1 « "■v \ h V i i ; ■ s. • 7 V tr \ . ■ ■ • • . •■ • . 7 ^ • - • . . ^ i '■ .t ' ' ^ I . - _ ' fi '/'‘^\f:' <1 ,‘j ' ,. , / • i % K '4 •■) rJ^; i7U‘. ■ ‘■'•.I,-'-' j, ■ ) ■■ ^ 1 4 . Mamum ill Parvo; O OR,- ^ THE Math o tf of Column nrl/Jt ih Bafe, Capital, Entablature///^^/ Peckltal; ALSO (/a/y l/Hott/ie Kife OFirl Prelection evyy 07 t e. eoe7t t/t c a /fE77i/}f/r: — ^ ^^FEm^j/yy t/rt/i£,^7V^orick Column. G G The Bafe H H The Capital II The Architrave K K The Cornice For the Arch and Pedeftal. L L The Baft to the Pedeftal MM The Cornice to ditto N N" The Impoft of the Arch Q O The Architrave round the Arch E, and the E x amples, For the Corinthian Column; a a The Baft bb The Capital CC The Architrave dd The Cornice For the Arch and Pedeftal. ee The Baft to the Pedeftal f £ The Cornice to ditto gg The Impoft of the Arch hh The Architrave round the Arch For the Compofite Column. i i The Baft k k The Capital 1 I The Architrave mm The Cornice For the Arch and Pedeftal. n n The Baft to the Pedeftal 0 0 The Comice to ditto p p The Impoft of the Arch q q The Architrave round the Arch For For the lonick Column. P P The Bafe Q(^ The Capital RR The Architrave S S The Cornice For the Arch and Pedeftal. T T The Bafe to the Pedeftal V V The Cornice to ditto "WW The Impoft to the Arch XX The Architrave round! the Arch r r The 6 Divifions for the diagonal Scale of 6o Minutes f f The Divifion for the Scale of Chains, Links, and Feet. CHAP. II. T’o Draw the Tuscan Column,, with its Intablature, without y and with a Pedestal. See Plates i 2 , 3. F I X the Paper on the Board, and by the Edge of the Blade of the Square applied to the Side adoi the drawing Board, draw at Pleaftire the Line e gy reprelenting the Middle of the Column j then through the Middle of the Semi-Circle ty nty u : By the Edge of the Square applied to c dy draw m f and lay Half the given Height from / to and from f to gy let the Edge of the Square applied to c dy fall on the Point e, where being held faft, move the Plate x y Zy ’till the upper Divifion on the Lines giving the Heights of the Members in the Intablature of the Tufcan Order (which is the upper Line on y zj fall under the Edge of the Square j now the Square Aiding againft the Side c d oi the drawing Board, apply the Edge of the Blade to the feveral Divifions on the fore-mentioned upper Line fticceAively, and Lines drawn by its Edge, will cut off the requir’d Heights of every Member of the Intablature and Capital. The moveable Part remaining as before, oblerve what DiviAon, of the Semi-Circle the fore-mentioned Line of Intablatures cuts which, in this Example, is exadlly the Number 8 j then turn X y z about, ’till the Line giving the Heights of the Bafe for this Order (which is the loweft on y xj meet the Divifions numbered CO 8 allb in the under Quadrant ; or let the Edge of the Square applied to c d, fall on the Point g, where being held fall, move the Plate x y z about, ’till the lower Divifions on the Line for the Bales, fall alfo under the Edge of the Square, and either of thefe will duly place y x to cut olf the Heights of the leveral Members of the Bafe, and -j Part of the Height of the Column ; all which may be done by the Edge of the Square fucceflively applied to thole fevcral Divifions, and lb all the Heights will be limited : The next which follows, is the Limitation of the Pro- jedlions : Bring « on the Slider op qr, to the Line gf e produced, and turn the circular Plate about, ’till the Line mark’d a meets the Divifion 8 of the Circumference of the Hole in opqr^ as the Line of Heights did on the Semi-circumference