Here are the data given in the spread sheet. Evaluate this cell first. Then run the code below. You can then visualize the data for example with the command ListPlot[A].  Try it out before running the cell below which gives you the pictures seen in the QRD project.

A= {8336817,3979576,2693976,2320268,1680992,1584064,1547253,
1423851,1343573,1021795,978908,911507,909585,898553,885708,881549,
876384,753675,727211,705749,692600,681728,670820,670031,655057,
654741,651319,651073,617638,593490,590157,560513,548073,531576,
518012,513624,506811,495327,478221,478192,474069,467963,462628,
449974,433031,429606,401190,399700,398854,390144,389938,384145,
381009,379289,350365,345064,332318,331360,326586,323152,320189,
312697,308096,303940,300576,300286,296710,289102,288000,287677,
287442,287401,282011,278993,274492,272779,270402,265351,262491,
262075,261165,259680,258862,258069,255601,255284,254114,252381,
251974,247945,244835,242742,241110,239928,239798,233339,230436,
228959,222081,220236,217827,215784,215196,214547,214237,213055,
212979,211657,209403,208881,205695,201846,201013,200574,200567,
200490,200370,199371,199303,199223,199177,198525,197888,197757,
197597,197312,195805,195769,195494,194543,194500,194495,188720,
187603,187112,185428,185010,184463,183793,182799,182781,182437,
179883,179225,177603,176753,175961,175742,174775,174365,173591,
172622,171644,170282,170243,169868,167882,160628,159428,159203,
158146,157935,157601,155465,155079,154817,153606,153159,152960,
152703,151691,151666,151625,151227,148449,148164,147344,146900,
146038,145609,145233,144464,144399,143592,143268,142327,141664,
141541,141500,141464,141191,141029,140937,140545,140407,139248,
139236,138669,138632,137566,135248,134605,134510,133997,133943,
133759,133562,133372,132438,132319,131674,130365,130250,129638,
129295,129216,126913,126813,126185,125613,125310,124880,124662,
123744,123420,123334,123195,122460,122385,122105,121692,121442,
121363,121323,121272,119980,118935,118927,118488,118210,117979,
117911,117133,116946,116825,116672,116618,116480,116223,115552,
115487,115382,115382,114761,114584,114230,114161,113166,113003,
112791,112673,112361,112136,112118,111955,111502,111475,111126,
110997,110937,110849,110567,110417,110198,110001,109577,109527,
109452,109381,109212,109128,109106,108649,108151,107568,107536,
107263,106985,106306,106280,105673,105623,105101,105006,104683,
104578,104430,103949,103526,103432,103301,102708,102511,102026,
101751,101638,101590,101170,101129,101068,101060,101004,100670,
100421,99944,99805,99357,99277,99178,99155,99143,99037,98285,
98193,97828,97261,96664,96460,96380,96341,96289,95750,95708,
95605,95538,95508,95363,95310,95166,94763,94756,94740,94580,
94470,94398,94381,94371,94299,94054,93932,93665,93637,93444,
93400,93025,93010,92870,92757,92590,92314,92108,91765,91684,
91394,91364,91079,90643,90401,90209,90189,89800,89587,89541,
89355,88909,88885,88816,88815,88673,88414,88375,87931,87891,
87796,87773,87590,87103,86840,86276,86075,86068,85925,85768,
85755,85618,85531,85334,85098,85052,84948,84943,84694,84683,
84579,84534,84347,84331,84196,84092,83853,83750,83676,83203,
83097,83072,83029,83028,82739,82651,82168,81788,81777,81631,
81511,81464,81456,81360,81328,81125,81066,81004,80796,80612,
80389,80028,79768,79620,79604,79462,79348,79307,79291,79135,
79112,78877,78679,78557,78439,78396,78394,78130,78103,78014,
77624,77617,77503,77330,77273,77192,77140,76760,76653,76598,
76435,76200,75995,75815,75667,75522,75516,75457,75432,75251,
75130,75087,75048,75038,74879,74875,74760,74545,74516,74416,
74107,74098,73631,73562,73529,73473,73453,72887,72828,72717,
72689,72622,72588,72495,72436,72419,72299,72244,72130,72117,
71929,71868,71721,71705,71513,71166,71028,70746,70724,70670,
70635,70543,70465,70447,70298,70166,70166,69888,69887,69724,
69703,69523,69451,69413,69283,69186,68941,68823,68802,68669,
68484,68462,68159,68079,67999,67985,67982,67899,67789,67644,
67638,67586,67482,67355,67345,67339,67328,67317,67213,67191,
67010,67004,66916,66906,66749,66721,66385,66372,66340,66259,
66258,66215,65903,65892,65860,65807,65791,65741,65607,65496,
65469,65398,65380,65364,65273,65022,64897,64893,64842,64826,
64776,64668,64608,64575,64558,64474,64367,64235,64157,64051,
64014,63855,63597,63230,62998,62888,62822,62709,62700,62608,
62495,62166,62082,62055,62027,61954,61450,61448,61394,61339,
61248,61037,60922,60896,60867,60786,60622,60548,60520,60513,
60470,60336,60131,59947,59890,59805,59750,59669,59637,59599,
59458,59440,59439,59439,59438,59395,59329,59300,59277,59276,
59265,59249,59032,58984,58899,58877,58856,58796,58643,58632,
58481,58440,58434,58285,58225,58212,58113,58109,58098,58081,
58020,57939,57931,57882,57857,57746,57706,57704,57703,57509,
57464,57407,57341,57197,57027,56666,56637,56457,55916,55865,
55839,55829,55780,55773,55720,55676,55625,55554,55516,55514,
55417,55357,55353,55338,55281,55135,55126,55113,55022,55007,
54909,54903,54855,54824,54765,54620,54606,54604,54579,54469,
54445,54391,54280,54127,54064,54058,53955,53922,53921,53856,
53757,53727,53719,53637,53573,53544,53519,53447,53275,53195,
53126,53073,53070,53067,53016,52988,52975,52882,52857,52745,
52723,52677,52592,52549,52414,52381,52358,52127,51898,51593,
51586,51544,51542,51500,51390,51348,51267,51233,51227,51093,
51063,51040,50996,50952,50932,50925,50890,50887,50841,50706,
50446,50363,50317,50315,50299,50197,50094,49859,49700,49688,
49678,49154,48115,47720,46536};

S=ListPlot[Table[n^(3/4)*A[[n]],{n,Length[A]}],PlotRange->{10^6,10^7}]
S=Graphics[Table[{Red,Point[{Log[n],Log[A[[n]]]}]},{n,2,Length[A]}],Axes->True]