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ETAPKITAPC++20 & QT 6
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[ PARDUS ETAP 23 SMART BOARD ENGINE ]

INTERACTIVE TEXTBOOK. C++20 ZERO LATENCY.

Engineered natively in C++20 and Qt 6 for Pardus ETAP 23 classroom smart boards; transforming static school PDFs into low-latency interactive learning surfaces.

PARDUS ETAP 23 & FATİH PROJESİ
C++20 & QT 6 (NATIVE & OFFLINE)
.AKBOOK ETKİLEŞİM KONTEYNERİ
[ SCROLL TO EXPLORE ↓ ]
[ ARCHITECTURE: .AKBOOK PACKAGE FORMAT ]

Not a Flat PDF; An Interactive Smart Textbook Container

EtapKitap maps interactive hotspots over textbook pages using resolution-independent normalized `[0.0, 1.0]` coordinates:

1. FORMÜL & BİLGİ KARTLARI (`info`)
Instant floating cards explaining critical formulas and glossary definitions on touch.
2. GÖMÜLÜ DENEY & SORU VİDEOLARI (`video` & `audio`)
Zero internet required; videos and pronunciation audio stream natively from the container.
3. ÖĞRETMEN MODU (PROGRESSIVE REVEAL)
Progressive reveal mode allows teachers to unmask solution steps one by one.
[ HARDWARE: SMART BOARD PRESENTATION SUITE ]

Hardware Tools Crafted for Classroom Focus. Spotlight & Reveal Curtain.

Eliminate visual noise on 65" and 75" classroom boards. Low-latency compositing brings seamless presentation layers without dropping frames:

SPOTLIGHT (SPOT IŞIĞI)
Darkens the surroundings, highlighting only the targeted math equation or paragraph.
PERDE (CURTAIN TOOL)
4-directional draggable reveal curtain to unmask textbook exercises incrementally.
LAZER İŞARETÇİ
Auto-fading phosphorescent beam that spotlights critical areas on touch.
EKRAN DONDURMA (FREEZE)
Instantly freezes live book frame for rapid teacher annotation and vector ink.
[ LIVE INTERACTIVE BOARD SIMULATOR ]

Experience the Smart Board Presentation Tools Live

[ ETAPKITAP SPOTLIGHT MODU — HEDEFLENEN SORU ALANINA ODAKLANMA ]
Matematik 11. Sınıf // Konu: Trigonometrik Denklemler ve Dönüşümler. Bu bölümde cos(2x) açılımı ile elde edilen kökler incelenecektir.
Örnek Soru 21: cos(2x) + 3·sin(x) - 2 = 0 denkleminin [0, 2π) aralığındaki kökler toplamı nedir?
Çözüm: 1 - 2·sin²(x) + 3·sin(x) - 2 = 0 → (2·sin(x) - 1)(sin(x) - 1) = 0
Dönüşüm formülleri yardımıyla elde edilen kökler aralık sınırlarına göre kontrol edilmelidir.
[ OPEN SOURCE & BUILD GUIDE ]

Bring Free and Native Power to Smart Classroom Boards.

Apache 2.0 licensed open-source project. Builds cleanly with CMake 3.22+, Ninja, and Qt 6 on Pardus ETAP 23, Debian, and Linux workstations.

git clone https://github.com/Tiyatrotist/EtapKitap.git
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