Suk Hyun-jun Stats | FBref.com\nFB Home Page > Players > Suk Hyun-jun\nBorn: June 29, 1991 in Chungju, Korea Republic kr\nSuk Hyun-jun Overview\nMore Suk Hyun-jun Pages\n20 Groningen nl NED 1. Dutch Eredivisie 14th 20 5 780 8.7 5 0 5 0 0 1 0 0.58 0.00 0.58 0.58 0.58 Matches\n21 Groningen nl NED 1. Dutch Eredivisie 7th 7 0 97 1.1 0 0 0 0 0 0 0 0.00 0.00 0.00 0.00 0.00 Matches\n21 Marítimo pt POR 1. Primeira Liga 10th 14 12 1,101 12.2 4 0 4 0 0 2 1 0.33 0.00 0.33 0.33 0.33 Matches\n23 Nacional pt POR 1. Primeira Liga 7th 13 10 714 7.9 2 0 2 0 0 2 0 0.25 0.00 0.25 0.25 0.25 Matches\n23 Vitória Setúbal pt POR 1. Primeira Liga 14th 17 14 1,321 14.7 4 0 4 0 0 5 0 0.27 0.00 0.27 0.27 0.27 Matches\n24 Vitória Setúbal pt POR 1. Primeira Liga 15th 16 16 1,365 15.2 9 1 9 0 0 2 0 0.59 0.07 0.66 0.59 0.66 Matches\n24 Porto pt POR 1. Primeira Liga 3rd 9 4 416 4.6 1 0 1 0 0 0 0 0.22 0.00 0.22 0.22 0.22 Matches\n25 Trabzonspor tr TUR 1. Süper Lig 6th 10 5 503 5.6 0 1 0 0 0 2 0 0.00 0.18 0.18 0.00 0.18 Matches\n25 Debrecen hu HUN 1. NB I 8th 12 6 631 7.0 1 3 1 0 0 3 0 0.14 0.43 0.57 0.14 0.57 Matches\n26 Troyes fr FRA 1. Ligue 1 19th 26 13 1,261 14.0 6 0 6 0 0 5 0 0.43 0.00 0.43 0.43 0.43 5.7 5.7 0.6 6.3 0.43 0.05 0.48 0.43 0.48 Matches\n27 Troyes fr FRA 2. Ligue 2 3rd 1 0 2 0.0 0 0 0 0 0 0 0 0.00 0.00 0.00 0.00 0.00 Matches\n27 Reims fr FRA 1. Ligue 1 8th 22 7 793 8.8 3 0 3 0 0 3 0 0.34 0.00 0.34 0.34 0.34 3.8 3.8 0.5 4.3 0.43 0.06 0.49 0.43 0.49 Matches\n28 Reims fr FRA 1. Ligue 1 6th 13 1 262 2.9 1 1 1 0 0 3 0 0.34 0.34 0.69 0.34 0.69 1.2 1.2 0.5 1.7 0.40 0.18 0.59 0.40 0.59 Matches\n28 Troyes fr FRA 2. Ligue 2 4th 5 5 416 4.6 2 0 2 0 0 1 0 0.43 0.00 0.43 0.43 0.43 Matches\n29 Troyes fr FRA 2. Ligue 2 1st 18 4 601 6.7 3 0 2 1 1 2 0 0.45 0.00 0.45 0.30 0.30 Matches\n30 Troyes fr FRA 1. Ligue 1 15th 8 0 131 1.5 0 0 0 0 0 0 0 0.00 0.00 0.00 0.00 0.00 0.3 0.3 0.5 0.8 0.24 0.33 0.56 0.24 0.56 Matches\n9 Clubs 6 Leagues 211 102 10,394 115.5 41 6 40 1 1 31 1 0.36 0.05 0.41 0.35 0.40 11.0 11.0 2.1 13.2 0.42 0.08 0.50 0.42 0.50\n2 Leagues 58 22 2,411 26.8 11 0 10 1 1 8 0 0.41 0.00 0.41 0.37 0.37 6.1 6.1 1.1 7.2 0.41 0.07 0.49 0.41 0.49\n1 League 35 8 1,055 11.7 4 1 4 0 0 6 0 0.34 0.09 0.43 0.34 0.43 4.9 4.9 1.1 6.0 0.42 0.09 0.51 0.42 0.51\n1 League 33 30 2,686 29.8 13 1 13 0 0 7 0 0.44 0.03 0.47 0.44 0.47\n1 League 27 5 877 9.7 5 0 5 0 0 1 0 0.51 0.00 0.51 0.51 0.51\n1 League 14 12 1,101 12.2 4 0 4 0 0 2 1 0.33 0.00 0.33 0.33 0.33\n1 League 13 10 714 7.9 2 0 2 0 0 2 0 0.25 0.00 0.25 0.25 0.25\n1 League 12 6 631 7.0 1 3 1 0 0 3 0 0.14 0.43 0.57 0.14 0.57\n1 League 10 5 503 5.6 0 1 0 0 0 2 0 0.00 0.18 0.18 0.00 0.18\n1 League 9 4 416 4.6 1 0 1 0 0 0 0 0.22 0.00 0.22 0.22 0.22\n69 21 2,447 27.2 10 1 10 0 0 11 0 0.37 0.04 0.40 0.37 0.40 11.0 11.0 2.1 