formula_variant
stringlengths
13
1.28k
original
stringlengths
18
657
embedding_1024
stringlengths
22.1k
22.9k
( ( ( always[0,5] ( x_0 >= 1.0995 ) or x_2 <= -2.5694 ) or ( always[0,5] ( x_0 >= 1.0995 ) or x_2 <= -2.5694 ) ) or ( not ( ( ( always[18,21] ( eventually[12,17] ( x_2 >= 0.3030 ) ) until[0,1] ( x_0 >= 1.1239 or ( x_0 >= 1.2592 until[5,10] ( x_1 >= -1.2074 and eventually[14,16] ( x_0 >= 0.5011 ) ) ) ) ) and ( always[18...
( not ( ( eventually[0,4] ( x_0 <= 1.0995 ) and x_2 >= -2.5694 ) ) or ( not ( ( always[18,21] ( eventually[12,17] ( x_2 >= 0.303 ) ) until ( x_0 >= 1.1239 or ( x_0 >= 1.2592 until[5,10] ( x_1 >= -1.2074 and eventually[14,16] ( x_0 >= 0.5011 ) ) ) ) ) ) until[13,15] ( x_2 >= -0.0585 and not ( x_0 <= -1.7418 ) ) ) )
[0.0021600862964987755, 0.008962604217231274, 0.0016565944533795118, 0.000401320488890633, 0.006517995614558458, 0.00601590471342206, 0.0029400645289570093, 0.010992302559316158, 0.016663845628499985, 0.007920426316559315, 0.006384177133440971, 0.006377951707690954, 0.005535376723855734, 0.0015905869659036398, 0.012320...
( ( always[0,5] ( x_0 >= 1.0995 ) or x_2 <= -2.5694 ) or ( not ( ( always[18,21] ( eventually[12,17] ( x_2 >= 0.3030 ) ) until[0,1] ( x_0 >= 1.1239 or ( x_0 >= 1.2592 until[5,10] ( x_1 >= -1.2074 and eventually[14,16] ( x_0 >= 0.5011 ) ) ) ) ) ) until[13,15] ( x_2 >= -0.0585 and x_0 >= -1.7418 ) ) )
( not ( ( eventually[0,4] ( x_0 <= 1.0995 ) and x_2 >= -2.5694 ) ) or ( not ( ( always[18,21] ( eventually[12,17] ( x_2 >= 0.303 ) ) until ( x_0 >= 1.1239 or ( x_0 >= 1.2592 until[5,10] ( x_1 >= -1.2074 and eventually[14,16] ( x_0 >= 0.5011 ) ) ) ) ) ) until[13,15] ( x_2 >= -0.0585 and not ( x_0 <= -1.7418 ) ) ) )
[0.0021600862964987755, 0.008962604217231274, 0.0016565944533795118, 0.000401320488890633, 0.006517995614558458, 0.00601590471342206, 0.0029400645289570093, 0.010992302559316158, 0.016663845628499985, 0.007920426316559315, 0.006384177133440971, 0.006377951707690954, 0.005535376723855734, 0.0015905869659036398, 0.012320...
( not ( ( eventually[0,4] ( x_0 <= 1.0995 ) and x_2 >= -2.5694 ) ) or ( not ( ( always[18,21] ( eventually[12,17] ( x_2 >= 0.303 ) ) until ( x_0 >= 1.1239 or ( x_0 >= 1.2592 until[5,10] ( x_1 >= -1.2074 and eventually[14,16] ( x_0 >= 0.5011 ) ) ) ) ) ) until[13,15] ( x_2 >= -0.0585 and not ( x_0 <= -1.7418 ) ) ) )
( not ( ( eventually[0,4] ( x_0 <= 1.0995 ) and x_2 >= -2.5694 ) ) or ( not ( ( always[18,21] ( eventually[12,17] ( x_2 >= 0.303 ) ) until ( x_0 >= 1.1239 or ( x_0 >= 1.2592 until[5,10] ( x_1 >= -1.2074 and eventually[14,16] ( x_0 >= 0.5011 ) ) ) ) ) ) until[13,15] ( x_2 >= -0.0585 and not ( x_0 <= -1.7418 ) ) ) )
[0.0021600862964987755, 0.008962604217231274, 0.0016565944533795118, 0.000401320488890633, 0.006517995614558458, 0.00601590471342206, 0.0029400645289570093, 0.010992302559316158, 0.016663845628499985, 0.007920426316559315, 0.006384177133440971, 0.006377951707690954, 0.005535376723855734, 0.0015905869659036398, 0.012320...
( ( ( always[0,5] ( x_0 >= 1.0995 ) or x_2 <= -2.5694 ) or ( not ( ( always[18,21] ( eventually[12,17] ( x_2 >= 0.3030 ) ) until[0,1] ( x_0 >= 1.1239 or ( x_0 >= 1.2592 until[5,10] ( x_1 >= -1.2074 and eventually[14,16] ( x_0 >= 0.5011 ) ) ) ) ) ) until[13,15] ( x_2 >= -0.0585 and x_0 >= -1.7418 ) ) ) or ( ( always[0,5...
( not ( ( eventually[0,4] ( x_0 <= 1.0995 ) and x_2 >= -2.5694 ) ) or ( not ( ( always[18,21] ( eventually[12,17] ( x_2 >= 0.303 ) ) until ( x_0 >= 1.1239 or ( x_0 >= 1.2592 until[5,10] ( x_1 >= -1.2074 and eventually[14,16] ( x_0 >= 0.5011 ) ) ) ) ) ) until[13,15] ( x_2 >= -0.0585 and not ( x_0 <= -1.7418 ) ) ) )
[0.0021600862964987755, 0.008962604217231274, 0.0016565944533795118, 0.000401320488890633, 0.006517995614558458, 0.00601590471342206, 0.0029400645289570093, 0.010992302559316158, 0.016663845628499985, 0.007920426316559315, 0.006384177133440971, 0.006377951707690954, 0.005535376723855734, 0.0015905869659036398, 0.012320...
( ( x_0 <= 1.8509 and ( x_0 <= 1.1410 until[8,inf] ( ( x_1 <= -0.6777 until[14,17] x_1 >= -0.0808 ) or ( always[10,13] ( x_1 <= 0.0961 ) until[3,16] x_2 <= 0.5595 ) ) ) ) and x_2 <= -0.3896 )
( ( x_0 <= 1.8509 and ( x_0 <= 1.141 until[8,inf] ( not ( not ( ( not ( x_1 >= -0.6777 ) until[14,17] x_1 >= -0.0808 ) ) ) or ( always[10,13] ( x_1 <= 0.0961 ) until[3,16] x_2 <= 0.5595 ) ) ) ) and x_2 <= -0.3896 )
[0.1507681906223297, 0.00017821961955633014, 0.1945122927427292, 0.14897345006465912, 0.0004505859105847776, 0.12138631939888, 0.26844173669815063, 0.0884881392121315, 0.053703077137470245, 0.00047566628200002015, 0.01797536574304104, 0.0003138689498882741, 0.008031655102968216, 0.05286335572600365, 0.00031568063423037...
not ( not ( ( ( x_0 <= 1.8509 and ( x_0 <= 1.1410 until[8,inf] ( ( x_1 <= -0.6777 until[14,17] x_1 >= -0.0808 ) or ( always[10,13] ( x_1 <= 0.0961 ) until[3,16] x_2 <= 0.5595 ) ) ) ) and x_2 <= -0.3896 ) ) )
( ( x_0 <= 1.8509 and ( x_0 <= 1.141 until[8,inf] ( not ( not ( ( not ( x_1 >= -0.6777 ) until[14,17] x_1 >= -0.0808 ) ) ) or ( always[10,13] ( x_1 <= 0.0961 ) until[3,16] x_2 <= 0.5595 ) ) ) ) and x_2 <= -0.3896 )
[0.1507681906223297, 0.00017821961955633014, 0.1945122927427292, 0.14897345006465912, 0.0004505859105847776, 0.12138631939888, 0.26844173669815063, 0.0884881392121315, 0.053703077137470245, 0.00047566628200002015, 0.01797536574304104, 0.0003138689498882741, 0.008031655102968216, 0.05286335572600365, 0.00031568063423037...
( ( x_0 <= 1.8509 and ( x_0 <= 1.141 until[8,inf] ( not ( not ( ( not ( x_1 >= -0.6777 ) until[14,17] x_1 >= -0.0808 ) ) ) or ( always[10,13] ( x_1 <= 0.0961 ) until[3,16] x_2 <= 0.5595 ) ) ) ) and x_2 <= -0.3896 )
( ( x_0 <= 1.8509 and ( x_0 <= 1.141 until[8,inf] ( not ( not ( ( not ( x_1 >= -0.6777 ) until[14,17] x_1 >= -0.0808 ) ) ) or ( always[10,13] ( x_1 <= 0.0961 ) until[3,16] x_2 <= 0.5595 ) ) ) ) and x_2 <= -0.3896 )
[0.1507681906223297, 0.00017821961955633014, 0.1945122927427292, 0.14897345006465912, 0.0004505859105847776, 0.12138631939888, 0.26844173669815063, 0.0884881392121315, 0.053703077137470245, 0.00047566628200002015, 0.01797536574304104, 0.0003138689498882741, 0.008031655102968216, 0.05286335572600365, 0.00031568063423037...
( ( ( x_0 <= 1.8509 and x_0 <= 1.8509 ) and ( ( x_0 <= 1.1410 until[8,inf] ( ( x_1 <= -0.6777 until[14,17] x_1 >= -0.0808 ) or ( always[10,13] ( x_1 <= 0.0961 ) until[3,16] x_2 <= 0.5595 ) ) ) and ( x_0 <= 1.1410 until[8,inf] ( ( x_1 <= -0.6777 until[14,17] x_1 >= -0.0808 ) or ( always[10,13] ( x_1 <= 0.0961 ) until[3,...
