2001”N3ŒŽ‰Τ•²”ςŽUŒΒ”(ŒΒ/‚ƒ‚2)@¨ƒOƒ‰ƒt@1ŒŽ@2ŒŽ@3ŒŽ@4ŒŽ@5ŒŽ@6ŒŽ@7ŒŽ@8ŒŽ@9ŒŽ@10ŒŽ@11ŒŽ@12ŒŽ@@2001”N‰Τ•²ξ•ρ‚Φ

‘ζ1₯2Ti3/1`3/10j@@«

ΜήΫ―Έ ’n‹ζ Žν—ή 3/1(–Ψ) 3/2(‹ΰ) 3/3(“y) 3/4(“ϊ) 3/5(ŒŽ) 3/6(‰Ξ) 3/7(…) 3/8(–Ψ) 3/9(‹ΰ) 3/10(“y)
“Œ•” Šβ@‘
(2‹@ŠΦ’†Ε‘ε’l)
ƒXƒM 41.9 272.5 341.0 500.0 158.9 923.0 547.0 147.8 38.5 92.9
–φ@ˆδ ƒXƒM 475.9 454.6 419.8 1129.3 121.0 504.6 792.0 44.4 118.5 171.0
‘ε@“‡ ƒXƒM 0 17.6 ¨ 288.9 12.3 8.6 76.5 14.2 2.5 ¨
Œυ ƒXƒM 936.1 555.6 765.1 254.6 57.7 625.3 926.2 50.0 108.0 77.2
ŒF@–Ρ ƒXƒM 374.1 631.5 964.8 801.5 159.6 623.8 843.2 53.1 53.4 136.7
’†•” “Ώ@ŽR ƒXƒM 598.1 550.0 558.3 358.3 188.9 680.5 902.7 19.8 30.2 83.3
Ž­@–μ ƒXƒM 0 5.9 ¨ 25.9 7.4 28.7 ¨ ¨ ¨ ¨
–h@•{
(2‹@ŠΦ’†Ε‘ε’l)
ƒXƒM 177.2 143.2 664.2 207.7 20.1 364.5 286.4 8.6 34.6 39.8
ŽR@Œϋ
(2‹@ŠΦ’†Ε‘ε’l)
ƒXƒM 329.3 219.4 791.3 1294.7 73.4 777.4 403.7 50.6 32.7 96.9
ƒqƒmƒL‰Θ 0.9 0.9 0 0 0 0 0 0 0 0
¬@ŒS ƒXƒM 228.7 67.9 344.8 471.6 8.6 92.3 96.3 13.9 6.2 26.2
Ό•” ‰F@•”
(3‹@ŠΦ’†Ε‘ε’l)
ƒXƒM 180.9 104.9 462.3 55.6 16.4 139.8 254.0 18.8 9.6 50.3
¬@–μ@“c
(2‹@ŠΦ’†Ε‘ε’l)
ƒXƒM 164.1 114.5 313.2 31.2 9.7 184.4 99.7 18.8 6.1 24.7
Œϊ@‹· ƒXƒM 202.2 122.2 443.2 169.4 11.5 267.6 182.9 69.9 6.5 30.9
‰Ί@ŠΦ
(2‹@ŠΦ’†Ε‘ε’l)
ƒXƒM 59.3 142.9 88.0 9.0 7.4 97.5 14.6 3.7 2.8 4.0
–k•” ”ό@”I@Žs ƒXƒM 189.2 207.4 823.7 536.7 34.2 916.0 794.1 86.4 33.3 225.6
’·@–ε ƒXƒM 33.3 233.3 1016.0 56.4 17.9 350.6 20.9 4.6 10.8 35.1
“c@–œ@μ ƒXƒM 84.8 48.7 700.6 32.4 7.7 68.8 8.3 4.9 2.1 15.1
ˆ’@“Œ ƒXƒM 13.0 6.1 185.1 114.1 21.6 308.6 20.6 2.7 1.5 92.5
”‹ ƒXƒM 5.7 6.3 270 0 0 0 0 1.5 1.8 12.0

