Gurumiland TheKittens

 

Vdc Jottcns   readc readctt p`tt p`ttcrn crn by Iurukol Iurukol`nf `nf Fcsoi Fcsoinn

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Vdc ottcns p`ttcrn

   

HIurukoL`nfUf csoin

@ttcntoen!

Vdos p`ttcrn os `v`ol`blc GER XCRQEN@L SQC ENL_! _eu `rc net `llewcf te sd`rc, rcprefuac, rcscll, publosd, tr`nsl`tc `nf `ltcr tdc p`ttcrn on wdelc er p`rt! @ll roidts rcscrvcf! Og yeu publosd pdetes eg yeur teys td`t `rc areadctcf gellewoni tdos p`ttcrn, plc`sc kcntoen tdc `utder eg tdc p`ttcrn (HIurukoL`nfUfcsoin). Vd`nj yeu ger unfcrst`nfoni!

Vdc p`ttcrn aensosts eg 03 p`ics, ot aent`ons ` fct`olcf fcsaroptoen eg tdc preacss, stcp-by-stcp ar`gtoni pdeteir`pds, `ssckbly eg tdc fct`ols `nf fcaer`toen eg tdc tey.

ontcr tcrkc kcfo fo`t `tc. c. Qjoll lcvcl - on Vdc p`ttcrn fecs net cxpl`on b`soa `nf `fv`nacf stotadcs. B`soa areadct sjolls `rc cxpcatcf. Qozc Vdc gonosdcf gonosdcf teys `rc `p `pprex. prex. 1,3 ‑ 6 onadcs doid en tdc aenfotoen eg usoni spcaogocf k`tcro`ls.

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Vdc ottcns p`ttcrn

HIurukoL`nfUfcsoin

K`tcro`ls `nf teels

On tdos p`ttcrn O iovc ` fcsaroptoen dew te areadct ` ircy jottcn. Vdc rcf jottcn os areadctcf sokol`rly `nf foggcrs enly on tdc `rr`nickcnt eg wdotc stropcs en tdc g`ac. _`rn eg `n `vcr`ic tdoajncss= ircy `nf wdotc aelers.

O uscf «_`rn@rt Mc`nsº y`rn (078k on 38i, 33% aetten/63% pely`aryl). Aelers= 67 ‑ ircy, 80 ‑ wdotc (21 ‑ rcf ger tdc rcf jottcn). Qtuggoni k`tcro`l ger teys, ger cx`kplc, gobcrgoll. Bl`aj `nf ponj FKA ckbreofcry gless.

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Vdc ottcns p`ttcrn

 

HIurukoL`nfUfcsoin

Areadct deej k`tadoni tdc y`rn. O uscf 2 kk areadct deej. Qcwoni nccflc te scw tdc fct`ols `nf ckbreofcr. Qekc pons te gox tdc fct`ols. Qaossers.

Cycs ger teys (eptoen`l).

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Vdc ottcns p`ttcrn

   

@bbrcvo`toens

KR ‖ k`ioa roni (onstc`f eg k`ioa roni, yeu k`y werj

2 ad`on stotadcs `nf areadct onte tdc 2-f stotad grek tdc deej) ad - ad`on ad`on sto stota tad d sl st ‖ slop stotad sa ‖ sonilc areadct ona - ona onarc` rc`sc sc (aread (areadct ct 2 sa on enc enc stota stotad) d) fca ‖ onvosoblc fcarc`sc (areadct 2 sa teictdcr usoni

onvosoblc kctdef)

HIurukoL`nfUf csoin

On erfcr te net lesc tr`aj eg tdc nukbcr eg werjcf stotadcs on c`ad reunf, usc ` stotad k`rjcr te k`rj tdc bcionnoni eg c`ad reunf - ` tdon tdon td tdrc rc`f `f eg aentr`stoni aeler. @t tdc cnf eg areadctoni, tdos tdrc`f os pullcf eut a`rcgully. @koiuru @koi uruko ko te teys ys `rc `rc areadctcf wotd toidt stotadcs. Vdcrc `rc sdeulf net bc sk`ll delcs `nf stuggoni k`tcro`l sdeulf net bc vosoblc wdcn strctadoni areadct g`broa. Og tdcrc `rc sekc tony delcs, usc ` sk`llcr sozc deej.

GLE ‑ grent leeps enly BLE ‑ b`aj leeps enly (2 sa, fca) * n ‖rcpc`t tdc p`ttcrn bctwccn p`rcntdcscs n tokcs (17) ‖ nukbcr eg stotadcs on ` reunf

Areadct on spor`l, cxacpt wdcrc onfoa`tcf etdcrwosc. Areadct `ll stotadcs tdreuid betd leeps, cxacpt wdcrc onfoa`tcf etdcrwosc.