( ( x_0 <= 1.8509 and ( x_0 <= 1.141 until[8,inf] ( not ( not ( ( not ( x_1 >= -0.6777 ) until[14,17] x_1 >= -0.0808 ) ) ) or ( always[10,13] ( x_1 <= 0.0961 ) until[3,16] x_2 <= 0.5595 ) ) ) ) and x_2 <= -0.3896 )
[0.1507681906223297, 0.00017821961955633014, 0.1945122927427292, 0.14897345006465912, 0.0004505859105847776, 0.12138631939888, 0.26844173669815063, 0.0884881392121315, 0.053703077137470245, 0.00047566628200002015, 0.01797536574304104, 0.0003138689498882741, 0.008031655102968216, 0.05286335572600365, 0.00031568063423037...
( ( ( x_0 <= 1.8509 and ( x_0 <= 1.1410 until[8,inf] ( ( x_1 <= -0.6777 until[14,17] x_1 >= -0.0808 ) or ( always[10,13] ( x_1 <= 0.0961 ) until[3,16] x_2 <= 0.5595 ) ) ) ) or ( x_0 <= 1.8509 and ( x_0 <= 1.1410 until[8,inf] ( ( x_1 <= -0.6777 until[14,17] x_1 >= -0.0808 ) or ( always[10,13] ( x_1 <= 0.0961 ) until[3,1...
( ( x_0 <= 1.8509 and ( x_0 <= 1.141 until[8,inf] ( not ( not ( ( not ( x_1 >= -0.6777 ) until[14,17] x_1 >= -0.0808 ) ) ) or ( always[10,13] ( x_1 <= 0.0961 ) until[3,16] x_2 <= 0.5595 ) ) ) ) and x_2 <= -0.3896 )
[0.1507681906223297, 0.00017821961955633014, 0.1945122927427292, 0.14897345006465912, 0.0004505859105847776, 0.12138631939888, 0.26844173669815063, 0.0884881392121315, 0.053703077137470245, 0.00047566628200002015, 0.01797536574304104, 0.0003138689498882741, 0.008031655102968216, 0.05286335572600365, 0.00031568063423037...
( (( not ( not ( x_2 >= 1.9644 ) ) until[0,1] not ( x_0 >= -1.0597 ) )) until[0,10] (( not ( not ( x_2 >= 1.9644 ) ) until[0,1] not ( x_0 >= -1.0597 ) )) )
( x_2 >= 1.9644 until x_0 <= -1.0597 )
[0.26333335041999817, 0.00012306532880757004, 0.011840361170470715, 0.037704724818468094, 0.00018858654948417097, 0.7321568131446838, 0.34468933939933777, 0.21559764444828033, 0.34778892993927, 0.0009754697675816715, 0.14384183287620544, 0.00010190533066634089, 0.04501080513000488, 0.10925308614969254, 0.00010209034371...
( x_2 >= 1.9644 until[0,1] ( x_0 <= -1.0597 and x_0 <= -1.0597 ) )
( x_2 >= 1.9644 until x_0 <= -1.0597 )
[0.26333335041999817, 0.00012306532880757004, 0.011840361170470715, 0.037704724818468094, 0.00018858654948417097, 0.7321568131446838, 0.34468933939933777, 0.21559764444828033, 0.34778892993927, 0.0009754697675816715, 0.14384183287620544, 0.00010190533066634089, 0.04501080513000488, 0.10925308614969254, 0.00010209034371...
( ( x_2 >= 1.9644 until[0,1] x_0 <= -1.0597 ) and ( x_2 >= 1.9644 until[0,1] x_0 <= -1.0597 ) )
( x_2 >= 1.9644 until x_0 <= -1.0597 )
[0.26333335041999817, 0.00012306532880757004, 0.011840361170470715, 0.037704724818468094, 0.00018858654948417097, 0.7321568131446838, 0.34468933939933777, 0.21559764444828033, 0.34778892993927, 0.0009754697675816715, 0.14384183287620544, 0.00010190533066634089, 0.04501080513000488, 0.10925308614969254, 0.00010209034371...
( x_2 >= 1.9644 until[0,1] x_0 <= -1.0597 )
( x_2 >= 1.9644 until x_0 <= -1.0597 )
[0.26333335041999817, 0.00012306532880757004, 0.011840361170470715, 0.037704724818468094, 0.00018858654948417097, 0.7321568131446838, 0.34468933939933777, 0.21559764444828033, 0.34778892993927, 0.0009754697675816715, 0.14384183287620544, 0.00010190533066634089, 0.04501080513000488, 0.10925308614969254, 0.00010209034371...
( not ( x_2 <= 1.9644 ) until[0,1] not ( x_0 >= -1.0597 ) )
( x_2 >= 1.9644 until x_0 <= -1.0597 )
[0.26333335041999817, 0.00012306532880757004, 0.011840361170470715, 0.037704724818468094, 0.00018858654948417097, 0.7321568131446838, 0.34468933939933777, 0.21559764444828033, 0.34778892993927, 0.0009754697675816715, 0.14384183287620544, 0.00010190533066634089, 0.04501080513000488, 0.10925308614969254, 0.00010209034371...
( ( x_2 >= 1.9644 and x_2 >= 1.9644 ) until[0,1] x_0 <= -1.0597 )
( x_2 >= 1.9644 until x_0 <= -1.0597 )
[0.26333335041999817, 0.00012306532880757004, 0.011840361170470715, 0.037704724818468094, 0.00018858654948417097, 0.7321568131446838, 0.34468933939933777, 0.21559764444828033, 0.34778892993927, 0.0009754697675816715, 0.14384183287620544, 0.00010190533066634089, 0.04501080513000488, 0.10925308614969254, 0.00010209034371...
( x_2 >= 1.9644 until[0,1] not ( not ( x_0 <= -1.0597 ) ) )
( x_2 >= 1.9644 until x_0 <= -1.0597 )
[0.26333335041999817, 0.00012306532880757004, 0.011840361170470715, 0.037704724818468094, 0.00018858654948417097, 0.7321568131446838, 0.34468933939933777, 0.21559764444828033, 0.34778892993927, 0.0009754697675816715, 0.14384183287620544, 0.00010190533066634089, 0.04501080513000488, 0.10925308614969254, 0.00010209034371...
( x_2 >= 1.9644 until x_0 <= -1.0597 )
( x_2 >= 1.9644 until x_0 <= -1.0597 )
[0.26333335041999817, 0.00012306532880757004, 0.011840361170470715, 0.037704724818468094, 0.00018858654948417097, 0.7321568131446838, 0.34468933939933777, 0.21559764444828033, 0.34778892993927, 0.0009754697675816715, 0.14384183287620544, 0.00010190533066634089, 0.04501080513000488, 0.10925308614969254, 0.00010209034371...
not ( always ( ( always ( ( always[3,inf] ( ( not ( ( x_2 <= -0.5058 or ( x_0 <= 0.3405 and not ( x_1 >= 2.5875 ) ) ) ) or not ( x_2 <= -1.2093 ) ) ) or always[1,13] ( x_1 <= 1.232 ) ) ) until[18,21] x_1 >= -0.3399 ) ) )
not ( always ( ( always ( ( always[3,inf] ( ( not ( ( x_2 <= -0.5058 or ( x_0 <= 0.3405 and not ( x_1 >= 2.5875 ) ) ) ) or not ( x_2 <= -1.2093 ) ) ) or always[1,13] ( x_1 <= 1.232 ) ) ) until[18,21] x_1 >= -0.3399 ) ) )
[0.0016424061032012105, 0.000943971099331975, 0.051631856709718704, 0.0023325772490352392, 0.006502821110188961, 0.005925639998167753, 0.007007499225437641, 0.00697666872292757, 0.03798132762312889, 0.00016620894894003868, 0.0005768497940152884, 0.006614917889237404, 0.000170706189237535, 0.006885428912937641, 0.006589...
( eventually[0,2] ( not ( ( always[0,1] ( ( always[3,inf] ( ( ( x_2 >= -0.5058 and ( x_0 >= 0.3405 or x_1 >= 2.5875 ) ) or x_2 >= -1.2093 ) ) or always[1,13] ( x_1 <= 1.2320 ) ) ) until[18,21] x_1 >= -0.3399 ) ) ) and eventually[0,2] ( not ( ( always[0,1] ( ( always[3,inf] ( ( ( x_2 >= -0.5058 and ( x_0 >= 0.3405 or x_...
not ( always ( ( always ( ( always[3,inf] ( ( not ( ( x_2 <= -0.5058 or ( x_0 <= 0.3405 and not ( x_1 >= 2.5875 ) ) ) ) or not ( x_2 <= -1.2093 ) ) ) or always[1,13] ( x_1 <= 1.232 ) ) ) until[18,21] x_1 >= -0.3399 ) ) )
[0.0016424061032012105, 0.000943971099331975, 0.051631856709718704, 0.0023325772490352392, 0.006502821110188961, 0.005925639998167753, 0.007007499225437641, 0.00697666872292757, 0.03798132762312889, 0.00016620894894003868, 0.0005768497940152884, 0.006614917889237404, 0.000170706189237535, 0.006885428912937641, 0.006589...
