ELF> a@@=bX`hlptx#3CScs $ H ` ) F`lp@+2+SAt`BPD`D DD DD8DbD dg $ 08@ P*X;`Lh]pnx):K\ m~$,4<DLT\d(l9tJ|[l}  ' 8 I Z k |     $ , 4 < D L T& \7 dH lU pf xw          ! 2 C T e v        ( 0 8 @ H1 PB XS `d hu p x         0 A R c t          ( 08/@@HQPbXs`hp |  .?Par  $,-4>8O@`DqLT\dlt H I  ` % 5E@Ueu Q  !Q%!5 #E#T$c$$r@$\$x$$$)$)%%=H%)t%) %)%),%)<$&L<&)\h&l&|&)&&&'')@')l'' '','<'L'\'l (=|L()x()()()()())T))))) )) ,)<)L)\*l*|,*@*T*h**)****  ++.,+?<+PD+aH+rL+T+X+\+`+d+l+|++ ++-+>+       '0BYcqy ??? $. $. $. $. $. $. $. $. $. $. $. $. $. $. $. $. $. $. $. $. $. $. $. $. $. $. $. $. $. $. $. $. $. $.?  ??? $. $. $. $. $. $. $. $. $. $. $. $. $. $. $. $. $. $. $. $. $. $. $. $. $. $. $. $. $. $. $. $. $. $.? floor.dat QUAD_elements.dat KICKER_elements.dat INFLECTOR_elements.dat end_of_turn.dat decay_positrons.dat ??? $. $. $. $. $. $. $. $. $. $. $. $. $. $. $. $. $. $. $. $. $. $. $. $. $. $. $. $. $. $. $. $. $. $.? 6  76 2 76 2 2 76H$ 2 2 2 76$ H2 76 2 76$ 2 76$ 2 76$ 2 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HHHHǐHHHHHHIHI8H0HH8HHHHDžH0HHPH0HHHHHHH@0pH0HHpHHHHDž0HHH0HHHHHH@0H0HHHHHHDžHHH0HHHHHHH\H0HHHHHƅrH(X(HHHDž0HH0H HHHHHHHHHHIHIHHHHH H HH;HHcHHH;HHHLEMcL$ALMLD$HHHHHHHIHIHHHcHHH H HH;HHHLEMcL$ALALM MILL$HHHHHHHIHIHHHHcHi HHHHi H+H<H0HHHHHHHHHH H HH;HHcHHH;HHHLEMcL$ALMLD$HHHHHHHIHIHHHcHHH H HH;HHHLEMcL$ALALM MILL$HHHHHHHIHIHHHHcHi HHHHi H+H HHH HcHi HHHHi H+H HHHcHi HHHHi H+HHHHH;HHcHH HcHi HHHHi H+H HH;HHHLEMcL$LLE McMi MALMMi M+I MLD$HHHHHHHIHIHHHcHH HcHi HHHHi H+H HHHcHi HHHHi H+HHHHH; HHHLEMcL$LLE McMi MALMMi M+I LLEMcMi MALMMi M+IMMILD$HHHHHHHIHIHHDž@(HHHcHi HHHHi H+HHH HcHi HHHHi H+HHHcHHHH HcHi HHHHi H+HHHHcHi HHHHi H+H HHH+HHHH0HH@HHHHDžP#HHXH0HHPHHHƅDžuƅHH8ƅHDžHHƅHHHDž uHHHHHHH0HHHHH\HHkHHHHHHkHHƅHHHHHHH H HH;HHcHHH;HHHLEMcL$ALMLD$HHHHHHHIHIHHHcHHH H HH;HHHLEMcL$ALALM MILL$HHHHHHHIHIHHHH HcHi HHHHi H+H<;CHff.*$HDž0HDž(HH H0HHыH HHHH H HH(HHH(IH IH@H0HH@HHHHDžXHH`H0HHXHHHHPxH0HHxHHHHXH0HHHHHH`H0HHHHHƅDžƅHH&HHƅH(HHDž uHHHHHHH0HHHHHsƅHDžXHHkHHHH(HHkHHƅHHHDž0H0HH HHH0HHH0IHDž0H0HHыH 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сHHHIH7H? сHljHHHHHHH@HHHHBH@HHHHRH>H?HHIH?H? сHHIH4H? сHHIH7H? сHljHHHHH@HHHBH@HHHHRH>H?HHIH?H? сHHIH4H? сHHIH7H? сHljHHHHH@HHHB0H@0HH0HHRH>H?0HHIH?H? с0HHIH4H? с0HHIH7H? сHljH0HH0HH@H0HHBxH@xHHxHHRH>H?xHHIH?H? сxHHIH4H? сxHHIH7H? сHljH0xHHxHH@HxHHBH@HHHHRH>H?HHIH?H? сHHIH4H? сHHIH7H? сHljHpHHHH@HHHBH@HHHHRH>H?HHIH?H? сHHIH4H? сHHIH7H? сHljHHHHH@HHHBƅ`HHƅHHHHHt HHHljH ƅHHƅHHHHHH;HHH{ƅHHHPHPH`H