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https://maczkobandi.blog.hu/2021/05/06/_egy_het_a_gorgon_kickr_v5_tartos_teszt
„Egy hét a görgőn” – KickR V5 tartós teszt
2021-05-06T16:05:21+02:00
2021-05-06T16:05:21+02:00
torma99
https://blog.hu/user/78789
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://sport.appsolute.hu/wp-content/uploads/2020/09/wahoo-kickr-logo.jpg" alt="" class="imgnotext" width="163" height="64" /></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Néhány éve még kizártnak tartottam, hogy valaha egy KickR birtokosa legyek és láss csodát, az elmúlt hónapokban már több, mint 168 órát töltöttem el rajta. Ez már egy olyan időtáv, amely alatt a görgő minden rezdülése kiismerhető, a kezdeti lelkesedést követően, már az esetleges problémáknak is ki kell jönniük. Nagyon jó hír, hogy az elsöprő mennyiségű pozitívumot, csak néhány apróság árnyalja.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><strong>Apró nüánszok</strong></span></p>
<p><span style="font-family: georgia, palatino, serif;"><img src="https://m.blog.hu/ma/maczkobandi/image/20210329_103913-min.jpg" alt="20210329_103913-min.jpg" class="imgnotext open-in-modal" /></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">A görgő továbbra is bombabiztos, stabil, az összeszerelés minősége jeles. A csavarok rendben tartanak, nincs semmi meglazulva, nem lötyög semmi. Amire érdemes figyelnünk, hogy a KickR oldalsó karjain lévő „táncoló talpak” csavarja csere, vagy gyakori el, illetve előpakolás során nem lazult-e meg, mivel lötyögő támaszték esetén, nyeregből kiálló hegymenet, vagy sprint esetén vibrációt és ijesztő fémes kattogást hallhatunk és egyből számos rosszra – közép- vagy kormánycsapágy hibára – asszociálhatunk.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">A másik, általam nem tapasztalt problémát a lánc feszítőt takaró műanyag burkolat esetleges deformációja okozhatja, amennyiben hozzáér a szíjhoz vagy a lendkerékhez és csúszó, súrlódó hangot hallat. A felfogatás elrendezéséből adódóan ez a lánctányér alján, a „görgő eleje” felé fordulhat elő. Amennyiben ilyen hangot hallunk érdemes a lendkereket lassan átforgatva ellenőrizni a burkolat pozícióját.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><strong>Szíjhajtás, ami bírja a strapát</strong></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">A szíjhajtású görgőknél kardinális kérdés a szíj esetleges megnyúlása, élettartama. Az eddigi használat alapján nem tapasztaltam csúszást, sérülés nem érte a szíjat, a takaróburkolat eltávolítása után erről meg is győződtem, a szíj feszessége tökéletes. A szíj hátán lévő kopást a feszítőgörgővel való érintkezés okozza, amely teljesen természetes. A 168 óra használat után a szíj oldalán néhány helyen a fekete külső bevonat már enyhe kopásnak indult, de semmi olyan nem látszik, amely ne valószínűsítene még további sok száz órányi gondtalan használatot. A rejtett spindown lehetőségével három alkalommal kalibráltam a görgőt, ebből két esetben a görgő fékerejének beállítási értéke 1.03 volt, míg egy esetben 1.04, ráadásul 1.03-1.04-1.03 leosztásban, így ebben az értékben sem tapasztaltam jelentős eltérést. (Ha neked ez az értéke nem ennyi, az nem jelent semmit, minden görgőnél más és más).</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://m.blog.hu/ma/maczkobandi/image/a950278c66743052488d34f53b9c78f4.png" /></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Ahogy azért a hajtás kopik, úgy a Trainerday applikáció folyamatosan jelzett Powermatch értékein keresztül látszik, hogy a hajtóművem spiderében lévő P2M Ngeco wattmérő és a KickR által mért értékek néhány wattal távolabbra kerülnek egymástól, főként a 300 wattot meghaladó részeken 3-5 perces intervallumokra számítva, ezt azonban inkább a láncnyúlásnak, illetve a kenőanyagok aktuális állapotának tudom be, jellemzően 1-2%-os értékekről beszélünk, amik elhanyagolhatónak tekinthetők (az összehasonlításokhoz ne felejtsük el a simító algoritmusokat mind a görgőn, mind az applikációkban kikapcsolni, de legalább azonos értékűre állítani).</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img 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" /></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><strong>Szuperapu mindenre figyel</strong></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Kisgyermekes apukaként amire még felhívnám a figyelmet, hogy 250-270 wattértékű vagy erősebb edzés a görgő dobját nagy mértékben felmelegíti, amely a kicsik érzékeny bőrét szó szerint megégetheti. Az edzés végeztével ezért vigyázzunk, hogy a kis kezek nehogy hozzáérhessenek.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><strong>Sunrace – teszi a dolgát</strong></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://m.blog.hu/ma/maczkobandi/image/289802ca8403cbfaa36f378dc0b83407.png" /></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Újabb kellemes csalódás volt a görgőhöz járó Sunrace sor minősége. A váltási élmény az általam használt Sram Force 22 váltóval remek, még finombeállításra sincs szükség a görgő és a hátsó keréken lévő Sram PG-1170-es fogaskoszorúhoz képest. Ezzel annyira meg vagyok elégedve, hogy a kinti tekerésekhez is beszereztem egy Sunrace sort.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><strong>Használat közben</strong></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">A külső és technikai részletek után a Zwift, RGT és Trainerday appokban történő használat során sem tapasztaltam a görgő működésével kapcsolatos anomáliákat. Mivel a KickR valódi lendkerékkel rendelkezik, ezért annak belendítése a szoftverek és az adott edzésprogram, vagy free ride kiindulópont szemszögéből egy virtuális megoldáshoz képest nagyobb energiát igényel, ezért én jellemzően az első néhány pedálfordulatot a kistányéron teszem meg, majd innen váltok fel az ovális nagytányérra. (Wattmérő és a görgő összehasonlításához végig kistányéros hajtás ajánlott a legpontosabb eredmény eléréséhez).</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">A különböző ellenállási szinteket a KickR megfelelő ütemezéssel állítja, a többi gyártó görgőihez hasonlóan az erős intervallumok és all out sprintek esetén tapasztalható egy leheletnyi spét, emellett szoftvere válogatja, hogy külső wattmérő esetén a powermatch, tehát a wattmérőhöz állított, a görgőn mért adatoktól függetlenített ellenállás során ez az eltolt reakció mekkora mértékű. Zwift és RGT esetén valamivel kisebb, míg a Trainerday esetén valamivel nagyobb. Ugyanakkor ezzel nem fogunk veszíteni semmit, mert ha 1 másodperccel késik a kezdő reakció, úgy az intervallumok végén is van további 1 másodpercünk, hogy a pedálokat passzírozzuk.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><strong>Lendkerék - a valódi vas az igazi</strong></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">A valódi lendkerék nagyon sokat segít a kinti kerékpározási élmény visszaadásához, korábbi Elite vagy Tacx görgőimhez viszonyítva főként az RGT fejlett bolyozó és kanyarodási fizikájánál itt érzem leginkább, hogy egy valóságosabb élményt ad vissza a görgő a gyakori szabadonfutózásból történő ismételt erőkifejtések esetén. A lendkereket jól belendítve bátor kerekesek a leesett zselészacskók, vagy távirányító után le is ugorhatnak és néhány másodperccel később felpattanva szinte szó szerint ugyanott folytathatják a tekerést, ahol abbahagyták.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><strong>Power Smoothing</strong></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">A Wahoo a KickR szoftverének programozásakor úgy döntött a felhasználók legtöbbjének szemét jó, ha jótékony homály fedi, ezért a teljesítményértékeket a görgő alapból extrém módon simítja, elemző programokban visszanézve úgy tűnik, mintha tűpontosan ott tartanánk ugyanazon a watton erőkifejtésünket, ami természetesen lehetetlen. Én javaslom, hogy mind a görgő, mind a használt szoftver oldaláról ezeket az opciókat kapcsoljuk ki, ne ringassuk hamis tévhitekbe magunkat.</span><span style="font-family: georgia, palatino, serif;"></span></p>
<p><span style="font-family: georgia, palatino, serif;"><img src="https://m.blog.hu/ma/maczkobandi/image/3e5b31feeb5aa7e117dd3f17f020ca01.png" width="230" height="271" style="display: block; margin-left: auto; margin-right: auto;" class="imgnotext" /></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><strong>Firmware</strong></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Szoftveres oldalon örök téma a firmware frissítés kérdése. Az okostelefonok és más okos eszközök megjelenése óta félember az, aki nem frissítgeti orrba szájba az eszközt vezérlő programot. Én a teszt és a teljes kép kedvéért végig frissítettem az összes verziót a kiadás óta és sem magával a letöltéssel és telepítéssel sem használat közben nem tapasztaltam glitcheket. Ugyanakkor a felhasználók egy részénél a BT FTMS protokollt végre bevezető, valamint az ANT+ FE-C vezérlést javító 4.2.X verziószámok free rideban okozhatnak gondot, miszerint a görgő BT kapcsolaton keresztül mégsem állítja a terepnek megfelelő ellenállást. Épp ezért szoktam azt javasolni, hogy amennyiben a mi felhasználási területünkhöz, a kapcsolt szoftverhez vagy applikációhoz egy adott verzió megfelelő, akkor ne frissítgessünk, csak a frissítés kedvéért. Természetesen a görgő ikonjára 10-szer rányomva az applikációban lehetőség van korábbi firmware visszatöltésére, de spóroljuk meg az extra köröket. Akkor telepítsünk, ha új, számunkra hasznos funkcióval bővül a vezérlő, netalán valami problémánk van.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><strong>Összegzés:</strong></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Végig olvasva az eddig leírtakat úgy tűnhet számodra, hogy nem egy dicshimnuszt olvasol, ugyanakkor fontosnak tartottam megjeleníteni azt a néhány aspektust, ami, mint minden terméknél a felhasználók egy csekély százalékát érintheti és jó, ha képben vagy róla. A görgő amúgy remek. Csak felkattintom a hosszabbítón a gombot, felülök és megyek. 168 óra azért nem kevés. Kilométert nem írok, mert ahány szoftver, ahány pálya, annyi volna. 5000 felett, a lánc most lesz cserés, amit a görgővel együtt raktam fel.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img 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" /></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">A véletlenek furcsa összjátéka, hogy most nem egy smartbikeról írok, de a KickR-rel az isten lábát fogtam meg, és vaskos euró ezreket a pénztárcámban. Ha útban van, könnyen el tudom rakni, és ugyanígy elővenni. A körmérete a Neómnál kisebb, tehát ezt bátrabban elől hagyhatom a nappaliban. Bár nem vagyok egy sprinter, de az általam készített szőnyegalátéteken 1000 wattal nem tudom megmozdítani, pedig nincs elsőkeréktámasz hozzá. Ha hegyre megyek kiállva is szépen engednek a “táncoló talpak” a vázam sem kell félteni. Nagyon szeretem, hogy a kerékpárom szöge ugyanaz, mint az úton, ezért nem tréfál meg az esetlegesen felemelt elsőkerék a bikefit finombeállításánál. A gyermekem továbbra is szépen szuszog mellette közvetlenül a karámjában, vagy némileg felette a kanapén. A korábbi szomszédháborúnak is vége van a KickR által keltett vibráció az általam használt terheléstartományokban (200-350 watt) minimális. Kicsit gondban vagyok, sokan kérdezők tőlem, milyen a KickR? Mondom: Jó! Miért? Igazából, mert olyan, mint egy oroszlán. Nem a leghatalmasabb, nem a legerősebb, nem a legcsillogóbb, hanem egy olyan elegy, amely 300+ óra Elite-ezés, 443 óra Tack Neózás után ezzel a 168 órájával (és ezen sorok írásánál már megint egy picit többel) számomra az interaktív edzőgörgők királyává teszi.</span></p>
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„Egy hét a görgőn” – KickR V5 tartós teszt
A Wahoo csúcsgörgője korábbi előítéleteim ellenére meggyőzőtt. Otthoni kerékpáros edzéshez ajánlott kellék!
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Maczkó Bandi Kerékpáros Blogja
https://maczkobandi.blog.hu
https://maczkobandi.blog.hu/2021/03/08/trainerday_com_edzestervezo_es_mobilapplikacio_egy_jo_kompromisszum_gombokert
Trainerday.com edzéstervező és mobilapplikáció – egy jó kompromisszum gombokért?
2021-03-08T07:35:00+01:00
2021-03-08T07:35:00+01:00
torma99
https://blog.hu/user/78789
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://m.blog.hu/ma/maczkobandi/image/0aa15f32e3f229ada5cb4c66637b84b0.png" alt="Cycling Workouts and Training Plans - TrainerDay" class="imgnotext" /></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Az utóbbi évek soha nem látott növekedést mutattak a kerékpáros edzőgörgőzés területén. A téli hidegben, fagyott utakon, sötétben történő kinti bohóckodás helyett kerékpárosok százezrei ismerték fel, hogy a nyári forma megőrzéséhez és fejlesztéséhez elengedhetetlen az egyre pontosabb edzőgörgők beszerzése és valamilyen szoftver vagy applikáció használata, hogy a korábbi izzadós, videónézős tortúrát egy interaktív, örömteli, a kintivel összemérhető élményt nyújtó eseménnyé varázsoljuk.</span></p>
<p><span style="font-family: georgia, palatino, serif;"><img src="https://keyassets.timeincuk.net/inspirewp/live/wp-content/uploads/sites/2/2019/11/Indoor-Smart-turbo-training-for-winter-b_54206311_162908672-e1581078329189.jpg" alt="Beginner's guide to indoor cycling: Everything you need to get started - Cycling Weekly" width="403" height="268" style="display: block; margin-left: auto; margin-right: auto;" class="imgnotext" /></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"> </span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Az első nyílt platformok (Zwift, Trainerroad, Sufferfest) mára ismerősen csengő márkákká váltak nagy rajongótáborral, sokan már fanatikusan esküdöznek egyik, vagy másik mindenhatósága mellett. Ugyanakkor népszerűségük maga után vonta, hogy a platformok indulásához szükséges első tőkeinjekciót biztosító befektetők most már szeretnék gyümölcsözőre fordítani invesztíciójukat, amelyek meglehetős 50-80%-os áremelésekben manifesztálódtak, mindössze néhány év leforgása alatt.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://trainerday.com/wp-content/uploads/2020/06/connected-diagram.png" class="imgnotext" width="368" height="210" /></span></p>
<p><span style="font-family: georgia, palatino, serif;"></span><span style="font-family: georgia, palatino, serif;">z az emelkedés lehetőséget biztosított arra, hogy a nagynevű versenytársak mellett azok funkcionalitását részben, vagy majdnem teljesen átvevő, de sok esetben egyszerűbb, sőt még újításokat bemutató kisebb fejlesztők is megpróbálkozzanak a szektorban. Köztük ilyen <strong>a Trainerday</strong> is, amely <strong>egy brutálisan erősen árazott csomaggal és ingyenes funkciókkal indított támadást az edzéstervezés és az okostelefonos appok piacán 2020 őszén.</strong></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">A fentiekből látszik, hogy amikor a Trainerdayről beszélünk, akkor két dologra gondolunk, amelyeket célszerű szétválasztanunk és egyenként elemeznünk.</span><span style="font-family: georgia, palatino, serif;"> </span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://trainerday.com/wp-content/uploads/2020/07/current_trainingplan_in_app-1024x718.jpg" alt="Indoor Cycling Training App - TrainerDay" /></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><strong>A rendszer lelke a <a href="https://trainerday.com" target="_blank" rel="noopener noreferrer">Trainerday.com</a> weboldal</strong>, ahol beregisztrálhatunk és teljesen ingyenesen hozzáférhetünk több ezer edzéshez, vagy edzéstervhez, összeállíthatunk saját magunknak egyszeri edzést, vagy akár tervet is és itt jön a slusszpoén: teljesen ingyenesen áttölthetjük azt Trainingpeaksre, vagy Garmin Connectre. A tervező maga roppant egyszerűen kezelhető, emellett, ha van másik kedvencünk, mint mondjuk az Intervals.icu, vagy a Zwiftfactory, akkor zwo és fit kiterjesztésű fájlokat pillanatok alatt feltölthetünk rá.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><strong>A terveket és edzéseket böngészve szembesülhetünk vele, milyen széles tárház áll már rendelkezésre, legyen szó alapozásról, vagy a csúcsforma utolsó wattjainak megtalálásáról. Nagyon könnyen módosíthatunk a már meglévőkön*, vagy beilleszthetjük őket a saját tervünkbe.</strong> Ötletbörzének sem utolsó, ha válogatunk a felkínált ajánlatok között. Minden esetben szépen látható az egyes edzések és a heti terhelés TSS értéke is. (*a már meglévő edzéseket először le kell menteni, majd a szerkesztőbe visszatölteni 5 kattintással, hogy saját magunk számára is szerkeszthetővé váljanak.) <strong>Ha még csak most kezdünk ismerkedni a self coaching témakörével, számon szerző rövid ismertetős és utasítássorozatot is mellékel az adott edzéshez</strong>, amelyből megtudhatjuk, mit miért fogunk csinálni a tekerés során. Ez sokkal könnyebben átélhetővé teheti a nagy ismétlésszámú extra intenzív, vagy a sokáig tartó szinte unalomba fulladó recovery intervallumokat is.</span><span style="font-family: georgia, palatino, serif;"> </span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><strong>Ha ügyesen tervezünk, akkor a kint is használt fejegységünkkel is le tudjuk hozni az edzéseket</strong>, ugyanakkor ez esetben le kell mondanunk a szépen, egyenletesen emelkedő bemelegítő és levezető intervallumokról, na meg az edzés közbeni már komolyabb wattokat megkívánó rámpákról. Ekkor jön képbe a Trainerday másik eleme, az iOS és Android rendszereken is futtatható applikáció, az azonos nevű, Trainerday app.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><strong>Aki ismeri a Trainerroad felületét, annak nagyjából hasonló élménye lesz a használat során.</strong> Magunk előtt láthatjuk az edzésünk grafikonját, a képernyőn fent pedig a legfontosabb edzésadatokat. Amennyiben nem elégszünk meg az alap telemetriával, én javaslom Garmin eszközök esetén a Connect IQ store-ból egy összetett data field letöltését, és így a mobil mellett a fejegységünket használva nyomon követhetjük a TSS alakulását, W’bal-unk aktuális értékét és „visszatöltődését” is. </span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://www.smartbiketrainers.com/wp/wp-content/uploads/2020/07/TrainerDay-web-scaled.jpg" alt="TrainerDay Releases a New Cycling App | SMART Bike Trainers" /></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">A<strong>z app kissé döcögősen indult, mint minden zöld mezős fejlesztés, de nagyon kellemes meglepetést okozott, hogy az alkotók néhány hónap alatt a kezdeti problémákon úrrá lettek és heti rendszerességgel dobják be a foltozásokat és a funkciók bővítését, a felhasználói élmény javítására irányuló változtatásokat.</strong> Teljesen alapnak számít egy hosszabb melegítésre történő edzésráindítás, a két dolog összefűzése, az auto pause, vagy a levezetést követő extra pörgetés automatizálása. Az app gyorsan teremt kapcsolatot a szenzorainkkal, a kommunikáció folyamatos, amennyiben a telefont a kerékpáron, vagy annak közelében helyezzük el, adatkimaradástól nem kell tartanunk. </span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">A béta állapot és a tengernyi andoridos telefon, főként az ár/értékarány bajnok kínaiak adott esetben feladhatják a leckét, de egy átlag felhasználó számára az élmény tökéletesen megfelelő. És hogy mennyit kell ezért havonta fizetnünk? Mindössze 4 dollárt, tehát a nagy nevű elődök havi díjának negyedéért-ötödéért hozzájuthatunk egy nagyon jó apphoz, az ingyenes platform mellett, amellyel a projekt működését és fennmaradását támogathatjuk.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://www.smartbiketrainers.com/wp/wp-content/uploads/2020/07/TD_2-770x433.jpg" alt="TrainerDay Releases a New Cycling App | SMART Bike Trainers" /></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Amennyiben nem szükséges számunkra a csillogó háromdimenziós világ, nem ájulunk el a marketinghullámoktól, az AI-nak mondott presetekkel megtámogatott edzéstervezőtől, netán haladók vagyunk annyira a témában, hogy kipróbáljuk magunkat, vagy már biztosan tudjuk mit szeretnénk, kicsit idegesítenek a kiüresedett tartalmú Ride on pittyegések, nem akarunk bosszankodni az elnagyolt fizika miatt, emellett főként a saját, valós edzésteljesítményünk metrikája érdekes számunka, a Trainerday lehet az a platform, amire már régóta vártunk. Olcsó, jó, folyamatosan fejlődő, hatékony.</span><span style="font-family: georgia, palatino, serif;"></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><strong>Az ingyenes edzéstervező és kereső platform részét extrém különösen, kihagyhatatlan szinten ajánlom</strong> azoknak, akik a görgős felkészülésük során a lehető legtöbbet szeretnék kihozni edzésmunkájukból, tanulnának mások programjából és sajátjukat is szívesen közkinccsé tennék, ezzel segítve a közösséget.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"></span><span style="font-family: georgia, palatino, serif;"><strong>Az applikáció pedig a mindössze 4 dolláros havidíjért nagyon-nagyon tetszett minősítést kap tőlem.</strong> Ennyi pénzért, ilyen hasznos szoftvert, ilyen kényelemmel nem lehet máshol igénybe venni. Bízom a Trainerday sikerében, hogy minél több alternatíva közül lehessen a jövőben is válogatni, ezáltal a fejlesztők egymásra licitálva jobb és jobb megoldásokkal állhassanak elénk, kerékpárosok elé.</span></p>
<h6 style="text-align: justify;"><em><span style="font-family: georgia, palatino, serif;">A fotók a trainerday.com,cyclingweekly.com és a smartbiketrainers.com weboldalról származnak.</span></em></h6>
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Trainerday.com edzéstervező és app - jó ajánlat gombokért
A komolyan edző kerekesek közt rohamosan terjed a self-coaching,az önálló edzéstervezés. Ebben segít a Trainerday.com
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Maczkó Bandi Kerékpáros Blogja
https://maczkobandi.blog.hu
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https://maczkobandi.blog.hu/2021/01/12/az_uj_evi_fogadalmakrol_nemcsak_kerekparosoknak
Az új évi fogadalmakról – nemcsak kerékpárosoknak
2021-01-12T07:03:02+01:00
2021-01-12T07:03:02+01:00
torma99
https://blog.hu/user/78789
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">2021 első hetének lezárultával már reálisabban szemlélhetjük idei, vagy hosszabb távú céljainkat, terveinket és a megvalósításukhoz vezető utat. A karácsonyi ünnepek után és közvetlenül az év elején a legnépszerűbb téma az új évre vonatkozó fogadalmak kérdésköre. Életmódváltoztatás, pénzügyi tudatosság, jellembeli fejlődés. Cikkek és videók sokasága harsogja évről évre, itt az idő változtatni, jelöljük meg a nagy célt, a vágyott állapotot, lehetőleg szilveszterkor és pezsgős koccintással pecsételjük meg eskünk, hogy az óévet magunk mögött hagyva, az újban sikerre visszük elhatározásunk.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://m.blog.hu/ma/maczkobandi/image/newyears.jpg" alt="newyears.jpg" class="imgnotext" /></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"> </span><span style="font-family: georgia, palatino, serif;">A legtöbb esetben azonban a népszokás által generált fogadkozás már a pezsgős koccintást sem éri meg, de 95%-ban a másnapi, néha fejfájós felkelést követően foszlik semmivé. Talán az akarat, az elhatározás vagy körülmények a ludasak, netán ezek elegye, de a többség fogadalmai soha be nem váltott lehetőségekként tornyosulnak egy gondosan került agytekervényben, legyen szó káros szenvedélyeink – dohányzás, alkohol – csökkentéséről, munkánkkal töltött idő, az ahhoz való hozzáállás módosításáról, vagy a családi kapcsolataink fejlesztéséről.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"> É</span><span style="font-family: georgia, palatino, serif;">n is azok közé tartoztam hosszú évekig, akik mertek nagyot álmodni december 31-én és január 1-én a felébredést követően a már megszokott rutinnal nem vettem tudomást az alig pár órával korábban elmondott, vállalt célokról. Legtöbbször túl nagyot álmodtam és gondolati síkon egy csapásra szerettem volna megoldani mindent, amit csak lehetett. A „hatalmas” feladat és az ezt övező elvárások, kötelmek tudat alatt megrogyasztottak és úrrá lett rajtam az úgysem sikerül életérzése.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"> </span><span style="font-family: georgia, palatino, serif;"><strong>A változtatásra való legbensőbb igény azonban kikényszerítette, hogy módosítsak szemléletmódomon. Mi lenne, ha a nagy célt, célokat több részre bontanám, a hatalmas falat, nem leküzdhetetlen kolosszusnak, hanem egy sok-sok apró lépcsőfokból álló emelkedőnek tekinteném?</strong> Nem egyszerre szeretném átugrani a magasságom sokszorosát, hanem mindig csak egy-egy kis lépést megtéve napról-napra lassú, de megfontolt és biztos haladással érném el a célt?</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://malnarium-vac.hu/wp-content/uploads/2019/11/fogadalom.jpg" alt="" class="imgnotext" /></span></p>
<p style="text-align: justify;"><strong><span style="font-family: georgia, palatino, serif;">90-50-10</span></strong></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Néhány éve bevezettem a 90-50-10-es fogadalmi triumvirátust. Mit jelent ez? A céljainkat osszuk fel három, de akár sokkal több részre is, nehézségüket tekintve rangsoroljuk és úgy állítsunk fel egy listát.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"> </span><span style="font-family: georgia, palatino, serif;">A <strong>90%</strong> számomra olyan cél elérését jelenti, amelyet egész évre tekintve akár 4-6 hét alatt véghez vihetek, amennyiben elég kitartó vagyok. Ennek nem kell egy világmegváltó dolognak lennie, sokkal inkább a biztos megvalósíthatóság lebegjen a szemünk előtt. Az egyszerű(bb) feladat teljesítése még az év eleji időszakban hozzásegít minket az első sikerünk átéléshez, lett légyen szó családról, munkahelyről, sportról, bármi egyébről. Ez lesz az az első lépcsőfok, amelyre építkezhetünk a jövőben.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Az <strong>50%</strong>-os valószínűséggel leküzdhető kihívásra olyan feladatot érdemes adni, amelynek teljesítése az előző lépcsővel párhuzamosan, vagy azt követően 6-8 hónapnyi erőfeszítés, munka és odafigyelés kell. Ennek a szintnek a teljesítéséhez már nem elég akár félpasszívan kivárásra játszani, itt keményen meg kell fogni a tenni akarás szekerének rúdját és sok-sok időt és energiát mozgósítva haladni előre.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"> </span><span style="font-family: georgia, palatino, serif;">A <strong>10%</strong> a non plus ultra kategória. Ennek bezsákolása nem tűr tétlenkedést, halogatást, magyarázkodást. Az egész évben odatéve magunkat keményen dolgozva ütni a vasat, nem elbizonytalanodva esetleges visszaesésektől, nehézségektől, nem várt eseményektől sem. Lehet ez a korábbi céljaink összegzése és még magasabb szintre emelése, de teljesen más is, csak rajtunk áll.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><strong>A fejben átgondolt lépcsőfokokat papírra vethetjük, kiakaszthatjuk a szemünk elé, telefonunkba beírva emlékeztetőként, csipogó appokat használva újra és újra megjelenő üzenetként tarthatjuk azokat napirenden.</strong> Az első fokozat teljesítése után ott lesz mindig a másik kettő, vagy több is akár és miután már a többség meg van, látjuk, hogy képesek voltunk elérni már nemcsak a legkönnyebb, de nehezebb lépcsőfokokat is, nagyobb erőt érzünk majd a megkezdett helyes irány folytatásához a legnagyobb célba való „befutásra” is.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><strong>Nem ördögtől való jutalmak kilátásba helyezése</strong> egy-egy részcél teljesítésére sem, sőt kifejezetten ösztönzőleg hathat. Anyagi lehetőségeink figyelembevétele mellett ez lehet vásárlás, de amint belejöttünk a célok teljesítésébe és látjuk, hogy nem a jutalom, hanem <strong>a jutalom megszerzéséhez vezető, jellemformálásban, erőfeszítésekben, sokszor lemondásban bővelkedő kacskaringós ösvény az igazi ajándék</strong>, egyszerű kis apróság, de számunka az élmény teljességével átitatott token lehet a nyeremény.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><strong>Amennyiben valami nem sikerült, túlvállaltuk magunkat ne csüggedjünk.</strong> Könnyű nagyot álmodni és elcsúszni a megvalósításban, a lényeg, hogy ne adjuk fel, ne tegyük fel a kezünket. Sok nehéz pillanat áll adott esetben előttünk és ha már nyilvánvalóan látszik is, hogy a hajó elment, ne feledjük már ennyi és ennyi órát, agytekervényt, izommunkát, írást, beszédet, bármit beletettünk, az már a miénk lesz. A fejlődés nem egy kétállású kapcsoló, részteljesítés esetén a következő nekirugaszkodáskor már nem nulláról indulunk majd, így még tovább és tovább jutva bizony sikerülhet.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"> </span><span style="font-family: georgia, palatino, serif;">Hogy konkretizáljak kicsit, álljanak itt <strong>a kerékpáros célkitűzések 2021-re</strong>:</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><strong>90%</strong> - Egész évre tekintve a testsúlyom átlaga a napi mérések szerint legyen 73 kilogramm alatt. Nem voltam sohasem elhízott vagy túlsúlyos, ugyanakkor az egészséges étkezésre, és a megfelelő kalória, rost, ásványi anyag, vitamin bevitelre csak nagyon nagy vonalakban figyeltem. 186 centis magasságomhoz így a testsúlyom 81-84,5 kilogramm között ingadozott már évek óta. Tavaly áprilisban értem el az intervallum maximumát, amely után változtatni kellett. 7 hónap alatt lassan, fokozatosan 71-73 kilogramm közé szorítottam le a tömegemet úgy, hogy a kerékpáros teljesítményem nem csökkent. Ezt szeretném megtartani idén is. Jól látható, hogy egész éves odafigyelés szükséges ehhez, de a jelenlegi körülmények azt mutatják, az aktuális életmódomnak megfelelően behúzható a cél a listáról.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"> </span><span style="font-family: georgia, palatino, serif;"><strong>50%</strong> - 320 wattos FTP elérése MAP teszten. Ez egy technikai cél, tavaly a 309 wattot sikerült elérnem, ami a súlyom mélypontján (70,8 kiló), egy számomra impresszív, 4,36 w/kg-os értéket jelentett. Az év első felének 6-7 hónapnyi edzésmunkájával tehát a rámpateszten szeretnék eljutni odáig, hogy a 445 wattos 1 perces átlag meglegyen, így a 320-as FTP érték garantált volna. 72 kilogrammos abszolút vállalható tömeggel ez 4,44 w/kg-ot jelent, amely az amerikai kategória besorolás szerint a 2-es osztályt, a „nagyon jó” csoportot jelenti.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"> </span><span style="font-family: georgia, palatino, serif;"><strong>10%</strong> - 185 kör teljesítése párosban a Ring24-en. A 2019-es rekord 179 kört szeretném felülmúlni a hungaroringi 24 órás versenyen, láthatóan a két korábbi lépcsőfok összegzéseként. És hogy miért 10%? Itt az emberi tényező mellett számos külső körülmény is közre játszhat (időjárás, ellenfelek, vírushelyzet) így a nagyon erős elhatározás és energiabefektetés mellett talán egy kis szerencse, kedvező csillagzat is szükségeltetik a teljesítéshez.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Jutalomnak az első lépcsőhöz nem állítok be semmit, mivel önmagamon érzem, hogy a súlycsökkentés még a teljesen normális intervallumokon belül is milyen pozitív élettani hatásokkal járt (vérnyomás, nyugalmi pulzus, oxigénfelhasználás, ízületek), az 50%-os cél teljesítéséhez a LEGO által kibocsátásra kerülő <a href="https://www.lego.com/hu-hu/product/the-mandalorian-keyring-854124" target="_blank" rel="noopener noreferrer">Star Wars-os Mandalorian figurát</a> vásárolhatom meg magamnak (1890 HUF) és amennyiben mindhárom kategóriát kipipálom, akkor az anyagi lehetőségekhez mérten egy brand aero cockpit beszerzése, vagy egy <a href="https://maczkobandi.blog.hu/2020/10/30/wahoo_kickr_climb_nem_csak_a_sim_mod_ordogeinek" target="_blank" rel="noopener noreferrer">KickR Climb emelkedésszimulátor</a> megvásárlása lehet a végcél számomra.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://content.services.dmtech.com/rootpage-dm-shop-hu-hu/resource/image/563614/landscape/800/562/8452cd24f730bd88cfa7957d48f404ca/cH/%C3%BAj%C3%A9vi-fogadalom-legyuenk-boldogok.jpg" alt="" class="imgnotext" width="351" height="247" /></span></p>
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vélemény
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Az új évi fogadalmakról – nemcsak kerékpárosoknak
Év végén fogadkozunk, jövőre másként lesz, aztán marad a házban a régi rend. Mi lenne, ha idén beváltanánk ígéreteinket?
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Maczkó Bandi Kerékpáros Blogja
https://maczkobandi.blog.hu
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https://maczkobandi.blog.hu/2020/11/30/shimano_100-ik_szuletesnap_egy_orszaguti_meglepetessel_dura_ace_r9200_latolgato
Shimano 100-ik születésnap egy országúti meglepetéssel? Dura Ace R9200 latolgató
2020-11-30T07:06:52+01:00
2020-11-30T07:06:52+01:00
torma99
https://blog.hu/user/78789
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Ahogy a koronavírus járvány által fémjelzett 2020 napjai lassan leperegnek, úgy kerülünk egyre közelebb 2021 márciusához, amikor az utóbbi három évtizedben az országúti kerékpárok piacát apránként ledaráló Shimano 100-ik születésnapját ünnepli majd. Már idén beindult a nagy spekulálgatás, hogy vajon mi fog történni, mit lép majd a japán gyártó, hogy megörvendeztesse ügyfeleit, rajongóit? Tekintettel arra, hogy a születésnap egybeesik a vállalat csúcs hajtásláncának a Dura-Ace sorozatnak a megújításával, vajákosok, jövendőmondók, botcsinálta Nostradamusok hada igyekszik érdeklődésünket és kattintásainkat fokozva megjósolni, amit egyelőre az anyacég és a kereskedelmi láncának felsőbb polcain lévők tudhatnak csak.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://m.blog.hu/ma/maczkobandi/image/shimanofkvpatent.jpg" alt="shimanofkvpatent.jpg" class="imgnotext open-in-modal" /></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">A kerékpáros világsajtót és a hazai bringás oldalakat is bejárta egy már-már kinyilatkoztatásszerű hír, miszerint a következő Dura Ace 12 sebességes lesz, méghozzá részben vezeték nélküli konfigurációban. A fékváltókarok önálló áramforrással, sőt mi több a váltókar mozgásából energiát gerjesztő kicsi kütymürüttyökkel lesznek ellátva, míg a váltók továbbra is a „hagyományos” Di2 módon, vezetékkel kapcsolódnak majd a nyeregcsőben elhelyezett akkumulátorhoz. A legtöbb portál tényként mutatja be a fentieket, egy-két mértékadóbb médium azért feltételesen kezeli a pletykát. Nézzük meg azonban mi is, hogy mi tudható erről a kérdésről?</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Elsőként szögezzük le, hogy a Shimano részéről bármilyen bejelentés, vagy megerősítés, még csak egy sem cáfolni, sem megerősíteni nem tudjuk nyilatkozat sem hangzott el a témában. A hír tulajdonképpen a Shimano korábban benyújtott szabadalmi kérelmeiből összefércelt anyag, amely már az adott időszakban, például a vezetéknélküli fékváltókarokról szóló rajz bemutatásakor is szárnyra kelt, viszont akkor valamiért nem szólt akkorát, mint most.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">A kérdéskör első részét, <strong>a sebességfokozatok számát</strong> azonban viszonylag könnyen megtippelhetjük. A Campagnolo nyitásával, majd a Sram felzárkózásával lényegében a piac másik kettő, ugyanakkor sajnos csak kisebb együttes súllyal bíró tagja már 12 fokozatra kapcsolt oszágúton (is), így törvényszerű, hogy a japánok is kövessék a példát, hogy a feature harcban ők is nagy betűkkel rákanyaríthassák a sajátóanyagok borítóira és a termékek dobozaira a "12 speed" feliratot. Nincs ebben semmi újdonság, hiszen a HG szabadonfutóra szintén egy korábbi szabadalmi bejegyzés okán joggal remélhetjük, hogy még akár 14 sebességi fokozat is felapplikálhatóvá válik. Attól a körülménytől tekintsünk el, mely minden „sebességváltáskor” felmerül, hogy kinek, mire szükséges a 9-10-11-12 vagy még több fokozat, a növekedéskényszerben vergődő vállalatoknak, akárcsak a mobiltelefonok megapixelháborújában itt is tolni kell néha-néha az értékeken. A fokozat kérdés gyakorlatilag eldőlt, ebben szerintem senkinél sem lesz vita, hogy a 9200-as sorozatú Dura egy tucat lánckerékkel szerelt hátsó sorral fog érkezni. A fenti 14 sebis HG szabadalom pedig nagyon jó direkciót jelent arra a campagnoloi irányra, hogy a Srammal és az xDR szabadonfutóval ellentétben a kerékpáros társadalom jó részének nem kell eldobnia, majd berendelni szeretett kerékszettjéhez, görgőjéhez az új szabadonfutót, remélhetőleg maradni fogunk a HG freehub keretein belül.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><strong>A vezeték nélküli fékváltókarok kérdése már jóval árnyaltabb.</strong> A szabadalmi bejegyzés nagyon előre mutató, amolyan én találtam ki a fékváltókart stílusú, ugyanakkor egy, a jelenlegi mechanikus karok bonyolultságával összemérhető, talán még azt is meghaladó eszközt sejtet. A tervezésének indoka valószínűleg nemcsak a környezetvédelem, hanem a Sram egyik, a fékváltókarok áramellátására vonatkozó szabadalmának kivédése lehet, amely megakadályozhatja, hogy az amerikai gyártóhoz hasonlóan egy egyszerű, ámde így is tartós CR2032-es gombelemről kapja a kar a „naftát".</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><strong>Országútisként, és kütyüfanatikusként</strong> borzasztóan várnám egy ilyen megoldás megjelenését, de sötét felhőként számomra ott tornyosul a bonyolultság miatti esetleges extra költségek megjelenése. Vegyük ugyanis figyelembe, hogy az Ultegra és Dura-Ace sorozatok legtöbb eleme ugyanazokon a gyártósorokon készül, így a jövőben esetlegesen lecsorgó technológia, amennyiben költségnövekedést okoz, a vállalat fejőstehén pénznyomdájának, az Ultegrának a jövedelmezőségén ronthat majd. Ahogy a Sram is már hosszú ideje, a Shimano és a Campa is rendszerben gondolkozik, így mára eljutottunk arra a szintre, hogy egy vakteszten a 105-Ultegra-Dura-Ace trió bármelyik tagjára ülnénk fel, hasonlóan magas színvonalú pontos váltást és tartósságot kapunk szinte nüansznyi különbségekkel. Egy csúcson bevezetett megoldásnak ezért még csirájában, a "rajság van meg pénz" kategóriában is mutatnia kell, hogy lecsorgathatóvá válik az alacsonyabb szintekre egyszer. Bár én kételkedem, de ne csüggedjünk, bízzunk benne, hogy visszatér a Shimano régi fénye, amit például az első önálló wattmérőjük, illetve ha emlékszünk a kissé botrányos kezelőfelületű, majd teljesen magára hagyott userbázisú akciókamerájuk okozott.</span></p>
<p style="text-align: center;"><iframe width="100%" height="453" src="https://www.youtube.com/embed/ohSYeYlie7g?enablejsapi=1" frameborder="0" allowfullscreen="true"></iframe></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"></span><span style="font-family: georgia, palatino, serif;">Nem mehetünk el azonban amellett sem, hogy szép-szép dolog a 100-ik születésnap, de a piac egyértelmű és megkérdőjelezhetetlen vezetőjeként, vajon szükséges-e, hogy a 12 fokozatra való átlépés mellett, ebben az iterációban vállalja be a vezetéknélküli váltást a japán óriás. Az OEM piac királya, a világ bármely szegletében a kikezdhetetlen No. 1. hajtáslánc-szállító? Ebbe a helyzetébe egy kicsit talán bele is kényelmesedve a Shimano vezetői, főleg egy körvonalazódó gazdasági válság első taktusában folytathatják az utóbbi évek konzervatív politikáját a kiegészítők terén bevállalt kockázatokkal és botlásokkal, így a fő termékcsoportnál lehozhatják a frissítést a vezetékes megoldással. Lényegében a különbség egy junction box, egy rádiós egység és néhány kábel a két elgondolás között, a fékváltókar bonyolultságát nem számítva. Ha pedig nagyon akarunk hinni a vezetéknélküliségben miért nem azt feltételezzük, hogy a Sram mellett ők is elő tudnak állni egy olyan megoldással, amely a konkurencia szellemi tulajdonát nem sérti, de egy sima gombelem, mikrokapcsoló, rádiós egység trióval abszolválják nagyvonalakban a dolgokat?</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Hogy csavarjunk még egyet a képleten én azt gondolom, hogy a 9200 mindenképp egy szélsőséges stáció lesz. Szélsőséges abban az esetben, hogy én jóval nagyobb esélyt adok egy “csalódás” vezetékes Di2 bemutatására és bátor lépésként a mechanikus szett elhagyására, mint egy forradalmibb fékváltókar bevezetésére. Ha viszont meghúzzák a váratlant korszakos, sokáig emlegetett terméket tehetnek le az asztalra. Sajnos csináljon bármit a SRAM vagy a Campa, hatalmas erőfölényével a Shimano úthengere dönt a komoly kérdésekben és irányokban (egyelőre).</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://m.blog.hu/ma/maczkobandi/image/105di2picture.jpg" alt="105di2picture.jpg" class="imgnotext" width="500" height="375" /></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><strong>Mechanika elhagyása</strong>. Nem kell egy bekezdéssel sem tovább menni, hogy megjegyezzem bár a Di2 egyre nagyobb és nagyobb szeletet hasít ki a Shimano bevételi tortájából a legutóbbi időkig még mindig a mechanikus Ultegra volt a japánok dollárbébije, így sokkal inkább mondhatjuk, hogy a jövőbeli fejlesztési irányokat a mechanikus szettek piaci teljesítménye határozza meg és nem valami felhasználokat elkényeztetni vágyó magasztos idea. Épp ezért nincs még mindig 105 Di2 sem, mivel azzal meg alulról nyírnák a mechanikus Ultegrát. A Durával ugyebár egy soron készülő Ultegra esetében, ha a Dura mechanikusa kiesik, márpedig ott látjuk, hogy épkézláb ember már mechanikusat nem vesz, csak ha fanatikus, az eladások 90+%-át generáló OEM piacon pedig lassan kb. zérus, vagy katalógus filler a mechanikus Dura opcióval árult kerékpárok listája, akkor a méretgazdaságosság csökkenésével a marzs ilyen szempontból is csökkenhet.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Megint más a helyzet, amit innen én nem látok, hogyha a 8050/70 szettek eladása már elérte azt a kritikus tömeget, amely mellett a 9100-as mechanikus és szép csendben lassan az OEM piacról a 8000/20 kivezetése megkezdődhet a következő években és lényegében a Sramhoz hasonlóan lemenő jelleggel végre elindul az elektromos szettek falutáblás sprinter józsik felé történő lecsorgása is.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/d/d7/Shimano_Dura-Ace_logo.svg/1280px-Shimano_Dura-Ace_logo.svg.png" alt="" class="imgnotext" /></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><strong>Végszóként</strong> én óvatosságra intek a nagy reményekkel kapcsolatban, ugyanakkor azok akik az országúton is 12 sebességre vágynak megnyugodhatnak. A Shimano jövőre a legnagyobb valószínűséggel bemutat számukra egy új Durát. A konzervatív, fontolva haladásukról mindig is híres japánok, pedig szerintem fenntartják a számukra kedvező helyzetet és a 100-ik szülinapot egy atombiztos vezetékes, talán a szoftveres oldalon erősített szettel koronázzák meg és az “elérhetőbb” árú 700-800 EUR körül 105 Di2 szettet váróknak ismét fityiszt mutatva lépnek be az új évtizedbe.</span></p>
<p style="text-align: justify;"><em><span style="font-family: georgia, palatino, serif;"><strong>Lapzárta után érkezett</strong>: Mi van akkor, ha megtartjuk a jelenlegi madzagos, egyszerű Di2 fékváltókarokat és a junction boxba építünk be egy vezetéknélküli adatátviteli modult, amely a már kapható BT modulon keresztül kapcsolódik a hajtáshoz és az "agytröszt" akkumulátorhoz. Ezt se zárjuk ki.</span></em></p>
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kerékpár
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technológia
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shimano
országúti_kerékpár
dura_ace
di2
váltórendszer
0
Nagyot húz a jövőre 100 éves Shimano?