eventually[0,2] ( not ( not ( not ( ( always[0,1] ( ( always[3,inf] ( ( ( x_2 >= -0.5058 and ( x_0 >= 0.3405 or x_1 >= 2.5875 ) ) or x_2 >= -1.2093 ) ) or always[1,13] ( x_1 <= 1.2320 ) ) ) until[18,21] x_1 >= -0.3399 ) ) ) ) )
not ( always ( ( always ( ( always[3,inf] ( ( not ( ( x_2 <= -0.5058 or ( x_0 <= 0.3405 and not ( x_1 >= 2.5875 ) ) ) ) or not ( x_2 <= -1.2093 ) ) ) or always[1,13] ( x_1 <= 1.232 ) ) ) until[18,21] x_1 >= -0.3399 ) ) )
[0.0016424061032012105, 0.000943971099331975, 0.051631856709718704, 0.0023325772490352392, 0.006502821110188961, 0.005925639998167753, 0.007007499225437641, 0.00697666872292757, 0.03798132762312889, 0.00016620894894003868, 0.0005768497940152884, 0.006614917889237404, 0.000170706189237535, 0.006885428912937641, 0.006589...
eventually[0,2] ( not ( ( always[0,1] ( not ( not ( ( always[3,inf] ( ( ( x_2 >= -0.5058 and ( x_0 >= 0.3405 or x_1 >= 2.5875 ) ) or x_2 >= -1.2093 ) ) or always[1,13] ( x_1 <= 1.2320 ) ) ) ) ) until[18,21] not ( not ( x_1 >= -0.3399 ) ) ) ) )
not ( always ( ( always ( ( always[3,inf] ( ( not ( ( x_2 <= -0.5058 or ( x_0 <= 0.3405 and not ( x_1 >= 2.5875 ) ) ) ) or not ( x_2 <= -1.2093 ) ) ) or always[1,13] ( x_1 <= 1.232 ) ) ) until[18,21] x_1 >= -0.3399 ) ) )
[0.0016424061032012105, 0.000943971099331975, 0.051631856709718704, 0.0023325772490352392, 0.006502821110188961, 0.005925639998167753, 0.007007499225437641, 0.00697666872292757, 0.03798132762312889, 0.00016620894894003868, 0.0005768497940152884, 0.006614917889237404, 0.000170706189237535, 0.006885428912937641, 0.006589...
eventually[0,2] ( not ( ( always[0,1] ( ( always[3,inf] ( ( ( x_2 >= -0.5058 and ( x_0 >= 0.3405 or x_1 >= 2.5875 ) ) or x_2 >= -1.2093 ) ) or always[1,13] ( x_1 <= 1.2320 ) ) ) until[18,21] x_1 >= -0.3399 ) ) )
not ( always ( ( always ( ( always[3,inf] ( ( not ( ( x_2 <= -0.5058 or ( x_0 <= 0.3405 and not ( x_1 >= 2.5875 ) ) ) ) or not ( x_2 <= -1.2093 ) ) ) or always[1,13] ( x_1 <= 1.232 ) ) ) until[18,21] x_1 >= -0.3399 ) ) )
[0.0016424061032012105, 0.000943971099331975, 0.051631856709718704, 0.0023325772490352392, 0.006502821110188961, 0.005925639998167753, 0.007007499225437641, 0.00697666872292757, 0.03798132762312889, 0.00016620894894003868, 0.0005768497940152884, 0.006614917889237404, 0.000170706189237535, 0.006885428912937641, 0.006589...
eventually[18,21] ( x_2 <= 0.2040 )
eventually[18,21] ( x_2 <= 0.204 )
[0.008110244758427143, 0.016353938728570938, 0.027008717879652977, 0.04859945550560951, 0.015115893445909023, 0.001191897550597787, 0.004674593918025494, 0.0029689734801650047, 0.0005320248892530799, 0.01039530523121357, 0.002884858287870884, 0.01911367103457451, 0.004481560550630093, 0.00399470841512084, 0.01816825382...
( (eventually[18,21] ( not ( x_2 >= 0.2040 ) )) until[0,10] (eventually[18,21] ( not ( x_2 >= 0.2040 ) )) )
eventually[18,21] ( x_2 <= 0.204 )
[0.008110244758427143, 0.016353938728570938, 0.027008717879652977, 0.04859945550560951, 0.015115893445909023, 0.001191897550597787, 0.004674593918025494, 0.0029689734801650047, 0.0005320248892530799, 0.01039530523121357, 0.002884858287870884, 0.01911367103457451, 0.004481560550630093, 0.00399470841512084, 0.01816825382...
( eventually[18,21] ( x_2 <= 0.2040 ) and eventually[18,21] ( x_2 <= 0.2040 ) )
eventually[18,21] ( x_2 <= 0.204 )
[0.008110244758427143, 0.016353938728570938, 0.027008717879652977, 0.04859945550560951, 0.015115893445909023, 0.001191897550597787, 0.004674593918025494, 0.0029689734801650047, 0.0005320248892530799, 0.01039530523121357, 0.002884858287870884, 0.01911367103457451, 0.004481560550630093, 0.00399470841512084, 0.01816825382...
eventually[18,21] ( x_2 <= 0.204 )
eventually[18,21] ( x_2 <= 0.204 )
[0.008110244758427143, 0.016353938728570938, 0.027008717879652977, 0.04859945550560951, 0.015115893445909023, 0.001191897550597787, 0.004674593918025494, 0.0029689734801650047, 0.0005320248892530799, 0.01039530523121357, 0.002884858287870884, 0.01911367103457451, 0.004481560550630093, 0.00399470841512084, 0.01816825382...
( (eventually[2,4] ( eventually[16,17] ( not ( x_2 >= 0.2040 ) ) )) until[0,10] (eventually[2,4] ( eventually[16,17] ( not ( x_2 >= 0.2040 ) ) )) )
eventually[18,21] ( x_2 <= 0.204 )
[0.008110244758427143, 0.016353938728570938, 0.027008717879652977, 0.04859945550560951, 0.015115893445909023, 0.001191897550597787, 0.004674593918025494, 0.0029689734801650047, 0.0005320248892530799, 0.01039530523121357, 0.002884858287870884, 0.01911367103457451, 0.004481560550630093, 0.00399470841512084, 0.01816825382...
eventually[18,21] ( not ( x_2 >= 0.2040 ) )
eventually[18,21] ( x_2 <= 0.204 )
[0.008110244758427143, 0.016353938728570938, 0.027008717879652977, 0.04859945550560951, 0.015115893445909023, 0.001191897550597787, 0.004674593918025494, 0.0029689734801650047, 0.0005320248892530799, 0.01039530523121357, 0.002884858287870884, 0.01911367103457451, 0.004481560550630093, 0.00399470841512084, 0.01816825382...
eventually[10,12] ( eventually[8,9] ( ( x_2 <= 0.2040 and x_2 <= 0.2040 ) ) )
eventually[18,21] ( x_2 <= 0.204 )
[0.008110244758427143, 0.016353938728570938, 0.027008717879652977, 0.04859945550560951, 0.015115893445909023, 0.001191897550597787, 0.004674593918025494, 0.0029689734801650047, 0.0005320248892530799, 0.01039530523121357, 0.002884858287870884, 0.01911367103457451, 0.004481560550630093, 0.00399470841512084, 0.01816825382...
eventually[6,8] ( eventually[12,13] ( not ( x_2 >= 0.2040 ) ) )
eventually[18,21] ( x_2 <= 0.204 )
[0.008110244758427143, 0.016353938728570938, 0.027008717879652977, 0.04859945550560951, 0.015115893445909023, 0.001191897550597787, 0.004674593918025494, 0.0029689734801650047, 0.0005320248892530799, 0.01039530523121357, 0.002884858287870884, 0.01911367103457451, 0.004481560550630093, 0.00399470841512084, 0.01816825382...
eventually[4,19] ( not ( x_1 >= 0.1283 ) )
eventually[4,19] ( x_1 <= 0.1283 )
[0.0004947191919200122, 0.0013830941170454025, 0.09404824674129486, 0.0007932762964628637, 0.013816960155963898, 0.0030147386714816093, 0.0030791431199759245, 0.00326279504224658, 0.036977916955947876, 0.0001179528990178369, 0.000142927878187038, 0.015634898096323013, 5.560818681260571e-05, 0.004256412386894226, 0.0140...
eventually[3,7] ( eventually[1,12] ( not ( x_1 >= 0.1283 ) ) )
eventually[4,19] ( x_1 <= 0.1283 )
[0.0004947191919200122, 0.0013830941170454025, 0.09404824674129486, 0.0007932762964628637, 0.013816960155963898, 0.0030147386714816093, 0.0030791431199759245, 0.00326279504224658, 0.036977916955947876, 0.0001179528990178369, 0.000142927878187038, 0.015634898096323013, 5.560818681260571e-05, 0.004256412386894226, 0.0140...
not ( not ( eventually[3,5] ( eventually[1,14] ( x_1 <= 0.1283 ) ) ) )
eventually[4,19] ( x_1 <= 0.1283 )
[0.0004947191919200122, 0.0013830941170454025, 0.09404824674129486, 0.0007932762964628637, 0.013816960155963898, 0.0030147386714816093, 0.0030791431199759245, 0.00326279504224658, 0.036977916955947876, 0.0001179528990178369, 0.000142927878187038, 0.015634898096323013, 5.560818681260571e-05, 0.004256412386894226, 0.0140...
not ( not ( eventually[4,19] ( x_1 <= 0.1283 ) ) )
eventually[4,19] ( x_1 <= 0.1283 )
[0.0004947191919200122, 0.0013830941170454025, 0.09404824674129486, 0.0007932762964628637, 0.013816960155963898, 0.0030147386714816093, 0.0030791431199759245, 0.00326279504224658, 0.036977916955947876, 0.0001179528990178369, 0.000142927878187038, 0.015634898096323013, 5.560818681260571e-05, 0.004256412386894226, 0.0140...
eventually[4,19] ( x_1 <= 0.1283 )
eventually[4,19] ( x_1 <= 0.1283 )
[0.0004947191919200122, 0.0013830941170454025, 0.09404824674129486, 0.0007932762964628637, 0.013816960155963898, 0.0030147386714816093, 0.0030791431199759245, 0.00326279504224658, 0.036977916955947876, 0.0001179528990178369, 0.000142927878187038, 0.015634898096323013, 5.560818681260571e-05, 0.004256412386894226, 0.0140...
not ( not ( eventually[3,4] ( eventually[1,15] ( x_1 <= 0.1283 ) ) ) )
eventually[4,19] ( x_1 <= 0.1283 )
[0.0004947191919200122, 0.0013830941170454025, 0.09404824674129486, 0.0007932762964628637, 0.013816960155963898, 0.0030147386714816093, 0.0030791431199759245, 0.00326279504224658, 0.036977916955947876, 0.0001179528990178369, 0.000142927878187038, 0.015634898096323013, 5.560818681260571e-05, 0.004256412386894226, 0.0140...
