[Page] [Page] A briefe TREATISE for the measuring of Glasse, Board, Timber, or Stone, square or round. Being performed only by simple Addition and Substraction, and that in whole Num­bers, with [...]ut any Multiplication, or Division at all.

By John Speidell Mathematitian, in Queenes-street, where you may have of these Books at all times.

[figure]

LONDON, Printed by Thomas Harper. 164 [...]

This I have written in briefe to helpe all such as can but only Adde and Substract in whole numbers, which if any cannot doe, if they please to repaire to my house in Queen-street, I will teach them so much Arithmetick in halfe an houre.

And for all such as desire to be more then ordinarily instructed in the Mathematicks; Let them repaire unto me, and I shal (God willing) give them such satisfaction in all the rules of Arithme­tick, both in whole Numbers and Fractions, with the extractions of roots, the rule of Coffe or Algebra, with such extraordinary briefe rules for exchange, interest, valueing of Lands, Leases, Rents, Annuities, and Purchases, and with a briefer way for ca­sting up of Tower bills for gold or silver, then hath hitherto been taught by any. As also by a new invention of mine to teach wo­men or children above 10 yeares of age, to cast up any ordinary question of the rule of 3. or practice, in whole numbers, and with Fractions in a few houres.

There also may any be instructed in Geometry and Astrono­my, by practice and demonstration, with the use of severall in­struments for surv [...]ying of Lands, and plotting the same sundry wayes, and taking of heights and distances by severall instruments, with the use of both the Globes, the projection of the Sphere in plaine by scale and compasse, and the doctrine of right lyned and spherificall Triangles, with the application thereof in dial­ling, navigation and fortification, after a briefer way then is ex­tant by any writer of these times, with the use of the Ephemeri­des, and other secret inventions to be taught in private.

There also may you have particular rules and scales for measu­ring of glasse, board, wainscot, plastering, tyling, brickworke, stone, or ti [...]ber, square or round, and for reducing one figure in­to another, and cutting of any part or parts thereof sundry waies, for valuing of rents, leases, annuities, and purchases, and for in­trest, with rebat [...]s, after any rate per centum, to be done onely by scale and comp [...]sse, also gauging rods for all kinde of Caske great or small, and pr [...]sently taught at first sight, for the helpe of such as are not seene in Arthmetick at all.

There also may you have of the best Mathematicall paper, &c.

To measure glasse or board.

THis is 2 severall wayes to be done: First, by having only the breadth of your gl [...]sse or board, and thereby to finde how much in length sh [...]ll make a superficiall or square foot, or having the length and breadth to finde how much that whole pane of glasse, or that whole board containeth.

Example.

Let a board or a pane of glasse be broad 9. inches, and it is required to finde how much in length shall make a square foot: substract [...]ver from, 33625. the number belonging to the breadth of your board or glasse, and the remainder being looks, sheweth how much in length shall make a square foot.

Example.

The breadth being 9. inches, the number thereunto belonging is, 15563. which taken from, 33625. leaveth, 18062. which be­ing lookt out against it stands, 1. fo. and 4. inches, and so much in length shall make a square or superficiall foot: And after the same manner, if a glasse or board be 8. inches broad, there will be found 1. foot and 6. inches in length to make a foot:

And if your glasse or board be broad 13½ inches there shall be found 10¾ inches in length to make a foot.

The second way.

Suppose a pane of glasse to be broad 16. inches, and long 2 foot and 6. inches, and it is required to finde how many square foot therein is contained.

Take the numbers belonging to both the length and breadth, and adde them together, and from that addition substract ever the [...]ber belonging to 1. foot, and the remaynder being looke sheweth h [...]w many squ [...]re foot that whole pa [...]e containeth.

  Example.
Against. 2 fo. 6, is. 20792
Against 1 4. is [...]. 18062
t [...]g [...]er. 38854
Against. 1. fo. is. 16812
 
[...]st. 22 [...]42

[Page] to which answers 3. fo. 4. in. and so much is contained in that whole pane of glasse required.

Againe, suppose a board to be long 18. foot, and broad 16. in­ches, and it is required to finde how many square foot that whole board containeth.

Against. 18. fo. is. 29365
Against. 16. inches. 18062
together. 47427
Against. 1. fo. is. 16812
rest. 30615

to which answers 24. foot to be therein contained.

And after the same manner, if a board be broad 14. ¼. inches, and long 17. fo. 5. [...]/ [...]. inches, then shall be therein contained 20. fo. 8. ¾. inches.

