## 🌸🌿🌀Pendant — “Fibonacci Bloom” **This double-sided pendant harmonizes expressive abstraction with mathematical elegance.** A vibrant behind-glass painting radiates in layers of magenta, crimson, violet, and white, scraped and brushed in dynamic strokes. The composition suggests an abstracted landscape or a burst of emotional energy—an intuitive contrast to the ordered design on the reverse. The silver frame subtly encloses the glass, letting the colors speak boldly within a geometric boundary. ![[SG04.svg]] On the **reverse**, set against a deep blue, brush-textured glass, a 3D-printed sterling silver overlay blooms outward in the form of a stylized lotus. From the central point beneath the flower, four scrolling curls spiral outward, each referencing the Fibonacci sequence. These elegant arcs symbolize growth, natural order, and the unfolding logic of organic design. The motif bridges nature and mathematics, offering a meditative counterpart to the vivid chaos on the front. ![[SG04-pendent-lotus-red.svg]] Together, the two sides form a contemplative whole—emotion and structure, chaos and cosmos—joined in a wearable miniature sculpture. --- [➡️ Go to Finishing](Finishing-Types) **Price:** € 145,- Want to ask a question, purchase a piece, or discuss a custom order? Then 📧 Email us: [email protected] for details. --- [⬅️ Back to Gallery](Gallery.md) --- %% # Excalidraw Data ## Text Elements SG04 ^paTw31XY ## Embedded Files 9de2c746c3e0ae48d51ce3b48e79b80a53e06f5e: [[IMG_3761.png]] 97da6c7a1bcd95b874a16f61bfe5ef74df4df560: [[IMG_3766.png]] ## Drawing ```compressed-json N4KAkARALgngDgUwgLgAQQQDwMYEMA2AlgCYBOuA7hADTgQBuCpAzoQPYB2KqATLZMzYBXUtiRoIACyhQ4zZAHoFAc0JRJQgEYA6bGwC2CgF7N6hbEcK4OCtptbErHALRY8RMpWdx8Q1TdIEfARcZgRmBShcZQUebQBGOJ4aOiCEfQQOKGZuAG1wMFAwYogSbggARwB9AAZMAC0ARQAxACkAaxqASSiOAA0++kaATQAOTBTiyFhEcsJ9aKR+Eom0 AE4a7Rrtnd2dgDZlyBhuZwBWfZqjiAoSdW4eeM2zgHZE0Y39njPryQRCZTSbgAZhePwKkGsymC3CuEIgzCgpDY7QQAGE2Pg2KRykjrMw4LhAllJiVNLhsO1lMihBxiBisTiJHiOASiZkoKTIAAzQj4fAAZVgMIkkgpGkCXIRSJRCAA6ndJNx4tdEcjUUKYCL0IIPFKaYCOOEcmgVfC2ITsGoTqbttcaXSjcwTagOEJ+aqEAhiMrgcCamsACyXF7A 66MFjsLhoM5+8NMVicABynDE3C+wNGPG+dvhQjgxFwUG9ypegdGZ0DZx4bwDcKmpWYABE0sWfWhuQQwtdqcI4F1iC78lNIM1SABxABKUCTxEamDlcoAsjwjC82AAFSeNABqZwgEIAutdNMI6QBRYIZLJD4/wogcdrcN0e+9sSkljtdhDXXnBAflGsxAIDw2Blvs2DAggNS4Ag5bEGc8RiMCmjlggLxrJoowwbG0H7NyZxLPCzDuOIqDDlMZojvER 