From 56740281e2eb58311caf19ec1d6fc063c0e0179f Mon Sep 17 00:00:00 2001 From: Indigo5684 <159226326+Indigo5684@users.noreply.github.com> Date: Tue, 30 Sep 2025 13:19:42 -0500 Subject: [PATCH] Modern Lab Muon 1 --- .../modern-phys-lab/20250212_EC_decays.txt | 2516 ++++++++--------- statics/physics/modern-phys-lab/decay.ipynb | 210 +- statics/physics/muon lifetime.xlsx | Bin 0 -> 52609 bytes 3 files changed, 1386 insertions(+), 1340 deletions(-) create mode 100644 statics/physics/muon lifetime.xlsx diff --git a/statics/physics/modern-phys-lab/20250212_EC_decays.txt b/statics/physics/modern-phys-lab/20250212_EC_decays.txt index 1d23bc0..6dbe6d6 100644 --- a/statics/physics/modern-phys-lab/20250212_EC_decays.txt +++ b/statics/physics/modern-phys-lab/20250212_EC_decays.txt @@ -1,1258 +1,1258 @@ -Decay Times in Microseconds -3.64000015907 -0.600000021223 -0.600000021223 -8.83999996404 -0.51999995776 -1.39999997373 -3.59999967259 -1.44000023283 -1.44000023283 -3.35999993695 -1.96000019059 -2.67999985226 -0.959999852057 -1.32000013764 -0.440000349045 -14.1999998959 -1.32000059239 -3.48000048689 -1.20000004245 -0.879999788594 -13.079999917 -0.799999725132 -0.400000317313 -2.27999953495 -1.63999993674 -1.5200002963 -9.55999985308 -5.88000057178 -0.879999788594 -7.43999953556 -6.52000016998 -1.5200002963 -1.91999970411 -1.7200000002 -19.7199988179 -17.200000002 -3.47999957739 -2.79999949271 -2.07999983104 -3.04000059259 -0.320000253851 -0.84000021161 -0.84000021161 -3.92000038119 -2.23999995796 -0.559999534744 -3.44000000041 -4.24000063504 -1.23999961943 -4.56000088889 -0.799998815637 -5.56000122742 -0.400001226808 -5.12000042363 -1.35999835038 -1.35999835038 -1.35999835038 -0.879999788594 -6.47999877401 -4.35999936599 -3.44000000041 -5.72000135435 -5.72000135435 -0.879999788594 -1.7200000002 -1.83999873116 -6.88000000082 -0.8400020306 -0.8400020306 -10.0800025393 -1.27999737742 -1.79999915417 -2.55999839283 -0.560001353733 -1.19999822346 -1.51999847731 -2.55999839283 -2.91999822366 -1.75999957719 -0.800002453616 -0.759999238653 -4.80000016978 -0.359999830835 -0.359999830835 -0.759999238653 -0.559997715754 -13.7999995786 -13.7999995786 -1.20000186143 -0.760002876632 -2.00000067707 -1.19999822346 -12.7600033011 -4.87999932375 -2.11999940802 -2.63999754679 -0.520001776749 -2.47999923886 -2.52000245382 -1.4800025383 -5.91999560129 -1.87999830814 -5.31999830855 -0.760002876632 -0.760002876632 -3.44000000041 -1.15999864647 -1.84000236914 -4.28000203101 -2.7600035537 -2.15999898501 -2.15999898501 -3.08000016958 -1.83999509318 -0.8400020306 -2.00000067707 -2.20000219997 -11.3600035547 -10.2799967863 -2.75999627775 -2.28000135394 -3.72000067728 -2.59999796981 -2.5600020308 -1.84000236914 -1.84000236914 -0.599997292738 -3.95999813918 -1.31999695441 -6.36000186205 -0.679996446706 -3.68000473827 -0.520005414728 -9.83999780146 -3.23999847751 -3.23999847751 -14.9999978021 -18.5600001714 -4.11999644712 -11.8000025395 -2.15999898501 -4.59999864688 -2.11999577004 -0.759995600674 -1.0799994925 -1.0799994925 -1.11999543151 -0.680003722664 -12.8399988171 -12.8399988171 -2.5200060918 -3.91999492422 -1.39999610838 -1.2800010154 -2.72000033874 -3.11999610858 -0.599997292738 -0.599997292738 -3.99999407819 -1.51999847731 -2.36000050791 -18.9600032172 -2.75999627775 -1.4800025383 -1.12000270747 -4.36000118498 -1.23999780044 -2.24000541493 -1.75999593921 -0.44000626076 -3.64000152331 -4.92000253871 -3.79999983124 -2.43999238592 -2.9600050766 -0.320011167787 -3.44000000041 -0.479994923808 -3.48000321537 -1.00000761449 -0.879997969605 -1.32000423037 -5.75999729335 -4.31999797001 -0.799991539679 -1.59999763127 -3.23999847751 -3.04001150653 -2.7600035537 -1.91999424715 -1.23999780044 -0.839994754642 -0.879997969605 -1.79999915417 -1.79999915417 -4.11999644712 -5.35999424756 -0.680010998622 -0.51999813877 -0.840009306557 -2.1599998945 -9.64000014392 -5.36000015927 -0.479999926029 -0.399999862566 -0.559999989491 -1.43999932334 -3.16000023304 -4.64000004285 -0.600000021223 -1.23999961943 -1.76000048668 -4.00000044465 -0.799999725132 -1.20000004245 -6.36000004306 -4.91999890073 -2.31999911193 -0.680000084685 -3.36000084644 -1.0799994925 -1.04000173451 -0.84000021161 -4.44000033895 -1.08000131149 -3.95999995817 -5.16000000061 -0.879999788594 -0.84000021161 -10.1200002973 -1.00000033854 -2.04000025406 -3.60000012734 -3.72000067728 -3.00000101561 -1.84000055015 -1.68000042322 -1.68000042322 -6.88000000082 -4.20000105805 -15.7600006787 -0.440000803792 -4.60000228486 -0.719999661669 -2.43999966187 -0.839998392621 -1.44000296132 -13.4399997478 -2.92000186164 -7.64000287745 -0.520001776749 -1.36000016937 -1.00000033854 -7.84000076237 -4.5599990699 -1.47999890032 -5.04000126966 -2.28000135394 -4.44000033895 -7.5600000855 -7.5600000855 -15.2800021169 -2.23999813898 -1.88000194612 -3.67999746231 -4.5599990699 -0.920001184568 -0.680000084685 -1.64000084624 -1.68000042322 -0.51999813877 -2.24000177695 -5.72000135435 -1.7200000002 -1.40000338433 -2.68000439974 -16.6000027093 -0.400003045797 -3.08000016958 -0.839994754642 -2.5600020308 -1.23999780044 -0.51999813877 -0.319996615872 -9.9999961094 -6.52000016998 -2.87999864668 -1.4800025383 -10.3999991552 -1.16000592243 -4.03999729315 -3.59999830835 -0.599997292738 -13.3200010168 -0.319996615872 -2.92000186164 -6.20000355411 -0.44000626076 -0.8400020306 -2.48000287684 -0.439998984803 -6.23999949312 -4.91999526275 -3.64000152331 -9.96000017039 -9.96000017039 -1.91999424715 -1.43999932334 -1.2800010154 -2.68000439974 -1.56000169227 -1.56000169227 -4.80000016978 -4.80000016978 -1.2800010154 -1.39999610838 -2.72000033874 -0.960004399531 -2.59999796981 -1.51999847731 -1.51999847731 -16.8400001712 -0.760002876632 -1.63999357028 -1.63999357028 -13.000004401 -1.0400035535 -1.84000236914 -4.20000287704 -3.04000423057 -1.56000169227 -2.3200045689 -10.6400038931 -0.320003891829 -1.12000270747 -3.72000067728 -1.43999932334 -5.67999813939 -1.56000169227 -11.4400027087 -1.03999627754 -2.04000389203 -1.20000186143 -6.20000355411 -0.960004399531 -4.56000270788 -3.79999983124 -0.679996446706 -4.95999120176 -3.00000829156 -0.960004399531 -0.599990016781 -0.760002876632 -1.19999458548 -1.84000236914 -3.64000152331 -0.400003045797 -0.44000626076 -0.760002876632 -3.03999695461 -2.51999881584 -1.55999441631 -0.479994923808 -5.59999898542 -1.23999780044 -0.560001353733 -5.75999729335 -0.44000626076 -14.7600076161 -1.36000744533 -4.15999966208 -6.47999695502 -9.12000541575 -1.27999999222 -0.440000121671 -0.760000148148 -16.6800000443 -4.4399998842 -16.1999998909 -0.399999862566 -1.56000032803 -4.4399998842 -9.35999969442 -17.1599999703 -0.799999725132 -4.68000007459 -12.5599999592 -2.48000014835 -0.51999995776 -5.16000000061 -2.07999983104 -3.44000000041 -4.15999966208 -2.07999983104 -19.0800001292 -19.0800001292 -4.40000076196 -0.879999788594 -4.15999966208 -15.5600009748 -1.9599992811 -15.9600003826 -1.23999961943 -12.0799995784 -12.0799995784 -0.359999830835 -0.359999830835 -0.399999407819 -1.87999830814 -4.08000050811 -3.99999771616 -0.960000761552 -11.7199997476 -0.439998984803 -0.799998815637 -4.47999991593 -0.560001353733 -1.36000016937 -2.11999940802 -7.43999771657 -7.43999771657 -1.7200000002 -0.839998392621 -1.36000016937 -9.40000245464 -5.59999898542 -3.76000025426 -0.359999830835 -3.00000101561 -1.0799994925 -0.600000930717 -5.91999923927 -10.759998986 -2.16000262299 -0.799998815637 -1.23999780044 -0.600000930717 -3.51999915438 -0.480002199765 -2.95999780064 -3.03999695461 -1.51999847731 -1.59999763127 -0.839994754642 -1.2800010154 -1.2800010154 -1.0799994925 -1.36000016937 -1.36000016937 -0.479994923808 -0.839994754642 -3.15999932354 -1.79999915417 -4.11999644712 -1.03999627754 -0.599997292738 -19.519997295 -5.28000236955 -18.0799979717 -3.56000236934 -0.640000507701 -1.4800025383 -2.40000372287 -5.31999830855 -4.84000338474 -5.47999661649 -11.1600020318 -0.719999661669 -7.72000203142 -1.15999864647 -1.67999678524 -0.879997969605 -2.07999983104 -6.03999797022 -3.00000101561 -3.44000000041 -2.24000541493 -0.960004399531 -1.59999763127 -0.320003891829 -1.7200000002 -1.27999373944 -13.6400049087 -13.6400049087 -6.40000507701 -6.40000507701 -4.76000423077 -17.0000057551 -6.36000186205 -0.879997969605 -1.03999627754 -4.84000338474 -4.84000338474 -1.32000423037 -1.47999526234 -1.47999526234 -2.5600020308 -0.799998815637 -14.4399964483 -0.640000507701 -0.359999830835 -0.640000507701 -0.719999661669 -4.28000203101 -1.12000270747 -2.5600020308 -6.91999593982 -0.920001184568 -2.080007107 -0.920001184568 -3.12000338454 -1.20000913739 -5.03999763168 -0.920001184568 -1.12000270747 -2.23999086302 -2.23999086302 -4.92000253871 -0.919986632653 -1.23999780044 -1.52000575326 -1.52000575326 -14.0399934025 -6.52000016998 -3.55999509338 -8.99999577086 -0.520012690686 -1.55999441631 -1.32000423037 -1.2800010154 -3.31999035552 -3.23999847751 -4.55998815596 -6.03999069426 -2.83999543171 -6.96000643075 -5.03999763168 -4.99999441672 -19.8800116777 -2.15999898501 -1.2800010154 -0.759988324717 -0.719999661669 -0.319996615872 -1.35999289341 -4.03999001719 -7.08000152372 -0.479994923808 -4.08000778407 -2.84000998363 -2.2800086299 -0.679996446706 -1.87999103218 -1.43999932334 -1.39999610838 -0.560001353733 -3.80000005862 -1.07999994725 -3.04000013784 -1.36000016937 -2.00000022232 -0.400000317313 -1.28000010591 -7.48000002204 -10.7599998955 -12.2000001284 -1.47999980982 -1.03999991552 -1.76000048668 -1.76000048668 -1.35999925988 -10.4399996417 -0.51999995776 -10.0400002339 -2.67999985226 -1.63999993674 -4.7600005928 -5.6399985624 -4.60000046587 -0.480000380776 -4.44000033895 -7.91999991634 -0.640000507701 -1.2800010154 -0.440000803792 -4.28000021202 -1.23999961943 -0.640000507701 -0.480000380776 -1.16000046546 -1.16000046546 -2.84000088868 -4.7600005928 -0.920001184568 -8.71999873198 -5.8400000853 -0.400003045797 -1.64000084624 -5.72000135435 -0.320000253851 -2.52000245382 -1.32000059239 -1.59999763127 -0.320000253851 -1.36000016937 -4.40000076196 -4.71999737783 -1.31999695441 -2.99999737763 -1.23999780044 -4.19999923906 -6.88000000082 -1.0799994925 -0.479998561786 -6.08000118518 -5.00000169268 -6.52000016998 -4.12000008509 -2.68000076176 -1.47999890032 -2.87999864668 -2.5600020308 -1.9200015231 -0.640000507701 -0.640000507701 -1.76000321517 -13.8000032166 -18.3199954336 -0.799998815637 -1.23999780044 -7.75999797042 -7.75999797042 -3.67999746231 -2.79999949271 -4.12000372307 -1.31999695441 -1.76000321517 -7.12000473868 -0.479994923808 -15.9600022016 -15.9600022016 -1.11999543151 -0.880005245563 -1.87999830814 -0.719999661669 -1.87999830814 -0.8400020306 -1.79999915417 -0.879997969605 -4.31999797001 -0.680003722664 -0.51999813877 -0.51999813877 -2.84000270767 -15.7999966177 -15.7999966177 -0.439998984803 -9.36000287766 -9.31999966269 -6.23999949312 -6.23999949312 -1.59999763127 -2.39999644691 -0.920001184568 -0.680003722664 -2.31999729294 -7.44000135455 -0.879997969605 -15.9600022016 -13.3599969558 -0.879997969605 -2.31999729294 -0.599997292738 -1.60000490723 -0.359999830835 -0.359999830835 -0.959997123573 -10.6399966171 -0.839994754642 -1.43999932334 -4.28000203101 -2.120003046 -0.8400020306 -2.51999881584 -4.72000101581 -1.32000423037 -2.72000033874 -1.43999932334 -0.679996446706 -0.359999830835 -1.32000423037 -3.72000795323 -1.71999272425 -1.11998815555 -0.479994923808 -1.60001218319 -4.87999932375 -0.799991539679 -2.15999898501 -2.87999864668 -3.28000169247 -10.83999814 -1.71999272425 -3.64000152331 -2.83999543171 -2.79999221675 -7.19999661669 -0.640007783659 -2.39998917095 -1.32000423037 -0.51999813877 -1.75999593921 -2.27999407798 -9.5599971246 -2.68001167569 -1.95999746211 -0.800006091595 -11.9200121844 -1.4800025383 -1.32000423037 -14.2799981404 -4.6400091378 -2.12001032196 -0.51999813877 -3.44000000041 -17.120008124 -3.39999678545 -0.799991539679 -3.84000304621 -1.12000270747 -1.12000270747 -0.639993231744 -10.5200015241 -1.7200000002 -1.47999998035 -1.4799999235 -0.920000047699 -2.23999995796 -1.48000003719 -0.799999952505 -0.720000116416 -1.51999984155 -3.87999989471 -4.19999969381 -0.399999862566 -2.32000002143 -0.720000116416 -0.680000084685 -0.680000084685 -4.72000010632 -0.399999862566 -0.359999830835 -0.679999629938 -7.67999972595 -8.11999962025 -0.439999894297 -1.28000010591 -2.8000004022 -1.92000061361 -2.99999919662 -1.36000016937 -5.56000122742 -0.360001649824 -2.5999997888 -1.08000131149 -1.48000071931 -0.680000084685 -0.599999111728 -1.36000016937 -1.75999957719 -1.75999957719 -4.00000135414 -1.67999678524 -1.0799994925 -1.0799994925 -0.8400020306 -0.8400020306 -1.15999864647 -1.87999830814 -5.95999881625 -4.32000160799 -0.960000761552 -0.439998984803 -2.04000025406 -1.68000042322 -1.20000186143 -1.39999974635 -2.60000160779 -2.60000160779 -1.79999915417 -1.83999873116 -3.04000059259 -19.8800007638 -1.15999864647 -2.51999881584 -0.599997292738 -2.83999906969 -5.68000177736 -5.68000177736 -0.359999830835 -0.559997715754 -1.00000033854 -1.56000169227 -1.0799994925 -1.60000126925 -0.960000761552 -0.839998392621 -7.20000389265 -1.59999763127 -1.59999763127 -0.8400020306 -13.8800023706 -1.16000592243 -0.439998984803 -0.760002876632 -16.1600037245 -0.400003045797 -4.84000338474 -4.92000253871 -1.79999915417 -0.640000507701 -0.640000507701 -2.15999898501 -2.120003046 -2.03999661608 -20.3199961106 -1.64000084624 -1.64000084624 -4.87999932375 -2.83999543171 -0.480002199765 -0.759995600674 -5.64000220038 -1.96000473807 -0.480002199765 -4.92000253871 -9.04000626178 -0.51999813877 -1.00000033854 -0.479994923808 -1.8800055841 -0.51999813877 -1.40000338433 -1.7200000002 -0.320003891829 -0.680003722664 -1.87999830814 -1.4800025383 -1.4800025383 -1.2800010154 -2.39999644691 -0.359999830835 -1.20000186143 -1.12000270747 -4.51999949291 -14.1599957715 -3.87999898521 -2.00000067707 -6.52000016998 -4.40000439994 -2.39999644691 -0.719999661669 -0.680003722664 -1.7200000002 -1.7200000002 -2.72000033874 -1.15999864647 -8.47999763209 -3.51999915438 -2.15999898501 -1.40000338433 -1.0400035535 -6.88000000082 -1.03999627754 -1.79999915417 -4.36000118498 -2.68001167569 -1.43999932334 -18.8800040632 -10.9999964479 -0.359999830835 -6.23999221716 -2.83999543171 -3.44000000041 -3.44000000041 -2.95999052469 -2.60000524577 -4.23999154009 -0.600004568696 -3.19999526255 -3.19999526255 -17.3600128619 -19.1600120161 -3.72000795323 -3.68000473827 -1.76001049113 -1.0799994925 -7.31999170966 -0.879997969605 -1.79999915417 -0.960004399531 -0.999993062578 -2.03998934012 -5.95999881625 -0.51999813877 -11.2400011858 -8.96000710782 -1.87999103218 -1.87999103218 -1.95999746211 -0.600004568696 -0.520000014603 -16.4799998856 -16.4799998856 -0.520000412507 -3.15999977829 -0.640000052954 -3.35999993695 -1.68000042322 -8.12000052974 -8.12000052974 -5.87999966228 -2.3999991754 -7.08000061422 -1.80000097316 -2.40000008489 -0.360001649824 -2.88000046567 -1.2800010154 -11.1600002128 -1.00000033854 -2.8000013117 -0.919999365578 -0.960000761552 -1.96000110009 -3.8800008042 -2.00000067707 -0.51999995776 -1.76000139618 -5.39999928151 -6.44000101602 -0.8400020306 -4.44000033895 -3.28000169247 -3.28000169247 -0.51999813877 -0.51999813877 -13.5200025397 -0.359999830835 -1.55999805429 -1.32000059239 -1.32000059239 -7.59999966249 -2.40000008489 -3.47999957739 -4.00000135414 -4.00000135414 -2.52000245382 -0.399999407819 -2.16000262299 -2.75999991572 -3.08000016958 -3.00000101561 -3.11999974656 -1.56000169227 -0.719999661669 -1.91999788512 -1.23999780044 -13.5999980557 -2.72000033874 -0.51999813877 -0.800002453616 -0.920001184568 -0.600000930717 -0.399999407819 -5.59999898542 -0.640000507701 -1.9200015231 -2.95999780064 -0.719999661669 -2.20000219997 -0.439998984803 -1.7200000002 -3.64000152331 -0.799998815637 -0.799998815637 -2.36000050791 -3.59999830835 -1.84000236914 -0.560001353733 -0.560001353733 -11.9199976325 -0.400003045797 -1.0400035535 -3.79999983124 -1.7200000002 -1.7200000002 -7.12000473868 -2.20000219997 -18.9200000023 -18.9200000023 -1.0400035535 -3.87999898521 -1.4800025383 -2.11999577004 -0.920001184568 -0.839994754642 -0.320003891829 -3.72000067728 -6.80000084685 -4.31999797001 -0.400003045797 -2.87999864668 -2.07999983104 -3.08000016958 -2.48000287684 -0.520005414728 -3.27999441652 -14.0400006785 -5.87999966228 -0.8400020306 -3.28000169247 -8.47999763209 -8.47999763209 -0.520005414728 -0.400003045797 -3.20000253851 -1.32000423037 -1.39999610838 -0.8400020306 -1.47999526234 -0.44000626076 -0.359999830835 -0.920001184568 -12.6400045701 -3.27999441652 -1.00000033854 -5.44000067748 -3.92000220018 -2.95999780064 -0.439998984803 -0.400003045797 -4.12000372307 -0.359999830835 -2.39999644691 -4.23999881605 -0.640000507701 -5.28000236955 -0.879997969605 -18.6399993254 -1.15999864647 -6.72000169288 -20.0400027097 -3.31999763148 -3.44000000041 -2.28000135394 -0.640000507701 -3.04000423057 -0.759995600674 -6.56000338495 -0.359999830835 -0.359999830835 -0.319996615872 -5.16000000061 -5.84000372328 -3.75999661628 -0.960004399531 -1.76000321517 -0.51999813877 -0.600004568696 -5.59999898542 -0.719999661669 -2.72000033874 -1.84000236914 -2.47999560088 -1.39999610838 -1.43999932334 -6.47999695502 -1.0799994925 -10.9600077849 -1.20000913739 -10.3200000012 -4.76000423077 -9.31999238674 -3.59999830835 -1.12000270747 -0.879997969605 -2.64000846073 -2.9600050766 -1.16000592243 -2.48001015279 -0.800006091595 -0.44000626076 -0.44000626076 -1.87999103218 -7.80000118539 -1.51999120135 -1.51999120135 -1.23999780044 -1.71999272425 -2.83999543171 -5.40001201443 -3.40001133736 -0.51999813877 -4.11999644712 -8.76000558492 -0.480009475723 -0.51999813877 -1.00000761449 -0.400003045797 -0.999999997475 -4.36000004811 -1.24000007418 -0.559999989491 -0.559999989491 -0.399999862566 -0.399999862566 -1.63999993674 -2.64000027528 -6.75999990563 -1.15999955597 -0.560000444239 -0.639999598206 -0.959999852057 -0.920000275073 -3.16000023304 -0.600000021223 -0.600000021223 -4.12000008509 -1.99999885808 -2.75999991572 -2.00000067707 -2.00000067707 -4.08000050811 -18.7200002983 -18.7200002983 -2.20000038098 -2.68000076176 -0.84000021161 -4.19999923906 -1.75999957719 -6.39999962004 -1.00000033854 -14.1599994095 -2.44000148086 -4.67999780085 -1.75999957719 -2.07999983104 -7.36000220058 -7.36000220058 -1.19999822346 -1.2800010154 -0.359999830835 -1.43999932334 -0.879997969605 -0.879997969605 -10.83999814 -0.760002876632 -0.760002876632 -4.44000033895 -0.639996869722 -3.59999830835 -1.24000143842 -14.2399985634 -1.27999737742 -2.32000093092 -0.960000761552 -0.880001607584 -11.2399975478 -4.12000008509 -2.47999923886 -0.919997546589 -5.99999839324 -2.40000008489 -4.60000228486 -2.15999898501 -10.1600016933 -1.32000423037 -7.27999577066 -4.80000016978 -4.76000423077 -0.959997123573 -3.95999813918 -2.07999983104 -0.560001353733 -1.7200000002 -4.23999881605 -3.08000016958 -1.76000321517 -2.15999898501 -1.36000016937 -1.56000169227 -2.64000118477 -9.52000118559 -0.799998815637 -0.560001353733 -2.5600020308 -2.5600020308 -1.7200000002 -0.799998815637 -0.799998815637 -4.04000456911 -2.7600035537 -4.08000050811 -4.04000456911 -1.19999458548 -18.9999991562 -3.4000040614 -0.959997123573 -1.83999509318 -0.959997123573 -1.9200015231 -7.35999492463 -0.599997292738 -3.00000101561 -2.15999898501 -0.400003045797 -4.80000016978 -4.80000016978 -3.87999898521 -0.680003722664 -10.83999814 -5.27999509359 -3.27999441652 -3.27999441652 -2.23999813898 -1.51999847731 -0.359999830835 -13.1599954329 -0.759995600674 -1.0799994925 -1.0400035535 -4.87999932375 -0.320003891829 -0.560001353733 -1.20000186143 -1.23999780044 -1.00000033854 -0.39999576984 -0.640000507701 -0.640000507701 -1.00000033854 -0.520005414728 -2.31999729294 -0.719999661669 -2.59999796981 -1.12000270747 -0.400003045797 -1.32000423037 -0.400003045797 -0.920001184568 -17.5199966179 -1.0799994925 -1.4800025383 -1.84000236914 -2.40000372287 -2.11999577004 +Decay Times in Microseconds +3.64000015907 +0.600000021223 +0.600000021223 +8.83999996404 +0.51999995776 +1.39999997373 +3.59999967259 +1.44000023283 +1.44000023283 +3.35999993695 +1.96000019059 +2.67999985226 +0.959999852057 +1.32000013764 +0.440000349045 +14.1999998959 +1.32000059239 +3.48000048689 +1.20000004245 +0.879999788594 +13.079999917 +0.799999725132 +0.400000317313 +2.27999953495 +1.63999993674 +1.5200002963 +9.55999985308 +5.88000057178 +0.879999788594 +7.43999953556 +6.52000016998 +1.5200002963 +1.91999970411 +1.7200000002 +19.7199988179 +17.200000002 +3.47999957739 +2.79999949271 +2.07999983104 +3.04000059259 +0.320000253851 +0.84000021161 +0.84000021161 +3.92000038119 +2.23999995796 +0.559999534744 +3.44000000041 +4.24000063504 +1.23999961943 +4.56000088889 +0.799998815637 +5.56000122742 +0.400001226808 +5.12000042363 +1.35999835038 +1.35999835038 +1.35999835038 +0.879999788594 +6.47999877401 +4.35999936599 +3.44000000041 +5.72000135435 +5.72000135435 +0.879999788594 +1.7200000002 +1.83999873116 +6.88000000082 +0.8400020306 +0.8400020306 +10.0800025393 +1.27999737742 +1.79999915417 +2.55999839283 +0.560001353733 +1.19999822346 +1.51999847731 +2.55999839283 +2.91999822366 +1.75999957719 +0.800002453616 +0.759999238653 +4.80000016978 +0.359999830835 +0.359999830835 +0.759999238653 +0.559997715754 +13.7999995786 +13.7999995786 +1.20000186143 +0.760002876632 +2.00000067707 +1.19999822346 +12.7600033011 +4.87999932375 +2.11999940802 +2.63999754679 +0.520001776749 +2.47999923886 +2.52000245382 +1.4800025383 +5.91999560129 +1.87999830814 +5.31999830855 +0.760002876632 +0.760002876632 +3.44000000041 +1.15999864647 +1.84000236914 +4.28000203101 +2.7600035537 +2.15999898501 +2.15999898501 +3.08000016958 +1.83999509318 +0.8400020306 +2.00000067707 +2.20000219997 +11.3600035547 +10.2799967863 +2.75999627775 +2.28000135394 +3.72000067728 +2.59999796981 +2.5600020308 +1.84000236914 +1.84000236914 +0.599997292738 +3.95999813918 +1.31999695441 +6.36000186205 +0.679996446706 +3.68000473827 +0.520005414728 +9.83999780146 +3.23999847751 +3.23999847751 +14.9999978021 +18.5600001714 +4.11999644712 +11.8000025395 +2.15999898501 +4.59999864688 +2.11999577004 +0.759995600674 +1.0799994925 +1.0799994925 +1.11999543151 +0.680003722664 +12.8399988171 +12.8399988171 +2.5200060918 +3.91999492422 +1.39999610838 +1.2800010154 +2.72000033874 +3.11999610858 +0.599997292738 +0.599997292738 +3.99999407819 +1.51999847731 +2.36000050791 +18.9600032172 +2.75999627775 +1.4800025383 +1.12000270747 +4.36000118498 +1.23999780044 +2.24000541493 +1.75999593921 +0.44000626076 +3.64000152331 +4.92000253871 +3.79999983124 +2.43999238592 +2.9600050766 +0.320011167787 +3.44000000041 +0.479994923808 +3.48000321537 +1.00000761449 +0.879997969605 +1.32000423037 +5.75999729335 +4.31999797001 +0.799991539679 +1.59999763127 +3.23999847751 +3.04001150653 +2.7600035537 +1.91999424715 +1.23999780044 +0.839994754642 +0.879997969605 +1.79999915417 +1.79999915417 +4.11999644712 +5.35999424756 +0.680010998622 +0.51999813877 +0.840009306557 +2.1599998945 +9.64000014392 +5.36000015927 +0.479999926029 +0.399999862566 +0.559999989491 +1.43999932334 +3.16000023304 +4.64000004285 +0.600000021223 +1.23999961943 +1.76000048668 +4.00000044465 +0.799999725132 +1.20000004245 +6.36000004306 +4.91999890073 +2.31999911193 +0.680000084685 +3.36000084644 +1.0799994925 +1.04000173451 +0.84000021161 +4.44000033895 +1.08000131149 +3.95999995817 +5.16000000061 +0.879999788594 +0.84000021161 +10.1200002973 +1.00000033854 +2.04000025406 +3.60000012734 +3.72000067728 +3.00000101561 +1.84000055015 +1.68000042322 +1.68000042322 +6.88000000082 +4.20000105805 +15.7600006787 +0.440000803792 +4.60000228486 +0.719999661669 +2.43999966187 +0.839998392621 +1.44000296132 +13.4399997478 +2.92000186164 +7.64000287745 +0.520001776749 +1.36000016937 +1.00000033854 +7.84000076237 +4.5599990699 +1.47999890032 +5.04000126966 +2.28000135394 +4.44000033895 +7.5600000855 +7.5600000855 +15.2800021169 +2.23999813898 +1.88000194612 +3.67999746231 +4.5599990699 +0.920001184568 +0.680000084685 +1.64000084624 +1.68000042322 +0.51999813877 +2.24000177695 +5.72000135435 +1.7200000002 +1.40000338433 +2.68000439974 +16.6000027093 +0.400003045797 +3.08000016958 +0.839994754642 +2.5600020308 +1.23999780044 +0.51999813877 +0.319996615872 +9.9999961094 +6.52000016998 +2.87999864668 +1.4800025383 +10.3999991552 +1.16000592243 +4.03999729315 +3.59999830835 +0.599997292738 +13.3200010168 +0.319996615872 +2.92000186164 +6.20000355411 +0.44000626076 +0.8400020306 +2.48000287684 +0.439998984803 +6.23999949312 +4.91999526275 +3.64000152331 +9.96000017039 +9.96000017039 +1.91999424715 +1.43999932334 +1.2800010154 +2.68000439974 +1.56000169227 +1.56000169227 +4.80000016978 +4.80000016978 +1.2800010154 +1.39999610838 +2.72000033874 +0.960004399531 +2.59999796981 +1.51999847731 +1.51999847731 +16.8400001712 +0.760002876632 +1.63999357028 +1.63999357028 +13.000004401 +1.0400035535 +1.84000236914 +4.20000287704 +3.04000423057 +1.56000169227 +2.3200045689 +10.6400038931 +0.320003891829 +1.12000270747 +3.72000067728 +1.43999932334 +5.67999813939 +1.56000169227 +11.4400027087 +1.03999627754 +2.04000389203 +1.20000186143 +6.20000355411 +0.960004399531 +4.56000270788 +3.79999983124 +0.679996446706 +4.95999120176 +3.00000829156 +0.960004399531 +0.599990016781 +0.760002876632 +1.19999458548 +1.84000236914 +3.64000152331 +0.400003045797 +0.44000626076 +0.760002876632 +3.03999695461 +2.51999881584 +1.55999441631 +0.479994923808 +5.59999898542 +1.23999780044 +0.560001353733 +5.75999729335 +0.44000626076 +14.7600076161 +1.36000744533 +4.15999966208 +6.47999695502 +9.12000541575 +1.27999999222 +0.440000121671 +0.760000148148 +16.6800000443 +4.4399998842 +16.1999998909 +0.399999862566 +1.56000032803 +4.4399998842 +9.35999969442 +17.1599999703 +0.799999725132 +4.68000007459 +12.5599999592 +2.48000014835 +0.51999995776 +5.16000000061 +2.07999983104 +3.44000000041 +4.15999966208 +2.07999983104 +19.0800001292 +19.0800001292 +4.40000076196 +0.879999788594 +4.15999966208 +15.5600009748 +1.9599992811 +15.9600003826 +1.23999961943 +12.0799995784 +12.0799995784 +0.359999830835 +0.359999830835 +0.399999407819 +1.87999830814 +4.08000050811 +3.99999771616 +0.960000761552 +11.7199997476 +0.439998984803 +0.799998815637 +4.47999991593 +0.560001353733 +1.36000016937 +2.11999940802 +7.43999771657 +7.43999771657 +1.7200000002 +0.839998392621 +1.36000016937 +9.40000245464 +5.59999898542 +3.76000025426 +0.359999830835 +3.00000101561 +1.0799994925 +0.600000930717 +5.91999923927 +10.759998986 +2.16000262299 +0.799998815637 +1.23999780044 +0.600000930717 +3.51999915438 +0.480002199765 +2.95999780064 +3.03999695461 +1.51999847731 +1.59999763127 +0.839994754642 +1.2800010154 +1.2800010154 +1.0799994925 +1.36000016937 +1.36000016937 +0.479994923808 +0.839994754642 +3.15999932354 +1.79999915417 +4.11999644712 +1.03999627754 +0.599997292738 +19.519997295 +5.28000236955 +18.0799979717 +3.56000236934 +0.640000507701 +1.4800025383 +2.40000372287 +5.31999830855 +4.84000338474 +5.47999661649 +11.1600020318 +0.719999661669 +7.72000203142 +1.15999864647 +1.67999678524 +0.879997969605 +2.07999983104 +6.03999797022 +3.00000101561 +3.44000000041 +2.24000541493 +0.960004399531 +1.59999763127 +0.320003891829 +1.7200000002 +1.27999373944 +13.6400049087 +13.6400049087 +6.40000507701 +6.40000507701 +4.76000423077 +17.0000057551 +6.36000186205 +0.879997969605 +1.03999627754 +4.84000338474 +4.84000338474 +1.32000423037 +1.47999526234 +1.47999526234 +2.5600020308 +0.799998815637 +14.4399964483 +0.640000507701 +0.359999830835 +0.640000507701 +0.719999661669 +4.28000203101 +1.12000270747 +2.5600020308 +6.91999593982 +0.920001184568 +2.080007107 +0.920001184568 +3.12000338454 +1.20000913739 +5.03999763168 +0.920001184568 +1.12000270747 +2.23999086302 +2.23999086302 +4.92000253871 +0.919986632653 +1.23999780044 +1.52000575326 +1.52000575326 +14.0399934025 +6.52000016998 +3.55999509338 +8.99999577086 +0.520012690686 +1.55999441631 +1.32000423037 +1.2800010154 +3.31999035552 +3.23999847751 +4.55998815596 +6.03999069426 +2.83999543171 +6.96000643075 +5.03999763168 +4.99999441672 +19.8800116777 +2.15999898501 +1.2800010154 +0.759988324717 +0.719999661669 +0.319996615872 +1.35999289341 +4.03999001719 +7.08000152372 +0.479994923808 +4.08000778407 +2.84000998363 +2.2800086299 +0.679996446706 +1.87999103218 +1.43999932334 +1.39999610838 +0.560001353733 +3.80000005862 +1.07999994725 +3.04000013784 +1.36000016937 +2.00000022232 +0.400000317313 +1.28000010591 +7.48000002204 +10.7599998955 +12.2000001284 +1.47999980982 +1.03999991552 +1.76000048668 +1.76000048668 +1.35999925988 +10.4399996417 +0.51999995776 +10.0400002339 +2.67999985226 +1.63999993674 +4.7600005928 +5.6399985624 +4.60000046587 +0.480000380776 +4.44000033895 +7.91999991634 +0.640000507701 +1.2800010154 +0.440000803792 +4.28000021202 +1.23999961943 +0.640000507701 +0.480000380776 +1.16000046546 +1.16000046546 +2.84000088868 +4.7600005928 +0.920001184568 +8.71999873198 +5.8400000853 +0.400003045797 +1.64000084624 +5.72000135435 +0.320000253851 +2.52000245382 +1.32000059239 +1.59999763127 +0.320000253851 +1.36000016937 +4.40000076196 +4.71999737783 +1.31999695441 +2.99999737763 +1.23999780044 +4.19999923906 +6.88000000082 +1.0799994925 +0.479998561786 +6.08000118518 +5.00000169268 +6.52000016998 +4.12000008509 +2.68000076176 +1.47999890032 +2.87999864668 +2.5600020308 +1.9200015231 +0.640000507701 +0.640000507701 +1.76000321517 +13.8000032166 +18.3199954336 +0.799998815637 +1.23999780044 +7.75999797042 +7.75999797042 +3.67999746231 +2.79999949271 +4.12000372307 +1.31999695441 +1.76000321517 +7.12000473868 +0.479994923808 +15.9600022016 +15.9600022016 +1.11999543151 +0.880005245563 +1.87999830814 +0.719999661669 +1.87999830814 +0.8400020306 +1.79999915417 +0.879997969605 +4.31999797001 +0.680003722664 +0.51999813877 +0.51999813877 +2.84000270767 +15.7999966177 +15.7999966177 +0.439998984803 +9.36000287766 +9.31999966269 +6.23999949312 +6.23999949312 +1.59999763127 +2.39999644691 +0.920001184568 +0.680003722664 +2.31999729294 +7.44000135455 +0.879997969605 +15.9600022016 +13.3599969558 +0.879997969605 +2.31999729294 +0.599997292738 +1.60000490723 +0.359999830835 +0.359999830835 +0.959997123573 +10.6399966171 +0.839994754642 +1.43999932334 +4.28000203101 +2.120003046 +0.8400020306 +2.51999881584 +4.72000101581 +1.32000423037 +2.72000033874 +1.43999932334 +0.679996446706 +0.359999830835 +1.32000423037 +3.72000795323 +1.71999272425 +1.11998815555 +0.479994923808 +1.60001218319 +4.87999932375 +0.799991539679 +2.15999898501 +2.87999864668 +3.28000169247 +10.83999814 +1.71999272425 +3.64000152331 +2.83999543171 +2.79999221675 +7.19999661669 +0.640007783659 +2.39998917095 +1.32000423037 +0.51999813877 +1.75999593921 +2.27999407798 +9.5599971246 +2.68001167569 +1.95999746211 +0.800006091595 +11.9200121844 +1.4800025383 +1.32000423037 +14.2799981404 +4.6400091378 +2.12001032196 +0.51999813877 +3.44000000041 +17.120008124 +3.39999678545 +0.799991539679 +3.84000304621 +1.12000270747 +1.12000270747 +0.639993231744 +10.5200015241 +1.7200000002 +1.47999998035 +1.4799999235 +0.920000047699 +2.23999995796 +1.48000003719 +0.799999952505 +0.720000116416 +1.51999984155 +3.87999989471 +4.19999969381 +0.399999862566 +2.32000002143 +0.720000116416 +0.680000084685 +0.680000084685 +4.72000010632 +0.399999862566 +0.359999830835 +0.679999629938 +7.67999972595 +8.11999962025 +0.439999894297 +1.28000010591 +2.8000004022 +1.92000061361 +2.99999919662 +1.36000016937 +5.56000122742 +0.360001649824 +2.5999997888 +1.08000131149 +1.48000071931 +0.680000084685 +0.599999111728 +1.36000016937 +1.75999957719 +1.75999957719 +4.00000135414 +1.67999678524 +1.0799994925 +1.0799994925 +0.8400020306 +0.8400020306 +1.15999864647 +1.87999830814 +5.95999881625 +4.32000160799 +0.960000761552 +0.439998984803 +2.04000025406 +1.68000042322 +1.20000186143 +1.39999974635 +2.60000160779 +2.60000160779 +1.79999915417 +1.83999873116 +3.04000059259 +19.8800007638 +1.15999864647 +2.51999881584 +0.599997292738 +2.83999906969 +5.68000177736 +5.68000177736 +0.359999830835 +0.559997715754 +1.00000033854 +1.56000169227 +1.0799994925 +1.60000126925 +0.960000761552 +0.839998392621 +7.20000389265 +1.59999763127 +1.59999763127 +0.8400020306 +13.8800023706 +1.16000592243 +0.439998984803 +0.760002876632 +16.1600037245 +0.400003045797 +4.84000338474 +4.92000253871 +1.79999915417 +0.640000507701 +0.640000507701 +2.15999898501 +2.120003046 +2.03999661608 +20.3199961106 +1.64000084624 +1.64000084624 +4.87999932375 +2.83999543171 +0.480002199765 +0.759995600674 +5.64000220038 +1.96000473807 +0.480002199765 +4.92000253871 +9.04000626178 +0.51999813877 +1.00000033854 +0.479994923808 +1.8800055841 +0.51999813877 +1.40000338433 +1.7200000002 +0.320003891829 +0.680003722664 +1.87999830814 +1.4800025383 +1.4800025383 +1.2800010154 +2.39999644691 +0.359999830835 +1.20000186143 +1.12000270747 +4.51999949291 +14.1599957715 +3.87999898521 +2.00000067707 +6.52000016998 +4.40000439994 +2.39999644691 +0.719999661669 +0.680003722664 +1.7200000002 +1.7200000002 +2.72000033874 +1.15999864647 +8.47999763209 +3.51999915438 +2.15999898501 +1.40000338433 +1.0400035535 +6.88000000082 +1.03999627754 +1.79999915417 +4.36000118498 +2.68001167569 +1.43999932334 +18.8800040632 +10.9999964479 +0.359999830835 +6.23999221716 +2.83999543171 +3.44000000041 +3.44000000041 +2.95999052469 +2.60000524577 +4.23999154009 +0.600004568696 +3.19999526255 +3.19999526255 +17.3600128619 +19.1600120161 +3.72000795323 +3.68000473827 +1.76001049113 +1.0799994925 +7.31999170966 +0.879997969605 +1.79999915417 +0.960004399531 +0.999993062578 +2.03998934012 +5.95999881625 +0.51999813877 +11.2400011858 +8.96000710782 +1.87999103218 +1.87999103218 +1.95999746211 +0.600004568696 +0.520000014603 +16.4799998856 +16.4799998856 +0.520000412507 +3.15999977829 +0.640000052954 +3.35999993695 +1.68000042322 +8.12000052974 +8.12000052974 +5.87999966228 +2.3999991754 +7.08000061422 +1.80000097316 +2.40000008489 +0.360001649824 +2.88000046567 +1.2800010154 +11.1600002128 +1.00000033854 +2.8000013117 +0.919999365578 +0.960000761552 +1.96000110009 +3.8800008042 +2.00000067707 +0.51999995776 +1.76000139618 +5.39999928151 +6.44000101602 +0.8400020306 +4.44000033895 +3.28000169247 +3.28000169247 +0.51999813877 +0.51999813877 +13.5200025397 +0.359999830835 +1.55999805429 +1.32000059239 +1.32000059239 +7.59999966249 +2.40000008489 +3.47999957739 +4.00000135414 +4.00000135414 +2.52000245382 +0.399999407819 +2.16000262299 +2.75999991572 +3.08000016958 +3.00000101561 +3.11999974656 +1.56000169227 +0.719999661669 +1.91999788512 +1.23999780044 +13.5999980557 +2.72000033874 +0.51999813877 +0.800002453616 +0.920001184568 +0.600000930717 +0.399999407819 +5.59999898542 +0.640000507701 +1.9200015231 +2.95999780064 +0.719999661669 +2.20000219997 +0.439998984803 +1.7200000002 +3.64000152331 +0.799998815637 +0.799998815637 +2.36000050791 +3.59999830835 +1.84000236914 +0.560001353733 +0.560001353733 +11.9199976325 +0.400003045797 +1.0400035535 +3.79999983124 +1.7200000002 +1.7200000002 +7.12000473868 +2.20000219997 +18.9200000023 +18.9200000023 +1.0400035535 +3.87999898521 +1.4800025383 +2.11999577004 +0.920001184568 +0.839994754642 +0.320003891829 +3.72000067728 +6.80000084685 +4.31999797001 +0.400003045797 +2.87999864668 +2.07999983104 +3.08000016958 +2.48000287684 +0.520005414728 +3.27999441652 +14.0400006785 +5.87999966228 +0.8400020306 +3.28000169247 +8.47999763209 +8.47999763209 +0.520005414728 +0.400003045797 +3.20000253851 +1.32000423037 +1.39999610838 +0.8400020306 +1.47999526234 +0.44000626076 +0.359999830835 +0.920001184568 +12.6400045701 +3.27999441652 +1.00000033854 +5.44000067748 +3.92000220018 +2.95999780064 +0.439998984803 +0.400003045797 +4.12000372307 +0.359999830835 +2.39999644691 +4.23999881605 +0.640000507701 +5.28000236955 +0.879997969605 +18.6399993254 +1.15999864647 +6.72000169288 +20.0400027097 +3.31999763148 +3.44000000041 +2.28000135394 +0.640000507701 +3.04000423057 +0.759995600674 +6.56000338495 +0.359999830835 +0.359999830835 +0.319996615872 +5.16000000061 +5.84000372328 +3.75999661628 +0.960004399531 +1.76000321517 +0.51999813877 +0.600004568696 +5.59999898542 +0.719999661669 +2.72000033874 +1.84000236914 +2.47999560088 +1.39999610838 +1.43999932334 +6.47999695502 +1.0799994925 +10.9600077849 +1.20000913739 +10.3200000012 +4.76000423077 +9.31999238674 +3.59999830835 +1.12000270747 +0.879997969605 +2.64000846073 +2.9600050766 +1.16000592243 +2.48001015279 +0.800006091595 +0.44000626076 +0.44000626076 +1.87999103218 +7.80000118539 +1.51999120135 +1.51999120135 +1.23999780044 +1.71999272425 +2.83999543171 +5.40001201443 +3.40001133736 +0.51999813877 +4.11999644712 +8.76000558492 +0.480009475723 +0.51999813877 +1.00000761449 +0.400003045797 +0.999999997475 +4.36000004811 +1.24000007418 +0.559999989491 +0.559999989491 +0.399999862566 +0.399999862566 +1.63999993674 +2.64000027528 +6.75999990563 +1.15999955597 +0.560000444239 +0.639999598206 +0.959999852057 +0.920000275073 +3.16000023304 +0.600000021223 +0.600000021223 +4.12000008509 +1.99999885808 +2.75999991572 +2.00000067707 +2.00000067707 +4.08000050811 +18.7200002983 +18.7200002983 +2.20000038098 +2.68000076176 +0.84000021161 +4.19999923906 +1.75999957719 +6.39999962004 +1.00000033854 +14.1599994095 +2.44000148086 +4.67999780085 +1.75999957719 +2.07999983104 +7.36000220058 +7.36000220058 +1.19999822346 +1.2800010154 +0.359999830835 +1.43999932334 +0.879997969605 +0.879997969605 +10.83999814 +0.760002876632 +0.760002876632 +4.44000033895 +0.639996869722 +3.59999830835 +1.24000143842 +14.2399985634 +1.27999737742 +2.32000093092 +0.960000761552 +0.880001607584 +11.2399975478 +4.12000008509 +2.47999923886 +0.919997546589 +5.99999839324 +2.40000008489 +4.60000228486 +2.15999898501 +10.1600016933 +1.32000423037 +7.27999577066 +4.80000016978 +4.76000423077 +0.959997123573 +3.95999813918 +2.07999983104 +0.560001353733 +1.7200000002 +4.23999881605 +3.08000016958 +1.76000321517 +2.15999898501 +1.36000016937 +1.56000169227 +2.64000118477 +9.52000118559 +0.799998815637 +0.560001353733 +2.5600020308 +2.5600020308 +1.7200000002 +0.799998815637 +0.799998815637 +4.04000456911 +2.7600035537 +4.08000050811 +4.04000456911 +1.19999458548 +18.9999991562 +3.4000040614 +0.959997123573 +1.83999509318 +0.959997123573 +1.9200015231 +7.35999492463 +0.599997292738 +3.00000101561 +2.15999898501 +0.400003045797 +4.80000016978 +4.80000016978 +3.87999898521 +0.680003722664 +10.83999814 +5.27999509359 +3.27999441652 +3.27999441652 +2.23999813898 +1.51999847731 +0.359999830835 +13.1599954329 +0.759995600674 +1.0799994925 +1.0400035535 +4.87999932375 +0.320003891829 +0.560001353733 +1.20000186143 +1.23999780044 +1.00000033854 +0.39999576984 +0.640000507701 +0.640000507701 +1.00000033854 +0.520005414728 +2.31999729294 +0.719999661669 +2.59999796981 +1.12000270747 +0.400003045797 +1.32000423037 +0.400003045797 +0.920001184568 +17.5199966179 +1.0799994925 +1.4800025383 +1.84000236914 +2.40000372287 +2.11999577004 diff --git a/statics/physics/modern-phys-lab/decay.ipynb b/statics/physics/modern-phys-lab/decay.ipynb index 658eafc..0ae309c 100644 --- a/statics/physics/modern-phys-lab/decay.ipynb +++ b/statics/physics/modern-phys-lab/decay.ipynb @@ -2,7 +2,7 @@ "cells": [ { "cell_type": "code", - "execution_count": 1, + "execution_count": 11, "metadata": {}, "outputs": [ { @@ -78,7 +78,7 @@ "max 20.319996" ] }, - "execution_count": 1, + "execution_count": 11, "metadata": {}, "output_type": "execute_result" } @@ -94,100 +94,35 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 20, "metadata": {}, "outputs": [ { "data": { - "text/html": [ - "
\n", - "\n", - "\n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - "
Decay Times in Microseconds
count1257.000000
mean3.421448
std3.931721
min0.319997
25%0.960001
50%1.880002
75%4.120004
max20.319996
\n", - "
" - ], + "image/png": "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", "text/plain": [ - " Decay Times in Microseconds\n", - "count 1257.000000\n", - "mean 3.421448\n", - "std 3.931721\n", - "min 0.319997\n", - "25% 0.960001\n", - "50% 1.880002\n", - "75% 4.120004\n", - "max 20.319996" + "
" ] }, - "execution_count": 2, "metadata": {}, - "output_type": "execute_result" + "output_type": "display_data" } ], "source": [ "cropped_data = data[data['Decay Times in Microseconds'] >= 0.3]\n", - "cropped_data.describe()" + "cropped_data = cropped_data[cropped_data['Decay Times in Microseconds'] <= 20]\n", + "cropped_data.describe()\n", + "hist = cropped_data.hist(range=data_range, bins=bins)\n" ] }, { "cell_type": "code", - "execution_count": 12, + "execution_count": 15, "metadata": {}, "outputs": [ { "data": { - "image/png": "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", + "image/png": "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", "text/plain": [ "