inftuw-, then the Square Hiding along a d, and applied fuccellively to the leve- ral Diviliens on AA : BB, will give thofe dotted Lines, which, in the firft Figure, are leen to limit the Projeftions of the leve- ral Members of the Bale and Capital. It is to be oblerved, that it’s proper for a Beginner, when he is about to limit the Projections, to have the preceding Tables, and the Figures referred to, before him j therein the Tufean Table AA reprefents the Bale, and BB the Capital ; and becaule the Line A A : BB, mentioned in the laft SeCtion, contains the Proje- ctions of the Members of both Bale and Capital, it’s mark’d on the Inltrument with both A A and B B ; and in like Manner, the Line CC : DD, on the Inltrument next about -to be uled, con- tains the Projections of CC and DD, which, in the Table for the Tulcan Order, ever denotes the Architrave and Cornice, and the great Members fought in the Tables : You have the Line on the Inltrument, proper to limit the Projections of the fmaller be- longing to it. For any other Projections, as thole of the Architrave and Cor- nice, bring the proper Line C C : D D, to the lame Divifions 8, and the Square Hiding along a d of the drawing Board, and laid to the Divifions ofCC and DD, gives the dotted Lines limiting the Projections, as you may fee them in the firft Plate ; and lb of the other Examples. When this Column is to be raifed of a given Height on a Pede- ftal, through m draw the Line ?;zB, by the Edge of the Square applied to c d, take in it, at a Diftance from w, any Point B, and draw three obfeure Lines from the Point B, to the Points i ; i and 6, on the firft Line within the Rim of the Semi Circle ; then mot'e [7 move the Square along the Side a d, ’till you find a Diftance be- tween the Lines B : i, and B : i, which fhall be equal to the given Height, which fuppofe to be F C, then will D C be the Height of the Pedeftal, and F D the Height of the Column. If the Column is eredted without an Intablature, the upper ob- Icureldne B : i, muft be drawn from B, to the Divifion 5, repre- fenting the under Face of the Intablature (which you’ll fee on the Lines within the Rim of the upper Qiiadrant, and are diftin- guifh’d by Figures revers’d) which muft be ufed, in all refpedfs, the fame as the preceding obfeure Lines are ; and fb of all other Orders referring to their refpeeftive Lines and Divifions within the Rim of the Semi Circle^ Now draw any Line, as a e, reprelenting the Middle of the Column, and fet on the Height of the Pedeftal D C, from a to g i alfo the Height of the Column and Intablature F D, from g to e, which middle in f ; then apply your Square to the Side of the Board c and let the Edge of the Blade touch the Point and move the Slider ft uw^ ’till the middle Divifion m touch the Edge of the Blade alfo then move the Square on c d, upwards, to touch the Point e, and move the Plate x y ’till the upper Divifion on the Line of Intablature touches the Edge of the Square alfo ■, and then draw the Intablature and Capital, as taught in the preceding Part of this Chapter, and obferve what Divifion of the upper (Quadrant of the Semi-Circle that Line cuts, which was 8 ; then move the Plate xy z^ ’till the lower Line x y, at the Foot of the Column, touches 8 in the lower Quadrant, and draw the Bale, and j of the Height of the Column, as before taught. Then move the Plate xyz, ’till the fecond Line xy, for the Height of the Pedeftal, cuts 8 on the lower Quadrant of the Semi- Circle, and keep it fix’d j then apply the Square to the Side c d, and on the Point a, which hold faft, and