The Divisor Matrix Table (DMT) :

                     Mouseover (hover) reveals the Running Sums (∑) --UPPER ∑-Rows, LOWER ∑-Columns.

Copyright (c) 2024, Reginald Brooks, Brooks Design. All rights reserved.

1

∑-Rows->


∑-Columns



2

3


-



4

7


-



8

15


-



16

31


-



z=3

For PN6


x2=4



PN6

MPS=z2=9


8



12

21


16



24

45


32



48

93


64



5

-


9



10

15


18



20

35


36



40

75


72



80

155


144



z=7

for PN28


x2=16



14

OC=yz=21


32



PN28

MPS=z2=49


64



56

105


128



112

217


256



9

-


25



18

27


50



36

63


100



72

135


200



144

279


400



11

-


36



22

33


72



44

77


144



88

165


288



176

341


576



13

-


49



26

39


98



52

91


196



104

195


392



208

403


784



15

-


64



30

45


128



60

105


256



120

225


512



240

465


1024



17

-


81



34

51


162



68

119


324



136

255


648



272

527


1296



19

-


100



38

57


200



76

133


400



152

285


800



304

589


1600



21

-


121



42

63


242



84

147


484



168

315


968



336

651


1936



23

-


144



46

69


288



92

161


576



184

345


1152



368

713


2304



25

-


169



50

75


338



100

175


676



200

375


1352



400

775


2704



27

-


196



54

81


392



108

189


784



216

405


1568



432

837


3136



29

-


225



58

87


450



116

203


900



232

435


1800



464

899


3600



31

For PN496


x2=256



62

93


512



124

217


1024



248

OC=yz=465


2048



PN496

MPS=z2=961


4096



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