" ] @@ -205,7 +140,7 @@ }, { "cell_type": "code", - "execution_count": 33, + "execution_count": 4, "metadata": {}, "outputs": [ { @@ -233,24 +168,135 @@ }, { "cell_type": "code", - "execution_count": 43, + "execution_count": null, "metadata": {}, "outputs": [ { "data": { + "text/latex": [ + "$x \\mapsto \\text{5.62523946} - \\text{0.47310125}\\,x$" + ], "text/plain": [ - "array([11.89013872])" + "Polynomial([ 5.62523946, -0.47310125], domain=[-1., 1.], window=[-1., 1.], symbol='x')" ] }, - "execution_count": 43, + "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ "line = np.polynomial.polynomial.Polynomial.fit(bins, times, deg=1)\n", - "line.convert()\n", - "line.roots()" + "line=line.convert()" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "np.float64(2.113712457958419)" + ] + }, + "execution_count": 30, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "gamma=line.convert().coef[1]\n", + "tau = -1/gamma\n", + "tau" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
\n", + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
Decay Times in Microseconds
count1102.000000
mean2.161488
std1.617221
min0.319997
25%0.879998
50%1.640000
75%3.040010
max6.960006
\n", + "
" + ], + "text/plain": [ + " Decay Times in Microseconds\n", + "count 1102.000000\n", + "mean 2.161488\n", + "std 1.617221\n", + "min 0.319997\n", + "25% 0.879998\n", + "50% 1.640000\n", + "75% 3.040010\n", + "max 6.960006" + ] + }, + "execution_count": 22, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "cropped_data_2.describe()" ] } ], diff --git a/statics/physics/muon lifetime.xlsx b/statics/physics/muon lifetime.xlsx new file mode 100644 index 0000000000000000000000000000000000000000..66e01b99ded97806251ce662abf7ba6050bb5c93 GIT binary patch literal 52609 zcmeFY^;cX^@HU7$gG*p=4^FVbU4m<{0KwfoI0Omq?jGFT-QC@t!CjWmch8=E_w4=$ z@7^C~`cC(4sjhnJsp>n5GSD#C5O5F(5D*Y#5L5UBgL{w=5G{xh5LgfhP}-ulHcrMi zPI{{DcE*lBncS?cNONJJXtN=pKHLBQ*Z;;6XiJ=w-(^7`0MnoIign};z~;|e%*R6` z55gkeLx%HPm+>_0vqpEk$**BUejU$}_$@s{ee>3lBFm?%GoLW5OPcM{pnv$3ZmeIR zvQmM3|8V7UA7_mJN3Dk&8Fm$_rgZKoY;Fe49w4~fAP9YAA)#s|V#*N)J!ed$&H&6hXV zNy_fpG4U^=HE$84&i_m|@KI7Vp0^U!$NAUI-Ws(a6I&g7iI_W8-TI3_j{+KnLeWiV z1p5=!Hh?6?1I3Le(}rx=34+xIb!*O8A@}E=GK?ZxOp7ajv){uCk$@_CWd!VoZo2M+ zdT{{#u%TF{d>pGeNXq|h>3IL)*N-J8Vct9J#c%wkI$anjDNtz=1d4-c9x#X}kn=4^ zS0(9MW!rriF7tQu_bHO!-DzFgqrR3l73atdZ&FCiUWrwsPcr==K*TBl2I2Cj z_-PHuX>J%iRzS{+sGOGvRW)*DpTte3`79^r#b?jH88SZ^th`psl zm&5*HB*hz_e)9iqBn@J>J!{Yq5I3J56zx+oZdS~$whopCwzii4dCxL6Yuh|-^mp%> zH+aDL4}Upd2#cB>s-v&80jOpUQ=+Uqhm-MdvQ9~G();7wK>Mah z?WZ6egd&Fu2cE(Cu}9oq9p!kj?kti^O=^-@SG?fKc&bV)C#WEo!3mm7n;Efmj<|dG zP=8Ky0Fz)|T6^aEEonNg7{nX3>8XhjeVpUg_nxek`oy_?0#fxd{helLwFI^+CX&+B zI5kKca8x2N^vFPH$pLu(MEv{QDKuf)=Vp}7q{G>J@-L@%qCcN&ChJQ4?8;jTgKAAaU&n2?3yEqK$ z>33higZJCN1D-RMO5yDh|Myik`J5^ty)F81%B!J&&1B?1v~+JVtg`oJl(cBZi}eY4 z{uNJIV`-Xk42O?3l=o3SD>6lR=W9A>kqYK$#SSSRp@(JKetdZ8_;NnL8E+s|bbX8- zA=Nm_a7NQB!YG2jKVioDjR)hcc2BQ4%Z}HKD}D=Loms0kw(!;`rDyTti(IeVf@^Hg zr!F6QfQrsmnGdwevicdfUKJ3tSaX}ug}ma!{^ZGp@>{QwriB9xCe@48Fc0|O37YRCbF<#_Qu|BMxWV5vq(y(UY_MCGnu+$4koIbblSAm!JQ z#d}|>rHz@k3m-tlG@M7`8Ka=01gid`MD-`x+K5D0&hJrEJYBWzOuhiU!X}x`O9I+V zHTDEp7*fev{<+?Y;*n|5vHS}P@}a-%stal&e=qP6(RBA1VL4$j+ap`k8BG>q z4}lIw(I6{wAAcPc(HmBy347FW*1;g$)EL%A>Kij+4ds^Wj@$Pr?YvW@4Lb~(L^d}W z`B<8!4m@^bQaLul8dX0q>vER^6g%8slW@cFKBgJ}uArK*oobG5CGN(ZA2l;?X94`H z)2)qk7>u{ymPcBeX$IXoJv7Fi|FmChuv6M%NK4+^ehgjWwlN>23|y_J1Z^js?%$;} z{J7cg_42H!_8}5`f4YA+*#4+Z|KJDa_;6)=_3SSVtCAS8y}d&_SdtYU-qZWNEDB=%)-UFsP?Ag2&gX~SFm6NU0 zynXHBxn&LDwY~PhmdZTCUC}l*tWrG>#G$RLKCb1Dlq3YEI7ZS){$(!4hL*74{?T!Y zkS;SBs|+ewXxOF0#UHIdEMj(x^iu^wiVXswde>|VP*xO!$?W-;xl7W)(T2yC%XtC@ zat?8YXfu->q=K{9!ODJu@r|T^bD}0bEL;Csu=Df2O~>pb>0m|r``i6MdDsGMy|#a@oPA~bfgQyiS}U)mf-AhYX&y!VM!R4W}$Gp_=D;bnH(A| zXi+@AZY~XuP1ds7esmAjE*<`VGp?CG_6~(M5D?tUP!Rb4w=;1xGd6Z|Wd5Ho*8jXp zdi?6&RTlIhFtQhX-pf*=f@K=F3@4dW&Yu~IcGW$5as$nZd|+Y$c%wR_SHz5qfqOyY z{^RZ24DIeqKv@Qn8HK6}`pI*jUr?zsd#S(YM+1IAA8R59RjC>@tUHwG1r2yJ;^DjP z7(o}0l$osX!a_sy;g=4$;qX!|vrD;xIwM??yOD3@aO(Hun!o+PG?_-ZWYA=bjV!8a zhycg_Moa=;A@;d3gLe}~EyrAGZ)AD4_T>hO3Zt-)g5p13CpmpFd_FoH-)oH{oJq|3 znjELxU>}hcINx3q;;?n-^S+*vFB3X+FbUqUMO}S6Zh22*VZUZS6KnLtQ@w16H}f=s z#nX6{&~ONH9xb>jr$xR_pQem>vl2*^xLKyvn(99y`#uxXi4dosIbJBu{UJ)d+o2#} zS%g^+`zD>xgdFb{XHRE$+Uh`rswP~>{vkfwn*Dp;(i>qZ4X@g8`I>&Ni!ob}DpKuS zviJ<;q=ghY{m8?;WUf#}V28`wbd#P3Z=igs`|=K2ZWmvn54_>wCZY$ndSw%!sy>>8 zNK_W-Z>WFEy(bYWTfnUi)#c+c7 zC~cW|W0D5gMyOpM+CS408%-+(?Mh3mb0gJIw!d_;@qV@Eqx0hWEBgGGqQ5hSY}Up( z3bcMCU3~+`2$#h6#x9e0nczvsxsu(#wevDbb^Q$cj{F}`ed^K2N4%HzEM;TFzMlP& z`9pz@JJl>1y@+l}>%8mJh2$T}$dsfM)KS*f7x2TDh&oj#T->2!-;zqGNOcMfqAxtW z-p4gq@Z+@-?ESo`u<7|W`SC2+`Fv>GncDF@&;0RH^zjP&amuCgeDdSNRmxGo|DG&d2BGuJYqzvLowu_Jxsg z)c%=wwEdrhdyC))qiOS^I1}?jT+187L*dB&d4A=WO*HWfjR}WU&CS)XNt2yvlMY~6 zo0j#YyVpH0uNlvMQFoU8l5e6UVN2P?Yp<<73<}D+ov(SF1Iopx zzf2Z-8>1^ux4nr^!6tfW?t&kNQMGHXlRT*@uNzKd#NSR_*`LQWu|F z_{L+qf%uLQjp9b2M?y5ZvZ91+>yz{A<(UhUMud3GDThbu2% z7XU}1?rim~hl9_Q9F~VF?lpD4uMV$aW`8CPAFuaJlBE+%ExN9@)q>;By;OdSEFW50 zH1sWsd)w-s5c;q*{vJcy@1E`e`c##T2e|GF^AQp}tt-N!VZq|z&)!;qJWrObf0hTA)Clx8 z`VS@EBYZmQ2HSn!4OZT6?seRL+;SCOb{v@}4h55M$~XJG?|n00yD9P9XltD`evNW= zOa+IAS7i2V#->`cxi!(nvzcz1&rN99}O=5|RcnuFtb z=R@l(p59q}l;XK3L%nz8N7w$Z*A}FMyL4E~!k2MTmP2oXS~%m=r*P}tfI-T&!-?tJ ziV?YU&f5-wRB(}w^=XfKbAkJHwSZ>PjoE6SNyM^lS;_U@u%%#Sx(a)+vwcjDH{ej$ zrVY2VPO^(Wf52G0d^W6i20HU4OefLDSWA~UiNnLn8SqW@r5I4}DzTC_XUfFek zLE;2I4BuP?#0kdTyn~By^A2`BL)ssI;B@bLR;>|sgNX?i9WAQYS^jNJ!)OR2*$IIB z7e6jcCGC)U-k$b)bx!%7SfbAFU%iWG&sUeDLRT4>At09<{&8VY2AWumzT@s3{2=m9 zR%l(n^9KFRDEWD$9kO~trx|3vJdXNO^Su9_KGBkH6O#74UTBmSB_~OuaV4U8)rih@ zmo_dZuppXI*ma3JaY;H+;scO8Jnx}@cBzK2?p%Huv((}MUsVm>>~GiJp_o04CK6tN zuHf|^k85tq@F~hmo*?_77<^uB}R; zPr}OOIiKUvM#*4D-(a`RJVg&Zn@#h3jqaiECI@)3I|xpbpYN76D(6MlTnN_q zcbKVsStrPP3FnI;5(l@JTU;yP;_Tk9SD&*%k{k0R-u7ym5_6ur0X~Ku8F^(3weK4H z1h84J-7|n|N3W?u&};XK_wK`;@J)o^V?g=a0Lf{<0in+|{1V25%ERGv_S1mgtFT4q z)#87}%~#=$3}(J8HbBw%FRzUl_=RW+y}~r>$5StJ+jX&B3i}llFg#y^cvIa_c;mai zjbXm)yS~LX2s|2qcNBe{-5&R>LCi-6d&bm5Qg?M=`q4&o7WM9)hVU2@ z>omwOYKYa@`FxIpUTwZ{)uHaImzwc_hSwRt<7@$QfGjw zU~TiEfVY`hl#aEqlIq%=X|=JG#oXZ)Y*;@*Uvb^orhj=D^Ra)jN?&1oS*Vhlgtyh% z>C(x!sV<~_!Mk8S(`IQ%X^>uZZ`$j{R{aF`(q!vuBw6&rN3rr;V_EOe!QD6i@U(;L zEPxK;^5o#+TOS+mYuMTFX0e*U(;LU@+~jPh3__gXl zIP$cEj(7f)IES~nXg>e4-8HKR(gW^f;!S^pr|GwOx;>KRg`N0Oy=qbMcwsZ4rqi0y zb3nfz?H$QmElKG(9MCr6@;8;azBR02{mcVmv9H~!-{o%#bHa-f7z2IE)m!pof4?Jx z$&NW8iEum(62@+6soy*MHQuI0)g~zQEn)(Gf-EIT-)A`!73XHN9pVXhrlWny$Z!@# z{mEs-^ydlV^tBC`rLwgfE2c5a)d=c*_qNR7}BGUryai7YdSC(Hsytq%X2|f>dnNj<^ zvAIvNg;foNRt}1w4OVq0)b+$sS!(S0&|An&2Nrhd% znLHf?zQlA*e~(uaSwR_GE90}axq-~)QZhj_*IsqmV7@WH!|q;{{jWNmTc-E|p|5U^ zJ{51|YaB^hM@NC~;7o(wMmeT&YIKA2VrkT=S|;skU>z~WlL=PsS;I(xtX(b&_RK+2 zX&BqMvU0Yz4GVL;7j^BVxg?JWQTCzlYdC!o!#BK27rPkK&sm<^Ix=u&(n0^J%iwq6 zftYeTf+R@iPpMImT21^Dh&2&XC#wzanvC}nS!u-ma+!_=rC6WSB|7%G1*x<0nr2Mf zMedEs&W?@#5%m8_u$GLUmJ-7NA1nnj&ThspCVpYbhE1ZoqKp4;j0jKJCt*#x{I@EW zPP_HSEgb>cmq2z$1fqC%k(DtOF5&!OU=zAk1H5r&bVE#@5H0SIWly$%e z3t9PK)FxxEiu(vt=BWy89N$+=m; z*N5MV5{TwL8L6_M#NQr0fmwbAt|R0z^);@cG6JAgO5`FRKbf$Qi!XWhI6+}ej0vj$ zm_+*HmB{%|U*)=ZKjMTgSj+g$H8j9Ni=u!8pdjPb_u4+g0xk-HV9jdiAW zms|1ygs$ZqbNvqGnKe_#y4~_SNOGsKStH1)#`2nnPRs|#7~C~-sUrXvT-7bdn;jd* zidPOcF{`Co?=>dH6EYihqZBO|O%;}b+0RVndV2PVUox_9MA$Ifjn zSinwtjA{ZGVMN-u8D*eBbzgYPHqFqUd$ZK~V4ldM$5y{U?Zv@mD$zMHYI^NV31y&F zjQ;F-p^#l`S44+aNy~mQS40~U?b(q9l;9p^DVs^>PhD0unY$ud$#f+yGdFvuv1*fs@ujc2vyI96W#R< z6DRcasGw|nXD@t#tgrN^)p&?_9FM#3yDg7lNM*3CB)vS^72>_2c5C&86C8$KsjF3o z^)<4Nzfnq_{`Dm3j?5i^9M=scanILd!ht?SgBhm?5w_^yix_Y37jaMi*Vr{8m_NC0 zp(_Mm!!^KK(MV$lwvu;O$fhmmNd=vREnY(Wrp@1-g8V0-RCK9J<)hZp{_vWTU35pJ z*N*b#+=H|d(ubkktO(yJHu0J8FVcU0br6oUQ#GO>xcGHl^oQ4s%!XnSwwZJpL4^1T znHnxcX@IrVO{4!cEN#nuPm15P0w4#|rU4M@yM*v@-WBM7R%>aOaa6mF=~}gZ#D7&u zxmY&j{}s-}3UQgpM@&35wp<(#&Q}N7^p&3sEsfRjKoe5p#FfE3({J^!E~RNIfN8~6 zeF^G})Qx}=CUnm6{`e@@XbbkrtWAPadGbq1Zy2?&A_on{)~M7s(@X$kOWFbC&0&`~ z>GjuR%5f_MhX%`cU<(3aS?l*_EvmcrFOBN#{J<_V|E6Yxyg`m&)>P68ngJWXp1Kzy+i5&PA{pQug6m9~_k_NmTy7*4 zz?xlnZ6RWV?5AEJS(*^h??~?JOSStg8u_ss;xWI7u9ls{pv=6>E@eS+Xb22PUA#67 zH@`h0Sjy!lt-L8Xbn@?Bp*oWDjvKc9zzB~;;1NOJ(OEN^Ep$oW!gwzY zTiz;iN3;((DFH4pth>=5F=i}n1eQ`|y+)}BIwfsw&%{tDOks$!9=ZA*ucDma z$3f#)l8F_0@)6m3kf0qp#erKBtpLcVgsud8&hS5PWrZE#MX2Qgx9zXjBGYC@JIOodo|#nU05eQ z+;=WjHV0h+LKi7kuWiJBEV;O{!_;*CLZtkh58EDl6RN?Ka-(u#fioR^2^E~shmo^? zC6&*9h*;Si2v?IaGr2^CTATDj#hjZczkrW8-N7Q$?b?_S-s$3OqBah(rOJ#?2qE@2dOc9EjELQSsBNt$xN ztN6q6PXsKyl6QBfO| zQ$TGxRTwL#!O8%I$A*L*j4P)rHySvL_=QeD5Gg@dQh$|U(Mwbr^Ceb#4huc8{vOwC;7M~QXJk(7Y1p-tmq zChUEo$28og+b=|t*r82Sq=U)?w1T^HNnxta7lCt4+M>Rt-{rmj;Ed$rL50#hAJ*18 zXcR0ziP^VOYV))yPvJN*S(pH-D0dow%(luxZe4QH(oX+&a^Gdj@}Nit)(HjXh>Q5ooIw?Ae&IZEp)lG~kFDm6XNl~x(u6+=gp z@7}h$NAg4gzanm(@2m|U)b#!dcX5OWPrg&WlA17pCZOHxG>-J2_3xz^kCf~w_a(+d z?$Sy`jGA-AJ;|obawe;+$Ia=^fTJC6TBdXPm!mAurHW&5a5fhsjm0K)O_Oil-UG|x zWDotI3a;{)&>+fSk8ps?8j51dG0BFhJ;xAerSQ&5jYtoG?20Jfw=qFlzzv10BEV>S z@YDsQ!$@_2Pobp6grYGRoaY?}PPX!grwT)EAaKC{{xeItnMX7D{uP(oE>Q>%l{oMc z<=(RK6vZ>h(%Ei?-jg-- zZL3PU)-cWvqr@HSF>5_cs>;GX?+|Ig6p%%^2s0TI^GFSmB#zeZ24tdI04mG-a zt!+`+0jMOx6y#tVu|+W$E=ub+J&Of{bk)7y5r_W=oNyDIL1|ud3WaUdqoSffnd&uR zf-GXL${(x(6*9H{OKxBKXCEe~=vJggFzq%C6BMxMgt2t9#LX6^5T?Af}%gpc}#$sGq3tG z1iOonRVgc|NP06?gv;OlTrTVFS4o=0RBg@CvC!nROaM=~GHDfH?hL{~sec zaf*M>u?+iTXIj}j3({Xst)#aGesp!=NJ4zSqQi1%p`?NCVDkTiHhRn~e~I7b0CyA; z%0QF{17~8L7jO-x`S)QW>>zP+N!hgMAOszfw4LLEixMm^a+i`NwXi3FIXW%Q87z~U z!EWy2OO9T&utDwci`x#9N%2jrCQM4l0pHzet|JthW?N#wm8G4l?`;OI=l!D1v7%Bm zo^Q}zb1-BcqAtaAP45aK+U$Vg_HoYuP8VJ z-d=!<88+3{lQ8x}2`IcL=m0_WIAtOiHV)_-AstNWWCmX>J*7;CHMK+?7dE~woAZ;O z4fN#1i>(=KccTpcPpNIQTGvpD(ysPqtOTY)NDN+>J!p)isF~6qHi0Hza?-0up_O;4 zE8PTMplm?KAAtU|5Eq6r{TZ|HyNyH{BC4cEs0q4{{WJ1w_lcMy9HCkCjx^Bsu-S2Ssf>(A5`HBx(3B&Hu5G^? z>W)WWIzB=c$K}=v=OE)wvYQ`|=t%!JuuK0lxbBgLyKZ_sNX5qhMf?`vk-JenD4ek6 z*F5@56;1hg#t>ydS2AKF=lcd7#4_Jr54IDgn7kCX{WJaJ;?OqJiJCs z_Es~Ch-A=og-2N>d>BnBs_6nx)nFG*h2eUZ3md`&0)Tpza)VnHm=CB20)`{B;qkKgmrgn94>+6%^eat=)e{k*k1&ugO36emSc1QIrT zu+>I{sIiL*Ua*tiU*R>O_^KaeaAEUiwVYf&2Xne)8{aakkz)8tDEfofhHZ>*+CZ-8 zi*}On3VE=vC<9}{f2Qu5uTD$_tCJ^9AT{rlgn~zwpbphpWUHI^3>uo*iKdz(r0?Co zdj##xD5uI0R1ikn2jhyD#zHgYFs@y03}MjaxGJYSR#!+O!)syMug>4`yhpaS7kMWf z@h+K(xr#?eD&m;0>Hm>TKco=f6K|a0Ro~phNA_O?0^ps4#q5s)ScArzT*3 zT@GG-WsLkO^8Ax%$ntKj`DBVJp3~BW1Z&pVS~QHn<|1r3a)RHq5zVGRSTF&ai4nGG zkMW0Z3B247+he<+)4A`Y^eUAHTAxjDI@pur_qJrDaF2Q>2j>0rAy$Cg1ioau;xqE7N z|4N=>9|;!p*l}Q&2@6Ob2%aQr0vL#l3e*=vhpy;;NZo?