typedstreamè„@„„„NSMutableDictionary„„ NSDictionary„„NSObject…„i ’„„„NSString•„+Run - 06: Fibbonaci Series†’„“– ’„—˜run_data†’„„„NSMutableArray„„NSArray•–’„›–H’„„„NSNumber„„NSValue•„*„„džú†’„Ÿ¡žƒAà’¼l''†’„Ÿ¡ž‚š †’„Ÿ¡ž‚}®ü߆’„Ÿ¡ž†’„Ÿ¡ž†’„Ÿ¡ž†’„Ÿ¡ž†’„Ÿ¡ž†’„Ÿ¡ž†’„—˜---†’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’„Ÿ¡ž‚~†’„Ÿ¡ž‚~†’„Ÿ¡ž‚}ô†’„Ÿ¡ž‚}冒„Ÿ¡ž†’„Ÿ¡ž†’«’«’„Ÿ¡žƒ?ð>…ÁPÙ”†’„—˜#†’³’³’³’³’³’³’³’³’³’³’„Ÿ¡ž†’„Ÿ¡ž†’„Ÿ¡ž†’„Ÿ¡ž†’„Ÿ¡žÿ†’„Ÿ¡žÿ†’„Ÿ¡žÿ†’„Ÿ¡žÿ†’„Ÿ¡žÿ†’„Ÿ¡žÿ†’„—˜ samples:†’„„„sampleContextObject•˜ ˜a8¼˜eyš½tÈ›\`"d†’„„„NSNull•†’Á’Á††’„—˜run_rows†’„Ÿ„––†’„—˜run_name†’–’„—˜run_desc†’„›–D’–’„—˜Tb1: (cpu cycles)†’„—˜(P1) 1-CPU Cycles: Aa†’„—˜(P1) 2-Instr Completed: Aa†’„—˜(P1) 0-Nothing: Aa†’„—˜(P1) 0-Nothing: Aa†’„—˜(P1) 0-Nothing: Aa†’„—˜(P1) 0-Nothing: Aa†’„—˜ †’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’„—˜ 1-MaxBus Cycles †’„—˜ 1-MaxBus Cycles †’„—˜ 1-MaxBus Cycles †’„—˜ 1-MaxBus Cycles †’Ð’Ð’Ð’Ð’„—˜CPI (completed)†’„—˜---†’Ö’Ö’Ö’Ö’Ö’Ö’Ö’Ö’Ö’Ö’„—˜ 0-Nothing: Aa†’„—˜ 0-Nothing: Aa†’„—˜ 0-Nothing: Aa†’„—˜ 0-Nothing: Aa†’Ð’Ð’Ð’Ð’Ð’Ð’–†’„—˜ run_1strow†’„ŸÅ– †’„—˜ run_config†’„“–¹’„—˜cfg_cpu1_spec_mux_position†’„ŸÅ–†’„—˜p2c2evt†’„ŸÅ–†’„—˜ charttype†’„ŸÅ–†’„—˜p1c7evt†’„ŸÅ–†’„—˜ timeunits†’„ŸÅ–†’„—˜p3c1evt†’„ŸÅ–†’„—˜m1c6evt†’„ŸÅ–†’„—˜os1c6evt†’„ŸÅ–†’„—˜ p2usepmcmask†’„ŸÅ–ÿ†’„—˜p3thresh†’„ŸÅ–†’„—˜usedelay†’„ŸÅ–†’„—˜ mcp2reqSrc†’„ŸÅ–ÿ†’„—˜ apiusepmcmask†’„ŸÅ–ÿ†’„—˜p1c6evt†’„ŸÅ–†’„—˜m1c5evt†’„ŸÅ–†’„—˜ :config+desc:†’„—˜_builtin_scut_config†’„—˜cfg_cpu3_ttm0_mux_position†’„ŸÅ–†’„—˜cfg_cpu3_ttm1_mux_position†’„ŸÅ–†’„—˜cfg_cpu3_ttm3_mux_position†’„ŸÅ–†’„—˜cfg_cpu3_spec_mux_position†’„ŸÅ–†’„—˜p2c5evt†’„ŸÅ–†’„—˜ showintervals†’„ŸÅ–†’„—˜ delayunits†’„ŸÅ–†’„—˜ delayperiod†’„ŸÅ–†’„—˜dispcpu1†’„ŸÅ–†’„—˜ mcp5reqSrc†’„ŸÅ–ÿ†’„—˜dispmctl†’„ŸÅ–†’„—˜pfreq†’„Ÿ„„f¡‚J|€†’„—˜os1c8evt†’„ŸÅ–†’„—˜ygrids†’„Ÿ„„c¢†’„—˜hidenothingcols†’’„—˜ mcp3pageSt†’„ŸÅ–†’„—˜p2c4evt†’„ŸÅ–†’„—˜addavg†’„ŸÅ–†’„—˜ dispanycpu†’„ŸÅ–†’„—˜ legendpos†’„ŸÅ–†’„—˜p3c3evt†’„ŸÅ–†’„—˜mtype†’„ŸÅ–†’„—˜ dispindex†’„ŸÅ–†’„—˜ mcp1reqSrc†’„ŸÅ–ÿ†’„—˜ mcp6pageSt†’„ŸÅ–†’„—˜ showtotals†’„ŸÅ–†’„—˜p4thresh†’„ŸÅ–†’„—˜ fpprecision†’„ŸÅ–†’„—˜ markfilter†’„ŸÅ– †’„—˜ samplingdev†’„ŸÅ–†’„—˜p1c8evt†’„ŸÅ–†’„—˜p3c2evt†’„ŸÅ–†’„—˜p2c7evt†’„ŸÅ–†’„—˜ mcp4reqSrc†’„ŸÅ–ÿ†’„—˜p4c1evt†’„ŸÅ–†’„—˜p1brfold†’„ŸÅ–†’„—˜ majorgrids†’’„—˜ mcp1divide†’„ŸÅ–†’„—˜os1c1evt†’„ŸÅ–†’„—˜addcalcs†’„ŸÅ–†’„—˜p2c6evt†’„ŸÅ–†’„—˜ resfontsz†’„Ÿ¡ †’„—˜ dispscuts†’„ŸÅ–†’„—˜ multichart†’„ŸÅ–†’„—˜ p3usepmcmask†’„ŸÅ–ÿ†’„—˜ mcp3access†’„ŸÅ–†’„—˜ privfilter†’„ŸÅ– †’„—˜p3c5evt†’„ŸÅ–†’„—˜ostype†’„ŸÅ–†’„—˜ mcp4divide†’„ŸÅ–†’„—˜ musepmcmask†’„ŸÅ–ÿ†’„—˜os1c3evt†’„ŸÅ–†’„—˜ mcp6access†’„ŸÅ–†’„—˜mpmcct†’„ŸÅ–†’„—˜p3c4evt†’„ŸÅ–†’„—˜ gridlines†’„ŸÅ–†’„—˜tb1units†’„ŸÅ–†’„—˜ raiseswitch†’„Ÿ¢†’„—˜p4c3evt†’„ŸÅ–†’„—˜p2brfold†’„ŸÅ–†’„—˜ addminmax†’„ŸÅ–†’„—˜ only_marks†’„ŸÅ–ˆ†’„—˜p2c8evt†’„ŸÅ–†’„—˜p4c2evt†’„ŸÅ–†’„—˜ mcp3divide†’„ŸÅ–†’„—˜os1c5evt†’„ŸÅ–†’„—˜callouts†’’„—˜ p1usepmcmask†’„ŸÅ–Æ’„—˜apicount†’„ŸÅ–†’„—˜p3c7evt†’„ŸÅ–†’„—˜cfg_cpu4_ttm0_mux_position†’„ŸÅ–†’„—˜cfg_cpu4_ttm1_mux_position†’„ŸÅ–†’„—˜cfg_cpu4_ttm3_mux_position†’„ŸÅ–†’„—˜cfg_cpu4_spec_mux_position†’„ŸÅ–†’„—˜p1c1evt†’„ŸÅ–†’„—˜pmievtct†’„ŸÅ–‚B@†’„—˜ small_marks†’„ŸÅ–@†’„—˜ mcp6divide†’„ŸÅ–†’„—˜cfg_cpu1_bytelane1_mux_position†’„ŸÅ–†’„—˜cfg_cpu1_bytelane2_mux_position†’„ŸÅ–†’„—˜cfg_cpu1_bytelane3_mux_position†’„ŸÅ–†’„—˜ mcp2pageSt†’„ŸÅ–†’„—˜p3c6evt†’„ŸÅ–†’„—˜cfg_cpu1_bytelane0_mux_position†’„ŸÅ–†’„—˜ apidisplay†’„ŸÅ–†’„—˜xgrids†’’„—˜ chimeswitch†’r’„—˜os1c7evt†’„ŸÅ–†’„—˜p4c5evt†’„ŸÅ–†’„—˜ minorgrids†’’„—˜shortcut_settings†’„“–¼’„„„NSMutableString—˜p4c8evt†’„ŸÅ–†’„²˜p2c2evt†’„ŸÅ–†’„²˜ charttype†’„ŸÅ–†’„²˜p1c7evt†’„ŸÅ–†’„²˜ timeunits†’„ŸÅ–†’„²˜p3c1evt†’„ŸÅ–†’„²˜m1c6evt†’„ŸÅ–†’„²˜os1c6evt†’„ŸÅ–ÿ†’„²˜ p2usepmcmask†’„ŸÅ–ÿ†’„²˜p3thresh†’„ŸÅ–†’„²˜ sc_eq8_desc†’„—˜#†’„²˜usedelay†’„ŸÅ–†’„²˜ mcp2reqSrc†’„ŸÅ–†’„²˜ apiusepmcmask†’„ŸÅ–ÿ†’„²˜p1c6evt†’„ŸÅ–†’„²˜m1c5evt†’„ŸÅ–†’„²˜ sc_eq6_desc†’Ç’„²˜ showintervals†’r’„²˜ sc_eq4_desc†’Ç’„²˜p2c5evt†’„ŸÅ–†’„²˜sc_eq2†’Ç’„²˜dispcpu1†’r’„²˜ delayperiod†’„ŸÅ–†’„²˜ delayunits†’„ŸÅ–†’„²˜ mcp5reqSrc†’„ŸÅ–†’„²˜dispmctl†’r’„²˜sc_eq7†’Ç’„²˜pfreq†’„Ÿ¡‚J|€†’„²˜os1c8evt†’„ŸÅ–†’„²˜ygrids†’’„²˜hidenothingcols†’’„²˜ mcp3pageSt†’„ŸÅ–†’„²˜p2c4evt†’„ŸÅ–†’„²˜addavg†’r’„²˜ dispanycpu†’r’„²˜sc_eq12†’Ç’„²˜ legendpos†’„ŸÅ–†’„²˜p3c3evt†’„ŸÅ–†’„²˜mtype†’„ŸÅ–†’„²˜ dispindex†’r’„²˜ mcp1reqSrc†’„ŸÅ–†’„²˜ mcp6pageSt†’„ŸÅ–†’„²˜ fpprecision†’„Ÿ¡†’„²˜p4thresh†’„ŸÅ–†’„²˜ sc_eq5_desc†’Ç’„²˜ markfilter†’„ŸÅ– †’„²˜ samplingdev†’„ŸÅ–†’„²˜ showtotals†’r’„²˜p1c8evt†’„ŸÅ–†’„²˜p3c2evt†’„ŸÅ–†’„²˜ sc_eq3_desc†’Ç’„²˜p2c7evt†’„ŸÅ–†’„²˜ mcp4reqSrc†’„ŸÅ–†’„²˜ sc_eq1_desc†’Õ’„²˜p4c1evt†’„ŸÅ–†’„²˜p1brfold†’r’„²˜ majorgrids†’’„²˜ mcp1divide†’„ŸÅ–†’„²˜os1c1evt†’„ŸÅ–†’„²˜addcalcs†’r’„²˜sc_eq3†’Ç’„²˜p2c6evt†’„ŸÅ–†’„²˜ multichart†’’„²˜ dispscuts†’r’„²˜ resfontsz†’„ŸÅ– †’„²˜ p3usepmcmask†’„ŸÅ–ÿ†’„²˜ mcp3access†’„ŸÅ–†’„²˜ privfilter†’„ŸÅ– †’„²˜sc_eq8†’Ç’„²˜p3c5evt†’„ŸÅ–†’„²˜ mcp4divide†’„ŸÅ–†’„²˜sc_eq10†’Ç’„²˜ musepmcmask†’„ŸÅ–ÿ†’„²˜ sc_eq2_desc†’Ç’„²˜os1c3evt†’„ŸÅ–†’„²˜ mcp6access†’„ŸÅ–†’„²˜mpmcct†’„ŸÅ–†’„²˜p3c4evt†’„ŸÅ–†’„²˜ gridlines†’r’„²˜tb1units†’„ŸÅ–†’„²˜p4c3evt†’„ŸÅ–†’„²˜p2brfold†’r’„²˜ addminmax†’r’„²˜ only_marks†’„ŸÅ–ˆ†’„²˜p2c8evt†’„ŸÅ–†’„²˜p4c2evt†’„ŸÅ–†’„²˜ mcp3divide†’„ŸÅ–†’„²˜os1c5evt†’„ŸÅ–-†’„²˜callouts†’’„²˜ p1usepmcmask†’„ŸÅ–Æ’„²˜apicount†’„ŸÅ–†’„²˜ sc_eq12_desc†’Ç’„²˜p3c7evt†’„ŸÅ–†’„²˜sc_eq4†’Ç’„²˜p1c1evt†’„ŸÅ–†’„²˜pmievtct†’„ŸÅ–‚B@†’„²˜sc_eq9†’Ç’„²˜ mcp6divide†’„ŸÅ–†’„²˜dispcpu4†’’„²˜cfg_cpu1_bytelane2_mux_position†’’„²˜cfg_cpu1_bytelane3_mux_position†’Ÿ’„²˜cfg_cpu1_bytelane0_mux_position†’¥’„²˜cfg_cpu1_bytelane1_mux_position†’›’„²˜ mcp2pageSt†’„ŸÅ–†’„²˜p3c6evt†’„ŸÅ–†’„²˜ small_marks†’„ŸÅ–@†’„²˜ apidisplay†’„ŸÅ–†’„²˜xgrids†’’„²˜os1c7evt†’„ŸÅ–†’„²˜p4c5evt†’„ŸÅ–†’„²˜ minorgrids†’’„²˜pcount†’„ŸÅ–†’„²˜p3brfold†’r’„²˜ p4usepmcmask†’„ŸÅ–ÿ†’„²˜ mcp5pageSt†’„ŸÅ–†’„²˜ppmcct†’„ŸÅ–†’„²˜ timeperiod†’„ŸÅ–膒„²˜ xaxisunits†’„ŸÅ–†’„²˜ dispospmcs†’r’„²˜ hidemonster†’„ŸÅ–†’„²˜ maxintervals†’„ŸÅ–d†’„²˜ msourcefilter†’„ŸÅ–‚ÿÿÿ†’„²˜p4c4evt†’„ŸÅ–†’„²˜ sc_eq11_desc†’Ç’„²˜ disptbase†’r’„²˜cfg_cpu2_spec_mux_position†’„ŸÅ–†’„²˜cfg_cpu2_ttm0_mux_position†’„ŸÅ–†’„²˜cfg_cpu2_ttm1_mux_position†’„ŸÅ–†’„²˜cfg_cpu2_ttm3_mux_position†’„ŸÅ–†’„²˜mcount†’„ŸÅ–†’„²˜ mcp3reqSrc†’„ŸÅ–†’„²˜ mcp1pageSt†’„ŸÅ–†’„²˜p1c3evt†’„ŸÅ–†’„²˜pmirror†’’„²˜m1c2evt†’„ŸÅ–†’„²˜p1thresh†’„ŸÅ–†’„²˜ mcp6reqSrc†’„ŸÅ–†’„²˜cfg_cpu2_bytelane0_mux_position†’„ŸÅ–†’„²˜cfg_cpu2_bytelane1_mux_position†’„ŸÅ–†’„²˜cfg_cpu2_bytelane2_mux_position†’„ŸÅ–†’„²˜dispcpu3†’’„²˜ mcp2access†’„ŸÅ–†’„²˜cfg_cpu2_bytelane3_mux_position†’„ŸÅ–†’„²˜ mcp4pageSt†’„ŸÅ–†’„²˜p1c2evt†’„ŸÅ–†’„²˜p3c8evt†’„ŸÅ–†’„²˜m1c1evt†’„ŸÅ–†’„²˜p4c7evt†’„ŸÅ–†’„²˜plot_threshold†’„ŸÅ–†’„²˜sc_eq5†’Ç’„²˜p4brfold†’r’„²˜ apipmccount†’„ŸÅ–†’„²˜sc_eq11†’Ç’„²˜p2c1evt†’„ŸÅ–†’„²˜ pmitrigger†’„ŸÅ–†’„²˜ useformatting†’r’„²˜ usechartgrid†’’„²˜usesci†’’„²˜ yaxisscale†’„ŸÅ–†’„²˜ mcp5access†’„ŸÅ–†’„²˜ptype†’„ŸÅ–†’„²˜shortcut_descr†’„—˜ CPI-simple†’„²˜ sc_eq10_desc†’Ç’„²˜ ousepmcmask†’„ŸÅ–ÿ†’„²˜os1c2evt†’„ŸÅ–†’„²˜p1c5evt†’„ŸÅ–†’„²˜m1c4evt†’„ŸÅ–†’„²˜ lines_marks†’„ŸÅ–†’„²˜ mcp1access†’„ŸÅ–†’„²˜p2thresh†’„ŸÅ–†’„²˜ mcp2divide†’„ŸÅ–†’„²˜sc_eq1†’„—˜ p1c1/p1c2†’„²˜ sc_eq9_desc†’Ç’„²˜p1c4evt†’„ŸÅ–†’„²˜m1c3evt†’„ŸÅ–†’„²˜dispcpu2†’’„²˜sc_eq6†’Ç’„²˜ mcp4access†’„ŸÅ–†’„²˜ sc_eq7_desc†’Ç’„²˜p2c3evt†’„ŸÅ–†’„²˜os1c4evt†’„ŸÅ–†’„²˜ mcp5divide†’„ŸÅ–†’„²˜ only_lines†’„ŸÅ–І’„²˜cfg_cpu1_spec_mux_position†’à’„²˜cfg_cpu1_ttm0_mux_position†’„ŸÅ–†’„²˜addgeo†’r’„²˜cfg_cpu1_ttm1_mux_position†’„ŸÅ–†’„²˜cfg_cpu1_ttm3_mux_position†’„ŸÅ–††’„—˜pcount†’„ŸÅ–†’„—˜p3brfold†’„ŸÅ–†’„—˜ p4usepmcmask†’„ŸÅ–ÿ†’„—˜ mcp5pageSt†’„ŸÅ–†’„—˜ppmcct†’„ŸÅ–†’„—˜ timeperiod†’„ŸÅ–膒„—˜ xaxisunits†’„ŸÅ–†’„—˜hotkey†’„ŸÅ–†’„—˜ dispospmcs†’„ŸÅ–†’„—˜cfg_cpu3_bytelane0_mux_position†’„ŸÅ–†’„—˜cfg_cpu3_bytelane1_mux_position†’„ŸÅ–†’„—˜cfg_cpu3_bytelane2_mux_position†’„ŸÅ–†’„—˜cfg_cpu3_bytelane3_mux_position†’„ŸÅ–†’„—˜ msourcefilter†’„ŸÅ–‚ÿÿÿ†’„—˜p4c4evt†’„ŸÅ–†’„—˜ maxintervals†’„ŸÅ–d†’„—˜cfg_cpu2_ttm0_mux_position†’„ŸÅ–†’„—˜cfg_cpu2_ttm1_mux_position†’„ŸÅ–†’„—˜cfg_cpu2_ttm3_mux_position†’„ŸÅ–†’„—˜cfg_cpu2_spec_mux_position†’„ŸÅ–†’„—˜mcount†’„ŸÅ–†’„—˜ mcp3reqSrc†’„ŸÅ–ÿ†’„—˜ disptbase†’„ŸÅ–†’„—˜ hidemonster†’„ŸÅ–†’„—˜pmirror†’’„—˜p1c3evt†’„ŸÅ–†’„—˜ mcp1pageSt†’„ŸÅ–†’„—˜m1c2evt†’„ŸÅ–†’„—˜p1thresh†’„ŸÅ–†’„—˜ mcp6reqSrc†’„ŸÅ–ÿ†’„—˜p3c8evt†’„ŸÅ–†’„—˜cfg_cpu2_bytelane0_mux_position†’„ŸÅ–†’„—˜cfg_cpu2_bytelane1_mux_position†’„ŸÅ–†’„—˜cfg_cpu2_bytelane2_mux_position†’„ŸÅ–†’„—˜ mcp2access†’„ŸÅ–†’„—˜cfg_cpu2_bytelane3_mux_position†’„ŸÅ–†’„—˜ mcp4pageSt†’„ŸÅ–†’„—˜p1c2evt†’„ŸÅ–†’„—˜p4c7evt†’„ŸÅ–†’„—˜m1c1evt†’„ŸÅ–†’„—˜usesci†’„ŸÅ–†’„—˜plot_threshold†’„ŸÅ–†’„—˜ useformatting†’„ŸÅ–†’„—˜p4brfold†’„ŸÅ–†’„—˜ apipmccount†’„ŸÅ–†’„—˜ yaxisscale†’„ŸÅ–†’„—˜p2c1evt†’„ŸÅ–†’„—˜ pmitrigger†’„ŸÅ–†’„—˜ usechartgrid†’’„—˜ mcp5access†’„ŸÅ–†’„—˜ptype†’„ŸÅ–†’„—˜shortcut_descr†’Á’„—˜p4c6evt†’„ŸÅ–†’„—˜cfg_cpu4_bytelane0_mux_position†’„ŸÅ–†’„—˜cfg_cpu4_bytelane1_mux_position†’„ŸÅ–†’„—˜cfg_cpu4_bytelane2_mux_position†’„ŸÅ–†’„—˜cfg_cpu4_bytelane3_mux_position†’„ŸÅ–†’„—˜ ousepmcmask†’„ŸÅ–ÿ†’„—˜os1c2evt†’„ŸÅ–†’„—˜p1c5evt†’„ŸÅ–†’„—˜m1c4evt†’„ŸÅ–†’„—˜ lines_marks†’„ŸÅ–†’„—˜ mcp1access†’„ŸÅ–†’„—˜p2thresh†’„ŸÅ–†’„—˜ mcp2divide†’„ŸÅ–†’„—˜p1c4evt†’„ŸÅ–†’„—˜m1c3evt†’„ŸÅ–†’„—˜dispcpu2†’r’„—˜ mcp4access†’„ŸÅ–†’„—˜p2c3evt†’„ŸÅ–†’„—˜os1c4evt†’„ŸÅ–†’„—˜ mcp5divide†’„ŸÅ–†’„—˜ only_lines†’„ŸÅ–І’„—˜cfg_cpu1_ttm0_mux_position†’é’„—˜cfg_cpu1_ttm1_mux_position†’ì’„—˜addgeo†’„ŸÅ–†’„—˜p4c8evt†’„ŸÅ–†’„—˜cfg_cpu1_ttm3_mux_position†’„—˜ run_status†’„—˜HRun: 06: Fibbonaci Series, Single Sample Mode, Elapsed time: 1.719 sec†’„—˜run_nmbr†’„ŸÅ–†’„—˜ run_etime†’„—˜1.719††’„—˜Run - 05: Fibbonaci Series†’„“– ’™’„›–’„›–H’„Ÿ¡žû†’„Ÿ¡žƒA¼)gG5÷†’„Ÿ¡ž‚ ½ê†’„Ÿ¡ž‚U†’„Ÿ¡ž†’„Ÿ¡ž†’„Ÿ¡ž†’„Ÿ¡ž†’„Ÿ¡ž†’„Ÿ¡ž†’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’„Ÿ¡ž‚½qT†’„Ÿ¡ž‚½qD†’„Ÿ¡ž‚½q5†’„Ÿ¡ž‚½q&†’„Ÿ¡ž†’„Ÿ¡ž†’«’«’„Ÿ¡žƒ?