Ara Rapa Whakatairanga o Haina mō Tx420/Tx413/Tx525 (putanga whaiti) (6″*3.5″*28)
Ka whakapau kaha mātou kia tino pai, kia tino pai hoki, ā, ka tere ake ā mātou mahi hei tū hei kamupene hangarau-teitei me te ao whānui mō te Whakatairanga Wheketere.Ara Rapa Hainamō Tx420/Tx413/Tx525 (putanga whaiti) (6″*3.5″*28), ko tā mātou kaupapa he āwhina i te whakaatu i te maia o ia kaihoko me te tuku a tā mātou kaiwhakarato pono, me te hua tika.
Ka whakapau kaha mātou kia tino pai, kia tino pai hoki, ā, ka tere ake ā mātou mahi kia eke ki te taumata o ngā umanga hangarau-tiketike o te ao whānui.Ara Rapa Haina, Ngā Hua Rapa mō te Robot, Ka whakamahia e mātou ngā mehua i ngā utu katoa kia whiwhi ai i ngā taputapu me ngā tikanga hou rawa atu. Ko te tākai o te waitohu kua tohua tētahi atu āhuatanga motuhake mā mātou. Ko ngā otinga hei whakarite i ngā tau maha o te ratonga kore raruraru kua kukume mai i te tini o ngā kaihoko. Kei te wātea ngā hua i roto i ngā hoahoa pai ake me ngā momo rerekē, he mea hanga pūtaiao mai i ngā rauemi mata. Kei te wātea i roto i ngā momo hoahoa me ngā whakaritenga mō te kōwhiringa. He pai ake ngā momo hou i te mea o mua, ā, he tino rongonui ki te tini o ngā kaihoko.
Te Tino Pumau me te Mahi
Ko tā mātou hanganga ara kore hononga, he tauira takahanga motuhake kua hoahoatia, he rapa parakore 100%, me te maitai whakauru kotahi te wahi, ka hua ake he roa te mau me te mahi, ā, he roa ake te ora ratonga mō te whakamahi i ngā taputapu hanga. He tino pono, he tino kounga hoki ngā ara ara Gator me ā mātou hangarau hou mō te hanga taputapu pokepoke me te hanganga rapa.
Whakatakotoranga:
| Whānui o te ara | Te Roa o te Pitch | Te maha o ngā hononga | Momo ārahi |
| 300 | 52.5 | 86 | B1![]() |
Tono:
Me pēhea te whakaū i te rahi o te ara rapa whakakapinga:
Tuatahi, ngana ki te kite mēnā kua tāia te rahi ki te taha o roto o te ara.
Mena kāore e kitea e koe te rahi o te ara rapa kua tohua ki te ara, tēnā whakamōhio mai ki a mātou i ngā mōhiohio pupuhi:
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Te waitohu, te tauira, me te tau o te waka
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Te Rahi o te Ara Rapa = Whānui (Wh) x Te Tau o te Ara x Te Tau o ngā Hononga (e whakaahuatia ana i raro nei)
1 inihi = 25.4 mirimita
1 mirimita = 0.0393701 inihi
Pūtāhui Hua
He Tau Rangatū kei roto i ā mātou ara rapa katoa, ka taea e mātou te whai i te rā hua ki te Tau Rangatū.
Ko te tikanga he 1 tau te whakamana a te wheketere mai i te rā i hangaia ai, 1200 hāora mahi rānei.
Mōkihi Tukunga
He papareti ā mātou me te takai kirihou pango hei takai i ngā mōkihi mō ngā taonga tuku LCL. Mō ngā taonga ipu katoa, he mōkihi papatipu te nuinga.


















