diff --git a/23_NLTE_ionization.pdf b/23_NLTE_ionization.pdf
new file mode 100644
index 0000000..6439465
Binary files /dev/null and b/23_NLTE_ionization.pdf differ
diff --git a/Ulrich.ps b/Ulrich.ps
new file mode 100644
index 0000000..e69de29
diff --git a/hw7.motes b/hw7.motes
new file mode 100644
index 0000000..527fbd6
--- /dev/null
+++ b/hw7.motes
@@ -0,0 +1,78 @@
+Problem 1
+━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━
+a) The wave function ψ(ξ) = ξᵖ exp(-ξ²/2) L(ξ²), should satisfy the boundary condition for either even or odd fuctions of ξ with p=0 or p=1, respectively, for any function L(u).
+
+    Recall ξ = √(mω/ħ) x.
+
+    dξ = √(mω/ħ) dx = α dx.
+
+    ψ(ξ) = ξᵖ exp(-ξ²/2) L(ξ²).
+
+    ψ'(ξ) = d/dξ (ξᵖ exp(-ξ²/2) L(ξ²))
+          =  (d/dξ ξᵖ) exp(-ξ²/2) L(ξ²)
+            + ξᵖ (d/dξ exp(-ξ²/2)) L(ξ²)
+            + ξᵖ exp(-ξ²/2) (d/dξ L(ξ²)).
+
+    For an even state, ψ'(0) = 0 and p=0, so
+    
+    ψ'(ξ) = (d/dξ 1) exp(-ξ²/2) L(ξ²)
+            + 1 d/dξ exp(-ξ²/2) L(ξ²)
+            + 1 exp(-ξ²/2) d/dξ L(ξ²).
+    
+    ψ'(ξ) = - ξ exp(-ξ²/2) L(ξ²)
+            + exp(-ξ²/2) L'(ξ²).
+    
+    ψ'(0) = L'(0).
+    
+    This must be wrong, somehow... in this case the boundary condition only applies if L'(0) = 0.
+    
+    ∎
+    
+    For an odd state, ψ(0) = 0 and p=1, so
+    
+    ψ(0) = 0ᵖ * ... = 0. This is trivial.
+    
+    ∎
+    
+
+b) Equation 2.72 from Griffiths:
+
+    dHₙ/dξ = 2nHₙ₋₁(ξ).
+
+Substituting the state ψ(ξ), I can obtain the associated Laguerre differential equation
+
+    uL'' + (p - ½ + 1 - u)L' + kL = 0, with u = ξ².
+
+A better and equivalent substitution uses
+    ψ(x,t) = A exp(ι(kx - (ħk²/2m)t)).
+
+    h = ξᵖ L(ξ²).
+
+    u = ξ².
+
+    ξᵖ  = ξ² 
+
+    h = ξᵖ L(ξ²)
+
+    ψ(x,t) = A exp( ι(kx - k²/4πm ξᵖ L(ξ²) t) )
+           = A exp( ι(kx - k²/4πm ξᵖ L(u) t) ).
+
+    This... is probably not the "h" you meant.
+
+    h = ξᵖ L(ξ²).
+
+    dHₙ/dξ = 2nHₙ₋₁(ξ).
+
+    h'(ξ) = dh/dξ = pξᵖ⁻¹ L(ξ²) + ξᵖ L'(ξ²).
+
+    h''(ξ) = pξᵖ⁻¹ L(ξ²) + ξᵖ L'(ξ²) = p(p-1)ξᵖ⁻² L(ξ²) + pξᵖ⁻¹ L'(ξ²) + pξᵖ⁻¹ L'(ξ²) + ξᵖ L''(ξ²).
+
+    p(p-1)ξᵖ⁻² L(ξ²) + pξᵖ⁻¹ L'(ξ²) + pξᵖ⁻¹ L'(ξ²) + ξᵖ L''(ξ²).    
+
+    Hₙ in Griffiths maps to hₚ in the problem sheet, I'll assume.
+
+    Hₙ = ξⁿ.
+
+        
+
+
diff --git a/hw7.motes.ps b/hw7.motes.ps
new file mode 100644
index 0000000..0c3108f
--- /dev/null
+++ b/hw7.motes.ps
@@ -0,0 +1,3279 @@
+%!PS-Adobe-3.0
+%%Title: Otho Ulrich - HW 7
+%%Creator: paps version 0.6.7 by Dov Grobgeld
+%%Pages: (atend)
+%%BoundingBox: 0 0 595 841
+%%BeginProlog
+%%Orientation: Portrait
+/papsdict 1 dict def
+papsdict begin
+
+/inch {72 mul} bind def
+/mm {1 inch 25.4 div mul} bind def
+
+% override setpagedevice if it is not defined
+/setpagedevice where {
+    pop % get rid of its dictionary
+    /setpagesize { 
+       3 dict begin
+         /pageheight exch def 
+         /pagewidth exch def
+         /orientation 0 def
+         % Exchange pagewidth and pageheight so that pagewidth is bigger
+         pagewidth pageheight gt {  
+             pagewidth
+             /pagewidth pageheight def
+             /pageheight exch def
+             /orientation 3 def
+         } if
+         2 dict
+         dup /PageSize [pagewidth pageheight] put
+         dup /Orientation orientation put
+         setpagedevice 
+       end
+    } def
+}
+{
+    /setpagesize { pop pop } def
+} ifelse
+/duplex {
+    statusdict /setduplexmode known 
+    { statusdict begin setduplexmode end } {pop} ifelse
+} def
+/tumble {
+    statusdict /settumble known
+   { statusdict begin settumble end } {pop} ifelse
+} def
+% Turn the page around
+/turnpage {
+  90 rotate
+  0 pageheight neg translate
+} def
+% User settings
+/pagewidth 595 def
+/pageheight 841 def
+pagewidth pageheight setpagesize
+/column_width 523 def
+/bodyheight 755 def
+/lmarg 36 def
+/ytop 791 def
+/do_separation_line true def
+/do_landscape false def
+/do_tumble true def
+/do_duplex true def
+% Procedures to translate position to first and second column
+/lw 20 def % whatever
+/setnumcolumns {
+    /numcolumns exch def
+    /firstcolumn { /xpos lmarg def /ypos ytop def} def
+    /nextcolumn { 
+      do_separation_line {
+          xpos column_width add gutter_width 2 div add % x start
+           ytop lw add moveto              % y start
+          0 bodyheight lw add neg rlineto 0 setlinewidth stroke
+      } if
+      /xpos xpos column_width add gutter_width add def 
+      /ypos ytop def
+    } def
+} def
+
+1 setnumcolumns
+/showline {
+    /y exch def
+    /s exch def
+    xpos y moveto 
+    column_width 0 rlineto stroke
+    xpos y moveto /Helvetica findfont 20 scalefont setfont s show
+} def
+/paps_bop {  % Beginning of page definitions
+    papsdict begin
+    gsave
+    do_landscape {turnpage} if 
+    % ps2pdf gets wrong orientation without this!
+    /Helvetica findfont setfont 100 100 moveto ( ) show
+    firstcolumn
+    end
+} def
+
+/paps_eop {  % End of page cleanups
+    grestore    
+} def
+%%BeginProlog
+/papsdict 1 dict def
+papsdict begin
+
+/conicto {
+    /to_y exch def
+    /to_x exch def
+    /conic_cntrl_y exch def
+    /conic_cntrl_x exch def
+    currentpoint
+    /p0_y exch def
+    /p0_x exch def
+    /p1_x p0_x conic_cntrl_x p0_x sub 2 3 div mul add def
+    /p1_y p0_y conic_cntrl_y p0_y sub 2 3 div mul add def
+    /p2_x p1_x to_x p0_x sub 1 3 div mul add def
+    /p2_y p1_y to_y p0_y sub 1 3 div mul add def
+    p1_x p1_y p2_x p2_y to_x to_y curveto
+} bind def
+/start_ol { gsave } bind def
+/end_ol { closepath fill grestore } bind def
+/draw_char { fontdict begin gsave 0.001000 dup scale last_x last_y translate load exec end grestore} def
+/goto_xy { fontdict begin /last_y exch def /last_x exch def end } def
+/goto_x { fontdict begin /last_x exch def end } def
+/fwd_x { fontdict begin /last_x exch last_x add def end } def
+/c /curveto load def
+/x /conicto load def
+/l /lineto load def
+/m /moveto load def
+end
+/paps_exec {
+  1 dict begin
+  /ps exch def
+  /len ps length def
+  /pos 0 def
+
+  % Loop over all the characters of the string
+  {
+    pos len eq {exit} if
+
+    % Get character at pos
+    /ch ps pos 1 getinterval def
+    
+    % check for +
+    (+) ch eq {
+      /pos 1 pos add def
+      /xp ps pos 8 getinterval cvi def
+      /yp ps pos 8 add 8 getinterval cvi def
+      /pos 16 pos add def
+      papsdict begin xp yp goto_xy end
+    } {
+      (*) ch eq {
+        /pos 1 pos add def
+        /xp ps pos 8 getinterval cvi def
+        /pos 8 pos add def
+        papsdict begin xp goto_x end
+      } { (>) ch eq {
+          /pos 1 pos add def
+          /xp ps pos 4 getinterval cvi def
+          /pos 4 pos add def
+          papsdict begin xp 2 mul fwd_x end
+        } { (-) ch eq {
+            /pos 1 pos add def
+            /xp ps pos 4 getinterval cvi def
+            /pos 4 pos add def
+            papsdict begin xp neg 2 mul fwd_x end
+          } {
+              % Must be a 3 char sym. Load and exec
+              /name ps pos 3 getinterval def
+              papsdict begin name draw_char end
+              /pos 3 pos add def
+            } ifelse
+          } ifelse
+        } ifelse
+    } ifelse
+  } loop
+  end
+} def
+/fontdict 1 dict def
+papsdict begin fontdict begin
+/AAA { start_ol
+0 8784 m
+1522 8784 l
+2153 2326 l
+2913 6480 l
+4358 6480 l
+5243 2326 l
+5738 8784 l
+7272 8784 l
+6257 0 l
+4636 0 l
+3632 4593 l
+2695 0 l
+1085 0 l
+0 8784 l
+7272 fwd_x
+end_ol
+ } def
+/BAA { start_ol
+6480 360 m
+5883 108 5263 -18 x
+4644 -144 3954 -144 x
+2311 -144 1443 731 x
+576 1606 576 3252 x
+576 4846 1413 5771 x
+2251 6696 3697 6696 x
+5157 6696 5962 5823 x
+6768 4950 6768 3364 x
+6768 2664 l
+2304 2664 l
+2309 1938 2760 1580 x
+3213 1224 4110 1224 x
+4702 1224 5277 1396 x
+5852 1569 6480 1944 x
+6480 360 l
+5040 3960 m
+5028 4635 4695 4981 x
+4363 5328 3717 5328 x
+3133 5328 2786 4970 x
+2440 4612 2376 3954 x
+5040 3960 l
+7272 fwd_x
+end_ol
+ } def
+/CAA { start_ol
+4608 5598 m
+4608 9144 l
+6336 9144 l
+6336 0 l
+4608 0 l
+4608 1019 l
+4332 441 3895 148 x
+3460 -144 2868 -144 x
+1744 -144 1123 751 x
+504 1647 504 3276 x
+504 4927 1132 5811 x
+1762 6696 2927 6696 x
+3454 6696 3873 6421 x
+4291 6147 4608 5598 x
+2232 3276 m
+2232 2349 2545 1822 x
+2860 1296 3414 1296 x
+3967 1296 4287 1822 x
+4608 2349 4608 3276 x
+4608 4203 4287 4729 x
+3967 5256 3414 5256 x
+2860 5256 2545 4729 x
+2232 4203 2232 3276 x
+7272 fwd_x
+end_ol
+ } def
+/EAA { start_ol
+3668 7344 m
+2995 7344 2685 6645 x
+2376 5947 2376 4388 x
+2376 2836 2685 2137 x
+2995 1440 3668 1440 x
+4348 1440 4657 2137 x
+4968 2836 4968 4388 x
+4968 5947 4657 6645 x
+4348 7344 3668 7344 x
+576 4388 m
+576 6631 1357 7779 x
+2139 8928 3668 8928 x
+5204 8928 5986 7779 x
+6768 6631 6768 4388 x
+6768 2152 5986 1003 x
+5204 -144 3668 -144 x
+2139 -144 1357 1003 x
+576 2152 576 4388 x
+7272 fwd_x
+end_ol
+ } def
+/FAA { start_ol
+6264 360 m
+5828 108 5328 -18 x
+4827 -144 4251 -144 x
+2727 -144 1867 761 x
+1008 1667 1008 3270 x
+1008 4879 1873 5787 x
+2738 6696 4262 6696 x
+4792 6696 5284 6572 x
+5775 6449 6264 6192 x
+6264 4608 l
+5884 4920 5431 5088 x
+4979 5256 4494 5256 x
+3647 5256 3191 4739 x
+2736 4223 2736 3270 x
+2736 2317 3191 1806 x
+3647 1296 4494 1296 x
+4997 1296 5434 1455 x
+5873 1616 6264 1944 x
+6264 360 l
+7272 fwd_x
+end_ol
+ } def
+/GAA { start_ol
+4032 8424 m
+4032 6552 l
+6264 6552 l
+6264 5256 l
+4032 5256 l
+4032 2124 l
+4032 1680 4244 1488 x
+4457 1296 4952 1296 x
+6264 1296 l
+6264 0 l
+4830 0 l
+3350 0 2827 468 x
+2304 937 2304 2206 x
+2304 5256 l
+648 5256 l
+648 6552 l
+2304 6552 l
+2304 8424 l
+4032 8424 l
+7272 fwd_x
+end_ol
+ } def
+/HAA { start_ol
+2543 1512 m
+6203 1512 l
+6203 0 l
+648 0 l
+648 1465 l
+1591 2466 l
+3272 4248 3632 4659 x
+4074 5166 4269 5556 x
+4464 5947 4464 6330 x
+4464 6918 4109 7239 x
+3755 7560 3106 7560 x
+2643 7560 2066 7375 x
+1490 7191 864 6840 x
+864 8424 l
+1487 8669 2084 8798 x
+2683 8928 3231 8928 x
+4612 8928 5402 8277 x
+6192 7627 6192 6503 x
+6192 5985 6019 5531 x
+5848 5078 5429 4525 x
+5121 4125 3736 2724 x
+2985 1965 2543 1512 x
+7272 fwd_x
+end_ol
+ } def
+/IAA { start_ol
+1152 8784 m
+5976 8784 l
+5976 7272 l
+2592 7272 l
+2592 5602 l
+2803 5684 3044 5721 x
+3285 5760 3555 5760 x
+4858 5760 5668 4943 x
+6480 4126 6480 2819 x
+6480 1449 5596 652 x
+4713 -144 3190 -144 x
+2623 -144 2044 -54 x
+1465 36 864 216 x
+864 1800 l
+1359 1548 1881 1422 x
+2403 1296 2927 1296 x
+3857 1296 4340 1684 x
+4824 2072 4824 2813 x
+4824 3496 4342 3908 x
+3861 4320 3060 4320 x
+2587 4320 2111 4212 x
+1636 4104 1152 3888 x
+1152 8784 l
+7272 fwd_x
+end_ol
+ } def
+/JAA { start_ol
+3240 3960 m
+2304 3960 l
+2304 5472 l
+3240 5472 l
+3891 5472 4249 5728 x
+4608 5985 4608 6450 x
+4608 6940 4249 7213 x
+3891 7488 3240 7488 x
+2745 7488 2179 7358 x
+1614 7230 1008 6984 x
+1008 8568 l
+1613 8742 2200 8834 x
+2787 8928 3327 8928 x
+4713 8928 5488 8327 x
+6264 7726 6264 6670 x
+6264 5893 5821 5401 x
+5380 4908 4560 4756 x
+5496 4592 5988 4007 x
+6480 3422 6480 2470 x
+6480 1195 5658 525 x
+4837 -144 3272 -144 x
+2604 -144 1957 -32 x
+1310 77 720 288 x
+720 1872 l
+1278 1625 1923 1496 x
+2570 1368 3281 1368 x
+3993 1368 4408 1690 x
+4824 2014 4824 2561 x
+4824 3232 4410 3595 x
+3996 3960 3240 3960 x
+7272 fwd_x
+end_ol
+ } def
+/KAA { start_ol
+2664 6264 m
+4608 6264 l
+4608 4104 l
+2664 4104 l
+2664 6264 l
+2664 2160 m
+4608 2160 l
+4608 0 l
+2664 0 l
+2664 2160 l
+7272 fwd_x
+end_ol
+ } def
+/LAA { start_ol
+3810 4464 m
+3251 4464 2957 4047 x
+2664 3631 2664 2840 x
+2664 2056 2957 1640 x
+3251 1224 3810 1224 x
+4368 1224 4667 1640 x
+4968 2056 4968 2840 x
+4968 3625 4667 4044 x
+4368 4464 3810 4464 x
+6048 8568 m
+6048 6984 l
+5591 7272 5171 7416 x
+4752 7560 4363 7560 x
+3438 7560 2954 6933 x
+2471 6306 2448 5081 x
+2722 5456 3148 5644 x
+3576 5832 4155 5832 x
+5337 5832 5980 5081 x
+6624 4332 6624 2955 x
+6624 1479 5897 667 x
+5170 -144 3852 -144 x
+2245 -144 1518 927 x
+792 1999 792 4388 x
+792 6661 1674 7794 x
+2557 8928 4323 8928 x
+4732 8928 5168 8838 x
+5603 8748 6048 8568 x
+7272 fwd_x
+end_ol
+ } def
+/MAA { start_ol
+4104 6854 m
+1857 3384 l
+4104 3384 l
+4104 6854 l
+3929 8784 m
+5760 8784 l
+5760 3384 l
+6696 3384 l
+6696 1872 l
+5760 1872 l
+5760 0 l
+4104 0 l
+4104 1872 l
+576 1872 l
+576 3560 l
+3929 8784 l
+7272 fwd_x
+end_ol
+ } def
+/NAA { start_ol
+2880 4388 m
+2880 4695 3088 4903 x
+3296 5112 3596 5112 x
+3903 5112 4111 4903 x
+4320 4695 4320 4388 x
+4320 4088 4111 3880 x
+3903 3672 3596 3672 x
+3296 3672 3088 3876 x
+2880 4082 2880 4388 x
+3596 7488 m
+2999 7488 2723 6750 x
+2448 6012 2448 4388 x
+2448 2772 2723 2034 x
+2999 1296 3596 1296 x
+4200 1296 4476 2034 x
+4752 2772 4752 4388 x
+4752 6012 4476 6750 x
+4200 7488 3596 7488 x
+720 4388 m
+720 6661 1437 7794 x
+2155 8928 3596 8928 x
+5044 8928 5762 7797 x
+6480 6666 6480 4388 x
+6480 2116 5762 985 x
+5044 -144 3596 -144 x
+2155 -144 1437 988 x
+720 2122 720 4388 x
+7272 fwd_x
+end_ol
+ } def
+/OAA { start_ol
+1080 1512 m
+3024 1512 l
+3024 7200 l
+1224 6768 l
+1224 8352 l
+3021 8784 l
+4680 8784 l
+4680 1512 l
+6624 1512 l
+6624 0 l
+1080 0 l
+1080 1512 l
+7272 fwd_x
+end_ol
+ } def
+/PAA { start_ol
+792 8784 m
+6336 8784 l
+6336 7554 l
+3355 0 l
+1584 0 l
+4446 7272 l
+792 7272 l
+792 8784 l
+7272 fwd_x
+end_ol
+ } def
+/QAA { start_ol
+6264 4213 m
+6264 0 l
+4536 0 l
+4536 3952 l
+4536 4653 4340 4954 x
+4144 5256 3701 5256 x
+3246 5256 2991 4847 x
+2736 4439 2736 3714 x
+2736 0 l
+1008 0 l
+1008 9144 l
+2736 9144 l
+2736 5526 l
+2916 6084 3351 6390 x
+3786 6696 4401 6696 x
+5323 6696 5793 6071 x
+6264 5448 6264 4213 x
+7272 fwd_x
+end_ol
+ } def
+/RAA { start_ol
+3632 5328 m
+3012 5328 2658 4785 x
+2304 4243 2304 3276 x
+2304 2308 2658 1766 x
+3012 1224 3632 1224 x
+4259 1224 4613 1766 x
+4968 2308 4968 3276 x
+4968 4243 4613 4785 x
+4259 5328 3632 5328 x
+576 3276 m
+576 4852 1405 5773 x
+2234 6696 3632 6696 x
+5037 6696 5866 5773 x
+6696 4852 6696 3276 x
+6696 1699 5866 777 x
+5037 -144 3632 -144 x
+2234 -144 1405 777 x
+576 1699 576 3276 x
+7272 fwd_x
+end_ol
+ } def
+/SAA { start_ol
+648 3271 m
+648 8784 l
+2376 8784 l
+2376 2838 l
+2376 2183 2710 1811 x
+3044 1440 3636 1440 x
+4227 1440 4561 1811 x
+4896 2183 4896 2838 x
+4896 8784 l
+6624 8784 l
+6624 3271 l
+6624 1481 5915 668 x
+5206 -144 3636 -144 x
+2072 -144 1360 668 x
+648 1481 648 3271 x
+7272 fwd_x
+end_ol
+ } def
+/TAA { start_ol
+2304 2729 m
+2304 7848 l
+576 7848 l
+576 9144 l
+4032 9144 l
+4032 2729 l
+4032 1947 4273 1621 x
+4516 1296 5096 1296 x
+6480 1296 l
+6480 0 l
+4611 0 l
+3378 0 2840 631 x
+2304 1262 2304 2729 x
+7272 fwd_x
+end_ol
+ } def
+/UAA { start_ol
+6768 4680 m
+6487 4968 6111 5112 x
+5734 5256 5284 5256 x
+4740 5256 4334 5062 x
+3929 4869 3706 4501 x
+3567 4275 3511 3953 x
+3456 3632 3456 2977 x
+3456 0 l
+1728 0 l
+1728 6552 l
+3456 6552 l
+3456 5521 l
+3706 6082 4226 6388 x
+4746 6696 5441 6696 x
+5792 6696 6127 6603 x
+6464 6512 6768 6336 x
+6768 4680 l
+7272 fwd_x
+end_ol
+ } def
+/VAA { start_ol
+1296 6552 m
+4680 6552 l
+4680 1296 l
+6840 1296 l
+6840 0 l
+792 0 l
+792 1296 l
+2952 1296 l
+2952 5256 l
+1296 5256 l
+1296 6552 l
+2952 9792 m
+4680 9792 l
+4680 7776 l
+2952 7776 l
+2952 9792 l
+7272 fwd_x
+end_ol
+ } def
+/WAA { start_ol
+1800 4320 m
+5472 4320 l
+5472 2592 l
+1800 2592 l
+1800 4320 l
+7272 fwd_x
+end_ol
+ } def
+/XAA { start_ol
+792 8784 m
+2520 8784 l
+2520 5400 l
+4680 5400 l
+4680 8784 l
+6408 8784 l
+6408 0 l
+4680 0 l
+4680 3888 l
+2520 3888 l
+2520 0 l
+792 0 l
+792 8784 l
+7272 fwd_x
+end_ol
+ } def
+/YAA { start_ol
+2664 7344 m
+2664 4752 l
+3369 4752 l
+4214 4752 4555 5042 x
+4896 5332 4896 6048 x
+4896 6763 4555 7053 x
+4214 7344 3369 7344 x
+2664 7344 l
+936 8784 m
+3305 8784 l
+5112 8784 5904 8139 x
+6696 7494 6696 6048 x
+6696 4601 5904 3956 x
+5112 3312 3305 3312 x
+2664 3312 l
+2664 0 l
+936 0 l
+936 8784 l
+7272 fwd_x
+end_ol
+ } def
+/ZAA { start_ol
+4127 3096 m
+3150 3096 2763 2855 x
+2376 2614 2376 2030 x
+2376 1595 2643 1337 x
+2911 1080 3370 1080 x
+4061 1080 4442 1580 x
+4824 2082 4824 2981 x
+4824 3096 l
+4127 3096 l
+6552 3751 m
+6552 0 l
+4824 0 l
+4824 776 l
+4512 334 4024 94 x
+3537 -144 2949 -144 x
+1827 -144 1201 444 x
+576 1032 576 2088 x
+576 3229 1317 3774 x
+2059 4320 3614 4320 x
+4824 4320 l
+4824 4621 l
+4824 5005 4516 5202 x
+4210 5400 3614 5400 x
+3000 5400 2424 5262 x
+1849 5125 1224 4824 x
+1224 6264 l
+1791 6485 2374 6590 x
+2959 6696 3614 6696 x
+5238 6696 5895 6052 x
+6552 5409 6552 3751 x
+7272 fwd_x
+end_ol
+ } def
+/aAA { start_ol
+4680 3351 m
+4680 4214 4351 4735 x
+4023 5256 3486 5256 x
+2955 5256 2629 4737 x
+2304 4219 2304 3351 x
+2304 2476 2629 1957 x
+2955 1440 3486 1440 x
+4023 1440 4351 1960 x
+4680 2481 4680 3351 x
+6408 484 m
+6408 -1105 5702 -1812 x
+4998 -2520 3414 -2520 x
+2880 -2520 2358 -2449 x
+1836 -2378 1296 -2232 x
+1296 -648 l
+1774 -905 2268 -1028 x
+2763 -1152 3287 -1152 x
+4000 -1152 4340 -802 x
+4680 -452 4680 290 x
+4680 1003 l
+4429 532 4016 301 x
+3603 72 3009 72 x
+1891 72 1233 947 x
+576 1822 576 3323 x
+576 4874 1233 5784 x
+1891 6696 2998 6696 x
+3556 6696 3992 6428 x
+4429 6160 4680 5673 x
+4680 6552 l
+6408 6552 l
+6408 484 l
+7272 fwd_x
+end_ol
+ } def
+/bAA { start_ol
+360 357 m
+360 727 815 733 x
+1152 733 l
+1152 6610 l
+815 6610 l
+360 6610 360 6986 x
+360 7344 850 7344 x
+3533 7344 l
+4528 7344 5161 6682 x
+5796 6022 5796 5141 x
+5796 4260 5158 3598 x
+4520 2938 3498 2938 x
+1980 2938 l
+1980 733 l
+2313 733 l
+2772 733 2772 357 x
+2772 0 2302 0 x
+829 0 l
+360 0 360 357 x
+1980 3672 m
+3271 3672 l
+4074 3672 4521 4127 x
+4968 4584 4968 5141 x
+4968 5698 4521 6153 x
+4074 6610 3271 6610 x
+1980 6610 l
+1980 3672 l
+6336 fwd_x
+end_ol
+ } def
+/cAA { start_ol
+432 370 m
+432 727 904 733 x
+1872 733 l
+1872 4450 l
+904 4450 l
+758 4450 681 4461 x
+606 4474 518 4565 x
+432 4656 432 4820 x
+432 5178 904 5184 x
+2221 5184 l
+2518 5184 2608 5080 x
+2700 4978 2700 4691 x
+2700 4280 l
+3537 5254 4708 5254 x
+5053 5254 5299 5177 x
+5546 5099 5654 4975 x
+5763 4852 5803 4739 x
+5845 4628 5845 4524 x
+5845 4299 5695 4159 x
+5546 4018 5340 4018 x
+5123 4018 4979 4165 x
+4835 4314 4824 4520 x
+3819 4520 3259 3841 x
+2700 3163 2700 2236 x
+2700 733 l
+4014 733 l
+4500 733 4500 357 x
+4500 0 4011 0 x
+902 0 l
+757 0 681 11 x
+606 23 518 111 x
+432 199 432 370 x
+6336 fwd_x
+end_ol
+ } def
+/dAA { start_ol
+720 2595 m
+720 3711 1441 4501 x
+2163 5292 3152 5292 x
+4142 5292 4861 4504 x
+5580 3718 5580 2597 x
+5580 1478 4861 703 x
+4142 -72 3152 -72 x
+2163 -72 1441 694 x
+720 1461 720 2595 x
+1548 2683 m
+1548 1855 2019 1257 x
+2491 661 3150 661 x
+3808 661 4279 1254 x
+4752 1848 4752 2683 x
+4752 3488 4273 4023 x
+3796 4558 3150 4558 x
+2503 4558 2025 4023 x
+1548 3488 1548 2683 x
+6336 fwd_x
+end_ol
+ } def
+/eAA { start_ol
+144 6973 m
+144 7344 633 7344 x
+1501 7344 l
+1798 7344 1888 7243 x
+1980 7144 1980 6851 x
+1980 4668 l
+2635 5256 3515 5256 x
+4482 5256 5175 4480 x
+5868 3705 5868 2595 x
+5868 1461 5127 694 x
+4388 -72 3386 -72 x
+2588 -72 1980 537 x
+1980 345 1967 257 x
+1956 169 1859 84 x
+1762 0 1571 0 x
+1381 0 1278 84 x
+1175 169 1163 252 x
+1152 334 1152 492 x
+1152 6610 l
+613 6610 l
+144 6616 144 6973 x
+1980 2295 m
+1980 1755 2343 1208 x
+2706 661 3344 661 x
+4011 661 4525 1213 x
+5040 1766 5040 2595 x
+5040 3388 4573 3955 x
+4106 4522 3444 4522 x
+2877 4522 2428 4114 x
+1980 3705 1980 3177 x
+1980 2295 l
+6336 fwd_x
+end_ol
+ } def
+/fAA { start_ol
+720 357 m
+720 727 1207 733 x
+2736 733 l
+2736 6610 l
+1194 6610 l
+720 6610 720 6973 x
+720 7344 1208 7344 x
+3087 7344 l
+3384 7344 3474 7243 x
+3564 7144 3564 6851 x
+3564 733 l
+5105 733 l
+5249 733 5328 721 x
+5406 709 5493 618 x
+5580 527 5580 357 x
+5580 0 5104 0 x
+1195 0 l
+720 0 720 357 x
+6336 fwd_x
+end_ol
+ } def
+/gAA { start_ol
+1515 716 m
+720 1506 720 2614 x
+720 3722 1469 4506 x
+2218 5292 3274 5292 x
+4378 5292 4979 4565 x
+5580 3839 5580 2750 x
+5580 2592 5544 2497 x
+5508 2404 5427 2359 x
+5347 2315 5281 2309 x
+5216 2304 5091 2304 x
+1505 2304 l
+1652 1553 2221 1107 x
+2791 661 3502 661 x
+4441 661 4752 1346 x
+4811 1508 4898 1552 x
+4984 1597 5157 1597 x
+5580 1597 5580 1278 x
+5580 1136 5460 933 x
+5341 731 5108 491 x
+4876 253 4438 90 x
+4000 -72 3454 -72 x
+2310 -72 1515 716 x
+1517 3026 m
+4717 3026 l
+4646 3862 4223 4209 x
+3801 4558 3237 4558 x
+2615 4558 2134 4122 x
+1652 3686 1517 3026 x
+6336 fwd_x
+end_ol
+ } def
+/hAA { start_ol
+0 352 m
+0 532 91 615 x
+182 698 288 709 x
+393 722 648 722 x
+648 4452 l
+398 4452 290 4464 x
+182 4476 91 4560 x
+0 4646 0 4821 x
+0 5179 480 5185 x
+852 5185 l
+995 5185 1073 5172 x
+1150 5161 1230 5076 x
+1310 4991 1323 4821 x
+1786 5256 2417 5256 x
+3048 5256 3324 4628 x
+3550 4951 3901 5103 x
+4253 5256 4573 5256 x
+4941 5256 5184 5055 x
+5427 4855 5508 4525 x
+5590 4196 5616 4012 x
+5643 3830 5643 3642 x
+5643 722 l
+5893 722 6003 709 x
+6112 698 6201 615 x
+6291 532 6291 352 x
+6291 0 5809 0 x
+4873 0 l
+4392 0 4392 352 x
+4392 519 4489 608 x
+4587 698 4682 709 x
+4777 722 4968 722 x
+4968 3532 l
+4968 4086 4860 4304 x
+4753 4522 4527 4522 x
+4120 4522 3801 4083 x
+3483 3645 3483 2884 x
+3483 722 l
+3732 722 3840 709 x
+3948 698 4039 615 x
+4131 532 4131 352 x
+4131 0 3650 0 x
+2712 0 l
+2232 0 2232 352 x
+2232 519 2332 608 x
+2433 698 2525 709 x
+2617 722 2808 722 x
+2808 3532 l
+2808 4086 2700 4304 x
+2593 4522 2367 4522 x
+1960 4522 1641 4083 x
+1323 3645 1323 2884 x
+1323 722 l
+1572 722 1680 709 x
+1788 698 1879 615 x
+1971 532 1971 352 x
+1971 0 1495 0 x
+475 0 l
+0 0 0 352 x
+6336 fwd_x
+end_ol
+ } def
+/jAA { start_ol
+1296 5655 m
+1296 6001 1734 6025 x
+2538 6107 3024 7201 x
+3135 7488 3363 7488 x
+3702 7488 3708 6994 x
+3708 733 l
+4757 733 l
+4898 733 4971 721 x
+5045 709 5132 618 x
+5220 527 5220 357 x
+5220 0 4750 0 x
+1782 0 l
+1300 0 1300 357 x
+1300 527 1390 618 x
+1481 709 1560 721 x
+1640 733 1782 733 x
+2880 733 l
+2880 5819 l
+2293 5292 1679 5292 x
+1296 5297 1296 5655 x
+6336 fwd_x
+end_ol
+ } def
+/kAA { start_ol
+-117 3123 m
+-117 5143 l
+7356 5143 l
+7356 3123 l
+-117 3123 l
+7272 fwd_x
+end_ol
+ } def
+/lAA { start_ol
+648 1525 m
+648 2358 1624 2818 x
+2601 3278 4248 3301 x
+4248 3927 3836 4242 x
+3425 4558 2697 4558 x
+2431 4558 2259 4547 x
+2075 4537 2039 4514 x
+2004 4493 2004 4428 x
+1993 4150 1832 4029 x
+1672 3910 1498 3910 x
+1260 3910 1098 4052 x
+936 4194 936 4448 x
+936 5292 2661 5292 x
+2674 5292 2685 5292 x
+3883 5292 4479 4727 x
+5076 4163 5076 3427 x
+5076 823 l
+5317 731 5766 731 x
+6228 731 6228 367 x
+6228 186 6139 104 x
+6051 22 5953 10 x
+5856 -1 5645 -1 x
+4651 -1 4383 385 x
+3678 -72 2614 -72 x
+1730 -72 1189 402 x
+648 878 648 1525 x
+1476 1525 m
+1476 1171 1820 915 x
+2164 661 2697 661 x
+3342 661 3774 858 x
+3993 951 4102 1090 x
+4212 1229 4230 1325 x
+4248 1420 4248 1595 x
+4248 2592 l
+2964 2557 2219 2261 x
+1476 1965 1476 1525 x
+6336 fwd_x
+end_ol
+ } def
+/mAA { start_ol
+1035 -651 m
+1035 -470 1311 -288 x
+2415 457 2899 1532 x
+3384 2606 3384 3681 x
+3384 4069 3316 4474 x
+3249 4879 3057 5468 x
+2867 6059 2391 6654 x
+1915 7250 1229 7708 x
+1035 7826 1035 8007 x
+1035 8113 1126 8228 x
+1217 8343 1410 8343 x
+1651 8343 2220 7881 x
+2791 7421 3236 6792 x
+4212 5395 4212 3681 x
+4212 2818 3953 2022 x
+3695 1227 3327 698 x
+2961 169 2552 -226 x
+2145 -622 1837 -804 x
+1528 -986 1410 -986 x
+1217 -986 1126 -871 x
+1035 -757 1035 -651 x
+6336 fwd_x
+end_ol
+ } def
+/nAA { start_ol
+288 6010 m
+288 6863 l
+288 7155 385 7249 x
+483 7344 785 7344 x
+5527 7344 l
+5828 7344 5919 7246 x
+6012 7149 6012 6863 x
+6012 6010 l
+6012 5856 5999 5775 x
+5988 5695 5884 5612 x
+5782 5530 5589 5530 x
+5313 5530 5248 5650 x
+5184 5772 5184 6003 x
+5184 6610 l
+3564 6610 l
+3564 733 l
+4174 733 l
+4317 733 4392 721 x
+4467 709 4555 618 x
+4644 527 4644 357 x
+4644 0 4171 0 x
+2122 0 l
+1978 0 1903 11 x
+1829 23 1742 114 x
+1656 205 1656 370 x
+1656 727 2121 733 x
+2736 733 l
+2736 6610 l
+1116 6610 l
+1116 6003 l
+1116 5851 1101 5772 x
+1086 5693 987 5611 x
+888 5530 696 5530 x
+421 5530 354 5653 x
+288 5776 288 6010 x
+6336 fwd_x
+end_ol
+ } def
+/oAA { start_ol
+144 357 m
+144 727 631 733 x
+1152 733 l
+1152 6610 l
+605 6610 l
+123 6610 129 6973 x
+129 7344 623 7344 x
+1498 7344 l
+1797 7344 1888 7243 x
+1980 7144 1980 6851 x
+1980 4615 l
+2629 5256 3575 5256 x
+5148 5256 5148 3523 x
+5148 733 l
+5672 733 l
+6156 733 6156 357 x
+6156 0 5682 0 x
+3868 0 l
+3384 0 3384 357 x
+3384 727 3863 733 x
+4320 733 l
+4320 3465 l
+4320 4028 4144 4275 x
+3969 4522 3504 4522 x
+2944 4522 2461 4101 x
+1980 3682 1980 2859 x
+1980 733 l
+2500 733 l
+2988 733 2988 357 x
+2988 0 2511 0 x
+615 0 l
+144 0 144 357 x
+6336 fwd_x
+end_ol
+ } def
+/pAA { start_ol
+193 4820 m
+193 4990 281 5074 x
+370 5160 454 5171 x
+540 5184 698 5184 x
+2075 5184 l
+2234 5184 2319 5171 x
+2405 5160 2493 5069 x
+2580 4978 2580 4810 x
+2580 4644 2493 4558 x
+2405 4474 2319 4461 x
+2234 4450 2075 4450 x
+1489 4450 l
+2111 862 l
+2122 862 l
+2158 1033 2408 1906 x
+2658 2779 2693 2850 x
+2828 3115 3175 3115 x
+3475 3115 3577 2971 x
+3681 2828 3845 2230 x
+4133 1222 4198 871 x
+4209 862 l
+4808 4450 l
+4221 4450 l
+4062 4450 3980 4461 x
+3898 4474 3807 4565 x
+3715 4656 3715 4822 x
+3715 4990 3807 5074 x
+3898 5160 3980 5171 x
+4062 5184 4221 5184 x
+5556 5184 l
+5715 5184 5799 5171 x
+5884 5160 5972 5074 x
+6061 4990 6061 4820 x
+6061 4638 5972 4556 x
+5884 4474 5781 4461 x
+5679 4450 5450 4450 x
+4729 418 l
+4694 249 4671 171 x
+4648 92 4529 28 x
+4411 -36 4208 -36 x
+3855 -36 3711 168 x
+3652 303 3426 1091 x
+3201 1879 3166 2289 x
+3155 2289 l
+3085 1785 2808 802 x
+2640 227 2535 95 x
+2432 -36 2084 -36 x
+1904 -36 1800 -6 x
+1696 21 1641 92 x
+1586 164 1569 221 x
+1552 279 1528 410 x
+804 4450 l
+574 4450 472 4461 x
+370 4474 281 4556 x
+193 4638 193 4820 x
+6336 fwd_x
+end_ol
+ } def
+/qAA { start_ol
+288 4808 m
+288 4978 379 5069 x
+470 5160 545 5171 x
+622 5184 769 5184 x
+2178 5184 l
+2325 5184 2400 5171 x
+2477 5160 2568 5069 x
+2659 4978 2659 4808 x
+2659 4450 2178 4450 x
+1837 4450 l
+3152 585 l
+4461 4450 l
+4122 4450 l
+3974 4450 3898 4461 x
+3821 4474 3733 4565 x
+3646 4656 3646 4820 x
+3646 5178 4122 5184 x
+5530 5184 l
+5677 5184 5753 5171 x
+5829 5160 5920 5069 x
+6012 4978 6012 4808 x
+6012 4450 5530 4450 x
+5172 4450 l
+3786 356 l
+3728 174 3607 81 x
+3487 -12 3396 -23 x
+3305 -36 3152 -36 x
+2982 -36 2896 -23 x
+2812 -12 2697 84 x
+2583 181 2513 367 x
+1132 4450 l
+769 4450 l
+288 4450 288 4808 x
+6336 fwd_x
+end_ol
+ } def
+/rAA { start_ol
+576 370 m
+576 727 1054 733 x
+2232 733 l
+2232 4450 l
+1017 4450 l
+535 4450 535 4808 x
+535 5178 1029 5184 x
+2232 5184 l
+2232 5816 l
+2232 6561 2775 6988 x
+3319 7416 4069 7416 x
+5221 7416 5221 6701 x
+5221 6463 5059 6320 x
+4898 6178 4703 6178 x
+4510 6178 4384 6301 x
+4258 6424 4216 6527 x
+4176 6630 4176 6682 x
+3980 6682 3847 6664 x
+3715 6647 3502 6567 x
+3289 6489 3174 6278 x
+3060 6068 3060 5745 x
+3060 5184 l
+4523 5184 l
+4669 5184 4746 5171 x
+4822 5160 4912 5069 x
+5004 4978 5004 4808 x
+5004 4450 4523 4450 x
+3060 4450 l
+3060 733 l
+4237 733 l
+4716 733 4716 357 x
+4716 0 4234 0 x
+1057 0 l
+576 0 576 370 x
+6336 fwd_x
+end_ol
+ } def
+/sAA { start_ol
+144 4808 m
+144 5178 633 5184 x
+1501 5184 l
+1798 5184 1888 5080 x
+1980 4978 1980 4691 x
+1980 1442 l
+1980 1248 1998 1145 x
+2016 1042 2095 910 x
+2176 778 2387 720 x
+2598 661 2944 661 x
+3128 661 3327 702 x
+3528 743 3772 858 x
+4016 973 4168 1237 x
+4320 1501 4320 1888 x
+4320 4450 l
+3786 4450 l
+3312 4450 3312 4808 x
+3312 5178 3801 5184 x
+4675 5184 l
+4973 5184 5060 5080 x
+5148 4978 5148 4690 x
+5148 731 l
+5683 731 l
+6156 731 6156 367 x
+6156 -1 5667 -1 x
+4795 -1 l
+4650 -1 4575 10 x
+4500 22 4410 112 x
+4320 203 4320 385 x
+3712 -72 2867 -72 x
+1145 -72 1152 1366 x
+1152 4450 l
+613 4450 l
+144 4450 144 4808 x
+6336 fwd_x
+end_ol
+ } def
+/tAA { start_ol
+144 357 m
+144 727 631 733 x
+1152 733 l
+1152 4450 l
+605 4450 l
+123 4450 129 4808 x
+129 5178 623 5184 x
+1498 5184 l
+1833 5184 1906 5069 x
+1980 4955 1980 4614 x
+2629 5254 3575 5254 x
+5148 5254 5148 3522 x
+5148 733 l
+5672 733 l
+6156 733 6156 357 x
+6156 0 5682 0 x
+3868 0 l
+3384 0 3384 357 x
+3384 727 3863 733 x
+4320 733 l
+4320 3463 l
+4320 4027 4144 4273 x
+3969 4520 3504 4520 x
+2944 4520 2461 4100 x
+1980 3681 1980 2858 x
+1980 733 l
+2500 733 l
+2988 733 2988 357 x
+2988 0 2511 0 x
+615 0 l
+144 0 144 357 x
+6336 fwd_x
+end_ol
+ } def
+/uAA { start_ol
+864 2595 m
+864 3029 1013 3470 x
+1164 3911 1477 4336 x
+1789 4763 2359 5027 x
+2928 5292 3665 5292 x
+5460 5292 5460 4448 x
+5460 4205 5297 4057 x
+5134 3910 4893 3910 x
+4403 3910 4392 4460 x
+4392 4558 3665 4558 x
+3098 4558 2678 4340 x
+2259 4123 2057 3787 x
+1857 3453 1774 3156 x
+1692 2859 1692 2595 x
+1692 1778 2253 1219 x
+2814 661 3588 661 x
+4420 661 4752 1346 x
+4813 1508 4902 1552 x
+4992 1597 5171 1597 x
+5580 1597 5580 1278 x
+5580 1164 5486 970 x
+5393 777 5182 526 x
+4973 275 4530 101 x
+4088 -72 3517 -72 x
+2397 -72 1630 715 x
+864 1503 864 2595 x
+6336 fwd_x
+end_ol
+ } def
+/vAA { start_ol
+360 4808 m
+360 5178 844 5184 x
+1872 5184 l
+1872 6143 l
+1872 6297 1883 6377 x
+1895 6458 1996 6540 x
+2099 6624 2291 6624 x
+2566 6624 2632 6501 x
+2700 6378 2700 6143 x
+2700 5184 l
+4672 5184 l
+4819 5184 4894 5171 x
+4971 5160 5059 5069 x
+5148 4978 5148 4808 x
+5148 4450 4672 4450 x
+2700 4450 l
+2700 1584 l
+2700 1413 2716 1301 x
+2733 1190 2808 1013 x
+2882 838 3080 749 x
+3279 661 3592 661 x
+3780 661 3966 713 x
+4154 765 4344 972 x
+4536 1180 4536 1508 x
+4536 1640 4552 1721 x
+4570 1802 4666 1879 x
+4763 1957 4944 1957 x
+5136 1957 5235 1873 x
+5334 1789 5349 1714 x
+5364 1639 5364 1494 x
+5364 757 4804 342 x
+4245 -72 3534 -72 x
+2824 -72 2347 318 x
+1872 708 1872 1514 x
+1872 4450 l
+833 4450 l
+360 4450 360 4808 x
+6336 fwd_x
+end_ol
+ } def
+/wAA { start_ol
+1008 357 m
+1008 727 1481 733 x
+2880 733 l
+2880 4450 l
+1558 4450 l
+1080 4450 1080 4820 x
+1080 5178 1562 5184 x
+3236 5184 l
+3530 5184 3619 5080 x
+3708 4978 3708 4691 x
+3708 733 l
+4950 733 l
+5436 733 5436 357 x
+5436 0 4954 0 x
+1489 0 l
+1008 0 1008 357 x
+2685 6319 m
+2520 6492 2520 6744 x
+2520 6997 2685 7170 x
+2851 7344 3103 7344 x
+3355 7344 3531 7170 x
+3708 6997 3708 6744 x
+3708 6492 3531 6319 x
+3355 6145 3103 6145 x
+2851 6145 2685 6319 x
+6336 fwd_x
+end_ol
+ } def
+/xAA { start_ol
+504 3106 m
+504 3692 651 4318 x
+799 4946 939 5122 x
+1059 5292 1271 5292 x
+1428 5292 1553 5182 x
+1679 5074 1679 4910 x
+1499 4307 l
+1332 3710 1332 3118 x
+1332 2227 1738 1599 x
+2144 973 2736 792 x
+2736 7329 l
+2724 7848 3159 7848 x
+3298 7848 3413 7750 x
+3528 7653 3552 7524 x
+3564 7464 3564 7329 x
+3564 792 l
+4219 985 4593 1638 x
+4968 2291 4968 3094 x
+4968 3586 4844 3964 x
+4721 4342 4592 4565 x
+4464 4788 4464 4910 x
+4464 5092 4591 5191 x
+4718 5292 4861 5292 x
+5233 5292 5514 4536 x
+5796 3780 5796 3094 x
+5796 1963 5191 1054 x
+4588 146 3564 -36 x
+3564 -2296 l
+3564 -2487 3476 -2606 x
+3388 -2725 3309 -2748 x
+3232 -2772 3159 -2772 x
+2863 -2772 2759 -2498 x
+2736 -2428 2736 -2167 x
+2736 -36 l
+1711 146 1107 1054 x
+504 1963 504 3106 x
+6336 fwd_x
+end_ol
+ } def
+/yAA { start_ol
+2088 3681 m
+2088 4543 2344 5335 x
+2601 6129 2966 6660 x
+3332 7192 3742 7588 x
+4154 7985 4459 8164 x
+4764 8343 4882 8343 x
+5087 8343 5172 8228 x
+5258 8113 5258 8007 x
+5258 7925 5222 7858 x
+5187 7790 5143 7761 x
+5099 7732 4982 7650 x
+4224 7133 3737 6399 x
+3250 5665 3082 5007 x
+2916 4350 2916 3681 x
+2916 2566 3414 1499 x
+3913 434 4959 -275 x
+5094 -370 5140 -401 x
+5187 -434 5222 -498 x
+5258 -563 5258 -651 x
+5258 -757 5172 -871 x
+5087 -986 4882 -986 x
+4641 -986 4071 -522 x
+3502 -58 3056 563 x
+2088 1960 2088 3681 x
+6336 fwd_x
+end_ol
+ } def
+/zAA { start_ol
+576 2273 m
+576 3693 2099 4558 x
+1656 4909 1656 5463 x
+1656 5962 1920 6414 x
+1315 6438 1053 6735 x
+792 7033 792 7395 x
+792 7627 923 7737 x
+1055 7848 1206 7848 x
+1356 7848 1476 7751 x
+1595 7654 1620 7513 x
+1638 7408 1656 7357 x
+1674 7308 1765 7272 x
+1857 7237 2049 7237 x
+2658 7237 3829 7542 x
+5001 7848 5042 7848 x
+5208 7848 5317 7719 x
+5427 7591 5427 7436 x
+5427 7192 5234 7087 x
+5043 6982 4402 6822 x
+4163 6762 4012 6726 x
+3756 6666 3615 6621 x
+3476 6576 3196 6466 x
+2916 6356 2757 6233 x
+2599 6112 2464 5906 x
+2331 5700 2331 5456 x
+2331 5115 2939 5109 x
+3291 5109 3727 5200 x
+4162 5292 4186 5292 x
+4359 5292 4471 5171 x
+4585 5051 4585 4898 x
+4585 4551 4137 4464 x
+3673 4326 3378 4231 x
+3083 4135 2676 3931 x
+2269 3729 2021 3520 x
+1775 3312 1589 2995 x
+1404 2679 1404 2297 x
+1404 1676 1874 1204 x
+2344 733 3196 733 x
+3393 733 l
+3870 733 4221 702 x
+4573 670 4945 567 x
+5319 464 5521 231 x
+5724 0 5724 -410 x
+5724 -1589 3571 -1584 x
+3094 -1584 3100 -1209 x
+3100 -946 3380 -850 x
+3405 -838 3819 -832 x
+4234 -826 4565 -732 x
+4896 -639 4896 -434 x
+4896 0 3344 0 x
+3160 0 l
+1984 0 1280 681 x
+576 1364 576 2273 x
+6336 fwd_x
+end_ol
+ } def
+/ABA { start_ol
+446 4551 m
+446 4903 939 4909 x
+5371 4909 l
+5842 4909 5842 4539 x
+5842 4406 5747 4290 x
+5654 4176 5437 4176 x
+892 4176 l
+446 4170 446 4551 x
+457 2739 m
+457 3103 892 3109 x
+5401 3109 l
+5583 3109 5689 3025 x
+5794 2941 5818 2875 x
+5842 2809 5842 2739 x
+5842 2376 5360 2376 x
+904 2376 l
+457 2387 457 2739 x
+6336 fwd_x
+end_ol
+ } def
+/BBA { start_ol
+1373 4474 m
+1373 2518 l
+687 2518 l
+687 7602 l
+1373 7602 l
+1373 7045 l
+1585 7374 1913 7533 x
+2243 7691 2694 7691 x
+3452 7691 3921 7162 x
+4392 6628 4392 5758 x
+4392 4890 3921 4356 x
+3452 3828 2694 3828 x
+2243 3828 1913 3985 x
+1585 4144 1373 4474 x
+3381 4714 m
+3686 5090 3686 5760 x
+3686 6429 3381 6805 x
+3070 7186 2530 7186 x
+1990 7186 1679 6805 x
+1373 6429 1373 5760 x
+1373 5090 1679 4714 x
+1990 4332 2530 4332 x
+3070 4332 3381 4714 x
+5184 fwd_x
+end_ol
+ } def
+/DBA { start_ol
+322 357 m
+322 727 815 733 x
+1297 733 l
+2788 2670 l
+1368 4450 l
+892 4450 l
+399 4450 399 4808 x
+399 5178 892 5184 x
+2296 5184 l
+2776 5184 2776 4820 x
+2776 4638 2685 4556 x
+2595 4474 2500 4461 x
+2407 4450 2201 4450 x
+3111 3235 l
+4003 4450 l
+3799 4450 3695 4461 x
+3593 4474 3504 4558 x
+3416 4644 3416 4820 x
+3416 5178 3898 5184 x
+5302 5184 l
+5794 5184 5794 4808 x
+5794 4450 5302 4450 x
+4820 4450 l
+3452 2670 l
+4990 733 l
+5472 733 l
+5964 733 5964 357 x
+5964 0 5472 0 x
+4062 0 l
+3580 0 3580 357 x
+3580 540 3672 624 x
+3763 709 3865 721 x
+3969 733 4186 733 x
+3111 2212 l
+2077 733 l
+2318 733 2421 721 x
+2524 709 2615 624 x
+2706 540 2706 357 x
+2706 0 2225 0 x
+815 0 l
+322 0 322 357 x
+6336 fwd_x
+end_ol
+ } def
+/EBA { start_ol
+144 -2300 m
+144 -1930 631 -1930 x
+1152 -1930 l
+1152 4450 l
+605 4450 l
+123 4450 129 4808 x
+129 5178 623 5184 x
+1498 5184 l
+1810 5184 1894 5074 x
+1980 4966 1980 4667 x
+2635 5254 3515 5254 x
+4482 5254 5175 4479 x
+5868 3704 5868 2594 x
+5868 1460 5127 694 x
+4388 -72 3386 -72 x
+2588 -72 1980 537 x
+1980 -1930 l
+2500 -1930 l
+2988 -1930 2988 -2300 x
+2988 -2658 2523 -2664 x
+617 -2664 l
+144 -2658 144 -2300 x
+1980 2293 m
+1980 1753 2343 1207 x
+2706 661 3344 661 x
+4011 661 4525 1213 x
+5040 1766 5040 2594 x
+5040 3387 4573 3953 x
+4106 4520 3444 4520 x
+2877 4520 2428 4111 x
+1980 3703 1980 3174 x
+1980 2293 l
+6336 fwd_x
+end_ol
+ } def
+/FBA { start_ol
+1444 2232 m
+1045 2243 1045 2604 x
+1045 2965 1468 2965 x
+4843 2965 l
+5242 2965 5242 2602 x
+5242 2232 4820 2232 x
+1444 2232 l
+6336 fwd_x
+end_ol
+ } def
+/GBA { start_ol
+1549 4608 m
+4032 4608 l
+4032 3960 l
+576 3960 l
+576 4585 l
+770 4766 1130 5092 x
+3096 6873 3096 7421 x
+3096 7807 2794 8043 x
+2493 8280 2001 8280 x
+1699 8280 1346 8172 x
+993 8064 576 7848 x
+576 8568 l
+1030 8748 1422 8838 x
+1814 8928 2151 8928 x
+3006 8928 3519 8541 x
+4032 8155 4032 7522 x
+4032 6709 2065 5046 x
+1733 4765 1549 4608 x
+4824 fwd_x
+end_ol
+ } def
+/HBA { start_ol
+720 -640 m
+720 -534 826 -311 x
+4911 8043 l
+5083 8343 5290 8343 x
+5439 8343 5545 8239 x
+5652 8137 5652 7985 x
+5652 7890 5569 7697 x
+1548 -687 l
+1362 -997 1123 -997 x
+964 -997 841 -897 x
+720 -798 720 -640 x
+6336 fwd_x
+end_ol
+ } def
+/IBA { start_ol
+648 370 m
+648 540 830 698 x
+3463 2938 l
+4830 4097 4824 5137 x
+4824 5896 4273 6324 x
+3724 6754 2943 6754 x
+2455 6754 2070 6508 x
+1685 6262 1552 5851 x
+1722 5720 1722 5479 x
+1722 5245 1558 5099 x
+1393 4954 1193 4954 x
+1000 4954 823 5089 x
+648 5225 648 5519 x
+648 6296 1311 6891 x
+1976 7488 3001 7488 x
+4120 7488 4885 6844 x
+5652 6201 5652 5137 x
+5652 3897 4353 2732 x
+4069 2468 3179 1721 x
+2289 974 2005 733 x
+4824 733 l
+4824 928 4835 1009 x
+4847 1090 4943 1163 x
+5040 1237 5243 1237 x
+5518 1237 5584 1117 x
+5652 996 5652 767 x
+5652 470 l
+5652 195 5556 97 x
+5460 0 5175 0 x
+1136 0 l
+648 0 648 370 x
+6336 fwd_x
+end_ol
+ } def
+/JBA { start_ol
+432 357 m
+432 527 514 618 x
+597 709 671 721 x
+745 733 877 733 x
+1296 733 l
+1296 6610 l
+877 6610 l
+432 6610 432 6968 x
+432 7144 517 7232 x
+604 7320 680 7331 x
+758 7344 895 7344 x
+2795 7344 l
+3276 7344 3276 6973 x
+3276 6616 2787 6610 x
+2124 6610 l
+2124 733 l
+5040 733 l
+5040 1545 l
+5040 1712 5051 1795 x
+5063 1879 5166 1954 x
+5269 2029 5463 2029 x
+5738 2029 5802 1904 x
+5868 1779 5868 1542 x
+5868 487 l
+5868 202 5774 101 x
+5681 0 5395 0 x
+903 0 l
+432 0 432 357 x
+6336 fwd_x
+end_ol
+ } def
+/KBA { start_ol
+2135 -1269 m
+2135 -1028 2469 -933 x
+3180 -697 3362 34 x
+3245 0 3121 0 x
+2810 0 2593 212 x
+2376 426 2376 762 x
+2376 1064 2578 1289 x
+2781 1514 3133 1514 x
+3543 1514 3837 1173 x
+4131 833 4131 301 x
+4131 -554 3534 -1104 x
+2939 -1656 2516 -1656 x
+2369 -1656 2252 -1535 x
+2135 -1415 2135 -1269 x
+6336 fwd_x
+end_ol
+ } def
+/LBA { start_ol
+864 410 m
+864 1546 l
+864 1702 877 1785 x
+892 1868 988 1948 x
+1086 2029 1274 2029 x
+1486 2029 1562 1955 x
+1640 1882 1692 1694 x
+2037 661 3218 661 x
+3985 661 4368 902 x
+4752 1143 4752 1500 x
+4752 1729 4613 1890 x
+4475 2052 4204 2154 x
+3934 2257 3745 2291 x
+3557 2325 3233 2382 x
+2799 2460 2552 2504 x
+2307 2548 1935 2662 x
+1562 2777 1365 2921 x
+1168 3065 1015 3312 x
+864 3559 864 3871 x
+864 4029 907 4190 x
+951 4352 1093 4557 x
+1236 4763 1469 4918 x
+1702 5074 2129 5182 x
+2558 5292 3134 5292 x
+3884 5292 4408 5040 x
+4478 5292 4763 5292 x
+5099 5292 5105 4799 x
+5105 3970 l
+5105 3812 5090 3729 x
+5076 3647 4981 3561 x
+4888 3477 4705 3477 x
+4510 3477 4398 3541 x
+4288 3606 4268 3679 x
+4248 3753 4236 3889 x
+4167 4558 3064 4558 x
+3053 4558 3047 4558 x
+2275 4558 1906 4356 x
+1539 4153 1539 3871 x
+1539 3348 2761 3190 x
+2844 3180 3579 3057 x
+5515 2742 5427 1501 x
+5427 1308 5375 1117 x
+5324 925 5176 703 x
+5028 480 4790 312 x
+4551 145 4144 36 x
+3738 -72 3215 -72 x
+2266 -72 1638 385 x
+1497 -72 1211 -72 x
+864 -72 864 410 x
+6336 fwd_x
+end_ol
+ } def
+/MBA { start_ol
+432 2583 m
+432 3717 1168 4486 x
+1905 5256 2908 5256 x
+3705 5256 4320 4716 x
+4320 6610 l
+3786 6610 l
+3312 6610 3312 6973 x
+3312 7344 3801 7344 x
+4675 7344 l
+4973 7344 5060 7243 x
+5148 7144 5148 6850 x
+5148 731 l
+5683 731 l
+6156 731 6156 367 x
+6156 -1 5667 -1 x
+4795 -1 l
+4465 -1 4392 119 x
+4320 239 4320 597 x
+3669 -72 2813 -72 x
+2808 -72 2795 -72 x
+1829 -72 1130 703 x
+432 1478 432 2583 x
+1260 2583 m
+1260 1789 1726 1225 x
+2193 661 2842 661 x
+3487 661 3903 1208 x
+4320 1755 4320 2331 x
+4320 3188 l
+4320 3705 3920 4114 x
+3522 4522 2955 4522 x
+2288 4522 1774 3966 x
+1260 3412 1260 2583 x
+6336 fwd_x
+end_ol
+ } def
+/NBA { start_ol
+298 4808 m
+298 4978 388 5069 x
+479 5160 558 5171 x
+637 5184 779 5184 x
+2189 5184 l
+2336 5184 2412 5171 x
+2488 5160 2579 5069 x
+2670 4978 2670 4808 x
+2670 4450 2189 4450 x
+1890 4450 l
+3004 1564 l
+3234 942 3258 855 x
+3269 855 l
+3363 1265 3580 1893 x
+4449 4450 l
+4109 4450 l
+3962 4450 3885 4461 x
+3809 4474 3721 4565 x
+3633 4656 3633 4820 x
+3633 5178 4109 5184 x
+5518 5184 l
+5665 5184 5740 5171 x
+5817 5160 5908 5069 x
+5999 4978 5999 4808 x
+5999 4450 5518 4450 x
+5160 4450 l
+3292 -1017 l
+3245 -1152 3204 -1257 x
+3163 -1363 2993 -1670 x
+2823 -1978 2638 -2183 x
+2453 -2389 2145 -2562 x
+1837 -2736 1501 -2736 x
+1067 -2736 785 -2442 x
+504 -2148 504 -1750 x
+504 -1509 648 -1365 x
+792 -1221 1032 -1221 x
+1261 -1221 1405 -1365 x
+1549 -1509 1549 -1738 x
+1549 -1809 1536 -1869 x
+1525 -1931 1501 -1967 x
+1490 -2002 l
+2101 -1967 2453 -1303 x
+2524 -1168 2638 -846 x
+2752 -524 2831 -265 x
+2911 -6 2911 4 x
+2911 39 2858 163 x
+1155 4450 l
+779 4450 l
+298 4450 298 4808 x
+6336 fwd_x
+end_ol
+ } def
+/PBA { start_ol
+576 3681 m
+576 5293 1339 6390 x
+2104 7488 3153 7488 x
+4183 7488 4953 6395 x
+5724 5304 5724 3668 x
+5724 2056 4960 956 x
+4196 -144 3153 -144 x
+2122 -144 1348 947 x
+576 2039 576 3681 x
+1404 3799 m
+1404 2473 1917 1531 x
+2431 589 3150 589 x
+3868 589 4381 1531 x
+4896 2473 4896 3799 x
+4896 5088 4370 5920 x
+3845 6754 3150 6754 x
+2454 6754 1929 5915 x
+1404 5076 1404 3799 x
+6336 fwd_x
+end_ol
+ } def
+/QBA { start_ol
+2376 762 m
+2376 1053 2589 1283 x
+2804 1514 3133 1514 x
+3432 1514 3655 1294 x
+3879 1076 3879 762 x
+3879 473 3667 236 x
+3456 0 3133 0 x
+2833 0 2604 225 x
+2376 450 2376 762 x
+6336 fwd_x
+end_ol
+ } def
+/RBA { start_ol
+360 357 m
+360 527 443 618 x
+527 709 597 721 x
+668 733 804 733 x
+1080 733 l
+1080 6610 l
+804 6610 l
+360 6610 360 6973 x
+360 7144 447 7232 x
+536 7320 609 7331 x
+684 7344 825 7344 x
+2884 7344 l
+3874 7344 4511 6737 x
+5148 6131 5148 5328 x
+5148 4882 4916 4422 x
+4684 3963 4164 3664 x
+4578 3328 4739 2928 x
+4843 2652 4843 1793 x
+4843 1479 4851 1321 x
+4860 1164 4887 963 x
+4915 761 4981 675 x
+5047 589 5163 589 x
+5472 589 5472 1111 x
+5483 1453 5877 1453 x
+6300 1453 6300 1075 x
+6300 651 6009 253 x
+5720 -144 5179 -144 x
+4557 -144 4254 417 x
+4100 682 4065 977 x
+4032 1272 4032 1951 x
+4032 2263 4020 2401 x
+4009 2540 3957 2696 x
+3906 2853 3774 2976 x
+3396 3312 2823 3312 x
+1908 3312 l
+1908 733 l
+2187 733 l
+2322 733 2391 721 x
+2461 709 2544 618 x
+2628 527 2628 357 x
+2628 0 2172 0 x
+815 0 l
+360 0 360 357 x
+1908 4045 m
+2746 4045 l
+3487 4045 3903 4440 x
+4320 4836 4320 5328 x
+4320 5819 3903 6214 x
+3487 6610 2746 6610 x
+1908 6610 l
+1908 4045 l
+6336 fwd_x
+end_ol
+ } def
+/SBA { start_ol
+-47 3228 m
+-47 3263 -40 3287 x
+-34 3310 -22 3340 x
+-11 3369 5 3400 x
+23 3433 64 3474 x
+105 3515 149 3550 x
+193 3586 270 3665 x
+346 3745 419 3803 x
+492 3862 613 3975 x
+733 4090 851 4201 x
+1143 4395 1320 4395 x
+1600 4395 1752 4206 x
+1905 4018 2214 3054 x
+2435 2410 2581 1982 x
+4820 7862 l
+4955 8172 5325 8177 x
+6634 8177 l
+7128 8177 7128 7754 x
+7128 7672 7104 7592 x
+7080 7513 6953 7428 x
+6827 7344 6622 7344 x
+5519 7344 l
+5413 7033 l
+2871 333 l
+2859 297 l
+2847 250 2835 227 x
+2823 203 2800 153 x
+2777 103 2741 68 x
+2706 33 2656 -1 x
+2606 -37 2541 -54 x
+2477 -72 2407 -72 x
+2395 -72 l
+2225 -72 2139 13 x
+2055 99 1984 288 x
+939 3270 l
+915 3246 824 3156 x
+733 3067 691 3033 x
+651 2998 571 2945 x
+492 2893 430 2867 x
+370 2841 311 2841 x
+176 2841 64 2962 x
+-47 3082 -47 3228 x
+6336 fwd_x
+end_ol
+ } def
+/TBA { start_ol
+360 2112 m
+360 3593 1517 5074 x
+1706 5292 1860 5292 x
+1993 5292 2130 5159 x
+2268 5027 2268 4869 x
+2268 4774 2099 4515 x
+1931 4258 1728 3952 x
+1524 3646 1355 3141 x
+1188 2635 1188 2112 x
+1188 1489 1480 1075 x
+1773 661 2167 661 x
+2457 661 2747 1117 x
+2448 1788 2448 2513 x
+2448 2776 2530 2950 x
+2612 3126 2743 3201 x
+2876 3278 2973 3301 x
+3070 3325 3170 3325 x
+3469 3325 3672 3124 x
+3874 2922 3874 2583 x
+3874 1783 3586 1117 x
+3874 661 4138 661 x
+4573 661 4842 1086 x
+5112 1513 5112 2112 x
+5112 3282 4237 4464 x
+4032 4763 4032 4869 x
+4032 5004 4160 5148 x
+4289 5292 4438 5292 x
+4579 5292 4780 5062 x
+5940 3569 5940 2112 x
+5940 1184 5468 555 x
+4997 -72 4261 -72 x
+3697 -72 3170 455 x
+2686 -72 2054 -72 x
+1302 -72 831 562 x
+360 1197 360 2112 x
+6336 fwd_x
+end_ol
+ } def
+/UBA { start_ol
+604 5530 m
+216 5541 216 5897 x
+216 6252 604 6264 x
+1368 6264 l
+1368 6610 l
+833 6610 l
+387 6610 392 6997 x
+392 7344 810 7344 x
+1756 7344 l
+1947 7344 2054 7273 x
+2161 7203 2178 7123 x
+2196 7044 2196 6927 x
+2196 6264 l
+3219 6264 l
+3636 6264 3636 5897 x
+3636 5530 3219 5530 x
+2196 5530 l
+2196 4649 l
+2863 5250 3708 5256 x
+4783 5256 5083 4358 x
+5220 3987 5220 3396 x
+5220 733 l
+5734 733 l
+6156 733 6156 366 x
+6156 0 5720 0 x
+3963 0 l
+3528 0 3528 352 x
+3528 733 3948 733 x
+4392 733 l
+4392 3467 l
+4392 3976 4249 4249 x
+4106 4522 3659 4522 x
+3124 4522 2659 4116 x
+2196 3710 2196 2820 x
+2196 733 l
+2703 733 l
+3132 733 3132 366 x
+3132 0 2697 0 x
+844 0 l
+387 0 389 366 x
+392 733 833 733 x
+1368 733 l
+1368 5530 l
+604 5530 l
+6336 fwd_x
+end_ol
+ } def
+/VBA { start_ol
+504 2665 m
+504 3733 1069 4494 x
+1636 5256 2461 5256 x
+3216 5256 3702 4658 x
+4188 4061 4451 3159 x
+4533 3325 4714 3795 x
+4897 4267 5040 4666 x
+5184 5065 5184 5077 x
+5299 5256 5587 5256 x
+6012 5256 6012 4946 x
+6012 4755 5532 3580 x
+5053 2407 4798 1994 x
+4809 1971 4870 1800 x
+4932 1630 4955 1559 x
+4979 1489 5053 1298 x
+5128 1107 5193 1014 x
+5258 923 5360 813 x
+5464 704 5563 661 x
+5653 1066 6012 1066 x
+6172 1066 6271 933 x
+6372 801 6372 574 x
+6372 319 6166 123 x
+5960 -72 5613 -72 x
+4788 -72 4270 1113 x
+3457 -72 2461 -72 x
+1636 -72 1069 721 x
+504 1514 504 2665 x
+1332 2665 m
+1332 1837 1662 1248 x
+1993 661 2485 661 x
+2965 661 3439 1255 x
+3913 1849 3913 2077 x
+3913 2136 3814 2489 x
+3528 3512 3241 4017 x
+2954 4522 2473 4522 x
+1969 4522 1650 3948 x
+1332 3376 1332 2665 x
+6336 fwd_x
+end_ol
+ } def
+/WBA { start_ol
+2592 6899 m
+2592 7152 2740 7302 x
+2890 7452 3083 7452 x
+3278 7452 3471 7302 x
+3666 7152 3666 6899 x
+3666 6864 3618 6430 x
+3569 5996 3516 5376 x
+3463 4757 3429 4411 x
+3429 4398 3420 4354 x
+3411 4311 3411 4287 x
+3411 4263 3405 4216 x
+3400 4170 3389 4146 x
+3379 4123 3362 4084 x
+3346 4046 3317 4023 x
+3288 4000 3256 3976 x
+3225 3953 3182 3940 x
+3139 3929 3087 3929 x
+3012 3929 2956 3946 x
+2900 3964 2865 3999 x
+2831 4035 2804 4070 x
+2778 4106 2767 4161 x
+2757 4217 2751 4240 x
+2746 4263 2736 4311 x
+2736 4376 l
+2714 4721 2682 5352 x
+2650 5983 2621 6423 x
+2592 6864 2592 6899 x
+6336 fwd_x
+end_ol
+ } def
+/XBA { start_ol
+504 3682 m
+504 4045 979 4045 x
+2808 4045 l
+2808 5859 l
+2808 6028 2829 6098 x
+2903 6349 3147 6349 x
+3483 6349 3483 5859 x
+3483 4045 l
+5320 4045 l
+5787 4045 5787 3678 x
+5787 3312 5349 3312 x
+3483 3312 l
+3483 1495 l
+3483 1338 3461 1269 x
+3387 1008 3147 1008 x
+2909 1008 2829 1269 x
+2808 1338 2808 1495 x
+2808 3312 l
+1014 3312 l
+823 3312 776 3323 x
+504 3409 504 3682 x
+6336 fwd_x
+end_ol
+ } def
+/YBA { start_ol
+360 357 m
+360 727 837 733 x
+1224 733 l
+1224 6610 l
+837 6610 l
+360 6610 360 6973 x
+360 7344 848 7344 x
+5391 7344 l
+5688 7344 5778 7246 x
+5868 7149 5868 6863 x
+5868 6010 l
+5868 5856 5853 5775 x
+5838 5695 5739 5612 x
+5640 5530 5448 5530 x
+5173 5530 5106 5650 x
+5040 5772 5040 6003 x
+5040 6610 l
+2052 6610 l
+2052 4032 l
+3672 4032 l
+3672 4314 3688 4422 x
+3706 4530 3798 4604 x
+3889 4680 4089 4680 x
+4365 4680 4432 4558 x
+4500 4437 4500 4205 x
+4500 3125 l
+4500 2972 4487 2893 x
+4476 2814 4379 2732 x
+4282 2650 4089 2650 x
+3801 2650 3736 2777 x
+3672 2904 3672 3298 x
+2052 3298 l
+2052 733 l
+2662 733 l
+2805 733 2880 721 x
+2955 709 3043 618 x
+3132 527 3132 357 x
+3132 0 2660 0 x
+842 0 l
+360 0 360 357 x
+6336 fwd_x
+end_ol
+ } def
+/ZBA { start_ol
+360 -965 m
+360 -11 1211 529 x
+936 877 936 1341 x
+936 1810 1176 2162 x
+792 2666 792 3325 x
+792 4108 1374 4682 x
+1957 5256 2792 5256 x
+3438 5256 3971 4903 x
+4528 5328 5226 5328 x
+5232 5328 5243 5328 x
+5690 5328 5904 5127 x
+6118 4927 6118 4671 x
+6118 4435 5969 4312 x
+5819 4189 5643 4189 x
+5508 4189 5364 4279 x
+5221 4370 5173 4581 x
+4775 4546 4476 4375 x
+4788 3856 4788 3325 x
+4788 2509 4206 1938 x
+3624 1368 2792 1368 x
+2140 1368 1692 1667 x
+1620 1487 1620 1329 x
+1620 1098 1762 937 x
+1912 780 2169 780 x
+2263 759 2520 759 x
+3372 759 l
+4456 759 5103 411 x
+5522 182 5726 -196 x
+5931 -577 5931 -965 x
+5931 -1724 5124 -2229 x
+4317 -2736 3142 -2736 x
+1967 -2736 1163 -2235 x
+360 -1735 360 -965 x
+1035 -965 m
+1035 -1377 1645 -1695 x
+2257 -2013 3144 -2013 x
+4030 -2013 4642 -1695 x
+5256 -1377 5256 -965 x
+5256 -605 5049 -375 x
+4843 -146 4410 -54 x
+3976 37 3673 54 x
+3369 72 2815 72 x
+2128 72 1937 48 x
+1746 24 1528 -122 x
+1035 -434 1035 -965 x
+1620 3314 m
+1620 2822 1958 2453 x
+2298 2084 2786 2084 x
+3263 2084 3611 2446 x
+3960 2810 3960 3325 x
+3960 3809 3616 4171 x
+3274 4533 2786 4533 x
+2310 4533 1965 4177 x
+1620 3820 1620 3314 x
+6336 fwd_x
+end_ol
+ } def
+/aBA { start_ol
+1761 0 m
+1761 5832 l
+5888 5832 l
+5888 0 l
+1761 0 l
+7632 fwd_x
+end_ol
+ } def
+/bBA { start_ol
+797 2571 m
+797 2677 853 2761 x
+910 2847 950 2880 x
+992 2912 1098 2971 x
+2400 3681 l
+1085 4392 l
+797 4550 797 4773 x
+797 4919 912 5045 x
+1027 5172 1197 5172 x
+1302 5172 1473 5061 x
+2770 4303 l
+2736 4773 2736 5760 x
+2736 6264 3150 6264 x
+3564 6264 3564 5760 x
+3564 4773 3529 4303 x
+5019 5172 l
+5501 5172 5501 4773 x
+5501 4556 5202 4374 x
+3904 3669 l
+3987 3622 4315 3451 x
+4644 3281 4923 3137 x
+5202 2994 5331 2900 x
+5501 2818 5501 2571 x
+5501 2424 5386 2300 x
+5272 2178 5101 2178 x
+4984 2178 4662 2365 x
+3640 2976 3529 3040 x
+3564 2571 3564 1585 x
+3564 1080 3150 1080 x
+2736 1080 2736 1585 x
+2736 2571 2770 3040 x
+1279 2178 l
+797 2172 797 2571 x
+6336 fwd_x
+end_ol
+ } def
+/cBA { start_ol
+360 357 m
+360 727 815 733 x
+1152 733 l
+1152 6610 l
+815 6610 l
+360 6610 360 6986 x
+360 7344 844 7344 x
+5251 7344 l
+5545 7344 5634 7246 x
+5724 7149 5724 6863 x
+5724 6010 l
+5724 5856 5711 5775 x
+5700 5695 5596 5612 x
+5494 5530 5301 5530 x
+5025 5530 4960 5650 x
+4896 5772 4896 6003 x
+4896 6610 l
+1980 6610 l
+1980 4189 l
+3600 4189 l
+3600 4474 3616 4583 x
+3634 4692 3724 4764 x
+3816 4837 4019 4837 x
+4294 4837 4360 4714 x
+4428 4593 4428 4361 x
+4428 3283 l
+4428 3130 4413 3051 x
+4398 2972 4305 2890 x
+4212 2808 4019 2808 x
+3733 2808 3666 2932 x
+3600 3057 3600 3456 x
+1980 3456 l
+1980 733 l
+5184 733 l
+5184 1545 l
+5184 1701 5195 1784 x
+5206 1868 5303 1948 x
+5400 2029 5577 2029 x
+5869 2029 5940 1904 x
+6012 1779 6012 1542 x
+6012 487 l
+6012 202 5916 101 x
+5820 0 5536 0 x
+847 0 l
+360 0 360 357 x
+6336 fwd_x
+end_ol
+ } def
+/dBA { start_ol
+504 2583 m
+504 3699 1265 4477 x
+2028 5256 3053 5256 x
+3934 5256 4536 4593 x
+4536 4810 4541 4900 x
+4547 4991 4591 5094 x
+4635 5197 4716 5226 x
+4798 5256 4955 5256 x
+5230 5256 5296 5130 x
+5364 5004 5364 4763 x
+5364 -1930 l
+5917 -1930 l
+6055 -1930 6127 -1941 x
+6199 -1954 6285 -2045 x
+6372 -2136 6372 -2300 x
+6372 -2658 5910 -2664 x
+3989 -2664 l
+3848 -2664 3775 -2651 x
+3702 -2640 3614 -2549 x
+3528 -2458 3528 -2288 x
+3528 -1930 3982 -1930 x
+4536 -1930 l
+4536 650 l
+3881 -72 2937 -72 x
+1947 -72 1225 703 x
+504 1478 504 2583 x
+1332 2583 m
+1332 1778 1824 1219 x
+2317 661 2983 661 x
+3660 661 4098 1208 x
+4536 1755 4536 2331 x
+4536 2800 l
+4536 3452 4138 3987 x
+3741 4522 3110 4522 x
+2386 4522 1858 3961 x
+1332 3399 1332 2583 x
+6336 fwd_x
+end_ol
+ } def
+/eBA { start_ol
+504 6510 m
+504 7023 l
+504 7184 515 7267 x
+527 7350 627 7437 x
+727 7524 927 7524 x
+1247 7524 1319 7344 x
+5247 7344 l
+5393 7344 5468 7331 x
+5544 7320 5634 7231 x
+5724 7143 5724 6973 x
+5724 6855 5682 6792 x
+5641 6730 5461 6559 x
+5187 6266 4912 5949 x
+4639 5632 4251 5037 x
+3864 4443 3575 3795 x
+3287 3148 3074 2228 x
+2862 1308 2844 335 x
+2844 95 2725 -23 x
+2608 -144 2439 -144 x
+2016 -144 2016 423 x
+2016 999 2118 1654 x
+2221 2310 2473 3160 x
+2727 4010 3249 4919 x
+3772 5828 4505 6610 x
+1354 6610 l
+1354 6378 1343 6284 x
+1332 6190 1235 6099 x
+1138 6009 927 6009 x
+643 6009 573 6138 x
+504 6266 504 6510 x
+6336 fwd_x
+end_ol
+ } def
+/fBA { start_ol
+432 3676 m
+432 5290 1222 6388 x
+2014 7488 3111 7488 x
+3891 7488 4512 6948 x
+4658 7282 4739 7384 x
+4821 7488 5002 7488 x
+5358 7488 5364 7005 x
+5364 5365 l
+5364 5209 5349 5128 x
+5334 5049 5235 4965 x
+5136 4882 4944 4882 x
+4576 4882 4536 5224 x
+4401 6063 3988 6409 x
+3575 6754 3159 6754 x
+2426 6754 1842 5872 x
+1260 4991 1260 3664 x
+1260 2364 1831 1477 x
+2403 589 3146 589 x
+3663 589 4034 1065 x
+4406 1542 4512 2506 x
+4008 2506 l
+3862 2506 3785 2517 x
+3709 2530 3618 2621 x
+3528 2712 3528 2882 x
+3528 3240 3996 3240 x
+5388 3240 l
+5868 3240 5868 2882 x
+5868 2712 5785 2621 x
+5704 2530 5618 2517 x
+5531 2506 5364 2506 x
+5364 491 l
+5364 334 5349 252 x
+5334 169 5241 84 x
+5148 0 4955 0 x
+4763 0 4660 83 x
+4559 167 4547 247 x
+4536 328 4536 496 x
+3984 -144 3111 -144 x
+2021 -144 1226 955 x
+432 2054 432 3676 x
+6336 fwd_x
+end_ol
+ } def
+/gBA { start_ol
+2376 762 m
+2376 1053 2589 1283 x
+2804 1514 3133 1514 x
+3432 1514 3655 1294 x
+3879 1076 3879 762 x
+3879 473 3667 236 x
+3456 0 3133 0 x
+2833 0 2604 225 x
+2376 450 2376 762 x
+2376 4432 m
+2376 4722 2589 4953 x
+2804 5184 3133 5184 x
+3432 5184 3655 4964 x
+3879 4746 3879 4432 x
+3879 4143 3667 3906 x
+3456 3669 3133 3669 x
+2833 3669 2604 3894 x
+2376 4119 2376 4432 x
+6336 fwd_x
+end_ol
+ } def
+/hBA { start_ol
+288 357 m
+288 527 380 618 x
+472 709 550 721 x
+627 733 776 733 x
+1080 733 l
+1080 6610 l
+780 6610 l
+299 6610 299 6973 x
+299 7144 389 7232 x
+480 7320 555 7331 x
+632 7344 778 7344 x
+2203 7344 l
+2350 7344 2425 7331 x
+2502 7320 2592 7232 x
+2683 7144 2683 6973 x
+2683 6616 2208 6610 x
+1908 6610 l
+1908 4189 l
+4392 4189 l
+4392 6610 l
+4087 6610 l
+3939 6610 3863 6621 x
+3787 6634 3699 6725 x
+3611 6816 3611 6986 x
+3611 7344 4084 7344 x
+5510 7344 l
+5656 7344 5731 7331 x
+5808 7320 5898 7232 x
+5989 7144 5989 6973 x
+5989 6616 5514 6610 x
+5220 6610 l
+5220 733 l
+5514 733 l
+5659 733 5735 721 x
+5810 709 5899 618 x
+5989 527 5989 357 x
+5989 0 5508 0 x
+4075 0 l
+3928 0 3852 11 x
+3776 23 3687 114 x
+3600 205 3600 370 x
+3600 727 4082 733 x
+4392 733 l
+4392 3456 l
+1908 3456 l
+1908 733 l
+2208 733 l
+2353 733 2428 721 x
+2504 709 2593 618 x
+2683 527 2683 357 x
+2683 0 2201 0 x
+769 0 l
+288 0 288 357 x
+6336 fwd_x
+end_ol
+ } def
+/iBA { start_ol
+4104 2210 m
+4104 0 l
+3456 0 l
+3456 2197 l
+3456 2718 3236 2979 x
+3017 3240 2577 3240 x
+2048 3240 1743 2926 x
+1440 2613 1440 2074 x
+1440 0 l
+720 0 l
+720 3672 l
+1440 3672 l
+1440 3102 l
+1670 3431 1987 3587 x
+2305 3744 2721 3744 x
+3402 3744 3753 3352 x
+4104 2962 4104 2210 x
+4824 fwd_x
+end_ol
+ } def
+/jBA { start_ol
+804 2423 m
+5542 2423 l
+5542 1865 l
+804 1865 l
+804 2423 l
+6336 fwd_x
+end_ol
+ } def
+/kBA { start_ol
+936 792 m
+2160 792 l
+2160 4392 l
+864 4176 l
+864 4824 l
+2217 5040 l
+3024 5040 l
+3024 792 l
+4248 792 l
+4248 144 l
+936 144 l
+936 792 l
+4824 fwd_x
+end_ol
+ } def
+/lBA { start_ol
+648 340 m
+648 1904 l
+648 2061 662 2140 x
+678 2221 783 2305 x
+888 2389 1092 2389 x
+1282 2389 1383 2317 x
+1485 2246 1497 2176 x
+1509 2108 1522 1976 x
+1555 1283 2074 956 x
+2615 595 3456 589 x
+4118 589 4506 1002 x
+4896 1415 4896 1933 x
+4896 3007 3558 3296 x
+2971 3413 2178 3616 x
+1468 3822 1057 4352 x
+648 4882 648 5512 x
+648 6306 1283 6897 x
+1919 7488 2891 7488 x
+3888 7488 4536 6924 x
+4595 7141 4635 7234 x
+4674 7329 4764 7408 x
+4854 7488 4992 7488 x
+5364 7488 5364 7002 x
+5364 5440 l
+5364 5284 5351 5199 x
+5339 5116 5232 5035 x
+5126 4954 4932 4954 x
+4566 4954 4512 5281 x
+4477 5483 4449 5589 x
+4421 5695 4303 5949 x
+4186 6202 4030 6348 x
+3876 6495 3573 6625 x
+3269 6754 2880 6754 x
+2272 6754 1874 6400 x
+1476 6045 1476 5565 x
+1476 5155 1733 4856 x
+1991 4558 2369 4441 x
+3343 4226 l
+4126 4043 4452 3910 x
+4779 3777 5132 3441 x
+5718 2814 5724 2000 x
+5724 1155 5085 505 x
+4446 -144 3435 -144 x
+2215 -144 1498 414 x
+1413 102 1317 -20 x
+1221 -144 1031 -144 x
+648 -144 648 340 x
+6336 fwd_x
+end_ol
+ } def
+/mBA { start_ol
+1008 370 m
+1008 727 1483 733 x
+2736 733 l
+2736 6610 l
+1483 6610 l
+1008 6610 1008 6986 x
+1008 7344 1487 7344 x
+4812 7344 l
+5292 7344 5292 6973 x
+5292 6616 4816 6610 x
+3564 6610 l
+3564 733 l
+4816 733 l
+5292 733 5292 357 x
+5292 0 4812 0 x
+1487 0 l
+1008 0 1008 370 x
+6336 fwd_x
+end_ol
+ } def
+/nBA { start_ol
+936 4680 m
+2160 4680 l
+2160 8280 l
+864 8064 l
+864 8712 l
+2217 8928 l
+3024 8928 l
+3024 4680 l
+4248 4680 l
+4248 4032 l
+936 4032 l
+936 4680 l
+8389 720 m
+10872 720 l
+10872 72 l
+7416 72 l
+7416 697 l
+7610 878 7970 1204 x
+9936 2985 9936 3533 x
+9936 3919 9634 4155 x
+9333 4392 8841 4392 x
+8539 4392 8186 4284 x
+7833 4176 7416 3960 x
+7416 4680 l
+7870 4860 8262 4950 x
+8654 5040 8991 5040 x
+9846 5040 10359 4653 x
+10872 4267 10872 3634 x
+10872 2821 8905 1158 x
+8573 877 8389 720 x
+8060 8928 m
+9000 8928 l
+3531 -144 l
+2592 -144 l
+8060 8928 l
+11664 fwd_x
+end_ol
+ } def
+/oBA { start_ol
+288 370 m
+288 727 742 733 x
+1296 733 l
+1296 6610 l
+742 6610 l
+604 6610 532 6621 x
+460 6634 373 6725 x
+288 6816 288 6986 x
+288 7344 752 7344 x
+1506 7344 l
+1795 7344 1883 7243 x
+1971 7144 1971 6851 x
+1971 2617 l
+3920 4450 l
+3474 4450 l
+2992 4450 2992 4808 x
+2992 4978 3083 5069 x
+3174 5160 3251 5171 x
+3327 5184 3474 5184 x
+5323 5184 l
+5817 5184 5817 4808 x
+5817 4450 5323 4450 x
+4907 4450 l
+3427 3064 l
+5217 733 l
+5587 733 l
+6081 733 6081 357 x
+6081 0 5587 0 x
+4172 0 l
+3691 0 3691 357 x
+3691 540 3782 624 x
+3873 709 3984 721 x
+4097 733 4367 733 x
+2934 2595 l
+1971 1708 l
+1971 733 l
+2524 733 l
+2662 733 2737 721 x
+2812 709 2895 618 x
+2979 527 2979 357 x
+2979 0 2518 0 x
+748 0 l
+608 0 535 11 x
+462 23 374 111 x
+288 199 288 370 x
+6336 fwd_x
+end_ol
+ } def
+/pBA { start_ol
+322 357 m
+322 598 528 709 x
+598 733 1045 733 x
+2500 7033 l
+2548 7249 2644 7350 x
+2741 7453 2838 7470 x
+2935 7488 3150 7488 x
+3364 7488 3467 7470 x
+3569 7453 3660 7345 x
+3751 7237 3799 7022 x
+5252 733 l
+5698 733 5769 698 x
+5974 616 5974 357 x
+5974 0 5457 0 x
+4233 0 l
+4074 0 3992 11 x
+3910 23 3819 108 x
+3728 193 3728 357 x
+3728 540 3819 624 x
+3910 709 4024 721 x
+4138 733 4403 733 x
+4127 2002 l
+2169 2002 l
+1893 733 l
+2157 733 2271 721 x
+2386 709 2473 624 x
+2562 540 2562 357 x
+2562 187 2473 105 x
+2386 23 2300 11 x
+2216 0 2057 0 x
+839 0 l
+322 0 322 357 x
+2328 2736 m
+3967 2736 l
+3150 6512 l
+2328 2736 l
+6336 fwd_x
+end_ol
+ } def
+/qBA { start_ol
+2016 1604 m
+2016 4795 l
+2016 5256 2426 5256 x
+2850 5256 2844 4860 x
+2844 1608 l
+2844 661 3189 661 x
+3393 661 3456 959 x
+3456 972 3467 1038 x
+3479 1105 3497 1146 x
+3515 1188 3550 1249 x
+3586 1311 3666 1346 x
+3747 1381 3861 1381 x
+3884 1381 l
+4290 1381 4284 1035 x
+4284 609 3978 268 x
+3672 -72 3199 -72 x
+2691 -72 2353 361 x
+2016 795 2016 1604 x
+6336 fwd_x
+end_ol
+ } def
+/rBA { start_ol
+432 2484 m
+432 2749 542 2909 x
+3247 7233 l
+3352 7417 3435 7452 x
+3520 7488 3746 7488 x
+4075 7488 l
+4371 7488 4467 7390 x
+4563 7293 4563 6991 x
+4563 2736 l
+5467 2736 l
+5609 2736 5682 2723 x
+5755 2712 5843 2621 x
+5931 2530 5931 2365 x
+5931 2008 5467 2002 x
+4563 2002 l
+4563 733 l
+5306 733 l
+5452 733 5529 721 x
+5605 709 5695 618 x
+5787 527 5787 357 x
+5787 0 5306 0 x
+3142 0 l
+2660 0 2666 357 x
+2666 527 2754 618 x
+2842 709 2921 721 x
+3001 733 3142 733 x
+3888 733 l
+3888 2002 l
+905 2002 l
+623 2002 527 2099 x
+432 2196 432 2484 x
+1221 2736 m
+3888 2736 l
+3888 6957 l
+1221 2736 l
+6336 fwd_x
+end_ol
+ } def
+/sBA { start_ol
+370 4513 m
+370 4739 702 4932 x
+1033 5125 1586 5125 x
+5380 5125 l
+5815 5125 5785 4761 x
+5809 4397 5392 4392 x
+4500 4392 l
+4500 2544 l
+4511 2237 4516 2106 x
+4523 1975 4540 1725 x
+4558 1476 4596 1362 x
+4635 1249 4693 1101 x
+4752 954 4843 880 x
+4934 808 5063 785 x
+5180 1066 5463 1066 x
+5873 1066 5868 697 x
+5868 403 5653 165 x
+5439 -72 5098 -72 x
+4397 -72 4028 587 x
+3672 1229 3672 2884 x
+3672 4392 l
+2484 4392 l
+2484 505 l
+2484 310 2460 217 x
+2376 -72 2066 -72 x
+1758 -72 1674 217 x
+1661 263 1656 505 x
+1656 4392 l
+1321 4392 1092 4284 x
+864 4176 793 4176 x
+610 4176 490 4279 x
+370 4383 370 4513 x
+6336 fwd_x
+end_ol
+ } def
+/tBA { start_ol
+1550 6899 m
+1550 7164 1711 7308 x
+1873 7452 2090 7452 x
+2296 7452 2457 7308 x
+2619 7164 2619 6899 x
+2477 4411 l
+2442 4011 2236 3953 x
+2178 3929 2090 3929 x
+1755 3929 1708 4376 x
+1685 4721 1647 5352 x
+1608 5983 1579 6423 x
+1550 6864 1550 6899 x
+3672 6946 m
+3672 7152 3827 7302 x
+3983 7452 4212 7452 x
+4394 7452 4567 7319 x
+4740 7187 4740 6899 x
+4740 6864 4711 6430 x
+4682 5996 4644 5376 x
+4605 4757 4582 4411 x
+4570 4263 4558 4192 x
+4547 4123 4456 4026 x
+4365 3929 4200 3929 x
+3830 3929 3825 4376 x
+3789 4939 3747 5600 x
+3706 6260 3688 6574 x
+3672 6888 3672 6946 x
+6336 fwd_x
+end_ol
+ } def
+/uBA { start_ol
+804 6311 m
+5542 6311 l
+5542 5753 l
+804 5753 l
+804 6311 l
+6336 fwd_x
+end_ol
+ } def
+/vBA { start_ol
+936 4680 m
+2160 4680 l
+2160 8280 l
+864 8064 l
+864 8712 l
+2217 8928 l
+3024 8928 l
+3024 4680 l
+4248 4680 l
+4248 4032 l
+936 4032 l
+936 4680 l
+4824 fwd_x
+end_ol
+ } def
+/wBA { start_ol
+1373 586 m
+1373 -1369 l
+687 -1369 l
+687 3714 l
+1373 3714 l
+1373 3157 l
+1585 3486 1913 3645 x
+2243 3803 2694 3803 x
+3452 3803 3921 3274 x
+4392 2740 4392 1870 x
+4392 1002 3921 468 x
+3452 -59 2694 -59 x
+2243 -59 1913 97 x
+1585 256 1373 586 x
+3381 826 m
+3686 1202 3686 1872 x
+3686 2541 3381 2917 x
+3070 3298 2530 3298 x
+1990 3298 1679 2917 x
+1373 2541 1373 1872 x
+1373 1202 1679 826 x
+1990 444 2530 444 x
+3070 444 3381 826 x
+5184 fwd_x
+end_ol
+ } def
+/xBA { start_ol
+4104 6098 m
+4104 3888 l
+3456 3888 l
+3456 6085 l
+3456 6606 3236 6867 x
+3017 7128 2577 7128 x
+2048 7128 1743 6814 x
+1440 6501 1440 5962 x
+1440 3888 l
+720 3888 l
+720 7560 l
+1440 7560 l
+1440 6990 l
+1670 7319 1987 7475 x
+2305 7632 2721 7632 x
+3402 7632 3753 7240 x
+4104 6850 4104 6098 x
+4824 fwd_x
+end_ol
+ } def
+end end
+%%EndPrologue
+%%EndPrologue
+%%Page: 1 1
+paps_bop
+(+   36000  807000AAABAACAA+   65088  807000EAAFAAGAA+   94176  807000HAAIAA+  115992  807000HAAJAAKAAIAALAAKAAJAAMAA+  181440  807000HAANAAOAAPAA)paps_exec
+(*  232052EAAGAAQAARAA+  268412  807000SAATAAUAAVAAFAAQAA+  319316  807000WAA+  333860  807000XAAAAA+  355676  807000PAA)paps_exec
+(*  515368YAAZAAaAABAA+  551728  807000OAA)paps_exec
+36 797.000000 moveto 559 797.000000 lineto 0 setlinewidth stroke
+(+   36000  775880bAAcAAdAAeAAfAAgAAhAA+   86688  775880jAA)paps_exec
+(+   36000  761912kAAkAAkAAkAAkAAkAAkAAkAAkAAkAAkAAkAAkAAkAAkAAkAAkAAkAAkAAkAAkAAkAAkAAkAAkAAkAAkAAkAAkAAkAAkAAkAAkAAkAAkAAkAAkAAkAAkAAkAAkAAkAAkAAkAAkAAkAAkAAkAAkAAkAAkAAkAAkAAkAAkAAkAAkAAkAAkAAkAAkAAkAAkAAkAAkAAkAAkAAkAAkAAkAAkAA)paps_exec
+(+   36000  745928lAAmAA+   55008  745928nAAoAAgAA+   80352  745928pAAlAAqAAgAA+  112032  745928rAAsAAtAAuAAvAAwAAdAAtAA+  169056  745928xAAyAAzAAmAA+  200736  745928ABA+  213408  745928zAABBA+  228744  745928gAADBAEBAyAAFBAzAAGBAHBAIBAmAA+  296928  745928JBAyAAzAAGBAmAAKBA+  339768  745928LBAoAAdAAsAAfAAMBA+  384120  745928LBAlAAvAAwAALBArAANBA+  434808  745928vAAoAAgAA+  460152  745928eAAdAAsAAtAAMBAlAAcAANBA)paps_exec
+(+   36000  730808uAAdAAtAAMBAwAAvAAwAAdAAtAA+   99360  730808rAAdAAcAA+  124704  730808gAAwAAvAAoAAgAAcAA+  169056  730808gAAqAAgAAtAA+  200736  730808dAAcAA+  219744  730808dAAMBAMBA+  245088  730808rAAsAAuAAvAAwAAdAAtAALBA+  302112  730808dAArAA+  321120  730808zAA+  333792  730808pAAwAAvAAoAA+  365472  730808EBAABAPBA+  390816  730808dAAcAA+  409824  730808EBAABAjAAKBA+  441504  730808cAAgAALBAEBAgAAuAAvAAwAAqAAgAAfAANBAKBA+  530208  730808rAAdAAcAA)paps_exec
+(+   36000  715688lAAtAANBA+   61344  715688rAAsAAtAAuAAvAAwAAdAAtAA+  118368  715688JBAyAAsAAmAAQBA)paps_exec
+()paps_exec
+(+   61344  685448RBAgAAuAAlAAfAAfAA+  105696  685448zAA+  118368  685448ABA+  131040  685448SBAyAAhAATBAHBAUBAmAA+  181728  685448DBAQBA)paps_exec
+()paps_exec
+(+   61344  655208MBAzAA+   80352  655208ABA+   93024  655208SBAyAAhAATBAHBAUBAmAA+  143712  655208MBADBA+  162720  655208ABA+  175392  655208VBA+  188064  655208MBADBAQBA)paps_exec
+()paps_exec
+(+   61344  624104xAAyAAzAAmAA+   93024  624104ABA+  105696  624104zAABBA+  121032  624104gAADBAEBAyAAFBAzAAGBAHBAIBAmAA+  189216  624104JBAyAAzAAGBAmAAQBA)paps_exec
+()paps_exec
+(+   61344  593000xAAWBAyAAzAAmAA+   99360  593000ABA+  112032  593000MBAHBAMBAzAA+  143712  593000yAAzAABBA+  165384  593000gAADBAEBAyAAFBAzAAGBAHBAIBAmAA+  233568  593000JBAyAAzAAGBAmAAmAA)paps_exec
+(+   99360  577016ABA+  118368  577016yAAMBAHBAMBAzAA+  156384  577016zAABBAmAA+  180576  577016gAADBAEBAyAAFBAzAAGBAHBAIBAmAA+  248760  577016JBAyAAzAAGBAmAA)paps_exec
+(+  112032  561032XBA+  124704  561032zAABBA+  140040  561032yAAMBAHBAMBAzAA+  178056  561032gAADBAEBAyAAFBAzAAGBAHBAIBAmAAmAA+  252576  561032JBAyAAzAAGBAmAA)paps_exec
+(+  112032  545048XBA+  124704  545048zAABBA+  140040  545048gAADBAEBAyAAFBAzAAGBAHBAIBAmAA+  208224  545048yAAMBAHBAMBAzAA+  246240  545048JBAyAAzAAGBAmAAmAAQBA)paps_exec
+()paps_exec
+(+   61344  514808YBAdAAcAA+   86688  514808lAAtAA+  105696  514808gAAqAAgAAtAA+  137376  514808LBAvAAlAAvAAgAAKBA+  181728  514808xAAWBAyAAPBAmAA+  219744  514808ABA+  232416  514808PBA+  245088  514808lAAtAAMBA+  270432  514808EBAABAPBAKBA+  302112  514808LBAdAA)paps_exec
+()paps_exec
+(+   61344  483704xAAWBAyAAzAAmAA+   99360  483704ABA+  112032  483704yAAMBAHBAMBAzAA+  150048  483704jAAmAA+  169056  483704gAADBAEBAyAAFBAzAAGBAHBAIBAmAA+  237240  483704JBAyAAzAAGBAmAA)paps_exec
+(+  112032  467720XBA+  124704  467720jAA+  137376  467720MBAHBAMBAzAA+  169056  467720gAADBAEBAyAAFBAzAAGBAHBAIBAmAA+  237240  467720JBAyAAzAAGBAmAA)paps_exec
+(+  112032  451736XBA+  124704  451736jAA+  137376  451736gAADBAEBAyAAFBAzAAGBAHBAIBAmAA+  205560  451736MBAHBAMBAzAA+  237240  451736JBAyAAzAAGBAmAAQBA)paps_exec
+()paps_exec
+(+   61344  420632xAAWBAyAAzAAmAA+   99360  420632ABA+  112032  420632FBA+  124704  420632zAA+  137376  420632gAADBAEBAyAAFBAzAAGBAHBAIBAmAA+  205560  420632JBAyAAzAAGBAmAA)paps_exec
+(+  112032  404648XBA+  124704  404648gAADBAEBAyAAFBAzAAGBAHBAIBAmAA+  192888  404648JBAWBAyAAzAAGBAmAAQBA)paps_exec
+()paps_exec
+(+   61344  374408xAAWBAyAAPBAmAA+   99360  374408ABA+  112032  374408JBAWBAyAAPBAmAAQBA)paps_exec
+()paps_exec
+(+   61344  344168nAAoAAwAALBA+   93024  344168hAAsAALBAvAA+  124704  344168eAAgAA+  143712  344168pAAcAAdAAtAAZBAKBA+  188064  344168LBAdAAhAAgAAoAAdAApAAQBAQBAQBA+  257760  344168wAAtAA+  276768  344168vAAoAAwAALBA+  308448  344168uAAlAALBAgAA+  340128  344168vAAoAAgAA+  365472  344168eAAdAAsAAtAAMBAlAAcAANBA+  422496  344168uAAdAAtAAMBAwAAvAAwAAdAAtAA+  485856  344168dAAtAAfAANBA)paps_exec
+(+   36000  329048lAAEBAEBAfAAwAAgAALBA+   86688  329048wAArAA+  105696  329048JBAWBAyAAPBAmAA+  143712  329048ABA+  156384  329048PBAQBA)paps_exec
+()paps_exec
+(+   51264  299960aBA)paps_exec
+()paps_exec
+(+   61344  269720YBAdAAcAA+   86688  269720lAAtAA+  105696  269720dAAMBAMBA+  131040  269720LBAvAAlAAvAAgAAKBA+  175392  269720xAAyAAPBAmAA+  207072  269720ABA+  219744  269720PBA+  232416  269720lAAtAAMBA+  257760  269720EBAABAjAAKBA+  289440  269720LBAdAA)paps_exec
+()paps_exec
+(+   61344  238616xAAyAAPBAmAA+   93024  238616ABA+  105696  238616PBABBA+  121032  238616bBA+  133704  238616QBAQBAQBA+  159048  238616ABA+  171720  238616PBAQBA+  190728  238616nAAoAAwAALBA+  222408  238616wAALBA+  241416  238616vAAcAAwAAqAAwAAlAAfAAQBA)paps_exec
+()paps_exec
+(+   51264  209528aBA)paps_exec
+()paps_exec
+()paps_exec
+(+   36000  164168eAAmAA+   55008  164168cBAdBAsAAlAAvAAwAAdAAtAA+  112032  164168IBAQBAeBAIBA+  143712  164168rAAcAAdAAhAA+  175392  164168fBAcAAwAArAArAAwAAvAAoAALBAgBA)paps_exec
+()paps_exec
+(+   61344  133064MBAhBAiBAHBAMBAzAA+  104184  133064ABA+  116856  133064IBAtAAhBAiBAjBAkBAyAAzAAmAAQBA)paps_exec
+()paps_exec
+(+   36000  102824lBAsAAeAALBAvAAwAAvAAsAAvAAwAAtAAZBA+  118368  102824vAAoAAgAA+  143712  102824LBAvAAlAAvAAgAA+  181728  102824xAAyAAzAAmAAKBA+  219744  102824mBA+  232416  102824uAAlAAtAA+  257760  102824dAAeAAvAAlAAwAAtAA+  302112  102824vAAoAAgAA+  327456  102824lAALBALBAdAAuAAwAAlAAvAAgAAMBA+  397152  102824JBAlAAZBAsAAgAAcAAcAAgAA+  454176  102824MBAwAArAArAAgAAcAAgAAtAAvAAwAAlAAfAA)paps_exec
+(+   36000   87704gAAdBAsAAlAAvAAwAAdAAtAA)paps_exec
+()paps_exec
+(+   61344   56600sAAJBAWBAWBA+   93024   56600XBA+  105696   56600yAAEBA+  124704   56600FBA+  137376   56600nBA+  152856   56600XBA+  165528   56600jAA+  178200   56600FBA+  190872   56600sAAmAAJBAWBA+  222552   56600XBA+  235224   56600oBAJBA+  254232   56600ABA+  266904   56600PBAKBA+  285912   56600pAAwAAvAAoAA+  317592   56600sAA+  330264   56600ABA+  342936   56600zAAGBAQBA)paps_exec
+()paps_exec
+paps_eop
+showpage
+%%Page: 2 2
+paps_bop
+(+   36000  807000AAABAACAA+   65088  807000EAAFAAGAA+   94176  807000HAAIAA+  115992  807000HAAJAAKAAIAALAAKAAJAAMAA+  181440  807000HAANAAOAAPAA)paps_exec
+(*  232052EAAGAAQAARAA+  268412  807000SAATAAUAAVAAFAAQAA+  319316  807000WAA+  333860  807000XAAAAA+  355676  807000PAA)paps_exec
+(*  515368YAAZAAaAABAA+  551728  807000HAA)paps_exec
+36 797.000000 moveto 559 797.000000 lineto 0 setlinewidth stroke
+(+   36000  775880pBA+   48672  775880eAAgAAvAAvAAgAAcAA+   93024  775880lAAtAAMBA+  118368  775880gAAdBAsAAwAAqAAlAAfAAgAAtAAvAA+  188064  775880LBAsAAeAALBAvAAwAAvAAsAAvAAwAAdAAtAA+  270432  775880sAALBAgAALBA)paps_exec
+(+   61344  759896xAAyAADBAKBAvAAmAA+  105696  759896ABA+  118368  759896pBA+  131040  759896gAADBAEBAyAAqBAyAAoBADBA+  188064  759896FBA+  200736  759896yAAUBAoBAGBAHBAIBAhAAmAAvAAmAAmAAQBA)paps_exec
+()paps_exec
+(+   61344  728792oAA+   74016  728792ABA+   86688  728792zAABBA+  102024  728792JBAyAAzAAGBAmAAQBA)paps_exec
+()paps_exec
+(+   61344  697688sAA+   74016  697688ABA+   86688  697688zAAGBAQBA)paps_exec
+()paps_exec
+(+   61344  666584zAABBA+   80496  666584ABA+   93168  666584zAAGBA)paps_exec
+()paps_exec
+(+   61344  635480oAA+   74016  635480ABA+   86688  635480zAABBA+  102024  635480JBAyAAzAAGBAmAA)paps_exec
+()paps_exec
+(+   61344  604376xAAyAADBAKBAvAAmAA+  105696  604376ABA+  118368  604376pBA+  131040  604376gAADBAEBAyAA+  162720  604376qBAyAAoBADBA+  194400  604376FBA+  207072  604376oBAGBAHBArBAsBAhAA+  249912  604376zAABBA+  265248  604376JBAyAAzAAGBAmAA+  301752  604376vAAmAA+  320760  604376mAA)paps_exec
+(+  105696  588392ABA+  118368  588392pBA+  131040  588392gAADBAEBAyAA+  162720  588392qBAyAAoBADBA+  194400  588392FBA+  207072  588392oBAGBAHBArBAsBAhAA+  249912  588392zAABBA+  265248  588392JBAyAAsAAmAA+  296928  588392vAAmAA+  315936  588392mAAQBA)paps_exec
+()paps_exec
+(+   61344  558152nAAoAAwAALBAQBAQBAQBA+  112032  558152wAALBA+  131040  558152EBAcAAdAAeAAlAAeAAfAANBA+  188064  558152tAAdAAvAA+  213408  558152vAAoAAgAA+  238752  558152tBAoAAtBA+  264096  558152NBAdAAsAA+  289440  558152hAAgAAlAAtAAvAAQBA)paps_exec
+()paps_exec
+(+   61344  527048oAA+   74016  527048ABA+   86688  527048zAABBA+  102024  527048JBAyAAzAAGBAmAAQBA)paps_exec
+()paps_exec
+(+   61344  495944MBAhBAiBAHBAMBAzAA+  104184  495944ABA+  116856  495944IBAtAAhBAiBAjBAkBAyAAzAAmAAQBA)paps_exec
+()paps_exec
+(+   61344  464840oAAWBAyAAzAAmAA+   99360  464840ABA+  112032  464840MBAoAAHBAMBAzAA+  150048  464840ABA+  162720  464840EBAzAABBAuBAvBA+  195552  464840JBAyAAzAAGBAmAA+  232056  464840XBA+  244728  464840zAABBA+  260064  464840JBAWBAyAAzAAGBAmAAQBA)paps_exec
+()paps_exec
+(+   61344  433736oAAWBAWBAyAAzAAmAA+  105696  433736ABA+  118368  433736EBAzAABBAuBAvBA+  151200  433736JBAyAAzAAGBAmAA+  187704  433736XBA+  200376  433736zAABBA+  215712  433736JBAWBAyAAzAAGBAmAA+  258552  433736ABA+  271224  433736EBAyAAEBAFBAjAAmAAzAABBAuBAGBA+  335736  433736JBAyAAzAAGBAmAA+  372240  433736XBA+  384912  433736EBAzAABBAuBAvBA+  417744  433736JBAWBAyAAzAAGBAmAA+  460584  433736XBA+  473256  433736EBAzAABBAuBAvBA+  506088  433736JBAWBAyAAzAAGBAmAA)paps_exec
+(+   36000  417752XBA+   48672  417752zAABBA+   64008  417752JBAWBAWBAyAAzAAGBAmAAQBA)paps_exec
+()paps_exec
+(+   61344  386648EBAyAAEBAFBAjAAmAAzAABBAuBAGBA+  125856  386648JBAyAAzAAGBAmAA+  162360  386648XBA+  175032  386648EBAzAABBAuBAvBA+  207864  386648JBAWBAyAAzAAGBAmAA+  250704  386648XBA+  263376  386648EBAzAABBAuBAvBA+  296208  386648JBAWBAyAAzAAGBAmAA+  339048  386648XBA+  351720  386648zAABBA+  367056  386648JBAWBAWBAyAAzAAGBAmAAQBA)paps_exec
+()paps_exec
+(+   61344  355544hBAiBA+   76320  355544wAAtAA+   95328  355544fBAcAAwAArAArAAwAAvAAoAALBA+  158688  355544hAAlAAEBALBA+  190368  355544vAAdAA+  209376  355544oAAwBA+  224712  355544wAAtAA+  243720  355544vAAoAAgAA+  269064  355544EBAcAAdAAeAAfAAgAAhAA+  319752  355544LBAoAAgAAgAAvAAKBA+  364104  355544mBAWBAfAAfAA+  395784  355544lAALBALBAsAAhAAgAAQBA)paps_exec
+()paps_exec
+(+   61344  324440hBAiBA+   76320  324440ABA+   88992  324440zAAxBAQBA)paps_exec
+()paps_exec
+()paps_exec
+paps_eop
+showpage
+%%Pages: 2
+%%Trailer
+%%EOF
diff --git a/journal/R03 b/journal/R03
index 33b0d66..6266dbe 100644
--- a/journal/R03
+++ b/journal/R03
@@ -11,7 +11,7 @@ covered:
     Correspondence Principle
 