ðk; äD†’³’³’³’³’³’³’³’³’³’³’³’„Ÿ¡ž†’„Ÿ¡ž†’„Ÿ¡ž†’„Ÿ¡ž†’„Ÿ¡žÿ†’„Ÿ¡žÿ†’„Ÿ¡žÿ†’„Ÿ¡žÿ†’„Ÿ¡žÿ†’„Ÿ¡žÿ†’¾’„À˜ ˜YõÊb˜Zå%ÙtÈ›\`"d†’Á’Á’Á††’Ã’„ŸÅ–†’Æ’Š’Ç’„›–D’Š’„—˜Tb1: (cpu cycles)†’„—˜(P1) 1-CPU Cycles: Aa†’„—˜(P1) 2-Instr Completed: Aa†’„—˜(P1) 0-Nothing: Aa†’„—˜(P1) 0-Nothing: Aa†’„—˜(P1) 0-Nothing: Aa†’„—˜(P1) 0-Nothing: Aa†’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’„—˜ 1-MaxBus Cycles †’„—˜ 1-MaxBus Cycles †’„—˜ 1-MaxBus Cycles †’„—˜ 1-MaxBus Cycles †’Ð’Ð’Ð’Ð’Õ’Ö’Ö’Ö’Ö’Ö’Ö’Ö’Ö’Ö’Ö’Ö’„—˜ 0-Nothing: Aa†’„—˜ 0-Nothing: Aa†’„—˜ 0-Nothing: Aa†’„—˜ 0-Nothing: Aa†’Ð’Ð’Ð’Ð’Ð’Ð’І’Û’„ŸÅ– †’Ý’„“–¹’ß’à’á’â’ã’ä’å’æ’ç’è’é’ê’ë’ì’í’î’ï’ð’ñ’ò’ó’ô’õ’ö’÷’ø’ù’ú’û’ü’ý’þ’ÿ’’’’’’’’’’ ’ ’ ’ ’ ’’’’’’’’’’’’’’’’’’ ’!’"’#’$’%’&’'’(’)’*’+’,’-’.’/’0’1’2’3’4’5’6’7’8’9’:’;’<’=’>’?’@’A’B’C’D’E’F’G’H’’I’J’K’L’M’N’O’P’Q’R’S’T’U’V’W’X’Y’Z’[’\’]’^’_’`’a’b’c’d’e’f’g’h’i’j’k’l’m’n’o’p’q’r’s’t’u’v’w’x’y’z’{’|’}’~’’€’’‚’ƒ’’„’…’†’‡’ˆ’‰’Š’‹’Œ’’Ž’’’‘’’’“’”’•’–’—’˜’™’š’›’œ’’ž’Ÿ’ ’¡’¢’£’¤’¥’¦’§’¨’’©’r’ª’«’¬’­’®’’¯’°’ï’ð’ñ’ò’ó’ô’õ’ö’÷’ø’ù’ú’û’ü’ý’þ’ÿ’’’’’’’’’’ ’ ’ ’ ’ ’’’’’’’’’’’’’’’’’’’’ ’!’"’#’$’%’&’'’(’)’*’+’,’-’.’/’0’1’2’3’4’5’6’7’8’9’:’;’<’=’>’?’@’A’B’C’D’E’F’G’H’I’J’K’L’M’N’’O’P’Q’R’S’Á’T’U’V’W’X’Y’Z’[’\’]’^’_’`’a’b’c’d’e’f’g’h’i’j’k’l’m’n’o’p’q’r’r’s’t’u’v’w’x’y’z’{’|’}’é’~’ì’’€’’‚’ƒ’„’„—˜HRun: 05: Fibbonaci Series, Single Sample Mode, Elapsed time: 0.378 sec†’†’„ŸÅ–†’ˆ’„—˜0.378††’„—˜Run - 03: Fibbonaci Series†’„“– ’™’„›–’„›–H’„Ÿ¡žý†’„Ÿ¡žƒA[~’SÓÝĆ’„Ÿ¡ž‚mÓ†’„Ÿ¡ž‚wJ†’„Ÿ¡ž†’„Ÿ¡ž†’„Ÿ¡ž†’„Ÿ¡ž†’„Ÿ¡ž†’„Ÿ¡ž†’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’„Ÿ¡ž‚ž'†’„Ÿ¡ž‚ž†’„Ÿ¡ž‚ž†’„Ÿ¡ž‚ù†’„Ÿ¡ž†’„Ÿ¡ž†’«’«’„Ÿ¡žƒ@5‰•1ò=†’³’³’³’³’³’³’³’³’³’³’³’„Ÿ¡ž†’„Ÿ¡ž†’„Ÿ¡ž†’„Ÿ¡ž†’„Ÿ¡žÿ†’„Ÿ¡žÿ†’„Ÿ¡žÿ†’„Ÿ¡žÿ†’„Ÿ¡žÿ†’„Ÿ¡žÿ†’¾’„À˜ ˜O˜óU˜OœštÈ›\`"d†’Á’Á’Á††’Ã’„ŸÅ–†’Æ’À’Ç’„›–D’À’„—˜Tb1: (cpu cycles)†’„—˜(P1) 1-CPU Cycles: Aa†’„—˜(P1) 2-Instr Completed: Aa†’„—˜(P1) 0-Nothing: Aa†’„—˜(P1) 0-Nothing: Aa†’„—˜(P1) 0-Nothing: Aa†’„—˜(P1) 0-Nothing: Aa†’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’„—˜ 1-MaxBus Cycles †’„—˜ 1-MaxBus Cycles †’„—˜ 1-MaxBus Cycles †’„—˜ 1-MaxBus Cycles †’Ð’Ð’Ð’Ð’Õ’Ö’Ö’Ö’Ö’Ö’Ö’Ö’Ö’Ö’Ö’Ö’„—˜ 0-Nothing: Aa†’„—˜ 0-Nothing: Aa†’„—˜ 0-Nothing: Aa†’„—˜ 0-Nothing: Aa†’Ð’Ð’Ð’Ð’Ð’Ð’À†’Û’„ŸÅ–†’Ý’„“–¹’ß’à’á’â’ã’ä’å’æ’ç’è’é’ê’ë’ì’í’î’ï’ð’ñ’ò’ó’ô’õ’ö’÷’ø’ù’ú’û’ü’ý’þ’ÿ’’’’’’’’’’ ’ ’ ’ ’ ’’’’’’’’’’’’’’’’’’ ’!’"’