+sW*jXv3RIbMWGT0w-Q5k zHATkZL117AB46sougE)Jh%^o^)`Gn?J{a^>;0c{%Ga_KPjyo0+0AGY`2Q(lBrN zP+mKj4N`@Im(4&+Lk-Nnmn|D6nzHqmRt~%3)IN#q-GSZXqRN?amPHO*OVpmZaRz!c zUFObRaT)$zQr>l!RcO|1dADafMQrWTw&jgH&sX&yL#o-hV>Y#~IzWhG26o;4FK3)Gmvh{^3oR9n1P4>*sDP1wu(F&=B0187Tp)5JRl8evgYF zlhuB);(kc)#$BN@WEke|rJw|U-)N%Jo9R8_z2k6f&?1v-fF(J#v8K+W+a{GOZoax> zTWCQvle5qTF7Dj{)?tw0%|*VLX&!m#pKTqT=1Ou)VR7Op^W*jN+M3QF&b~D zjNB^}cY#)5xiw~$(|S>BW*C7L(tVP(-oSjsW$i`2g*MnhTthkX z3+P3xlG#(VK!$V^8Yd7#4#K!nZDm3)YiLu%6Xsow13EPZ-gq`RQLst!XfN;MbaZ2V zWII`G4Xz?tTJG|WGdThJTWFIpG8`|dKUCuHJe+ZMxLrxH{^LepXRcyKe9UPV1$E=C z+#QKf6}@kLNTBaW@s`7>5O%E&$)B@s!Q9jy%cvp7Kh>)V#KdiC#AUyVugOdS&OIurc3voM*ujnwLyGw zA*DGJnG`})u4t^Zl~Urb!lqr)B#Jn6C5i;f6^#3CS4)9|;To04z}M zSg8K?D=BOK5z*+d^tp$3d9UpB!FHJTN@z(E&B)PARkH5f4{MO82sD@9M~|J>wb6sR z8OKNLxc_C<>I8H9{S@MaJDao{hbjt!=IU0t4ke+d)&W_4F6?(bxx6Yxk=<5$Jx`fA z7XbHH(j@;zcS0{`DEB^r-Be+{NLqM6*(@3cYG_G;Mz-96jBcweunw^`aU$%;pP!uS zkf&T+&su*BFO#ZJ*GGP(imgSeTh;`%^Zzpv-ITEzqEc_)lY^~^nmH4qmb^jckc88s z=^)bvQO1RgrgP6WxIq;UCm6|9)!RuG&d11xSlmvKd?6L>76(B^1|oVz{%vKIaIJMv zq{euFR-3KsDy>W`4K)d_RS9NeOq{`*kaXnA#flPT%Xtc$oFF}9dOo$coJGZ1EKTJZ zqooR^4&s#|>JJQ2)~?a3_Sh}3gJy0lH5_(@5s3GYWX-|XYUk4rFN?CVBMW>Xm-nJV zPSi~LQj^v(WCTLTs@U?HN4W<}JkfG_)-HR_hG@*h>X-NE#Y5~U%1VVLG5$g^hB?8r zd8|i~4Cs(KaE!jTf0hXvcA%x@5LToDSn6v6|00r_x(+a0NO+HZ-4MM?-&RMDbH*RL ztbfTnL|GJ;&7Q|UeFG4Dx40(iXO~@tBuSsOEo>#YzOPBx7!m#iFTV5A13h|p15A5< z_{vbXX`9Tn82_LuxFvo5hJ}!6-CO!M#>%B z(WnW5LnK}s#C`6QD*p=TGm{#(Tv_;FU9F60^Y{uRcE+_Gx~o%sI9#Fxx;wzH?_B%) z1BKy*PW)Lx0W9T!Uj!2FJ$237cu{Uu9|Vs}pf_0RoWX|praN#*)4jc=H3`>}iPe6# zEcr!Y0r+;ta34QaJ($hU=_ek|Oeh@^4mbAf32huGVSo;u$qEX&;bpODgR0r`t#_l?U-qn+CD9YXid zX7s`^+H>C>e94>8g=5Tr4$?#>4~h`w2yHUOc9sv!p3?u)y=PZkIIbkuBsxoZp+;Et zKegqr-H*R_rP4m_2h*6ph0q0ysmPis4aIMc^5phO=F^k3eD0 zo>-))HLH0C4yV@_`p3$IJ_814FgdX)yA zfiGx@^fr(E>VpJSR=^tRKI6wcs_&Q8P18x=)NN+J<#O1aJ>7ttKwz=q zQ9^75l%*1SH?LsWF|=UpWcfyhUe#|6VoM(A3t(Ta9x~T19n)U3YPuuK2{Sa4_sFyopQA83=NKjWZ5wVq<4ZXqL>WnGQDdW>8THXkxy;+W z4D}Bu?`+*-(bS89D?7P4)K}`FPGISR5dLD4q>oFJ;XJEc?R>`14Y}U^Z3){2BnJ-n zydFvGqotv^Jzu$@?Q1~_M4ih3Ay=a_h^LGxhV zAfKj|40~sQJaSyP+;}RD-}?0SnC&5GNWpKH3pnn}BIx5$ zP40B^RsN_RC};YGd+c~0u2by?mvVOh)?@1skYIX;@iB87N4C?dO5;wN_w0^Y4;RIc zf(+T)rp+57462bu9VQbZBpLe^RhxwHrkM73K2d4v z%{x*NEph(7=~}z;gMo!s13*W~q8m8=-Ow@_IQhu#4_wDG$V7-a5U_gadd1BY`ItK6wLR7y)=Y8y7YK zU_9b6of_J0*nSLv@}+flBBKCcEHdspO|H<@DE8m&h8n<$-y;Uf#ZqQZJjn|fYwk#i z1;y4n4#m)ql$f_0()*2U|8%;lT^)OJClbLYrrsf&+6mp&vK}CO1UFScxyG&dsi#Z_ z@z02jH#`d6t@}c9X)3IKY7=@Djwiv6lSHMF<^x8gl zt#84cX-M*n2glh^g%=aHph&o{nWAEea!4SmiRGp~8l! z_a|mBnOddu|4WS!WeaWkxurD?!A7$%$;o2?;-Rh!C!Ke!sLD&3qT67>`0@tHllJ9R zXFvRDrM&r=^WkojW=H)`E=i#tRyHMwEl~OY-6z-H{QKeU=>D;H(lHLq#T9HAaX_~NhTlXiYR29{$z^i|416X!t%B}Uh*^&= zJ$D!Z-7cWJ3n5p);3o!n{)~5hgg+Ws9B$8n$KiUTBIFzT8c?JB-N%}*h?m;G&V18( zG<@uD02^e0^4LG9YJcS74CqhdJl59xQ_-PDj$dbR!Y^4YU1jo1SwOO)iY+p{Z^jmi z7?$QmL}KYeb>gVocKUNHN(1b2&Ia^3Z_zR%4v6gyI=AJwfc>j%>u!>erm-wTG48yW zCii)I4(@9#S6tWCbh(5$vZjRtus^;nhLdRyCkUtD5mIG)E~`RYNx_eJH>2!-#?=W& zbd%QRNIIdb#9xwMH4-|hAZ3Wpf))6DD-=p#(hK0YQ)%WIUAJY@o}I+-B~TqAaRh0{ zCY>Sux#yPcUuNwOc;*PG(hWU4yy zx&(wm=Tj0mRTCC7KwTgY%{&Tsu)m~I-O@P&AfJe1bz+FUBC}Rek_ojE2haplIa)~6 zPk;YC2It}rC(y&(^%m1%c?1OWj4+A_-#nS|8IU%$c0r%U)GC=8iU_AAV(Hp9fq`G* zLM&ASIxZx(V7niRzDSX7diIG{)8nh&*Wbd0(VC-kj3H>30w zHkc$>bHy?X1pZ4tp5A%_l5rlx{ED3*DDCMwdMWyByOCsDw9K_u=aK>pc_ z=zSMT7mNt4OS7;&vy|v;w*DsJq);L00EsIM`^ky!M6q<vxy)5VT)oY|mAD=H~h^;Zq2SqA!w^Xcw(BnSOFt)co>&bqdfSsa8EDu>^$!#nh zs;G#0&Xj*^n14OAbEqP@h(R9nOLl>0^%Kw@SL&hhw>UOYVKi2C@ofg$B>$w}v6K1T&A5%*zhy(3bW$!E8HUI($oag! zEjYTScL8)WcfFi(sGUQ6{N^ih+$RgfnY~ylxVnXg*Iki8Yaaf}A1yGvo*WL%d=AiE zIp14CJKid56{(`IL!e%>ZyElI+;S_=-mz)cyR9#~mByS_)uDrZ4|P1__vIWIF5Nf& zgW%Mr$&vOyniy?~sqNWxD3wYd7{>hqV?fK6M$cA+3v=jTz@VClzgw~5U z%S8Ty5|djr%v6lYPBU?;9`{S0Dmi?DfNy6x8yQ*6JKm1elw?J%>k>}GvN0J+h|v1# zhTFjLH{i2tD+cfAr2R@_Q=AORo zgwK3yr0{h?A7rAK&TUi;9u=UTa_7L!j2Zh(MoFa;a#@xG z?dU*ui2GOu`A26{wuym(uw1VWb%1||zB1eoBf{j4%*pJRl}>!yePl^uuXL8Q8_Ln$ z@<5Z%oI#-SuGo($E5$oSe&@kdU@c4{)Dxki!oHu%G5w)+a@S3M9C3v^pgI04IMxp( zCIJlR6DrCS%H0@j-zHQ1h3UeNXJH858H|Mm{}a<*VJT7^!OTr0#R`@MwZRk`KWJvM zAxTs>cowY7y0T5%`iOnr_n8YrVEtXL?=q9-9%$U|P~JEFiIAP@^WMV(8Qj=$A!*ts z(<~RcT@dS_B5rII2kcq9#Xo)BpJ^JGoo;@=U40Sn&^0V>29Ej93(kq+cVO z_b+J5xbTNS`RejOf9bw?JVGOV(Pdf=J4u!Zmugv{uXG>3e6$*X8NXFHs*%#3Qugym zj~p0D2Z}^YINFg%I)csDwuj=fXZiHL+l1{1Bj3N%y(QfU`R+K{HZGlN-~!q()1S56 zcI90W{>bSBfH0Cm{XoZ8e`SzmKH!^I`!HBSn_#&O`B8-GMaO0O*)&b|XTI$|CdC@2 z08YmuI)sSN#Nv9VnW+ZZB3#hqfbpLjFn{7zT}O1>V;-%wbnA#w?3vSN{7iFcAWF=cJ(uN$FYPDKhI%qOy=96^^ z4fTv(uNTv$f;a9-_HvO>$pPjf_DQ{K4PNMD1)E{o3&JMoSwaQ1ge5~Eq^5dFvRiLh zo&H6@eAP{V9wFsR7Ti*lYx4M7RF=NJm?1dr5Jc$1x-yzs5c*&I_O$AO@^@ZB?idUH zv#aSgjb>cCeePY4RmfmdD6yIO)dGZz!&}VzkeWkaI%4VSx%3+WyV~gbsUS9t3iBMR z-0m;z!Lh*MsckS^#~=nm=A*7dCNw7%JZD7g6b)eMlfO8HKVlop=-PaFECV(nA}h@Y z6idi|6;rl*Z;9*ua+)`tZbDnBe^%VRlPC`|jnI3-#EIrk{#2R(eMbjhAT#Zyd z+s+F|k1+Cj0pW=q0u4)GqFNq>WI=e06by@4G7N`@BnZ-cSMB>&B*Fp(ydBhbUKVjc z_*$qa_vadW4b?t%{IkS}@0GFz7;?eDp8y=9C7C!TIXC+P?3wEVD;6b5f-RuD;>QuR z>`njyb?y%pA)*|R<+^RC<%0o|aPaxAggxDHyb~qa9CNj<^s;=a7WaL9x#3@Oq?_M1pt=AaYqAK|CE|L&IU#TMGWfv`YaX^};1|Qs zcUx&YaJmR7@xHK5ZE)y+4>Q=*t5lwjIO@9Zm==^=SLh7KBW(!^$H#$P(tXYpa4b4w zIGiqMx!+)ZthHt3s$c5+dFJr4V#BcV)*I~Gr$B$| z(**b9_#6p@6cqt?u<6Jj|KZ=~=S|Bs+F)ke&XnG7q1*|2Bfw1QKIymg0(HK)r`QmU zL*hsxJ3WhKH{RwalXKvuvuSpONfwVf2E=b){TCFrg~Vo5d21bhhdky4$Gj7eCF2xz zJkw~FQ|EMZ)I9-UCD0&x$GTK{eVPb`@XNb@6K4Lv+?lFX9FGA)XZPT8uek|e^-~XT zgYQ%n`*g_UlkDveRz^abvPjeggJUnuxOQn%YM|4mZhjanSlXE%M9Y!eI0{IGB!SH0 zLIfSyv9x?im2jr-qvllkB)0s;T^6s^lhQ<1Bh3OAhs$w9baBPi)+X6NSYXcwN+ga+{! z2zVnAB!ziiB_^re!VT;G41tkY9@7DJE0T+T)ZYVQmn&gGC#xc&|oAHg3X{}Vmen@FBBm%o2D24 z0aG$YoxW8-a^KD4EkyjhXfAg&V+W-(pY6$B?%}+L7VfLd5uYOg|IzXOLsS$%Y&Ior zD(7{oqyNkaofQ}MOQAtBzRY&p_FX@A=}-<6t{ToL~$dM%@4%^F-F(_gRQR)YwHQxEffn-+=>(2DNx)Y zxVuY%;_mJxxJz*;#ogWA-Q5et-EaE)?sNb6p8HSE$;nAhc6aujnRjM)4o#uybD!9I zlymb#x2^Ug=RJPfCm9|e_CJOG_;naL-z^*cMMxZv(zD$sD~R1RlwD5!>LV~rpob(A zx~ZA@o~yU?hYSbz7fiZjd6xv!+$YS5#uKIAsr&rfT~CgN zCdR$Wz3LI|Zt6eLK(WGq$8cDtYA?VvLXoHOXq;x6Bukt6)8lG{Hg#;6m)-iRGQK6xs_>jQfOwi&?DmJNVE$^nM%0ztf%P9fKk5|e02{FJ zlfWl8)?N&Ltx$h8aO|Hd6}NjnkKABrFJ1fZZGvoa7`$B+bQXDsY$CoxtxCMCtMf-X zFr4{A#Dp!%Ak1KkSgQCvV5OJ%T>ijN7Fdyx{b?&k2Q+>g;sq6I+7rRxYU%`i+K%Ff z@K)ShsY!L{FXG^t__SvzE7ba!S4VEVex{jng_}V{m`ux?Y*AMRbb>J2DUHXRPFuXZ zWgvAd0S85@zlQ?c#y*?OChaYff-F!)fBR6NF^|ik}_Z5Br!cC0hLU z&fZQ<1-cG$h|gl`#*Aff(<^%~MuT6+Lvr0jl>F>OckSht9pn_xzcAQFdFhkDTS5DU zPIgq21_p7EmCs+=a_M3o(`vr18J%=dDc&5HDRlMSE~##{DK+eO70j?fX%WOo2iEsO zrPo|Tf;We09yG z5)zBNGtGvjXLwA?1!FVl4o>;jQ`eDN$J~}ViF-G=u3^=y&q2KqEraZbMd+{Jw|0c& zxrDPvByTu5D@-pd-%iqO`e!$d?7|r(xCpn)Ws-%&SK=GA6D0a2j4J^}9Erg4jQ(qa9v5w3q^#@^A347EL4Xo6a7JV*6^og26hhu zW&bOK>t)+6}ClL->mhO1*QUykoS|;OEc{dWUb1TmO8I z!p?OEQa8kf*$0lD|1Ri^;u%bKLwt_4xsynLywAcqZjM|Z%g6V`=bh9ck@`>>gL~rM z3WcAEzmh*}HTFFO>u0RHjcS$sN>+?I`AbOP-}4Z`kQ~I6i(H*i9G}&5>fQO;-z}UX zrkjkCx=_D@t1Bxmi^=Uth>LlquvTF$+T~gxH_-tJZt1X?g+f*3|=U=My6RA{=WwB{RfbG<-v zLN8==xWfX2(n+xhoIW0~JN~`n(); zESe~_FsYHB*2p$4zDBMCGaS!^ARNh-`OfBWqFcH{&{D7t3$`}bfej?#!*JF6EGh-D zRro#&(+AW%osxQ6bN#96GUEWFHu{TxfT_Q-f!FA#c!IpVtXTsl#d0XHtO6(5gi&(z zilMw2ywBUz7)2EoN`-UchNHcS36f4%CZWwoLghd9`56AUo~!}p{rEh=$K1S(`7-Hh zo(Na`D^OeulzkEn-8o@RSMJcdgz_ARr#yTXb#-ukc56TeEGFY5ULg{v5_t{Vu7Z7S7v*dw=mVbPq{F1^`I5UsRcnQEbtb6y&B( zxQ<~x19wK8m2cuzM1d8dVmGfOWiCVmpOsOdN5#_Q4@pbPKF&i=9%*j<;wZNlOGbOP zi+4ibU~2o&yKE3`3(&$Na_5L<8Uq~9^_NGx;-kdEfI6rKB_~aVzg*{C5iblCRU(aF zemWLY^JwiMb|SxoJ?2o`A12Acka-9|bf3x#lOKmMp)FPO7;Uyt2SmBI3wztQ>>wqs zm$bcf*$$SHlC;Q)U%-x_t9vLgM*U>!5MHhr(UJCww1P6onb1jEB$5142#YI{f(vVq zBd?p(NNG9F6Fl9L;+ot>Z#EFECUURK-6|vzjE==cHS?`X{Ata=XOS!V<>o#gPOUBU1 z$t+clZ0F_$^*N8sbThCM@^3;=H>d{@mq_`iJo$jJ<|o_AApyv$p<)#Hq^QVswn1G$z5DY%sVFMrOdBJq0nAf zwvxw8tVSs3!BA>l2`|vPE_DdUYp=jnsTGG1zNqQAt$z)jQmI%&u8ENfr%MB(+y+C< z(`)+xG|EvfU}qwU9)jgPJ?jH>Cy8x;5gq`HX$cE{d7;7k^q^vyhp1`jZp&Z5ULi1H z$>YdMM^qGX5wu8sbj6{j=uPBDQhmO6Uyd!%q0NZA^U?MfJ=4MQc;X4e969ArXe4;G zY2vh3ECOsa4K8~!)3W<;1@AN0FrXlZkZ{eS6_36U2A{hTGe!KNWfC1^JMvlT-zmGJ35ABs44T}I{e<-KRnBLWX zS$GHV*%G0K(CP4(O(6`8#E~;F`Ucc3!>7+)Fvr5%fpJuT^!Bfi~?vbo{|%HWw6 zcHiZ4-nzVg3GH?lavnszmeBf)A?H2He=nge9zo7Sr~V2XWBvBG)tsIUtj?F8m7!8C z(ZyeXMaup?9F<`IubdXg$w4kCIX-=)h(+>q4;6?f85MVOQ%bHLH+De&GD%ce8Sa$I{E8yI5Yd#A-(lIQfuty zR#wHF0F5ygeE2>TX$$$_@lnaBANpT}@tFT6nQanaf-7$3g2Nlz6nh&cC|5R;kJR4r zi*q%+bC(6XfRoAkUc#8{FcAQ8_yGM&^miflt^BG9>pp}JGN{4*2eKQ|p70z3G^C+! za=T_aNg45Yvt>&IRM$20?cEUlo&lc<`0P7eL_ z+6qTfTe?-48cQW#H*?>qkl3tX#81-TCF10|q(uIjcCUiWtnuS@>F zX07i7J7&Y>_YY|Lt{n+}!d-oQ zfA8!_wSo}V|JbyZCFMaWNU(31RDz9vhFraa2Y1jDs(w9`+R0;04#Ol6JmGD5ds&}r#Ox*GRV&y>g}lWucaG#qv%15Ky3JR3-A|oI=`d`#wHS<`r;{=J z^Wqo1C{&)XCA6?PHpDPS2Y6BVRk?bW^{jsb!|LTQN&(U~z%bL@AUrz-Qf|{);8%(MZ9!*E#c)nGxIBjo(T{FazS%ciE-X&E`jnm5>ncWcOa>BDSBu$?f z6B!xO{kP}BBpe;JNb!6zKRWYwv;3_@c(DPdn(qE$Cx6zPcp>ovX5Rm1%(m2XXgs+w~aqxM6ef!89;RNxxF45#EBGL@}Qc$Uvqz$uN$ccM~ zO-=2z;srhgRmUZth}Ui8*S4^pzQ9boV@~X}q{wXcO+1!vRvjr)rzd?C^>5;Gma$GS z4{5kbm>OBg`p^Q-W{lFHsB4fi|N5-r5QbUK2`Fd$`f&EiqsbCr5vb;!QnzugN-mmU z>LVF$jf4BJv|6J81HwhOqvKSF8()bZ?-}#NFM9bt9b0IxmeEtRKg_fC19LjB+~BX%p-WStAB)F02xrQ{A~efxHvNCCsS$_!80S z0@@-A3%#`N!R5I@eN}9`D3Ip20~SEK8HT$p@jBh7Vnq}rgfve2{+GduG^Yne!?(e_ zJ?y)%zB_ke=9jbIiC>K4CPhvt)*A=zNaMA*s(Z{LT+)f-LM?SZ2OyJ#6NG--9ix< zT~8Se8a*ol2xYIkjd?;(JILclSXJ_-H)Z@PHgEP6YbE;hC~`c}f*+LFgRSkPpcT*=KMNliI zf3CoI3(0s3NpNkmfK_s;eU#i`gG)*Bx3T6EGJefKu=fJJYTF}K?EK)PJ%0TzWp!EH zLuq9Oix(Z?pm;f_wop z*lH*~vZ3{sZ6?x90g)b$NOvNn3u*_v(j)r;Npg0B5qf2?0h!|*=x4fn`Ue5ie437x z!J?sZ+>TU1tXA$VTrqvK<)S!`O>sZ%zngp}9}zpRA5(iqfbtOn0S~?)DA%kw^X|yT z?5=sv8B$I?H1$7-+9Y9uMzK@5FJ1GmHer_V=K>~G(6+)tZ`?Ag*pH?B*i{!?qU>p* zs=f`9`VOG6_Stq?o{SBJsa~}r8{BDn0+LpzGQVS+v)HPloy*pLs4b{tpE^!S5g<)@ z2vm{dQPbfc*7x~+!AO;1)JR7z$(X|>x^#gam6Ve(DT%Ofu2r`kTsidY37FK85m27U z15kV467`2C(r=Kd>j?sbma|J9& zLmepag(Y+VJ+0t{KI*N2$o>rhgWIlvJq>z3g92MzM_z!Fr-&~WIfAG7LET!6*aISZ z#Em0A`y+(-O(9*mBCV>)Mi>tPP*yaM$8`ZyGR{fuy7KjtrTq0Ms;s@&zKOj0_pt2s zBzFqc?E?&5$OL)<(u(Cij0XJ~bcypf-~j>sK_cVX=rt)g^lVU3lJJQ?NTD^&n+|zw z;u8%wSIDK`5WDgUcSL;i>~n$`H9=>h;}cTXvzq zSJ$tniSDO#)U~vRs@A{^XCWvB9?y+~V+6|{Fn0>d6!Ei}%kip?4c^`iI$uxE{hoU7 zByeWmtq<+|9(Vm-&a>a2?mJ&@?cN_|NrnzqQ{F~9U+%NtF3vw3^cMS`%8qGH`xXkR zHx|LaD81Ynb(wXo>4GhktG&B{L7*!d4Ml`|r(evtg^~uR2_45cNq>Pprn|jX=aZy7 z^FiH+p_e(Y9)@YATrwtAL(zM*3#u2JAUH^ia4wmu8zOF!qGAruyP*Skqb!c-5%48mlv#3AJndpGxn5#rq5J>s+=(zYT%H00)b zbjs_nJ$e5}O~s)V(96icAnv*J4OFZZ!Oh(8v7q;*a>fhxXTNLziFp*pcn#;D1oVR) zujA6;ZLVRH|4jlm6Kku@4)5T|h&Spo;!A|AC(X*!`qM!2j@2+lj#41N!jetar|b@j zD%@mRm3K0wpl6QhpDwO2a`>3TlqH=%|5aA3`pD@gW^h7C-9yXNciaGoaHR)F)M<-a z2d^c|SAb1VF-I*oDIh46O{X<}m$S-LVzT_;KG|MjEK90=)mPJ!VuU^l$#+ZWaKJ>X zW?