 
-This seems to be primarily historical motivation.
+This seems to be primarily historical motivation. 
 
 The correspondence principle, I'm not sure I've ever attempted to compute for even a simple system. Hmm... I see the note here 
 "What is the Correspondence principle? Derive the quantum condition from it." I don't know what is meant by the "quantum condition". I guess just that the states of a system are quantized. I have no clue how I would show that using the correspondence principle. Should ask about this.
diff --git a/journal/R11 b/journal/R11
index ab1e3d8..12f28c5 100644
--- a/journal/R11
+++ b/journal/R11
@@ -1,9 +1,4 @@
 Ehrenfest Theorems
 
 
-<p> = m d/dt <x> and <-∂/∂x V> = d/dt <p>
-
-
-─────────────
-
-
+<p> = m d/dt <x> and <-∂/∂x V> = d/dt <p>
\ No newline at end of file
diff --git a/journal/chap2.motes b/journal/chap2.motes
index d2cf8d2..9729406 100644
--- a/journal/chap2.motes
+++ b/journal/chap2.motes
@@ -226,12 +226,6 @@ Regarding group and phase velocities,
 
     Here, ω represents the phase velocity, and ϕ is narrowly peaked about k₀.
 
-<<<<<<< HEAD
-*** dispersion notes: derive group velocity from 2 frequencies
-
-*** dispersion comes from curvature of ω(k)
-    
-=======
 A Taylor expansion helps elucidate the situation
 
     ω(k) = ω₀ + ω′₀(k-k₀)
@@ -247,4 +241,3 @@ At t=0, ψ(x,0) = 1/√(π) ∫[-∞,∞]ds ϕ(k₀ + s) exp(ι(kₒ+s)x),
 ψ(x,t) = 1/√(π) exp(ι(-ω₀ + kₒ ω′₀)t∫[-∞,∞]ds ϕ(k₀ + s) exp(ι(kₒ+s)x)
 
