{"id":1086,"date":"2026-05-18T18:27:30","date_gmt":"2026-05-18T18:27:30","guid":{"rendered":"https:\/\/trinityradionics.com\/tech\/triangular-scalar-radionics-antenna\/"},"modified":"2026-05-21T12:54:43","modified_gmt":"2026-05-21T12:54:43","slug":"triangular-scalar-radionics-antenna","status":"publish","type":"page","link":"https:\/\/trinityradionics.com\/hu\/muszaki-informaciok\/haromszog-skalar-radionikai-antenna\/","title":{"rendered":"H\u00e1romsz\u00f6g alak\u00fa skal\u00e1r-radionikai antenna"},"content":{"rendered":"
\n Technol\u00f3gia<\/span><\/p>\n

H\u00e1romsz\u00f6g alak\u00fa skal\u00e1r-radionikai antenna<\/h1>\n

A H\u00e1romsz\u00f6g alak\u00fa skal\u00e1r-radionikai antenna<\/strong> a Trinity Radionics antennakoncepci\u00f3ja, amelyet a p\u00fcthagoraszi tetrakt\u00fcsz, a r\u00e9tegelt h\u00e1romsz\u00f6g-geometria, a f\u00e1zisviszonyok \u00e9s a manifeszt\u00e1ci\u00f3s sz\u00e1nd\u00e9kk\u00f6zvet\u00edt\u00e9s ihletett.<\/p>\n<\/section>\n

\n \"Triangular
H\u00e1romsz\u00f6g alak\u00fa skal\u00e1r-radionikai antenna r\u00e9tegelt h\u00e1romsz\u00f6g-geometri\u00e1val<\/figcaption><\/figure>\n
\n

H\u00e1romsz\u00f6g alak\u00fa skal\u00e1r-radionikai antenna: a tetrakt\u00fcsz ihlet\u00e9s\u00e9vel<\/h2>\n

A h\u00e1romsz\u00f6g alak\u00fa skal\u00e1r-radionikai antenna extradimenzion\u00e1lis ihlet\u00e9s\u0171 skal\u00e1rantennaterv; fel\u00e9p\u00edt\u00e9se: n\u00e9gy r\u00e9teg minden NY\u00c1K-lapon<\/strong>. Minden r\u00e9teg egy h\u00e1romsz\u00f6get hordoz, \u00edgy f\u00e1zisviszonyok szerint rendezett n\u00e9gyes h\u00e1romsz\u00f6gszerkezet j\u00f6n l\u00e9tre.<\/p>\n

Az els\u0151 k\u00e9t h\u00e1romsz\u00f6g 180 fokos f\u00e1zisviszonyban \u00e1ll egym\u00e1ssal, ahogy az utols\u00f3 kett\u0151 is. A teljes szerkezet 90 fokos viszonyokat is alkalmaz, r\u00e9tegelt geometrikus antennaform\u00e1t l\u00e9trehozva, amelyet a p\u00fcthagoraszi tetrakt\u00fcsz<\/strong> vagyis a \u03a4\u03b5\u03c4\u03c1\u03b1\u03ba\u03c4\u03cd\u03c2<\/strong> ihletett.<\/p>\n

Ez az antennakoncepci\u00f3 megtal\u00e1lhat\u00f3 a Hyperion 15 t\u00e1rcs\u00e1s radionikai k\u00e9sz\u00fcl\u00e9kben<\/a>; els\u0151sorban manifeszt\u00e1ci\u00f3s munk\u00e1hoz, sz\u00e1nd\u00e9kk\u00f6zvet\u00edt\u00e9shez \u00e9s finomenergetikai radionikai alkalmaz\u00e1sokhoz fejlesztett\u00fck.<\/p>\n

Mi az a p\u00fcthagoraszi tetrakt\u00fcsz?<\/h2>\n

A tetrakt\u00fcsz<\/strong> a p\u00fcthagoraszi hagyom\u00e1ny egyik legfontosabb szakr\u00e1lis szimb\u00f3luma. \u00c1ltal\u00e1ban t\u00edz, h\u00e1romsz\u00f6g alakban elhelyezett pontk\u00e9nt \u00e1br\u00e1zolj\u00e1k, az 1, 2, 3 \u00e9s 4 sz\u00e1mot megjelen\u00edtve.<\/p>\n