#’$’%’&’'’(’)’*’+’,’-’.’/’0’1’2’3’4’5’6’7’8’9’:’;’<’=’>’?’@’A’B’C’D’E’F’G’H’’I’J’K’L’M’N’O’P’Q’R’S’T’U’V’W’X’Y’Z’[’\’]’^’_’`’a’b’c’d’e’f’g’h’i’j’k’l’m’n’o’p’q’r’s’t’u’v’w’x’y’z’{’|’}’~’’€’’‚’ƒ’’„’…’†’‡’ˆ’‰’Š’‹’Œ’’Ž’’’‘’’’“’”’•’–’—’˜’™’š’›’œ’’ž’Ÿ’ ’¡’¢’£’¤’¥’¦’§’¨’’©’r’ª’«’¬’­’®’’¯’°’ï’ð’ñ’ò’ó’ô’õ’ö’÷’ø’ù’ú’û’ü’ý’þ’ÿ’’’’’’’’’’ ’ ’ ’ ’ ’’’’’’’’’’’’’’’’’’’’ ’!’"’#’$’%’&’'’(’)’*’+’,’-’.’/’0’1’2’3’4’5’6’7’8’9’:’;’<’=’>’?’@’A’B’C’D’E’F’G’H’I’J’K’L’M’N’’O’P’Q’R’S’Á’T’U’V’W’X’Y’Z’[’\’]’^’_’`’a’b’c’d’e’f’g’h’i’j’k’l’m’n’o’p’q’r’r’s’t’u’v’w’x’y’z’{’|’}’é’~’ì’’€’’‚’ƒ’„’„—˜HRun: 03: Fibbonaci Series, Single Sample Mode, Elapsed time: 0.006 sec†’†’„ŸÅ–†’ˆ’„—˜0.006††’„—˜ session_date†’„—˜Wed Mar 30 06:55:04 2005 †’„—˜Run - 07: Fibbonaci Series†’„“– ’™’„›–’„›–H’„Ÿ¡žù†’„Ÿ¡žƒBx¿·³|6†’„Ÿ¡ž†’„Ÿ¡ž†’„Ÿ¡ž†’„Ÿ¡ž†’„Ÿ¡ž†’„Ÿ¡ž†’„Ÿ¡ž†’„Ÿ¡ž†’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’„Ÿ¡ž‚ÃML†’„Ÿ¡ž‚ÃM=†’„Ÿ¡ž‚ÃM.†’„Ÿ¡ž‚ÃM†’„Ÿ¡ž†’„Ÿ¡ž†’«’«’„Ÿ¡žÿ†’³’³’³’³’³’³’³’³’³’³’³’„Ÿ¡ž†’„Ÿ¡ž†’„Ÿ¡ž†’„Ÿ¡ž†’„Ÿ¡žÿ†’„Ÿ¡žÿ†’„Ÿ¡žÿ†’„Ÿ¡žÿ†’„Ÿ¡žÿ†’„Ÿ¡žÿ†’¾’„À˜ ˜eÇCÛ¥‹)0tÈ›\`"d†’Á’Á’Á††’Ã’„ŸÅ–†’Æ’ø’Ç’„›–D’ø’„—˜Tb1: (cpu cycles)†’„—˜(P1) 1-CPU Cycles: Aa†’„—˜(P1) 2-Instr Completed: Aa†’„—˜(P1) 0-Nothing: Aa†’„—˜(P1) 0-Nothing: Aa†’„—˜(P1) 0-Nothing: Aa†’„—˜(P1) 0-Nothing: Aa†’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’„—˜ 1-MaxBus Cycles †’„—˜ 1-MaxBus Cycles †’„—˜ 1-MaxBus Cycles †’„—˜ 1-MaxBus Cycles †’Ð’Ð’Ð’Ð’Õ’Ö’Ö’Ö’Ö’Ö’Ö’Ö’Ö’Ö’Ö’Ö’„—˜ 0-Nothing: Aa†’„—˜ 0-Nothing: Aa†’„—˜ 0-Nothing: Aa†’„—˜ 0-Nothing: Aa†’Ð’Ð’Ð’Ð’Ð’Ð’ø†’Û’„ŸÅ– †’Ý’„“–¹’ß’à’á’â’ã’ä’å’æ’ç’è’é’ê’ë’ì’í’î’ï’ð’ñ’ò’ó’ô’õ’ö’÷’ø’ù’ú’û’ü’ý’þ’ÿ’’’’’’’’’’ ’ ’ ’ ’ ’’’’’’’’’’’’’’’’’’ ’!’"’#’$’%’&’'’(’)’*’+’,’„ŸÅ–†’.’/’0’1’2’3’4’5’6’7’8’9’:’;’<’=’>’?’@’A’B’C’D’E’F’G’H’’I’J’K’L’M’N’O’P’Q’R’S’T’U’V’W’X’Y’Z’[’\’]’^’_’`’a’b’c’d’e’f’g’h’i’j’k’l’m’n’o’p’q’r’s’t’u’v’w’x’y’z’{’|’}’~’’€’’‚’ƒ’’„’…’†’‡’ˆ’‰’Š’‹’Œ’’Ž’’’‘’’’“’”’•’–’—’˜’™’š’›’œ’’ž’Ÿ’ ’¡’¢’£’¤’¥’¦’§’¨’’©’r’ª’«’¬’­’®’’¯’°’ï’ð’ñ’ò’ó’ô’õ’ö’÷’ø’ù’ú’û’ü’ý’þ’ÿ’’’’’’’’’’ ’ ’ ’ ’ ’’’’’’’’’’’’’’’’’’’’ ’!’"’#’$’%’&’'’(’)’*’+’,’-’.’/’0’1’2’3’4’5’6’7’8’9’:’;’<’=’>’?’@’A’B’C’D’E’F’G’H’I’J’K’L’M’N’’O’P’Q’R’S’Á’T’U’V’W’X’Y’Z’[’\’]’^’_’`’a’b’c’d’e’f’g’h’i’j’k’l’m’n’o’p’q’r’r’s’t’u’v’w’x’y’z’{’|’}’é’~’ì’’€’’‚’ƒ’„’„—˜KRun: 07: Fibbonaci Series, Single Sample Mode, Elapsed time: 1360.452 sec†’†’„ŸÅ–†’ˆ’„—˜1360.452††’„—˜Run - 04: Fibbonaci Series†’„“– ’™’„›–’„›–H’„Ÿ¡žü†’„Ÿ¡žƒA…soÓ”Ý †’„Ÿ¡ž‚«¸Ä†’„Ÿ¡ž‚L높„Ÿ¡ž†’„Ÿ¡ž†’„Ÿ¡ž†’„Ÿ¡ž†’„Ÿ¡ž†’„Ÿ¡ž†’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’„Ÿ¡ž‚[,*†’„Ÿ¡ž‚[,†’„Ÿ¡ž‚[, †’„Ÿ¡ž‚[+ü†’„Ÿ¡ž†’„Ÿ¡ž†’«’«’„Ÿ¡žƒ?