# Intyatyambo yoBomi0519

Intyatyambo yoBomi iyinto eqhelekileyo, efana neentyatyambo, ipateni yejiyometri efunyenwe kwiitempile, kwimibhalo ebhaliweyo, kwaye kangangexesha elithile kwinkcubeko ye pop iminyaka engamawaka. Ipateni ikwadlala indima kwi-esotericism. Asikukhathaleli konke oku okwangoku kwaye sigxile kulwakhiwo olulula lwejometri, enezithuba ezininzi ezilinganayo, ezijikelezayo.

Ubume, obonwa ngabaninzi ngokugqibeleleyo ngokugqibeleleyo, bunolingano oluphindwe mithandathu kwaye buyaziwa kwizithandi zobulumko ezininzi, abayili bezakhiwo kunye namagcisa kwihlabathi liphela. Inkqubo yabo yokwakha ephindayo ilula ngakumbi.

Zoba isangqa $$K_1$$ kunye radius $$r>0$$ malunga iziko $$m_1$$ kunye isangqa yesibini $$K_2$$ kunye radius $$r$$ ngeenxa iziko $$m_2 \in K_1$$ . Zonke ezinye izangqa $$K_n$$ ngoku zilandela le propati ilandelayo: Elowo une-radius $$r$$ kunye nendawo yeziko $$m_n$$ kulo naliphi na $$m_n$$ sangaphambili.

Idigri $$g$$ yepateni ibizwa $$\text{round} \left( \frac{ max(\overline{m_n m_1})}{r} \right) -1$$ . Sitsala kuphela izangqa ukuba $$\overline{m_n m_1} > g+1$$ iyasebenza. Okokugqibela, sifaka ipateni ngesangqa serediyo $$r \cdot g$$ ejikeleze iziko $$m_1$$ . Kuhlobo "olungqongqo" lweNtyatyambo yoBomi, zonke izangqa ezine $$\text{round}\left( \overline{m_n m_1} \right) = g$$ or $$\text{round} \left( \overline{m_n m_1} \right) = g-1$$ kuphela ezo jike setyhula zithathwa ukuba aphakathi amanqaku zabo kwisiphambuka se- zonke izangqa $$K_k$$ kunye $$\text{round} \left( \overline{m_k m_1} \right) = g-1$$ okanye $$\text{round} \left( \overline{m_k m_1} \right) = g-2$$ .

Ngee- SVG.js kunye nezinye i- trigonometry zesikolo sakha iNtyatyambo yoBomi ngayo nayiphi na inqanaba:

See the Pen Flower of Life by David Vielhuber (@vielhuber) on CodePen.

Emva