 
->>>>>>> 9d60318cfe5d81c018be9b1fdbf72e03e8733ea0
diff --git a/project/Group3_Documentation.pdf b/project/Group3_Documentation.pdf
new file mode 100644
index 0000000..9699747
Binary files /dev/null and b/project/Group3_Documentation.pdf differ
diff --git a/project/HydrogenAtomRadialFunctions.nb b/project/HydrogenAtomRadialFunctions.nb
new file mode 100644
index 0000000..1b68c68
--- /dev/null
+++ b/project/HydrogenAtomRadialFunctions.nb
@@ -0,0 +1,1770 @@
+(* Content-type: application/mathematica *)
+
+(*** Wolfram Notebook File ***)
+(* http://www.wolfram.com/nb *)
+
+(* CreatedBy='Mathematica 7.0' *)
+
+(*CacheID: 234*)
+(* Internal cache information:
+NotebookFileLineBreakTest
+NotebookFileLineBreakTest
+NotebookDataPosition[       145,          7]
+NotebookDataLength[     69857,       1761]
+NotebookOptionsPosition[     66295,       1652]
+NotebookOutlinePosition[     67902,       1703]
+CellTagsIndexPosition[     67574,       1691]
+WindowFrame->Normal*)
+
+(* Beginning of Notebook Content *)
+Notebook[{
+
+Cell[CellGroupData[{
+Cell["Hydrogen Atom Radial Functions", "DemoTitle",
+ CellChangeTimes->{
+  3.35696210375764*^9, {3.4715271465910597`*^9, 3.4715271538240757`*^9}, {
+   3.471532669979856*^9, 3.471532672252945*^9}}],
+
+Cell["", "InitializationSection"],
+
+Cell[CellGroupData[{
+
+Cell["", "ManipulateSection"],
+
+Cell[CellGroupData[{
+
+Cell[BoxData[
+ RowBox[{"Manipulate", "[", "\[IndentingNewLine]", 
+  RowBox[{
+   RowBox[{
+    RowBox[{"If", "[", 
+     RowBox[{
+      RowBox[{"L", "\[GreaterEqual]", "n"}], ",", 
+      RowBox[{"L", "=", 
+       RowBox[{"n", "-", "1"}]}]}], "]"}], ";", "\[IndentingNewLine]", 
+    RowBox[{"label", "=", 
+     RowBox[{"Which", "[", 
+      RowBox[{
+       RowBox[{"L", "\[Equal]", "0"}], ",", 
+       RowBox[{"Style", "[", 
+        RowBox[{"\"\<s\>\"", ",", "Italic"}], "]"}], ",", 
+       RowBox[{"L", "\[Equal]", "1"}], ",", 
+       RowBox[{"Style", "[", 
+        RowBox[{"\"\<p\>\"", ",", "Italic"}], "]"}], ",", 
+       RowBox[{"L", "\[Equal]", "2"}], ",", 
+       RowBox[{"Style", "[", 
+        RowBox[{"\"\<d\>\"", ",", "Italic"}], "]"}], ",", 
+       RowBox[{"L", "\[Equal]", "3"}], ",", 
+       RowBox[{"Style", "[", 
+        RowBox[{"\"\<f\>\"", ",", "Italic"}], "]"}]}], "]"}]}], ";", 
+    "\[IndentingNewLine]", 
+    RowBox[{"p1", "=", 
+     RowBox[{"Quiet", "[", 
+      RowBox[{"Plot", "[", 
+       RowBox[{
+        RowBox[{
+         RowBox[{"r", "^", "2"}], " ", 
+         RowBox[{
+          RowBox[{"R", "[", 
+           RowBox[{"n", ",", "L", ",", "r"}], "]"}], "^", "2"}]}], ",", 
+        RowBox[{"{", 
+         RowBox[{"r", ",", "0", ",", 
+          RowBox[{"rmax", "[", 
+           RowBox[{"[", "n", "]"}], "]"}]}], "}"}], ",", 
+        RowBox[{"PlotRange", "\[Rule]", 
+         RowBox[{"{", 
+          RowBox[{
+           RowBox[{"{", 
+            RowBox[{"0", ",", 
+             RowBox[{"rmax", "[", 
+              RowBox[{"[", "n", "]"}], "]"}]}], "}"}], ",", 
+           RowBox[{"{", 
+            RowBox[{"0", ",", 
+             RowBox[{"yrange", "[", 
+              RowBox[{"[", "n", "]"}], "]"}]}], "}"}]}], "}"}]}], ",", 
+        RowBox[{"Filling", "\[Rule]", "Axis"}], ",", 
+        RowBox[{"Ticks", "\[Rule]", 
+         RowBox[{"ticksmat", "[", 
+          RowBox[{"[", 
+           RowBox[{"n", ",", "1"}], "]"}], "]"}]}], ",", 
+        RowBox[{"TicksStyle", "\[Rule]", 
+         RowBox[{"Directive", "[", 
+          RowBox[{"16", ",", "Gray"}], "]"}]}], ",", 
+        RowBox[{"PlotStyle", "\[Rule]", "Thick"}], ",", 
+        RowBox[{"PlotLabel", "\[Rule]", 
+         RowBox[{"Style", "[", 
+          RowBox[{
+           RowBox[{"Row", "[", 
+            RowBox[{"{", 
+             RowBox[{
+              RowBox[{"NumberForm", "[", 
+               RowBox[{"n", ",", "1"}], "]"}], ",", "label"}], "}"}], "]"}], 
+           ",", "18", ",", 
+           RowBox[{"Darker", "[", "Blue", "]"}]}], "]"}]}], ",", 
+        RowBox[{"AxesLabel", "\[Rule]", "label1"}]}], "]"}], "]"}]}], ";", 
+    "\[IndentingNewLine]", 
+    RowBox[{"av", "=", 
+     RowBox[{"Graphics", "[", 
+      RowBox[{"{", 
+       RowBox[{"Thick", ",", "Dashed", ",", "Blue", ",", 
+        RowBox[{"Line", "[", 
+         RowBox[{"{", 
+          RowBox[{
+           RowBox[{"{", 
+            RowBox[{
+             RowBox[{"rav", "[", 
+              RowBox[{"n", ",", "L"}], "]"}], ",", "0"}], "}"}], ",", 
+           RowBox[{"{", 
+            RowBox[{
+             RowBox[{"rav", "[", 
+              RowBox[{"n", ",", "L"}], "]"}], ",", 
+             RowBox[{"yrange", "[", 
+              RowBox[{"[", "n", "]"}], "]"}]}], "}"}]}], "}"}], "]"}], ",", 
+        "\[IndentingNewLine]", 
+        RowBox[{"Text", "[", 
+         RowBox[{
+          RowBox[{"Style", "[", 
+           RowBox[{
+            RowBox[{"Row", "[", 
+             RowBox[{"{", 
+              RowBox[{"\"\<\[LeftAngleBracket]\>\"", ",", 
+               RowBox[{"Style", "[", 
+                RowBox[{"\"\<r\>\"", ",", "Italic"}], "]"}], ",", 
+               "\"\<\!\(\*SubscriptBox[\(\[RightAngleBracket]\), \(n, \\\ \
+l\)]\)\>\""}], "}"}], "]"}], ",", "18"}], "]"}], ",", 
+          RowBox[{"{", 
+           RowBox[{
+            RowBox[{"1.48", " ", 
+             RowBox[{"rav", "[", 
+              RowBox[{"n", ",", "L"}], "]"}]}], ",", " ", 
+            RowBox[{".8", " ", 
+             RowBox[{"yrange", "[", 
+              RowBox[{"[", "n", "]"}], "]"}]}]}], " ", "}"}]}], "]"}]}], 
+       "}"}], "]"}]}], ";", "\[IndentingNewLine]", "\[IndentingNewLine]", 
+    RowBox[{"Pane", "[", "\[IndentingNewLine]", 
+     RowBox[{
+      RowBox[{"If", "[", 
+       RowBox[{
+        RowBox[{"L", "<", "n"}], ",", 
+        RowBox[{"GraphicsRow", "[", 
+         RowBox[{
+          RowBox[{"{", 
+           RowBox[{
+            RowBox[{"Show", "[", 
+             RowBox[{"p1", ",", "av"}], "]"}], ",", "\[IndentingNewLine]", 
+            RowBox[{"Plot", "[", " ", 
+             RowBox[{
+              RowBox[{"R", "[", 
+               RowBox[{"n", ",", "L", ",", "r"}], "]"}], ",", 
+              RowBox[{"{", 
+               RowBox[{"r", ",", "0", ",", 
+                RowBox[{"rmax", "[", 
+                 RowBox[{"[", "n", "]"}], "]"}]}], "}"}], ",", 
+              RowBox[{"PlotRange", "\[Rule]", "All"}], ",", 
+              RowBox[{"Ticks", "\[Rule]", 
+               RowBox[{"ticksmat", "[", 
+                RowBox[{"[", 
+                 RowBox[{"n", ",", "2"}], "]"}], "]"}]}], ",", 
+              RowBox[{"TicksStyle", "\[Rule]", 
+               RowBox[{"Directive", "[", 
+                RowBox[{"16", ",", "Gray"}], "]"}]}], ",", 
+              RowBox[{"PlotStyle", "\[Rule]", "Thick"}], ",", 
+              RowBox[{"AxesLabel", "\[Rule]", "label2"}]}], "]"}]}], "}"}], 
+          ",", 
+          RowBox[{"ImageSize", "\[Rule]", 
+           RowBox[{"{", 
+            RowBox[{"600", ",", "300"}], "}"}]}]}], "]"}], ","}], 
+       "\[IndentingNewLine]", "\[IndentingNewLine]", "]"}], ",", 
+      "\[IndentingNewLine]", 
+      RowBox[{"ImageSize", "\[Rule]", 
+       RowBox[{"{", 
+        RowBox[{"600", ",", "300"}], "}"}]}]}], "\[IndentingNewLine]", 
+     "]"}]}], ",", "\[IndentingNewLine]", "\[IndentingNewLine]", 
+   RowBox[{"{", 
+    RowBox[{
+     RowBox[{"{", 
+      RowBox[{"n", ",", "1", ",", "\"\<quantum numbers  n\>\""}], "}"}], ",", 
+     RowBox[{"Range", "[", "4", "]"}]}], "}"}], ",", "\[IndentingNewLine]", 
+   RowBox[{"{", 
+    RowBox[{
+     RowBox[{"{", 
+      RowBox[{"L", ",", "0", ",", 
+       RowBox[{"Style", "[", 
+        RowBox[{"\"\<l\>\"", ",", "Italic"}], "]"}]}], "}"}], ",", 
+     RowBox[{"Range", "[", 
+      RowBox[{"0", ",", 
+       RowBox[{"n", "-", "1"}]}], "]"}]}], "}"}], ",", "\[IndentingNewLine]", 
+   "\[IndentingNewLine]", 
+   RowBox[{"ControlType", "\[Rule]", "SetterBar"}], ",", 
+   RowBox[{"TrackedSymbols", "\[RuleDelayed]", 
+    RowBox[{"{", 
+     RowBox[{"n", ",", "L"}], "}"}]}], ",", "\[IndentingNewLine]", 
+   "\[IndentingNewLine]", 
+   RowBox[{"Initialization", "\[RuleDelayed]", 
+    RowBox[{"(", 
+     RowBox[{
+      RowBox[{
+       RowBox[{"F", "[", 
+        RowBox[{"n_", ",", "L_", ",", "x_"}], "]"}], ":=", 
+       RowBox[{
+        SuperscriptBox["x", "L"], " ", 
+        SuperscriptBox["\[ExponentialE]", 
+         RowBox[{
+          RowBox[{"-", "x"}], "/", "2"}]], " ", 
+        RowBox[{"Factorial", "[", 
+         RowBox[{"n", "+", "L"}], "]"}], " ", 
+        RowBox[{"LaguerreL", "[", 
+         RowBox[{
+          RowBox[{"n", "-", "L", "-", "1"}], ",", 
+          RowBox[{
+           RowBox[{"2", " ", "L"}], "+", "1"}], ",", "x"}], "]"}]}]}], ";", 
+      "\n", 
+      RowBox[{
+       RowBox[{"R", "[", 
+        RowBox[{"n_", ",", "L_", ",", "r_"}], "]"}], ":=", 
+       RowBox[{
+        RowBox[{"a", "^", 
+         RowBox[{"(", 
+          RowBox[{
+           RowBox[{"-", "3"}], "/", "2"}], ")"}]}], " ", 
+        RowBox[{"2", "/", 
+         RowBox[{"(", 
+          RowBox[{"n", "^", "2"}], ")"}]}], " ", 
+        SqrtBox[
+         FractionBox[
+          RowBox[{"Factorial", "[", 
+           RowBox[{"n", "-", "1", "-", "L"}], "]"}], 
+          RowBox[{
+           RowBox[{"(", 
+            RowBox[{"Factorial", "[", 
+             RowBox[{"n", "+", "L"}], "]"}], ")"}], "^", "3"}]]], " ", 
+        RowBox[{"F", "[", 
+         RowBox[{"n", ",", "L", ",", 
+          RowBox[{"2", " ", 
+           RowBox[{"r", "/", 
+            RowBox[{"(", 
+             RowBox[{"n", " ", "a"}], ")"}]}]}]}], "]"}]}]}], ";", "\n", 
+      RowBox[{
+       RowBox[{"rav", "[", 
+        RowBox[{"np_", ",", "Lp_"}], "]"}], ":=", 
+       RowBox[{
+        RowBox[{"np", "^", "2"}], " ", 
+        RowBox[{"(", 
+         RowBox[{"1.", "+", 
+          RowBox[{"0.5", " ", 
+           RowBox[{"(", 
+            RowBox[{"1.", "-", 
+             RowBox[{"Lp", " ", 
+              RowBox[{
+               RowBox[{"(", 
+                RowBox[{"Lp", "+", "1."}], ")"}], "/", 
+               RowBox[{"(", 
+                RowBox[{"np", "^", "2"}], ")"}]}]}]}], ")"}]}]}], ")"}]}]}], 
+      ";", "\[IndentingNewLine]", "\[IndentingNewLine]", 
+      RowBox[{"a", "=", "1"}], ";", " ", 
+      RowBox[{"(*", 
+       RowBox[{
+       "plots", " ", "in", " ", "units", " ", "of", " ", "Bohr", " ", 
+        "radius"}], "*)"}], "\[IndentingNewLine]", 
+      RowBox[{"rmax", "=", 
+       RowBox[{"{", 
+        RowBox[{"5", ",", "15", ",", "30", ",", "50", ",", "70"}], "}"}]}], 
+      ";", 
+      RowBox[{"yrange", "=", 
+       RowBox[{"{", 
+        RowBox[{".55", ",", ".2", ",", ".12", ",", ".07"}], "}"}]}], ";", 
+      "\n", 
+      RowBox[{"ticksmat", "=", 
+       RowBox[{"ConstantArray", "[", 
+        RowBox[{"0.", ",", 
+         RowBox[{"{", 
+          RowBox[{"5", ",", "2"}], "}"}]}], "]"}]}], ";", "\n", 
+      RowBox[{
+       RowBox[{"ticksmat", "[", 
+        RowBox[{"[", 
+         RowBox[{"1", ",", "1"}], "]"}], "]"}], "=", 
+       RowBox[{"{", 
+        RowBox[{
+         RowBox[{"{", 
+          RowBox[{"0", ",", "2", ",", "4"}], "}"}], ",", 
+         RowBox[{"{", 
+          RowBox[{"0.25", ",", "0.5"}], "}"}]}], "}"}]}], ";", 
+      "\[IndentingNewLine]", 
+      RowBox[{
+       RowBox[{"ticksmat", "[", 
+        RowBox[{"[", 
+         RowBox[{"1", ",", "2"}], "]"}], "]"}], "=", 
+       RowBox[{"{", 
+        RowBox[{
+         RowBox[{"{", 
+          RowBox[{"0", ",", "2", ",", "4"}], "}"}], ",", "Automatic"}], 
+        "}"}]}], ";", "\[IndentingNewLine]", 
+      RowBox[{
+       RowBox[{"ticksmat", "[", 
+        RowBox[{"[", 
+         RowBox[{"2", ",", "1"}], "]"}], "]"}], "=", 
+       RowBox[{"{", 
+        RowBox[{
+         RowBox[{"{", 
+          RowBox[{"0", ",", "6", ",", "12"}], "}"}], ",", 
+         RowBox[{"{", 
+          RowBox[{".05", ",", ".15"}], "}"}]}], "}"}]}], ";", 
+      "\[IndentingNewLine]", 
+      RowBox[{
+       RowBox[{"ticksmat", "[", 
+        RowBox[{"[", 
+         RowBox[{"2", ",", "2"}], "]"}], "]"}], "=", 
+       RowBox[{"{", 
+        RowBox[{
+         RowBox[{"{", 
+          RowBox[{"0", ",", "6", ",", "12"}], "}"}], ",", "Automatic"}], 
+        "}"}]}], ";", "\[IndentingNewLine]", 
+      RowBox[{
+       RowBox[{"ticksmat", "[", 
+        RowBox[{"[", 
+         RowBox[{"3", ",", "1"}], "]"}], "]"}], "=", 
+       RowBox[{"{", 
+        RowBox[{
+         RowBox[{"{", 
+          RowBox[{"0", ",", "10", ",", "20"}], "}"}], ",", 
+         RowBox[{"{", 
+          RowBox[{".05", ",", ".1"}], "}"}]}], "}"}]}], ";", 
+      "\[IndentingNewLine]", 
+      RowBox[{
+       RowBox[{"ticksmat", "[", 
+        RowBox[{"[", 
+         RowBox[{"3", ",", "2"}], "]"}], "]"}], "=", 
+       RowBox[{"{", 
+        RowBox[{
+         RowBox[{"{", 
+          RowBox[{"0", ",", "10", ",", "20"}], "}"}], ",", "Automatic"}], 
+        "}"}]}], ";", "\[IndentingNewLine]", 
+      RowBox[{
+       RowBox[{"ticksmat", "[", 
+        RowBox[{"[", 
+         RowBox[{"4", ",", "1"}], "]"}], "]"}], "=", 
+       RowBox[{"{", 
+        RowBox[{
+         RowBox[{"{", 
+          RowBox[{"0", ",", "20", ",", "40"}], "}"}], ",", 
+         RowBox[{"{", 
+          RowBox[{".03", ",", ".06"}], "}"}]}], "}"}]}], ";", 
+      "\[IndentingNewLine]", 
+      RowBox[{
+       RowBox[{"ticksmat", "[", 
+        RowBox[{"[", 
+         RowBox[{"4", ",", "2"}], "]"}], "]"}], "=", 
+       RowBox[{"{", 
+        RowBox[{
+         RowBox[{"{", 
+          RowBox[{"0", ",", "20", ",", "40"}], "}"}], ",", "Automatic"}], 
+        "}"}]}], ";", "\[IndentingNewLine]", 
+      RowBox[{"label1", "=", 
+       RowBox[{"{", 
+        RowBox[{
+         RowBox[{"Text", "[", 
+          RowBox[{"Style", "[", 
+           RowBox[{
+            RowBox[{"Row", "[", 
+             RowBox[{"{", 
+              RowBox[{
+               RowBox[{"Style", "[", 
+                RowBox[{"\"\<r\>\"", ",", "Italic"}], "]"}], ",", 
+               "\"\< / \>\"", ",", 
+               SubscriptBox[
+                RowBox[{"Style", "[", 
+                 RowBox[{"\"\<a\>\"", ",", "Italic"}], "]"}], "0"]}], "}"}], 
+             "]"}], ",", "18"}], "]"}], "]"}], ",", "\[IndentingNewLine]", 
+         RowBox[{"Text", "[", 
+          RowBox[{"Style", "[", 
+           RowBox[{
+            RowBox[{"Row", "[", 
+             RowBox[{"{", 
+              RowBox[{
+               SuperscriptBox[
+                RowBox[{"Style", "[", 
+                 RowBox[{"\"\<r\>\"", ",", "Italic"}], "]"}], "2"], ",", 
+               "\"\< \>\"", ",", 
+               SubscriptBox[
+                RowBox[{"Style", "[", 
+                 RowBox[{"\"\<R\>\"", ",", "Italic"}], "]"}], 
+                RowBox[{"Row", "[", 
+                 RowBox[{"{", 
+                  RowBox[{
+                   RowBox[{"Style", "[", 
+                    RowBox[{"\"\<n\>\"", ",", "Italic"}], "]"}], ",", 
+                   "\"\<, \>\"", ",", 
+                   RowBox[{"Style", "[", 
+                    RowBox[{"\"\<l\>\"", ",", "Italic"}], "]"}]}], "}"}], 
+                 "]"}]], ",", "\"\<(\>\"", ",", 
+               RowBox[{"Style", "[", 
+                RowBox[{"\"\<r\>\"", ",", "Italic"}], "]"}], ",", 
+               SuperscriptBox["\"\<)\>\"", "2"]}], "}"}], "]"}], ",", "18"}], 
+           "]"}], "]"}]}], "}"}]}], ";", "\[IndentingNewLine]", 
+      RowBox[{"label2", "=", 
+       RowBox[{"{", 
+        RowBox[{
+         RowBox[{"Text", "[", 
+          RowBox[{"Style", "[", 
+           RowBox[{
+            RowBox[{"Row", "[", 
+             RowBox[{"{", 
+              RowBox[{
+               RowBox[{"Style", "[", 
+                RowBox[{"\"\<r\>\"", ",", "Italic"}], "]"}], ",", 
+               "\"\< / \>\"", ",", 
+               SubscriptBox[
+                RowBox[{"Style", "[", 
+                 RowBox[{"\"\<a\>\"", ",", "Italic"}], "]"}], "0"]}], "}"}], 
+             "]"}], ",", "18"}], "]"}], "]"}], ",", "\[IndentingNewLine]", 
+         RowBox[{"Text", "[", 
+          RowBox[{"Style", "[", 
+           RowBox[{
+            RowBox[{"Row", "[", 
+             RowBox[{"{", 
+              RowBox[{
+               SubscriptBox[
+                RowBox[{"Style", "[", 
+                 RowBox[{"\"\<R\>\"", ",", "Italic"}], "]"}], 
+                RowBox[{"Row", "[", 
+                 RowBox[{"{", 
+                  RowBox[{
+                   RowBox[{"Style", "[", 
+                    RowBox[{"\"\<n\>\"", ",", "Italic"}], "]"}], ",", 
+                   "\"\<, \>\"", ",", 
+                   RowBox[{"Style", "[", 
+                    RowBox[{"\"\<l\>\"", ",", "Italic"}], "]"}]}], "}"}], 
+                 "]"}]], ",", "\"\<(\>\"", ",", 
+               RowBox[{"Style", "[", 
+                RowBox[{"\"\<r\>\"", ",", "Italic"}], "]"}], ",", 
+               "\"\<)\>\""}], "}"}], "]"}], ",", "18"}], "]"}], "]"}]}], 
+        "}"}]}]}], ")"}]}]}], "]"}]], "Input",
+ CellChangeTimes->{
+  3.35696210375764*^9, 3.471526924617481*^9, {3.471527111398872*^9, 
+   3.471527117625607*^9}, {3.47152997856595*^9, 3.471529985005755*^9}, {
+   3.471530052340499*^9, 3.471530119298229*^9}, {3.471530171273527*^9, 
+   3.471530319950478*^9}, {3.471530353511845*^9, 3.4715306626950417`*^9}, {
+   3.471530982964464*^9, 3.4715309897443323`*^9}, {3.47153106789889*^9, 
+   3.471531223893441*^9}, {3.4715312672944736`*^9, 3.471531760485228*^9}, {
+   3.4715318628526773`*^9, 3.471531887180256*^9}, {3.471532039832296*^9, 
+   3.471532069033556*^9}, 3.471532119344625*^9, {3.471532197440914*^9, 
+   3.471532244134674*^9}, {3.4715322825387497`*^9, 3.471532300872241*^9}, {
+   3.4717882707032714`*^9, 3.471788349861041*^9}, {3.4717884060339947`*^9, 
+   3.4717885299426236`*^9}, {3.4717886036940393`*^9, 3.471788619163087*^9}, {
+   3.471789060952819*^9, 3.471789162689147*^9}, {3.4717898531867795`*^9, 
+   3.47178987196839*^9}, {3.4717899084690905`*^9, 3.4717899685483694`*^9}, {
+   3.4718141467571373`*^9, 3.471814147707396*^9}, {3.471814188629743*^9, 
+   3.4718141896591454`*^9}, 3.4718144248196363`*^9, 3.471814533902822*^9, {
+   3.471814571997334*^9, 3.4718146004058743`*^9}, {3.568654089867972*^9, 
+   3.5686540919203253`*^9}, 3.5686541519240837`*^9, {3.568654329129099*^9, 
+   3.56865433618979*^9}, 3.5686543787766027`*^9, {3.5695164939194813`*^9, 
+   3.569516518948078*^9}, {3.56951655408696*^9, 3.569516594057761*^9}, {
+   3.56951663065516*^9, 3.5695166383026333`*^9}, 3.569516675326889*^9, 
+   3.569516711227161*^9, {3.569516748126124*^9, 3.569516750128183*^9}, {
+   3.5695168153739853`*^9, 3.56951682823663*^9}, {3.5695168638294363`*^9, 
+   3.569516935710598*^9}, 3.569517588843873*^9, {3.569518651538414*^9, 
+   3.569518673939867*^9}, 3.569523441562607*^9, 3.569523482456785*^9}],
+
+Cell[BoxData[
+ TagBox[
+  StyleBox[
+   DynamicModuleBox[{$CellContext`L$$ = 0, $CellContext`n$$ = 1, 
+    Typeset`show$$ = True, Typeset`bookmarkList$$ = {}, 
+    Typeset`bookmarkMode$$ = "Menu", Typeset`animator$$, Typeset`animvar$$ = 
+    1, Typeset`name$$ = "\"untitled\"", Typeset`specs$$ = {{{
+       Hold[$CellContext`n$$], 1, "quantum numbers  n"}, {1, 2, 3, 4}}, {{
+       Hold[$CellContext`L$$], 0, 
+       Style["l", Italic]}, 
+      Dynamic[
+       Range[0, $CellContext`n$$ - 1]]}}, Typeset`size$$ = {
+    600., {147., 153.}}, Typeset`update$$ = 0, Typeset`initDone$$, 
+    Typeset`skipInitDone$$ = False, $CellContext`n$70431$$ = 0}, 
+    DynamicBox[Manipulate`ManipulateBoxes[
+     1, StandardForm, 
+      "Variables" :> {$CellContext`L$$ = 0, $CellContext`n$$ = 1}, 
+      "ControllerVariables" :> {
+        Hold[$CellContext`n$$, $CellContext`n$70431$$, 0]}, 
+      "OtherVariables" :> {
+       Typeset`show$$, Typeset`bookmarkList$$, Typeset`bookmarkMode$$, 
+        Typeset`animator$$, Typeset`animvar$$, Typeset`name$$, 
+        Typeset`specs$$, Typeset`size$$, Typeset`update$$, Typeset`initDone$$,
+         Typeset`skipInitDone$$}, 
+      "Body" :> (
+       If[$CellContext`L$$ >= $CellContext`n$$, $CellContext`L$$ = \
+$CellContext`n$$ - 1]; $CellContext`label = Which[$CellContext`L$$ == 0, 
+          Style["s", Italic], $CellContext`L$$ == 1, 
+          Style["p", Italic], $CellContext`L$$ == 2, 
+          Style["d", Italic], $CellContext`L$$ == 3, 
+          Style["f", Italic]]; $CellContext`p1 = Quiet[
+          
+          Plot[$CellContext`r^2 $CellContext`R[$CellContext`n$$, \
+$CellContext`L$$, $CellContext`r]^2, {$CellContext`r, 0, 
+            Part[$CellContext`rmax, $CellContext`n$$]}, PlotRange -> {{0, 
+              Part[$CellContext`rmax, $CellContext`n$$]}, {0, 
+              Part[$CellContext`yrange, $CellContext`n$$]}}, Filling -> Axis, 
+           Ticks -> Part[$CellContext`ticksmat, $CellContext`n$$, 1], 
+           TicksStyle -> Directive[16, Gray], PlotStyle -> Thick, PlotLabel -> 
+           Style[
+             Row[{
+               NumberForm[$CellContext`n$$, 1], $CellContext`label}], 18, 
+             Darker[Blue]], 
+           AxesLabel -> $CellContext`label1]]; $CellContext`av = 
+        Graphics[{Thick, Dashed, Blue, 
+           Line[{{
+              $CellContext`rav[$CellContext`n$$, $CellContext`L$$], 0}, {
+              $CellContext`rav[$CellContext`n$$, $CellContext`L$$], 
+              Part[$CellContext`yrange, $CellContext`n$$]}}], 
+           Text[
+            Style[
+             Row[{"\[LeftAngleBracket]", 
+               Style["r", Italic], 
+               "\!\(\*SubscriptBox[\(\[RightAngleBracket]\), \(n, \\ \
+l\)]\)"}], 18], {
+            1.48 $CellContext`rav[$CellContext`n$$, $CellContext`L$$], 0.8 
+             Part[$CellContext`yrange, $CellContext`n$$]}]}]; Pane[
+         If[$CellContext`L$$ < $CellContext`n$$, 
+          GraphicsRow[{
+            Show[$CellContext`p1, $CellContext`av], 
+            Plot[
+             $CellContext`R[$CellContext`n$$, $CellContext`L$$, \
+$CellContext`r], {$CellContext`r, 0, 
+              Part[$CellContext`rmax, $CellContext`n$$]}, PlotRange -> All, 
+             Ticks -> Part[$CellContext`ticksmat, $CellContext`n$$, 2], 
+             TicksStyle -> Directive[16, Gray], PlotStyle -> Thick, 
+             AxesLabel -> $CellContext`label2]}, ImageSize -> {600, 300}], 
+          Null], ImageSize -> {600, 300}]), 
+      "Specifications" :> {{{$CellContext`n$$, 1, "quantum numbers  n"}, {1, 
+         2, 3, 4}}, {{$CellContext`L$$, 0, 
+          Style["l", Italic]}, 
+         Dynamic[
+          Range[0, $CellContext`n$$ - 1]]}}, 
+      "Options" :> {
+       ControlType -> SetterBar, 
+        TrackedSymbols :> {$CellContext`n$$, $CellContext`L$$}}, 
+      "DefaultOptions" :> {ControllerLinking -> True}],
+     ImageSizeCache->{643., {201., 206.}},
+     SingleEvaluation->True],
+    Deinitialization:>None,
+    DynamicModuleValues:>{},
+    Initialization:>(($CellContext`F[
+         Pattern[$CellContext`n, 
+          Blank[]], 
+         Pattern[$CellContext`L, 
+          Blank[]], 
+         Pattern[$CellContext`x, 
+          Blank[]]] := $CellContext`x^$CellContext`L E^((-$CellContext`x)/2) 
+        Factorial[$CellContext`n + $CellContext`L] 
+        LaguerreL[$CellContext`n - $CellContext`L - 1, 2 $CellContext`L + 
+          1, $CellContext`x]; $CellContext`R[
+         Pattern[$CellContext`n, 
+          Blank[]], 
+         Pattern[$CellContext`L, 
+          Blank[]], 
+         Pattern[$CellContext`r, 
+          Blank[]]] := $CellContext`a^((-3)/2) (
+         2/$CellContext`n^2) (Factorial[$CellContext`n - 1 - $CellContext`L]/
+          Factorial[$CellContext`n + $CellContext`L]^3)^
+         Rational[1, 2] $CellContext`F[$CellContext`n, $CellContext`L, 
+          2 ($CellContext`r/($CellContext`n $CellContext`a))]; \
+$CellContext`rav[
+         Pattern[$CellContext`np, 
+          Blank[]], 
+         Pattern[$CellContext`Lp, 
+          Blank[]]] := $CellContext`np^2 (1. + 
+         0.5 (1. - $CellContext`Lp (($CellContext`Lp + 
+             1.)/$CellContext`np^2))); $CellContext`a = 
+       1; $CellContext`rmax = {5, 15, 30, 50, 70}; $CellContext`yrange = {
+        0.55, 0.2, 0.12, 0.07}; $CellContext`ticksmat = 
+       ConstantArray[0., {5, 2}]; 
+      Part[$CellContext`ticksmat, 1, 1] = {{0, 2, 4}, {0.25, 0.5}}; 
+      Part[$CellContext`ticksmat, 1, 2] = {{0, 2, 4}, Automatic}; 
+      Part[$CellContext`ticksmat, 2, 1] = {{0, 6, 12}, {0.05, 0.15}}; 
+      Part[$CellContext`ticksmat, 2, 2] = {{0, 6, 12}, Automatic}; 
+      Part[$CellContext`ticksmat, 3, 1] = {{0, 10, 20}, {0.05, 0.1}}; 
+      Part[$CellContext`ticksmat, 3, 2] = {{0, 10, 20}, Automatic}; 
+      Part[$CellContext`ticksmat, 4, 1] = {{0, 20, 40}, {0.03, 0.06}}; 
+      Part[$CellContext`ticksmat, 4, 2] = {{0, 20, 40}, 
+         Automatic}; $CellContext`label1 = {
+         Text[
+          Style[
+           Row[{
+             Style["r", Italic], " / ", 
+             Subscript[
+              Style["a", Italic], 0]}], 18]], 
+         Text[
+          Style[
+           Row[{Style["r", Italic]^2, " ", 
+             Subscript[
+              Style["R", Italic], 
+              Row[{
+                Style["n", Italic], ", ", 
+                Style["l", Italic]}]], "(", 
+             Style["r", Italic], ")"^2}], 18]]}; $CellContext`label2 = {
+         Text[
+          Style[
+           Row[{
+             Style["r", Italic], " / ", 
+             Subscript[
+              Style["a", Italic], 0]}], 18]], 
+         Text[
+          Style[
+           Row[{
+             Subscript[
+              Style["R", Italic], 
+              Row[{
+                Style["n", Italic], ", ", 
+                Style["l", Italic]}]], "(", 
+             Style["r", Italic], ")"}], 18]]}); Typeset`initDone$$ = True),
+    SynchronousInitialization->True,
+    UnsavedVariables:>{Typeset`initDone$$},
+    UntrackedVariables:>{Typeset`size$$}], "Manipulate",
+   Deployed->True,
+   StripOnInput->False],
+  Manipulate`InterpretManipulate[1]]], "Output",
+ CellChangeTimes->{3.569523769814023*^9},
+ CellID->1940978731]
+}, Open  ]]
+}, Open  ]],
+
+Cell[CellGroupData[{
+
+Cell["", "ManipulateCaptionSection"],
+
+Cell[TextData[{
+ "The eigenfunctions in spherical coordinates for the hydrogen atom are ",
+ Cell[BoxData[
+  FormBox[
+   RowBox[{
+    RowBox[{
+     SubscriptBox["\[Phi]", 
+      RowBox[{"n", ",", 
+       RowBox[{"\[ScriptL]", ".", "m"}]}]], "(", 
+     RowBox[{"r", ",", "\[Theta]", ",", "\[CurlyPhi]"}], ")"}], "=", 
+    RowBox[{
+     RowBox[{
+      SubscriptBox["R", 
+       RowBox[{"n", ",", "\[ScriptL]"}]], "(", "r", ")"}], 
+     RowBox[{
+      SubsuperscriptBox["Y", "\[ScriptL]", "m"], "(", 
+      RowBox[{"\[Theta]", ",", "\[CurlyPhi]"}], ")"}]}]}], TraditionalForm]], 
+  "InlineMath"],
+ ", where ",
+ Cell[BoxData[
+  FormBox[
+   RowBox[{
+    SubscriptBox["R", 
+     RowBox[{"n", ",", "\[ScriptL]"}]], "(", "r", ")"}], TraditionalForm]], 
+  "InlineMath"],
+ " and ",
+ Cell[BoxData[
+  FormBox[
+   RowBox[{
+    SubsuperscriptBox["Y", "\[ScriptL]", "m"], "(", 
+    RowBox[{"\[Theta]", ",", "\[CurlyPhi]"}], ")"}], TraditionalForm]], 
+  "InlineMath"],
+ " are the solutions to the radial and angular parts of the \
+Schr\[ODoubleDot]dinger equation, respectively, and ",
+ Cell[BoxData[
+  FormBox["n", TraditionalForm]], "InlineMath"],
+ ", ",
+ Cell[BoxData[
+  FormBox["\[ScriptL]", TraditionalForm]], "InlineMath"],
+ ", and ",
+ Cell[BoxData[
+  FormBox["m", TraditionalForm]], "InlineMath"],
+ " are the principal, orbital, and magnetic quantum numbers with allowed \
+values  ",
+ Cell[BoxData[
+  FormBox[
+   RowBox[{
+    RowBox[{"n", "=", "0"}], ",", "1", ",", "2", ",", "\[Ellipsis]", ",", 
+    RowBox[{"n", "-", "1"}], ","}], TraditionalForm]], "InlineMath"],
+ " ",
+ Cell[BoxData[
+  FormBox[
+   RowBox[{
+    RowBox[{"\[ScriptL]", "=", "0"}], ",", "1", ",", "2", ",", "\[Ellipsis]", 
+    ",", 
+    RowBox[{"n", "-", "1"}]}], TraditionalForm]], "InlineMath"],
+ ", and ",
+ Cell[BoxData[
+  FormBox[
+   RowBox[{
+    RowBox[{"m", "=", "0"}], ",", 
+    RowBox[{"\[PlusMinus]", "1"}], ",", 
+    RowBox[{"\[PlusMinus]", "2"}], ",", "\[Ellipsis]", ",", 
+    RowBox[{"\[PlusMinus]", "\[ScriptL]"}]}], TraditionalForm]], "InlineMath"],
+ ". The ",
+ Cell[BoxData[
+  FormBox[
+   RowBox[{
+    SubsuperscriptBox["Y", "\[ScriptL]", "m"], "(", 
+    RowBox[{"\[Theta]", ",", "\[CurlyPhi]"}], ")"}], TraditionalForm]], 
+  "InlineMath"],
+ " are the spherical harmonics and the radial functions are ",
+ Cell[BoxData[
+  FormBox[
+   RowBox[{
+    RowBox[{
+     SubscriptBox["R", 
+      RowBox[{"n", ",", "\[ScriptL]"}]], "(", "r", ")"}], "=", 
+    RowBox[{
+     SqrtBox[
+      FractionBox[
+       RowBox[{
+        RowBox[{"(", 
+         RowBox[{"n", "-", "1", "-", "\[ScriptL]"}], ")"}], "!"}], 
+       RowBox[{"2", " ", 
+        SuperscriptBox[
+         RowBox[{"n", " ", "[", 
+          RowBox[{
+           RowBox[{"(", 
+            RowBox[{"n", "+", "\[ScriptL]"}], ")"}], "!"}], "]"}], "3"]}]]], 
+     SuperscriptBox[
+      RowBox[{"(", 
+       FractionBox["2", 
+        RowBox[{"n", " ", 
+         SubscriptBox["a", "0"]}]], ")"}], 
+      RowBox[{"\[ScriptL]", "+", 
+       RowBox[{"3", "/", "2"}]}]], 
+     SuperscriptBox["r", "\[ScriptL]"], 
+     SuperscriptBox["e", 
+      RowBox[{
+       RowBox[{
+        RowBox[{"-", "r"}], "/", "n"}], " ", 
+       SubscriptBox["a", "0"]}]], 
+     RowBox[{
+      SubsuperscriptBox["L", 
+       RowBox[{"n", "+", "\[ScriptL]"}], 
+       RowBox[{
+        RowBox[{"2", " ", "\[ScriptL]"}], "+", "1"}]], "(", 
+      RowBox[{"2", " ", 
+       RowBox[{"r", "/", "n"}], " ", 
+       SubscriptBox["a", "0"]}], ")"}]}]}], TraditionalForm]], "InlineMath"],
+ ", where ",
+ Cell[BoxData[
+  FormBox[
+   RowBox[{
+    SubsuperscriptBox["L", "p", "a"], "(", "x", ")"}], TraditionalForm]], 
+  "InlineMath"],
+ " is the ",
+ Cell[BoxData[
+  FormBox[
+   SuperscriptBox["p", "th"], TraditionalForm]], "InlineMath"],
+ "-order associated Laguerre polynomial and ",
+ Cell[BoxData[
+  FormBox[
+   SubscriptBox["a", "0"], TraditionalForm]], "InlineMath"],
+ " is the Bohr radius. The left graphic shows the radial probability density ",
+ Cell[BoxData[
+  FormBox[
+   RowBox[{
+    SuperscriptBox["r", "2"], "|", 
+    RowBox[{
+     SubscriptBox["R", 
+      RowBox[{"n", ",", "\[ScriptL]"}]], "(", "r", ")"}], 
+    SuperscriptBox["|", "2"]}], TraditionalForm]], "InlineMath"],
+ " and the expectation value ",
+ Cell[BoxData[
+  FormBox[
+   RowBox[{
+    RowBox[{
+     SubscriptBox[
+      RowBox[{"\[LeftAngleBracket]", "r", "\[RightAngleBracket]"}], 
+      RowBox[{"n", ",", "\[ScriptL]"}]], "\[Congruent]", 
+     RowBox[{"\[LeftAngleBracket]", 
+      RowBox[{
+       SubscriptBox["\[Phi]", 
+        RowBox[{"n", ",", 
+         RowBox[{"\[ScriptL]", ".", "m"}]}]], "|", "r", "|", 
+       SubscriptBox["\[Phi]", 
+        RowBox[{"n", ",", 
+         RowBox[{"\[ScriptL]", ".", "m"}]}]]}], "\[RightAngleBracket]"}]}], 
+    "=", 
+    RowBox[{
+     SuperscriptBox["n", "2"], 
+     RowBox[{
+      SubscriptBox["a", "0"], "[", 
+      RowBox[{"1", "+", 
+       RowBox[{
+        FractionBox["1", "2"], 
+        RowBox[{"(", 
+         RowBox[{"1", "-", 
+          FractionBox[
+           RowBox[{"\[ScriptL]", "(", 
+            RowBox[{"\[ScriptL]", "+", "1"}], ")"}], 
+           SuperscriptBox["n", "2"]]}], ")"}]}]}], "]"}]}]}], 
+   TraditionalForm]], "InlineMath"],
+ ", and the right graphic shows the radial function."
+}], "ManipulateCaption",
+ CellChangeTimes->{
+  3.35696210375764*^9, {3.471529068929021*^9, 3.4715293165026093`*^9}, {
+   3.4715293831639*^9, 3.471529437061977*^9}, {3.4715295487840357`*^9, 
+   3.47152981401045*^9}, {3.47152985069398*^9, 3.4715298662521133`*^9}, {
+   3.471789183048913*^9, 3.471789183048913*^9}, {3.471789525117981*^9, 
+   3.4717895308993416`*^9}, {3.4717895892285867`*^9, 
+   3.4717898109047174`*^9}, {3.471814078224716*^9, 3.4718140791921043`*^9}, {
+   3.4718889185129423`*^9, 3.471888972939502*^9}},
+ CellID->47933019]
+}, Open  ]],
+
+Cell[CellGroupData[{
+
+Cell["", "ThumbnailSection"],
+
+Cell[BoxData[
+ TagBox[
+  StyleBox[
+   DynamicModuleBox[{$CellContext`L$$ = 2, $CellContext`n$$ = 3, 
+    Typeset`show$$ = True, Typeset`bookmarkList$$ = {}, 
+    Typeset`bookmarkMode$$ = "Menu", Typeset`animator$$, Typeset`animvar$$ = 
+    1, Typeset`name$$ = "\"untitled\"", Typeset`specs$$ = {{{
+       Hold[$CellContext`n$$], 3, "quantum numbers  n"}, {1, 2, 3, 4}}, {{
+       Hold[$CellContext`L$$], 2, 
+       Style["l", Italic]}, 
+      Dynamic[
+       Range[0, $CellContext`n$$ - 1]]}}, Typeset`size$$ = {
+    600., {147., 153.}}, Typeset`update$$ = 0, Typeset`initDone$$, 
+    Typeset`skipInitDone$$ = False, $CellContext`n$69255$$ = 0}, 
+    DynamicBox[Manipulate`ManipulateBoxes[
+     1, StandardForm, 
+      "Variables" :> {$CellContext`L$$ = 2, $CellContext`n$$ = 3}, 
+      "ControllerVariables" :> {
+        Hold[$CellContext`n$$, $CellContext`n$69255$$, 0]}, 
+      "OtherVariables" :> {
+       Typeset`show$$, Typeset`bookmarkList$$, Typeset`bookmarkMode$$, 
+        Typeset`animator$$, Typeset`animvar$$, Typeset`name$$, 
+        Typeset`specs$$, Typeset`size$$, Typeset`update$$, Typeset`initDone$$,
+         Typeset`skipInitDone$$}, 
+      "Body" :> (
+       If[$CellContext`L$$ >= $CellContext`n$$, $CellContext`L$$ = \
+$CellContext`n$$ - 1]; $CellContext`label = Which[$CellContext`L$$ == 0, 
+          Style["s", Italic], $CellContext`L$$ == 1, 
+          Style["p", Italic], $CellContext`L$$ == 2, 
+          Style["d", Italic], $CellContext`L$$ == 3, 
+          Style["f", Italic]]; $CellContext`p1 = Quiet[
+          
+          Plot[$CellContext`r^2 $CellContext`R[$CellContext`n$$, \
+$CellContext`L$$, $CellContext`r]^2, {$CellContext`r, 0, 
+            Part[$CellContext`rmax, $CellContext`n$$]}, PlotRange -> {{0, 
+              Part[$CellContext`rmax, $CellContext`n$$]}, {0, 
+              Part[$CellContext`yrange, $CellContext`n$$]}}, Filling -> Axis, 
+           Ticks -> Part[$CellContext`ticksmat, $CellContext`n$$, 1], 
+           TicksStyle -> Directive[16, Gray], PlotStyle -> Thick, PlotLabel -> 
+           Style[
+             Row[{
+               NumberForm[$CellContext`n$$, 1], $CellContext`label}], 18, 
+             Darker[Blue]], 
+           AxesLabel -> $CellContext`label1]]; $CellContext`av = 
+        Graphics[{Thick, Dashed, Blue, 
+           Line[{{
+              $CellContext`rav[$CellContext`n$$, $CellContext`L$$], 0}, {
+              $CellContext`rav[$CellContext`n$$, $CellContext`L$$], 
+              Part[$CellContext`yrange, $CellContext`n$$]}}], 
+           Text[
+            Style[
+             Row[{"\[LeftAngleBracket]", 
+               Style["r", Italic], 
+               "\!\(\*SubscriptBox[\(\[RightAngleBracket]\), \(n,  l\)]\)"}], 
+             18], {1.48 $CellContext`rav[$CellContext`n$$, $CellContext`L$$], 
+             0.8 Part[$CellContext`yrange, $CellContext`n$$]}]}]; Pane[
+         If[$CellContext`L$$ < $CellContext`n$$, 
+          GraphicsRow[{
+            Show[$CellContext`p1, $CellContext`av], 
+            Plot[
+             $CellContext`R[$CellContext`n$$, $CellContext`L$$, \
+$CellContext`r], {$CellContext`r, 0, 
+              Part[$CellContext`rmax, $CellContext`n$$]}, PlotRange -> All, 
+             Ticks -> Part[$CellContext`ticksmat, $CellContext`n$$, 2], 
+             TicksStyle -> Directive[16, Gray], PlotStyle -> Thick, 
+             AxesLabel -> $CellContext`label2]}, ImageSize -> {600, 300}], 
+          Null], ImageSize -> {600, 300}]), 
+      "Specifications" :> {{{$CellContext`n$$, 3, "quantum numbers  n"}, {1, 
+         2, 3, 4}}, {{$CellContext`L$$, 2, 
+          Style["l", Italic]}, 
+         Dynamic[
+          Range[0, $CellContext`n$$ - 1]]}}, 
+      "Options" :> {
+       ControlType -> SetterBar, 
+        TrackedSymbols :> {$CellContext`n$$, $CellContext`L$$}}, 
+      "DefaultOptions" :> {ControllerLinking -> True}],
+     ImageSizeCache->{643., {202., 207.}},
+     SingleEvaluation->True],
+    Deinitialization:>None,
+    DynamicModuleValues:>{},
+    Initialization:>(($CellContext`F[
+         Pattern[$CellContext`n, 
+          Blank[]], 
+         Pattern[$CellContext`L, 
+          Blank[]], 
+         Pattern[$CellContext`x, 
+          Blank[]]] := (($CellContext`x^$CellContext`L 
+          E^((-$CellContext`x)/2)) Factorial[$CellContext`n + $CellContext`L])
+          LaguerreL[$CellContext`n - $CellContext`L - 1, 2 $CellContext`L + 
+          1, $CellContext`x]; $CellContext`R[
+         Pattern[$CellContext`n, 
+          Blank[]], 
+         Pattern[$CellContext`L, 
+          Blank[]], 
+         Pattern[$CellContext`r, 
+          
+          Blank[]]] := (($CellContext`a^((-3)/2) (2/$CellContext`n^2)) (
+           Factorial[$CellContext`n - 1 - $CellContext`L]/
+           Factorial[$CellContext`n + $CellContext`L]^3)^
+          Rational[1, 2]) $CellContext`F[$CellContext`n, $CellContext`L, 
+          2 ($CellContext`r/($CellContext`n $CellContext`a))]; \
+$CellContext`rav[
+         Pattern[$CellContext`np, 
+          Blank[]], 
+         Pattern[$CellContext`Lp, 
+          Blank[]]] := $CellContext`np^2 (1. + 
+         0.5 (1. - $CellContext`Lp (($CellContext`Lp + 
+             1.)/$CellContext`np^2))); $CellContext`a = 
+       1; $CellContext`rmax = {5, 15, 30, 50, 70}; $CellContext`yrange = {
+        0.55, 0.2, 0.12, 0.07}; $CellContext`ticksmat = 
+       ConstantArray[0., {5, 2}]; 
+      Part[$CellContext`ticksmat, 1, 1] = {{0, 2, 4}, {0.25, 0.5}}; 
+      Part[$CellContext`ticksmat, 1, 2] = {{0, 2, 4}, Automatic}; 
+      Part[$CellContext`ticksmat, 2, 1] = {{0, 6, 12}, {0.05, 0.15}}; 
+      Part[$CellContext`ticksmat, 2, 2] = {{0, 6, 12}, Automatic}; 
+      Part[$CellContext`ticksmat, 3, 1] = {{0, 10, 20}, {0.05, 0.1}}; 
+      Part[$CellContext`ticksmat, 3, 2] = {{0, 10, 20}, Automatic}; 
+      Part[$CellContext`ticksmat, 4, 1] = {{0, 20, 40}, {0.03, 0.06}}; 
+      Part[$CellContext`ticksmat, 4, 2] = {{0, 20, 40}, 
+         Automatic}; $CellContext`label1 = {
+         Text[
+          Style[
+           Row[{
+             Style["r", Italic], " / ", 
+             Subscript[
+              Style["a", Italic], 0]}], 18]], 
+         Text[
+          Style[
+           Row[{Style["r", Italic]^2, " ", 
+             Subscript[
+              Style["R", Italic], 
+              Row[{
+                Style["n", Italic], ", ", 
+                Style["l", Italic]}]], "(", 
+             Style["r", Italic], ")"^2}], 18]]}; $CellContext`label2 = {
+         Text[
+          Style[
+           Row[{
+             Style["r", Italic], " / ", 
+             Subscript[
+              Style["a", Italic], 0]}], 18]], 
+         Text[
+          Style[
+           Row[{
+             Subscript[
+              Style["R", Italic], 
+              Row[{
+                Style["n", Italic], ", ", 
+                Style["l", Italic]}]], "(", 
+             Style["r", Italic], ")"}], 18]]}); Typeset`initDone$$ = True),
+    SynchronousInitialization->True,
+    UnsavedVariables:>{Typeset`initDone$$},
+    UntrackedVariables:>{Typeset`size$$}], "Manipulate",
+   Deployed->True,
+   StripOnInput->False],
+  Manipulate`InterpretManipulate[1]]], "Output",
+ CellID->1957055702]
+}, Open  ]],
+
+Cell[CellGroupData[{
+
+Cell["", "SnapshotsSection"],
+
+Cell[BoxData[
+ TagBox[
+  StyleBox[
+   DynamicModuleBox[{$CellContext`L$$ = 1, $CellContext`n$$ = 3, 
+    Typeset`show$$ = True, Typeset`bookmarkList$$ = {}, 
+    Typeset`bookmarkMode$$ = "Menu", Typeset`animator$$, Typeset`animvar$$ = 
+    1, Typeset`name$$ = "\"untitled\"", Typeset`specs$$ = {{{
+       Hold[$CellContext`n$$], 3, "quantum numbers  n"}, {1, 2, 3, 4}}, {{
+       Hold[$CellContext`L$$], 1, 
+       Style["l", Italic]}, 
+      Dynamic[
+       Range[0, $CellContext`n$$ - 1]]}}, Typeset`size$$ = {
+    600., {147., 153.}}, Typeset`update$$ = 0, Typeset`initDone$$, 
+    Typeset`skipInitDone$$ = False, $CellContext`n$69306$$ = 0}, 
+    DynamicBox[Manipulate`ManipulateBoxes[
+     1, StandardForm, 
+      "Variables" :> {$CellContext`L$$ = 1, $CellContext`n$$ = 3}, 
+      "ControllerVariables" :> {
+        Hold[$CellContext`n$$, $CellContext`n$69306$$, 0]}, 
+      "OtherVariables" :> {
+       Typeset`show$$, Typeset`bookmarkList$$, Typeset`bookmarkMode$$, 
+        Typeset`animator$$, Typeset`animvar$$, Typeset`name$$, 
+        Typeset`specs$$, Typeset`size$$, Typeset`update$$, Typeset`initDone$$,
+         Typeset`skipInitDone$$}, 
+      "Body" :> (
+       If[$CellContext`L$$ >= $CellContext`n$$, $CellContext`L$$ = \
+$CellContext`n$$ - 1]; $CellContext`label = Which[$CellContext`L$$ == 0, 
+          Style["s", Italic], $CellContext`L$$ == 1, 
+          Style["p", Italic], $CellContext`L$$ == 2, 
+          Style["d", Italic], $CellContext`L$$ == 3, 
+          Style["f", Italic]]; $CellContext`p1 = Quiet[
+          
+          Plot[$CellContext`r^2 $CellContext`R[$CellContext`n$$, \
+$CellContext`L$$, $CellContext`r]^2, {$CellContext`r, 0, 
+            Part[$CellContext`rmax, $CellContext`n$$]}, PlotRange -> {{0, 
+              Part[$CellContext`rmax, $CellContext`n$$]}, {0, 
+              Part[$CellContext`yrange, $CellContext`n$$]}}, Filling -> Axis, 
+           Ticks -> Part[$CellContext`ticksmat, $CellContext`n$$, 1], 
+           TicksStyle -> Directive[16, Gray], PlotStyle -> Thick, PlotLabel -> 
+           Style[
+             Row[{
+               NumberForm[$CellContext`n$$, 1], $CellContext`label}], 18, 
+             Darker[Blue]], 
+           AxesLabel -> $CellContext`label1]]; $CellContext`av = 
+        Graphics[{Thick, Dashed, Blue, 
+           Line[{{
+              $CellContext`rav[$CellContext`n$$, $CellContext`L$$], 0}, {
+              $CellContext`rav[$CellContext`n$$, $CellContext`L$$], 
+              Part[$CellContext`yrange, $CellContext`n$$]}}], 
+           Text[
+            Style[
+             Row[{"\[LeftAngleBracket]", 
+               Style["r", Italic], 
+               "\!\(\*SubscriptBox[\(\[RightAngleBracket]\), \(n,  l\)]\)"}], 
+             18], {1.48 $CellContext`rav[$CellContext`n$$, $CellContext`L$$], 
+             0.8 Part[$CellContext`yrange, $CellContext`n$$]}]}]; Pane[
+         If[$CellContext`L$$ < $CellContext`n$$, 
+          GraphicsRow[{
+            Show[$CellContext`p1, $CellContext`av], 
+            Plot[
+             $CellContext`R[$CellContext`n$$, $CellContext`L$$, \
+$CellContext`r], {$CellContext`r, 0, 
+              Part[$CellContext`rmax, $CellContext`n$$]}, PlotRange -> All, 
+             Ticks -> Part[$CellContext`ticksmat, $CellContext`n$$, 2], 
+             TicksStyle -> Directive[16, Gray], PlotStyle -> Thick, 
+             AxesLabel -> $CellContext`label2]}, ImageSize -> {600, 300}], 
+          Null], ImageSize -> {600, 300}]), 
+      "Specifications" :> {{{$CellContext`n$$, 3, "quantum numbers  n"}, {1, 
+         2, 3, 4}}, {{$CellContext`L$$, 1, 
+          Style["l", Italic]}, 
+         Dynamic[
+          Range[0, $CellContext`n$$ - 1]]}}, 
+      "Options" :> {
+       ControlType -> SetterBar, 
+        TrackedSymbols :> {$CellContext`n$$, $CellContext`L$$}}, 
+      "DefaultOptions" :> {ControllerLinking -> True}],
+     ImageSizeCache->{643., {202., 207.}},
+     SingleEvaluation->True],
+    Deinitialization:>None,
+    DynamicModuleValues:>{},
+    Initialization:>(($CellContext`F[
+         Pattern[$CellContext`n, 
+          Blank[]], 
+         Pattern[$CellContext`L, 
+          Blank[]], 
+         Pattern[$CellContext`x, 
+          Blank[]]] := (($CellContext`x^$CellContext`L 
+          E^((-$CellContext`x)/2)) Factorial[$CellContext`n + $CellContext`L])
+          LaguerreL[$CellContext`n - $CellContext`L - 1, 2 $CellContext`L + 
+          1, $CellContext`x]; $CellContext`R[
+         Pattern[$CellContext`n, 
+          Blank[]], 
+         Pattern[$CellContext`L, 
+          Blank[]], 
+         Pattern[$CellContext`r, 
+          
+          Blank[]]] := (($CellContext`a^((-3)/2) (2/$CellContext`n^2)) (
+           Factorial[$CellContext`n - 1 - $CellContext`L]/
+           Factorial[$CellContext`n + $CellContext`L]^3)^
+          Rational[1, 2]) $CellContext`F[$CellContext`n, $CellContext`L, 
+          2 ($CellContext`r/($CellContext`n $CellContext`a))]; \
+$CellContext`rav[
+         Pattern[$CellContext`np, 
+          Blank[]], 
+         Pattern[$CellContext`Lp, 
+          Blank[]]] := $CellContext`np^2 (1. + 
+         0.5 (1. - $CellContext`Lp (($CellContext`Lp + 
+             1.)/$CellContext`np^2))); $CellContext`a = 
+       1; $CellContext`rmax = {5, 15, 30, 50, 70}; $CellContext`yrange = {
+        0.55, 0.2, 0.12, 0.07}; $CellContext`ticksmat = 
+       ConstantArray[0., {5, 2}]; 
+      Part[$CellContext`ticksmat, 1, 1] = {{0, 2, 4}, {0.25, 0.5}}; 
+      Part[$CellContext`ticksmat, 1, 2] = {{0, 2, 4}, Automatic}; 
+      Part[$CellContext`ticksmat, 2, 1] = {{0, 6, 12}, {0.05, 0.15}}; 
+      Part[$CellContext`ticksmat, 2, 2] = {{0, 6, 12}, Automatic}; 
+      Part[$CellContext`ticksmat, 3, 1] = {{0, 10, 20}, {0.05, 0.1}}; 
+      Part[$CellContext`ticksmat, 3, 2] = {{0, 10, 20}, Automatic}; 
+      Part[$CellContext`ticksmat, 4, 1] = {{0, 20, 40}, {0.03, 0.06}}; 
+      Part[$CellContext`ticksmat, 4, 2] = {{0, 20, 40}, 
+         Automatic}; $CellContext`label1 = {
+         Text[
+          Style[
+           Row[{
+             Style["r", Italic], " / ", 
+             Subscript[
+              Style["a", Italic], 0]}], 18]], 
+         Text[
+          Style[
+           Row[{Style["r", Italic]^2, " ", 
+             Subscript[
+              Style["R", Italic], 
+              Row[{
+                Style["n", Italic], ", ", 
+                Style["l", Italic]}]], "(", 
+             Style["r", Italic], ")"^2}], 18]]}; $CellContext`label2 = {
+         Text[
+          Style[
+           Row[{
+             Style["r", Italic], " / ", 
+             Subscript[
+              Style["a", Italic], 0]}], 18]], 
+         Text[
+          Style[
+           Row[{
+             Subscript[
+              Style["R", Italic], 
+              Row[{
+                Style["n", Italic], ", ", 
+                Style["l", Italic]}]], "(", 
+             Style["r", Italic], ")"}], 18]]}); Typeset`initDone$$ = True),
+    SynchronousInitialization->True,
+    UnsavedVariables:>{Typeset`initDone$$},
+    UntrackedVariables:>{Typeset`size$$}], "Manipulate",
+   Deployed->True,
+   StripOnInput->False],
+  Manipulate`InterpretManipulate[1]]], "Output",
+ CellID->1375646062],
+
+Cell[BoxData[
+ TagBox[
+  StyleBox[
+   DynamicModuleBox[{$CellContext`L$$ = 3, $CellContext`n$$ = 4, 
+    Typeset`show$$ = True, Typeset`bookmarkList$$ = {}, 
+    Typeset`bookmarkMode$$ = "Menu", Typeset`animator$$, Typeset`animvar$$ = 
+    1, Typeset`name$$ = "\"untitled\"", Typeset`specs$$ = {{{
+       Hold[$CellContext`n$$], 4, "quantum numbers  n"}, {1, 2, 3, 4}}, {{
+       Hold[$CellContext`L$$], 3, 
+       Style["l", Italic]}, 
+      Dynamic[
+       Range[0, $CellContext`n$$ - 1]]}}, Typeset`size$$ = {
