,,lady ,,cadogan',s  ,illu/rat$ ,games (
 ,solitaire or ,pati5ce    ,,new        
,,revis$ ,,edition   ,,includ+ ,am]ican 
,games    ,h[ poor are !y t h n         
pati5ce4--,,o!llo4  ,pati5tia v9cit4    
,,philadelphia ,,david ,mc,k,a,y        
,,company ,wa%+ton ,squ>e  ,copyright1  
#aiad1 by ,,david ,,mckay ,,company     
,pr9t$ 9 ,unit$ ,/ates ( ,am]ica        
,transcrib]'s ,note3 ,?is alphabetical  
li/ ( ! games 0 produc$ = ! conv5i5ce ( 
! read] & is n conta9$ 9 ! orig9al text4
                                        
,,cont5ts  ,,anna                       
,,! ,,fifte5 ,,babette                  
,,! ,,fi%-,,bone ,c,,s>                 
,,! ,,fl[]-,,g>d5 ,,canfield ,,or       
,,klondike                       ,,!    
,,f\r ,,corn]s ,,=tress                 
,,! ,,f\rte5? ,,g5]al ,,s$gewick        
,,! ,,great ,,?irte5 ,,la ,,belle       
,,lucie                             ,,! 
,,hemisph]es ,,la ,,niv]naise           
,,! ,,h]r+-,,bone ,,light ,,& ,,%ade    
,,! ,,k+s ,,m>g>e!                      

,,! ,,labyr9? ,,m\nt ,,olympus          
,,! ,,l\is ,,pati5ce ,,napoleon ,,at    
,,/4 ,,hel5a                     ,,!    
,,mill ,,napoleon',s ,,squ>e            
,,! ,,nation ,,ne/or                    
,,! ,,olga ,,r$ ,,& ,,black             
,,! ,,que5s ,,sly                       
,,! ,,salic ,,law ,,sp5s]',s ,,fairie   
,,que5                     ,,! ,,%ah ,,!
 ,,besieg$ ,,city                       
,,! ,,squ>e ,,! ,,blockade              
,,! ,,sultan ,,! ,,c>pet                
,,! ,,t]race ,,! ,,clock                
,,! ,,:eel ,,! ,,congress               
,,! ,,zodiac ,,! ,,con/itution          
,,two ,,r+s ,,! ,,empress ,,( ,,india   
,,explanation ,,( ,,! ,,tableaux   ,!   
blank spaces %[ :]e ! f\ndation c>ds    
%\ld be play$ dur+ ! deal4              
,,explanation ,,( ,,t]ms  ,available    
c>ds4 ,^? t are n block$ by o!r c>ds1   
i4e41 n =bidd5 by ! p>ticul> rules ( ea*
 game1 to be us$4  ,releas$ c>ds4 ,^?   
:i*1 by ! removal ( ! c>ds t block$ !m1 
h n[ become available4  ,suitable c>ds4 

,^? ^: value & suit fit !m to be play$  
or plac$ 9 ! tableaux4  ,f\ndation c>ds4
 ,^? on :i* ! ,pati5ce is =m$4 ,^! are  
g5]ally aces & k+s4  ,m>riage4 ,! plac+ 
a c>d ( ! same suit on ! next "o above  
or bel[ x 9 value4 ,any numb] may be    
plac$ on ea* o!r 9 ?is way4  ,sequ5ce4  
,! regul> succession ( c>ds asc5d+ f ace
 to k+1 or desc5d+ f k+ to ace2 a       
sequ5ce ne$ n be ( "o suit4  ,value4 ,! 
figures ( ! c\rt c>ds1 & ! numb] ( po9ts
 ( ! m9or ones4  ,suit4 ,ei!r he>ts1    
spades1 diamonds1 or clubs4  ,lane4 ,an 
empty space 9 ! tableau1 :i* has be5 =m$
 by ! removal ( an entire r[ ( c>ds4    
,talon4 ,c>ds :i*1 be+ unsuitable at !  
mom5t1 are laid aside 9 "o or m packets 
till !y c come into use4  ,to play c>ds4
 ,! plac+ !m on ! f\ndations 9          
contradi/9ction to plac+ !m else:]e4    
,re-deals4 ,^! are always 9 addition to 
! orig9al deal4     ,illu/ration3 ,,la  
,,belle ,,lucie4     ,,la ,,belle       
,,lucie  ,"o ,entire ,pack ( ,c>ds      
,,rules   ,i4 ,! upp]mo/ c>d ( ea*      

packet is alone available1 until by its 
removal x releases ! "o b5ea?4  ,,ii4 ,!
 f\ndations mu/ foll[ suit4   ,,play    
,deal out ! entire pack 9 packets ( ?ree
 c>ds dealt toge!r & plac$ z 9 tableau4 
,! la/ packet1 h[ev]1 w conta9 b "o c>d4
  ,! f\r aces =m ! f\ndation c>ds1 & are
 to asc5d 9 sequ5ce to k+s4  ,hav+ plac$
 ! tableau1 take any aces t may appe> on
 ! surface ( ! packets & play !m 9 _!   
allott$ spaces1 & ^u !m any o!r suitable
 c>ds1 subject to ,rule ,i4  ,:5 all    
available c>ds h be5 play$1 y proce$ to 
release o!rs1 by =m+ m>riages 9 a       
desc5d+ l9e on ! tableau2 b great c>e is
 requisite1 le/ 9 releas+ "o c>d ano!r  
/ill m necess>y to success %\ld be      
block$4 ,! :ole tableau %\ld be c>efully
 exam9$1 & ! comb9ations arrang$ s z to 
release ! greate/ numb] ( suitable c>ds4
  ,:5 ?is has be5 done1 & !re are no m  
available c>ds to play1 ! entire tableau
 may be tak5 up1 %uffl$ & re-dealt 7if  
necess>y twice71 !n play$ aga9 z be=e4  
,?is game c also be play$ ) two packs1 !

 eight aces =m+ ! f\ndation c>ds1 &     
d\ble ! numb] ( packets be+ dealt = !   
tableau4 ,x is !n call$ ,,! ,,h\se ,,9  
,,! ,,wood4  ,!re is also ano!r way (   
play+ x ) two packs4 ,! f\ndation c>ds  
to be f\r aces1 & f\r k+s ( diff]5t     
suits1 & m>riages made bo? 9 asc5d+ &   
desc5d+ l9es4 ,! "n ( ?is game is ,,!   
,,h\se ,,on ,,! ,,hill4                 
,illu/ration3 ,,napoleon ,,at ,,/4      
,,hel5a4     ,,napoleon ,,at ,,/4       
,,hel5a  ,two ,entire ,packs ( ,c>ds    
,,rules   ,i4 ,only c>ds 9 ! l[e/ r[ are
 available1 until a c>d 9 any o!r r[ is 
releas$ by ! removal ( ^? bel[ x1 !     
pr9ciple be+ t no c>d c be us$ t has    
ano!r bel[ x4  ,,ii4 ,! f\ndations mu/  
foll[ suit4   ,,play  ,deal out f left  
to "r f\r r[s ( t5 c>ds4  ,! eight aces1
 :5 !y c be plac$1 =m ! f\ndation c>ds1 
& are to asc5d 9 sequ5ce to k+s4  ,%\ld 
any aces appe> 9 ! l[e/ r[1 play !m 9 _!
 allott$ spaces1 & ^u !m any suitable   
c>ds to cont9ue ! f\ndations 7,rule ,i74
  ,y mu/ n[ exam9e ! tableau & endeavor 

by =m+ m>riages 79 desc5d+ l9e1 & always
 subject to ,rule ,i7 to release o!r    
suitable c>ds4 ,?is1 h[ev]1 mu/ be done 
) c>e1 le/ a sequ5ce 9 a l[] r[ may     
block a c>d above x :i* is mu* want$1 & 
might soon h be5 releas$4  ,if by ^!    
*anges y c make a vacancy 9 ! upp]mo/ r[
 7?us =m+ a p]p5dicul> lane71 x is ( !  
greate/ use4 ,! vacancy may be refill$ )
 any available c>d f ! tableau or f !   
talon1 b y are n oblig$ to refill x     
until a favorable opportunity occurs4   
,note4--,"s play]s only all[ ! vacancy  
to be fill$ f ! talon4  ,! c>d s plac$  
has all ! privileges ( ! orig9al c>d ^: 
place x fills1 & is treat$ 9 ! same     
mann]4  ,:5 !re are no m available c>ds 
to play1 proce$ to deal out ! rema9d] ( 
! pack1 turn+ ! c>ds "o by "o1 play+ all
 suitable ones on ! f\ndations1 or plac+
 !m on ! sequ5ces ( ! tableau4 ,! c>ds t
 _c be s employ$ are laid aside 9 "o    
packet1 =m+ ! talon4  ,!re is no        
re-deal4     ,illu/ration3 ,,! ,,fifte54
     ,,! ,,fifte5  ,two ,entire ,packs (

 ,c>ds   ,,rules   ,i4 ,only c>ds 9 !   
sev5? or l[e/ r[ are available1 until by
 _! removal ^? above !m are releas$4 ,no
 c>d c at any "t be us$ t has any o!r   
bel[ x4  ,note4--,!re is "o exception to
 ?is rule1 9 case ! game _c be op5$4    
,see bel[4  ,,ii4 ,ea* f\ndation mu/    
foll[ suit4   ,,play  ,deal out ! entire
 pack f left to "r 9 horizontal r[s1    
fifte5 c>ds 9 ea*1 except+ ! la/ "o1 :i*
 c only conta9 f\rte54 ,ea* r[ %\ld     
p>tly cov] ov] ! prec$+ "o2 f\r aces &  
f\r k+s =m ! f\ndation c>ds1 ! aces     
asc5d+ 9 sequ5ce to k+s1 ! k+s desc5d+ 9
 sequ5ce to aces4 ,:5 ! deal is         
complete1 if any f\ndation c>ds %\ld    
appe> 9 ! l[e/ r[ 7,rule ,i71 play !m at
 once on ! spaces res]v$1 & also any o!r
 suitable c>ds--!n m>ry1 bo? 9 asc5d+ & 
9 desc5d+ l9es1 subject to ,rule ,i2 b  
if1 aft] ^! *anges1 no f\ndation c>d is 
available1 s t ! pati5ce _c ev5 beg91 y 
may )draw f ! six? r[ "o ace & "o k+1 if
 any are to be f\nd 7see note to ,rule  
,i71 imm$iately fill+ ! spaces s made ) 

! c>ds bel[ :i* _h previ\sly block$ !m4 
,if ev5 ?is res\rce is unavail+1 !      
pati5ce has already fail$1 !re be+ no   
re-deal1 & no fur!r infr+em5t ( rules   
all[$4  ,:5 "o or m f\ndations are      
e/abli%$1 exam9e ! tableau c>efully1    
m>ry all available c>ds1 & endeavor by  
^! *anges to release ! greate/ numb] (  
suitable c>ds = ! f\ndations1 & to op5  
out "o or m p]p5dicul> lanes4 ,^! are ( 
! greate/ use2 y may select any         
available c>d & place x at ! top ( !    
lane1 & bel[ x any o!rs 9 sequ5ce ( !   
same suit1 ea* c>d p>tly conceal+ !     
prec$+ "o1 z 9 ! orig9al deal4  ,y may  
also use ! lane = rev]s+ any sequ5ces   
previ\sly made4 ,?us1 suppos+ !re is a  
sequ5ce beg9n+ ) a t5 & end+ ) a ?ree 7!
 t5 be+ requir$ = "o ( ! f\ndations71   
place ! ?ree at ! top ( ! lane1 ! o!r   
c>ds foll[+ until ! t5 becomes ! l[e/ or
 available c>d4  ,9 !ory ?is pati5ce is 
simple1 b x is v difficult to play4 ,!  
comb9ations are endless1 f ! con/ant    
rev]s+ ( sequ5ces1 & require great      

att5tion4 ,z ! success pr9cipally dep5ds
 on ! lanes1 x is m prud5t1 :5 y h only 
"o1 n to refill x until by "s fre%      
comb9ation y c op5 out ano!r "o4  ,!re  
is no re-deal4     ,illu/ration3 ,,!    
,,salic ,,law4     ,,! ,,salic ,,law    
,two ,entire ,packs ( ,c>ds   ,,rules   
,i4 ,only ! c>ds on ! surface ( ! k+    
packets are available1 until _! removal 
z usual releases ^? b5ea?1 b all ! c>ds 
9 ea* packet may be exam9$4  ,,ii4 ,!   
f\ndations d n foll[ suit4   ,,play     
,take f ! pack & place "o k+ to beg9 !  
l9e ( eight k+s1 t are to be            
successively plac$ 9 a horizontal r[ z  
!y appe> 9 ! deal4 ,on ?is fir/ k+ y    
place all ! c>ds z y deal !m until !    
next k+ appe>s4 ,y n[ place ! c>ds z y  
deal !m ^u ?is second k+1 & y cont9ue   
?us to deal out ! :ole pack1 always     
heap+ ^u ! la/ k+ t has appe>$ all !    
c>ds z !y are dealt4  ,! eight aces are 
to =m ! f\ndation c>ds1 & are to asc5d 9
 sequ5ce to knaves 7,rule ,,ii74 ,:5 9 !
 c\rse ( ! deal any aces appe>1 !y are  

to be imm$iately plac$ 9 a l9e above !  
k+ packets1 & ^u !m any suitable c>ds   
7,rule ,i71 & :5 ! que5s appe> !y are to
 be plac$ 9 a r[ above ! f\ndations4 ,! 
que5s are m]ely plac$ to complete ! f9al
 tableau1 :i*1 if ! pati5ce succe$s1    
consi/s ( ! eight que5s above1 ! eight  
knaves f9i%+ ! f\ndations 9 ! c5tre1 & !
 eight k+s bel[4 ,y mu/ cont9ually      
exam9e ! surface ( ! k+ packets to play 
any suitable c>ds on ! f\ndations1 & 9 s
 do+ endeavor to free "s ( ! k+s        
entirely1 = :5 ! deal is end$ y are     
all[$ to place "o c>d f any ( ! o!r     
packets 7,rule ,i7 on ea* k+1 & y mu/1 (
 c\rse1 *oose ^? c>ds t w release !     
greate/ numb] ( suitable c>ds = !       
f\ndations1 = :i* purpose ! :ole packets
 may be exam9$4 ,9 ?is consi/s ! entire 
play4  ,!re is no re-deal4              
,illu/ration3 ,,! ,,f\r ,,corn]s4       
,,! ,,f\r ,,corn]s  ,two ,entire ,packs 
( ,c>ds   ,,rules   ,i4 ,aft] ! deal is 
complet$1 ! upp]mo/ c>d ( ea* packet is 
available & may be plac$ on any ( !     

