feat(rithmomachia): add initial board visual to guide Overview section
- Added full initial setup array with all 48 pieces in starting positions - Rendered board using RithmomachiaBoard component at 0.6 scale - Added caption translation key for board visual - Simplified language in "How to Play" steps for easier comprehension 🤖 Generated with [Claude Code](https://claude.com/claude-code) Co-Authored-By: Claude <noreply@anthropic.com>
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Thomas Hallock
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{
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"guide": {
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"title": "Rithmomachia Spielanleitung",
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"subtitle": "Rithmomachia – Das Spiel der Philosophen",
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"close": "Schließen",
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"maximize": "Maximieren",
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"restore": "Wiederherstellen",
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"bustOut": "In neuem Fenster öffnen",
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"sections": {
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"overview": "Schnellstart",
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"pieces": "Spielfiguren",
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"capture": "Schlagen",
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"strategy": "Strategie",
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"harmony": "Harmonie",
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"victory": "Sieg"
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},
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"languageSelector": {
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"label": "Sprache",
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"en": "English",
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"de": "Deutsch"
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},
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"overview": {
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"goalTitle": "Spielziel",
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"goal": "Bringen Sie 3 Ihrer Steine ins gegnerische Gebiet, um eine mathematische Progression zu bilden, überstehen Sie eine Runde des Gegners und gewinnen Sie.",
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"boardTitle": "Das Spielbrett",
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"boardSize": "8 Reihen × 16 Spalten (Spalten A-P, Reihen 1-8)",
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"territory": "Ihre Hälfte: Schwarz kontrolliert Reihen 5-8, Weiß kontrolliert Reihen 1-4",
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"enemyTerritory": "Gegnerisches Gebiet: Wo Sie Ihre Siegprogression aufbauen müssen",
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"howToPlayTitle": "Spielablauf",
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"step1": "Bewegen Sie Steine zunächst zur Mitte",
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"step2": "Suchen Sie nach Schlagmöglichkeiten durch mathematische Beziehungen",
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"step3": "Dringen Sie ins gegnerische Gebiet vor (Reihen 1-4 für Schwarz, Reihen 5-8 für Weiß)",
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"step4": "Achten Sie auf Harmoniemöglichkeiten mit Ihren vorderen Steinen",
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"step5": "Gewinnen Sie durch eine Progression, die eine Runde übersteht!"
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},
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"pieces": {
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"title": "Ihre Spielfiguren (24 insgesamt)",
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"description": "Jede Figur hat einen Zahlenwert und bewegt sich anders:",
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"count": "Anzahl",
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"circle": "Kreis",
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"circleMove": "Diagonal (wie ein Läufer)",
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"triangle": "Dreieck",
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"triangleMove": "Geradeaus (wie ein Turm)",
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"square": "Quadrat",
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"squareMove": "In alle Richtungen (wie eine Dame)",
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"pyramid": "Pyramide",
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"pyramidMove": "Ein Feld in alle Richtungen (wie ein König)",
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"pyramidTitle": "⭐ Pyramiden sind besonders",
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"pyramidDescription": "Pyramiden haben 4 Seitenwerte. Beim Schlagen wählen Sie, welche Seite Sie verwenden."
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},
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"capture": {
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"title": "Wie man schlägt",
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"description": "Sie können einen gegnerischen Stein nur schlagen, wenn der Wert Ihres Steins in einer mathematischen Beziehung zu ihm steht:",
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"simpleTitle": "Einfache Beziehungen (kein Helfer nötig)",
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"equality": "Gleich",
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"equalityExample": "Ihre 25 schlägt deren 25",
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"multiple": "Vielfaches / Teiler",
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"multipleExample": "Ihre 64 schlägt deren 16 (64 ÷ 16 = 4)",
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"advancedTitle": "Erweiterte Beziehungen (ein Helferstein nötig)",
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"sum": "Summe",
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"sumExample": "Ihre 9 + Helfer 16 = Gegner 25",
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"difference": "Differenz",
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"differenceExample": "Ihre 30 - Helfer 10 = Gegner 20",
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"product": "Produkt",
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"productExample": "Ihre 5 × Helfer 5 = Gegner 25",
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"helpersTitle": "💡 Was sind Helfer?",
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"helpersDescription": "Helfer sind Ihre anderen Steine, die noch auf dem Brett sind – sie bewegen sich nicht, sondern stellen nur ihren Wert für die Mathematik zur Verfügung. Das Spiel zeigt Ihnen gültige Schlagzüge, wenn Sie einen Stein auswählen."