Az országúti hajtásláncok királya, jövőre ünnepli centenáriumát, és egy forradalmi csúcsterméket mutathat be?Mi várható?
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Maczkó Bandi Kerékpáros Blogja
https://maczkobandi.blog.hu
https://m.blog.hu/ma/maczkobandi/image/shimanofkvpatent.jpg
https://maczkobandi.blog.hu/2020/11/09/gumi-magia_a_legolcsobb_lehetoseg_a_kerekparod_gyorsitasara
Gumi-mágia – a legolcsóbb lehetőség a kerékpárod gyorsítására
2020-11-09T07:08:16+01:00
2020-11-09T07:08:16+01:00
torma99
https://blog.hu/user/78789
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Akár kezdők, akár haladók vagyunk, egyik legfőbb vágyálmunk, hogy az utolsó sebességmorzsákat, wattokat, tizedmásodperceket is kisajtoljuk önmagunkból és kerékpárunkból, lett légyen szó falutáblás sprintekről, Strava szegmensezésről, vagy a Balaton-körről.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://m.blog.hu/ma/maczkobandi/image/kulsogumik.jpg" alt="kulsogumik.jpg" class="imgnotext open-in-modal" /></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Természetesen adja magát a helyzet, hogy az edzésmunka mellett, avagy helyett a pénztárcánkat hívjuk segítségül és több-kevesebb local credit elköltésével könnyebbé, gyorsabbá, aeróbbá tegyük paripánkat.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">A legolcsóbb és sokszor meglepően nagy hatékonysággal működő projekt, ha áttekitjük gumikülsőink állapotát, illetve típusát. Alap dolog, hogy ahogy kopik a gumi, úgy fog lassulni. Ez persze nem egy tragikus és sokszor nehezen mérhető folyamat. A <a href="https://www.bicyclerollingresistance.com/road-bike-reviews" target="_blank" rel="noopener noreferrer">Bicycletyrerollingresistance.com</a> oldalon a <a href="https://www.continental-tires.com/bicycle" target="_blank" rel="noopener noreferrer">Continental</a> zászlóshajójának tekintett <a href="https://www.continental-tires.com/bicycle/tires/race-tires/grand-prix-5000" target="_blank" rel="noopener noreferrer">GP5000</a> esetén ez mindössze néhány tizedwattot jelent, viszont akinek az utolsó centik is számítanak, a nagy esemény előtt a már lefutott külsők helyek jó, ha újakat rak fel.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"></span><span style="font-family: georgia, palatino, serif;">Az igazi nyereményt akkor üthetjük meg, ha sokszor akár neves gyártók (rád nézek leginkább, Bianchi) által költséghatékonyság miatt felpakolt belépő szintű külsőinket, úgy ahogy van, akár vásárlás, vagy rövid használat után továbbadjuk kevéssé teljesítményorientált sporttársainknak. Hogy miért?</span><br /><span style="font-family: georgia, palatino, serif;"></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">A nyilvánvaló teljesítményelőnyök mit is jelentenek? Mondjuk a kezdő bringánkra felrakott, jól marketingelt <a href="https://www.bicyclerollingresistance.com/road-bike-reviews/vittoria-zaffiro-pro-g2-2020" target="_blank" rel="noopener noreferrer">Vittoria Zaffiro Graphene (Grafén! Csodaanyag!) 2.0-ás</a> gumi a fenti oldal tesztjén 28.8 km/h-ás, tehát nagyon sokak által megtekerhető sebességtartományban 15.2 wattos ellenállással bír, míg egy jól felfújt <a href="https://www.bicyclerollingresistance.com/road-bike-reviews/continental-grand-prix-5000-2018" target="_blank" rel="noopener noreferrer">Continental GP5000</a> 10 wattal, egy <a href="https://www.bicyclerollingresistance.com/road-bike-reviews/schwalbe-pro-one-tle-2020" target="_blank" rel="noopener noreferrer">Schwalbe One TLE Addix</a> 10.2-vel beéri. Ez két kerékre vetítve már kimutatható veszteség és még postaköltséggel együtt is 80 EUR-körül orvosolható.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Nem szabad azonban elmennünk amellett sem, hogy egy magasabbra pozícionált gumiköpeny a leggyengébbek 1 vagy 2 komponense helyett, nem ritkán 4 különböző keveréket tartalmaz, hogy minden helyzetben a legtovább biztosítsa a tapadást számunkra. Erre főleg nedves, vagy esős körülmények között lesz szükségünk, hiszen mint mindig, ilyenkor is mindössze két hüvelykujjpercnyi gumifelület jelenti a kapcsolatot az út és közöttünk.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://engineerstalk.mavic.com/wp-content/uploads/2013/12/tyre-tests-banner2.jpg" alt="" class="imgnotext" /></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Hogy milyen márkát válasszunk? Ezt azért mindenkire rábízom, de látható, hogy a gyorsasági szekcióban a Continental, a Schwalbe és a Vittoria adja egymásnak a stafétát. Mielőtt egyből beleugrunk a tutiba, tanulmányozzuk a gumiköpenyeket, mivel a legesleggyorsabbak korántsem általános, hétköznapi használtra termettek, hanem leginkább időfutamra, vagy zárt pályás versenyre (Velodrome, Hungaroring). Súlyuk csökkentését és a gördülési ellenállás szinte lenullázását a gyártók a defektvédelem teljes zárójelbe tétele mellett és a gumi robusztusságának lefaragásával (vékony oldalfal és futófelület) érték el. Bizonyos szériák oldalfalproblémáit is szem előtt tartva mégis azt mondhatjuk, valahol a német gyártók köpenyei amelyek a kellő gyorsaságot a tartóssággal úgy tudták kombinálni, hogy egy nyerő elegyet alkotnak. Nem hiába szerepelnek a nagy webáruházak eladási toplistáin is.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Egy mérés nem mérés és egy tesztoldal nem tesztoldal alapon az <a href="https://www.aero-coach.co.uk" target="_blank" rel="noopener noreferrer">Aerocoach</a> legfrissebb rangsorát is böngészhetjük, amennyiben új gumival lepnénk meg szeretett paripánkat. Fontos figyelembe venni, hogy az értékek a két ismertetett forrás között közvetlen nem vethetőek össze, mert míg a Bicycletyres-nél egy dobon forognak a gumik 77 percig, úgy az Aerocoachnál szabadgörgőn egy kerekes teszteli őket. Utóbbi metodikájához hozzátartozik, hogy 45 kilométeres sebesség mellett nézték az eredményeket és a számok a teljes kerékszettre, tehát két kerékre vonatkoznak. Mivel egyik mérés esetében sem kint történik az adatok gyűjtése ezért csak a gördülési ellenállásra vonatkozó részről tudunk nyilatkozni, a mintázat, vagy annak a hiánya, a keltett légörvények, a felnihez nem passzoló, ezért nagyobb légellenállást kifejtő gumikról nem szól a fáma.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://m.blog.hu/ma/maczkobandi/image/aerocoackrangsor202011.png" alt="aerocoackrangsor202011.png" class="imgnotext open-in-modal" /></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">A toplistákról kiderül az is, hogy a jövő a belső nélküli, tubeless köpenyeké, már ami a fejlesztésükbe fektetett energia gyümölcseit illeti, ugyanakkor amíg nem lesz a tubeless olyan fejlett, hogy tömítőanyag nélkül, a hagyományos „belsős” gumikkal összemérhető tudás, tapasztalat és szerencse kell a szerelésükhöz, akár az út szélén, tekerés közben is, én elsősorban a hagyományos köpenyeket részesítem előnyben termoplasztik, vagy latex belsővel használva.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Mielőtt ismét új GPS megvételén törnénk a fejünket, nyugodtan gondoljuk át, nem akarunk-e 1-2%-kal gyorsabban és biztonságosabban tekerni a következő szezonban, netán most a nyálkás, vizes utakon. Nyakunkon a Black Friday és a karácsony, ha most kezdjük el hőmérőzni az árakat, még lesz időnk kitapasztalni, hogy az adott napon kihirdetett egetrengető akció valós, vagy csak a marketingosztály és a felülárazó gépezet legújabb csapdája.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Ha tetszett, ne felejtsd el like-olni <a href="https://www.facebook.com/maczkobandi" target="_blank" rel="noopener noreferrer">Facebook oldalamat</a>, ahol a blogcikkek mellett időszakosan mémekkel is jelentkezem!</span></p>
<p style="text-align: justify;"><span face="georgia, palatino, serif" style="font-family: georgia, palatino, serif;">Ha személyesen is szeretnél kapcsolatba lépni velem a Facebookon kívül ajánlom a <a href="https://discord.gg/9BKxR9Dc" target="_blank" rel="noopener noreferrer">Hungarian Indoor Cyclist nevű, nem csak görgősöknek szóló Discord csatornát is.</a></span></p>
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vélemény
bicaj
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tanács
mozgás
schwalbe
continental
országúti_kerékpár
vittoria
gumiköpeny
külső_gumi
continental_gp
continental_grand_prix
schwalbe_one
aerocoach
0
Maczkó Bandi Kerékpáros Blogja
https://maczkobandi.blog.hu
https://m.blog.hu/ma/maczkobandi/image/kulsogumik.jpg
https://maczkobandi.blog.hu/2020/10/30/wahoo_kickr_climb_nem_csak_a_sim_mod_ordogeinek
Wahoo KickR Climb – Nem csak a SIM mód ördögeinek
2020-10-30T07:11:19+01:00
2020-10-30T07:11:19+01:00
torma99
https://blog.hu/user/78789
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Olyan régóta görgőzöm és úgy hozzászoktam a statikus beltéri tekerésekhez, hogy két évvel ezelőtt, amikor a Wahoo bemutatta a KickR Climb emelkedés-szimulátort, csak jobbra-balra forgattam a szememet. Begyöpösödött ősgörgősként nem láttam tisztán azt a célcsoportot, akinek az eszköz szólna, főként, hogy picivel 500 EUR feletti, és ezzel 200 ezer forint alatti árával nem az olcsó kiegészítők közé tartozik. És hogy megéri-e? Jó-e? Mindjárt kiderül!</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://lh3.googleusercontent.com/proxy/Nd2vMCd0eysRiyfK64zLRVJg3pGD6JxHmauxprLcYb8Q5X78pRFZH-wH5n0NonLl8mwrTBcDHfg8qU68AA3Uo1cMlXlW-iXL0bgGRsgQuR-EvYxpvngMrFRHVEujFCVChV4" alt="" class="imgnotext" /> </span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Szerencsésnek mondhatom magam, hogy kipróbálhattam az eszközt, mert megint csak egy olyan fejlesztésről van szó, amelyet előzetes fenntartásaim miatt helyből nem vásárolnék meg. Még nagyobb mázli, hogy egy már bejáratott teszteszközt kaptam, így a leírtak egy már sokat használt, kicsit abuzált készülékről fognak szólni, amely állta az idők sarát, sok-sok emelés után is megbízhatóan működik.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"></span><span style="font-family: georgia, palatino, serif;">Kibontást követően, a Wahootól már megszokott egyszerűséggel tudjuk beüzemelni az eszközt. Bontsuk ki, állítsuk fel, válasszuk ki a villánknak megfelelő adaptert, amelyből QR-es és átütőtengely variációkat is kapunk, kapcsoljuk be a KickR-ünket, mivel a Climb hozzá fog párosodni, dugjuk be a Climbot.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://m.blog.hu/ma/maczkobandi/image/20201019_184541-min.jpg" alt="20201019_184541-min.jpg" class="imgnotext open-in-modal" /></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"></span><span style="font-family: georgia, palatino, serif;">Ezt követően a gép életre kel és már csak a tetején lévő telefonzsinórra kötött kontrollerrel kell párosítanunk. Fogjuk meg, húzzuk jól hátra a Kickr dobjáig és a középső lakattal jelölt gombot nyomjuk hosszan, amig a középső fehér LED el nem kezd villogni. Szociautósok és 1987 előtt születettek előnyben lesznek, ugyanis Skoda 105(120) és Zsiguli indexrelék ütemére emlékeztető villogás jelzi a görgő és a Climb közti párosodást. Először ütemes villogás mutatja a keresést, gyors villódzás a kapcsolódást, és a folyamatos fehér fény az összeköttetés létrejöttét. Innen már nincs is más hátra, mint tekerni. </span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Illetve nem, mert figyeljünk arra, hogy egyenes felületre tegyük a Climbot és a lakat-gomb kétszeri megnyomásával hozzuk is azt szintbe. Emellett én javaslom, amennyiben időnk engedi és ahogy a kézikönyv is kéri, a kormánnyal emeljük meg és várjuk meg míg ingamozgásával beáll egyensúlyi helyzetébe, majd úgy helyezzük vissza a földre. Más dolgunk tényleg nincsen.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">A működés pofonegyszerű, az általunk használt szoftverekben nem kell semmilyen extra beállítást kieszközölnünk, mivel a Climb ANT+-on keresztül, magától a görgőtől kapja a jelet, a szükséges emelkedés, vagy lejtés beállításához. Mielőtt indulunk, ne felejtsük el a lakatgombbal feloldani a rögzítést (a jobb oldali kék LED égjen a nyitott lakattal), mert másképp az automatika nem fogja állítgatni a domborzatot. A legtöbb szoftverben a nehézség vagy a realizmus 50%-os beállításon van alapból. Ahhoz, hogy a Climb-ot ki tudjuk használni, ezt 100%-ra kell állítanunk, másképp például 50-nél lefelezi az emelkedők és lejtők meredekségét.</span></p>
<p style="text-align: center;"><iframe width="560" height="315" src="https://www.youtube.com/embed/vE6lBMBcMEs" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen=""></iframe></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"> Első tekerésre mindenképp egy dombos útvonalat válasszunk, ahol az emelkedők és lejtők gyors egymásutánban váltják egymást. Nem kell félnünk az egység nagyon stabil és hátul a KickR is tart minket, felborulni vele lehetetlen, még mindent bele sprinteléskor sem kell félnünk semmitől. A Climb 12 kiló feletti tömege segít is stabilizálni a setupunkat, odaszögezve azt a helyére.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Amint az út megindul felfelé, avagy lefelé, ismerős érzések kerítenek minket hatalmukba, az izommemória egyből működésbe lép. Ha nem vagyunk hozzászokva a statikus brusztoláshoz, hiszen erre kint nem igazán van lehetőség, vagy értelem, úgy sokszor szenvedünk a görgőn. Ezt szünteti meg a Climb, hiszen az útfelületről érkező információk kivételével parádésan másolja a hegymászás, vagy a lejtőzés érzését. A dinamika csak a görgő mechanikája által engedett keretek között köszön vissza, tehát másodpercenként kb. maximum 1,5%-os emelkedés esetén reálishoz közeli, de ez nem von le semmit a Wahoo tervezői által megálmodott élményből. Néhány budai utcába való hirtelen behajtás kivételével nem tudunk kifogni rajta.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Elsőre a flandriai körverseny klasszikus sprintemelkedőjén, a Paterbergen próbáltam ki a Climbot, majd áttekertem kedvenc 24 órás versenyem helyszínére a Hungaroringre. Előbbi esetében a legmeredekebb részén közel 20%-os emelkedő jól másolta a Tour de Zalakaros gelsei falát, a fejem búbja a nyeregből kiállva a plafoncsillárunkkal egy magasságba került, míg a ringen a kettes kanyar lejtése, és a hármas kanyartól lényegében a sikánig emelkedő út becsukott szemmel nagyban hozta a valódi érzést.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://m.blog.hu/ma/maczkobandi/image/image_2020-10-30_070200.png" alt="image_2020-10-30_070200.png" class="imgnotext open-in-modal" /></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Hosszú emelkedőkön, mint az Alpe du Zwift, a Stelvio, Mount Ventoux és a többiek, nagy segítségnek érezzük majd az emelkedést, hiszen sokkal könnyebben fog menni a tekerés, a kiállás is életszerűbb lesz, sőt az izomcsoportok is a megfelelő módon kapják majd a terhelést. A lejtőzésre is jól készít fel a Climb aktív használata, hiszen amint lebukik a villánk, karból rendesen kell majd tartani a felsőtestet, csakúgy, mint az életben. </span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Műszakilag a Climb egy 12, majd 13 kilós, keljfeljancsi talpú impozáns kiegészítő. Fémháza van, mely elpusztíthatatlanságot sugall, ezt alul és felül műanyag fedelek zárják le. A mechanikát egy sínben csúszó vékony műanyag fedélegyüttes óvja a nedvességtől és az ifjabb, valamint idősebb kíváncsiskodók kezétől. Magának a tengelynek van egy minimális holtjátéka, amely szerintem beépített és nem a használat okozta, mert a mértéke nagyjából megegyezik a KickR táncoló talpainak rugalmasságával. Pont annyit enged, hogy amennyiben őrült módon rohamozunk felfelé a hegyen, a Climb egyenesen állhasson és ne feszítsük nagyon meg a villánkat. </span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Amire figyelni kell az az adapterek behelyezése és használata. Ezeket egy gumigyűrű tartja a helyén a Climb tengelyénél. Ez a gumigyűrű a használat során azonban deformálódni fog egy kicsit. Ez annyit jelent, hogy jó, ha megjegyezzük melyik volt a jobbos és balos adapter (érdemes filccel ráírni). Ha fordítva próbáljuk – ismétlem erős – használat után berakni őket, kis holtjátékuk lehet, amely a használat mértékétől és főként testsúlyunktól függően nem biztos, hogy jót jelent hosszú távon. Ezen az apró részleten kívül nem gondolnám, hogy más buktatója volna a használatnak. Jól összerakott darab a Climb, minden bizonnyal hosszú évekig fog hűségesen szolgálni.</span></p>
<p style="text-align: justify;"><span style="text-decoration: underline; font-family: georgia, palatino, serif;"><strong>Verdikt:</strong></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"> Ismét egy olyan eszközt próbáltam ki, amellyel előzetesen fenntartásaim voltak és örömmel mondhatom, hogy a Climbnak sikerült azokat megcáfolnia. Nem olcsó jószág, azonban azt a pluszt, amely nemcsak egy valósághoz közelítő filtert, egy extra gimmicket jelent, hanem a kőkemény edzésmunkában is hasznosulhat, az emelkedőn történő kerékpározási technika és az izommemória fejlesztésével, egy korrekt áron érhetjük el. Amennyiben az egész ökoszisztémát nézem, a KickR, a Climb, a Headwind és a TICKR pulzusmérő egy alsó középkategóriás karbon kerékpár áráért lehet a miénk (~2000 EUR körül).</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://m.blog.hu/ma/maczkobandi/image/20201025_173741-min.jpg" alt="20201025_173741-min.jpg" class="imgnotext open-in-modal" /></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Ha eddig fenntartásaink voltak a benti görgőzéssel, netalántán unalmasnak találtuk és futja rá a büdzséből, a 200 ezer forint alatt elérhető Climbnak, amennyiben 2017 utáni KickR, KickR Core, vagy Snap tulajdonosai vagyunk nyugodtan adjunk egy esélyt. A kezdőknek az érdekességek kedvéért, a haladóknak már a tudatos felkészülésért. Az ERG mód egyik pápájaként mindig ágáltam azok ellen, akik nem a görgő által vezérelt módon teljesítették edzéseiket. Ezt azzal egészíteném ki, hogy aki beszerez egy Climbot és maximalista, a Road Grand Tours progi Magic Roads funkciójában töltse be azt az útvonalat amire készül, legyen az egy sima Strava szegmens, Dobogókő, vagy épp a Tour de Zalakaros útvonala és ERG nélkül tolja le az intervallumokat a meredekség szimulálásával a kinti út másán, megéri. Csalódás kizárva!</span></p>
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teszt
bicaj
edzés
kerékpár
mozgás
hajtás
kerékpározás
tekerés
görgőzés
országúti_kerékpár
görgő
wahoo
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0
Maczkó Bandi Kerékpáros Blogja
https://maczkobandi.blog.hu
https://lh3.googleusercontent.com/proxy/Nd2vMCd0eysRiyfK64zLRVJg3pGD6JxHmauxprLcYb8Q5X78pRFZH-wH5n0NonLl8mwrTBcDHfg8qU68AA3Uo1cMlXlW-iXL0bgGRsgQuR-EvYxpvngMrFRHVEujFCVChV4
https://maczkobandi.blog.hu/2020/09/21/testsulycsokkentes_az_extra_teljesitmeny_es_penztarcakimelo_megoldasok_eleresenek_legkonnyebb_modja
Testsúlycsökkentés, az extra teljesítmény (és pénztárcakímélő megoldások) elérésének legkönnyebb módja?
2020-09-21T08:00:00+02:00
2020-09-21T08:00:00+02:00
torma99
https://blog.hu/user/78789
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Hobbistaként, amatőr sportolóként, családanyaság, vagy apaság mellett, munkába és haza ingázva sokszor meglehetősen korlátozott idő áll rendelkezésünkre kedvenc sportunk űzésére és az abban történő fejlődésre. Bár, ahogy az ember öregszik, megállapodik, nőnek a gyermekek, érzi, ideje megelégedni a helyzettel, megállapodni.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">A kapuzárási pánik sokszor azonban mégis erőt vesz az emberen és életpályája zenitjén egy vaskos összeggel lepi meg az egyik kereskedőt és hozza el, a fiatal korában elérhetetlen kerékpárt, sisakot, futócipőt, úszódresszt, GPS-t, triatlonos órát. Ezzel alapvetően nincs is gond, de mi volna, ha a sokkal egyszerűbb konzumer magatartás helyett/mellett kapuzárásként, vagy akár jóval előtte is önmagunkba invesztálnánk, megtennék azokat a sokszor évek, évtizedek óta elhalasztott lépéseket, amik eddig látens korlátként meredeztek előttünk?</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://keyassets.timeincuk.net/inspirewp/live/wp-content/uploads/sites/2/2016/12/fitness-food-intro-whole-foods-grains-kitchen-vegetarian.jpg" alt="" class="imgnotext" /></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">TLDR az elmúlt hónapokban ledobtam magamról 12,4 kilogrammot (84,6->72,1 kg) különösebb nehézség nélkül, de lássuk, hogy is történt mindez?</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">A COVID járvány első hulláma alatti bezárkózás és home office, na meg a lakásfelújítás nem sok teret engedett a kerékpározásnak, emellett a görgőm is tönkrement. Óhatatlan, hogy az üzemen kívül lévő konyha és a mozgásszegény napok magukkal hozták némi extra felesleg megjelenését főleg a hastájékon (ételrendelés, nasizás, etc.). A korábbiakban megszokott, lényegében évek óta tartott 81-82 kilogrammos súlyom 84,6 kilóra nőtt. 186 centiméteres magasságomhoz mérve ez bőven nem tragikus, sőt a normális BMI intervallumba tartozik, azonban a (virtuális) környezetem pozitív példáin felbuzdulva eldöntöttem, hogy nemcsak visszaszerzem azt az eltűnni látszó könnyebb testsúlyt, de rá is duplázok és 79 kilogrammra csökkentem testtömegemet a kerékpáros teljesítményem romlása nélkül, zsírból adva azt le apránként.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Azt alapból eldöntöttem, hogy semmilyen markteingvezérelt hangzatos és felesleges pénzkidobásokkal tarkított „programot” vagy „diétát” nem fogok bevállalni. Úgy véltem, a jelenleg is kellően változatos étrendem finomhangolásával és a sporttáplálkozás tudatos átszervezésével elegendő változást indukálok a célok eléréséhez.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"></span><span style="font-family: georgia, palatino, serif;">A főbb mérföldköveket a következők szerint határoztam meg. A szénhidrátfogyasztást jelentősebben át kellett gondolnom. Ugyan már régóta nem szerepelt a fehérkenyér a menüben, az időnként vásárolt fehér péksüteményeknek végleg búcsút intettem, emellett a rozsos, vagy tönkölyös cipók esetében is a teljes kiőrlés felé mozdultam. Alapvetően irodai munkát végzek és bár minden nap több mint 4 kilométert gyalogolok, sőt amennyiben tehetem 18 emeletnyi lépcsőt mászok meg, a sporton kívüli hétköznapjaim mozgásszegényen telnek, így magukat a kenyéradagokat is visszafogtam. Egy halovány, vékonyka szelet elég a reggelihez és ugyanez este, ha épp hideg vacsora van az étlapon. A tradicionálisan kenyeres melegételek esetében, mint a főzelékek, vagy a paprikáskrumpli lassacskán a kis szeletkék vékonyításával, vagy félbe vágásával elértem, hogy ezeket is már kenyér nélkül fogyasztom. Később az esti kenyerezést este félig fel is mondtam és a szeletke helyett puffasztott búza, rizs és kukorica rudakat kezdtem fogyasztani.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://keyassets.timeincuk.net/inspirewp/live/wp-content/uploads/sites/2/2016/06/Eat-as-you-age-featured.jpg" alt="" class="imgnotext" /></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">A felvágottak és szalámik kapcsán úgy határoztam, hogy az eddig bevált adagolási módszeremet, amelynek mértékegysége a kés pengéje volt, szintén csökkentem 25%-kal két lépésben 3-3 hét alatt, a kieső mennyiséget néhány mag elfogyasztásával pótoltam, mint a mandula, dió.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">A gyümölcs és zöldségfronton eddig is az átlagnál jóval többet fogyasztottam, hála a saját termelésnek, így itt nem volt szükség érdemi változásra.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Ahol még módosítottam, az a folyadékbevitel volt. Az okosmérlegem, ami egy kifejezettem olcsó és ezért általam apró szkepticizmussal vizsgált darab, rendszeresen jelezte, hogy a folyadékszintem nem megfelelő, pedig a korábbi évektől eltérően saját érzékelésem alapján kifejezetten sok vizet fogyasztottam. Csak próbaképp 2 hétig számoltam, hány pohár víz megy le egy nap és ekkor rájöttem, hogy itt bizony van mit pótolni. Így a munkahelyen rádupláztam az időszakosan bevitt mennyiségre. Ez rendszerint egy extra mellékhelyiséglátogatást is magával hozott, de ez azért csak belefér.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Komoly változásokat a sportolás közbeni táplálékbevitel kapcsán kellett még foganatosítanom. Ugye megvan az a sok kép, ajánlás az egyes zselék, porok, szeletek csomagolásán, hogy 30-45 percenként ezekből bizony ennyit és ennyit el kell fogyasztani, vagy irgumburgum, hutyutyú, vápvápvápsuváp lesz. Kérem szépen sejtettük, és már sokan megírták, hogy ezek a marketing bullshit kategóriába tartoznak, nem kell óránként 37 grammos cukoroldatot meginni, hogy tudjunk futni, vagy tekerni. (Feltéve, hogy rövid, 1-2 órás erőkifejtésben gondolkozunk)</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Ezeket a különféle ultrafeldolgozott cukros motyókat kihúztam a listámról. Hétköznapi rövid, maximum 120 perces edzéseim során nem veszek magamhoz cukrot, a hidratációra, az elektrolit (só) bevitelre figyelek. 180 percnél 1 zselé, vagy műzliszelet is megfelelő középtájon. Ezek a zselés, cukros-poros „csodaszerek” úgyis egy vagyonba kerülnek, még a legnagyobb kiszerelések esetén is, így itt nagyon jól lehet ellensúlyozni az étrend átrendezéséből fakadó esetleges extra kiadásokat.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://m.blog.hu/ma/maczkobandi/image/0ccaa65f14bf842bec72206fab4caec9.jpg" alt="" class="imgnotext" /></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Nasik. Nasinál nálam az lett a szabály, hogy lehet nasizni minden nap, valami kicsit, keveset, 1 darabot. Tehát 1 kis túró rúdi engedélyezett, de akkor aznapra más már nem, vagy 1 túrókrém, vagy 1 darab! Pilótakeksz (ez pl.: önmagában 100 kalória). Csökkentett cukortartalmú vagy édesítőszeres kekszekből méretükhöz mérve maximum 2-3 darab. Fagyi nincs, jégkrém nincs, csak nagyon hosszú endurance tekeréseken lazításként. Pont, punktum. Ez az a terület, ahol keménynek és következetesnek kell lenni és a végletekig betartani a szabályokat. Az édességeket, chipseket, kekszeket, süteményeket gyártó cégek bár nagyon helyesen már rá lettek szorítva arra, hogy közöljék a tápértékadatokat a termékeiknél, azt nem kötik az orrunkra, hogy 1 nem is túl nagy zacskó csokis, vagy citromos keksz tápértéke egy super size menü számaival vetekszik, szorozd fel a 100 grammra vetített értékekből kedves ügyfél. Aki leül és elmajszolgat egy fél, vagy egész tábla csokit, a kávét is 3 cukorral issza, ne lepődjön meg. Lesz úszógumi, zsíros combok, toka. Ez ennyire egyszerű.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Nagyon fontos a fokozatosság. Egyszerre nem tudjuk átállítani a szervezetünket a korábbi étkezési mennyiségekről. Haladjunk csak folyamatosan. Korábbi időszakban bizony kb. 2 hetente nekem is megvolt az 1-2 csomag keksz és óriás túró rudi, cukros joghurt nap, ebből hagyjuk el az extra kilengéseket és apránként csökkentsünk.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Ugyanígy a fő étkezéseknél is. Annak aki nagy adagokat fogyaszt nem az a megoldás, hogy akkor a töredékre visszavesz, hanem elhagy 2 szelet szalámit, vékonyabb lesz a szelet kenyér, nem 1 centis a margarinréteg. A lényeg, hogy a változás folyamatos legyen, az irányt tartsuk. Egy maratonifutásként fogjuk fel az egészet, valódi életmódváltoztatásként, ne úgy, mint a tömeg, akik bocsánat, de jól megfosatják magukat valami hashajtóval, folyadékot vesztenek, ráállnak testileg kikészülve a mérlegre, hogy lement 5 kiló és már nyitják is ki a fagyasztót a következő jégkrémadag után. Ez nem vezet sehová, ne akarjunk az arctalan önámító massza tagjai lenni.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://cdn1.cyclist.co.uk/sites/cyclist/files/styles/article_main_wide_image/public/2017/11/carb_loading.jpg?itok=31udAt52" alt="" class="imgnotext" /></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Hogy miért nem? A lassú kezdés után kb. júniusra vált egyértelművé, hogy amit csinálok az jó. Ekkor kezdtek meglátszódni azok az eredmények, amik az első még nehézkes 6-8 hét alatt összejöttek. A kerékpározásom kezdetekor még emelkedőnek számító, majd megerősödésemmel huplivá minősülő buckák tovább laposodtak, a wattmérőm adatai alapján a korábban leküzdésükhöz kifejtett Vo2max effortok átadták lassan a helyüket a threshold kategória számainak. A munkahelyi lépcsőzések során a korábbi időszakok azonos hőmérsékletadataira visszagondolva örömmel konstatáltam, hogy mennyivel kevésbé izzaszt meg még egy nyári napon is az egyben lenyomott 7 emelet, ellentétben a korábbiakkal. És mondom ezt úgy, hogy nem voltam kövér, elhízott, vagy túlsúlyos. A normál BMI intervallum felső háromnegyed részében tanyáztam, míg most a közepétől picit lejjebb.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">A Straván is csak jöttek és jöttek a PR-ek a huplikon és a rövid zalai emelkedőkön, ahol már érezni az ember testsúlyát, de a hétköznapi cipekedések során is örömmel konstatáltam, hogy azt az extra 5-6-8, majd végül 12 kilót most már nem magamon kell cipelnem, hanem hasznos teherként hordozhatom.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">A teljesítményértékeim nem változtak, sőt javultak. A kihagyás miatt természetesen fel kellett újra zárkóznom, de a fogyással párhuzamosítva nagyon jó motiváció volt a korábbi FTP-m elérése, míg a könnyebb testsúly kifejezetten a rövid intervallumokon új wattértékek kifejtését tette lehetővé. A keringési rendszerem is megköszönte a törődést, a nyugalmi és erőkifejtés közbeni pulzus számaim is csökkentek. A vérnyomásom stabil 120/80.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://thumbs.dreamstime.com/b/cartoon-rapid-cyclist-vector-illustrationn-92848494.jpg" alt="" class="imgnotext" /></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Minden nap reggel, felkelés és toalettlátogatás után mérem magamat és határozom meg a napi lépéseket a siker fenntartása érdekében. Az első három hónapban a szám sokszor elgyengült, szó szerint néha úgy nyáladzottam, mint egyedül hagyott kutya a hentesüzletben, de nemet tudtam mondani a kísértésnek. Nem azért rendeztem át az életemet, hogy újra visszatérjek a régi kerékvágásba. Kb. 15 éve nem éreztem magam ilyen jól testileg, ami motivál az eredmények fenntartására és a táplálékbevitel optimalizálását meleg szívvel tudom ajánlani mindenkinek. A legjobb befektetés sport-hobbi-hétköznapi élet terén mi magunk vagyunk. Mielőtt elköltenénk 1 milliót a legújabb aeró bringára fontoljuk meg, a tavaszi szezonig önmagunkon alakítva nem tudunk-e esetleg a technika által ígért 1-2-5 watt előny helyett 10-20-50 wattnyi mennyiséget javítani a „balaszt-tartályok” leengedésével. Viccesnek tűnnek már a korábbi gramm-mániám emlékei. 30 euró extra egy 22 grammal könnyebb láncért, vagy 25 egy 18 grammal könnyebb fogaskoszroúért? Muhaha. Köszönöm, de a középkategóriás alkatrészek egy hobbista számára hozzák, amit kell és az évek alatt kiszámolva egy wattmérő, kerék- vagy vázszett árát is megspórolhatja az ember.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Jelenleg 4,27 w/kg-os FTP értékemmel már az amerikai besorolás szerint a Cat 2 legutolsó soraiba teleportáltam magam, míg 1 és 5 perces értékeim 1-1 grádiccsal jobbak is ennél. Ahogy mennek előre a napok, már nem diétának, vagy életmódváltásnak hívom az új rezsimet. Ez lett az új normális, ennek kellett volna lennie mindig is.</span></p>
<p style="text-align: justify;"><a href="https://www.facebook.com/maczkobandi" target="_blank" rel="noopener noreferrer"><span style="font-family: georgia, palatino, serif;">Amennyiben tetszett, ne felejts el feliratkozni Facebook oldalamra, ahol terméktesztekkel, mémekkel is találkozhatsz.</span></a></p>
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Testsúlycsökkentés az extra teljesítményért. Egyszerűen!
