Versija 1 nuo 2020-12-08 18:43:04

Išvalyti žinutę
Locked History Actions

SSL 3.0 vulnerability

Įvadas

  • SSL - saugaus sujungimo lygmuo (angl. Secure Sockets Layer) t.y. kriptografinis protokolas, skirtas informacijos, sklindančios internete apsaugojimui šifruojant. SSL protokolas naudojamas interneto naudotojo programinės įrangos ir tarnybinės stoties programinės įrangos komunikacijos šifravimui. SSL protokolas dažniausiai naudojamas interneto svetainėse, siekiant užtikrinti visos puslapiuose įvedamos informacijos privatumą ir saugumą. 2014 m. Rugpjūčio 14 d. Google tyrėjai publikavo naują SSL pažeidžiamumą pavadinimu POODLE, kuris išnaudoja seną bei skylėtą SSL 3.0 protokolą. Šis protokolas daugumoje bibliotekų buvo pakeistas saugesniais TLS 1.0, TLS 1.1 bei TLS 1.2 variantais, tačiau dėl suderinamumo su senais įrenginiais SSL 3.0 buvo vis dar plačiai palaikomas kaip atsarginė komunikacijos priemonė. Realistiškame POODLE išnaudojimo scenarijuje įsilaužėlis, turėdamas prieigą prie tinklo kanalo, priverčia kliento naršyklę vykdyti Javascript kodą, siunčianti HTTPS užklausą į pasirinktą puslapį SSL 3.0 protokolu. Tokiu atveju HTTPS užklausoje esantys konfidencialūs duomenys, tokie kaip „saugūs“ sausainėliai (pvz. prisijungimų sesijos) gali būti nesunkiai nugvelbti.

POODLE pažeidžiamumas

  • POODLE pažeidžiamumas, dar kategorizuojamas kaip „padding oracle“ ataka, remiasi nesaugiai naudojamu užpildymo (angl. padding) mechanizmu blokiniame šifravime. Pirma, šis pažeidžiamumas niekaip nėra susijęs su „Oracle“ duomenų baze ar „Oracle Company“. Kriptografijoje „oracle“ yra sistema, kuri atlieka kriptografinius veiksmus, priimdama tam tikrą įvestį. Taigi „užpildymo orakulas“ (angl. padding oracle) yra sistemos tipas, kuris perima iš vartotojo užšifruotus duomenis, juos iššifruoja ir patikrina, ar užpildymas yra teisingas, ar ne. Prieš išsiaiškinant atakos veikimą, išsiakinkime šifravimo veikimo principą bei reikalingas sąvokas.

1. Šifravimo schemos

  • Yra dviejų tipų šifravimo schemos:
  • Simetrinis raktų šifravimas: šifravimo ir iššifravimo raktai yra vienodi.
  • Asimetriškas raktų šifravimas: šifravimo ir iššifravimo raktai skirtingi. Simetrinis rakto šifravimas gali naudoti srauto šifrus arba blokinius šifrus. Srauto šifras šifruoja po vieną bitą, o bloko šifras šifruoja paprastąjį tekstą (angl. plain text) gabalais. Mus šiuo atveju domina blokiniai šifrai. Taigi čia yra du pastebimi punktai apie blokinius šifrus. • Jie naudoja fiksuoto dydžio duomenis (pvz., 64 bitų DES, 128 bitų AES ir kt.) • Jie veikia režimais. Yra įvairių veikimo režimų, tokių kaip CBC (Cipher Block Chaining), ECB ir kt. CBC (Cipher Block Chaining) režimu, tam, kad kiekvienas pranešimas būtų unikalus, pirmajame bloke naudojamas inicializavimo vektorius (IV). IV yra kažkokia atsitiktinė teksto eilutė, kuri prieš šifruojant yra XOR‘inama (vykdoma XOR operacija) su paprastojo teksto eilute. Kiekvienas paprasto teksto blokas prieš šifruojant yra XOR‘inamas su ankstesniu šifro teksto bloku. Kitaip tariant, kiekvienas šifro teksto blokas priklauso nuo visų iki to momento apdorotų paprastojo teksto blokų, kaip parodyta toliau pateiktame paveikslėlyje (1 pav.). Svarbu pažymėti, kad čia IV nėra slaptas, jis tik priduoda atsitiktinumo prie išvesties. IV kartu su pranešimu siunčiamas aiškiu teksto formatu.

data:image/png;base64,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

1 pav. Šifravimas CBC (Cipher Block Chaining) režimu [1].