E sz\u00e1mok \u00f6sszege t\u00edz:<\/p>\n

1 + 2 + 3 + 4 = 10<\/strong><\/p>\n

A p\u00fcthagoreusok sz\u00e1m\u00e1ra ez az elrendez\u00e9s a harm\u00f3ni\u00e1t, a sz\u00e1mot, az ar\u00e1nyt, a teremt\u00e9st, a rendet \u00e9s a vil\u00e1gegyetem szerkezet\u00e9t jelk\u00e9pezte.<\/p>\n

A p\u00fcthagoraszi esk\u00fc<\/h2>\n

A p\u00fcthagoraszi hagyom\u00e1ny a tetrakt\u00fcszhez kapcsol\u00f3d\u00f3 szent esk\u00fct \u0151riz:<\/p>\n

\n \u039f\u03a5 \u039c\u0391 \u03a4\u039f\u039d \u0391\u039c\u0395\u03a4\u0395\u03a1\u0391 \u0393\u0395\u039d\u0395\u0391 \u03a0\u0391\u03a1\u0391\u0394\u039f\u039d\u03a4\u0391 \u03a4\u0395\u03a4\u03a1\u0391\u039a\u03a4\u03a5\u039d \u03a0\u0391\u0393\u0391\u039d \u0391\u0395\u039d\u0391\u039f\u03a5 \u03a6\u03a5\u03a3\u0399\u039f\u03a3 \u03a1\u0399\u0396\u03a9\u039c\u0391\u03a4\u0391 \u0395\u03a7\u039f\u03a5\u03a3\u0391\u039d<\/p><\/blockquote>\n

Egy elterjedt ford\u00edt\u00e1s szerint:<\/p>\n

\n \u201e\u00d3, szent tetrakt\u00fcsz, az \u00f6r\u00f6kk\u00e9 \u00e1raml\u00f3 term\u00e9szet forr\u00e1sa \u00e9s gy\u00f6kere.\u201d<\/p><\/blockquote>\n

Ez a szimbolikus formula a tetrakt\u00fcszt a term\u00e9szethez, a teremt\u00e9shez, a sz\u00e1mhoz, a harm\u00f3ni\u00e1hoz \u00e9s a kozmosz szent rendj\u00e9hez kapcsolja.<\/p>\n

A tetrakt\u00fcsz \u00e9s az egyetemes harm\u00f3nia<\/h2>\n

A p\u00fcthagoraszi gondolkod\u00e1sban a tetrakt\u00fcsz a vil\u00e1gegyetem szerkezet\u00e9hez \u00e9s a term\u00e9szet harm\u00f3ni\u00e1j\u00e1hoz k\u00f6t\u0151d\u00f6tt. Az els\u0151 n\u00e9gy sz\u00e1mot a sz\u00e1mok, form\u00e1k, zene, geometria \u00e9s kozmikus ar\u00e1nyok alapj\u00e1nak tekintett\u00e9k.<\/p>\n

A t\u00edz pont h\u00e1romsz\u00f6gelrendez\u00e9s\u00e9t a teremt\u00e9s szimbolikus t\u00e9rk\u00e9p\u00e9nek tartott\u00e1k: az egys\u00e9g sokas\u00e1gg\u00e1 v\u00e1l\u00e1s\u00e1t, majd a sokas\u00e1g harm\u00f3ni\u00e1n \u00e9s ar\u00e1nyon kereszt\u00fcli visszat\u00e9r\u00e9s\u00e9t jelk\u00e9pezte az egys\u00e9ghez.<\/p>\n

A Trinity Radionics tervez\u00e9si nyelv\u00e9ben a tetrakt\u00fcsz a h\u00e1romsz\u00f6g alap\u00fa antennaszerkezetek, a sz\u00e1nd\u00e9kmunka, a manifeszt\u00e1ci\u00f3s k\u00f6zvet\u00edt\u00e9s \u00e9s a finomenergetikai t\u00e9rtervez\u00e9s szimbolikus \u00e9s geometriai alapja.<\/p>\n