‘ζ3Ti3/11`2/17j@@«@@ͺ

ΜήΫ―Έ ’n‹ζ Žν—ή 3/11(“ϊ) 3/12(ŒŽ) 3/13(‰Ξ) 3/14(…) 3/15(–Ψ) 3/16(‹ΰ) 3/17(“y)
“Œ•” Šβ@‘
(2‹@ŠΦ’†Ε‘ε’l)
ƒXƒM 7.6 79.7 74.6 138.2 344.0 18.0 17.3
–φ@ˆδ ƒXƒM 7.7 136.4 73.5 122.5 513.0 21.6 0.6
‘ε@“‡ ƒXƒM 4.6 2.2 2.8 6.8 29.9 ¨ 6.0
Œυ ƒXƒM 76.2 214.5 192.0 249.1 998.8 99.1 3.7
ŒF@–Ρ ƒXƒM 30.6 162.7 139.8 133.3 652.8 127.5 556.5
’†•” “Ώ@ŽR ƒXƒM 27.8 233.3 166.6 88.8 802.7 156.5 6.2
Ž­@–μ ƒXƒM 19.4 9.2 46.3 63.0 72.8
–h@•{
(2‹@ŠΦ’†Ε‘ε’l)
ƒXƒM 22.5 79.3 100.0 95.7 166.4 159.6 1.9
ŽR@Œϋ
(2‹@ŠΦ’†Ε‘ε’l)
ƒXƒM 25.0 104.6 128.0 278.7 261.1 131.7 9.5
ƒqƒmƒL‰Θ 0 0 0 0 0 0 0
¬@ŒS ƒXƒM 8.6 20.7 21.0 48.8 25.0 116.0 25.3
Ό•” ‰F@•”
(3‹@ŠΦ’†Ε‘ε’l)
ƒXƒM 13.9 43.5 105.6 409.6 108.0 70.7 9.6
ƒqƒmƒL‰Θ - - - - 1.9 0.6 8.6
¬@–μ@“c
(2‹@ŠΦ’†Ε‘ε’l)
ƒXƒM 14.5 40.6 71.9 211.9 171.4 58.6 26.0
Œϊ@‹· ƒXƒM 9.3 74.4 79.3 139.2 161.1 17.3 3.2
‰Ί@ŠΦ
(2‹@ŠΦ’†Ε‘ε’l)
ƒXƒM 23.8 1.5 24.7 173.1 16.7 11.7 1.9
–k•” ”ό@”I@Žs ƒXƒM 43.8 188.3 146.0 941.0 133.3 227.5 42.6
’·@–ε ƒXƒM 22.5 13.8 167.2 866.0 12.3 193.2 4.9
“c@–œ@μ ƒXƒM 10.1 6.1 19.7 241.3 5.2 19.1 1.5
ˆ’@“Œ ƒXƒM 2.1 6.1 61.7 154.3 49.3 200.3 20.0
”‹ ƒXƒM 8.4 3.6 19.2 99.0 0 0 ¨

