Go(x)°

Martin Šumák

Mayelana nalolu hlelo lokusebenza

I- Go (x) ° isisombululi sefomula esizenzakalelayo sabadlali be-geocaching.


Amanye ama-multicake acacisa indawo yokugcina / yesiteji ngendlela yefomula, isibonelo: N 48 ° 43. (B) (E-4) (A-5) 'E 021 ° 14. (C-2) (A ) (D-45) '.
I-Go (x) ° ikhipha ama-geocachers ekuzibaleni ngokwawo, ukubhala amanani phansi bese uthayipha ukuxhumanisa komphumela kuhlelo lwemephu ngezandla.
Icala lokusetshenziswa elijwayelekile lingafingqwa kanjena:


1. Kopisha bese unamathisela ifomula ku-Go (x) °.
2. Uma kunesidingo, hlela umbhalo onamathiselwe ukuthola ifomula evumelekile.
3. Faka amanani adingekayo wokuguquguquka.
4. Thepha umaka ebalazweni ukuze uvule indawo kuhlelo lwakho lokusebenza oluyintandokazi lwemephu.


Ifomula nenani lokuguquguquka ngakunye ligcinwa unomphela ngemuva kokufakwa.
Nganoma yisiphi isikhathi ungabona umphumela oyingxenye ohlanganiswe amanani aziwayo.
Uma wonke amanani adingekayo efakiwe futhi umphumela usesimweni sokuxhumanisa okuvumelekile umphumela lowo ukhonjiswa ngokuzenzakalela kumephu lapho ungathumela khona ngqo kwezinye izinhlelo zokusebenza zemephu.
Kuze kube manje kukhona ukusekelwa kokuqashelwa kwezixhumanisi ezisefomini X DD ° MM.MMM 'Y DDD ° MM.MMM' kuphela (ngokubekezelelana kwezinhlamvu ezimhlophe, °, 'njll.).
Ukuthunyelwa okuqondile kwezixhumanisi kolunye uhlelo lokusebenza kusekelwa i-Google Maps, Locus Map Pro, Locus Map Free, Waze.


-------- Imithetho yefomula evumelekile --------


1. Umbhalo ongaphakathi kubakaki uthathwa njengefomula ye-algebraic (enezihambisi ezijwayelekile ezibekwa phambili nokubekezelelana kwamashadi amhlophe) aqukethe:

- Izikhathi zamadesimali: 3.5 , 7 , -4 , +0.01 , 4,8 , -9,6 , ... (amanani akhonjiswa ngokunemba ezindaweni ezintathu zamadesimali)

- okuguquguqukayo: a , x , BBB , Q1 , Q2 , inombolo_1 , ... (underscore "_" ukuphela kwenhlamvu engeyona i-alphanumeric evunyelwe egameni eliguquguqukayo)

- opharetha: + , - , * , / , : , % , ^ (ngokulandelana: plus, minus, multiplication, division, division, modulo, power)

- Abakaki nabakaki: () , {} , [] (zonke izinhlobo ezintathu zinencazelo efanayo)


2. Umbhalo ongaphandle kubakaki unemikhawulo elandelayo:

- Izinombolo eziphelele kuphela ezivunyelwe

- Amagama eziguquguqukayo angaqukatha izinhlamvu zamagama ngaphandle kwe-W, E, N, S (lawo agcinelwe amaphuzu ekhampasi) ne "_"


3. Ubude befomula bunqunyelwe ezinhlamvini eziyi-1500!


-------- Izibonelo zefomula --------


N 48 ° 43. C (A + D) D '
E 021 ° 15. (B - B) (C - A) (E) '

Yifomula evumelekile enokuguquguquka okungu-A, B, C, D, E. Izinhlamvu ezimhlophe ngaphakathi kubakaki (phakathi kwama-opharetha nama-opharetha) akunakwa.


N 48 ° 4D. (AB * BA + CB * D) 'E 021 ° 14. (CD-2 * B) AC'

Yifomula evumelekile enezinto eziguquguqukayo i-AB, AC, B, BA, CB, CD, D. Uma izinhlamvu ngazinye zimelela amadijithi, kufanelekile ukuthuthela kwimodi eguquguqukayo yencwadi eyodwa futhi sithola okuguquguqukayo A, B, C, D .


N 48 45. [108 + (ABB / 15)]
E 021 12. 305 - [(ABB% 15) x 2] + A

Kuyifomula evumelekile enokuhlukahluka kwe-ABB, A. Ngokushintshela kumodi eguquguqukayo yencwadi eyodwa sithola okuguquguqukayo A, B.
Ngaphezu kwalokho, kunengxenye ekhohlisayo - umlingiswa "x". Uhlelo lokusebenza luzokubuza nge- "x" - uma kungu-opharetha wokubuyabuyelela noma cha.
Uma sikhetha u- "cha", khona-ke u- "x" uzophathwa njengokunye ukuguquguquka.


I-N 48 ° 45. (2X) (2X + Y) (3X + 2Y)
E 21 ° 12. (3 + X) (X + Y) (1 + Y)

Kuyifomula evumelekile ngoba ukuphindaphinda kuzongezwa ngokuzenzakalela yonke indawo lapho i-opharetha ilahlekile okungukuthi (2X) izoshintshelwa ku- (2 * X) noma isb. (4 (a + b)) zizoshintshelwa ku- (4 * (a + b)) njll.
Ukufaka ukuphindaphindwa kusebenza ngaphakathi kubakaki kuphela. I-Notation B2 ngeke ishintshelwe ku-B * 2 noma kubakaki bangaphakathi, ngoba izokwaziwa njengokuguquguqukayo kwe-B2.


I-N48 ° (D + J + M + O) .E (R: A) + (C + L + O)
U-E021 ° (G ^ I). (A + B + E + F + G + H + K + L + N + P)

Kuyifomula evumelekile, kepha uma sifuna u-E ngokwengxenye ... u-E (R: A) ... ukuze abonwe njengokuguquguqukayo, kufanele sikubeke ngaphakathi kubakaki okungukuthi ... (E) (R: A). .., ngoba u-E ubekelwe umlingiswa we- "East".
Uma siguqule le ngxenye yaba ... (E (R: A)) ... ukuphindaphindeka bekuzofakwa ngemuva kuka-E bese sithola (E * (R: A))

Yini entsha

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