H\u00e1romsz\u00f6g-geometria \u00e9s radionikai antennatervez\u00e9s<\/h2>\n

A h\u00e1romsz\u00f6gantenna a tetrakt\u00fcsz szimbolikus szerkezet\u00e9t r\u00e9tegelt NY\u00c1K-form\u00e1ba \u00fclteti \u00e1t. Minden h\u00e1romsz\u00f6gr\u00e9teg hozz\u00e1j\u00e1rul az antenna teljes f\u00e1zisgeometri\u00e1j\u00e1hoz, \u00edgy egy 12 cs\u00facs\u00fa n\u00e9gyes h\u00e1romsz\u00f6gszerkezet j\u00f6n l\u00e9tre<\/strong>.<\/p>\n

A szerkezet c\u00e9lzott, skal\u00e1rjelleg\u0171 teret hivatott t\u00e1mogatni radionikai munk\u00e1hoz, manifeszt\u00e1ci\u00f3s gyakorlathoz, sz\u00e1nd\u00e9kk\u00f6zvet\u00edt\u00e9shez \u00e9s finomenergetikai k\u00eds\u00e9rletez\u00e9shez.<\/p>\n

Az antenna elemei:<\/p>\n

    \n
  • N\u00e9gyr\u00e9teg\u0171 NY\u00c1K-szerkezet<\/li>\n
  • Minden NY\u00c1K-r\u00e9tegen egy h\u00e1romsz\u00f6g<\/li>\n
  • 180 fokos f\u00e1zisviszonyok a p\u00e1ros\u00edtott h\u00e1romsz\u00f6gr\u00e9tegek k\u00f6z\u00f6tt<\/li>\n
  • 90 fokos sz\u00f6gviszonyok a teljes szerkezetben<\/li>\n
  • 12 cs\u00facs\u00fa n\u00e9gyes h\u00e1romsz\u00f6gmint\u00e1zat<\/li>\n
  • A p\u00fcthagoraszi tetrakt\u00fcsz szimbolik\u00e1ja<\/li>\n
  • Haszn\u00e1lat radionikai \u00e9s manifeszt\u00e1ci\u00f3s antennarendszerekben<\/li>\n<\/ul>\n

    A tetrakt\u00fcsz, a sz\u00e1m \u00e9s a szimbolikus szerkezet<\/h2>\n

    A tetrakt\u00fcszt hagyom\u00e1nyosan az 1, 2, 3, 4 \u00e9s 10 sz\u00e1mokhoz t\u00e1rs\u00edtj\u00e1k. A p\u00fcthagoreusok ezeket az egys\u00e9g, a polarit\u00e1s, a harm\u00f3nia, a t\u00e9r \u00e9s a teremt\u00e9s teljes rendj\u00e9nek jelk\u00e9peik\u00e9nt \u00e9rtelmezt\u00e9k.<\/p>\n

    Rokon szimbolikus hagyom\u00e1nyokban a n\u00e9gy elemhez, a szakr\u00e1lis geometri\u00e1hoz, a zenei ar\u00e1nyokhoz, az \u00c9let f\u00e1j\u00e1hoz, a Metatron-kock\u00e1hoz, valamint a matematika \u00e9s a spiritu\u00e1lis rend kapcsolat\u00e1hoz is k\u00f6t\u00f6tt\u00e9k.<\/p>\n

    A Trinity Radionics e t\u00e1rs\u00edt\u00e1sokat szimbolikus \u00e9s tervez\u00e9si h\u00e1tt\u00e9rk\u00e9nt haszn\u00e1lja, nem garant\u00e1lt eredm\u00e9nyek tudom\u00e1nyos bizony\u00edt\u00e9kak\u00e9nt. A c\u00e9l olyan antennaforma l\u00e9trehoz\u00e1sa, amely er\u0151s geometriai jelent\u00e9st hordoz, \u00e9s t\u00e1mogatja az \u00f6sszpontos\u00edtott radionikai gyakorlatot.<\/p>\n

    A tetrakt\u00fcsz \u00e9s a vil\u00e1gegyetem<\/h2>\n

    A p\u00fcthagoreusok sz\u00e1m\u00e1ra a tetrakt\u00fcsz a kozmikus rend t\u00f6m\u00f6r jelk\u00e9pe volt. T\u00edz pontj\u00e1t sz\u00e1mokon, geometri\u00e1n, zen\u00e9n \u00e9s ar\u00e1nyokon kereszt\u00fcl lehetett \u00e9rtelmezni.<\/p>\n