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},
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"harmony": {
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"title": "Harmonien (Progressionen)",
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"description": "Bringen Sie 3 Ihrer Steine ins gegnerische Gebiet und bilden Sie eine dieser Progressionen:",
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"arithmetic": "Arithmetische Progression",
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"arithmeticDesc": "Mittlerer Wert ist der Durchschnitt",
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"arithmeticExample": "Beispiel: 6, 9, 12 (weil 9 = (6+12)/2)",
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"geometric": "Geometrische Progression",
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"geometricDesc": "Mittlerer Wert ist das geometrische Mittel",
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"geometricExample": "Beispiel: 4, 8, 16 (weil 8² = 4×16)",
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"harmonic": "Harmonische Progression",
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"harmonicDesc": "Spezielle Proportion (Formel: 2AB = M(A+B))",
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"harmonicExample": "Beispiel: 6, 8, 12 (weil 2×6×12 = 8×(6+12))",
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"rulesTitle": "⚠️ Wichtige Regeln",
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"rule1": "Ihre 3 Steine müssen in einer geraden Linie stehen (Reihe, Spalte oder Diagonale)",
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"rule2": "Alle 3 müssen im gegnerischen Gebiet sein",
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"rule3": "Wenn Sie eine Harmonie bilden, hat Ihr Gegner einen Zug, um sie zu zerstören",
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"rule4": "Wenn sie übersteht, gewinnen Sie!"
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},
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"victory": {
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"title": "Wie man gewinnt",
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"harmony": "Sieg #1: Harmonie (Progression)",
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"harmonyDesc": "Bilden Sie eine mathematische Progression mit 3 Steinen im gegnerischen Gebiet. Wenn sie den nächsten Zug Ihres Gegners übersteht, gewinnen Sie!",
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"harmonyNote": "Dies ist die primäre Siegbedingung in Rithmomachia",
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"exhaustion": "Sieg #2: Erschöpfung",
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"exhaustionDesc": "Wenn Ihr Gegner zu Beginn seines Zuges keine legalen Züge hat, verliert er.",
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"strategyTitle": "Schnelle Strategietipps",
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"tip1": "Kontrollieren Sie die Mitte – leichter ins gegnerische Gebiet vorzudringen",
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"tip2": "Kleine Steine sind schnell – Kreise (3, 5, 7, 9) können schnell in die gegnerische Hälfte schlüpfen",
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"tip3": "Große Steine sind mächtig – schwerer zu schlagen aufgrund ihrer Größe",
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"tip4": "Achten Sie auf Harmoniebedrohungen – lassen Sie den Gegner nicht 3 Steine tief in Ihr Gebiet bringen",
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"tip5": "Pyramiden sind flexibel – wählen Sie den richtigen Seitenwert für jede Situation"
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}
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}
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}
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{
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"guide": {
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"title": "Rithmomachia Playing Guide",
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"subtitle": "Rithmomachia – The Philosopher's Game",
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"close": "Close",
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"maximize": "Maximize",
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"restore": "Restore",
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"bustOut": "Open in new window",
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"sections": {
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"overview": "Quick Start",
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"pieces": "Pieces",
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"capture": "Capture",
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"strategy": "Strategy",
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"harmony": "Harmony",
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"victory": "Victory"
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},
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"languageSelector": {
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"label": "Language",
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"en": "English",
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"de": "Deutsch",
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"ja": "日本語",
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"hi": "हिन्दी",
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"es": "Español"
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},
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"overview": {
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"goalTitle": "Goal of the Game",
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"goal": "Arrange 3 of your pieces in enemy territory to form a mathematical progression, survive one opponent turn, and win.",
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"goalDesc": "Arrange <strong>3 of your pieces in enemy territory</strong> to form a <strong>mathematical progression</strong>, survive one opponent turn, and win.",
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"boardTitle": "The Board",
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"boardSize": "8 rows × 16 columns (columns A-P, rows 1-8)",
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"territory": "Your half: Black controls rows 5-8, White controls rows 1-4",
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"enemyTerritory": "Enemy territory: Where you need to build your winning progression",
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"boardItems": [
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"8 rows × 16 columns (columns A-P, rows 1-8)",
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"<strong>Your half:</strong> Black controls rows 5-8, White controls rows 1-4",
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"<strong>Enemy territory:</strong> Where you need to build your winning progression"
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],
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"howToPlayTitle": "How to Play",