move dowm the Slider ft ’till the lower Divifion for the Foot of the Pedeftal cuts the Edge of the Square, then is the Inftrument fixed for drawing the Heights of the Pedeftal. And for the Projedlions, fix the Slider opqr^ to the middle Line of the Column, and turn the Line of Projcdlions, to the Number 8 on the Circle, and proceed as before-mentioned ^ and fo of all the other Orders. CHAP. i * * C'8-] }*■ CHAP. III. t 7a£re(?? the TUSCAN ARCH. L ay down the Height and Width of the Arch in the Clear, and the Height and Width of the Key Stone j alfb the Height of the Pedeftal under the Column, and the Height of the Column and Intablature, by the Proportions laid down in the 4th and 5th Chapters i then from the Top of the Pedeftal g, to the Top of the Intablature draw the Column, with its In- tablature : Alfb the Pedeftal, as Chapter II. directs. See the 3d Plate. The Columns, with their Intablatures and Pedeftals, be- ing drawn, move xy z, Yill the fecond Line xy, aits the Divi- fion 8 on the lower Quadrant of the Semi-Circle then apply the Square to the Side c d, to cut the Point which hold faft, and move the Slider ft uw^ ’till the lower Divifion, or Foot of the Pedeftal, touch the Edge of the Square ; then move x y z^ ’till the fecond Line y z, cuts the Divifion 8 in the upper Quadrant of the Semi- Circle, then will the Square, Hiding againft c d, fall on the upper Divifion for the Impoft, and the Center of the Arch together, and then is the Inftrument fet to draw the Heights of the feveral Members of the Impoft, which may be done as the Heights in the preceding Examples were. For the Projedtions, fet « on the Slider op q r, to the middle Line ae, as before, and turn the middle Plate, ’till the Line EF : EF Uce the Tufcan Table) meets the Divifion 8 on the Circle ; then the Square Aiding againft a d, and being applied to the Divifions on the Side of the Line F F, on E F, will determine the required Projedions of the Impoft, as may be feen by the dotted Lines on the firft Figure of the fecond Plate ; then draw the Key Stone, and the Architrave, round the Arch, according to the Proportion in the 5th Chapter j and fo of any of the other 4 Arches, referring to their proper Lines and Divifions. N. B. ’Tis needful for every young Artift, before he proceeds in Architedure, to acquaint himfelf with the three different Scales in Plate 3, 'viz. A Scale of Chains and Links mark’d E, ufeful for the taking of Plans of either Houfes or Land : The Scale of Feet mark’d K, is ufeful to all Artifts in the common Way of working : And the Scale of 60 Minutes, mark’d L, is for no other Ufe, than to lay off any of the Proportions of Architedure, in the following Work, I 6 Inir: T fio:Ii€at/i in ih^ Sira^nd LONDINI ^ ////////T) ///////////\ ////////A m///m\ •ww^ 'V nxra C 9 ] Work, or any Work of this Kind ; the ten Divilions on the in- ward Line y 2, fet in any Pofition out of a I.evel, and a Square being applied to the Side a h, and to thofc Divifions, draw the level Lines in the Scale E or L, and the Divifions on the Lines R R and f f on the circular Plate m op qr^ gives the perpendicular Divifions in either of the preceding Scales ; the Line j f for the Scales E and K j and the Line r r, for the Scale h j and then from Angle to Angle, draw the diagonal Lines, and the Scales will be finifh’d, as in the Examples, CHAP. IV. Of rh TUSCAN ORDER. ^late I. ^ f '^HIS Column, including its I Bafe and Capital, the Height of which, are each half a Di- A ameter, is 7 Diameters high. Its B Intablature riles one Diameter Sc C And it diminifhes ^ of the Diame- D