7XIQdJYOUuDtDuUrcuQGQAWgL74KqURQEILoQIgdL0coUrYMicDPu6+AFAAvssRQlGUEgcDwADSHCzlUzRyoGzSaEmMACgAqhQ46tAAEpoUozGRpQLMoRENqsvAbFsexeTUhzwjaqDnGc4INrcxD3GgPCBsC2j7G8oxgr8/yApyaCZmcWz7PELw8KMwJrGcPlZdcULavWJRqrKDLYri5CsoSxKcieFJUg69KYtVzK1WyDVsXygrCg5YrYBKLnlTK qIKmFSqmnx6oIJq2oIpiZT2sIhrGsq1wWhS1rKrmDatU6Lo8Z6n6oPE/o1G8azxJl8aRpw3CIYG92JtpqZkZFlbxKM8VUSU+aFm2pblpW1a1hsdHNq2Z2dvg3bwr2+YDkOEKjhO06zvOi4rmum7bnuB5THeDanrSxCXukHK3tcD5Ptxsm0++qLtqgcMIw2f4IFx6BrC8hYQS8uDxJo2DEPlWFlsL+GZZo3IIIR3JlsQ3KBirFw1FKJEEGRFHFP9+ u0fC9HAW5EAEGxHHc6zJ3EfxgnlCJjgcOJ1ySRaMn8gpSnG6zEDNBUrjMDAO6tIQzg8MQVSmc0ZzjqZADy5l2fADmBNgvTQqNkBuU8nnebssbXP55yQ/CoXhagZzYYlAJAjGNfwiVZFlQI43ou1TLoAAxPECB933UrkpSSN0lVXfQF19Ucr1/ILQ5uorXbc2TZXfDL7K8/lIvPqrX4khHZt5qWrttqtxASP9oOeRo/7GMznOC7Lqu65bru+5G5zV s87bDYm4xEhcD6H1GeYgh80DKRKPZEEEJFLES9KzLK+VRj7CDHGeEEY3rcCDK9KMKYOBplSrlC4rwgpQxbMEYGX54Y/nhGTC8V5qZ5BJgDAsRYzpZVBlWGsTwy4Njpp7Xib4Pys3Zggb2BRIGlD9oSAAKhQYE8Q+jDBTrMZkWBGrwjcoGG6nlsI8F2MCAqlZi6nH2OlNYljzF83LLWXyIVFRPWijUeIljQxgnLFmUYBspBJXrrwYKJRm6wlmpVTu 5Re79yiUPZqo82qMhqviaeJJfx9S3hIHeWt26r2mrwUJGoBrb2WrveEBoD4bRmsfHasA9rn0vijG+I475TgftjZ+eM36E0/iUdiQDraCLogxM21gQHk3Aa6Rm8COE1B4PsTx3jcGPVNP6RZ70CFkX2FmK6iFHjkJhqI78J5QGU2vNkAZeY2FUPOmWFBfMXg1GDCg2m9F6YTNfPw5msNDnwmLJgFK6ABTjgefqSgsiNHlEBcC38nAoACkIEYT659u QwuaEAvk/lAnTA0QAQSIMoaM6Bgjck0Q2CMUBzAEFxQCAl0APZuxhbgeiTAf6TIbNiAE9ECBgr+RCoFgYpS4CEFANgk5wjwrIkiIQtD+FMqsn4/58RtDfAUuAEm5s4BwCFOw7gyloB/AyOUPFQJlgMEIAgCgAAhWJrVx4RO5Pah1pIIDYBEA1Ho6QhRzVtRISJA9RrOtdRyd1+grUjxteEzqST2QpIKAG0gbriz6GaGkwpGTilOpdfGoNibPWyhy Q8E1maE0evbuknU6bC2BqyMGyca1ynOiPiUIt2b0gJxPjUs+las3VsTc0FFaL8AYq7cWpNMK4UIoeGVONI7uVQCpfiw1CBiUZqrVAYNWrSBzvjWwCgfxcA21ZZAZtPb0jnjpNi7du6Qh+yJMiKgw6W36AvXe2RqdyitSdSRZE/I+jcB0doX6ax/S/SumsbxgZ17lXdvyFRaBLjpVmcCHhsyahnCDPYyARg2AGB1RgggUrYQAaCmBs4Eim2rpraA8 ZEAP0mupCQcdiK6OkAY8WaSMZmMkCXGwYCZ7cCaGCAcmhnH4kdVQFIi1mI/akGUOSAAFI8F41BeBFRU0p1AzwACUUpRXKHdESd9sncAKZWbwUzPBTNaaJmAOB5Hu2wvbm28lnBjqHogL0jIoqGIsZdrhhsmR+OCe4JK6VTaiDsdQCF64HA+nBdIFKraQqHwSvi+I4otnIB2AAFYIAzswAUMW4Dcd4zFgTXzhOxopOSxgsjsP4D81At9GS0gZyjBJ QSwr9CvrUW8oRHyRHcDEb+ZE+gBQtecwSob95QhztazVurgiVU2f4O5vk4QdXyRAPJIAA=== ``` %%