To measure Timber or Stone.

This is also to be done 2. wayes.

First, having the breadth and depth of your Timber to finde how much in length shall make a sollid or cubicall foot; or ha­ving the length, breadth, and depth, to finde how many sollide foot the whole piece of Timber containeth.

Forasmuch as almost no Timber is so broad and deepe above as below, therefore take both the breadth and thicknesse about the middle of the peece, and suppose you finde it thereabouts to be 15. inches broad, and 11 deepe, and it is required to finde how­much in length shall make a sollide foot.

Adde the Numbers belonging to the breadth and depth toge­ther, and substract that addition ever fiō 50437, and the remayn­der lookt sheweth how much in length shall make a sollid foot.

Against. 15. inches is. 17782
Against. 11. stands. 16435
together. 34217
Which substract from. 50437
so rest. 16220

to which answers 10 ½. inches, and so much in length shall make a sollid foot required.

And after the same manner, if a peece be broad 18. inches, and deepe 16, there is found that 6. inches in length shall make a sol­lid foot.

[Page] And being broad 9 ¼. inches, and deepe 7. ¼. by proceeding af­ter the same manner there shall be found 24. inches in length to make a s [...]llid foot, and not 1/ [...]. quarter more.

The other way by having the le [...]gth, breadth, and thicknesse to finde how much the whole piece containeth.

Let the breadth and depth about the midle be 16. ½ and 10. [...]/ [...]. inches, and the whole length 17. fo. 8 ¼. inches, and it is requi­red to finde how many solid feet that whole piece containeth.

Adde the Numbers belonging to the length, breadth, and dep [...]h together, and from that Addition substract ever this Num­ber 33625. and the remainder lookt, sheweth how many foot that whole peece containeth.

The number belonging to 17. fo. 8. in. ¼. the length is. 29289

To the breadth 18195
To the depth 16335
together 63819
Substract ever 33625
so rest 30194

to which answers 21. fo. 9. in. ½. to be therein contained.

For Stone.

Suppose a Stone to be long 5 fo. 7. in. ½. broad 2. fo. 1. ¼. in. and deep 1. fo. 3. in. ½. and it is required to finde how many solid feet that stone containeth.

To the length is 24314
To the breadth 20043
To the depth 17924
together 62281
Substract 33625
so rest 28656

to which answers 15. fo. 3. in. 1/ [...]. to be therein contained.

And after the same manner the length being 4. fo. the breadth 18. inches, and the depth 16. there is found that whole stone to containe just 8. sollid foot.

To measure round Timber called girt measure.

This is also to be done a wayes, either by finding how much in length shall make a sollid foot, or to finde how many sollid foot the whole tree containeth; Gird your tree about neare the mid­dle [Page] thereof, and suppose you finde it to be 35. inches about, and you desire to finde how much in length shall make a sollid foot.

Take the number belonging to the circomference, and double it ever, which double substract from 61431. alwayes the remayn­der being lookt, sheweth how much in length shall make a sollid foot, which by so working is found to be 1. fo. 5. ¾. inches.

And after the same manner, a tree being 2 fo. 7. inches about, there shall be found 1. fo. 10 ½. inches in length to make a sollid foot.

To finde how much the whole Tree containeth.

Suppose your tree neere the middle to be about 48. inches, and long 14. fo. and it is required to finde how many sollid foot that whole tree containeth.

Set downe alwayes twice the number belonging to the circum­ference, and under it the number belonging to the length, and under that ever this number 55381. then adde all together, and cast away alwaies the first figure thereof next your left hand, the rest lookt sheweth how many sollid [...]o. the whole tree containeth.

Example.

It is 4. fo. about, and the number thereunto

belonging is. 27833
which I set down again. 22833
to 14 fo. [...]he length belongs 28274
and ever this number. [...]5381
fa. [...]

to which answers 17 fo. 9. ¾. inches, and so many sollid foot that whole tree containeth, [...] like manner worke for all other.

The use of a scale of Fractions, invented by John Speidell, Mathematitian, in Queen street.

THE scale containeth 120. equall partes, being numbred on the left hand by 4. 8. 12. to 120. and on the right hand by 1. 2. 3. to 20. whose uses follow.

Addition in Fractions.

Let it be required to adde ⅕. and ⅙. together: Take from the bottome the distance to ⅕. and setting one foot in ⅙. turne the other foot ever upwards, and it endeth now in 11/30. or you may take ⅙. first, and then setting one foot in ⅕. turne the other ever upwards, and it endeth al­so in 11/30. and so is found that ⅕. and ⅙. being added toge­ther doe make 11/30. of the whole.

