Chiŵerengero cha golide ndichofanana ndendende duwa la Moyo kapena matupi a platonic a geometry yopatulika ndipo, monga zizindikiro izi, zimayimira chithunzi cha chilengedwe chonse. Chiphiphiritso chaumulungu m’nkhani ino chakhalapo kwa zaka zikwi zambiri ndipo chawonekera mobwerezabwereza m’njira zosiyanasiyana. Geometry yopatulika imatchulanso zochitika za masamu ndi geometric zomwe zingathe kuimiridwa mwadongosolo langwiro, zizindikiro zomwe zimayimira chithunzi cha nthaka yogwirizana. Pachifukwa ichi, geometry yopatulika imaphatikizanso mfundo za kusakanikirana kobisika. Zimatisonyeza ife anthu kuti pali zinthu zakuthambo zomwe zimaimira chilengedwe champhamvu chifukwa cha kukwanira kwake komanso ungwiro.

Zopatulika za geometric m'nthawi zakale

Ma geometry opatulika anali atagwiritsidwa ntchito kale ndi zikhalidwe zosiyanasiyana zamakedzana kuti amange nyumba zazikulu komanso zolimba. Pali zizindikiro zaumulungu zosawerengeka, zonse zomwe zimanyamula ndi kufotokoza mfundo ya moyo m'njira yawoyawo. Njira yodziwika bwino yaumulungu, masamu yomwe imawonekera mobwerezabwereza m'chilengedwe imatchedwa chiŵerengero chagolide. Golden ratio, yomwe imatchedwanso phi kapena divine division, ndi masamu omwe amapezeka m'chilengedwe chonse. Mwachidule, limatanthauza mgwirizano wogwirizana pakati pa miyeso iwiri. Nambala ya Phi (1.6180339) imatengedwa kuti ndi nambala yopatulika chifukwa imaphatikizapo mawonekedwe a geometric azinthu zonse zakuthupi ndi zamoyo. Muzomangamanga, gawo la golidi, lomwe lalandira chidwi chochepa mpaka pano, lili ndi tanthauzo lapadera kwambiri. Ndi iyo, nyumba zitha kumangidwa zomwe, choyamba, zimawala kwambiri ndipo, chachiwiri, zitha kukhala zaka masauzande. Izi zimamveka bwino mukayang'ana mapiramidi a Giza, mwachitsanzo. Mapiramidi a Gize komanso nyumba zonse zonga mapiramidi (makachisi a Maya) ali ndi nyumba yomanga yapadera kwambiri. Anamangidwa pogwiritsa ntchito njira za Pi ndi Phi. Zinali kokha mothandizidwa ndi dongosolo lapaderali kuti mapiramidi atha kukhala ndi moyo kwa zaka zikwi zambiri popanda kukhala osasunthika kapena osakhazikika m'mapangidwe awo onse, ngakhale kuti anakhudzidwa ndi zivomezi zazikulu za 3 m'mbuyomu. Kodi sizodabwitsa kuti pali nyumba zakale zomwe zinamangidwa bwino kwambiri mpaka pang'onopang'ono ndipo zimatha kukhala ndi moyo kwa nthawi yayitali osavunda mwanjira iliyonse? Nyumba yapanthaŵi yathu ikanakhala yosakonzedwa kwa zaka mazana ambiri, nyumbayo ikanagwa ndi kugwa. Mfundo ina yochititsa chidwi ndi yakuti malinga ndi mbiri yathu, manambala pi ndi phi sankadziwika panthawiyo. Zolemba zoyamba za nambala yozungulira Pi zidapezeka pa Papyrus Rhind, buku lakale la masamu ku Egypt lomwe lidayamba cha m'ma 1550 BC. akuyerekezedwa. Gawo lagolide Phi linayambitsidwa koyamba ndi katswiri wa masamu wachi Greek Euclid cha m'ma 300 BC. zolembedwa mwasayansi. Komabe, malinga ndi sayansi yathu, mapiramidiwo akuti anali ndi zaka zopitilira 5000, zomwe sizikugwirizana ndi zaka zenizeni. Za zaka zenizeni, pali magwero osadziwika bwino. Komabe, munthu akhoza kukhala ndi zaka zopitilira 13000. Kufotokozera kwa lingaliroli kumaperekedwa ndi cosmic cycle.