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"step1": "Start by moving pieces toward the center",
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"step2": "Look for capture opportunities using mathematical relations",
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"step3": "Push into enemy territory (rows 1-4 for Black, rows 5-8 for White)",
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"step4": "Watch for harmony opportunities with your forward pieces",
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"step5": "Win by forming a progression that survives one turn!",
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"howToPlayItems": [
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"Start by moving pieces toward the center",
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"Look for capture opportunities using mathematical relations",
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"Push into enemy territory (rows 1-4 for Black, rows 5-8 for White)",
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"Watch for harmony opportunities with your forward pieces",
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"Win by forming a progression that survives one turn!"
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]
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},
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"pieces": {
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"title": "Your Pieces (24 total)",
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"description": "Each piece has a number value and moves differently:",
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"intro": "Each piece has a <strong>number value</strong> and moves differently:",
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"count": "Count",
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"circle": "Circle",
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"circleMove": "Diagonal (like a bishop)",
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"triangle": "Triangle",
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"triangleMove": "Straight lines (like a rook)",
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"square": "Square",
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"squareMove": "Any direction (like a queen)",
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"pyramid": "Pyramid",
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"pyramidMove": "One step any way (like a king)",
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"pyramidTitle": "⭐ Pyramids are special",
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"pyramidDescription": "Pyramids have 4 face values. When capturing, you choose which face to use.",
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"pieceTypes": {
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"circle": {
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"name": "Circle",
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"movement": "Diagonal (like a bishop)",
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"count": "Count: 8"
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},
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"triangle": {
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"name": "Triangle",
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"movement": "Straight lines (like a rook)",
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"count": "Count: 8"
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},
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"square": {
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"name": "Square",
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"movement": "Any direction (like a queen)",
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"count": "Count: 7"
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},
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"pyramid": {
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"name": "Pyramid",
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"movement": "One step any way (like a king)",
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"count": "Count: 1"
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}
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},
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"pyramidSpecial": {
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"title": "⭐ Pyramids: The Multi-Faced Pieces",
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"intro": "Unlike other pieces with a single value, Pyramids contain <strong>4 face values</strong> representing perfect squares. When capturing an enemy piece, you choose which face to use for the mathematical relation.",
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"blackFaces": "Black Pyramid Faces:",
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"blackValues": "36 (6²), 25 (5²), 16 (4²), 4 (2²)",
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"whiteFaces": "White Pyramid Faces:",
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"whiteValues": "64 (8²), 49 (7²), 36 (6²), 25 (5²)",
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"howItWorks": "How face selection works:",
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"rules": [
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"When your Pyramid attempts a capture, you must declare which face value you're using before the relation is checked",
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"The chosen face value becomes \"your piece's value\" for all mathematical relations (equality, multiple/divisor, sum, difference, product, ratio)",
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"You can choose different faces for different captures—the Pyramid doesn't \"lock in\" to one value",
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"This flexibility makes Pyramids excellent for creating unexpected capture opportunities and versatile helpers"
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],
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"example": "<strong>Example:</strong> White's Pyramid can capture Black's 16 using face 64 (multiple: 64÷16=4), face 36 (multiple: 36÷9=4, with Black's 9), or face 25 with equality if capturing Black's 25.",
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"visualTitle": "Visual Example: Pyramid's Multiple Capture Options",
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"visualDesc": "White's Pyramid (faces: 64, 49, 36, 25) is positioned to capture Black pieces. Notice the flexibility:",
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"captureOptions": "<strong>Capture options from H5:</strong>",
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"option1": "Move to I5: Choose face <strong>64</strong> → captures 16 by multiple (64÷16=4)",
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"option2": "Move to H6: Choose face <strong>49</strong> → captures 49 by equality (49=49)",