‘ζ4Ti3/18`3/25j@@«@@ͺ

ΜήΫ―Έ ’n‹ζ Žν—ή 3/18(“ϊ) 3/19(ŒŽ) 3/20(‰Ξ) 3/21(…) 3/22(–Ψ) 3/23(‹ΰ) 3/24(“y)
“Œ•” Šβ@‘
(2‹@ŠΦ’†Ε‘ε’l)
ƒXƒM 241.0 157.0 269.1 194.4 112.6 92.5 77.1
ƒqƒmƒL‰Θ 4.6 2.4 3.0 3.8 7.7 9.2 9.2
–φ@ˆδ ƒXƒM 295.1 69.3 75.9 535.8 137.0 226.9 225.3
ƒqƒmƒL‰Θ 0 0.9 0 0 0 31.5 119.1
‘ε@“‡ ƒXƒM - ¨ 6.0 30.2 1.2 ¨ ¨
ƒqƒmƒL‰Θ ¨ ¨
Œυ ƒXƒM 769.4 56.2 120.7 354.9 117.3 223.5 127.5
ƒqƒmƒL‰Θ 5.2 152.5 119.1
ŒF@–Ρ ƒXƒM 556.5 65.7 79.3 341.4 80.9 191.7 175.0
’†•” “Ώ@ŽR ƒXƒM 783.3 30.9 125.0 358.0 111.1 308.0 108.2
ƒqƒmƒL‰Θ 0 0 0.9 4.3 7.1 13.5 1.5
Ž­@–μ ƒXƒM 32.1
–h@•{
(2‹@ŠΦ’†Ε‘ε’l)
ƒXƒM 267.9 61.7 105.2 260.2 175.9 133.3 50.9
ƒqƒmƒL‰Θ 0 0.6 0 0 0.6 0.3 0.9
ŽR@Œϋ
(2‹@ŠΦ’†Ε‘ε’l)
ƒXƒM 310.4 164.5 78.0 180.5 183.2 103.0 38.8
ƒqƒmƒL‰Θ 0 0 8.6 5.2 83.6 19.1 0.6
¬@ŒS ƒXƒM 42.6 15.4 29.3 ¨ 43.2 20.4 24.4
ƒqƒmƒL‰Θ 3.7 4.0
Ό•” ‰F@•”
(3‹@ŠΦ’†Ε‘ε’l)
ƒXƒM 58.6 42.9 89.2 171.6 195.1 91.7 39.2
ƒqƒmƒL‰Θ 8.3 2.8 5.9 9.3 10.8 13.0 7.7
¬@–μ@“c
(2‹@ŠΦ’†Ε‘ε’l)
ƒXƒM 54.0 25.0 67.3 47.8 113.1 24.8 18.6
ƒqƒmƒL‰Θ 0.5 0.8 1.4 1.4 28.1 2.2 0.7
Œϊ@‹· ƒXƒM 22.2 7.4 26.5 13.0 40.4 15.4 1.2
ƒqƒmƒL‰Θ 1.2 1.2 3.0 0.9 50.3 17.0 3.4
‰Ί@ŠΦ
(2‹@ŠΦ’†Ε‘ε’l)
ƒXƒM 20.9 29.3 28.4 34.9 14.2 20.4 13.9
–k•” ”ό@”I@Žs ƒXƒM 235.8 131.5 211.1 131.8 246.9 86.4 111.7
ƒqƒmƒL‰Θ 29.3 32.7 70.4
’·@–ε ƒXƒM 51.8 127.1 108.3 125.0 216.3 9.8 70.6
ƒqƒmƒL‰Θ 16.9 37.9 822.5
“c@–œ@μ ƒXƒM 9.8 14.5 20.0 12.0 27.7 9.2 24.3
ƒqƒmƒL‰Θ 3.3 4.0
ˆ’@“Œ ƒXƒM 108.0 15.4 77.1 48.2 170.0 23.1 138.8
”‹ ƒXƒM 1.8 ¨ 4.8 6.3 24.0 3.0 -