Bármit sportoljunk az extra teljesítmény mindig jól jöhet. A sokszor lehetetlennek tűnő fogyás azonban nem is oly nehéz!
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Maczkó Bandi Kerékpáros Blogja
https://maczkobandi.blog.hu
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https://maczkobandi.blog.hu/2020/09/11/orszaguti_kerekparos_canossak_labzsibbadas_2_resz_es_egyeb_extra_megfigyelesek_a_cockpit_fele_haladv
Országúti kerékpáros Canossák – Lábzsibbadás 2. Rész és egyéb extra megfigyelések a cockpit felé haladva – mi magunk vagyunk az ok?
2020-09-11T15:00:01+02:00
2020-09-11T15:00:01+02:00
torma99
https://blog.hu/user/78789
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">A bikefites, beállítással, illetve a zsibbadással, fájdalmakkal foglalkozó írásaim eddig mindig technikai-műszaki-eszköz okra vezették vissza a problémák felmerülését és a megoldás is beállítás, eszközvásárlást tartalmazott. Saját magamon is észrevettem azonban, hogy sokszor rossz beidegződés, hibás elképzelések miatt a legtökéletesebb bikefit, a legjobb eszközök sem képesek ellensúlyozni a felhasználói hibákat.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://blog.dartfish.com/wp-content/uploads/2020/07/Peloton-bike-fitting.jpg" alt="" class="imgnotext" /></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Feltételezzük, hogy a beállításaink a lehetőségeinkhez képest a legideálisabbak, de mégis diszkomfortérzetet tapasztalunk zsibbadás, vagy fájdalom képében a lábunkban. Mi okozhatja ezt?</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Amit én észrevettem, hogy az ember gyakran feledkezik meg arról, pontosan a lábunk/talpunk melyik részével is kell hajtanunk a kerékpárt. Ez még stoplis cipők és pedálok esetén is megállja a helyét. Legtöbbször ugyanis szinte tudomást sem véve róla nemcsak a talpunk elülső párnájánál fejtünk ki nyomást, hanem bizony mindent bele alapon a lábujjainkkal is görcsösen préseljük a cipőnk betétjét, mintha ezzel még nagyobb teljesítményt tudnánk kifejteni. Sajnos nemhogy nem így van, hanem ezzel visszük be magunkat az erdőbe.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://blog.bikefit.com/wp-content/uploads/2017/01/Footpainsmall-e1485289957606.png" alt="" class="imgnotext" /></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Nem nehéz belátni, ha őrült módon nyomjuk hosszú perceken, negyedórán, vagy még nagyobb időtávon ujjainkkal is a cipőt, azzal a vérkeringést lehetetlenítjük el az adott részen. Ez először érzéketlenségben, majd apró, végül nagyobb szurkálódásban, zsibbadásban, fájdalomban végződik. Ujjaink nem kellenek a hajtáshoz. A legideálisabb, ha a cipő és a talpbetét épp hagy egy kis mozgásteret az ujjainknak, a stopli pedig a megfelelő ízületek és talppárna alá van állítva, a nyeregben ülve sem síkon, sem emelkedőn nem fejtünk ki nyomást az ujjainkkal. A rossz beidegződések nehezen oldhatók fel, nekem elsősorban a téli görgőzések során sikerült áttörést elérnem a témában. A végső cél, hogy akár egy görgős MAP teszten, egy kinti FTP teszten, vagy hosszabb mászáson is bármikor megvizsgáljuk apró mozgatással ujjaink állapotát, köszönjék szépen, lazán helyezkedjenek el a cipőben.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Egy másik ötlet, amire érdemes figyelni a cipő rögzítőrendszerének használata. A legdrágább cipőt is lehet rosszul „rázárni” a lábunkra és a legolcsóbbat is, bár kicsit nehezebben (értsd néhány másodperccel több időt vele foglalkozva) tökéletesre belőni. Milyen hibát követhetünk el? Gondolom egyértelmű vagy túl szoros, vagy túl laza lesz a beállítás és megint érkezik valami baj akár 15-20 percnyi tekerés után is, de egy egész napos szenvedést, és utána több napnyi diszkomfortot is elintézhetünk magunknak.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Alapvetően egyik szélső érték sem jó, de a túl szoros meghúzás, tépőzárazás fog gyorsabban bajt jelenteni. Javasolni szoktam a minél több rögzítési pont, tekerentyű, csat, tépőzár választását, mert így a legoptimálisabbra belőhető minden. Tegyük fel, hogy két állítási lehetőség van a cipőnkön. Egy felül a lábfejünk tetején, egy pedig az alján. Amennyiben felül húzzuk, állítjuk túl a rögzítést, gondoskodva róla, hogy ha törik, ha szakad a sarkunk bizony legyen odaszögezve a cipő sarkába, úgy a rögzítéstől kiindulva lefelé alakíthatunk ki zsibbasztó zónákat, éles, égető érzésre emlékeztető fájdalompontokat. Lent pedig az ujjak és lábközépcsontok ízületeit szoríthatjuk össze, amely a szélekről befelé haladó fájdalom vektort aktivál és természetesen hozzájárul az ujjak zsibbadásához.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Túl lazára állított rögzítők esetén pedig előre hátra fog csúszkálni a láb és akaratlanul is túl fogjuk terhelni lábujjaink, vagy lábfejünk elejét. Célként tűzzük ki, hogy fent akkor a legtutibb a helyzet, ha még hosszú, egész napos tekerés esetén sem nagyon mozdul el a cipő nyelve a tervezett helyétől (illetve lábfejünk formájából kiindulva a nyugalmi helyzetéből, ami a tervezettől néhány milliméterrel eltérhet) alul pedig egy „természetes” ölelést érzünk, tehát érezzük, hogy ott van a cipő, de mintha ránk lett volna öntve (Ami a Lake egyedileg készített modelljei esetén szó szerint így van.)</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://www.roadbikereview.com/reviews/wp-content/uploads/2015/08/boa7.jpg" alt="" class="imgnotext" /></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Fent írtam, hogy az olcsóbb cipőkkel is természetesen átélhető a tökéletes tekerési komfort a lábunk számára, azonban a termékpalettákon felfelé haladva tűnnek el a tépőzárak és csatok és adják át a helyüket az egyre finomabb működésű BOA tekerentyűknek. Ezek akár nagyon-nagyon pici mértékű szorítást és visszaengedést is lehetővé tesznek, amely a lehető legszélesebb körben biztosíthatja az ideális beállítás megtalálását. Az egyetlen hátrányuk, hogy időnként egy kicsit, tényleg, csak egy-két kattintást újra kell őket húzni, mivel a felcsévélt fém, vagy műanyag szálból 1-1 millimétert főként hirtelen erőkifejtés esetén még a csúcsmodellek is képesek visszaengedni, hasonlóan a tépőzárak „felpuhulásához”.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Extra tartalomként azon gondolkoztam, korábban mi okozott problémát a hosszabb tekeréseimen és mit tettem ezek megoldása érdekében. Technikai és mentalitásbeli ötletek következnek.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">A Facebookon az új kerékpárt bemutató fotósorozatok kapcsán az egyik első komment szokott lenni, hogy ki kell venni a hézagolókat, levágni a villanyakból, megfordítani a stucnit, sőt mínusz 17 fokosat betenni a 6-os helyett és akkor lesz tuti a gép. Aerodinamikai szempontból egy vegytiszta helyzetben ez igaz is. Azonban ezzel nagyon óvatosan kell bánni. A stucni cserélhető, megfordítható, de a levágott villanyak már nem nő vissza. Ha túl rövid lett, jönnek az állítható stucnik, vagy az értékesítés. Ugyanis a kedves kommentelőknek semmi sem drága, legyünk óvatosak, minden drasztikus, végleges beavatkozást alaposan járjunk körül. El lehet lenni egy egész szezont is a stucni fölé tornyosuló hézagolókkal biztos, ami biztos alapon.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://i.pinimg.com/originals/63/79/49/63794917cbe84379419c85146fd0837b.jpg" alt="" class="imgnotext" /></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">A „jó tanács” csak abban az esetben helytálló, ha a váz mérete és a kormánycsapágy kupakja egy bikefit által is alátámasztott ideális pozíciót ad ki ÉS (nagyon fontos, hogy ÉS) az adott kerekes rendelkezik azzal a megfelelő rugalmassággal és hajlékonysággal, ami lehetővé teszi, az arra a pontra felszerelt, passzoló stucni-kormány kombináció felszerelésével a tökéletes bikefit „meglovagolásának” képességét. Lássuk be, hogy sokan nagyon keveset, szinte semmit sem nyújtanak, lazítanak, nem masszíroztatják le magukat időről időre, csak felülnek a kerékpárra, hajtják mint Singer a varrógépet, leszállnak, és kész. Az ideális pozíciót azonban így, főként 30, de még inkább 40 felett, adott esetben kevés tekeréssel, család, munka mellett nem fogjuk tudni elérni. Egy komfortos kiindulóhelyzetből fokozatosan több évre elosztva, rigorózusan betartva az ütemtervet el lehet jutni egyre versenyzősebb, aeróbb pozíció felé, anélkül, hogy hát és nyakfájás kedvetlenítene el minket. Magamról tudom elmondani, hogy egy 35! mm-es stackből kiindulva – és ez még a 10 mm-es csapitetőn felül számolandó, tehát igazi toronyról beszélünk – 25 mm-et csökkentve most már 10 mm-re, plusz egy néhány milliméterrel vékonyabb kormánycsapágy tetővel, már nem urasan ülök a kerékpáron, hanem tényleg rá tudok feküdni, ha kell. Ez 6 szezon fokozatos munkájának eredménye. Egy jó hüvelykujjszabályt találtam ki magamnak. A stacket úgy növelem és csökkentem, ha feltételezzük, hogy jó a kerékpár méret, hogy a kormány dropján tökéletes komfortban tudok legalább egy órát tekerni. Ez már egy olyan időintervallum, amit ha hobbistaként tudunk, úgy a különböző fogásokat váltva hosszabb kerékpártúrák alkalmával is kisebb eséllyel kerülünk a kényelmetlenség csapdájába. Emellett például benti görgőzés esetén, ha van rá lehetőségünk, mert hagytunk hézagolókat egy 5 mm-t emelhetünk a stacken, amennyiben úgy érezzük a benti merevebb tartás feloldásában ez segítségünkre van.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"></span><span style="font-family: georgia, palatino, serif;">ovábbmenve a tartásunkkal is sokat segíthetünk magunkon, vagy ronthatunk kerékpáros élményeinken. A végig kimerevített karral való tekerés, akár a droppokon, akár a fékváltókarokon, kettős nyomást helyez felsőtestünkre. A tenyerünk, kézfejünk izmait, szalagjait, idegeit terheli túl, blokkolja, nyomja. Ez gondolom senkinek sem új. Amit talán kevesebben vesznek észre, hogy fent a vall ízületnél is okozhat ez gondot. Teljesen természetes, hogy nem figyelünk oda olyannyira a vállunk, nyakunk és hátunk tartására, ezért ha nem tartjuk magunkat megfelelően itt is beüthet a krach. A teljesen merev tartásnál általában vállunk a természetes pozíció fölé kerül, így nyakunk és gerincünk „egy picit beszorul” talán meg is feszül és a bejárható mozgástere is beszűkül.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://images.fosterwebmarketing.com/691/Jim%20Dodson%20Law%20Bicycle%20Shoulder%20Injury.jpg" alt="" class="imgnotext" /></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">A vállízület fájdalma mellett, így megjelenhet a fájdalom a nyaki gerincben is, amelyet szerintem az is okozhat, hogy a leejtett nyakpozíció miatt néhány tized, vagy fél foknyival a fejünket jobban kell felfelé fordítanunk. A helyzet sokkal hamarabb áll elő, ha a stackünk túl kicsi és a lehetetlennel felérve szeretnénk mondjuk a droppon tekerni, előre is látni és lazán, tartalékolva enyhén hajlítva tartani a karjainkat. Sokat javíthatunk a helytelen tartáson, ha a számos androidos nyújtó-lazító applikációk közül egy adatbiztonsági szempontból is elfogadhatót használva napi mondjuk 2*7-8 percben megmozgatjuk nyak és hátizmainkat is és felkészítjük őket a kerekezésre. Ugyanígy, ha tudatosan módosítunk a kerékpáron ülve a pozíción és próbáljuk lazábban megülni paripánkat eleinte lehetséges, hogy csak másodpercekre vesszük fel a helyesebb pozíciót, de később ez fokozatosan lesz egyre több és több idő, míg végül sikerrel járunk.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">A fentiekkel összefüggő, de önálló probléma, ami alkarunk izmainak fejletlenségére is utalhat, ha a csuklónkat nagyon beejtjük és ez által jól elzsibbasztjuk a csuklónkat, a kontaktpontoktól függően blokkoljuk az alkar felé kilépő idegeket. A mellékelt képen egy egyenes kormányos helyzet mutatja be a helyes és helytelen tartást, ezt gondoljuk tovább mind a droppokra, mind a fékváltókarokra. Megfelelő méretű kerékpár és reach beállítása esetén felső fogásban a probléma nem fordulhat elő. Ez ellen is némi edzéssel, akár kis súlyzós csuklómozgatással és tudatos tartásváltással védekezhetünk. Ha reménytelen a helyzet átmenetileg megfelelő pontokon elhelyezett zselés kesztyű, vastagabb bandázs is segíthet, de ezek a kiinduló okokat nem szüntetik meg.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://s3.amazonaws.com/images.gearjunkie.com/uploads/2018/08/Noel_MTB_Grips_Neutral_Wrist.jpg" alt="" class="imgnotext" /></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">A fenti eszmefuttatások a teljesség igénye nélkül készültek, a fent felsorolt ötletek azonban személyes tapasztalatok mentén elért sikerekhez kapcsolódnak. Értsd, a probléma személyesen nálam fennállt és a leírt módokon kíséreltem megoldani, mára 6-8 órás tekerés sem jelent egyáltalán gondot, amit csak az Everesting és vEveresting tekeréseim überelnek. A kerékpározás, főleg az országútizás egy dinamikus sport, nemcsak a technika, de mi is folyamatosan változunk és változhatunk vele összefüggésben. A türelem és a kitartás a legfontosabb a fájdalom és diszkomfortmentes kerékpározás eléréséért. Olyan nincs, hogy ez a cél nem elérhető, pusztán a megközelítésünkön kell változtatnunk, nagyon apró lépésekben, a realitások talaján maradva haladni és célba érünk a technikai és biomechanikai fronton is.</span></p>
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Országúti kerékpáros Canosság 2. rész
Sokszor nem technikai oka van, ha szenvedünk a kerékpárunkon, hanem rosszul rögzül szokásain okozzák a bajt.Lássuk őket!
https://maczkobandi.blog.hu/media/image/peloton-bike-fitting.jpg
Maczkó Bandi Kerékpáros Blogja
https://maczkobandi.blog.hu
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https://maczkobandi.blog.hu/2020/06/22/orszagutis_kerekparos_canossak_labzsibbadas_alternativ_szemszogbol_1_resz
Országútis kerékpáros Canossák – lábzsibbadás alternatív szemszögből 1. rész
2020-06-22T07:30:00+02:00
2020-06-22T07:30:00+02:00
torma99
https://blog.hu/user/78789
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Az országútizásról – legalább – Sipos János anekdotái óta tudjuk, hogy nem a legkényelmesebb sportok egyike. Amennyiben a kerékpárhoz illeszkedő kontaktpontjainknál valami hiba van, fájdalmat, zsibbadást, dörzsölést és ezek tetszőleges elegyét kiváltó kínokat élhetünk át. Sokan úgy vélik ez elkerülhetetlen és bizonyos szinten az is. Mások pedig nemzeti nagyjaink (Deák Ferenc, Szent István, Széchenyi) képmását viselő papírdaraboknak a problémára dobálásával kívánják megoldani a helyzetet. A cikk lábunk, lábujjaink zsibbadása kapcsán mutat be két aspektus közül egyet (a másikat a következő részben).</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><strong>A suszter cipője lyukas, az országútis cipője sokszor rosszul választott</strong></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><strong><img src="https://static.standard.co.uk/s3fs-public/thumbnails/image/2020/06/03/14/cyclingshoes..jpg?w968" alt="" class="imgnotext" /></strong></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"> Nem árulok el nagy titkot azzal, ha azt mondom, a legtöbb probléma a cipő kiválasztására vezethető vissza. A merev talpú, sokszor talán nem is evilági lábfejekről mintázott kaptafákon készült kerékpáros topánkák kapcsán számos tévhit, „aranyszabály”, urban legend és miegymás terjedt el. Lássuk csak, hol ronthatjuk el leginkább a vásárlást?</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"> Első lépésként, ha kezdők vagyunk fellátogatunk fórumokra, közösségi oldalak csoportjaiba, ahol kérdésünkre megkapjuk mindenki Szent Grálját, egy márkanevet. Én X gyártóét használom, ez a tuti, meg a Pista is megmondta, láttam a Youtubeon, és a tv közvetítésben a Sagan Peti lábán! Ezatutifix! Álljunk meg ekkor egy picit és bár ez a legnehezebb, felejtsünk el mindent. Márkát, színt, rögzítőmechanizmust, kedvenc versenyzőt, tényleg mindent. Ezután kerekedjünk fel és látogassunk el egy olyan szakboltba, vagy sportáruházba, ahol széles készlet áll rendelkezésre, hogy minél több modellt kipróbálhassunk. Ha Budapesten élünk szerencsénk van, ha Nyugat-Magyarországon a sportáruházak mellett szemünket Mattersburgra és a Radweltre, vagy Bécsre és a korábbi kerekes, Bernard Kohl üzletére vessük.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"> Nem ördögtől való, hogyha kerékpáros zokninkat húzzuk a lábunkra és nem hanyatt-homlok rohanva megyünk a cipőt felpróbálni, hanem előtte megejtjük mondjuk a nagybevásárlást, mert így a lábunk kellően beizzad, picit dagad, térfogata nagyobb lesz, így szimulálni tudjuk azt a helyzetet, mintha tekertünk volna benne egy kicsit. Ez a módszer segíthet a méret alsó határának kiválasztásában. A legeslegrosszabb, ami történhet velünk, az az, hogy kicsi lesz a cipő, mivel a kemény talp és a felsőrész összevarrása miatt szélességben való tágulás minimálisan érhető el, így egy szűk cipő esetében instant garantál például a lábközépcsontok és ujjpercek közötti ízületek összecsúszása, amelyet a fájdalom és az ujjak zsibbadása kísér majd.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://cyclinggarden.files.wordpress.com/2017/05/choose-cycling-woman.jpg?w=768" alt="" class="imgnotext" /></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"> Ha bemegyünk a boltba és felpróbáljuk a cipőt figyeljünk a következőkre. Fontos, hogy a cipő sarka megfelelően ölelje körbe sarkunkat, atombiztos legyen a sarok helyzete. Ezért amikor vesszük fel a cipőt ne lent az orr résznél kezdjük, a rögzítést, hanem a bokánk felől, a lábfejnél és úgy haladjunk lefelé. Ha tudunk és van szőnyeg, vagy kímélő felület, amelyen nem karcoljuk össze a legtöbbször (nem véletlenül) nagyon sérülékeny, fényesre kezelt talpú cipőt, tegyünk néhány lépést, berogyasztott combokkal dőljünk előre és próbáljuk tesztelni a sarok és a lábfejünk helyzetét. Az eladót, ha türelmetlen és siettetne minket, gyorsan nyélbe ütné a vásárlást próbáljuk meg kizárni. Legyen a cipő 4-5 percet legalább a lábunkon, hogy megfigyelhessük, mit érzünk.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"> Észlelésünk eredményétől függően aztán elágazik a történet. Amennyiben biztosnak érezzük a sarkunkat, a cipő szélessége is megfelelő, vizsgáljuk meg, hogy a cipő hossza jó-e számunkra. Gyakran fogjuk hallani, hogy érdemes nagyobbat venni egy országútis cipőből, akár két számmal is, mert hogy X-Y márka szűk és rövid, ugyanakkor ne így induljunk neki, amennyiben kivédtük azt az esetet, hogy túl szűk a cipő, ne essünk abba a hibába, hogy túl nagy legyen. Ha 12 táblás szimultán sakktornát lehet lejátszani az ujjaink mellett vagy felett, ha azzal a céllal vásároljuk a cipőt, hogy a téli zokni is bőven beleférjen, sokszor csak saját magunkat csapjuk be. Nincsen ugyanis olyan rögzítőrendszer, amely tökéletesen és a tekerés teljes időtartama alatt a helyén tartaná lábfejünket, az mindenképp mozogni fog. Szerintem tudjuk is, merre. Amerre hely van, így a lábfej egy idő után majd elkezd előre csúszni és már el is érünk a zsibbadásunk okához. </span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"> Ahogy ugyanis csúszik majd előre a láb a cipőben tudattalanul is, de aztán később tudatosan, lábujjainkkal elkezdjük ezt kompenzálni. Nyomjuk a cipőtalpat, betétet, 5 perc múlva pedig egymillió tű szúrását érezzük. Ahogy a túl kicsi cipő nem fog kitágulni, a túl nagy sem fog összemenni. Természetesen mondhatjuk, hogy oké akkor mindig veszek bele még egy zoknit, teszek bele másik betétet, de ez sosem lesz tökéletes megoldás. Ahogy a túlpárnázott nyereg, vagy túl vastag betétes nadrág sem – feltétlenül – üdvös, úgy a cipő „kitömése” sem. A csúszás és annak kompenzációja megfeszíti a talpunk izomzatát és az inakat is, ami a folyamatos erőltetés miatt szintén lehet fájdalom forrása.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://images-na.ssl-images-amazon.com/images/I/61VR51B-ErL._AC_SX466_.jpg" alt="" class="imgnotext" /></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"> A minél jobban személyre szabható rögzítőrendszer megléte is fontos lehet, mert ahány lábfej, annyi forma. Egy sima, árva Boával nem fogjuk tudni mindenhol a megfelelő mértékben rögzíteni a lábat, akármit is mondjanak a reklámban. A „sok ponton záródó” két Boás megoldás már elfogadható, amennyiben a Boák nem közvetlenül egymás mellett vannak. A három egységgel zárható megoldások, ha jó az elrendezés talán a legmegfelelőbbek, de ez lábfüggő. Újabban néhány márka visszahozta a fűzős megoldást, amelynek szintén vannak előnyei, de itt vegyük figyelembe, hogy menet közben nem tudunk állítani, tehát rigorózusan kell minden esetben végig járni a fűzési pontokat, hogy mindenhol a megfelelő mértékű legyen a szorítás/tartás.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"> Akkor mi a jó méret? Röviden a pont jó (ami picit a nagyobb irányába hajaz) Értsd úgy pont jó, hogy a használat teljes időtartama, tehát picit megnagyobbodott láb esetén is tökéletes, nem szorít, de nem is tág. Ezt azonban könnyebb mondani, mint megtalálni, így mindenképpen egy márka egyszerűbb modelljével kezdjünk, ha nekifutunk a vásárlásnak, illetve egy bevált utat, egy szebb színért, vagy marketing üzenetek miatt lehetőleg ne hagyjunk el. Amelyik márkánál vannak feles méretek, ott úgy gondolkodjunk, hogy a 42-es és 42,5-ös méretek általában ugyanazt a hosszat jelentik, míg a fél méret felsőrésze lesz valamivel bővebb. Vannak olyan cipők, amelyek felsőrésze egy icipicit nyúlik minden használatkor majd, amikor áll visszaalakul, ez tized, vagy fél millimétert jelent, amelyet ránézésre nem veszünk észre, de tekerés közben megérezhetjük.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://dbyvw4eroffpi.cloudfront.net/cms/1170_d17.jpg" alt="" class="imgnotext" /></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"> Ha úgy tűnik semmi sem válik be, akkor megpróbálkozhatunk a formálható alakú cipőkkel, mint a Bont vagy a Lake, vásárolhatunk szintén melegíthető, formálható betétet mondjuk az Ekoitól, vagy a Shimanótól. Spanyolországon belül a Lake, természetesen szép pénzért egyedire is készíti a cipőnket, ahol nem lehet kifogás, miért nem döntünk újabb és újabb PR-okat. Emellett itthon is „gyártathatunk” egyedi betétet magunknak egy belépő szintű cipő áráért.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">A számos aknával és költséggel járó úton való elindulást azért ajánlom, mert a hajtás szempontjából legfontosabb kontaktponton a komfortérzetünk megteremtése teljesen más dimenzióba tudja helyezni a kerékpározás élményét, a megtett távolságok és a kifejteni tudott teljesítmény tekintetében is új dimenziókat nyithat meg. A drágább cipő nem feltétlenül jelenti azt, hogy automatikusan nagyobb lesz a komfortérzetünk, azonban apró dolgokban, mint a jobb minőségű betét, az érdesebb, „zoknirögzítő” bevarrás a saroknál, vagy a jobb rögzítőrendszer valamivel többek kapunk a pénzünkért.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Ha megvan a cipő még mindig nagyon fontos, hogy a stoplit és a nyerget is megfelelően állítsuk be, amelyhez ajánlom a bikefit sorozat vonatkozó epizódjait:</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><a href="https://maczkobandi.blog.hu/2018/03/29/bikefit_reszletesen_1_resz_allitsuk_be_a_stoplinkat_helyesen" target="_blank" rel="noopener noreferrer">Stoplibeállítás</a></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><a href="https://maczkobandi.blog.hu/2018/04/06/bikefit_reszletesen_2_resz_nyereg_magassag_es_pozicio_a_maczko_extra_tippjei" target="_blank" rel="noopener noreferrer">Nyeregmagasság és üléspozíció</a></span></p>
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Országútis kerékpáros Canossák – lábzsibbadás
Zsibbad, szúr, fáj a lábad? Lehet már a kerékpáros cipő kiválasztásánál félre ment valami. Mire figyelj? Most bemutatom.
https://maczkobandi.blog.hu/media/image/choose-cycling-woman.jpg
Maczkó Bandi Kerékpáros Blogja
https://maczkobandi.blog.hu
https://static.standard.co.uk/s3fs-public/thumbnails/image/2020/06/03/14/cyclingshoes..jpg?w968
https://maczkobandi.blog.hu/2020/06/07/smart_bikeok_otthoni_kerekparozas_okos_szobabiciklin_egyelore_csak_eros_idegzetueknek
Smart bike – otthoni kerékpározás, “okos szobabiciklin” – egyelőre csak erős idegzetűeknek?
2020-06-07T08:00:00+02:00
2020-06-07T08:00:00+02:00
torma99
https://blog.hu/user/78789
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Az utóbbi két évtizedben a kerékpározás hatalmas átalakuláson ment keresztül. A szénszálas kompozit anyagok megjelenése, a meghajtás és a váltórendszerek egyre kifinomultabb technológiája, a (sport)-táplálkozástudomány öles léptei nemcsak a hivatásos sportolók, de a széles tömegek számára is könnyebbé, szerethetőbbé, hatékonyabbá tették a kerékpározást.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://m.blog.hu/ma/maczkobandi/image/stages_bike_9.jpg" alt="stages_bike_9.jpg" class="imgnotext open-in-modal" /></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Ebbe a sorba illeszthetjük be a mára teljesen általánossá és elfogadottá vált otthoni edzéslehetőségek megjelenését is, amelyet a hőskorban a szabadgörgők, majd a fix, hátsó kereket befogó, később ezt mellőző direct drive-os megoldások tettek lehetővé, és jelenleg a gyártók fejlesztési irányai jól kódolhatóan a smart bikekokkal koronáznak meg.</span></p>
<p style="text-align: justify;"><strong><span style="font-family: georgia, palatino, serif;"> Smart bike – az “okos szobabicikli”</span></strong></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Ha ránézünk a smart bike-ok felépítésére, a laikusoknak a különféle áruházakban kínált szobabiciklik jutnak eszünkbe, amelyet a többség hirtelen felindulásból megvásárol, majd legtöbbjük ruhaszárítóként, helykitöltő szobadíszként végzi. A témában picit jártasabbak az edzőtermekben alkalmazott spinning gépekre asszociálnak egy-egy sziluett megpillantásakor.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Lényegében mindkét megfigyelőnek igaza lehet, hiszen a smart bike jellemzően egy olyan spinning kerékpár, amelynél már előtérbe került a(z egészen) pontos kifejtett teljesítményt rögzítő wattmérők alkalmazása. Emellett ezen eszközök alkalmasak arra is, hogy számítógéppel, telefonnal, tablettel összekötve, a sok millió felhasználó által már hosszú ideje élvezett virtuális világokban (Zwift, Road Grand Tours, Sufferfest, Rouvy, Fulgaz, stb.) tekerhessünk. Valamint a nappalinkban élvezhessük – rossz idő, kerékpározásnak nem megfelelő napszak (sötétedés), vagy csak családunk közelségében tudva magunkat – a “kerékpározás” örömeit.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://roadbikeaction.com/wp-content/uploads/2020/04/Wahoo_KICKR-BIKE_WFBIKE1_M_Wide_Profile_1675_PRJN-01_no_shadow_crop.jpg" alt="" class="imgnotext" /></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"> Nagy előny, hogy az eszközt oly módon tudjuk teste szabni, hogy az teljesen megfeleljen utcai kerékpárunk minden méretének, így beállítás ügyileg szinte észre sem vesszük a változást. A nyerget is a számunka kényelmes típusra cserélhetjük, haladó felhasználók pedig ugyanezt megtehetik a kormánnyal is, ahol azért a vezérlés kapcsolóit és annak kábelezését is át kell szerelnünk.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"> A gyártók az egyes termékek marketing anyagaiban felhívják a figyelmet arra, hogy ezeken könnyedén tekerhet akár az egész család is, a beállítások néhány kar, vagy gomb elforgatását követően könnyedén megváltoztathatók. A smart bike-ok tervezésénél figyelembe vették a zajhatások kiküszöbölését, így meghajtásuk halk, hiszen fémalkatrészek helyett szíjakat használnak. </span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"> Robosztus felépítésűek, még komoly erőkifejtés esetén sem mozdulnak el helyükből és az amerikai Wahoo gyár terméke még a virtuális emelkedőket és lejtőket is képes szimulálni egy segédváz alkalmazásával, amely előre és hátra is dőlni képes a szoftverekben látott meredekségeknek megfelelően.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"> Tizenkilencre lapot húzva a marketing brosúrák karbantartás-mentes működést, gondtalan használatot ígérnek.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Ha itthon szeretnénk ilyen eszközt vásárolni, akkor lényegében három smart bike közül választhatunk, amennyiben bevállaljuk a külföldről történő online rendelést. Ezeken kívül is léteznek még smart bikeok a piacon, de az értékesítési csatornák korlátozottsága miatt, a valóban rendelhetőkre érdemes szorítkozni.</span></p>
<p style="text-align: justify;"><strong><span style="font-family: georgia, palatino, serif;"> <a href="https://www.stagescycling.eu/indoor-bikes/smart-sb20.html" target="_blank" rel="noopener noreferrer">Stages Cycling – Smartbike SB20</a></span></strong></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">A 2012-ben alapított cég az edzőtermi kerékpározás pontos teljesíménymérésének mezsgyéjén indulva, a wattmérő piac, és 2015-től gyártott spinning kerékpárjaikkal az edzőtermi gépek piacának is ismert szereplőjévé vált, így minden adott volt, hogy a két termékvonal egy eszközben történő egyesítésével a kor követelményeihez igazítva egy smart bike-ot hozzanak létre.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://cdn11.bigcommerce.com/s-ox79uhj/images/stencil/1280x1280/products/41928/110878/Stages_indoor_bike__89502.1585668641.jpg?c=2" alt="" class="imgnotext" width="500" height="748" /></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"> Az SC3-as spinning kerékpárjuk alapjára készült így az SB20-as típus, amely egyfajta evolúciónak, a már meglévő tudásra való építkezésnek tekinthető. 70 kilogrammot éppen meghaladó tömegével tiszteletet parancsoló versenyző, amely 147 és 210 centiméteres magasság között biztosítja a megfelelő beállításokat. A népszerű szoftverekkel való kompatibilitást nem is kell említeni, a hajtómű tengelyének szélessége (Q-factor) lényegileg megegyezik egy országúti kerékpáréval, míg a hajtókar hossza 4 lépésben 167,5-175 mm között változtatható. Az árcédula forintra átszámolva 1 millió forint feletti, 2999 EUR, a hivatalos németországi lokációjú EU webshopjukban.</span></p>
<p style="text-align: justify;"><a href="https://tacx.com/product/neo-bike-smart/" target="_blank" rel="noopener noreferrer"><strong><span style="font-family: georgia, palatino, serif;">Tacx (Garmin) Neo Smart Bike</span></strong></a></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">A holland családi cég (amelyet nemrégiben vásárolt fel az amerikai óriás a Garmin), amely kerékpáros kiegészítők gyártásával kezdte meg a működését az elsők között volt, ahol felismerték az interaktív (virtuális) edzőgörgőzésben rejlő óriási lehetőségeket és így vált a görgőpiac megkerülhetetlen játékosává. Az elektromágneses elven működő Neo fantázianevű okosgörgőjüket egy vázba becsempészve már készen is állt a smart bike. A „csomagot” kicsinosítva itt az eszköz egy kis kijelzővel is rendelkezik, amely lehetővé teszi a teljesen önálló, okoseszköz, sőt áram nélküli használatot is, emellett a gyártó a benti izzasztó edzések könnyebb elviselésére már a görgőre is szerelt két kisméretű ventillátort. </span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://www.saldenbikes.com/media/catalog/product/cache/4ac134bd9c01b974f24d361fadeba4c7/t/a/tacx1.png" alt="" class="imgnotext" /></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Érdekesség, hogy a Neo görgőből örökölt technológiának hála, amennyiben a használt szoftver lehetővé teszi, kockaköves út, hídpallók, vagy éppen murvás útburkolat szimulálására is képes az eszköz, emellett az egyes sebességfokozatok közötti (virtuális) váltás is meglepően hasonló a valós kerékpároknál tapasztalható visszajelzésekkel. Ára a három konkurens közül a „legolcsóbb”, a Rosebikes, német webshopban 2599 EUR.</span></p>
<p style="text-align: justify;"><a href="https://eu.wahoofitness.com/devices/smart-bike/kickr-bike" target="_blank" rel="noopener noreferrer"><strong><span style="font-family: georgia, palatino, serif;"> Wahoo KICKR Bike</span></strong></a></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"> A szintén amerikai versenyző azzal vált híressé, hogy 2012-ben bejelentette, egy olyan edzőgörgő megalkotásán fáradozik, amelyhez az ANT+, vagy Bluetooth szabványon keresztül bárki szabadon kapcsolódhat, lásd bárki írhat egy szoftvert és irányíthatja vele a Wahoo görgőjét. Akkor a piac szereplői, mint a Tacx, vagy az olasz Elite, mind saját szoftverükön keresztül tették csak lehetővé a görgőik kezelését és még nem is igazán volt látható, hogy a Wahoo lépése valaha kifizetődő lesz. Jó dolog, hogy megspórolják a szoftver megírásának költségeit és azt majd valaki más elvégzi helyettük? Aztán jött a Zwift és a többi már történelem.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://lh3.googleusercontent.com/proxy/UcrDRSu58PxuTaF2uz4MV809X0TO0568m9__7mLiRzY8ZHDvIvrc4iIoaUilHeTkNHMPd2hEWr9jmKDdR_om6lbchK8shhPS4HGIqJGiUQqKfQ" alt="" class="imgnotext" /></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"> A főleg angolszász területen népszerű KICKR görgő itt is jó alapot szolgáltatott, hogy egy vázra „ráakasztva” elkészülhessen a cég első smart bike-ja. A korábban az emelkedést szimuláló Climb kiegészítőjük esetében szerzett tapasztalat és technológia pedig egy segédváz alkalmazásával lehetővé tette, ahogyan fent is említettem, hogy a KICKR Bike szimulálhassa az emelkedőket és lejtőket így téve még realisztikusabbá a beltéri tekeréseket. Ennek azonban ára van, hiszen a piac legdrágább versenyzőjeként, itthoni ÁFA-val számolva 3700-3800 EUR-os szemöldökfelrántó árcédulával rendelkezik.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"> A szemmel láthatóan nagy összegek kifizetését követően az ember elvárná, hogy az eszközök tökéletesen működjenek jó néhány évig, összhangban a reklámanyagokban, brosúrákban közöltekkel. A tapasztalt otthoni görgőzők azonban tudják, hogy a termékek első iterációi sokszor buta gyermekbetegségektől szenvednek, sőt adott esetben hosszú évek folyamatos termékfrissítései mellett sem lehet tőlük teljesen megszabadulni. Sajnos mindhárom gyártó esetén belefuthatunk néhány aknába.</span></p>
<p style="text-align: justify;"><strong><span style="font-family: georgia, palatino, serif;">Stages SB20</span></strong></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"> Talán a koronavírus járvány hatása, hogy a már meglévő alapra épített smart bike minőségellenőrzése nem sikerült tökéletesre. Jelenleg két komoly és gyártói oldalról abszolút elkerülhető probléma azonosítható az első, Amerikában, illetve az Egyesült Királyságban forgalmazott sorozatnál. A smart bike vázának hegesztése számos egységnél nem sikerült tökéletesre, így a kormányt is tartó fém keret a vázban ferdén áll, így az embernek olyan érzése van, mintha egyik irányba picit kanyarodna. Másik probléma a lendkerék, illetve annak a csapágyazása, vagyis ennek hibája. A rendkívül halk görgő használata során bosszantó lehet a zaj, nem mellesleg egy hamar tönkre menő csapágy a lendkerék csapágyházát is károsíthatja, hogy csak a csere marad hátra. Apróbb, orvosolható, de szintén nem épp szívderítő probléma, a szíjhajtás borításának nem megfelelő felszerelése miatti nyüszögés, surlódás, kattogás, ezt a megfelelő nyomatékok és némi orosz QC alkalmazásával helyre lehet tenni.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://scontent.fbud4-1.fna.fbcdn.net/v/t1.0-9/101692889_10158092838153046_550476968961769472_n.jpg?_nc_cat=111&_nc_sid=07e735&_nc_ohc=MzjaIZtPuJsAX8vCQ3C&_nc_ht=scontent.fbud4-1.fna&oh=9e52cfd87a2c4f63a049589498452ae8&oe=5F00DE91" alt="" class="imgnotext" width="381" height="508" /></span></p>
<p style="text-align: justify;"><strong><span style="font-family: georgia, palatino, serif;">Tacx Neo Smart Bike</span></strong></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Ezzel az egységgel megkapunk minden íncsiklandó képességet, ami már a Neo görgőt is fémjelezte, annak sajnos még mindig nem 100%-osan kiküszöbölt hibájával együtt. A meghajtásban szerepet játszó diszkre történő mágnesek felragasztása már 99,99%-os, de fórumokon még mindig van 1-1 példány, ahogy a rögzítés nem tökéletes, így az állandó mágnes leválva éktelen zajt csap és károsíthatja az elektromágneseket. A diszket tartó tengelyen lévő O-gyűrű elfáradása és az ezt követő csapágyhiba is előjöhet az eszköznél. Ezek a hibák jó esetben csak hosszú-hosszú használat során jelentkeznek, orvosolhatók. Van azonban olyan is, ami egyből szembe köszön a felhasználóval. A Tacx a szíjhajtással kapcsolatos tapasztalatait Flux nevű görgőjével szerezte, illetve joggal mondhatjuk, hogy a teljes tanácstalanságot és nemtörődömséget mutatta be ennek kapcsán. Ha a smart bike hajtását védő borítást leszereljük épp ugyanez köszön vissza nekünk. Könnyen úgy tűnhet, mintha az általuk használt CAD szoftverben a két tervrajzot egymásra helyezték volna, rajzoltak volna négy lábat, egy nyerget és egy kormányt és hopp, kész is lett a Chocapic helyett a Neo Smart Bike. </span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://m.blog.hu/ma/maczkobandi/image/tacx_neo_sb.jpg" alt="tacx_neo_sb.jpg" class="imgnotext open-in-modal" /></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Ez a megoldás meglehetősen sok esetben jár a nem megfelelő feszítés miatt a szíj csúszásával, szakadásával, amely a konstrukcióból adódóan cserélhető ugyan, de végső megoldást a rosszul működő egységeknél nem fog jelenteni az ügyfelek számára. Az összeszerelés minőségét mutatja az is, hogy a jelentős mennyiségű műanyagot használó smart bike ezen darabjai könnyen törnek, recsegnek és ropognak. Cserélhetőek, de bosszantó és nem szükséges utánajárást és szomorúságot okoznak.</span></p>
<p style="text-align: justify;"><strong><span style="font-family: georgia, palatino, serif;"> Wahoo KICKR Bike</span></strong></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Az éves szinten eladott több tízezer KICKR görgő meghajtásának használata ellenére az ellenállást szabályozó „dob” esetén tapasztalható rendellenes működés, amely azzal jár, hogy egyszerűen nem lehet hajtani az eszközt, a hajtás „beáll” a dob nem forog, amennyiben erőltetjük valószínűleg halálra ítéljük a smart bike-unkat. Másik probléma a dőléshez kötődik. Az összeállításnál figyelnünk kell ugyanis, hogy a segédkeret semmi esetre se érintkezzen a padlóval, mivel úgy lett megszerkesztve, hogy az csak átadja a terhelést a háromágú lábnak, de közvetlenül nem viseli azt. Amennyiben erről elfelejtkezünk tönkre tehetjük a bike-ot. A lábak és a segédváz összeszerelése sem sikerül minden esetben, volt olyan felhasználó, aki 1-2 centis kilengést is tapasztalt jobbra és balra is, amely még egy pillekönnyű kerékpáros esetén is némi használat után egy kellemes balesettel zárulhat.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"> A gyártók is felismerték, hogy az első gyermekbetegségekre lépniük kell és általában megértő, gyors és professzionális ügyfélszolgálataik segítségével igyekeznek orvosolni a hibákat. A legnagyobb példányszámban eladott Tacx esetén hibától és lokalizációtól függően viszonylag gyorsan kaphat cseremodellt az ember. Fontos azonban, hogy a cseredarab nem feltétlenül lesz új, hanem valaki más által visszaküldött és javított darabok is szép számmal kerülnek így újra felhasználókhoz. Amennyiben nem vagyunk szerencsések egy ördögi körbe kerülhetünk a folyamatosan és készségesen cserélt smart bike-okkal, amelyek mozgatása összerakása és szétszedése 50-60-70 kilós darabok esetében nem éppen könnyű. A Tacx-Garmin házasság is okoz gondokat, hiszen az ügyfélszolgálati teendőket már a „nagytestvér” intézi, amely azért a korábban a Tacx-hoz szokott felhasználók számára némi lassulással, kérdezősködéssel, idegeskedéssel járhat.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"> A Stages a hegesztési hibára átmenetileg egy alátétet bocsát a felhasználó rendelkezésére, amely a hibát némileg korrigálja. A végső megoldásuk pedig a kormányt tartó elem állíthatóvá alakítása, ami lehetővé teszi az ügyfél számára, hogy ezt a hibát könnyen korrigálhassa. Ez szép, de nekem azzal az üzenettel jár, hogy a hegesztés sikerül, ahogy sikerül és kapsz egy állítható elemet, esetleges újabb hibaforrást, elégedj meg vele. A lendkerék esetén új alkatrészt küldenek és USA, UK, Németország területén biztosan van szakemberük aki cseréli. Kérdés, hogy Kelet-Európában ez hogyan kerül kivitelezésre, vagy marad a teljes visszaküldés? Ha a cseredarab sem jó, akkor új smart bike-ot kap a kedves vásárló.</span></p>
<p style="text-align: justify;"><strong><span style="font-family: georgia, palatino, serif;">Konklúzió</span></strong></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"> Ennyi horror történet után joggal merül fel a kérdés, hogy nem fake newsról, lejáratósról van-e itt szó. Sajnos azt kell mondjuk, hogy nem. A néhány tucat vagy néhány száz fős tulajdonosi csoportokban még akkor is nagy a selejtek aránya, ha az összes csoporttagot egyben tulajdonosnak vesszük, ami nyilvánvalóan nem igaz (Tacx Neo Smart Bike esetén ez 8%). Természetesen, mint minden esetben itt is megbújhat egy csendes többség, akinél nem jelentkeznek a hibák és rendben működnek az egységek, ugyanakkor főként a Tacx problémái esetén én megint azt látom, hogy a konstrukcióba mélyen kódolva van a hiba lehetősége, annak bekövetkezése nem kérdés, csak annak időpontja.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"> Jelenleg a helyzetet nem lehet másként értékelni, mint hardcore early adopterek canossa-járását, amelyet jó szívvel nem lehet ajánlani senkinek. A jó hír, hogy nyár van és őszig, télig, karácsonyig még sok száz-ezer példány kerül értékesítésre, amely tisztíthatja a piacot, árnyalhatja a képet. Ha nincs extrém helyhiányunk, vagy papír vékony falaink egy társasházban, netalán álmatlanságban szenvedő családtagjaink egyelőre nyugodtan megtarthatjuk még, vagy megvásárolhatjuk a kerékpárunk közreműködését igénylő edzőgörgőnket, a smart bikeok árának töredékéért, a gyártóknak pedig meghagyhatjuk az új termékkategória kapcsán a gyártási nehézségek kiküszöbölését.</span></p>
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Smart bike, "okos szobabicikli" - csak erős idegzetűeknek
Bemutatkoznak a mindentudó okos szobabringák. Páratlan képességek, egyelőre bosszantó gyártási hibák, csillagászat árak.
