Office Applications and Entertainment, Magic Squares
	Attachment 14.7.42, page 1	About the Author

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Partial Symmetric Prime Number Composed Magic Square (9 x 9):
Overlapping Pan Magic Sub Squares

MC = 41967 2647 3049 6007 6949 3919 5827 2017 3109 8443 3637 9319 277 5419 463 7879 5323 3583 6067 3319 2377 6679 6277 4987 3823 4513 5233 4759 9049 3907 5689 7 9283 2113 4423 5227 2269 7549 3163 2287 5653 4663 3673 7039 6163 1777 7057 4099 4903 7213 43 1657 1063 7603 8329 4567 4093 4813 5503 4339 6733 9199 787 1933 3259 5743 4003 1447 8863 1723 997 7669 8263 883 6217 7309 3499 5407 8539 7393 2593 127

MC = 78021 4079 5717 9749 15131 5399 4289 6947 11411 15299 7547 17333 1877 7919 9689 10091 8297 5009 10259 7589 2207 13259 11621 7907 10979 13001 8369 3089 15461 9419 9791 5 11681 1367 2699 13877 13721 16361 12659 4937 719 8669 16619 12401 4679 977 3617 3461 14639 15971 5657 1451 1571 15467 16187 14249 8969 4337 6359 9431 14327 17327 311 2711 7079 12329 9041 7247 7649 1871 1151 15887 15767 2039 5927 10391 13049 11939 17027 14627 3011 11

MC = 93861 379 769 20047 20521 6661 5659 8317 14149 17359 19819 20749 151 997 12037 13309 8161 6091 12547 811 337 20479 20089 7591 12979 16267 11197 4111 20707 19861 1039 109 15427 1999 3541 14479 16699 19429 14629 4999 2659 10429 18199 15859 6229 1429 4159 6379 17317 18859 5431 1549 2677 17599 19891 16747 9661 4591 7879 13267 16759 20731 709 3517 8311 14767 12697 7549 8821 3259 967 19309 18181 3499 6709 12541 15199 14197 20149 17341 4099 127

MC = 119979 641 821 25601 26261 13049 1493 3761 24113 24239 25229 26633 269 1193 14543 23819 11399 12503 4391 1061 401 26021 25841 10853 15401 15173 14249 10979 26393 25469 1433 29 14879 1409 10433 13751 26183 25799 24623 773 2129 13331 24533 25889 2039 863 479 12911 16229 25253 11783 2333 2909 23333 24749 15683 12413 11489 11261 15809 21491 26591 491 4751 22271 14159 15263 2843 12119 3329 1913 24329 23753 2423 2549 22901 25169 13613 26171 21911 5171 71

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About the Author