ter. E To cre6t this Column, with its F Entablature, to a given Height, di- G vide that given Height into 35 equal H Parts, and 7 of them lhall be the I Height of the Intablature ; the re- K maining 28, the Height of the Co- lumn, witli its Bale and Capital ; L and 4 fuch Parts lhall be its Dia- M meter. And the Diameter of the Column, N as in all the other Orders, is equal to 60 on the Scale of Minutes. O If a Pedeftal is to be fet under P this Column, the given Height muft be divided into 39 equal Parts ^ of which, and the remaining 35, difpofe of as in the Names of the Members. The Cima redba Corona Ovolo Cavetto Frieze Firft Fafcia Second ditto Abacus Ovolo Frieze of the Ca- pital Aftragal Body of the Co- lumn above Diameter of the Column Torus Plinth allow 4 to the Pedeftal, laft Section. This C >0 ] This Pedeftal is always plain, and work’d without any Mould- ing, and, indeed, is no more than a Sub-Plinth. Its Width is , 3 Minutes more than the Width of the Bale’s Plinth. See this Bafe or Sub-Plinth, in Plate II. where it was placed to exemplify the Ufe of the Inftrument. CHAP. V. q/' T U S C A N A R C H. See hte II. & III. A B C D E The Cima reverla Cima redta Cavetto Fafcia Body of the Pil- Jafter Pedeftal T O ere \ \\ I ♦ •** < ' . »• 'S' V. « ,, L ; I ^ ?i!< >’’■ ' V g: ' \ v ► « ‘ \ ■ S’ . y'' ■ '_• Tb ■■ * f«'. V’ * / V 4' \ • 1 ^ L>;-f '>t' k M ^ ;'|J -■'C, ■■' ■ ■7^ \V' S» :.a*»d IJ V • «*'r^ ^L-‘r '■ 4-1’ 1,1 H ■=+.'T.'4 ' ■4 i"' ^ ..;^'^J * - I'S-: -r'. ^ Tfiiiudej [ «• 3 CHAP. Vf. ■ N • 0/^k DORICK ORDER. SeePlateWf, ^he Names of the Members, A The Cima reda T he Column of this Order, with its Ba{e and Capital, is 8 Diameters high, and dimi- nifhes-^ of its Diameter: The Bafe and Capital are each half a Diame- ter: The Intablature’s Height is equal to \ Part of the Height of the Column : The Trigliphs are ~ a Diameter wide j and the Bells over them are fo likewife ^ for they form a Square with 36 Bells: Laftly, the Metops, or Spaces between the Tri- gliphs, mull be Squares. To ered this Column, with its Intablature, of a given Height, di- vide that Height into 10 equal Parts, of which, allow 2 for the Intabla- ture, and 8 for the Column, whofe Diameter is one of them. If you fet this Column, with its Intablature, on a Pedeftal, divide the whole given Height into 37 equal Parts, whereof give 7 to the Pede- ftal, 24 to the Column, and 6 to the Intablature ; and 3 of thefe Parts muft give the Diameter of the Column. To e^ed this Column on a Pedeftal, without its Intablature, divide the given Height into 31 equal Parts, and allow 7 to the Pedeftal, and 24 to the Column j and 3 fuch Parts will give the Diameter, as above. B Cima reverfa C . Corona D Bells E Ovolo F Cavetto G Capital to the Trigliphs H Trigliph I Tenia K Guttae L Firft Fafcia M Second ditto N Cymatium 0 Abacus P Ovolo 0. Annulets R Frieze to the Ca- pital S Aftragal T Body of the Co- lumn above V Diameter of the Column W Upper Torus X Scotia Y Lower Torus Z Plinth C 2 An f ] An Example of this, may be feen in that famous Column of this Order, on Fijhftreet-Hill ; the Monument to remember us of that dreadful Fire of London, in the Year 1666, raifed by that moft judicious Architedt Sir Chriftopher Wren. C H A P. VII. 0/ D O R I C K A R C H. See Plates V. & VL fhe Names of the Members. A The Architrave round the Arch B Cima reverla C Fafcia D Cima retfla E Frieze F Aftragal G Body of the Pil- lafter H Corona 1 Ovolo K Cavetto L Dedo or Body of the Pedeftal M Cavetto N Cima reverfa 0 PHnth T O raife this Arch, divide the Diameter in the Clear, into 22 equal