13.2 0.42 0.08 0.50 0.42 0.50\n69 56 4,917 54.6 20 1 20 0 0 11 1 0.37 0.02 0.38 0.37 0.38\n24 9 1,019 11.3 5 0 4 1 1 3 0 0.44 0.00 0.44 0.35 0.35\n27 5 877 9.7 5 0 5 0 0 1 0 0.51 0.00 0.51 0.51 0.51\n12 6 631 7.0 1 3 1 0 0 3 0 0.14 0.43 0.57 0.14 0.57\n10 5 503 5.6 0 1 0 0 0 2 0 0.00 0.18 0.18 0.00 0.18\n20 Groningen nl NED 1. Dutch Eredivisie 14th 8.7 5 8 0.92 0.63 0 0 Matches\n21 Groningen nl NED 1. Dutch Eredivisie 7th 1.1 0 1 0.93 0.00 0 0 Matches\n21 Marítimo pt POR 1. Primeira Liga 10th 12.2 4 12 0.98 0.33 0 0 Matches\n23 Nacional pt POR 1. Primeira Liga 7th 7.9 2 5 0.63 0.40 0 0 Matches\n23 Vitória Setúbal pt POR 1. Primeira Liga 14th 14.7 4 9 0.61 0.44 0 0 Matches\n24 Vitória Setúbal pt POR 1. Primeira Liga 15th 15.2 9 19 1.25 0.47 0 0 Matches\n24 Porto pt POR 1. Primeira Liga 3rd 4.6 1 2 0.43 0.50 0 0 Matches\n25 Trabzonspor tr TUR 1. Süper Lig 6th 5.6 0 15 5 33.3 2.68 0.89 0.00 0.00 0 0 Matches\n25 Debrecen hu HUN 1. NB I 8th 7.0 1 0 2 0.00 0.29 0.50 0 0 Matches\n26 Troyes fr FRA 1. Ligue 1 19th 14.0 6 29 10 34.5 2.07 0.71 0.21 0.60 9.3 0 0 0 5.7 5.7 0.20 +0.3 +0.3 Matches\n27 Troyes fr FRA 2. Ligue 2 3rd 0.0 0 0 0 Matches\n27 Reims fr FRA 1. Ligue 1 8th 8.8 3 24 8 33.3 2.72 0.91 0.13 0.38 11.0 0 0 0 3.8 3.8 0.16 -0.8 -0.8 Matches\n28 Reims fr FRA 1. Ligue 1 6th 2.9 1 12 3 25.0 4.12 1.03 0.08 0.33 14.9 0 0 0 1.2 1.2 0.10 -0.2 -0.2 Matches\n28 Troyes fr FRA 2. Ligue 2 4th 4.6 2 10 6 60.0 2.16 1.30 0.20 0.33 0 0 Matches\n29 Troyes fr FRA 2. Ligue 2 1st 6.7 3 25 11 44.0 3.74 1.65 0.08 0.18 1 1 Matches\n30 Troyes fr FRA 1. Ligue 1 15th 1.5 0 7 2 28.6 4.81 1.37 0.00 0.00 12.5 0 0 0 0.3 0.3 0.05 -0.3 -0.3 Matches\n9 Clubs 6 Leagues 115.5 41 122 103 38.5 2.39 0.89 0.12 0.39 11.1 0 1 1 11.0 11.0 0.15 -1.0 -1.0\n2 Leagues 26.8 11 71 29 40.8 2.65 1.08 0.14 0.34 10.0 0 1 1 6.1 6.1 0.17 -0.1 -0.1\n1 League 11.7 4 36 11 30.6 3.07 0.94 0.11 0.36 12.3 0 0 0 4.9 4.9 0.14 -0.9 -0.9\n1 League 29.8 13 28 0.94 0.46 0 0\n1 League 9.7 5 9 0.92 0.56 0 0\n1 League 12.2 4 12 0.98 0.33 0 0\n1 League 7.0 1 0 2 0.00 0.29 0.50 0 0\n1 League 5.6 0 15 5 33.3 2.68 0.89 0.00 0.00 0 0\n1 League 4.6 1 2 0.43 0.50 0 0\n27.2 10 72 23 31.9 2.65 0.85 0.14 0.43 11.1 0 0 0 11.0 11.0 0.15 -1.0 -1.0\n54.6 20 47 0.86 0.43 0 0\n11.3 5 35 17 48.6 3.10 1.50 0.11 0.24 1 1\n9.7 5 9 0.92 0.56 0 0\n7.0 1 0 2 0.00 0.29 0.50 0 0\n5.6 0 15 5 33.3 2.68 0.89 0.00 0.00 0 0\n20 Groningen nl NED 1. Dutch Eredivisie 14th 8.7 0 Matches\n21 Groningen nl NED 1. Dutch Eredivisie 7th 1.1 0 Matches\n21 Marítimo pt POR 1. Primeira Liga 10th 12.2 0 Matches\n23 Nacional pt POR 1. Primeira Liga 7th 7.9 0 Matches\n23 Vitória Setúbal pt POR 1. Primeira Liga 14th 14.7 0 Matches\n24 Vitória Setúbal pt POR 1. Primeira Liga 15th 15.2 1 Matches\n24 Porto pt POR 1. Primeira Liga 3rd 4.6 0 Matches\n25 