+    600., {147., 153.}}, Typeset`update$$ = 0, Typeset`initDone$$, 
+    Typeset`skipInitDone$$ = False, $CellContext`n$69357$$ = 0}, 
+    DynamicBox[Manipulate`ManipulateBoxes[
+     1, StandardForm, 
+      "Variables" :> {$CellContext`L$$ = 3, $CellContext`n$$ = 4}, 
+      "ControllerVariables" :> {
+        Hold[$CellContext`n$$, $CellContext`n$69357$$, 0]}, 
+      "OtherVariables" :> {
+       Typeset`show$$, Typeset`bookmarkList$$, Typeset`bookmarkMode$$, 
+        Typeset`animator$$, Typeset`animvar$$, Typeset`name$$, 
+        Typeset`specs$$, Typeset`size$$, Typeset`update$$, Typeset`initDone$$,
+         Typeset`skipInitDone$$}, 
+      "Body" :> (
+       If[$CellContext`L$$ >= $CellContext`n$$, $CellContext`L$$ = \
+$CellContext`n$$ - 1]; $CellContext`label = Which[$CellContext`L$$ == 0, 
+          Style["s", Italic], $CellContext`L$$ == 1, 
+          Style["p", Italic], $CellContext`L$$ == 2, 
+          Style["d", Italic], $CellContext`L$$ == 3, 
+          Style["f", Italic]]; $CellContext`p1 = Quiet[
+          
+          Plot[$CellContext`r^2 $CellContext`R[$CellContext`n$$, \
+$CellContext`L$$, $CellContext`r]^2, {$CellContext`r, 0, 
+            Part[$CellContext`rmax, $CellContext`n$$]}, PlotRange -> {{0, 
+              Part[$CellContext`rmax, $CellContext`n$$]}, {0, 
+              Part[$CellContext`yrange, $CellContext`n$$]}}, Filling -> Axis, 
+           Ticks -> Part[$CellContext`ticksmat, $CellContext`n$$, 1], 
+           TicksStyle -> Directive[16, Gray], PlotStyle -> Thick, PlotLabel -> 
+           Style[
+             Row[{
+               NumberForm[$CellContext`n$$, 1], $CellContext`label}], 18, 
+             Darker[Blue]], 
+           AxesLabel -> $CellContext`label1]]; $CellContext`av = 
+        Graphics[{Thick, Dashed, Blue, 
+           Line[{{
+              $CellContext`rav[$CellContext`n$$, $CellContext`L$$], 0}, {
+              $CellContext`rav[$CellContext`n$$, $CellContext`L$$], 
+              Part[$CellContext`yrange, $CellContext`n$$]}}], 
+           Text[
+            Style[
+             Row[{"\[LeftAngleBracket]", 
+               Style["r", Italic], 
+               "\!\(\*SubscriptBox[\(\[RightAngleBracket]\), \(n,  l\)]\)"}], 
+             18], {1.48 $CellContext`rav[$CellContext`n$$, $CellContext`L$$], 
+             0.8 Part[$CellContext`yrange, $CellContext`n$$]}]}]; Pane[
+         If[$CellContext`L$$ < $CellContext`n$$, 
+          GraphicsRow[{
+            Show[$CellContext`p1, $CellContext`av], 
+            Plot[
+             $CellContext`R[$CellContext`n$$, $CellContext`L$$, \
+$CellContext`r], {$CellContext`r, 0, 
+              Part[$CellContext`rmax, $CellContext`n$$]}, PlotRange -> All, 
+             Ticks -> Part[$CellContext`ticksmat, $CellContext`n$$, 2], 
+             TicksStyle -> Directive[16, Gray], PlotStyle -> Thick, 
+             AxesLabel -> $CellContext`label2]}, ImageSize -> {600, 300}], 
+          Null], ImageSize -> {600, 300}]), 
+      "Specifications" :> {{{$CellContext`n$$, 4, "quantum numbers  n"}, {1, 
+         2, 3, 4}}, {{$CellContext`L$$, 3, 
+          Style["l", Italic]}, 
+         Dynamic[
+          Range[0, $CellContext`n$$ - 1]]}}, 
+      "Options" :> {
+       ControlType -> SetterBar, 
+        TrackedSymbols :> {$CellContext`n$$, $CellContext`L$$}}, 
+      "DefaultOptions" :> {ControllerLinking -> True}],
+     ImageSizeCache->{643., {202., 207.}},
+     SingleEvaluation->True],
+    Deinitialization:>None,
+    DynamicModuleValues:>{},
+    Initialization:>(($CellContext`F[
+         Pattern[$CellContext`n, 
+          Blank[]], 
+         Pattern[$CellContext`L, 
+          Blank[]], 
+         Pattern[$CellContext`x, 
+          Blank[]]] := (($CellContext`x^$CellContext`L 
+          E^((-$CellContext`x)/2)) Factorial[$CellContext`n + $CellContext`L])
+          LaguerreL[$CellContext`n - $CellContext`L - 1, 2 $CellContext`L + 
+          1, $CellContext`x]; $CellContext`R[
+         Pattern[$CellContext`n, 
+          Blank[]], 
+         Pattern[$CellContext`L, 
+          Blank[]], 
+         Pattern[$CellContext`r, 
+          
+          Blank[]]] := (($CellContext`a^((-3)/2) (2/$CellContext`n^2)) (
+           Factorial[$CellContext`n - 1 - $CellContext`L]/
+           Factorial[$CellContext`n + $CellContext`L]^3)^
+          Rational[1, 2]) $CellContext`F[$CellContext`n, $CellContext`L, 
+          2 ($CellContext`r/($CellContext`n $CellContext`a))]; \
+$CellContext`rav[
+         Pattern[$CellContext`np, 
+          Blank[]], 
+         Pattern[$CellContext`Lp, 
+          Blank[]]] := $CellContext`np^2 (1. + 
+         0.5 (1. - $CellContext`Lp (($CellContext`Lp + 
+             1.)/$CellContext`np^2))); $CellContext`a = 
+       1; $CellContext`rmax = {5, 15, 30, 50, 70}; $CellContext`yrange = {
+        0.55, 0.2, 0.12, 0.07}; $CellContext`ticksmat = 
+       ConstantArray[0., {5, 2}]; 
+      Part[$CellContext`ticksmat, 1, 1] = {{0, 2, 4}, {0.25, 0.5}}; 
+      Part[$CellContext`ticksmat, 1, 2] = {{0, 2, 4}, Automatic}; 
+      Part[$CellContext`ticksmat, 2, 1] = {{0, 6, 12}, {0.05, 0.15}}; 
+      Part[$CellContext`ticksmat, 2, 2] = {{0, 6, 12}, Automatic}; 
+      Part[$CellContext`ticksmat, 3, 1] = {{0, 10, 20}, {0.05, 0.1}}; 
+      Part[$CellContext`ticksmat, 3, 2] = {{0, 10, 20}, Automatic}; 
+      Part[$CellContext`ticksmat, 4, 1] = {{0, 20, 40}, {0.03, 0.06}}; 
+      Part[$CellContext`ticksmat, 4, 2] = {{0, 20, 40}, 
+         Automatic}; $CellContext`label1 = {
+         Text[
+          Style[
+           Row[{
+             Style["r", Italic], " / ", 
+             Subscript[
+              Style["a", Italic], 0]}], 18]], 
+         Text[
+          Style[
+           Row[{Style["r", Italic]^2, " ", 
+             Subscript[
+              Style["R", Italic], 
+              Row[{
+                Style["n", Italic], ", ", 
+                Style["l", Italic]}]], "(", 
+             Style["r", Italic], ")"^2}], 18]]}; $CellContext`label2 = {
+         Text[
+          Style[
+           Row[{
+             Style["r", Italic], " / ", 
+             Subscript[
+              Style["a", Italic], 0]}], 18]], 
+         Text[
+          Style[
+           Row[{
+             Subscript[
+              Style["R", Italic], 
+              Row[{
+                Style["n", Italic], ", ", 
+                Style["l", Italic]}]], "(", 
+             Style["r", Italic], ")"}], 18]]}); Typeset`initDone$$ = True),
+    SynchronousInitialization->True,
+    UnsavedVariables:>{Typeset`initDone$$},
+    UntrackedVariables:>{Typeset`size$$}], "Manipulate",
+   Deployed->True,
+   StripOnInput->False],
+  Manipulate`InterpretManipulate[1]]], "Output",
+ CellID->674420432],
+
+Cell[BoxData[
+ TagBox[
+  StyleBox[
+   DynamicModuleBox[{$CellContext`L$$ = 2, $CellContext`n$$ = 3, 
+    Typeset`show$$ = True, Typeset`bookmarkList$$ = {}, 
+    Typeset`bookmarkMode$$ = "Menu", Typeset`animator$$, Typeset`animvar$$ = 
+    1, Typeset`name$$ = "\"untitled\"", Typeset`specs$$ = {{{
+       Hold[$CellContext`n$$], 3, "quantum numbers  n"}, {1, 2, 3, 4}}, {{
+       Hold[$CellContext`L$$], 2, 
+       Style["l", Italic]}, 
+      Dynamic[
+       Range[0, $CellContext`n$$ - 1]]}}, Typeset`size$$ = {
+    600., {147., 153.}}, Typeset`update$$ = 0, Typeset`initDone$$, 
+    Typeset`skipInitDone$$ = False, $CellContext`n$69408$$ = 0}, 
+    DynamicBox[Manipulate`ManipulateBoxes[
+     1, StandardForm, 
+      "Variables" :> {$CellContext`L$$ = 2, $CellContext`n$$ = 3}, 
+      "ControllerVariables" :> {
+        Hold[$CellContext`n$$, $CellContext`n$69408$$, 0]}, 
+      "OtherVariables" :> {
+       Typeset`show$$, Typeset`bookmarkList$$, Typeset`bookmarkMode$$, 
+        Typeset`animator$$, Typeset`animvar$$, Typeset`name$$, 
+        Typeset`specs$$, Typeset`size$$, Typeset`update$$, Typeset`initDone$$,
+         Typeset`skipInitDone$$}, 
+      "Body" :> (
+       If[$CellContext`L$$ >= $CellContext`n$$, $CellContext`L$$ = \
+$CellContext`n$$ - 1]; $CellContext`label = Which[$CellContext`L$$ == 0, 
+          Style["s", Italic], $CellContext`L$$ == 1, 
+          Style["p", Italic], $CellContext`L$$ == 2, 
+          Style["d", Italic], $CellContext`L$$ == 3, 
+          Style["f", Italic]]; $CellContext`p1 = Quiet[
+          
+          Plot[$CellContext`r^2 $CellContext`R[$CellContext`n$$, \
+$CellContext`L$$, $CellContext`r]^2, {$CellContext`r, 0, 
+            Part[$CellContext`rmax, $CellContext`n$$]}, PlotRange -> {{0, 
+              Part[$CellContext`rmax, $CellContext`n$$]}, {0, 
+              Part[$CellContext`yrange, $CellContext`n$$]}}, Filling -> Axis, 
+           Ticks -> Part[$CellContext`ticksmat, $CellContext`n$$, 1], 
+           TicksStyle -> Directive[16, Gray], PlotStyle -> Thick, PlotLabel -> 
+           Style[
+             Row[{
+               NumberForm[$CellContext`n$$, 1], $CellContext`label}], 18, 
+             Darker[Blue]], 
+           AxesLabel -> $CellContext`label1]]; $CellContext`av = 
+        Graphics[{Thick, Dashed, Blue, 
+           Line[{{
+              $CellContext`rav[$CellContext`n$$, $CellContext`L$$], 0}, {
+              $CellContext`rav[$CellContext`n$$, $CellContext`L$$], 
+              Part[$CellContext`yrange, $CellContext`n$$]}}], 
+           Text[
+            Style[
+             Row[{"\[LeftAngleBracket]", 
+               Style["r", Italic], 
+               "\!\(\*SubscriptBox[\(\[RightAngleBracket]\), \(n,  l\)]\)"}], 
+             18], {1.48 $CellContext`rav[$CellContext`n$$, $CellContext`L$$], 
+             0.8 Part[$CellContext`yrange, $CellContext`n$$]}]}]; Pane[
+         If[$CellContext`L$$ < $CellContext`n$$, 
+          GraphicsRow[{
+            Show[$CellContext`p1, $CellContext`av], 
+            Plot[
+             $CellContext`R[$CellContext`n$$, $CellContext`L$$, \
+$CellContext`r], {$CellContext`r, 0, 
+              Part[$CellContext`rmax, $CellContext`n$$]}, PlotRange -> All, 
+             Ticks -> Part[$CellContext`ticksmat, $CellContext`n$$, 2], 
+             TicksStyle -> Directive[16, Gray], PlotStyle -> Thick, 
+             AxesLabel -> $CellContext`label2]}, ImageSize -> {600, 300}], 
+          Null], ImageSize -> {600, 300}]), 
+      "Specifications" :> {{{$CellContext`n$$, 3, "quantum numbers  n"}, {1, 
+         2, 3, 4}}, {{$CellContext`L$$, 2, 
+          Style["l", Italic]}, 
+         Dynamic[
+          Range[0, $CellContext`n$$ - 1]]}}, 
+      "Options" :> {
+       ControlType -> SetterBar, 
+        TrackedSymbols :> {$CellContext`n$$, $CellContext`L$$}}, 
+      "DefaultOptions" :> {ControllerLinking -> True}],
+     ImageSizeCache->{643., {202., 207.}},
+     SingleEvaluation->True],
+    Deinitialization:>None,
+    DynamicModuleValues:>{},
+    Initialization:>(($CellContext`F[
+         Pattern[$CellContext`n, 
+          Blank[]], 
+         Pattern[$CellContext`L, 
+          Blank[]], 
+         Pattern[$CellContext`x, 
+          Blank[]]] := (($CellContext`x^$CellContext`L 
+          E^((-$CellContext`x)/2)) Factorial[$CellContext`n + $CellContext`L])
+          LaguerreL[$CellContext`n - $CellContext`L - 1, 2 $CellContext`L + 
+          1, $CellContext`x]; $CellContext`R[
+         Pattern[$CellContext`n, 
+          Blank[]], 
+         Pattern[$CellContext`L, 
+          Blank[]], 
+         Pattern[$CellContext`r, 
+          
+          Blank[]]] := (($CellContext`a^((-3)/2) (2/$CellContext`n^2)) (
+           Factorial[$CellContext`n - 1 - $CellContext`L]/
+           Factorial[$CellContext`n + $CellContext`L]^3)^
+          Rational[1, 2]) $CellContext`F[$CellContext`n, $CellContext`L, 
+          2 ($CellContext`r/($CellContext`n $CellContext`a))]; \
+$CellContext`rav[
+         Pattern[$CellContext`np, 
+          Blank[]], 
+         Pattern[$CellContext`Lp, 
+          Blank[]]] := $CellContext`np^2 (1. + 
+         0.5 (1. - $CellContext`Lp (($CellContext`Lp + 
+             1.)/$CellContext`np^2))); $CellContext`a = 
+       1; $CellContext`rmax = {5, 15, 30, 50, 70}; $CellContext`yrange = {
+        0.55, 0.2, 0.12, 0.07}; $CellContext`ticksmat = 
+       ConstantArray[0., {5, 2}]; 
+      Part[$CellContext`ticksmat, 1, 1] = {{0, 2, 4}, {0.25, 0.5}}; 
+      Part[$CellContext`ticksmat, 1, 2] = {{0, 2, 4}, Automatic}; 
+      Part[$CellContext`ticksmat, 2, 1] = {{0, 6, 12}, {0.05, 0.15}}; 
+      Part[$CellContext`ticksmat, 2, 2] = {{0, 6, 12}, Automatic}; 
+      Part[$CellContext`ticksmat, 3, 1] = {{0, 10, 20}, {0.05, 0.1}}; 
+      Part[$CellContext`ticksmat, 3, 2] = {{0, 10, 20}, Automatic}; 
+      Part[$CellContext`ticksmat, 4, 1] = {{0, 20, 40}, {0.03, 0.06}}; 
+      Part[$CellContext`ticksmat, 4, 2] = {{0, 20, 40}, 
+         Automatic}; $CellContext`label1 = {
+         Text[
+          Style[
+           Row[{
+             Style["r", Italic], " / ", 
+             Subscript[
+              Style["a", Italic], 0]}], 18]], 
+         Text[
+          Style[
+           Row[{Style["r", Italic]^2, " ", 
+             Subscript[
+              Style["R", Italic], 
+              Row[{
+                Style["n", Italic], ", ", 
+                Style["l", Italic]}]], "(", 
+             Style["r", Italic], ")"^2}], 18]]}; $CellContext`label2 = {
+         Text[
+          Style[
+           Row[{
+             Style["r", Italic], " / ", 
+             Subscript[
+              Style["a", Italic], 0]}], 18]], 
+         Text[
+          Style[
+           Row[{
+             Subscript[
+              Style["R", Italic], 
+              Row[{
+                Style["n", Italic], ", ", 
+                Style["l", Italic]}]], "(", 
+             Style["r", Italic], ")"}], 18]]}); Typeset`initDone$$ = True),
+    SynchronousInitialization->True,
+    UnsavedVariables:>{Typeset`initDone$$},
+    UntrackedVariables:>{Typeset`size$$}], "Manipulate",
+   Deployed->True,
+   StripOnInput->False],
+  Manipulate`InterpretManipulate[1]]], "Output",
+ CellID->565511758]
+}, Open  ]],
+
+Cell["", "DetailsSection"],
+
+Cell[CellGroupData[{
+
+Cell["", "ControlSuggestionsSection"],
+
+Cell[BoxData[
+ TooltipBox[
+  RowBox[{
+   CheckboxBox[True], Cell[" Resize Images"]}],
+  "\"Click inside an image to reveal its orange resize frame.\\nDrag any of \
+the orange resize handles to resize the image.\"",
+  TooltipDelay->0.35]], "ControlSuggestions",
+ CellChangeTimes->{3.35696210375764*^9, 3.471789840374034*^9},
+ FontFamily->"Verdana",
+ CellTags->"ResizeImages"],
+
+Cell[BoxData[
+ TooltipBox[
+  RowBox[{
+   CheckboxBox[False], Cell[" Rotate and Zoom in 3D"]}],
+  RowBox[{
+   "\"Drag a 3D graphic to rotate it. Starting the drag near the center \
+tumbles\\nthe graphic; starting near a corner turns it parallel to the plane \
+of the screen.\\nHold down \"", 
+    FrameBox[
+    "Ctrl", Background -> GrayLevel[0.9], FrameMargins -> 2, FrameStyle -> 
+     GrayLevel[0.9]], "\" (or \"", 
+    FrameBox[
+    "Cmd", Background -> GrayLevel[0.9], FrameMargins -> 2, FrameStyle -> 
+     GrayLevel[0.9]], "\" on Mac) and drag up and down to zoom.\""}],
+  TooltipDelay->0.35]], "ControlSuggestions",
+ FontFamily->"Verdana",
+ CellTags->"RotateAndZoomIn3D"],
+
+Cell[BoxData[
+ TooltipBox[
+  RowBox[{
+   CheckboxBox[False], Cell[" Drag Locators"]}],
+  RowBox[{"\"Drag any locator (\"", 
+    GraphicsBox[
+     LocatorBox[
+      Scaled[{0.5, 0.5}]], ImageSize -> 20], 
+    "\", etc.) to move it around.\""}],
+  TooltipDelay->0.35]], "ControlSuggestions",
+ FontFamily->"Verdana",
+ CellTags->"DragLocators"],
+
+Cell[BoxData[
+ TooltipBox[
+  RowBox[{
+   CheckboxBox[False], Cell[" Create and Delete Locators"]}],
+  RowBox[{"\"Insert a new locator in the graphic by holding down the \"", 
+    FrameBox[
+    "Alt", Background -> GrayLevel[0.9], FrameMargins -> 2, FrameStyle -> 
+     GrayLevel[0.9]], 
+    "\" key\\nand clicking where you want it to be. Delete a locator by \
+clicking it\\nwhile holding down the \"", 
+    FrameBox[
+    "Alt", Background -> GrayLevel[0.9], FrameMargins -> 2, FrameStyle -> 
+     GrayLevel[0.9]], "\" key.\""}],
+  TooltipDelay->0.35]], "ControlSuggestions",
+ FontFamily->"Verdana",
+ CellTags->"CreateAndDeleteLocators"],
+
+Cell[BoxData[
+ TooltipBox[
+  RowBox[{
+   CheckboxBox[False], Cell[" Slider Zoom"]}],
+  RowBox[{"\"Hold down the \"", 
+    FrameBox[
+    "Alt", Background -> GrayLevel[0.9], FrameMargins -> 2, FrameStyle -> 
+     GrayLevel[0.9]], 
+    "\" key while moving a slider to make fine adjustments in the slider \
+value.\\nHold \"", 
+    FrameBox[
+    "Ctrl", Background -> GrayLevel[0.9], FrameMargins -> 2, FrameStyle -> 
+     GrayLevel[0.9]], "\" and/or \"", 
+    FrameBox[
+    "Shift", Background -> GrayLevel[0.9], FrameMargins -> 2, FrameStyle -> 
+     GrayLevel[0.9]], "\" at the same time as \"", 
+    FrameBox[
+    "Alt", Background -> GrayLevel[0.9], FrameMargins -> 2, FrameStyle -> 
+     GrayLevel[0.9]], "\" to make ever finer adjustments.\""}],
+  TooltipDelay->0.35]], "ControlSuggestions",
+ FontFamily->"Verdana",
+ CellTags->"SliderZoom"],
+
+Cell[BoxData[
+ TooltipBox[
+  RowBox[{
+   CheckboxBox[False], Cell[" Gamepad Controls"]}],
+  "\"Control this Demonstration with a gamepad or other\\nhuman interface \
+device connected to your computer.\"",
+  TooltipDelay->0.35]], "ControlSuggestions",
+ CellChangeTimes->{3.35696210375764*^9, 3.3895522232313623`*^9},
+ FontFamily->"Verdana",
+ CellTags->"GamepadControls"],
+
+Cell[BoxData[
+ TooltipBox[
+  RowBox[{
+   CheckboxBox[False], Cell[" Automatic Animation"]}],
+  RowBox[{"\"Animate a slider in this Demonstration by clicking the\"", 
+    AdjustmentBox[
+     Cell[
+      GraphicsData[
+      "CompressedBitmap", 
+       "eJzzTSzJSM1NLMlMTlRwL0osyMhMLlZwyy8CCjEzMjAwcIKwAgOI/R/IhBKc\n\
+/4EAyGAG0f+nTZsGwgysIJIRKsWKLAXGIHFmEpUgLADxWUAkI24jZs+eTaEt\n\
+IG+wQKRmzJgBlYf5lhEA30OqWA=="], "Graphics", ImageSize -> {9, 9}, ImageMargins -> 
+      0, CellBaseline -> Baseline], BoxBaselineShift -> 0.1839080459770115, 
+     BoxMargins -> {{0., 0.}, {-0.1839080459770115, 0.1839080459770115}}], 
+    "\"button\\nnext to the slider, and then clicking the play button that \
+appears.\\nAnimate all controls by selecting \"", 
+    StyleBox["Autorun", FontWeight -> "Bold"], "\" from the\"", 
+    AdjustmentBox[
+     Cell[
+      GraphicsData[
+      "CompressedBitmap", 
+       "eJyNULENwyAQfEySIlMwTVJlCGRFsosokeNtqBmDBagoaZjAI1C8/8GUUUC6\n\
+57h7cQ8PvU7Pl17nUav7oj/TPH7V7b2QJAUAXBkKmCPRowxICy64bRvGGNF7\n\
+X8CctGoDSN4xhIDGGDhzFXwUh3/ClBKrDQPmnGXtI6u0OOd+tZBVUqy1xSaH\n\
+UqiK6pPe4XdEdAz6563tx/gejuORGMxJaz8mdpJn7hc="], "Graphics", 
+      ImageSize -> {10, 10}, ImageMargins -> 0, CellBaseline -> Baseline], 
+     BoxBaselineShift -> 0.1839080459770115, 
+     BoxMargins -> {{0., 0.}, {-0.1839080459770115, 0.1839080459770115}}], 
+    "\"menu.\""}],
+  TooltipDelay->0.35]], "ControlSuggestions",
+ FontFamily->"Verdana",
+ CellTags->"AutomaticAnimation"],
+
+Cell[BoxData[
+ TooltipBox[
+  RowBox[{
+   CheckboxBox[False], Cell[" Bookmark Animation"]}],
+  RowBox[{
+   "\"See a prepared animation of this Demonstration by selecting\\n\"", 
+    StyleBox["Animate Bookmarks", FontWeight -> "Bold"], "\" from the\"", 
+    AdjustmentBox[
+     Cell[
+      GraphicsData[
+      "CompressedBitmap", 
+       "eJyNULENwyAQfEySIlMwTVJlCGRFsosokeNtqBmDBagoaZjAI1C8/8GUUUC6\n\
+57h7cQ8PvU7Pl17nUav7oj/TPH7V7b2QJAUAXBkKmCPRowxICy64bRvGGNF7\n\
+X8CctGoDSN4xhIDGGDhzFXwUh3/ClBKrDQPmnGXtI6u0OOd+tZBVUqy1xSaH\n\
+UqiK6pPe4XdEdAz6563tx/gejuORGMxJaz8mdpJn7hc="], "Graphics", 
+      ImageSize -> {10, 10}, ImageMargins -> 0, CellBaseline -> Baseline], 
+     BoxBaselineShift -> 0.1839080459770115, 
+     BoxMargins -> {{0., 0.}, {-0.1839080459770115, 0.1839080459770115}}], 
+    "\"menu.\""}],
+  TooltipDelay->0.35]], "ControlSuggestions",
+ FontFamily->"Verdana",
+ CellTags->"BookmarkAnimation"]
+}, Open  ]],
+
+Cell["", "SearchTermsSection"],
+
+Cell[CellGroupData[{
+
+Cell["", "RelatedLinksSection"],
+
+Cell[TextData[ButtonBox["Hydrogen Orbitals",
+ BaseStyle->"Hyperlink",
+ ButtonData->{
+   URL["http://demonstrations.wolfram.com/HydrogenOrbitals/"], None},
+ ButtonNote->
+  "http://demonstrations.wolfram.com/HydrogenOrbitals/"]], "RelatedLinks",
+ CellChangeTimes->{
+  3.35696210375764*^9, {3.47153250203617*^9, 3.471532538913863*^9}},
+ CellID->638582384]
+}, Open  ]],
+
+Cell[CellGroupData[{
+
+Cell["", "AuthorSection"],
+
+Cell[TextData[{
+ "Contributed by: ",
+ ButtonBox["Porscha McRobbie",
+  BaseStyle->"Hyperlink",
+  ButtonData->{
+    URL["http://demonstrations.wolfram.com/author.html?author=Porscha+\
+McRobbie"], None},
+  ButtonNote->
+   "http://demonstrations.wolfram.com/author.html?author=Porscha+McRobbie"],
+ " and ",
+ ButtonBox["Eitan Geva",
+  BaseStyle->"Hyperlink",
+  ButtonData->{
+    URL["http://demonstrations.wolfram.com/author.html?author=Eitan+Geva"], 
+    None},
+  ButtonNote->
+   "http://demonstrations.wolfram.com/author.html?author=Eitan+Geva"]
+}], "Author",
+ CellChangeTimes->{
+  3.35696210375764*^9, {3.471527086129807*^9, 3.4715270914863443`*^9}}]
+}, Open  ]]
+}, Open  ]]
+},
+WindowSize->{953, 752},
+WindowMargins->{{0, Automatic}, {Automatic, 0}},
+FrontEndVersion->"9.0 for Mac OS X x86 (32-bit, 64-bit Kernel) (November 20, \
+2012)",
+StyleDefinitions->FrontEnd`FileName[{"Wolfram"}, "Demonstration.nb", 
+  CharacterEncoding -> "UTF-8"]
+]
+(* End of Notebook Content *)
+
+(* Internal cache information *)
+(*CellTagsOutline
+CellTagsIndex->{
+ "ResizeImages"->{
+  Cell[59463, 1458, 374, 9, 29, "ControlSuggestions",
+   CellTags->"ResizeImages"]},
+ "RotateAndZoomIn3D"->{
+  Cell[59840, 1469, 678, 16, 29, "ControlSuggestions",
+   CellTags->"RotateAndZoomIn3D"]},
+ "DragLocators"->{
+  Cell[60521, 1487, 340, 11, 29, "ControlSuggestions",
+   CellTags->"DragLocators"]},
+ "CreateAndDeleteLocators"->{
+  Cell[60864, 1500, 637, 15, 29, "ControlSuggestions",
+   CellTags->"CreateAndDeleteLocators"]},
+ "SliderZoom"->{
+  Cell[61504, 1517, 844, 21, 29, "ControlSuggestions",
+   CellTags->"SliderZoom"]},
+ "GamepadControls"->{
+  Cell[62351, 1540, 369, 9, 29, "ControlSuggestions",
+   CellTags->"GamepadControls"]},
+ "AutomaticAnimation"->{
+  Cell[62723, 1551, 1464, 31, 29, "ControlSuggestions",
+   CellTags->"AutomaticAnimation"]},
+ "BookmarkAnimation"->{
+  Cell[64190, 1584, 908, 21, 29, "ControlSuggestions",
+   CellTags->"BookmarkAnimation"]}
+ }
+*)
+(*CellTagsIndex
+CellTagsIndex->{
+ {"ResizeImages", 66675, 1664},
+ {"RotateAndZoomIn3D", 66784, 1667},
+ {"DragLocators", 66894, 1670},
+ {"CreateAndDeleteLocators", 67010, 1673},
+ {"SliderZoom", 67124, 1676},
+ {"GamepadControls", 67230, 1679},
+ {"AutomaticAnimation", 67343, 1682},
+ {"BookmarkAnimation", 67460, 1685}
+ }
+*)
+(*NotebookFileOutline
+Notebook[{
+Cell[CellGroupData[{
+Cell[567, 22, 195, 3, 76, "DemoTitle"],
+Cell[765, 27, 33, 0, 275, "InitializationSection"],
+Cell[CellGroupData[{
+Cell[823, 31, 29, 0, 201, "ManipulateSection"],
+Cell[CellGroupData[{
+Cell[877, 35, 17016, 430, 847, "Input"],
+Cell[17896, 467, 7116, 157, 419, "Output",
+ CellID->1940978731]
+}, Open  ]]
+}, Open  ]],
+Cell[CellGroupData[{
+Cell[25061, 630, 36, 0, 181, "ManipulateCaptionSection"],
+Cell[25100, 632, 5729, 175, 148, "ManipulateCaption",
+ CellID->47933019]
+}, Open  ]],
+Cell[CellGroupData[{
+Cell[30866, 812, 28, 0, 179, "ThumbnailSection"],
+Cell[30897, 814, 7097, 156, 421, "Output",
+ CellID->1957055702]
+}, Open  ]],
+Cell[CellGroupData[{
+Cell[38031, 975, 28, 0, 149, "SnapshotsSection"],
+Cell[38062, 977, 7097, 156, 421, "Output",
+ CellID->1375646062],
+Cell[45162, 1135, 7096, 156, 421, "Output",
+ CellID->674420432],
+Cell[52261, 1293, 7096, 156, 421, "Output",
+ CellID->565511758]
+}, Open  ]],
+Cell[59372, 1452, 26, 0, 357, "DetailsSection"],
+Cell[CellGroupData[{
+Cell[59423, 1456, 37, 0, 119, "ControlSuggestionsSection"],
+Cell[59463, 1458, 374, 9, 29, "ControlSuggestions",
+ CellTags->"ResizeImages"],
+Cell[59840, 1469, 678, 16, 29, "ControlSuggestions",
+ CellTags->"RotateAndZoomIn3D"],
+Cell[60521, 1487, 340, 11, 29, "ControlSuggestions",
+ CellTags->"DragLocators"],
+Cell[60864, 1500, 637, 15, 29, "ControlSuggestions",
+ CellTags->"CreateAndDeleteLocators"],
+Cell[61504, 1517, 844, 21, 29, "ControlSuggestions",
+ CellTags->"SliderZoom"],
+Cell[62351, 1540, 369, 9, 29, "ControlSuggestions",
+ CellTags->"GamepadControls"],
+Cell[62723, 1551, 1464, 31, 29, "ControlSuggestions",
+ CellTags->"AutomaticAnimation"],
+Cell[64190, 1584, 908, 21, 29, "ControlSuggestions",
+ CellTags->"BookmarkAnimation"]
+}, Open  ]],
+Cell[65113, 1608, 30, 0, 165, "SearchTermsSection"],
+Cell[CellGroupData[{
+Cell[65168, 1612, 31, 0, 137, "RelatedLinksSection"],
+Cell[65202, 1614, 352, 8, 23, "RelatedLinks",
+ CellID->638582384]
+}, Open  ]],
+Cell[CellGroupData[{
+Cell[65591, 1627, 25, 0, 149, "AuthorSection"],
+Cell[65619, 1629, 648, 19, 23, "Author"]
+}, Open  ]]
+}, Open  ]]
+}
+]
+*)
+
+(* End of internal cache information *)
diff --git a/project/InfiniteSquareWell.nb b/project/InfiniteSquareWell.nb
new file mode 100644
index 0000000..f208fc9
--- /dev/null
+++ b/project/InfiniteSquareWell.nb
@@ -0,0 +1,715 @@
+(* Content-type: application/vnd.wolfram.mathematica *)
+
+(*** Wolfram Notebook File ***)
+(* http://www.wolfram.com/nb *)
+
+(* CreatedBy='Mathematica 8.0' *)
+
+(*CacheID: 234*)
+(* Internal cache information:
+NotebookFileLineBreakTest
+NotebookFileLineBreakTest
+NotebookDataPosition[       157,          7]
+NotebookDataLength[     37537,        706]
+NotebookOptionsPosition[     37139,        688]
+NotebookOutlinePosition[     37483,        703]
+CellTagsIndexPosition[     37440,        700]
+WindowFrame->Normal*)
+
+(* Beginning of Notebook Content *)
+Notebook[{
+
+Cell[CellGroupData[{
+Cell[BoxData[{
+ RowBox[{"n1", ":=", "4"}], "\[IndentingNewLine]", 
+ RowBox[{"n2", ":=", "2"}], "\[IndentingNewLine]", 
+ RowBox[{"n3", ":=", "1"}], "\[IndentingNewLine]", 
+ RowBox[{"a", ":=", "\[Pi]"}], "\[IndentingNewLine]", 
+ RowBox[{"a1", ":=", 
+  RowBox[{"Plot", "[", 
+   RowBox[{"0", ",", " ", 
+    RowBox[{"{", 
+     RowBox[{"x", ",", " ", "0", ",", " ", "a"}], "}"}], ",", 
+    RowBox[{"PlotRange", "\[Rule]", " ", 
+     RowBox[{"{", 
+      RowBox[{"0", ",", " ", 
+       RowBox[{
+        RowBox[{"n1", "^", "2"}], " ", "+", "n1"}]}], "}"}]}]}], 
+   "]"}]}], "\[IndentingNewLine]", 
+ RowBox[{"p1", ":=", 
+  RowBox[{"Plot", "[", 
+   RowBox[{
+    RowBox[{
+     RowBox[{
+      RowBox[{"Sqrt", "[", 
+       RowBox[{"2", "/", "a"}], "]"}], "*", 
+      RowBox[{"Sin", "[", 
+       RowBox[{"n1", "*", "x", "*", 
+        RowBox[{"\[Pi]", "/", "a"}]}], "]"}]}], "+", 
+     RowBox[{"n1", "^", "2"}]}], ",", " ", 
+    RowBox[{"{", 
+     RowBox[{"x", ",", " ", "0", ",", " ", "a"}], "}"}], ",", "  ", 
+    RowBox[{"PlotRange", "\[Rule]", " ", 
+     RowBox[{"{", 
+      RowBox[{"0", ",", " ", 
+       RowBox[{
+        RowBox[{"n1", "^", "2"}], " ", "+", "n1"}]}], "}"}]}]}], 
+   "]"}]}], "\[IndentingNewLine]", 
+ RowBox[{"p1e", ":=", 
+  RowBox[{"Plot", "[", 
+   RowBox[{
+    RowBox[{"n1", "^", "2"}], ",", " ", 
+    RowBox[{"{", 
+     RowBox[{"x", ",", "0", ",", " ", "a"}], "}"}]}], 
+   "]"}]}], "\[IndentingNewLine]", 
+ RowBox[{"p2", ":=", 
+  RowBox[{"Plot", "[", 
+   RowBox[{
+    RowBox[{
+     RowBox[{
+      RowBox[{"Sqrt", "[", 
+       RowBox[{"2", "/", "a"}], "]"}], "*", 
+      RowBox[{"Sin", "[", 
+       RowBox[{"n2", "*", "x", "*", 
+        RowBox[{"\[Pi]", "/", "a"}]}], "]"}]}], "+", 
+     RowBox[{"n2", "^", "2"}]}], ",", " ", 
+    RowBox[{"{", 
+     RowBox[{"x", ",", " ", "0", ",", " ", "a"}], "}"}], ",", "  ", 
+    RowBox[{"PlotRange", "\[Rule]", " ", 
+     RowBox[{"{", 
+      RowBox[{"0", ",", " ", 
+       RowBox[{
+        RowBox[{"n2", "^", "2"}], " ", "+", "n2"}]}], "}"}]}]}], 
+   "]"}]}], "\[IndentingNewLine]", 
+ RowBox[{"p2e", ":=", 
+  RowBox[{"Plot", "[", 
+   RowBox[{
+    RowBox[{"n2", "^", "2"}], ",", " ", 
+    RowBox[{"{", 
+     RowBox[{"x", ",", "0", ",", " ", "a"}], "}"}]}], 
+   "]"}]}], "\[IndentingNewLine]", 
+ RowBox[{"p3", ":=", 
+  RowBox[{"Plot", "[", 
+   RowBox[{
+    RowBox[{
+     RowBox[{
+      RowBox[{"Sqrt", "[", 
+       RowBox[{"2", "/", "a"}], "]"}], "*", 
+      RowBox[{"Sin", "[", 
+       RowBox[{"n3", "*", "x", "*", 
+        RowBox[{"\[Pi]", "/", "a"}]}], "]"}]}], "+", 
+     RowBox[{"n3", "^", "2"}]}], ",", " ", 
+    RowBox[{"{", 
+     RowBox[{"x", ",", " ", "0", ",", " ", "a"}], "}"}], ",", "  ", 
+    RowBox[{"PlotRange", "\[Rule]", " ", 
+     RowBox[{"{", 
+      RowBox[{"0", ",", " ", 
+       RowBox[{
+        RowBox[{"n3", "^", "2"}], " ", "+", "n2"}]}], "}"}]}], ",", " ", 
+    RowBox[{"GridLines", "\[Rule]", " ", 
+     RowBox[{"{", 
+      RowBox[{
+       RowBox[{"{", 
+        RowBox[{"\[Pi]", "-", ".01"}], "}"}], ",", " ", 
+       RowBox[{"{", "}"}]}], "}"}]}]}], "]"}]}], "\[IndentingNewLine]", 
+ RowBox[{"p3e", ":=", 
+  RowBox[{"Plot", "[", 
+   RowBox[{
+    RowBox[{"n3", "^", "2"}], ",", " ", 
+    RowBox[{"{", 
+     RowBox[{"x", ",", "0", ",", " ", "a"}], "}"}]}], 
+   "]"}]}], "\[IndentingNewLine]", 
+ RowBox[{"Show", "[", 
+  RowBox[{
+  "a1", ",", " ", "p1", ",", " ", "p1e", ",", "p2", ",", " ", "p2e", ",", " ",
+    "p3", ",", " ", "p3e"}], "]"}]}], "Input",
+ CellChangeTimes->CompressedData["
+1:eJwdxWlIkwEAgOEVBTErCbEiFDZizKKDYpNkM9AawZLoYAcpVp9TKZAxmWuw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+  "]],
+
+Cell[BoxData[
+ GraphicsBox[{{{}, {}, 
+    {Hue[0.67, 0.6, 0.6], LineBox[CompressedData["
+1:eJxFz30s1AEYB/Bzd3Fnazt2zuyGEG3Y1Fqr253IhFjiWm9Upx/qnLo7L6tI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+      "]]}}, {{}, {}, 
+    {Hue[0.67, 0.6, 0.6], LineBox[CompressedData["
+1:eJwd2Xk41F8XAPCxzFiiopIoWwupZqYkEZ2bFkVUSklJlBKyZclOScqSJG3E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+      "]]}}, {{}, {}, 
+    {Hue[0.67, 0.6, 0.6], LineBox[CompressedData["
+1:eJxTTMoPSmViYGAwAWIQzbyf69xj00I7BjAwcAjKkbw1Y9J8exh/4qeYzdMm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+      "]]}}, {{}, {}, 
+    {Hue[0.67, 0.6, 0.6], LineBox[CompressedData["
+1:eJwV13k4VF0YAPCZO5a5Q4YZa0pRKEtSikrOm6SolBQqW6ikDRWRKJWEfFIJ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+      "]]}}, {{}, {}, 
+    {Hue[0.67, 0.6, 0.6], LineBox[CompressedData["
+1:eJxTTMoPSmViYGAwAWIQzbyf69xj00I7BjAQcAjKkbw1Y9J8exh/4qeYzdMm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+      "]]}}, {{}, {}, 
+    {Hue[0.67, 0.6, 0.6], LineBox[CompressedData["
+1:eJwt2Hk4lGsfB3BbGjpCUdbKKEkOQsj2e6gk20HSYlcI2R1RlmQvCSGJVCTL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+      "]]}}, {{}, {}, 
+    {Hue[0.67, 0.6, 0.6], LineBox[CompressedData["
+1:eJxTTMoPSmViYGAwAWIQzbyf69xj00I7BjD4YB+UI3lrxqT59jD+xE8xm6dN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+      "]]}}},
+  AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
+  Axes->True,
+  AxesOrigin->{0, 0},
+  ImageSize->{523., Automatic},
+  PlotRange->NCache[{{0, Pi}, {0, 20}}, {{0, 3.141592653589793}, {0, 20}}],
+  PlotRangeClipping->True,
+  PlotRangePadding->{
+    Scaled[0.02], Automatic}]], "Output",
+ CellChangeTimes->{
+  3.7216852251008897`*^9, {3.7216855222808895`*^9, 3.7216855318904896`*^9}, {
+   3.72168579450089*^9, 3.72168583569969*^9}, {3.721685889205289*^9, 
+   3.7216859029326735`*^9}, {3.7216860250595927`*^9, 
+   3.7216860585668893`*^9}, {3.7216861064099426`*^9, 
+   3.7216861343019123`*^9}, {3.721686165969303*^9, 3.7216861941111617`*^9}, {
+   3.7216862791919255`*^9, 3.7216863249458456`*^9}, {3.721687846724058*^9, 
+   3.721687855382058*^9}, {3.7216880122868586`*^9, 3.7216880285264587`*^9}}]
+}, Open  ]],
+
+Cell[BoxData[""], "Input",
+ CellChangeTimes->{{3.7216801361002283`*^9, 3.7216801375510283`*^9}, {
+   3.721680642538628*^9, 3.721680660821828*^9}, {3.721680761874692*^9, 
+   3.72168077185818*^9}, 3.721680805287266*^9}],
+
+Cell[BoxData[""], "Input",
+ CellChangeTimes->{{3.721680809171467*^9, 3.721680809187066*^9}}]
+},
+WindowSize->{1264, 889},
+WindowMargins->{{0, Automatic}, {Automatic, 0}},
+FrontEndVersion->"8.0 for Microsoft Windows (64-bit) (February 23, 2011)",
+StyleDefinitions->"Default.nb"
+]
+(* End of Notebook Content *)
+
+(* Internal cache information *)
+(*CellTagsOutline
+CellTagsIndex->{}
+*)
+(*CellTagsIndex
+CellTagsIndex->{}
+*)
+(*NotebookFileOutline
+Notebook[{
+Cell[CellGroupData[{
+Cell[579, 22, 4092, 115, 252, "Input"],
+Cell[4674, 139, 32134, 538, 358, "Output"]
+}, Open  ]],
+Cell[36823, 680, 217, 3, 31, "Input"],
+Cell[37043, 685, 92, 1, 31, "Input"]
+}
+]
+*)
+
+(* End of internal cache information *)
diff --git a/project/PHY 520 Group Project Written Documentation.docx b/project/PHY 520 Group Project Written Documentation.docx
new file mode 100644
index 0000000..6848426
Binary files /dev/null and b/project/PHY 520 Group Project Written Documentation.docx differ
diff --git a/project/SimpleHarmonicOscillator.docx b/project/SimpleHarmonicOscillator.docx
new file mode 100644
index 0000000..c4f7856
Binary files /dev/null and b/project/SimpleHarmonicOscillator.docx differ
diff --git a/project/SimpleHarmonicOscillator.nb b/project/SimpleHarmonicOscillator.nb
new file mode 100644
index 0000000..e1e80cd
--- /dev/null
+++ b/project/SimpleHarmonicOscillator.nb
@@ -0,0 +1,353 @@
+(* Content-type: application/vnd.wolfram.mathematica *)
+
+(*** Wolfram Notebook File ***)
+(* http://www.wolfram.com/nb *)
+
+(* CreatedBy='Mathematica 11.2' *)
+
+(*CacheID: 234*)
+(* Internal cache information:
+NotebookFileLineBreakTest
+NotebookFileLineBreakTest
+NotebookDataPosition[       158,          7]
+NotebookDataLength[     13104,        343]
+NotebookOptionsPosition[     12194,        318]
+NotebookOutlinePosition[     12572,        334]
+CellTagsIndexPosition[     12529,        331]
+WindowFrame->Normal*)
+
+(* Beginning of Notebook Content *)
+Notebook[{
+
+Cell[CellGroupData[{
+Cell[BoxData[{
+ RowBox[{
+  RowBox[{
+   RowBox[{"H", "[", 
+    RowBox[{"\[Zeta]_", ",", "n_"}], "]"}], ":=", " ", 
+   RowBox[{
+    RowBox[{
+     RowBox[{"(", 
+      RowBox[{"-", "1"}], ")"}], "^", "n"}], " ", 
+    RowBox[{
+     RowBox[{"(", 
+      RowBox[{
+       RowBox[{"2", "^", "n"}], " ", 
+       RowBox[{"n", "!"}], " ", 
+       RowBox[{"\[Sqrt]", "\[Pi]"}]}], ")"}], "^", 
+     RowBox[{"(", 
+      RowBox[{
+       RowBox[{"-", "1"}], "/", "2"}], ")"}]}], " ", 
+    RowBox[{"E", "^", 
+     RowBox[{"(", 
+      RowBox[{"\[Zeta]", "^", "2"}], ")"}]}], " ", 
+    RowBox[{"D", "[", 
+     RowBox[{
+      RowBox[{"E", "^", 
+       RowBox[{"(", 
+        RowBox[{"-", 
+         RowBox[{"\[Zeta]", "^", "2"}]}], ")"}]}], ",", 
+      RowBox[{"{", 
+       RowBox[{"\[Zeta]", ",", "n"}], "}"}]}], "]"}]}]}], 
+  ";"}], "\[IndentingNewLine]", 
+ RowBox[{
+  RowBox[{
+   RowBox[{"\[Psi]", "[", 
+    RowBox[{"x_", ",", "n_"}], "]"}], ":=", 
+   RowBox[{
+    SuperscriptBox["\[ExponentialE]", 
+     RowBox[{
+      RowBox[{"-", 
+       FractionBox["1", "2"]}], 
+      SuperscriptBox["x", "2"]}]], 
+    RowBox[{"H", "[", 
+     RowBox[{"x", ",", "n"}], "]"}]}]}], ";"}], "\[IndentingNewLine]", 
+ RowBox[{
+  RowBox[{"\[Psi]", "[", 
+   RowBox[{"x", ",", "n"}], "]"}], ";"}], "\[IndentingNewLine]", 
+ RowBox[{"Manipulate", "[", 
+  RowBox[{
+   RowBox[{"Plot", "[", 
+    RowBox[{"%", ",", 
+     RowBox[{"{", 
+      RowBox[{"x", ",", 
+       RowBox[{"-", "6"}], ",", "6"}], "}"}], ",", 
+     RowBox[{"AxesLabel", "\[Rule]", 
+      RowBox[{"{", 
+       RowBox[{"\"\<x\>\"", ",", "\"\<\[Psi]\>\""}], "}"}]}]}], "]"}], ",", 
+   RowBox[{"Style", "[", 
+    RowBox[{"\"\<\[Psi]\>\"", ",", "16", ",", "Bold"}], "]"}], ",", 
+   RowBox[{"{", 
+    RowBox[{
+     RowBox[{"{", 
+      RowBox[{"n", ",", "1", ",", "\"\<Energy\>\""}], "}"}], ",", "0", ",", 
+     "10"}], "}"}]}], "]"}]}], "Input",
+ CellChangeTimes->{{3.721686911190549*^9, 3.721686913879924*^9}, {
+  3.7216869616955223`*^9, 
+  3.721686961896429*^9}},ExpressionUUID->"4ca179a4-27d3-4c34-ae58-\
+8b94da183330"],
+
+Cell[BoxData[
+ TagBox[
+  StyleBox[
+   DynamicModuleBox[{$CellContext`n$$ = 0., Typeset`show$$ = True, 
+    Typeset`bookmarkList$$ = {}, Typeset`bookmarkMode$$ = "Menu", 
+    Typeset`animator$$, Typeset`animvar$$ = 1, Typeset`name$$ = 
+    "\"untitled\"", Typeset`specs$$ = {{
+      Hold[
+       Style["\[Psi]", 16, Bold]], Manipulate`Dump`ThisIsNotAControl}, {{
+       Hold[$CellContext`n$$], 1, "energy"}, 0, 10}}, Typeset`size$$ = {
+    540., {173., 180.}}, Typeset`update$$ = 0, Typeset`initDone$$, 
+    Typeset`skipInitDone$$ = True, $CellContext`n$757670$$ = 0}, 
+    DynamicBox[Manipulate`ManipulateBoxes[
+     1, StandardForm, "Variables" :> {$CellContext`n$$ = 1}, 
+      "ControllerVariables" :> {
+        Hold[$CellContext`n$$, $CellContext`n$757670$$, 0]}, 
+      "OtherVariables" :> {
+       Typeset`show$$, Typeset`bookmarkList$$, Typeset`bookmarkMode$$, 
+        Typeset`animator$$, Typeset`animvar$$, Typeset`name$$, 
+        Typeset`specs$$, Typeset`size$$, Typeset`update$$, Typeset`initDone$$,
+         Typeset`skipInitDone$$}, "Body" :> 
+      Plot[(-2)^$CellContext`n$$ E^(Rational[1, 2] $CellContext`x^2) 
+        Pi^Rational[1, 4] $CellContext`x^(-$CellContext`n$$) (
+          2^$CellContext`n$$ Factorial[$CellContext`n$$])^Rational[-1, 2] 
+        HypergeometricPFQRegularized[{
+           Rational[1, 2], 1}, {
+          1 + Rational[1, 2] (-1 - $CellContext`n$$), 1 + 
+           Rational[-1, 
+              2] $CellContext`n$$}, -$CellContext`x^2], {$CellContext`x, -6, 
+         6}, AxesLabel -> {"x", "\[Psi]"}], "Specifications" :> {
+        Style["\[Psi]", 16, Bold], {{$CellContext`n$$, 1, "energy"}, 0, 10}}, 
+      "Options" :> {}, "DefaultOptions" :> {}],
+     ImageSizeCache->{612., {268., 277.}},
+     SingleEvaluation->True],
+    Deinitialization:>None,
+    DynamicModuleValues:>{},
+    SynchronousInitialization->True,
+    UndoTrackedVariables:>{Typeset`show$$, Typeset`bookmarkMode$$},
+    UnsavedVariables:>{Typeset`initDone$$},
+    UntrackedVariables:>{Typeset`size$$}], "Manipulate",
+   Deployed->True,
+   StripOnInput->False],
+  Manipulate`InterpretManipulate[1]]], "Output",
+ CellChangeTimes->{
+  3.721686914280433*^9},ExpressionUUID->"9b3d54d1-47ed-479c-8632-\
+0bd2936168ee"]
+}, Open  ]],
+
+Cell[CellGroupData[{
+
+Cell[BoxData[{
+ RowBox[{
+  RowBox[{"\[Psi]", "[", 
+   RowBox[{"x", ",", "n"}], "]"}], ";"}], "\[IndentingNewLine]", 
+ RowBox[{"Manipulate", "[", 
+  RowBox[{
+   RowBox[{"Plot", "[", 
+    RowBox[{
+     SuperscriptBox[
+      RowBox[{"Abs", "[", "%", "]"}], "2"], ",", 
+     RowBox[{"{", 
+      RowBox[{"x", ",", 
+       RowBox[{"-", "6"}], ",", "6"}], "}"}], ",", 
+     RowBox[{"AxesLabel", "\[Rule]", 
+      RowBox[{"{", 
+       RowBox[{
+       "\"\<x\>\"", ",", 
+        "\"\<|\[Psi]\!\(\*SuperscriptBox[\(|\), \(2\)]\)\>\""}], "}"}]}]}], 
+    "]"}], ",", 
+   RowBox[{"Style", "[", 
+    RowBox[{
+    "\"\<|\[Psi]\!\(\*SuperscriptBox[\(|\), \(2\)]\)\>\"", ",", "16", ",", 
+     "Bold"}], "]"}], ",", 
+   RowBox[{"{", 
+    RowBox[{
+     RowBox[{"{", 
+      RowBox[{"n", ",", "2", ",", "\"\<Energy\>\""}], "}"}], ",", "0", ",", 
+     "10"}], "}"}]}], "]"}]}], "Input",
+ CellChangeTimes->{{3.7216869496547737`*^9, 
+  3.721686965762636*^9}},ExpressionUUID->"810f6902-f7b5-477f-b48e-\
+3c81937d6083"],
+
+Cell[BoxData[
+ TagBox[
+  StyleBox[
+   DynamicModuleBox[{$CellContext`n$$ = 0., Typeset`show$$ = True, 
+    Typeset`bookmarkList$$ = {}, Typeset`bookmarkMode$$ = "Menu", 
+    Typeset`animator$$, Typeset`animvar$$ = 1, Typeset`name$$ = 
+    "\"untitled\"", Typeset`specs$$ = {{
+      Hold[
+       Style["|\[Psi]\!\(\*SuperscriptBox[\(|\), \(2\)]\)", 16, Bold]], 
+      Manipulate`Dump`ThisIsNotAControl}, {{
+       Hold[$CellContext`n$$], 2, "Energy"}, 0, 10}}, Typeset`size$$ = {
+    540., {177., 184.}}, Typeset`update$$ = 0, Typeset`initDone$$, 
+    Typeset`skipInitDone$$ = True, $CellContext`n$764818$$ = 0}, 
+    DynamicBox[Manipulate`ManipulateBoxes[
+     1, StandardForm, "Variables" :> {$CellContext`n$$ = 2}, 
+      "ControllerVariables" :> {
+        Hold[$CellContext`n$$, $CellContext`n$764818$$, 0]}, 
+      "OtherVariables" :> {
+       Typeset`show$$, Typeset`bookmarkList$$, Typeset`bookmarkMode$$, 
+        Typeset`animator$$, Typeset`animvar$$, Typeset`name$$, 
+        Typeset`specs$$, Typeset`size$$, Typeset`update$$, Typeset`initDone$$,
+         Typeset`skipInitDone$$}, "Body" :> 
+      Plot[Abs[(-2)^$CellContext`n$$ E^(Rational[1, 2] $CellContext`x^2) 
+          Pi^Rational[1, 4] $CellContext`x^(-$CellContext`n$$) (
+            2^$CellContext`n$$ Factorial[$CellContext`n$$])^Rational[-1, 2] 
+          HypergeometricPFQRegularized[{
+             Rational[1, 2], 1}, {
+            1 + Rational[1, 2] (-1 - $CellContext`n$$), 1 + 
+             Rational[-1, 
+                2] $CellContext`n$$}, -$CellContext`x^2]]^2, {$CellContext`x, \
+-6, 6}, AxesLabel -> {"x", "|\[Psi]\!\(\*SuperscriptBox[\(|\), \(2\)]\)"}], 
+      "Specifications" :> {
+        Style[
+        "|\[Psi]\!\(\*SuperscriptBox[\(|\), \(2\)]\)", 16, 
+         Bold], {{$CellContext`n$$, 2, "Energy"}, 0, 10}}, "Options" :> {}, 
+      "DefaultOptions" :> {}],
+     ImageSizeCache->{612., {278., 287.}},
+     SingleEvaluation->True],
+    Deinitialization:>None,
+    DynamicModuleValues:>{},
+    SynchronousInitialization->True,
+    UndoTrackedVariables:>{Typeset`show$$, Typeset`bookmarkMode$$},
+    UnsavedVariables:>{Typeset`initDone$$},
+    UntrackedVariables:>{Typeset`size$$}], "Manipulate",
+   Deployed->True,
+   StripOnInput->False],
+  Manipulate`InterpretManipulate[1]]], "Output",
+ CellChangeTimes->{{3.7216869547850924`*^9, 
+  3.7216869663324747`*^9}},ExpressionUUID->"2fe19ef6-740d-46c6-a73e-\
+dbf82142124e"]
+}, Open  ]],
+
+Cell[CellGroupData[{
+
+Cell[BoxData[{
+ RowBox[{
+  RowBox[{
+   RowBox[{"\[Psi]", "[", 
+    RowBox[{"x", ",", "n"}], "]"}], "\[Times]", 
+   RowBox[{"\[Psi]", "[", 
+    RowBox[{"y", ",", "n"}], "]"}]}], ";"}], "\[IndentingNewLine]", 
+ RowBox[{"Manipulate", "[", 
+  RowBox[{
+   RowBox[{"Plot3D", "[", 
+    RowBox[{
+     RowBox[{
+      RowBox[{"Abs", "[", "%", "]"}], "^", "2"}], ",", 
+     RowBox[{"{", 
+      RowBox[{"x", ",", 
+       RowBox[{"-", "6"}], ",", "6"}], "}"}], ",", 
+     RowBox[{"{", 
+      RowBox[{"y", ",", 
+       RowBox[{"-", "6"}], ",", "6"}], "}"}], ",", 
+     RowBox[{"AxesLabel", "\[Rule]", 
+      RowBox[{"{", 
+       RowBox[{
+       "\"\<x\>\"", ",", "\"\<y\>\"", ",", 
+        "\"\<|\[Psi]\!\(\*SuperscriptBox[\(|\), \(2\)]\)\>\""}], "}"}]}], ",", 
+     RowBox[{"PlotRange", "\[Rule]", "All"}], ",", 
+     RowBox[{"PlotPoints", "\[Rule]", "50"}]}], "]"}], ",", 
+   RowBox[{"{", 
+    RowBox[{
+     RowBox[{"{", 
+      RowBox[{"n", ",", "10", ",", "\"\<Energy\>\""}], "}"}], ",", "0", ",", 
+     "10"}], "}"}]}], "]"}]}], "Input",
+ CellChangeTimes->{{3.721687038642207*^9, 3.7216871545911503`*^9}, {
+  3.7216871858360157`*^9, 
+  3.7216871867746077`*^9}},ExpressionUUID->"30bedbf7-3291-4d2a-a81a-\
+c18d3b6ec891"],
+
+Cell[BoxData[
+ TagBox[
+  StyleBox[
+   DynamicModuleBox[{$CellContext`n$$ = 10, Typeset`show$$ = True, 
+    Typeset`bookmarkList$$ = {}, Typeset`bookmarkMode$$ = "Menu", 
+    Typeset`animator$$, Typeset`animvar$$ = 1, Typeset`name$$ = 
+    "\"untitled\"", Typeset`specs$$ = {{{
+       Hold[$CellContext`n$$], 10, "Energy"}, 0, 10}}, Typeset`size$$ = {
+    540., {193., 202.}}, Typeset`update$$ = 0, Typeset`initDone$$, 
+    Typeset`skipInitDone$$ = True, $CellContext`n$870100$$ = 0}, 
+    DynamicBox[Manipulate`ManipulateBoxes[
+     1, StandardForm, "Variables" :> {$CellContext`n$$ = 10}, 
+      "ControllerVariables" :> {
+        Hold[$CellContext`n$$, $CellContext`n$870100$$, 0]}, 
+      "OtherVariables" :> {
+       Typeset`show$$, Typeset`bookmarkList$$, Typeset`bookmarkMode$$, 
+        Typeset`animator$$, Typeset`animvar$$, Typeset`name$$, 
+        Typeset`specs$$, Typeset`size$$, Typeset`update$$, Typeset`initDone$$,
+         Typeset`skipInitDone$$}, "Body" :> 
+      Plot3D[Abs[(-1)^(2 $CellContext`n$$) 2^$CellContext`n$$ 
+          E^(Rational[1, 2] $CellContext`x^2 + 
+            Rational[1, 2] $CellContext`y^2) 
+          Pi^Rational[
+            1, 2] $CellContext`x^(-$CellContext`n$$) \
+$CellContext`y^(-$CellContext`n$$) Factorial[$CellContext`n$$]^(-1) 
+          HypergeometricPFQRegularized[{
+             Rational[1, 2], 1}, {
+            1 + Rational[1, 2] (-1 - $CellContext`n$$), 1 + 
+             Rational[-1, 2] $CellContext`n$$}, -$CellContext`x^2] 
+          HypergeometricPFQRegularized[{
+             Rational[1, 2], 1}, {
+            1 + Rational[1, 2] (-1 - $CellContext`n$$), 1 + 
+             Rational[-1, 
+                2] $CellContext`n$$}, -$CellContext`y^2]]^2, {$CellContext`x, \
+-6, 6}, {$CellContext`y, -6, 6}, 
+        AxesLabel -> {
+         "x", "y", "|\[Psi]\!\(\*SuperscriptBox[\(|\), \(2\)]\)"}, PlotRange -> 
+        All, PlotPoints -> 50], 
+      "Specifications" :> {{{$CellContext`n$$, 10, "Energy"}, 0, 10}}, 
+      "Options" :> {}, "DefaultOptions" :> {}],
+     ImageSizeCache->{612., {257., 266.}},
+     SingleEvaluation->True],
+    Deinitialization:>None,
+    DynamicModuleValues:>{},
+    SynchronousInitialization->True,
+    UndoTrackedVariables:>{Typeset`show$$, Typeset`bookmarkMode$$},
+    UnsavedVariables:>{Typeset`initDone$$},
+    UntrackedVariables:>{Typeset`size$$}], "Manipulate",
+   Deployed->True,
+   StripOnInput->False],
+  Manipulate`InterpretManipulate[1]]], "Output",
+ CellChangeTimes->{{3.7216870765625362`*^9, 3.7216871038097744`*^9}, {
+   3.7216871405282593`*^9, 3.721687155276568*^9}, 
+   3.721687187423189*^9},ExpressionUUID->"aad3fb46-5ba0-4c07-9cd1-\
+f69642993cb6"]
+}, Open  ]]
+},
+WindowSize->{1500, 917},
+WindowMargins->{{-8, Automatic}, {Automatic, -8}},
+Magnification:>1.5 Inherited,
+FrontEndVersion->"11.2 for Microsoft Windows (64-bit) (September 10, 2017)",
+StyleDefinitions->"Default.nb"
+]
+(* End of Notebook Content *)
+
+(* Internal cache information *)
+(*CellTagsOutline
+CellTagsIndex->{}
+*)
+(*CellTagsIndex
+CellTagsIndex->{}
+*)
+(*NotebookFileOutline
+Notebook[{
+Cell[CellGroupData[{
+Cell[580, 22, 2035, 65, 151, "Input",ExpressionUUID->"4ca179a4-27d3-4c34-ae58-8b94da183330"],
+Cell[2618, 89, 2222, 45, 606, "Output",ExpressionUUID->"9b3d54d1-47ed-479c-8632-0bd2936168ee"]
+}, Open  ]],
+Cell[CellGroupData[{
+Cell[4877, 139, 992, 30, 78, "Input",ExpressionUUID->"810f6902-f7b5-477f-b48e-3c81937d6083"],
+Cell[5872, 171, 2407, 49, 593, "Output",ExpressionUUID->"2fe19ef6-740d-46c6-a73e-dbf82142124e"]
+}, Open  ]],
+Cell[CellGroupData[{
+Cell[8316, 225, 1208, 34, 112, "Input",ExpressionUUID->"30bedbf7-3291-4d2a-a81a-c18d3b6ec891"],
+Cell[9527, 261, 2651, 54, 551, "Output",ExpressionUUID->"aad3fb46-5ba0-4c07-9cd1-f69642993cb6"]
+}, Open  ]]
+}
+]
+*)
+
+(* End of internal cache information *)
+
diff --git a/project/inverse_r_potential.cpp b/project/inverse_r_potential.cpp
index 2a8ad0c..574cb48 100644
--- a/project/inverse_r_potential.cpp
+++ b/project/inverse_r_potential.cpp
@@ -18,6 +18,11 @@ double a = 4*pi*ep_0*hbar*hbar/m/e/e;
 // kappa = sqrt(-2*m*E/hbar)
 // kappa = m * e^2 / (4 * pi * ep_0 * hbar^2)
 