ò“Y6H`†’³’³’³’³’³’³’³’³’³’³’³’„Ÿ¡ž†’„Ÿ¡ž†’„Ÿ¡ž†’„Ÿ¡ž†’„Ÿ¡žÿ†’„Ÿ¡žÿ†’„Ÿ¡žÿ†’„Ÿ¡žÿ†’„Ÿ¡žÿ†’„Ÿ¡žÿ†’¾’„À˜ ˜T{“3˜T’]mtÈ›\`"d†’Á’Á’Á††’Ã’„ŸÅ–†’Æ’/’Ç’„›–D’/’„—˜Tb1: (cpu cycles)†’„—˜(P1) 1-CPU Cycles: Aa†’„—˜(P1) 2-Instr Completed: Aa†’„—˜(P1) 0-Nothing: Aa†’„—˜(P1) 0-Nothing: Aa†’„—˜(P1) 0-Nothing: Aa†’„—˜(P1) 0-Nothing: Aa†’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’„—˜ 1-MaxBus Cycles †’„—˜ 1-MaxBus Cycles †’„—˜ 1-MaxBus Cycles †’„—˜ 1-MaxBus Cycles †’Ð’Ð’Ð’Ð’Õ’Ö’Ö’Ö’Ö’Ö’Ö’Ö’Ö’Ö’Ö’Ö’„—˜ 0-Nothing: Aa†’„—˜ 0-Nothing: Aa†’„—˜ 0-Nothing: Aa†’„—˜ 0-Nothing: Aa†’Ð’Ð’Ð’Ð’Ð’Ð’/†’Û’„ŸÅ–†’Ý’„“–¹’ß’à’á’â’ã’ä’å’æ’ç’è’é’ê’ë’ì’í’î’ï’ð’ñ’ò’ó’ô’õ’ö’÷’ø’ù’ú’û’ü’ý’þ’ÿ’’’’’’’’’’ ’ ’ ’ ’ ’’’’’’’’’’’’’’’’’’ ’!’"’#’$’%’&’'’(’)’*’+’,’-’.’/’0’1’2’3’4’5’6’7’8’9’:’;’<’=’>’?’@’A’B’C’D’E’F’G’H’’I’J’K’L’M’N’O’P’Q’R’S’T’U’V’W’X’Y’Z’[’\’]’^’_’`’a’b’c’d’e’f’g’h’i’j’k’l’m’n’o’p’q’r’s’t’u’v’w’x’y’z’{’|’}’~’’€’’‚’ƒ’’„’…’†’‡’ˆ’‰’Š’‹’Œ’’Ž’’’‘’’’“’”’•’–’—’˜’™’š’›’œ’’ž’Ÿ’ ’¡’¢’£’¤’¥’¦’§’¨’’©’r’ª’«’¬’­’®’’¯’°’ï’ð’ñ’ò’ó’ô’õ’ö’÷’ø’ù’ú’û’ü’ý’þ’ÿ’’’’’’’’’’ ’ ’ ’ ’ ’’’’’’’’’’’’’’’’’’’’ ’!’"’#’$’%’&’'’(’)’*’+’,’-’.’/’0’1’2’3’4’5’6’7’8’9’:’;’<’=’>’?’@’A’B’C’D’E’F’G’H’I’J’K’L’M’N’’O’P’Q’R’S’Á’T’U’V’W’X’Y’Z’[’\’]’^’_’`’a’b’c’d’e’f’g’h’i’j’k’l’m’n’o’p’q’r’r’s’t’u’v’w’x’y’z’{’|’}’é’~’ì’’€’’‚’ƒ’„’„—˜HRun: 04: Fibbonaci Series, Single Sample Mode, Elapsed time: 0.036 sec†’†’„ŸÅ–†’ˆ’„—˜0.036††’„—˜Run - 02: Fibbonaci Series†’„“– ’™’„›–’„›–H’„Ÿ¡žþ†’„Ÿ¡žƒA\!¤mrddž’„Ÿ¡ž‚pl†’„Ÿ¡ž‚Ã醒„Ÿ¡ž†’„Ÿ¡ž†’„Ÿ¡ž†’„Ÿ¡ž†’„Ÿ¡ž†’„Ÿ¡ž†’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’„Ÿ¡ž‚ô¶†’„Ÿ¡ž‚ô¦†’„Ÿ¡ž‚ô—†’„Ÿ¡ž‚ôˆ†’„Ÿ¡ž†’„Ÿ¡ž†’«’«’„Ÿ¡žƒ@—öÉÌe†’³’³’³’³’³’³’³’³’³’³’³’„Ÿ¡ž†’„Ÿ¡ž†’„Ÿ¡ž†’„Ÿ¡ž†’„Ÿ¡žÿ†’„Ÿ¡žÿ†’„Ÿ¡žÿ†’„Ÿ¡žÿ†’„Ÿ¡žÿ†’„Ÿ¡žÿ†’¾’„À˜ ˜JEÎñ˜JI‹WtÈ›\`"d†’Á’Á’Á††’Ã’„ŸÅ–†’Æ’e’Ç’„›–D’e’„—˜Tb1: (cpu cycles)†’„—˜(P1) 1-CPU Cycles: Aa†’„—˜(P1) 2-Instr Completed: Aa†’„—˜(P1) 0-Nothing: Aa†’„—˜(P1) 0-Nothing: Aa†’„—˜(P1) 0-Nothing: Aa†’„—˜(P1) 0-Nothing: Aa†’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’„—˜ 1-MaxBus Cycles †’„—˜ 1-MaxBus Cycles †’„—˜ 1-MaxBus Cycles †’„—˜ 1-MaxBus Cycles †’Ð’Ð’Ð’Ð’Õ’Ö’Ö’Ö’Ö’Ö’Ö’Ö’Ö’Ö’Ö’Ö’„—˜ 0-Nothing: Aa†’„—˜ 0-Nothing: Aa†’„—˜ 0-Nothing: Aa†’„—˜ 0-Nothing: Aa†’Ð’Ð’Ð’Ð’Ð’Ð’e†’Û’„ŸÅ–†’Ý’„“–¹’ß’à’á’â’ã’ä’å’æ’ç’è’é’ê’ë’ì’í’î’ï’ð’ñ’ò’ó’ô’õ’ö’÷’ø’ù’ú’û’ü’ý’þ’ÿ’’’’’’’’’’ ’ ’ ’ ’ ’’’’’’’’’’’’’’’’’’ ’!’"’