In like manner ⅓. and ¼. of any thing being added to­gether doe make 7/12. of the same thing, be it of an ell, a yard, a shilling, or a pound, &c.

Againe, let it be required to adde ⅔. and ¼. together; if now you take ⅔. from the bottom, and with that distance setting one foot in ¾. and turne the other foot upwards, as before taught, you shall finde it to goe be­yond your scale.

Therefore take only the distance between ⅔, or ¾. one of your Fractions given, and the top 120. and with that distance setting 1. foot in the other Fraction, turne downwards, and to what it sheweth adde ever 1. whole unite, as if you take the distance between ¼. and the top of your scale 120. and with the same distance setting one foot in ⅔. the other Fraction, turne downwards, and it endeth now in 5/12. to which adde 1. whole unite, so is it [Page] 1 [...]/12. and so is found that [...]/ [...]. and ¼. being added together doe make 1 [...]/1 [...]. the thing required.

And after the same manner 4/ [...]. and ⅚. being added to­gether doe make 1 19/ [...]0 and 7/ [...]. and [...]/ [...] being added together doe make 1 1 [...]/24. parts, &c.

Substraction in Fractions.

Let it be required to take ⅖. from ½. and to finde what part of the whole is left.

Take only with your compasses the difference be­tween [...]/ [...]. and ½. your 2. Fraction given, and that distance applyed from the bottome, sheweth 1/10. and so is found that 2/ [...]. of any thing being taken from the 1/ [...]. of the same thing, there shall remaine 1/10;. of the same thing.

And in like manner, if you take ⅙. from 3/ [...]. there shall remaine 13/10. and 2/ [...]. being taken from ⅞. there shall remaine [...]/ [...]4. and [...]/5. from ⅚. leaveth 1 [...]/ [...]. &c.

Multiplication in Fractions.

Multiplication and Fraction of Fractions, is one and the same thing; for it is all one question to say multi­ply ½. by [...]/ [...]. or what is the 1/ [...]. of 3/ [...]. or the 3/ [...]. of 1/ [...]? this is all one and the same demand, to doe this by your scale of Fractions.

Looke out ⅗. on your scale, and against it on your left hand stands 72. whereof take ½. that is 36. which looke also amongst the Numbers on your left hand, and by it stands [...]/10. and so is found that ⅗. being multiplyed by [...]/ [...]. or the 1/ [...]. of [...]/ [...]. is [...]/10. of the whole unite.

And after the same manner, [...]/ [...]. of [...]/4. is ½. of the whole, for against [...]/ [...]. stands 80. whereof [...]/4. is 60. against which 60. stands 1/ [...].

In like manner, if ⅘. be given to be multiplyed by [...]/ [...]. [Page] the product will be found to be [...]/1 [...]. and 7/ [...]. being given to be multiplyed by ⅖. the product will be 7/20. &c.

Division in Fractions.

Let it be required to divide [...]/5. by ½.

Against 3/ [...]. stands 72. and against 1/ [...]. stands 60. now so often as 60 is in 72. which is once, and 1/ [...]. so often is [...]/ [...]. in [...]/ [...]. &c.

Againe, divide 4/ [...]. by [...]/ [...]. against ⅘. stands 96. and against [...]/ [...]. stands 40. now so often as 40. is in 96. which is two times, and [...]/ [...]. so often is [...]/ [...]. in ⅘. &c.

Againe, divide [...]/ [...]. by ⅚. against [...]/ [...]. stands 72. and against ⅚. stands 100. Now 100. cannot be had in 72. set it therefor thus, 72/1 [...]0. parts, or being abreviated by 4. it is 18/25. parts, and so is found that [...]/5. being divided by ⅚. the Quotient is 18/25. &c.

After the same manner 2/ [...]. being given to be divided by [...]/4. the Quotient will be [...]0/ [...]0. or abreviated by 10. it will be 8/9. &c.

To finde the value of a Fraction in shillings and pence.

Let it be required to finde how many shillings and pence the ⅝ of a pound is: Looke out ⅝. on your scale, and among the Numbers on your right hand stands 12. below the ⅝. and 13. above it, that is to say the ⅝. of a pound is more then 12 shillings, and lesse then 13 shil­lings; now right against 12 shillings stands ⅗. count therefore in the small parts upwards, from ⅗. to ⅝. how many of them it is, and you find 3. which are two pences, so the 3. make [...] pence, which put to the 12 shillings, so is it 12 shillings and 6 pence, and so is found that the ⅝. of 20 shillings, or a pound, is 12 shillings and 6 pence.