f\ndations1 ! c>ds und]nea? be+ releas$ 
z usual by ! removal ( ^? t cov]$ !m4   
,,ii4 ,ea* f\ndation mu/ foll[ suit4    
,,play  ,deal out twelve c>ds z 9       
tableau1 beg9n+ on ! left4 ,place ! top 
corn] c>d1 !n ! f\r side c>ds1 la/ly !  
l[] corn] c>d2 repeat ?is process on !  
"r h&1 beg9n+ ) ! top corn]1 & leav+    
space 9 ! c5tre = ! f\ndation c>ds4 ,^! 
w consi/ ( f\r aces & f\r k+s ( diff]5t 
suits1 ! aces asc5d+ 9 sequ5ce to k+s1 &
 ! k+s desc5d+ 9 sequ5ce to aces4  ,hav+
 dealt ! fir/ r\nd ( twelve c>ds1 proce$
 to deal out ! entire pack 9 successive 
r\nds cov]+ ! fir/ "o1 b 9 deal+ ea*    
sev]al r\nd ! foll[+ me?od mu/ be       
/rictly obs]v$3  ,! eight f\ndation     
c>ds1 z !y appe> 9 ! deal 7:e!r !y fall 
on ! corn] or on ! side packets71 are to
 be at once play$ 9 ! space res]v$ = !m1
 & on ^! may be play$ any suitable c>ds 
:i* 9 deal+ fall on ei!r ( ! f\r corn]  
packets2 b :5 a c>d 7o!rwise suitable7  
falls on ei!r ( ! side packets1 x may n 
be play$ unless ! f\ndation to :i* x    

belongs happ5s to be ! "o imm$iately    
adjo9+ ! side packet on :i* t c>d fell 9
 deal+4  ,note4--,:5ev] 9 deal+ a c>d is
 )drawn1 to place on "o ( ! f\ndations1 
! next c>d 9 ! pack is plac$ 9 its /ead4
  ,aft] ! entire deal is complet$ ^!    
re/rictions cease1 all suitable c>ds may
 n[ be play$1 subject to ,rule ,i1 &    
m>riages1 bo? 9 asc5d+ & desc5d+ l9es1  
may be made ) c>ds on ! surface ( !     
twelve packets2 great c>e mu/1 h[ev]1 be
 tak5 9 mak+ ^! m>riages1 le/ 9 releas+ 
"o c>d y block ano!r t is equally       
requir$4 ,! cont5ts ( ea* packet %\ld be
 c>efully exam9$1 & only ^? m>riages    
made :i* release ! greate/ numb] (      
suitable c>ds4  ,note4--,! sequ5ces ?us 
made may be rev]s$ if requir$1 viz41 if 
"o ( ! packets conta9$ a sequ5ce1 beg9n+
 ) deuce & asc5d+ to eight 7?is be+1 (  
c\rse1 ! top c>d71 & "o ( ! o!r packets 
_h at ! top a n9e ( ! same suit1 ! eight
 might be plac$ on ! n9e1 ! re/ ( !     
sequ5ce foll[+1 till ! deuce became !   
top 7or available7 c>d4  ,:5 all        

possible comb9ations h be5 made1 & fur!r
 progress is impossible1 ! twelve       
packets may be tak5 up 9 ord]1 beg9n+ on
 ! left1 re-dealt1 & play$ exactly z    
be=e4 ,if necess>y1 !re may be two      
re-deals4     ,illu/ration3 ,,! ,,mill4 
,,! ,,mill  ,two ,entire ,packs ( ,c>ds 
,,rules   ,i4 ,all c>ds 9 ! w+s are     
available4  ,,ii4 ,! five f\ndations d n
 foll[ suit4   ,,play  ,take f ! pack "o
 ace & place x 9 ! c5tre be=e y2 next   
deal out eight c>ds1 gr\p+ !m r\nd ! ace
 to repres5t ! w+s ( a w9dmill4 ,! fir/ 
f\r k+s t appe> 9 deal+ are to be play$ 
9 ! f\r angles 7see tableau74 ,^!1 ) !  
c5tre ace1 =m ! five f\ndation c>ds4    
,ea* ( ! f\r k+s is to desc5d 9 sequ5ce 
to ace1 :ile ^u ! c5tre ace f\r entire  
families are to be pil$ 9 sequ5ces      
7,rule ,,ii74  ,hav+ plac$ ! c5tre ace &
 ! w+s1 take f ! latt] any k+s = !      
f\ndations1 or o!r suitable c>ds to play
 on !m1 or on ! c5tre ace1 fill+ up !   
spaces s made f ! c>ds 9 y\r h&4 ,!n    
proce$ to deal out ! rema9+ c>ds1 turn+ 

!m "o by "o1 play+ all ^: value admit ( 
x on ! f\ndations4 ,! c>ds t _c be s us$
 are plac$ aside 9 "o packet1 =m+ !     
talon4  ,note4--,! f\r families on !    
c5tre ace ea* beg9 ) ace & end ) k+4  ,x
 is bett] to play c>ds f ! talon r ?an f
 ! w+s4  ,vacancies 9 ! w+s mu/ be      
imm$iately refill$ f ! pack or talon4   
,9 =m+ ! f\ndations1 ! upp]mo/ c>d (    
ei!r ( ! k+ packets may be transf]r$1 if
 suitable1 to ! ace packet2 b ?is       
privilege is limit$ to "o c>d ( ea* at a
 "t1 & may only be resort$ to :5 ! play+
 ( t c>d w\ld br+ into imm$iate use any 
o!r available c>d ( ! w+s or ( ! talon4 
,!re is no re-deal4     ,illu/ration3   
,,! ,,%ah4     ,,! ,,%ah  ,two ,entire  
,packs ( ,c>ds   ,,rules    ,i4 ,dur+ ! 
deal c>ds 9 ea* circle ( ! /> are       
available until ano!r circle blocks !m4 
,aft] ! deal is complet$ only c>ds 9 !  
?ird 7or out]7 circle are available     
until1 z usual1 _! removal releases !   
inn] circles4   ,,ii4 ,m>riages are     
limit$ to c>ds 9 ! ?ird circle2 c>ds 9 !

 inn] circles1 ev5 :5 releas$1 c only be
 play$1 b n m>ri$4  ,,iii4 ,! f\ndations
 mu/ foll[ suit4   ,,play  ,take f !    
pack ! eight aces & ! eight k+s4 ,?r[   
aside sev5 ( ! k+s & place ! rema9+ "o 9
 ! c5tre1 ) ! eight aces surr\nd+ x 9 a 
circle4  ,! k+ is call$ ,! ,%ah1 &      
rema9s alone4 ,! aces are ! f\ndation   
c>ds1 & are to asc5d 9 sequ5ce to que5s4
  ,next deal out a circle ( eight c>ds1 
beg9n+ at ! top & cont9u+ f left to "r4 
,if any ( ^! are suitable1 play !m1     
fill+ ! spaces at once f ! c>ds 9 y\r   
h&4 ,!n deal out a second circle1 block+
 ! fir/ "o 7,rule ,i71 & treat x 9 !    
same mann]1 !n a ?ird circle1 :i*       
completes ! rays ( ! />4  ,note4--,9 !  
patt]n tableau ! ?ird circle is omitt$ =
 want ( space4  ,y %\ld n[ exam9e ! />1 
to see if !re are any available c>ds :i*
 x w\ld be advantage\s to m>ry1 or to   
play 7,rules ,i & ,,ii71 b y are n      
oblig$ to d ei!r until a favorable      
opportunity occurs4 ,m>riages c only be 
made 9 desc5d+ l9e4  ,note4--,x is (t5  

bett] to wait until1 9 deal+1 a c>d     
turns up likely to be soon requir$1 &   
!n1 by play+ or m>ry+1 y make a vacant  
space 9 :i* to place x4  ,:5 y h play$  
or m>ri$ all ! c>ds y wi%1 ! spaces s   
made mu/ be refill$ f ! talon or pack1  
beg9n+ ) ! inn] circles1 & proce$+ f    
left to "r z be=e4  ,! rema9+ c>ds are  
dealt out 9 ! usual way1 ^? n requir$ = 
! f\ndations1 or = m>ry+1 or = refill+  
spaces =m+ ! talon4  ,:5 a lane1 i4e41  
"o entire ray ( ! />1 is op5$ out1 !    
place ( ! inn] c>d may be fill$ by "o   
c>d f ! ?ird circle4 ,?is is sometimes (
 great use1 & is a k9d ( grace1 z ?is   
pati5ce seldom succe$s4 ,! o!r two      
spaces are refill$ f ! talon1 & ?is mu/ 
be done at once1 z ea* ray mu/ always be
 complete4  ,!re is no re-deal4         
,illu/ration3 ,,! ,,blockade4     ,,!   
,,blockade  ,two ,entire ,packs ( ,c>ds 
,,rules   ,i4 ,all c>ds 9 ! fir/ r[ are 
available1 b z ea* r[ is plac$ x blocks 
! prec$+ "o4  ,! removal ( any c>d 9 !  
l[] r[s releases ! "o imm$iately above  

x1 ! pr9ciple be+ t all c>ds are        
available t h no o!rs bel[ !m4  ,,ii4 ,!
 f\ndations mu/ foll[ suit4   ,,play    
,deal out twelve c>ds 9 a horizontal    
l9e4 ,aces may be play$ z !y appe>1 b no
 o!r c>d c be play$ until ! r[ is       
complete4 ,! eight aces are ! f\ndation 
c>ds1 & are to asc5d 9 sequ5ce to k+s4  
,:5 ! fir/ l9e is plac$1 play any       
suitable c>ds1 & !n m>ry 9 desc5d+ l9e1 
b be c>eful to place ! c>ds exactly ov] 
ea* o!r1 to avoid confusion4 ,!         
vacancies ?us caus$ mu/ be imm$iately   
refill$ f ! pack1 !n aga9 play & m>ry4  
,:5 nei!r c be done1 deal out ano!r r[  
und]nea? ! fir/1 &1 :5 x is complete1   
play1 m>ry1 & refill spaces z be=e4  ,y 
cont9ue to deal out successive r[s until
 ! pack is exhau/$1 always paus+ betwe5 
ea* r[ to play1 m>ry1 & refill spaces4  
,9 ! c\rse ( ! game vacancies w (t5 be  
made 9 ! high] r[s4 ,^! mu/ always be   
refill$ fir/4  ,!re is no re-deal4      
,illu/ration3 ,,! ,,clock4     ,,!      
,,clock  ,two ,entire ,packs ( ,c>ds    

,,rules    ,i4 ,:5 ! circle is =m$1 !   
upp]mo/ c>ds ( ea* packet are available1
 & _! removal releases z usual ^? b5ea?4
   ,,ii4 ,m>riages c only be made ) c>ds
 9 ! circle1 & n ) ^? f ! pack or talon4
  ,,iii4 ,vacancies 9 ! circle mu/ be   
refill$ ) c>ds f ! pack1 b n f ! talon2 
ea* packet mu/ be refill$ s z to conta9 
n less ?an ?ree c>ds4   ,,iv4 ,! twelve 
f\ndations mu/ foll[ suit4   ,,play     
,)draw f ! pack ! twelve c>ds1 z 9      
,tableau ,no4 #a1 & place !m 9 _! exact 
ord] aga9/ ! h\rs ( ! clock repres5t$4  
,^! are ! f\ndation c>ds1 & are to asc5d
 9 sequ5ce until ea* packet atta9s ! h\r
 ( ! clock aga9/ :i* x is plac$4  ,hav+ 
plac$ ^! twelve f\ndations1 proce$ to   
deal out a circle consi/+ ( twelve      
packets ( ?ree c>ds dealt toge!r--s     
spread t ea* c>d is visible 7see dott$  
l9e74 ,f ?is circle y fir/ play all     
suitable c>ds 7,rule ,i71 & !n m>ry 9 a 
desc5d+ l9e 7,rule ,,ii71 & !n refill   
spaces 7,rule ,,iii74 ,?is la/ %\ld be  
done 9 ord]1 f left to "r1 beg9n+ at !  

num]al ,i1 & all ! packets refill$ be=e 
proce$+ aga9 to play or to m>ry4        
,note4--,al?\gh ea* packet mu/ nev]     
conta9 less ?an ! orig9al numb] ( ?ree  
c>ds1 !y w (t51 by m>riages1 conta9 m4  
,y are n oblig$ to play c>ds :i* w\ld be
 m useful if left on ! circle4  ,:5 all 
fur!r progress is at an end1 deal out ! 
rema9+ c>ds2 play all suitable ones1 !n 
m>ry & refill spaces1 b be c>eful n to  
infr+e ,rule ,,ii4  ,! c>ds t _c be s   
employ$ are laid aside 9 "o packet1 =m+ 
! talon1 :i* c only be us$ to play on ! 
f\ndations4  ,!re is no re-deal4        
,illu/ration3 ,,=tress4     ,,=tress    
,"o ,entire ,pack ( ,c>ds   ,,rules     
,i4 ,only ! outside c>ds ( ea* gr\p are 
available1 until by _! removal ! next   
ones are releas$1 ! pr9ciple be+ t no   
c>d c be us$ t has ano!r outside x4     
,note4--,by outside is meant ! c>ds on !
 "r side ( ! "r-h& gr\p1 & ^? on ! left 
side ( ! left-h& gr\p4  ,,ii4 ,!        
f\ndations mu/ foll[ suit4   ,,play     
,deal out ! entire pack horizontally 9  

two gr\ps1 z 9 tableau1 beg9n+ at ! left
 h&1 & deal+ /raight across ea* gr\p1   
leav+ space 9 ! c5tre = f\r aces4 ,^!1  
:5 !y c be play$1 =m ! f\ndation c>ds1 &
 are to desc5d 9 sequ5ce to k+s4  ,%\ld 
any aces appe> on ! outside ( ei!r gr\p1
 play !m1 z also any o!r suitable c>ds =
 cont9u+ ! f\ndations 7,rules ,i &      
,,ii74  ,y next proce$ to =m m>riages1  
bo? 9 asc5d+ & 9 desc5d+ l9es1 ) c>ds on
 ! outside ( bo? gr\ps 7,rule ,i74 ,b   
?is mu/ be done ) extreme c>e1 s z n    
only to release ! greate/ numb] (       
suitable c>ds1 b also1 if possible1 to  
op5 out "o entire horizontal r[ ( c>ds  
to =m a lane4 ,! success ( ! game       
entirely dep5ds on ^! lanes4 ,if1 !re=e1
 y succe$ 9 op5+ out "o1 x is m prud5t n
 to refill x until1 by "s fre%          
comb9ation1 o!rs c be made4  ,:5 a lane 
is to be refill$1 select any available  
c>d 7,rule ,i71 & place x at ! inn] end 
( ! lane1 & along x any o!rs 9 sequ5ce (
 ! same suit1 ! la/ c>d be+1 ( c\rse1 ! 
available "o4  ,"o great use ( ^! lanes 

is to rev]se any sequ5ces t h be5 made  
by m>riages 9 ! asc5d+ l9e4             
,note4--,suppos+ y h plac$ ^u a deuce a 
sequ5ce end+ ) eight2 place ! eight at !
 inn] end ( ! lane1 ! o!r c>ds foll[+ 9 
succession until ! deuce becomes !      
outside c>d4 ,:5 !re are m c>ds 9 ! lane
 ?an ! orig9al numb]1 !y c be plac$     
p>tly ov] ea* o!r4  ,!re is no re-deal4 
,illu/ration3 ,,! ,,f\rte5?4     ,,!    
,,f\rte5?  ,two ,entire ,packs ( ,c>ds  
,,play  ,deal out tw5ty-five c>ds 9 five
 r[s1 ea* conta9+ five c>ds4 ,! object  
is to compose ! numb] f\rte5 ) any two  
c>ds tak5 ei!r f a p]p5dicul> or f a    
horizontal r[4 ,! knave c\nts elev51 !  
que5 twelve1 & ! k+ ?irte54  ,! c>ds s  
pair$ are )drawn1 & _! places fill$ by !
 c>ds 9 y\r h&4  ,if 9 ! c\rse ( ! game 
! numb] f\rte5 _c be compos$1 "o *ance  
rema9s--any two c>ds may be tak5 f _!   
prop] position1 & may *ange places ) any
 o!r two c>ds2 & x is only 9 mak+ ?is   
ex*ange1 s z to produce "o or m f\rte5s1
 t ! play] has any control ov] ! success

 ( ! game1 ! success consi/+ ( ! entire 
pack be+ pair$ (f4 ,9 ! tableau ?ree    
f\rte5s c\ld be at once compos$3 ,! t5 (
 he>ts ) ! f\r ( clubs1 ! knave ( spades
 ) ! ?ree ( he>ts1 ! eight ( diamonds ) 
! six ( spades4     ,illu/ration3 ,,!   
,,sultan4     ,,! ,,sultan  ,two ,entire
 ,packs ( ,c>ds   ,,rule  ,! f\ndations 
mu/ foll[ suit4   ,,play  ,)draw f !    
pack & place ! eight k+s & "o ace (     
he>ts z 9 tableau4  ,! c5tre k+ ( he>ts 
is call$ ! ,sultan1 & rema9s alone4 ,!  
o!r sev5 k+s1 ) ! ace ( he>ts1 =m !     
f\ndation c>ds4 ,ea* ( ^! sev5 k+s beg9s
 ) ace1 & asc5ds 9 sequ5ce to que54 ,!  
ace ( he>ts asc5ds 9 ! same mann]1 s t  
all ! eight packets surr\nd+ ! ,sultan  
end ) que5s4  ,y next deal out eight    
c>ds1 f\r on ei!r side 7see tableau74   
,^! con/itute ! ,divan4 ,f ?is ,divan y 
c play any suitable c>ds on !           
f\ndations1 &1 hav+ done s1 proce$ to   
deal out ! rema9d] ( ! pack1 turn+ !    
c>ds "o by "o1 ^? t are n suitable = !  
f\ndations be+ laid aside 9 "o packet1  