Zowona za mapiramidi a Giza

Kawirikawiri, mapiramidi a Gize ali ndi zosagwirizana zambiri, zomwe zimadzutsa mafunso ambiri osayankhidwa. Kwa Piramidi Yaikulu ya Gizeh, yomwe imadziwikanso kuti Pyramid of Cheops, phiri lamiyala lomwe lili ndi mabwalo 6 a mpira adagwetsedwa asanamangidwe kenako ndikuyalidwa ndi miyala ikuluikulu yomwe inkalemera pafupifupi tani imodzi. Kwa piramidi yokha, kupatula - 1 - 103 milioni ya miyala yamwala, midadada 2.300.000 ya granite inamangidwa, yomwe inkalemera pakati pa matani 130 ndi 12. Anakokoloka ndi phiri la miyala lomwe linali pamtunda wa makilomita 70. Mkati mwa piramidi muli zipinda za 800, zomwe chipinda cha mfumu chinapangidwa bwino mopingasa komanso molunjika. Kulondola mu gawo lakhumi la mamilimita osiyanasiyana kudakwaniritsidwa. Piramidi ya Cheops, kumbali ina, ili ndi mbali 3, monga mwachizolowezi, chifukwa malo a 8 ali ndi angled pang'ono, zomwe ndithudi sizotsatira mwangozi, koma chifukwa cha ntchito yomanga yomangidwa mwadala. Chinthu chinanso chodabwitsa n’chakuti msewu wautali wa mamita 4 wajambulidwa m’thanthwelo. Chinyumba chachikuluchi chinamangidwa m’zaka 100 zokha ndipo panthaŵi imene Aigupto akale sankadziwa chitsulo, ngakhale chitsulo. Izi zimadzutsa funso la momwe Aigupto a nthawiyo, omwe malinga ndi mbiri yathu anali anthu opangidwa mophweka, omwe anali ndi zida zamwala zokha, zingwe zamkuwa zamkuwa ndi zingwe za hemp, adakwanitsa ntchito yosathekayi? Izi zinali zotheka chifukwa Mapiramidi a Giza sanamangidwe ndi anthu osavuta akale koma ndi chitukuko choyambirira. Chikhalidwe chapamwamba chomwe chinali patsogolo pa nthawi yathu ndikumvetsetsa chiŵerengero cha golide bwino (Zowona za mapiramidi a Giza). Anthu a zikhalidwe zapamwambazi anali anthu ozindikira bwino omwe amamvetsetsa chilengedwe champhamvu ku ungwiro ndipo ankadziwa bwino luso lawo lamitundumitundu. Komabe, gawo la golidi lili ndi makhalidwe ena ochititsa chidwi. Chimodzi mwa izo chimawonekera mukatambasula gawo lililonse ndi Phi osakhazikika ndikugwiritsa ntchito zigawozo ngati mbali za rectangle yofananira. Izi zimapanga zomwe zimatchedwa rectangle yagolide. Chodziwika kwambiri cha rectangle yagolide ndikuti mutha kugawaniza lalikulu kwambiri kuchokera pamenepo, lomwe limapanganso rectangle ina yagolide. Mukabwereza chiwembuchi, timakona tating'ono tagolide tatsopano timapangidwa mobwerezabwereza. Ngati mungajambule bwalo la kotala pabwalo lililonse lomwe latuluka, zotsatira zake ndi logarithmic spiral kapena golden spiral. Kuzungulira kotereku ndi chithunzi cha Phi. Chifukwa chake phi ikhoza kuyimiridwa ngati ozungulira.

Zozungulira izi ndi mawonekedwe ang'onoang'ono ndi macrocosmic a mzimu wakulenga wopezeka paliponse ndipo amapezeka paliponse m'chilengedwe. Apa bwalo likutseka kachiwiri. Munthu amafika pa mfundo yakuti chilengedwe chonse ndi dongosolo logwirizana komanso lopangidwa mwangwiro, dongosolo limene nthawi zonse limadziwonetsera m'njira zosiyanasiyana koma zogwirizana. Phi ndi kupezeka kwaumulungu kosalekeza m'moyo wonse. Ndi chizindikiro chomwe chimayimira chilengedwe chopanda malire komanso chofuna kuchita zinthu mwangwiro. M’lingaliro limeneli khalani athanzi, osangalala ndi kukhala ndi moyo mogwirizana.