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"option3": "Move to G5: Choose face <strong>25</strong> → captures 25 by equality (25=25)"
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}
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},
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"capture": {
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"title": "How to Capture",
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"description": "You can capture an enemy piece only if your piece's value relates mathematically to theirs:",
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"intro": "You can capture an enemy piece <strong>only if your piece's value relates mathematically</strong> to theirs:",
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"simpleTitle": "Simple Relations (no helper needed)",
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"equality": "Equal",
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"equalityExample": "Your 25 captures their 25",
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"multiple": "Multiple / Divisor",
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"multipleExample": "Your 64 captures their 16 (64 ÷ 16 = 4)",
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"simpleEqual": {
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"name": "Equal",
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"desc": "Your 25 captures their 25"
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},
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"simpleMultiple": {
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"name": "Multiple / Divisor",
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"desc": "Your 64 captures their 16 (64 ÷ 16 = 4)"
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},
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"advancedTitle": "Advanced Relations (need one helper piece)",
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"sum": "Sum",
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"sumExample": "Your 9 + helper 16 = enemy 25",
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"difference": "Difference",
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"differenceExample": "Your 30 - helper 10 = enemy 20",
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"product": "Product",
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"productExample": "Your 5 × helper 5 = enemy 25",
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"advancedSum": {
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"name": "Sum",
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"desc": "Your 9 + helper 16 = enemy 25"
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},
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"advancedDifference": {
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"name": "Difference",
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"desc": "Your 30 - helper 10 = enemy 20"
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},
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"advancedProduct": {
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"name": "Product",
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"desc": "Your 5 × helper 5 = enemy 25"
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},
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"helpersTitle": "💡 What are helpers?",
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"helpersDescription": "Helpers are your other pieces still on the board — they don't move, just provide their value for the math. The game will show you valid captures when you select a piece.",
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"helpersDesc": "Helpers are your other pieces still on the board — they don't move, just provide their value for the math. The game will show you valid captures when you select a piece.",
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"example1Title": "Example: Multiple/Divisor Capture",
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"example1Desc": "White's 64 (square) can capture Black's 16 (triangle) because 64 is a multiple of 16",
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"example2Title": "Example: Sum Capture with Helper",
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"example2Desc": "White's 9 + helper 16 = Black's 25 (9 + 16 = 25)",
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"example3Title": "Example: Difference Capture with Helper",
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"example3Desc": "White's 30 - helper 10 = Black's 20 (30 - 10 = 20)",
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"example4Title": "Example: Product Capture with Helper",
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"example4Desc": "White's 4 × helper 5 = Black's 20 (4 × 5 = 20)",
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"example5Title": "Example: Ratio Capture with Helper",
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"example5Desc": "White's 20 ÷ helper 4 = Black's 5 (20 ÷ 4 = 5)",
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"pyramidTitle": "Special: Pyramid Captures",
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"pyramidIntro": "Pyramids have 4 face values, making them incredibly versatile. You choose which face to use when attempting a capture, allowing one Pyramid to threaten multiple enemy pieces.",
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"pyramidEx1Title": "Example: Pyramid Face Selection (Equality)",
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"pyramidEx1Desc": "White's Pyramid (faces: 64, 49, 36, 25) can capture Black's 49 by choosing face 49 for equality (49 = 49)",
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"pyramidEx1Note": "<strong>Face selection:</strong> White declares face 49 → 49 = 49 (equality) → Capture succeeds! The Pyramid could also capture pieces valued 64, 36, or 25 using the corresponding faces.",
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"pyramidEx2Title": "Example: Pyramid with Helper (Sum)",
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"pyramidEx2Desc": "White's Pyramid uses face 25 + helper 20 = Black's 45 (25 + 20 = 45)",
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"pyramidEx2Note": "<strong>Face selection:</strong> White chooses face 25 and declares helper at D4 (value 20) → 25 + 20 = 45 (sum) → Capture succeeds! By selecting different faces, the same Pyramid could capture other values using various helpers.",
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"pyramidEx3Title": "Example: Pyramid Flexibility (Multiple/Divisor)",
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"pyramidEx3Desc": "Black's Pyramid (faces: 36, 25, 16, 4) can capture White's 9 using face 36 (multiple: 36 ÷ 9 = 4)",
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"pyramidEx3Note": "<strong>Face selection:</strong> Black chooses face 36 → 36 ÷ 9 = 4 (multiple) → Capture succeeds! Note: Black could also use face 4 with a helper 5 for sum (4 + 5 = 9), showing multiple valid approaches."