( (eventually[4,19] ( not ( x_1 >= 0.1283 ) )) until[0,10] (eventually[4,19] ( not ( x_1 >= 0.1283 ) )) )
eventually[4,19] ( x_1 <= 0.1283 )
[0.0004947191919200122, 0.0013830941170454025, 0.09404824674129486, 0.0007932762964628637, 0.013816960155963898, 0.0030147386714816093, 0.0030791431199759245, 0.00326279504224658, 0.036977916955947876, 0.0001179528990178369, 0.000142927878187038, 0.015634898096323013, 5.560818681260571e-05, 0.004256412386894226, 0.0140...
( eventually[15,21] ( x_2 >= -1.6532 ) and eventually[15,21] ( x_2 >= -1.6532 ) )
not ( always[15,20] ( x_2 <= -1.6532 ) )
[9.664511890150607e-05, 0.27157923579216003, 0.0011766315437853336, 0.00019995562615804374, 0.2087991088628769, 0.0002210720704169944, 0.00012907090422231704, 0.00021113583352416754, 0.0008833712781779468, 0.03959206864237785, 0.0004921930376440287, 0.34895142912864685, 0.0011529081966727972, 0.0007558090728707612, 0.2...
( (eventually[15,21] ( ( x_2 >= -1.6532 or x_2 >= -1.6532 ) )) until[0,10] (eventually[15,21] ( ( x_2 >= -1.6532 or x_2 >= -1.6532 ) )) )
not ( always[15,20] ( x_2 <= -1.6532 ) )
[9.664511890150607e-05, 0.27157923579216003, 0.0011766315437853336, 0.00019995562615804374, 0.2087991088628769, 0.0002210720704169944, 0.00012907090422231704, 0.00021113583352416754, 0.0008833712781779468, 0.03959206864237785, 0.0004921930376440287, 0.34895142912864685, 0.0011529081966727972, 0.0007558090728707612, 0.2...
eventually[0,2] ( eventually[15,19] ( not ( x_2 <= -1.6532 ) ) )
not ( always[15,20] ( x_2 <= -1.6532 ) )
[9.664511890150607e-05, 0.27157923579216003, 0.0011766315437853336, 0.00019995562615804374, 0.2087991088628769, 0.0002210720704169944, 0.00012907090422231704, 0.00021113583352416754, 0.0008833712781779468, 0.03959206864237785, 0.0004921930376440287, 0.34895142912864685, 0.0011529081966727972, 0.0007558090728707612, 0.2...
eventually[15,21] ( not ( not ( x_2 >= -1.6532 ) ) )
not ( always[15,20] ( x_2 <= -1.6532 ) )
[9.664511890150607e-05, 0.27157923579216003, 0.0011766315437853336, 0.00019995562615804374, 0.2087991088628769, 0.0002210720704169944, 0.00012907090422231704, 0.00021113583352416754, 0.0008833712781779468, 0.03959206864237785, 0.0004921930376440287, 0.34895142912864685, 0.0011529081966727972, 0.0007558090728707612, 0.2...
not ( always[15,20] ( x_2 <= -1.6532 ) )
not ( always[15,20] ( x_2 <= -1.6532 ) )
[9.664511890150607e-05, 0.27157923579216003, 0.0011766315437853336, 0.00019995562615804374, 0.2087991088628769, 0.0002210720704169944, 0.00012907090422231704, 0.00021113583352416754, 0.0008833712781779468, 0.03959206864237785, 0.0004921930376440287, 0.34895142912864685, 0.0011529081966727972, 0.0007558090728707612, 0.2...
eventually[14,18] ( eventually[1,3] ( x_2 >= -1.6532 ) )
not ( always[15,20] ( x_2 <= -1.6532 ) )
[9.664511890150607e-05, 0.27157923579216003, 0.0011766315437853336, 0.00019995562615804374, 0.2087991088628769, 0.0002210720704169944, 0.00012907090422231704, 0.00021113583352416754, 0.0008833712781779468, 0.03959206864237785, 0.0004921930376440287, 0.34895142912864685, 0.0011529081966727972, 0.0007558090728707612, 0.2...
eventually[15,21] ( not ( x_2 <= -1.6532 ) )
not ( always[15,20] ( x_2 <= -1.6532 ) )
[9.664511890150607e-05, 0.27157923579216003, 0.0011766315437853336, 0.00019995562615804374, 0.2087991088628769, 0.0002210720704169944, 0.00012907090422231704, 0.00021113583352416754, 0.0008833712781779468, 0.03959206864237785, 0.0004921930376440287, 0.34895142912864685, 0.0011529081966727972, 0.0007558090728707612, 0.2...
eventually[15,21] ( x_2 >= -1.6532 )
not ( always[15,20] ( x_2 <= -1.6532 ) )
[9.664511890150607e-05, 0.27157923579216003, 0.0011766315437853336, 0.00019995562615804374, 0.2087991088628769, 0.0002210720704169944, 0.00012907090422231704, 0.00021113583352416754, 0.0008833712781779468, 0.03959206864237785, 0.0004921930376440287, 0.34895142912864685, 0.0011529081966727972, 0.0007558090728707612, 0.2...
not ( x_0 <= -1.3961 )
not ( x_0 <= -1.3961 )
[0.00019928475376218557, 0.2031979113817215, 0.0028628818690776825, 0.00038407117244787514, 0.04311932250857353, 8.313162834383547e-05, 0.0002044284192379564, 0.0011812970042228699, 0.00038259659777395427, 0.03661666810512543, 0.0005035213544033468, 0.12028397619724274, 0.0012598223984241486, 7.57210873416625e-05, 0.36...
( x_0 >= -1.3961 and x_0 >= -1.3961 )
not ( x_0 <= -1.3961 )
[0.00019928475376218557, 0.2031979113817215, 0.0028628818690776825, 0.00038407117244787514, 0.04311932250857353, 8.313162834383547e-05, 0.0002044284192379564, 0.0011812970042228699, 0.00038259659777395427, 0.03661666810512543, 0.0005035213544033468, 0.12028397619724274, 0.0012598223984241486, 7.57210873416625e-05, 0.36...
not ( not ( x_0 >= -1.3961 ) )
not ( x_0 <= -1.3961 )
[0.00019928475376218557, 0.2031979113817215, 0.0028628818690776825, 0.00038407117244787514, 0.04311932250857353, 8.313162834383547e-05, 0.0002044284192379564, 0.0011812970042228699, 0.00038259659777395427, 0.03661666810512543, 0.0005035213544033468, 0.12028397619724274, 0.0012598223984241486, 7.57210873416625e-05, 0.36...
( x_0 >= -1.3961 or x_0 >= -1.3961 )
not ( x_0 <= -1.3961 )
[0.00019928475376218557, 0.2031979113817215, 0.0028628818690776825, 0.00038407117244787514, 0.04311932250857353, 8.313162834383547e-05, 0.0002044284192379564, 0.0011812970042228699, 0.00038259659777395427, 0.03661666810512543, 0.0005035213544033468, 0.12028397619724274, 0.0012598223984241486, 7.57210873416625e-05, 0.36...
x_0 >= -1.3961
not ( x_0 <= -1.3961 )
[0.00019928475376218557, 0.2031979113817215, 0.0028628818690776825, 0.00038407117244787514, 0.04311932250857353, 8.313162834383547e-05, 0.0002044284192379564, 0.0011812970042228699, 0.00038259659777395427, 0.03661666810512543, 0.0005035213544033468, 0.12028397619724274, 0.0012598223984241486, 7.57210873416625e-05, 0.36...
not ( not ( always[0,1] ( eventually[6,20] ( x_1 >= -0.7636 ) ) ) )
always ( eventually[6,20] ( x_1 >= -0.7636 ) )
[0.0034548048861324787, 0.4406675398349762, 0.0003591157728806138, 0.007168045733124018, 0.05342669412493706, 0.0006611571880057454, 0.0007365964120253921, 0.0008329824777320027, 0.00016022221825551242, 0.7574225664138794, 0.019629012793302536, 0.07484573870897293, 0.09036905318498611, 0.0018014500383287668, 0.06151861...
not ( eventually[0,1] ( not ( eventually[6,20] ( not ( not ( x_1 >= -0.7636 ) ) ) ) ) )
always ( eventually[6,20] ( x_1 >= -0.7636 ) )
[0.0034548048861324787, 0.4406675398349762, 0.0003591157728806138, 0.007168045733124018, 0.05342669412493706, 0.0006611571880057454, 0.0007365964120253921, 0.0008329824777320027, 0.00016022221825551242, 0.7574225664138794, 0.019629012793302536, 0.07484573870897293, 0.09036905318498611, 0.0018014500383287668, 0.06151861...