https://maczkobandi.blog.hu/media/image/stages_bike_9.jpg
Maczkó Bandi Kerékpáros Blogja
https://maczkobandi.blog.hu
https://m.blog.hu/ma/maczkobandi/image/stages_bike_9.jpg
https://maczkobandi.blog.hu/2019/07/27/tour_de_ring_2019_gyozelem_parosban_egy_tortenet_amit_meg_hollywoodban_sem_irtak_volna_igy_meg
Tour de Ring 2019 – Győzelem párosban – Egy történet, amit még Hollywoodban sem írtak volna így meg
2019-07-27T08:31:06+02:00
2019-07-27T08:31:06+02:00
torma99
https://blog.hu/user/78789
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Július harmadik hétvégéje már hosszú ideje a magyar Forma-1-es pályán körözni vágyók piros betűs ünnepe, ekkor rendezik ugyanis a Tour de Ring (Ring24) amatőr megmérettetést. A televízióból már jól ismert környezetben, parádés minőségű aszfalton zajlik a körözés egy teljes napon át, hogy eldőljön kik lesznek a ring bajnokai. Aki tartózkodna a 24 órás önkínzástól, annak pedig lehetősége van 24 kör erejéig egy kritériumversenyben belekóstolni a hungarorigi életérzésbe.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="http://velo.hu/UserFiles/t/o/u/tourdering_header_v2_670x145t0_ic.jpg" alt="" class="imgnotext" /></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"></span><span style="font-family: georgia, palatino, serif;">Idei indulásom már a negyedik volt a sorban. 2016-ban egy tapogatózó indulással 4-esben negyedik helyezést szereztem, majd 17-ben és 18-ban, előbb egy harmadik, majd tavaly második helyezést értem/értünk el. 2017-ben döntöttünk úgy Adorján Csaba barátommal “közösen” (bár erről kérdezzétek őt mennyire tudta mi vár rá), hogy az akkori teljesítményeinkhez minden évben 5%-ot hozzátéve 2019-re a párosok között, ha nem is a győzelemre esélyes, de igen ütőképes duót alkotunk majd.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">2018-ban 162 körrel erősen megfáradva, de számos tapasztalattal gazdagodva álltunk a dobogó második fokán. A teljesítményünk alapos elemzésével azonosítottuk a szükséges további lépéseket. Ez egyrészt még több edzésből, az én részemről egy rigorózusan végigkövetett alapozó edzésprogramból ősszel, majd tavasszal a ring domborzatához és a várható versenyhelyzetekhez szabott edzésterv teljesítéséből állt, míg Csabának minél többet kellett tekernie és beszerzett egy, a jelenleginél könnyebb, aeróbb kerékpárvázat. A számok azt mutatták június körül, hogy mindkettőnk esetében meg van az 5% és így joggal pályázhattunk egy szép eredményre.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Körülbelül ekkor értesültem róla, hogy a korábban már győztes Gödér Károly, igaz nem Marik Gyulával, hanem egy másik barátjával, Szirmai Ádámmal fog indulni párosban. Mivel ők 2017-ben már 170 kört mentek, mi 168-at terveztünk nagy csatára volt kilátás. Aztán Károlyék mentek egy szenzációs 24 órát a Slovakiaringen, ami után úgy értékeltük, ha a tavalyi győztes “svájci-magyar” páros is jön, úgy nagy küzdelmet kell majd vívjunk a dobogóért és semmire sincs garancia.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Mielőtt teleportálnánk magunkat Mogyoródra el kell mondjam, az indulásunk, vagy inkább a hatékony versenyzésünk is veszélyben forgott, mivel Csabi kerékpárjában a fékváltókarok és a középcsapágy sem gondolta úgy, hogy szeretne egy kiadós nyúzásban részesülni, így egy héttel a rajt előtt letolt gatyával szerelgettem, próbálgattam rendbetenni őket. A BB-ből cserét még időben, expressz szállítással tudtam beszerezni, de az Fv-k esetében a pucold, tisztítsd meg, zsírozd be és imádkozz, hogy menjen módszert kellett alkalmazni. Jelentem sikerrel.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://m.blog.hu/ma/maczkobandi/image/media-share-0-02-0a-276aaa0d261855e1831595b61b2b57fee55a195910cd3e9f0cdf67858c41a544-073c15fe-480b-410a-a989-b4801541af38.jpg" alt="media-share-0-02-0a-276aaa0d261855e1831595b61b2b57fee55a195910cd3e9f0cdf67858c41a544-073c15fe-480b-410a-a989-b4801541af38.jpg" class="imgnotext open-in-modal" /></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">19-én pénteken még egy utolsó kör a bringákkal, aztán irány pakolni. Csabiék Horvátországból a nyaralásról érkeznek, ez náluk családi, szent fétis, ha Csabinak a foci VB döntőjében kellene játszani, akkor is az utolsó pillanatban érkezne meg. Párja Zsú bár a felkészülés folyamán 1-2 nyilatkozatában kizárta, hogy segítőként a tavalyi után eljön, szerencsére meggondolta magát. Ez a nem elhanyagolható különbség is nagy szerepet fog majd később játszani. Csabi este érkezik, átszereljük a pedálját, viszlát holnap. Mi is elpakoltunk mindent, reggel indulás.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">7:20 Zalaegerszeg, benzinkút. Nem tudom ki, hogy van vele, de bennem nagyon erős a vizsgadrukk. 11 hónap felkészülés után mindent egy lapra feltenni, egy jótékony 10-15 plusz ütést helyez el a keringési rendszerben. Úgy tűnik azonban minden rendben. Egy pihenővel felérünk.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">A szervezés a tavalyi évhez képest jelentősen javult. A regisztrációt kihozták a pálya bejárata melletti kis épületbe, a mélyedésben lévő nagy prérin ott a parkoló. Van boxbeosztás!, tehát amint átvettük a chipet, mehetünk is pakolni. Elvileg a gyömrőiek 4-es csapatával leszünk együtt a 17-es boxban.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Megérkezés és kipakolás. Mi vagyunk az elsők, ez jó jel. Eltudjuk foglalni a boxutca felőli, fal melletti részt, ami talán a legjobban véd a huzattól. Mázli, hogy pont egy szekciónak az oldalán, tehát főfalon tudunk tanyázni a mindig szeles mogyoródi katlanban. A gyömrőiek érkezésével kis változás, hogy ők a két négyes csapattal átficerednek a kordon túloldalára, így mi egy fekhely híján a Team Lendvai párosával kell csak, hogy együtt töltsük el az időt, ami kisebb zsúfoltságot jelent majd.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://m.blog.hu/ma/maczkobandi/image/20190720_121208-min.jpg" alt="20190720_121208-min.jpg" class="imgnotext open-in-modal" /></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">A technikai ördöge azonban nem akar nyugodni, egyszerűen a Red fékeket nem tudom középre állítani. Valamiért mindig elforognak hátul. Kezdi a bal, majd átmegy a jobb oldalra. Hosszú ideje megvannak már, kézikönyv szerint raktam össze őket, nem tudom mi lehet a hiba, a bowdenház hossza jó, finombeállító-csavarok alaphelyzetben, mégis 10-12 fékezés után félremegy az egész, picit befog a fék. Na nem kell itt satufékre gondolni, 1-2 watt itt elmegy, a keréknek csak a gyártási ici-pici játékából adódik a fékezés. Lazábbra nem akarom állítani, mert akkor a váltófül meg összeragad a vastag Lizard Skins DSP bandázsommal és akkor meg azzal kell szórakozni. Kabalának jó lesz, este 6-tól így versenyzek a végéig. Majd otthon szétszedem és 0-ról összerakom. Lehet valami anyag került a rögzítésnél az alátét alá (pedig eredeti SRAM alkatrész direkt külön drága pénzen megvéve) és egyszerűen elcsúszik az egész. De vissza a pályára.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Idén a szokásostól eltérően déli szél fúj, nem pedig északi, ahogy eddig megszoktuk. A célegyenesben jótékony hátszél uralkodik, az emelkedőn oldalhátszél segít, ugyanakkor az 5-ös kanyartól a sikánig, valamint a hátsó részen a rövid egyenes előtt, illetve a célegyenesre való fordulásnál érződik a szél. Szerencsére nem viharos, de ha valaki leszakad egy csoportról, főleg szóló, vagy páros esetén, ahol azért nem lehet sokszor fullgázt nyomva kapaszkodni, megúszhat hátra és elveszítheti jól kiépített pozícióját. Erre nagyon kell figyelni.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"></span><span style="font-family: georgia, palatino, serif;">Mindeközben barátian üdvözöljük egymást az ellenfelekkel, mindannyian lenyilatkozzuk, hogy nem fogjuk nyomni, óvatosan beosztjuk, hosszú a verseny stb. Hogy ki mennyire gondolta ezt komolyan, azt csak a többiek tudnák elmondani, bevallom én csak annyiban, hogy az első 2-3-4 váltásban a hőmérséklettől függően 230-240 wattos NP-t szerettem volna menni a mezőnyben, ha ezt nem lépjük túl akkor akár az éllel is tartok, amíg az én nevemmel feliratozott gerebélyt nem dobja be a pálya szélén sertepertélő kalapácsos ember a mezőnybe.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://m.blog.hu/ma/maczkobandi/image/media-share-0-02-0a-7049be0c374467ef630f7535618fb05b9d2d4534b76b138b72df9d63b74d5ec6-ea168d01-67d1-4c97-b4e7-e66a458e0627.jpg" alt="media-share-0-02-0a-7049be0c374467ef630f7535618fb05b9d2d4534b76b138b72df9d63b74d5ec6-ea168d01-67d1-4c97-b4e7-e66a458e0627.jpg" class="imgnotext open-in-modal" /></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Éppen ezért a beállásnál kb. a 10-15-ik helyre teszem a bringát. Próbáljuk meg az első pár kört, nézzük meg milyen, lesz, ami lesz. Elég hosszan ácsorgunk a rajt előtt, van talán 10 perc is mire elindulhatunk. Matt Stephenshez hasonlóan stresszhelyzetben nem megy jól a bepatentolás, ez már 17-ben és 18-ban is megmutatkozott, így most egy hónapig különösen gyakoroltam a kerékpárra történő hirtelen felülést és gyors elindulást, hogy minden flottul menjen. És úgy is sikerül, hamar pedálra kapot, már kattog is lefelé a váltó, paszírozom a wattokat és az elejével tartok. Elmegy az első kör, aztán a második is. 245 watt körül mozog az NP-m és jól bírom a pulzálásokat, úgy döntök, hogy maradok velük. 24 órás a verseny, szerencsére nincs nagy rángatás, ugyanakkor marha meleg van. A fejegység kint a pályán 37 fokot mutat. Mivel jó a pozícióm máris 1 kört ráteszek a tervre. Az elején talán vezetünk, nem látom Károlyékat és a Lendvai csapatot sem ott körülöttem, bár leginkább az előttem lévő nyeregcsövekre kidobált virtuális kampók lasszózásával vagyok elfoglalva. Így telik az első váltás, majd a második is.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Csabi szépen megy, beosztja a tempót. Ekkor úgy gondolom, hogy igyekszem erősen menni és amit kitekerek előnyt, esetlegesen Csabi szépen beosztva, lecsorgatva ott tart minket az 1-2. hely valamelyikén. Igen ám, de ehhez az kell, hogy mindig jól jöjjön ki a váltás, legyen boly, lehessen valakivel együtt dolgozni. Ami már a harmadik váltásnál szertefoszlik. Károlyék, beadják az első ütést és a harmadik felvonás végére kapunk tőlük egy kört. Egyedül poroszkálok, ő pedig egy jó sorral, talán az élbollyal elrakétázik mellettem. Nem reagálok, épp nem is tudok, annyi van bennem amennyi. Hosszú még a verseny.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://m.blog.hu/ma/maczkobandi/image/img_20190721_092000_1.jpg" alt="img_20190721_092000_1.jpg" class="imgnotext open-in-modal" /></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Ahogy kezd esteledni úgy fáradnak el a csapatok és fáradunk el mi is. A lámpaszerelés időszakában jön a rossz hír, Csabi azt szeretné, ha 21:30-tól éjfélig, vagy fél 1-ig mennék. Fáradt, ki ne lenne az. Horvátból haza, most meg szív a még mindig 30 fok körüli hőségben. Mondom oké átállunk, de 2 órára és majd 2 körrel a kijövetel előtt szóljunk, hogy az alvó ember fel tudjon ébredni, kis dolog, nagy dolog. Az állás ekkor kb.: 1. Végtelen ciklus (Károlyék), 2. Elf (mi) +2 kör 3. Lendvai (kb. +2 kör). Él már az időmérés, ami a javulások ellenére továbbra is neuralgikus pont. Jó néhány óra kellett megint, hogy lássuk hol is tartunk.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Jön a legrosszabb menetem. Van, hogy a 9-es kanyartól a célegyenesig egyetlen magányos ponttá zsugorodom. Sehol egy első, vagy hátsó lámpa. Egyedül a versenyben vezető Team Imperatos és motorosa, valamint az őt követő másik két csapat zavar fel néha merengésemből. Egyedül próbálok minél erősebb 8 perc alatti köröket menni, ez nem is jelentene gondot, na de alig vagyunk túl a verseny harmadán, mi lesz még itt? A Végtelen Ciklusnak jobban jön ki ez a szakasz, úgyhogy mire Csabi szintén elgyötört magányosságban végződő váltása végére ér már három kör a hátrányunk, jó hír viszont, hogy az előnyünk a harmadikhoz képest szintén itt alakul. Ekkor fogalmazódik meg a gondolat bennem egyre erősebb, hogy ez így lesz végig. Tekerjünk csak és fussunk be a második helyen. Őrizzük meg az energiát, nehogy fejreállás legyen a vasárnapi hőségben.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://m.blog.hu/ma/maczkobandi/image/media-share-0-02-0a-c637df9b22b575f4daa2e322c4c82d5654a35f96dd1c7a6d234ecd9812c98424-538edd02-3f93-4d67-87e4-bce365c37215.jpg" alt="media-share-0-02-0a-c637df9b22b575f4daa2e322c4c82d5654a35f96dd1c7a6d234ecd9812c98424-538edd02-3f93-4d67-87e4-bce365c37215.jpg" class="imgnotext open-in-modal" /></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Merthogy fejreállás már most is van. Az étvágyam oda. Zselét sem lehet a végtelenségig enni. Ekkor jön a megmentő dolog, mert az esti tésztaparti után Zsú felpattintja az általa hozott tészta készleteket, amiből tudok falatozni. Ahogy fogalmaz, rágni sem kell csak nyelni és valóban. Csabi tekerésekor 4 év után először alszom a pályán. Finom volt az étel, elálmosított. Álmodok is: a Valtonosok kimennek a célegyenesbe és lezárják, csak időnként engednek át 1-1 embert. Mindenki áll és méltatlankodik. Épp mire rám kerülne a sor, egy érintés a kezemen. Jön Csabi. WC, öltözés és indulás. Ez mindig egy ilyen álmos sprintet jelent néhány fordulat erejéig, míg az ember felveszi az utazótempót. Hihetetlen dolog történik velem.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Úgy érzem, mintha csak most kezdődött volna a verseny, teljesen frissek a lábaim. Kijövök épp ott egy csoport, teszem is rájuk a kereket. 6-os és 4 fős csapatok tagjai, frissek, van akinek csak a második kijövetele. Ennek ellenére nincs nagy tempó, harmadik, vagy negyedik pozícióban pont jó ez nekem. Egyedül az emelkedőt nem akarja senki rendesen megcsinálni. Bocs, nem rendesen, hanem ahogy nekem a legjobb. Mivel déli szél volt és még este is egy picit lengedezik ezért egy csoportban jól helyezkedve a szélárnyékot és a segítő hátszelet kihasználva szinte ingyen, aprópénznek számító 150-160 watt befektetésével is meg lehet mászni a huplit. Ha jól jön ki a lépés, mivel nem mindig, ezért szakadozik, málik a sor. Egyik eset után megrántom magam, eljön két hatos a többiek maradnak. Hárman megyünk pár körig egy hölgy és egy úr. Én bevallom nem vezetek, hatosok, oldják meg. Megpróbálnak leszakítani, de nem erősebbek, sőt. Két vagy három alkalommal is felcsévélem magam rájuk. Aztán derült égből villámcsapásként ott terem az Imperator és beáll negyediknek. Másfél körig megyünk így, bírom a tempót, a célegyenesre fordulva azonban a versenyben vezető két rúgással ott hagyja a csapatot. A hatosok persze le tudják reagálni, én sajnos nem, féltávnál vagyunk, ez nem a kamikaze képző. Rádiózok is be, hogy 2 kör és jövök. A váltás hozadéka, hogy egy kört sikerült faragni a Végtelen Ciklus előnyéből.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Bejövök eszem tésztát és megint tudok aludni. Igaz kevesebbet, mert minden erőfeszítés ellenére Csabi csak rövidebbeket tud menni, így többet kell vállalnom. Zsú és Nóri azzal bíztat, ha megcsinálom és bejövök, a következőnél már leszerelhetjük a lámpákat. Remek. Sajnos ebben a váltásban picit gyengébb vagyok fel-fel ugrok sorokra, de a nagyon fontos kritikus részeken kétszer is kihagy a lendület és elmegy a sor. Brusztolok. Annyi a szerencse, hogy mindig látom magam mögött az érkezőket. Lassan megismerjük a mezőnyt is. Ki mit megy, mennyit bír, így tudom, hogy hová kell felugrani és hová nem. A második helyet szigorúan tartjuk, amit Lendvaiék erősebb embere Csabin hoz, annak a kétszeresét adom vissza. Második hely, ezüstérem?</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://m.blog.hu/ma/maczkobandi/image/009a8518-min.JPG" alt="009a8518-min.JPG" class="imgnotext open-in-modal" /></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Vince Lombardi híres beszédén gondolkozom, aki kétszer is második lett a csapatával az NFL-ben és a játékosait arra instruálta tegyenek meg mindent, mert csak az első hely a lényeg, ő már nem akar máshol végezni. 2020 és újabb 11 hónap edzés. Végülis, legyen meg az előírt körszám a 168, akkor teljesítettük amit szerettünk volna, majd megmagyarázzuk. Holtpont. Rádió, jövök ki.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Félálomban a box másik oldaláról hallom, hogy a gyömrőiek egyik csapatát ostromolják hátulról, míg a másik banda vezet ezért összeállnak, nem pörölnek és együttes erővel hozzák be a bajban lévő gruppót a megfelelő helyre. Nekem ennél nem kell több. Azt már láttam, hogy az egyik, ezek szerint a kevésbé fitt gyömrői csapattal tudom tartani a lépést. Na már most ezek szerint lesz kint a pályán egy olyan vonat, ami csak arra vár, hogy felszálljak rá. A hátrányunk most technikailag négy kör. Ez a semmi esélyünk kategória. Ez egyedül vasárnap a melegben 40 percnyi előny már fáradtan, míg egy jó csapattal valahol 35 perc környéke. A Végtelen ciklus kezében ott az összes ütőkártya, ők ezt már csak elveszíthetik. Hivatalosan ezt hiszem én is. Ha találkozunk beszélgetünk, nagy az előnyük nincs értelme haragudni egymásra. Ha tesztelem őket még Károly és Ádám is tud jönni, jó erőben látszanak. Nem tudna a Tippmix olyan oddsot adni, hogy akárcsak 100 forintot is feltegyek magunkra.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">És hogy mi volt a fordulópont? Az ember sokat gondolkozik azon, hogy amikor úgy érzi mindennek vége, mit tehet. Amikor nem forognak a lábak, amikor nincs elérhető cél, mi az, ami átsegíthet a sorozatos holtpontokon és már nem törődsz semmivel. A görcsközeli helyzetek, a sajgó gyomor, a zsibbadó kéz, a szemedbe lassan csorgó izzadság csak egy távoli fikció, amely nem veled történik, te mindössze egy szuper VR headseten keresztül érzed, amit a másik fickó érez, de téged ez nem befolyásol…</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Amikor legközelebb bejövök stikában Zsú megsúgta, hogy a Lendvai csapat erősebb tagja picit odaszólt Csabinak a pályán. Na ne tessék itt perbeszédre, meg nyílt levélre gondolni, sokan fejezik ki nemtetszésüket, de úgy hogy nem vagyok a másik ember bőrében, úgy ne fikázzam, ki miért nem vezet. Csabinak nem kell vezetnie a mögöttünk jövő srácnak, hiszen az egyenlő a lassú öngyilkossággal. A hátulról jövőnek kell bizony kivágnia a huszáros virtust. Ha tud lépjen ki és szakítsa le, ha a másik tud vele jönni, vagy nincs erő a támadásra, nem kell hadoválni sem.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://m.blog.hu/ma/maczkobandi/image/img_20190721_091304-min.jpg" alt="img_20190721_091304-min.jpg" class="imgnotext open-in-modal" /></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Ez volt a kulcs. Az első lépést nem az első hely felé tettem meg, hanem mondom Team Lendvai nem tetszik Csabi és az 5 kör hátrányotok? Akkor lehet, hogy kezdhettek hozzászokni a 10 kör hátrányhoz a célban, mert innentől kezdve Maczkó Bandi berserker módot kapcsol. Nem lesz sor, amire nem ugrik, értelmes keretek között a maximumot fogom kipaszírozni magamból. Ki a boxból, party mód ON.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Jönnek a gyömrőiek, fel a sorra, gyerünk, ha kiállnak, 6-os, 4-es csapatok bolyai, nem az élmenők közül, pont jók lesznek. Mindig mögöttük, vagy maximum kettővel mögéjük helyezkedve, hogy mindenre tudjak reagálni. Azonnal már nem megy a váltás, ugyanakkor ha megindul valaki, amíg én felpörgetem a mackós TDI-t, addig nem megy el mellettem az utolsó kerék és szépen felcsévélem rá magamat. Jönnek a körök a táblára. Az előnyünk nő 6-7, majd 8 kör, a hátrányunk nem csökken, csak stabilizálódik. Mindig letörten érkezem, lemerül az elem. Jön a tészta, kóla, víz, valami. Luca kutya képe, és mindig mondogatom magamnak, az én társammal nem lehet viccelni, hiszen tudom, hogy mindent megtesz és nem láblógatva poroszkál... Kell az a nagy különbség, legyen világos a helyzet.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Közben melegszik az idő. A kellemes 18 fokos éjszakát kezdi a Nap ismételten katlanná változtatni. Feltámad a szél. Továbbra is déli. Kijövök a boxból és több pislogás után kezdem felfogni, hogy itt valami nagy dolog van készülőben. A lengedező szélben az egyes kanyar után, mégiscsak a legkönnyebb szembeszeles részen Szirmai Ádám kimerevített könyökkel többször lefelé néz, és nem éppen tempósan halad. Félreváltás, lehet, pillanatnyi holtpont? Na majd meglátjuk. Valami smalltalkot beszélgetünk. Bírja az emelkedőt és a következőkben is egy csoportban még jön. Károlyt is tesztelem egy megindulással, ő is bírja, ugyanakkor, ha nem vagyunk együtt azért csipegetek az előnyükből. Csabi egy egész váltás alatt már nem kap sokat, tehát a mérleg lassan elbillen. Van időnk, van esélyünk, vagy csak szerencsénk volt? Teljesen mindegy. Fel kell emelni a fejet, hogy a kisablak után a kormányra feküdve minden tizedwattot összekaparjak. Csabi meg fogja tudni csinálni. Ha csak 5 köröket megy addig regenerálódok és ha nem? Ha lefekszek az emelkedő tetején ájultan a fűbe? Nem érdekes, most már csak egy valami fontos, a különbség csökkenjen.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://m.blog.hu/ma/maczkobandi/image/img_20190721_071501.jpg" alt="img_20190721_071501.jpg" class="imgnotext open-in-modal" /></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">A 24 körös kritériumverseny rajtjakor már csak 2,5 kör előnyük van. Ádám nyilvánvalóan fáradt és támadható, Károly pedig nem lehet mindig a pályán és az ő lábában is sok kilométer van már. Menni kell, menni kell. A 24 kör rajtjára nagyon rá kell figyelni. Szerencsére az első körük végén a célegyenesre fordulva érnek utol így beugrom a mezőnybe és megyek velük három kört. A Végtelen ciklust nem látom, de ilyen lehetőséget kár kihagyni, tuti, hogy itt vannak valahol. Miután leszakadok, váltást kérek. Csabi kimegy. 2 körnél járunk. Körről körre változik az időmérés, ahogy áthaladnak a célvonalom. Próbálom megsaccolni a köröket, milyen idő kell, mihez. Nagyon kevés van már hátra. Ha 30-40 másodpercet kapnak csak tőlünk, ami óriási, akkor is simán bekocognak. Ezért több kell. Be kell menni mégegyszer a 24 kör élemzőnyébe.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Váltás után folyamatosan hátranézek. Most tényleg poroszkálok. A dombtetőről lenézve, látom jön a wattvonat és a hátsó részen becsapok az első harmadba. A taktika megint ugyanaz. Ha valaki picit ránt a mezőnyön, nekem legyen annyi ember, hogy fel tudjak rajtuk menni. Jojózom. Amint lehet megyek előre, majd csúszom hátra. Egyszerűen nem tudok hirtelen 350 wattot kifejteni, pedig ugye milyen kevés is ez az üdvösséghez sokszor? Szász Attila (a későbbi bukásba bekeveredő ismerős) köszönt és szól néhány kedves szót, ami elveszi a figyelmem a nehézségekről. A mezőnyben bujkálva jól lehet spórolni az erővel, úgyhogy megint megy 3 kör és utána box. 1,5 kör a hátrány. Az amerikai statisztikusok picit radírozva ekkor már felteszik a táblára 1%-os valószínűséggel a sprintbefutó és célfotó lehetőségét. Nagyon közel vagyunk. Csabi kimegy, megtörténik a bukás. A telefonom lefagy ezért nem látom mi a különbség, de a Végtelen ciklust instruálják, hogy körön belül vagyunk. 7 perc a hátrány. Úgy érzem magam mint Verstappen az osztrák forma-1-es pályán. Elfogyott az erő az ellenfélből, vagy csak kényelmesen beosztják, most már mindegy, nincs megállás!</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">40-45 percről csak 7 és még hátra van 80 perc? Akkor az kevesebb mint 10% különbség. Na számoljunk csak, eddig mentél 33-as átlagot, valahogy úgy kell bújkálni, brusztolni, hogy ez megmaradjon és a másik csapat ne tudjon ilyen produkálni. A befejező ember úgy nézki a fáradtabb Ádám lesz náluk. Talán 5-6 perccel előttünk váltanak. Nem tudom, hogy akarnak-e még váltani, hogy két sprintesebb menet, vagy egy, de nyomás alá kell helyeznem őket, hogy erre esély se legyen.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://m.blog.hu/ma/maczkobandi/image/009a7873-min.JPG" alt="009a7873-min.JPG" class="imgnotext open-in-modal" /></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Az utolsó váltásban az első két kört egyedül teszem meg. A rádióban és a pitwallról is téves különbségeket mondanak. A rádiót ki is veszem a fülemből. Tudom, hogy 7 percről indultunk. A dombtetőre felérve a bal szememen csillagokat látok és érzem, hogy kistányérra kell tennem a gépet. Ez nem lehet, most! Nyúlnék a zselé után, már nincs, iszok egy nagy kortyot és minden mindegy alapon egy irtóztató csattanós atyai pofonnal hozom magam vissza magam a meccsbe. Az adrenalinfröccs segített, forgatom újra a pedált.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">A következő körben utolér a szólóban harmadik helyezett. Nem kérem, hogy vezessen, nem sokkal tud jobban menni, mint én. Amikor látja, hogy elfogyna a kraft odakiált: Push, push, you can do it. Az ötös kanyar csúcspontjánál utolér minket a versenyben vezető Team Imperator és odaszól a szólósnak, hogy mi a helyzet, majd nekem is. Mondom duó második hely, e csak 5 perc a hátrányunk…</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://m.blog.hu/ma/maczkobandi/image/009a7828-min.JPG" alt="009a7828-min.JPG" class="imgnotext open-in-modal" /></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">És akkor az jött, amit sosem vártál volna. A srác oszt-szoroz és az mondja az meglehet, nézzük meg és képletesen a hónunk alá nyúlt és elkezdett húzni minket a saját tempónkban 7:10-7:30 körül körökkel. Amikor nem bírtam volna jött az instrukció, tekerd, taposd, egyik láb, másik láb. Az a három kör arra volt elég, hogy az Imperator váltásánál pont az egyes kanyar után utolértük Ádámot a szólós sráccal. Egyedül ment, már tényleg nagyon elgyötört volt.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Sipos Jánostól megtanulva, mindent beleadtam a lejtmenetnél és az emelkedőn is, hogy a bajban lévő ellenfelet színvallásra kényszerítsem. Ha tud jönni, akkor a helyzettől függően az utolsó körben az emelkedőn fogok őrülten rohamozni, nem hagyom sprintre, viszont, ha nem tud tapadni akkor el kell tőle húzni minél messzebb, bármi van, legyen különbség. A dombról visszanézve úgy láttam, hogy amikorra én felértem, ő még az emelkedő alján volt. A tetőn viszont, hogy véletlenül, vagy másképp, de az Imperator másik embere várta kis csapatunkat és ő is egy vállalható sebességgel vontatásunkba kezdett, sőt a ráadás körben, akkor még nem tudtam, hogy tét nélkül, de hatalmas sporttársi segítséggel hozzájárult a győzelem abszolút bebiztosításához.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Az utolsó három körben már csak bíztattam magamat, mereven bámulva az életet, a győzelmet jelentő kereket. A befutás utáni dopaminlöket után egyszerre tört rám az elmúlt 80 perc, de valószínűleg a 24 óra fájdalma és levertsége. Nagyon eltörött a mécses, de ilyen boldog könnykavalkádot még százszor elviselnék.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">A végső eredmény:</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">1. Elf kisüzemi sörfőzde 179 kör</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">2. Végtelen ciklus 178 kör</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">3. Team Lendvai 161 kör</span></p>
<p style="text-align: center;"><iframe width="100%" height="360" src="https://www.youtube.com/embed/Orxy9hRp7Wg?enablejsapi=1" frameborder="0" allowfullscreen="true"></iframe></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Egy nagy projekt zárult sikerrel, a Csabival és önmagammal folytatott emberkísérletemet aranyéremmel koronáztuk meg. Ennek értékét különösen növeli, hogy Károlyék roppant kemény ellenfélként, szívósan küzdöttek, mindkét csapat szuper-extra teljesítményekbe hajszolta a másikat, amit jól mutat, hogy ahogy ők, úgy mi is megnyertük volna az összes korábbi megmérettetést is ezzel az eredménnyel.</span><br /><span style="font-family: georgia, palatino, serif;"></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://1drv.ms/u/s!AnnxCA1GTLgrgaIRlbzgJtAHaX2AvQ" alt="" class="imgnotext" /></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://m.blog.hu/ma/maczkobandi/image/media-share-0-02-0a-a49f96594599f755941b23d69bb01822c63d78e02a0002b671a7d8360dc8b520-4edd90db-d2ef-416c-abb0-13ceef8b1828-min.jpg" alt="media-share-0-02-0a-a49f96594599f755941b23d69bb01822c63d78e02a0002b671a7d8360dc8b520-4edd90db-d2ef-416c-abb0-13ceef8b1828-min.jpg" class="imgnotext open-in-modal" /></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"></span><span style="font-family: georgia, palatino, serif;">A kezdeti lemondás, majd legyintgetés után, az újból felkapott cél, majd az egyre nagyobb hit most csodát tett és minden jót bevonzott, ami érhetett minket. A gyömrői vonatok, az önmagát nem szétszaggató 24 körös mezőny, és a Team Impreator személyében materializálódott őrangyalaink megjelenése mellett nem tudnék mondani egyetlen kormánymozdulatot, pedálfordulatot, megindulást, ritmusváltást, amit máshogy csináltam volna és ne a lehető legtöbbet beleadva.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Ismét bebizonyosodott a segítők nélkülözhetetlen szerepe. Fontosságuk a regeneráció, a táplálkozás és a motiváció szegmensében is olyan pluszokat nyújtott, amely nélkül az eredmény nem jöhetett volna létre. Ők voltak a 12-ik fogaskerék, amely minden nehézségen átsegített. Zsú és Nóra asszonyok, az érmeket a mi nyakunkba akasztották, de a " virtuális konstruktőri" trófea örökké a tiétek.</span><br /><span style="font-family: georgia, palatino, serif;"></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Így esett hát meg a 2019-es Ring24. Hungaroring, én így szeretlek!</span></p>
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országúti_kerékpár
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Ring24 - Győzelem duóban - Hollywoodi történet két keréken
A hungaroringi rendezett 24 órás kerékpárviadalom egy nemes ellenféllel szemben, az utolsó percekben győzedelmeskedtünk.
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Maczkó Bandi Kerékpáros Blogja
https://maczkobandi.blog.hu
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https://maczkobandi.blog.hu/2019/05/24/fenekezo_hogyan_ovjuk_ulogumoink_a_nyergen_valo_kisebesedestol
Fenekező – Hogyan óvjuk ülőgumóink a nyergen való kisebesedéstől?
