In[]:=
S2018={{0,1.41846},{1,1.40418},{2,1.47401},{3,1.64257},{4,1.79275},{5,1.87043},{6,1.98387},{7,2.24169},{8,2.14883},{9,2.25531},{10,2.64571},{11,3.14075},{12,3.97127},{13,3.46125},{14,3.07707},{15,3.32915},{16,3.81999},{17,4.3419},{18,4.88288},{19,5.04211},{20,4.88596},{21,4.5499},{22,4.38001},{23,4.2288},{24,3.68449},{25,3.08744},{26,2.69971},{27,2.28549},{28,2.01443}}ListPlot[S2018]
Out[]=
{{0,1.41846},{1,1.40418},{2,1.47401},{3,1.64257},{4,1.79275},{5,1.87043},{6,1.98387},{7,2.24169},{8,2.14883},{9,2.25531},{10,2.64571},{11,3.14075},{12,3.97127},{13,3.46125},{14,3.07707},{15,3.32915},{16,3.81999},{17,4.3419},{18,4.88288},{19,5.04211},{20,4.88596},{21,4.5499},{22,4.38001},{23,4.2288},{24,3.68449},{25,3.08744},{26,2.69971},{27,2.28549},{28,2.01443}}
Out[]=
In[]:=
S2019={{0,1.49064},{1,1.59269},{2,1.72517},{3,1.83428},{4,2.04049},{5,2.39351},{6,2.63245},{7,2.91944},{8,3.41066},{9,3.2622},{10,3.94308},{11,5.06529},{12,7.06161},{13,5.91974},{14,4.94176},{15,5.33174},{16,6.08106},{17,6.74724},{18,6.7998},{19,6.11292},{20,5.55671},{21,5.12279},{22,5.26652},{23,5.67081},{24,6.38029},{25,4.91692},{26,3.78625},{27,2.80122},{28,2.12879}}ListPlot[S2019]
Out[]=
{{0,1.49064},{1,1.59269},{2,1.72517},{3,1.83428},{4,2.04049},{5,2.39351},{6,2.63245},{7,2.91944},{8,3.41066},{9,3.2622},{10,3.94308},{11,5.06529},{12,7.06161},{13,5.91974},{14,4.94176},{15,5.33174},{16,6.08106},{17,6.74724},{18,6.7998},{19,6.11292},{20,5.55671},{21,5.12279},{22,5.26652},{23,5.67081},{24,6.38029},{25,4.91692},{26,3.78625},{27,2.80122},{28,2.12879}}
Out[]=
In[]:=
S2020={{0,1.09211},{1,1.21201},{2,1.11151},{3,1.18662},{4,1.25262},{5,1.44427},{6,1.48969},{7,1.56064},{8,1.61944},{9,1.57347},{10,1.51939},{11,1.50599},{12,1.55485},{13,1.47519},{14,1.28752},{15,1.25172},{16,1.10177},{17,1.16565},{18,1.00609},{19,0.986101},{20,0.864388},{21,0.828056},{22,0.882103},{23,0.908033},{24,0.947577},{25,0.975225},{26,1.06101},{27,1.08091},{28,1.10326}}ListPlot[S2020]
Out[]=
{{0,1.09211},{1,1.21201},{2,1.11151},{3,1.18662},{4,1.25262},{5,1.44427},{6,1.48969},{7,1.56064},{8,1.61944},{9,1.57347},{10,1.51939},{11,1.50599},{12,1.55485},{13,1.47519},{14,1.28752},{15,1.25172},{16,1.10177},{17,1.16565},{18,1.00609},{19,0.986101},{20,0.864388},{21,0.828056},{22,0.882103},{23,0.908033},{24,0.947577},{25,0.975225},{26,1.06101},{27,1.08091},{28,1.10326}}
Out[]=
In[]:=
S2021={{0,2.03726},{1,1.94864},{2,1.92538},{3,1.9789},{4,2.1334},{5,2.25788},{6,2.41079},{7,2.51762},{8,2.55244},{9,2.72476},{10,3.14645},{11,4.00686},{12,4.90468},{13,4.32906},{14,3.5344},{15,2.82024},{16,2.06558},{17,1.68092},{18,1.44022},{19,1.48974},{20,1.46266},{21,1.58728},{22,1.70339},{23,1.83335},{24,1.87057},{25,1.97612},{26,2.07126},{27,2.16302},{28,2.20418}}ListPlot[S2021]
Out[]=
{{0,2.03726},{1,1.94864},{2,1.92538},{3,1.9789},{4,2.1334},{5,2.25788},{6,2.41079},{7,2.51762},{8,2.55244},{9,2.72476},{10,3.14645},{11,4.00686},{12,4.90468},{13,4.32906},{14,3.5344},{15,2.82024},{16,2.06558},{17,1.68092},{18,1.44022},{19,1.48974},{20,1.46266},{21,1.58728},{22,1.70339},{23,1.83335},{24,1.87057},{25,1.97612},{26,2.07126},{27,2.16302},{28,2.20418}}
Out[]=
In[]:=
S2022={{0,2.61928},{1,2.97342},{2,3.33747},{3,4.40914},{4,5.46044},{5,5.77391},{6,5.95367},{7,7.46674},{8,7.22916},{9,6.83803},{10,6.32716},{11,5.98024},{12,5.33738},{13,3.94632},{14,2.95379},{15,2.64461},{16,2.63254},{17,2.58785},{18,2.59797},{19,2.57397},{20,2.53338},{21,2.41141},{22,2.36135},{23,2.35552},{24,2.31452},{25,2.26061},{26,2.13495},{27,2.01808},{28,1.91773}}ListPlot[S2022]
Out[]=
{{0,2.61928},{1,2.97342},{2,3.33747},{3,4.40914},{4,5.46044},{5,5.77391},{6,5.95367},{7,7.46674},{8,7.22916},{9,6.83803},{10,6.32716},{11,5.98024},{12,5.33738},{13,3.94632},{14,2.95379},{15,2.64461},{16,2.63254},{17,2.58785},{18,2.59797},{19,2.57397},{20,2.53338},{21,2.41141},{22,2.36135},{23,2.35552},{24,2.31452},{25,2.26061},{26,2.13495},{27,2.01808},{28,1.91773}}
Out[]=
In[]:=
BaseModel=ListPlot[{S2018,S2019,S2020,S2021,S2022},PlotLegends->Automatic]
Modified
Modified