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Vdc ottcns p`ttcrn

 

HIurukoL`nfUfcsoin

Vdos tey os areadctcf wotd foggcrcnt tdrc`f aelers. Bclew, tdc poaturc sdews dew te ad`nic tdc aeler eg tdc tdrc`f.

@rks @r ks (2 poca pocacs cs)) Qt`rt areadctoni wotd wd wdot otc c y` y`rn rn.. Reunf 0= 9s 9saa on KR (9) (9) Reunfs 2 -1= 9sa (2 rreun eunfs) fs) (9) (9)

Ad`nic tdc aeler te tdc ircy enc. Aut egg wdotc y`rn, g`stcn `nf dofc  y`rn t`ol. t`ol. Reunfs 6-01= 9sa (08 rreun eunfs) fs) (9) (9)

O fofn‟t stugg tdc `rks. Gelf tdc p`rt on d`lg, aenncatoni tdc uppcr cfics `nf werj 1sa tdreuid betd cfics. Aut egg y`rn. K`jc twe `rks.

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Vdc ottcns p`ttcrn

 

HIurukoL`nfUfcsoin

Lcis Lc is (2 poca pocacs cs)) Areadct wotd wdotc y`rn. Reunf 0= 9sa on KR (9)

eunfs) fs) (9) (9) Reunfs 2-1= 9sa (2 rreun O fofn‟t stugg tdc lcis. lcis. Gelf tdc p`rt on d`lg, aenncatoni tdc uppcr cfics `nf werj 1sa tdreuid betd cfics. Aut egg y`rn. K`jc twe lcis.

V`ol wdot otc c y` y`rn rn.. Qt`rt areadctoni wotd wd Reunf 0= 3sa on KR (3) Reunf 2= on ona, a, 6sa 6sa (7 (7)) Reunf 1= 7sa (7)

Ad`nic tdc aeler te tdc ircy enc. Aut egg wdotc y`rn, g`stcn `nf dofc y`rn t`ol. Reunfs 6-04= 7sa (03 rreun eunfs) fs) (7 (7))

Gelf tdc p`rt on d`lg, aenncatoni tdc uppcr cfics `nf werj 2sa tdreuid betd cfics. Aut egg y`rn.

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Vdc ottcns p`ttcrn

 

HIurukoL`nfUfcsoin

Befy `nf dc`f Areadct wotd ircy y`rn. Reunf 0= 7sa on KR (7) Reunf 2= 7ona 7ona (0 (02) 2) Reunf 1= (ona, sa)*7 (04) Reunf 6= (2sa, ona)*7 (26)

Reunf 3= (ona, 1sa)*7 (18) Reunf 7= (2sa, ona, 2sa)*7 (17)

Meononi tdc lcis `nf tdc t`ol. Reunf 9= ?sa, 1sa teictdcr wotd lci*, 08sa,

1sa teictdcr wotd `netdcr lci*, ?sa, 2sa teictdcr teict dcr wotd wotd t`ol t`ol (17) *1sa teictdcr wotd lci ‖ ot kc`ns, td`t yeu werj teictdcr twe l`ycrs ‖ enc eg lci `nf enc eg prcvoeus reunf, ir`bboni wotd tdc deej ` stotad eg lci `nf ` stotad eg befy. _eu werj 1 suad stotadcs. Reunfs 4-08= 17sa (1 reun reunfs) fs) (17) Reunf 00= (08sa, fca)*1 (11)

Reunf 02= 11 11sa sa (11) (11) Reunf 01= (?sa, fca)*1 (18) Reunf 06= 18 18sa sa (18) (18)

Qtugg tdc befy wdolc areadctoni. Ydcn stuggoni, fe net k`jc tdc bettek tee aenvcx se td`t tdc jottcn sots bcttcr. Reunf 03= (4sa, fca)*1 (29) Reunf 07= 29sa 29sa (29) (29) Reunf 09= (9sa, fca)*1 (26)

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Vdc ottcns p`ttcrn

   

HIurukoL`nfUf csoin

@loin tdc bcionnoni eg tdc reunf te tdc kofflc eg tdc b`aj. Yerj er leesc `s k`ny stotadcs `s  yeu nccf te pl`ac tdc stotad stotad k`rjcr on tdc kofflc eg tdc b`aj. (O werjcf 2sa kerc.) Meononi tdc `rks. Reunf 04= 9sa, 1sa teictdcr wotd `rk*, 6sa, 1sa teictdcr wotd `netdcr `rk*, 9sa (26)

*1sa teictdcr wotd `rk ‖ ot kc`ns, td`t yeu werj teictdcr twe l`ycrs ‖ enc eg `rk `nf enc eg prcvoeus reunf, ir`bboni wotd tdc deej ` stotad eg `rk `nf ` stotad eg befy. _eu werj 1 suad stotadcs. Reunf 0?= fca, 1sa, 1sa, fca, 02 02sa, sa, fca, 1 1sa sa (20) Reunf 28= (3sa, fca)*1 (04) Reunf 20= 04 04sa sa (0 (04) 4)

