0:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

1:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

2:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

3:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

4:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

5:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

6:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

7:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

8:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

9:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

10:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

11:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

12:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

13:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

14:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

15:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

16:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

17:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

18:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

19:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

20:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

21:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

22:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

23:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

24:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

25:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

26:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

27:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

28:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

29:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

30:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

31:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

32:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

33:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

34:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

35:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

36:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

37:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

38:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

39:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

40:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

41:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

42:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

43:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

44:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

45:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

46:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

47:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

48:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

49:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

50:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

51:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

52:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

53:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

54:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

55:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

56:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

57:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

58:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

59:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

60:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

61:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

62:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

63:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

64:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

65:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

66:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

67:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

68:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

69:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

70:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

71:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

72:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

73:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

74:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

75:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

76:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

77:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

78:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

79:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

80:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

81:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

82:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

83:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

84:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

85:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

86:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

87:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

88:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

89:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

90:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

91:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

92:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

93:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

94:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

95:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

96:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

97:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

98:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

99:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

100:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

101:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

102:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

103:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

104:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

105:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

106:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

107:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

108:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

109:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

110:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

111:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

112:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

113:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

114:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

115:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

116:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

117:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

118:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

119:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

120:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

121:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

122:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

123:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

124:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

125:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

126:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352

127:	quality:,6=6 : 20
	topology:car1->car2,road= : 5348290845540352