Againe, let be required to finde how much the 2/ [...]. of a pound is.

[Page] Looke ⅓. and the Number next under it on your right hand is 13. which stands against 13/20. then count the small parts form thence upwards to ⅓. which are 2. that is 2. two pences, which is 4 pence, so is found that ⅔. of a l. is 13. s. 4. d. and after the same manner ⅚. of a pound, is found to bee 16. s. 8. d. and ⅞. to be 17. s. 6. d. &c.

FINIS.

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  5 4 4 4 4 4 3 3 3 3  
  29827 30039 30241 30434 30618 30795 30966 31121 31267 31440  
  29832 30043 30245 30430 30622 30799 30969 31133 31290 31443  
  29386 30048 30249 30441 30626 30803 30973 31136 31294 31446  
1 29841 30052 30253 30445 30630 30806 30976 31139 31297 31449  
  2984 [...] 30056 30257 30449 30633 30810 30980 31143 3130 [...] 31452  
  2985 [...] 30060 30261 30453 30637 30813 30983 31146 31303 31455  
  29854 30065 30265 30457 30641 30817 30986 31149 3130 [...] 31458  
2 29859 30069 30269 30461 30645 30821 30990 31153 31310 31461  
  29863 30073 30273 30465 30648 30824 30993 31156 31313 31464  
  29868 30077 30276 30469 30652 30828 30997 31159 3131 [...] 31467  
  2987 [...] 30082 30282 30473 30656 30831 31000 31163 31319 31471  
3 29877 30086 30286 30477 30660 30835 31004 31166 31323 31474 1
  29881 30090 30290 30481 30663 30839 31007 31169 31326 31477  
  29886 30095 30294 30484 30667 30842 31011 31173 31329 31480  
  29890 30099 30298 30488 30671 30846 31014 31176 31331 31483  
4 29894 30103 30302 30492 30674 30849 31017 31179 31335 31486  
  29899 30107 30306 3049 [...] 30678 30853 31021 31183 31339 31489  
  29903 30111 30310 30500 30682 30856 31024 31186 31342 31492  
  29908 30116 30314 30504 30686 30860 31028 31189 31345 31495  
5 29912 30120 30318 30508 30689 30864 31031 31193 31348 31498  
  29917 30124 30322 30512 30693 30867 31035 31196 31351 31501  
  29921 30128 30326 30515 30697 30871 31038 31199 31355 31504  
  29926 30133 30330 30519 30700 30874 31041 31202 31358 31508  
6 29930 30137 30334 30523 30704 30878 31045 31206 31361 31511 2
  29934 30141 30338 30527 30708 30881 31048 31209 31364 31514  
  29939 30145 30342 30531 30711 30885 31052 31212 31367 31517  
  29943 30149 30346 30535 30715 30888 31055 31216 31370 31520  
7 29948 30154 30350 30538 30719 30892 31059 31219 31374 31523  
  29952 30158 30354 30542 30722 30896 31062 31222 31377 31520  
  29956 30162 30358 30546 30726 30899 31065 31225 31380 31529  
  29961 30166 30362 30550 30730 30903 31069 31229 31383 31532  
8 29965 30170 30366 30554 30734 30906 31072 31232 31386 31535  
  29969 30175 30370 30558 30737 30910 31075 31235 31389 31538  
  29974 30179 30374 30561 30741 30913 31079 31239 31392 31541  
  29978 30183 30378 30565 30745 30917 31082 31242 31396 31544  
9 29983 30187 30382 30569 30748 30920 31086 31245 31399 31547 3
  29987 30191 30386 30573 30752 30924 31089 31248 31402 31550  
  29991 30195 30390 30577 30755 30927 31092 31252 31405 31553  
  29996 30199 30394 30580 30759 30931 31096 31255 31408 31556  
10 30000 30204 30398 30584 30763 30934 31099 31258 31411 31559  
  30004 30208 30402 30588 30766 30938 31103 31261 31414 31562  
  30009 30212 30406 30592 30770 30941 31106 31265 31418 31565  
  30013 30216 30410 30596 30774 30945 31109 31268 31421 31569  
11 30017 30220 30414 30599 30777 30948 31113 31271 31424 31572  
  30022 30224 30418 30603 30781 30952 31116 31274 31427 31575  
  30026 30228 30422 30607 30785 30955 31119 31278 31430 31578  
  30030 30233 30426 30611 30788 30959 31123 31281 31433 31581  
  30035 30237 30430 30615 30792 30962 31126 31284 31436 31584  
  21 22 23 24 25 26 27 28 29 30  