‘ζ5T(3/26`3/31)@@@@ͺ

ΜήΫ―Έ ’n‹ζ Žν—ή 3/25(“ϊ) 3/26(ŒŽ) 3/27(‰Ξ) 3/28(…) 3/29(–Ψ) 3/30(‹ΰ) 3/31(“y)
“Œ•” Šβ@‘
(2‹@ŠΦ’†Ε‘ε’l)
ƒXƒM 38.2 166.6 20.6 7.7 14.5 4.6 1.2
ƒqƒmƒL‰Θ 3.7 16.9 40.1 143.5 244.2 41.0 9.2
–φ@ˆδ ƒXƒM 13.9 153.1 13.6 6.5 18.5 1.9 9.3
ƒqƒmƒL‰Θ 44.4 380.2 291.4 92.9 417.3 29.9 39.2
‘ε@“‡ ƒXƒM 70.3 9.0 1.5 2.8 6.8
ƒqƒmƒL‰Θ 0.3 0 0.3 0 2.2
Œυ ƒXƒM 5.2 158.3 23.1 21.3 32.4 7.7 9.6
ƒqƒmƒL‰Θ 1.9 278.1 188.6 104.3 148.5 45.1 16.0
ŒF@–Ρ ƒXƒM 35.2 280.2 307.7 16.4 30.6 3.1 4.0
ƒqƒmƒL‰Θ 0 0 0 114.2 164.8 17.9 15.4
’†•” “Ώ@ŽR ƒXƒM 118.4 231.8 8.6 3.7 21.9 4.0 4.3
ƒqƒmƒL‰Θ 4.1 57.7 125.0 111.1 66.4 13.0 5.9
Ž­@–μ ƒXƒM 5.9 2.8 2.8 2.8 0
ƒqƒmƒL‰Θ 1.5 0 1.5 3.1 0
–h@•{
(2‹@ŠΦ’†Ε‘ε’l)
ƒXƒM 75.6 69.8 48.8 37.7 46.3 8.6 1.5
ƒqƒmƒL‰Θ 0.9 3.1 1.5 9.3 13.0 28.4 2.2
ŽR@Œϋ
(2‹@ŠΦ’†Ε‘ε’l)
ƒXƒM 78.0 23.9 11.7 5.8 5.8 0 1.2
ƒqƒmƒL‰Θ 105.5 208.0 195.0 309.5 73.8 10.1 16.9
¬@ŒS ƒXƒM 7.7 21.0 12.7 2.2 3.1 0.9 0
ƒqƒmƒL‰Θ 0.9 1.5 0 2.8 4.6 4.6 0.3
Ό•” ‰F@•”
(3‹@ŠΦ’†Ε‘ε’l)
ƒXƒM 79.3 43.8 13.9 9.0 4.3 3.7 1.2
ƒqƒmƒL‰Θ 13.3 74.4 85.5 74.1 97.2 9.0 10.2
¬@–μ@“c
(2‹@ŠΦ’†Ε‘ε’l)
ƒXƒM 25.1 6.2 25.6 6.9 2.0 39.6 0.2
ƒqƒmƒL‰Θ 0.9 102.5 68.5 46.9 38.3 2.6 1.8
Œϊ@‹· ƒXƒM 1.2 0.7 0.5 0.6 1.9 0 0.3
ƒqƒmƒL‰Θ 11.9 412.0 152.0 127.6 125.3 14.5 7.4
‰Ί@ŠΦ
(2‹@ŠΦ’†Ε‘ε’l)
ƒXƒM 48.5 89.5 155.6 22.5 11.4 13.3 0.6
ƒqƒmƒL‰Θ 0 0 1.2 0 0 0 0
–k•” ”ό@”I@Žs ƒXƒM 81.5 65.1 31.2 34.3 1.2 2.2 4.0
ƒqƒmƒL‰Θ 35.2 162.7 482.7 353.1 20.1 26.5 19.4
’·@–ε ƒXƒM 3.3 6.5 6.7 2.7 0.3 1.5 0.6
ƒqƒmƒL‰Θ 43.2 74.3 244.4 179.9 16.6 8.6 13.8
“c@–œ@μ ƒXƒM 3.7 32.4 3.7 1.5 0.3 0.3 0.3
ƒqƒmƒL‰Θ 0.3 0.6 6.7 7.4 1.5 0 1.5
ˆ’@“Œ ƒXƒM 12.6 9.8 27.7 1.8 2.7 4.6 0.9
ƒqƒmƒL‰Θ 0 0 12.3 4.9 1.5 1.5 1.5
”‹ ƒXƒM - 0 0 0 26.4 18.6
ƒqƒmƒL‰Θ 0 12.0 30.0 0 0 0

1ŒŽ@2ŒŽ@3ŒŽ@4ŒŽ@5ŒŽ@6ŒŽ@7ŒŽ@8ŒŽ@9ŒŽ@10ŒŽ@11ŒŽ@12ŒŽ@/@2001”N‰Τ•²ξ•ρ‚Φ
UP