2019-05-24T18:07:58+02:00
2019-05-24T18:07:58+02:00
torma99
https://blog.hu/user/78789
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Felhasználási területtől függetlenül, talán minden kerékpáros megtapasztalta már, hogy egy hosszabb, vagy akár rövidebb kerekezés során is az esetleges diszkomfortérzeten túl, nem várt bőrpír, kidörzsölődés, víz-, esetleg vérhólyagok, sőt a legkitartóbb önkínzóknak vérző sebek is maradhatnak testén. Néhány óvintézkedés rigorózus betartásával, a szemléletünk formálásával azonban hatékonyan tudunk fellépni ezek ellen és ürömből örömmé változtathatjuk a kerékpáron eltöltött órákat, hogy bátran fedezhessünk fel olyan helyeket, ahol két kerékkel még nem jártunk.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://www.ilovebicycling.com/wp-content/uploads/2015/12/saddle-sores.jpg" alt="" class="imgnotext" /></span></p>
<p style="text-align: justify;"><strong><span style="font-family: georgia, palatino, serif;">Nyereg forma:</span></strong></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Első és legfontosabb a nyereg helyes kiválasztása és beállítása. Részletes bikefittel foglalkozó cikksorozatom <a href="https://maczkobandi.blog.hu/2018/04/06/bikefit_reszletesen_2_resz_nyereg_magassag_es_pozicio_a_maczko_extra_tippjei" target="_blank" rel="noopener noreferrer">második epizódjában</a> bővebben kifejtettem ennek csínját-bínját. Az első és leglényegesebb a megfelelő szélesség eltalálása. Fájdalom és zsibbadás, majd sebek kialakulásához az vezet, hogy vagy túl széles, vagy túl szűk nyergen ülünk. Amennyiben túl széles, úgy ülőcsontjaink hegyén fog a tömegünk által létrejövő erővonal átmenni, ami így kis helyre koncentrálódva ott fog fájdalmat okozni, emellett a lokális túlterhelés természetes apró mozgásunkkal párosulva dörzsőlődést, sebesedést okozhat.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://stasosphere.com/experience-life/wp-content/uploads/2016/01/bike-seats-1024x570.png" alt="" class="imgnotext" /></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Ha túl szűk a nyereg, az ülőcsontok semmit sem fognak tartani belőle és az egész súlyunk a lágy részeken fog pihenni, ami azonnali fájdalmat és a lágy részek zsibbadását okozza. Alapvetően ez nem feltétlen okoz traumát, viszont van egy olyan állapot, amikor épp annyira szűk a nyereg, hogy még a puha szerveket nem bántja végérvényesen, de már csak az ülőcsontunk éle tart ellen a gravitációnak. Itt a nyírási erők megjelenése még inkább elősegítheti a bőrünk sérülését.</span></p>
<p style="text-align: justify;"><strong><span style="font-family: georgia, palatino, serif;">Nyeregszélesség becslése:</span></strong></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Amennyiben tudjuk, egy kartonpapírra üljünk rá és ficeregjünk egy kicsit úgy, hogy ülőcsontjaink némi bemélyedést hagyjanak maguk után az anyagon. Ekkor mérjük le a két bemélyedés távolságát és nagyjából el fogjuk tudni képzelni, hogy milyen szélességű nyereg lehet számunkra megfelelő. Fontos, hogy ne a nyereg szélén üljünk, illetve a formát is képzeljük hozzá. Egy íveltebb nyergen a hasznos felület jóval kisebb, hiába írják 145 mm-nek, míg egy laposabbon pedig több. Ugyanakkor vannak teljesen speciális kiképzésű időfutam, vagy azokra hajazó “orrnélküli” nyergek is, ahol teljesen más pontokon keresztül érintkezik a testünk, amelyek haladóbb szemléletet kívánnak rendhagyó kialakításuk miatt. Ezeket a különleges nyergeket nem is fogjuk megszokni 1 vagy 2 tekerés során. Nem 20-30, hanem sokszor akár 200 kilométert is kell menni velük, amíg “átáll” a testünk az új alátámasztási pontokra.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Az <a href="https://youtu.be/tMNOhZ_NLQQ" target="_blank" rel="noopener noreferrer">SQLabnak van egy közelítő táblázata</a> +0-1-2-3 centikkel, amely szintén gyenge hüvelykujjszabályként alkalmazható, azonban mindenképpen egyéni tapasztalás szükséges, így készüljünk fel vásárláskor, hogy amíg nincs hosszútávú és megfelelő tapasztalat, inkább az adott formán belül a CrMo pálcás, egyszerűbb anyagból álló modellel tegyünk próbát. Emellett számos bolt már működtet nyereg-tesztprogramot, ahol letét ellenében néhány napig próbálgathatjuk valós körülmények között a terméket.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">A nyereg formájánál vegyük figyelembe hajlékonyságunkat is. A “sík” nyergek mellett a hátsó íves résszel rendelkezők medencénket bizonyos kisebb-nagyobb szögekben befordítják előre, így könnyebbé teszik a kormányfogást, ugyanakkor tökéletesebb kontaktust is eredményeznek az ülőfelület és a nyereg között. A lényeg, hogy az ülőcsontok (Nem ám a lágy részek!) minél nagyobb felületen érintkezzenek természetesen, könnyedén a nyereggel, mert ez segít testsúlyunk elosztásában és mérsékli a forró pontok, a kis kontaktból fakadó horzsolódásveszélyt és a fájdalom megjelenését.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">A párnázottságot se felejtsük. Blődli szabály, hogy valami minél párnázottabb, annál kényelmesebb. Ez egyszerűen ebben a formában nem igaz. A nyergünk bevonata sokféle lehet a teljesen pőre karbontól a szivacsbetéteken át a kesztyűkhöz hasonlatosan a zselés kitöltőanyagokig. Pénztárcánk is beleszólhat, de szemünk, tapintásunk és egy tesztkör is játszon benne szerepet, mit és miért vásárolunk és szerelünk fel a kerékpárra. Ha túl vastag a nyereg betétje az könnyen az anyag begyűrődéséhez és emiatt a dörzsölődés megjelenéséhez vezethet, ha túl vékony, akkor pedig a megfelelő térkitöltés és tompítás hiánya okozhatja ugyanezt. Sok esetben pengeélen táncolás egy, vagy fél centivel vastagabb, vagy vékonyabb anyagú nyerget venni, sőt lehet egyik sem lesz teljesen komfortos. Egy későbbi tippel (ruházat) összehangoltan kezeljük a témát, de ha megtehetjük kiindulópontként egy közepesen vastag zselés betétes, a lágy részeinket akár kivágással (megfelelő méretre figyelni, sok lyuk csak marketing!) kényeztető modellt próbáljunk ki.</span></p>
<p style="text-align: justify;"><strong><span style="font-family: georgia, palatino, serif;"></span></strong><strong><span style="font-family: georgia, palatino, serif;">Bikefit:</span></strong></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">A helyes nyereg megtalálása még csak az aprónak tűnő, de gigászi munka egy szelete, és kéz a kézben jár a nyereg helyes beállításával. Nemcsak a magasságot, hanem a horizontális pozíciót is jól kell eltalálnunk, emellett még a nyereg dőlésszöge sem lehet közömbös számunkra. (A stopli, és a cockpit beállítását, valamint a váz méretét ideálisnak tekintjük.)</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://blog.bikefit.com/wp-content/uploads/2016/09/BikeFit_3_SADDLE_Changes-300x300.png" alt="" class="imgnotext" /></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">A magasság kapcsán lehetőleg ne hagyatkozzunk a szemmértékre, de ne fogadjuk el feltétlenül a kalkulátorok által felkínált értékeket sem. Kiindulópontnak tökéletesek, de adott esetben 1-2 milliméteres lépésekben tovább próbálgathatjuk az optimális pozíció megtalálását.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Hogy a magasság meghatározása mitől óvhat meg minket dörzsölődés, sebesedés szempontjából? Csak józanul kell végiggondolni. Egy túl alacsony nyereg a láb izületeinek fájdalmát és sérülését kockáztatja, emellett megbontja a fenékre és a karokra nehezedő súly elosztásának egyensúlyát. Minél “lejjebb” ülünk, annál több terhet teszünk a fenekünkre és annál kevesebbet a karjainkra. Természetesen bizonyos kerékpártípusok esetén, mint a városi, trekking változatok a geometriából adódóan is “szinte egyenes háttal” ülve tekerünk, ugyanakkor óvakodjunk a krónikusan alacsonyra helyezett nyeregtől.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Népbetegség a megállás és a lábletétel körülményeinek túlizgulása és ezért a helytelen nyeregmagasság megválasztása. Ez még a legideálisabb nyeregforma esetén is a nyergen való hátracsúszáshoz vezet, amely ülőcsontjaink hegyére, vagy afelé koncentrálja a súlyunkat, lényegében “megszélesíti nyergünket” és ahogy fent említettük: rosszabb súlyeloszlás => magasabb egységnyi terhelés => forró pontok kialakulása => dörzsölődés, sebesedés nagyobb veszélyének előfordulása.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Túl magas nyereggel sem fogunk sokáig tekerni, hiszen ekkor is különféle fájdalmak borítják majd el testünket, ugyanakkor addig is medencénk hintázása szintén az ülőcsontjaink oldalán lévő bőrfelületet fogja tesztelni és amortizálni. Emellett itt nem megszélesítjük, hanem a nyeregcső szöge miatt, a felemeléssel az ideálistól picit hátra is toljuk a nyerget, így “beszűkítjük” mert az elülső, szűkebb felén ülünk inkább, mint az erre pontosan kialakított zónában.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">A horizontális, tehát előre hátra pozíció kapcsán már fent tárgyalt szcenáriók léphetnek életbe. Túl előretolt nyereg esetén, a túl alacsonyra pozícionálthoz hasonló szcenárióval kell megküzdeni, míg a hátratolt nyereggel összefüggésben szintén a beszűkítés okozta diszkomfortérzet jelenhet meg.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">A dőlésszög kapcsán alapvetően, kiindulásnak törekedjünk a vízszintes beállításra. Ezt módosíthatja számos egyéni tényező. Illetve figyeljünk a nyereg horizontális elhelyezkedésére. Ugyanis, ha a nyereg a pálcákon a beállítások miatt túl előre, vagy hátra kerül, akkor bizony amint ráülünk máris megdől és nem feltétlenül a tervezéskor vágyott kialakításban érintkezik a hátsónkkal. Kerüljük az extremitásokat.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Ha túl előre döntjük csúszni fogunk előre , lágy részek kapják a nyomást. Ha túl felemeljük az orrát, már normál helyzetben is nyomni fogja az ágyékunkat . Tehát csak ésszerű mértékben döntsünk, itt is hüvelyujjszabályszerűen maximum 3-5 fokot lefelé, és 1-et felfelé. A dőlésszög pontos megállapításához vízmértéket, vagy okostelefonunkon a Saddle Adjust by BikeComputer Androidos appot használjuk.</span></p>
<p style="text-align: justify;"><strong><span style="font-family: georgia, palatino, serif;">Ruházat:</span></strong></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Amikor megvan az ideális beállítás, forma, márka már azt hihetnénk nem érhet baj minket. Pedig nagyon nem mindegy, hogy miben tekerünk, miben ülünk rá a kerékpárunkra.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://www.endurancebusiness.com/wp-content/uploads/2019/05/190515_Van-Rysel-by-Decathlon-bike.jpg" alt="" class="imgnotext" /></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Alkalmi trekkingezés, városi gurulás, alacsony sebességű andalgás esetén egy teleszkópos nyeregcső és egy kipárnázott nyereg hatékonyan képes megvédeni az egyszeri kerékpáros fájdalmas canossázásával járó rögvalóságtól, viszont amint többre vágyunk a ruháinknak is ezt kell tükrözniük.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Nem öncélú magamutogatás, vagy mélyen elfojtott fétis a speciális kerékpáros, betétes nadrágot használata sokak részéről. Gondoljunk csak bele. A boltba való letekeréshez, vagy strandoláshoz megfelelő short, vagy halásznadrág milyen hatásokat fejt ki testünkre hosszabb távon. Az egyszerű, hétköznapi ruhák, nem feszülnek rá a testünkre, ezért óhatatlanul gyűrődnek. Egy kanapén ülve, vagy egy irodai székben elhelyezkedve nem okoz gondot a hatalmas kontaktfelület és a statikus helyzet miatt, ugyanakkor a sokak által vágyott Balaton-kör megtétele során az apró gyűrődések a nyeregben történő mikro mozgásokkal együtt bizony lassan, de biztosan végzik ki az ülőfelületként szolgáló bőrterületet. A 80-as évek végén és a 90-esek elején a spandex nadrág őrület ugyan még nem tért ki teljeskörűen erre az igazságra , de most be kell látni a vékony, feszes anyagok gyűrődésveszélye csekély.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Extra védelemként pedig a betét szolgálhat, ami újra elismételhetjük lehet különféle szivacsanyagból, vagy zselés betétekből, ahol általánosságban szintén a zselés a komfortosabb, jobb. Az egészen olcsó modellek a kerékpáros nadrágokból sajnos gyakran csak úgy néznek ki, mint ahogy én a nagy könyvből megírtam. A nadrágszárak végén nincs valódi rögzítőanyag, amely vagy rászorulna, vagy rátapadna combunkra, ami miatt a szárak feszessége nem feltétlenül garantálható és az ülőfelület szélessége is adott (ez még a felsőközépkategória, sőt sok elit, csúcskategóriás termék esetén is így van). A túl szűk vagy széles ülőfelület is okozhat gyűrődést, dörzsölődést.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Tapasztalataim alapján ezért nem érdemes egy márkánál leragadni (csak ha már bevált), hiszen az egyes brandek konfekciói egy filozófiát követnek. Ha nem megfelelő, hiába a szeretett logó, vagy felirat. Ideje odébbállni. Amennyiben extra testreszabás kell az Endura például kínál többféle szélességgel bíró ülőbetétes nadrágot, amellyel még jobban belőhetőek a személyes igények, persze egy ehhez tartozó megfelelően magas árcédula termékre akasztása mellett.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Kantár legyen-e, avagy sem? Egy jó hüvelykujjszabály, hogy minél inkább olyan szakágban tekerünk, ahol az előredőlő pozíció, vagy a teljesítményorientáltság fontos, törekedjünk a kantáros nadrág választására, míg borkóstolós túristáskodásra a kantár nélküli könnyebb mellékhelyiség-igénybevételt lehetővé tevő modellek között böngésszünk. Itt a kőművesdekoltázsok szolgáltatnak életszerű példát az életből. Ha teljesen előrehajolunk csípőnknél fogjuk megfeszíteni leginkább az anyagot, amely hátul középen elállhat, lejjebb csúszhat így az egész nadrág, a betétjével együtt rossz pozícióba kerülhet.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Fontos! Betétes kerékpáros nadrág alá ne vegyünk fel boxeralsót, pendelyt és miegymást, mert az összes hatást negáljuk egy belegyűrt újabb ruhadarabbal.</span></p>
<p style="text-align: justify;"><strong><span style="font-family: georgia, palatino, serif;">Kenceficék:</span></strong></p>
<p style="text-align: justify;"><strong><span style="font-family: georgia, palatino, serif;"><img src="https://udderlysmooth.co.uk/wp-content/uploads/2014/06/chamoiscreme_art.jpg" alt="" class="imgnotext" width="451" height="677" /></span></strong></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Amennyiben bőrünk nagyon érzékeny a fizikai behatásra, még a cikkben fentebb leírt összes tanács, szabály, próba, teszt ellenére is előfordulhat, hogy bizony bármit is tegyünk, egyszer csak felhorzsolódik borsónyi, majd egyre nagyobb részen a bőr. Még mindig nem kell azonban feladnunk, hiszen különféle krémekkel próbálhatjuk meg bőrünket és a nadrágot vagy betétjét sikamlósabbá tenni. Az internetet böngészve számos gyártó, millió terméke néz velünk farkasszemet. Saját tapasztalatom alapján a 3 eurós, a 10 eurós vagy a 20 eurós krém között a márkanéven kívül “teljesítményben” nincs észlelhető különbség. Én a nagyon hosszú tekeréshez a Decathlon krémjét használom, amelyet a testre és a betétre is felvive egy extra csúszós réteg képződik a kettő közt, amely bizony a megizzadt testtől jól benedvesedő és dörzsölősebbé váló betét okozta komfortcsökkenést jó százalékkal tudja ellensúlyozni.</span></p>
<p style="text-align: justify;"><strong><span style="font-family: georgia, palatino, serif;">Ráadás:</span></strong></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Ha tényleg semmi sem használ, még mindig lehetnek kiváltó okok és megoldások. Ahány ember, annyi féle, és főként férfiak esetén annyi féle szőrzettel rendelkezik. A szőrnek azonban van az a fránya tulajdonsága, hogy meghúzása esetén nemcsak fáj, hanem folyamatos, nem túl erős húzogatása sebesedést okoz, amelyre kiváló példa a nyeregben töténő tekerés. Ez a jelenség furcsa mód, nem a csupasz, de nem is a wookie szőrzettel rendelkező kerekeseknél jelenthet gondot, hanem a kettő közt elhelyezkedők esetén. Megoldás lehet a szőrtelenítés, borotvával, gyantával, lézerrel örökre, igény szerint.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://images-na.ssl-images-amazon.com/images/I/61YQWz6oagL._SY355_.jpg" alt="" class="imgnotext" /></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Emellett amit én tudnék javasolni az a sporttapaszok használata, amivel megkímélhetjük magunka a krémezéstől is. Ennek lényege, hogy például a DM-ben megvásárolható Sport Tapeverbandból egy, az ülőfelületünknek megfelelő méretű csíkot levágunk. Felveszünk egy, a kerékpáros ülőpozícióhoz hasonló pozitúrát és úgy felragasztjuk magunkra, vagy segítséget veszünk igénybe. Ez nagyon fontos lépés, mert enélkül egy gyűrődőfelületet ragasztunk magunkra. Simán állva, vagy ülve ne ragasszunk. Így viszont egy remek, és elnyűhetetlen páncélunk keletkezik, amely például Everesting tekerés során lehet hasznos, ahol nincs lehetőség megállásra, ruhacserére. Fontos, hogy a ragasztócsík leszedése instant gyantázásként funkcionálhat, így megfontolandó a felület részleges, vagy teljes szőrtelenítése a felragasztás előtt. Badass rájderek, pedig minden alkalommal néhány szálanként oldhatják meg ugyanezt a gyors lerántás módszerét alkalmazva.</span></p>
<p style="text-align: justify;"><strong><span style="font-family: georgia, palatino, serif;">The end:</span></strong></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">A záró bekezdésig eljutóknak nagyon köszönöm a kitartást, eddigi leghosszabb írásomon vagytok túl. Ne feledjétek, hogy minden tanács csak általános jellegű, ezek kombinációja az egyéni adottságok figyelmebevétele mellett hozhat átütő sikert a diszkomfortérzet, a sebesedés és a fenék “kitörésének” elhárításában. Jól látható, hogy az egyszerűnek tűnő lehetőségeink a tökéletességre törekvés mentén hogyan válnak egyre összetettebbé és bonyolultabbá kerékpáros kalandozásaink során, ugyanakkor remélem a tanácsokat megfogadók is valóban észlelik és átélik a gondtalanabb tekerés örömét, a többet és gyorsabban tekerés eufóriáját, öregbítik sportágunkat és tanácsokkal látják el hasonló cipőben járó sporttársaikat.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Fotók: I love bicycling, Stasosphere, Bikefit, Udderly Smooth, Decathlon, DM</span></p>
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vélemény
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országúti
tanács
mozgás
nyereg
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0
Fenekező – Hogyan óvjuk ülőgumónk a kisebesedéstől?
A kerékpározás neuralgikus pontja ülepünk védelme. Dörzsölés, hólyagok, vérző sebek? Mit tegyünk, hogy megóvjuk hátsónk?
https://maczkobandi.blog.hu/media/image/fenekezo.png
Maczkó Bandi Kerékpáros Blogja
https://maczkobandi.blog.hu
https://www.ilovebicycling.com/wp-content/uploads/2015/12/saddle-sores.jpg
https://maczkobandi.blog.hu/2019/05/10/kozepcsapagycsere_a_legrettegettebb_10_perc_az_elso_szexualis_elmenyed_ota
Középcsapágycsere – a legrettegettebb 10 perc, az első szexuális élményed óta
2019-05-10T22:23:34+02:00
2019-05-10T22:23:34+02:00
torma99
https://blog.hu/user/78789
<p lang="hu-HU" align="justify">Az ultrakönnyű, ámde sérülékeny karbonvázak elterjedése, ezzel párhuzamosan pedig részben a költséghatékonyság oltárán feláldozott beragasztott fémperselyek eltűnése, és a menetes csapágyaknak intett pápá után <strong>a pressfites csapágyak cseréje az egyiptomi <span style="text-decoration: line-through;">hét </span>tíz (thx: polyJoe) csapás egyikeként lebeg a kerékpárosok feje felett… Teljesen alaptalanul!</strong></p>
<p lang="hu-HU" align="justify"><img src="http://www.championunited.com/home/sites/default/files/images/DSC07145.jpg" alt="" class="imgnotext" /></p>
<p lang="hu-HU" align="justify">A következőben mindjárt meglátjuk, hogy megfelelő szerszámok és néhány egyszerű lépés betartásával semmi sem könnyebb, mint a régi BB “kiütése” és az új csapágyak vázba préselése.<br /><strong></strong></p>
<p lang="hu-HU" align="justify"><strong>Hogy mi kell hozzá?</strong></p>
<p lang="hu-HU" align="justify">Induljunk a kályhától. Mindenképpen egy állványra van szükségünk, amelyre felrakhatjuk a kerékpárt. A láncot vegyük le, valamint a hátsó kereket is vegyük ki, a szerelés során csak akadályozhatnak minket. Amennyiben nincs láncbontó szerszámunk, illetve pinnel rögzítettük azt és nem szeretnénk bontani, alternatívaként le is ugrathatjuk a kis tányéron belülre és így is szerelhetünk, de vigyázat meg ne sértsük a vázat, illetve használjunk patentszemeket amivel könnyen bontjuk a láncunkat.</p>
<p lang="hu-HU" align="justify"><strong>A következő lépés a hajtókar levétele.</strong> Ehhez Shimano esetén egy helyes kör alakú, <a href="https://cdn.bike-discount.de/media/org/orgb_S/orgid_27/thumbs/138565_1607261.jpg" target="_blank" rel="noopener noreferrer">csillagot formázó profillal rendelkező szerszám</a>, valamint 5-ös imbuszkulcsok kellenek. Először az imbuszokat távolítsuk el, valószínűleg épp ideje lesz picit újrazsírozni őket. Vigyázzunk a hajtókar tövénél lévő hézagban lévő kis fekete műanyagra, el ne veszítsük. Ezután tekerjük ki a rögzítőanyát a speciális szerszámmal, húzzuk le a hajtókarokat. Amennyiben SRAM hajtóművel rendelkezünk imbuszkulcsra lesz csak szükségünk a hajtókar levételéhez.</p>
<p lang="hu-HU" align="justify"><strong>Ezt követően lesz szükségünk a <a href="https://www.pro-bikegear.com/global/en-gb/accessories/Workshop_Tools/PRO_TL_BBREM" target="_blank" rel="noopener noreferrer">kiütőszerszámra</a>.</strong> Ebből van az egy darab fémből szerkesztett “átdugós” változat, amelynek karmai szétugranak a középcsapágy kis vájatába (Ne keverjük a kormánycsapágyszétszedővel, mivel eltérő a méretük) és van például a Shimano almárkája, a <a href="https://www.pro-bikegear.com/global/en-gb/accessories/Workshop_Tools/PRO_TL_BBREM" target="_blank" rel="noopener noreferrer">PRO</a> által gyártott két részből és egy imbuszcsavarból álló eszköz, amely úgy működik, hogy a csavar eltávolítása után a fémes fényű kisebb elemet bebújtatjuk a csapágyon belül és felállítjuk a vájatba,majd a szárral összecsavarozzuk. Akármelyik metódust használó eszközzel rendelkezünk a következő lépés a csapágy kiütése.</p>
<p lang="hu-HU" align="justify"><img src="https://all4bikes.be/shop/images/superb/superb%20trapaslager%20press%20fit%20verwijderaar%20bb30%20-%20tb-1928a.jpg" alt="" class="imgnotext" /></p>
<p lang="hu-HU" align="justify">Az interneten több iskola van, hogy egyedül, segítséggel, gumi, vagy fémkapaláccsal végezzük ezt a tevékenységet. A biztonság kedvéért én amellett vagyok, hogy legyen egy segítőnk, aki tenyereivel a BB-hez legközelebb nagyon picit ellentart a tevékenységünknek. Ahány ház, annyi szokás. Egy kis teflon zsírral, vagy Muc-Off Biogrease-zel betett csésze könnyen ki fog ugrani, de egy beragasztott jobban ragaszkodhat a vázhoz. Éppen ezért én a fémkalapács és a 2-3 pontos, határozott ütés mellett vagyok. Ügyeljünk, hogy a kiütőszerszám a megfelelő helyen legyen és a megfelelő szögben álljon. Univerzális szerszámok esetén néhány tized milliméternél nagyobb hézag lehet a másik oldali csapágy és az eszköz között, nagy baj nem lehet belőle, de teljesen félre ne verjünk, nehogy megsértsük a vázat.</p>
<p lang="hu-HU" align="justify">Miután a régi csapágyak perselyei már a munkapadon pihennek itt az idő, hogy az azokat befogadó házat megtisztítsuk a maradék zsírtól, ragasztótól, portól, kosztól. Semmiképp se használjunk agresszív vegyületeket, legjobb először kézzel felmérni, majd egy ronggyal erősen nyomva szép tisztára suvickolni a felületet. Ezt követően egy nagyon vékony filmrétegnyi, jó minőségű és szintén nem agresszív zsírt tehetünk a felületre. Mindenki rémálma a középcsapágy nyekergése, ugyanis nemcsak a helytelenül belepréselt csapik miatt alakul ki, de az eltérő gyártási toleranciák – tized, század milliméterekről beszélünk – is okozhatnak nem kívánt hangokat, főként, ha egy-két nagyobb szilíciumkristály beeszi magát a meglévő résbe.</p>
<p lang="hu-HU" align="justify"><strong>Jöhet a csapágy bepréselése.</strong> Nagyon fontos, hogy megfelelő csapággyal próbálkozzunk. Legjobb, ha ugyanolyat vásárolunk, ami bent volt, illetve tisztában vagyunk a méretekkel. A legelterjedtebb talán a BB86 és ennek Shimanos változata, legtöbbször erre mondják, hogy Pressfit, pedig számos-számos különféle méret és szabvány létezik. Ez lehet 41 vagy 46 milliméter (PF) átmérőjű persellyel rendelkező, a 86 pedig a 86,5 mm-es hosszot (szélességet) jelöli. A Shimano 24 milliméteres tengellyel rendelkező hajtókarokat gyárt, de sok helyen elterjedt a 30-as tengely is más gyártóknál (pl.: FSA), ami 86,5 millis szélesség esetén már 386EVO. Bonyolult, hosszadalmas. Ismét a legbiztosabb, hogyha a mérés, illetve a kivételre váró középcsapiból nem igazodunk ki, beütjük a vázunk típusát és évjáratát a keresőbe, illetve felvesszük a kapcsolatot a gyártóval.</p>
<p lang="hu-HU" align="justify"><img src="https://cdn.road.cc/sites/default/files/styles/main_width/public/press-fit-bearing-tools-job.jpg?itok=BS1oV3x3" alt="" class="imgnotext" /></p>
<p lang="hu-HU" align="justify">Tehát préselés. Én jónak tartom magának a perselyeknek a vázzal illeszkedő felületére is a kis filmréteg felvitelét, a felesleget úgyis ki fogjuk nyomni a váz külsejére és onnan letörölhetjük, de biztos, hogy nem lesz elégtelen a zsírral való tömítés.</p>
<p lang="hu-HU" align="justify">Ezt követően jöjjön a prés. Ebből számtalan létezik az egészen kilós 5-6 ezer forintostól, a több százezres profi készletekig, amelyekkel egy szerviz a létező összes szabványt tudja szerelni. Hüvelykujjszabály, hogy amennyiben anyagilag lehetséges, egy általános célú, <a href="https://wheelsmfg.com/universal-bottom-bracket-press.html" target="_blank" rel="noopener noreferrer">a jelenleg használt összes szabványt kezelni képest eszköz mellett célszerű letenni az embernek a voksát</a>, illetve ha biztosak vagyunk abban, hogy csak egyféle hajtással fogunk életünkben találkozni picit olcsóbban egy specifikus szerszámot vásároljunk.</p>
<p style="text-align: center;"><iframe width="100%" height="360" src="https://www.youtube.com/embed/GXVUPsGamWA?enablejsapi=1" frameborder="0" allowfullscreen="true"></iframe></p>
<p lang="hu-HU" align="justify">A Wheels Manufacturing cég, amely komoly világítótoronyként funkcionál a középcsapágyak és a szerelésükhöz szükséges eszközök frontján olyan szintet képvisel, amelyet kár lenne kihagyni, hiszen könnyen kezelhető és precíz termékeivel a félelemmel vegyes izgalommal övezett szerelést egy könnyed ujjgyakorlattá varázsolja.</p>
<p lang="hu-HU" align="justify">Tehát prés. A filmréteg a vázon és a perselyeken is megvan. Illesszük először a hajtás oldali részt, az átvezető műanyag elemmel a helyére és rakjuk rá a megfelelő átmérőjű préselemet, dugjuk át a tengelyt. A másik oldalra egyelőre ne helyezzük be a középcsapágy másik elemét, hanem a váz átmérőjének megfelelő szélességű „ellenpréselemmel” dolgozzunk. Fontos, hogy ne húzzuk túl a szerszámot, hiszen a bepréselést követően minden Nm, amit kifejtünk már a csapágyakban materializálódik és így könnyen tönkretehetjük őket. Nagyon jó lakmuszpapír, hogy miután a persely becsúszott a helyére nem is igen tudjuk tovább forgatni a prést, így ne is erőltessük, jó lesz.</p>
<p lang="hu-HU" align="justify"><strong>Ezt követően csere és a másik oldal "bepaszírozása".</strong> A megmaradt oldalon is a hajtókar tengelyének megfelelő szélességgel operálunk és préseljünk. Ahogy hajtjuk össze a szerszámot lesz egy pillanat, amikor a középrész műanyag vájata összeilleszkedik a persellyel („kattanás), innen már nem kell sokat hajtani. Ha ez a „dokkoló” érzés megvan, tudhatjuk, hogy jól végeztük a munkánkat, minden rendben van. A prés használatakor egyébként a lényeg, hogy ne legyen játék a rendszerben, tehát a préselemek pontosan illeszkedjenek. Ezért nem javaslom a legolcsóbb szerszámokat, amelyek csak a perselyek „arcát” nyomják, mivel szélsőséges esetben akár 1 fok eltérés is előállhat a használatukkal az ideálishoz képest, így a nejlon perselyek esetében a csapágyak olyan extra terhelést szenvedhetnek, amely az élettartamukat megrövidítheti.</p>
<p lang="hu-HU" align="justify">Ha készen vagyunk töröljük le a kipréselt felesleges zsírt és helyezzük vissza a hajtókart. Ha jól dolgoztunk a hajtókarnak nagyon könnyedén kell a helyére kerülnie, ugyanakkor bizonyos nagyon „méretpontos” csapágytípusok esetén ne lepődjünk meg, ha a zárógyűrűvel kell behúznunk, kicsit a SRAM rendszerének mintájára a hajtókarunkat, mivel század-milliméteres toleranciákról beszélünk egy kicsit nehezebb „összecsúszás” előfordulhat. Kezdésnek ezért a gyári csapágyak használatát javaslom, ahol a Shimano, és a Truvativ esetén sem áll elő nagy valószínűséggel ilyen probléma.</p>
<p lang="hu-HU" align="justify"><img src="https://images.worldwidecyclery.com/s/files/1/0349/7357/products/TL2733-02_x1024.jpg?v=1545264118" alt="" class="imgnotext" /></p>
<p lang="hu-HU" align="justify">Fontos, hogy a hajtókar összeszerelésénél ügyeljünk a megfelelő aláték és előfeszítő rugók használatára. Gondolok itt a Specialized vázaira, az FSA csapágyakra. Ne hagyjunk ki semmit. Ha kotyog a hajtókar, amelyet merőleges jobb-bal erőkifejtéssel tesztelhetünk valami hiányzik. Emellett nagyon figyeljük az összehúzáshoz szükséges erőt is. Shimano rendszer esetében a szerszám specialitása miatt érzéseinkre hagyatkozhatunk, míg a SRAM a záróanyán feltüntetetten 12-16 Nm-t vár el. Ha nincs nyomatékkulcsunk se essünk kétségbe. Az első és legfontosabb, hogy ne legyen kotyogás, utána pedig a végső „záróerő” meghatározásakor mindig pörgessük meg a hajtókarokat. Ha túl szoros, nem forog, túlhúztuk. Ha nem CeramicSpeedet használunk ,de 3-4 másodpercig is pörögnek, túl laza a rendszer. A túlhúzással, ha nem megyünk extrém irányokba és nyírjuk szét a csapágy házát, nagy gondot nem csinálhatunk, viszont vegyük figyelembe, hogy nemcsak a hajtáson veszítünk értékes wattokat, de a csapágy élettartamát is csökkentjük.</p>
<p lang="hu-HU" align="justify"><strong>Ugye, nem is volt nehéz?</strong></p>
<p lang="hu-HU" align="justify">Amíg a cikket végigolvastuk lényegében két kerékpárban is kicserélhettük a csapágyakat. Nem nagy ügy, ha betartjuk az alábbi lépéseket. Megfelelő, csapágyspecifikus, vagy magas minőségű univerzális szerszámok használata. Jó minőségű kenőanyag és a szerelés lépéseinek rigorózus végigvitele. A kalapálás és a préselés elsőre horror, de másodikra már gyerekjáték. Figyeljünk a csapágy méreteire, ne azt vegyük, ami olcsó, hanem ami beleillik a vázba!</p>
<p lang="hu-HU" align="justify"><img src="https://bikerumor-wpengine.netdna-ssl.com/wp-content/uploads/2017/08/c-bear-PF42-30-pressfit-bottom-bracket-for-BB30.jpg" alt="" class="imgnotext" /></p>
<p lang="hu-HU" align="justify">Én a haladó szerelők számára bátran javaslom a procedúrát. Amennyiben nagyobb értékű csapágyakkal dolgozunk a második, de sok esetben már az első cserénél is megéri a szerszámok vásárlása és az önálló végrehajtás. Ugyanakkor amennyiben bizonytalanok vagyunk elsőként az internetes szakirodalomhoz forduljunk és ha még mindig nem megy, keressünk fel egy szervizt. Viszont itt ügylejünk arra, hogy valódi tapasztalattal, eszközökkel és szakértelemmel rendelkezőt vegyünk igénybe. Ezt néhány kérdéssel ellenőrizhetjük.</p>
<p lang="hu-HU" align="justify">Remélem segíthettem a középcsapágycsere témájában és bátorítást kaptál az önálló tevékenységhez. Ha a szabványokkal, szereléssel kapcsolatban bármi kérdésed lenne, keress <a href="https://www.facebook.com/maczkobandi/" target="_blank" rel="noopener noreferrer">Facebook oldalamon</a> keresztül, vagy posztolj a <a href="https://www.facebook.com/groups/527306331125968/" target="_blank" rel="noopener noreferrer">Road Cycling Hungary csoportba</a>. Nincs megoldatlan helyzet, csak akkor, ha nem kérsz segítséget!</p>
<p lang="hu-HU" align="justify">Elnézést kérek a Campásoktól, a Trek, Cannondale, stb. vázait használóktól. Minden szabványra, eszközre, méretre lehetetlenség kitérni a cikk keretein belül. A szabványos részt és a hivatkozásokat ezért kérlek fogadjátok megértéssel, nem tudok minden olvasó vázához egyéni sztorit készíteni.</p>
<p lang="hu-HU" align="justify">Fotók: Champions United, CeramicSpeed, All4bikes.be, Bikerumor, Worldwide Cyclery</p>
<p lang="hu-HU" align="justify">Videó: Wheels Manufacturing</p>
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bicaj
kerékpár
bb
országúti
tanács
szerelés
mozgás
hajtás
hajtómű
országúti_kerékpár
hajtókar
mozgas
középcsapágy
kerékpár_beállítás
középcsapi
pressfit
0
BB-csere, a rettegett 10 perc az első szexuális élményed óta
A pressfites csapágyak cseréje az egyiptomi hét csapás egyikeként lebeg a kerékpárosok feje felett. Teljesen alaptalanul
https://maczkobandi.blog.hu/media/image/press7pres.jpg
Maczkó Bandi Kerékpáros Blogja
https://maczkobandi.blog.hu
http://www.championunited.com/home/sites/default/files/images/DSC07145.jpg
https://maczkobandi.blog.hu/2019/04/30/kerekparos_cockpit_tortenetek_a_zsibbadas_fajdalom_es_elmeres_markaban
Kerékpáros cockpit történetek - A zsibbadás, fájdalom és elmérés markában
2019-04-30T19:17:08+02:00
2019-04-30T19:17:08+02:00
torma99
https://blog.hu/user/78789