2. Kas yra užpildymas (angl. padding)?

  • Nors blokinis šifras dirba su fiksuoto dydžio duomenimis, suprantama, kad gaunami pranešimai ar duomenys nėra fiksuoto ilgio. Pavyzdžiui, pažvelkime į du toliau pateiktus pranešimus ir tarkime, kad norėtumėte, jog bloko dydis būtų 8. 1 pranešime galite lengvai jį padalyti į 3 dalis, kurių bloko dydis yra 8 (8 A + 8 B ir 8 C). Tačiau 2 pranešimo atveju, jei norime pritaikyti bloko dydį kaip 8, pritrūktų 4 raidžių, taigi, norint įveikti šį apribojimą, buvo panaudotas užpildymas (angl. padding). 1 pranešimas: AAAAAAAABBBBBBBBBCCCCCCCCC 2 pranešimas: AAAAAAAABBBBBBBBBCCCC Paprasčiau tariant, užpildymas prideda keletą papildomų bitų, kurie yra būtini prieš šifruojant, kad suformuoti tinkamą bloką. Yra skirtingos užpildymo schemos. Tačiau dabar aptarsime tik PKCS #5 standartą, kadangi jis gana lengvai suprantamas lyginant su kitais. PKCS #5 standarte paskutinis paprastojo teksto (angl. plain text) blokas užpildytas N vertės N baitais. Pavyzdys pateiktas 2 paveikslėlyje. Visų, paveikslėlyje parodytų pavyzdinių blokų dydis yra 8 baitai. Ex1 trūksta 5 baitų. Taigi visos tos 5 vietos bus užpildytos 0x05. Panašiai paimkite Ex3, kai trūksta 1 baito. Taigi ta vieta bus užpildyta 0x01.

data:image/png;base64,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

2 pav. Užpildymas PKCS#5 standarte.

3. POODLE, dar kategorizuojamas kaip „padding oracle“ atakos veikimas

  • Norėdami sužinoti, kaip įvykdoma ataka, apžvelkime toliau pateiktą URL:

https://www.example.com/home.asp?UID=8A219A434525535FF324D4G56FC95348

  • Tarkime, kad tam tikra informacija UID (Vartotojo vardas) parametru siunčiama šifruota forma naudojant CBC režimą ir PKCS #5 standartą. Taigi programa iššifruoja šią vertę ir grąžina rezultatus pagal tą vertę. Yra 3 galimi scenarijai, kurie gali įvykti, kai programa perduodama su skirtingomis parametro UID reikšmėmis. • 1 atvejis: tinkamas šifro tekstas - nukreipiama į tinkamą ir įprastą puslapį; • 2 atvejis: netinkamas šifro tekstas [su netinkamu užpildymu] - nukreipiama į netinkamą puslapį [pvz., 404]; • 3 atvejis: tinkamas šifro tekstas, bet netinkamas užpildymas – išmetama klaida. Toliau pateikti atitinkami pavyzdžiai kiekvienam iš šių aukščiau išvardytų 3 atvejų. 1 atvejo pavyzdys: Tarkime, kad išsiuntėme reikšmę UID = 8A219A4345255535FF324D4G56FC95348 ir ji iššifruojama tinkamam vartotojui „tom“. Tada bus atsiųstas normalus atsakymas. (Tai yra URL adresas, kurį „tomas“ būtų gavęs prisijungęs). 2 atvejo pavyzdys: Tarkime, kad išsiuntėme reikšmę UID = 998877PA4345255535FF324D4G56FC95348 ir ji iššifruota „xxx“ (netinkamas vartotojas). Gali būti atsakyta 404 pranešimu, kad tokio puslapio nėra. 3 atvejo pavyzdys: Tarkime, kad išsiuntėme reikšmę UID = 66IXS7IA4345255535FF324D4G56FC95348 ir ji iššifruojama „sam“ (galiojantis vartotojas), bet su netinkamu užpildu. Programa grąžins tam tikrą išimtį. Taigi, jei galime siųsti skirtingus šifravimo tekstus ir sužinoti, ar jie iššifruojami į reikšmes su galiojančiu užpildymu, ar ne, galime iššifruoti bet kurį duotą šifro tekstą. Taigi lieka rasti programą, kuri pateikia 200 OK pranešimą galiojančiam šifro tekstui ir išimtį (paprastai 500 klaida) už klastotą šifravimo tekstą. Dabar pažvelkite į CBC dešifravimo būdą žemiau esančiame paveikslėlyje (3 pav.). Dešifravimas vykdomas analogiškai, tik XOR ir blokinio šifravimo raktu operacijos yra sukeistos vietomis.