=m+ ! talon4 ,vacancies 9 ! ,divan mu/  
be imm$iately refill$ f ! talon1 or1 :5 
!re is no talon1 f ! pack4  ,! talon may
 be tak5 up1 %uffl$1 & re-dealt1 if     
necess>y1 twice4     ,illu/ration3 ,,la 
,,niv]naise4     ,,la ,,niv]naise  ,two 
,entire ,packs ( ,c>ds   ,,rules    ,i4 
,! ,l9e is to consi/ ( six packets1 (   
:i* ! upp]mo/ c>d ( ea* is alone        
available1 until by its removal ! "o    
b5ea? is releas$--! c>d :i* is upp]mo/  
at ! "t be+ always ! available "o4      
,,ii4 ,z _m c>ds 9 ea* ( ! packets =m+ !
 ,l9e may be exam9$ z !re are vacancies 
9 ! ,flanks4  ,,iii4 ,all f\ndations mu/
 foll[ suit4   ,,iv4 ,9 re-deal+1 ! ,l9e
 packets mu/ be tak5 up 9 succession1   
beg9n+ on ! left2 !n ! :ole toge!r turn$
 & re-dealt z be=e4   ,,play  ,place two
 p]p5dicul> r[s ( f\r c>ds ea*1 call$   
,flanks1 leav+ space 9 ! c5tre = f\r    
aces & f\r k+s ( diff]5t suits4 ,^!1 :5 
!y c be play$1 =m ! f\ndation c>ds1 !   
k+s desc5d+ 9 sequ5ce to aces1 ! aces   
asc5d+ 9 sequ5ce to k+s4  ,y next deal f

 left to "r six packets1 ea* compos$ (  
f\r c>ds dealt toge!r1 & plac$ 9 a      
horizontal l9e und]nea?4 ,^! packets are
 call$ ! ,l9e1 & w receive successive   
additions4  ,if any ( ! f\ndation c>ds  
appe> on ! surface ( ! ,l9e1 or on !    
,flanks1 play !m 9 ! spaces res]v$2 z   
also any o!r suitable c>ds subject to   
,rule ,i1 tak+1 h[ev]1 9 pref]5ce1 c>ds 
f ! ,flanks1 z ! vacancies s made are   
mo/ important4  ,note4--,s necess>y to  
success are ^! vacancies t if1 aft]     
deal+ ! fir/ r\nd ( ! ,l9e1 none h be5  
made1 x is sc>cely wor? :ile to cont9ue 
! game4  ,!y may be fill$ f ! pack or f 
! ,l9e1 b x is nev] prud5t to fill up   
all vacancies2 "o at lea/ %\ld be left4 
,s+le c>ds are n to be replac$ on !     
,l9e2 b if an entire packet has be5     
play$ (f1 f\r m c>ds are to be          
imm$iately plac$ 9 its /ead1 & ?is rule 
applies to ea* sev]al r\nd4  ,:5 !      
res\rces ?us f> are exhau/$1 deal a     
second r\nd ( f\r c>ds toge!r1 on ea* ( 
! ,l9e packets z be=e1 & cont9ue ?us to 

deal successive r\nds until all ! c>ds  
are dealt out1 b betwe5 ea* r\nd pause &
 exam9e ! ,l9e 7,rule ,,ii7 & ! ,flanks1
 & play all available c>ds4  ,! :ole ( !
 pack hav+ be5 dealt1 & fur!r progress  
at an end1 take up ! l9e z prescrib$ 9  
,rule ,,iv1 re-deal1 & play exactly z at
 fir/4  ,!re is only "o re-deal4  ,9 =m+
 ! f\ndations1 "o c>d at a "t may be    
ex*ang$ f ! asc5d+ to ! desc5d+         
sequ5ces1 & vice v]s4     ,illu/ration3 
,,! ,,empress ,,( ,,india4     ,,!      
,,empress ,,( ,,india  ,f\r ,entire     
,packs ( ,c>ds   ,,rules    ,i4 ,all    
c>ds 9 ! ,army & ,navy are equally      
available if play$ 9   pairs 7i4e41 "o  
black & "o r$71 b no c>d ( ei!r color   
c be play$ on a f\ndation unless a c>d (
 ! o!r color is   play$ at ! same "t on 
ano!r f\ndation4   ,,ii4 ,vacancies 9 ! 
,army & ,navy mu/ be imm$iately refill$ 
) c>ds ( _! own color f ! talon1 or1 :5 
!re is no talon1 f ! pack4  ,,iii4 ,c>ds
 f ! pack or talon _c be play$ at once1 
b mu/ fir/ pass ?r\gh ! ,army or ,navy4 

,,iv4 ,! talon consi/s ( two packets1 "o
 ( r$1 ! o!r ( black1 c>ds4    ,v4 ,!   
f\ndations mu/ foll[ suit4   ,,play     
,)draw f ! pack ! eight black aces & !  
eight black que5s1 ! eight r$ k+s1 & !  
eight r$ knaves4  ,place ^! c>ds z 9 !  
tableau1 ?r[+ aside ! f\r que5s ( spades
 & ?ree que5s ( clubs4  ,! rema9+ que5 (
 clubs repres5ts ! ,empress2 ! knaves1 !
 gu>d ( ,briti% soldi]s1 & ^! n9e c>ds  
rema9 alone4  ,! eight black aces & !   
eight r$ k+s are ! f\ndation c>ds1 !    
aces asc5d+ 9 sequ5ce to k+s1 repres5t+ 
,admirals1 ! k+s desc5d+ 9 sequ5ce to   
aces1 repres5t+ ,g5]als4  ,note4--,! r$ 
sequ5ces mu/ omit knaves1 ! black ones  
mu/ omit que5s4  ,deal out f\r          
horizontal r[s1 ea* conta9+ twelve c>ds1
 ( :i* ! two upp] r[s are to be r$ 7!   
,army71 ! two l[] ones black 7! ,navy74 
,!y are to be dealt at ! same "t1 & if  
aft] ! two r[s ( "o color1 say r$1 are  
f9i%$1 m r$ c>ds turn up1 !y mu/ be laid
 aside z a talon 7,rule ,,iv74  ,:5 !   
,army & ,navy are complete1 if any      

available pairs ( c>ds h be5 dealt      
7,rule ,i71 play !m 7! fir/ pair mu/1 ( 
c\rse1 be a black two & a r$ que571 &   
refill ! spaces2 b if !re %\ld be none1 
y may proce$ to pair c>ds4 ,any c>d 9 ! 
,army may be plac$ on any c>d 9 ! ,navy1
 & vice v]s1 b ! c>ds s pair$ _c        
aft]w>ds be sep>at$1 b mu/ be play$ at !
 same "t on _! respective f\ndations4 ,!
 vacancies ?us made mu/ be imm$iately   
refill$ 7,rule ,,ii74  ,ea* c>d c only  
be pair$ once4  ,y may *oose y\r own "t 
= pair+ c>ds4 ,= in/ance1 if y require1 
say1 a t5 ( clubs = "o ( ! f\ndations1 y
 may def] mak+ a vacancy 9 ! ,navy until
 ! t5 ( clubs is at ! top ( ! talon4 ,:5
 y h play$ all available c>ds1 deal out 
! rema9d] ( ! pack1 ^? n requir$ to fill
 vacancies be+ plac$ 9 two packets      
7,rule ,,iv74  ,!re is no re-deal4      
,note4--,! ,army & ,navy c\ld n be plac$
 9 ! tableau f want ( space4            
,illu/ration3 ,,! ,,besieg$ ,,city4     
,,! ,,besieg$ ,,city  ,two ,entire      
,packs ( ,c>ds   ,,rules    ,i4 ,!      

f\ndations are =m$ ) c>ds f ! ,ramp>ts &
 f ! pack4 ,c>ds f ! talon mu/ pass     
?r\gh ! ,res]ve1 & ! ,res]ve mu/ pass   
into ! ,ramp>ts be=e !y c be play$4     
,,ii4 ,c>ds 9 ! ,ramp>ts may be plac$ on
 ea* o!r ei!r 9 !  usual asc5d+ &       
desc5d+ sequ5ces1 or 9 ! ord] 9 :i*  !y 
w be play$1 viz41 que5 on two1 knave on 
?ree1 & s on1 or  vice v]s4 ,!y mu/ be (
 ! same suit2 & sequ5ces1 bo? 9  asc5d+ 
& 9 desc5d+ l9es1 may be plac$ 9 ! same 
packet4  ,c>ds 9 ! ,ramp>ts may be      
transf]r$ f "o packet to ano!r at       
discretion 7! top c>d ( ea* be+ alone   
available71 & !y mu/ foll[ suit4  ,,iii4
 ,c>ds 9 ! ,res]ve may 9 ! same way be  
plac$ on ^? 9 ! ,ramp>ts1 b only on !   
c>ds at ! ends or sides ( ! l9e f :i* !y
 are tak54  ,note4--,9 ! tableau ! f\r (
 clubs c\ld only be plac$ on c>ds at ,a1
 ,b1 ,c1 or ,d1 & 9 ?is case only on ,d4
   ,,iv4 ,vacancies 9 ! ,ramp>ts are    
fill$ f ! ,res]ve ) any c>d 9 ! r[ at ! 
end ( :i* ! vacancy occurs4  ,note4--,9 
! tableau a vacancy at ,b or ,d c\ld    

only be fill$ by ! f\r or ace ( clubs1  
or by ! sev5 or six ( spades2 & a       
vacancy at ,a or ,c1 by ! ace ( diamonds
 or by ! ?ree or f\r ( clubs4    ,v4    
,vacancies 9 ! ,res]ve are fill$ f !    
talon or1 :5 !re is no talon1 f ! pack4 
,,vi4 ,! f\ndations mu/ foll[ suit4     
,,play  ,deal twelve c>ds 9 f\r r[s (   
?ree c>ds ea*4 ,!n deal an outside r[ ( 
f\rte5 c>ds plac$ crossways4 ,^! are !  
,ramp>ts4 ,! inside twelve c>ds are !   
,res]ve4  ,! f\ndation c>ds are f\r aces
 ( diff]5t suits4 ,on ^! are plac$ k+s1 
!n deuces1 que5s1 ?rees1 & s on1 ea*    
f\ndation consi/+ ( alt]nate sequ5ces1  
asc5d+ & desc5d+1 & f9i%+ z well z      
beg9n+ ) aces 7,rule ,,vi74  ,hav+ plac$
 ! tableau1 take f ! ,ramp>ts aces or   
o!r suitable c>ds 7if any h be5 dealt71 
& play !m 9 _! allott$ places1          
imm$iately fill+ ea* vacancy z x occurs 
7,rules ,,iv & ,v72 ?is mu/ be done     
?r\gh\t ! game4 ,!n transf] c>ds 9 !    
,ramp>ts1 & f ! ,res]ve1 z direct$ 9    
,rules ,,ii & ,,iii4  ,:5 y h done all t

 y wi%$ 7= x is optional71 & aga9 play$ 
if y c1 deal out ! rema9d] ( ! pack1 !  
c>ds n suitable = ! f\ndations be+ plac$
 9 a talon4  ,at ! end ( ! pati5ce1 :5 !
 talon is exhau/$ & all ! c>ds h be5    
dealt1 %\ld !re /ill be c>ds 9 ! ,res]ve
 :i* _c be transf]r$ to ! ,ramp>ts1 y   
may transpose !m to effect ?is if y c4  
,?is pati5ce is exce$+ly difficult4     
,illu/ration3 ,,! ,,fl[]-,,g>d54     ,,!
 ,,fl[]-,,g>d5  ,"o ,entire ,pack (     
,c>ds   ,,rules    ,i4 ,any c>d 9 !     
,b\quet & ! upp]mo/ c>ds ( ! ,g>d5 are  
available4 ,! removal ( ! top c>ds      
releases ^? b5ea?4   ,,ii4 ,! f\ndations
 mu/ foll[ suit4  ,,iii4 ,c>ds plac$ 9  
sequ5ce on ! ,g>d5 ne$ n foll[ suit4    
,,play  ,deal six packets ( six c>ds    
dealt toge!r1 & s spread t all are      
visible4 ,! f\r aces are ! f\ndation    
c>ds1 & are to asc5d 9 sequ5ce to k+s   
7,rule ,,ii74  ,sixte5 c>ds w rema91 :i*
 are call$ ! ,b\quet1 & mu/ be kept 9 ! 
h&4 ,take f ! ,b\quet & f ! ,g>d5 any   
aces or o!r suitable c>ds 7,rule ,i7 &  

play !m4  ,next place c>ds 9 desc5d+    
sequ5ces 9 ! ,g>d51 transf]r+ !m f "o   
packet to ano!r z (t5 z y please 7,rules
 ,i & ,,iii71 & y may place c>ds f !    
,b\quet 9 ! same way4 ,= example1 place 
! f\r ( diamonds 7see tableau7 on ! five
 ( clubs1 !n take ! t5 ( he>ts f !      
,b\quet & place x on ! knave ( diamonds4
 ,! n9e ( clubs c n[ be transf]r$1 & !  
ace & deuce ( diamonds are releas$4     
,?is pati5ce is exce$+ly difficult4     
,c>ds tak5 f ! ,b\quet _c be return$ to 
x1 & !re is only "o deal4 ,! greate/ c>e
 mu/1 !re=e1 be tak5 9 plac+ c>ds 9     
sequ5ce & 9 play+ !m4 ,y are n oblig$ to
 d ei!r1 & x is (t5 bett] to leave a c>d
 ?an to play x1 z x may be useful 9     
releas+ o!rs4  ,:5 an entire packet is  
cle>$ (f1 y may beg9 a new "o ) a c>d f 
! ,b\quet or f ! ,g>d5 7,rule ,i71 & ?is
 is (t5 ! only means ( remov+ a k+1 :i*1
 be+ ! highe/ c>d1 c nev] be transf]r$4 
,illu/ration3 ,,! ,,hemisph]es4     ,,! 
,,hemisph]es  ,two ,entire ,packs (     
,c>ds   ,,rules    ,i4 ,only c>ds t     

belong to _! prop] hemisph]e are        
available4   ,,ii4 ,c>ds ( ! wrong      
colors may be ex*ang$ into _! prop]     
hemisph]es :5ev] ! opportunity occurs1 &
 at ! end ( !  game1 :5 all ! c>ds are  
dealt & ! talon is exhau/$1 !y  may be  
transf]r$ )\t an ex*ange4  ,,iii4 ,c>ds 
may only m>ry ^? belong+ to _! own      
,race1 b c>ds f ! talon may m>ry ^? (   
any ,race4   ,,iv4 ,! b>ri]s _c be mov$ 
till ! end ( ! game1 :5 !y are play$ to 
complete ! f\ndations4    ,v4 ,all !    
f\ndations mu/ foll[ suit4   ,,play     
,take f ! pack & place z 9 tableau ! f\r
 r$ aces & ! f\r black k+s4  ,!n place  
crossways a k+ ( he>ts & a k+ (         
diamonds1 an ace ( clubs & an ace (     
spades4 ,! f\r latt] c>ds are call$     
b>ri]s1 & divide ea* ,race4  ,! f\r     
black k+s & ! f\r r$ aces =m ! f\ndation
 c>ds1 ! aces asc5d+ 9 sequ5ce to k+s1 !
 k+s desc5d+ 9 sequ5ce to aces4  ,! r$  
c>ds1 repres5t+ ,europeans & ,asiatics1 
%\ld inhabit ! nor!rn hemisph]e2 ! black
 c>ds1 repres5t+ ,au/ralians &          