Parts, and 29 fuch Parts, or a Diameter and 7 Parts, will be the Height in the Clear j of thele Parts, allow 2 -f to the Height of the Key- Stone. The Diameter of the Column is equal to 4 of thofc Parts: The Height of the Pedeftal is 9 and ^ of thofe 22 Parts : The Width of the Pillafter is one Diame- ter and 52 Minutes ; And fo the Outllde of the Column, which bears up the Intablature over the Key- Stone, is 26 Minutes from the Edge of the Pillafters. For the Propor- tions of the fmall Members, apply to the Inftrument, and compare with the 5th Plate. ♦ CHAP. ^iLk. ' r: .i 'e^'jT .-V’j • t'Q'i'' 1 ? ' . 1 » /'■ l-fr ^ 4 i’^' ■: ■ ^■. ...# 'i u'* • >■ ■ ■'.V^ '•"■^jfV'f* :;h ■ # ' , . . f .'i'.V'Li'V-^'V':., ■..'" 7 '| . f .:; . ,..'1 K -■ .il ^ P isVK i^--' •• ' '.'VI ' . -• ' ?' ' ‘'- ' ■*c ; -J) .Vt'if' ■: .^fl^ ■ ■-- i > ' L, \'.\'. , ;. , i * , . fj-M . Jr/* ■ , iiM 'i' Mm-' U« ., . : • ; ■ : 34 ;v># . ■'■■sf^.iMW'i. ’ ■ . *• k •* ' *^ '^'' c^S ‘f ' ,;■ ■ . ; :y / "“f ■ ■ ‘ ■ ■ W - -■- -M :-:ilik np •u^ .1: i^-. 1 .•^. i.‘ , . , '. , . • I - ISj^** • Vi ^ . ITtuniite-t, L.'i 1 CHAP. VIII. 0/ I O N 1 C K O R D E R. SceJ^lats Vll. T he Column of this Order, with its Bafe and Capital, is 9 Diameters high, it dimi- nifties -j of its Diameter j and the Height of the Intablature is equal to -f Part of the Height of the Co- lumn. Therefore, to ered this Column, with its Intablature, and to a given Height, divide that Height into 6 equal Parts, whereof, take one for the Intablature ; and divide the 5 which remain, into 9 equal Parts, one of which is equal to the Diame- ter of the Column. And when this Column, with its Intablature, is to be fet on a Pede- ftal, divide the whole Height into 1 5 equal Parts, whereof, allow 2 to the Intablature, and 3 to the Pede- ftal; and divide the remaining 10 into 9, one of which is equal to the Diameter of the Column. Laftly, If without the Intablature, it’s evident from the laft Section, ’I' he Names of the Members, A The Cima reda B Cima reverfa C ' Corona D Modillions E Ovolo F Cavetto G Frieze H Cymafium I Firft Falcia K Second ditto L Third ditto M Abacus N Voluto 0 Ovolo P Aftragal Q, Body of the Co- lumn above R Diameter of the Column S Upper Torus T Scotia V Lower Torus W Plinth that the Height muft be divided into . . 1 3 Parts, of which 3 belong to the Pedeftal, and the remaining 10 are to be ordered as In the laft Section of this Chapter. C H A p- [ '4 ] CHAP. IX. Of (fe 1 0 N I C K ARCH. See Plates VIII & IX. Names of the Members. A The Architrave round the Arch B Cima reverfa C Ealcia D ( Ovolo E Cima redta F ' Allragal G Body of the Pil- r " lafter H . Corona I Ovolo K ^Cavetto L ' Dedo, or Body of the Pedeftal U Cavetto N- - Cima reverfa 0. 3 , Plinth T O eredl this Arch^ divide the Diameter in the Clear, into ' 2L equal Parts ^ giYe'43 & - fuch. Parts, or 2 Diameters, and 1 Part, and -j, to the Height, in the Clear i 3 -f to the Height of the Key-Stone ; and the Diameter of the Column, is equal to 4 of thole Parts : And the Breadth of the Pil- lafter is onq Diameter and 53 Mi- nutes i and coniequently the Diftance from the Column, to the Edge of the Pillafter, is 26 Minutes and r ■■■ CHAP. X. " Of the CORINTHIAN ORDER. See Plate X. T H E Column of this Order, including Bale and Capital, is 9 Diameters and ~ high ; it diminifhes j Part of its Diameter, and its Intablature is y of the Height of the Column. To erect this Column, with its Intablature, of a given Height, divide that' Height into 6 equal Parts, and fo one of them mult be * ■■ .'4 ■ J - V • ''‘'"■ ■ ^ ‘m. /' ■■ •' . •'j-V / J ' '’.