Trabzonspor tr TUR 1. Süper Lig 6th 5.6 1 Matches\n25 Debrecen hu HUN 1. NB I 8th 7.0 3 Matches\n26 Troyes fr FRA 1. Ligue 1 19th 14.0 161 297 54.2 2078 526 104 166 62.7 36 77 46.8 6 15 40.0 0 0.6 -0.6 11 9 4 1 16 Matches\n27 Troyes fr FRA 2. Ligue 2 3rd 0.0 0 Matches\n27 Reims fr FRA 1. Ligue 1 8th 8.8 88 177 49.7 1275 254 50 82 61.0 26 58 44.8 8 21 38.1 0 0.5 -0.5 8 12 4 2 9 Matches\n28 Reims fr FRA 1. Ligue 1 6th 2.9 28 57 49.1 349 132 17 28 60.7 9 18 50.0 0 2 0.0 1 0.5 +0.5 3 1 2 1 5 Matches\n28 Troyes fr FRA 2. Ligue 2 4th 4.6 0 Matches\n29 Troyes fr FRA 2. Ligue 2 1st 6.7 0 Matches\n30 Troyes fr FRA 1. Ligue 1 15th 1.5 32 39 82.1 430 122 18 23 78.3 9 9 100.0 1 1 100.0 0 0.5 -0.5 2 4 2 1 3 Matches\n9 Clubs 6 Leagues 115.5 309 570 54.2 4132 1034 189 299 63.2 80 162 49.4 15 39 38.5 6 2.1 -1.1 24 26 12 5 33\n2 Leagues 26.8 193 336 57.4 2508 648 122 189 64.6 45 86 52.3 7 16 43.8 0 1.1 -1.1 13 13 6 2 19\n1 League 11.7 116 234 49.6 1624 386 67 110 60.9 35 76 46.1 8 23 34.8 1 1.1 -0.1 11 13 6 3 14\n1 League 29.8 1\n27.2 309 570 54.2 4132 1034 189 299 63.2 80 162 49.4 15 39 38.5 1 2.1 -1.1 24 26 12 5 33\n20 Groningen nl NED 1. Dutch Eredivisie 14th 8.7 Matches\n21 Groningen nl NED 1. Dutch Eredivisie 7th 1.1 Matches\n21 Marítimo pt POR 1. Primeira Liga 10th 12.2 Matches\n23 Nacional pt POR 1. Primeira Liga 7th 7.9 Matches\n23 Vitória Setúbal pt POR 1. Primeira Liga 14th 14.7 Matches\n24 Vitória Setúbal pt POR 1. Primeira Liga 15th 15.2 Matches\n24 Porto pt POR 1. Primeira Liga 3rd 4.6 Matches\n25 Trabzonspor tr TUR 1. Süper Lig 6th 5.6 5 Matches\n25 Debrecen hu HUN 1. NB I 8th 7.0 0 Matches\n26 Troyes fr FRA 1. Ligue 1 19th 14.0 297 276 21 1 0 75 5 8 0 0 0 0 143 68 86 20 160 81 0 9 161 2 17 11 19 Matches\n27 Troyes fr FRA 2. Ligue 2 3rd 0.0 Matches\n27 Reims fr FRA 1. Ligue 1 8th 8.8 177 171 6 0 0 65 2 8 0 0 0 0 64 50 63 22 65 44 0 3 88 1 8 2 10 Matches\n28 Reims fr FRA 1. Ligue 1 6th 2.9 57 56 1 0 0 33 0 1 0 0 0 0 19 18 20 2 24 3 0 3 28 2 2 1 6 Matches\n28 Troyes fr FRA 2. Ligue 2 4th 4.6 4 Matches\n29 Troyes fr FRA 2. Ligue 2 1st 6.7 5 Matches\n30 Troyes fr FRA 1. Ligue 1 15th 1.5 39 36 3 0 0 13 0 1 0 0 0 0 27 6 6 5 29 0 0 2 32 0 0 0 2 Matches\n9 Clubs 6 Leagues 115.5 570 539 31 1 0 186 7 32 0 0 0 0 253 142 175 49 278 128 0 17 309 5 27 14 37\n2 Leagues 26.8 336 312 24 1 0 88 5 18 0 0 0 0 170 74 92 25 189 81 0 11 193 2 17 11 21\n1 League 11.7 234 227 7 0 0 98 2 9 0 0 0 0 83 68 83 24 89 47 0 6 116 3 10 3 16\n1 League 5.6 5\n27.2 570 539 31 1 0 186 7 18 0 0 0 0 253 142 175 49 278 128 0 17 309 5 27 14 37\n25 Trabzonspor tr TUR 1. Süper Lig 6th 5.6 Matches\n25 Debrecen hu HUN 1. NB I 8th 7.0 Matches\n26 Troyes fr FRA 1. Ligue 1 19th 14.0 23 1.73 16 0 1 5 1 0 1 0.08 0 0 0 0 1 0 Matches\n27 Reims fr FRA 1. Ligue 1 8th 8.8 17 1.93 