,africans1 ! s\!rn2 b x is obvi\s t1 9  
deal+ & refill+ vacancies1 c>ds w (t5 be
 f\nd 9 ! wrong hemisph]es1 & :ile !re  
!y _c be us$ 9 any way4  ,hav+ plac$ !  
f\ndations & ! b>ri]s1 deal out 7f left 
to "r1 beg9n+ f ! k+ ( he>ts7 a circle  
consi/+ ( ?ree c>ds betwe5 ea* b>ri]4   
,^! repres5t ! f\r ,races4 ,f ^! ,races 
y play1 m>ry1 & ex*ange all available   
c>ds subject to ,rules ,i1 ,,ii1 ,,iii1 
& ,v4  ,note4--,! r$ suits m>ry 9       
desc5d+ l9e2 ! black1 9 asc5d+ l9e4     
,?is done1 y deal out ! rema9d] ( !     
pack1 fir/ refill+ vacancies 9 ! ,races 
7proce$+ f left to "r1 z 9 ! orig9al    
deal7 & !n play+ all suitable c>ds4 ,!  
re/ =m ! talon1 f :i* c>ds may m>ry ^? 9
 ! circle1 subject to ,rules ,i & ,,iii4
  ,!re is no re-deal4     ,illu/ration3 
,,napoleon',s ,,squ>e4     ,,napoleon',s
 ,,squ>e  ,two ,entire ,packs ( ,c>ds   
,,rules    ,i4 ,only ! upp]mo/ c>ds ( ! 
packets 9 ! squ>e are available until1  
by _! removal1 ! c>ds und]nea? are      
releas$1 b ! :ole ( ! squ>e may be      

exam9$4   ,,ii4 ,:5 a vacancy 9 ! squ>e 
is caus$ by ! removal ( an entire       
packet1 ! space may be fill$ by "o c>d f
 ! talon or pack1 b ?is ne$ n be done   
until a favorable opportunity occurs4   
,,iii4 ,all ! f\ndations mu/ foll[ suit4
   ,,play  ,deal out twelve packets1 ea*
 consi/+ ( f\r c>ds dealt toge!r1 s z to
 =m ?ree sides ( a squ>e1 leav+ space 9 
! c5tre = ! eight aces4 ,^! are !       
f\ndation c>ds1 & are to asc5d 9 sequ5ce
 to k+s4  ,if any aces appe> on !       
surface ( ! squ>e1 play !m 9 _! allott$ 
places1 z also any o!r suitable c>ds4   
,y next proce$ to =m m>riages 9 a       
desc5d+ l9e ) ! c>ds ( ! squ>e1 subject 
to ,rule ,i4 ,z usual1 great judgm5t mu/
 be ex]cis$ 9 mak+ ^! *anges1 le/ c>ds  
und]nea? %\ld be block$ by a sequ5ce (  
high] c>ds ( ! same suit4 ,if ?is 7 to  
occur 9 two packets1 i4e41 if 9 bo?     
cases sequ5ces1 say1 ( diamonds block$  
l[] c>ds ( ! same suit1 success w\ld be 
impossible4  ,note4--,if aft] deal+ !   
squ>e two k+s ( "o suit 7 f\nd to be    

block+ two small] c>ds ( t suit1 ei!r ! 
:ole mu/ be tak5 up & re-dealt1 or "o k+
 mu/ be slipp$ und]nea?4  ,y n[ proce$  
to play out ! re/ ( ! c>ds1 ^? t are n  
suitable = ! f\ndations or = ! sequ5ces 
( ! squ>e be+ plac$ 9 a talon4  ,!re is 
no re-deal4  ,?is game may be also play$
 z foll[s3  ,deal out a squ>e ( twelve  
s+le c>ds1 !n deal ! re/ ( ! pack z     
usual1 ! c>ds t are suitable be+ play$  
on ! f\ndations or m>ri$ 79 desc5d+ l9e7
 to ^? on ! squ>e1 ready to be transf]r$
 to ! f\ndations1 ! re/ plac$ 9 a talon1
 & vacancies fill$ 9 ! usual mann]4     
,illu/ration3 ,,! ,,con/itution4     ,,!
 ,,con/itution  ,two ,entire ,packs (   
,c>ds   ,,rules    ,i4 ,! f\ndations are
 =m$ exclusively f ! ,privy ,c\ncil4    
,all c>ds 9 ! o!r divisions1 pack1 or   
talon mu/ asc5d ?r\gh ea* division till 
!y rea* ! top be=e !y c be play$4       
,,ii4 ,c>ds 9 ! ?ree l[] divisions may  
be plac$ 9 sequ5ce on c>ds 9 ! next     
division above !m1 & 9 ?is mann] !y may 
be transf]r$ f "o division to ano!r till

 !y rea* ! top4  ,,iii4 ,:5 c>ds are    
plac$ 9 sequ5ce 9 ! ,con/itution1 ! top 
c>d only ( ea* sequ5ce is available     
until its removal releases ! "o b5ea?4  
,,iv4 ,all sequ5ces mu/ be ( alt]nate   
colors & 9 desc5d+  l9e--i4e41 a r$ n9e 
on a black t51 !n a black eight1 a r$   
sev51 & s on4 ,any numb] ( c>ds may be s
 plac$4    ,v4 ,ea* vacancy mu/ be at   
once fill$ by a c>d f ! division        
imm$iately bel[ x2 & z ?is rule applies 
equally to all !   r[s1 a vacancy w ?us 
be caus$ 9 ! l[e/ r[ or ,p1   :i* mu/ be
 fill$ f ! talon1 or1 :5 !re is no      
talon1 f   ! pack4   ,,vi4 ,! f\ndations
 mu/ foll[ suit4   ,,play  ,take f !    
pack ! k+s1 que5s1 & aces--sev5 ( !     
que5s are to be ?r[n aside & ! o!r c>ds 
plac$ z 9 tableau4  ,! que5 ( diamonds  
repres5ts ,,! ,,sov]eign2 ! black k+s1 !
 ,bi%ops2 ! r$ k+s1 ! ,judges4  ,! eight
 aces =m ! f\ndation c>ds or ,gov]nm5t1 
& asc5d 9 sequ5ce to knaves4  ,deal out 
f\r horizontal r[s 7beg9n+ ) ! l[e/71   
ea* conta9+ eight c>ds4  ,?is =ms !     

,con/itution4 ,ea* r[ repres5ts a       
sep>ate division4  ,! fir/ 7or l[e/ r[7 
is ! ,p2 ! second1 ! ,h\se ( ,commons2 !
 ?ird1 ! ,h\se ( ,lords2 ! la/ ! ,privy 
,c\ncil4  ,:5 ! tableau is complete1 if 
any suitable c>ds are to be f\nd 9 !    
,privy ,c\ncil r[1 play !m 7,rule ,i71  
imm$iately refill+ ea* vacancy z x is   
made 7,rule ,v74  ,y mu/ !n exam9e !    
,con/itution to see :i* c>ds may be mo/ 
advantage\sly plac$ 9 sequ5ce 7,rules   
,,ii & ,,iv74  ,note4--,! success ( ?is 
game dep5ds *iefly on ! play4 ,9 fill+ a
 vacancy *oose ! c>d 7,rule ,v7 :i* has 
! mo/ *ance ( rea*+ ! top1 or ( be+     
useful to c>ds 9 ! r[ bel[ x4 ,x is (t5 
bett] to def] mak+ a vacancy till a c>d 
turns up 9 deal+ t is requir$4  ,:5 y h 
play$ all available c>ds & plac$ 9      
sequ5ce all t y wi%1 deal out ! rema9d] 
( ! pack1 ! c>ds n requir$ to fill      
vacancies 9 ! ,p =m+ ! talon4           
,illu/ration3 ,,! ,,zodiac4     ,,!     
,,zodiac  ,two ,entire ,packs ( ,c>ds   
,,rules   ,i4 ,m>riages may be made 9 ! 

,zodiac ) c>ds f ! ,equator  7b n vice  
v]s7 & f ! talon or pack1 b c>ds 9 !    
,zodiac _c m>ry ea* o!r1 nei!r c ^? 9 ! 
,equator d  s4 ,m>riages may be made 9  
asc5d+ & desc5d+ l9es1 & !  same packet 
may conta9 bo?4  ,,ii4 ,! f\ndations mu/
 foll[ suit4   ,,play  ,deal eight c>ds 
9 a horizontal r[ call$ ! ,equator4 ,!n 
deal a surr\nd+ circle ( tw5ty-f\r c>ds 
call$ ! ,zodiac4  ,! f\ndations are n   
=m$ till ! end ( ! game4 ,!y are to     
consi/ ( ! f\r aces & f\r k+s ( diff]5t 
suits1 ! aces asc5d+ 9 sequ5ce to k+s1 !
 k+s desc5d+ 9 sequ5ce to aces4  ,hav+  
plac$ ! tableau1 y proce$ to m>ry 7,rule
 ,i7 & to refill ! spaces f ! talon1 or1
 :]e !re is no talon1 f ! pack1 b y are 
n oblig$ to d ei!r until a favorable    
opportunity occurs4 ,y cont9ue to deal  
out ! c>ds 9 ! usual way1 ^? n requir$ =
 m>ry+ or = refill+ spaces =m+ ! talon4 
,?is is to be re-dealt z (t5 z          
requir$--t is1 until all ! c>ds are     
plac$ ei!r 9 ! ,zodiac or 9 ! ,equator4 
,if ?is _c be done1 ! pati5ce has       

already fail$4 ,if y succe$ 9 plac+ all 
! c>ds1 y !n beg9 to =m ! eight         
f\ndations f ! ,zodiac & ,equator 7,rule
 ,,ii74  ,x is obvi\s t ! greate/ c>e is
 requir$ 9 m>ry+ ! c>ds1 or y w s block 
!m z to be unable to =m ! f\ndations4   
,illu/ration3 ,,! ,,k+s4     ,,! ,,k+s  
,two ,entire ,packs ( ,c>ds   ,,rules   
,i4 ,! f\ndations d n foll[ suit1 nei!r 
d ! c>ds plac$ 9 sequ5ce on ! columns4  
,,ii4 ,only ! outside c>ds ( ea* gr\p ( 
columns are available until1 by _!      
removal1 ! next ones are releas$1 !     
pr9ciple be+ t no c>d is available t has
 ano!r outside x4  ,note4--,by outside  
is meant ! c>ds on ! "r side ( ! "r-h&  
gr\p1 & ^? on ! left side ( ! left-h&   
gr\p4  ,,iii4 ,dur+ ! deal no c>d is    
available = play+ on ! f\ndations unless
 x is on ! same horizontal l9e z !      
f\ndation 7( ei!r gr\p7 = :i* x is      
suitable4 ,:5 ! entire deal is complete1
 ?is re/riction ceases4   ,,play  ,)draw
 f ! packs ! eight aces1 & place !m 9   
two columns1 tak+ c>e t ea* suit is 9   

juxtaposition z 9 tableau4  ,! eight    
aces =m ! f\ndations1 :i* asc5d 9       
sequ5ce 7,rule ,i7 to k+s4 ,on ei!r side
 ( ! f\ndations1 deal out a column ( f\r
 c>ds1 & if 9 deal+ ^! a suitable c>d   
turns up1 available = a f\ndation1 9    
accordance ) ,rule ,,iii1 play x at     
once2 replac+ x ) ! next c>d f ! pack4  
,y cont9ue to deal out successive       
columns ( f\r c>ds1 alt]nately on ! "r &
 left ( ! fir/ ones1 until ! pack is    
exhau/$1 ?us =m+ two gr\ps ( columns1 ) 
! eight aces 9 ! c5tre4 ,to avoid       
confusion1 x is be/ to deal ! columns   
regul>ly1 fir/ on ! left1 & !n on ! "r1 
side4  ,9 deal+1 nev] omit to play      
suitable c>ds z !y turn up1 subject to  
,rule ,,iii1 = z ea* column is plac$ x  
blocks ! prec$+ "o 7,rule ,,ii71 & dur+ 
! deal y may n play c>ds f ! inn]       
columns1 ev5 if releas$4  ,:5 ! pack is 
exhau/$1 y exam9e ! tableau1 & may n[   
play any available c>ds 7,rule ,,ii71 ! 
re/riction z to _! be+ on ! same        
horizontal l9e hav+ ceas$4 ,sequ5ces    

7,rule ,i71 bo? asc5d+ & desc5d+1 may n[
 be =m$ ) c>ds on ! outside ( bo? gr\ps 
7,rule ,,ii71 & ^! sequ5ces may be      
rev]s$1 z !y are requir$ to play on !   
f\ndations1 by transf]r+ !m f "o packet 
to ano!r4 ,if an entire horizontal r[ ( 
c>ds has be5 remov$1 y may place any    
available c>d at ! inn] end ( ! lane s  
=m$1 & sequ5ces may be plac$ ^u x1 z on 
! o!rs4  ,!re is no re-deal4  ,note4--,x
 is n p]fectly cle> f ! orig9al :e!r !  
re/riction m5tion$ 9 ,rule ,,iii ceases 
:5 ! deal is complete1 b1 ! game be+ a v
 difficult "o1 x is advisable to        
int]pret x 9 ! affirmative4             
,illu/ration3 ,,babette4     ,,babette  
,two ,entire ,packs ( ,c>ds   ,,rules   
,i4 ,! f\ndations foll[ suit4   ,,ii4   
,vacancies 9 ! g>d5 are n to be refill$4
  ,,iii4 ,ea* r[ ( c>ds 9 ! g>d5 blocks 
! prec$+ "o1 b on ! removal ( c>ds 9 !  
l[] r[s ^? above !m are releas$4        
,,play  ,deal out eight c>ds 9 a        
horizontal l9e4 ,?is comm5ces :at is    
call$ ! g>d54 ,:5 ! fir/ r[ is complete1

 take f x any f\ndations & place !m 9 ! 
allott$ spaces above1 & also o!r        
suitable c>ds1 b d n refill vacancies   
7,rule ,,ii74  ,! f\ndations consi/ (   
f\r aces & f\r k+s ( diff]5t suits1     
asc5d+ & desc5d+ 9 ! usual sequ5ces     
7,rule ,i74  ,note4--,! tableau is s    
arrang$ t "o ( ! k+ f\ndations has      
already desc5d$ to que51 & "o ( ! ace   
f\ndations has asc5d$ to ?ree4 ,! vacant
 spaces 9 ! g>d5 %[ f :5ce c>ds h be5   
remov$1 & n replac$2 b !re w\ld probably
 be _m m r[s 9 ! g>d5 ?an are %[n on !  
tableau4  ,y next proce$ to deal out    
successive r[s 9 ! g>d5 und]nea? ! fir/ 
"o till ! pack is exhau/$1 /rictly      
obs]v+ ,rule ,,ii4  ,if !re is n room to
 place ea* r[ ( ! g>d5 bel[ ! prec$+ "o1
 x mu/ be plac$ s z to half cov] x1 b 9 
t case1 especially if !re are _m        
vacancies1 ! r[s ( c>ds are apt to get  
mix$1 s x is be/ to c\nt f ! top1 to    
make sure t y are plac+ ! r[ y are work+
 on 9 its prop] deta*$ l9e1 & are n     
p>tly refill+ o!r r[s4 ,y mu/ f9i% ea*  

r[ be=e play+ f x4  ,:5 ! g>d5 is laid  
out1 & all available c>ds h be5 play$   
7,rule ,,iii71 take up by itself ea*    
p]p5dicul> column1 beg9n+ on ! left1    
plac+ ! next column und]nea? ! fir/1 & s
 on ) ea* column 9 succession1 s t1 9   
turn+ ! pack to re-deal1 ! la/ column on
 ! "r may be upp]mo/1 ?us rev]s+ ! ord] 
( ea* r[ ( c>ds 9 ! next deal4  ,! g>d5 
may be tak5 up twice & re-dealt exactly 
9 ! same mann] & obs]v+ ! same rules4   
,illu/ration3 ,,ne/or4     ,,ne/or  ,"o 
,entire ,pack ( ,c>ds   ,,play  ,deal   
out 9 horizontal l9es six r[s ea*       
conta9+ eight c>ds4 ,9 deal+ ^!1 y mu/  
be c>eful t !re %\ld nev] be two c>ds ( 
equal value 9 ! same p]p5dicul> l9e4    
,if1 = example1 two k+s or two fives 7! 
same1 ( c\rse1 applies to all ! c>ds7 7 
to be und]nea? ea* o!r1 ev5 ?\gh sev]al 
o!r c>ds int]v5$ betwe5 !m1 x w\ld be   
useless to proce$4 ,y mu/1 !re=e1       
consid] ! duplicate c>d z unavailable = 
! mom5t & place x at ! bottom ( ! pack 9
 h&1 & proce$ to deal ! next c>d4  ,:5 !

 tableau is complete1 f\r c>ds w rema91 
:i* are to be plac$ aside1 z a res]ve4  
,y !n exam9e ! tableau & endeavor to    
pair ! c>ds1 tak+ only ^? ( ! l[e/ r[1  
until _! removal releases ^? above4 ,:5 
no m c be pair$1 y h rec\rse to ^? ( !  
res]ve1 tak+ !m up "o by "o4 ,if ! fir/ 
_c be pair$1 put x aside1 tak+ ! next1 b
 ! c>d or c>ds s put aside c be pair$   
aft]w>ds if ! opportunity ( do+ s       
arises4 ,if all ! c>ds _c be pair$1 !   
game has fail$4     ,illu/ration3       
,,light ,,& ,,%ade4     ,,light ,,&     
,,%ade  ,two ,entire ,packs ( ,c>ds     
,,rules    ,i4 ,! f\ndations asc5d 9    
sequ5ce1 b are =m$ 9 alt]nate colors3 r$
 ace1 black deuce1 r$ ?ree1 & s on4     
,,ii4 ,c>ds plac$ on ! ,auxili>ies      
desc5d 9 sequ5ce1 b mu/ also alt]nate 9 
color4  ,,iii4 ,vacancies 9 !           
,auxili>ies are fill$ by c>ds f !       
,rivals2 vacancies 9 ! ,rivals1 by c>ds 
f ! pack or talon4   ,,play  ,)draw f ! 
pack ! eight aces1 & place !m 9 a       
horizontal l9e 7! suits z 9 tableau74   