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},
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"harmony": {
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"title": "Harmonies (Progressions)",
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"description": "Get 3 of your pieces into enemy territory forming one of these progressions:",
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"intro1": "A <strong>Harmony</strong> (also called a \"Proper Victory\") is the most sophisticated way to win. Get <strong>3 of your pieces into enemy territory</strong> arranged in a straight line where their values form a mathematical pattern.",
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"intro2": "Think of it like getting three numbers in a sequence—but the sequences follow special mathematical rules from ancient philosophy and music theory.",
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"typesTitle": "The Three Types of Harmony",
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"arithmetic": "Arithmetic Progression",
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"arithmeticDesc": "Middle value is the average",
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"arithmeticExample": "Example: 6, 9, 12 (because 9 = (6+12)/2)",
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"geometric": "Geometric Progression",
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"geometricDesc": "Middle value is geometric mean",
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"geometricExample": "Example: 4, 8, 16 (because 8² = 4×16)",
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"harmonic": "Harmonic Progression",
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"harmonicDesc": "Special proportion (formula: 2AB = M(A+B))",
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"harmonicExample": "Example: 6, 8, 12 (because 2×6×12 = 8×(6+12))",
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"rulesTitle": "⚠️ Important Rules",
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"rule1": "Your 3 pieces must be in a straight line (row, column, or diagonal)",
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"rule2": "All 3 must be in enemy territory",
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"rule3": "When you form a harmony, your opponent gets one turn to break it",
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"rule4": "If it survives, you win!",
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"arithmeticOld": {
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"title": "1. Arithmetic Progression (Easiest to Understand)",
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"desc": "The middle number is exactly halfway between the other two. In other words, the <strong>differences are equal</strong>.",
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"formula": "How to check: Middle × 2 = First + Last",
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"ex1": "<strong>Example 1:</strong> 6, 9, 12",
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"ex1Check": "Differences: 9−6=3, 12−9=3 (equal!) • Check: 9×2 = 18 = 6+12 ✓",
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"ex2": "<strong>Example 2:</strong> 5, 7, 9",
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"ex2Check": "Differences: 7−5=2, 9−7=2 • Check: 7×2 = 14 = 5+9 ✓",
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"ex3": "<strong>Example 3:</strong> 8, 12, 16",
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"ex3Check": "Differences: 12−8=4, 16−12=4 • Check: 12×2 = 24 = 8+16 ✓",
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"tip": "<strong>Strategy tip:</strong> Your small circles (2-9) and many triangles naturally form arithmetic progressions. Look for three pieces where the gaps are equal!"
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},
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"geometricOld": {
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"title": "2. Geometric Progression (Powers and Multiples)",
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"desc": "Each number is multiplied by the same amount to get the next. The <strong>ratios are equal</strong>.",
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"formula": "How to check: Middle² = First × Last",
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"ex1": "<strong>Example 1:</strong> 4, 8, 16",
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"ex1Check": "Ratios: 8÷4=2, 16÷8=2 (equal!) • Check: 8² = 64 = 4×16 ✓",
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"ex2": "<strong>Example 2:</strong> 3, 9, 27",
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"ex2Check": "Ratios: 9÷3=3, 27÷9=3 • Check: 9² = 81 = 3×27 ✓",
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"ex3": "<strong>Example 3:</strong> 2, 8, 32",
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"ex3Check": "Ratios: 8÷2=4, 32÷8=4 • Check: 8² = 64 = 2×32 ✓",
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"tip": "<strong>Strategy tip:</strong> Square values (4, 9, 16, 25, 36, 49, 64, 81) work great here! For example, 4-16-64 (squares of 2, 4, 8)."