<p style="text-align: justify;"><span style="font-weight: 400; font-family: georgia, palatino, serif;">A nagy sikerre való tekintettel a “zsibbad, fáj” trilógiánkat a kézfejünk, karunk zsibbadásának, fájdalmának okaival és néhány tippel zárjuk le, amely kiterjed számos általános szabályra és következtetésre a cockpit beállításával kapcsolatban is.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><span style="font-weight: 400;"><img src="https://m.blog.hu/ma/maczkobandi/image/sore_hand.jpg" alt="sore_hand.jpg" class="imgnotext" /></span><span style="font-weight: 400;"><br /></span><span style="font-weight: 400;">Az<a href="https://maczkobandi.blog.hu/2019/03/29/cipo_es_patentologia_miert_zsibbadnak_a_labujjaim" target="_blank" rel="noopener noreferrer"> első részben</a> megismerhettük a helyes cipő kiválasztásának néhány ismérvét és megtanultuk, hogy nagyon figyeljünk lábujjainkra, valamint a patentunk beállítására, míg <a href="https://maczkobandi.blog.hu/2019/04/05/anti-bicebocasag_es_nyeregbeallitas_nehany_otlet_az_ulogumok_vedelmeben_es_a_terdfajas_semlegesitese" target="_blank" rel="noopener noreferrer">a következő epizód</a> térdünkkel és az ülőgumókkal foglalkozott. Lássuk mit lehet tudni a sokak szerint elkerülhetetlen, ugyanakkor nagyon is jól menedzselhető kézzsibbadással?</span><span style="font-weight: 400;"><br /></span><span style="font-weight: 400;"><br /></span><span style="font-weight: 400;">Az első és legfontosabb, hogy a bikefit legyen rendben a cockpitünk (kormány, stucni, hézagolás) esetében is. A kormány “magassága” (stack), szélessége, a stucnink hossza mind mind komoly hatással lehetnek arra, hogy hátunk mellett karunk és kézfejünk hogyan érzi majd magát a tekerés során. Ezen értékek pontos megtalálásához számos kalkulátor és “népi” bölcsességtár, sőt legújabban mobiltelefonos appok is segítséget nyújthatnak a hivatásos szakemberek bikefitje mellett.</span><span style="font-weight: 400;"><br /></span><span style="font-weight: 400;"><br /></span><span style="font-weight: 400;">Hüvelykujj szabályként az elmondható, hogy úgy állítsuk össze a cockpitet a cipő-stopli és a nyereg ideális beállítását feltételezve, hogy az az optimális értékeket lehetőleg ne haladja meg jelentősen. Gondoljunk bele abba a kincstári hülyeségbe, amely minden kerékpáros kép alatt “elhangzik” kommentekben, hogy szedd ki az összes hézagolót és fordítsd meg a stucnit, mert úgy a jó!</span></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><span style="font-weight: 400;"><img src="http://cdn.media.cyclingnews.com/2014/05/06/2/1399194687057_1153n1i15ob47_700_80_670.jpg" alt="" class="imgnotext" /></span><span style="font-weight: 400;"><br /></span><span style="font-weight: 400;">Ahogy a cipő legyen mindig legalább egy számmal nagyobb, megtévesztő népszokásáról is lerántottuk a leplet, miszerint korántsem üdvös minden esetben, úgy itt is fontos megjegyezni: </span><span style="font-weight: 400;"><br /></span><b></b></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><b>A beállításokat lehetőségeinkhez és ne álmainkhoz rendeljük!</b><b><br /></b><span style="font-weight: 400;"><br /></span><span style="font-weight: 400;">Egy profi versenyzőjével megegyező setup extra hajlékonyságot, erős törzs és hátizmokat kíván, a szükséges mértékig kidolgozott karokkal és természetesen a lehető legkevesebb súlyfelesleget. Amennyiben kezdőként egy ilyen mellett döntenénk azonnal nagy nyomást helyezünk a deréktájra, és az agresszív dőlésszög miatt a lágy részeinkre a nyergen, nyaki gerincünkről és karjainkról nem is beszélve. Hovatovább a nagyon kényes fenék-kar súlyelosztást is utóbbi irányába toljuk el és ez azzal jár, hogy nem megfelelő karizomzat esetén a felsőtestet nem az izmok segítségével, hanem kimerevedve, a csontozattal próbáljuk megtartani, amely elkerülhetetlen zsibbadáshoz vezetne a kézfej “párnáiban”.</span></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><span style="font-weight: 400;"><img src="http://i.imgur.com/tNEuE3x.jpg" alt="" class="imgnotext" /></span><span style="font-weight: 400;"><br /></span><span style="font-weight: 400;">Súlyosbodhat a helyzet, a “túl távolra” tett kormánnyal, amelyet túl hosszú és/vagy túl nagy dőlésszögű stucni választásunk okoz (A váz méretét optimálisnak feltételezzük). Ez a vállizületben kényelmetlen, az izületet szétszakítani akaró érzéssel párosulva további terhet ró magára a kézre, hiszen ekkor az erősebb kapaszkodás és a végtagunk által bezárt szög megváltozása a singcsont oldalán a kézfejben további nyomást generál és a véráram mellett ilyen esetben gyakran idegeket is nyom, blokkol.</span><span style="font-weight: 400;"><br /></span><span style="font-weight: 400;"><br /></span><span style="font-weight: 400;">A fentiek miatt abszolút nem szégyen adott esetben sok hézagolóval menni és megfordítani a stucninkat, majd fokozatos erősítő gyakorlatokkal és nyújtással haladni a kívánt pozíció felé. Fontos azonban megjegyezni, hogy az országúti kerékpárok alapvető geometriája még az 1,5-ös S/R arányú mostanság divatos endurance kategóriát is figyelembe véve teljesítményorientált. Ezen bringák lételeme a sebesség, amelynek elérése érdekében a homlokfelületet, a kerékpáros szemből mutatott keresztmetszetét pusztán a váz felépítése is már igyekszik minimalizálni.</span><span style="font-weight: 400;"><br /></span><span style="font-weight: 400;"><br /></span><span style="font-weight: 400;">Ezért felmerülhet és merüljön is fel a kedves olvasóban, hogy ha jó ideje nem kerékpározott, nem végez rendszeres testmozgást, netán egészségügyi problémái vannak, gerinc, hát, kartájékon, hogy minden bizonnyal az országúti kerékpárban szeretné-e megtalálni a boldogságát? Nem lenne jobb egy fitnesszbringa, vagy egy jó trekking kezdésnek inkább?</span></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><span style="font-weight: 400;"><img src="https://hips.hearstapps.com/hmg-prod.s3.amazonaws.com/images/illus-blue-rider-1446413401.jpg?resize=480:*" alt="" class="imgnotext" /></span><span style="font-weight: 400;"><br /></span><span style="font-weight: 400;">De kanyarodjunk vissza még a cockpithez. Amennyiben a hézagolók és stucni esetén vannak népi bölcsességek, úgy ez elmondható a kormányra is. Én azt tartom jó beállításnak, még a magasságnál maradva, hogy a kerekes, országútizás esetén igenis tartózkodjon a lehetőségeihez mérten a dropokon, a szarvkormány alsó részén is. A beállítás és a méretek meghatározása történjen úgy, hogy a felső fogásnál alapvetően hatékonyabb helyzetben is tudjunk és akarjunk tekerni. Belátható, ha túl alul van a kormány és már a felső fogások sem optimálisak, teljesen esélytelen, hogy lent jól érezzük magunkat. Ismét a vállunk kerül terítékre, de ugyanúgy a másik hibákhoz hasonlóan a vállban érzett bizonytalanság át fog vándorolni a csuklónkra, a dropon nem tudunk majd pozíciót váltani és valószínűleg a szükségesnél szintén jobban fogjuk markolászni a szarvat, akadályozva vérkeringésünket.</span><span style="font-weight: 400;"><br /></span><span style="font-weight: 400;"><br /></span><span style="font-weight: 400;">A hézagolás mellett a drop helyzetét a kormányunk formája is befolyásolja. A klasszikus kormányok nagy droppal rendelkeznek, tehát a kormány felső és alsó része között akár 13-14 centiméter is lehet, míg vannak az úgynevezett kompakt megoldások, ahol ez az érték jóval kisebb, így kevésbé kell lenyúlni, valamint felsőtestben vagy derékban meglévő “korlátok" esetén még mindig van esély egy aeróbb pozíció, wattspórolás, vagy ingyen sebesség elérésére.</span><span style="font-weight: 400;"><br /></span><span style="font-weight: 400;"><br /></span><span style="font-weight: 400;">A drop formája is lényeges és mindenkinek az egyéni stílusához kell megtalálnia az ideálisat. A klasszikus körív mellett, létezik a “megtört” anatómiai változat, amely a körív közepe táján egy húrt formázva egy egyenes, biztos platformot jelent a kézfej számára. A kompakt esetében már nem körívről, hanem egy ellipszis ívéről beszélhetünk, szinte majdnem egy "vízszintes" felületet kapunk, ha oldalról szemléljük. </span><span style="font-weight: 400;"><br /></span><span style="font-weight: 400;"><br /></span><span style="font-weight: 400;">Miért fontos ez?</span><span style="font-weight: 400;"><br /></span><span style="font-weight: 400;"><br /></span><span style="font-weight: 400;">Azért mert már maga a drop formája is zsibbasztó hatású lehet. Gondoljunk csak bele, a három alternatíva esetén mennyire más szögben és picit mindig más részen érintkezik kezünk a kerékpárral. Természetesen itt is le kell írni, hogy minden stílus más és más, ugyanakkor a klasszikus és anatómiai megoldások ideális esetben több izommunkát kívánnak, hiszen a kézfej vízszintessel bezárt szöge magasabb, míg a kompakt kormányok némileg megbocsátóak e téren, szinte hívogatják is a kimerevített csontozatból történő tartást, de vigyázat, még ilyen kormánnyal sem tudunk kimerevedett karral kitekerni a világból, igyekeznünk kell, hogy fel és alkarunk érdemben szöget zárjon be egymással, hogy ezáltal felsőtestünk és fő “teherviselő” elemeink (gerinc) is hatékonyabban vegyék ki részüket a tartásból. (A kormányformák felsorolása általános, természetesen vannak “kevert” formák, például kis dropos anatómiai megoldások is.)</span><span style="font-weight: 400;"><br /></span><span style="font-weight: 400;"><br /></span><span style="font-weight: 400;">Kormányszélesség. Minél szélesebb, annál jobb? Ugyan, dehogy! Az apróhirdetős oldalakon számos 44 – de sokszor akár 46 – centiméter széles kormányt lehet találni. Néhány kereskedésben bátran ajánlják (rásózzák) az emberre az ilyesmit, pedig itt is számos tényezőt kell figyelembe venni. Az országútikat alapvetően máshogy fogjuk, mint a többi kerékpárt. </span></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><span style="font-weight: 400;">Jól látható, hogy felső fogásban, a menetiránnyal párhuzamosan tartjuk a csuklónkat a fékváltókarokon. Mivel ebben a pozícióban terekünk a legtöbbet, illetve a dropokon is ilyen szögben kapaszkodunk, azt kell megérteni, hogyha túlságosan szélesre választjuk a kormányt (ismételten konstans stucni és vázméretet feltételezve), akkor egyrészt megnöveljük a karunk által áthidalandó távolságot, hiszen a fékváltókarok oldalirányban távolabb kerülnek, emellett ismét a csuklónál belépő, kisujjunk oldalán lévő erezet és ideghálózat kap a szükségesnél nagyobb terhelést.</span><span style="font-weight: 400;"><br /></span><span style="font-weight: 400;"><br /></span><span style="font-weight: 400;">Akkor mégis mennyi legyen az annyi? Fogós kérdés, az általános és helyesen következő kiindulópont a vállizületeink közepének egymástól viszonyított távolsága. Amikor ezt lemértük kapunk egy értéket. Innen felfelé induljunk. Bár a World Tour sprinterei szeretik a negatív szögeket, ezek nagy mestere az erős, vállas “Gorilla”, Andre Greipel, aki 40-es kormánnyal megy, mi maradjunk a pozitív eltérítésnél és mondjuk egy 40-41 centis távolság esetén kezdésnek 42, indokolt esetben maximum 44 és semmiképpen sem valami óriás kormánnyal próbálkozzunk. A fő cél, hogy a teljesen egyenes kartartást kerüljük el. Pozitív eltérés esetén ugyanis jobban tudjuk a kézfejet tehermentesíteni, vállunk és könyökünk is több szabadságot kap.</span></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><span style="font-weight: 400;"><img src="https://static.standard.co.uk/s3fs-public/thumbnails/image/2018/07/06/11/geraintthomas0607.jpg" alt="" class="imgnotext" /></span><span style="font-weight: 400;"><br /></span><span style="font-weight: 400;">Ha a megfelelő szélesség már adott, akkor gondoljuk át a fékváltókarjaink pozícióját is. Egyéni stílusunk befolyásolhatja döntésünk. Míg Geraint Thomas az általánosan elfogadott vízszintes hoodokkal teker, addig például Richard Virenque fénykorában agresszív,"égnek állított” váltókarokat használt. Itt az általános szabály, hogyha minden rendben a többi beállítással, akkor az STI-k teteje álljon vízszintesen, vagy minimális szögben pozitívban. Számos kormány esetén egy beosztás is segít, amelynek 0 értékére állítva a kart rögzítő bilincs közepét, máris a megfelelő szöget értük el.</span></span></p>
<p style="text-align: justify;"><span style="font-weight: 400; font-family: georgia, palatino, serif;"><img src="https://i.ebayimg.com/00/s/NzY4WDEwMjQ=/z/6G8AAOSwP4daxj8m/$_86.JPG" alt="" class="imgnotext" /></span></p>
<p style="text-align: justify;"><span style="font-weight: 400; font-family: georgia, palatino, serif;">Negatívra állított dőlés esetén előre fogunk csúszni a karokon, a váltó és fék alkatrészeket magában rejtő "buci” pedig lassan, de biztosan kikészíti majd a hüvelyk és mutatóujjunk közötti lágy szöveteket. Extrém pozitív szög mellett viszont egyrészt a reachünket rövidítjük meg, amellyel visszeterhelünk a nyeregre, továbbá könyökünket a kelleténél szélesebben tartva Froome-osan vitorlázhatunk .</span></p>
<p style="text-align: justify;"><span style="font-weight: 400; font-family: georgia, palatino, serif;">Ugyanez igaz magának a kormány szögének a beállítására, igy erre az írás monstre jellegére tekintettel nem térek ki külön. Előredőlő kormánnyal alapesetben ne próbálkozzuk, nagyon az égnek állított szarvak, amennyiben kényelmesek, más beállítási problémát feltételeznek (Pl.: túl nagy váz, túl hátra állított nyereg, vagy mindkettő.)</span></p>
<p style="text-align: justify;"><span style="font-weight: 400; font-family: georgia, palatino, serif;">Ha mindezzel készen vagyunk, tegyük fel magunknak a kérdést: A bandázsunk márkáján, és színén kívül gondoltunk már arra, hogy ez a kiegészítő komfortunkra is komoly hatással lehet? Az útminőség tompításának és a bandázs vastagságának egyértelmű kapcsolatára nem térek ki, másra szeretnék rávilágítani.</span></p>
<p style="text-align: justify;"><span style="font-weight: 400; font-family: georgia, palatino, serif;"><img src="http://2.bp.blogspot.com/-psm9cWRTjuA/TbihVyiwuaI/AAAAAAAAAC4/zEYEScQWAY0/s320/dsp-bar-tape.gif" alt="" class="imgnotext" /></span></p>
<p style="text-align: justify;"><span style="font-weight: 400; font-family: georgia, palatino, serif;">Minden ember tenyérmérete, ujjhossza és azok vastagsága különbözik. Így az ideális fogási átmérő is eltér, amely főként a dropokon, és felül a barokon történő kapaszkodás során igényelhet eltérő bandázs vastagságot, természetesen az út felől érkező rezgéshullámok csillapítási igényére tekintettel. Ha a kormány csövére természetes stílusban ráfogva némi hely marad a markunkban, ezt kiküszöbölhetjük egy vastagabb bandázzsal. Ha pedig nagyon kicsi a kezünk és bizonytalan a fogásunk, átmérőben néhány millimétert csalhatuk egy vékonyabb betekerővel. Nagyon apró részletnek tűnhet, de saját tapasztalataim alapján lényeges, a hosszabb tekerések során figyelembe veendő tényező.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><strong>Kesztyűk…</strong></span></p>
<p style="text-align: justify;"><span style="font-weight: 400; font-family: georgia, palatino, serif;">Mostanra már szinte eljutottunk a kezünkig, de a bandázs és a húsunk között szintén fontos elem a kesztyű. Nemcsak az izzadtság felfogása, vagy a biztonságosabb kormányfogás miatt fontos ez, hanem itt is van egy komoly kényelmi tényező. Első és legfontosabb, hogy legyen meg a helyes méret. Amennyiben kinyújtjuk ujjainkat és szétnyitjuk őket főként a mutató és középső ujjunk között ne érezzünk fájdalmat, vagy feszülést, mert az azt mutatja, hogy a ruhadarab bizony kicsi. Ugyanígy tekerés közben amennyiben begyűrődik itt-ott a kesztyű túl nagy mérettel van dolgunk. Ahogy a cipőknél itt is sokféle fazon és méretezés létezik. Vonatkoztassunk el a konkrét márkától és a megfelelő szabást nézzük.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"> <img src="https://cdn.road.cc/sites/default/files/styles/main_width/public/images/Products/BTwin%20Bike%20Gloves%20720.jpg?itok=lk6etFdc" alt="" class="imgnotext" /></span></p>
<p style="text-align: justify;"><span style="font-weight: 400; font-family: georgia, palatino, serif;">Figyeljünk továbbá a párnázottságra is. A legolcsóbb kesztyűkön nincs semmilyen rezgéselnyelő réteg, csak a puszta szövet, illetve esetleg a felső réteg néhány helyen történő visszahajtása, megvastagítása észlelhető. Ezek alapvetően csak alkalmi, rövid tekerések esetén megfelelőek, alpesi hegyi túrára kevéssé ajánlottak. A következő ár-teljesítménykategóriát a szivacsos betétek képviselik. Első próbára nagyon kényelmesnek tűnnek, azonban a szivacs megfelelő vastagságát nagyon nehéz eltalálni. Így a túlpárnázott változatok extra nyomást helyezhetnek a kézfejre, a túl kevéssé párnázottak pedig semmivel sem nyújtanak többet a legolcsóbb kiviteleknél. Emellett a szivacsos kesztyűk betétjei a használat során gyorsabban mennek tönkre a párnázottság tekintetében felső kategóriát képviselő zselés-betétes kesztyűknél. Összességében elmondható, hogy ez utóbbiak a legajánlottabbak. </span></p>
<p style="text-align: justify;"><span style="font-weight: 400; font-family: georgia, palatino, serif;">Zselé esetén azonban ne nagymamának a gyümölcskocsonyájára gondoljunk, hanem egy zárt, a normál atmoszféránál nagyobb nyomással rendelkező folyadékkal töltött "tasakra". A szivacsnál vékonyabb, a rezgések energiáját hatékonyan elnyelő betétek esetében már csak a megfelelő elhelyezésre kell ügyelnunk a kesztyű tenyerének felületén. A betétek, ha lehet ne fedjék a hüvelykujjunk és a tenyér külső élének párnái közötti területet az "életvonalunknál". Az ottani idegek több órás elszorítása okozhat napokig tartó zsibbadást főként a külsőbb ujjainkban.</span></p>
<p style="text-align: justify;"><span style="font-weight: 400; font-family: georgia, palatino, serif;">Technikai oldalról már minden rendben, mit is ronthatunk még el? Pusztán a fogást magát. Egy komoly "hegyi hajrá", falutáblás sprint esetén értelemszerű, hogy úgy markoljuk a kormányt, mint pajzán kondáslegény a disznó fülét behatolás előtt, de ha lehet, a szükségesnél több erőt ne fejtsünk ki. Ugyanígy figyeljünk csuklónk túlzott be, illetve kifordulására. Főként a kimerevedve történő tekerés közbeni hanyag tartás lehet gyilkos. Folyamatosan monitorozzuk ezt is, meg fogunk lepődni, mennyi mindent csinálhatunk hatékonyabban.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><strong>Konklúzió:</strong></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><strong><img src="https://mir-s3-cdn-cf.behance.net/project_modules/1400/29218166557375.5b37ef2c2c44a.jpg" alt="" class="imgnotext" /></strong></span></p>
<p style="text-align: justify;"><span style="font-weight: 400; font-family: georgia, palatino, serif;">A cikk ismeretterjesztő jelleggel íródott, gondolatébresztőként. Fontos elfogadnunk, hogy minden személy anatómiailag és edzettség szempontjából is más és más. Ideális esetben a fentiekkel nem sok dolgunk akad, sokszor ösztönösen is rátalálunk az arany középútra. Viszont akkor se csüggedjjünk, ha zsibbad, fáj, szúr, csíp. Lebegjen előttünk az a biztos tudat, hogy józan paraszti ésszel, türelemmel és leküzdhetetlennek látszó akadályok esetén szaksegítséggel széles mosollyal is űzhetjük kedvenc sportágunk, kilométerfalásunknak, a családi kötelezettség, vagy a másnapi munkakezdés szab majd csak határt.</span></p>
<p style="text-align: justify;"><span style="font-weight: 400; font-family: georgia, palatino, serif;">Fotók: bicycling.com, imgur, road.cc, standard.co.uk, ebayimg, Village Center blog,Behance</span></p>
<p style="text-align: justify;"><span style="font-weight: 400; font-family: georgia, palatino, serif;">A <a href="https://www.facebook.com/groups/527306331125968/" target="_blank" rel="noopener noreferrer">Road Cycling Hungary Facebook csoportban</a>, vagy <a href="https://www.facebook.com/maczkobandi/" target="_blank" rel="noopener noreferrer">Maczkó Bandi FB oldalán lévő</a> poszt alá írjátok meg véleményeteket a témában.</span></p>
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Kerékpáros cockpit történetek
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https://maczkobandi.blog.hu/2019/04/05/anti-bicebocasag_es_nyeregbeallitas_nehany_otlet_az_ulogumok_vedelmeben_es_a_terdfajas_semlegesitese
Anti-bicebócaság és nyeregbeállítás – néhány ötlet az ülőgumók védelmében és a térdfájás semlegesítésére
2019-04-05T16:23:32+02:00
2019-04-05T16:23:32+02:00
torma99
https://blog.hu/user/78789
<p><span style="font-family: georgia, palatino, serif;"><a href="https://maczkobandi.blog.hu/2019/03/29/cipo_es_patentologia_miert_zsibbadnak_a_labujjaim" target="_blank" rel="noopener noreferrer">Előző epizódunkban</a> a kerékpáros (stoplis) cipőnk méretével és a hozzá tartozó patent beállításával foglalkoztunk, amely az alapvető anatómiás szükségletek kielégítése mellett arra próbált rávilágítani, hogy apró nünanszok a hosszú távú komfort elérésében is sokat jelenthetnek.</span></p>
<p><span style="font-family: georgia, palatino, serif;"><img src="https://cdnmos-bikeradar.global.ssl.fastly.net/images/news/2008/07/28/cycling-knee-pain-causes-and-solutions-1476356582663-klha1cu5u9z7-630-80.jpg" alt="" class="imgnotext" /></span></p>
<h6><span style="font-family: georgia, palatino, serif;">Fotó: bikeradar.com</span></h6>
<p><span style="font-family: georgia, palatino, serif;">Lépjünk egyel feljebb és vizsgáljuk meg mi szükséges ahhoz, hogy térdünk se fájduljon meg a tekerések során? Első és legfontosabb az<a href="https://maczkobandi.blog.hu/2019/03/29/cipo_es_patentologia_miert_zsibbadnak_a_labujjaim" target="_blank" rel="noopener noreferrer"> első rész fellapozása</a>, hiszen, ahogy ott is olvastuk a stopli beállításával már sokat tehetünk térdünk kényleme és térdizületünk megőrzése szempontjából. Mind a vertikális, mind a horizontális és az elfordulási tényezőt is fontos figyelembe vennünk a patent cipőre csavarozásakor, az ott leírtak alapján.</span></p>
<p><span style="font-family: georgia, palatino, serif;">Ezen felül a nyereg magassága és relatív pozíciója a másik faktor, amit jól kell belőnünk. Nem szabad, hogy kizárólag az ülőkomfortunk beállítása lebegjen a szemünk előtt. Az ülőgumóink kényelmének mindig együtt kell járnia a mélyebb összefüggések, jelen cikk esetében a térdünk jóléte, illetve egy későbbi cikk témáját előrevetítve a felsőtestünk és a karjaink helyzetével, komfortjával.</span></p>
<p><span style="font-family: georgia, palatino, serif;">De most maradjunk a térdünknél, és az idézett résszel nyergünk magasságát, dőlését, relatív helyzetét is precízen belőhetjük igényeinkhez.</span></p>
<p><span style="font-family: georgia, palatino, serif;"> <strong>Képletet használó módszerek:</strong></span></p>
<p align="justify"><span style="font-family: georgia, palatino, serif;"><img src="http://cdn.road.cc/sites/default/files/styles/main_width/public/images/How%20to%20Adjust%20your%20saddle%20/4.jpg?itok=PFXKAySG" alt="" class="imgnotext" />Forrás: road.cc </span></p>
<p align="justify"><span style="font-family: georgia, palatino, serif;"><strong>Greg LeMond módszere (v1)</strong></span></p>
<p align="justify"><span style="font-family: georgia, palatino, serif;">Talán a legismertebb módszerek egyike, a Facebookon, vagy tematikus oldalakon legtöbbször ezt alkalmazzák. A lényeg, hogy <strong>egy sima és egyenes felületű tárgyat</strong>, legtöbbször könyvet <strong>a lábunk közé veszünk</strong>, miközben cipő nélkül, kerékáros zokninkban és nadrágunkban a földön, kis terpeszben, vagy összezárt lábbal, esetleg kerékpárunk Q-Factorának megfelelően (a “mesélő” vallási beállítása függvényében) a földön, egyenes háttal állunk. <strong>A könyvet ezután addig húzzuk fel, amíg el nem érjük az ágyékunkat egy stabil pozícióban</strong>. Ezt követően <strong>a könyv teteje és a föld közötti távolságot lemérve kapjuk meg a belső lábhosszunkat</strong> (inseam).</span></p>
<p align="justify"><span style="font-family: georgia, palatino, serif;"><strong>A kapott értéket 0.883-mal kell megszorozni, és az így kapott értéket a középcsapágy közepétől a nyeregcsővel párhuzamosan kell felmérni és ehhez hozzáállítani a nyergünket.</strong></span></p>
<p align="justify"><span style="font-family: georgia, palatino, serif;"><strong>LeMond v2</strong></span></p>
<p align="justify"><span style="font-family: georgia, palatino, serif;">Egy <strong>másik módszer</strong>, hogy ugyanígy <strong>a belső lábhosszunkat 1,09-cel szorozzuk meg és az így kapott eredményt, most a hajtókaron lévő pedál tengelyétől mérjük fe</strong>l, méghozzá úgy, hogy a hajtókar függőlegesen lefelé, “6 óra állásban” van.</span></p>
<p align="justify"><span style="font-family: georgia, palatino, serif;">Az általam sokszor ajánlott <a href="https://www.competitivecyclist.com/Store/catalog/fitCalculatorBike.jsp" target="_blank" rel="noopener noreferrer">Competitive Cyclist Bikefit Calculator</a> is a LeMond v1-et használja.</span></p>
<p align="justify"><span style="font-family: georgia, palatino, serif;"><strong>Sarkunkra hagyatkozó módszer:</strong></span></p>
<p align="justify"><span style="font-family: georgia, palatino, serif;">Amennyiben nem szeretnénk számolgatni, <strong>nagyjából belőhetjük a kezdőpozíciót sarkunk felhasználásával is</strong>. Üljünk fel a kerékpárra, és a cipőnk sarkát a pedálhoz téve tekerjük le a pedált úgy, hogy az párhuzamosan legyen a nyeregcsövünkkel. Ekkor ideális esetben a lábunk teljesen nyújtva van,<strong> a csípőnk egyik irányban sem mozdult el, és a lábunkban lévő szalagoknak sem szabad egy kicsit sem feszülnie</strong>. Amint visszapatentoltunk és néhány pedálfordulatot teszünk, nem szabad semmi különlegeset, instabilitást éreznünk. <strong>Amennyiben túl magasnak érezzük ne kísérletezzünk, csökkentsük a magasságot</strong>, amíg az érzés el nem múlik.</span></p>
<p align="justify"><span style="font-family: georgia, palatino, serif;"><strong>Nyereg vízszintes helyzete (előre-hátra)</strong></span></p>
<p align="justify"><span style="font-family: georgia, palatino, serif;"><strong>Miután meggyőződtünk a csípőnk stabilitásáról</strong> figyelmünket fordítsuk<strong> a nyereg horizontális pozíciójára</strong>. Ennek<strong> a pedálozási hatékonyságunk mellett a térdizületünkre és az azt körülvevő szalagokra lehet a legjobb hatása</strong>. Ideális esetben <strong>a térdkalácsunk belső végéből (vagy az elülsőből, ismét vallási kérdés) ha egy függőleges vonalat húzunk, annak a hajtókar előre irányuló állásában (9 és 3 óra) épp metszenie kell a pedál tengelyét.</strong></span></p>
<p align="justify"><span style="font-family: georgia, palatino, serif;"><strong><img src="https://cdnmos-bikeradar.global.ssl.fastly.net/images/news/2014/04/11/set-seat---8-1497871882598-1roaruhd7rheu-630-80.jpg" alt="" class="imgnotext" /></strong></span></p>
<p align="justify"><span style="font-family: georgia, palatino, serif;">Forrás: Bikeradar.com</span></p>
<p align="justify"><span style="font-family: georgia, palatino, serif;">Fontos, hogy <strong>ez sem kőbe vésett igazság, a legjobb pozíció valahol néhány milliméterre ezen a környéken van</strong>, semmiképp sem jóval előbb vagy hátrébb, ugyanis az rövid időn belül térdfájáshoz vezethet.</span></p>
<p align="justify"><span style="font-family: georgia, palatino, serif;">Általános igazság, hogy <strong>a nyereg vízszintes helyzetéhez hozzá kell nézni folyamatosan a nyereg magasságát is</strong>, ugyanis <strong>a túlságosan előretolt nyereg némileg csökkenti az effektív magasságot, míg minél hátrább toljuk, annál “magasabbnak” érezzük</strong>.</span></p>
<p align="justify"><span style="font-family: georgia, palatino, serif;"><strong>Extra fontos!</strong> Ha esetleg <strong>elcsúsztunk</strong> volna <strong>a vázunk méreteivel</strong>, de! <strong>a nyergünk pálcáján található méretezésnél a két szélsőérték között tudunk maradni (figyelve a térdünkre és nem extra rövid, túlkormányzást okozó stucnit használva tudunk haladni)</strong>, <strong>ne törődjünk mások kommentjeivel.</strong> Lehet az eredmény nem szép, de <strong>koncentráljunk a biomechanikára.</strong> Legyen komfortos,<strong> ne sérüljünk meg, a szépség oltárán senki se haljon meg.</strong> Aztán majd a legközelebbi vásárlásnál már a tapasztalatok birtokában ügyesebben lehet a geótáblázatokat nézni és a szemnek is tetszetős beállításokkal menni. (Értsd: Egy nagy vázból feleslegesen ne húzd ki a nyeregcsövet annyira, hogy a csípőd imbolyogjon a térdkalácsod helyére való protézist már kezdjék is el önteni az orvosi fémmegmunkálók.)</span></p>
<p align="justify"><span style="font-family: georgia, palatino, serif;"><strong>Nyereg formája, dőlésszöge</strong></span></p>
<p align="justify"><span style="font-family: georgia, palatino, serif;">Amennyiben a magasságot és a horizontális helyzetet eltaláltuk, sok gondunk nem lehet. Oh wait...Illetve nagyon is lehet. Ugyanis számos nyereggyártó, még nagyobb számú stílusú nyerge közül kell választanunk, és ahogy legtöbbször az első kerékpárunk méretét úgy v<strong>alószínű, hogy az első (néhány) nyergünk formáját, szélességét és párnázottságát sem fogjuk tudni eltalálni. Néhány általános szabályt, külön márkák említése nélkül tennék</strong>.</span></p>
<p align="justify"><span style="font-family: georgia, palatino, serif;"><img src="http://www.madegood.org/wp-content/themes/madegood/gallery/bikes/adjust-saddle-position/5.jpg" alt="" class="imgnotext" /></span></p>
<p align="justify"><span style="font-family: georgia, palatino, serif;">Forrás: madegood.org (Madegood.bikes)</span></p>
<p align="justify"><span style="font-family: georgia, palatino, serif;">Az első és talán legfotnosabb <strong>a nyereg szélessége</strong>. Óriási különbség van és számos<strong> fájdalom és zsibbadás kialakulásához az vezet, hogy vagy túl széles, vagy túl szűk nyergen ülünk</strong>. Amennyiben <strong>túl széles, úgy ülőcsontjaink hegyén</strong> fog a tömegünk által létrejövő erővonal átmenni, ami így kis helyre koncentrálódva ott fog fájdalmat okozni. Ha <strong>túl szűk a nyereg, az ülőcsontok semmit sem fognak tartani</strong> belőle és az egész súlyunk a lágy részeken fog pihenni, ami azonnali fájdalmat és a lágy részek zsibbadását okozza.</span></p>
<p align="justify"><span style="font-family: georgia, palatino, serif;">Amennyiben tudjuk, <strong>egy kartonpapírra üljünk rá és ficeregjünk egy kicsit úgy, hogy ülőcsontjaink némi bemélyedést hagyjanak maguk után az anyagon</strong>. Ekkor <strong>mérjük le a két bemélyedés távolságát és nagyjából el fogjuk tudni képzelni, hogy milyen szélességű nyereg lehet számunkra megfelelő</strong>. Fontos, hogy <strong>ne a nyereg szélén üljünk, illetve a formát is képzeljük hozzá.</strong> Egy íveltebb nyergen a hasznos felület jóval kisebb, hiába írják 145 mm-nek, míg egy laposabbon pedig több. Ugyanakkor vannak teljesen speciális kiképzésű időfutam, vagy azokra hajazó “orrnélküli” nyergek is, ahol teljesen más pontokon keresztül érintkezik a testünk, amelyek haladóbb szemléletet kívánnak rendhagyó kialakításuk miatt.</span></p>
<p align="justify"><span style="font-family: georgia, palatino, serif;"><strong>Az <a href="https://youtu.be/tMNOhZ_NLQQ" target="_blank" rel="noopener noreferrer">SQLabnak van egy közelítő táblázata</a> </strong>+0-1-2-3 centikkel, amely szintén gyenge hüvelykujjszabályként alkalmazható, azonban <strong>mindenképpen egyéni tapasztalás szükséges</strong>, így készüljünk fel vásárláskor, hogy<strong> amíg nincs hosszútávú és megfelelő tapasztalat</strong>, inkább az adott formán belül a CrMo pálcás, <strong>egyszerűbb</strong> anyagból álló <strong>modellel tegyünk próbát</strong>. Emellett <strong>számos bolt már működtet nyereg-tesztprogramot</strong>, ahol letét ellenében néhány napig próbálgathatjuk valós körülmények között a terméket.</span></p>
<p align="justify"><span style="font-family: georgia, palatino, serif;">A <strong>dőlésszög kapcsán alapvetően törekedjünk a vízszintes beállításra</strong>. Ezt módosíthatja számos egyéni tényező. Illetve <strong>figyeljünk a nyereg horizontális elhelyezkedésére</strong>. Ugyanis, ha a nyereg a pálcákon a beállítások miatt túl eőre, vagy hátra kerül, akkor bizony amint ráülünk máris megdől és nem feltétlenül a tervezéskor vágyott kialakításban érintkezik a hátsónkkal. <strong>Kerüljük az extremitásokat. </strong></span></p>
<p align="justify"><span style="font-family: georgia, palatino, serif;">Ha <strong>túl előre döntjük csúszni fogunk előre és a kezünkre helyezünk túl nagy nyomást</strong>. Ha <strong>túl felemeljük az nyomni fogja az ágyékunkat</strong> és furcsa, a kormányt el nem érő érzés keríthet minket hatalmába. Tehát csak ésszerű mértékben döntsünk, itt is hüvelyujjszabályszerűen maximum 3 fokot lefelé, és 1-et felfelé. <strong>A dőlésszög pontos megállapításához vízmértéket, vagy okostelefonunkon a Saddle Adjust by BikeComputer Androidos appot használjuk.</strong></span></p>
<p align="justify"><span style="font-family: georgia, palatino, serif;"><strong><img src="http://www.lagrandetraversee.ca/wp-content/uploads/2016/01/bike_fit4-300x169.png" alt="" class="imgnotext" /></strong></span></p>
<p align="justify"><span style="font-family: georgia, palatino, serif;">Forrás: La Grand Traversée</span></p>
<p align="justify"><span style="font-family: georgia, palatino, serif;"><strong>FONTOS! A fent leírtak statikus módszerek, jellegüknél fogva nem veszik figyelembe a mozgás és különböző test-pozíciók okozta változásokat, sem az izmok, inak, szalagok kötöttségét, ezért minden esetben egy, az ideálishoz vezető út első lépésének tekinthetjük őket. Köznapi értelemben az irodaházban megmutatják a helyes emeletet, de hogy pontosan melyik ajtón kell bekopogtatnunk az rajtunk múlik. </strong></span></p>
<p align="justify"><span style="font-family: georgia, palatino, serif;"><strong>Próbálgassuk a lehetőségeket, mindig csak apró 1-1 mm-es lépésekben haladjunk. Adjunk időt testünknek a változáshoz való hozzászokásra, ugyannakor nagy mértékű kellemetlenség esetén a sérülések elkerülése miatt azonnal szakítsuk meg a próbát és térjünk vissza a korábbi, legjobb beállításhoz és induljunk el újra!</strong></span></p>
<p align="justify"><span style="font-family: georgia, palatino, serif;"><strong>-----------------------------</strong></span></p>
<p align="justify"><span style="font-family: georgia, palatino, serif;"><strong></strong>A hosszadalmas kitérő alatt remélem mindenki megtalálta a megfelelő nyerget annak beállítását. De miért fontos ez nekünk annyira? Egyrészt azért, mert a patent átellenes pontján van a nyereg, ezért amennyiben nem megfelelő, vagy nem megfelelően beállított, úgy a testünk megpróbál kompenzálni és ekkor lesz a baj. Túl alacsony nyereg esetén, amely legtöbbször akkor fordul elő, ha félünk a kerékpáron és mindenáron teljes talppal akarunk megállásoknál a földön támaszkodni, a szükségesnél jóval közelebb kerül a két szélső pont, ezért a lábunk hirtelen túl "hosszú" lesz.</span></p>
<p align="justify"><span style="font-family: georgia, palatino, serif;"><img src="https://i1.wp.com/blog.cyclestore.co.uk/wp-content/uploads/2018/04/DSC00273.jpg?fit=2499%2C1667&ssl=1" alt="" class="imgnotext" /></span></p>
<h6 align="justify"><span style="font-family: georgia, palatino, serif;">Fotó: cyclestore.co.uk</span></h6>
<p> </p>
<p align="justify"><span style="font-family: georgia, palatino, serif;">Ekkor a bokából és a csípőből kiinduló erővonalak mindkét helyről a térdizület irányába mutatnak, ezért az izület jól összepréselődik. Ugyanez fordítva, ha túl magasan van a nyereg, akkor az izületet "szét akarjuk" szakítani. Amennyiben a magasság jó, de túlságosan előre vagy hátra állítottuk a nyerget szintén a fentiek ismétlődnek meg, csak az erőhatások arányai eltérőek a végeredmény a térdizületünk fájdalma lesz.</span></p>
<p align="justify"><span style="font-family: georgia, palatino, serif;">A forma és a szélesség is fontos, mivel minél rosszabb a kontakt, a testünk és a nyereg között, annál egyenetlenebb lesz a mozgás a tekeréskor, amely egyrészt folyamatos "ütő-szakító" mozgásban nyilvánul meg, emellett szűk nyereg esetén oldalirányú hintázást, túl széles nyereggel pedig a combnak a nyereg szélébe történő kényszerű beleütközését okozza. Ezek miatt a patent által jól beállított vertikális elrendezés, amikor a bokánk a térdünk és a csípőnk a lehetőségekhez mérve egy vonalban vagy nagyon közeli párhuzamos síkokban található megszűnik, az oldalirányú erők pedig nagyon pici csavarásként jelennek meg az izületben.</span></p>
<p align="justify"><span style="font-family: georgia, palatino, serif;">A pedálozási technikánk kapcsán két dologra kell figyelnünk. Az első, hogy még a legideálisabb patent és nyeregbeállítás esetén sem zárhatjuk ki az emberi faktort, főként terhelés alatt. Ez rossz pedálozásban nyilvánul meg. Elsősorban a pedál rugdosását kell elkerülni. Figyeljünk a minél egyenletesebb forgatásra. Az alsó és felső pedálfordulati holtponton egyrészt a másik lábunk húzó mozdulatával igyekezzünk átsegíteni a holtponton lévő végtagot, másrészt az adott pedálon lévő erőt ne hirtelen, hanem egyenletesen adagolva növeljük és vegyük el. Ez kissé művien hangzik, hétköznapi értelemben talán jobban érthető, ha azt mondom, tényleg ne csak a lefelé menő pedálozási ütemre figyeljünk és a tekerést a húsdaráló vagy hurkatöltő hajtásához hasonlónak képzeljük el, semmint egy szög kalapáccsal történő falba verésének.</span></p>
<p align="justify"><span style="font-family: georgia, palatino, serif;"><img src="https://i.ytimg.com/vi/P1j1j0ttVPU/maxresdefault.jpg" alt="" class="imgnotext" /></span></p>
<h6 align="justify"><span style="font-family: georgia, palatino, serif;">Fotó: youtube.com</span></h6>
<p> </p>
<p align="justify"><span style="font-family: georgia, palatino, serif;">Végül egy nagyon fontos top tipp, amely a stoplinkat érinti!</span></p>
<p align="justify"><span style="font-family: georgia, palatino, serif;">A kerékpáros cipőkhöz járó patentekből (Kéo, SPD-SL-re vonatkoztatva) többféle "szabadságfokú" variáns érhető el. Van olyan, amely fixen rögzíti a lábunkat és olyan is, amely nagy szabadságot biztosít tekerés közben a bokánk mozgásában. Saját tapasztalatom és hozzám közelálló személyek pedálozási szokásainak vizsgálata alapján javaslom, hogy fix stoplit csak akkor vegyen bárki is, ha kifejezetten biztos a dolgában és nagyon ismeri a lábmozgását az általa használt összes teljesítménytartományban. Írom ezt azért, mert tökéletes lábmozgás az amatőrök, hobbisták, hétvégi harcosok között nemigen található meg, így egy fixre kötött boka esetén, amennyiben lábunk minimális oldalsó mozgást is mutat a pedálfordulat során, ezt a hatást csak a térdünk lesz képes átvenni javarészt, valamint bokánk sínylődhet az oldalerők hatása alatt.</span></p>
<p align="justify"><span style="font-family: georgia, palatino, serif;">Célszerű egy közepes szabadsággal rendelkező patenttel indítani mindenkinek. Ennél pedig arra kell figyelni, hogy a beállítás során meghatározott dőlésszög egyrészt ne engedje meg, hogy a cipőnkkel beleverjünk a vázba, lánctányérba, másrészt egyik oldalon se legyen úgy meghatározva a kitérés, hogy a pedálfordulat bármely pontján annak maximumába olyan erővel ütközzünk bele, amely a térdünkre extra erőhatásokat terhel. Tehát nem baj, ha a sarkunk úgy tér ki a tekerés során, hogy kihasználjuk a néhány fokos elmozdíthatóságát a patentunknak, de ha úgy érezzük, túlmegyünk egy határon, akkor állítsunk a stoplin.</span></p>
<p align="justify"><span style="font-family: georgia, palatino, serif;"><img src="https://www.lookcycle.com/en/wp-content/uploads/sites/7/2016/07/CATALOGUE-CALES-ROUTE-768x288.jpg" alt="" class="imgnotext" /></span></p>
<h6 align="justify"><span style="font-family: georgia, palatino, serif;">Fotó: lookcycles.com</span></h6>
<p> </p>
<p align="justify"><span style="font-family: georgia, palatino, serif;">Illetve választhatjuk a nagyobb szabadságú patentokat is. Ekkor azonban épp arra kell figyelni, hogy ne lendüljünk túl. Egy túlzottan mozgó, nagyon szabad patenttal nem biztos, hogy mindig tartani tudjuk az ideális irányszögét a bokánknak, így itt pedig ezért terheljük meg a térdünket. A korábbi variációnál kisebb erőhatás fogja érni az izületet, ugyanakkor pont ezért észrevétlenebb a rossz beállítás és technika.</span></p>
<p align="justify"><span style="font-family: georgia, palatino, serif;">Nagyon fontos a kopott stoplik kérdése. Ha a stopli annyira elkopott, hogy elmozdul a pedálban hajítsuk ki, jó messzire. Lehetőleg már akkor amikor minimális fél-1 milliméteres utat jár be a pedálban, mivel ezek a pici eltérés ek folyamatos mikroterhelést jelentenek főként a térdre, de a bokára is a fel és lemenő tekerési fázisokban, szépen lassan téve tönkre a porcainkat. Egy stopliszett (eredeti) 4-4500 forint listaáron, amely egy nem vészes költség és a térdeink meg fogják hálálni az ez irányú törődést is.</span></p>
<p align="justify"><span style="font-family: georgia, palatino, serif;"><img src="https://i.ytimg.com/vi/hl7APmq6ASM/maxresdefault.jpg" alt="" class="imgnotext" /></span></p>
<h6 align="justify"><span style="font-family: georgia, palatino, serif;">Fotó: youtube.com</span></h6>
<p> </p>
<p align="justify"><span style="font-family: georgia, palatino, serif;">Összefoglalva, mindig gondolkodjunk rendszerben, ha bármit módosítunk csak fontolva haladva, kis lépésekben tegyük meg. Adott esetben ne féljünk "szakember" segítéségét igénybe venni, de a bikefittingen kapott eredményeinket se vegyük szentírásnak. Testünk bámulatos alkalmazkodási képességekkel rendelkezik, viszont nem érdemes feszegetni a határainkat. A legeslegfontosabb, hogy adott technikával úgy érhetjük el a legjobb teljesítményt, ha szinte eggyé válunk a kerékpárunkkal és a legjobban érezzük magunkat rajta.</span></p>
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vélemény
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0
Anti-bicebócaság és nyeregbeállítás a kerékpáron
Hogy állítsuk be a nyerget általánosságban? És mit tegyünk, hogy a térdünk se fájduljon meg? Nem csak országútisoknak! Taposó pedálosok számára is jó olvasmány!