(9OTweF80-HjSmSBPhFS=^3GK7uyN+Z9A=`LjHs!M$Pyd=6Rf;pULzG8&#J*D8$ z1ZG(fFf3Ct5tSHVjiz_heBP_-`S!=~nf4beFffEXE8_R!r<8F0Y4t)vb$5PUnZ?_5 zc7DuF%Oy*R6=&RSdICG%&rzoQALL4?&6lrs=zBDt=la6Y_`%=jE>ljFgDcJNk2^^L zT$_$NAk{@CC5(tYccz^0GK?#emgk%R2CQd2g-?u$G_Q1xgyke;A<8O~6IA9fQy^$7 z1?UJhlZwDwOFi7m(>x{!E=E}FHepa!-%(TrTh$kZfh^h9LoP-)TTHd5lj{Ply&uTW zKBXCw@sH!=PKx$bS+@zkpHIOAnuJFmsU01nePJN5!!+4PN#_tZ?95pSojSuLnU)3K z@~lifDP)lHnXS~{*t&%xm@K>hd6Ep0zQm2BP_Dfu)>G;O6fmf(vLwu+P_;{Qvk7Gw z4XwV)DheZo(nOf<8l#5qu&#W}7(JHu?6NWtC@zZ%>MF=#9IhFC7BBz7C9Lhxfb}GB zceM@n)HIQujd4Hc6H+R9sF&CpA&CGW3Y>JYv8QwOqW!+18MrC?>V-lRMmr_Nd$I%RdipKX(FXQ>n&sO*J3;f2H{_k+bQ<+%99J+Sz{dLl#i8|AEMxtTaG4phcufxd z3?cU2x$fipIesy$(E*90TAwj64bHf`;}51gU+_OowmEhB%>m2;Im12GkFA$Sx`1r+ zfIg5X{e{~6u98;_Z*<_FD8L{#4~V7?ykx^Ii7ZcK ztQs5}SyGk__Lc3$xLUCAVi(5`7Ls^g(2gD3lB%H*koyJo0IitdLpy0hn_T_wcCd}@ zpWyJV`7hn2M?b^5a2AJ?Qs`$iBxW=+I{>=P_54QR2A{VgRv0%vZfDOUVsz6>PU`0Q z-pt&$1kWS7W(pC@h=ER~yI*H9Oe?qCuW2q@iTE*T`|U~Ey?OHP z`Ql3N1;|L7S6Y6CYv?t+qWy#@J$Pw9xXYqfrM4@!h^f2wu_F?oqv`HzACCwwWX%P{ zveWg+NTYzHCTE@7>^IW@H7KHAaQV>dzu5`x8iJ4sfesKYjt;;y|D%tEJsY{H^MerR z0=YE$v2A%C{}wI0cR@j-ZY#K=qdofcT8=kT@s)v-Tj~1v;g8%Bg&zufd(9=fUsc`L zda%itHBs7M2|y2*mpUrzcbI8A;-h&YjKsun6_hF-Am}Yz9#pL$mUqWJc~UfU9x4e@ z(VIanF0i2p`pXY(+MJX*-E{S}-%AW#ih(yv{h!65i_v?qi|IwO9=%(RR>_nhqhoM+ zJG%IL9*3d-6$QPe=Cb;S{;({aO+U3@eCK#gifDehwfBaMjR(h+4UB$YHcQ#Po?u1| z_GvA=?XAh;@L)?t`56w-)&+TuuGD3E>mhL>h{hj;xm#`R-5M;oEHi09Q65cE&QaO( z)+K$V@i-2&fZa=A5+$FeiC0J9?_+xmjy;pBDdigj&4d%e9 zb*1i;xhe`%VeOr2_09=C-~m;x7^%j!LYK)kPTjN1w7{GzX8i%Wf&MIUDUW@!a5feY zyBHaeNSzI0JzJ>w1r2lu0j$nGjYl8;>lOEB*w?jR2>MEv{8Ux+xOIYut?kiIj1d8) z%dt}mE;3QGf6YS1!CUijTk~#pu3hCIjU`;wdOh&XeB2E-Kiha^4-?vx<_5&f2#3$+ zt*->iXcDUFCy-0>c-naP`Hi_NO^Bhkde-Y&^i5`s_RKZQ@5H(~wB zFOcwtCs)I=9419Pc_2<(-huhJ1=hZ2wgc3(q-OmS(cVi`lLG=SGl2b6x!enY&1z5o z^d6LHyFZvaQ10`fK;IMlU37{U=HM8zsfau+gCo-2QYS(eXs=U*TH&A6HA~jQ9-3ut za)aJR2F%<^eS1VJd*@+;R3yCtTFsOD>MB!4;tt;yEMzU&I5& zGmLco($(PjL>vO8gq~|V&2#G#WqCko5KPgLABWQK9@W7)Z_WD3DlPXNA! zP!WPCa!Hkmhk;-hD)6m41FqSATWpy=5#&OMxKT$C+9gQ(o~{uP*PXZSp^wl~qF+b@ zak*_^f8)`tU?W^I#Nea%@u*-Rkv-X?cgkx|UTMrDPW$Sy)hx$Mb?Zz()4eV*Yu4>7 z$5d&NdWI7wM=4~}xA8EIj#eb!NMVpnD^6d|j_K$z>M+KQ&QnPuBZ+gjMz$kZ%>X1b zNNJDS9INDG=-NamQy!Lg26>jdCed(_J_}^!oxU<{TJpMf%sa>i`A# z>TH&N;e5$aZYo1RLhDAQyMK%nV&;~y<(A3+KBE=U;?S=(Mjzp!PMpV@pvtA`*t{rS zWn55D`UHXe)JB^DU=nO$>}8O>NA`8cNP-Yd%>+!%(_pHksgfbLy5gFy#Y6)Zl4z2W zSGVY=ldy%4Hxb&n*gKyhF!zMlvW57f%tU**7&Hj#5WdIxkhp!*m^#2m6Rw!ShUhso zh8TeP%E_xvMQx-d#D@8)yHEuEF-&K4=9e>d$5PcA+YNj91{d8o>0OMZs)_uXU;ul@ zZia|vHJkVP<{=M|4ACf46oDQ)Z<89WxQwm1jQp$wj#$r1P%pm*a=SZxuEVQb@%s!s zMt#)~Oe-wJ{SkxzMAh3TsphHoqT>ZuhtAF`$&OUC%7#y`g%nMESvz>S`e;4vn=mL1 zai#3v%OGn9V?d$VYy7R#tV)20Pt>C5>oWOZ<4nxKE6J!(vIT7E4ED(=H~;j#mN0(>^R32e+UPzBw%4+ z{k#NB*Yr(lrf{OZBBt`LW@>OE#SQQz3|P7;kXrpZMX@yNQ8B5p_Wthk-7U5Lo|aW> zF6RI#+OT5yYfAf%ZK1wF%nm2Zuioec_0bzhyBI$il*cXF9ctFfs1(c-1u}+AGF6~Q z1@CfWM)99`KrE1Xb2>_vJ_*81JknQvhq-)^<15{?f50MRB*^~b5rZ*HOe!L`&p{op zZ5FTnfr9wcZ>iH-u}uZ^#hS}Iq>BLW>|VJ@m4Y!u@Uf=ZjCK!99yPyFIa6xHukz2= z!Sz6ktBsQ&SK1Y1fK~lyuOwLnCbDK}?Q&QKPGojvF0YrOKG*R{yX0P-P_$zy*a>4O z2tW9^2+voCAUQac2g%~r{m8v20%whBT^oOiGE{KUymrA{1zH}YDsPm<+aL9c5 zVXfqpK|DQd*UV=TldPPLj1lX|+Uwa{&+O0lFn656Z)ekQ+Hxt$r6<5b32BWQMgo$! zh3{WE7!CUYJ?;UxYuF;I`&YX;JE_d*b2XQplVhC&h)n-ZSD;(O93a*@o3j^e&;!`c zC@1+1C#U_KH5aCU+SgU{;*uV56(M!omT|EtSs}1!l9RC6<3(x3n~{1-ew&_*Q4B-k zRyqTEo{wLW~cl!EZL^Fo~gG{@D}G?wlL5c2`VRY zxM#P7ngcgLIZWu25C-oE0P=do$y@0E;~Qp}95p%49SDvP_ecT%^AnEr>XT&tiG}r; zya74aDAm>vlS1-x*-I#!_ev3>6iL%%_w*0& zJsVdwZ~+Wa4-fFf>l+7Rz!Pa;glhb#a?PmLEsftiK6Y3cy-Rh2BxSDPec8Mc6Z&Y) zrO}{X#*ZD#Q^rW*5WUk0nM4So>9D}ALRB}3>DSG&t0^&*4hPihG@Xu+XNWL0N&h1! zRN5k@oJ;O|&$8uO5^JNLLArgU8kf6nl_;#Hgn%rTVK_tBa80@{!%@J>9M`uqHU2sa z6_+xJ!`!KYMUNlfmR^BiG~LL*=;H-F?U>MaY$pH=3&DD_4*~{AApdS_0i)sM!Z~Q5 zk(JStG2|KRcR!53S7TMQi2ZY4w>Q>Z#n6y!si?XVTpQt?5Y~RPGfz8HgXcf7gpuNG zfZqcZz9E9YN#wWcf`DL<)n6myJChIe26MwqO4N`acwCi(o_bYV6@-uJf3(U1Tq3#E zkIa0i0PeuBrOa8m$1M1Bbt4!ylWBHflEJ@?u;fXa>Ir^A)C*1#eL&%AZyS%$#F5Tv zj^=|i+b^-AiPoRqVZ+x9mEdL=!ma;diYL=oGgPzBe3AZv6E*QeN(ICLt$quoTpCpF zxgB7Pt(nVGa@4YKChmd$^}E1xzdS-0CrjaMN$KKI`0#E2b65jkQ<;GSg?(W(bim9q zMspc`GXvAQE6{DD#(cC^&gdBz+;L;AzSMCO2F77&cRvDy7rtWEVgy!iO~vQrt=E_% zkk{@#Qk=+;pIJ9 z&1mNymI0Cdp~g}?G~MRTg1<#bHW- zc^~vSpa$jBBCyDXvZ%j)BO4WcAcdw9!770N0LgXWAR?`$^d?M9K0>VA@6OHJV-7oy zTPu?Xi@Thjn^94FlU$#`RUcRgasFUEKo;bWeqpTI9Qy1=akJmdCO-4MHrp0^hebl9 z|Fyf8prOD0103*|3+1mQXw-#d-}U!%jL#6XnKrJJE|9i}xiI&L4GYxPVAaNISymdB zid@M*mzc-a6055atD7*e?V$*a1#1?hiHV$~Icoc!ko&!1@4)W&3sKZnB+iN$tdgM9 ziBRsq82;v_Q<0>1Y$WW@QgCeFXq>+a3jRcw7mVCsbPs8EnYk;8nSfgI27N*TY82`4L1RB=sShlqAx&t z{elBhkm=uSsa+NE3n_G1tIM)He~Ls z0go79^24^uc8!$iMqWX3R3oR*t^cF*!s*Q&y`0O^T3&u~6l%)89%Hh3+k^W|`WY1+ z*+D(P7pp$4aYtvb-r8GR$emWqA-SHq5p1>mutbqof8AJAWV-8w>v=jWmm+of82UJ~ zPGio&PR;*8dHttt+;Yw3A4M-|gs_Y&0dW+qm#bd)UkW3*RnBO?e%pkN;g~X9p8kom zWuiH?UogFHM6g|U_v3p7h#_V1XruduoL62Q?G@Dz3W6EeNOjm$mwhzkY2@Tk?a_~6w4?vXt4ADIiZKW#OX+f^|8`XL9{#vw z$xM#E1oTShbyo2_#0h}t0HRo6Rfr6)Z$LW?428M28VtED`aGnedXGK2w>zfVr|a_4 zR)%+)_K)qLRU#jx$*D)bj_h*a2U{gp2#WNVrYitt83lgwxy8-Ymj{q;@~k^WfFT2t z9s7+{9Tv}`w`4EFSn>tds8QB1I>-a{>;C+D;>$f{eDN z#Or4<(X0`zPog+Vj1*V1LDvvQM8Y$o2=d1VoxY1-9pKlMjdX%kM+YJ>!QV5A7Q`31 zDnGJk*mz)o^A|GnaopzkA}u^k-bxms8ZK(j4No4FG^?HWZWo zEG3W6I7;QbO6834>RecoXN-P`aT!W}jo}(*f>NO3ElqDg3KP2cb!vu=a z4Y+@Q^Xlc*V*LJ)OYU8)K0K@w3~Bco%`U4GCKrvKrIOf5Rz|YUGH2TH;L0urFTuvJ zh0RUH*kNsF8QCRYR^})EOQ~zvSYo>xC1NvRp$m0kzq*MPm>1qCeP5l-QTqdAtE5%( zT;YhQuT|hAb9EMOM$}-AmDcrt5Y%ho09TBzj?P`~)xa64$aIkrp!$;3nu%Z;0DY(c z<`Lct7MNZvUZE9}Kgr@p*&TWm>AUpuIRKYv54}g{2rDFD;)v-=k~hsSg+mZ8Yo+(R z{!ny^oU(YNDs;#qt{}XSjs3$?%VL;R-0Tk8Xw*t0PZ=Iofi@qo5R}DYVB>sb8X+V0 zJ3}Z^p1N?p!l4ZWL0c;_HuTvR>H*^l5E#u3v6Jr z3X^*K;}teY4#6{tE4@-|#XLutl$FQTMeV7n=%~(Kowc_Z6PtMqoVblqo?s?;!PT_1 z)CLu+=7wBMEP^ih;fh5h&T&a_)Yh;sx(+@Ytlj`PG|#6lA6HFk+>#2%jD%64fQikc z`})%keHt=N_Ma%fze4ty@SM_`{uTpWnS!E+)fIvIU7hTy$D0GK-_jVTn_(@(o5i7( z?X=8AT6V7{_AdeELyLDu7iY>MANr_B4Rhmoo2N~m(c))F?Ce|8VTa*ndeu!}?7(jP zMtM|>ri9ADBYN1s;EPEFzxEP?MVbT!#0>kJb}pARHI0=$!Lmwv+A$=enxcY}{IKk> zhB5ldhA_2nWYtd$8Zt*+XI1NfEM&fqEURr_^UB&KuKnqVF2HCI+-O|Uy4FT~`1~?& zj%*d~R(i2YE&^edJG^Tb@sn~^cC*pco&Sp7>@Ou7LGkQ_u|;mF%`MM}d)A@TxcUO& zcaSX_5m=so$of^!G>CmTk@|4Lmd2{BYh3@wDL>4>SCw*KT|u$sN|YGA3u5ugkfUD` zDs*HC*KH(DthAufduH$Kes0wBJ2oiGlI&5n?Ir&gTVVLhk3M-v=ll3mxTX(%9@)7> z-xd}4qu()xxifU5VE9}^>#qcakM(BAvhBJ<=Z5g~%W>|_&PHW{cztyB5`z0RX(mWn z66(_diwTxR}i;;AcBNYbb8J>DCf9z~3vKSPz8rgaYbML51=7E`j-RHSI%ZYU){akciRM1L(^NpCXp%y=Pc>15#sB+}zNL(uqdPCtx6~ zL(+LesfsMK_35x|cUeL7DmmhJh+WP%j#wxGQ*GVG6=2>yY-FlK<=TikHZ;SFD_mw4 zsEKav#oStWr0zW~T3fSRc#AF!;jQhU#-;sO+pH}=KhQHT0l~Kv;H34hmt;7fG>>e7 z0$Cn!Pj?^MFB4k}hYWC1_sw*wZ{UZdsL79A9HcO>!#1AMZEM+}_A;|$ z)A~$j^d3))9-d!G4fUZBto={aVDStz99FUDPiSpV`pMpcz+i}hLy#x<*)PK=AMb&F z5?YD*L<->qu(p!Hke~Qax)|pU$a2)GJf$T;@2t7>g%?Wf%6gKQENx((cBS^1KShRd z%{@g?p`fprry4~clS+yNqSH>W1blMxmo2u|b5wZ#>JW(T939#>!Z#8^%c?PHQt`wr z#J)im3n~s^E0bhnq-UTd#~_&;!h<~*UySkb>Bj6XHA6Ik?HXCuJhRSY#c6#7=fIHG z^5KD25MAP5><8_UugSjEuDOVa8mre{_DJO~Ulu3tZEr-JIjy>u(ynT8@V z(wpAQZsRz4b}3<8l_8X^$D4)vk=x*XO^C!^nRQ$1+fP2AqeGdT=3W`vDg=Y~Ze57Y zjnu4E#mW@L?v5_R@Y!w2-BY_%;yz~vJiLg`Yrpn0e!ss zWMUWMM(`EZ();fdTF9!Mjb7jN-=|}wD|R*NHqD?i-BnVI`ft#vOb(S7{B@B$7Y4rp z*4|~g6QfpS5xvuizJdQHMKv;`4xfZBeRuB}QG;4X?|i8;MinC67eQPa&p~v!$nO8V zLnyDl6udz@sKX_CLB0bM)MeR#{RoDE;3xJR1vZPwDQ-UE0w!!MRkq$ny#G}Hq&(8b zucJ{h-I6xw!=i^}qc-=j2A*Qiy#<>>S^fZ=w!D~3!AJh%%JDe;XL}RBJ_D9fzsyx3 z6&7{BSERZ<^iuxz9P?~Lt;~_$C-7cU6z;t|dixWFr;B(ihM}Y9Ftd%uUL^wPU>DF3 z0SA+1!el2cTiL#~SJ@?~2Sf%LVDy%*O9WR5VD=m*U;Bvt3*cHsH*rvg`7ex$3W-$< z%{T@{9Gh08nC6a3=OFR^vp<=K((3yx+X8=6Q-|O8MkEp zq&ymuK(}}3y{#rmTrY%;ZUkYC@-&uBy2thAt;)(zC2Ho{_&5iIv1GBX>tlz&5Sd}3K9y@ldC3pSN zILrrsgUSxgt})d+du(Sahd*3gu(;A(b-R&Y8a`nBswe=AG2QKlB=;C^uN-i!%Vv6u z5snTVDlOdZizzX99t@#MITvFNNe4)jDE|3ngH%5fOP0>WlpkksWmCZx0P!-1j^RSY z7$S&x&SA#k!bqz9a-(7xTU&|3%yFn?nSR~1ONrGU@n#ZaNh|@-V4rn1&p_-*SbCX4 ze5nbOmTteO#D0J7N$m4vW`fGZ5%f}plX#YFLo}IGKa7(6K5fX9Qgo7Nk72#7l7fpG zH~AzhK#%u>IWMJ%D;-x$j}at!!bVnJq0NMs@_+;PXF7>ixI-bGjI6u?nsnW~AHXX2 z@;YjP4LzsfagD~!DE8M8_vzhiwDav%@cn7g@8z-4?*&p$5dQyF+tQ64mk$;~3pOxi zb=z}$M2aO1HbKq0fgSiAFkHiKfxp=IaE6lVGQaBVR&rcAJU6m*6c+#^oH9BSF*6fI zt`Y7gt+9S^Mefl1utia?2Ipc58?~w#BaEjbzZHZ&@Q_ZygLmh zsue6p+TG_hedI;V2*4uWuc20i+ci~8z_PPsUx7DR0eyd;UF~!ld(_Vz`aa*Akf*N@ zftR~GP7xpIEV#B2dELP;c^PiqWjp(!1omT1e>lo?*9(hv$7I(DLoB;&ndWZd=;tsg z3yv*jo^T!Xk2LDwY``^`s?+ojNn;>0; z4*XYY{J%n}&gP~zrp*7n{#VxSul9HhK_hl2{Ls75nBKzJk(UwoR3Ycxndf$r-kzjX z;t%}^dm-gkdMqf!!#SA%Xp3o?fDKQYa5!^+xaPf>FNWlD?_fSh@wDym@b)*M_-}5^ zY;))QZwKvzgPbu=_X(w`xkx~YeW^vHvj<|}aO9*#&0kLis$J<-QRQuu=+6q0i#nKp zd>qerW6pLyV#lSD#wzSVoq5J7{}HaIGh>O|C(4S4@zt?MH->Herj?204e&Hp|K!uD z74=1qFL4WRPC%RCC^9EZ{m=R;4at`#xx~4TY*Z6?(deD@6!1kLmQOo!vRW%z;S&~TnJ|lczVwpcip;vb)2w0gn^6K zxrcYWU=#n~0vdL@DvF7}KakqepsfGlGp_LmbJE^$D#>z{nl3i*j($m#m?)jfk40i> zhaO7gXCpMBqxo0+XFG;yR0Jj|EB!99Gh_<^$q5)awMDNF+U*#7`<$C??r*mdhwmPj z{kY6o??^<`runRD$!lct$)?RDZ*PO|ueWYTo$qg}s0MGtQ7NV`rG9U3^NpLYiJqF4 zA+-8$kEI$0ez#Z5eh+UX20V55Fj>jlnE04s@HKf}|dWFfvffH1%| z^f)e@VQUzl4YxwU8dCr})>OCaxzr42u~xDS%Vq3^C7f~V%VF7M$m|EyTU|;d1@++> z{$|Z2hnO!N_T&6rVf$OtbRjp=dUWvU)#h2O88mGa042%yfk}V^-?~|%wkv-DTQ{Wv z&CO?!k8CE@W;$&e|ssBUH}Tw(iq)AZfKBFJug#i4sW;ypE8W5T{7sip(Z?!WE- zDsy*#p(l7jC>;V_Su=h&U6Z7{xQSxo| z81S1ZC1FRKLQ^~OqIEzR{pgLDwdrD3&cxACWwN?C33|^3Wfo>&miMvY)M2sdb>K}9 zLd^)71MI>_>%o!^1#mE{)Z*7x+AFX$y~*TI{Q0(1TSv0{0#{h|QsE;^n{CLMYS%Ys zMfbk%ho)PAkSo-kev3p24Cll^uR4Vji{SEhnN1nDwu+GbPEIZ3DyHmpXT3n==4xb$ zJI;o27&fawpdnRi9=S#fEc)nc2zWyyYH5VFu?p8_8;&Nj%#*rc_#`|VlL4ml#ltci zRsFUJyHlpUmbsEpztr(=+c%_s9IY~51$uSZcBh5W##V;l{Jo=YxiQ%eDQz|IpdrVh zJM&sbaQY++-HtgRY$o-3xV<-V}Z$)%!1B6Gpa;Q z>|NiF_zKHhbtS4lY#XkG$L&PdtMt;;Pk#6(w*$gvOgO^Qg2b%Y9`G?*obG%zoe3FM zv|k6*cndyQ>Qr`laRxTtRxB2oMdpyhe|^$@rggd93DacP~NYn;Ksh# z9#fdjgjCOYQ3vYbqC}!k557#Iy)c2X>-BI>em)b#w&%QcDYP#JDWrd^#Ye<1zYD#n zmj^C7ev}#c8Ay4AvEYsnF(Jy9;o1&+6Sd7MPv)NQd*5RX2xVrYtigWgD5k_#{!|^w z8j)U>@JL+{j?ibmc6)Pe*Bd}d6=t%>Q|0VeyeHDWKu8$a{-*D?SO`D%RCr+*7iC{{c(%tXdJH^UV$MOn3pC1@y)?F*5uXvRq zNVh6D#jH1^2hU>IwcZA;-4@OB_7zmI2iT!ZjGC=_KOx5tqRFFcFz}v!2dw>^Vdcjj zXjBm}I82fK9!7QD%p_f_`j*OomTBP9KBdNe5IX4bwF^TiJq=fVNqtJ|bUDzob`(?