+int factorial(int n)
+{
+    return (n == 1 || n == 0) ? 1 : factorial(n - 1) * n;
+}
+
 double kappa(double n) 
 {
     double result = m * e^2 / (4 * pi * ep_0 * hbar^2);
@@ -43,24 +48,26 @@ double v(double n, double l, double rho)
 double R(double n, double l,
             double r)
 {
-    double rho = r/a*n;
+    double rho = r*a/n;
     double result = 1/r 
         * pow(rho,l+1) 
         * exp(-rho)
         * v(n,l,rho);
 }
 
-normalize()
- 
-
 double Y(double l, double m, 
             double theta, double phi);
 
 double psi(double n, double l, double m,
             double r, double theta, double phi)
-    = R(n,l,r) * Y(l,m,theta,phi);
-
-
+{
+    norm(n,l) * R(n,l,r) * Y(l,m,theta,phi);
+}
+double norm(double n, double l) 
+{
+    double result_squared = pow((2*a/n),3) * factorial(n-l-1) / (2*n) / pow(factorial(n+1),3);
+    return sqrt(result_squared);
+}
 
 
 int main(int argc, char const *argv[])
diff --git a/project/writeup.mth b/project/writeup.mth
index fed9705..40483b1 100644
--- a/project/writeup.mth
+++ b/project/writeup.mth
@@ -1,3 +1,20 @@
+PHY 520: Group Project – Written Documentation
+Steven Wallbrown, Henry Colburn, Bruce He, Otho Ulrich
+
+We present descriptions of our models in three parts. In this document, the infinite square well and 1/r potential models are presented. The simple harmonic oscillator is described in word document, accompanying this submission. In each case, a model was built in mathematica that parallels the developments in "Introduction to Quantum Mechanics" [Griffiths] and Dr. Chris Crawford's course notes for the PHY 520 course at UK, 2017.
+
+The states were easy to model without normalization. We found that normalizing the states was a difficult consideration. We were pleased to see the qualitative behaviour we expected, at least, and look forward to developing similar models more fully. The simple harmonic oscillator is plotted in 1d and 2d, and the infinite square well and 1/r potential solutions are plotted in 1d. Mathematica programs are included in this submission.
+
+
+Modeling the infinite square well potential
+─────────────
+
+The concept behind the simulation created is that of the infinite square well potential of a one-dimensional wave. The basics behind the idea is that a particle trapped in an area bordered by infinite potential must be composed of waves whose nodes correspond to the distance from one infinite potential barrier to another. The waves must be zero at the boundaries but are not required to have their derivatives be zero since there is no exponential decay of the wave, due to the infinite potential. Thus, the classical equation, sin(nπx/a) (where a is the well width and n is an integer) works for this situation where as the full quantum equation is not neccesary. This gives rise to the quantization of the energy levels so only discrete values are allowed. The program in Mathematica is designed so that up to three different waves can be plotted of different energy levels. The Y axis is the energy levels of the waves and the x axis is the width of the well. The program demonstrates the relationship between the number of nodes of a wave (entered in as n1, n2, and n3) and the energy levels associated with those waves. The simulation also draws attention to the spreading out of each successive wave from its predecessor in terms of separation energy, e.g. to go from n=5 to n=6 requires less energy input than n=100 to n=101. Within each wave function being plotted there is a horizontal line that represents the energy level of the wave that is on top of it. This is for a clearer representation of the energy level of the wave. The plotting range was also modified within each function so as to guarantee the plot would be large enough to fit up to the highest energy wave. With continued playing, the relationship between energy increases and node variation would become apparent to a user.
+
+
+Modeling the 1/r potential - Hydrogen Atom
+─────────────
+
 To model a quantum particle in a radial potential, we addressed the derivation of the wave function parallel with the development in Griffiths, pg. 145, and in Dr. Crawford's course notes, and some various online sources.
 
 The potential V(r) = 1/r in spherical coordinates describes the system as having constants of motion in the angular coordinates theta and phi, thus conserving angular momentum. Still, it admits an effective potential that includes a centrifugal factor,
@@ -46,9 +63,9 @@ The complete solution is then constructed assuming a power series v(ρ),
 The recursion relationship for the cⱼ coefficients is given by
 
                          
-          ⎧ 2(j + l + 1) - ρ₀ ⎫
-    cⱼ₊₁ = ⎨─────────────────⎬ cⱼ, 
-          ⎩(j + 1)(j + 2l + 2)⎭
+           ⎧ 2(j + l + 1) - ρ₀ ⎫
+    cⱼ₊₁ = ⎨───────────────────⎬ cⱼ, 
+           ⎩(j + 1)(j + 2l + 2)⎭
                              
 where c₀ is normalized by total probability equal to one.
 
@@ -92,9 +109,9 @@ The model we've developed is nearly capable of handling the associated LaGuerre
 
 Substituting our new information back into the recursion relationship gives us the recursion in terms of the quantum numbers,
 
-          ⎧ 2(j + l + 1 - n)  ⎫
-    cⱼ₊₁ = ⎨────────────────⎬ cⱼ. 
-          ⎩(j + 1)(j + 2l + 2)⎭
+           ⎧ 2(j + l + 1 - n)  ⎫
+    cⱼ₊₁ = ⎨───────────────────⎬ cⱼ. 
+           ⎩(j + 1)(j + 2l + 2)⎭
 
 This is sufficient information to model the radial component of the wave function, except for normalizing the coefficient c₀. This is done using the expression of probability conservation
     
@@ -102,19 +119,31 @@ This is sufficient information to model the radial component of the wave functio
     ∫ │Rₙₗ│² r² dr = 1.
     o
 
-This is difficult to model numerically in the general case, and while interesting, the more practical approach is probably to normalize any states we're interested in by hand. The normalization of c₀ is different for each set of values {n,l}.
+We want to simulate the hydrogen atom, where V(r) ≠ -1/r, but instead V(r) = -e²/(4πε₀) 1/r. This changes some of our parameters, i.e.,
 
-A model has (nearly) been written in c++ to compute the wavefunction resultant from this potential. The data is output to tab-separated data tables in the format
+    ρ = κr = r/an and ρ₀ = m e²/(2π ε₀ ħ² κ), 
 
-r     R₁₀    R₂₀    R₃₀    ...
+    where a now represents the Bohr Radius,
 
-Still deciding how to output the different values of l.
+    a = 5.29 × 10⁻² nm.
 
+The rest of the development is essentially the same.
 
+In general, the normalization is given by 
 
+    ⎛ (2/na)³ (n-l-1)!⎞ 1/2
+    ⎜ ──────────────  ⎟
+    ⎝   2n [(n+l)!]³  ⎠.
 
+We will notate this normalization as α. If we also notate the generalized Laguerre polynomials of x as L[q,p](x), then our model is
 
+    α exp(-r/na) (2r/na)ˡ L[n-l-1,2l+1](2r/na) Yₗᵐ(θ,ϕ).
 
+We have not plotted this, but here Yₗᵐ refers to the spherical harmonics, which have the form (to within a normalization constant)
+    
+    Yₗᵐ(θ,ϕ) = exp(ιmϕ) Pₗᵐ (cosθ),
 
+    where Pₗᵐ(x) are the Legendre Polynomials in x. 
 
+This model is implemented in mathematica, and will be presented to the Physics 520 class on Dec. 8, 2017.
 