data:image/png;base64,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

3 pav. Dešifravimas CBC (Cipher Block Chaining) režimu [1].

Paprastas ir pagrindinis dalykas: vykdant CBC dešifravimą, kiekvienas šifro tekstas perduodamas per šifrą, tada atliekama XOR operacija su ankstesniu šifro teksto bloku, kad būtų gautas paprastasis tekstas. Taigi, jei paimsite aukščiau pateiktą URL pavyzdį, į šifro blokus pirmiausia būtų suskaidoma taip: https://www.example.com/home.asp?UID=8A219A43|4525535F|F324D4G5|6FC95348 Šifravimo blokai: 8A219A43 | 4525535F | F324D4G5 | 6FC9534 8

4 pav. Dešifravimas CBC (Cipher Block Chaining) režimu pagal nagrinėjama pavyzdį.

Taigi pirmasis šifro blokas bus naudojamas skaičiuojant paprastojo teksto (angl. plain text) antrąjį šifro bloką. Apžvelkime toliau nurodytus veiksmus, kad suprastumėte ataką laipsniškai. 1. Jei bus išsiųsta žemiau pateikta užklausa su visų nulių pradiniu bloku, greičiausiai tai bus 500, nes ji gali nebūti iššifruota iki jokios galiojančios vertės. https://www.example.com/home.asp?UID=00000000|4525535F|F324D4G5|6FC95348

5 pav. Išsiųstos užklausos su visais nuliais pradiniame bloke pavyzdys.

2. Išsiuntus tą pačią užklausą, padidinus šio pradinio bloko vertę 1. https://www.example.com/home.asp?UID=00000001|4525535F|F324D4G5|6FC95348

6 pav. Išsiųstos užklausos su vienetu pradiniame bloke pavyzdys.

Nors užklausa pateikia klaidą, paskutinė iššifruoto šifro teksto vertė pasikeitė, kadangi užklausoje buvo išsiųsta 0x01. 3. Taigi, jei kiekvieną kartą padidinsime tik paskutinį IV baitą (iki FF), neišvengiamai pasieksime vertę, kuri sukuria galiojančią užpildymo seką. Tik viena reikšmė (iš galimų 256 skirtingų baitų) pateiks teisingą 0x01 užpildymo baitą. Pasiekę šią vertę, turėtumėte gauti kitokį atsakymą nei kiti 255 prašymai.

7 pav. Išsiųstos užklausos pavyzdys su galiojančiu turiniu pradiniame bloke, kai dešifruotos reikšmes užpildymas (angl. padding) yra teisingas.

4. Iš to dabar galime išskaičiuoti „tarpinę vertę“ šioje pozicijoje, nes žinome, kad atlikus XOR operaciją su 0x3C gaunama 0x01 reikšmė. Jei [tarpinis baitas] 0x3C == 0x01, tada [tarpinis baitas] == 0x3C 0x01, taigi [tarpinis baitas] == 0x3D 5. Kai žinosite tarpinio baito vertę, galime išsiaiškinti, kokia yra tikroji iššifruota vertė. Tiesiog atliksime XOR operaciją su ankstesniu šifro tekstu. Naudodamiesi šia technika, mes galime judėti atgal per visą bloką, kol kiekvienas tarpinės vertės baitas bus nulaužtas, taip gaunant iššifruotą vertę palaipsniui. Šis procesas yra automatizuotas tokiais įrankiais kaip „Padbuster“ ir kt.