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},
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"harmonicOld": {
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"title": "3. Harmonic Progression (Music-Based, Trickiest)",
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"desc": "Named after musical harmonies. The pattern is: the ratio of the outer numbers equals the ratio of their differences from the middle.",
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||||
"formula": "How to check: 2 × First × Last = Middle × (First + Last)",
|
||||
"ex1": "<strong>Example 1:</strong> 6, 8, 12",
|
||||
"ex1Check": "Check: 2×6×12 = 144 = 8×(6+12) = 8×18 ✓",
|
||||
"ex2": "<strong>Example 2:</strong> 10, 12, 15",
|
||||
"ex2Check": "Check: 2×10×15 = 300 = 12×(10+15) = 12×25 ✓",
|
||||
"ex3": "<strong>Example 3:</strong> 6, 10, 15",
|
||||
"ex3Check": "Check: 2×6×15 = 180 = 10×(6+15) = 10×18 ✓",
|
||||
"tip": "<strong>Strategy tip:</strong> Harmonic progressions are rarer. Memorize common triads: (3,4,6), (4,6,12), (6,8,12), (6,10,15), (8,12,24)."
|
||||
},
|
||||
"rulesOld": [
|
||||
"<strong>Enemy Territory Only:</strong> All 3 pieces must be in your opponent's half (White needs rows 5-8, Black needs rows 1-4)",
|
||||
"<strong>Straight Line:</strong> The 3 pieces must form a row, column, or diagonal—no scattered formations",
|
||||
"<strong>Adjacent Placement:</strong> In this implementation, the 3 pieces must be next to each other (no gaps)",
|
||||
"<strong>Survival Rule:</strong> When you declare a harmony, your opponent gets ONE turn to break it by capturing or moving a piece",
|
||||
"<strong>Victory:</strong> If your harmony survives until your next turn starts—you win!"
|
||||
],
|
||||
"strategyTitle": "Strategy: How to Build Harmonies",
|
||||
"strategy1Title": "Start with 2, Add the Third",
|
||||
"strategy1Desc": "Get two pieces into enemy territory first. Calculate which third piece would complete a progression, then advance that piece. Your opponent may not notice the threat until it's too late!",
|
||||
"strategy2Title": "Use Common Values",
|
||||
"strategy2Desc": "Pieces like 6, 8, 9, 12, 16 appear in multiple progressions. If you have these in enemy territory, calculate all possible third pieces that would complete a pattern.",
|
||||
"strategy3Title": "Protect the Line",
|
||||
"strategy3Desc": "While building your harmony, position other pieces to defend your advancing pieces. One capture breaks the progression!",
|
||||
"strategy4Title": "Block Opponent's Harmonies",
|
||||
"strategy4Desc": "If your opponent has 2 pieces in your territory forming part of a progression, identify which third piece would complete it. Block that square or capture one of the two pieces immediately.",
|
||||
"strategy5Title": "Calculate Before You Declare",
|
||||
"strategy5Desc": "Before declaring harmony, examine if your opponent can capture any of the 3 pieces on their turn. If they can, either protect those pieces first or wait for a safer moment.",
|
||||
"quickRefTitle": "💡 Quick Reference: Common Harmonies in Your Army",
|
||||
"exampleTitle": "Example: Arithmetic Progression Victory",
|
||||
"exampleDesc": "White has formed 6, 9, 12 in a row in Black's territory (rows 5-8). Since 9 = (6+12)/2, this is an arithmetic progression. If it survives Black's next turn, White wins!",
|
||||
"exampleNote": "The highlighted pieces form the winning progression in enemy territory"
|
||||
},
|
||||
"victory": {
|
||||
"title": "How to Win",
|
||||
"harmony": "Victory #1: Harmony (Progression)",
|
||||
"harmonyDesc": "Form a mathematical progression with 3 pieces in enemy territory. If it survives your opponent's next turn, you win!",
|
||||
"harmonyNote": "This is the primary victory condition in Rithmomachia",