diff --git a/project/writeup.mth.ps b/project/writeup.mth.ps
new file mode 100644
index 0000000..5c1f444
--- /dev/null
+++ b/project/writeup.mth.ps
@@ -0,0 +1,3855 @@
+%!PS-Adobe-3.0
+%%Title: Potential Solutions
+%%Creator: paps version 0.6.7 by Dov Grobgeld
+%%Pages: (atend)
+%%BoundingBox: 0 0 595 841
+%%BeginProlog
+%%Orientation: Portrait
+/papsdict 1 dict def
+papsdict begin
+
+/inch {72 mul} bind def
+/mm {1 inch 25.4 div mul} bind def
+
+% override setpagedevice if it is not defined
+/setpagedevice where {
+    pop % get rid of its dictionary
+    /setpagesize { 
+       3 dict begin
+         /pageheight exch def 
+         /pagewidth exch def
+         /orientation 0 def
+         % Exchange pagewidth and pageheight so that pagewidth is bigger
+         pagewidth pageheight gt {  
+             pagewidth
+             /pagewidth pageheight def
+             /pageheight exch def
+             /orientation 3 def
+         } if
+         2 dict
+         dup /PageSize [pagewidth pageheight] put
+         dup /Orientation orientation put
+         setpagedevice 
+       end
+    } def
+}
+{
+    /setpagesize { pop pop } def
+} ifelse
+/duplex {
+    statusdict /setduplexmode known 
+    { statusdict begin setduplexmode end } {pop} ifelse
+} def
+/tumble {
+    statusdict /settumble known
+   { statusdict begin settumble end } {pop} ifelse
+} def
+% Turn the page around
+/turnpage {
+  90 rotate
+  0 pageheight neg translate
+} def
+% User settings
+/pagewidth 595 def
+/pageheight 841 def
+pagewidth pageheight setpagesize
+/column_width 523 def
+/bodyheight 755 def
+/lmarg 36 def
+/ytop 791 def
+/do_separation_line true def
+/do_landscape false def
+/do_tumble true def
+/do_duplex true def
+% Procedures to translate position to first and second column
+/lw 20 def % whatever
+/setnumcolumns {
+    /numcolumns exch def
+    /firstcolumn { /xpos lmarg def /ypos ytop def} def
+    /nextcolumn { 
+      do_separation_line {
+          xpos column_width add gutter_width 2 div add % x start
+           ytop lw add moveto              % y start
+          0 bodyheight lw add neg rlineto 0 setlinewidth stroke
+      } if
+      /xpos xpos column_width add gutter_width add def 
+      /ypos ytop def
+    } def
+} def
+
+1 setnumcolumns
+/showline {
+    /y exch def
+    /s exch def
+    xpos y moveto 
+    column_width 0 rlineto stroke
+    xpos y moveto /Helvetica findfont 20 scalefont setfont s show
+} def
+/paps_bop {  % Beginning of page definitions
+    papsdict begin
+    gsave
+    do_landscape {turnpage} if 
+    % ps2pdf gets wrong orientation without this!
+    /Helvetica findfont setfont 100 100 moveto ( ) show
+    firstcolumn
+    end
+} def
+
+/paps_eop {  % End of page cleanups
+    grestore    
+} def
+%%BeginProlog
+/papsdict 1 dict def
+papsdict begin
+
+/conicto {
+    /to_y exch def
+    /to_x exch def
+    /conic_cntrl_y exch def
+    /conic_cntrl_x exch def
+    currentpoint
+    /p0_y exch def
+    /p0_x exch def
+    /p1_x p0_x conic_cntrl_x p0_x sub 2 3 div mul add def
+    /p1_y p0_y conic_cntrl_y p0_y sub 2 3 div mul add def
+    /p2_x p1_x to_x p0_x sub 1 3 div mul add def
+    /p2_y p1_y to_y p0_y sub 1 3 div mul add def
+    p1_x p1_y p2_x p2_y to_x to_y curveto
+} bind def
+/start_ol { gsave } bind def
+/end_ol { closepath fill grestore } bind def
+/draw_char { fontdict begin gsave 0.001000 dup scale last_x last_y translate load exec end grestore} def
+/goto_xy { fontdict begin /last_y exch def /last_x exch def end } def
+/goto_x { fontdict begin /last_x exch def end } def
+/fwd_x { fontdict begin /last_x exch last_x add def end } def
+/c /curveto load def
+/x /conicto load def
+/l /lineto load def
+/m /moveto load def
+end
+/paps_exec {
+  1 dict begin
+  /ps exch def
+  /len ps length def
+  /pos 0 def
+
+  % Loop over all the characters of the string
+  {
+    pos len eq {exit} if
+
+    % Get character at pos
+    /ch ps pos 1 getinterval def
+    
+    % check for +
+    (+) ch eq {
+      /pos 1 pos add def
+      /xp ps pos 8 getinterval cvi def
+      /yp ps pos 8 add 8 getinterval cvi def
+      /pos 16 pos add def
+      papsdict begin xp yp goto_xy end
+    } {
+      (*) ch eq {
+        /pos 1 pos add def
+        /xp ps pos 8 getinterval cvi def
+        /pos 8 pos add def
+        papsdict begin xp goto_x end
+      } { (>) ch eq {
+          /pos 1 pos add def
+          /xp ps pos 4 getinterval cvi def
+          /pos 4 pos add def
+          papsdict begin xp 2 mul fwd_x end
+        } { (-) ch eq {
+            /pos 1 pos add def
+            /xp ps pos 4 getinterval cvi def
+            /pos 4 pos add def
+            papsdict begin xp neg 2 mul fwd_x end
+          } {
+              % Must be a 3 char sym. Load and exec
+              /name ps pos 3 getinterval def
+              papsdict begin name draw_char end
+              /pos 3 pos add def
+            } ifelse
+          } ifelse
+        } ifelse
+    } ifelse
+  } loop
+  end
+} def
+/fontdict 1 dict def
+papsdict begin fontdict begin
+/AAA { start_ol
+4464 0 m
+2736 0 l
+2736 7272 l
+504 7272 l
+504 8784 l
+6696 8784 l
+6696 7272 l
+4464 7272 l
+4464 0 l
+7200 fwd_x
+end_ol
+ } def
+/BAA { start_ol
+6264 4213 m
+6264 0 l
+4536 0 l
+4536 3952 l
+4536 4653 4340 4954 x
+4144 5256 3701 5256 x
+3246 5256 2991 4847 x
+2736 4439 2736 3714 x
+2736 0 l
+1008 0 l
+1008 9144 l
+2736 9144 l
+2736 5526 l
+2916 6084 3351 6390 x
+3786 6696 4401 6696 x
+5323 6696 5793 6071 x
+6264 5448 6264 4213 x
+7200 fwd_x
+end_ol
+ } def
+/CAA { start_ol
+936 2336 m
+936 6552 l
+2664 6552 l
+2664 2596 l
+2664 1896 2857 1596 x
+3052 1296 3504 1296 x
+3955 1296 4209 1699 x
+4464 2104 4464 2833 x
+4464 6552 l
+6192 6552 l
+6192 0 l
+4464 0 l
+4464 1019 l
+4284 464 3852 159 x
+3420 -144 2810 -144 x
+1882 -144 1408 481 x
+936 1108 936 2336 x
+7200 fwd_x
+end_ol
+ } def
+/EAA { start_ol
+2520 7200 m
+2520 1584 l
+3049 1584 l
+4203 1584 4693 2224 x
+5184 2864 5184 4401 x
+5184 5926 4693 6563 x
+4203 7200 3049 7200 x
+2520 7200 l
+792 8784 m
+2659 8784 l
+4960 8784 5971 7756 x
+6984 6730 6984 4401 x
+6984 2065 5971 1032 x
+4960 0 2659 0 x
+792 0 l
+792 8784 l
+7200 fwd_x
+end_ol
+ } def
+/FAA { start_ol
+6480 360 m
+5883 108 5263 -18 x
+4644 -144 3954 -144 x
+2311 -144 1443 731 x
+576 1606 576 3252 x
+576 4846 1413 5771 x
+2251 6696 3697 6696 x
+5157 6696 5962 5823 x
+6768 4950 6768 3364 x
+6768 2664 l
+2304 2664 l
+2309 1938 2760 1580 x
+3213 1224 4110 1224 x
+4702 1224 5277 1396 x
+5852 1569 6480 1944 x
+6480 360 l
+5040 3960 m
+5028 4635 4695 4981 x
+4363 5328 3717 5328 x
+3133 5328 2786 4970 x
+2440 4612 2376 3954 x
+5040 3960 l
+7200 fwd_x
+end_ol
+ } def
+/GAA { start_ol
+6264 360 m
+5828 108 5328 -18 x
+4827 -144 4251 -144 x
+2727 -144 1867 761 x
+1008 1667 1008 3270 x
+1008 4879 1873 5787 x
+2738 6696 4262 6696 x
+4792 6696 5284 6572 x
+5775 6449 6264 6192 x
+6264 4608 l
+5884 4920 5431 5088 x
+4979 5256 4494 5256 x
+3647 5256 3191 4739 x
+2736 4223 2736 3270 x
+2736 2317 3191 1806 x
+3647 1296 4494 1296 x
+4997 1296 5434 1455 x
+5873 1616 6264 1944 x
+6264 360 l
+7200 fwd_x
+end_ol
+ } def
+/HAA { start_ol
+792 8784 m
+6336 8784 l
+6336 7554 l
+3355 0 l
+1584 0 l
+4446 7272 l
+792 7272 l
+792 8784 l
+7200 fwd_x
+end_ol
+ } def
+/IAA { start_ol
+2543 1512 m
+6203 1512 l
+6203 0 l
+648 0 l
+648 1465 l
+1591 2466 l
+3272 4248 3632 4659 x
+4074 5166 4269 5556 x
+4464 5947 4464 6330 x
+4464 6918 4109 7239 x
+3755 7560 3106 7560 x
+2643 7560 2066 7375 x
+1490 7191 864 6840 x
+864 8424 l
+1487 8669 2084 8798 x
+2683 8928 3231 8928 x
+4612 8928 5402 8277 x
+6192 7627 6192 6503 x
+6192 5985 6019 5531 x
+5848 5078 5429 4525 x
+5121 4125 3736 2724 x
+2985 1965 2543 1512 x
+7200 fwd_x
+end_ol
+ } def
+/JAA { start_ol
+2664 6264 m
+4608 6264 l
+4608 4104 l
+2664 4104 l
+2664 6264 l
+2664 2160 m
+4608 2160 l
+4608 0 l
+2664 0 l
+2664 2160 l
+7200 fwd_x
+end_ol
+ } def
+/KAA { start_ol
+1152 8784 m
+5976 8784 l
+5976 7272 l
+2592 7272 l
+2592 5602 l
+2803 5684 3044 5721 x
+3285 5760 3555 5760 x
+4858 5760 5668 4943 x
+6480 4126 6480 2819 x
+6480 1449 5596 652 x
+4713 -144 3190 -144 x
+2623 -144 2044 -54 x
+1465 36 864 216 x
+864 1800 l
+1359 1548 1881 1422 x
+2403 1296 2927 1296 x
+3857 1296 4340 1684 x
+4824 2072 4824 2813 x
+4824 3496 4342 3908 x
+3861 4320 3060 4320 x
+2587 4320 2111 4212 x
+1636 4104 1152 3888 x
+1152 8784 l
+7200 fwd_x
+end_ol
+ } def
+/LAA { start_ol
+1224 216 m
+1224 1800 l
+1680 1505 2100 1364 x
+2520 1224 2908 1224 x
+3828 1224 4311 1847 x
+4794 2470 4824 3710 x
+4549 3331 4122 3141 x
+3695 2952 3110 2952 x
+1935 2952 1291 3703 x
+648 4456 648 5836 x
+648 7311 1371 8119 x
+2095 8928 3420 8928 x
+5026 8928 5753 7857 x
+6480 6786 6480 4397 x
+6480 2127 5596 991 x
+4714 -144 2948 -144 x
+2539 -144 2103 -51 x
+1668 39 1224 216 x
+3465 4392 m
+4018 4392 4313 4808 x
+4608 5224 4608 6015 x
+4608 6799 4313 7215 x
+4018 7632 3465 7632 x
+2904 7632 2604 7215 x
+2304 6799 2304 6015 x
+2304 5230 2604 4810 x
+2904 4392 3465 4392 x
+7200 fwd_x
+end_ol
+ } def
+/MAA { start_ol
+1080 1512 m
+3024 1512 l
+3024 7200 l
+1224 6768 l
+1224 8352 l
+3021 8784 l
+4680 8784 l
+4680 1512 l
+6624 1512 l
+6624 0 l
+1080 0 l
+1080 1512 l
+7200 fwd_x
+end_ol
+ } def
+/NAA { start_ol
+3810 4464 m
+3251 4464 2957 4047 x
+2664 3631 2664 2840 x
+2664 2056 2957 1640 x
+3251 1224 3810 1224 x
+4368 1224 4667 1640 x
+4968 2056 4968 2840 x
+4968 3625 4667 4044 x
+4368 4464 3810 4464 x
+6048 8568 m
+6048 6984 l
+5591 7272 5171 7416 x
+4752 7560 4363 7560 x
+3438 7560 2954 6933 x
+2471 6306 2448 5081 x
+2722 5456 3148 5644 x
+3576 5832 4155 5832 x
+5337 5832 5980 5081 x
+6624 4332 6624 2955 x
+6624 1479 5897 667 x
+5170 -144 3852 -144 x
+2245 -144 1518 927 x
+792 1999 792 4388 x
+792 6661 1674 7794 x
+2557 8928 4323 8928 x
+4732 8928 5168 8838 x
+5603 8748 6048 8568 x
+7200 fwd_x
+end_ol
+ } def
+/OAA { start_ol
+2880 4388 m
+2880 4695 3088 4903 x
+3296 5112 3596 5112 x
+3903 5112 4111 4903 x
+4320 4695 4320 4388 x
+4320 4088 4111 3880 x
+3903 3672 3596 3672 x
+3296 3672 3088 3876 x
+2880 4082 2880 4388 x
+3596 7488 m
+2999 7488 2723 6750 x
+2448 6012 2448 4388 x
+2448 2772 2723 2034 x
+2999 1296 3596 1296 x
+4200 1296 4476 2034 x
+4752 2772 4752 4388 x
+4752 6012 4476 6750 x
+4200 7488 3596 7488 x
+720 4388 m
+720 6661 1437 7794 x
+2155 8928 3596 8928 x
+5044 8928 5762 7797 x
+6480 6666 6480 4388 x
+6480 2116 5762 985 x
+5044 -144 3596 -144 x
+2155 -144 1437 988 x
+720 2122 720 4388 x
+7200 fwd_x
+end_ol
+ } def
+/PAA { start_ol
+2664 7344 m
+2664 4752 l
+3369 4752 l
+4214 4752 4555 5042 x
+4896 5332 4896 6048 x
+4896 6763 4555 7053 x
+4214 7344 3369 7344 x
+2664 7344 l
+936 8784 m
+3305 8784 l
+5112 8784 5904 8139 x
+6696 7494 6696 6048 x
+6696 4601 5904 3956 x
+5112 3312 3305 3312 x
+2664 3312 l
+2664 0 l
+936 0 l
+936 8784 l
+7200 fwd_x
+end_ol
+ } def
+/QAA { start_ol
+3632 5328 m
+3012 5328 2658 4785 x
+2304 4243 2304 3276 x
+2304 2308 2658 1766 x
+3012 1224 3632 1224 x
+4259 1224 4613 1766 x
+4968 2308 4968 3276 x
+4968 4243 4613 4785 x
+4259 5328 3632 5328 x
+576 3276 m
+576 4852 1405 5773 x
+2234 6696 3632 6696 x
+5037 6696 5866 5773 x
+6696 4852 6696 3276 x
+6696 1699 5866 777 x
+5037 -144 3632 -144 x
+2234 -144 1405 777 x
+576 1699 576 3276 x
+7200 fwd_x
+end_ol
+ } def
+/RAA { start_ol
+4032 8424 m
+4032 6552 l
+6264 6552 l
+6264 5256 l
+4032 5256 l
+4032 2124 l
+4032 1680 4244 1488 x
+4457 1296 4952 1296 x
+6264 1296 l
+6264 0 l
+4830 0 l
+3350 0 2827 468 x
+2304 937 2304 2206 x
+2304 5256 l
+648 5256 l
+648 6552 l
+2304 6552 l
+2304 8424 l
+4032 8424 l
+7200 fwd_x
+end_ol
+ } def
+/SAA { start_ol
+6264 4261 m
+6264 0 l
+4536 0 l
+4536 3997 l
+4536 4712 4340 5019 x
+4144 5328 3701 5328 x
+3252 5328 2993 4911 x
+2736 4495 2736 3757 x
+2736 0 l
+1008 0 l
+1008 6552 l
+2736 6552 l
+2736 5577 l
+2916 6111 3351 6403 x
+3786 6696 4401 6696 x
+5323 6696 5793 6084 x
+6264 5473 6264 4261 x
+7200 fwd_x
+end_ol
+ } def
+/TAA { start_ol
+1296 6552 m
+4680 6552 l
+4680 1296 l
+6840 1296 l
+6840 0 l
+792 0 l
+792 1296 l
+2952 1296 l
+2952 5256 l
+1296 5256 l
+1296 6552 l
+2952 9792 m
+4680 9792 l
+4680 7776 l
+2952 7776 l
+2952 9792 l
+7200 fwd_x
+end_ol
+ } def
+/UAA { start_ol
+4127 3096 m
+3150 3096 2763 2855 x
+2376 2614 2376 2030 x
+2376 1595 2643 1337 x
+2911 1080 3370 1080 x
+4061 1080 4442 1580 x
+4824 2082 4824 2981 x
+4824 3096 l
+4127 3096 l
+6552 3751 m
+6552 0 l
+4824 0 l
+4824 776 l
+4512 334 4024 94 x
+3537 -144 2949 -144 x
+1827 -144 1201 444 x
+576 1032 576 2088 x
+576 3229 1317 3774 x
+2059 4320 3614 4320 x
+4824 4320 l
+4824 4621 l
+4824 5005 4516 5202 x
+4210 5400 3614 5400 x
+3000 5400 2424 5262 x
+1849 5125 1224 4824 x
+1224 6264 l
+1791 6485 2374 6590 x
+2959 6696 3614 6696 x
+5238 6696 5895 6052 x
+6552 5409 6552 3751 x
+7200 fwd_x
+end_ol
+ } def
+/VAA { start_ol
+2304 2729 m
+2304 7848 l
+576 7848 l
+576 9144 l
+4032 9144 l
+4032 2729 l
+4032 1947 4273 1621 x
+4516 1296 5096 1296 x
+6480 1296 l
+6480 0 l
+4611 0 l
+3378 0 2840 631 x
+2304 1262 2304 2729 x
+7200 fwd_x
+end_ol
+ } def
+/WAA { start_ol
+3058 3891 m
+1732 4386 1262 4930 x
+792 5475 792 6395 x
+792 7576 1553 8251 x
+2315 8928 3646 8928 x
+4249 8928 4852 8781 x
+5456 8636 6048 8352 x
+6048 6696 l
+5496 7083 4927 7285 x
+4359 7488 3802 7488 x
+3181 7488 2850 7239 x
+2520 6990 2520 6527 x
+2520 6168 2763 5933 x
+3006 5699 3780 5415 x
+4524 5137 l
+5567 4749 6059 4109 x
+6552 3469 6552 2494 x
+6552 1166 5763 510 x
+4974 -144 3379 -144 x
+2723 -144 2064 19 x
+1406 183 792 504 x
+792 2304 l
+1496 1794 2154 1544 x
+2813 1296 3458 1296 x
+4108 1296 4466 1588 x
+4824 1881 4824 2407 x
+4824 2804 4588 3102 x
+4354 3402 3909 3573 x
+3058 3891 l
+7200 fwd_x
+end_ol
+ } def
+/XAA { start_ol
+5832 6336 m
+5832 4824 l
+5358 5144 4846 5307 x
+4335 5472 3821 5472 x
+3249 5472 2956 5304 x
+2664 5136 2664 4806 x
+2664 4335 3880 4041 x
+3943 4023 l
+4420 3909 l
+5375 3688 5819 3197 x
+6264 2705 6264 1868 x
+6264 861 5592 358 x
+4921 -144 3574 -144 x
+2977 -144 2351 -36 x
+1724 72 1080 288 x
+1080 1800 l
+1649 1449 2238 1264 x
+2829 1080 3380 1080 x
+3985 1080 4296 1258 x
+4608 1438 4608 1778 x
+4608 2113 4394 2292 x
+4181 2471 3380 2675 x
+2919 2777 l
+1922 2997 1464 3465 x
+1008 3933 1008 4719 x
+1008 5655 1696 6175 x
+2386 6696 3634 6696 x
+4194 6696 4750 6606 x
+5307 6516 5832 6336 x
+7200 fwd_x
+end_ol
+ } def
+/YAA { start_ol
+4680 3351 m
+4680 4214 4351 4735 x
+4023 5256 3486 5256 x
+2955 5256 2629 4737 x
+2304 4219 2304 3351 x
+2304 2476 2629 1957 x
+2955 1440 3486 1440 x
+4023 1440 4351 1960 x
+4680 2481 4680 3351 x
+6408 484 m
+6408 -1105 5702 -1812 x
+4998 -2520 3414 -2520 x
+2880 -2520 2358 -2449 x
+1836 -2378 1296 -2232 x
+1296 -648 l
+1774 -905 2268 -1028 x
+2763 -1152 3287 -1152 x
+4000 -1152 4340 -802 x
+4680 -452 4680 290 x
+4680 1003 l
+4429 532 4016 301 x
+3603 72 3009 72 x
+1891 72 1233 947 x
+576 1822 576 3323 x
+576 4874 1233 5784 x
+1891 6696 2998 6696 x
+3556 6696 3992 6428 x
+4429 6160 4680 5673 x
+4680 6552 l
+6408 6552 l
+6408 484 l
+7200 fwd_x
+end_ol
+ } def
+/ZAA { start_ol
+1980 2747 m
+3551 2747 l
+4919 2747 5987 3640 5987 4770 c
+5987 5899 4991 6768 3719 6768 c
+839 6768 l
+623 6768 515 6683 515 6527 c
+515 6359 623 6275 839 6275 c
+1487 6275 l
+1487 491 l
+839 491 l
+623 491 515 407 515 252 c
+515 83 623 0 839 0 c
+3636 0 l
+3852 0 3971 83 3971 252 c
+3971 407 3863 491 3636 491 c
+1980 491 l
+1980 2747 l
+1980 3240 m
+1980 6275 l
+3767 6275 l
+4716 6275 5495 5595 5495 4770 c
+5495 3931 4631 3240 3587 3240 c
+1980 3240 l
+7200 fwd_x
+end_ol
+ } def
+/aAA { start_ol
+5243 3251 m
+5243 491 l
+4595 491 l
+4379 491 4271 407 4271 252 c
+4271 83 4379 0 4595 0 c
+6287 0 l
+6491 0 6611 83 6611 252 c
+6611 407 6503 491 6287 491 c
+5735 491 l
+5735 6275 l
+6035 6275 l
+6251 6275 6359 6359 6359 6527 c
+6359 6683 6251 6768 6035 6768 c
+4595 6768 l
+4379 6768 4271 6683 4271 6527 c
+4271 6359 4379 6275 4595 6275 c
+5243 6275 l
+5243 3744 l
+2003 3744 l
+2003 6275 l
+2651 6275 l
+2867 6275 2975 6359 2975 6527 c
+2975 6683 2867 6768 2651 6768 c
+1211 6768 l
+995 6768 887 6683 887 6527 c
+887 6359 995 6275 1211 6275 c
+1512 6275 l
+1512 491 l
+972 491 l
+743 491 635 407 635 252 c
+635 83 756 0 972 0 c
+2651 0 l
+2867 0 2975 83 2975 252 c
+2975 407 2867 491 2651 491 c
+2003 491 l
+2003 3251 l
+5243 3251 l
+7200 fwd_x
+end_ol
+ } def
+/bAA { start_ol
+3863 3052 m
+5976 6275 l
+6264 6275 l
+6455 6275 6588 6370 6588 6527 c
+6588 6671 6467 6768 6264 6768 c
+4943 6768 l
+4716 6768 4608 6683 4608 6527 c
+4608 6359 4716 6275 4943 6275 c
+5423 6275 l
+3636 3546 l
+1811 6275 l
+2268 6275 l
+2484 6275 2592 6359 2592 6527 c
+2592 6683 2484 6768 2268 6768 c
+936 6768 l
+720 6768 612 6683 612 6527 c
+612 6359 720 6275 936 6275 c
+1224 6275 l
+3371 3052 l
+3371 491 l
+2111 491 l
+1895 491 1787 407 1787 252 c
+1787 83 1895 0 2111 0 c
+5123 0 l
+5339 0 5447 83 5447 252 c
+5447 407 5339 491 5123 491 c
+3863 491 l
+3863 3052 l
+7200 fwd_x
+end_ol
+ } def
+/dAA { start_ol
+3791 4187 m
+4799 4187 5495 3448 5495 2386 c
+5495 1134 4691 275 3515 275 c
+2147 275 1656 1182 1391 1182 c
+1260 1182 1152 1074 1152 943 c
+1152 693 2219 -216 3539 -216 c
+4968 -216 5987 859 5987 2362 c
+5987 3697 5087 4680 3863 4680 c
+3335 4680 2891 4570 2279 4318 c
+2279 6707 l
+5171 6707 l
+5400 6707 5508 6791 5508 6959 c
+5508 7115 5400 7200 5171 7200 c
+1787 7200 l
+1787 3961 l
+1787 3805 1883 3697 2016 3697 c
+2327 3697 2723 4187 3791 4187 c
+7200 fwd_x
+end_ol
+ } def
+/eAA { start_ol
+1247 5639 m
+1247 5531 1355 5423 1476 5423 c
+1607 5423 1679 5495 1728 5663 c
+1919 6383 2664 6923 3479 6923 c
+4392 6923 5195 6192 5195 5364 c
+5195 4824 4968 4487 3839 3384 c
+1008 720 l
+1008 0 l
+5735 0 l
+5735 923 l
+5735 1139 5652 1247 5495 1247 c
+5328 1247 5243 1139 5243 923 c
+5243 491 l
+1476 491 l
+1476 527 l
+3960 2844 l
+5447 4235 5688 4644 5688 5351 c
+5688 6444 4655 7416 3479 7416 c
+2135 7416 1247 6251 1247 5639 c
+7200 fwd_x
+end_ol
+ } def
+/fAA { start_ol
+5843 4189 m
+5843 6104 4932 7403 3600 7403 c
+2268 7403 1355 6104 1355 4189 c
+1355 2984 l
+1355 1082 2268 -216 3600 -216 c
+4932 -216 5843 1082 5843 2984 c
+5843 4189 l
+3600 6912 m
+4667 6912 5351 5671 5351 4128 c
+5351 3057 l
+5351 1660 4752 275 3600 275 c
+2531 275 1847 1515 1847 3057 c
+1847 4128 l
+1847 5526 2448 6912 3600 6912 c
+7200 fwd_x
+end_ol
+ } def
+/gAA { start_ol
+3539 1355 m
+3071 1355 2711 1019 2711 576 c
+2711 131 3071 -216 3539 -216 c
+3659 -216 l
+4127 -216 4487 119 4487 576 c
+4487 1019 4127 1355 3659 1355 c
+3539 1355 l
+3539 5040 m
+3071 5040 2711 4691 2711 4246 c
+2711 3803 3071 3454 3539 3454 c
+3659 3454 l
+4127 3454 4487 3803 4487 4246 c
+4487 4691 4127 5040 3659 5040 c
+3539 5040 l
+7200 fwd_x
+end_ol
+ } def
+/hAA { start_ol
+3780 6419 m
+4847 6419 5711 5935 5760 5334 c
+5771 5133 5843 5040 5999 5040 c
+6156 5040 6239 5145 6239 5358 c
+6239 6431 l
+6239 6672 6167 6768 5999 6768 c
+5832 6768 5747 6660 5747 6445 c
+5747 6278 l
+5207 6694 4547 6912 3755 6912 c
+1955 6912 756 5451 756 3832 c
+756 2939 l
+756 1019 2027 -216 3996 -216 c
+4739 -216 5531 0 6239 409 c
+6239 2520 l
+6408 2520 l
+6635 2520 6743 2603 6743 2772 c
+6743 2927 6635 3011 6408 3011 c
+4079 3011 l
+3863 3011 3755 2927 3755 2772 c
+3755 2603 3863 2520 4079 2520 c
+5747 2520 l
+5747 689 l
+5076 373 4655 275 4032 275 c
+2304 275 1247 1288 1247 2939 c
+1247 3820 l
+1247 4363 1656 6419 3780 6419 c
+7200 fwd_x
+end_ol
+ } def
+/iAA { start_ol
+6239 4116 m
+6383 4116 6491 4224 6491 4368 c
+6491 4523 6012 5112 5292 5112 c
+4680 5112 4091 4775 2975 3769 c
+2975 5040 l
+1584 5040 l
+1379 5040 1260 4943 1260 4799 c
+1260 4642 1379 4547 1584 4547 c
+2484 4547 l
+2484 491 l
+1332 491 l
+1127 491 1008 396 1008 252 c
+1008 95 1127 0 1332 0 c
+5123 0 l
+5328 0 5447 95 5447 239 c
+5447 396 5328 491 5123 491 c
+2975 491 l
+2975 3166 l
+4295 4344 4716 4619 5256 4619 c
+5771 4619 6035 4116 6239 4116 c
+7200 fwd_x
+end_ol
+ } def
+/jAA { start_ol
+3600 5184 m
+2075 5184 864 3978 864 2489 c
+864 977 2075 -216 3600 -216 c
+5112 -216 6336 977 6336 2453 c
+6336 3989 5135 5184 3600 5184 c
+3600 4691 m
+4860 4691 5843 3723 5843 2453 c
+5843 1255 4835 275 3600 275 c
+2351 275 1355 1255 1355 2489 c
+1355 3711 2351 4691 3600 4691 c
+7200 fwd_x
+end_ol
+ } def
+/kAA { start_ol
+5267 0 m
+6167 0 l
+6383 0 6491 83 6491 252 c
+6491 407 6383 491 6167 491 c
+5760 491 l
+5760 5040 l
+4379 5040 l
+4151 5040 4043 4955 4043 4799 c
+4043 4631 4151 4547 4379 4547 c
+5267 4547 l
+5267 1387 l
+4608 640 3875 275 3071 275 c
+2459 275 1980 762 1980 1370 c
+1980 5040 l
+839 5040 l
+623 5040 515 4955 515 4799 c
+515 4631 623 4547 839 4547 c
+1487 4547 l
+1487 1370 l
+1487 409 2124 -216 3083 -216 c
+3875 -216 4608 119 5267 774 c
+5267 0 l
+7200 fwd_x
+end_ol
+ } def
+/lAA { start_ol
+1728 5040 m
+587 5040 l
+371 5040 263 4955 263 4799 c
+263 4631 371 4547 587 4547 c
+1235 4547 l
+1235 -1740 l
+587 -1740 l
+371 -1740 263 -1824 263 -1980 c
+263 -2148 371 -2232 587 -2232 c
+2903 -2232 l
+3119 -2232 3227 -2148 3227 -1980 c
+3227 -1824 3119 -1740 2903 -1740 c
+1728 -1740 l
+1728 1297 l
+2279 504 2952 144 3875 144 c
+5351 144 6491 1249 6491 2682 c
+6491 4092 5364 5184 3875 5184 c
+2963 5184 2363 4858 1728 4033 c
+1728 5040 l
+3863 4691 m
+5076 4691 5999 3805 5999 2644 c
+5999 1532 5040 635 3863 635 c
+2675 635 1728 1532 1728 2669 c
+1728 3793 2675 4691 3863 4691 c
+7200 fwd_x
+end_ol
+ } def
+/mAA { start_ol
+4644 4547 m
+4644 -328 l
+4644 -1148 4055 -1740 3263 -1740 c
+1728 -1740 l
+1512 -1740 1404 -1824 1404 -1980 c
+1404 -2148 1512 -2232 1728 -2232 c
+3276 -2232 l
+4367 -2232 5135 -1451 5135 -328 c
+5135 5040 l
+1751 5040 l
+1535 5040 1427 4955 1427 4799 c
+1427 4631 1535 4547 1751 4547 c
+4644 4547 l
+4608 7511 m
+3899 7511 l
+3899 6264 l
+4608 6264 l
+4608 7511 l
+7200 fwd_x
+end_ol
+ } def
+/nAA { start_ol
+6239 2387 m
+6239 4087 5087 5184 3492 5184 c
+1955 5184 756 4063 756 2603 c
+756 1028 2039 -216 3659 -216 c
+4752 -216 6192 348 6192 772 c
+6192 906 6084 1015 5963 1015 c
+5904 1015 5855 991 5771 930 c
+5292 542 4415 275 3672 275 c
+2376 275 1415 1112 1247 2387 c
+6239 2387 l
+1247 2880 m
+1463 3990 2327 4691 3492 4691 c
+4655 4691 5544 3979 5735 2880 c
+1247 2880 l
+7200 fwd_x
+end_ol
+ } def
+/oAA { start_ol
+6419 1037 m
+6419 1158 6311 1267 6192 1267 c
+6107 1267 6071 1243 5976 1146 c
+5351 565 4608 275 3731 275 c
+2423 275 1499 1182 1499 2453 c
+1499 3783 2412 4691 3731 4691 c
+4739 4691 5591 4182 5639 3541 c
+5663 3336 5735 3251 5891 3251 c
+6048 3251 6131 3360 6131 3578 c
+6131 4678 l
+6131 4929 6048 5040 5891 5040 c
+5724 5040 5639 4929 5639 4699 c
+5639 4541 l
+5148 4955 4500 5184 3767 5184 c
+2160 5184 1008 4037 1008 2441 c
+1008 892 2135 -216 3708 -216 c
+5339 -216 6419 784 6419 1037 c
+7200 fwd_x
+end_ol
+ } def
+/pAA { start_ol
+2232 5040 m
+2232 6447 l
+2232 6672 2160 6768 1991 6768 c
+1823 6768 1739 6661 1739 6447 c
+1739 5040 l
+851 5040 l
+623 5040 515 4955 515 4799 c
+515 4631 623 4547 851 4547 c
+1739 4547 l
+1739 1273 l
+1739 361 2471 -216 3600 -216 c
+4619 -216 5987 239 5987 591 c
+5987 713 5879 834 5760 834 c
+5699 834 5663 823 5567 762 c
+5099 482 4248 275 3575 275 c
+2747 275 2232 677 2232 1298 c
+2232 4547 l
+4871 4547 l
+5087 4547 5195 4631 5195 4799 c
+5195 4955 5087 5040 4871 5040 c
+2232 5040 l
+7200 fwd_x
+end_ol
+ } def
+/qAA { start_ol
+6012 3107 m
+6228 3107 6336 3191 6336 3359 c
+6336 3515 6228 3600 6012 3600 c
+1188 3600 l
+972 3600 864 3515 864 3359 c
+864 3191 972 3107 1188 3107 c
+6012 3107 l
+7200 fwd_x
+end_ol
+ } def
+/rAA { start_ol
+1463 0 m
+2219 0 l
+3600 4809 l
+4943 0 l
+5711 0 l
+6455 6275 l
+6635 6275 l
+6851 6275 6959 6359 6959 6527 c
+6959 6683 6851 6768 6635 6768 c
+4835 6768 l
+4619 6768 4511 6683 4511 6527 c
+4511 6359 4619 6275 4835 6275 c
+5987 6275 l
+5303 552 l
+3996 5266 l
+3251 5266 l
+1908 552 l
+1235 6275 l
+2351 6275 l
+2579 6275 2687 6359 2687 6527 c
+2687 6683 2579 6768 2351 6768 c
+563 6768 l
+347 6768 239 6683 239 6527 c
+239 6359 347 6275 563 6275 c
+743 6275 l
+1463 0 l
+7200 fwd_x
+end_ol
+ } def
+/sAA { start_ol
+3839 5040 m
+1931 5040 l
+1715 5040 1607 4955 1607 4799 c
+1607 4631 1715 4547 1931 4547 c
+3348 4547 l
+3348 491 l
+1427 491 l
+1211 491 1103 407 1103 252 c
+1103 83 1211 0 1427 0 c
+5760 0 l
+5976 0 6095 83 6095 252 c
+6095 407 5987 491 5760 491 c
+3839 491 l
+3839 5040 l
+3816 7511 m
+3107 7511 l
+3107 6264 l
+3816 6264 l
+3816 7511 l
+7200 fwd_x
+end_ol
+ } def
+/tAA { start_ol
+3827 4691 m
+4727 4691 5267 4137 5267 3463 c
+5267 491 l
+4860 491 l
+4644 491 4536 407 4536 252 c
+4536 83 4644 0 4860 0 c
+6167 0 l
+6383 0 6491 83 6491 252 c
+6491 407 6383 491 6167 491 c
+5760 491 l
+5760 3548 l
+5760 4475 4943 5184 3875 5184 c
+3132 5184 2700 4955 2003 4186 c
+2003 5040 l
+1103 5040 l
+887 5040 779 4955 779 4799 c
+779 4631 887 4547 1103 4547 c
+1512 4547 l
+1512 491 l
+972 491 l
+743 491 635 407 635 252 c
+635 83 743 0 972 0 c
+2543 0 l
+2759 0 2867 83 2867 252 c
+2867 407 2759 491 2543 491 c
+2003 491 l
+2003 3555 l
+2268 3893 2759 4714 3827 4714 c
+3827 4691 l
+7200 fwd_x
+end_ol
+ } def
+/uAA { start_ol
+1247 491 m
+839 491 l
+623 491 515 407 515 252 c
+515 83 623 0 839 0 c
+3479 0 l
+5027 0 6239 1345 6239 3052 c
+6239 3726 l
+6239 5421 5027 6768 3479 6768 c
+839 6768 l
+623 6768 515 6683 515 6527 c
+515 6359 623 6275 839 6275 c
+1247 6275 l
+1247 491 l
+5747 3822 m
+5747 2944 l
+5747 1669 4691 491 3539 491 c
+1739 491 l
+1739 6275 l
+3456 6275 l
+5292 6275 5747 4315 5747 3822 c
+7200 fwd_x
+end_ol
+ } def
+/vAA { start_ol
+1343 5040 m
+455 5040 l
+239 5040 131 4955 131 4799 c
+131 4631 239 4547 455 4547 c
+864 4547 l
+864 491 l
+455 491 l
+239 491 131 407 131 252 c
+131 83 239 0 443 0 c
+1751 0 l
+1955 0 2075 83 2075 252 c
+2075 407 1967 491 1751 491 c
+1343 491 l
+1343 3704 l
+1800 4390 2183 4691 2603 4691 c
+3011 4691 3384 4270 3384 3801 c
+3384 0 l
+4271 0 l
+4487 0 4595 83 4595 252 c
+4595 407 4487 491 4271 491 c
+3863 491 l
+3863 3704 l
+4320 4402 4680 4691 5112 4691 c
+5531 4691 5904 4294 5904 3837 c
+5904 0 l
+6791 0 l
+7007 0 7115 83 7115 252 c
+7115 407 7007 491 6791 491 c
+6383 491 l
+6383 3884 l
+6383 4595 5819 5184 5123 5184 c
+4631 5184 4235 4930 3767 4330 c
+3503 4907 3119 5184 2603 5184 c
+2099 5184 1751 4966 1343 4390 c
+1343 5040 l
+7200 fwd_x
+end_ol
+ } def
+/wAA { start_ol
+1499 4546 m
+1499 4413 1607 4304 1728 4304 c
+2075 4304 2592 4691 3551 4691 c
+4428 4691 5027 4291 5027 3700 c
+5027 2842 l
+4320 3035 3947 3096 3395 3096 c
+1895 3096 864 2385 864 1329 c
+864 408 1620 -216 2736 -216 c
+3575 -216 4295 95 5027 784 c
+5027 0 l
+6167 0 l
+6383 0 6491 83 6491 252 c
+6491 407 6383 491 6167 491 c
+5519 491 l
+5519 3700 l
+5519 4558 4703 5184 3587 5184 c
+3191 5184 1499 4943 1499 4546 c
+5027 1343 m
+4223 567 3575 275 2723 275 c
+1895 275 1355 687 1355 1318 c
+1355 2082 2219 2603 3492 2603 c
+4019 2603 4595 2530 5027 2421 c
+5027 1343 l
+7200 fwd_x
+end_ol
+ } def
+/xAA { start_ol
+5567 1811 m
+5567 923 4727 275 3611 275 c
+2520 275 1631 887 1595 1679 c
+1584 1872 1512 1967 1355 1967 c
+1188 1967 1103 1859 1103 1643 c
+1103 299 l
+1103 108 1188 0 1343 0 c
+1512 0 1595 108 1595 324 c
+1595 671 l
+2088 83 2795 -216 3623 -216 c
+5063 -216 6095 624 6095 1793 c
+6095 4443 1908 2998 1908 5034 c
+1908 5828 2639 6419 3623 6419 c
+4559 6431 5292 5891 5339 5171 c
+5351 4979 5436 4883 5591 4883 c
+5747 4883 5832 4991 5832 5207 c
+5832 6442 l
+5832 6658 5747 6768 5591 6768 c
+5423 6768 5339 6658 5339 6442 c
+5339 6215 l
+4835 6694 4295 6912 3587 6912 c
+2327 6912 1379 6106 1379 5045 c
+1379 2468 5567 3998 5567 1816 c
+5567 1811 l
+7200 fwd_x
+end_ol
+ } def
+/yAA { start_ol
+4032 0 m
+6023 4547 l
+6516 4547 l
+6732 4547 6840 4631 6840 4799 c
+6840 4955 6732 5040 6516 5040 c
+4691 5040 l
+4475 5040 4367 4955 4367 4799 c
+4367 4631 4475 4547 4691 4547 c
+5508 4547 l
+3744 491 l
+3515 491 l
+1715 4547 l
+2495 4547 l
+2723 4547 2831 4631 2831 4799 c
+2831 4955 2723 5040 2495 5040 c
+684 5040 l
+468 5040 360 4955 360 4799 c
+360 4631 468 4547 684 4547 c
+1175 4547 l
+3191 0 l
+4032 0 l
+7200 fwd_x
+end_ol
+ } def
+/zAA { start_ol
+3839 7259 m
+1944 7259 l
+1728 7259 1620 7175 1620 7020 c
+1620 6851 1728 6768 1944 6768 c
+3348 6768 l
+3348 491 l
+1427 491 l
+1211 491 1103 407 1103 252 c
+1103 83 1211 0 1427 0 c
+5760 0 l
+5976 0 6095 83 6095 252 c
+6095 407 5987 491 5760 491 c
+3839 491 l
+3839 7259 l
+7200 fwd_x
+end_ol
+ } def
+/ABA { start_ol
+1728 7259 m
+587 7259 l
+371 7259 263 7175 263 7020 c
+263 6851 371 6768 587 6768 c
+1235 6768 l
+1235 491 l
+587 491 l
+371 491 263 407 263 252 c
+263 83 371 0 587 0 c
+1728 0 l
+1728 1057 l
+2291 191 3011 -216 3888 -216 c
+5328 -216 6491 1001 6491 2513 c
+6491 4014 5351 5184 3888 5184 c
+2999 5184 2327 4799 1728 3940 c
+1728 7259 l
+3863 4691 m
+5063 4691 5999 3711 5999 2453 c
+5999 1267 5027 275 3863 275 c
+2675 275 1728 1267 1728 2489 c
+1728 3711 2675 4691 3863 4691 c
+7200 fwd_x
+end_ol
+ } def
+/BBA { start_ol
+5292 0 m
+6287 4547 l
+6516 4547 l
+6732 4547 6840 4631 6840 4799 c
+6840 4955 6732 5040 6516 5040 c
+5184 5040 l
+4968 5040 4860 4955 4860 4799 c
+4860 4631 4968 4547 5184 4547 c
+5783 4547 l
+4955 677 l
+3888 3760 l
+3276 3760 l
+2243 677 l
+1379 4547 l
+2016 4547 l
+2232 4547 2340 4631 2340 4799 c
+2340 4955 2232 5040 2016 5040 c
+684 5040 l
+468 5040 360 4955 360 4799 c
+360 4631 468 4547 684 4547 c
+911 4547 l
+1919 0 l
+2531 0 l
+3600 3132 l
+4691 0 l
+5292 0 l
+7200 fwd_x
+end_ol
+ } def
+/CBA { start_ol
+2484 1751 m
+1643 -1248 l
+1631 -1296 1620 -1332 1620 -1380 c
+1620 -1572 1775 -1728 1967 -1728 c
+2124 -1728 2219 -1656 2340 -1428 c
+4079 1751 l
+2484 1751 l
+7200 fwd_x
+end_ol
+ } def
+/DBA { start_ol
+3384 9 m
+2531 -1740 l
+1008 -1740 l
+792 -1740 684 -1824 684 -1980 c
+684 -2148 792 -2232 1008 -2232 c
+3803 -2232 l
+4019 -2232 4127 -2148 4127 -1980 c
+4127 -1824 4019 -1740 3803 -1740 c
+3024 -1740 l
+6095 4547 l
+6264 4547 l
+6480 4547 6588 4631 6588 4799 c
+6588 4955 6480 5040 6264 5040 c
+4943 5040 l
+4727 5040 4619 4955 4619 4799 c
+4619 4631 4727 4547 4943 4547 c
+5591 4547 l
+3659 552 l
+1692 4547 l
+2315 4547 l
+2531 4547 2639 4631 2639 4799 c
+2639 4955 2531 5040 2315 5040 c
+936 5040 l
+720 5040 612 4955 612 4799 c
+612 4631 720 4547 936 4547 c
+1127 4547 l
+3384 9 l
+7200 fwd_x
+end_ol
+ } def
+/EBA { start_ol
+756 3889 m
+756 2889 l
+756 1263 2232 -216 3863 -216 c
+5387 -216 6408 1010 6408 1251 c
+6408 1383 6311 1480 6167 1480 c
+6084 1480 6035 1455 5951 1360 c
+5303 588 4691 275 3863 275 c
+2448 275 1247 1516 1247 2962 c
+1247 3817 l
+1247 5250 2327 6419 3659 6419 c
+4727 6419 5688 5780 5735 5045 c
+5747 4853 5832 4756 5976 4756 c
+6143 4756 6228 4865 6228 5081 c
+6228 6431 l
+6228 6658 6143 6768 5987 6768 c
+5819 6768 5735 6658 5735 6441 c
+5735 6091 l
+5171 6622 4451 6912 3659 6912 c
+1260 6912 756 4528 756 3889 c
+7200 fwd_x
+end_ol
+ } def
+/FBA { start_ol
+1487 491 m
+839 491 l
+623 491 515 407 515 252 c
+515 83 623 0 839 0 c
+4511 0 l
+5603 0 6491 825 6491 1829 c
+6491 2630 5976 3204 4968 3562 c
+5675 3949 5987 4397 5987 5015 c
+5987 6008 5099 6768 3935 6768 c
+839 6768 l
+623 6768 515 6683 515 6527 c
+515 6359 623 6275 839 6275 c
+1487 6275 l
+1487 491 l
+1980 3744 m
+1980 6275 l
+3947 6275 l
+4824 6275 5495 5730 5495 5027 c
+5495 4276 4763 3744 3744 3744 c
+1980 3744 l
+5999 1829 m
+5999 1089 5328 491 4475 491 c
+1980 491 l
+1980 3251 l
+3767 3251 l
+5580 3251 5999 2415 5999 1829 c
+7200 fwd_x
+end_ol
+ } def
+/GBA { start_ol
+3600 6912 m
+1931 6912 612 5334 612 3346 c
+612 1360 1931 -216 3600 -216 c
+5243 -216 6588 1360 6588 3299 c
+6588 5347 5292 6912 3600 6912 c
+3600 6419 m
+4991 6419 6095 5045 6095 3310 c
+6095 1660 4955 275 3600 275 c
+2232 275 1103 1660 1103 3346 c
+1103 5034 2219 6419 3600 6419 c
+7200 fwd_x
+end_ol
+ } def
+/HBA { start_ol
+5243 3463 m
+5243 491 l
+4703 491 l
+4487 491 4379 407 4379 252 c
+4379 83 4487 0 4703 0 c
+6275 0 l
+6503 0 6611 83 6611 252 c
+6611 407 6503 491 6275 491 c
+5735 491 l
+5735 3499 l
+5735 4475 4943 5184 3827 5184 c
+3096 5184 2592 4907 1980 4173 c
+1980 7259 l
+839 7259 l
+623 7259 515 7175 515 7020 c
+515 6851 623 6768 839 6768 c
+1487 6768 l
+1487 491 l
+936 491 l
+720 491 612 407 612 252 c
+612 83 731 0 936 0 c
+2520 0 l
+2736 0 2855 83 2855 252 c
+2855 407 2747 491 2520 491 c
+1980 491 l
+1980 3560 l
+2111 3717 l
+2759 4486 3096 4691 3767 4691 c
+4655 4691 5243 4186 5243 3463 c
+7200 fwd_x
+end_ol
+ } def
+/IBA { start_ol
+5987 6275 m
+6395 6275 l
+6611 6275 6719 6359 6719 6527 c
+6719 6694 6624 6768 6395 6768 c
+4608 6768 l
+4379 6768 4284 6694 4284 6527 c
+4284 6359 4392 6275 4608 6275 c
+5495 6275 l
+5495 2207 l
+5495 1120 4655 275 3600 275 c
+2531 275 1703 1120 1703 2207 c
+1703 6275 l
+2592 6275 l
+2808 6275 2916 6359 2916 6527 c
+2916 6683 2808 6768 2592 6768 c
+803 6768 l
+587 6768 479 6694 479 6527 c
+479 6359 587 6275 803 6275 c
+1211 6275 l
+1211 2207 l
+1211 830 2243 -216 3600 -216 c
+4943 -216 5987 830 5987 2207 c
+5987 6275 l
+7200 fwd_x
+end_ol
+ } def
+/JBA { start_ol
+5423 1379 m
+5423 743 4631 275 3575 275 c
+2556 275 1728 720 1728 1271 c
+1728 1355 l
+1728 1535 1631 1643 1487 1643 c
+1319 1643 1235 1535 1235 1319 c
+1235 324 l
+1235 108 1319 0 1487 0 c
+1643 -24 1728 83 1728 299 c
+1728 433 l
+2232 -12 2831 -216 3611 -216 c
+4968 -216 5963 456 5963 1375 c
+5963 3503 2027 2459 2027 3791 c
+2027 4307 2700 4691 3587 4691 c
+4500 4691 5123 4343 5184 3803 c
+5207 3611 5292 3526 5436 3526 c
+5591 3526 5675 3634 5675 3850 c
+5675 4678 l
+5675 4930 5591 5040 5436 5040 c
+5279 5040 5184 4907 5184 4703 c
+5184 4655 l
+4763 5002 4223 5184 3539 5184 c
+2363 5184 1487 4606 1487 3820 c
+1487 1872 5423 3034 5423 1388 c
+5423 1379 l
+7200 fwd_x
+end_ol
+ } def
+/KBA { start_ol
+6023 7259 m
+4883 7259 l
+4667 7259 4559 7175 4559 7020 c
+4559 6851 4667 6768 4883 6768 c
+5531 6768 l
+5531 3929 l
+4943 4786 4248 5184 3348 5184 c
+1919 5184 756 3978 756 2489 c
+756 1001 1919 -216 3348 -216 c
+4248 -216 4968 203 5531 1049 c
+5531 0 l
+6671 0 l
+6887 0 6995 83 6995 252 c
+6995 407 6887 491 6671 491 c
+6023 491 l
+6023 7259 l
+3384 4691 m
+4595 4691 5531 3728 5531 2477 c
+5531 1255 4572 275 3395 275 c
+2196 275 1247 1255 1247 2489 c
+1247 3711 2196 4691 3384 4691 c
+7200 fwd_x
+end_ol
+ } def
+/LBA { start_ol
+6239 6636 m
+6383 6636 6491 6732 6491 6874 c
+6491 6995 6419 7079 6275 7115 c
+5891 7187 5063 7272 4608 7272 c
+3528 7272 2759 6636 2759 5766 c
+2759 5040 l
+1703 5040 l
+1487 5040 1379 4955 1379 4799 c
+1379 4631 1487 4547 1703 4547 c
+2759 4547 l
+2759 491 l
+1584 491 l
+1368 491 1260 407 1260 252 c
+1260 83 1368 0 1584 0 c
+5387 0 l
+5591 0 5711 83 5711 252 c
+5711 407 5603 491 5387 491 c
+3251 491 l
+3251 4547 l
+5519 4547 l
+5735 4547 5843 4631 5843 4799 c
+5843 4955 5735 5040 5519 5040 c
+3251 5040 l
+3251 5766 l
+3251 6361 3791 6779 4583 6779 c
+5267 6779 6131 6636 6239 6636 c
+7200 fwd_x
+end_ol
+ } def
+/MBA { start_ol
+3539 1355 m
+3071 1355 2711 1019 2711 576 c
+2711 131 3071 -216 3539 -216 c
+3659 -216 l
+4127 -216 4487 119 4487 576 c
+4487 1019 4127 1355 3659 1355 c
+3539 1355 l
+7200 fwd_x
+end_ol
+ } def
+/NBA { start_ol
+3839 6275 m
+5508 6275 l
+5735 6275 5843 6359 5843 6527 c
+5843 6683 5735 6768 5508 6768 c
+1679 6768 l
+1463 6768 1355 6683 1355 6527 c
+1355 6359 1463 6275 1679 6275 c
+3348 6275 l
+3348 491 l
+1679 491 l
+1463 491 1355 407 1355 252 c
+1355 83 1463 0 1679 0 c
+5508 0 l
+5724 0 5843 83 5843 252 c
+5843 407 5735 491 5508 491 c
+3839 491 l
+3839 6275 l
+7200 fwd_x
+end_ol
+ } def
+/PBA { start_ol
+5531 4033 m
+4968 4822 4307 5184 3384 5184 c
+1895 5184 756 4092 756 2669 c
+756 1245 1895 144 3371 144 c
+4307 144 4979 504 5531 1293 c
+5531 -1740 l
+4356 -1740 l
+4140 -1740 4032 -1824 4032 -1980 c
+4032 -2148 4140 -2232 4356 -2232 c
+6671 -2232 l
+6887 -2232 6995 -2148 6995 -1980 c
+6995 -1824 6887 -1740 6671 -1740 c
+6023 -1740 l
+6023 4547 l
+6671 4547 l
+6887 4547 6995 4631 6995 4799 c
+6995 4955 6887 5040 6671 5040 c
+5531 5040 l
+5531 4033 l
+3384 4691 m
+4595 4691 5531 3805 5531 2644 c
+5531 1532 4572 635 3384 635 c
+2183 635 1247 1532 1247 2669 c
+1247 3805 2183 4691 3384 4691 c
+7200 fwd_x
+end_ol
+ } def
+/QBA { start_ol
+3852 7355 m
+3240 7355 l
+1656 5771 l
+1559 5675 1523 5603 1523 5531 c
+1523 5375 1620 5256 1751 5256 c
+1847 5256 1944 5292 2003 5351 c
+3359 6707 l
+3359 491 l
+1692 491 l
+1463 491 1355 407 1355 252 c
+1355 83 1476 0 1692 0 c
+5519 0 l
+5735 0 5843 83 5843 252 c
+5843 407 5735 491 5519 491 c
+3852 491 l
+3852 7355 l
+7200 fwd_x
+end_ol
+ } def
+/RBA { start_ol
+5783 7596 m
+5832 7691 5843 7740 5843 7787 c
+5843 7907 5724 8015 5603 8015 c
+5483 8015 5423 7967 5339 7799 c
+1415 -552 l
+1379 -636 1355 -696 1355 -744 c
+1355 -865 1476 -973 1595 -973 c
+1715 -973 1775 -924 1859 -757 c
+5783 7596 l
+7200 fwd_x
+end_ol
+ } def
+/SBA { start_ol
+3852 491 m
+3852 6275 l
+5843 6275 l
+5843 5397 l
+5843 5207 5951 5074 6095 5074 c
+6264 5074 6336 5171 6336 5398 c
+6336 6768 l
+864 6768 l
+864 5397 l
+864 5182 947 5074 1103 5074 c
+1271 5074 1355 5182 1355 5398 c
+1355 6275 l
+3359 6275 l
+3359 491 l
+2099 491 l
+1883 491 1775 407 1775 252 c
+1775 83 1883 0 2099 0 c
+5112 0 l
+5328 0 5436 83 5436 252 c
+5436 407 5328 491 5112 491 c
+3852 491 l
+7200 fwd_x
+end_ol
+ } def
+/TBA { start_ol
+5279 4020 m
+4739 4822 4104 5184 3227 5184 c
+1872 5184 756 4056 756 2669 c
+756 1281 1872 144 3227 144 c
+4091 144 4739 515 5279 1305 c
+5279 -245 l
+5279 -1072 4631 -1740 3816 -1740 c
+2423 -1740 l
+2207 -1740 2099 -1824 2099 -1980 c
+2099 -2148 2207 -2232 2423 -2232 c
+3791 -2232 l
+4907 -2232 5771 -1339 5771 -318 c
+5771 4547 l
+6419 4547 l
+6635 4547 6743 4631 6743 4799 c
+6743 4955 6635 5040 6419 5040 c
+5279 5040 l
+5279 4020 l
+3263 4691 m
+4403 4691 5279 3805 5279 2644 c
+5279 1532 4379 635 3263 635 c
+2147 635 1247 1532 1247 2669 c
+1247 3793 2135 4691 3263 4691 c
+7200 fwd_x
+end_ol
+ } def
+/UBA { start_ol
+1751 7272 m
+2160 4235 l
+2196 3935 2304 3803 2520 3803 c
+2736 3803 2844 3935 2880 4235 c
+3287 7272 l
+1751 7272 l
+3911 7272 m
+4320 4235 l
+4356 3935 4464 3803 4680 3803 c
+4896 3803 5004 3935 5040 4235 c
+5447 7272 l
+3911 7272 l
+7200 fwd_x
+end_ol
+ } def
+/VBA { start_ol
+3816 -1080 m
+4572 -1117 4752 -1428 5303 -1428 c
+5807 -1428 6552 -1056 6552 -812 c
+6552 -663 6444 -551 6311 -551 c
+6131 -551 5832 -936 5339 -936 c
+4883 -900 4716 -588 3816 -588 c
+3564 -588 3371 -612 3011 -684 c
+3659 -216 l
+5315 -168 6588 1371 6588 3346 c
+6588 5334 5267 6912 3600 6912 c
+1931 6912 612 5334 612 3346 c
+612 1649 1620 155 2988 -144 c
+1908 -912 l
+1823 -972 1775 -1044 1775 -1128 c
+1775 -1272 1883 -1380 2016 -1380 c
+2340 -1380 2831 -1080 3816 -1080 c
+3600 6419 m
+4991 6419 6095 5045 6095 3310 c
+6095 1660 4955 275 3600 275 c
+2232 275 1103 1660 1103 3346 c
+1103 5034 2219 6419 3600 6419 c
+7200 fwd_x
+end_ol
+ } def
+/WBA { start_ol
+3911 2030 m
+5796 6275 l
+5891 6275 l
+5891 491 l
+5004 491 l
+4788 491 4680 407 4680 252 c
+4680 83 4788 0 5004 0 c
+6791 0 l
+7007 0 7115 83 7115 252 c
+7115 407 7007 491 6791 491 c
+6383 491 l
+6383 6275 l
+6683 6275 l
+6899 6275 7007 6359 7007 6527 c
+7007 6683 6899 6768 6683 6768 c
+5483 6768 l
+3636 2584 l
+1751 6768 l
+563 6768 l
+347 6768 239 6683 239 6527 c
+239 6359 347 6275 563 6275 c
+864 6275 l
+864 491 l
+455 491 l
+239 491 131 407 131 252 c
+131 83 239 0 455 0 c
+2243 0 l
+2459 0 2579 83 2579 252 c
+2579 407 2471 491 2243 491 c
+1355 491 l
+1355 6275 l
+1451 6275 l
+3359 2030 l
+3911 2030 l
+7200 fwd_x
+end_ol
+ } def
+/XBA { start_ol
+3852 6768 m
+5015 6768 l
+5231 6768 5339 6851 5339 7020 c
+5339 7175 5231 7259 5015 7259 c
+3359 7259 l
+3359 -1500 l
+5015 -1500 l
+5231 -1500 5339 -1416 5339 -1248 c
+5339 -1092 5231 -1008 5015 -1008 c
+3852 -1008 l
+3852 6768 l
+7200 fwd_x
+end_ol
+ } def
+/YBA { start_ol
+3348 -1008 m
+2183 -1008 l
+1967 -1008 1859 -1092 1859 -1261 c
+1859 -1416 1967 -1500 2183 -1500 c
+3839 -1500 l
+3839 7259 l
+2183 7259 l
+1967 7259 1859 7175 1859 7007 c
+1859 6851 1967 6768 2183 6768 c
+3348 6768 l
+3348 -1008 l
+7200 fwd_x
+end_ol
+ } def
+/ZBA { start_ol
+2831 7272 m
+3240 4235 l
+3276 3958 3384 3803 3600 3803 c
+3816 3803 3924 4007 3960 4235 c
+4367 7272 l
+2831 7272 l
+7200 fwd_x
+end_ol
+ } def
+/aBA { start_ol
+1980 2656 m
+2952 3533 l
+4091 3161 4619 2439 5495 0 c
+6539 0 l
+6755 0 6863 83 6863 252 c
+6863 407 6755 491 6539 491 c
+5868 491 l
+4968 2800 4523 3413 3359 3894 c
+6023 6275 l
+6215 6275 l
+6444 6275 6552 6359 6552 6527 c
+6552 6683 6444 6768 6215 6768 c
+4799 6768 l
+4572 6768 4464 6683 4464 6527 c
+4464 6359 4572 6275 4799 6275 c
+5339 6275 l
+1980 3281 l
+1980 6275 l
+2880 6275 l
+3096 6275 3204 6359 3204 6527 c
+3204 6683 3096 6768 2880 6768 c