always[0,1] ( eventually[6,20] ( ( x_1 >= -0.7636 and x_1 >= -0.7636 ) ) )
always ( eventually[6,20] ( x_1 >= -0.7636 ) )
[0.0034548048861324787, 0.4406675398349762, 0.0003591157728806138, 0.007168045733124018, 0.05342669412493706, 0.0006611571880057454, 0.0007365964120253921, 0.0008329824777320027, 0.00016022221825551242, 0.7574225664138794, 0.019629012793302536, 0.07484573870897293, 0.09036905318498611, 0.0018014500383287668, 0.06151861...
always[0,1] ( eventually[6,20] ( x_1 >= -0.7636 ) )
always ( eventually[6,20] ( x_1 >= -0.7636 ) )
[0.0034548048861324787, 0.4406675398349762, 0.0003591157728806138, 0.007168045733124018, 0.05342669412493706, 0.0006611571880057454, 0.0007365964120253921, 0.0008329824777320027, 0.00016022221825551242, 0.7574225664138794, 0.019629012793302536, 0.07484573870897293, 0.09036905318498611, 0.0018014500383287668, 0.06151861...
not ( eventually[0,1] ( not ( eventually[6,20] ( x_1 >= -0.7636 ) ) ) )
always ( eventually[6,20] ( x_1 >= -0.7636 ) )
[0.0034548048861324787, 0.4406675398349762, 0.0003591157728806138, 0.007168045733124018, 0.05342669412493706, 0.0006611571880057454, 0.0007365964120253921, 0.0008329824777320027, 0.00016022221825551242, 0.7574225664138794, 0.019629012793302536, 0.07484573870897293, 0.09036905318498611, 0.0018014500383287668, 0.06151861...
always ( eventually[6,20] ( x_1 >= -0.7636 ) )
always ( eventually[6,20] ( x_1 >= -0.7636 ) )
[0.0034548048861324787, 0.4406675398349762, 0.0003591157728806138, 0.007168045733124018, 0.05342669412493706, 0.0006611571880057454, 0.0007365964120253921, 0.0008329824777320027, 0.00016022221825551242, 0.7574225664138794, 0.019629012793302536, 0.07484573870897293, 0.09036905318498611, 0.0018014500383287668, 0.06151861...
( ( ( x_1 <= 1.4616 until[13,15] ( ( x_0 >= -0.4720 until[8,18] eventually[15,19] ( x_2 <= -0.4915 ) ) until[14,17] always[6,20] ( x_2 >= -0.5574 ) ) ) and ( x_1 <= 1.4616 until[13,15] ( ( x_0 >= -0.4720 until[8,18] eventually[15,19] ( x_2 <= -0.4915 ) ) until[14,17] always[6,20] ( x_2 >= -0.5574 ) ) ) ) and not ( x_2 ...
( ( x_1 <= 1.4616 until[13,15] ( ( x_0 >= -0.472 until[8,18] eventually[15,19] ( x_2 <= -0.4915 ) ) until[14,17] always[6,20] ( x_2 >= -0.5574 ) ) ) and not ( x_2 <= 1.3927 ) )
[0.382903128862381, 0.00011391934094717726, 0.02534903958439827, 0.06785505264997482, 0.00014695948630105704, 0.6651641130447388, 0.6236523985862732, 0.3183993697166443, 0.3168565630912781, 0.0009527530637569726, 0.17112405598163605, 7.850316615076736e-05, 0.04645095020532608, 0.06969696283340454, 0.0001168038361356593...
( ( x_1 <= 1.4616 until[13,15] ( ( x_0 >= -0.472 until[8,18] eventually[15,19] ( x_2 <= -0.4915 ) ) until[14,17] always[6,20] ( x_2 >= -0.5574 ) ) ) and not ( x_2 <= 1.3927 ) )
( ( x_1 <= 1.4616 until[13,15] ( ( x_0 >= -0.472 until[8,18] eventually[15,19] ( x_2 <= -0.4915 ) ) until[14,17] always[6,20] ( x_2 >= -0.5574 ) ) ) and not ( x_2 <= 1.3927 ) )
[0.382903128862381, 0.00011391934094717726, 0.02534903958439827, 0.06785505264997482, 0.00014695948630105704, 0.6651641130447388, 0.6236523985862732, 0.3183993697166443, 0.3168565630912781, 0.0009527530637569726, 0.17112405598163605, 7.850316615076736e-05, 0.04645095020532608, 0.06969696283340454, 0.0001168038361356593...
( ( x_1 <= 1.4616 until[13,15] ( ( x_0 >= -0.4720 until[8,18] eventually[15,19] ( x_2 <= -0.4915 ) ) until[14,17] always[6,20] ( x_2 >= -0.5574 ) ) ) and x_2 >= 1.3927 )
( ( x_1 <= 1.4616 until[13,15] ( ( x_0 >= -0.472 until[8,18] eventually[15,19] ( x_2 <= -0.4915 ) ) until[14,17] always[6,20] ( x_2 >= -0.5574 ) ) ) and not ( x_2 <= 1.3927 ) )
[0.382903128862381, 0.00011391934094717726, 0.02534903958439827, 0.06785505264997482, 0.00014695948630105704, 0.6651641130447388, 0.6236523985862732, 0.3183993697166443, 0.3168565630912781, 0.0009527530637569726, 0.17112405598163605, 7.850316615076736e-05, 0.04645095020532608, 0.06969696283340454, 0.0001168038361356593...
( ( x_1 <= 1.4616 until[13,15] ( not ( not ( ( x_0 >= -0.4720 until[8,18] eventually[15,19] ( x_2 <= -0.4915 ) ) ) ) until[14,17] always[6,20] ( x_2 >= -0.5574 ) ) ) and not ( x_2 <= 1.3927 ) )
( ( x_1 <= 1.4616 until[13,15] ( ( x_0 >= -0.472 until[8,18] eventually[15,19] ( x_2 <= -0.4915 ) ) until[14,17] always[6,20] ( x_2 >= -0.5574 ) ) ) and not ( x_2 <= 1.3927 ) )
[0.382903128862381, 0.00011391934094717726, 0.02534903958439827, 0.06785505264997482, 0.00014695948630105704, 0.6651641130447388, 0.6236523985862732, 0.3183993697166443, 0.3168565630912781, 0.0009527530637569726, 0.17112405598163605, 7.850316615076736e-05, 0.04645095020532608, 0.06969696283340454, 0.0001168038361356593...
( ( x_1 >= 0.5852 or x_1 >= -0.0168 ) until[4,21] eventually[9,18] ( x_1 <= 0.1040 ) )
( ( x_1 >= 0.5852 or x_1 >= -0.0168 ) until[4,21] eventually[9,18] ( x_1 <= 0.104 ) )
[0.2973818778991699, 0.0002755729656200856, 0.035401567816734314, 0.10220149904489517, 0.0003231550508644432, 0.20656447112560272, 0.17803268134593964, 0.14459428191184998, 0.13483597338199615, 0.002001215238124132, 0.0477830171585083, 0.00019453433924354613, 0.046410899609327316, 0.047733813524246216, 0.00024281292280...
( ( ( x_1 >= 0.5852 or x_1 >= -0.0168 ) or ( x_1 >= 0.5852 or x_1 >= -0.0168 ) ) until[4,21] not ( not ( eventually[1,7] ( eventually[8,11] ( x_1 <= 0.1040 ) ) ) ) )
( ( x_1 >= 0.5852 or x_1 >= -0.0168 ) until[4,21] eventually[9,18] ( x_1 <= 0.104 ) )
[0.2973818778991699, 0.0002755729656200856, 0.035401567816734314, 0.10220149904489517, 0.0003231550508644432, 0.20656447112560272, 0.17803268134593964, 0.14459428191184998, 0.13483597338199615, 0.002001215238124132, 0.0477830171585083, 0.00019453433924354613, 0.046410899609327316, 0.047733813524246216, 0.00024281292280...
( ( x_1 >= 0.5852 or x_1 >= -0.0168 ) until[4,21] eventually[9,18] ( x_1 <= 0.104 ) )
( ( x_1 >= 0.5852 or x_1 >= -0.0168 ) until[4,21] eventually[9,18] ( x_1 <= 0.104 ) )
[0.2973818778991699, 0.0002755729656200856, 0.035401567816734314, 0.10220149904489517, 0.0003231550508644432, 0.20656447112560272, 0.17803268134593964, 0.14459428191184998, 0.13483597338199615, 0.002001215238124132, 0.0477830171585083, 0.00019453433924354613, 0.046410899609327316, 0.047733813524246216, 0.00024281292280...
( ( ( x_1 >= 0.5852 or x_1 >= -0.0168 ) and ( x_1 >= 0.5852 or x_1 >= -0.0168 ) ) until[4,21] eventually[9,18] ( ( x_1 <= 0.1040 or x_1 <= 0.1040 ) ) )
( ( x_1 >= 0.5852 or x_1 >= -0.0168 ) until[4,21] eventually[9,18] ( x_1 <= 0.104 ) )
[0.2973818778991699, 0.0002755729656200856, 0.035401567816734314, 0.10220149904489517, 0.0003231550508644432, 0.20656447112560272, 0.17803268134593964, 0.14459428191184998, 0.13483597338199615, 0.002001215238124132, 0.0477830171585083, 0.00019453433924354613, 0.046410899609327316, 0.047733813524246216, 0.00024281292280...
