We value your privacy
This site uses cookies to improve your browsing experience, analyze site traffic, and show personalized content.
| No holders yet. | ||||||||||
Train Traveling Through Snow with mathematical equation. (Image LaTex Format) 👇 rgb( F(H_0((m-600)/700,(551-n)/700)), F(H_1((m-600)/700,(551-n)/700)), F(H_2((m-600)/700,(551-n)/700)) ) F(x) = [255 e^{-e^{-1000x}} |x|^{e^{-1000(x-1)}}] H_v(x,y) = (9-9L(x,y))/10 * (1-(94+3v)/100*(1-T(x,y))*e^{-e^{50y-4y+6/5}}) + (1-W(x,y))/4 * e^{-e^{-40y-18}} * e^{-1000 sqrt(|y-1/5|^{1/20}+|8(x-23/25)|^{5/4})} + C(x,y) + (1-V(x,y))*(W(x,y)/2+1-K(x,y)) + (5-4v+v^2)V(x,y) + (19-2v)/50 * B(x,y)R(x,y) * e^{-e^{200(arctan(y/(x+1))+11/100)-10}} V(x,y)= e^{-25 sqrt((x-23/25)^2+(y-1/5)^2)} + W(x,y)e^{-6(cos^2(8x-196/25)+(7y+21/10)^2-1/50)} L(x,y)= (1-(1-A(x,y))(1-B(x,y))(1-C(x,y))(1-W(x,y)))R(x,y) R(x,y)= e^{-5/2 sqrt((x+1)^2+y^2-7/10)} B(x,y)= e^{-e^{200(arctan(y/(x+1))+70/100)-23/100}} e^{-200(x+1)} e^{200(x-1/25)} T(x,y)= Π_{s=1}^{40} e^{-e^{40 cos((80s+5)/80) cos(5s^2+1)}} K(x,y)= Π_{s=1}^{40} e^{-(50-s) cos(15s^2/25)(cos(5s^2 x + sin(5s^2 y)))} W(x,y)= e^{-e^{-500(x-7/10)}} e^{-500(x-63/100)} e^{-100(y+11/25)} e^{-500(y-1/20)^5+(x-49/50)^3} C(x,y)= e^{-e^{-200(x-16/25)}} e^{-200(x-6/5)} e^{-100(y+1/2)} e^{-200(y-7/20)^5+(x-23/25)^3} + e^{-200(arctan(y/(x+1))-4/25)} A(x,y)= e^{-e^{-100(cos(60 arctan(y/(x+1)))-1/2)}} e^{-200(arctan(y/(x+1))+1/4-1/10)}