^■ n| ^ H' ■ '}ii. :.,■ ; t'- §i'" i; '. ' I’L • I,-' '• ..... i o, ^ - .' ■*w . i. ! ■ ". ■)' ■ - -V » " ' -i <. / ' . . r ;r. t ,V| ! •» . I : f 'ir ' -Cp 7 *.. I / C '5 ] be the Height of the Intablature ; and divide the remaining 5 into 19 equal Parts, of which z (hall be the Diameter. But if this Column, with its Intablature, is to have a Pedeftal, ( the whole Height then being 1 3 Diameters and — ) find the Diameter by the following Proportion, njiz. (as -the Height in Diameters, is to the given Height in Feet, fo is one to the Dia- meter) or, to avoid the Fractions A-s 139 is to 10, fo is the given Height ^ which, for Example’s fake, let it be 34 Feet 9 Inches, to 2 Feet^ Inches, the Diameter fought, . « ;o . F.L. \ As 139 is to I o, fb is 34 : 9 : . ; , 10 139)347 : 6(2 : 6 278 (69) 12 144 69 C <■> ' 139)834(6 834 000 Then give 2 Diameters and ~ to the Height of the Pedeftal, 9 and - to the Column, and one Diameter 54 Minutes to the Intablature. But you are to take notice, that this Diameter ought to be work’d 1 out to Parts of Inches, if there be a Remainder, otherwife the Pedeftal and Column will not be had fuffici- ently exadt. But if the Pedeftal be found by the following Proportion, * 4 ■ ■ ^he Nantes of the Members. A The Cima recla B Cima reverfa. c. Corona* D. Modillions E Ovolo F Dentils G Cavetto H Frieze I Cimatium K Firft Falcia I. Second ditto n N O P Q R S T V w 139)868 : 9(6 : 3 834 34 12 77 34 139)417(3 417 000 C Third Fafcia Abacus Bell of the Ca- pital Aftragal Body of the Co- lumn Diameter of the Column above. Upper Torus Scotia Lower Torus Plinth 3 _ . As 139 is^ to 2 S, fo is the whole Height 34 F. 9 I. to 6 F. 3 I. And this being firft laid off, then the Height of the Column, and the Intablature, may be had as in the laft Section. E I. As 139 is to 25, fo is 34 : 9 25 18 : 9 170 68 Or if the Intablature, one Diameter and 54 Minutes, be laid off, the Pedeftal or Column may be laid off, as in the following Se^ion. When there is to be no Intablature, divide the Height of the Column and Pedeftal, into 24 equal Parts, and give 5 to the Pede- ftal, 19 to the Column ; and 2 of thele Parts, or y- of the Whole, is equal to the Diameter of the Column. CHAP. [ »7 3 CHAP. XL ^Ofthe CORINTHIAN ARCH. ^ f ^ O eredb it, divide the Diame- i ter in the Clear, into 37 equal Parts ; of which 89 fuch Parts, or 2 Diameters 25 Parts, gives the Height in the Clear, and 8 the Dia- meter of the Column. The Height of the Key-Stone is 52 Minutes, its Breadth at Top is -I of its Height, and the Width of the Pillafter is one Diameter and 54 Minutes. The Members are known by the Figures on the Example. N. B. For the true Plan of the Corinthian Capital, fee Palladio & firft Book, Pages 93, 94, 95. ^he Names of the Memhcfs. A The Architrave round the Arch B Cima reverfa C Fafcia D Ovolo E Cima redia F Frieze G Aftragal H Body of the Pil- lafter I Cima reverfa K \ Corona L Ovolo M Cavctto N Dedo or Body of the Pedeftal 0 Cavetto P Cima reverfa 0. Torus R Plinth D CHAP. C ] CHAP. XII. Of the COMPOSITE ORDER. SeePUteXUI. Y'he Names of the Memhers. A B C D E F G H I K L M N O P Q. R S T The Cima re< 5 la Cima reverfa Corona Modillions Cima reverfa Frieze Cymafium Firft Fafcia Second ditto Abacus Ovolo Bell of the Ca- pital Aftragal Body of the Co- lumn Diameter of the Column Upper Torus Double Aftragal ..and Scotia’s Lower Torus Plinth T he Column of this Order, with its Bafe and Capital, is lo Diameters high, it dimi- nifties j of its Diameter ; and its Intablature is y of the Height of the Column. Therefore, to eredt this Column, with