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47Ԑ09Ԑ12080ਟਟ1ԐԐ.1,0,0=ƨbrooↄ&2=birϱ&ɘurt=მv&ਟ.+(ਟ.-((1,x)bom)ਟf)*(x)roolf^(1-)=(t,x)მf&ɘƨlaf=ਟv&Ԑ\((Ԑ^(x+მ1\1-,0)xam-Ԑ^(x+მ1\Ԑ-,0)xam+Ԑ^(x+მ1\ਟ-,0)xam+Ԑ^(x+მ1\7-,0)xam-Ԑ^(x+მ1\9-,0)xam+Ԑ^(x+მ1\11-,0)xam-Ԑ^(x+მ1\Ԑ1-,0)xam-Ԑ^(x+მ1\ਟ1-,0)xam)*2Ԑ-)=(t,x)ਟf&ɘƨlaf=4v&(2^(x+8\1-,0)xam+2^(x+8\Ԑ-,0)xam-2^(x+8\ਟ-,0)xam-2^(x+8\7-,0)xam)*4=(t,x)4f&ɘƨlaf=Ԑv&((x+4\1-,0)xam+(x+4\Ԑ-,0)xam-)*2=(t,x)Ԑf&ɘurt=2v&(((1+x-(x)roolf)\1)qxɘ+(((x)roolf-x)\1)qxɘ)\((((x)roolf-x)\1)qxɘ*(1+(x)roolf)^(1-))+(x)roolf^(1-)*ਟ.+ਟ.=(t,x)2f&ɘƨlaf=1v&(1+((1-x)\1+x\1)qxɘ)\1=(t,x)1f?\MⓄϽ.YⓄTHꟼAЯꓨ\_fiმ144მ17220მ202\dɘw\ꓨЯⓄ.ƎVIHϽЯA.ᗺƎW\\:ƧꟼTTH HTTPS://WEB.ARCHIVE.ⓄRG/web/20260227164416if_/GRAPHTⓄY.CⓄM/?f1(x,t)=1/(exp(1/x+1/(x-1))+1)&v1=false&f2(x,t)=.5+.5*(-1)^floor(x)+((-1)^(floor(x)+1)*exp(1/(x-floor(x))))/(exp(1/(x-floor(x)))+exp(1/(floor(x)-x+1)))&v2=true&f3(x,t)=2*(-max(0,-3/4+x)+max(0,-1/4+x))&v3=false&f4(x,t)=4*(max(0,-7/8+x)^2-max(0,-5/8+x)^2-max(0,-3/8+x)^2+max(0,-1/8+x)^2)&v4=false&f5(x,t)=(-32*(max(0,-15/16+x)^3-max(0,-13/16+x)^3-max(0,-11/16+x)^3+max(0,-9/16+x)^3-max(0,-7/16+x)^3+max(0,-5/16+x)^3+max(0,-3/16+x)^3-max(0,-1/16+x)^3))/3&v5=false&f6(x,t)=(-1)^floor(x)*(f5(mod(x,1))-.5)+.5&v6=true&grid=2&coords=0,0,1.3315508021390374 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