10 0 4 2 1 0 0 0.00 0 0 0 0 0 0 Matches\n28 Reims fr FRA 1. Ligue 1 6th 2.9 4 1.37 4 0 0 0 0 0 1 0.34 1 0 0 0 0 0 Matches\n28 Troyes fr FRA 2. Ligue 2 4th 4.6 Matches\n29 Troyes fr FRA 2. Ligue 2 1st 6.7 Matches\n30 Troyes fr FRA 1. Ligue 1 15th 1.5 6 4.12 4 0 0 2 0 0 0 0.00 0 0 0 0 0 0 Matches\n9 Clubs 6 Leagues 115.5 50 1.89 34 0 5 9 2 0 2 0.08 1 0 0 0 1 0\n2 Leagues 26.8 29 1.97 20 0 1 7 1 0 1 0.07 0 0 0 0 1 0\n1 League 11.7 21 1.79 14 0 4 2 1 0 1 0.09 1 0 0 0 0 0\n27.2 50 1.89 34 0 5 9 2 0 2 0.08 1 0 0 0 1 0\n25 Trabzonspor tr TUR 1. Süper Lig 6th 5.6 4 1 Matches\n25 Debrecen hu HUN 1. NB I 8th 7.0 0 0 Matches\n26 Troyes fr FRA 1. Ligue 1 19th 14.0 6 3 1 3 2 3 12 25.0 9 251 58 23.1 19 153 79 7 0 0 7 3 9 4 0 Matches\n27 Reims fr FRA 1. Ligue 1 8th 8.8 7 4 1 3 3 0 12 0.0 12 195 43 22.1 9 81 105 8 1 0 7 3 10 6 0 Matches\n28 Reims fr FRA 1. Ligue 1 6th 2.9 4 4 1 2 1 1 2 50.0 1 47 21 44.7 6 16 25 4 1 0 3 1 5 2 0 Matches\n28 Troyes fr FRA 2. Ligue 2 4th 4.6 2 4 Matches\n29 Troyes fr FRA 2. Ligue 2 1st 6.7 3 4 Matches\n30 Troyes fr FRA 1. Ligue 1 15th 1.5 1 1 0 1 0 0 0 0 24 4 16.7 2 12 10 2 0 0 2 0 1 2 0 Matches\n9 Clubs 6 Leagues 115.5 18 21 3 9 6 4 26 15.4 22 517 126 24.4 36 262 219 21 2 0 19 16 25 14 0\n2 Leagues 26.8 7 9 1 4 2 3 12 25.0 9 275 62 22.5 21 165 89 9 0 0 9 11 10 6 0\n1 League 11.7 11 8 2 5 4 1 14 7.1 13 242 64 26.4 15 97 130 12 2 0 10 4 15 8 0\n1 League 5.6 4 1 0\n27.2 18 12 3 9 6 4 26 15.4 22 517 126 24.4 36 262 219 21 2 0 19 7 25 14 0\n26 Troyes fr FRA 1. Ligue 1 19th 14.0 462 6 42 199 241 67 442 7 30 23.3 8 2 233 955 479 24 6 4 38 17 648 343 52.9 141 Matches\n27 Reims fr FRA 1. Ligue 1 8th 8.8 286 7 20 131 152 42 280 8 14 57.1 10 2 140 580 240 14 2 2 29 13 448 220 49.1 81 Matches\n28 Reims fr FRA 1. Ligue 1 6th 2.9 105 5 9 38 61 21 104 1 5 20.0 1 1 48 254 156 11 2 4 12 3 178 76 42.7 39 Matches\n30 Troyes fr FRA 1. Ligue 1 15th 1.5 66 2 3 33 36 12 63 4 6 66.7 4 0 46 233 122 6 3 1 4 7 83 49 59.0 8 Matches\n9 Clubs 6 Leagues 115.5 919 20 74 401 490 142 889 20 55 36.4 23 5 467 2022 997 55 13 11 83 40 1357 688 50.7 269\n2 Leagues 26.8 528 8 45 232 277 79 505 11 36 30.6 12 2 279 1188 601 30 9 5 42 24 731 392 53.6 149\n1 League 11.7 391 12 29 169 213 63 384 9 19 47.4 11 3 188 834 396 25 4 6 41 16 626 296 47.3 120\n27.2 919 20 74 401 490 142 889 20 55 36.4 23 5 467 2022 997 55 13 11 83 40 1357 688 50.7 269\n20 Groningen nl NED 1. Dutch Eredivisie 14th 20 780 39 8.7 5 3 15 Matches\n21 Groningen nl NED 1. Dutch Eredivisie 7th 7 97 14 1.1 0 7 Matches\n21 Marítimo pt POR 1. Primeira Liga 10th 14 1,101 79 12.2 12 10 2 Matches\n23 Nacional pt POR 1. Primeira Liga 7th 13 714 55 23.3 7.9 10 2 3 0 0.69 6 14 -8 -1.01 -1.28 Matches\n23 Vitória Setúbal pt POR 1. Primeira Liga 14th 17 1,321 78 43.2 14.7 14 12 3 0 0.82 11 26 -15 -1.02 -0.14 Matches\n24 Vitória Setúbal pt POR 1. Primeira Liga 15th 16 1,365 85 44.6 15.2 16 13 0 0 1.38 25 28 -3 -0.20 +0.76 Matches\n24 Porto pt POR 1. Primeira Liga 3rd 9 416 46 13.6 4.6 4 3 5 5 2.00 6 4 +2 +0.43 -0.76 Matches\n25 Trabzonspor tr TUR 1. Süper Lig 6th 10 503 50 16.4 5.6 5 4 5 6 0.80 2 10 -8 -1.43 -1.89 Matches\n25 Debrecen hu HUN 1. NB I 8th 12 631 53 21.2 7.0 6 2 6 1 1.25 7 11 -4 -0.57 -0.57 Matches\n26 Troyes fr FRA 1. Ligue 1 19th 26 1,261 49 36.9 14.0 13 3 13 3 0.69 11 23 -12 -0.86 -0.23 13.3 17.4 -4.1 -0.31 +0.22 Matches\n27 Troyes fr FRA 2. Ligue 2 3rd 1 2 2 0.1 0.0 0 0 1 1 0 3.00 0 0 0 0.00 -0.61 Matches\n27 Reims fr FRA 1. Ligue 1 8th 22 793 36 23.2 8.8 7 71 0 15 20 7 1.14 9 7 +2 +0.23 +0.40 10.2 8.3 +1.8 +0.21 +0.42 Matches\n28 Reims fr FRA 1. Ligue 1 6th 13 262 20 10.4 2.9 1 71 0 12 16 5 1.31 3 2 +1 +0.34 +0.18 2.7 2.9 -0.2 -0.07 -0.16 Matches\n28 Troyes fr FRA 2. Ligue 2 4th 5 416 83 16.5 4.6 5 83 2 0 0 2.00 6 2 +4 +0.87 +0.65 Matches\n29 Troyes fr FRA 2. Ligue 2 1st 18 601 33 17.6 6.7 4 68 14 24 1 2.00 14 4 +10 +1.50 +1.05 Matches\n30 Troyes fr FRA 1. Ligue 1 15th 8 131 16 8.6 1.5 0 0 8 16 1 0.88 0 2 -2 -1.37 -0.92 2.0 1.9 +0.2 +0.10 +0.64 Matches\n9 Clubs 6 Leagues 211 10,394 49 21.8 115.5 102 74 54 109 19 29 1.19 100 133 -33 -0.35 -0.47 28.2 30.5 -2.3 -0.09 +0.18\n2 Leagues 58 2,411 42 16.8 26.8 22 76 5 36 20 5 1.28 31 31 0 0.00 -0.15 15.4 19.3 -4.0 -0.27 +0.27\n1 League 35 1,055 30 17.8 11.7 8 71 0 27 18 12 1.20 12 9 +3 +0.26 +0.27 12.9 11.2 +1.6 +0.14 +0.21\n1 League 33 2,686 81 43.9 29.8 30 25 3 0 1.09 36 54 -18 -0.60 +0.31\n1 League 27 877 32 9.7 5 3 22\n1 League 14 1,101 79 12.2 12 10 2\n1 League 13 714 55 23.3 7.9 10 2 3 0 0.69 6 14 -8 -1.01 -1.28\n1 League 12 631 53 21.2 7.0 6 2 6 1 1.25 7 11 -4 -0.57 -0.57\n1 League 10 503 50 16.4 5.6 5 4 5 6 0.80 2 10 -8 -1.43 -1.89\n1 League 9 416 46 13.6 4.6 4 3 5 5 2.00 6 4 +2 +0.43 -0.76\n69 2,447 35 22.5 27.2 21 71 3 48 18 16 0.97 23 34 -11 -0.40 -0.16 28.2 30.5 -2.3 -0.09 +0.18\n69 4,917 71 31.2 54.6 56 40 13 5 1.15 48 72 -24 -0.57 -0.64\n24 1,019 42 10.9 11.3 9 76 2 15 22 1 2.04 20 6 +14 +1.24 +0.78\n12 631 53 21.2 7.0 6 2 6 1 1.25 7 11 -4 -0.57 -0.57\n10 503 50 16.4 5.6 5 4 5 6 0.80 2 10 -8 -1.43 -1.89\n20 Groningen nl NED 1. Dutch Eredivisie 14th 8.7 1 0 30 Matches\n21 Groningen nl NED 1. Dutch Eredivisie 7th 1.1 0 0 4 Matches\n21 Marítimo pt POR 1. Primeira Liga 10th 12.2 2 1 Matches\n23 Nacional pt POR 1. Primeira Liga 7th 7.9 2 0 Matches\n23 Vitória Setúbal pt POR 1. Primeira Liga 14th 14.7 5 0 Matches\n24 Vitória Setúbal pt POR 1. Primeira Liga 15th 15.2 2 0 22 Matches\n24 Porto pt POR 1. Primeira Liga 3rd 4.6 0 0 2 Matches\n25 Trabzonspor tr TUR 1. Süper Lig 6th 5.6 2 0 0 15 15 2 5 1 4 0 0 0 Matches\n25 Debrecen hu HUN 1. NB I 8th 7.0 3 0 0 0 0 