t^0=lnt^0

t^0=lnt^0
(Δ/Δt)(t^a)=at^(a-1)
a=1
(Δ/Δt)(t^1)=1t^(1-1)
(Δ/Δt)t=t^0
(Δ/Δt)(t^a)=at^(a-1)
a=0
(Δ/Δt)(t^0)=0t^(0-1)
(Δ/Δt)(t^0)=0t^(-1)
(Δ/Δt)(t^0)=0(1/t)
(Δ/Δt)(t^0)=0(1/t)=f'(t)/f(t)
t^0=0lnt=lnf(t)
t^0=lnf(t)
lnt^0=lnf(t)
f(t)=t^0
t^0=0lnt=lnf(t)
t^0=e^(t^0) 
(t^0)'=[e^(t^0)]'
(t^0)'=[e^(t^0)](t^0)'
1=e^(t^0)
t^0=e^(t^0)
t^0=1
t^0=lnt^0=lnlnt^0
(t^0)'=(lnlnt^0)'
(t^0)'=(lnt^0)'/ lnt^0
(t^0)'=[(t^0)'/t^0]/lnt^0
(t^0)'=(t^0)'/[(t^0)(lnt^0)]
(t^0)(lnt^0)=1
t^0=1/(lnt^0)
lnt^0=1/(lnt^0)
(lnt^0)^2=1
lnt^0=1
t^0=e

t^0=lnt^0=lnlnt^0=lnlnlnt^0
(t^0)'=(lnlnlnt^0)'
(t^0)'=(lnlnt^0)'/lnlnt^0
(t^0)'=[(t^0)'/lnt^0]/lnlnt^0
(lnt^0)(lnlnt^0)=1
0=[(t^0)'/(t^0)](lnlnt^0)+(lnt^0)(lnt^0)'/(lnt^0)
0=[(t^0)'/(t^0)](lnlnt^0)+(lnt^0)'
0=[(t^0)'/(t^0)](lnlnt^0)+[(t^0)'/(t^0)]
0=[(t^0)'/(t^0)]][(lnlnt^0)+1]
(t^0)'/(t^0)=0
(lnlnt^0)+1=0
lnt^0=t^0
lnt^0+1=0
t^0+1=0
t^0=-1
t^0=lnt^0=lnlnt^0=lnlnlnt^0
(t^0)'≠0
t^0→∞
t^0=-1
t^0=0
t^0=1
t^0=e
t^0→∞
t^0=lnt^0=lnlnt^0=lnlnlnt^0=lnlnln…lnt^0
t1^0=lnt0^0
tn+1^0=lntn^0
t^0=lnt^0=0lnt
t^0=lnt^0=lnlnt^0=lnln(0lnt)
t^0=lnt^0=0lnt=0
(Δt^a)/Δt=at^(a-1)
a=1
(Δt^1)/Δt=1t^(1-1)=t^0
a=0
(ΔΔt^1)/Δt^2=(Δt^0)/Δt=0t^(0-1)=0t^(-1)=0[-1/(-t)]
a=-1
(ΔΔΔt^1)/Δt^3=(ΔΔt^0)/Δt^2=0(-1)t^(-1-1)=0[-1/(-t)^2]

x=x0+v0t+(1/2)a0t^2
v=x0(1/t)+v0+a0t
v=-x0[1/(-t)]+v0+a0t
a=-x0(1/t^2)+v0(1/t)+a0
a=-x0[1/(-t)^2]-v0[1/(-t)]+a0  
p=mv
p=m[x0(1/t)+v0+a0t]
p=m[-x0[1/(-t)]+v0+a0t]
F=ma
F=m[x0(1/t^2)+v0(1/t)+a0]
F=m[-x0[1/(-t)^2]-v0[1/(-t)]+a0]

F=-x0(1/t^2)+v0(1/t)+a0
F=-x0[1/(-t)^2]-v0[1/(-t)]+a0

x0
x0(1/t)+v0=-x0[1/(-t)]+v0
(-x0)(1/t^2)+v0(1/t)+a0=-x0[1/(-t)^2]-v0[1/(-t)]+a0

v=(-x0)[1/(1-t)]
a=(x0)[1/(-t)^2]

mv=m(x0)[1/(1-t)]
ma=m(x0)[1/(-t)^2]

p=mv
F=ma

p=mv=m(x0)[1/(1-t)]
F=ma=m(x0)[1/(-t)^2]

p=m(x0)[1/(1-t)]
F=m(x0)[1/(-t)^2]

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