# z+loCgvSf8z!q}FyL|AJZB4;%X($TY#pK~d<{l0)QnzfQ|WK7$%QV*;fhW#K0}i`$9Z&7JzQw?T)3aW>a=Hlim-rUy^Y)>T0?1)% zsKXnt*8)xFa8oe#GSiN9XFOmr^K(q;n)j~a*A321A(-tqJJPN=A$mgC+bUcXx*(&e zvbkQP+8Nt<&m`d`!XNxgb?Lhshr}%`TRDP+(SuP{GlU;1&hGJ(^gB6<*jIn~a-oRd z=Av$SKQ{+9;$=EH>2&?xb~%^$|0;SFcm>cX^oI}s$|QgKA4Tuv>|t%{^gs2`S8Z2W zkbOw1{LpUBMqGCp0M@v2Dj#86z6tRfR)#Ycinx5C`0c{+cT-|nekX6ed{ss^Zf<)U zB+Ug2EevpifQfgU|xF-x3`whg4EO4Mx&+g~L7CE(+Nq4m1_Q7i@akA+LiRSX+cz z{5@J03Ife)nHwstDo0ehE#YBVyq(TF4SPtDSn&4rNk)@7@1_>YV+3o*tlvzPsbhl0;JQ+_Hyd@ zXw=cduw#hBWY)cxNZHM&RS{_7Sgl(g?tvGIyD5==Ome5%sF~Y6ZDIs#&BjK-8{5f$ z%*w}e1F5nAzhZoL?T(*Ct%QeFXoMwO;EXd?P$;EHq12WppPV8U7uiH@w`N8bmgmdn zc{SYQFbt#dtbfYOz95pY^$5T#@|Bdy3rQY1g z(bPo6+0nw*>_6f6Rvwk_WkG8rzeJ_a-V(~p#}HAACl*@UQk@uDS{;b5MbV!-DO-PDGx&TYRICCV`hbtTp^HYm2R^pwu4BYqDkU)aMBWago}@d z5-U8oy)VgJ#D8JlXbZW$B{FmSSiM0O1Dzr@gm~iYwdJKyfEPaQ6Vg-QC?i!6mr6y99T45AN;`!QCae z1$TJW>Aoj@xP8Wbf8Thg_(APawZ6UAthMKw^P930qvR;2KEhLtkJd{ur_YQd%$l4d zFFMMAEA?Q)3hO28;K0In&vAg=_%Z%OLogKrP1xXbF|G`9{CVZAaiSd#WBStX;}dQX zUD!_c&27AhJ9%3+^=1#s!T$RC-reKJ34WAK=8@GuYMK(voq#qlAfQM@p#OPXwt=m# z(;wod{p-!2euWx9>98SsAVhf)Tvf}4mbOs!(zq+iXNi54egF=W>hq_Nmt<(KUGQ2b zBxSGHw~D2z-UoRkiWRg8Oj~BZxDJvYnh1pwcVVtv`IZqN7JtcJh6gd%&@w7RMS@zs zn{*xuS4tf{7qq$4cWp#7RhI?>2Je)J{{8eYR!VF!b0%WHh;sWz4ic(w;&<{r^ZgI= z5$(Qsskn4^3MhiS`)-?-;*z5!8%Np8!Pk|s2M)Awu5GI^i@Hp_i;7P}rx_Q5EuOqQ zW^5c5>=!+Xft+>-AoH*(#vqAc@oebsI(4VTD)_f(9rbv_Rw~-yIhQ^=>P5bvLCvZ= z1qjjWH{;A_jEk3$Tv64fc z$_T#md~d;MnXDmCL>Z%S$u76m;%FuRBGX*zlV$@tAheivF+gqyN*ny)CXY4L+>0gR zn99E=Y-@DfRh}uMNoN&Pi*xsCwW3KF*~4R-WcGzI~s-v zQl)+JSvYZtcVDebci_TnGGaEpvYxQjZTCfkrc$RbVJO}ob7yT4lC6&R zoZ)^>ZB+4m&8BAkw#%J1{J=P#_+I(xUEKFwCE!R#V;<+KzG||QsfDfsq?iE0t6nxH zXNZlI#!aM>0Nsrs0wJvBR<@r$Lv=KVO0xnbk^YHd2wC^BpFmM$&SA0|e6~+fsT0yB zT|_YH=+h1Z0131Ki=7&@MMPy6ehq2?a}OzA9nbuT3f$}O%)OPVn_0CcG89tjGp*{n z-R{7Nz)ICTd_=q07KSm)sKLxH9-~M3cw!G#EHLR~H7J2KfDz<+DhsCasykLe;$Pks zI${THD#4$jDdj*k6qkA`LRHWi-en*OQP%E6?qZ~*5o={FejqzOyx6)B2*Pw`QgH3~ zw2?wU6V>}I-THgqMaCuRzC4aDQ=u@wKSY49?@eG_F0(W4EEtq4xTN{lQ=dF)ergjL zhx}q>YaZwBfDLFT#^f275vjZcfnnaArVQNN$qt~ss8C~mhe%5NpH6^KZfjCUOV_~} z1VN6t`)&`R>CS-mJIjt+Eik-8r_4^s4sx8E0)8&(t>}}1+};d`=iYby#2c5E5J1py zJTf0%k?+vGWIAYlZr8tdrsCziN@Bc#|3N3c-DYxubCF!2fPlm({rAS2Fb=rlvXJYLr{0ubDUYMQi3;^7HcJH+geS>H&uc zNsZX#Hqx@^o<*;Aw{+x4Whp`< zP+-?nr0OGsh-UMT?JyN&;ZkIn;B1{KNe2jtVR|xh8}}n(8smC>St0$9qj*z->-`4J z*}?sSG4Tuq6+iZye$~aR)*t?}d>`|fAogyN@lW!@O4^{6C=>b~PxNKOQqr z$jqZ$>9!H$vw#zyjE+ThDEhqS!&v8tbJ^5==2!b6tJzK+@*ax4Jj!vZf>OP)+pwu~ zF@56u+J@(TxwaISQeYD4sueBl|aRt!4@G}%4hnY8#lJF(iLjwI`+l-%!hkk19( znWV6X&yE9*>N7v!i=ycazeOflC~8dkqkLZXG%~8;fNa?`k*)}>275VIa*dcM!Jx$&v=wLY zT!lIJ&Lc{Y4j?9fw`@_D^>YsY$!y`= z>erEOf_?CL6{R-yJ+blYIHR=9BSqC792&H=V(V%g8%8M+bGEzXVA8s*cN+dtMYr<}4xnX^xJt{&caHd1h!BWMf~{~fO5rJuZZeDa`eafba&_>uBHYQuMbQ&8IGe*( zno@NDIrMRv0kvU453B3+Xw`2l}&STq@77YNlz7$R^LDa05l{#K$kgO++%e zAauVNG)dwKqNEBM?D>mtiDu{PH&n~P|r?Re+uKTHvrsmGQ!Asb|+tmgXg z^W-ZAO=OfdZD1;B=)29eNyO8XAbY|UR)hnY)pjeYbo(I7b=He1aO-u}0_4wkfv!VU z$WDkDj1j9ok0CYoUK{UnjFnuoJ{VD9UDv_$a%?>mu?1? z4{s2$UVL6Zw@1~f7=T97;R(srBSS%XR|!U5l{uo0#ENAxPRv#5h{8{rLp-kOrV)??@rSUp2V%N|EK&f8>h1+9 z1{qz=Fe919J+^C(-9Hi0DfdDw@X#J>A$ZD&YF_TOU8ueOFlQAUc@hTs?byPZ^z&zL z6Al!052M!!NA-+)NgLkn+RtOh(~d4nG=1EmiI$0w(77wf+V!6uSp^^{`ZkCLCpEsm zT%(^qxlOj0Nv1m-xs%f_?ScsOe0D2$x<$2|dAY;5L-$7?G7Q}%?i>Vu67=Mfz_Diz z-Eui*vqTXtu0eRAKl{4b@ny^T5sKilH~%9Sq=;mz$MT??Cb@qU_-$Pl!jf0lUKxr& z5G<;z(rvCH;jxcBs5PR33!BntAGUv<(rI#wQn!};iY6t8Bd~y8G9&tviLw-8IJ6rnj z)>QdL2mNKLSXgbbA-+&1c=3VSAJi)=7SEgJ$L?FyHB5Q1gn+g?9H&_%Olf=R?*+8h zTZ6&4JqMC?opUjI8gXr>@@Yfb<&0(;^-;J+Gy(bCoUbJPSh}>QE2N(^riYE2VPG)! z3FF2TrUE=XVK62nnH398bj=klOm+mT^I{-LH4@fyKvqTo{eCF=mKf;W|<+R();?OB-b};)Ii6Yp>2{otgT{2|^-?W#FE|kSpuZ z7{j14fr)&EsEF8MJG>29nZ}D&xiUFNLHj>?@eKt)mEj%>DB9)0Lbk+7In7!&1(vO7 zH7dqssRdRhL+#n#2h|?BKa0of5rR9Un|FhKH!SYJAMIi6plmU*EQ4XI`%a$@pFT22 zu+rcYbOOIVKy-fZ zwA0PV_C;r8*1dwB@3@3*-7*#11k1Di6$2Ve*`_{es1w8m%Lru z8hIy%U8@RQ4W;-NPb8tyEv%zh`beK!c7h15g#R1oIM)FN-F=zatbcP{-@?riMU|8gDB%IAiF||_Z4La8 zE|2s=)Rq;YlwRQ=)yPCPFJ9>$OS_`}5kHMLO-VGbR8-|`N{PNiwvF=EQTAJbF~?I@ zttWX|V8MNS^Kzznr2S#@yL`Nc6F#=ZxG$!Rd!-&$P74|yx!y}B)9r`ZZA#n67T&Ci z-D@yI(6uIb!5M|~uvZeiVzH=c-^xrNKZ93-v=e`kxpDlQLo8Ik-z+ARpEbLvxpIaZ z!i{$^zt97o0{+}sSG|~@bK6>{z&!K5`9aifc&(ZywtV$s^Wpu{Nyk5uO*klpMbCgw zECB=`>YoJP|9D`+Fdp_XK4`-33RX;A9xm=6XXn1k3r> zZfSB~1PR}FaXub(+KIgkg?R{`P#^kWfSISjCMMRXvR5NrXuVh)% zG5BGsjIo~Al)zxk@yEXD+&P5|c^i*udD*ZI5xj^@S&WXP4VRX6&l{M-kem6zo}0)N z`ycCPbsPZN^M8A)t83}*A^=&%0>S`j|1PgT99CiHUjhqL{w%vphw@CBkXawZ0*wNJ zO7W3eN{nt|xOU)R&PD@a;9b3|)c~c_7*QG;2??tu&Hdcb{qswuXffdq~+v*UN=1 z08H=;uqw1s?QA|a!)H>YVo9jzYWer3Thy!QY><#$AFcU?qNkZ$l@-4W3$N7omz(qT zui9Re#RD5Q4h1f%`-Xoc+mwY1HbX#D-8AF|S&qe61NFv3%n~>HAkxx{WH|Djujnkc?#B-V=4XNX2o%Q*p*5g}`lov44afrjTr9ud}LLn{6QfQN1 zz%vNZMl69t2^Y%OzKr55IlFAt#LiK#pgkg&E?LbcQ4h9@_YW-)V4$}?g~@QG`0Kye z7fo)IgN@sjLujK7UZS_^#pzj&L}f#DNXwuqtdDdCi{jKzeXZ=)*J(o0Ld!s*tJetK zk`TiTD@zv_jKX3U9!7t-_i1303~3XB?Dv<2ij#Ku_SO034(hf=AoZ}EYWqdEBhq03 z2v5S*p%~p4CXY%!i9LNzM)LwX>^!!J-{h!v{un zpSMm!qDt;vf#mzcSiERV+Hcqb>nb0yIr~-`8jTI0sBvP9)%Simo>ofiYNU? z!;9gMINY(uk>wT}if8;F!h|&@xp2Nh!>kzPWV)$Q-o3?p$ky!z^<}txS>6E_47h9q z30N4-YXnDymaFF9GS~p=7L+w1nV%!K5 z@tXauNTCTj()|KsR{R?rBPF4tCVYlmDL#$qDv-j^G!W$aYCYqvK-V96M39X1dH6!K z$oc6~JRuBKX2fbf5x3!D0Y8^o5%k3s>hNW;_NRBRbn(;fEG8TgQDxIfXNl z8ht?$@u%$wj$ ztB-PWRk8FOF%oKlfQyr|S{!upX@5*@UkP7!?P^am)(q9o$Tf&vv)aYSWjJE_qjAQ_ z$5F*_tIj(SqIAEJC;@C$^kSlWsr)Iy(ktSGjZdlMAPJL!Dhvde1PUUsDANA!YiW#U zKCFRcCq)@676RDZb5YuY{CAByWNdW)qUTuQeoE==1d~{+5H}* z>$nniWgRmctbd#TqLN$Z9#9pnGUPKmAM6WchyOKk>J<$Yva`Ia5%>ggyh~riG$Rts z02VqP8uX*`RWh8MadiCM>pef|5Xl&?R1?XMQTYN1aXHF zGB(1k;-vEqYh^r};yeDAIU$XTs|G7X#nUl6t=vl9QZ%sC#ObLN76pn>+x5E)@aVRP zvu6emZ3AdCTD%|OOOmrv>oMaT2~jn$E=sAaiO>F>czOkHAaOvFgR;Fy$$4`?*&kfY{BymTd?--_Z%SF zk?fsF{%Y^j-rsNPL+(?%Q!VqwhC$1YS9A`m*rH19FEK;F4NxIi*45zDo|(;Vs3q#l zD<}vludYQ=@Ah0fL-pFCCrjexm!4xKsvT ziHg5Y8bmGF7*`&EOB+|Vynab`tevDrN&kR5syS-+o$>poaQ(4HQ(ad*Zi6?m{12q@ z&8GA1$xHn5%TlL4;q-()AHRo;>1|pq`G` z6Bh=lvE(RYR7q!qV3cb*cI&bH(m+4{^t8*g+2`slaIVxuBIEa#eR_1r$J~hHH9lu9 zU3|zkRKPb-AncM~janPW?`(Nwk$Grh4aZ*#yF4l_Ep>JHlxz9OV=o^eW_3H+2eDw*Yf3ZwYuM7 zKyBr*elIjfM1X+mjs7mj$7&umN!UPbBsB~>Flvv|67t*aA%&D$g0#AAw!!pa>tVBJ zIfNywVEB}29*x0A#&X*7*$T1P%bq=RHfm#5Da54xe;p;(-77%t~!>u6UD$*=lKdPO;IE^NUFqnK#b2)$6 zWYRBv2_(j%q_bJCl{H$hKa?6e-i3g}_Bsm78XJgXtck$Jh!Ep?#IInM{{<{pTVFVT zhm=ok*hohi%S~6%B?0RQmD8A9ErW3q{omc+g`~P)!tx5{7*G z?>`W7g(67BjN>JagEL3`Z=O!mVI$F^_R7grf zEkPTjM1slsY4!jT+px%@Qp7n`(m)*KT^(4APp$6!E0aVGZpEbDdS%;|%S)6D28?%hM33jH_vn%eTUjL#a( zRSzXtvNW2_c}#8JcQOD~pdDk%^F4wp=ab{8B_zXL(fiQfVFdjcQ zjxavPp19v)%*#!@_H(ggQx#nL8L>GW!(gE~ca5A|ueg>SvB(#O1!T$MgP=i@)_!>dow!&q8gIEg^>&Y%O^Tj*M>}e>j#sC@O^PgxO z;bA=%99fZO%1o>p9-GyZ`>D&!%kwEGyk$myID+`ubYXh$6?}bLuF`Ib(YMLF*`S{2 z-U-?!E={+exg|{v7HSoNDDDLt$&2w4feB}$gZqmxiD*E5AX}?#HwyW({#EA;fj+XA zj-|7V%GFM&Mkf#76)%Jfl~f-e{r) zpjCG!H2+8WFrxL#Z79OvA>fmk)1@qLvq&OdpvCv7!RkSOGp5CC54_j57`>hg%4&PL2P8-kqpcK#q=nIenn;c|H)txZ} zpssb|^xNKo5}7U|1aE$$lUgiA91Z+g@jq%iAkuO@l{=VWV&9!Tga{w<5=IZ8O6sE-8lQ|%${!aWL}3m8>tic zt+?ta&;pUJP#2#3@{pdP*ej1~qd+O~U=hW18FL3}47Exb9u529 zn3y2!ut8WMACaJVcY-cFu?4~y9tMI~4e0P0V8 z+leTBKr;$dO}{k&#y3drYfeyou8$nFpbz1crf@is=zLBok{xnv0JiPWF(fOH4& zKAj{slwfT%zKSI-+xwEyfkcd>f2>RZl15QTyuyqlll_`_y!7Fg1VOf9W@+M2=n_X`bD~Qu+mE8BmlH-6AAEOn^mkk6Tpf$2G_#Y`9mCQbvt4BjK?4FNhw;+sdRN9x0Y0ny?L|IuS zc$T+MenH!Qz-E~anRL3^-%F(D#AVk1Ka(f>%U~v8a-*+Lx94!4*3k(bT&Bz6J{eO!7*3~Q6rbXHCk8Do}d$)R|DCfpZQ zDVu$!Ji%L_E$4{7C)U)5HFbB=#{>EwlrV;(v9`b|OgeJ}JJsDI6NB$z4_!s=a(g&a zgNw(fVpJssJo zW&Kk`zq4HbTs%=-61{YYfoHyFh`W~4$NWMpt9}H>%JYy=2et622HjGKk2eMARbNFT z8GBwmcp<$>I9>9 z-NKDz|AHkKiIf70yKvLdjFRWA#&$Up&kD0%5j!sZx{ZePq;gcS=Z58{phpo(&9C_1 z*4k|D0AbSq9YjSMb|swtOB{s%NgRKLQvVW2m1!>>T;Q$1de;}LGz0SdG&{j;Ycn?w zpiS}+_GN|yb{Z>fV~X#SRk5yVLQ8xzT1ZQ-a^FiLGO<<7!69iEmSD)!vi3ifnwKOMzae zCFen^2IAHF=_&7ulg6UPliKxZcn>RJzW-Yy+0KKv|09wAxIlgpqW`l%{?IOgXMSw} z?IJ(b4bUzKe*6`mZ-M&d-!lT_f%$!TyeTaIxbaVUoZG`{dB~#;$P3QbW|3>)eM)0; z|FrHno|TuxhA|$^L`7nKh>stEeo-(JHA)jw5=V};t1tzdvyki?9f;iLipdVCc$h>c z)$f@SV!d83o8-lqwN5wdG7&Z2gE!+KKI=a4Zp;V`Pg0+qATqaxvhJu}skUZlC!Txn zw%WObDVFRb)^T&Jpdu{D%gO0Wk4IsAU0)ET9WsFXI;P&u(JbXIQAF^$dM73h-GAMX~%b zQx8XDC!_ZC^i|yTsPP@-``~M{7f(Xg#q~IggZP=@-m?qQ#ixSz!zbMdvUlM>K#ROh zL2j!*6^>cFtR1UgK9hYcG(f99TPIDyPSs2`c;Q&U%;t+4Vvp`Pt`p-KTTZYThEQ$o z!?HV3HB?bCP+l`WtECzipS!Ph2rW}vi-k=?9>J1K1POE`VKBf+O)2uh(vS9&R9d82 zhOrQF<6Qeum*qj8?V&kkHM|wJ0^r$l*!asWaFf%$gpZN6zc6M zL2!rxO32srVQ>(Q^_K3R%gL?=$_d%zKwMBd>r!KG%odgCvXpUWumb7A1TpAy*}{l1 zde}bDgqSY1G?x%D{HLeV+ zVGDv#xnj1^L*4U8<;UD;oSCkd;p&>L*9jS5ktkS?tIGi`2<4xt1%;v@;4~UI@lUr0 z%X8o^!R2$6iadfQB^do+H{@RJ-2!y*UV(2njOIw4yAYm~fGOU41^iPlY3ZiJBLvO1 zbm?|zMMpq`4XR$X+>%3G0e`NrG%mWeQG}hK>D zT;|P!2Z}r3A%}W-3|XC|`_SunDiL_U`5zdg_Ti!9-6}&DietiKEv=M|JgWAjfF}Sh z2bCZPQeMaHtMaCZFd`T>UvDNcC6K&B_c{3lr5QH748D0je8}*~Tk|@NpgY$QS-zpE zMa8S|eNc>TSlkuDPemd55F;QP>~N&<;`4ra9_w=8%03@%xk0v+t1=d|QS&+ue7?}A?pqGchOf3?T9;gY8<9j{T|x}uk2`5?!7I&-_^-lA(_8ESiR z+f?qb_R_fDjA@;t_3PBCwQf6NsNqQf#`HI-4?H{5&!~}CEcid1I4DHKw0UA_5j22M z<5|%ZbBLH$baktImb?n`%NiI|33eFmh<4mG1yz4$mEBQfye@#YXCAChJ>U`6baWOs<JDP#+x>JGbHu8e$`7 z0O~d@uH9^RZ3h<}G>jdIOw?Q{Ax)NVsIwnC7zAB2O&)UPRbSryqaN*XJ3br&d@>Bs zDgf01uWPO^_(j*m@((B7U{cx)gdP!M!!7%jaJ0<`HJT_Du(j6K*DrnMjUePq z32>(pC%;}#6`<_?1hMO~X{a;&Fo1OvPI$8hjS&f>vmbZn>V!7IGE!))LoYrrzKsjh zsN>)4>P{ZdWSVVwre87o`EKjux40|rc<1qArY|G!`U zF@Mym0-B(SJqiBs*y0+dlu&?{Q&kc`1UnpCXebkYin0)Uyk!%|_6_Zw%4iy3RHfPF zoCMR>p;E0D5=Y4eB2f+-kq*&16m|{=ISMw&lYcK!3;A_-_FkReK_=cuG?xiupbH{{ z#6rd)q<-uGM_;mmAUM2L(AB0aj9?7^JA|14?;wOV)~s(imoAU2iF2RB*t^symU3HT4BcH6Ow&*ejQxLmp=~7d_%P zfpvTk5)qUmhRqzEv}xty`wxUM3U$+FO=65~G77%YbXMHc99t8%J?Iv2@)s z7vKUZ0m*caI>i1b^F>!28ZiX0xR3x_HsascpRTp_f0y6yTP`hz-wMztAm9x20UvG^ zn|)Od&ZksQO!cZ#7dWQgSh_$zyP71pH2QcxvVL-A(e*I=hnw?*koYPNhxS#}WS?Bf zP7Vq<7`7SuO}z8M>Ss?>@EGX2b9z3~2=6TsZFhxK9ApDqZ*WntQX$DW6@?s&Y{o_% z_R6W=70fM`GedJM<4u;O#CIS=->O>^tO=l)XA%!k$P0RvW%1$5a&hl|+BiwUmCiQA zwblgQB|H??uxcb0}99#vlJQG$YE2hrd_Y_7AlpSN96sXUBJ7#t( zOe+eCzSmEv1ERZ$W3x91`eMrRVVbjdg#CPw?p%g#*~f~*Zj4ncS@wa<4Y$Pr(AP)t zx+lQcU982~3`%R>g-2<5&YVfM0vj_YOns^|K`Ro;{4 z{H16c%fC{~fI+AM7483%iZFqJHShzlfSaNJY~%F%C;Q`_rl1wT^t80sR&ud6 zwEO(Wik6f7cYr!&I^rw9SET?N7;uiiy>J0JYkzuqzfAYH1M7vZx>o?V%_ZQ>2!9&} z1S9}xD+SoU{$LvPtgOub>8vr3amQeQ%jN|DVEx-*Nx($_2LE~DzeD`vMN9?Q*cMm< z0kJKD{3<#B4HXIKb@A6l{6%;CCOY0u(0GgTwvzQXN>%tTl)wD`-yZ*4 zgtxJV-w2-){*Lgw+~h67+dQP-2$ZRRN6`PB;r$lkZJP6M2+g#AgZNw0^IMF!37fw$ zW;6ee@oOT#eA~AO|9K)#d4EUvb0Yr;@ixck_eB)u{~N>~6ZuDk|NMK%SNY8j}UJe$lueDtN#V@fANuTujwsq_Z!f>;TPb)R{MV-@!kTyrMP|r zMmPR_lK)6}y#;$q5d8+rYWfdgf2WJy!o6ize#2Ea{|C6=T+3Uqx75UMuEwMZ~d0vpbvn$jkjLR+tL4S{{J2e1a#gB1oXe0fw#l|-Fo}`aGRdL4gbrQ YlamAoka|Es*nmGyz!pW<|Hsk)1F74g8UO$Q literal 0 HcmV?d00001