,^! are ! f\ndation c>ds1 :i* asc5d 9   
sequ5ce to k+s 7,rule ,i74  ,next deal  
out eight c>ds & place !m above !       
f\ndations 9 two r[s1 f\r c>ds 9 ea*    
7see tableau74 ,! upp] r[ is call$ !    
,auxili>ies2 ! l[] "o1 ! ,rivals4 ,if   
any suitable c>ds are f\nd 9 !          
,auxili>ies1 play !m1 fill+ ! spaces s  
made f ! ,rivals 7,rule ,,iii74 ,c>ds f 
! ,rivals may be plac$ 9 desc5d+ sequ5ce
 on ^? ( ! ,auxili>ies 7,rule ,,ii71 & !
 sequ5ces s =m$ w be play$ z opportunity
 arises on to ! f\ndations4 ,cont9ue to 
deal out ! pack1 play+1 plac+ on !      
,auxili>ies1 & refill+ spaces accord+ to
 rules--! non-suitable c>ds =m+ a talon4
  ,x mu/ be rememb]$ t c>ds c only be   
play$ on ! f\ndations f ! ,auxili>ies1 &
 n /raight f ! ,rivals or f ! talon2    
c>ds f ^! mu/ fir/ pass into !          
,auxili>ies4  ,!re is no re-deal4       
,illu/ration3 ,,! ,,labyr9?4     ,,!    
,,labyr9?  ,two ,entire ,packs ( ,c>ds  
,,rules    ,i4 ,! f\ndations foll[ suit4
   ,,ii4 ,only c>ds 9 ! highe/ or l[e/  

r[s are available1 until a c>d f any o!r
 r[ is releas$1 by ! removal ( c>ds ei!r
 above or bel[ x1 ! pr9ciple be+ t no   
c>d c be us$ t is n free ei!r f ! top or
 ! bottom4 ,small crosses are plac$ on !
 tableau to m>k ! c>ds t are available4 
,,iii4 ,y c only refill vacancies 9 !   
l[e/ r[ z ! deal goes on 7i4e41 9 ! r[  
:i* y are actually deal+74   ,,iv4 ,ea* 
r[ mu/ be complet$ be=e y c play f x4   
,,play  ,)draw f ! pack & place 9       
horizontal l9e above1 f\r k+s & f\r aces
 ( diff]5t suits4 ,^! are ! f\ndations1 
! aces asc5d+ 9 sequ5ce to k+s1 ! k+s   
desc5d+ to aces 7,rule ,i74  ,y next    
deal out t5 c>ds 9 a horizontal r[1 & :5
 ! r[ is complete1 play any suitable    
c>ds on ! f\ndations1 refill+ !         
vacancies f ! pack or talon4  ,proce$ to
 deal out a second r[ ( t5 c>ds und]nea?
 ! fir/1 play+ suitable ones z be=e1    
play+ also f ! upp] r[1 & refill+ spaces
 subject to ,rule ,,iii4 ,z y may only  
refill vacancies on ! la/ r[ :i* is be+ 
dealt1 !re w be _m gaps 9 ! tableau z y 

proce$4  ,y cont9ue ?us to deal out !   
entire pack 9 successive r[s1 ea* r[    
completely block+ ! prec$+ "o unless !  
removal ( a c>d releases ! "o above x1  
or unless ! removal ( c>ds 9 ! upp] r[s 
7,rule ,,ii7 releases t c>d f above4    
,:5 ! pack is exhau/$ & y h play$ all   
available c>ds1 if ! game has n succe$$1
 y h "o m *ance1 i4e41 ! privilege (    
remov+ any "o c>d f ! tableau1 tak+ c>e1
 ( c\rse1 to remove ! c>d :i* blocks ^? 
mo/ ne$$4 ,! *oice ( ?is grace is ! only
 po9t left to ! skill ( ! play]4  ,!re  
is no re-deal4  ,note #a4--,"s play]s   
in/ead ( tak+ ! f\ndations f ! pack1    
wait till !y appe> 9 ! deal4  ,note     
#b4--,! dim5sions ( ! tableau preclude !
 ins]tion ( ! spaces = ! f\ndation c>ds4
     ,illu/ration3 ,,sp5s]',s ,,fairie  
,,que54     ,,sp5s]',s ,,fairie ,,que5  
,two ,entire ,packs ( ,c>ds   ,,rules   
,i4 ,! f\ndations foll[ suit4   ,,ii4   
,if dur+ ! deal two or m k+s turn up 9  
succession1 c>ds c only be plac$ on !   
la/ "o4  ,,iii4 ,available c>ds may be  

transf]r$ f "o column to ano!r 9 desc5d+
 sequ5ce & ne$ n foll[ suit4   ,,iv4    
,only ! l[e/ c>d ( ea* column is        
available1 until its removal releases ! 
"o above x4    ,v4 ,any available c>d   
may be transf]r$ to a s+le k+1 &        
sequ5ces may be plac$ ^u t c>d z ^u ^? (
 ! o!r columns4   ,,play  ,take "o k+ f 
! pack1 & place x at ! left-h& upp]     
corn]4 ,^u ?is k+ y place ! c>ds z !y   
are dealt1 9 p]p5dicul> column1 ea* c>d 
half cov]+ ! prec$+ "o1 until a second  
k+ appe>s1 :i* mu/ be plac$ next to !   
fir/ "o1 & becomes 9 its turn ! head ( a
 second column 7,rule ,,ii74 ,:5 a ?ird 
k+ appe>s1 x is plac$ next to ! second  
"o1 & is treat$ 9 l mann]1 & s on until 
! pack is exhau/$1 c>ds be+ always plac$
 on ! la/ k+ turn$ up4 ,?us "s k+s w    
head l9es ( diff]5t l5g?s 7see ,note #c1
 on next page71 & "s w probably rema9   
alone1 & ?is1 z w be se51 is v          
advantage\s4  ,dur+ ! deal1 aces z !y   
turn up are plac$ 9 ! spaces res]v$4  ,!
 eight aces =m ! f\ndation c>ds & asc5d 

9 sequ5ce to que5s 7,rule ,i74 7,see    
,note #b47  ,suitable c>ds may be play$ 
z !y turn up 9 ! deal1 & aft] play+ ea*1
 ! columns %\ld be exam9$1 z ! play+ ( a
 c>d may br+ o!r available ones 7,rule  
,,iv7 into use4  ,:5 ! deal is complete1
 ! tableau mu/ be c>efully exam9$4      
,available c>ds may n[ be transf]r$ f "o
 column to ano!r 7,rule ,,iii7 or plac$ 
on ! s+le k+s 7,rule ,v7 or play$ on !  
f\ndations4 ,& x is sometimes bett] n to
 play c>ds1 b to leave !m to receive    
sequ5ces4  ,x is n advisable to transf] 
que5s1 z !y _c be mov$ aga9 until       
requir$ to complete ! f\ndations1 b x is
 (t5 necess>y to d s1 :5 _! removal w\ld
 release c>ds urg5tly ne$$4 ,! success (
 ! game greatly dep5ds on ! skill ( !   
play] 9 transf]r+ ! sequ5ces backw>d &  
=w>d s z to release z _m c>ds z         
possible4 ,!re is no re-deal4 7,see     
,note #a47  ,note #a4--,suppos+ t y h   
two s+le k+s & wi% to release a knave ( 
he>ts :i* is block$ ) a desc5d+ sequ5ce1
 ! la/ c>d ( t sequ5ce be+ a f\r1 place 

! f\r & !n ! five on ! two sp>e k+s4 ,! 
six is ?us releas$1 & if a sev5 %\ld be 
at ! bottom ( any o!r column1 y transf] 
! six on to x1 & also ! five & ! f\r1   
?us aga9 free+ ! two k+s4 ,n[ put up !  
sev5 & ! eight 7( ! column y are try+ to
 "w (f7 on to ^? k+s4 ,!n transf] ! sev5
 to ! eight1 & place ! n9e on ! rema9+  
k+4 ,y h n[ only ! t5 left to block y\r 
knave ( he>ts2 y w probably f9d1 or be  
able to release1 "s o!r available knave1
 on :i* y w place ! t54 ,9 ?is some:at  
complicat$ mann] y arrive at ! desir$   
knave ( he>ts4 ,! comb9ations are       
endless4  ,note #b4--,! spaces = !      
f\ndations are n m>k$ = want ( room4    
,note #c4--;,x (t5 happ5s t s _m c>ds h 
to be dealt on to "o k+ be=e ! next "o  
appe>s t ! column c no long] be cont9u$ 
9 a /raight l9e4 ,! play] mu/1 !re=e1   
twi/ ! c>ds to ga9 room 7see tableau71 !
 small crosses %[ ! available c>ds4     
,illu/ration3 ,,! ,,t]race4     ,,!     
,,t]race  ,two ,entire ,packs ( ,c>ds   
,,rules    ,i4 ,only ! la/ c>d 7i4e41 ! 

"r-h& "o7 ( ! ,t]race is   available    
till its removal releases ! c>d next to 
x4   ,,ii4 ,! f\ndations asc5d 9 sequ5ce
 & mu/ be =m$ ) alt]nate r$ & black     
c>ds4  ,,iii4 ,c>ds 9 ! valley may be   
transf]r$ 9 alt]nate desc5d+ sequ5ce f  
"o packet to ano!r1 & ! upp]mo/ c>d ( ! 
talon may also be plac$ 9 sequ5ce on !  
valley1 b1 l ^? ( ! f\ndations1 !       
sequ5ces 9 ! valley mu/ be =m$ (        
alt]nate colors4   ,,iv4 ,only ! upp]mo/
 c>ds ( ! valley packets are available  
until _! removal releases ^? b5ea?4     
,,play  ,deal out f left to "r a r[ (   
?irte5 c>ds4 ,?is is call$ ! ,t]race4 ,y
 next turn up f ! pack 9 h& ?ree c>ds1 &
 *oose "o ( ! ?ree z a f\ndation4 ,place
 ! f\ndation c>d und]nea? ! ,t]race on !
 left side1 & ! sev5 o!r c>ds ( simil>  
value w take _! places1 z !y turn up 9 !
 deal1 9 a l9e ) ! fir/ f\ndation 7see  
tableau74  ,y next place y\r two reject$
 c>ds und]nea? ! f\ndation1 & deal out  
sev5 o!r c>ds alongside1 =m+ a ?ird     
horizontal r[ ( n9e c>ds4 ,?is is call$ 

! valley4 ,f ! valley y take any        
f\ndations1 & hav+ plac$ !m1 y play also
 any o!r suitable c>ds 7,rule ,,ii72 b y
 mu/ fir/ exam9e ! ,t]race1 z c>ds mu/  
always 9 pref]5ce be play$ f ! ,t]race  
7,rule ,i74 ,hav+ play$ all suitable    
c>ds1 & refill$ ! vacancies 9 ! valley f
 ! pack 9 h&1 proce$ to place c>ds 9    
sequ5ce 9 ! valley 7,rules ,,iii &      
,,iv71 ( c\rse play+ !m 9 pref]5ce on ! 
f\ndations :5 possible1 b rememb] always
 to exam9e ! ,t]race1 z ! success ( !   
game dep5ds entirely on deta*+ c>ds f ! 
,t]race4 ,if ev5 a suitable c>d c\ld be 
play$ f ! valley1 & none 7 at ! mom5t   
available on ! ,t]race1 x w\ld /ill be  
bett] to refra9 f play+ x1 if an equally
 suitable c>d f ! ,t]race 7 likely      
%ortly to be releas$4 ,9 ref]5ce to y\r 
*oice ( ! f\ndation c>ds1 y %\ld always 
exam9e ! available c>d ( ! ,t]race &    
*oose1 if possible1 "o bel[ x 9 value4  
,y next proce$ to deal out ! entire     
pack1 play+ on f\ndations 7,rule ,,ii71 
plac+ & transf]r+ c>ds 9 ! valley       

7,rules ,,iii & ,,iv71 & refill+        
vacancies4  ,!re is no re-deal4         
,illu/ration3 ,,g5]al ,,s$gewick4       
,,g5]al ,,s$gewick  ,"o ,entire ,pack ( 
,c>ds   ,,rules    ,i4 ,! orig9al five  
c>ds =m+ ! cross are available1 b :5 !y 
are cov]$ by ! addition ( o!rs1 only !  
upp]mo/ c>d ( ea* packet is available   
until its removal releases ! c>d b5ea?4 
,,ii4 ,! f\ndations foll[ suit4  ,,iii4 
,c>ds on ! cross may be transf]r$ 9     
desc5d+ sequ5ce f "o packet to ano!r1 & 
c>ds f ! pack or talon may also be plac$
 9 desc5d+ sequ5ce on ^? ( ! cross4     
,,iv4 ,c>ds on ! cross ne$ n foll[ suit4
   ,,play  ,deal five c>ds & place !m 9 
! =m ( a cross4  ,! next c>d turn$ is to
 be plac$ 9 ! left-h& upp] corn]1 & ?is 
con/itutes ! f\ndation c>d1 ! ?ree o!rs 
( simil> value1 z !y appe>1 be+ plac$ 9 
! ?ree o!r corn]s 7see tableau74  ,!    
f\ndation c>ds asc5d 9 sequ5ce 7,rule   
,,ii74  ,hav+ plac$ ! cross & ! fir/    
f\ndation1 play any f\ndation or o!r    
suitable c>ds f ! cross1 fill+ !        

vacancies f pack or talon4 ,y !n proce$ 
to transf] c>ds on ! cross 7,rules ,i1  
,,iii1 & ,,iv72 & al?\gh n necess>y1 x  
is v advantage\s t ^! packets %\ld be ( 
! same suit1 z !y are !n ready to be    
play$ on to ! f\ndations1 & to effect   
?is by transf]r+ ! c>ds backw>d & =w>d z
 mu* z possible %\ld be ! great object (
 ! play]4  ,cont9ue to deal out ! c>ds  
till ! pack is exhau/$--play+1          
transf]r+1 & refill+ vacancies4 ,!      
non-suitable c>ds =m ! talon4  ,!re is  
no re-deal4     ,illu/ration3 ,,!       
,,que5s4     ,,! ,,que5s  ,two ,entire  
,packs ( ,c>ds   ,,rules    ,i4 ,!      
f\ndations foll[ suit4   ,,ii4 ,!       
upp]mo/ c>d ( ! key is alone available  
until its removal releases ! c>d b5ea?2 
ea* c>d t is play$ releas+ ! "o t x     
cov]$4  ,,iii4 ,c>ds f ! key c only be  
play$ on ! f\ndations & may n be plac$  
on ! %utt]4   ,,iv4 ,! c>ds 9 paym5t ( !
 que5s are tak5 f ! top ( ! key 7f\rte5 
= ea* que5 includ+ h]self74    ,v4 ,c>ds
 9 paym5t ( ! que5s are tak5 f ! bottom 