Vdc dc`f. Reunf 22 (werjoni on GLE)= 04 04on onaa (1 (17) 7) Reunf 21= (ona, 3sa)*7 (62)

Reunfs 26-18= 62sa (9 reun reunfs) fs) (62)

Qtugg tdc dc`f wdolc areadctoni. Reunf 10= (3sa, fca)*7 (17) Reunf 12= (6sa, fca)*7 (18) Reunf 11= (1sa, fca)*7 (26)

Reunf 16= (2sa, fca)*7 (04) Reunf 13= (sa, fca)*7 (02) Reunf 17= 7f 7fca ca (7) (7) Voidtcn tdc epcnoni. Aut tdc y`rn, g`stcn `nf dofc y`rn t`ol.

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Vdc ottcns p`ttcrn

 

HIurukoL`nfUfcsoin

C`rrs (2 poc C` pocac acs) s) Areadct wotd ircy y`rn `nf turn `t tdc cnf eg c`ad rew. Rew 0= sa on KR (0) Rew 2= ad ad,, ona ona (2 (2)) Rew 1= ad ad,, sa, sa, on onaa (1) Rew 6= ad ad,, 2sa, 2sa, ona ona (6)

Yerj sonilc areadcts `leni twe sofc cfics= ad,, 6 sa `leni ad `leni enc cfi cfic, c, 1 ad ad (tdc (tdc top eg tdc c`r), c`r), 6 sa `leni `netdc `netdcrr cfic. Aut egg y`rn lc`voni ` leni t`ol ger scwoni. K`jc twe pocacs.

Kuzzlc wdot otc c y`rn y`rn.. Areadct wotd wd

Yerj 3 ad `nf st`rt areadctoni areadctoni grek tdc 2-nf stotad stotad grek tdc deej= Reunf 0= 1sa, 1sa on tdc l`s l`stt ad, `leni tdc etdcr etdcr

sofc eg tdc tdc ad`on= ad`on= 2sa, 2sa, ona (08) Reunf 2= 08sa 8sa, sl sl st (08) (08)

Aut egg y`rn lc`voni ` leni t`ol ger scwoni. Vurn eut tdc pocac se td`t tdc wreni sofc os eutsofc.

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Vdc ottcns p`ttcrn

HIurukoL`nfUfcsoin

@ssckbly `nf fcaer`toen Gox tdc `rks (grent p`ws) wotd pons on tdc fcsorcf pesotoen. K`jc surc td`t tdc jottcn a`n sot wcll `nf tdcn scw tdc p`ws wotd ` aeuplc eg stotadcs.

Xon tdc kuzzlc sykkctroa`lly. O `tt`adcf ot 2 reunfs up grek tdc ncaj lonc. Vdcn scw tdc kuzzlc a`rcgully (yeu k`y stugg ot ` lottlc bot, O fofn‟t).

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Vdc ottcns p`ttcrn

 

HIurukoL`nfUfcsoin

Bcnf tdc c`rs sloidtly `nf pon tdck te tdc dc`f. Vdcn scw tdc c`rs. Leej `t tdc poaturcs.

Ckbreofcr “slccponi cycs‛ wotd bl`aj FKA gless (usoni 7 str`nfs). Ckbreofcr ` nesc wotd ponj FKA gless (usoni 7 str`nfs) er wotd ponj y`rn ‑ k`jc 2-1 derozent`l stotadcs.

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Vdc ottcns p`ttcrn

HIurukoL`nfUfcsoin

Ckbreofcr skolc, cycl`sdcs `nf cycbrews wotd bl`aj FKA gless (usoni 0 str`nf).

Og fcsorcf ckbreofcr wdotc stropcs en tdc g`ac `nf “stotadcs‛ on tdc c`rs wotd wdotc y`rn. Leej `t tdc poaturcs bclew.

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Vdc ottcns p`ttcrn

HIurukoL`nfUfcsoin

Aenir`tul`toens, Aenir`tul` toens, yeur jottcn jottcn os rc`fy! rc`fy! K`jc ` rcf grocnf grocnf ger dok.)) Fcaer`tc tdc jottcns wotd bc`utogul bews.

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HIurukoL`nfUf csoin

Vd`njs ger yeur purad`sc! D`ppy areadctoni! O woll bc il`f te scc yeur gonosdcf werjs, netcs `nf wosdcs! @ll lonjs bclew `rc aloaj`blc (teuad`blc).

Ky c-k`ol

IurukoL`nfBexHik`ol.aek

Onst`ir`k www www.onst`ir`k.aek/IurukoL`nfUfcsoi .onst`ir`k.aek/IurukoL`nfUfcsoin n

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Ky etdcr areadct p`ttcrns (lonjs `rc aloaj`blc) 

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