#’$’%’&’'’(’)’*’+’,’-’.’/’0’1’2’3’4’5’6’7’8’9’:’;’<’=’>’?’@’A’B’C’D’E’F’G’H’’I’J’K’L’M’N’O’P’Q’R’S’T’U’V’W’X’Y’Z’[’\’]’^’_’`’a’b’c’d’e’f’g’h’i’j’k’l’m’n’o’p’q’r’s’t’u’v’w’x’y’z’{’|’}’~’’€’’‚’ƒ’’„’…’†’‡’ˆ’‰’Š’‹’Œ’’Ž’’’‘’’’“’”’•’–’—’˜’™’š’›’œ’’ž’Ÿ’ ’¡’¢’£’¤’¥’¦’§’¨’’©’r’ª’«’¬’­’®’’¯’°’ï’ð’ñ’ò’ó’ô’õ’ö’÷’ø’ù’ú’û’ü’ý’þ’ÿ’’’’’’’’’’ ’ ’ ’ ’ ’’’’’’’’’’’’’’’’’’’’ ’!’"’#’$’%’&’'’(’)’*’+’,’-’.’/’0’1’2’3’4’5’6’7’8’9’:’;’<’=’>’?’@’A’B’C’D’E’F’G’H’I’J’K’L’M’N’’O’P’Q’R’S’Á’T’U’V’W’X’Y’Z’[’\’]’^’_’`’a’b’c’d’e’f’g’h’i’j’k’l’m’n’o’p’q’r’r’s’t’u’v’w’x’y’z’{’|’}’é’~’ì’’€’’‚’ƒ’„’„—˜HRun: 02: Fibbonaci Series, Single Sample Mode, Elapsed time: 0.006 sec†’†’„ŸÅ–†’ˆ’„—˜0.006††’„—˜Run - 01: Fibbonaci Series†’„“– ’™’„›–’„›–H’„Ÿ¡žÿ†’„Ÿ¡žƒA`®Éâ0{†’„Ÿ¡ž‚€_膒„Ÿ¡ž‚±ƒ†’„Ÿ¡ž†’„Ÿ¡ž†’„Ÿ¡ž†’„Ÿ¡ž†’„Ÿ¡ž†’„Ÿ¡ž†’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’«’„Ÿ¡ž‚ G†’„Ÿ¡ž‚ 7†’„Ÿ¡ž‚ (†’„Ÿ¡ž‚ †’„Ÿ¡ž†’„Ÿ¡ž†’«’«’„Ÿ¡žƒ@Ë‚î8uû†’³’³’³’³’³’³’³’³’³’³’³’„Ÿ¡ž†’„Ÿ¡ž†’„Ÿ¡ž†’„Ÿ¡ž†’„Ÿ¡žÿ†’„Ÿ¡žÿ†’„Ÿ¡žÿ†’„Ÿ¡žÿ†’„Ÿ¡žÿ†’„Ÿ¡žÿ†’¾’„À˜ ˜=ߎ²˜=ãÕøtÈ›\`"d†’Á’Á’Á††’Ã’„ŸÅ–†’Æ’›’Ç’„›–D’›’„—˜Tb1: (cpu cycles)†’„—˜(P1) 1-CPU Cycles: Aa†’„—˜(P1) 2-Instr Completed: Aa†’„—˜(P1) 0-Nothing: Aa†’„—˜(P1) 0-Nothing: Aa†’„—˜(P1) 0-Nothing: Aa†’„—˜(P1) 0-Nothing: Aa†’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’Ð’„—˜ 1-MaxBus Cycles †’„—˜ 1-MaxBus Cycles †’„—˜ 1-MaxBus Cycles †’„—˜ 1-MaxBus Cycles †’Ð’Ð’Ð’Ð’Õ’Ö’Ö’Ö’Ö’Ö’Ö’Ö’Ö’Ö’Ö’Ö’„—˜ 0-Nothing: Aa†’„—˜ 0-Nothing: Aa†’„—˜ 0-Nothing: Aa†’„—˜ 0-Nothing: Aa†’Ð’Ð’Ð’Ð’Ð’Ð’›†’Û’„ŸÅ–†’Ý’„“–¹’ß’à’á’â’ã’ä’å’æ’ç’è’é’ê’ë’ì’í’î’ï’ð’ñ’ò’ó’ô’õ’ö’÷’ø’ù’ú’û’ü’ý’þ’ÿ’’’’’’’’’’ ’ ’ ’ ’ ’’’’’’’’’’’’’’’’’’ ’!’"’#’$’%’&’'’(’)’*’+’,’-’.’/’0’1’2’3’4’5’6’7’8’9’:’;’<’=’>’?’@’A’B’C’D’E’F’G’H’’I’J’K’L’M’N’O’P’Q’R’S’T’U’V’W’X’Y’Z’[’\’]’^’_’`’a’b’c’d’e’f’g’h’i’j’k’l’m’n’o’p’q’r’s’t’u’v’w’x’y’z’{’|’}’~’’€’’‚’ƒ’’„’…’†’‡’ˆ’‰’Š’‹’Œ’’Ž’’’‘’’’“’”’•’–’—’˜’™’š’›’œ’’ž’Ÿ’ ’¡’¢’£’¤’¥’¦’§’¨’’©’r’ª’«’¬’­’®’’¯’°’ï’ð’ñ’ò’ó’ô’õ’ö’÷’ø’ù’ú’û’ü’ý’þ’ÿ’’’’’’’’’’ ’ ’ ’ ’ ’’’’’’’’’’’’’’’’’’’’ ’!’"’#’$’%’&’'’(’)’*’+’,’-’.’/’0’1’2’3’4’5’6’7’8’9’:’;’<’=’>’?’@’A’B’C’D’E’F’G’H’I’J’K’L’M’N’’O’P’Q’R’S’Á’T’U’V’W’X’Y’Z’[’\’]’^’_’`’a’b’c’d’e’f’g’h’i’j’k’l’m’n’o’p’q’r’r’s’t’u’v’w’x’y’z’{’|’}’é’~’ì’’€’’‚’ƒ’„’„—˜HRun: 01: Fibbonaci Series, Single Sample Mode, Elapsed time: 0.007 sec†’†’„ŸÅ–†’ˆ’„—˜0.007††’„—˜ session_uid†’„—˜ Mses356gzmj5††