( ! talon 7?ree = ea* que5 exclusive (  
h]self74   ,,play  ,take f ! pack       
?irty-two c>ds2 place !m 9 a packet on !
 left side1 face upw>d4 ,?is packet is  
call$ ! key4 ,if ! upp]mo/ c>d %\ld be a
 que51 take f\rte5 c>ds f ! top ( ! key 
7includ+ ! que57 & place !m at ! bottom 
( ! pack 7,rule ,,iv74 ,aft] remov+ !   
f\rte5 c>ds1 %\ld ! next c>d on ! key   
*ance also to be a que51 y repeat !     
process1 ?us add+ tw5ty-eight c>ds to ! 
pack1 & dim9i%+ ^? on ! key4 ,ev5 if !  
next c>d 9 l mann] *anc$ to be a que51 y
 w\ld take all ! rema9+ c>ds ( ! key    
7:i* c\ld1 h[ev]1 only be f\r7 & add !m 
to ! pack1--?us gett+ rid ( ! key1 :i*  
w\ld greatly facilitate ! success ( !   
game4  ,aft] deal+ out ! key 7& if y h  
good luck1 dim9i%+ x7 y next proce$ to  
deal sev5 c>ds1 plac+ !m 9 two r[s ( f\r
 & ?ree c>ds respectively4 7,see        
tableau47 ,^! are call$ ! %utt]4 ,if    
dur+ ! deal+ ( ^! any k+s appe>1 place  
!m 9 a r[ above4 ,! eight k+s are !     
f\ndations1 :i* asc5d ?r\gh aces to     

que5s 7,rule ,i74  ,:5 ! %utt] is dealt1
 play f x any suitable c>ds1 refill+ !  
spaces at once1 b always fir/ look to   
see if a c>d f ! key is available       
7,rules ,,ii & ,,iii71 & play t 9       
pref]5ce1 z x is all important to get   
rid ( ! key4 ,c>ds on ! %utt] c m>ry 9  
desc5d+ l9e ) ea* o!r1 or ) c>ds f !    
pack or talon4 ,:5 y h m>ri$ or play$   
all available c>ds1 deal out ! rema9d] (
 ! pack1 play+1 m>ry+1 & refill+ spaces2
 ! unsuitable c>ds =m+ a talon4  ,y mu/ 
c>efully c\nt ! numb] ( que5s t y place 
9 ! talon 7x is be/ to h "s c\nt]s at h&
 = ?is purpose71 z :5 ! pack is exhau/$ 
ea* ( ^! que5s c\nts = ?ree c>ds--i4e41 
= ea* que5 y take f ! bottom ( ! talon  
?ree c>ds besides h]self 7,rule ,v7--&  
^! c>ds con/itute a fre% pack to deal f4
  ,?us1 if ! talon conta9s six que5s1 y 
take f x eighte5 c>ds exclusive ( ! six 
que5s 7,rule ,v7 & deal !m out aga91 &  
aga9 c\nt ! que5s to repay y\rself z    
be=e4 ,?is is done to give a fre% *ance 
( w9n+ ! game1 z ! talon is n re-dealt 9

 its entirety4 ,if ! talon has n        
suffici5t c>ds left to pay ?ree = ea*   
que51 y simply take all t rema91 & !n   
!re is good hope ( success1 if ! key has
 also be5 play$ out4     ,illu/ration3  
,,! ,,h]r+-,,bone4     ,,! ,,h]r+-,,bone
  ,two ,entire ,packs ( ,c>ds   ,,rules 
,i4 ,! f\ndations foll[ suit4   ,,ii4 ,!
 l[e/ 7or tw5ty-eigh?7 c>d ( ! h]r+-bone
 is alone available until its removal   
releases ! next "o 7i4e41 ! upp]mo/ c>d 
( ! fan above x71 !n ! second c>d ( !   
fan becomes ! available "o1 !n ! ?ird1  
!n ! s+le c>d above ! fan j play$1 & s  
on1 ! removal ( ea* c>d r5d]+ ! next "o 
available4  ,,iii4 ,all ! c>ds 9 ! side 
sc5es & ! f\r b>s are available4   ,,iv4
 ,vacancies on ! b>s are refill$ f c>ds 
( ! h]r+-bone 7,rule ,,ii71 b vacancies 
on ! side sc5es may only be refill$ f ! 
pack or talon4   ,,play  ,deal out      
tw5ty-eight c>ds1 beg9n+ f ! top 7see   
tableau71 ?us3 ,?ree at ! top1 plac$ fan
 %ape1 !n a s+le c>d half cov]+ ! fan1  
!n ano!r fan half cov]+ ! s+le c>d1 !n  

ano!r s+le c>d1 & s on till y h sev5    
fans & sev5 s+le c>ds3 ?is is call$ !   
h]r+-bone1 ! la/ c>d be+ a s+le "o &    
available4 7,rule ,,ii47  ,y next deal  
out eight c>ds1 f\r on ea* side !       
h]r+-bone3 ^! are call$ side sc5es4 ,!n 
place "o c>d horizontally above & bel[  
ea* side sc5e3 ^! are call$ b>s4 ,:5 ^! 
=ty c>ds are plac$1 ! next c>d dealt    
becomes ! f\ndation1 & is plac$ 9 "o ( !
 allott$ spaces1 ! o!r sev5 c>ds (      
simil> value be+ plac$ z !y appe> on !  
tableau1 or dur+ ! deal4  ,f\r ( !      
f\ndations asc5d 9 sequ5ce & f\r desc5d 
7,rule ,i71 & x is be/ to place ! asc5d+
 on ! "r side1 ! desc5d+ on ! left4  ,:5
 ! tableau is complete1 & ! fir/        
f\ndation has be5 play$1 exam9e ! :ole &
 play f ! h]r+-bone1 b>s1 or side sc5es 
any f\ndations or o!r suitable c>ds4    
,always *oose1 9 pref]5ce1 c>ds f !     
h]r+-bone or b>s1 z on ! removal ( !    
h]r+-bone ! success ( ! game ma9ly      
dep5ds1 & if a b> is remov$1 ! available
 c>d on ! h]r+-bone replaces x1 ?us     

releas+ ! next4 7,rules ,,ii & ,,iii47  
,hav+ play$ & refill$ all spaces1 proce$
 to deal out ! entire pack1 play+ all   
suitable c>ds1 & refill+ spaces2 !      
unsuitable c>ds =m+ ! talon4 ,9 =m+ !   
f\ndations1 "o c>d at a "t may be       
ex*ang$ f ! asc5d+ to ! desc5d+ sequ5ce1
 & vice v]s4  ,! talon may be tak5 up1  
%uffl$1 & re-dealt twice4  ,note4--,x is
 s exce$+ly disadvantage\s t !re %\ld be
 duplicate c>ds 9 ! h]r+-bone1 t 9 !    
,g]man v>iety ( ?is game ! h]r+-bone is 
set out f a s+le pack be=e ! two packs  
are %uffl$4     ,illu/ration3 ,,!       
,,olga4     ,,! ,,olga  ,f\r ,piquet    
,packs   ,,rules    ,i4 ,! f\ndations   
foll[ suit4   ,,ii4 ,ea* c>d 9 ! fl[]-b$
 mu/ be turn$ face upw>d z soon z ! c>d 
imm$iately bel[ x is remov$4 ,! c>d s   
turn$ is !n available4  ,,iii4 ,c>ds on 
! fl[]-b$ may be plac$ 9 desc5d+ sequ5ce
 ^u ea* o!r 7& c>ds f ! pack or talon   
may also be plac$ 9 sequ5ce on !        
fl[]-b$71 b mu/ be s plac$ 9 alt]nate   
colors1 i4e41 a black eight ^u a r$ n9e1

 & s on4   ,,play  ,deal out =ty-n9e    
c>ds 9 sev5 horizontal r[s1 ea* conta9+ 
sev5 c>ds4 ,?is is call$ ! fl[]-b$4 ,9 !
 fir/ r[ ! c>ds are plac$ face upw>d1 9 
! second r[ face d[nw>d1 & s on         
alt]nately1 ! sev5? or la/ r[ be+ face  
upw>d4 ,%\ld !re n be space1 ea* r[ may 
half cov] ! prec$+ "o4 ,! f\ndations    
consi/ ( sixte5 aces1 asc5d+ 9 sequ5ce  
?r\gh sev5s to k+s 7,rule ,i74 ,:5 !    
fl[]-b$ has be5 dealt1 if any aces appe>
 9 ! l[e/ r[1 play !m 9 _! allott$      
spaces1 z also any deuces or o!r        
suitable c>ds1 always turn+ ! c>d above 
! "o play$1 face upw>d4 ,available c>ds 
on ! fl[]-b$ 7,rule ,,ii7 may be plac$ 9
 desc5d+ sequ5ce on ea* o!r1 b 9        
alt]nate colors 7,rule ,,iii74 ,!y may  
be transf]r$ f "o packet to ano!r1 & on 
do+ ?is judici\sly ! success ( ! game   
dep5ds4 ,c>ds f ! pack or talon may also
 be plac$ 9 sequ5ce 7,rule ,,iii7 on ^? 
( ! fl[]-b$4 ,y are n oblig$ to play    
c>ds on ! f\ndations1 if to place !m on 
! fl[]-b$ seems m advantage\s4 ,cont9ue 

to deal out ! entire pack1 play+ on     
f\ndations1 plac+ & transf]r+ on !      
fl[]-b$1 ! unsuitable c>ds =m+ ! talon4 
,if y succe$ 9 remov+ an entire         
p]p5dicul> r[ ( c>ds1 ! space at ! top  
may be fill$ by any available c>d ( !   
fl[]-b$ 7,rule ,,ii71 & ^u t c>d may be 
plac$ sequ5ces 7,rule ,,iii7 z on ! o!r 
r[s4     ,illu/ration3 ,c,,s>4          
,c,,s>  ,n9e ,c>ds f ,"o ,entire ,pack  
,,play  ,)draw f "o entire pack n9e     
c>ds1 compos$ ( any suits1 f ace to n9e 
inclusive4 ,place ^! n9e c>ds 9 ?ree    
r[s1 ea* conta9+ ?ree c>ds4 ,endeavor1  
by *ang+ _! position1 s to dispose !m1 t
 ! numb] ( pips 9 ea* r[1 c\nt+ ! c>ds  
horizontally1 p]p5dicul>ly1 &           
diagonally1 may make ! sum ( fifte54 ,! 
tableau %[s only ?ree fifte5s1 b if !   
c>ds are prop]ly plac$ eight fifte5s c  
be made4     ,illu/ration3 ,,r$ ,,&     
,,black4     ,,r$ ,,& ,,black  ,two     
,entire ,packs ( ,c>ds   ,,rules   ,i4  
,! f\ndations foll[ suit4  ,,ii4 ,c>ds  
may be plac$ on ! ,volunte]s 9 desc5d+  

sequ5ce1 b !y mu/ be ( alt]nate colors4 
,on ! black f\r 7see tableau7 w\ld be   
plac$ a r$ ?ree1 !n a black deuce1 & s  
on4   ,,play  ,)draw f ! pack ! eight   
aces1 plac+ !m 9 pairs ( alt]nate colors
 9 a horizontal l9e 7see tableau74 ,^!  
are ! f\ndations & asc5d 9 sequ5ce to   
k+s 7,rule ,i74 ,next deal out eight    
c>ds1 plac+ !m und]nea? ! f\ndations4   
,?is r[ ( c>ds is call$ ! ,volunte]s4   
,exam9e ! ,volunte]s & play any suitable
 c>ds on to ! f\ndations1 imm$iately    
fill+ ea* vacancy f ! c>ds 9 h&4 ,:5 no 
m c be play$1 proce$ to =m sequ5ces 9   
desc5d+ l9e ) c>ds ( ! ,volunte]s1      
subject /rictly to ,rule ,,ii2 !n aga9  
play all t are suitable & proce$ to deal
 out ! c>ds till ! pack is exhau/$1     
play+ c>ds on ! f\ndations or plac+ !m 9
 sequ5ce on ! ,volunte]s1 & always      
refill+ vacancies4 ,! unsuitable c>ds =m
 ! talon4  ,:5 ! pack is exhau/$1 !     
talon may be tak5 up1 %uffl$1 & re-dealt
 once4     ,illu/ration3 ,,! ,,squ>e4   
,,! ,,squ>e  ,two ,entire ,packs ( ,c>ds

   ,,rules   ,i4 ,! f\ndations foll[    
suit4  ,,ii4 ,! f\r aces 7f\ndation     
c>ds7 asc5d 9 sequ5ce to k+s4 ,:5 ea*   
packet has asc5d$ to k+1 a second k+    
7same suit7 is plac$ on ! top1 & ano!r  
sequ5ce on ! same packet desc5ds to ace1
 ) :i* ! f\r f\ndations t]m9ate4        
,,play  ,deal out sixte5 c>ds1 z 9      
tableau4 ,?is is ! ,squ>e 7,quadrat74   
,dur+ ! deal1 ! f\r aces ( diff]5t suits
 mu/ be plac$ 9 _! allott$ spaces z !y  
appe>4 ,^! are ! f\ndations1 :i* asc5d 9
 sequ5ce to k+s & desc5d aga9 to aces   
7,rule ,,ii74  ,:5 ! ,squ>e is complete1
 play f x any suitable c>ds1 & m>ry bo? 
9 asc5d+ & desc5d+ l9e ) c>ds on !      
,squ>e1 imm$iately refill+ spaces f !   
pack or talon4 ,cont9ue to deal out !   
:ole pack1 play+ fir/ 9 asc5d+1 !n 9    
desc5d+ sequ5ce 7,rule ,,ii71 m>ry+1 &  
refill+ spaces2 ! unsuitable c>ds =m+ ! 
talon4 ,! sequ5ces on ! ,squ>e c be     
rev]s$ f "o packet to ano!r1 ?us if on  
"o packet !re 7 a sequ5ce ( :i* ! top   
c>d 0 a n9e1 & on ano!r a sequ5ce ( :i* 

! top c>d 0 ei!r an eight or a t5 7(    
c\rse ( ! same suit71 ei!r ( ^! c\ld be 
plac$ on ! n9e & ! :ole sequ5ce rev]s$1 
b great c>e mu/ be tak5 9 rev]s+        
sequ5ces1 le/ c>ds %\ld hopelessly block
 ea* o!r4 ,mu* practice is requir$ 9    
ord] to avoid ?is dang]4  ,if ! game    
succe$s1 ! d\ble s]ies ( sequ5ces :i*   
began ) f\r aces1 w likewise f9i% ) f\r 
aces4  ,!re is no re-deal4              
,illu/ration3 ,,m>g>e!4     ,,m>g>e!    
,"o ,entire ,pack ( ,c>ds   ,,rules     
,i4 ,! f\ndations foll[ suit4  ,,ii4 ,! 
k+ f\ndations desc5d f t5 to eight2 !   
knaves1 f sev5 to five2 ! que5s1 f f\r  
to two4   ,,play  ,)draw f ! pack all ! 
c\rt c>ds & place !m 9 ! =m ( an ,m1 z 9
 tableau4 ,^! twelve c>ds are !         
f\ndations4 ,all ! aces z !y appe> are  
to be plac$ 9 "o packet 9 ! ,m und]nea? 
! knaves4 ,y next deal n9e c>ds & place 
!m 9 ! =m ( an ,a 7see tableau74  ,^!   
are ! help c>ds1 & f !m y play any t are
 suitable on to ! f\ndations1 ! fir/    
play$ on a k+ be+ a t51 on a knave a    

sev51 & on a que5 a f\r 7,rules ,i &    
,,ii71 fill+ ! spaces f ! pack 9 h&4 ,y 
next proce$ to deal out ! :ole pack1    
play+ on ! f\ndations1 plac+ aces 9 !   
res]v$ space 9 ! ,m1 refill+ vacancies 9
 ! ,a1 & plac+ unsuitable c>ds 9 !      
talon4  ,if ! game succe$s1 ! f9al      
tableau w =m an ,m compos$ ( ! eights1 !
 fives & ! twos1 ! f\r aces be+ plac$   
crossways 9 ! c5tre4  ,! talon may be   
re-dealt once4     ,illu/ration3 ,,m\nt 
,,olympus4     ,,m\nt ,,olympus  ,two   
,entire ,packs ( ,c>ds   ,,rules    ,i4 
,! f\ndations & ! batt]y foll[ suit4    
,,ii4 ,! f\ndations asc5d 9 alt]nate    
sequ5ces2 ! aces1 9 odd numb]s1 #c1 #e1 
#g1 etc41 till !y f9i% ) k+s2 ! twos1 9 
ev5 numb]s1 #d1 #f1 #h1 etc41 till !y   
f9i% ) que5s4 7,knaves c\nt elev52      
que5s1 twelve47  ,,iii4 ,c>ds may be    
plac$ on ! batt]y 9 alt]nate desc5d+    
sequ5ce2 ?us1 on a n9e place a sev51 on 
! sev51 a five1 on a que5 place a t51 !n
 an eight1 & s on4   ,,iv4 ,! upp]mo/   
c>ds ( ! batt]y are alone available1    

until _! removal releases ^? b5ea?4     
,,play  ,)draw f ! pack ! eight aces & !
 eight twos1 & place !m 9 ! =m ( a      
pyramid1 z 9 tableau2 ^! are !          
f\ndations :i* asc5d 9 alt]nate sequ5ce1
 till !y end respectively ) k+s & que5s4
 7,rules ,i & ,,ii47  ,next deal out n9e
 c>ds z 9 tableau1 ?is is call$ !       
batt]y4 ,suitable c>ds ( ! batt]y may be
 play$ on ! f\ndations1 & may also be   
plac$ on ea* o!r 9 alt]nate desc5d+     
sequ5ce4 7,rules ,i1 ,,iii1 & ,,iv47 ,! 
unsuitable c>ds =m ! talon4 ,cont9ue to 
deal out ! entire pack1 play+ on !      
pyramid1 plac+ c>ds on ! batt]y1 &      
refill+ spaces f pack or talon4  ,if !  
game succe$s1 ! pyramid w be =m$ (      
alt]nate k+s & que5s4  ,! talon may be  
tak5 up & re-dealt once4                
,illu/ration3 ,,! ,,:eel4     ,,! ,,:eel
  ,two ,entire ,packs ( ,c>ds   ,,rules 
,i4 ,vacancies 9 ! cu%ion are only      
refill$ aft] ! fir/ deal1 b n aft] any  
subsequ5t deal4   ,,ii4 ,no two c>ds ( !
 same value may be us$ 9 mak+ ea*       