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Maczkó Bandi Kerékpáros Blogja
https://maczkobandi.blog.hu
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https://maczkobandi.blog.hu/2019/03/29/cipo_es_patentologia_miert_zsibbadnak_a_labujjaim
Cipő és patentológia – Miért zsibbadnak a lábujjaim?
2019-03-29T17:26:32+01:00
2019-03-29T17:26:32+01:00
torma99
https://blog.hu/user/78789
<p style="text-align: justify;"><span face="Liberation Serif, serif" style="font-family: georgia, palatino, serif;">Lassan itt az igazi tavasz és a hardcore kerekesek, valamint a görgősök mellett a hétvégi harcosok is leporolják a kerékpárjukat és nyeregbe pattannak. Ugyancsak kerékpárra szállnak azok, akik még csak most ismerkednek a sporttal, vagy épp taposó pedálról patentre váltanának.</span></p>
<p style="text-align: justify;"><span face="Liberation Serif, serif" style="font-family: georgia, palatino, serif;">Bármerre is jár az ember az interneten, a tavasz az az időszak, amikor talán a legnagyobb azok aránya, akik a cipő-stopli beállításával bajlódnak és rettentően sokszor hangzik el a mitől zsibbad a lábujjam kérdés is. Természetesen az internet népe mindent a patentra és a cipőre vezet vissza, azonban szerintem legalább egy másik tényező is szerpet játszhat. Most ezt járjuk körül.</span></p>
<p style="text-align: justify;"><span face="Liberation Serif, serif" style="font-family: georgia, palatino, serif;"><img src="https://keyassets.timeincuk.net/inspirewp/live/wp-content/uploads/sites/2/2018/10/fit-cleats-4.jpg" alt="" class="imgnotext" /></span></p>
<p style="text-align: justify;"><span face="Liberation Serif, serif" style="font-family: georgia, palatino, serif;"><a href="https://maczkobandi.blog.hu/2018/03/29/bikefit_reszletesen_1_resz_allitsuk_be_a_stoplinkat_helyesen" target="_blank" rel="noopener noreferrer">Tavaly már foglalkoztam a stopli beállításával a blogon</a>, mint a bikefit alfájával. Ekkor lényegében csak a stoplira koncentráltam, azonban kezdjük egy kicsit távolabbról a dolgot, a cipővel.</span></p>
<p style="text-align: justify;"><span face="Liberation Serif, serif" style="font-family: georgia, palatino, serif;">A cipő mint olyan, egyrészt egy divatcikk, azonban a nyereg-kormány-cipő szentháromságban orrhosszal megveri fontossági sorrendben a második nyerget. Ezzel kapcsolódunk ugyanis kerékpárunk hajtásához, így elengedhetetlen, hogy ez a kapcsolat a lehető legjobb legyen. Mégis legtöbben vallásként, fétisként, érzelmi alapon közelítenek a cipőhöz, emellett számos tévhit és urban legend tutitipp is kering az interneten a cipő kiválasztásáról.</span></p>
<p style="text-align: justify;"><span face="Liberation Serif, serif" style="font-family: georgia, palatino, serif;">Gyakran halljuk, hogy vegyél egyel nagyobb cipőt, mint az utcai méreted és minden jó lesz, le is tudtad a vizsga nehezét. Viszont nem is tévedhetnénk ennél nagyobbat. Vonatkoztassunk el picit a márkáktól és gondoljuk át, akár az utcai cipőink analógiáján, hogy mi is a számunkra fontos egy cipőben. A mérete ne legyen túl nagy és ne legyen túl kicsi sem, illetve jól és biztonságosan maradjon rajta a lábunkon. Ugyanez szükséges a kerékpáros cipőnél is, a pusztán egy mérettel nagyobb kritériumrendszer nem lesz megfelelő.</span></p>
<p style="text-align: justify;"><span face="Liberation Serif, serif" style="font-family: georgia, palatino, serif;">Figyeljük meg a lábunk formáját, illetve milyen utcai cipőfazonokat részesítünk előnyben és ezt keressük a kerékpároscipőknél is. Vannak szűkebb, szélesebb kaptafával dolgozó márkák és vannak akik a méretet halál precíz pontosan a belső mérettel adják meg, míg néhány gyártó picit beleszámítja a lábunk “kiszorító-préselő” hatását és beleveszi azt is, amit a lábunk a saroknál lévő szivacsozásból kiszorít. A lényeg, hogy próbáljunk és minden szempontból vizsgáljuk meg a cipő dimenzióit. Furcsán hathat, de lábunk egy keményen átmenetelt nap után icipicit nagyobb, mint reggeli ébredéskor és nem biztos, hogy a kerékpáros zoknink vastagságának megfelelő zoknival tudjuk megpróbálni. Ha biztosra akarunk menni vigyük el a kerékpáros zokninkat is.</span></p>
<p style="text-align: justify;"><span face="Liberation Serif, serif" style="font-family: georgia, palatino, serif;"><img src="http://cycling-malaysia.com/wp-content/uploads/2017/09/1-01-4-1024x945.jpg" alt="" /></span></p>
<p style="text-align: justify;"><span face="Liberation Serif, serif" style="font-family: georgia, palatino, serif;">Az orrnál lévő megfelelő hossz mellett ügyeljünk a sarkunk stabilitására, mivel a sarokrésznél a lábunkat a cipőnek atombiztosan kell fognia. Ez egyrészt a pedálhúzó mozdulatoknál segít, másrészt a cipő felsőrészének kicsit bele is kell préselnie a lábfejet a sarokba a biztos első tartásért. A fentieken túl a szélesség is kritikus. Amennyiben a cipő már a belebújáskor szűknek hat felejtsük is el. Szerencsés esetben csak zsibbadást és melegségérzést okoz, de lássuk be ez sem ideális, ha nagyon szorít, akkor a lábközépcsont és ujjpercek közötti izületeket összepréselve komoly fájdalom kiváltó oka lehet, amely az ujjak zsibbadását is magával hozhatja. A felsőrész kapcsán törekedjünk szintén a biztos és egyenletes tartásra. Én a legalább 2 boával, illetve három tépőzárral rendelkező modelleket részesítem előnyben, mert ezek lehetőséget nyújtanak 2 vagy 3 zónás beállításra is, nagyon finom lépésekben haladva. Emellett menet közbeni korrekciót is lehetővé tesznek, amit mondjuk a fűzős cipők nem.</span></p>
<p style="text-align: justify;"><span face="Liberation Serif, serif" style="font-family: georgia, palatino, serif;">Amennyiben megvan az a cipő, amely se nem túl hosszú, se nem túl rövid, tehát az ujjaink nem egy koncertteremben, sem egy szűk koporsóban érzik magukat, emellett a sarkunk is betonbiztosan figyel ugrásra készen a cipő hátuljában és a felső rész is a szükséges erővel tart minket felülről tovább is ugorhatunk a stopli beállítására. Itt most a korábbi, fent már linkelt cikkből idézem mégegyszer a teendőket, a könnyebb érthetőség kedvéért.</span></p>
<p style="text-align: justify;"><span face="Liberation Serif, serif" style="font-family: georgia, palatino, serif;"><img src="https://keyassets.timeincuk.net/inspirewp/live/wp-content/uploads/sites/2/2018/10/fit-cleats-1.jpg" /></span></p>
<p style="text-align: justify;"><strong><span style="font-family: georgia, palatino, serif;">“<span face="Liberation Serif, serif"><span lang="hu-HU">Vertikális” / hosszanti beállítás [előre-hátra]</span></span></span></strong></p>
<p style="text-align: justify;"><span face="Liberation Serif, serif" style="font-family: georgia, palatino, serif;">Elsőként a stopli “vertikális” (értsd: előre-hátra) pozícióját keressük meg. Ehhez némi szigszalag, vagy festő-maszkoló szalag szükséges. Lépjünk bele a cipőnkbe, a stoplikat még nem szükséges feltenni, ha fent vannak, nem kell levenni. Ragasszuk fel a cipők első részére mindkét oldalon a szalagot, majd tapintsuk ki a nagy és a kis lábujjunknak a tövénél lévő izületet. A nagylábujjnál a nagy „buci” lesz az, míg a kicsinél egy jóval kisebb “buci”. Mindkét izület közepére tegyünk egy jelzést. Miután mindkét cipőnkkel végeztünk a stoplin található jel (amely a pedál tengelyének középpontját jelzi) segítségével egyelőre csak előre-hátra tolással próbáljuk meg úgy elhelyezni a stoplit, hogy a jel a nagy buci mögé, de valamivel a kis buci előtt legyen.</span></p>
<p style="text-align: justify;"><span face="Liberation Serif, serif" style="font-family: georgia, palatino, serif;"><img src="https://ichef.bbci.co.uk/images/ic/976xn/p041v0d3.jpg" alt="" class="imgnotext" /></span></p>
<p style="text-align: justify;"><span face="Liberation Serif, serif" style="font-family: georgia, palatino, serif;">Amennyiben a pedált túlságosan elöl hagynánk, úgy a lábujjainkra terheljük a legtöbb nyomást, amely egyrészt nagyon gyorsan bekövetkező zsibbadásban, vagy a cipő orrának való csúszásban és a zsibbadáshoz kötött fájdalomban nyilvánul meg. Alapesetben megfogalmazható, de lazán értelemezendő szabály, ha hátrafelé indulunk el a stoplinkkal kevesebb bajt okozhatunk, mint előre.</span></p>
<p style="text-align: justify;"><strong><span style="font-family: georgia, palatino, serif;"><span face="Liberation Serif, serif">Elfordulás</span></span></strong></p>
<p style="text-align: justify;"><span face="Liberation Serif, serif" style="font-family: georgia, palatino, serif;">Ezt követően a stopli elfordulását határozzuk meg. Erre jó módszer, ha felülünk egyasztalra, munkapadra, vagy bárhová és természetes módon lelógatjuk a lábainkat. Ekkor láthatjuk, hogy a sarkunk az egyeneshez képest befelé, avagy kifelé fordul-e. Ezt megerősítendő segítséggel, vagy egyedül megnézhetjük, hogy kis terpeszből, egyenes lábfejjel indulva, karunkat függőlegesen felemelve, némi helyben járás után a lábunk milyen természetes pozícióba áll be. Az elfordulás kapcsán azt kell figyelembe venni, hogy a pedál egyenesen van, tehát nekünk körülbelül a lógatás, vagy lépkedés alatt tapasztalt természetes állásszöget kell produkálnunk a pedálon is, így úgy fordítsuk, hogy ez meglegyen. Ne durvuljunk apró lépések bőven elegendőek!</span></p>
<p style="text-align: justify;"><span face="Liberation Serif, serif" style="font-family: georgia, palatino, serif;"><img src="https://www.bikefit.com/Images/images/H2FaB/imgH2FaB20.jpg" alt="" class="imgnotext" /></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><span color="#000000" style="color: #000000;"><span face="Liberation Serif, serif"><span size="3" style="font-size: medium;"><span lang="hu-HU">Szerencsére </span></span></span></span><span color="#000000" style="color: #000000;"><span face="Liberation Serif, serif"><span size="3" style="font-size: medium;"><span lang="hu-HU">a legtöbb stopli nem fix, hanem enged némi mozgást, néhány fok eltérést</span></span></span></span><span color="#000000" style="color: #000000;"><span face="Liberation Serif, serif"><span size="3" style="font-size: medium;"><span lang="hu-HU">. Az elfordulásnál a lényeg, hogy tekerés közben a lábfej ugyanúgy be fog állni a természetes szögébe, így a lényeg, hogy arra figyeljünk </span></span></span></span><span color="#000000" style="color: #000000;"><span face="Liberation Serif, serif"><span size="3" style="font-size: medium;"><span lang="hu-HU">a pedálfordulat egyetlen részénél se fogyjon el az “elfordulás”</span></span></span></span><span color="#000000" style="color: #000000;"><span face="Liberation Serif, serif"><span size="3" style="font-size: medium;"><span lang="hu-HU">. </span></span></span></span><span color="#000000" style="color: #000000;"><span face="Liberation Serif, serif"><span size="3" style="font-size: medium;"><span lang="hu-HU">Ez ugyanis az egyik fő okozója a térdfájdalmaknak. Sokan észre sem veszik, hogy a "játéktér" a stopliban elfogyott és a csavaróerők már közvetlenül a térdizületre hatnak.</span></span></span></span><span color="#000000" style="color: #000000;"><span face="Liberation Serif, serif"><span size="3" style="font-size: medium;"><span lang="hu-HU"> Először </span></span></span></span><span color="#000000" style="color: #000000;"><span face="Liberation Serif, serif"><span size="3" style="font-size: medium;"><span lang="hu-HU">laza tekerésnél, majd egyre erősebben megtekerve ellenőrizzük</span></span></span></span><span color="#000000" style="color: #000000;"><span face="Liberation Serif, serif"><span size="3" style="font-size: medium;"><span lang="hu-HU"> ezt. Ha tudjuk </span></span></span></span><span color="#000000" style="color: #000000;"><span face="Liberation Serif, serif"><span size="3" style="font-size: medium;"><span lang="hu-HU">próbáljuk ki hegymenetben, illetve sprintnél is.</span></span></span></span></span></p>
<p style="text-align: justify;"><strong><span style="font-family: georgia, palatino, serif;">“<span face="Liberation Serif, serif"><span lang="hu-HU">Horizontális” / oldalirányú beállítás [jobbra-balra]</span></span></span></strong></p>
<p style="text-align: justify;"><span face="Liberation Serif, serif" style="font-family: georgia, palatino, serif;">Ennél a beállításnál a lényeg kettős. Egyrészt arra kell törekednünk, hogy a stopli ne kerüljön olyan szélsőséges pozícióba, hogy fájdalmat, vagy zsibbadást okozzon a túlterhelés miatt a talpunk belső vagy külső részén, másrészt ügyelnünk kell, hogy a lábfej a térd és a csípőízületünk egy vonalba kerüljön.</span></p>
<p style="text-align: justify;"><span face="Liberation Serif, serif" style="font-family: georgia, palatino, serif;"><img src="https://www.bikefit.com/Images/images/H2FaB/imgH2FaB12.jpg" alt="" class="imgnotext" /></span></p>
<p style="text-align: justify;"><span face="Liberation Serif, serif" style="font-family: georgia, palatino, serif;">Nem felejtettük el, hogy középállásból indultunk, egyelőre csak előre-hátra toltuk a stoplit, illetve fordítottuk a sarkunk irányába. Ennyi tekerés után talán már érezzük is, hogyha valami nincs rendben. A talpunkra nézve nincs más lehetőség, mint az érzéseinkre hagyatkozni értelemszerűen a túlterhelt területhez képest ellentétes irányba próbáljuk „bevonni” talpunk többi részét is a „munkába”, míg a fontos izületi pozíciók esetében egy segítséggel, tükörrel, vagy mobiltelefonos felvétellel megszemlélhetjük ezek egymáshoz képest elfoglalt pozícióját.</span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><span color="#000000" style="color: #000000;"><span face="Liberation Serif, serif"><span size="3" style="font-size: medium;"><span lang="hu-HU">Csak röviden. Amennyiben azt tapasztaljuk, hogy </span></span></span></span><span color="#000000" style="color: #000000;"><span face="Liberation Serif, serif"><span size="3" style="font-size: medium;"><span lang="hu-HU"><u>t</u></span></span></span></span><span color="#000000" style="color: #000000;"><span face="Liberation Serif, serif"><span size="3" style="font-size: medium;"><span lang="hu-HU"><u>érdünk és a csípőnk</u></span></span></span></span><span color="#000000" style="color: #000000;"><span face="Liberation Serif, serif"><span size="3" style="font-size: medium;"><span lang="hu-HU"><u> </u></span></span></span></span><span color="#000000" style="color: #000000;"><span face="Liberation Serif, serif"><span size="3" style="font-size: medium;"><span lang="hu-HU"><u>kifelé van a lábfejünkhöz képest, akkor a stoplit befelé kell vinnünk</u></span></span></span></span><span color="#000000" style="color: #000000;"><span face="Liberation Serif, serif"><span size="3" style="font-size: medium;"><span lang="hu-HU">, ezáltal a lábfejünk is kissé kifelé, ha elképzeljük jobban „a térdünk alá” kerül. Ugyanígy, </span></span></span></span><span color="#000000" style="color: #000000;"><span face="Liberation Serif, serif"><span size="3" style="font-size: medium;"><span lang="hu-HU"><u>ha a térd befelé áll, akkor a stoplit vigyük kifelé.</u></span></span></span></span></span></p>
<p style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><span color="#000000" style="color: #000000;"><span face="Liberation Serif, serif"><span size="3" style="font-size: medium;"><span lang="hu-HU"><u><img src="https://i.pinimg.com/originals/e6/1c/65/e61c65b2abd4ce66d43022e4100851c3.jpg" alt="" class="imgnotext" /></u></span></span></span></span></span></p>
<p style="text-align: justify;"><span face="Liberation Serif, serif" style="font-family: georgia, palatino, serif;">Általános szabály, hogy mindig csak apró, kis lépésekben, milliméterekben haladjunk, csak minimálisat fordítsunk a pedálon. Sokszor egy nagyon kis mértékű változtatás is jelentős javulást, vagy romlást hozhat, így ne hamarkodjuk el a dolgot, mindig teszteljünk és csak ha biztosak vagyunk a dolgunkban akkor módosítsunk.</span></p>
<p style="text-align: justify;"><span face="Liberation Serif, serif" style="font-family: georgia, palatino, serif;">Univerzális megoldások a kerékpár beállításban nem léteznek, ezért ha diszkomfort érzetünk van, eltérhetünk az arany középúttól, hiszen valójában mi érezzük igazán a pozitív (jóleső érzés, észrevétlen használat) vagy negatív visszajelzéseket (fájdalom, zsibbadás).</span></p>
<p style="text-align: justify;"><strong><span face="Liberation Serif, serif" style="font-family: georgia, palatino, serif;">És mi az a plusz, ami mindezeken felül befolyásolhat minket? </span></strong></p>
<p style="text-align: justify;"><span face="Liberation Serif, serif" style="font-family: georgia, palatino, serif;">Mi magunk vagyunk. Sok esetben főleg, amikor az ember keményebben teker, figylemesen azt tapasztalhatja, hogy nem lábközép-ujjizülettel (metatarsal joint) nyomja a pedált, hanem ösztönösen magával a lábujjaival is. Ez a nyomás mivel sokszor hosszú percekig fennáll megakadályozza, hogy a megfelelő véráramlás fennmaradjon a lábujjakban, hiszen teljesen kifehéredve nyomjuk az ujjainkat a cipő talpához, ami a rossz cipő és rossz beállítás mellett a zsibbadás okozója lehet. Ezt a helyes cipőméret megválasztásával tudjuk kordában tartani.</span></p>
<p style="text-align: justify;"><span face="Liberation Serif, serif" style="font-family: georgia, palatino, serif;"><img src="https://www.ilovebicycling.com/wp-content/uploads/2018/02/Fizik-R1-Uomo-road-shoe-2-600x400.jpg" /></span></p>
<p style="text-align: justify;"><span face="Liberation Serif, serif" style="font-family: georgia, palatino, serif;">Nekem az a meglátásom, hogy egy túl nagy cipő esetén óhatatlanul bele fogunk segíteni a tekerésbe a lábujjainkkal is, hiszen nagyobb lesz az esély a lábnak a cipőben való csúszására, előremodulására, mint egy megfelelő méretűnél. Ugyanez kicsiben pedig a túl rövid, vagy túl szoros cipő önmagában szorítja el a kisebb ereket és okoz villámgyorsan zsibbadást.</span></p>
<p style="text-align: justify;"><span face="Liberation Serif, serif" style="font-family: georgia, palatino, serif;"><img src="http://cycling-malaysia.com/wp-content/uploads/2017/09/4-01-2-1024x480.jpg" alt="" /></span></p>
<p style="text-align: justify;"><span face="Liberation Serif, serif" style="font-family: georgia, palatino, serif;">Nagyon figyeljünk a testünk jelzéseire és ne legyünk restek kontrollálni, hogy mit miért és hogyan csinálunk. Az országút, a kátyúk, a többi kerékpáros és autós mellett sokszor nem marad erre idő, de szívós és tudatos agymunkával komoly sikereket lehet elérni e téren is. Mint a problémával sokat küzdött kerékpáros azt tanácsolom, a lábujjainkat felejtsük el és a keményebb, tekerős szakaszokon a lábujjizületre koncentráljunk, minden energiánkat azon akarjuk átvinni, mintha az ujjaink nem is léteznének.</span></p>
<p style="text-align: justify;"><span face="Liberation Serif, serif" style="font-family: georgia, palatino, serif;">Emellett igyekezhetünk olyan pedált választani, amely az immár ideális – méret és stoplibeállítási tulajdonságú – cipőnkkel a lehető legnagyobb felületen kapcsolódik, így a helyes beállítás mellett az erőnket egy jobban elosztott, nagyobb területű felületen tudjuk átvinni. (A Speedplaynél figylejük meg, hogy a patent és a cipő között nagy a felület, ugyanakkor a pedál és a patent között nem. Ezt a rendszert a rendkívül széles 3 tengelyes beállítási lehetősége miatt válasszuk, ne a contact patch nagy marketing ígérete miatt.)</span></p>
<p style="text-align: justify;"><a href="https://www.facebook.com/groups/527306331125968/" target="_blank" rel="noopener noreferrer"><span face="Liberation Serif, serif" style="font-family: georgia, palatino, serif;">A Road Cycling Hungary Facebook csoportban, vagy Maczkó Bandi FB oldalán lévő poszt alá írjátok meg véleményeteket a témában. </span></a></p>
<p style="text-align: justify;"><span face="Liberation Serif, serif" style="font-family: georgia, palatino, serif;">Fotók: ilovebicycling, blog.bikefit.com, cyclingweekly.com, cycling-malaysia</span></p>
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Cipő és patentológia – Miért zsibbadnak a lábujjaim?
Gondosan válasszuk ki stoplis kerékpáros cipőnket, állítsuk be megfelelően patentjeinket és figyeljün a pedálozási technikánkra.
Ha minden jól megy már csak taposnunk kell azt a fránya pedált!
https://maczkobandi.blog.hu/media/image/fit-cleats-4.jpg
Maczkó Bandi Kerékpáros Blogja
https://maczkobandi.blog.hu
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https://maczkobandi.blog.hu/2019/03/22/halalos_iramban_aero_karbon_kereket_mindenkinek
Halálos iramban – aero karbon kereket mindenkinek?
2019-03-22T18:36:33+01:00
2019-03-22T18:36:33+01:00
torma99
https://blog.hu/user/78789
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Bármennyire is akarjuk, nehéz megcáfolni az emberiség fejlődés iránti vágyát. Legyen szó a föld, a levegő, vagy a víz meghódításáról, időről időre kitermelődik egy új generáció, amely a nagy elődök nyomában lépkedve, de az általuk felállított sztenderdet sokszor maga mögött hagyva új szintre emeli az adott diszciplínát.</span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Nincs ez másként velünk, országúti kerékpárosokkal sem. Van, aki elismeri, más örökké tagadja, hogy a kilométerórán megjelenő egyre nagyon értékek bizony szélesebb mosolyt csalnak arcunkra a szokásos sebességekhez képest. Technikai sport révén ezért eszközeink jobbra cserélésével is igyekszünk álmainkat és önmagunkat megvalósítani.</span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://s-tec-essence.eshop.t-online.de/WebRoot/Store4/Shops/Shop38023/5B6C/5CD9/D9C9/1464/C8BB/AC14/500B/3767/P1012156_ml.JPG" alt="" class="imgnotext" /></span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Több mint két évtized telt el azóta, hogy 1998-ban a Lew Composites elkészítette az első peremes karbon felnit, mivel a cég tulajdonosa meg volt győződve róla, hogy az igazi nagy üzlet nem a tartalék szingóval járó óutis szamurájoknak akkor már néhány éve árult szingós szettekben van, hanem a mindenki által könnyen szerelhető és az alu, vagy acél felhasználásával készített felnik esetén „évszázados” bejáratott peremes megoldásban. Az azóta eltelt időszak, bár nem volt buktatóktól mentes, a karbon kerekek árszintje, köszönhetően a népszerűségnek a korábbi töredékére esett vissza, míg tulajdonságaik rettentő sokat fejlődtek, számos buktató került kiküszöbölésre.</span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Már régóta a hétköznapok része a karbon, így senkit nem fogok meglepni azzal, hogy a karbon felnik, illetve küllők, hovatovább a karbonházas agyak bizony könnyebbek alumínium megfelelőiknél. A mérleg által mutatott grammoknak kiemelt szerepe van a felni esetében, hiszen a kerékpár gyorsíthatóságát, valamint a sebesség megtartását egy könnyebb felni segítségével sokkal jobban meg tudjuk oldani, mint egy nehezebb esetén.</span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Gyorsan egy kis megjegyzést is kell fűzzek az íráshoz, hiszen az alukerekek is fejlődtek az elmúlt évtizedben, nem is keveset, így első ránézésre a különbség csekély, de nem mehetünk el amellett, hogy karbonból immár a “mélyfelnis” aero darabok veszik fel a versenyt például a Hunt legújabb modelljeivel, ami önmagában kétséges előny lehet, ugyanakkor a további előnyökkel szinergiába kerülve már elmondhatjuk, hogy nem hiába választjuk a szénalapú megoldást. Hüvelykujjszabályként elmondható, hogy azonos felnimélység és termékpozíció mellett a karbon valamivel mindig könnyebb lesz.</span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://cdn.tokyowheel.com/files/577/epic-5.6-profile-extrusion_super.jpg?1467184384" alt="" class="imgnotext" /></span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Evezzünk is át egy aerodinamikai részre, a felni méreteire és alakjára. Ugyan alumíniumból is építettek mély felniket, valamint a fékezés sajátosságai miatt alu magos és fékezőfelületes karbon elemekkel laminált kerékszetteket is építettek a múltban, azonban a legújabb időszakban már az utóbbi is háttérbe szorul. A néhány éve tomboló aero őrület ugyanis kikényszerítette a toroid (rövidebb oldalán kicsit szétnyitott ellipszis) forma elterjedését. A gyártók az egyre több szélcsatornában töltött idő, az intenzív CFD-s tervezés vagy a Forma 1-ből érkezett Swissside mérnökök hatására rájöttek, hogy az utolsó tized és század kilométerek megnyeréséhez, a befektetett teljesítmény minél hatékonyabb felhasználásához ez a legideálisabb. Így a legtöbb helyen a V, illetve lecsípett V alakú felnik átadták helyüket a légáramlatot hatékonyan megvezető, az örvénygenerálást csökkentő formának. Ezt pedig pusztán karbonból hatékonyabban, az első tömeg pontunkat is figyelembe véve kisebb össztömeg mellett tudják kivitelezni.</span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"></span><span style="font-family: georgia, palatino, serif;">Ami az egyik oldalon viszont extra sebességet generál, az a másikon problémákat okozhat. A 30-32 mm magas alu felnik az oldalszélben meglehetősen nyugodtan viselkednek, ugyanakkor az igazi aero flenik 40 mm-nél kezdődő mélysége sokakban aggodalmat szül. A korábbi <a href="https://maczkobandi.blog.hu/2019/01/04/legitamadas_mindennapos_harcunk_a_levegovel_aero_mindenek_felett_koltsunk_vagy_ne" target="_blank" rel="noopener noreferrer">aerós írásból</a> tudjuk, hogy amennyiben komolyabb hobbistaként kerékpározunk és a 35 kilométeres sebességtartomány közelében közlekedünk, úgy a Magyarországon uralkodó szélerősségek esetében az érzékelt jellemzően 10, de maximum 15 fokos effektív yaw miatt körülbelül 6 m/s-os oldalszembe, illetve oldalszél erősségig biztosított a komfortunk.</span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://i2.wp.com/bikerumor.com/wp-content/uploads/2018/04/Campagnolo_Bora-WTO_carbon-tubeless-aerodynamic-wind-tunnel-optimized-aero-wheels_CFD-analysis.jpg" alt="" class="imgnotext" /></span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Saját méréseim alapján (42 mm első, 55 mm hátsó felni) az első kerék veszélyes behatásai, amely mellett már nagyon figyelni kell a kormányzásra 7,8-8 m/s-nál és jellemzően nagy beesési szögnél jelentkeznek, míg a hátsó kerék esetén kicsit később, de körülbelül 10 m/s-nál következik be az instabilitás érzékelése. Elsősorban nem a széllökés maga okoz gondot, hanem a felni felületén felépült nyomásnak a kományt elmozdító hatása utáni rész, amikor a szél befolyásoló ereje az elfordulással kioltja önmagát, mert ekkor az általunk kifejtett ellentartás, a széllel szembeni ellentétes mozgássá változik, így a kormányzásunk oszcillálni kezd. A jelenség frekvenciáját úgy kell elképzelni, hogy jó néhány másodpercenként (3-6-8-10) egy-egy kisebb lökést érzünk a kerékpáron, ami hirtelen megszűnik, majd ahogy egyre tapasztaltabbak leszünk szinte érezzük is, mikor kell kicsit korrigálva sokkal kisebb kormánymozdulatokkal megpróbálni semlegesíteni ennek a hatását. Alu és/vagy vékonyabb felni esetén is megvan a nyomás, de mivel ez kisebb, a megszűnése esetén az általunk okozott korrekció is kisebb, így a kitérés csekélyebb, elenyésző.</span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Egy nagyon hosszú bekezdést szenteltem az oldalszél jelenségének ugyanakkor fontosnak tartom megjegyezni, hogy nem annak drámaisága, hanem a mögötte rejlő technikai-fizikai ismeretek átadása miatt. Itthon a problémát jelentő napok száma 40-60 közötti, természetesen ezek jelentős része a késő őszi-téli időszakra esik, a leginkább kitett terület pedig GY-M-S és Veszprém megye.</span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">A nagy halál után pedig mit hozat a mélyebb felni? Nos a mérések megoszlanak és mindenképp vagy komolyabb átlagsebesség, vagy nagyon hosszú tekerés szükségeltetik hozzá. 40 kilométeres távon másodpercekben, egy teljes Ironmanen percekben mérhető a különbség. Egy nagyon gyenge hüvelykujjszabályként minden extra 15 mm felni kapcsán az első etapban 1, míg a továbbiakban körülbelül fél és negyed kilométernyi extra tempót adhatunk a 35 kilométer feletti részhez ideális esetben 0-5 fokos yaw, vagyis szél beesési szög esetén (30+15+15). Ezt természetesen az adott kerék kiképzése, a felhasznált extra technológiák (pl.: NSW) jelentősen befolyásolhatják.</span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://3.bp.blogspot.com/-QncleTpTJEY/V1uKsOgzOVI/AAAAAAAAEAM/pWu6-UgdLjkiTlOA0sspa_kMGI_KGAHRwCLcB/s1600/Screen%2BShot%2B2016-06-10%2Bat%2B8.50.42%2BPM.png" alt="" class="imgnotext" /></span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">A forma másik eleme a szélesség. A szélesebb felni ugyanis aeróbb, emellett komfortosabb is, sőt lehetővé teszi a szélesebb külső gumik minél ideálisabb működését aero szempontból. A levegő a kerék esetében a gumival találkozik először ezért elsőrangú, hogy nem legyen túl sok különbség a gumi széle és a felni szélessége között. Amennyiben teszem azt egy 28-as gumit teszünk fel egy 20 mm széles felnire a túl széles gumi a felnire már örvénylő levegőt vezet, ami hátrányosan fog hatni az aerodinamikára, így a felni összes fejlesztését és technológiáját azonnal sutba vágja. 1-1 milliméter vagy azonos szélesség lehet talán a legoptimálisabb, ugyanazzal a minden felni és gumi más kitétellel, mint az előbbi pontban.</span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"></span><span style="font-family: georgia, palatino, serif;"> tekerés közben azonban sokszor meg kell állni, vagy lassítani. Ha karbon kerekekről olvastunk a felnifékes verziók esetén elterjedt nézet volt a fékhatás gyengesége. Volt. Régen. Kiemelt téma és rántsuk le róla a leplet. A legújabb 1 és 3K karbon fékfelületek, valamint a kifejezetten karbonos fékezéshez készült fékpofák használatával személyes tapasztalatom alapján egy tetszőleges brand (Giant, DT, Roval, Fulcrum, stb.) fékfelület és a kerékhez adott/előírt fékpofa (ami nagy valószínűséggel Swissside Black Prince) használata !száraz! időben abszolút összehasonlítható teljesítményt nyújt az alu+gyári fékpofákkal (Giant felnik + Sram Red 22 fékek esetén). Itt fontos észrevenni, hogy a két anyaghoz más karakterisztikájú fékpofa dukál. A karbonhoz való sokkal rugalmasabb, hamarabb elkopik, cserébe a nagyon kemény, és a hőátadás frontján gondban lévő szénalapú felületen komolyabb hatást tud kifejteni.</span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://cdn.bicycles.net.au/wp-content/uploads/2018/11/carbon-fibre-brake-track.jpg" alt="" class="imgnotext" /></span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Apropó hőátadás. Évekig gond volt, hogy a fékpofák, főként komoly lejtőzések esetén történő fékezések alkalmával a felnit a mágikus 300 fok köré-fölé hevítették, amely során a karbonszövet rétegek összeragasztására használt epoxy gyanta megolvadt és a rétegek elváltak egymástól, delaminációt okozva. Ezt az újabb, jobb hőtűréssel rendelkező ragasztók, valamint a fent említett fékpofák alkalmazásával oldották meg. A Swissside állítása szerint a legfejlettebb fékpofákkal a 170 fok körüli érték tartható fékezés esetén, amely jól láthatóan közel fele csak a korábbi 300-as értéknek, de jóval kisebb a mások által már kritikusnak tartott 230 fokos alacsonyabb küszöbértéknek is.</span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">A másik lehetőség, amely előmozdította a tárcsafékek előretörését, az a puszta tény, hogy amennyiben a felni nincs kitéve a fékezésnek, így extrém hőhatásoknak nem kell ellenállnia, az könnyebb, még aeróbb formájú és egyben tartósabb konstrukciók eljövetelét hozhatja magával. A felnifék mellőzésével felépítéstől függően a karbonfelni kevesebb féle szövet alkalmazásával felépíthető, így homogénebb és időtállóbb, mint a korábbi extra fékezőfelületet is tartalmazó variánsok.</span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">És mit jelent a szélesebb felni által jelentett komfort, a mély felni mellett megnyert néhány másodperc a kasszáknál? Azt kell mondani, hogy már nem sokat. A leginkább a Wiggle-CRC-Bike24 konglomerátumhoz köthető <a href="http://primebikecomponents.com/category/products/" target="_blank" rel="noopener noreferrer">Prime</a> esetén akcióban jóval 200 ezer forint alatt juthatunk hozzá kerékszettekhez, amennyiben nincsenek nagy igényeink a kerékagyakkal szemben. Ha esetlegesen magas minőségre vágyunk jó áron ajánlom az általam is használt <a href="https://s-tec-essence.eshop.t-online.de/epages/Store4_Shop38023.sf/de_DE/?ObjectPath=/Shops/Shop38023/Products/GSLR0" target="_blank" rel="noopener noreferrer">Giant SLR 0 kerékszettet</a>, amelyet egy kis német webshopban már 1000 EUR alatt megkaphatunk DT240-es agyakkal szerelve. A határ pedig a csillagos ég, ahol a Schmolke, az MCFK, vagy épp a Lightweight szettjei – utóbbi esetében - majdnem egy új, fapados gépkocsi árával vetekedve kelletik magukat.</span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSF3DXgtquAmleeoYgwRAynwrqE6ukJ80RT9wZdbidiDH5xxW1U" alt="" class="imgnotext" /></span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Az SLR 0-ákról elmondható, hogy jó ár/érték arányban a világ legnagyobb kerékpárgyártójától juthatunk igényes kivitelezésű, „lopakodó” kerékszetthez, a DT alkatrészek szinte szerszám nélküli szerelhetősége, az igényes kivitelezés, és a tekerés közben érzehető extra, a nyers számokon túl ismét egy olyan forintokra és eurócentekre nem váltható pluszt ad kedvenc szabadidős időtöltésünkhöz, amelyet szerintem kár lenne kihagyni. A jövő karbon, aeró és egyre olcsóbb.</span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">A fotók az S-tec Sports, a bicycles.net.au, a flocycling.com, tokyowheels.com, bikerumor.com, és a giant.com-ról származnak</span></p>
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Halálos iramban – aero karbon kereket mindenkinek?