+839 6768 l
+623 6768 515 6683 515 6527 c
+515 6359 623 6275 839 6275 c
+1487 6275 l
+1487 491 l
+839 491 l
+623 491 515 407 515 252 c
+515 83 623 0 839 0 c
+2880 0 l
+3096 0 3204 83 3204 252 c
+3204 407 3096 491 2880 491 c
+1980 491 l
+1980 2656 l
+7200 fwd_x
+end_ol
+ } def
+/bBA { start_ol
+5243 6552 m
+3323 396 l
+3312 347 3299 275 3299 239 c
+3299 108 3407 0 3539 0 c
+3659 0 3719 59 3780 252 c
+5735 6480 l
+5735 7259 l
+1260 7259 l
+1260 6347 l
+1260 6131 1343 6023 1512 6023 c
+1667 6023 1751 6131 1751 6359 c
+1751 6768 l
+5243 6768 l
+5243 6552 l
+7200 fwd_x
+end_ol
+ } def
+/cBA { start_ol
+5688 5040 m
+1487 5040 l
+1487 3881 l
+1487 3663 1571 3555 1739 3555 c
+1895 3555 1980 3663 1980 3881 c
+1980 4547 l
+4991 4547 l
+1379 432 l
+1379 0 l
+5868 0 l
+5868 1170 l
+5868 1387 5783 1496 5627 1496 c
+5459 1496 5375 1387 5375 1170 c
+5375 491 l
+2052 491 l
+5688 4606 l
+5688 5040 l
+7200 fwd_x
+end_ol
+ } def
+/dBA { start_ol
+3947 2646 m
+5904 4547 l
+5987 4547 l
+6203 4547 6311 4631 6311 4799 c
+6311 4955 6203 5040 5987 5040 c
+4667 5040 l
+4451 5040 4343 4955 4343 4799 c
+4343 4631 4451 4547 4667 4547 c
+5243 4547 l
+3600 2973 l
+1991 4547 l
+2543 4547 l
+2759 4547 2867 4631 2867 4799 c
+2867 4966 2759 5040 2543 5040 c
+1211 5040 l
+995 5040 887 4955 887 4799 c
+887 4631 995 4547 1211 4547 c
+1296 4547 l
+3251 2646 l
+1044 491 l
+936 491 l
+720 491 612 407 612 252 c
+612 83 720 0 936 0 c
+2531 0 l
+2747 0 2855 83 2855 252 c
+2855 407 2747 491 2531 491 c
+1715 491 l
+3600 2295 l
+5459 491 l
+4680 491 l
+4464 491 4356 407 4356 252 c
+4356 83 4464 0 4680 0 c
+6264 0 l
+6480 0 6588 83 6588 252 c
+6588 407 6480 491 6264 491 c
+6156 491 l
+3947 2646 l
+7200 fwd_x
+end_ol
+ } def
+/eBA { start_ol
+2219 2174 m
+2772 2646 l
+4932 491 l
+4595 491 l
+4379 491 4271 407 4271 252 c
+4271 83 4379 0 4595 0 c
+6167 0 l
+6383 0 6491 83 6491 252 c
+6491 407 6383 491 6167 491 c
+5627 491 l
+3143 2961 l
+5027 4547 l
+5591 4547 l
+5807 4547 5915 4631 5915 4799 c
+5915 4955 5807 5040 5591 5040 c
+4032 5040 l
+3816 5040 3708 4955 3708 4799 c
+3708 4631 3816 4547 4032 4547 c
+4295 4547 l
+2219 2767 l
+2219 7272 l
+1080 7272 l
+864 7272 756 7187 756 7031 c
+756 6863 864 6779 1080 6779 c
+1728 6779 l
+1728 491 l
+1080 491 l
+864 491 756 407 756 252 c
+756 83 864 0 1080 0 c
+2219 0 l
+2219 2174 l
+7200 fwd_x
+end_ol
+ } def
+/fBA { start_ol
+0 3863 m
+0 3384 l
+7200 3384 l
+7200 3863 l
+0 3863 l
+7200 fwd_x
+end_ol
+ } def
+/gBA { start_ol
+6012 3096 m
+6228 3096 6336 3179 6336 3348 c
+6336 3503 6228 3587 6012 3587 c
+1188 3587 l
+972 3587 864 3503 864 3348 c
+864 3179 972 3096 1188 3096 c
+6012 3096 l
+7200 fwd_x
+end_ol
+ } def
+/hBA { start_ol
+3528 2916 m
+3528 875 4896 -1488 5243 -1488 c
+5375 -1488 5495 -1380 5495 -1248 c
+5495 -1200 5483 -1176 5459 -1117 c
+4631 371 4259 1595 4259 2880 c
+4259 5447 5495 6539 5495 7007 c
+5495 7139 5387 7247 5256 7247 c
+4919 7247 3528 4847 3528 2916 c
+7200 fwd_x
+end_ol
+ } def
+/iBA { start_ol
+1307 5040 m
+1091 5040 983 4955 983 4799 c
+983 4631 1091 4547 1307 4547 c
+1715 4547 l
+1715 491 l
+1319 491 l
+1091 491 983 407 983 252 c
+983 83 1091 0 1319 0 c
+2747 0 l
+2963 0 3071 83 3071 252 c
+3071 407 2963 491 2747 491 c
+2207 491 l
+2207 4547 l
+4991 4547 l
+4991 491 l
+4451 491 l
+4235 491 4127 407 4127 252 c
+4127 83 4235 0 4451 0 c
+5891 0 l
+6107 0 6215 83 6215 252 c
+6215 407 6107 491 5891 491 c
+5483 491 l
+5483 4547 l
+5891 4547 l
+6107 4547 6215 4631 6215 4799 c
+6215 4955 6107 5040 5891 5040 c
+1307 5040 l
+7200 fwd_x
+end_ol
+ } def
+/jBA { start_ol
+1764 -1248 m
+1764 -1380 1872 -1488 2003 -1488 c
+2340 -1488 3731 911 3731 2844 c
+3731 4883 2363 7247 2016 7247 c
+1883 7247 1764 7139 1764 7007 c
+1764 6959 1775 6935 1800 6876 c
+2639 5375 2999 4176 2999 2880 c
+2999 311 1764 -780 1764 -1248 c
+7200 fwd_x
+end_ol
+ } def
+/kBA { start_ol
+1499 6313 m
+1499 6190 1607 6080 1739 6080 c
+2088 6080 2135 6912 3600 6912 c
+4523 6912 5231 6313 5231 5519 c
+5231 4443 4392 4176 3348 4176 c
+3143 4176 3024 4091 3024 3935 c
+3024 3767 3132 3683 3348 3683 c
+4511 3683 5495 2896 5495 1967 c
+5495 1049 4583 275 3492 275 c
+2147 275 1643 1014 1379 1014 c
+1260 1014 1152 906 1152 787 c
+1152 382 2543 -216 3479 -216 c
+4860 -216 5987 763 5987 1967 c
+5987 2777 5423 3493 4487 3875 c
+4968 3994 5724 4468 5724 5531 c
+5724 6593 4811 7403 3611 7403 c
+2268 7403 1499 6532 1499 6313 c
+7200 fwd_x
+end_ol
+ } def
+/lBA { start_ol
+6264 4032 m
+6480 4032 6588 4115 6588 4284 c
+6588 4439 6480 4523 6264 4523 c
+936 4523 l
+720 4523 612 4439 612 4284 c
+612 4115 720 4032 936 4032 c
+6264 4032 l
+6264 2304 m
+6480 2304 6588 2387 6588 2556 c
+6588 2711 6480 2795 6264 2795 c
+936 2795 l
+720 2795 612 2711 612 2556 c
+612 2387 720 2304 936 2304 c
+6264 2304 l
+7200 fwd_x
+end_ol
+ } def
+/mBA { start_ol
+5855 6741 m
+5987 6741 6084 6851 6084 6984 c
+6084 7211 5652 7403 5135 7403 c
+3215 7403 1631 5791 1631 3336 c
+1631 1244 2628 -216 4043 -216 c
+5207 -216 6120 802 6120 2093 c
+6120 3313 5207 4320 4115 4320 c
+3263 4320 2615 3839 2124 2858 c
+2111 3085 2099 3265 2099 3372 c
+2099 5780 3863 6912 5087 6912 c
+5663 6912 5675 6741 5855 6741 c
+2196 2212 m
+2423 2631 3024 3827 4104 3827 c
+4943 3827 5627 3038 5627 2093 c
+5627 1064 4943 275 4055 275 c
+3071 275 2520 968 2196 2212 c
+7200 fwd_x
+end_ol
+ } def
+/nBA { start_ol
+5135 2243 m
+5807 491 l
+4896 491 l
+4680 491 4572 407 4572 252 c
+4572 83 4680 0 4896 0 c
+6768 0 l
+6984 0 7092 83 7092 252 c
+7092 407 6984 491 6768 491 c
+6323 491 l
+3960 6768 l
+1512 6768 l
+1296 6768 1188 6683 1188 6527 c
+1188 6359 1296 6275 1512 6275 c
+2952 6275 l
+803 491 l
+432 491 l
+216 491 108 407 108 252 c
+108 83 216 0 432 0 c
+2243 0 l
+2459 0 2567 83 2567 252 c
+2567 407 2459 491 2243 491 c
+1296 491 l
+1944 2243 l
+5135 2243 l
+4955 2736 m
+2135 2736 l
+3431 6275 l
+3611 6275 l
+4955 2736 l
+7200 fwd_x
+end_ol
+ } def
+/oBA { start_ol
+4511 2027 m
+4511 491 l
+3600 491 l
+3384 491 3276 407 3276 252 c
+3276 83 3384 0 3600 0 c
+5411 0 l
+5627 0 5735 83 5735 252 c
+5735 407 5627 491 5411 491 c
+5004 491 l
+5004 2027 l
+5411 2027 l
+5627 2027 5735 2111 5735 2266 c
+5735 2435 5627 2520 5411 2520 c
+5004 2520 l
+5004 7259 l
+3996 7259 l
+1260 2592 l
+1260 2027 l
+4511 2027 l
+4511 2520 m
+1728 2520 l
+4223 6768 l
+4511 6768 l
+4511 2520 l
+7200 fwd_x
+end_ol
+ } def
+/pBA { start_ol
+3204 0 m
+3888 0 l
+6395 6275 l
+6768 6275 l
+6984 6275 7092 6359 7092 6527 c
+7092 6694 6984 6768 6768 6768 c
+4968 6768 l
+4739 6768 4644 6683 4644 6527 c
+4644 6359 4752 6275 4968 6275 c
+5904 6275 l
+3587 492 l
+3551 492 l
+1319 6275 l
+2243 6275 l
+2459 6275 2567 6359 2567 6527 c
+2567 6694 2459 6768 2243 6768 c
+432 6768 l
+216 6768 108 6694 108 6527 c
+108 6359 216 6275 432 6275 c
+803 6275 l
+3204 0 l
+7200 fwd_x
+end_ol
+ } def
+/qBA { start_ol
+3839 3107 m
+5999 3107 l
+6228 3107 6336 3191 6336 3359 c
+6336 3515 6228 3600 5999 3600 c
+3839 3600 l
+3839 6012 l
+3839 6228 3755 6336 3600 6336 c
+3431 6336 3348 6228 3348 6012 c
+3348 3600 l
+1188 3600 l
+972 3600 864 3515 864 3359 c
+864 3191 972 3107 1188 3107 c
+3348 3107 l
+3348 682 l
+3348 466 3431 358 3600 358 c
+3755 358 3839 466 3839 682 c
+3839 3107 l
+7200 fwd_x
+end_ol
+ } def
+/rBA { start_ol
+5243 3463 m
+5243 491 l
+4703 491 l
+4487 491 4379 407 4379 252 c
+4379 83 4487 0 4703 0 c
+6275 0 l
+6503 0 6611 83 6611 252 c
+6611 407 6503 491 6275 491 c
+5735 491 l
+5735 3499 l
+5735 4475 4943 5184 3827 5184 c
+3096 5184 2592 4907 1980 4173 c
+1980 5639 l
+3672 5639 l
+3888 5639 3996 5722 3996 5879 c
+3996 6035 3888 6120 3672 6120 c
+1980 6120 l
+1980 7259 l
+839 7259 l
+623 7259 515 7175 515 7020 c
+515 6851 623 6768 839 6768 c
+1487 6768 l
+1487 6120 l
+839 6120 l
+623 6120 515 6035 515 5879 c
+515 5722 623 5639 839 5639 c
+1487 5639 l
+1487 491 l
+936 491 l
+720 491 612 407 612 252 c
+612 83 731 0 936 0 c
+2520 0 l
+2736 0 2855 83 2855 252 c
+2855 407 2747 491 2520 491 c
+1980 491 l
+1980 3560 l
+2111 3717 l
+2759 4486 3096 4691 3767 4691 c
+4655 4691 5243 4186 5243 3463 c
+7200 fwd_x
+end_ol
+ } def
+/sBA { start_ol
+2232 7736 m
+2232 7628 2327 7531 2435 7531 c
+2543 7531 2615 7592 2651 7725 c
+2759 8098 3132 8352 3539 8352 c
+3996 8352 4403 7989 4403 7569 c
+4403 7303 4284 7134 3683 6532 c
+2099 5051 l
+2099 4536 l
+4860 4547 l
+4860 5015 l
+4860 5159 4775 5256 4644 5256 c
+4511 5256 4428 5159 4428 5015 c
+4428 4968 l
+2628 4968 l
+4631 6809 4835 7050 4835 7569 c
+4835 8219 4235 8784 3539 8784 c
+2759 8784 2232 8098 2232 7736 c
+7200 fwd_x
+end_ol
+ } def
+/tBA { start_ol
+1980 3251 m
+3719 3251 l
+3719 2713 l
+3719 2498 3803 2390 3971 2390 c
+4127 2390 4212 2498 4212 2713 c
+4212 4288 l
+4212 4506 4127 4615 3971 4615 c
+3803 4615 3719 4506 3719 4288 c
+3719 3744 l
+1980 3744 l
+1980 6275 l
+5495 6275 l
+5495 5088 l
+5495 4870 5580 4761 5735 4761 c
+5904 4761 5987 4870 5987 5088 c
+5987 6768 l
+839 6768 l
+623 6768 515 6683 515 6527 c
+515 6359 623 6275 839 6275 c
+1487 6275 l
+1487 491 l
+839 491 l
+623 491 515 407 515 252 c
+515 83 623 0 839 0 c
+6239 0 l
+6239 1913 l
+6239 2128 6156 2235 5999 2235 c
+5832 2235 5747 2128 5747 1913 c
+5747 491 l
+1980 491 l
+1980 3251 l
+7200 fwd_x
+end_ol
+ } def
+/uBA { start_ol
+1728 1617 m
+1728 5040 l
+743 5040 l
+540 5040 407 4991 407 4799 c
+407 4631 563 4559 743 4559 c
+1235 4559 l
+1235 1617 l
+1235 697 1859 0 2783 0 c
+3299 0 l
+3299 -1992 l
+3299 -2125 3407 -2233 3539 -2233 c
+3672 -2233 3780 -2125 3780 -1992 c
+3780 0 l
+4271 0 l
+5184 0 5819 672 5819 1605 c
+5819 4559 l
+6359 4559 l
+6516 4559 6683 4642 6683 4799 c
+6683 4991 6563 5040 6359 5040 c
+5328 5040 l
+5328 1605 l
+5328 987 4883 479 4284 479 c
+3780 479 l
+3780 7043 l
+3780 7175 3672 7283 3539 7283 c
+3407 7283 3299 7175 3299 7043 c
+3299 479 l
+2759 479 l
+2520 479 1728 709 1728 1617 c
+7200 fwd_x
+end_ol
+ } def
+/vBA { start_ol
+2304 0 m
+2304 2307 l
+4799 491 l
+4464 491 l
+4248 491 4140 407 4140 252 c
+4140 83 4248 0 4464 0 c
+6035 0 l
+6251 0 6359 83 6359 252 c
+6359 407 6251 491 6035 491 c
+5495 491 l
+2675 2622 l
+5112 4547 l
+5675 4547 l
+5891 4547 5999 4631 5999 4799 c
+5999 4955 5891 5040 5675 5040 c
+4115 5040 l
+3899 5040 3791 4955 3791 4799 c
+3791 4631 3899 4547 4115 4547 c
+4379 4547 l
+2304 2900 l
+2304 5040 l
+1163 5040 l
+947 5040 839 4955 839 4799 c
+839 4631 947 4547 1163 4547 c
+1811 4547 l
+1811 491 l
+1163 491 l
+947 491 839 407 839 252 c
+839 83 947 0 1163 0 c
+2304 0 l
+7200 fwd_x
+end_ol
+ } def
+/wBA { start_ol
+1523 3683 m
+383 3683 l
+216 3683 119 3600 119 3467 c
+119 3335 216 3240 383 3240 c
+1139 3240 l
+2147 0 l
+4932 7990 l
+6935 7990 l
+7103 7990 7200 8075 7200 8206 c
+7200 8350 7103 8424 6935 8424 c
+4583 8424 l
+2183 1179 l
+1523 3683 l
+7200 fwd_x
+end_ol
+ } def
+/xBA { start_ol
+3803 5112 m
+3359 5112 2975 5015 2628 4835 c
+1872 4404 1199 3519 1199 2441 c
+1224 2226 l
+1224 -1944 l
+576 -1944 l
+360 -1944 252 -1992 252 -2172 c
+252 -2377 383 -2424 576 -2424 c
+2891 -2424 l
+3083 -2424 3204 -2352 3204 -2172 c
+3204 -1992 3083 -1944 2891 -1944 c
+1715 -1944 l
+1715 1018 l
+2232 288 2927 -72 3803 -72 c
+5279 -72 6372 1054 6372 2513 c
+6372 4069 5148 5112 3803 5112 c
+3803 4595 m
+5112 4595 5879 3650 5879 2513 c
+5879 1364 4968 432 3803 432 c
+2639 432 1715 1341 1715 2513 c
+1715 3614 2507 4595 3803 4595 c
+7200 fwd_x
+end_ol
+ } def
+/yBA { start_ol
+4932 256 m
+4932 1388 4403 2016 3636 2016 c
+2867 2016 2340 1388 2340 256 c
+2340 -448 l
+2340 -1568 2867 -2304 3636 -2304 c
+4403 -2304 4932 -1568 4932 -448 c
+4932 256 l
+3636 1582 m
+3996 1582 4500 1486 4500 220 c
+4500 -400 l
+4500 -1677 3983 -1872 3636 -1872 c
+3276 -1872 2772 -1666 2772 -400 c
+2772 220 l
+2772 1498 3287 1582 3636 1582 c
+7200 fwd_x
+end_ol
+ } def
+/zBA { start_ol
+6012 0 m
+6012 6275 l
+6419 6275 l
+6635 6275 6743 6359 6743 6527 c
+6743 6683 6635 6768 6419 6768 c
+4631 6768 l
+4403 6768 4295 6683 4295 6527 c
+4295 6359 4403 6275 4631 6275 c
+5519 6275 l
+5519 707 l
+1859 6768 l
+587 6768 l
+371 6768 263 6683 263 6527 c
+263 6359 371 6275 587 6275 c
+1235 6275 l
+1235 491 l
+828 491 l
+612 491 504 407 504 252 c
+504 83 612 0 828 0 c
+2628 0 l
+2831 0 2952 83 2952 252 c
+2952 407 2844 491 2628 491 c
+1728 491 l
+1728 6059 l
+5387 0 l
+6012 0 l
+7200 fwd_x
+end_ol
+ } def
+/ACA { start_ol
+3983 1978 m
+4019 1978 4079 2003 4140 2039 c
+6491 3346 l
+4127 4655 l
+4068 4691 4019 4716 3983 4716 c
+3863 4716 3744 4559 3744 4451 c
+3744 4356 3791 4295 3899 4235 c
+5051 3600 l
+972 3600 l
+756 3600 648 3515 648 3359 c
+648 3191 756 3107 972 3107 c
+5076 3107 l
+3899 2459 l
+3791 2399 3744 2327 3744 2255 c
+3744 2158 3852 1978 3983 1978 c
+7200 fwd_x
+end_ol
+ } def
+/BCA { start_ol
+3600 4179 m
+3168 5051 2651 5616 1919 5616 c
+839 5616 59 4772 59 3611 c
+59 2450 839 1584 1919 1584 c
+2651 1584 3168 2160 3600 3007 c
+4032 2160 4547 1584 5279 1584 c
+6359 1584 7139 2450 7139 3611 c
+7139 4772 6359 5616 5279 5616 c
+4547 5616 4032 5051 3600 4179 c
+6647 3611 m
+6647 2692 6095 2088 5256 2088 c
+4464 2088 3839 3611 3839 3611 c
+3839 3611 4464 5135 5243 5135 c
+6095 5135 6647 4530 6647 3611 c
+551 3611 m
+551 4530 1103 5135 1955 5135 c
+2736 5135 3359 3611 3359 3611 c
+3359 3611 2736 2088 1944 2088 c
+1103 2088 551 2692 551 3611 c
+7200 fwd_x
+end_ol
+ } def
+/CCA { start_ol
+3767 9396 m
+2543 9396 l
+2399 9396 2327 9335 2327 9239 c
+2327 9131 2399 9072 2543 9072 c
+3456 9072 l
+3456 5004 l
+2207 5004 l
+2063 5004 1991 4943 1991 4847 c
+1991 4739 2063 4680 2207 4680 c
+5015 4680 l
+5159 4680 5231 4739 5231 4847 c
+5231 4943 5171 5004 5015 5004 c
+3767 5004 l
+3767 9396 l
+7200 fwd_x
+end_ol
+ } def
+/DCA { start_ol
+3803 6696 m
+4799 6696 l
+4943 6696 5063 6779 5063 6912 c
+5063 7031 4955 7115 4824 7115 c
+3803 7115 l
+3803 8147 l
+3803 8280 3731 8399 3600 8399 c
+3467 8399 3384 8280 3384 8147 c
+3384 7115 l
+2387 7115 l
+2255 7115 2135 7043 2135 6912 c
+2135 6779 2255 6696 2387 6696 c
+3384 6696 l
+3384 5542 l
+3384 5411 3456 5290 3575 5290 c
+3600 5290 l
+3719 5290 3803 5398 3803 5519 c
+3803 5531 3803 5531 3803 5542 c
+3803 6696 l
+7200 fwd_x
+end_ol
+ } def
+/ECA { start_ol
+3827 8771 m
+2304 8303 2304 8303 2304 8123 c
+2304 8015 2412 7907 2507 7907 c
+2531 7907 2567 7920 2615 7931 c
+3395 8183 l
+3395 4968 l
+3132 4979 2759 4979 2664 4979 c
+2412 4979 2291 4907 2291 4750 c
+2291 4619 2387 4534 2543 4534 c
+4680 4534 l
+4824 4534 4919 4619 4919 4750 c
+4919 4883 4824 4968 4680 4968 c
+3827 4968 l
+3827 8771 l
+7200 fwd_x
+end_ol
+ } def
+/FCA { start_ol
+2387 6696 m
+4799 6696 l
+4943 6696 5063 6779 5063 6912 c
+5063 7031 4955 7115 4824 7115 c
+2387 7115 l
+2255 7115 2135 7043 2135 6912 c
+2135 6779 2255 6696 2387 6696 c
+7200 fwd_x
+end_ol
+ } def
+/GCA { start_ol
+5447 7007 m
+5555 5652 l
+5567 5495 5639 5400 5747 5400 c
+5807 5400 l
+5927 5400 5999 5508 5999 5663 c
+5999 7223 l
+5999 7414 5927 7488 5735 7488 c
+1620 7488 l
+1451 7488 1355 7403 1355 7259 c
+1355 7103 l
+1355 6984 1355 6984 1427 6887 c
+3575 3816 l
+1404 -180 l
+1355 -276 1355 -276 1355 -372 c
+1355 -564 l
+1355 -708 1440 -792 1620 -792 c
+5819 -792 l
+6012 -792 6084 -720 6084 -528 c
+6084 1044 l
+6084 1199 5999 1307 5891 1307 c
+5819 1307 l
+5711 1307 5639 1199 5627 1055 c
+5567 -312 l
+1872 -312 l
+4055 3636 l
+4091 3708 4104 3731 4104 3780 c
+4104 3827 4091 3863 4032 3935 c
+1944 7007 l
+5447 7007 l
+7200 fwd_x
+end_ol
+ } def
+/HCA { start_ol
+3704 3714 m
+4385 3714 l
+4385 -30 l
+4385 -735 4082 -1051 x
+3781 -1369 3111 -1369 x
+2853 -1369 l
+2853 -852 l
+3035 -852 l
+3423 -852 3564 -694 x
+3704 -535 3704 -30 x
+3704 3714 l
+3704 5148 m
+4385 5148 l
+4385 4384 l
+3704 4384 l
+3704 5148 l
+7200 fwd_x
+end_ol
+ } def
+/JCA { start_ol
+4415 7200 m
+4415 4331 l
+4415 3803 4140 3528 3623 3528 c
+2628 3528 l
+2484 3528 2412 3418 2412 3323 c
+2412 3215 2484 3107 2628 3107 c
+3636 3107 l
+4343 3107 4847 3611 4847 4331 c
+4847 7632 l
+2639 7632 l
+2495 7632 2435 7511 2435 7416 c
+2435 7308 2495 7200 2639 7200 c
+4415 7200 l
+4824 9360 m
+4284 9360 l
+4284 8496 l
+4824 8496 l
+4824 9360 l
+7200 fwd_x
+end_ol
+ } def
+/KCA { start_ol
+5688 7920 m
+5904 7920 6012 8003 6012 8172 c
+6012 8327 5904 8411 5688 8411 c
+4392 8411 3359 7715 3359 6419 c
+3359 -2388 l
+3839 -2388 l
+3839 6419 l
+3839 7391 4644 7920 5688 7920 c
+7200 fwd_x
+end_ol
+ } def
+/LCA { start_ol
+1512 7907 m
+2556 7907 3359 7380 3359 6408 c
+3359 -2400 l
+3839 -2400 l
+3839 6408 l
+3839 7704 2808 8399 1512 8399 c
+1296 8399 1188 8316 1188 8159 c
+1188 7992 1296 7907 1512 7907 c
+7200 fwd_x
+end_ol
+ } def
+/MCA { start_ol
+3803 -648 m
+4799 -648 l
+4943 -648 5063 -564 5063 -432 c
+5063 -312 4955 -228 4824 -228 c
+3803 -228 l
+3803 803 l
+3803 936 3731 1055 3600 1055 c
+3467 1055 3384 936 3384 803 c
+3384 -228 l
+2387 -228 l
+2255 -228 2135 -300 2135 -432 c
+2135 -564 2255 -648 2387 -648 c
+3384 -648 l
+3384 -1801 l
+3384 -1932 3456 -2053 3575 -2053 c
+3600 -2053 l
+3719 -2053 3803 -1945 3803 -1824 c
+3803 -1812 3803 -1812 3803 -1801 c
+3803 -648 l
+7200 fwd_x
+end_ol
+ } def
+/NCA { start_ol
+3863 2003 m
+2340 1535 2340 1535 2340 1355 c
+2340 1247 2448 1139 2543 1139 c
+2567 1139 2603 1152 2651 1163 c
+3431 1415 l
+3431 -1800 l
+3168 -1788 2795 -1788 2700 -1788 c
+2448 -1788 2327 -1860 2327 -2016 c
+2327 -2148 2423 -2232 2579 -2232 c
+4716 -2232 l
+4860 -2232 4955 -2148 4955 -2016 c
+4955 -1884 4860 -1800 4716 -1800 c
+3863 -1800 l
+3863 2003 l
+7200 fwd_x
+end_ol
+ } def
+/OCA { start_ol
+3359 9599 m
+3359 5999 l
+3359 4644 1872 4068 527 3600 c
+1883 3323 3359 2651 3359 1199 c
+3359 -2400 l
+3839 -2400 l
+3839 1199 l
+3839 2747 2639 3384 1919 3636 c
+2628 3899 3755 4500 3839 6012 c
+3839 9599 l
+3359 9599 l
+7200 fwd_x
+end_ol
+ } def
+/PCA { start_ol
+3839 -2400 m
+3839 1199 l
+3839 2556 5328 3132 6671 3600 c
+5315 3875 3839 4547 3839 5999 c
+3839 9599 l
+3359 9599 l
+3359 5999 l
+3359 4451 4559 3816 5279 3564 c
+4572 3299 3443 2700 3359 1188 c
+3359 -2400 l
+3839 -2400 l
+7200 fwd_x
+end_ol
+ } def
+/QCA { start_ol
+5688 -720 m
+4644 -720 3839 -192 3839 779 c
+3839 9587 l
+3359 9587 l
+3359 779 l
+3359 -516 4392 -1212 5688 -1212 c
+5904 -1212 6012 -1128 6012 -973 c
+6012 -804 5904 -720 5688 -720 c
+7200 fwd_x
+end_ol
+ } def
+/RCA { start_ol
+1512 -708 m
+1296 -708 1188 -793 1188 -960 c
+1188 -1117 1296 -1200 1512 -1200 c
+2808 -1200 3839 -505 3839 792 c
+3839 9599 l
+3359 9599 l
+3359 792 l
+3359 -181 2556 -708 1512 -708 c
+7200 fwd_x
+end_ol
+ } def
+/SCA { start_ol
+3240 3960 m
+2304 3960 l
+2304 5472 l
+3240 5472 l
+3891 5472 4249 5728 x
+4608 5985 4608 6450 x
+4608 6940 4249 7213 x
+3891 7488 3240 7488 x
+2745 7488 2179 7358 x
+1614 7230 1008 6984 x
+1008 8568 l
+1613 8742 2200 8834 x
+2787 8928 3327 8928 x
+4713 8928 5488 8327 x
+6264 7726 6264 6670 x
+6264 5893 5821 5401 x
+5380 4908 4560 4756 x
+5496 4592 5988 4007 x
+6480 3422 6480 2470 x
+6480 1195 5658 525 x
+4837 -144 3272 -144 x
+2604 -144 1957 -32 x
+1310 77 720 288 x
+720 1872 l
+1278 1625 1923 1496 x
+2570 1368 3281 1368 x
+3993 1368 4408 1690 x
+4824 2014 4824 2561 x
+4824 3232 4410 3595 x
+3996 3960 3240 3960 x
+7200 fwd_x
+end_ol
+ } def
+/TCA { start_ol
+2723 6275 m
+3875 6275 l
+4091 6275 4199 6359 4199 6527 c
+4199 6683 4091 6768 3875 6768 c
+1080 6768 l
+864 6768 756 6683 756 6527 c
+756 6359 864 6275 1080 6275 c
+2232 6275 l
+2232 491 l
+1080 491 l
+864 491 756 407 756 252 c
+756 83 864 0 1080 0 c
+6491 0 l
+6491 2415 l
+6491 2631 6408 2740 6251 2740 c
+6084 2740 5999 2631 5999 2415 c
+5999 491 l
+2723 491 l
+2723 6275 l
+7200 fwd_x
+end_ol
+ } def
+/UCA { start_ol
+5328 2210 m
+5328 0 l
+4680 0 l
+4680 2197 l
+4680 2718 4452 2979 x
+4225 3240 3769 3240 x
+3222 3240 2907 2926 x
+2592 2613 2592 2074 x
+2592 0 l
+1872 0 l
+1872 3672 l
+2592 3672 l
+2592 3102 l
+2828 3431 3154 3587 x
+3480 3744 3908 3744 x
+4606 3744 4966 3352 x
+5328 2962 5328 2210 x
+7200 fwd_x
+end_ol
+ } def
+/VCA { start_ol
+1607 6334 m
+1607 5509 l
+1607 5290 1692 5181 1859 5181 c
+2016 5181 2099 5290 2099 5509 c
+2099 6006 l
+2723 6322 3107 6419 3647 6419 c
+4644 6419 5351 5848 5351 5047 c
+5351 4356 4763 3834 3371 3240 c
+3371 2423 l
+3371 2207 3456 2099 3623 2099 c
+3780 2099 3863 2207 3863 2423 c
+3863 2914 l
+5364 3628 5843 4150 5843 5047 c
+5843 6165 4979 6912 3708 6912 c
+2639 6912 2124 6503 1607 6334 c
+3443 983 m
+3035 983 2759 743 2759 383 c
+2759 23 3035 -216 3443 -216 c
+3767 -216 l
+4176 -216 4451 36 4451 383 c
+4451 743 4176 983 3767 983 c
+3443 983 l
+7200 fwd_x
+end_ol
+ } def
+/WCA { start_ol
+2531 1775 m
+1692 -1225 l
+1679 -1272 1667 -1308 1667 -1356 c
+1667 -1549 1823 -1704 2016 -1704 c
+2171 -1704 2268 -1632 2387 -1405 c
+4127 1775 l
+2531 1775 l
+3251 5040 m
+2783 5040 2423 4691 2423 4246 c
+2423 3803 2783 3454 3251 3454 c
+3371 3454 l
+3839 3454 4199 3803 4199 4246 c
+4199 4691 3839 5040 3371 5040 c
+3251 5040 l
+7200 fwd_x
+end_ol
+ } def
+/XCA { start_ol
+4151 2160 m
+3852 2147 l
+3852 6262 l
+4140 6262 l
+4284 6262 4464 6323 4464 6503 c
+4464 6719 4356 6743 4140 6768 c
+3132 6768 l
+2952 6768 2795 6683 2795 6503 c
+2795 6370 2988 6262 3132 6262 c
+3407 6262 l
+3407 2147 l
+3132 2160 l
+2412 2160 1451 2980 1451 4174 c
+1451 6768 l
+563 6768 l
+371 6768 227 6683 227 6503 c
+227 6347 419 6262 563 6262 c
+972 6262 l
+972 4174 l
+972 2207 2651 1679 3143 1679 c
+3407 1667 l
+3407 515 l
+3011 515 l
+2831 515 2675 443 2675 263 c
+2675 83 2831 0 3011 0 c
+4259 0 l
+4451 0 4583 95 4583 263 c
+4583 432 4439 515 4259 515 c
+3852 515 l
+3852 1667 l
+4151 1690 l
+4619 1690 6300 2219 6300 4199 c
+6300 6275 l
+6707 6275 l
+6863 6275 7031 6347 7031 6503 c
+7031 6683 6887 6768 6707 6768 c
+5807 6768 l
+5807 4199 l
+5807 3028 4847 2160 4151 2160 c
+7200 fwd_x
+end_ol
+ } def
+/YCA { start_ol
+3781 1366 m
+3781 961 3945 752 x
+4109 544 4438 544 x
+5236 544 l
+5236 33 l
+4379 33 l
+3768 33 3434 382 x
+3100 732 3100 1366 x
+3100 4712 l
+2008 4712 l
+2008 5188 l
+3781 5188 l
+3781 1366 l
+7200 fwd_x
+end_ol
+ } def
+/ZCA { start_ol
+3821 3339 m
+3945 3579 4138 3691 x
+4332 3803 4609 3803 x
+5107 3803 5313 3459 x
+5519 3116 5519 2165 x
+5519 33 l
+4896 33 l
+4896 2142 l
+4896 2922 4795 3110 x
+4696 3298 4438 3298 x
+4144 3298 4035 3096 x
+3927 2893 3927 2142 x
+3927 33 l
+3305 33 l
+3305 2142 l
+3305 2928 3199 3112 x
+3093 3298 2818 3298 x
+2548 3298 2444 3096 x
+2342 2893 2342 2142 x
+2342 33 l
+1720 33 l
+1720 3714 l
+2342 3714 l
+2342 3397 l
+2460 3597 2644 3700 x
+2829 3803 3058 3803 x
+3340 3803 3528 3688 x
+3715 3574 3821 3339 x
+7200 fwd_x
+end_ol
+ } def
+/aCA { start_ol
+5843 4188 m
+5843 6104 4932 7403 3600 7403 c
+2268 7403 1355 6104 1355 4188 c
+1355 2985 l
+1355 1082 2268 -216 3600 -216 c
+4932 -216 5843 1082 5843 2985 c
+5843 4188 l
+3600 275 m
+2531 275 1847 1516 1847 3058 c
+1847 3287 l
+5351 3287 l
+5351 3058 l
+5351 1660 4752 275 3600 275 c
+3600 6912 m
+4667 6912 5351 5671 5351 4128 c
+5351 3816 l
+1847 3816 l
+1847 4128 l
+1847 5526 2448 6912 3600 6912 c
+7200 fwd_x
+end_ol
+ } def
+/bCA { start_ol
+5567 3433 m
+5567 1580 l
+5567 1096 5328 479 4428 479 c
+3780 479 l
+3780 4559 l
+4367 4559 l
+4883 4559 5567 4329 5567 3433 c
+1512 1605 m
+1512 3458 l
+1512 3942 1751 4559 2651 4559 c
+3299 4559 l
+3299 479 l
+2711 479 l
+2255 479 1512 709 1512 1605 c
+6107 1580 m
+6107 3433 l
+6107 4074 5771 5040 4415 5040 c
+3780 5040 l
+3780 7043 l
+3780 7175 3672 7283 3539 7283 c
+3407 7283 3299 7175 3299 7043 c
+3299 5040 l
+2783 5040 l
+1247 5040 972 4135 972 3458 c
+972 1605 l
+972 964 1307 0 2664 0 c
+3299 0 l
+3299 -1992 l
+3299 -2125 3407 -2233 3539 -2233 c
+3672 -2233 3780 -2125 3780 -1992 c
+3780 0 l
+4295 0 l
+5832 0 6107 903 6107 1580 c
+7200 fwd_x
+end_ol
+ } def
+/cCA { start_ol
+1980 3024 m
+3564 3024 l
+4475 2601 5004 1950 6059 0 c
+6743 0 l
+6959 0 7067 83 7067 252 c
+7067 407 6959 491 6743 491 c
+6372 491 l
+5400 2191 5063 2638 4307 3155 c
+5423 3539 5976 4115 5976 4896 c
+5976 5904 4979 6768 3816 6768 c
+839 6768 l
+623 6768 515 6683 515 6527 c
+515 6359 623 6275 839 6275 c
+1487 6275 l
+1487 491 l
+839 491 l
+623 491 515 407 515 252 c
+515 83 623 0 839 0 c
+2880 0 l
+3096 0 3204 83 3204 252 c
+3204 407 3096 491 2880 491 c
+1980 491 l
+1980 3024 l
+1980 3515 m
+1980 6275 l
+3816 6275 l
+4680 6275 5483 5627 5483 4907 c
+5483 4140 4523 3515 3348 3515 c
+1980 3515 l
+7200 fwd_x
+end_ol
+ } def
+/dCA { start_ol
+3821 7227 m
+3945 7467 4138 7579 x
+4332 7691 4609 7691 x
+5107 7691 5313 7347 x
+5519 7004 5519 6053 x
+5519 3921 l
+4896 3921 l
+4896 6030 l
+4896 6810 4795 6998 x
+4696 7186 4438 7186 x
+4144 7186 4035 6984 x
+3927 6781 3927 6030 x
+3927 3921 l
+3305 3921 l
+3305 6030 l
+3305 6816 3199 7000 x
+3093 7186 2818 7186 x
+2548 7186 2444 6984 x
+2342 6781 2342 6030 x
+2342 3921 l
+1720 3921 l
+1720 7602 l
+2342 7602 l
+2342 7285 l
+2460 7485 2644 7588 x
+2829 7691 3058 7691 x
+3340 7691 3528 7576 x
+3715 7462 3821 7227 x
+7200 fwd_x
+end_ol
+ } def
+/eCA { start_ol
+4104 6854 m
+1857 3384 l
+4104 3384 l
+4104 6854 l
+3929 8784 m
+5760 8784 l
+5760 3384 l
+6696 3384 l
+6696 1872 l
+5760 1872 l
+5760 0 l
+4104 0 l
+4104 1872 l
+576 1872 l
+576 3560 l
+3929 8784 l
+7200 fwd_x
+end_ol
+ } def
+/fCA { start_ol
+4583 8928 m
+3731 8928 3359 8172 3359 7511 c
+3359 383 l
+3359 -108 3227 -456 2651 -456 c
+2219 -456 2135 167 1872 167 c
+1823 167 1631 119 1631 -72 c
+1631 -252 2027 -936 2747 -936 c
+3551 -936 3839 -264 3839 383 c
+3839 7511 l
+3839 8039 4043 8435 4608 8447 c
+5123 8411 5148 7979 5339 7979 c
+5423 7979 5591 8075 5591 8231 c
+5591 8255 5447 8928 4583 8928 c
+7200 fwd_x
+end_ol
+ } def
+/gCA { start_ol
+3359 9599 m
+3359 -2400 l
+3839 -2400 l
+3839 9599 l
+3359 9599 l
+7200 fwd_x
+end_ol
+ } def
+/hCA { start_ol
+2772 2304 m
+2351 1474 l
+2340 1438 2327 1415 2327 1379 c
+2327 1247 2448 1150 2592 1150 c
+2687 1150 2747 1199 2795 1283 c
+3312 2304 l
+6264 2304 l
+6480 2304 6588 2387 6588 2543 c
+6588 2700 6480 2783 6264 2783 c
+3564 2783 l
+4187 4032 l
+6264 4032 l
+6480 4032 6588 4115 6588 4271 c
+6588 4428 6480 4511 6264 4511 c
+4428 4511 l
+4811 5267 l
+4824 5292 4835 5328 4835 5351 c
+4835 5483 4703 5591 4559 5591 c
+4464 5591 4403 5544 4356 5459 c
+3875 4511 l
+936 4511 l
+720 4511 612 4428 612 4271 c
+612 4115 720 4032 936 4032 c
+3636 4032 l
+3011 2783 l
+936 2783 l
+720 2783 612 2711 612 2543 c
+612 2387 720 2304 936 2304 c
+2772 2304 l
+7200 fwd_x
+end_ol
+ } def
+/iCA { start_ol
+2268 1451 m
+2268 2135 2603 2639 3299 2639 c
+3564 2639 l
+3708 2639 3863 2711 3863 2867 c
+3863 3058 3744 3096 3539 3096 c
+3395 3096 l
+2495 3096 2399 3672 2340 3875 c
+2340 4536 2916 4968 3683 4968 c
+4752 4968 5171 4127 5591 4127 c
+5627 4151 l
+5724 4151 5819 4271 5819 4379 c
+5807 4392 5760 4451 5699 4547 c
+5087 4979 4475 5339 3587 5339 c
+2543 5339 1872 4680 1872 3827 c
+1872 3287 2315 3022 2808 2891 c
+2063 2734 1739 2099 1739 1607 c
+1775 1451 l
+1775 540 2687 0 3659 0 c
+4043 0 4259 0 5423 720 c
+5423 468 l
+5423 347 5447 288 5495 288 c
+5544 239 5603 216 5675 216 c
+5735 216 5796 239 5843 288 c
+5891 288 5915 347 5915 468 c
+5915 1355 l
+5915 1512 5819 1656 5675 1656 c
+5519 1656 5423 1523 5423 1355 c
+5423 1091 l
+4907 792 4331 396 3564 396 c
+2531 396 2268 1199 2268 1451 c
+7200 fwd_x
+end_ol
+ } def
+/jCA { start_ol
+1895 442 m
+1764 442 1667 335 1667 203 c
+1667 -24 2099 -216 2615 -216 c
+4536 -216 6120 1374 6120 3808 c
+6120 5929 5123 7403 3708 7403 c
+2543 7403 1631 6377 1631 5069 c
+1631 3832 2543 2819 3636 2819 c
+4487 2819 5135 3299 5627 4293 c
+5639 4063 5652 3881 5652 3772 c
+5652 1386 3888 275 2664 275 c
+2088 275 2075 442 1895 442 c
+5555 4947 m
+5328 4523 4727 3312 3647 3312 c
+2808 3312 2124 4111 2124 5069 c
+2124 6111 2808 6912 3695 6912 c
+4680 6912 5231 6208 5555 4947 c
+7200 fwd_x
+end_ol
+ } def
+/kCA { start_ol
+3600 3731 m
+1883 5436 l
+1787 5531 1739 5567 1667 5567 c
+1523 5567 1415 5459 1415 5315 c
+1415 5243 1451 5184 1535 5087 c
+3251 3384 l
+1535 1667 l
+1451 1584 1415 1523 1415 1440 c
+1415 1307 1523 1199 1667 1199 c
+1739 1199 1800 1235 1895 1319 c
+3600 3035 l
+5303 1319 l
+5400 1224 5459 1199 5531 1199 c
+5675 1199 5783 1307 5783 1440 c
+5783 1523 5760 1571 5652 1667 c
+3947 3384 l
+5652 5087 l
+5747 5184 5783 5243 5783 5315 c
+5783 5459 5663 5567 5531 5567 c
+5459 5567 5411 5544 5303 5436 c
+3600 3731 l
+7200 fwd_x
+end_ol
+ } def
+/lCA { start_ol
+6192 8231 m
+6228 8280 6228 8339 6228 8375 c
+6228 8519 6084 8615 5987 8615 c
+5855 8615 5735 8471 5735 8471 c
+4968 7391 4079 5688 4079 2999 c
+4079 -2400 l
+4559 -2400 l
+4559 3204 l
+4559 5688 5423 7200 6192 8231 c
+7200 fwd_x
+end_ol
+ } def
+/mCA { start_ol
+3600 8352 m
+4068 8352 4415 8066 4415 7686 c
+4415 7329 4091 7056 3647 7056 c
+3323 7056 3204 7018 3204 6838 c
+3204 6707 3299 6635 3456 6622 c
+4091 6611 4559 6228 4559 5747 c
+4559 5292 4091 4896 3539 4896 c
+2808 4896 2579 5303 2376 5303 c
+2268 5303 2171 5207 2171 5099 c
+2171 4822 2939 4462 3539 4462 c
+4331 4462 4991 5040 4991 5747 c
+4991 6179 4763 6516 4295 6802 c
+4691 7067 4847 7329 4847 7686 c
+4847 8303 4307 8784 3600 8784 c
+3047 8784 2363 8411 2363 8113 c
+2363 8006 2459 7911 2579 7911 c
+2795 7911 2844 8352 3600 8352 c
+7200 fwd_x
+end_ol
+ } def
+/nCA { start_ol
+4055 6719 m
+4055 6815 4068 6887 4068 6912 c
+4068 7175 3863 7380 3600 7380 c
+3323 7380 3119 7175 3119 6912 c
+3119 6863 3132 6804 3132 6719 c
+3348 2808 l
+3359 2579 3431 2471 3587 2471 c
+3755 2471 3827 2567 3839 2808 c
+4055 6719 l
+3515 983 m
+3155 983 2880 720 2880 383 c
+2880 47 3155 -216 3515 -216 c
+3672 -216 l
+4032 -216 4320 47 4320 383 c
+4320 720 4032 983 3672 983 c
+3515 983 l
+7200 fwd_x
+end_ol
+ } def
+/oCA { start_ol
+1008 8231 m
+1775 7200 2639 5688 2639 3204 c
+2639 -2400 l
+3119 -2400 l
+3119 2999 l
+3119 5688 2232 7391 1463 8460 c
+1463 8460 1343 8615 1211 8615 c
+1116 8615 972 8519 972 8375 c
+972 8327 972 8280 1008 8231 c
+7200 fwd_x
+end_ol
+ } def
+/pCA { start_ol
+4079 9599 m
+4079 -2400 l
+4559 -2400 l
+4559 9599 l
+4079 9599 l
+7200 fwd_x
+end_ol
+ } def
+/qCA { start_ol
+3119 -2400 m
+3119 9599 l
+2639 9599 l
+2639 -2400 l
+3119 -2400 l
+7200 fwd_x
+end_ol
+ } def
+/rCA { start_ol
+6192 -1032 m
+5423 0 4559 1512 4559 3996 c
+4559 9599 l
+4079 9599 l
+4079 4199 l
+4079 1512 4968 -192 5735 -1261 c
+5735 -1261 5855 -1416 5987 -1416 c
+6084 -1416 6228 -1320 6228 -1176 c
+6228 -1128 6228 -1081 6192 -1032 c
+7200 fwd_x
+end_ol
+ } def
+/sCA { start_ol
+1008 -1032 m
+972 -1081 972 -1140 972 -1176 c
+972 -1320 1116 -1416 1211 -1416 c
+1343 -1416 1463 -1272 1463 -1272 c
+2232 -192 3119 1512 3119 4199 c
+3119 9599 l
+2639 9599 l
+2639 3996 l
+2639 1512 1775 0 1008 -1032 c
+7200 fwd_x
+end_ol
+ } def
+/tCA { start_ol
+3384 4691 m
+4595 4691 5531 3723 5531 2464 c
+5531 1255 4572 275 3395 275 c
+2196 275 1247 1255 1247 2489 c
+1247 3711 2196 4691 3384 4691 c
+5531 4630 m
+5531 3929 l
+4943 4786 4248 5184 3348 5184 c
+1919 5184 756 3978 756 2489 c
+756 1001 1919 -216 3348 -216 c
+4248 -216 4968 203 5531 1049 c
+5531 0 l
+6671 0 l
+6887 0 6995 83 6995 252 c
+6995 407 6887 491 6671 491 c
+6023 491 l
+6023 4631 l
+6023 4835 5951 4955 5771 4955 c
+5616 4955 5531 4847 5531 4631 c
+5531 4630 l
+7200 fwd_x
+end_ol
+ } def
+/uCA { start_ol
+6023 699 m
+6023 894 5843 942 5783 942 c
+5544 942 5339 275 4439 275 c
+3935 275 3623 579 3623 1330 c
+3623 5040 l
+2399 5040 l
+2196 5040 2075 4991 2075 4799 c
+2075 4642 2219 4559 2399 4559 c
+3132 4559 l
+3132 1330 l
+3132 433 3623 -216 4439 -216 c
+5423 -216 6023 518 6023 699 c
+7200 fwd_x
+end_ol
+ } def
+/vCA { start_ol
+4500 3719 m
+5351 4153 5724 4673 5724 5411 c
+5724 6500 4752 7403 3600 7403 c
+2448 7403 1476 6500 1476 5411 c
+1476 4673 1859 4153 2700 3719 c
+1823 3312 1355 2687 1355 1895 c
+1355 731 2363 -216 3600 -216 c
+4835 -216 5843 731 5843 1895 c
+5843 2687 5375 3323 4500 3719 c
+3600 6912 m
+4511 6912 5231 6233 5231 5375 c
+5231 4588 4500 3960 3600 3960 c
+2687 3960 1967 4588 1967 5386 c
+1967 6233 2687 6912 3600 6912 c
+3600 3479 m
+4595 3479 5351 2795 5351 1883 c
+5351 995 4559 275 3600 275 c
+2628 275 1847 995 1847 1895 c
+1847 2783 2615 3479 3600 3479 c
+7200 fwd_x
+end_ol
+ } def
+end end
+%%EndPrologue
+%%EndPrologue
+%%Page: 1 1
+paps_bop
+(+   36000  807000AAABAACAA+   64800  807000EAAFAAGAA+  100800  807000HAA+  115200  807000IAAIAAJAAKAALAAJAAMAANAA+  180000  807000IAAOAAMAAHAA)paps_exec
+(*  229100PAAQAARAAFAASAARAATAAUAAVAA+  301100  807000WAAQAAVAACAARAATAAQAASAAXAA)paps_exec
+(*  515800PAAUAAYAAFAA+  551800  807000MAA)paps_exec
+36 797.000000 moveto 559 797.000000 lineto 0 setlinewidth stroke
+(+   36000  778904ZAAaAAbAA+   64800  778904dAAeAAfAAgAA+  100800  778904hAAiAAjAAkAAlAA+  144000  778904ZAAiAAjAAmAAnAAoAApAA+  201600  778904qAA+  216000  778904rAAiAAsAApAApAAnAAtAA+  273600  778904uAAjAAoAAkAAvAAnAAtAApAAwAApAAsAAjAAtAA)paps_exec
+(+   36000  766808xAApAAnAAyAAnAAtAA+   86400  766808rAAwAAzAAzAAABAiAAjAABBAtAACBA+  165600  766808aAAnAAtAAiAADBA+  208800  766808EBAjAAzAAABAkAAiAAtAACBA+  273600  766808FBAiAAkAAoAAnAA+  316800  766808aAAnAACBA+  345600  766808GBApAAHBAjAA+  381600  766808IBAzAAiAAsAAoAAHBA)paps_exec
+()paps_exec
+(+   36000  742616rAAnAA+   57600  742616lAAiAAnAAJBAnAAtAApAA+  115200  742616KBAnAAJBAoAAiAAsAAlAApAAsAAjAAtAAJBA+  208800  742616jAALBA+  230400  742616jAAkAAiAA+  259200  742616vAAjAAKBAnAAzAAJBA+  309600  742616sAAtAA+  331200  742616pAAHBAiAAnAAnAA+  374400  742616lAAwAAiAApAAJBAMBA+  424800  742616NBAtAA+  446400  742616pAAHBAsAAJBA+  482400  742616KBAjAAoAAkAAvAAnAAtAApAACBA)paps_exec
+(+   36000  730520pAAHBAnAA+   64800  730520sAAtAALBAsAAtAAsAApAAnAA+  129600  730520JBAPBAkAAwAAiAAnAA+  180000  730520BBAnAAzAAzAA+  216000  730520wAAtAAKBA+  244800  730520QBARBAiAA+  273600  730520lAAjAApAAnAAtAApAAsAAwAAzAA+  345600  730520vAAjAAKBAnAAzAAJBA+  396000  730520wAAiAAnAA+  424800  730520lAAiAAnAAJBAnAAtAApAAnAAKBAMBA+  504000  730520SBAHBAnAA)paps_exec
+(+   36000  718424JBAsAAvAAlAAzAAnAA+   86400  718424HBAwAAiAAvAAjAAtAAsAAoAA+  151200  718424jAAJBAoAAsAAzAAzAAwAApAAjAAiAA+  230400  718424sAAJBA+  252000  718424KBAnAAJBAoAAiAAsAAABAnAAKBA+  324000  718424sAAtAA+  345600  718424BBAjAAiAAKBA+  381600  718424KBAjAAoAAkAAvAAnAAtAApAACBA+  453600  718424wAAoAAoAAjAAvAAlAAwAAtAADBAsAAtAATBA)paps_exec
+(+   36000  706328pAAHBAsAAJBA+   72000  706328JBAkAAABAvAAsAAJBAJBAsAAjAAtAAMBA+  158400  706328NBAtAA+  180000  706328nAAwAAoAAHBA+  216000  706328oAAwAAJBAnAACBA+  259200  706328wAA+  273600  706328vAAjAAKBAnAAzAA+  316800  706328BBAwAAJBA+  345600  706328ABAkAAsAAzAApAA+  388800  706328sAAtAA+  410400  706328vAAwAApAAHBAnAAvAAwAApAAsAAoAAwAA+  496800  706328pAAHBAwAApAA)paps_exec
+(+   36000  694232lAAwAAiAAwAAzAAzAAnAAzAAJBA+  108000  694232pAAHBAnAA+  136800  694232KBAnAAyAAnAAzAAjAAlAAvAAnAAtAApAAJBA+  230400  694232sAAtAA+  252000  694232UBANBAtAApAAiAAjAAKBAkAAoAApAAsAAjAAtAA+  352800  694232pAAjAA+  374400  694232VBAkAAwAAtAApAAkAAvAA)paps_exec
+(+   36000  682136WBAnAAoAAHBAwAAtAAsAAoAAJBAUBA+  115200  682136XBAhAAiAAsAALBALBAsAApAAHBAJBAYBA+  201600  682136wAAtAAKBA+  230400  682136uAAiAAMBA+  259200  682136EBAHBAiAAsAAJBA+  302400  682136EBAiAAwAABBALBAjAAiAAKBAZBAJBA+  381600  682136oAAjAAkAAiAAJBAnAA+  432000  682136tAAjAApAAnAAJBA+  475200  682136LBAjAAiAA+  504000  682136pAAHBAnAA)paps_exec
+(+   36000  670040ZAAaAAbAA+   64800  670040dAAeAAfAA+   93600  670040oAAjAAkAAiAAJBAnAA+  144000  670040wAApAA+  165600  670040IBAaBACBA+  194400  670040eAAfAAQBAbBAMBA)paps_exec
+()paps_exec
+(+   36000  645848SBAHBAnAA+   64800  645848JBApAAwAApAAnAAJBA+  115200  645848BBAnAAiAAnAA+  151200  645848nAAwAAJBADBA+  187200  645848pAAjAA+  208800  645848vAAjAAKBAnAAzAA+  252000  645848BBAsAApAAHBAjAAkAApAA+  309600  645848tAAjAAiAAvAAwAAzAAsAAcBAwAApAAsAAjAAtAAMBA+  417600  645848rAAnAA+  439200  645848LBAjAAkAAtAAKBA+  482400  645848pAAHBAwAApAA)paps_exec
+(+   36000  633752tAAjAAiAAvAAwAAzAAsAAcBAsAAtAATBA+  122400  633752pAAHBAnAA+  151200  633752JBApAAwAApAAnAAJBA+  201600  633752BBAwAAJBA+  230400  633752wAA+  244800  633752KBAsAALBALBAsAAoAAkAAzAApAA+  316800  633752oAAjAAtAAJBAsAAKBAnAAiAAwAApAAsAAjAAtAAMBA+  424800  633752rAAnAA+  446400  633752BBAnAAiAAnAA+  482400  633752lAAzAAnAAwAAJBAnAAKBA)paps_exec
+(+   36000  621656pAAjAA+   57600  621656JBAnAAnAA+   86400  621656pAAHBAnAA+  115200  621656PBAkAAwAAzAAsAApAAwAApAAsAAyAAnAA+  201600  621656ABAnAAHBAwAAyAAsAAjAAkAAiAA+  273600  621656BBAnAA+  295200  621656nAAdBAlAAnAAoAApAAnAAKBACBA+  367200  621656wAApAA+  388800  621656zAAnAAwAAJBApAACBA+  439200  621656wAAtAAKBA+  468000  621656zAAjAAjAAeBA)paps_exec
+(+   36000  609560LBAjAAiAABBAwAAiAAKBA+   93600  609560pAAjAA+  115200  609560KBAnAAyAAnAAzAAjAAlAAsAAtAATBA+  194400  609560JBAsAAvAAsAAzAAwAAiAA+  252000  609560vAAjAAKBAnAAzAAJBA+  302400  609560vAAjAAiAAnAA+  338400  609560LBAkAAzAAzAADBAMBA+  388800  609560SBAHBAnAA+  417600  609560JBAsAAvAAlAAzAAnAA+  468000  609560HBAwAAiAAvAAjAAtAAsAAoAA)paps_exec
+(+   36000  597464jAAJBAoAAsAAzAAzAAwAApAAjAAiAA+  115200  597464sAAJBA+  136800  597464lAAzAAjAApAApAAnAAKBA+  194400  597464sAAtAA+  216000  597464QBAKBA+  237600  597464wAAtAAKBA+  266400  597464eAAKBACBA+  295200  597464wAAtAAKBA+  324000  597464pAAHBAnAA+  352800  597464sAAtAALBAsAAtAAsAApAAnAA+  417600  597464JBAPBAkAAwAAiAAnAA+  468000  597464BBAnAAzAAzAA+  504000  597464wAAtAAKBA+  532800  597464QBARBA)paps_exec
+(+   36000  585368iAA+   50400  585368lAAjAApAAnAAtAApAAsAAwAAzAA+  122400  585368JBAjAAzAAkAApAAsAAjAAtAAJBA+  194400  585368wAAiAAnAA+  223200  585368lAAzAAjAApAApAAnAAKBA+  280800  585368sAAtAA+  302400  585368QBAKBAMBA+  331200  585368WBAwAApAAHBAnAAvAAwAApAAsAAoAAwAA+  417600  585368lAAiAAjAATBAiAAwAAvAAJBA+  482400  585368wAAiAAnAA)paps_exec
+(+   36000  573272sAAtAAoAAzAAkAAKBAnAAKBA+  100800  573272sAAtAA+  122400  573272pAAHBAsAAJBA+  158400  573272JBAkAAABAvAAsAAJBAJBAsAAjAAtAAMBA)paps_exec
+()paps_exec
+()paps_exec
+(+   36000  536984WBAjAAKBAnAAzAAsAAtAATBA+  100800  536984pAAHBAnAA+  129600  536984sAAtAALBAsAAtAAsAApAAnAA+  194400  536984JBAPBAkAAwAAiAAnAA+  244800  536984BBAnAAzAAzAA+  280800  536984lAAjAApAAnAAtAApAAsAAwAAzAA)paps_exec
+(+   36000  524888fBAfBAfBAfBAfBAfBAfBAfBAfBAfBAfBAfBAfBA)paps_exec
+()paps_exec
+(+   36000  500696SBAHBAnAA+   64800  500696oAAjAAtAAoAAnAAlAApAA+  122400  500696ABAnAAHBAsAAtAAKBA+  172800  500696pAAHBAnAA+  201600  500696JBAsAAvAAkAAzAAwAApAAsAAjAAtAA+  280800  500696oAAiAAnAAwAApAAnAAKBA+  338400  500696sAAJBA+  360000  500696pAAHBAwAApAA+  396000  500696jAALBA+  417600  500696pAAHBAnAA+  446400  500696sAAtAALBAsAAtAAsAApAAnAA)paps_exec
+(+   36000  488600JBAPBAkAAwAAiAAnAA+   86400  488600BBAnAAzAAzAA+  122400  488600lAAjAApAAnAAtAApAAsAAwAAzAA+  194400  488600jAALBA+  216000  488600wAA+  230400  488600jAAtAAnAAgBAKBAsAAvAAnAAtAAJBAsAAjAAtAAwAAzAA+  345600  488600BBAwAAyAAnAAMBA+  388800  488600SBAHBAnAA+  417600  488600ABAwAAJBAsAAoAAJBA+  468000  488600ABAnAAHBAsAAtAAKBA+  518400  488600pAAHBAnAA)paps_exec
+(+   36000  476504sAAKBAnAAwAA+   72000  476504sAAJBA+   93600  476504pAAHBAwAApAA+  129600  476504wAA+  144000  476504lAAwAAiAApAAsAAoAAzAAnAA+  208800  476504pAAiAAwAAlAAlAAnAAKBA+  266400  476504sAAtAA+  288000  476504wAAtAA+  309600  476504wAAiAAnAAwAA+  345600  476504ABAjAAiAAKBAnAAiAAnAAKBA+  410400  476504ABADBA+  432000  476504sAAtAALBAsAAtAAsAApAAnAA)paps_exec
+(+   36000  464408lAAjAApAAnAAtAApAAsAAwAAzAA+  108000  464408vAAkAAJBApAA+  144000  464408ABAnAA+  165600  464408oAAjAAvAAlAAjAAJBAnAAKBA+  230400  464408jAALBA+  252000  464408BBAwAAyAAnAAJBA+  295200  464408BBAHBAjAAJBAnAA+  338400  464408tAAjAAKBAnAAJBA+  381600  464408oAAjAAiAAiAAnAAJBAlAAjAAtAAKBA+  460800  464408pAAjAA+  482400  464408pAAHBAnAA)paps_exec
+(+   36000  452312KBAsAAJBApAAwAAtAAoAAnAA+  100800  452312LBAiAAjAAvAA+  136800  452312jAAtAAnAA+  165600  452312sAAtAALBAsAAtAAsAApAAnAA+  230400  452312lAAjAApAAnAAtAApAAsAAwAAzAA+  302400  452312ABAwAAiAAiAAsAAnAAiAA+  360000  452312pAAjAA+  381600  452312wAAtAAjAApAAHBAnAAiAAMBA+  446400  452312SBAHBAnAA+  475200  452312BBAwAAyAAnAAJBA+  518400  452312vAAkAAJBApAA)paps_exec
+(+   36000  440216ABAnAA+   57600  440216cBAnAAiAAjAA+   93600  440216wAApAA+  115200  440216pAAHBAnAA+  144000  440216ABAjAAkAAtAAKBAwAAiAAsAAnAAJBA+  223200  440216ABAkAApAA+  252000  440216wAAiAAnAA+  280800  440216tAAjAApAA+  309600  440216iAAnAAPBAkAAsAAiAAnAAKBA+  374400  440216pAAjAA+  396000  440216HBAwAAyAAnAA+  432000  440216pAAHBAnAAsAAiAA)paps_exec
+(+   36000  428120KBAnAAiAAsAAyAAwAApAAsAAyAAnAAJBA+  122400  428120ABAnAA+  144000  428120cBAnAAiAAjAA+  180000  428120JBAsAAtAAoAAnAA+  223200  428120pAAHBAnAAiAAnAA+  266400  428120sAAJBA+  288000  428120tAAjAA+  309600  428120nAAdBAlAAjAAtAAnAAtAApAAsAAwAAzAA+  396000  428120KBAnAAoAAwAADBA+  439200  428120jAALBA+  460800  428120pAAHBAnAA+  489600  428120BBAwAAyAAnAACBA)paps_exec