( ( x_1 >= 0.5852 or not ( not ( x_1 >= -0.0168 ) ) ) until[4,21] ( eventually[4,10] ( eventually[5,8] ( x_1 <= 0.1040 ) and eventually[4,10] ( eventually[5,8] ( x_1 <= 0.1040 ) ) ) )
( ( x_1 >= 0.5852 or x_1 >= -0.0168 ) until[4,21] eventually[9,18] ( x_1 <= 0.104 ) )
[0.2973818778991699, 0.0002755729656200856, 0.035401567816734314, 0.10220149904489517, 0.0003231550508644432, 0.20656447112560272, 0.17803268134593964, 0.14459428191184998, 0.13483597338199615, 0.002001215238124132, 0.0477830171585083, 0.00019453433924354613, 0.046410899609327316, 0.047733813524246216, 0.00024281292280...
( ( ( x_1 >= 0.5852 or x_1 >= -0.0168 ) until[4,21] eventually[3,4] ( eventually[6,14] ( x_1 <= 0.1040 ) ) and ( ( x_1 >= 0.5852 or x_1 >= -0.0168 ) until[4,21] eventually[3,4] ( eventually[6,14] ( x_1 <= 0.1040 ) ) ) )
( ( x_1 >= 0.5852 or x_1 >= -0.0168 ) until[4,21] eventually[9,18] ( x_1 <= 0.104 ) )
[0.2973818778991699, 0.0002755729656200856, 0.035401567816734314, 0.10220149904489517, 0.0003231550508644432, 0.20656447112560272, 0.17803268134593964, 0.14459428191184998, 0.13483597338199615, 0.002001215238124132, 0.0477830171585083, 0.00019453433924354613, 0.046410899609327316, 0.047733813524246216, 0.00024281292280...
not ( not ( ( ( x_1 >= 0.5852 or x_1 >= -0.0168 ) until[4,21] eventually[9,18] ( x_1 <= 0.1040 ) ) ) )
( ( x_1 >= 0.5852 or x_1 >= -0.0168 ) until[4,21] eventually[9,18] ( x_1 <= 0.104 ) )
[0.2973818778991699, 0.0002755729656200856, 0.035401567816734314, 0.10220149904489517, 0.0003231550508644432, 0.20656447112560272, 0.17803268134593964, 0.14459428191184998, 0.13483597338199615, 0.002001215238124132, 0.0477830171585083, 0.00019453433924354613, 0.046410899609327316, 0.047733813524246216, 0.00024281292280...
( ( ( x_1 >= 0.5852 or x_1 >= 0.5852 ) or ( x_1 >= -0.0168 and x_1 >= -0.0168 ) ) until[4,21] eventually[9,18] ( ( x_1 <= 0.1040 and x_1 <= 0.1040 ) ) )
( ( x_1 >= 0.5852 or x_1 >= -0.0168 ) until[4,21] eventually[9,18] ( x_1 <= 0.104 ) )
[0.2973818778991699, 0.0002755729656200856, 0.035401567816734314, 0.10220149904489517, 0.0003231550508644432, 0.20656447112560272, 0.17803268134593964, 0.14459428191184998, 0.13483597338199615, 0.002001215238124132, 0.0477830171585083, 0.00019453433924354613, 0.046410899609327316, 0.047733813524246216, 0.00024281292280...
eventually[1,5] ( always[17,19] ( x_2 <= -0.6075 ) )
eventually[1,5] ( always[17,19] ( x_2 <= -0.6075 ) )
[0.15140005946159363, 0.0007565194391645491, 0.04667698219418526, 0.2238016575574875, 0.0008769567357376218, 0.03199544921517372, 0.09350486099720001, 0.05256194621324539, 0.00802520103752613, 0.0023736872244626284, 0.028361188247799873, 0.0006856267573311925, 0.019298357889056206, 0.02461984194815159, 0.00088065810268...
eventually[0,3] ( eventually[1,2] ( ( always[17,19] ( x_2 <= -0.6075 ) or always[17,19] ( x_2 <= -0.6075 ) ) ) )
eventually[1,5] ( always[17,19] ( x_2 <= -0.6075 ) )
[0.15140005946159363, 0.0007565194391645491, 0.04667698219418526, 0.2238016575574875, 0.0008769567357376218, 0.03199544921517372, 0.09350486099720001, 0.05256194621324539, 0.00802520103752613, 0.0023736872244626284, 0.028361188247799873, 0.0006856267573311925, 0.019298357889056206, 0.02461984194815159, 0.00088065810268...
eventually[1,5] ( always[17,19] ( not ( not ( x_2 <= -0.6075 ) ) ) )
eventually[1,5] ( always[17,19] ( x_2 <= -0.6075 ) )
[0.15140005946159363, 0.0007565194391645491, 0.04667698219418526, 0.2238016575574875, 0.0008769567357376218, 0.03199544921517372, 0.09350486099720001, 0.05256194621324539, 0.00802520103752613, 0.0023736872244626284, 0.028361188247799873, 0.0006856267573311925, 0.019298357889056206, 0.02461984194815159, 0.00088065810268...
eventually[1,4] ( eventually[0,1] ( not ( not ( not ( eventually[17,19] ( not ( x_2 <= -0.6075 ) ) ) ) ) ) )
eventually[1,5] ( always[17,19] ( x_2 <= -0.6075 ) )
[0.15140005946159363, 0.0007565194391645491, 0.04667698219418526, 0.2238016575574875, 0.0008769567357376218, 0.03199544921517372, 0.09350486099720001, 0.05256194621324539, 0.00802520103752613, 0.0023736872244626284, 0.028361188247799873, 0.0006856267573311925, 0.019298357889056206, 0.02461984194815159, 0.00088065810268...
not ( not ( eventually[1,4] ( eventually[0,1] ( always[17,19] ( x_2 <= -0.6075 ) ) ) ) )
eventually[1,5] ( always[17,19] ( x_2 <= -0.6075 ) )
[0.15140005946159363, 0.0007565194391645491, 0.04667698219418526, 0.2238016575574875, 0.0008769567357376218, 0.03199544921517372, 0.09350486099720001, 0.05256194621324539, 0.00802520103752613, 0.0023736872244626284, 0.028361188247799873, 0.0006856267573311925, 0.019298357889056206, 0.02461984194815159, 0.00088065810268...
not ( not ( eventually[1,3] ( eventually[0,2] ( not ( eventually[17,19] ( not ( x_2 <= -0.6075 ) ) ) ) ) ) )
eventually[1,5] ( always[17,19] ( x_2 <= -0.6075 ) )
[0.15140005946159363, 0.0007565194391645491, 0.04667698219418526, 0.2238016575574875, 0.0008769567357376218, 0.03199544921517372, 0.09350486099720001, 0.05256194621324539, 0.00802520103752613, 0.0023736872244626284, 0.028361188247799873, 0.0006856267573311925, 0.019298357889056206, 0.02461984194815159, 0.00088065810268...
x_1 >= -1.2405
not ( x_1 <= -1.2405 )
[0.0007533741882070899, 0.9002262353897095, 0.0004994147457182407, 0.0026844930835068226, 0.15320713818073273, 0.00020310467516537756, 0.00023689426598139107, 0.00028806738555431366, 9.681836672825739e-05, 0.5921379327774048, 0.004715896211564541, 0.25539523363113403, 0.02381068654358387, 0.0009179364424198866, 0.18555...
not ( not ( x_1 >= -1.2405 ) )
not ( x_1 <= -1.2405 )
[0.0007533741882070899, 0.9002262353897095, 0.0004994147457182407, 0.0026844930835068226, 0.15320713818073273, 0.00020310467516537756, 0.00023689426598139107, 0.00028806738555431366, 9.681836672825739e-05, 0.5921379327774048, 0.004715896211564541, 0.25539523363113403, 0.02381068654358387, 0.0009179364424198866, 0.18555...
not ( x_1 <= -1.2405 )
not ( x_1 <= -1.2405 )
[0.0007533741882070899, 0.9002262353897095, 0.0004994147457182407, 0.0026844930835068226, 0.15320713818073273, 0.00020310467516537756, 0.00023689426598139107, 0.00028806738555431366, 9.681836672825739e-05, 0.5921379327774048, 0.004715896211564541, 0.25539523363113403, 0.02381068654358387, 0.0009179364424198866, 0.18555...
( (not ( not ( x_1 >= -1.2405 ) )) until[0,10] (not ( not ( x_1 >= -1.2405 ) )) )
not ( x_1 <= -1.2405 )
[0.0007533741882070899, 0.9002262353897095, 0.0004994147457182407, 0.0026844930835068226, 0.15320713818073273, 0.00020310467516537756, 0.00023689426598139107, 0.00028806738555431366, 9.681836672825739e-05, 0.5921379327774048, 0.004715896211564541, 0.25539523363113403, 0.02381068654358387, 0.0009179364424198866, 0.18555...
( x_1 >= -1.2405 and x_1 >= -1.2405 )
not ( x_1 <= -1.2405 )
[0.0007533741882070899, 0.9002262353897095, 0.0004994147457182407, 0.0026844930835068226, 0.15320713818073273, 0.00020310467516537756, 0.00023689426598139107, 0.00028806738555431366, 9.681836672825739e-05, 0.5921379327774048, 0.004715896211564541, 0.25539523363113403, 0.02381068654358387, 0.0009179364424198866, 0.18555...
not ( not ( ( x_2 >= 0.2236 and eventually[19,21] ( not ( eventually[12,inf] ( not ( ( x_1 >= 0.6435 or x_1 >= 2.2906 ) ) ) ) ) ) ) )
( x_2 >= 0.2236 and eventually[19,21] ( not ( eventually[12,inf] ( ( x_1 <= 0.6435 and x_1 <= 2.2906 ) ) ) ) )
[0.36956316232681274, 0.0006600075284950435, 0.005307493731379509, 0.06665922701358795, 0.000296101497951895, 0.30131658911705017, 0.22619757056236267, 0.15801706910133362, 0.05650187283754349, 0.009983538649976254, 0.32228386402130127, 0.0001707884221104905, 0.25253191590309143, 0.049842413514852524, 0.000238855427596...