0 0 0 0 0 0 Matches\n26 Troyes fr FRA 1. Ligue 1 19th 14.0 5 0 0 41 36 4 8 3 3 0 0 0 48 30 36 45.5 Matches\n27 Troyes fr FRA 2. Ligue 2 3rd 0.0 0 0 0 0 Matches\n27 Reims fr FRA 1. Ligue 1 8th 8.8 3 0 0 25 17 13 8 3 4 0 0 0 28 54 37 59.3 Matches\n28 Reims fr FRA 1. Ligue 1 6th 2.9 3 0 0 18 4 2 1 1 4 0 0 0 14 29 27 51.8 Matches\n28 Troyes fr FRA 2. Ligue 2 4th 4.6 1 0 0 13 9 3 4 4 2 0 Matches\n29 Troyes fr FRA 2. Ligue 2 1st 6.7 2 0 0 28 9 4 5 4 3 0 Matches\n30 Troyes fr FRA 1. Ligue 1 15th 1.5 0 0 0 6 3 0 1 0 1 0 0 0 7 8 5 61.5 Matches\n9 Clubs 6 Leagues 115.5 31 1 0 204 93 28 32 16 21 0 0 0 97 121 105 53.5\n2 Leagues 26.8 8 0 0 88 57 11 18 11 9 0 0 0 55 38 41 48.1\n1 League 11.7 6 0 0 43 21 15 9 4 8 0 0 0 42 83 64 56.5\n1 League 29.8 7 0 22\n1 League 9.7 1 0 34\n1 League 12.2 2 1\n1 League 7.0 3 0 0 0 0 0 0 0 0 0 0\n1 League 5.6 2 0 0 15 15 2 5 1 4 0 0 0\n1 League 4.6 0 0 2\n27.2 11 0 0 90 60 19 18 7 12 0 0 0 97 121 105 53.5\nYou are here: FB Home Page > Players > Suk Hyun-jun


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feel free to post your Leslie Sansone - Walk Eat Lose 21-Day Challenge Download, Movie, Game, Software, Mp3, video, subtitle, sample, torrent, NFO, Crack, uploaded, putlocker, Rapidgator, mediafire, Netload, Zippyshare, Extabit, 4shared, Serial, keygen, Watch online, requirements or whatever-related comments here.\nLeslie Sansone - Walk at Home: Walk Eat Lose 21-Day Challenge (DVDRip)Leslie Sansone - Walk at Home: Walk Eat Lose 21-Day Challenge (DVDRip)Leslie Sansone - Walk at Home: Walk Eat Lose 21-Day Challenge (DVDRip)Leslie Sansone - Walk at Home: Walk Eat Lose 21-Day Challenge (DVDRip)Leslie Sansone - Walk at Home: Walk Eat Lose 21-Day Challenge (DVDRip)


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Extraordinario 20 de marzo de 2011 by ACM LACUMBE - issuu\no r d i n a r i o Bol et í nExt r aor di nar i odel aACM LaCumbr e,domi ngo,20demar zo,2011. Pas t orRev .J avi erGómezMar r er o/T el s .7872725949/7872722927/www. acml acumbr e. webs. com emai lpas t or :J gomez@ac ml ac umbr e. or g emai li gl es i a:L ac umbr e@ac ml ac umbr e. or g\n¡ Somos muchomás quees o! E l R e t od e l An t i g u oT e s t a me n t o C r e a n d ou n aNu e v aC o mu n i d a d\nD e lP a s t o r ¡ Somosmuc homásquee s o! Cuandoporme di odel af ee nJ e s ús ,Di osnoshi z oc r i s t i anos ,una i nc r e í bl et r ans f or mac i ónt omól ugar .Enpoc aspal abr as ,Di ospus o de nt r odenos ot r osvi da,l avi dade lRe i no,s upr opi avi da–Élmi s mo. Lapar t i c i pac i óndee s avi dadear r i bays umani f e s t ac i ónc onc r e t ae s nadame nosquer e vol uc i onar i a.Pe r onot omar ál ugardemane r a aut omát i c a,l ae f e c t i vaapr opi ac i óndee s avi dar e qui e r es i e mpr enue s t r a i nt e nc i onalpar