|
||||
"exhaustion": "Victory #2: Exhaustion",
|
||||
"exhaustionDesc": "If your opponent has no legal moves at the start of their turn, they lose.",
|
||||
"strategyTitle": "Quick Strategy Tips",
|
||||
"tip1": "Control the center — easier to invade enemy territory",
|
||||
"tip2": "Small pieces are fast — circles (3, 5, 7, 9) can slip into enemy half quickly",
|
||||
"tip3": "Large pieces are powerful — harder to capture due to their size",
|
||||
"tip4": "Watch for harmony threats — don't let opponent get 3 pieces deep in your territory",
|
||||
"tip5": "Pyramids are flexible — choose the right face value for each situation",
|
||||
"harmonyOld": {
|
||||
"title": "Victory #1: Harmony (Progression)",
|
||||
"desc": "Form a mathematical progression with 3 pieces in enemy territory. If it survives your opponent's next turn, you win!",
|
||||
"note": "This is the primary victory condition in Rithmomachia"
|
||||
},
|
||||
"exhaustionOld": {
|
||||
"title": "Victory #2: Exhaustion",
|
||||
"desc": "If your opponent has no legal moves at the start of their turn, they lose."
|
||||
},
|
||||
"exampleTitle": "Visual Example: Winning by Harmony",
|
||||
"exampleDesc": "White's pieces at E6, F6, G6 form 6, 9, 12 - an arithmetic progression in Black's territory. If Black cannot break this on their next turn, White wins!",
|
||||
"exampleNote": "✓ All 3 highlighted pieces are in enemy territory (rows 5-8 for White)\n✓ They form a straight line (horizontal row 6)\n✓ They satisfy arithmetic progression: 9 = (6+12)/2",
|
||||
"tipsTitle": "Quick Strategy Tips",
|
||||
"tips": [
|
||||
"<strong>Control the center</strong> — easier to invade enemy territory",
|
||||
"<strong>Small pieces are fast</strong> — circles (3, 5, 7, 9) can slip into enemy half quickly",
|
||||
"<strong>Large pieces are powerful</strong> — harder to capture due to their size",
|
||||
"<strong>Watch for harmony threats</strong> — don't let opponent get 3 pieces deep in your territory",
|
||||
"<strong>Pyramids are flexible</strong> — choose the right face value for each situation"
|
||||
]
|
||||
},
|
||||
"strategy": {
|
||||
"title": "Strategy & Tactics",
|
||||
"intro": "Rithmomachia rewards both mathematical insight and strategic planning. Success requires balancing territorial control, piece preservation, and mathematical opportunities.",
|
||||
"openingPrinciples": {
|
||||
"title": "Opening Principles",
|
||||
"controlCenter": {
|
||||
"title": "Control the Center",
|
||||
"desc": "Advance pieces toward the 8-column empty center (columns E–L). This provides mobility and creates capturing opportunities from multiple angles."
|
||||
},
|
||||
"developCircles": {
|
||||
"title": "Develop Small Circles First",
|
||||
"desc": "Your small circles (2–9) in columns D and M are mobile and versatile. Move them toward the center early to establish presence and create helper networks."
|
||||
},
|
||||
"protectPyramid": {
|
||||
"title": "Protect Your Pyramid",
|
||||
"desc": "The Pyramid is your most flexible piece (4 face values) but moves only 1 square. Keep it behind advancing lines until mid-game when mathematical threats are clear."
|
||||
},
|
||||
"knowNumbers": {
|
||||
"title": "Know Your Numbers",
|
||||
"desc": "Memorize key mathematical relationships in your army. Identify which pieces form factors, multiples, and sums—this speeds up tactical calculation."
|
||||
}
|
||||
},
|
||||
"midGame": {
|
||||
"title": "Mid-Game Tactics",
|
||||
"helperNetworks": {
|
||||
"title": "Build Helper Networks",
|
||||
"desc": "Position pieces so multiple helpers can support captures. For example, if you have pieces valued 5 and 10, you can capture 15 (sum), 5 (difference), or 50 (product) when your mover is positioned correctly."