( not ( x_2 <= 0.2236 ) and eventually[19,21] ( always[12,inf] ( ( ( x_1 >= 0.6435 and x_1 >= 0.6435 ) or not ( x_1 <= 2.2906 ) ) ) ) )
( x_2 >= 0.2236 and eventually[19,21] ( not ( eventually[12,inf] ( ( x_1 <= 0.6435 and x_1 <= 2.2906 ) ) ) ) )
[0.36956316232681274, 0.0006600075284950435, 0.005307493731379509, 0.06665922701358795, 0.000296101497951895, 0.30131658911705017, 0.22619757056236267, 0.15801706910133362, 0.05650187283754349, 0.009983538649976254, 0.32228386402130127, 0.0001707884221104905, 0.25253191590309143, 0.049842413514852524, 0.000238855427596...
( x_2 >= 0.2236 and eventually[19,21] ( not ( eventually[12,inf] ( ( x_1 <= 0.6435 and x_1 <= 2.2906 ) ) ) ) )
( x_2 >= 0.2236 and eventually[19,21] ( not ( eventually[12,inf] ( ( x_1 <= 0.6435 and x_1 <= 2.2906 ) ) ) ) )
[0.36956316232681274, 0.0006600075284950435, 0.005307493731379509, 0.06665922701358795, 0.000296101497951895, 0.30131658911705017, 0.22619757056236267, 0.15801706910133362, 0.05650187283754349, 0.009983538649976254, 0.32228386402130127, 0.0001707884221104905, 0.25253191590309143, 0.049842413514852524, 0.000238855427596...
( x_2 >= 0.2236 and eventually[19,21] ( always[12,inf] ( ( x_1 >= 0.6435 or x_1 >= 2.2906 ) ) ) )
( x_2 >= 0.2236 and eventually[19,21] ( not ( eventually[12,inf] ( ( x_1 <= 0.6435 and x_1 <= 2.2906 ) ) ) ) )
[0.36956316232681274, 0.0006600075284950435, 0.005307493731379509, 0.06665922701358795, 0.000296101497951895, 0.30131658911705017, 0.22619757056236267, 0.15801706910133362, 0.05650187283754349, 0.009983538649976254, 0.32228386402130127, 0.0001707884221104905, 0.25253191590309143, 0.049842413514852524, 0.000238855427596...
( ( x_2 >= 0.2236 or x_2 >= 0.2236 ) and eventually[19,21] ( not ( not ( not ( eventually[12,inf] ( not ( ( x_1 >= 0.6435 or x_1 >= 2.2906 ) ) ) ) ) ) ) )
( x_2 >= 0.2236 and eventually[19,21] ( not ( eventually[12,inf] ( ( x_1 <= 0.6435 and x_1 <= 2.2906 ) ) ) ) )
[0.36956316232681274, 0.0006600075284950435, 0.005307493731379509, 0.06665922701358795, 0.000296101497951895, 0.30131658911705017, 0.22619757056236267, 0.15801706910133362, 0.05650187283754349, 0.009983538649976254, 0.32228386402130127, 0.0001707884221104905, 0.25253191590309143, 0.049842413514852524, 0.000238855427596...
( ( x_2 >= 0.2236 and eventually[19,21] ( always[12,inf] ( ( x_1 >= 0.6435 or x_1 >= 2.2906 ) ) ) ) or ( x_2 >= 0.2236 and eventually[19,21] ( always[12,inf] ( ( x_1 >= 0.6435 or x_1 >= 2.2906 ) ) ) ) )
( x_2 >= 0.2236 and eventually[19,21] ( not ( eventually[12,inf] ( ( x_1 <= 0.6435 and x_1 <= 2.2906 ) ) ) ) )
[0.36956316232681274, 0.0006600075284950435, 0.005307493731379509, 0.06665922701358795, 0.000296101497951895, 0.30131658911705017, 0.22619757056236267, 0.15801706910133362, 0.05650187283754349, 0.009983538649976254, 0.32228386402130127, 0.0001707884221104905, 0.25253191590309143, 0.049842413514852524, 0.000238855427596...
( ( x_2 >= 0.2236 or x_2 >= 0.2236 ) and eventually[19,21] ( always[12,inf] ( not ( not ( ( x_1 >= 0.6435 or x_1 >= 2.2906 ) ) ) ) ) )
( x_2 >= 0.2236 and eventually[19,21] ( not ( eventually[12,inf] ( ( x_1 <= 0.6435 and x_1 <= 2.2906 ) ) ) ) )
[0.36956316232681274, 0.0006600075284950435, 0.005307493731379509, 0.06665922701358795, 0.000296101497951895, 0.30131658911705017, 0.22619757056236267, 0.15801706910133362, 0.05650187283754349, 0.009983538649976254, 0.32228386402130127, 0.0001707884221104905, 0.25253191590309143, 0.049842413514852524, 0.000238855427596...
( always[3,inf] ( eventually[19,23] ( x_0 >= 0.8043 ) ) or eventually[20,52] ( x_1 >= -0.5599 ) )
not ( not ( ( always[3,inf] ( eventually[19,21] ( x_0 >= 0.8043 ) ) or eventually[8,19] ( eventually[5,18] ( eventually[7,13] ( not ( x_1 <= -0.5599 ) ) ) ) ) ) )
[0.0017613590462133288, 0.5288363695144653, 0.00034249588497914374, 0.0036475087981671095, 0.06969397515058517, 0.0003323242417536676, 0.00047963319229893386, 0.0007815585122443736, 0.0001309942308580503, 0.6038556098937988, 0.01155093964189291, 0.09853001683950424, 0.04766274243593216, 0.0008412195020355284, 0.1270298...
not ( not ( ( always[3,inf] ( eventually[19,23] ( x_0 >= 0.8043 ) ) or eventually[20,52] ( x_1 >= -0.5599 ) ) ) )
not ( not ( ( always[3,inf] ( eventually[19,21] ( x_0 >= 0.8043 ) ) or eventually[8,19] ( eventually[5,18] ( eventually[7,13] ( not ( x_1 <= -0.5599 ) ) ) ) ) ) )
[0.0017613590462133288, 0.5288363695144653, 0.00034249588497914374, 0.0036475087981671095, 0.06969397515058517, 0.0003323242417536676, 0.00047963319229893386, 0.0007815585122443736, 0.0001309942308580503, 0.6038556098937988, 0.01155093964189291, 0.09853001683950424, 0.04766274243593216, 0.0008412195020355284, 0.1270298...
not ( not ( ( always[3,inf] ( eventually[19,21] ( x_0 >= 0.8043 ) ) or eventually[8,19] ( eventually[5,18] ( eventually[7,13] ( not ( x_1 <= -0.5599 ) ) ) ) ) ) )
not ( not ( ( always[3,inf] ( eventually[19,21] ( x_0 >= 0.8043 ) ) or eventually[8,19] ( eventually[5,18] ( eventually[7,13] ( not ( x_1 <= -0.5599 ) ) ) ) ) ) )
[0.0017613590462133288, 0.5288363695144653, 0.00034249588497914374, 0.0036475087981671095, 0.06969397515058517, 0.0003323242417536676, 0.00047963319229893386, 0.0007815585122443736, 0.0001309942308580503, 0.6038556098937988, 0.01155093964189291, 0.09853001683950424, 0.04766274243593216, 0.0008412195020355284, 0.1270298...
not ( not ( always[17,18] ( always[0,2] ( ( x_1 <= -0.2564 or not ( ( ( x_0 <= 0.2929 and x_2 >= -2.1054 ) until[1,4] x_2 >= 1.4665 ) ) ) ) ) ) )
always[17,20] ( not ( ( x_1 >= -0.2564 and ( ( x_0 <= 0.2929 and x_2 >= -2.1054 ) until[1,4] x_2 >= 1.4665 ) ) ) )
[0.000224422212340869, 0.26026299595832825, 0.004837978631258011, 0.0017672708490863442, 0.21347497403621674, 7.661819836357608e-05, 0.0001671810750849545, 0.0002280581247759983, 0.00014885935524944216, 0.03239068388938904, 0.00031722639687359333, 0.37999311089515686, 0.000880474632140249, 0.0005785110988654196, 0.3325...
not ( eventually[17,20] ( not ( ( x_1 <= -0.2564 or not ( ( ( not ( x_0 >= 0.2929 ) and x_2 >= -2.1054 ) until[1,4] ( x_2 >= 1.4665 or x_2 >= 1.4665 ) ) ) ) ) ) )
always[17,20] ( not ( ( x_1 >= -0.2564 and ( ( x_0 <= 0.2929 and x_2 >= -2.1054 ) until[1,4] x_2 >= 1.4665 ) ) ) )
[0.000224422212340869, 0.26026299595832825, 0.004837978631258011, 0.0017672708490863442, 0.21347497403621674, 7.661819836357608e-05, 0.0001671810750849545, 0.0002280581247759983, 0.00014885935524944216, 0.03239068388938904, 0.00031722639687359333, 0.37999311089515686, 0.000880474632140249, 0.0005785110988654196, 0.3325...