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  3 3 3 3 3 3 3 2 2 2  
  31587 31729 31867 32000 32130 3225 [...] 32378 32497 32613 32725  
  31590 31732 31870 32003 32133 32258 32380 32499 32615 32728  
  31593 31735 31872 32006 32135 32261 32383 32502 32617 32730  
1 31596 31738 31875 32009 32138 32263 32385 32504 32620 3273 [...]  
  31599 31741 31878 32011 32140 32266 32388 32507 32622 32735  
  31602 31744 31881 32014 32143 32269 32390 32509 32625 32737  
  31605 31746 31884 32017 32146 32271 32393 32512 32627 32739  
2 31608 31749 31886 32019 32148 32274 32395 32514 32629 32742  
  31611 31752 31889 32022 32151 32276 32398 32516 32632 32744  
  31614 31755 31892 32025 32154 32279 32400 32519 32634 32746  
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3 31620 31761 31898 32030 32159 32284 32405 32524 32639 32751 1
  31623 31764 31901 32033 32162 32287 32408 32526 32641 32753  
  31626 31767 31903 32036 32164 32289 32410 32529 32643 32755  
  31629 31770 31906 32038 32167 32292 32413 32531 32646 32758  
4 31632 31772 31909 32041 32170 32294 32415 32533 32648 32760  
  31635 31775 31912 32044 32172 32297 32418 32536 32651 32762  
  31638 31778 31915 32047 32175 32299 32420 32538 32653 32765  
  31641 31781 31917 32049 32177 32302 32423 32541 32655 32767  
5 31644 31784 31920 32052 32180 32304 32425 32543 32658 32769  
  31647 31787 31923 32055 32183 32307 32428 32545 32660 32772  
  31649 31790 31926 32057 32185 32310 32430 32548 32662 32774  
  31652 31793 31928 32060 32188 32312 32433 32550 32665 32776  
6 31655 31796 31931 32063 32191 32315 32435 32553 32667 32778 2
  31658 31798 31934 32066 32193 32317 32438 32555 32669 32781  
  31661 31801 31937 32068 32196 32320 32440 32558 32672 32783  
  31664 31804 31940 32071 32198 32322 32443 32560 32674 32785  
7 31667 31807 31942 32074 32201 32325 32445 32562 32676 32788  
  31670 31810 31945 32076 32204 32327 32448 32565 32679 32790  
  31673 31813 31948 32079 32206 32330 32450 32567 32681 32792  
  31676 31816 31951 32082 32209 32333 32453 32570 32683 32794  
8 31679 31818 31953 32084 32212 32335 32455 32572 32686 32797  
  31682 31821 31956 32087 32214 32338 32458 32574 32688 32799  
  31685 31824 31959 32090 32217 32340 32460 32577 32690 32801  
  31688 31827 31962 32092 32219 32343 32463 32579 32693 32804  
9 31691 31830 31965 32095 32222 32345 32465 32582 32695 32806 3
  31694 31833 31967 32098 32225 32348 32467 32584 32697 32808  
  31697 31836 31970 32101 32227 32350 32470 32586 32700 32810  
  31700 31838 31973 32103 32230 32353 32472 32589 32702 32813  
10 31703 31841 31976 32106 32232 32355 32475 32591 32704 32815  
  31706 31844 31978 32109 32235 32358 32477 32594 32707 32817  
  31708 31847 31981 32111 32238 32360 32480 32596 32709 32819  
  31711 31850 31984 32114 32240 32363 32482 32598 32711 32822  
11 31714 31853 31987 32117 32243 32365 32485 32601 32714 32824  
  31717 31855 31989 32119 32245 32368 32487 32603 32716 32826  
  31720 31858 31992 32122 32248 32370 32490 32605 32718 32828  
  31723 31861 31995 32125 32251 32373 32492 32608 32721 32831  
  31726 31864 31998 32127 32253 32375 32494 32610 32723 32833  
  [...] 32 33 34 35 36 37 38 39 40  

[Page]