comb9ation ( eighte54  ,,iii4 ,ev5 :5   
!re are ?ree c>ds on ! cu%ion :i* make !
 requir$ sum1 ^! c>ds _c be remov$      
unless ! cu%ion conta9s a c\rt c>d to   
cr[n !m4 ,!y mu/ 9 t case rema9 9 _!    
places until a c\rt c>d appe>s on !     
cu%ion4   ,,iv4 ,c\rt c>ds are exclud$ f
 ! comb9ations1 :i* mu/ be made ) ! pips
 ( m9or c>ds1 ! c\rt c>ds cr[n+ ea*     
packet4    ,v4 ,only ! upp]mo/ c>ds ( ! 
cu%ion are available1 b _! removal      
releases ^? und]nea?4   ,,play  ,)draw !
 eight aces & place !m 9 ! =m ( a cross 
7see tableau74 ,next1 deal out twelve   
c>ds 9 two horizontal r[s b5ea?1 b leav+
 room = ! circle to be plac$ z 9        
tableau4 ,^! twelve c>ds are call$ !    
cu%ion4 ,! object is to make z _m       
comb9ations ( ! sum ( eighte5 z possible
 ) c>ds 9 ! cu%ion4 ,ea* comb9ation mu/ 
be compos$ ( ?ree c>ds 7,rule ,,iv7 & no
 two c>ds mu/ be ( simil> value 7,rule  
,,ii74 ,"s ( ! comb9ations1 = example1  
might be #b1 #g1 #i1 or #c1 #e1 #aj1 or 
#b1 #f1 #aj1 & s on4  ,:5 any ?ree c>ds 

make ! requir$ sum1 take !m up toge!r1 &
 put any c\rt c>d t may be 9 ! cu%ion at
 ! top1 & place ! packet ?us cr[n$1 face
 upw>d1 on "o ( ! spaces res]v$ 9 !     
circle4 ,%\ld !re be no c\rt c>d1 !     
comb9ation _c be made 7,rule ,,iii74 ,z 
y )draw c>ds to place on ! circle1      
refill ! spaces f ! pack 9 h&4  ,:5 no m
 comb9ations c be made1 y proce$ to deal
 out twelve m c>ds1 cov]+ ^? already =m+
 ! cu%ion1 & to make fre% comb9ations ) 
all available c>ds 7,rule ,v72 b :5     
vacancies are n[ made !y _c be refill$4 
7,rule ,i47 ,c>ds1 !re=e1 9 ?is & !     
subsequ5t deals may h to be dealt on to 
empty spaces f :i* o!r c>ds h be5       
)drawn4  ,y cont9ue to deal out fre% r[s
 foll[+ ! same rules1 & mu/ nev] make   
comb9ations until ea* deal is complete4 
,if ! game succe$s1 ! f9al tableau w %[ 
! cross ( aces 9 ! c5tre1 surr\nd$ by a 
circle ( tw5ty-f\r c\rt c>ds4  ,!re is  
no re-deal4     ,illu/ration3 ,,two     
,,r+s4     ,,two ,,r+s  ,two ,entire    
,packs ( ,c>ds   ,,rule  ,! f\ndations  

foll[ suit4   ,,play  ,)draw f ! pack   
all ! sev5s & all ! sixes1 & arrange !m 
z 9 tableau4 ,^! are ! f\ndations4 ,!   
sev5s asc5d to k+s1 ! sixes desc5d to   
aces 7,rule74  ,y next deal out eight   
c>ds 9 a horizontal l9e4 ,?is is call$ !
 bracelet4 ,take f ! bracelet all       
suitable c>ds & play !m on ! f\ndations1
 refill+ vacancies 9 ! bracelet1 & plac+
 unsuitable c>ds on ! talon4  ,if ! game
 succe$s1 ! ,zwei ,r+e 7two r+s7 w be   
=m$ respectively ( k+s & aces4  ,! talon
 may be tak5 up & re-dealt once4        
,illu/ration3 ,,! ,,nation4     ,,!     
,,nation  ,two ,entire ,packs ( ,c>ds   
,,rules    ,i4 ,! f\ndations foll[ suit4
   ,,ii4 ,9 deal+ ! c>ds ( ea* column & 
c\nt+ !m f "o to eight1 a c>d play$ on !
 f\ndation does n h its numb] repeat$1 !
 next c>d dealt c\nt+ z ! foll[+ numb]4 
,,iii4 ,only ! l[e/ c>d ( ea* column is 
available until its removal releases !  
"o above x2 no c>d be+ available t has  
ano!r bel[ x4   ,,play  ,)draw f ! pack 
f\r aces & f\r k+s ( diff]5t suits1     

plac+ !m above 9 two horizontal l9es4   
,^! are ! f\ndations1 ! aces asc5d+ 9   
sequ5ce to k+s1 ! k+s desc5d+ to aces   
7,rule ,i74 ,und]nea? ! f\ndations deal 
out eight c>ds 9 a p]p5dicul> l9e1      
beg9n+ on ! left-h& side2 & on ! "r (   
?is column deal elev5 o!r columns1 ea*  
consi/+ ( eight c>ds4  ,?is w\ld result 
9 twelve columns ( equal numb] ( c>ds1 z
 se5 9 tableau1 b = ! foll[+ conditions3
 ,9 deal+ ! fir/ eight c>ds1 c\nt !m z y
 deal1 f "o to eight1 & :5 any c>d is   
suitable = a f\ndation1 or to cont9ue a 
f\ndation1 play x1 c\nt+ ! next c>d z ! 
foll[+ numb]4 ,= example1 if ! c>d c\nt$
 z ,no4 #d 7 suitable1 y play x & c\nt !
 next c>d ,no4 #e2 & if ,no4 #g 7       
likewise suitable1 y w\ld play x & c\nt 
! next 7& la/7 c>d z ,no4 #h1 al?\gh1 9 
fact1 ! column w\ld only conta9 six c>ds
 7,rule ,,ii74 ,b al?\gh suitable c>ds  
are ?us play$ z !y turn up 9 ! deal1 a  
c>d once plac$ 9 a column _c be remov$4 
,y %\ld obs]ve ! same me?od 9 deal+ out 
all ! twelve columns4 ,:5 ! tableau is  

complete1 ! l[] c>d ( ea* column is     
available 7,rule ,,iii71 & may be play$ 
if suitable2 & m>riages also may be     
made1 bo? 9 asc5d+ & desc5d+ sequ5ces1 )
 available c>ds f ea* column4  ,:5 an   
entire column has be5 remov$1 ! vacant  
space may be fill$ by any "o available  
c>d 7,rule ,,iii71 & c>ds c be plac$ 9  
sequ5ce ^u x1 z on ^? ( ! o!r columns4  
,:5 all available c>ds h be5 play$ or   
m>ri$1 ! tableau is to be tak5 up1      
beg9n+ ) ! left-h& column1 ! c>ds ( ea* 
column be+ c>efully kept 9 _! prop]     
ord]1 ! second column be+ plac$ und]nea?
 ! fir/1 ! ?ird und]nea? ! second1 & s  
on4 ,?us1 :5 ! pack is turn$ to re-deal1
 ! la/ column w be ! upp]mo/1 & w be !  
fir/ ( ! new columns4  ,! tableau may be
 tak5 up & re-dealt twice4              
,illu/ration3 ,,! ,,c>pet4     ,,!      
,,c>pet  ,two ,entire ,packs ( ,c>ds    
,,rules    ,i4 ,! f\ndations foll[ suit4
   ,,ii4 ,c>ds on ! c>pet 7teppi*7 are  
only available :5 "o ( ! n>r[ ends is   
free 7i4e41 ! top or bottom ( ! c>d74   

,no c>d is available :5 bo? ! n>r[ ends 
are block$ by o!r c>ds4 ,on ! tableau   
crosses are plac$ to %[ ! available c>ds
 aft] ! c>pet has be5 dealt4  ,,iii4 ,:5
 a c>d f ! c>pet is play$1 x does n free
 ! next "o1 because its removal _c free 
ei!r ( ! n>r[ ends ( t c>d1 yet x helps 
! game indirectly1 & ! inn] c>ds become 
by degrees available4   ,,iv4 ,:5 !     
talon is =m$1 any available c>ds f !    
c>pet c be plac$ 9 asc5d+ or desc5d+    
sequ5ces ^u ! upp]mo/ c>d ( ! talon1    
foll[+ suit4   ,,play  ,)draw f ! pack  
f\r aces & f\r k+s ( diff]5t suits4 ,^! 
are ! f\ndations1 & asc5d & desc5d 9 !  
usual sequ5ces4  ,next deal out         
sixty-f\r c>ds exactly 9 ! ord] & patt]n
 ( ^? 9 ! tableau4 ,?is is call$ ! c>pet
 7teppi*74 ,play f ! c>pet all available
 c>ds 7,rules ,i & ,,ii71 & !n deal out 
! rema9d]1 play+ suitable ones or plac+ 
! unsuitable c>ds z a talon4 ,:5 ! talon
 is =m$1 exam9e ! c>pet be=e y place ea*
 c>d ( ! talon1 z y h ! privilege (     
plac+ c>ds f ! c>pet on to ! talon      

7,rules ,,ii & ,,iv71 & x is always     
advisable to d ?is :5 possible1 = al?\gh
 at ! mom5t ! c>ds remov$ may n release 
o!rs1 x assi/s ! developm5t ( ! game by 
dim9i%+ ! numb] ( c>ds 9 ! c>pet4 ,9    
deal+ ! c>ds1 suitable ones ne$ n be    
play$ on a f\ndation1 if by plac+ !m on 
! talon a great] numb] c be fre$ f !    
c>pet4 ,! success ( ! game ma9ly dep5ds 
on deta*+ c>ds f ! c>pet4 ,great c>e mu/
 be tak5 to c>ry out /rictly ,rule ,,ii4
  ,no c>d c possibly be us$1 ei!r to    
play on a f\ndation or to be plac$ 9    
sequ5ce on ! talon1 unless "o ( ! n>r[  
ends is free2 b z o!r c>ds are remov$1  
^? ev5 9 ! c5tre become available by a  
cle> lane hav+ be5 op5$ out1 ei!r       
horizontal or p]p5dicul>1 lead+ up to "o
 ( ! n>r[ ends ( ea* c>d4  ,! talon may 
be tak5 up1 %uffl$1 & re-dealt twice1 b 
great c>e mu/ be tak5 9 ! ?ird deal z to
 ! plac+ ( sequ5ces4 ,if "o f\ndation ( 
any suit is f9i%$1 sequ5ces f ! c>pet   
%\ld n be =m$ on ! talon except 9       
desc5d+ sequ5ce2 b1 ( c\rse1 if1 9 deal+

 ! talon1 c>ds %\ld get plac$ 9 ! wrong 
7asc5d+7 sequ5ce1 !re is no rem$y1 b 9 t
 case ! game c\ld n succe$4  ,!re are   
two re-deals4     ,illu/ration3 ,,!     
,,fi%-,,bone4     ,,! ,,fi%-,,bone  ,two
 ,entire ,packs ( ,c>ds   ,,rules   ,i4 
,! f\ndations foll[ suit4  ,,ii4 ,k+s & 
que5s _c f9d _! places on ! tableau     
until ! knaves to :i* !y belong h be5   
plac$ 7i4e41 ea* f\ndation knave %\ld h 
a k+ & que5 ( ! same suit on ei!r side1 
see tableau74 ,if1 !re=e1 a k+ or que5  
%\ld turn up 9 ! deal1 x mu/ be consign$
 to ! talon1 unless "o ( ! knaves ( !   
same suit is already plac$ to receive x4
   ,,play  ,deal out six c>ds on !      
left-h& side 7see tableau74 ,^! are     
call$ ! gridiron4 ,c>ds 9 ! gridiron may
 m>ry 9 asc5d+ sequ5ce1 b only ) c>ds f 
! pack or talon1 & n ) ea* o!r4 ,!      
f\ndation c>ds are ! eight knaves1 :i*  
desc5d 9 sequ5ce to aces 7,rule ,i71 &  
are to be play$ z !y appe> 9 ! deal1 9 a
 p]p5dicul> l9e 7see tableau74 ,y next  
exam9e ! gridiron1 & if a knave is !re1 

play x1 z also any o!r suitable c>ds to 
cont9ue ! f\ndations1 & z k+s & que5s   
appe>1 place !m1 9 accordance ) ,rule   
,,ii4 ,y cont9ue to deal out ! entire   
pack1 play+ on ! f\ndations1 & m>ry+ 9  
asc5d+ sequ5ce on ! gridiron1 f :i* y   
play all suitable c>ds1 refill+         
vacancies f ! pack or talon4 ,nev] omit 
to place ! k+s & que5s :5 x c be done   
7,rule ,,ii74 ,! unsuitable c>ds =m !   
talon4  ,if ! game succe$s1 ! f9al      
tableau w %[ a l9e ( aces1 ea* hav+ a k+
 & a que5 ( ! same suit on ei!r side4   
,! talon may be tak5 up & re-dealt once1
 obs]v+ ! same rules4     ,illu/ration3 
,,! ,,congress4     ,,! ,,congress  ,two
 ,entire ,packs ( ,c>ds   ,,rules    ,i4
 ,! f\ndations foll[ suit4   ,,ii4 ,c>ds
 f ! riv]s may m>ry 9 desc5d+ l9e ) c>ds
 on ! helps1 b n vice v]s4  ,,iii4 ,c>ds
 on ! help packets may m>ry 9 desc5d+   
l9e ) c>ds ( ea* o!r's packets1 & also )
 c>ds f ! riv]s4   ,,iv4 ,! upp]mo/ c>ds
 ( ! help packets are alone available   
until _! removal releases ^? b5ea?4     

,v4 ,ea* r[ ( c>ds on ! riv]s blocks !  
prec$+ "o1 b on ! removal ( any c>d ! "o
 imm$iately above x is releas$1 &       
becomes available4   ,,play  ,)draw f ! 
pack ! eight aces1 & place !m 9 two     
columns on ! "r3 ^! are ! f\ndations1   
:i* asc5d 9 sequ5ce to k+s 7,rule ,i74  
,next deal f\r c>ds1 & place !m 9 a     
horizontal l9e bel[1 leav+ pl5ty ( room 
= ! tableau above3 ^! are call$ ! help  
c>ds4 ,next place at ! upp] end ( !     
table a horizontal r[ ( eight c>ds3 ?is 
comm5ces :at is call$ ! riv]s1 & f !    
riv]s y play any suitable c>ds on !     
f\ndations1 or m>ry 9 desc5d+ l9e ) !   
help c>ds 7,rule ,,ii71 imm$iately      
refill+ ! vacancies ?us caus$ f ! pack4 
,f ! helps y n[ play on to ! f\ndations1
 & =m m>riages 9 accordance ) ,rule     
,,iii4 ,:5 all possible c>ds h be5      
play$1 proce$ to deal out successive r[s
 ( eight c>ds on ! riv]s1 ea* r[ p>tly  
cov]+ ! prec$+ "o1 & tempor>ily block+ x
 7,rule ,v74 ,9 deal+1 y may n play a   
c>d f any r[ until t r[ is complete4    

,aft] deal+ ea* r[1 pause & exam9e !    
tableau1 play+ & m>ry+ all suitable     
c>ds1 & refill+ vacancies1 bo? 9 ! riv]s
 & helps1 ) c>ds f ! pack4 ,9 fill+ up  
vacancies 9 ! riv]s1 ^? 9 ! upp]mo/ r[s 
mu/ fir/ be refill$4  ,aft] ! entire    
pack is exhau/$1 ! skill ( ! play] w be 
requir$4 ,! f\r packets ( help c>ds may 
n[ be increas$ to eight4 ,to effect ?is1
 any f\r available c>ds may be select$ f
 ! riv]s to beg9 ! new packets1 :i* h   
all ! privileges ( ! orig9al ones1 &    
%\ld be plac$ 9 ! same l9e4 ,! play] may
 use 8 own discretion conc]n+ !m4 ,he is
 n oblig$ to place ! f\r new helps at   
once1 b only z !y are requir$1 & x is   
be/ to keep "o or two ( ! spaces free1 s
 z to receive any c>d f ! riv]s :i*1 9 !
 progress ( ! game1 is f\nd to block a  
c>d mu* ne$$4 ,if any ( ! packets ( help
 c>ds are play$ (f1 ! vacancy may be    
fill$ by ano!r c>d f ! riv]s1 b !       
packets mu/ nev] exce$ ! numb] ( eight4 
,!re is no re-deal4  ,note4--,9 !       
tableau only ?ree r[s ( ! riv]s are %[n4

