Was verstehen wir unter Katarakt?

Der erste Schritt der Wahrnehmung des Bildes durch das Gehirn besteht darin, das Bild auf den als gelber Fleck (Makula) bekannten Sehpunkt zu fokussieren und es über den Sehnerv an das Sehzentrum im Gehirn zu übertragen. An dieser Stelle ist die Linse das wichtigste Organ der Aufgabe, das Bild auf der Makula zu fokussieren. Das Verschwinden der Transparenz der transparenten Linse mit ihrer perfekten Struktur als Folge natürlicher Prozesse (Alterung) und verschiedener Krankheiten (Diabetes, Trauma, Uveitis, Kortisoneinnahme usw.) wird KATARAKT genannt.

Das einfachste Beispiel für den Ausdruck, der durch die Symbolisierung des grauen Stars verstanden werden kann; Es ist ein Bild des Verwischens, Verwischens eines transparenten Fensterglases, das durch Beschlagen oder Ersetzen durch Milchglas entsteht.

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 9l7cOlspp90gs7+apng6nZJLo6FwaJg353m2kKVBA7Da3Oq/lD0j1F+And7+GkKZIwfcJULmGkBgKiJ2rTxBbdpnSeXa5MRVCiDUeimnv32cv5vzOxmilHbXhiQu8+FUMiDW3FLStucFSMcWFgpObZMBg2q2+nwaAmjhF33OyRFIl4mRHHpHCLJAURVKsoEdauaSAat9ElswaSQTj3SrjF60ZLZcAzK5PrkD1aWi4OxKLAn/xWAhQZoGspMmyduwJLtff0bPNutXplhT9hSUHcfoszmKfENop+93+6eSM+bkfDwQb9yAEbOXYpTxGtsdORET9UXN3hYlkyFG1AxJv6GUAd28GV/3+ND909P+SB6+5eE6fO9IvnnztRuRHTHmrsTFPIoH0lipaEGPfvHoPuJSvzWBt7/IrockM+OxIbaAghvSLIvkmM3DaOxujpdbQb9o3WvV+hdFGlPVNCExUxXxPlY7SWrzKJ1cC53X8not54ske/CWTmjftUjmaNqyChvZjO6KdiqEi3r5/Lr95fP2418u//nH1//l5+f/5fP1S3n45WV9vrQ7UftVBCMTcs5QSUHvT72kPA35DjcujbdEqjcW687h++yO33K9w3XunBL7/+0rpE4yv3q/UEn91XW7N16//iS0419vDHLchhS2Uf0A0DW2Lgh71a+8jtj+217UlchRXvd9oCVOpWlJw0Ut+sQeFpSgLWVoLlTZWCvWHSE+GDlbdE2FYpo6oltZDnYEti1qcrBpMymh9LPGiFbalrrydtkk4fj1w+MfHudvH+j9A79L6UH6d6FecwqbcbXetCqG6I/qsBnNpgVnc0h1eo55jrClE/poJkhhCliTZSzgQdK4NuReP/xkzzW0Bp+YWO7AyrCLsWmSPjP2JoygAWGjdJWcUdmf3Rmmb8gJp+sWfLvNh9VOw7r4bXFV37/DmeRbIUYyCFzjVckvY3rOgHzxULeGqwMjIO+g7gaoDsjc4ZEjK0slO2uO 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 kR5mzelCzgkEKgcltd6YwSo0Kg+skTWHCKC1WUkVORkCqgPZLEs5h+zWRBmfdEUS1LTZN8Nsl1/86WPTJVdc7CHV5Ov7EHYDmy4E+cIOB4ZlB4WsiXKISXklwRwAkRlAlVwEBNFUVzGBzb6L+0+iY+4lBXC7ioP11mkzbwhZOI4NnTvLAPSqHBBKFq406mwYJnd52UXVTuq6TfBcPmleR8i1AH3AUDCd3qpWiMqjpO4t6/7Zr7e2+o45jsK/fhp4yTengPOyzdeIlDe3G9k0Q1VIEtEjeYtSpfVEZv2xuHG4JtRHISaChjvvT49z+xetlXE1FMdg9xqTGyktiYXZBpVT8EWthTOpmgizCI+QWTa07uKySqdMVnVuwoJhPBIuISCsPb9IiwRppR5epIiI1OAUi7GYjuqc6qMIeCo5irdabA5tnK/iqBHbssKqLj3XZVl/+Xz+09Py7//88v/94eUfP29frrxoKyXvyuQPMVAgx7vdy/j7Me9ySNNMvhCHT/qfFGaG3fXjyFAr7+KlfUjHWwCiKHYP+VB/NV1k+Iq/ephd1zStUdNN8dQxGHL+ZiO5Z/n82gPe+zYUVr944AuDDd2ZbT/zV27Eu0G6Mjm++iSYBStSa7TIQJwILJy0r7RkkoiiVDVgRstqRKPpjMIc7JYJuP2xhZVvFzhQ7EYx4IrKOpV7et1gz4hnMx7iDvNQu9mwXURjaRuf8naur8vlOafPJ35ZTy+1fl/mbxpqTvRuTqJu6nU0AyPmXfiHG4SlqCVZUHAsvZX6IG8zo8GrySUQkSfUlGt4I9UxURzCdX6UfEipcztbEo717Htk/D0u7v5z6/zoplCyyNj+v62vPWCnHAqCqFaFtUvIBFM4bA8O8SZ83oMF3mc62Vrtac1Xk8ZVw2ROJrd3GTa2QzY7bBp3MUHD1zXve3KUj4enjjnl/smwnbX7cPUS9X8FZH6F6exfgzkl1cH6GjAJnlPdilGHs3xVzKSJOhtj 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“Was verstehen wir unter Katarakt?” üzerine 2 yorum

  1. Geri izleme: CTR-Einleitung mit Kortikalis im Tüte - Augenoperation
  2. Geri izleme: Über Katarakt - Augenoperation
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