A karbon kerékszettek hatalmas fejlődésen mentek át az emlúlt években. A korábban elérhetetlen csúcstechnika az átlagbringások számára is elérhető.
Mire figyeljünk, miért éri megvenni egy ilyen szettet? A cikből kiderül!
https://maczkobandi.blog.hu/media/image/giantpropel.jpg
Maczkó Bandi Kerékpáros Blogja
https://maczkobandi.blog.hu
https://s-tec-essence.eshop.t-online.de/WebRoot/Store4/Shops/Shop38023/5B6C/5CD9/D9C9/1464/C8BB/AC14/500B/3767/P1012156_ml.JPG
https://maczkobandi.blog.hu/2019/03/15/ep_fejben_ep_lelek_a_mips_kerekparos_sisakok_arnyoldalai_ismet_atvertek_minket
Ép fejben, ép lélek – A MIPS kerékpáros sisakok árnyoldalai – Ismét átvertek minket?
2019-03-15T16:00:00+01:00
2019-03-15T16:00:00+01:00
torma99
https://blog.hu/user/78789
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><a href="https://m.blog.hu/ma/maczkobandi/image/2018-mips.jpg" target="_blank" class="" rel="noopener noreferrer"></a>A kerékpáros biztonsági eszközök közül a legfontosabb a kerékpáros sisakunk, amely a legkisebb ütközés esetén is, az amúgy fejünkre ható erőket megsemmisülésével átveszi és megóvja kobakunkat a traumás sérülésektől, illetve az agyunkra ható negatív kölcsönhatásokat is csökkentheti.</span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"></span><span style="font-family: georgia, palatino, serif;">A korábbi témával kapcsolatos epizódokban (<a href="https://maczkobandi.blog.hu/2018/03/16/szakszeruen_a_kerkeparos_sisakos_biztonsagi_helyzeterol" target="_blank" rel="noopener noreferrer">1</a>, <a href="https://maczkobandi.blog.hu/2018/07/31/kemeny_kalap_krumpliorr_ismetelten_a_kerekparos_sisakok_biztonsagi_helyzeterol" target="_blank" rel="noopener noreferrer">2</a>) megismerhettük a különféle sisakok biztonsági jellemzőit, megtudhattuk, hogy akár egy <a href="https://www.decathlon.hu/500-mtb-sisak-kek-id_8381873.html" target="_blank" rel="noopener noreferrer">Decathlonban kapható sisak</a> is képes a legjobb bukók védelmének 90%-át biztosítani, illetve betekintést kaptunk a legújabb fejvédő technológiákba, elsősorban a <a href="http://mipsprotection.com/technology/" target="_blank" rel="noopener noreferrer">MIPS</a> működésébe.</span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://article.images.consumerreports.org/prod/content/dam/cro/news_articles/health/CR-BG-Bike-Helmet-Edit-Mips-No-MIPS" alt="" class="imgnotext" /></span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Gyorsan vegyük át mi is a MIPS? Egy olyan a sisak belsejébe helyezett héj, illetve a legújabb változatában, a <a href="https://www.giro.com/en/men/mens-bike/mens-bike-helmets/aether-mips/p/7099529" target="_blank" rel="noopener noreferrer">Giro Aether</a> esetén egy plusz “sisakréteg”, amely a technológia svéd kitalálói szerint az ütközés pillanatában mintegy 3-5 mm extra elmozdulást tesz lehetővé a sisaknak a fejünkön. Ez a feltaláló és licencelő csapat szerint az első ezredpercekben hatékonyan csökkenti a már agyrázkódást okozó erők egy részét. Az állításokat átfogó tesztsorozattal még nem bizonyították, ugyanakkor a <a href="https://www.google.hu/url?sa=t&rct=j&q=&esrc=s&source=web&cd=2&ved=2ahUKEwj479rnjILhAhXpkYsKHQF0AYQQFjABegQICBAC&url=http%3A%2F%2Fresources.mynewsdesk.com%2Fimage%2Fupload%2Ft_attachment%2Fjwsruily1njujsafohku.pdf&usg=AOvVaw0ccgT3_iorEKel-kRKE8Cg" target="_blank" rel="noopener noreferrer">Folksam 2015-ös tesztjei</a>, bár hatalmas előnyt és egyértelmű fölényt nem mutattak ki, de azt sugallták az extra befektetésért, ha mást nem is, iciripiciri extra biztonságot kaphatunk.</span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"></span><span style="font-family: georgia, palatino, serif;">A helmets.org weboldal, amely egyszerű formában, angol nyelven talán a legjobb forrás a kerékpáros sisakok biztonságát tekintve egy meglehetősen kritikus <a href="https://helmets.org/mips.htm" target="_blank" rel="noopener noreferrer">cikkben</a> vázolta fel aggályait a MIPS rendszerrel kapcsolatban.</span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Ezt elsősorban a Snell – főként motoros sisakokkal foglalkozó - amerikai minősítő intézet méréseire alapozta, ahol azt állapították meg, hogy nincs szignifikáns különbség a MIPS-sel szerelt drágább és a MIPS nélküli olcsóbb modellek között ugyanazon márka, ugyanazon típusaiból. Sőt egyes esetekben az extra biztonsággal felszerelt sisak rosszabbul is teljesített. Ezen a ponton tehát van a svédek Folksam-os tesztje, ahol kicsit pozitívba mozdultunk el az új technológia irányába, illetve az amerikai mérés, ahol nem volt kimutatható előny.</span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://m.blog.hu/ma/maczkobandi/image/26c045b2cd6a4d6b7c607749d9100061.jpg" alt="" class="imgnotext" /></span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">A fő különbséget a tesztek okozzák. A svédek egy gumifejre helyezik a sisakot és azt ejtik le különféle formájú üllőkre, míg az amerikai teszt esetén a sisak fixen helyezkedik el és így dobják rá az üllőt. Mindkét esetben működik a MIPS, tehát a sisak külső és belső része elmozdulnak egymáshoz képest, viszont az eredmények mások lesznek. A MIPS svéd képviselői is elismerték, hogy az amerikai teszthez hasonló esetekben valóban nincs előnye a technológiájuknak. Viszont én azt kérdezem, hogy a kettő közül melyik teszt az, amelyik életszerű? Nagyon sokat olvastam és gondolkodtam a kérdésen és arra jutottam, egyik sem.</span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://image.made-in-china.com/202f0j00TfVGUMEcuabA/Bicycle-Helmet-En1078-Test-Standard-Motorcycle-Helmet-ECE-R22-025-Test-Standard-Locomotive-Helmet-Snell-Test-Standard-Testing-Equipment.jpg" alt="" class="imgnotext" /></span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Az első és legfontosabb, ahogy már a szélcsatornás aero teszteknél is megemlítettem, hogy teljesen hiányzik az ember, egy emberi test a képletből. Az egyenformájú, valamiféle műanyag, de gumi, vagy elasztomer bevonatú fejformák számos attribútumot nem képesek visszaadni az emberi fej fiziológiás felépítéséből, hovatovább nincs nyak, nincs emberi test, a maga tehetetlenségével, amely jelentősen befolyásohatja az eredményeket. A fej tulajdonságai közül a legfontosabb a hajviselet és a fejbőr kérdésköre. Értelemszerű, hogy egy teljesen kopasz, illetve egy komoly afro frizurával rendelkező személy esetén más és más lesz a sisak viselkedése, hovatovább a MIPS működése is, emellett a fejbőrünk, skalpunk, elég csak megmozgatnunk önmagában is egyfajta bioMIPS-ként működik, hiszen jelentős, akár a beépített biztonsági réteget meghaladó elmozdulást tesz lehetővé.</span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://www.torpedo7.co.nz/wp-content/uploads/2016/02/MIPS.jpg" alt="" class="imgnotext" /></span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Na és a testünk, ami 60-70, vagy épp 100 kilós súlyával az ütközés pillanatában a nyakon keresztül az ellenkező irányba hatva mozdíthajta el a fejvédőt, változtatva meg ezzel az effektív beesési szögeit az erővonalaknak? Fogós kérdés, ami szintén tesztelésre vár.</span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"></span><span style="font-family: georgia, palatino, serif;">Amit még hiányolok a gyerekcipőben járó kísérletekből, az a rögzítőrendszer hatékonyságának vizsgálata. A hangzatos marketing nevekkel illetett racsnis, tekerős műanyag szíjszerűségek sokszor némileg eltérő filozófia, anyaghasználat és hatékonyság mentén rögzítik a sisakot a fejünkön. Ezt a helyes beállítások alkalmazása, vagy elhagyása mellett fejformánk, korábbi fejsérüléseink okozta egyenetlenségek jelentősen befolyásolják. Mondhatjuk persze, hogy nem lehet mindenki fejére lemodellezni a töréstesztet, viszont azzal a területtel, hogy egy kicsit, vagy rosszul rögzített sisak mennyiben befolyásolja a biztonsági képességét a fejvédőnek ismereteim szerint még nem foglalkozott senki. (Az extrém esetek, mint a becsatolatlan sisak és az elementárisan rosszul beállított előre csúszó, vagy hátrazúgó, fojtogatós megoldásokat természetesen nem számítom ide.)</span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">A fentiek miatt így bár vannak indikátoraink, sajnos egészen biztosra nem mehetünk. A MIPS kezdetben csak egy helykitöltő, a már meglévő modellekbe pluszként belepaszírozott technológia volt, viszont a legújabb fejlesztésben már egy jól átgondolt egységet alkot. Emellett a technológiát használó úttörő cég a POC saját, textilbetéteken alapuló konkurens technológiát is fejlesztett <a href="https://www.pocsports.com/eu/collections/spin/" target="_blank" rel="noopener noreferrer">SPIN</a> néven. Ha kitekintünk a géperővel hajtott kétkerekűek világába, a motorosoknál megjelent egy a sisak külsején lévő elcsúszó réteg, SuperSkin néven. Számomra ezek a technológiák azt bizonyítják, hogy az alapkoncepcióval, mint a sisak egyes részeinek, vagy teljes ütközőfelületének a baleset pillanatában lévő elmozdítása mindenképp kell, hogy előnyökkel járjon, de az a kérdés, hogy melyik technológia az, ami ezt a leghatékonyabban a viselő rendelkezésére bocsájtja korántsem dőlt el és a független vizsgálatok szűkös száma egyelőre csak néhány támponttal lát el minket.</span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://i.ytimg.com/vi/SldUVJNQokU/maxresdefault.jpg" alt="" class="imgnotext" /></span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">A MIPS esetén az olcsóbb kategóriákban a műanyag héj mintegy 1-1,6 milliméterrel csökkenti a sisak effektív méretét, blokkolhatja, vagy szűkítheti a légcsatornák hatékonyságát és sajnos számos esetben a héj úgy került kiképzésre, hogy kezünkkel megmozgatva szépen siklik a sisak EPS hab anyagának felületén, de látható, hogy a kerékpáros fején egy valódi ütközéskor, amikor az ütközőfelület a sisakot teljesen a fejünkbe nyomja, a MIPS elakadhat a hab felületén a sokszor teljesen hiányzó műanyag, vagy textil közfelület nélkülözése miatt, így értelmetlenné téve az egészet. A Giro Aether kapcsán ilyesmitől nem kell tartani, ugyanakkor ez az egyik legdrágább piacon lévő fejvédő a maga 100 ezer forint feletti árával.</span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">A MIPS-et jegyző cég jelenleg a GiroBell többségi tulajdonában van, így nem meglepő, hogy a korábban egyesült két gyártó kínálata roskadásig telített MIPS-es típusokkal. Fontos megemlíteni azt is, hogy a legjobb laboratóriummal is ez a cég rendelkezik, az IIHS amerikai biztosítók által létrehozott intézet tesztjein rendre ott vannak modelljeik a legjobbak között.</span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Az üzleti és marketing nyomás, valamint a kétes teszteredmények ellenére én úgy gondolom, semmiképp sem szenvedünk hátrányt az anyagiakon túl, ha MIPS-es, vagy SPIN-es sisakot vásárolunk. Fő szabályként javasolnám, hogy a fejvédő esetében ne legyünk restek és menjünk el az erre a kategóriára szánt anyagi lehetőségeink határáig, ha telik rá karbon héjerősítéses, minden jóval felszerelt modellt válasszunk, ahol a vételár jelentős része már csak nagyon kicsi biztonsági inkrementumokra fog elköltésre kerülni, de sosem tudhatjuk, hogy mi az a pont, amikor az egy picivel jobb sisak a traumás sérülésen túl teljesen megóvott volna minket az agyrázkódástól is.</span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Ne tévesszen meg minket az EU, vagy amerikai szabványnak való megfelelés, ugyanis ezeket a technológia masszív fejlődését figyelembe véve körülbelül a kőkorszakban írták. Tehát egy „kilós” sisak is megkaphatja a minősítést, és meg is védhet a kis és közepes traumáktól, de az agyunkra ható „rejtett” sérülések esetén láthatatlanul vérzik el. Ezt úgy képzeljük el, hogy a 100 ezres csúcsmodellek a Folksam tesztek alapján nagyon közel vannak ahhoz, hogy az agyrázkódás esélyét nagyon minimálisra csökkentsék, míg hatalmas ugrással a 20 ezres kategóriát képviselők is elfogadhatóan teszik a dolgukat védelmi eszköztárukkal és vannak üdítő kivételek is, mint a Decathlon nem feltétlenül jól szellőző, sem épp pihekönnyű darabja, ami ár/érték arányával tud elfogadható védelmet nyújtani a szűkösebb anyagi lehetőségekkel rendelkezők számára.</span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">A lényeg tehát, hogy legalább egy <a href="https://www.decathlon.hu/500-mtb-sisak-kek-id_8381873.html" target="_blank" rel="noopener noreferrer">Decathlonos sisakkal</a> rendelkezzünk, legyünk óvatosak, gondolkodjunk mindig egy lépéssel a többi közlekedő társunk előtt.</span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="http://www.tourismpembertonbc.com/media/267900/pemberton-bicycle-helmet-safety.png" alt="" class="imgnotext" /></span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Hamis, kínai, aliexpresszes sisakok pedig felejtősek! Rendszeresen olvasom ez a közösségi oldalakon és meg is keresnek ilyen kérdésekkel, hogy jó-e a hamis POC. <a href="https://youtu.be/h0ruRh4wBbk" target="_blank" rel="noopener noreferrer">Tessék erre a linkre kattintani, hogy miért kerülendők szigorúan ezek a modellek!</a></span></p>
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Ép fejben, ép lélek – A MIPS kerékpáros sisakok árnyoldalai
A világmegváltó biztonsági technológia, bár rohamosan terjed, a laborkísérletek nem igazolják egyértelmű felsőbbrendűségét. Marketing trükk, vagy valós védelem? Léteznek alternatívát?Milyen sisakot vegyünk? A cikkből kiderül.
https://maczkobandi.blog.hu/media/image/2018-mips.jpg
Maczkó Bandi Kerékpáros Blogja
https://maczkobandi.blog.hu
https://article.images.consumerreports.org/prod/content/dam/cro/news_articles/health/CR-BG-Bike-Helmet-Edit-Mips-No-MIPS
https://maczkobandi.blog.hu/2019/03/08/legitamadas_2_az_aeroshuriken_mar_reg_megverte_a_patkot_aero_kisokos
LÉGItámadás 2. – Az aeroshuriken már rég megverte a patkót? + Aero kisokos
2019-03-08T18:12:49+01:00
2019-03-08T18:12:49+01:00
torma99
https://blog.hu/user/78789
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><a href="https://maczkobandi.blog.hu/2019/01/11/tarcsazo_a_fejlodes_megkerdojelezhetetlen_elkerulhetetlen_tarcsafek-korkep" target="_blank" rel="noopener noreferrer">Korábbi írásomban</a> már több szempontból megvizsgáltam a felniféktől a tárcsás lassító megoldások megjelenéséig a fejlesztés evolúcióját, a tárcsafék melletti és elleni érveket. A cikkből sokan hiányolták a légellenállással kapcsolatos kérdéskört és én úgy érzékeltem egy közkeletű hiedelem, hogy a tárcsafék aero tulajdonságai rosszabbak a felnis változatnál. A helyzet azért nem ilyen egyszerű!</span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://m.blog.hu/ma/maczkobandi/image/rim-brakes-vs-disc-brakes.jpg" alt="rim-brakes-vs-disc-brakes.jpg" class="imgnotext open-in-modal" /></span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Nagyon sok víz folyt le a Dunán, amikor a 2010-es évek elején még bőszen megállt a dogma, a tárcsa rosszabb, mint a felnis megoldás.</span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><a href="https://road.cc/content/feature/83327-disc-brakes-v-rim-brakes-which-are-more-aero" target="_blank" rel="noopener noreferrer">2013-ban a Culprit tajvani gyártó mérte ki időfutam-kerékpárjának két változatával a különbséget</a>, amely akkor még a teljes spektrumon hátrányt mutatott a tárcsafék javára. Fontos megfigyelnünk, hogy már ekkor is viszonylag magas, azonban időfutam-kerékpárról lévén szó, nem túl szokatlan 30 mph-ás, tehát kb. 48 kmh-ás sebességen tesztelték a fékezési megoldásokat. Ekkoriban még nem léteztek aero tárcsák és a tesztelt aero fékkarokon is a hidrós megoldás sokkal nagyobb buciban öltött formát mint mostanság. Ennek ellenére bár az egyik vázon tekintélyesebbnek mondható különbség alakult ki, a másikon jóval alacsonyabb számokat láthatunk. De mit is jelent ez?</span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://cdn.road.cc/sites/default/files/cropped/node-gallery-display/images/News/Culprit%20table.jpg" alt="" class="imgnotext" /></span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Ha megfigyeljük a yaw plusz és mínusz értéket is felvehet. Ez itt azt jelenti, ha pozitív irányból jön a szél, akkor a kerékpárunk jobb oldala felől fúj, tehát később éri el a tárcsafék elemeit és csak aztán halad keresztül a küllőkön, majd a másik oldali villákon, míg negatív szám esetéb fordítva, balról kapjuk a szelet és előbb bontja meg az egységet a tárcsa.</span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Fontos kihangsúlyozni, és a korábbi aerós írásból is <a href="https://maczkobandi.blog.hu/2019/01/04/legitamadas_mindennapos_harcunk_a_levegovel_aero_mindenek_felett_koltsunk_vagy_ne" target="_blank" rel="noopener noreferrer">megismerhettük</a>, hogy a mérési sebesség nagyságrendjében haladó kerékpáros legtöbbször maximum 10 fok körüli effektív yaw-t érzékel, hiszen hiába kapja mondjuk 30 fokban a szelet, ő is halad előre, ami némiképp csökkent a légáramlattal való találkozás szögén. Ez azért lényeges, mert bár látjuk, hogy pont a 10 fokos szögnél a legkritikusabb a légellenállás, talán eddig érdemes figyelembe venni az értékeket, illetve rápillantani a 15 fokos adatra, mivel valós körülmények között jellemzően ettől nagyobbat csak poroszkáló sebességnél, vagy extrém szélerősség (50 kph+) esetén érzékelhetünk.</span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"></span><span style="font-family: georgia, palatino, serif;">Azonban még mindig gondban lehetünk, mert itt minden érték grammban van megadva. Hogy jön ide a gramm? Úgy, hogy ez annyit tesz, mintha egy kis virtuális súlyocskát akasztanánk a kerékpárunk mögé, vagy ejtőernyőt és lényegében ez az érték mutatja meg, mennyivel több “virtuális” súlytöbbletet - erőnkre ható ellenerőt - kell megmozgatnunk - leküzdenünk - egy szélcsendes tekeréshez képest. Általánosságban elmondható, hogy 48 kilométeres sebesség és 48 kilométeres szélsebesség mellett 50 gramm körülbelül 6,5 watt ellenállást jelent, míg 100 gramm 13 wattot. Fontos, hogy nem lineáris mértékegységről van szó és ha az összes adatot, effektív yaw-kat végig szeretnénk nézni, ehhez ezt <a href="https://www.cyclingpowerlab.com/Yaw.aspx" target="_blank" rel="noopener noreferrer">a kalkulátort ajánlom</a>.</span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://cdn.bicycles.net.au/wp-content/uploads/2014/09/swiss_side_hadron_wind_tunnel_testing.jpg" alt="" class="imgnotext" /></span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Összefoglalóan azt mondhatjuk el, hogy a jobb oldali oszlopon látható egy olyan váz, ahol a tervezésnél már akkor komoly időt fordíthattak a tárcsás verzió optimalizálására, hiszen itt 3%-on belül maradt a tárcsa a kedvezőtlenebb negatív yaw-k esetén is. A cikk egy kicsit részlehajlóan megemlítette, hogy a fékezéseknél ezt vissza lehet hozni, ugyanakkor egyértelmű, hogy egy időfutam vagy triatlon kerékpár használatakor nem a fékezésen van a fő hangsúly (ahogy az alpesi lejtőkön kívül a koskormányos országúti szakágban sem). A kérdés, hogy mi történt később, nőtt, esetleg csökkent a különbség?</span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><a href="https://www.slowtwitch.com/Tech/Disc_and_Rim_Brake_Aero_Drag_6073.html" target="_blank" rel="noopener noreferrer">2016-ba ugrunk előre</a>, egy Cannondale időfutamkerékpár tárcsás és felnifékes tesztjéhez, amikor is a tesztet végzők meglepődve tapasztalták, hogy pozitív yaw esetén a kerékpárra felszerelt tárcsafék már egy hajszállal kisebb légellenállást fejtett ki, mint a felnifék. A negatív oldalon lévő lemaradás is jelentősen csökkent, így az eredmények átlagolásánál a teljes effektív spekturmon nagyjából a fent említett 6 watt körüli értékben volt jobb a tárcsás megoldás.</span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Hogy honnan jöhet a különbség? Amit én fontosnak tartok megemlíteni, hogy mindenki képzelje el ismét az ideális airfoilunkat, szárnyprofilunkat, ami egy nagyon elnyújtott toroid forma. Kicsit olyan mint egy ellipszis, ugyanakkor a rövidebb oldalon két pontban kiszélesítve. Jelenlegi aerós tudásunk alapján az ehhez hasonló formák a legoptimálisabbak.</span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQGNBJz5B8HDsvDfZ1cddQlB6XS67hPkXo8YF_9MrNLF97sanyhGQ" alt="" class="imgnotext" /></span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">A forma „lemásolásában”, előállításában nagy segítség, hogy a tárcsafék fő alkatrészei a villánk mögött helyezkednek el, így a levegő áramlását jobban segítik, kevesebb lesz a villáról leváló levegő és ezek a kiszabaduló örvények is már csak magán a féken fognak keletkezni. Eközben a patkófék hűlt helyén a villa formájával és az alsócső becsatlakozásával az áramlást egyenletessé lehet tenni oldalt simulékonyan és egy kicsit kifelé tartóan, míg a kerékjáratban finoman a csőre rá és a kerékpár alja felé vezetve.</span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">A felnifék esetén, bár nem gondolnánk, de nagy problémát okoz, hogy a levegő a féktesttel találkozik először, így a váz legyen bármennyire is jól megtervezett, hacsak nem 100%-ig kéz a kézben lett optimalizálva a fékhez, hatékonyságában sokat veszít a homlokcsőre, a villa tetejére és a kerékjáratba kerülő örvények miatt. A legmodernebb és felső kategóriás időfutamgépek teljesen integrált felnifékes megoldásokat is felvonultatnak, azonban még ezek sem tekinthetőek a mai napig általánosnak és a tárcsafékek elterjedésével valószínűleg már nem is várható egyeduralmuk eljövetele. Ha kicsit tovább gondoljuk a magasabban elhelyezetkedő felnifék által megbontott és jobban örvénylő levegő még a kerékpáros testével is találkozik majd, míg a tárcsafék esetén ennek hatása csekélyebb, így további veszteség keletkezhet, hiszen a lábunk nagyobb hányada kerül szembe a jobban megtört légáramlattal.</span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Egy újabb <a href="https://youtu.be/XZex2zti-A0" target="_blank" rel="noopener noreferrer">ugrás a jelenkorba</a>, ahol egy rövid videó erejéig a Specialized S-Works Tarmac SL6-os kerékpárokat hasonlítja össze a gyártó. Itt már egy aero tárcsa is segítségére van a tárcsás megoldásnak, míg a felnifék a szokásos Dura Ace 9100. A teszt eredménye szintén hasonló a 2016-oshoz, szélcsendben két, míg szélben egy hajszállal a tárcsafék kerekedik felül.</span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://d2gqkshisthvn1.cloudfront.net/blog/wp-content/uploads/Cube-Agree-C62-disc-rotor-1.png" alt="" class="imgnotext" /></span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Összegzésként mit is mondhatnánk. Jól látható, hogy nagy sebességű szélcsatornás mérések során is az effektív yaw-k esetében mért különbségek 1-3% körül mozognak a két fékrendszer között. Az első két mérésbe beleszámíthatunk jó szándékkal 1%-os mérési hibahatárt, ugyanakkor a Specialized szélcsatornája elméletben ki tud mérni ezrednyi különbségeket is a CdA-ban, tehát a nyúlfarknyi előnye a mostani aero tárcsás megoldásoknak megvan.</span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Jól látható, hogy a vázaknak kellett főképp fejlődni, hogy az első mérési eredmények megforduljanak, ugyanakkor átlagos felhasználás esetén 30-40 kmh között, tekintettel az aero hatások exponenciálisan megjelenő jellegére nem gondolom, hogy a mostani technikai szinten képesek lennének a hibahatárt meghaladó mértékű eltérések kimutatására, míg túrafelhasználás során 25-30 kilométernél ez már annyira nem számít, hogy kár is szót vesztegetni rá.</span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://cdn-cyclingtips.pressidium.com/wp-content/uploads/2018/04/six-bolt-vs-centerlock-rotors-road-disc-brake-faq-1.jpg" alt="" class="imgnotext" /></span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Kiegyezhetnénk végső konklúzióként egy döntetlenben, ugyanakkor a kerékpárgyártó OEM-ek már a 2018-as modellévvel elbillentették a mérleg nyelvét a tárcsa felé és az új modellek között néhány év múlva egyeduralkodóvá válhat majd ez a fékfajta. A technológiai előnyöket az előző rész tartalmazza, de a hatékonyabb működés, a keréktervezés revolúciója a két legfontosabb terület.</span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Aero szempontból a felhasználók 90%-a nem vesz észre különbséget a két rendszer között, míg a maradék számára ezek az eltérések oly csekélyek, hogy ez ne befolyásoljon senki az egyik vagy a másik rendszer melletti "légellenáállás központú" döntésében.</span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Mielőtt eltemetnénk végleg a felniféket, ne essünk kétségbe és tegyük fel az apróra szeretett kerékpárunkat, kerüljük a konzumidiotizmust, használjuk. Ugyanakkor ha nem azonnal, hanem 1 vagy 2 iterációval később vásárolunk, az előzmény cikket is hozzávéve ehhez nem hiszen, hogy logikus érvrendszer mentén elutasítanánk a tárcsafékes megoldás használatát.</span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Ha most szeretnénk tárcsásat és nem ódzkodunk az online vásárlástól a Canyon Giro d'Italia alatti szokásos akcióiban az Ultimate és Endurace modellek esetén, amennyiben a tavalyi akció megismétlődik, lényegében felnis áron juthatunk majd tárcsás gépekhez. Kell ennél jobb indok?</span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><a href="https://www.facebook.com/groups/527306331125968/" target="_blank" rel="noopener noreferrer">A Road Cycling Hungary Facebook csoportban, vagy Maczkó Bandi FB oldalán lévő poszt alá írjátok meg véleményeteket a témában.</a></span></p>
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LÉGItámadás 2. - aeroshuriken vs. patkós rákolló
Erősen tartja magát a hiedelem, hogy a tárcsafék növeli a kerékpár légellenállását. Igaz ez? Vagy a tárcsa mindig is aerodinamikusabb volt a felniféknél? A cikkből kiderül.
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Maczkó Bandi Kerékpáros Blogja
https://maczkobandi.blog.hu
https://m.blog.hu/ma/maczkobandi/image/rim-brakes-vs-disc-brakes.jpg
https://maczkobandi.blog.hu/2019/03/02/tubolito_egy_evvel_kesobb_a_felhasznalok_szemevel_pihekonnyu_alom_vagy_meregdraga_csalodas
Tubolito – pihekönnyű álom, vagy méregdrága csalódás? - Egy évvel később, a felhasználók szemével
2019-03-02T13:35:23+01:00
2019-03-02T13:35:23+01:00
torma99
https://blog.hu/user/78789
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Tavaly májusban már egy <a href="https://maczkobandi.blog.hu/2018/05/11/tubolito_a_z_egyik_legjobb_upgrade_amit_a_kerekparra_vehetsz" target="_blank" rel="noopener noreferrer">rövid beszámoló erejéig hírt adtam az ultrakönnyű, thermoplasztik kerékpárbelső, a Tubolito</a> megjelenéséről az országúti szakágban is. Az akkori írásban kiemeltem, hogy a marketing okozta placebo hatás kiválóan működik, ugyanakkor 1-3-5 másodperceket valóban lehet faragni az időkből a Straván lényegében azonos FTP és körülmények esetén is.</span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://www.alibabike.com/img/m/321-brand_slide.jpg" alt="" class="imgnotext" /></span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"></span><span style="font-family: georgia, palatino, serif;">Fontos volt kiemelnem, hogy a hozzám érkezett példányok szelepmagját alapból állítani kellett, amely során felvettem a kapcsolatot a gyártóval és meglepően részletes megoldási javaslatot kaptam tőlük pillanatok alatt. Akkor azt sejtettem, hogy nem egyedüli esettel állok szemben, ugyanakkor a grammániások számára ezzel a negatívummal együtt is ajánlottam a terméket. Akinek minden apró gramm számít a kerék kerületén és hajlandó megfizetni a Tubolito árát rosszul nem fog járni. </span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Lassan egy év telik el a fenti írás óta, és mivel sokszor előkerül a Tubolito kérdésköre a felhasználók szemével vizsgálom most meg a terméket. Mit írtak róla fórumokon, illetve webshopok értékelésében, mindjárt kiderül. (Az adatokat az országúti Tubolitot tesztelt weboldalakon történt kommentekből, emellett főként német webáruházakban leadott értékelésekből és különféle fórumbejegyzésekből nyertem, melyeket saját véleményemmel egészítek ki.)</span></p>
<p lang="hu-HU" style="text-align: justify;"><strong><span style="font-family: georgia, palatino, serif;">Mit tudhatunk meg a véleményekből?</span></strong></p>
<p lang="hu-HU" style="text-align: justify;"><strong><span style="font-family: georgia, palatino, serif;"><img src="https://cdn.bike-discount.de/media/org/orgb_T/orgid_94146/thumbs/380742_3296818.jpg" alt="" class="imgnotext" /></span></strong></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">A szelepprobléma sajnos széleskörűnek tekinthető a Tubolito esetében. Hiába mutatták be már 2017-ben a hegyikerékpáros szakágnak szánt belsőiket és csak egy évvel később, tavaly az országúti variánst, nem sikerült megoldani egy komoly gyártástechnológiai problémát. Mégpedig azt, hogy a szelepmag nem egy fém szelepszárba csavarodik bele, hanem a súlycsökkentés miatt egy műanyag csőbe. Ez jobb esetben csak szivárgást okoz a nem megfelelő meghúzás miatt, rosszabb összeszerelés esetén azonban a műanyag menetet a fém szelepmag elkeni és oda lesz az egész. Ugyancsak problémás, ha “rácsavarós” pumpafejünk van, mivel a be és kicsavarásnál, esetleges túlhúzásnál, vagy laza mag esetén azt kicsavarhatjuk, ha nem is drámai mértékben, de ismételt szivárgást okozhatunk.</span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Fontos, hogy jó minőségű, hagyományos műhelypumpával fújjuk fel a belsőt (Pl.: SKS Rennkompressor vagy hasonló felső kategóriás pumpa), így nem lesz gondunk. Ugyancsak óvatosan tekerjük a szelepmagot ki és be, nehogy megsértsük a műanyag menetet. A szelepmag helyes állásáról linkelek is egy fotót.</span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://m.blog.hu/ma/maczkobandi/image/tubolitoszelep.jpg" alt="tubolitoszelep.jpg" class="imgnotext open-in-modal" /></span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Maga a cég a szelepmag fixre ragasztását ígérte még tavaly ősszel, ugyanakkor a beérkező értékelések kapcsán nem dönthető el egyértelműen, hogy a megmaradó jelentős korábbi raktárkészlet okoz még mindig szelepproblémákat, vagy az új gyártástechnológia sem váltotta be a hozzá fűzött reményeket.</span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Apró probléma lehet, de szintén figyelmet kíván, amennyiben a már használt belsőnket levesszük a kerékről, hogy például áttegyük egy másikba. Mivel a thermoplasztik anyag rugalmassága kisebb, mint a butyl, vagy latex belsőké, ezért nem is húzódik annyira össze, miután kiengedtük belőle a levegőt. Ezért a külső gumi felhelyezésénél javasolt a peremet alaposan végignézni, az esetleges becsípődéseket megszüntetni. Ehhez kiváló, ha egy gumileszedővel végigmegyünk a peremen, mintha le akarnánk venni a gumit és miközben azt jobb kezünkkel toljuk, a ballal a visszasimuló peremet és úgy igazítjuk, hogy a Tubolito mind belülre kerüljön. Jó hír, hogy a komolyabb defekttűrés az összeszerelésnél is segítségünkre van, ha jó minőségű leszedőt használunk, biztosan nem okozunk kárt a belsőben.</span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://m.blog.hu/ma/maczkobandi/image/tubolitoszerel.jpg" alt="tubolitoszerel.jpg" class="imgnotext open-in-modal" /></span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Elszigetelt esetként tekintem a tömlő összehegesztésére panaszkodókat, számosságuk nem jelentős, ugyanakkor ez is előfordulhat, hogy a szelep környékén lévő lezárás ereszt, amelyet a külön megvásárolható patch kittel sem lehet igazán javítani.</span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Kardinális kérdés a menetkomfort. Nagyon sokan keményebbnek, pattogósabbnak érzik a Tubolitot, mint a korábbi belsőiket. Személyes tapasztalatom ugyan ezzel ellentétes, illetve nem érzek drámai különbséget, viszont figyelemmel kell lenni kerékpárunk alkatrészeire is. A defekttűrőbb kevésbé rugalmas Tubolito, minden bizonnyal kevesebb rezgést nyel el, mint egy hagyományos belső, de az egyenletben megjelenik a villánk, a vázunk, a stack nagysága, a stucni és a kormány anyaga, hosszúságuk, szélességük, sőt még a bandázsunk vastagsága, valamint a kesztyűnk betétei is. Amennyiben nem egy ultra kemény kerékpáron ülünk, illetve a kormányunk és/vagy a stucnink jó minőségű karbon ebben a kérdéskörben nem látom drámainak a helyzetet.</span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Gördülési ellenállása az új S-Tubo Road Tubolitonak a cég saját mérése alapján nagyjából akkora, mint a latexes belsőknek, a tavalyi sima Tubo esetén pedig egy könnyű és egy sima butylhoz hasonló. Sajnos nincsenek megnevezve a gyártók, de én a Conti Supersonic és Schwalbe Extra Lighttal való összehasonlításra tippelek.</span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://m.blog.hu/ma/maczkobandi/image/tuboltio_rolling_reststance.jpg" alt="tuboltio_rolling_reststance.jpg" class="imgnotext open-in-modal" /></span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Fontos megemlítenünk, hogy maga a Tubolito rendkívül kicsi, így mezzsebben és különféle nyereg, váz vagy egyéb táskákban is kiválóan tárolható.</span></p>
<div class="frame">
<p lang="hu-HU"><span style="font-family: georgia, palatino, serif;"><strong>Az új termékről</strong></span></p>
<p lang="hu-HU"><span style="font-family: georgia, palatino, serif;"><a href="https://www.rosebikes.hu/tubolito-s-tubo-road-700-c-ultra-light-inner-tube-pv-2676024?product_shape=orange" target="_blank" rel="noopener noreferrer">S-Tubo Road</a>, még a cég saját honlapján nem szerepel, ugyanakkor a Rosebikes.hu-n már elérhető mindössze 23-24 grammos termék 32,90 EUR-ért. Csak tárcsafékkel szerelt kerékpárokhoz használható, hiszen itt már majdnem a korábbi anyagmennyiség felére mentek le a belsővel, így értelemszerűen a felni fékezésével történő hő ezeket pillanatok alatt tönkretenné.</span></p>
</div>
<p lang="hu-HU" style="text-align: justify;"> </p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Gyors összegzésünkben tegyük mérlegre a dolgokat. Kapunk egy defekttűrőbb, nem feltétlenül alacsonyabb gördülési ellenállású, de mindenképpen könnyebb gumit (ugye nem csak egyenes vonalban egyenletesen haladunk, hanem gyorsítunk, mászunk is), ugyanakkor nyakunkba vehetjük a szelepproblémát, amely a mai napig nem oldódott meg megnyugtatóan. 25-32,90 EUR-ért. Ezzel szemben állnak 5-12 EUR-os ajánlatok 50-65 grammos lekönnyített butyl belsők esetén és 8-13 EUR 70-80 grammos latex belsők választásakor.</span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Az utolsó grammokra vadászók mindenképp meg fognak próbálkozni a Tubolitoval, de átlagos hobbista kerekes, vagy a nyugodt alvást jobban szerető és évi 1-2 defektjavítást bevállaló sporttárs esetén én a 4,90-ért megvásárolható Schwalbe Extra Light belsőt ajánlanám, amely 65 grammos tömegével egy vállalható alternatíva, több anyagot tartalmaz, mint a Conti Supersonic, ugyanakkor mégsem foglal el olyan sok helyet, mint egy hagyományos belső, egy S-es méretű nyeregtáskába is könnyen belefér egy pár a szerszámok mellé.</span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;"><img src="https://m.blog.hu/ma/maczkobandi/image/20190120_095823.jpg" alt="20190120_095823.jpg" class="imgnotext open-in-modal" width="502" height="377" /></span></p>
<p lang="hu-HU" style="text-align: justify;"><span style="font-family: georgia, palatino, serif;">Hogy velem mi lesz? Elégedetten használom a Tubolitoimat, remélem még gondtalanul jó néhány szezon során, ugyanakkor a fenti eltántorító tényezők biztosan befolyásolni fognak a következő vásárláskor, legalább annyira, hogy egy év elteltével ismét megnézzem, hogy a nagyon innovatívnak tűnő, de néhány gyermekbetegséggel küzdő Tubolitónál mennyire sikerült átlépni a saját árnyékukat.</span></p>
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Tubolito pihekönnyű álom, vagy méregdrága csalódás?
Egy év telt el a Tubolito Road forgalmazásának megkezdése óta. A marketingfanfárok lecsengése után nézzük meg, a grammániás kerékpározók mit kapnak a pénzükért cserébe?
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