H;:HP@HPHHPHRH>H?HPHIH?H? сHPHIH4H? сHPHIH7H? сHljHHPHHPH@HHPHBHHP@HHPHHHPHRH>H?HHPHIH?H? сHHPHIH4H? сHHPHIH7H? сHljHHHPHHHPH@HHHPHBHP@HPHHPHRH>H?HPHIH?H? сHPHIH4H? сHPHIH7H? сHljHHPHHPH@HHPHBHP@HPHHPHRH>H?HPHIH?H? сHPHIH4H? сHPHIH7H? сHljH(HPHHPH@HHPHB0HP@0HPH0HPHRH>H?0HPHIH?H? с0HPHIH4H? с0HPHIH7H? сHljHh0HPH0HPH@H0HPHBxHP@xHPHxHPHRH>H?xHPHIH?H? сxHPHIH4H? сxHPHIH7H? сHljHxHPHxHPH@HxHPHBHP@HPHHPHRH>H?HPHIH?H? сHPHIH4H? сHPHIH7H? сHljHHPHHPH@HHPHBHP@HPHHPHRH>H?HPHIH?H? сHPHIH4H? сHPHIH7H? сHljHHPHHPH@HHPHBƅ`HPHPƅHHHHHHHt HHHHljHƅHHHÐݺݺ?`X??6?>?REPLACEElementsxyzthetaphipsivec(1)x_arrow_startx_arrow_deltaappendappendappendINJ_TO_RINGQUADKICKERINF line 109 - step floor around ring append#fort: (%d): Subscript #%d of the array %s has value %ld which is less than the lower bound of %ld yfort: (%d): Subscript #%d of the array %s has value %ld which is greater than the upper bound of %ld LUNLUNFILENAMEFILENAMELUNLUN8 88888888888888888888888LUNLUN88 8 8 8 8 8 BRANCHBRANCHELEELEBRANCHBRANCHELEELEBRANCHBRANCHELEELEBRANCHBRANCHELEELEBRANCHBRANCHELEELEBRANCHBRANCHELEELEBRANCHBRANCHELEELEBRANCHBRANCHELEELEBRANCHBRANCHELEELEBRANCHBRANCHELEELEBRANCHBRANCHELEELEBRANCHBRANCH88080808080808080888080808080808080808X_INX_INVECVECELE_SELE_SX_OUTX_OUTVECVECELE_SELE_S88 8080808080808 8BRANCHBRANCH 8BRANCHBRANCHELEELE888808BRANCHBRANCH88080808080808888LUNLUNFILENAMEFILENAMELUNLUN8 8 LUNLUN 8X_INX_IN08LUNLUN 8X_OUTX_OUT08LUNLUN 808LUNLUN88LUNLUN8var$5678/home/dlr/development9_linux/g-2/code/step_floor_around_ring.f90(111,7)var$5715/home/dlr/development9_linux/g-2/code/step_floor_around_ring.f90(112,65) decay_positrons.dat end_of_turn.dat INFLECTOR_elements.dat KICKER_elements.dat QUAD_elements.dat floor.dat !NULL exact pseudo RAN_GAUSS exact pseudo RAN_GAUSS exact pseudo RAN_GAUSS (/,a1,/)#(/,a1,/)(i10,1x,2es12.4)(i10,1x,2es12.4)(i10,1x,2es12.4)(i10,1x,2es12.4)(i10,1x,2es12.4)(i10,1x,2es12.4)(1x,a13,11es15.7)(1x,a13,11es15.7)(2i10,1x,2a,4es12.4)(a,1x,i10,1x,7es12.4,7es12.4,1x,3es12.4)(1x,a13,13es15.7,es12.4)(1x,a13,13es15.7,es12.4)(1x,a13,13es15.7)(1x,a13,13es15.7)(1x,a13,10a15)x_arrow_deltax_arrow_startvec(1)psiphithetazyxsElement(1x,a13,10a15)decay_positrons.datend_of_turn.datINFLECTOR_elements.datKICKER_elements.datQUAD_elements.datfloor.dat+`latv!#######+#a#b#z#)# # #2ele#3.#3#4M#4#=-#@v#B##B#BU#B`#B#B#B#Bick#C#C#C#C jvvXvvv 2     rot  q  s0    err v̋       v lun  kv iv a      r    sv lv x  v   #vec   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