In[]:=
Take[normed,50]
Out[]=
{
⋯1⋯
}
Full expression not available
(
original memory size:
200.2 kB)
In[]:=
Mean/@NJoin
,
,

Out[]=
{1.,1.952,2.956,3.888,4.854,5.796,6.774,7.734,8.616,9.676,10.678,11.782,12.688,13.608,14.502,15.424,16.474,17.588,18.422,19.586,20.254,21.35,22.362,23.174,24.122,25.006,26.052,26.902,27.664,28.714,30.046,30.826,31.966,32.104,34.162,34.698,35.312,36.782,37.894,38.972,39.934,40.354,41.836,42.902,43.322,43.568,45.258,46.342,47.912,48.69,49.08,49.702,51.812,52.102,52.68,53.256,54.908,56.152,56.262,58.912,59.196,59.304,61.1,60.6,62.924,63.544,64.294,65.452,65.2,67.062,68.724,68.63,71.174,71.024,71.076,73.434,74.36,75.902,75.608,76.968,78.836,78.6,80.29,79.402,82.428,83.026,84.228,84.75,85.98,86.686,87.612,87.718,89.914,90.656,91.924,92.604,92.662,94.08,96.258,94.322,95.894,97.288,98.608,99.574,100.68,100.73,103.834,103.338,105.118,106.248,104.846,107.06,106.866,107.194,112.216,111.248,109.276,112.042,114.78,114.056,116.088,117.238,117.84,117.998,118.424,119.722,121.664,119.46,121.602,124.646,123.516,124.436,124.982,126.104,125.172,126.944,129.732,131.714,128.906,132.126,131.924,131.762,134.324,134.686,136.668,134.086,138.866,138.146,138.62,141.052,139.8,142.184,143.528,144.586,140.654,141.246,148.354,147.152,148.224,147.016,148.112,148.778,150.682,147.984,151.474,150.378,155.718,153.976,156.144,153.796,156.412,158.506,159.636,161.296,159.89,160.682,163.756,160.872,162.104,163.724,163.888,166.256,164.292,167.08,166.676,172.456,169.532,171.352,170.444,171.626,170.594,173.854,173.494,178.49,173.122,176.988,178.7,175.918,177.718,179.11,177.774,181.798,183.332,181.02,183.666,187.992,184.188,184.07,186.38,185.736,187.728,189.954,186.5,192.786,189.848,190.658,186.9,192.036,186.5,198.178,194.612,194.204,192.878,197.698,197.778,196.674,196.748,199.73,202.84,200.104,204.404,200.778,201.48,203.038,206.374,205.392,206.544,207.49,212.854,205.798,209.498,205.822,207.622,204.568,213.446,210.374,210.672,210.954,217.118,214.918,211.85,218.372,218.096,216.18,210.91,217.938,219.476,214.44,217.46,224.502,225.138,222.92,227.126,221.666,224.676,220.192,230.286,218.06,227.894,228.358,221.532,227.428,229.298,222.06,230.266,230.516,230.814,234.654,236.846,234.3,238.342,236.342,231.054,233.746,236.136,238.146,232.524,234.342,238.304,239.198,239.592,237.336,241.804,240.196,239.026,243.936,245.436,240.182,248.694,241.268}
In[]:=
Median/@NJoin
,
,

Out[]=
{1.,2.,3.,4.,5.,6.,7.,8.,9.,10.,11.,12.,13.,14.,15.,16.,17.,18.,19.,20.,21.,22.,23.,24.,25.,26.,27.,28.,29.,30.,31.,32.,33.,34.,35.,36.,37.,38.,39.,40.,41.,42.,43.,44.,45.,46.,47.,48.,49.,50.,51.,52.,53.,54.,55.,56.,57.,58.,59.,60.,61.,62.,63.,64.,65.,66.,67.,68.,69.,70.,71.,72.,73.,74.,75.,76.,77.,78.,79.,80.,81.,82.,83.,84.,85.,86.,87.,88.,89.,90.,91.,92.,93.,94.,95.,96.,97.,98.,99.,100.,101.,102.,103.,104.,105.,106.,107.,108.,109.,110.,111.,112.,113.,114.,115.,116.,117.,118.,119.,120.,121.,122.,123.,123.,125.,126.,126.5,127.,128.,130.,130.,132.,132.,133.,134.,135.,136.,138.,138.,139.,140.,141.,142.,143.,145.,145.,146.,147.,147.,149.,149.,151.,152.,153.,153.,154.,156.,157.,157.,158.,159.,160.,162.,161.,163.,164.,165.5,166.,167.,167.,169.,170.,170.,172.,172.,174.,175.,176.,175.,178.,178.,178.,178.,182.,182.,183.,184.,184.,186.,187.,187.,187.5,189.,191.,190.,192.,192.,192.,195.,195.,194.,197.,199.,198.,199.,202.,202.,202.,203.,204.,204.,206.,206.5,207.,208.,211.,208.,209.,208.,212.,215.,212.,213.,218.,220.,218.,217.,219.,219.,222.,221.5,221.,225.,221.,227.,225.,226.5,228.,231.,228.,230.,228.,231.,228.,233.5,233.5,237.,235.,237.,236.,235.,241.,240.,239.,235.,238.5,237.,237.,237.,244.5,249.,246.,249.,247.,251.5,246.,249.5,247.,254.,252.5,245.,252.,250.,245.5,256.,253.,259.5,260.5,263.,263.,264.,264.5,255.5,260.,263.5,266.,259.,260.,265.,269.5,266.,266.5,267.,271.,266.,269.,271.,267.,277.,276.}
In[]:=
ListLinePlot[{%,Range[300]}]
Out[]=
Show[%,PlotRange->{{0,}}]
In[]:=
Take[%,-5]
Out[]=
In[]:=
GraphicsGridPartitionSeedRandom[234242];ArrayPlot[CellularAutomaton[#[[1]],RandomInteger[3,400],300],ColorRules->colors]&/@ReverseTake
,20,5
Out[]=