By Iohn Speidell in Queen-streete.
  000 [...]0 16902 19868 21614 22856 23820 24609 25276 25855 26365  
  03010 16990 19912 21644 22878 23838 24624 25289 25866 26375  
  04771 17076 19956 21673 22900 23856 24639 25302 25877 26385  
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  06990 17243 20043 21732 22945 23892 24669 25328 25899 26405  
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1 10792 17782 20334 21931 23096 24014 24771 25416 25977 26474 3
  11139 17853 20374 21959 23118 24031 2478 [...] 25428 25988 26484  
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2 13802 18573 20792 22253 23345 24216 24942 25563 26107 26590 6
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  15315 19138 21139 22504 23541 24378 25079 25682 26212 26684  
  15441 19191 21173 22529 23560 24393 25092 25694 2622 [...] 26693  
3 15563 19243 21206 22553 23579 24409 25105 25705 26232 26702 9
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  16812 19823 21584 22833 23802 24594 25263 25843 26355 26812  
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2 26884 27292 27664 28007 28325 28621 28899 29159 29405 [...]963 [...]  
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  26911 27316 2766 [...] 28028 28344 28639 28915 29175 29420 29652  
3 26920 27324 27 [...]94 28035 28351 28645 2892 [...] 2918 [...] 29425 29657  
  26928 27332 27701 28041 28357 28651 28927 2918 [...] [...]9430 29661  
  26937 27340 27709 28048 28363 28657 28932 29191 29435 29666  
  26946 27348 27716 28055 28370 28663 28938 2919 [...] 2944 [...] 29671  
4 26955 27356 27723 28002 28376 28669 [...]8943 2920 [...] 29445 29675  
  26964 27364 27731 28069 28382 28675 28949 2920 [...] 2945 [...] 29680  
  26972 27372 27738 28075 28388 28681 289 [...]4 2921 [...] [...]9455 29685  
  26981 27380 2774 [...] 28082 28395 28686 28960 2921 [...] [...]94 [...] 29689  
5 26990 27388 27752 28089 28401 28692 2896 [...] 2922 [...] 29465 29694  
  26998 27396 2776 [...] 2809 [...] 28407 28696 2897 [...] 2922 [...] [...]9469 29699  
  27007 27404 27767 28102 28414 28704 2897 [...] 2923 [...] [...]947 [...] 29703  
  27016 27412 27774 28109 28420 28710 2898 [...] 2923 [...] [...]9479 29708  
6 27024 27419 27782 28116 28426 [...]8716 28987 [...]924 [...] 29464 [...]9713 2
  27033 27427 27789 28122 28432 28722 28993 2924 [...] [...]9489 29717  
  27042 27435 27796 28129 28439 28727 2899 [...] 2925 [...] [...]9494 29722  
  27050 27443 27803 28136 28445 28733 29004 29250 [...]9499 29727  
7 27059 27451 27810 28142 28451 28739 29 [...]0 [...] 29263 29504 2973 [...]  
  27067 27459 27818 28149 28457 28745 29015 29269 29509 29736  
  27076 27466 27825 28156 28463 28751 29020 29274 [...]9513 29741  
  27084 27474 27832 28162 2847 [...] 28756 29025 29279 29518 29745  
8 27093 27482 27839 28169 28476 28762 29031 29284 29523 29750  
  27101 27490 27846 28176 28482 28768 29036 29289 29520 29754  
  27110 27497 27853 28182 28488 28774 29042 29294 29533 29759  
  27118 27505 27860 28189 28494 28779 29047 29299 29538 29763  
9 27126 27513 27868 28195 28500 28785 29053 29304 29542 29768 3
  27135 27520 27875 28202 28506 28791 29058 29309 29547 29773  
  27143 27528 27882 28209 28513 28797 29063 29315 29552 29777  
  27152 27536 27889 28215 28519 28802 29069 29320 29557 29782  
10 27160 2754 [...] 27896 28222 28525 28808 29074 29325 29562 29786  
  27168 27551 27903 28228 28531 28814 29079 29330 29566 29791  
  27177 27559 27910 28235 28537 28820 29085 29335 29571 29795  
  27185 27566 27917 28241 28543 28825 29090 29340 29576 29800  
11 27193 27574 27924 28248 28549 28831 29096 29345 29581 29805  
  27202 27582 27931 28254 28555 28837 29101 29350 29586 29809  
  27210 27589 27938 28261 28561 28842 29106 29355 29590 29814  
  27218 27597 27945 28267 28567 28848 29112 29360 29595 29818  
  27226 27604 27952 28274 28573 28854 29117 29365 29600 2982 [...]  
  11 12 13 14 15 16 17 18 19 20  

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