    A p\u00fcthagoraszi \u00e9s plat\u00f3ni hagyom\u00e1ny gyakran a harm\u00f3ni\u00e1hoz kapcsolta a sz\u00e1mot, a harm\u00f3ni\u00e1t pedig a kozmosz szerkezet\u00e9hez. Ez\u00e9rt jelenik meg a tetrakt\u00fcsz a zen\u00e9r\u0151l, geometri\u00e1r\u00f3l, bolyg\u00f3rendr\u0151l, szent ar\u00e1nyokr\u00f3l \u00e9s metafizikai szimbolik\u00e1r\u00f3l sz\u00f3l\u00f3 \u00e9rtekez\u00e9sekben.<\/p>\n

    Ebben az antennakoncepci\u00f3ban a tetrakt\u00fcsz geometriai inspir\u00e1ci\u00f3 egy r\u00e9tegelt h\u00e1romsz\u00f6gszerkezethez, amely finomenergetikai k\u00f6zvet\u00edt\u00e9sre \u00e9s sz\u00e1nd\u00e9kk\u00f6zpont\u00fa munk\u00e1ra k\u00e9sz\u00fclt.<\/p>\n

    Metatron-kocka \u00e9s pszichotronikai szimbolika<\/h2>\n

    Az arch\u00edv anyag a tetrakt\u00fcszt a Metatron-kock\u00e1hoz \u00e9s a t\u00e1gabb pszichotronikai szimbolik\u00e1hoz is kapcsolja. E gondolatok olyan szimbolikus, ezoterikus \u00e9s szakr\u00e1lis geometriai hagyom\u00e1nyok r\u00e9szei, amelyek a sz\u00e1mot \u00e9s az alakot rejtett rend kifejez\u0151d\u00e9sek\u00e9nt \u00e9rtelmezik.<\/p>\n

    A pontok h\u00e1romsz\u00f6gelrendez\u00e9se tov\u00e1bbi geometriai szerkeszt\u00e9sekkel hatsz\u00f6glet\u0171 \u00e9s kockaszer\u0171 szimbolikus form\u00e1khoz vezethet. A szakr\u00e1lis geometria gyakran haszn\u00e1lja ezeket a harm\u00f3nia, a szerkezet, az egyens\u00faly, valamint a l\u00e1that\u00f3 \u00e9s l\u00e1thatatlan vil\u00e1g kapcsolat\u00e1nak megjelen\u00edt\u00e9s\u00e9re.<\/p>\n

    A Trinity Radionics e szimbolikus h\u00e1tteret az antenna tervez\u00e9st\u00f6rt\u00e9net\u00e9nek \u00e9s t\u00f6rt\u00e9neti arch\u00edv \u00f6sszef\u00fcgg\u00e9s\u00e9nek r\u00e9szek\u00e9nt \u0151rzi meg.<\/p>\n

    Technol\u00f3gia \u00e9s rendeltet\u00e9s<\/h2>\n

    A h\u00e1romsz\u00f6g alak\u00fa skal\u00e1r-radionikai antenna a geometrikus antennaszerkezetek, a manifeszt\u00e1ci\u00f3s gyakorlat, a radionikai k\u00f6zvet\u00edt\u00e9s, a sz\u00e1nd\u00e9kmunka \u00e9s a finomenergetikai k\u00eds\u00e9rletez\u00e9s ir\u00e1nt \u00e9rdekl\u0151d\u0151knek k\u00e9sz\u00fclt.<\/p>\n

    Radionikai k\u00e9sz\u00fcl\u00e9k, k\u00fcls\u0151 antennaszerkezet, tapint\u00f3lapos rendszer vagy t\u00e1gabb Trinity Radionics energetikai elrendez\u00e9s r\u00e9szek\u00e9nt haszn\u00e1lhat\u00f3.<\/p>\n