t i c i pac i óne nl af or mac i ónbí bl i c aporme di odel a e ns e ñanz aas íc omoe nl avi dadec omuni dadc r i s t i anademut uo s ome t i mi e nt o.He mosr e c i bi dovi dae nnue s t r oi nt e r i or ,unavi dal i t e r al , unavi dami l agr os a,unavi damásal t a.Nos et r at óe nt onc e ss ol ode l e ye sopal abr aspar avi vi rs i nodevi dadear r i ba-depode rpar avi vi r unavi daquee smuc homásal t a.Y c r e oqueporahíe squec omi e nz al a c os a,pordar nosc ue nt adee s amar avi l l os avi daques enosha i mpar t i do,ypore ndedequeyanos omosl omi s moqueant e s ,ahor a ¡ s omosmuc homásquee s o! Le samo, Pas t or\nL e a mosl aB i b l i a Suger enci aspar agui ar t eent ul ect ur adi ar i a: 3. Leeelpas aj eport er cer av ezyr efl exi ona s obr ees t aspr egunt as :¿Quéapr endíacer cade Di os ?¿Quéapr endíacer cadel anat ur al eza humana?¿Quéapr endíacer cademipr opi a r el aci ónconDi os ?Yocr eoqueDi oses t á i nv i t ándomea _____________________________________ .\nSemana12 □1 Habacuc1. 1-17 □2 Habacuc2. 1-20 □3 Habacuc3. 1-19 □4 Sal mo27 □5 Sal mo28 □6 Sal mo31 □7 Sal mo38\nFel i z Cumpl eaños MARZO 21Jul i oBáezMerced 21Gabri el aPaol aMarrero 24JanEst radaPabón 25MarenaSchmi dt 25EdnaV.Romero 25Isabel i t a( Chabe)Torres 27Jul i oE.MéndezMont añez 27Ai daLl ompart 28CoralSchmi dt\n¡ PRONTO! LaVi dadeJ e s ús Nue voGr upoALI ( Ac ade mi adeLi de r az godel aI gl e s i a) I nt e r e s adose npar t i c i pardee s t enue vogr upo, s e par at ue s pac i oanot andot unombr ee nl e t abl óndee di c t os . Par amási nf or mac i ón: Hna. Ange l aPar r a\nGUARDERI AI NFANTÍ L\nNu es t r ag u a r der í aes t áa bi er t adu r a n t el o s s er v i c i o sc a da do mi n g oal a s 9: 00a m y1 1 : 00a m Lami s map r o v ee al o sp a dr esu n l u g a ra dec u a do p a r aelc u i dode s u sbebés .Le i n v i t a mo sa u t i l i z a r l a .\nORANDO PORTI * J e s úsAy al a-pors al ud * WandaRí osys uf am. -pors al ud * Char l ot t eMal t é s-pors al ud( pr obl e mas e ns ue mbar az o) * Laur aMar t e l l ehi j os-pors al vac i ón, di r e c c i ónys abi dur í a * Robe r t oMas s a-pors al ud * Abne rJ os ué -pordi r e c c i ón * J e r r y -pordi r e c c i ón * Lui s aUr e ña-pors al ud * Al c i de sVe l áz que z pors al ud * Li dy apordi r e c c i ón * Yar e i mi annpors al udys abi dur i a * Gar yMont i l l apors al ud * Ar t ur opors al vac i ón * AnaM. Ros ar i o-pors al ud * Mar c e l oyEdnapordi r e c c i ón * Mar i l úCas t e l l ó-pors al ud * Fam. Br uno-pors al ud, s al vac i ón yl i be r ac i ón * De l i abe l Dí az pors al vac i ónys al ud * Ar mandoJ us i noporf or t al e z a * J or geS e gur apors al udyf or t al e z a * Davi dS e gur aporf or t al e z a * Al e x ande rFi gue r oapors al ud * Fam. Mé nde zBi gi o, f ami l i