+(+   36000  416024KBAkAAnAA+   64800  416024pAAjAA+   86400  416024pAAHBAnAA+  115200  416024sAAtAALBAsAAtAAsAApAAnAA+  180000  416024lAAjAApAAnAAtAApAAsAAwAAzAAMBA+  259200  416024SBAHBAkAAJBACBA+  302400  416024pAAHBAnAA+  331200  416024oAAzAAwAAJBAJBAsAAoAAwAAzAA+  403200  416024nAAPBAkAAwAApAAsAAjAAtAACBA+  475200  416024JBAsAAtAAhBAtAAiBAdBARBAwAAjBA)paps_exec
+(+   36000  403928hBABBAHBAnAAiAAnAA+   86400  403928wAA+  100800  403928sAAJBA+  122400  403928pAAHBAnAA+  151200  403928BBAnAAzAAzAA+  187200  403928BBAsAAKBApAAHBA+  230400  403928wAAtAAKBA+  259200  403928tAA+  273600  403928sAAJBA+  295200  403928wAAtAA+  316800  403928sAAtAApAAnAATBAnAAiAAjBA+  381600  403928BBAjAAiAAeBAJBA+  424800  403928LBAjAAiAA+  453600  403928pAAHBAsAAJBA)paps_exec
+(+   36000  391832JBAsAApAAkAAwAApAAsAAjAAtAA+  108000  391832BBAHBAnAAiAAnAA+  151200  391832wAAJBA+  172800  391832pAAHBAnAA+  201600  391832LBAkAAzAAzAA+  237600  391832PBAkAAwAAtAApAAkAAvAA+  295200  391832nAAPBAkAAwAApAAsAAjAAtAA+  360000  391832sAAJBA+  381600  391832tAAjAApAA+  410400  391832tAAnAAoAAoAAnAAJBAwAAiAADBAMBA+  489600  391832SBAHBAsAAJBA)paps_exec
+(+   36000  379736TBAsAAyAAnAAJBA+   79200  379736iAAsAAJBAnAA+  115200  379736pAAjAA+  136800  379736pAAHBAnAA+  165600  379736PBAkAAwAAtAApAAsAAcBAwAApAAsAAjAAtAA+  259200  379736jAALBA+  280800  379736pAAHBAnAA+  309600  379736nAAtAAnAAiAATBADBA+  360000  379736zAAnAAyAAnAAzAAJBA+  410400  379736JBAjAA+  432000  379736jAAtAAzAADBA+  468000  379736KBAsAAJBAoAAiAAnAApAAnAA)paps_exec
+(+   36000  367640yAAwAAzAAkAAnAAJBA+   86400  367640wAAiAAnAA+  115200  367640wAAzAAzAAjAABBAnAAKBAMBA+  180000  367640SBAHBAnAA+  208800  367640lAAiAAjAATBAiAAwAAvAA+  266400  367640sAAtAA+  288000  367640WBAwAApAAHBAnAAvAAwAApAAsAAoAAwAA+  374400  367640sAAJBA+  396000  367640KBAnAAJBAsAATBAtAAnAAKBA+  460800  367640JBAjAA+  482400  367640pAAHBAwAApAA+  518400  367640kAAlAA)paps_exec
+(+   36000  355544pAAjAA+   57600  355544pAAHBAiAAnAAnAA+  100800  355544KBAsAALBALBAnAAiAAnAAtAApAA+  172800  355544BBAwAAyAAnAAJBA+  216000  355544oAAwAAtAA+  244800  355544ABAnAA+  266400  355544lAAzAAjAApAApAAnAAKBA+  324000  355544jAALBA+  345600  355544KBAsAALBALBAnAAiAAnAAtAApAA+  417600  355544nAAtAAnAAiAATBADBA+  468000  355544zAAnAAyAAnAAzAAJBAMBA+  525600  355544SBAHBAnAA)paps_exec
+(+   36000  343448bAA+   50400  343448wAAdBAsAAJBA+   86400  343448sAAJBA+  108000  343448pAAHBAnAA+  136800  343448nAAtAAnAAiAATBADBA+  187200  343448zAAnAAyAAnAAzAAJBA+  237600  343448jAALBA+  259200  343448pAAHBAnAA+  288000  343448BBAwAAyAAnAAJBA+  331200  343448wAAtAAKBA+  360000  343448pAAHBAnAA+  388800  343448dBA+  403200  343448wAAdBAsAAJBA+  439200  343448sAAJBA+  460800  343448pAAHBAnAA+  489600  343448BBAsAAKBApAAHBA+  532800  343448jAALBA)paps_exec
+(+   36000  331352pAAHBAnAA+   64800  331352BBAnAAzAAzAAMBA+  108000  331352SBAHBAnAA+  136800  331352lAAiAAjAATBAiAAwAAvAA+  194400  331352KBAnAAvAAjAAtAAJBApAAiAAwAApAAnAAJBA+  288000  331352pAAHBAnAA+  316800  331352iAAnAAzAAwAApAAsAAjAAtAAJBAHBAsAAlAA+  410400  331352ABAnAApAABBAnAAnAAtAA+  468000  331352pAAHBAnAA+  496800  331352tAAkAAvAAABAnAAiAA)paps_exec
+(+   36000  319256jAALBA+   57600  319256tAAjAAKBAnAAJBA+  100800  319256jAALBA+  122400  319256wAA+  136800  319256BBAwAAyAAnAA+  172800  319256hBAnAAtAApAAnAAiAAnAAKBA+  237600  319256sAAtAA+  259200  319256wAAJBA+  280800  319256tAAQBACBA+  309600  319256tAAeAACBA+  338400  319256wAAtAAKBA+  367200  319256tAAkBAjBA+  396000  319256wAAtAAKBA+  424800  319256pAAHBAnAA+  453600  319256nAAtAAnAAiAATBADBA+  504000  319256zAAnAAyAAnAAzAAJBA)paps_exec
+(+   36000  307160wAAJBAJBAjAAoAAsAAwAApAAnAAKBA+  115200  307160BBAsAApAAHBA+  151200  307160pAAHBAjAAJBAnAA+  194400  307160BBAwAAyAAnAAJBAMBA+  244800  307160SBAHBAnAA+  273600  307160JBAsAAvAAkAAzAAwAApAAsAAjAAtAA+  352800  307160wAAzAAJBAjAA+  388800  307160KBAiAAwAABBAJBA+  432000  307160wAApAApAAnAAtAApAAsAAjAAtAA+  504000  307160pAAjAA+  525600  307160pAAHBAnAA)paps_exec
+(+   36000  295064JBAlAAiAAnAAwAAKBAsAAtAATBA+  108000  295064jAAkAApAA+  136800  295064jAALBA+  158400  295064nAAwAAoAAHBA+  194400  295064JBAkAAoAAoAAnAAJBAJBAsAAyAAnAA+  273600  295064BBAwAAyAAnAA+  309600  295064LBAiAAjAAvAA+  345600  295064sAApAAJBA+  374400  295064lAAiAAnAAKBAnAAoAAnAAJBAJBAjAAiAA+  460800  295064sAAtAA+  482400  295064pAAnAAiAAvAAJBA+  525600  295064jAALBA)paps_exec
+(+   36000  282968JBAnAAlAAwAAiAAwAApAAsAAjAAtAA+  115200  282968nAAtAAnAAiAATBADBACBA+  172800  282968nAAMBATBAMBA+  208800  282968pAAjAA+  230400  282968TBAjAA+  252000  282968LBAiAAjAAvAA+  288000  282968tAAlBAdAA+  316800  282968pAAjAA+  338400  282968tAAlBAmBA+  367200  282968iAAnAAPBAkAAsAAiAAnAAJBA+  432000  282968zAAnAAJBAJBA+  468000  282968nAAtAAnAAiAATBADBA)paps_exec
+(+   36000  270872sAAtAAlAAkAApAA+   79200  270872pAAHBAwAAtAA+  115200  270872tAAlBAQBAfAAfAA+  158400  270872pAAjAA+  180000  270872tAAlBAQBAfAAQBAMBA+  230400  270872rAAsAApAAHBAsAAtAA+  280800  270872nAAwAAoAAHBA+  316800  270872BBAwAAyAAnAA+  352800  270872LBAkAAtAAoAApAAsAAjAAtAA+  417600  270872ABAnAAsAAtAATBA+  460800  270872lAAzAAjAApAApAAnAAKBA)paps_exec
+(+   36000  258776pAAHBAnAAiAAnAA+   79200  258776sAAJBA+  100800  258776wAA+  115200  258776HBAjAAiAAsAAcBAjAAtAApAAwAAzAA+  194400  258776zAAsAAtAAnAA+  230400  258776pAAHBAwAApAA+  266400  258776iAAnAAlAAiAAnAAJBAnAAtAApAAJBA+  345600  258776pAAHBAnAA+  374400  258776nAAtAAnAAiAATBADBA+  424800  258776zAAnAAyAAnAAzAA+  468000  258776jAALBA+  489600  258776pAAHBAnAA+  518400  258776BBAwAAyAAnAA)paps_exec
+(+   36000  246680pAAHBAwAApAA+   72000  246680sAAJBA+   93600  246680jAAtAA+  115200  246680pAAjAAlAA+  144000  246680jAALBA+  165600  246680sAApAAMBA+  194400  246680SBAHBAsAAJBA+  230400  246680sAAJBA+  252000  246680LBAjAAiAA+  280800  246680wAA+  295200  246680oAAzAAnAAwAAiAAnAAiAA+  352800  246680iAAnAAlAAiAAnAAJBAnAAtAApAAwAApAAsAAjAAtAA+  460800  246680jAALBA+  482400  246680pAAHBAnAA)paps_exec
+(+   36000  234584nAAtAAnAAiAATBADBA+   86400  234584zAAnAAyAAnAAzAA+  129600  234584jAALBA+  151200  234584pAAHBAnAA+  180000  234584BBAwAAyAAnAAMBA+  223200  234584SBAHBAnAA+  252000  234584lAAzAAjAApAApAAsAAtAATBA+  316800  234584iAAwAAtAATBAnAA+  360000  234584BBAwAAJBA+  388800  234584wAAzAAJBAjAA+  424800  234584vAAjAAKBAsAALBAsAAnAAKBA+  489600  234584BBAsAApAAHBAsAAtAA)paps_exec
+(+   36000  222488nAAwAAoAAHBA+   72000  222488LBAkAAtAAoAApAAsAAjAAtAA+  136800  222488JBAjAA+  158400  222488wAAJBA+  180000  222488pAAjAA+  201600  222488TBAkAAwAAiAAwAAtAApAAnAAnAA+  273600  222488pAAHBAnAA+  302400  222488lAAzAAjAApAA+  338400  222488BBAjAAkAAzAAKBA+  381600  222488ABAnAA+  403200  222488zAAwAAiAATBAnAA+  446400  222488nAAtAAjAAkAATBAHBA+  496800  222488pAAjAA+  518400  222488LBAsAApAA)paps_exec
+(+   36000  210392kAAlAA+   57600  210392pAAjAA+   79200  210392pAAHBAnAA+  108000  210392HBAsAATBAHBAnAAJBApAA+  165600  210392nAAtAAnAAiAATBADBA+  216000  210392BBAwAAyAAnAAMBA+  259200  210392rAAsAApAAHBA+  295200  210392oAAjAAtAApAAsAAtAAkAAnAAKBA+  367200  210392lAAzAAwAADBAsAAtAATBACBA+  432000  210392pAAHBAnAA+  460800  210392iAAnAAzAAwAApAAsAAjAAtAAJBAHBAsAAlAA)paps_exec
+(+   36000  198296ABAnAApAABBAnAAnAAtAA+   93600  198296nAAtAAnAAiAATBADBA+  144000  198296sAAtAAoAAiAAnAAwAAJBAnAAJBA+  216000  198296wAAtAAKBA+  244800  198296tAAjAAKBAnAA+  280800  198296yAAwAAiAAsAAwAApAAsAAjAAtAA+  352800  198296BBAjAAkAAzAAKBA+  396000  198296ABAnAAoAAjAAvAAnAA+  446400  198296wAAlAAlAAwAAiAAnAAtAApAA+  511200  198296pAAjAA+  532800  198296wAA)paps_exec
+(+   36000  186200kAAJBAnAAiAAMBA)paps_exec
+()paps_exec
+()paps_exec
+(+   36000  149912WBAjAAKBAnAAzAAsAAtAATBA+  100800  149912pAAHBAnAA+  129600  149912QBARBAiAA+  158400  149912lAAjAApAAnAAtAApAAsAAwAAzAA+  230400  149912gBA+  244800  149912aAADBAKBAiAAjAATBAnAAtAA+  309600  149912nBApAAjAAvAA)paps_exec
+(+   36000  137816fBAfBAfBAfBAfBAfBAfBAfBAfBAfBAfBAfBAfBA)paps_exec
+()paps_exec
+(+   36000  113624SBAjAA+   57600  113624vAAjAAKBAnAAzAA+  100800  113624wAA+  115200  113624PBAkAAwAAtAApAAkAAvAA+  172800  113624lAAwAAiAApAAsAAoAAzAAnAA+  237600  113624sAAtAA+  259200  113624wAA+  273600  113624iAAwAAKBAsAAwAAzAA+  324000  113624lAAjAApAAnAAtAApAAsAAwAAzAACBA+  403200  113624BBAnAA+  424800  113624wAAKBAKBAiAAnAAJBAJBAnAAKBA+  496800  113624pAAHBAnAA)paps_exec
+(+   36000  101528KBAnAAiAAsAAyAAwAApAAsAAjAAtAA+  115200  101528jAALBA+  136800  101528pAAHBAnAA+  165600  101528BBAwAAyAAnAA+  201600  101528LBAkAAtAAoAApAAsAAjAAtAA+  266400  101528lAAwAAiAAwAAzAAzAAnAAzAA+  331200  101528BBAsAApAAHBA+  367200  101528pAAHBAnAA+  396000  101528KBAnAAyAAnAAzAAjAAlAAvAAnAAtAApAA+  482400  101528sAAtAA)paps_exec
+(+   36000   89432hAAiAAsAALBALBAsAApAAHBAJBACBA+  115200   89432lAATBAMBA+  144000   89432QBAoBAdAACBA+  180000   89432wAAtAAKBA+  208800   89432sAAtAA+  230400   89432uAAiAAMBA+  259200   89432EBAiAAwAABBALBAjAAiAAKBAZBAJBA+  338400   89432oAAjAAkAAiAAJBAnAA+  388800   89432tAAjAApAAnAAJBACBA+  439200   89432wAAtAAKBA+  468000   89432JBAjAAvAAnAA)paps_exec
+(+   36000   77336yAAwAAiAAsAAjAAkAAJBA+   93600   77336jAAtAAzAAsAAtAAnAA+  144000   77336JBAjAAkAAiAAoAAnAAJBAMBA)paps_exec
+()paps_exec
+(+   36000   53144SBAHBAnAA+   64800   53144lAAjAApAAnAAtAApAAsAAwAAzAA+  136800   53144pBAhBAiAAjBA+  172800   53144lBA+  187200   53144QBARBAiAA+  216000   53144sAAtAA+  237600   53144JBAlAAHBAnAAiAAsAAoAAwAAzAA+  309600   53144oAAjAAjAAiAAKBAsAAtAAwAApAAnAAJBA+  396000   53144KBAnAAJBAoAAiAAsAAABAnAAJBA+  468000   53144pAAHBAnAA+  496800   53144JBADBAJBApAAnAAvAA)paps_exec
+(+   36000   41048wAAJBA+   57600   41048HBAwAAyAAsAAtAATBA+  108000   41048oAAjAAtAAJBApAAwAAtAApAAJBA+  180000   41048jAALBA+  201600   41048vAAjAApAAsAAjAAtAA+  252000   41048sAAtAA+  273600   41048pAAHBAnAA+  302400   41048wAAtAATBAkAAzAAwAAiAA+  360000   41048oAAjAAjAAiAAKBAsAAtAAwAApAAnAAJBA+  446400   41048pAAHBAnAApAAwAA+  489600   41048wAAtAAKBA+  518400   41048lAAHBAsAACBA)paps_exec
+paps_eop
+showpage
+%%Page: 2 2
+paps_bop
+(+   36000  807000AAABAACAA+   64800  807000EAAFAAGAA+  100800  807000HAA+  115200  807000IAAIAAJAAKAALAAJAAMAANAA+  180000  807000IAAOAAMAAHAA)paps_exec
+(*  229100PAAQAARAAFAASAARAATAAUAAVAA+  301100  807000WAAQAAVAACAARAATAAQAASAAXAA)paps_exec
+(*  515800PAAUAAYAAFAA+  551800  807000IAA)paps_exec
+36 797.000000 moveto 559 797.000000 lineto 0 setlinewidth stroke
+(+   36000  778904pAAHBAkAAJBA+   72000  778904oAAjAAtAAJBAnAAiAAyAAsAAtAATBA+  151200  778904wAAtAATBAkAAzAAwAAiAA+  208800  778904vAAjAAvAAnAAtAApAAkAAvAAMBA+  280800  778904xAApAAsAAzAAzAACBA+  331200  778904sAApAA+  352800  778904wAAKBAvAAsAApAAJBA+  403200  778904wAAtAA+  424800  778904nAALBALBAnAAoAApAAsAAyAAnAA)paps_exec
+(+   36000  766808lAAjAApAAnAAtAApAAsAAwAAzAA+  108000  766808pAAHBAwAApAA+  144000  766808sAAtAAoAAzAAkAAKBAnAAJBA+  208800  766808wAA+  223200  766808oAAnAAtAApAAiAAsAALBAkAATBAwAAzAA+  309600  766808LBAwAAoAApAAjAAiAACBA)paps_exec
+()paps_exec
+(+   64800  742616pBAXBAnAALBALBAYBAhBAiAAjBA+  136800  742616lBA+  151200  742616pBAhBAiAAjBA+  187200  742616qBA+  201600  742616rBAsBARBAeAAvAA+  244800  742616zAAhBAzAAqBAQBAjBARBAiAAsBAMBA)paps_exec
+()paps_exec
+(+   36000  718424SBAHBAnAA+   64800  718424xAAoAAHBAiAAjAAKBAsAAtAATBAnAAiAA+  151200  718424tBAPBAkAAwAApAAsAAjAAtAA+  216000  718424BBAsAApAAHBA+  252000  718424pAAHBAsAAJBA+  288000  718424lAAjAApAAnAAtAApAAsAAwAAzAA+  360000  718424vAAwAADBA+  388800  718424ABAnAA+  410400  718424JBAjAAzAAyAAnAAKBA+  460800  718424kAAJBAsAAtAATBA)paps_exec
+(+   36000  706328JBAnAAlAAwAAiAAwAApAAsAAjAAtAA+  115200  706328jAALBA+  136800  706328yAAwAAiAAsAAwAAABAzAAnAAJBAMBA+  216000  706328NBAtAA+  237600  706328pAAHBAsAAJBA+  273600  706328KBAnAAyAAnAAzAAjAAlAAvAAnAAtAApAACBA+  367200  706328BBAnAA+  388800  706328LBAjAAoAAkAAJBA+  432000  706328jAAtAA+  453600  706328pAAHBAnAA+  482400  706328iAAwAAKBAsAAwAAzAA)paps_exec
+(+   36000  694232BBAwAAyAAnAA+   72000  694232LBAkAAtAAoAApAAsAAjAAtAAMBA+  144000  694232SBAHBAnAA+  172800  694232xAAoAAHBAiAAjAAKBAsAAtAATBAnAAiAA+  259200  694232nAAPBAkAAwAApAAsAAjAAtAA+  324000  694232iAAnAAwAAKBAJBA)paps_exec
+()paps_exec
+(+   64800  670040gBArBAsBARBAeAAvAA+  115200  670040KBAsBARBAKBAiAAsBA+  165600  670040uBA+  180000  670040qBA+  194400  670040XBAgBAQBARBAiAA+  237600  670040qBA+  252000  670040rBAsBARBAeAAvAA+  295200  670040zAAhBAzAAqBAQBAjBARBAiAAsBAYBA+  374400  670040uBA+  388800  670040lBA+  403200  670040tBA+  417600  670040uBAMBA)paps_exec
+()paps_exec
+(+   64800  645848XBAgBAQBARBAiAA+  108000  645848qBA+  122400  645848rBAsBARBAeAAvAA+  165600  645848zAAhBAzAAqBAQBAjBARBAiAAsBAYBA+  244800  645848uBA+  259200  645848lBA+  273600  645848tBA+  288000  645848uBA+  302400  645848qBA+  316800  645848rBAsBARBAeAAvAA+  360000  645848KBAsBARBAKBAiAAsBA+  410400  645848uBAMBA)paps_exec
+()paps_exec
+(+   64800  621656QBARBAgBAtBA+  100800  621656XBAgBAQBARBAiAA+  144000  621656qBA+  158400  621656rBAsBARBAeAAvAA+  201600  621656zAAhBAzAAqBAQBAjBARBAiAAsBAYBA+  280800  621656uBA+  295200  621656lBA+  309600  621656gBAuBA+  331200  621656qBA+  345600  621656rBAsBARBAgBAeAAvAAtBA+  403200  621656KBAsBARBAKBAiAAsBA+  453600  621656uBAMBA)paps_exec
+()paps_exec
+(+   72000  597464XBAQBARBAiAAtBA+  115200  597464qBA+  129600  597464rBAsBARBAgBAeAAvAAtBA+  187200  597464zAAhBAzAAqBAQBAjBARBAiAAsBAYBA+  266400  597464uBA+  280800  597464qBA+  295200  597464uBA+  309600  597464lBA+  324000  597464rBAsBARBAgBAeAAvAAtBA+  381600  597464KBAsBARBAKBAiAAsBA+  432000  597464uBAMBA)paps_exec
+()paps_exec
+(+   36000  573272rAAnAA+   57600  573272oAAwAAtAA+   86400  573272sAAtAApAAiAAjAAKBAkAAoAAnAA+  158400  573272pAAHBAnAA+  187200  573272yAAwAAiAAsAAwAAABAzAAnAA+  252000  573272vBA+  266400  573272lBA+  280800  573272wBAhBAgBAeAAvAAtBAjBARBArBACBA+  360000  573272TBAsAAyAAsAAtAATBA)paps_exec
+()paps_exec
+(+   64800  549080XBAQBA+   86400  549080qBA+  100800  549080eAAvAARBArBAsBAvBA+  151200  549080QBARBAvBAiAA+  187200  549080qBA+  201600  549080zAAhBAzAAqBAQBAjBARBAhBAvBAiAAjBAsBAYBA+  302400  549080uBA+  316800  549080lBA+  331200  549080QBARBAvBAsBA+  367200  549080KBAsBARBAKBAiAAsBA+  417600  549080uBAMBA)paps_exec
+()paps_exec
+(+   36000  524888xAAnAApAA+   64800  524888xBA+   79200  524888lBA+   93600  524888vBAiAACBA+  122400  524888iAAnAAyAAnAAwAAzAAsAAtAATBA+  194400  524888xBAyBA+  216000  524888lBA+  230400  524888eAAvAARBArBAsBAvBACBA+  288000  524888BBAHBAsAAoAAHBA+  331200  524888tAAjAABBA+  360000  524888TBAsAAyAAnAAJBA)paps_exec
+()paps_exec
+(+   64800  500696XBAQBA+   86400  500696qBA+  100800  500696xBAyBARBAxBA+  136800  500696qBA+  151200  500696zAAhBAzAAqBAQBAjBARBAxBAsBAYBA+  230400  500696uBA+  244800  500696lBA+  259200  500696KBAsBARBAKBAxBAsBA+  309600  500696uBAMBA)paps_exec
+()paps_exec
+(+   36000  476504zBAjAApAAnAA+   72000  476504pAAHBAwAApAA+  108000  476504ABADBA+  129600  476504JBAoAAwAAzAAsAAtAATBA+  187200  476504xBACBA+  208800  476504BBAnAA+  230400  476504oAAwAAtAA+  259200  476504pAAiAAwAAtAAJBAzAAwAApAAnAA+  331200  476504pAAHBAsAAJBA+  367200  476504lAAiAAjAAABAzAAnAAvAA+  424800  476504LBAiAAjAAvAA+  460800  476504pAAHBAnAA+  489600  476504lAAiAAjAAABAzAAnAAvAA+  547200  476504pBA)paps_exec
+(+   36000  464408hBAiAAjBA+   64800  464408lBA+   79200  464408QBARBAiAA+  108000  464408pAAjAA+  129600  464408pAAHBAwAApAA+  165600  464408jAALBA+  187200  464408pAAHBAnAA+  216000  464408HBADBAKBAiAAjAATBAnAAtAA+  280800  464408wAApAAjAAvAACBA+  324000  464408BBAsAApAAHBA+  360000  464408sAApAAJBA+  388800  464408JBAlAAnAAoAAsAALBAsAAoAA+  453600  464408iAAwAAKBAsAAkAAJBAMBA+  511200  464408SBAHBAsAAJBA)paps_exec
+(+   36000  452312sAAJBA+   57600  452312lAAzAAwAAtAAtAAnAAKBA+  115200  452312LBAjAAiAA+  144000  452312zAAwAApAAnAAiAA+  187200  452312sAAtAA+  208800  452312pAAHBAnAA+  237600  452312KBAnAAyAAnAAzAAjAAlAAvAAnAAtAApAAMBA)paps_exec
+()paps_exec
+(+   36000  428120IBAJBAsAAtAATBA+   79200  428120wAAtAA+  100800  428120wAAJBADBAvAAlAApAAjAApAAsAAoAA+  180000  428120ABAiAAnAAwAAeBAKBAjAABBAtAACBA+  259200  428120BBAnAA+  280800  428120oAAwAAtAA+  309600  428120LBAsAAtAAKBA+  345600  428120pAAHBAnAA+  374400  428120JBAjAAzAAkAApAAsAAjAAtAA+  439200  428120sAAtAA+  460800  428120pAAHBAiAAnAAnAA+  504000  428120lAAwAAiAApAAJBACBA)paps_exec
+()paps_exec
+(+   64800  403928xBA+   79200  403928ACA+   93600  403928BCAgAA+  136800  403928KBAsBARBAKBAxBAsBA+  187200  403928uBA+  201600  403928lBA+  216000  403928uBACBA)paps_exec
+(+   93600  391832BBAsAApAAHBA+  129600  391832JBAjAAzAAkAApAAsAAjAAtAA+  194400  391832uBAhBAxBAjBA+  230400  391832lBA+  244800  391832nBA+  259200  391832nAAdBAlAAhBAgBAxBAjBA+  316800  391832qBA+  331200  391832FBA+  345600  391832nAAdBAlAAhBAxBAjBACBA)paps_exec
+(+   93600  379736wAAtAAKBA+  122400  379736JBAsAAtAAoAAnAA+  165600  379736pAAHBAnAA+  194400  379736JBAnAAoAAjAAtAAKBA+  244800  379736LBAwAAoAApAAjAAiAA+  295200  379736sAAJBA+  316800  379736tAAjAApAA+  345600  379736tAAjAAiAAvAAwAAzAAsAAcBAwAAABAzAAnAACBA)paps_exec
+(+   93600  367640uBAhBAxBAjBA+  129600  367640lBA+  144000  367640nBA+  158400  367640nAAdBAlAAhBAgBAxBAjBAMBA)paps_exec
+()paps_exec
+(+   64800  343448xBA+   79200  343448ACA+   93600  343448fAAgAA+  136800  343448KBAsBARBAKBAxBAsBA+  187200  343448uBA+  201600  343448lBA+  216000  343448zAAhBAzAAqBAQBAjBARBAxBAsBA+  288000  343448uBACBA)paps_exec
+(+   93600  331352BBAsAApAAHBA+  129600  331352JBAjAAzAAkAApAAsAAjAAtAA+  194400  331352uBAhBAxBAjBA+  230400  331352lBA+  244800  331352EBA+  259200  331352xBACCADCAECA+  295200  331352qBA+  309600  331352uAA+  324000  331352xBAFCACCACBA)paps_exec
+(+   93600  319256ABAkAApAA+  122400  319256uAAxBAFCACCA+  158400  319256KBAsAAJBAjAAABAnAADBAJBA+  223200  319256tAAjAAiAAvAAwAAzAAsAAcBAwAAABAsAAzAAsAApAADBACBA+  345600  319256JBAjAA)paps_exec
+(+   93600  307160uBAhBAxBAjBA+  129600  307160lBA+  144000  307160EBA+  158400  307160xBACCADCAECAMBA)paps_exec
+()paps_exec
+(+   36000  282968SBAHBAnAA+   64800  282968oAAjAAvAAlAAzAAnAApAAnAA+  129600  282968JBAjAAzAAkAApAAsAAjAAtAA+  194400  282968sAAJBA+  216000  282968pAAHBAnAAtAA+  252000  282968oAAjAAtAAJBApAAiAAkAAoAApAAnAAKBA+  338400  282968wAAJBAJBAkAAvAAsAAtAATBA+  403200  282968wAA+  417600  282968lAAjAABBAnAAiAA+  460800  282968JBAnAAiAAsAAnAAJBA+  511200  282968yAAhBAxBAjBACBA)paps_exec
+()paps_exec
+(+   64800  258776uBAhBAxBAjBA+  100800  258776lBA+  115200  258776nBA+  129600  258776nAAdBAlAAhBAgBAxBAjBA+  187200  258776EBA+  201600  258776xBACCADCAECA+  237600  258776yAAhBAxBAjBACBA)paps_exec
+(+  158400  246680BCA)paps_exec
+(+   64800  232640BBAHBAnAAiAAnAA+  108000  232640yAAhBAxBAjBA+  144000  232640lBA+  158400  232640GCA+  172800  232640oAAHCA+  194400  232640xBAJCAMBA)paps_exec
+(+  158400  220544mAAlBAfAA)paps_exec
+()paps_exec
+(+   36000  194408SBAHBAnAA+   64800  194408iAAnAAoAAkAAiAAJBAsAAjAAtAA+  136800  194408iAAnAAzAAwAApAAsAAjAAtAAJBAHBAsAAlAA+  230400  194408LBAjAAiAA+  259200  194408pAAHBAnAA+  288000  194408oAAHCA+  309600  194408oAAjAAnAALBALBAsAAoAAsAAnAAtAApAAJBA+  403200  194408sAAJBA+  424800  194408TBAsAAyAAnAAtAA+  468000  194408ABADBA)paps_exec
+()paps_exec
+()paps_exec
+(+  115200  158120KCA+  129600  158120eAAhBAmAA+  158400  158120qBA+  172800  158120zAA+  187200  158120qBA+  201600  158120QBAjBA+  223200  158120gBA+  237600  158120xBAyBA+  259200  158120LCA)paps_exec
+(+   64800  144080oAAHCAMCANCA+  100800  144080lBA+  115200  144080OCAfBAfBAfBAfBAfBAfBAfBAfBAfBAfBAfBAfBAfBAfBAfBAfBAfBAfBAfBAPCA+  273600  144080oAAHCACBA)paps_exec
+(+  115200  131984QCAhBAmAA+  144000  131984qBA+  158400  131984QBAjBAhBAmAA+  194400  131984qBA+  208800  131984eAAzAA+  230400  131984qBA+  244800  131984eAAjBARCA)paps_exec
+()paps_exec
+(+   36000  107792BBAHBAnAAiAAnAA+   79200  107792oAAyBA+  100800  107792sAAJBA+  122400  107792tAAjAAiAAvAAwAAzAAsAAcBAnAAKBA+  201600  107792ABADBA+  223200  107792pAAjAApAAwAAzAA+  266400  107792lAAiAAjAAABAwAAABAsAAzAAsAApAADBA+  352800  107792nAAPBAkAAwAAzAA+  396000  107792pAAjAA+  417600  107792jAAtAAnAAMBA)paps_exec
+()paps_exec
+(+   36000   83600NBAtAA+   57600   83600TBAnAAtAAnAAiAAwAAzAACBA+  122400   83600pAAHBAsAAJBA+  158400   83600lAAjAABBAnAAiAA+  201600   83600JBAnAAiAAsAAnAAJBA+  252000   83600KBAjAAnAAJBA+  288000   83600iAAnAAJBAkAAzAApAA+  338400   83600sAAtAA+  360000   83600kAAtAAtAAjAAiAAvAAwAAzAAsAAcBAwAAABAzAAnAA+  468000   83600JBApAAwAApAAnAAJBAMBA)paps_exec
+(+   36000   71504SBAHBAnAAiAAnAA+   79200   71504vAAkAAJBApAA+  115200   71504ABAnAA+  136800   71504wAA+  151200   71504vAAwAAdBAsAAvAAkAAvAA+  208800   71504yAAwAAzAAkAAnAA+  252000   71504jAALBA+  273600   71504mAACBA+  295200   71504pAAHBAnAAtAACBA+  338400   71504wAAABAjAAyAAnAA+  381600   71504BBAHBAsAAoAAHBA+  424800   71504pAAHBAnAA+  453600   71504oAAjAAnAALBALBAsAAoAAsAAnAAtAApAAJBA)paps_exec
+(+   36000   59408wAAiAAnAA+   64800   59408wAAzAAzAA+   93600   59408cBAnAAiAAjAAMBA+  136800   59408SBAHBAsAAJBA+  172800   59408mAAvAAwAAdBA+  208800   59408sAAJBA+  230400   59408iAAnAAzAAwAApAAnAAKBA+  288000   59408pAAjAA+  309600   59408pAAHBAnAA+  338400   59408PBAkAAwAAtAApAAkAAvAA+  396000   59408tAAkAAvAAABAnAAiAAJBA+  453600   59408tAA+  468000   59408wAAtAAKBA+  496800   59408zAA+  511200   59408ABADBA)paps_exec
+()paps_exec
+paps_eop
+showpage
+%%Page: 3 3
+paps_bop
+(+   36000  807000AAABAACAA+   64800  807000EAAFAAGAA+  100800  807000HAA+  115200  807000IAAIAAJAAKAALAAJAAMAANAA+  180000  807000IAAOAAMAAHAA)paps_exec
+(*  229100PAAQAARAAFAASAARAATAAUAAVAA+  301100  807000WAAQAAVAACAARAATAAQAASAAXAA)paps_exec
+(*  515800PAAUAAYAAFAA+  551800  807000SCA)paps_exec
+36 797.000000 moveto 559 797.000000 lineto 0 setlinewidth stroke
+(+   64800  778904mAAvAAwAAdBA+  100800  778904lBA+  115200  778904tAA+  129600  778904gBA+  144000  778904zAA+  158400  778904qBA+  172800  778904QBAMBA)paps_exec
+()paps_exec
+(+   36000  754712TCAjAAjAAeBAsAAtAATBA+   93600  754712ABAwAAoAAeBA+  129600  754712wAApAA+  151200  754712pAAHBAnAA+  180000  754712iAAnAAoAAkAAiAAJBAsAAjAAtAA+  252000  754712iAAnAAzAAwAApAAsAAjAAtAAJBAHBAsAAlAACBA+  352800  754712sAApAA+  374400  754712ABAnAAoAAjAAvAAnAAJBA+  432000  754712oAAzAAnAAwAAiAA+  475200  754712pAAHBAwAApAA)paps_exec
+()paps_exec
+(+   64800  730520eAAhBAmAA+   93600  730520qBA+  108000  730520zAA+  122400  730520qBA+  136800  730520QBAjBA+  158400  730520gBA+  172800  730520xBAyBA+  194400  730520lBA+  208800  730520eAAtAA+  230400  730520gBA+  244800  730520xBAyBACBA+  273600  730520wAAtAAKBA+  302400  730520xBAyBA+  324000  730520lBA+  338400  730520eAAtAAMBA)paps_exec
+()paps_exec
+(+   36000  706328SBAHBAsAAJBA+   72000  706328TBAsAAyAAnAAJBA+  115200  706328kAAJBA+  136800  706328wAA+  151200  706328iAAnAAzAAwAApAAsAAjAAtAAJBAHBAsAAlAA+  244800  706328ABAnAApAABBAnAAnAAtAA+  302400  706328pAAHBAnAA+  331200  706328lAAiAAsAAtAAoAAsAAlAAzAAnAA+  403200  706328PBAkAAwAAtAApAAkAAvAA+  460800  706328tAAkAAvAAABAnAAiAA+  511200  706328tAA+  525600  706328wAAtAAKBA)paps_exec
+(+   36000  694232pAAHBAnAA+   64800  694232nAAtAAnAAiAATBADBA+  115200  694232jAALBA+  136800  694232wAA+  151200  694232JBApAAwAApAAnAA+  194400  694232tAACBA+  216000  694232iAAnAAoAAwAAzAAzAAsAAtAATBA+  288000  694232pAAHBAwAApAA+  324000  694232pAAHBAnAA+  352800  694232wAAtAATBAkAAzAAwAAiAA+  410400  694232vAAjAAvAAnAAtAApAAkAAvAA+  475200  694232sAAJBA)paps_exec
+(+   36000  682136oAAjAAtAAJBAnAAiAAyAAnAAKBA+  108000  682136wAAtAAKBA+  136800  682136JBAjAA+  158400  682136pAAHBAnAA+  187200  682136nAAtAAnAAiAATBADBA+  237600  682136yAAwAAzAAkAAnAA+  280800  682136KBAjAAnAAJBA+  316800  682136tAAjAApAA+  345600  682136iAAnAAzAADBA+  381600  682136jAAtAA+  403200  682136pAAHBAnAA+  432000  682136PBAkAAwAAtAApAAkAAvAA+  489600  682136tAAkAAvAAABAnAAiAAJBA)paps_exec
+(+   36000  670040zAA+   50400  670040jAAiAA+   72000  670040vAAMBA)paps_exec
+()paps_exec
+(+   64800  643904tBAUCA+   86400  643904lBA+  100800  643904gBArBAsBAvBAsBARBAeAAvAAMBA)paps_exec
+()paps_exec
+(+   64800  619712vBA+   79200  619712lBA+   93600  619712eAAvAARBArBAsBAxBAyBAMBA)paps_exec
+()paps_exec
+(+   64800  593576tBAUCA+   86400  593576lBA+  100800  593576gBAeAAvAARBArBAsBAxBAyBAsBA+  172800  593576lBA+  187200  593576gBAvAARBAeAArBAsBAtAAsBA+  252000  593576lBA+  266400  593576tBANCARBAtAAsBACBA+  316800  593576tAA+  331200  593576lBA+  345600  593576QBACBAeAACBAkBAMBAMBAMBA+  410400  593576CBA)paps_exec
+(+   93600  581480BBAHBAnAAiAAnAA+  136800  581480tBANCA+  158400  581480lBA+  172800  581480gBAvAARBAeAArBAsBAMBA)paps_exec
+()paps_exec
+(+   36000  557288nBAoAApAAkAAwAAzAAzAADBACBA+  108000  557288pAAHBAsAAJBA+  144000  557288sAAJBA+  165600  557288tAAjAApAA+  194400  557288wAAtAA+  216000  557288nAAtAAnAAiAATBADBAMBA+  273600  557288SBAHBAnAA+  302400  557288JBAoAAwAAzAAsAAtAATBA+  360000  557288LBAwAAoAApAAjAAiAA+  410400  557288ABAiAAsAAtAATBAsAAtAATBA+  475200  557288pAAHBAsAAJBA+  511200  557288pAAjAA)paps_exec
+(+   36000  545192JBAjAAzAAkAApAAsAAjAAtAAJBA+  108000  545192jAALBA+  129600  545192pAAHBAnAA+  158400  545192HBADBAKBAiAAjAATBAnAAtAA+  223200  545192wAApAAjAAvAA+  259200  545192BBAjAAkAAzAAKBA+  302400  545192vAAwAAeBAnAA+  338400  545192sAApAA+  360000  545192wAAtAA+  381600  545192nAAtAAnAAiAATBADBAMBA+  439200  545192NBApAA+  460800  545192oAAjAAvAAnAAJBA+  504000  545192ABAwAAoAAeBA)paps_exec
+(+   36000  533096pAAjAA+   57600  533096pAAHBAnAA+   86400  533096kAAtAAsAApAAJBA+  129600  533096jAALBA+  151200  533096pBAhBAiAAjBA+  187200  533096lBA+  201600  533096QBARBAiAAMBA+  237600  533096SBAHBAsAAJBA+  273600  533096jAALBA+  295200  533096oAAjAAkAAiAAJBAnAA+  345600  533096HBAwAAJBA+  374400  533096kAAtAAsAApAAJBA+  417600  533096jAALBA+  439200  533096nAAtAAnAAiAATBADBACBA+  496800  533096ABAkAApAA)paps_exec
+(+   36000  521000BBAHBAwAApAA+   72000  521000wAAiAAnAA+  100800  521000pAAHBAnAA+  129600  521000oAAjAAtAAJBApAAwAAtAApAAJBA+  201600  521000pAAHBAwAApAA+  237600  521000vAAwAAeBAnAA+  273600  521000sAApAA+  295200  521000pAAHBAwAApAA+  331200  521000BBAwAADBAVCA+  367200  521000rAAnAAZBAyAAnAA+  410400  521000kAAJBAnAAKBA+  446400  521000tAAjAA+  468000  521000oAAjAAtAAJBApAAwAAtAApAAJBA)paps_exec
+(+   36000  508904HBAnAAiAAnAAMBA+   79200  508904SBAHBAsAAJBA+  115200  508904JBAHBAjAAkAAzAAKBA+  165600  508904wAApAA+  187200  508904zAAnAAwAAJBApAA+  230400  508904ABAnAA+  252000  508904pBAhBAiAAjBA+  288000  508904lBA+  302400  508904tBAyBARBAiAACBA+  345600  508904LBAjAAiAA+  374400  508904JBAjAAvAAnAA+  410400  508904nAAtAAnAAiAATBADBAMBA)paps_exec
+()paps_exec
+(+   36000  484712SBAHBAsAAJBA+   72000  484712iAAnAAyAAnAAwAAzAAJBA+  129600  484712pAAHBAnAA+  158400  484712KBAnAAlAAnAAtAAKBAnAAtAAoAAnAA+  237600  484712jAAtAA+  259200  484712pAAHBAnAA+  288000  484712lAAiAAsAAtAAoAAsAAlAAzAAnAA+  360000  484712PBAkAAwAAtAApAAkAAvAA+  417600  484712tAAkAAvAAABAnAAiAA+  468000  484712jAALBA+  489600  484712pAAHBAnAA)paps_exec
+(+   36000  472616lAAiAAnAAyAAsAAjAAkAAJBA+  100800  472616PBAkAAwAAtAApAAsAAnAAJBACBA)paps_exec
+()paps_exec
+(+   64800  448424vBA+   79200  448424lBA+   93600  448424eAAvAARBArBAsBAxBAyBA+  151200  448424lBA+  165600  448424wAARBAtAACBA)paps_exec
+(+   64800  436328BBAHBAnAAiAAnAA+  108000  436328wAA+  122400  436328lBA+  136800  436328vAARBArBAsBA+  172800  436328sAAJBA+  194400  436328pAAHBAnAA+  223200  436328xAAoAAiAAjAAKBAsAAtAATBAnAAiAA+  302400  436328oAAjAAtAAJBApAAwAAtAApAA+  367200  436328LBAwAAoAApAAjAAiAA+  417600  436328iAAnAAzAAwAApAAsAAtAATBA+  482400  436328pAAHBAnAA)paps_exec
+(+   36000  424232wAAoAApAAsAAjAAtAA+   86400  424232wAAtAAKBA+  115200  424232vAAwAAJBAJBA+  151200  424232jAALBA+  172800  424232pAAHBAsAAJBA+  208800  424232JBADBAJBApAAnAAvAA+  259200  424232hBAjAAiAA+  288000  424232sAALBA+  309600  424232JBAoAAwAAzAAnAAKBA+  360000  424232pAAjAA+  381600  424232pAAHBAnAA+  410400  424232oAAjAAiAAiAAnAAoAApAA+  468000  424232kAAtAAsAApAAJBACBA+  518400  424232pAAHBAnAA)paps_exec
+(+   36000  412136sAAtAAyAAnAAiAAJBAnAA+   93600  412136jAALBA+  115200  412136pAAHBAnAA+  144000  412136FBAjAAHBAiAA+  180000  412136iAAwAAKBAsAAkAAJBA+  230400  412136jAALBA+  252000  412136pAAHBAnAA+  280800  412136aAADBAKBAiAAjAATBAnAAtAA+  345600  412136wAApAAjAAvAAjBAWCA)paps_exec
+()paps_exec
+(+   64800  387944xBA+   79200  387944lBA+   93600  387944vBAiAA+  115200  387944lBA+  129600  387944wAAiAARBAtAAMBA)paps_exec
+()paps_exec
+(+   36000  363752SBAHBAsAAJBA+   72000  363752sAAJBA+   93600  363752BBAHBAnAAiAAnAA+  136800  363752sAApAA+  158400  363752ABAnAAoAAjAAvAAnAAJBA+  216000  363752jAAABAyAAsAAjAAkAAJBA+  273600  363752pAAHBAnAA+  302400  363752JBAoAAwAAzAAsAAtAATBA+  360000  363752BBAjAAkAAzAAKBA+  403200  363752ABAnAA+  424800  363752TBAjAAjAAKBACBA+  468000  363752ABAnAAoAAwAAkAAJBAnAA)paps_exec
+(+   36000  351656HBAnAAiAAnAA+   72000  351656BBAnAA+   93600  351656BBAjAAkAAzAAKBA+  136800  351656JBAnAAnAA+  165600  351656pAAHBAwAApAA+  201600  351656pAAHBAnAA+  230400  351656LBAjAAiAAvAA+  266400  351656iAAnAAyAAnAAwAAzAAJBA+  324000  351656iAARBAhBAABAjAAHBAiAA+  381600  351656iAAwAAKBAsAAkAAJBAjBAMBA)paps_exec
+()paps_exec
+(+   36000  327464SBAHBAnAA+   64800  327464JBAlAAwAApAAsAAwAAzAA+  122400  327464BBAwAAyAAnAA+  158400  327464LBAkAAtAAoAApAAsAAjAAtAA+  223200  327464sAAJBA+  244800  327464KBAnAALBAsAAtAAnAAKBA+  302400  327464ABADBA+  324000  327464pAAHBAiAAnAAnAA+  367200  327464PBAkAAwAAtAApAAkAAvAA+  424800  327464tAAkAAvAAABAnAAiAAJBA+  482400  327464tAACBA+  504000  327464zAACBA+  525600  327464wAAtAAKBA)paps_exec
+(+   36000  315368vAACBA+   57600  315368wAAtAAKBA+   86400  315368wAAJBA+  108000  315368lAAiAAnAAyAAsAAjAAkAAJBAzAADBA+  187200  315368JBApAAwAApAAnAAKBACBA+  244800  315368oAAwAAtAA+  273600  315368ABAnAA+  295200  315368JBAjAAzAAyAAnAAKBA+  345600  315368ABADBA+  367200  315368JBAnAAlAAwAAiAAwAApAAsAAjAAtAA+  446400  315368jAALBA+  468000  315368yAAwAAiAAsAAjAAkAAJBA)paps_exec
+(+   36000  303272JBAkAAoAAHBA+   72000  303272pAAHBAwAApAA)paps_exec
+()paps_exec
+(+   64800  277136XCAUCAYCAZCAhBAiAACBAaCACBAbCAjBA+  151200  277136lBA+  165600  277136cCAUCAYCAhBAiAAjBA+  216000  277136bAAYCAdCAhBAaCACBAbCAjBACBA)paps_exec
+()paps_exec
+(+   93600  252944BBAHBAnAAiAAnAA+  136800  252944BBAnAA+  158400  252944HBAwAAyAAnAA+  194400  252944wAAzAAiAAnAAwAAKBADBA+  252000  252944LBAjAAkAAtAAKBA+  295200  252944pAAHBAnAA+  324000  252944iAAwAAKBAsAAwAAzAA+  374400  252944LBAkAAtAAoAApAAsAAjAAtAA+  439200  252944cCACBA)paps_exec
+()paps_exec
+(+   64800  226808cCAUCAYCAhBAiAAjBA+  115200  226808lBA+  129600  226808QBARBAiAA+  158400  226808nAAdBAlAAhBAgBAxBAjBA+  216000  226808xBACCADCAECA+  252000  226808yAAhBAxBAjBAMBA)paps_exec
+()paps_exec
+(+   36000  202616SBAHBAnAA+   64800  202616vAAjAAKBAnAAzAA+  108000  202616BBAnAAZBAyAAnAA+  151200  202616KBAnAAyAAnAAzAAjAAlAAnAAKBA+  223200  202616sAAJBA+  244800  202616tAAnAAwAAiAAzAADBA+  295200  202616oAAwAAlAAwAAABAzAAnAA+  352800  202616jAALBA+  374400  202616HBAwAAtAAKBAzAAsAAtAATBA+  439200  202616pAAHBAnAA+  468000  202616wAAJBAJBAjAAoAAsAAwAApAAnAAKBA)paps_exec
+(+   36000  190520TCAwAAhAAkAAnAAiAAiAAnAA+  100800  190520lAAjAAzAADBAtAAjAAvAAsAAwAAzAAJBACBA+  194400  190520ABAkAApAA+  223200  190520pAAHBAnAADBA+  259200  190520ABAnAAoAAjAAvAAnAA+  309600  190520KBAsAALBALBAsAAoAAkAAzAApAA+  381600  190520pAAjAA+  403200  190520lAAzAAjAApAAMBA+  446400  190520xAAjAACBA+  475200  190520LBAjAAiAA+  504000  190520tAAjAABBACBA)paps_exec
+(+   36000  178424BBAnAA+   57600  178424LBAjAAoAAkAAJBA+  100800  178424jAAtAA+  122400  178424pAAHBAnAA+  151200  178424iAAwAAKBAsAAwAAzAA+  201600  178424LBAkAAtAAoAApAAsAAjAAtAACBA+  273600  178424jAAtAAzAADBAMBA)paps_exec
+()paps_exec
+(+   36000  154232xAAkAAABAJBApAAsAApAAkAApAAsAAtAATBA+  129600  154232jAAkAAiAA+  158400  154232tAAnAABBA+  187200  154232sAAtAALBAjAAiAAvAAwAApAAsAAjAAtAA+  273600  154232ABAwAAoAAeBA+  309600  154232sAAtAApAAjAA+  345600  154232pAAHBAnAA+  374400  154232iAAnAAoAAkAAiAAJBAsAAjAAtAA+  446400  154232iAAnAAzAAwAApAAsAAjAAtAAJBAHBAsAAlAA)paps_exec
+(+   36000  142136TBAsAAyAAnAAJBA+   79200  142136kAAJBA+  100800  142136pAAHBAnAA+  129600  142136iAAnAAoAAkAAiAAJBAsAAjAAtAA+  201600  142136sAAtAA+  223200  142136pAAnAAiAAvAAJBA+  266400  142136jAALBA+  288000  142136pAAHBAnAA+  316800  142136PBAkAAwAAtAApAAkAAvAA+  374400  142136tAAkAAvAAABAnAAiAAJBACBA)paps_exec
+()paps_exec
+(+  115200  117944KCA+  129600  117944eAAhBAmAA+  158400  117944qBA+  172800  117944zAA+  187200  117944qBA+  201600  117944QBA+  216000  117944gBA+  230400  117944tAAjBA+  259200  117944LCA)paps_exec
+(+   64800  103904oAAHCAMCANCA+  100800  103904lBA+  115200  103904OCAfBAfBAfBAfBAfBAfBAfBAfBAfBAfBAfBAfBAfBAfBAfBAfBAfBAfBAfBAPCA+  273600  103904oAAHCAMBA)paps_exec
+(+  115200   91808QCAhBAmAA+  144000   91808qBA+  158400   91808QBAjBAhBAmAA+  194400   91808qBA+  208800   91808eAAzAA+  230400   91808qBA+  244800   91808eAAjBARCA)paps_exec
+()paps_exec
+(+   36000   67616SBAHBAsAAJBA+   72000   67616sAAJBA+   93600   67616JBAkAALBALBAsAAoAAsAAnAAtAApAA+  172800   67616sAAtAALBAjAAiAAvAAwAApAAsAAjAAtAA+  259200   67616pAAjAA+  280800   67616vAAjAAKBAnAAzAA+  324000   67616pAAHBAnAA+  352800   67616iAAwAAKBAsAAwAAzAA+  403200   67616oAAjAAvAAlAAjAAtAAnAAtAApAA+  475200   67616jAALBA+  496800   67616pAAHBAnAA)paps_exec
+(+   36000   55520BBAwAAyAAnAA+   72000   55520LBAkAAtAAoAApAAsAAjAAtAACBA+  144000   55520nAAdBAoAAnAAlAApAA+  194400   55520LBAjAAiAA+  223200   55520tAAjAAiAAvAAwAAzAAsAAcBAsAAtAATBA+  309600   55520pAAHBAnAA+  338400   55520oAAjAAnAALBALBAsAAoAAsAAnAAtAApAA+  424800   55520oAAyBAMBA+  453600   55520SBAHBAsAAJBA+  489600   55520sAAJBA+  511200   55520KBAjAAtAAnAA)paps_exec
+(+   36000   43424kAAJBAsAAtAATBA+   79200   43424pAAHBAnAA+  108000   43424nAAdBAlAAiAAnAAJBAJBAsAAjAAtAA+  187200   43424jAALBA+  208800   43424lAAiAAjAAABAwAAABAsAAzAAsAApAADBA+  295200   43424oAAjAAtAAJBAnAAiAAyAAwAApAAsAAjAAtAA)paps_exec
+paps_eop
+showpage
+%%Page: 4 4
+paps_bop
+(+   36000  807000AAABAACAA+   64800  807000EAAFAAGAA+  100800  807000HAA+  115200  807000IAAIAAJAAKAALAAJAAMAANAA+  180000  807000IAAOAAMAAHAA)paps_exec
+(*  229100PAAQAARAAFAASAARAATAAUAAVAA+  301100  807000WAAQAAVAACAARAATAAQAASAAXAA)paps_exec
+(*  515800PAAUAAYAAFAA+  551800  807000eCA)paps_exec
+36 797.000000 moveto 559 797.000000 lineto 0 setlinewidth stroke
+()paps_exec
+(+   64800  766808BCA)paps_exec
+(+   64800  752768fCA+   79200  752768gCAcCAUCAYCAgCAsBA+  129600  752768iAAsBA+  151200  752768KBAiAA+  172800  752768lBA+  187200  752768QBAMBA)paps_exec
+(+   64800  740672jAA)paps_exec
+()paps_exec
+(+   36000  716480rAAnAA+   57600  716480BBAwAAtAApAA+   93600  716480pAAjAA+  115200  716480JBAsAAvAAkAAzAAwAApAAnAA+  180000  716480pAAHBAnAA+  208800  716480HBADBAKBAiAAjAATBAnAAtAA+  273600  716480wAApAAjAAvAACBA+  316800  716480BBAHBAnAAiAAnAA+  360000  716480pBAhBAiAAjBA+  396000  716480hCA+  410400  716480gBAQBARBAiAACBA+  453600  716480ABAkAApAA+  482400  716480sAAtAAJBApAAnAAwAAKBA+  540000  716480pBA)paps_exec
+(+   36000  704384hBAiAAjBA+   64800  704384lBA+   79200  704384gBAnAAsBARBAhBAoBAiBAiCAyBAjBA+  158400  704384QBARBAiAAMBA+  194400  704384SBAHBAsAAJBA+  230400  704384oAAHBAwAAtAATBAnAAJBA+  288000  704384JBAjAAvAAnAA+  324000  704384jAALBA+  345600  704384jAAkAAiAA+  374400  704384lAAwAAiAAwAAvAAnAApAAnAAiAAJBACBA+  460800  704384sAAMBAnAAMBACBA)paps_exec
+()paps_exec
+(+   64800  680192xBA+   79200  680192lBA+   93600  680192vBAiAA+  115200  680192lBA+  129600  680192iAARBAwAAtAA+  165600  680192wAAtAAKBA+  194400  680192xBAyBA+  216000  680192lBA+  230400  680192vAA+  244800  680192nAAsBARBAhBAeAAiBA+  295200  680192iCAyBA+  316800  680192rBAsBA+  338400  680192vBAjBACBA)paps_exec
+()paps_exec
+(+   64800  656000BBAHBAnAAiAAnAA+  108000  656000wAA+  122400  656000tAAjAABBA+  151200  656000iAAnAAlAAiAAnAAJBAnAAtAApAAJBA+  230400  656000pAAHBAnAA+  259200  656000FBAjAAHBAiAA+  295200  656000cCAwAAKBAsAAkAAJBACBA)paps_exec
+()paps_exec
+(+   64800  631808wAA+   79200  631808lBA+   93600  631808dAAMBAeAAjCA+  129600  631808kCA+  144000  631808QBAfAAFCAsBA+  180000  631808tAAvAAMBA)paps_exec
+()paps_exec
+(+   36000  607616SBAHBAnAA+   64800  607616iAAnAAJBApAA+  100800  607616jAALBA+  122400  607616pAAHBAnAA+  151200  607616KBAnAAyAAnAAzAAjAAlAAvAAnAAtAApAA+  237600  607616sAAJBA+  259200  607616nAAJBAJBAnAAtAApAAsAAwAAzAAzAADBA+  345600  607616pAAHBAnAA+  374400  607616JBAwAAvAAnAAMBA)paps_exec
+()paps_exec
+(+   36000  583424NBAtAA+   57600  583424TBAnAAtAAnAAiAAwAAzAACBA+  122400  583424pAAHBAnAA+  151200  583424tAAjAAiAAvAAwAAzAAsAAcBAwAApAAsAAjAAtAA+  252000  583424sAAJBA+  273600  583424TBAsAAyAAnAAtAA+  316800  583424ABADBA)paps_exec
+()paps_exec
+(+   64800  559232lCA+   79200  559232hBAeAARBAtAAwAAjBAmCA+  136800  559232hBAtAAgBAzAAgBAQBAjBAnCAoCA+  208800  559232QBARBAeAA)paps_exec
+(+   64800  547136pCA+   79200  547136fBAfBAfBAfBAfBAfBAfBAfBAfBAfBAfBAfBAfBAfBA+  194400  547136qCA)paps_exec
+(+   64800  535040rCA+   93600  535040eAAtAA+  115200  535040XBAhBAtAAqBAzAAjBAnCAYBAmCA+  194400  535040sCAMBA)paps_exec
+()paps_exec
+(+   36000  510848rAAnAA+   57600  510848BBAsAAzAAzAA+   93600  510848tAAjAApAAwAApAAnAA+  144000  510848pAAHBAsAAJBA+  180000  510848tAAjAAiAAvAAwAAzAAsAAcBAwAApAAsAAjAAtAA+  280800  510848wAAJBA+  302400  510848tCAMBA+  324000  510848NBALBA+  345600  510848BBAnAA+  367200  510848wAAzAAJBAjAA+  403200  510848tAAjAApAAwAApAAnAA+  453600  510848pAAHBAnAA)paps_exec
+(+   36000  498752TBAnAAtAAnAAiAAwAAzAAsAAcBAnAAKBA+  122400  498752TCAwAATBAkAAnAAiAAiAAnAA+  187200  498752lAAjAAzAADBAtAAjAAvAAsAAwAAzAAJBA+  273600  498752jAALBA+  295200  498752dBA+  309600  498752wAAJBA+  331200  498752TCAXBAPBACBAlAAYBAhBAdBAjBACBA+  410400  498752pAAHBAnAAtAA+  446400  498752jAAkAAiAA+  475200  498752vAAjAAKBAnAAzAA+  518400  498752sAAJBA)paps_exec
+()paps_exec
+(+   64800  472616tCA+   79200  472616nAAdBAlAAhBAgBAiAARBAtAAwAAjBA+  158400  472616hBAeAAiAARBAtAAwAAjBACCA+  223200  472616TCAXBAtAAgBAzAAgBAQBACBAeAAzAAqBAQBAYBAhBAeAAiAARBAtAAwAAjBA+  374400  472616bAAYCAdCAhBAaCACBAbCAjBAMBA)paps_exec
+()paps_exec
+(+   36000  446480rAAnAA+   57600  446480HBAwAAyAAnAA+   93600  446480tAAjAApAA+  122400  446480lAAzAAjAApAApAAnAAKBA+  180000  446480pAAHBAsAAJBACBA+  223200  446480ABAkAApAA+  252000  446480HBAnAAiAAnAA+  288000  446480bAAYCAdCA+  316800  446480iAAnAALBAnAAiAAJBA+  367200  446480pAAjAA+  388800  446480pAAHBAnAA+  417600  446480JBAlAAHBAnAAiAAsAAoAAwAAzAA)paps_exec
+(+   36000  434384HBAwAAiAAvAAjAAtAAsAAoAAJBACBA+  115200  434384BBAHBAsAAoAAHBA+  158400  434384HBAwAAyAAnAA+  194400  434384pAAHBAnAA+  223200  434384LBAjAAiAAvAA+  259200  434384hBApAAjAA+  288000  434384BBAsAApAAHBAsAAtAA+  338400  434384wAA+  352800  434384tAAjAAiAAvAAwAAzAAsAAcBAwAApAAsAAjAAtAA+  453600  434384oAAjAAtAAJBApAAwAAtAApAAjBA)paps_exec
+()paps_exec
+(+   64800  408248bAAYCAdCAhBAaCACBAbCAjBA+  129600  408248lBA+  144000  408248nAAdBAlAAhBAuCAvAAbCAjBA+  208800  408248ZAAYCAdCA+  237600  408248hBAoAAjAAJBAaCAjBACBA)paps_exec
+()paps_exec
+(+   64800  382112BBAHBAnAAiAAnAA+  108000  382112ZAAYCAdCAhBAdBAjBA+  158400  382112wAAiAAnAA+  187200  382112pAAHBAnAA+  216000  382112TCAnAATBAnAAtAAKBAiAAnAA+  280800  382112ZAAjAAzAADBAtAAjAAvAAsAAwAAzAAJBA+  367200  382112sAAtAA+  388800  382112dBAMBA)paps_exec
+()paps_exec
+(+   36000  357920SBAHBAsAAJBA+   72000  357920vAAjAAKBAnAAzAA+  115200  357920sAAJBA+  136800  357920sAAvAAlAAzAAnAAvAAnAAtAApAAnAAKBA+  223200  357920sAAtAA+  244800  357920vAAwAApAAHBAnAAvAAwAApAAsAAoAAwAACBA+  338400  357920wAAtAAKBA+  367200  357920BBAsAAzAAzAA+  403200  357920ABAnAA+  424800  357920lAAiAAnAAJBAnAAtAApAAnAAKBA+  496800  357920pAAjAA+  518400  357920pAAHBAnAA)paps_exec
+(+   36000  345824ZAAHBADBAJBAsAAoAAJBA+   93600  345824dAAeAAfAA+  122400  345824oAAzAAwAAJBAJBA+  165600  345824jAAtAA+  187200  345824uAAnAAoAAMBA+  223200  345824vCACBA+  244800  345824eAAfAAQBAbBAMBA)paps_exec
+()paps_exec
+paps_eop
+showpage
+%%Pages: 4
+%%Trailer
+%%EOF
diff --git a/project/writeup_othoulrich.pdf b/project/writeup_othoulrich.pdf
new file mode 100644
index 0000000..9133e51
Binary files /dev/null and b/project/writeup_othoulrich.pdf differ
diff --git a/scratch.motes b/scratch.motes
new file mode 100644
index 0000000..950a216
--- /dev/null
+++ b/scratch.motes
@@ -0,0 +1,15 @@
+Schrodinger Equation
+
+ι ħ ∂/∂t ψ(𝐫,t) = Ĥ ψ(𝐫,t)
+
+
+ψ(x,t) = A exp(ι(kx - (ħk²/2m)t))
+
+
+
+ξᵖ = ξ⁰ = 1
+
+
+
+
+where L is the set of Laguerre polynomials,
\ No newline at end of file