not ( eventually[4,5] ( eventually[13,15] ( not ( ( not ( not ( x_1 <= -0.2564 ) ) or not ( ( ( not ( x_0 >= 0.2929 ) and not ( x_2 <= -2.1054 ) ) until[1,4] ( x_2 >= 1.4665 and x_2 >= 1.4665 ) ) ) ) ) ) ) )
always[17,20] ( not ( ( x_1 >= -0.2564 and ( ( x_0 <= 0.2929 and x_2 >= -2.1054 ) until[1,4] x_2 >= 1.4665 ) ) ) )
[0.000224422212340869, 0.26026299595832825, 0.004837978631258011, 0.0017672708490863442, 0.21347497403621674, 7.661819836357608e-05, 0.0001671810750849545, 0.0002280581247759983, 0.00014885935524944216, 0.03239068388938904, 0.00031722639687359333, 0.37999311089515686, 0.000880474632140249, 0.0005785110988654196, 0.3325...
always[17,20] ( ( x_1 <= -0.2564 or not ( ( ( x_0 <= 0.2929 and x_2 >= -2.1054 ) until[1,4] x_2 >= 1.4665 ) ) ) )
always[17,20] ( not ( ( x_1 >= -0.2564 and ( ( x_0 <= 0.2929 and x_2 >= -2.1054 ) until[1,4] x_2 >= 1.4665 ) ) ) )
[0.000224422212340869, 0.26026299595832825, 0.004837978631258011, 0.0017672708490863442, 0.21347497403621674, 7.661819836357608e-05, 0.0001671810750849545, 0.0002280581247759983, 0.00014885935524944216, 0.03239068388938904, 0.00031722639687359333, 0.37999311089515686, 0.000880474632140249, 0.0005785110988654196, 0.3325...
always[17,20] ( not ( ( x_1 >= -0.2564 and ( ( x_0 <= 0.2929 and x_2 >= -2.1054 ) until[1,4] x_2 >= 1.4665 ) ) ) )
always[17,20] ( not ( ( x_1 >= -0.2564 and ( ( x_0 <= 0.2929 and x_2 >= -2.1054 ) until[1,4] x_2 >= 1.4665 ) ) ) )
[0.000224422212340869, 0.26026299595832825, 0.004837978631258011, 0.0017672708490863442, 0.21347497403621674, 7.661819836357608e-05, 0.0001671810750849545, 0.0002280581247759983, 0.00014885935524944216, 0.03239068388938904, 0.00031722639687359333, 0.37999311089515686, 0.000880474632140249, 0.0005785110988654196, 0.3325...
not ( eventually[15,17] ( eventually[2,3] ( not ( not ( not ( ( x_1 <= -0.2564 or not ( ( ( x_0 <= 0.2929 and x_2 >= -2.1054 ) until[1,4] x_2 >= 1.4665 ) ) ) ) ) ) ) ) )
always[17,20] ( not ( ( x_1 >= -0.2564 and ( ( x_0 <= 0.2929 and x_2 >= -2.1054 ) until[1,4] x_2 >= 1.4665 ) ) ) )
[0.000224422212340869, 0.26026299595832825, 0.004837978631258011, 0.0017672708490863442, 0.21347497403621674, 7.661819836357608e-05, 0.0001671810750849545, 0.0002280581247759983, 0.00014885935524944216, 0.03239068388938904, 0.00031722639687359333, 0.37999311089515686, 0.000880474632140249, 0.0005785110988654196, 0.3325...
always[17,20] ( ( x_1 <= -0.2564 or not ( not ( not ( ( ( x_0 <= 0.2929 and x_2 >= -2.1054 ) until[1,4] x_2 >= 1.4665 ) ) ) ) ) )
always[17,20] ( not ( ( x_1 >= -0.2564 and ( ( x_0 <= 0.2929 and x_2 >= -2.1054 ) until[1,4] x_2 >= 1.4665 ) ) ) )
[0.000224422212340869, 0.26026299595832825, 0.004837978631258011, 0.0017672708490863442, 0.21347497403621674, 7.661819836357608e-05, 0.0001671810750849545, 0.0002280581247759983, 0.00014885935524944216, 0.03239068388938904, 0.00031722639687359333, 0.37999311089515686, 0.000880474632140249, 0.0005785110988654196, 0.3325...
( ( x_1 <= -1.0023 until[6,15] ( always[10,17] ( ( always[8,inf] ( eventually[11,inf] ( ( eventually[5,15] ( always[14,16] ( eventually[17,20] ( x_0 <= 0.9248 ) ) ) and x_0 <= -1.2249 ) ) ) and x_1 <= 1.0801 ) ) or ( x_1 >= 0.2343 until[18,inf] eventually[16,18] ( x_2 >= 0.3323 ) ) ) ) or ( x_1 <= -1.0023 until[6,15] (...
( x_1 <= -1.0023 until[6,15] ( always[10,17] ( ( always[8,inf] ( eventually[11,inf] ( ( eventually[5,15] ( always[14,16] ( eventually[17,20] ( x_0 <= 0.9248 ) ) ) and x_0 <= -1.2249 ) ) ) and not ( x_1 >= 1.0801 ) ) ) or ( x_1 >= 0.2343 until[18,inf] eventually[16,18] ( x_2 >= 0.3323 ) ) ) )
[0.18947260081768036, 6.677342753391713e-05, 0.06397317349910736, 0.04725727066397667, 0.0002613846445456147, 0.42863696813583374, 0.325834184885025, 0.17975817620754242, 0.4544627070426941, 0.00023502565454691648, 0.029370561242103577, 0.00012658676132559776, 0.009255546145141125, 0.10496948659420013, 0.00013748936180...
( x_1 <= -1.0023 until[6,15] ( always[10,17] ( ( always[8,inf] ( eventually[11,inf] ( ( eventually[5,15] ( always[14,16] ( eventually[17,20] ( x_0 <= 0.9248 ) ) ) and x_0 <= -1.2249 ) ) ) and x_1 <= 1.0801 ) ) or ( x_1 >= 0.2343 until[18,inf] eventually[16,18] ( x_2 >= 0.3323 ) ) ) )
( x_1 <= -1.0023 until[6,15] ( always[10,17] ( ( always[8,inf] ( eventually[11,inf] ( ( eventually[5,15] ( always[14,16] ( eventually[17,20] ( x_0 <= 0.9248 ) ) ) and x_0 <= -1.2249 ) ) ) and not ( x_1 >= 1.0801 ) ) ) or ( x_1 >= 0.2343 until[18,inf] eventually[16,18] ( x_2 >= 0.3323 ) ) ) )
[0.18947260081768036, 6.677342753391713e-05, 0.06397317349910736, 0.04725727066397667, 0.0002613846445456147, 0.42863696813583374, 0.325834184885025, 0.17975817620754242, 0.4544627070426941, 0.00023502565454691648, 0.029370561242103577, 0.00012658676132559776, 0.009255546145141125, 0.10496948659420013, 0.00013748936180...
( x_1 <= -1.0023 until[6,15] ( always[10,17] ( ( always[8,inf] ( eventually[11,inf] ( ( eventually[5,15] ( always[14,16] ( eventually[17,20] ( x_0 <= 0.9248 ) ) ) and x_0 <= -1.2249 ) ) ) and not ( x_1 >= 1.0801 ) ) ) or ( x_1 >= 0.2343 until[18,inf] eventually[16,18] ( x_2 >= 0.3323 ) ) ) )
( x_1 <= -1.0023 until[6,15] ( always[10,17] ( ( always[8,inf] ( eventually[11,inf] ( ( eventually[5,15] ( always[14,16] ( eventually[17,20] ( x_0 <= 0.9248 ) ) ) and x_0 <= -1.2249 ) ) ) and not ( x_1 >= 1.0801 ) ) ) or ( x_1 >= 0.2343 until[18,inf] eventually[16,18] ( x_2 >= 0.3323 ) ) ) )
[0.18947260081768036, 6.677342753391713e-05, 0.06397317349910736, 0.04725727066397667, 0.0002613846445456147, 0.42863696813583374, 0.325834184885025, 0.17975817620754242, 0.4544627070426941, 0.00023502565454691648, 0.029370561242103577, 0.00012658676132559776, 0.009255546145141125, 0.10496948659420013, 0.00013748936180...
( not ( x_1 >= -1.0023 ) until[6,15] ( ( always[10,17] ( ( always[8,inf] ( eventually[11,inf] ( ( eventually[5,15] ( always[14,16] ( eventually[17,20] ( x_0 <= 0.9248 ) ) ) and x_0 <= -1.2249 ) ) ) and x_1 <= 1.0801 ) ) or always[10,17] ( ( always[8,inf] ( eventually[11,inf] ( ( eventually[5,15] ( always[14,16] ( event...
( x_1 <= -1.0023 until[6,15] ( always[10,17] ( ( always[8,inf] ( eventually[11,inf] ( ( eventually[5,15] ( always[14,16] ( eventually[17,20] ( x_0 <= 0.9248 ) ) ) and x_0 <= -1.2249 ) ) ) and not ( x_1 >= 1.0801 ) ) ) or ( x_1 >= 0.2343 until[18,inf] eventually[16,18] ( x_2 >= 0.3323 ) ) ) )
[0.18947260081768036, 6.677342753391713e-05, 0.06397317349910736, 0.04725727066397667, 0.0002613846445456147, 0.42863696813583374, 0.325834184885025, 0.17975817620754242, 0.4544627070426941, 0.00023502565454691648, 0.029370561242103577, 0.00012658676132559776, 0.009255546145141125, 0.10496948659420013, 0.00013748936180...