|
||||
},
|
||||
"createThreats": {
|
||||
"title": "Create Capture Threats",
|
||||
"desc": "Force your opponent to defend multiple pieces simultaneously. Even if you can't execute all captures, the threat constrains their options and controls the tempo."
|
||||
},
|
||||
"thinkDefensively": {
|
||||
"title": "Think Defensively",
|
||||
"desc": "After each move, check which of your pieces can be captured. High-value pieces like squares (169, 225, 289, 361) are vulnerable to many relations—position them behind defenders or in protected squares."
|
||||
},
|
||||
"exchangeWhenAhead": {
|
||||
"title": "Exchange When Ahead",
|
||||
"desc": "If you've captured more pieces or higher values, simplify the position by trading pieces. This reduces your opponent's attacking options and brings you closer to exhaustion victory."
|
||||
}
|
||||
},
|
||||
"victoryPaths": {
|
||||
"title": "Paths to Victory",
|
||||
"harmony": {
|
||||
"title": "Harmony Victory (Most Elegant)",
|
||||
"desc": "Place 3 pieces in enemy territory forming an arithmetic, geometric, or harmonic progression. Common triads:",
|
||||
"arithmetic": "<strong>Arithmetic:</strong> (6, 9, 12), (5, 7, 9), (8, 12, 16)",
|
||||
"geometric": "<strong>Geometric:</strong> (4, 8, 16), (3, 9, 27), (2, 8, 32)",
|
||||
"harmonic": "<strong>Harmonic:</strong> (6, 8, 12), (10, 12, 15), (6, 10, 15)"
|
||||
},
|
||||
"exhaustion": {
|
||||
"title": "Exhaustion Victory (Attrition)",
|
||||
"desc": "Capture pieces systematically until your opponent has no legal moves. Focus on: eliminating mobile pieces (Squares and Triangles), blocking diagonals and ranks, and forcing the Pyramid into a corner."
|
||||
},
|
||||
"points": {
|
||||
"title": "Point Victory (Optional Rule)",
|
||||
"desc": "If enabled, capture 30 points worth of pieces (C=1, T=2, S=3, P=5). Hunt high-value targets and preserve your own heavy pieces. Trade advantageously."
|
||||
}
|
||||
},
|
||||
"commonMistakes": {
|
||||
"title": "⚠️ Common Mistakes to Avoid",
|
||||
"movingWithoutCalc": "<strong>Moving without calculation:</strong> Always check if your destination square is capturable by enemy pieces",
|
||||
"ignoringGeometry": "<strong>Ignoring helper geometry:</strong> Helpers can be anywhere, but you still need a legal move path to capture",
|
||||
"neglectingHarmony": "<strong>Neglecting harmony threats:</strong> If your opponent has 2 pieces in your territory forming part of a progression, block their third",
|
||||
"exposingPyramid": "<strong>Leaving the Pyramid exposed:</strong> It moves only 1 square and has limited escape options—protect it early"
|
||||
},
|
||||
"advanced": {
|
||||
"title": "Advanced Concepts",
|
||||
"sacrifices": {
|
||||
"title": "Positional Sacrifices",
|
||||
"desc": "Sometimes sacrificing a piece opens lines for your other pieces or forces your opponent into a worse position. Calculate the resulting imbalance before sacrificing."
|
||||
},
|
||||
"pyramidFaces": {
|
||||
"title": "Pyramid Face Selection",
|
||||
"desc": "Your Pyramid has 4 face values. In captures, choose the face that maximizes future flexibility. In harmony declarations, choose the face that completes the most valuable progression type."
|
||||
},
|
||||
"tempo": {
|
||||
"title": "Tempo and Initiative",
|
||||
"desc": "Each move that forces a defensive response gains tempo. String together forcing moves (captures, threats) to dictate the pace and prevent your opponent from executing their plan."
|
||||
}
|
||||
}
|
||||
}
|
||||
}
|
||||
}
|
||||
Loading…
Reference in New Issue