Rekomendacijos

  • Apsisaugojimui nuo POODLE užtenka visiškai išjungti suderinamumą su SSL 3.0 protokolu. Vartotojams tai reiškia programinės įrangos (naršyklių) atnaujinimą. Administratoriams reikėtų įsitikinti, kad SSL 3.0 yra išjungtas visuose OpenSSL biblioteką naudojančiuose servisuose. Kadangi tai yra pačio protokolo pažeidžiamumas alternatyvių sprendimų nėra. SSL v3.0 palaikymo išjungimas interneto naršyklėse: • Firefox: 1. surinkti naršyklės adreso laukelyje: about:config; 2. pasirinkti security.tls.version.min; 3. spausti modifikuoti (angl. Modify) ir nustatyti reikšmę 1. Šis metodas leis naršyklei naudoti tik šiuos protokolus TLSv1, TLSv1.1 and TLSv1.2. SSL v3.0 pagal nutylėjimą bus išjungtas naršyklėje Firefox 34 ir naujesnėse versijose. Taip pat galima įsidiegti naršyklės įskiepį (angl. plugin) “SSL Version Control”. • Thunderbird: 1. atidaryti Thunderbird nustatymus “Preferences”; 2. spausti “Advanced button”; 3. spausti “Config Editor”; 4. pasirinkti security.tls.version.min; 5. spausti “Modify” ir nustatyti reikšmę 1. • Internet Explorer: 1. atsidaryti “Setting menu”; 2. pasirinkti “Internet Options”; 3. spausti ant “Advanced tab”; 4. ties SSLv3 nuimti varnelę. • Safari: Įsidiegti naujausius„ Apple“ išleistus atnaujinimus.

Išvados

  • Su laiku randamas pažeidžiamumas ir apėjimas net saugiausiems protokolams ir sistemoms. Tiesa, praėjo nemažai laiko, kol buvo aptiktas SSL 3.0 pažeidžiamumas. Pažeidžiamumas pavadintas POODLE ataka, remiasi nesaugiai naudojamu užpildymo (angl. padding) mechanizmu blokiniame šifravime. Atakos veikimas aprašytas rašto darbe. Apsisaugojimui nuo POODLE užtenka visiškai išjungti suderinamumą su SSL 3.0 protokolu. Taigi, norint būti saugiems, būtina visuomet atnaujinti programinę įrangą iki naujausios versijos. Kartu su nauja įrangos versija, dažniausiai ateina ir naujausi saugumo pataisymai. Nuo 2015 metų SSL 3.0 jau yra nebenaudojamas.

Literatūros sąrašas

„Block cipher mode of operation“ [1]: https://en.wikipedia.org/wiki/Block_cipher_mode_of_operation#CBC [Interaktyvus] [žiūrėta 2020 m. Gruodžio 5 d.]

„Kas yra SSL sertifikatai ir kaip veikia HTTPS“: http://pakamore.lt/kas-yra-ssl-sertifikatai-kaip-veikia-https/ [Interaktyvus] [žiūrėta 2020 m. Gruodžio 5 d.]

„Padding (cryptography)“: https://en.wikipedia.org/wiki/Padding_(cryptography) [Interaktyvus] [žiūrėta 2020 m. Gruodžio 5 d.]

„SSL v3.0 protokolo saugumo spraga“: https://www.nksc.lt/rekomendacijos/ssl_v30_protokolo_saugumo_spraga.html [Interaktyvus] [žiūrėta 2020 m. Gruodžio 5 d.]

„Padding Oracle Attack“: https://resources.infosecinstitute.com/topic/padding-oracle-attack-2/ [Interaktyvus] [žiūrėta 2020 m. Gruodžio 5 d.]

„POODLE bei Logjam pažeidžiamumai“: https://cert.litnet.lt/2015/06/poodle-bei-logjam-pazeidziamumai/ [Interaktyvus] [žiūrėta 2020 m. Gruodžio 5 d.]

„SSLv3 Poodle Vulnerability | Password theft“: https://www.youtube.com/watch?v=BbwC8f_aBMQ&t=683s&ab_channel=FierceOutlaws [Interaktyvus] [žiūrėta 2020 m. Gruodžio 6 d.]