its Intablature, to a given Height, divide that Height into 12 equal Parts ; of which, 2 is the Height of the Intablature ; 10 the Height of the Column, and one is equal to the Diameter of the Co- lumn. If it is to (land on a Pedeftal, di- vide the Height into 46 equal Parts, of which give 10 to the Pedeftal, 30 to the Column, and the remain- ing 6 to the Intablature, and 3 ftiall be equal to the Diameter of the Co- lumn. And if you are to draw it with- out its Intablature, it’s evident from what has been faid, that if the Height be divided into 40 Parts, there will be 10 for the Pedeftal, 30 for the Column, and the Diameter is equal to 3, as in the laft Section. CHAP. c -- "• 1 18 ."% ^late UJ U L H ==? 1 I ! ompo s 1 Q_ N 1 \ ’ 4- T _L T ::; __L _v \ . \ r ^ • ■ * 1^ ^ C ompofrta ■ Coynf?v^ta Kyi/rtJi H ^rvu: cUlin C >9 3 I • ^ CHAP. xni. of the COMPOSITE ARCH. T O eredlit, divide the Diame- ter in the Clear, into 21 equal Parts j of which, give 49 of liich Parts, or 2 Diameters and 7 -j Parts, to the Height in ' the Clear, 4 to the Height of the Key- Stone, and 4 is equal to the Diame- ter of the Column : And the whole Breadth of the Pillafter, is equal to 2 Diameters of the Column. N. B. For the true Plan of the Compofite Capital, fee Valladioh firft Book, Pages 1 1 3, 114. Sr’z&e Names of the Membets, A The Architrave round the Arch B Cima reverfil C Falcia D Cima reda E Ovolo F Frieze G Aftragal H Body of the Pi- lafter I Cima reverfa K Corona L Cima redia M Body of the Pc- deftal N Cima reverla 0 Torus P Plinth. F I N I S. 9 BOO KS ^rmted for John Wilcox, at the Green Dragon, in Little Britain. T he Defcription and Ufe of a Portable Inftrument^ vul- garly known by the Name of Gunter’s Quadrant. By •which are perform’d moft Propofitions in Aftronomy ; as, the Altitude, Azimuth, right Afeention and Declination of the Sun, ^c. Alfo his Rifing, and Setting, and Amplitude ; together with the Hour of the Day or Night, and other Conclufions, exempli- fy ’d at large. To which is added. The Ufe of Napiers Bones in Multiplication^ Dmifion^ and ExtraMion of Koots : Alfo the Noc~ turnal, the King-Dial, and Gunters Line, in many neceffary and delightful Conclufions, fitted to the Uuderfl-anding of the meaneft Capacities. By JVdiiam Leybourn. The Second Edition, The Royal Treafury of England : Or, an Hiftorical Account of all Taxes, under what Denomination fbever, from the Con- qweft to this preftnt Year. Colledfed from the beft Hiftorians, as well Ancient as Modern : Likewife from many valuable Manu- feripts in the Cotton, and feveral other choice Libraries, and Ibme peculiar Offices in this Kingdom. Containing a confiderable Number of Particulars, not to be found in printed Books. The Modern Navigator’s Compleat Tutor: Or, a Treatife of the whole Art of Navigation, in its Theory and Prad:ice, CurJo- fity and Utility, ^c. By JoJJma Kelley, Mariner, and Teacher of the Mathematicks. r-p^HOMAS HEATH, at the Hercules, next Door to the X Fountain Favern, in the Strand, makes and fells, wholefale and retale, all Sorts of Mathematical Infiruments in Gold, Silver, Brafs, Ivory, or Wood, ^c. Perform’d according to the lateft Obfervations of Philofophers, and Praftifers of the feveral Mathematical Arts j whereby they are render’d moll: neat, portable, accurate, and expeditious : Whether they be for Geometry, Surveying, Navigation, Gauging, Mealuring (of Timber, Stone, Workmanlhip, &c. J Dialing, Geography. Aftronomy, With Books of their Ufes. I 1 > ■ - '- •■ I , •w/ \ r.- . ,x) • ■/ / , S’ h :- !!<' 't f4 1 V . 4 ■ it ' . -'i * i. •;'♦ ' 4ju ■f