[ { "week": "2026-24", "total": 33, "packages": { "depictr": 20, "scopusflow": 13 } }, { "week": "2026-25", "total": 57, "packages": { "depictr": 52, "scopusflow": 5 } }, { "week": "2026-26", "total": 16, "packages": { "scopusflow": 10, "depictr": 6 } }, { "week": "2026-27", "total": 12, "packages": { "depictr": 9, "scopusflow": 3 } }, { "week": "2026-28", "total": 50, "packages": { "scopusflow": 27, "depictr": 23 } }, { "week": "2026-29", "total": 14, "packages": { "depictr": 7, "scopusflow": 7 } }, { "week": "2026-30", "total": 9, "packages": { "scopusflow": 5, "depictr": 4 } }, { "week": "2026-31", "total": 9, "packages": { "scopusflow": 5, "depictr": 4 } }, { "week": "2026-32", "total": 6, "packages": { "scopusflow": 3, "depictr": 3 } }, { "week": "2026-33", "total": 10, "packages": { "depictr": 6, "scopusflow": 4 } }, { "week": "2026-34", "total": 11, "packages": { "depictr": 6, "scopusflow": 5 } }, { "week": "2026-36", "total": 1, "packages": { "theoryforge": 1 } }, { "week": "2026-37", "total": 1, "packages": { "pilotr": 1 } }, { "week": "2026-38", "total": 1, "packages": { "pilotr": 1 } }, { "week": "2026-39", "total": 3, "packages": { "lexsync": 2, "depictr": 1 } }, { "week": "2026-40", "total": 27, "packages": { "depictr": 16, "scopusflow": 11 } }, { "week": "2026-41", "total": 10, "packages": { "depictr": 7, "scopusflow": 3 } } ]