     ,illu/ration3 ,,! ,,l\is ,,pati5ce4
     ,,! ,,l\is ,,pati5ce  ,two ,entire 
,packs ( ,c>ds   ,,rules   ,i4 ,!       
f\ndations foll[ suit1 z d also c>ds ( !
 alphabet4  ,,ii4 ,dur+ ! deal ea*      
circle ( ! alphabet absolutely blocks ! 
prec$+ "o1 b1 :5 ! entire deal is       
complete1 ! removal ( c>ds f ! alphabet 
releases ^? on ! circles b5ea?1 :i* n[  
become available4   ,,play  ,)draw f !  
pack f\r aces & f\r k+s ( diff]5t suits1
 & place !m z 9 tableau4 ,! aces asc5d 9
 sequ5ce to k+s1 ! k+s desc5d to aces   
7,rule ,i74 ,y next deal twelve c>ds1   
=m+ a squ>e outside ! f\ndations1 ea*   
c>d be>+ a lett]3 ?is squ>e is call$ !  
alphabet4 ,beg9 ! deal at lett] a1 &    
f9i% x at lett] m1 & dur+ ! deal play   
any suitable c>ds z !y turn up4 ,y mu/  
n[ exam9e ! alphabet1 & play f x any    
suitable c>ds1 b obs]ve t z ea* circle (
 ! alphabet is dealt x blocks ! previ\s 
"o1 & c>ds 9 ! l[] circles _c be us$1   
ev5 if releas$1 until ! entire pack has 
be5 dealt 7,rule ,,ii74  ,y next proce$ 

to deal out a second circle ( twelve    
c>ds1 on ! top ( ! fir/ "o1 beg9n+ z    
be=e ) a & f9i%+ ) m2 & y cont9ue to    
deal out successive circles until ! pack
 is exhau/$1 obs]v+ ! same rules ) reg>d
 to ea* circle4  ,:5 ! entire pack has  
be5 dealt out1 & all available c>ds h   
be5 play$ 7,rule ,,ii71 y are all[$ to  
=m m>riages1 bo? 9 asc5d+ & desc5d+ l9e1
 ) ! available c>ds ( ! alphabet4 ,:5 no
 m c>ds c be play$1 or m>ri$1 take up ! 
alphabet 9 succession1 beg9n+ ) ! lett] 
g1 & end+ ) f4 ,9 ?is mann] ! ord] ( !  
packets is rev]s$4  ,!n1 )\t %uffl+1    
deal out all ! c>ds z be=e1 beg9n+ at a1
 & f9i%+ at m1 obs]v+ ! same rules z 9 !
 fir/ deal4 ,if dur+ ?is second deal a  
c>d turns up suitable alike = an asc5d+ 
or desc5d+ f\ndation1 y c place x on    
ei!r1 & y may *ange x f "o to ! o!r4 ,if
 y pref] x1 y may ev5 lay ! c>d aside = 
! mom5t1 play+ x on :i*ev] f\ndation    
appe>s ! mo/ suitable z ! game          
progresses4  ,!re may be ?ree re-deals4 
,illu/ration3 ,,sly4     ,,sly  ,two    

,entire ,packs ( ,c>ds   ,,rules    ,i4 
,! f\ndations foll[ suit4   ,,ii4 ,c>ds 
dealt on to ! prom5ade ne$ n foll[ suit1
 & are n necess>ily plac$ 9 sequ5ce4    
,,iii4 ,only ! upp]mo/ c>d ( ea* packet 
( ! prom5ade is available until its     
removal releases ! c>d b5ea?4   ,,iv4   
,c>ds may be play$ z !y turn up 9 !     
deal1 b a c>d once plac$ on ! prom5ade  
_c be play$ until ea* deal ( tw5ty c>ds 
is complete4   ,,play  ,deal out two    
horizontal r[s1 ea* consi/+ ( t5 c>ds   
7or y may1 if y pref] x1 place f\r r[s (
 five c>ds73 ?is is call$ ! prom5ade4   
,! f\ndations w consi/ ( f\r aces & f\r 
k+s ( diff]5t suits1 ! aces asc5d+ 9    
sequ5ce to k+s1 ! k+s desc5d+ to aces   
7,rule ,i74 ,dur+ ! deal1 if any        
f\ndations appe>1 place !m at once 9 _! 
allott$ spaces1 & also play any o!r     
suitable c>ds z !y turn up1 refill+     
vacancies f ! pack4 ,:5 ! fir/ deal (   
tw5ty c>ds is complete1 exam9e !        
prom5ade & play f x all suitable c>ds4  
,:5 no m c be play$1 deal out a second  

r[ ( tw5ty c>ds1 always1 h[ev]1 play+   
suitable ones z !y turn up 9 ! deal4    
,?is second r[ ( tw5ty c>ds mu/ be plac$
 on ! top ( 7i4e41 cov]+7 ! fir/ r[1 b 9
 any mann] & on any c>ds ( ! prom5ade y 
please4 ,y h ! option ( heap+ sev]al    
c>ds on to "o packet1 or ( m]ely plac+ a
 second r[ on ! top ( ! fir/2 b y mu/   
c>efully c\nt ! c>ds z y place !m1 z ea*
 deal ( tw5ty c>ds mu/ be complete be=e 
any c be play$--7! c>ds t h be5 play$   
dur+ ! deal d n c\nt among ! tw5ty74    
,cont9ue to deal out 9 l mann]          
successive r\nds ( tw5ty c>ds1 obs]v+ ! 
same rules1 until ! pack is exhau/$4    
,betwe5 ea* deal exam9e ! prom5ade1 &   
play f x all available c>ds 7,rule      
,,iii71 refill+ vacancies f ! pack4  ,! 
success ( ! game entirely dep5ds on !   
skill ( ! play] 9 arrang+ c>ds on !     
prom5ade4 ,x is advantage\s to place    
c>ds 9 sequ5ce1 & ( ! same suit1 on !   
packets ( ! prom5ade 7al?\gh x is n     
requir$1 see ,rule ,,ii71 z !y are !n   
ready to be play$ on ! f\ndations2 b !  

greate/ c>e is requir$ to avoid plac+   
two asc5d+ or two desc5d+ sequ5ces ( !  
same suit on any packet1 z "o ( ! two   
w\ld necess>ily be useless1 c>ds n be+  
transf]able f "o packet to ano!r4  ,!re 
is no re-deal4     ,illu/ration3 ,,!    
,,great ,,?irte54     ,,! ,,great       
,,?irte5  ,two ,entire ,packs ( ,c>ds   
,,rules    ,i4 ,! upp]mo/ c>d ( ea* ( ! 
gr\nd packets is alone available until  
its removal releases ! c>d b5ea?4       
,,ii4 ,if 9 ! developm5t ( ! game a c>d 
is releas$ 9 ! gr\nd packets :i* is     
equally suitable = fill+ a vacancy 9 !  
num]als 7caus$ by ! gr\nd packets hav+  
fail$ to produce ! desir$ sum71 or = !  
process ( addition1 ! pref]5ce mu/ be   
giv5 to fill+ ! vacancy4  ,,iii4 ,9     
deal+ ! gr\nd packets 9 ! fir/ in/ance x
 is advisable to c\nt !m 9 ord] f "o to 
eight1 9 ord] to v]ify _! exact         
position2 = 9 re-deal+ ! gr\nd packets  
at ! end ( ! game !y mu/ be c\nt$ f "o  
to eight1 & ! c>ds mu/ be dealt on to !m
 9 ord]1 :e!r !re are c>ds 9 ea* space  

or :e!r !re is a vacancy1 ?r\gh ! packet
 hav+ be5 play$ (f4 ,! packet ( c>ds or 
! vacancy are to be treat$ 9 l mann]4   
,,play  ,?is is a v difficult game &    
requires mu* att5tion4 ,among o!r       
peculi>ities x has no f\ndation c>ds4   
,deal out eight packets 9 a horizontal  
l9e1 ea* conta9+ ?irte5 c>ds dealt      
toge!r3 ^! are call$ gr\nd packets4     
,deal !m f left to "r 7,rule ,,iii74 ,if
 9 ?is fir/ deal any k+s appe> on !     
surface1 slip !m und]nea? ! packets to  
:i* ea* belongs2 b ?is may only be done 
9 ! fir/ deal4 ,:5 ! eight gr\nd packets
 h be5 dealt1 take ! upp]mo/ c>d ( ea*1 
& place ^! eight c>ds 9 a l9e above3 ?is
 l9e is call$ ! balcony4 ,betwe5 !      
balcony & ! gr\nd packets be c>eful to  
leave space = ! l9e ( num]als 7see      
tableau74 ,y n[ c\nt ! value ( ea* c>d 9
 ! balcony1 & d\ble x1 ! knave c\nt+    
elev51 ! que5 twelve1 & ! k+ ?irte51 )  
:i* c>d1 if ! game succe$s1 ea* ( !     
num]al packets w t]m9ate4 ,if any c>d on
 ! gr\nd packets 7,rule ,i7 corresponds 

to ! d\bl$ value ( any c>d on ! balcony1
 y place t 7gr\nd-packet7 c>d imm$iately
 bel[ ! balcony c>d1 ?us beg9n+ !       
packets call$ num]als4  ,example 7see   
tableau74--,on ! blank c>ds1 ! num]al #f
 is plac$ "u a ?ree1 ! #d "u a two2 b if
 9 d\bl+1 ! value ( any balcony c>d     
exce$s ?irte51 ! excess ov] ?irte5      
con/itutes ! value ( ! c>d to be plac$  
und]nea?4  ,example4--,an ace 7num]als7 
is plac$ "u a sev51 ! d\ble ( sev5 be+  
f\rte51 :i* is "o 9 excess ( ?irte54 ,a 
knave 7,bube7 is plac$ "u a que52 !     
d\ble ( twelve be+ tw5ty-f\r1 :i* is    
elev5 9 excess ( ?irte54 ,a ?ree "u an  
eight2 ! d\ble ( eight be+ sixte51 :i*  
is ?ree 9 excess ( ?irte54  ,if ! gr\nd 
packets fail to produce suitable c>ds = 
num]als accord+ to ! calculations j     
nam$1 vacant spaces mu/ ( necessity     
rema9 9 ! l9e ( num]als1 :i* w be fill$ 
z ! game develops 7,rule ,,ii74  ,:5 all
 suitable c>ds h be5 transf]r$ f ! gr\nd
 packets to ! num]als1 ! next process is
 t ( addition4 ,! value ( ea* c>d on !  

num]al l9e mu/ be add$ to t ( ! c>d on !
 balcony imm$iately above x1 & y mu/    
aga9 transf] f ! gr\nd packets to !     
num]al l9e any c>ds ^: value corresponds
 ) ! addition ?us made1 x be+ und]/ood t
 any c>d tak5 f ! gr\nd packet mu/      
always be plac$ on ! num]al :i* is      
exactly und]nea? ! balcony c>d to ^:    
value x is add$4  ,?us1 9 cont9u+ ! game
 by addition1 on ! num]al ace w\ld be   
plac$ an eight1 on ! ,bube 7knave7 w\ld 
be plac$ a t52 because 9 ! =m] case "o &
 sev5 make eight1 9 ! latt]1 elev5      
7knave7 & twelve 7que57 make tw5ty-?ree1
 :i* is t5 9 excess ( ?irte54  ,if 9 ?is
 /age ( ! game c>ds are releas$ 9 !     
gr\nd packets suitable ei!r = fill+     
vacancies or = cont9u+ ! packets (      
addition 9 ! num]al l9e1 ! refill+ ( !  
vacancies mu/ be ! fir/ object 7,rule   
,,ii74 ,:5 two or m c>ds ( ! gr\nd      
packets are equally suitable1 select :i*
 y please 7,rule ,i71 & y may exam9e !  
und]nea? c>ds to assi/ y 9 y\r *oice4   
,:5 fur!r progress is impossible1 ! ?ird

 & la/ process is z foll[s3 ,take up !  
fir/ ( ! gr\nd packets c\nt+ f ! left   
7,rule ,,iii74 ,if ,no4 #a has be5 play$
 (f1 y take ,no4 #b1 & s on4 ,turn !    
packet face d[nw>d1 & deal ! c>ds on to 
! o!r gr\nd packets face upw>d1 beg9n+ )
 ! packet next on y\r "r 7if y are deal+
 ,no4 #a1 beg9 to deal on ,no4 #b71 & 9 
do+ ?is foll[ v accurately ! me?od      
prescrib$ by ,rule ,,iii4 ,aft] y h     
dealt z f> z ,no4 #h1 beg9 aga9 at ,no4 
#a1 & cont9ue deal+ 7,rule ,,iii7 till !
 packet y hold is exhau/$4 ,y !n take up
 ! next packet1 & deal x out 9 ! same   
mann]1 beg9n+ on y\r "r 7if y are deal+ 
,no4 #c1 deal ! fir/ c>d on ,no4 #d71 & 
cont9ue to deal out ea* packet till all 
are exhau/$1 paus+ betwe5 ea* deal to   
exam9e ! packets & to make fur!r        
comb9ations1 & plac+ on ! num]als any   
suitable c>ds t may h be5 produc$ by !  
fre% deal1 b ! re-deal ( ea* gr\nd      
packet mu/ be complete be=e plac+ c>ds  
on ! num]als4  ,if aft] re-deal+ all !  
gr\nd packets1 ! packets ( num]als d n  

all end ) k+s 7?irte571 ! game has      
fail$4     ,illu/ration3 ,,canfield ,,or
 ,,klondike4     ,,canfield ,,or        
,,klondike  ,"o ,entire ,pack ( ,c>ds   
,f ,! ,(ficial ,rules ( ,c>d ,games1    
copyright #ahig1 #ahih1 #ahii1 #aijj1   
#aijd1 #aijg1 #aiaa1 #aiab1 #aiac1 by ,!
 ,u4 ,s4 ,play+ ,c>d ,co41 ,c9c9nati1   
,ohio4   ,,play  ,! play] pays #eb      
c\nt]s = ! pack & he is paid #e c\nt]s =
 e c>d he gets d[n 9 ! top f\ndations4  
,! c>ds be+ %uffl$ & cut1 ! fir/ is     
turn$ face up & laid on ! table4 ,to !  
"r ( ?is c>d1 b face d[n1 are plac$ six 
m c>ds 9 a r[4 ,imm$iately bel[ !       
left-h& c>d ( ?is r[ t is face d[n ano!r
 c>d is plac$ face up1 & five to ! "r ( 
x face d[n4 ,ano!r c>d face up bel[ &   
f\r to ! "r face d[n1 & s on until !re  
are sev5 c>ds face up & tw5ty-eight 9 ! 
lay\t4  ,any aces %[+ are pick$ out &   
plac$ by !mselves above ! lay\t =       
f\ndations4 ,^! aces are built on 9     
sequ5ce & suit up to k+s4 ,! mom5t any  
c>d 9 ! lay\t is uncov]$ by play+ away !

 bottom ( ! r[1 ! next c>d 9 t v]tical  
r[ is turn$ face up4 ,c>ds 9 ! lay\t are
 built ^u 9 desc5d+ sequ5ce--,k1 ,q1 ,j1
 d[n to #d1 #c1 #b--;& mu/ alt]nate 9   
color2 r$ on black1 black on r$4 ,if !re
 be m ?an "o c>d at ! bottom ( a r[1 all
 mu/ be mov$ toge!r or n at all4 ,spaces
 are fill$ ) k+s only4  ,! /ock is run  
?r\gh "o c>d at a "t & any c>d %[+ c be 
us$1 ei!r on ! lay\t or f\ndations4 ,:5 
! pack has be5 run ?r\gh once t ends x4 
,illu/ration3 ,,anna4     ,,anna  ,two  
,entire ,packs ( ,c>ds   ,,rules    ,i4 
,! f\ndations foll[ suit4   ,,ii4 ,!    
upp]mo/ c>d ( ea* packet ( ! helps is   
alone available until its removal       
releases ! c>d b5ea?4  ,,iii4 ,:5 que5s 
appe> among ! helps1 :e!r plac$ 9 !     
orig9al deal or 9 refill+ vacancies1 no 
o!r c>ds c be laid ^u !m4 ,!y rema9 z   
s+le c>ds4   ,,play  ,deal out eight    
c>ds 9 ! %ape ( a capital ,a3 ^! are    
call$ helps4 ,:5ev] 9 ! c\rse ( ! deal  
knaves turn up1 !y are to be plac$ s z  
to =m ! lett] ,n 7see tableau74 ,! eight

 knaves are ! f\ndation c>ds1 :i* desc5d
 9 sequ5ce to k+s4  ,:5 ! helps 7lett]  
,a7 h be5 laid out1 play f !m any       
suitable c>ds to cont9ue ! f\ndations   
7if any ( ^! h be5 already plac$71      
refill+ ! vacancies f ! pack or talon4  
,y next proce$ to =m m>riages 9 asc5d+  
l9e ) c>ds ( ! helps1 except 9 ! case ( 
que5s1 on :i* c>ds mu/ n be plac$       
7,rules ,,ii & ,,iii74  ,:5 no o!r c>ds 
c be play$ or m>ri$1 proce$ to deal out 
! entire pack1 play+ ! knaves & o!r     
suitable c>ds =m+ m>riages ) c>ds 9 !   
helps1 refill+ vacancies & plac+        
unsuitable c>ds z a talon4  ,if ! game  
succe$s1 ! f9al tableau %[s ! lett] ,a  
compos$ ( que5s1 & ! lett] ,n ( k+s1 )  
:i* ! f\ndation c>ds t]m9ate4  ,! talon 
may be re-dealt twice4