ha a tesztelés során favoritnak tűnő Ferrari beváltja a reményeket, és nem történnek meg az idei műszaki hibák, stratégiai baklövések, de vezetői bakik sem. A szakíró, Scott Mitchell nagy alapossággal levezette elméletét, nagydíjról nagydíjra újraszámítva a pontversenyt.

Az ő teóriája szerint Charles Leclerc nyert volna Bahreinben motorhibája nélkül, győzött volna Bakuban, amennyiben nem szenved balesetet az időmérőn, második lehetett volna Monacóban, ha a Ferrari nem számolja el magát a Q1-ben, Németországban pedig újabb elsőséggel gazdagodott volna kicsúszása nélkül. Sebastian Vettel harmadik lehetett volna negyedik helyett Ausztráliában, Spanyolországban és Ausztriában, kibírta volna Hamilton nyomását, nem hibázik és győz Kanadában, ötödikként végzett volna Silverstone-ban – ezeken kívül pár pontot érő helyezések változtak volna, ha a Ferrarinak kijön a lépés.

Ebben az ideális világban a ténylegesen csak ötödik Leclerc a bajnokság második helyén állna, 44 ponttal Lewis Hamilton mögött. Sebastian Vettel ugyanúgy negyedik lenne, de jelentősen több ponttal, mint a valóságban.

 

A bajnokság az újraszámított pontokkal:  A bajnokság tényleges állása:  
1. Lewis Hamilton Mercedes 242 1. Lewis Hamilton Mercedes 250
2. Charles Leclerc Ferrari 198 2. Valtteri Bottas Mercedes 188
3. Valtteri Bottas Mercedes 182 3. Max Verstappen Red Bull 181
4. Sebastian Vettel Ferrari 180 4. Sebastian Vettel Ferrari 156
5. Max Verstappen Red Bull 156 5. Charles Leclerc Ferrari 132

 

Videó: Alonso a dűnézést gyakorolja Namíbiában

Pénteken ér véget Fernando Alonso négynapos tesztje a Toyota Hiluxszal, amellyel már a 2020-as Dakar Ralira készül. Helyszínként azért esett a választás a délnyugat-afrikai Namíbiára, mert az országban számos magas homokdűne található. A spanyol az egyik ismert homokdombot, a 380 méter magas 7. számú dűnét is megmászta, hogy felkészüljön a januári, Szaúd-arábiai maratonra.

„Érdekes tapasztalat volt először megmászni Namíbia nagy dűnéit” – nyilatkozta az új kihívásról Alonso. „Az elején kicsit sokkoltak, tisztelettel kellett megközelítenem őket. Kifinomult technikát igényelnek, mellyel még nem rendelkezem, ezért időről időre ki kellett másznunk a bajból, amelybe belekevertem magunkat.”

Ez volt valóban Verstappen eddigi legnagyobb győzelme?

A formula1.com szakírói sorba rendezték Max Verstappen eddigi hét nagydíjsikerét. Az első helyre az idei Osztrák Nagydíjat sorolták az ifjú pilóta bravúros felzárkózásával és Charles Leclerc elleni kemény előzésével, a Red Bull hazai pályáján, számtalan holland rajongó előtt. Íme a szubjektív rangsor:

1. Bravúros felzárkózás és a Red Bull-Honda első győzelme – 2019-es Osztrák Nagydíj

2. Diadal a Ferrarik előtt – 2018-as Osztrák Nagydíj

3. Esőkáosz – 2019-es Német Nagydíj

4. Az első győzelem – 2016-os Spanyol Nagydíj

5. Vettel és Hamilton összeér, Verstappen nyer – 2017-es Mexikói Nagydíj

6. Ricciardót legyőzve – 2017-es Malajziai Nagydíj

7. Domináns elsőség – 2018-as Mexikói Nagydíj

A balesetek kedvelőinek: 11 perc zúzás a Formula-E szezonjából

A 2018/19-es évad legnagyobb balesetei, versenyenkénti válogatásban a széria YouTube-csatornájáról:

Ennyivel nagyobb egy F1-es autó, mint egy LMP1-es

Az F1 Addict készített egy érdekes grafikát: méretarányosan helyezték egymás mellé a Formula-1, Formula-2, Formula-E, IndyCar és WEC/LMP1 versenygépét. Az 575 cm hosszú Ferrari SF90 mellett szinte eltörpül a 475 cm-es Toyota TS050 Hybrid.

Pazar kép készült a Hungaroring egyes kanyarjánál

"Három nagyszerű versenyző fej-fej mellett az egyes kanyarba menet" - írta Wolfgang Wilhelm német fotós az elkapott pillanatról. Az idei Magyar Nagydíj egyik legfeszültebb pillanatát sikerült megörökítenie.

Na melyik rockbanda koncertjén bulizott Bottas?

A Mercedes finn F1-es versenyzője egy kis betekintést nyújtott abba, hogyan kapcsol ki a nyári szüneten. A napokban a The Offspring csehországi koncertjét nézte meg, és a bandatagokkal is találkozott.