    A terv \u00f6sszefoglal\u00e1sa<\/h2>\n
      \n
    • A terv neve:<\/strong> H\u00e1romsz\u00f6g alak\u00fa skal\u00e1r-radionikai antenna<\/li>\n
    • Geometria:<\/strong> 12 cs\u00facs\u00fa Quad Triangle szerkezet<\/li>\n
    • Szimbolikus alap:<\/strong> P\u00fcthagoraszi tetrakt\u00fcsz \/ \u03a4\u03b5\u03c4\u03c1\u03b1\u03ba\u03c4\u03cd\u03c2<\/li>\n
    • NY\u00c1K-szerkezet:<\/strong> Laponk\u00e9nt n\u00e9gy r\u00e9teg<\/li>\n
    • R\u00e9tegelrendez\u00e9s:<\/strong> Minden NY\u00c1K-r\u00e9tegen egy h\u00e1romsz\u00f6g<\/li>\n
    • F\u00e1zisszerkezet:<\/strong> 180 fokos p\u00e1ros\u00edtott f\u00e1zisviszonyok, a teljes szerkezet 90 fokos t\u00e1jol\u00e1s\u00e1val<\/li>\n
    • Els\u0151dleges haszn\u00e1lat:<\/strong> Manifeszt\u00e1ci\u00f3s munka, sz\u00e1nd\u00e9kk\u00f6zvet\u00edt\u00e9s \u00e9s finomenergetikai radionikai alkalmaz\u00e1sok<\/li>\n
    • Kapcsol\u00f3d\u00f3 term\u00e9k:<\/strong> Hyperion 15 t\u00e1rcs\u00e1s radionikai k\u00e9sz\u00fcl\u00e9k<\/li>\n<\/ul>\n

      Fontos tudnival\u00f3<\/h2>\n


      \n A Trinity Radionics antenn\u00e1kr\u00f3l sz\u00f3l\u00f3 tartalma finomenergetikai, radionikai, szimbolikus, t\u00f6rt\u00e9neti, k\u00eds\u00e9rleti \u00e9s gyakorlati c\u00e9lokat szolg\u00e1l. Ezek az antennatervek nem orvostechnikai eszk\u00f6z\u00f6k, \u00e9s nem szolg\u00e1lnak betegs\u00e9gek diagnosztiz\u00e1l\u00e1s\u00e1ra, kezel\u00e9s\u00e9re, gy\u00f3gy\u00edt\u00e1s\u00e1ra vagy megel\u0151z\u00e9s\u00e9re. A p\u00fcthagoraszi, ezoterikus, matematikai \u00e9s t\u00f6rt\u00e9neti hivatkoz\u00e1sok szimbolikus tervez\u00e9si h\u00e1tteret adnak, nem klinikai bizony\u00edt\u00e9kot vagy garant\u00e1lt fizikai hat\u00e1sokat.
      \n <\/em><\/p>\n<\/section>\n","protected":false},"excerpt":{"rendered":"

      H\u00e1romsz\u00f6g alak\u00fa skal\u00e1r-radionikai antenna: n\u00e9gydimenzi\u00f3s tetrakt\u00fcsz. Az extradimenzion\u00e1lis skal\u00e1r-radionikai antenna minden NY\u00c1K-lapja 4 r\u00e9tegb\u0151l \u00e1ll. \u00d6sszesen 4 h\u00e1romsz\u00f6ge van, r\u00e9tegenk\u00e9nt egy; az els\u0151 kett\u0151 f\u00e1zisban elt\u00e9r egym\u00e1st\u00f3l.<\/p>\n","protected":false},"author":1,"featured_media":0,"parent":963,"menu_order":90,"comment_status":"closed","ping_status":"closed","template":"","meta":{"site-sidebar-layout":"default","site-content-layout":"","ast-site-content-layout":"default","site-content-style":"default","site-sidebar-style":"default","ast-global-header-display":"","ast-banner-title-visibility":"","ast-main-header-display":"","ast-hfb-above-header-display":"","ast-hfb-below-header-display":"","ast-hfb-mobile-header-display":"","site-post-title":"","ast-breadcrumbs-content":"","ast-featured-img":"","footer-sml-layout":"","ast-disable-related-posts":"","theme-transparent-header-meta":"","adv-header-id-meta":"","stick-header-meta":"","header-above-stick-meta":"","header-main-stick-meta":"","header-below-stick-meta":"","astra-migrate-meta-layouts":"default","ast-page-background-enabled":"default","ast-page-background-meta":{"desktop":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center 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