Table 16.

Fuzzy closeness of each travel destination.

q	${\tilde{C}}_q$ ($\alpha$: $\alpha$ cut)
1	0.0: [0.01, 1.00] 0.1: [0.03, 0.96] 0.2: [0.06, 0.88] 0.3: [0.09, 0.81] 0.4: [0.13, 0.73] 0.5: [0.16, 0.66] 0.6: [0.20, 0.59] 0.7: [0.24, 0.53] 0.8: [0.28, 0.47] 0.9: [0.33, 0.42] 1.0: [0.37, 0.37]
2	0.0: [0.00, 0.99] 0.1: [0.02, 0.96] 0.2: [0.04, 0.93] 0.3: [0.06, 0.90] 0.4: [0.09, 0.86] 0.5: [0.14, 0.83] 0.6: [0.20, 0.78] 0.7: [0.26, 0.74] 0.8: [0.33, 0.66] 0.9: [0.41, 0.58] 1.0: [0.49, 0.49]
3	0.0: [0.00, 0.99] 0.1: [0.02, 0.96] 0.2: [0.04, 0.93] 0.3: [0.06, 0.89] 0.4: [0.09, 0.86] 0.5: [0.14, 0.82] 0.6: [0.19, 0.78] 0.7: [0.26, 0.73] 0.8: [0.33, 0.66] 0.9: [0.40, 0.57] 1.0: [0.48, 0.48]
4	0.0: [0.00, 0.99] 0.1: [0.00, 0.96] 0.2: [0.03, 0.93] 0.3: [0.08, 0.89] 0.4: [0.14, 0.85] 0.5: [0.20, 0.81] 0.6: [0.26, 0.77] 0.7: [0.33, 0.72] 0.8: [0.41, 0.67] 0.9: [0.48, 0.62] 1.0: [0.55, 0.55]
5	0.0: [0.00, 0.99] 0.1: [0.03, 0.97] 0.2: [0.09, 0.95] 0.3: [0.15, 0.92] 0.4: [0.22, 0.90] 0.5: [0.30, 0.87] 0.6: [0.38, 0.84] 0.7: [0.47, 0.81] 0.8: [0.56, 0.78] 0.9: [0.64, 0.74] 1.0: [0.70, 0.70]