adeNoi x a pors al udypornue vasf ue r z as . * Ce l e s t i naOr t a( mamádeJ i ny )pors al ud * Ay s haFi gue r oapors al ud * Li l l i am Bone t opors al ud * J os éG. He r nánde z pors al ud * Avi t oHe r nánde z pors al ud * J e anPaul Romane l l i -pors al ud * Enr i queHe r r ánpors al ud * Mar í aCañe l l asyf am.ant el apé r di da des uabue l i t a, or arporc ons ol ac i óny f or t al e z a\nA n u n c i o s . . . GRUPOSPEQUEÑOS * Es t udi odeLaPal abr a Mi é r c ol e s1 0: 00am Di r . Ni l daGuz mán 7 8 7 963 08 7 6 * Es t udi odeLaPal abr a Vi e r ne s7 : 3 0 Di r . Vi r gi ni aQui l e s 7 8 7 7 903 1 3 1 * Mat r i moni os Vi e r ne s7 : 3 0 Di r . 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M.LACUMBRE * Re uni one sGr uposALI yGr uposPe que ños * Or andoJ unt os J ue ve s , 1 7demar z o, 2 01 1 9: 3 0am a1 1 : 3 0am *Ens ay oMus i c al S e manaS ant a J ue ve s , 7 : 3 0pm e ns ay o * LASTRI BUS vi e r ne s , 2 5demar z o/ 7 : 3 0pm\n* Domi ngo 2 7demar z o, 2 01 1 Ve ngaTuRe i no El Re t ode l Ant i guoTe s t ame nt o 9: 00am y1 1 : 00am Pr e di c a:Pas t orJ avi e rGóme z y PLANETANI FUDEMU LaCumbr e1 01 1 1 : 00am Hna. Raque l Car abal l o\nExtraordinario 20 de marzo de 2011\nextraordinario 20 de marzo de 2011.


a rs o f a g e o r o ld e r Th e ch ild b e co me s a - HDFS - 129\nA rs o f a g e o r o ld e r th e ch ild b e co me s a\nUnformatted text preview: w s a re cre a te d b y p e o p le a n d th a t, in ju d g in g a n a ctio n , o n e\ns h o u ld co n s id e r th e a cto r's in te n tio n s a s w e ll a s th e co n s e q u e n ce s . highered.m c graw-hill.c om /novella/MixQuiz Proc es s ingServlet 11/12 11/1/12 Matc hing Key Conc epts\nF) b e h a vio r e n g a g e d in b y in fa n ts to d e rive p le a s u re fro m e xe rcis in g th e ir e xis tin g s e n s o rimo to r s ch e ma s\nG) p la y th a t in vo lve s re p e titio n o f b e h a vio r w h e n n e w s kills a re b e in g le a rn e d o r w h e n p h ys ica l o r me n ta l ma s te ry a n d\nco o rd in a tio n o f s kills a re re q u ire d fo r g a me s o r s p o rts\nH) a cq u is itio n o f a tra d itio n a l ma s cu lin e o r fe min in e ro le\nI) a n in te rn a l re g u la tio n o f s ta n d a rd s o f rig h t a n d w ro n g th a t in vo lve s a n in te g ra tio n o f mo ra l th o u g h t, fe e lin g , a n d\nb e h a vio r\nJ) a th e o ry th a t g e n d e r d iffe re n ce s re s u lt fro m th e co n tra s tin g ro le s o f me n a n d w o me n\nK) d e ve lo p me n t th a t in vo lve s th o u g h ts , fe e lin g s , a n d a ctio n s re g a rd in g ru le s a n d co n ve n tio n s a b o u t w h a t p e o p le\ns h o u ld d o in th e ir in te ra ctio n s w ith o th e r p e o p le\nL) th e co n ce p t th a t, if a ru le is b ro ke n , p u n is h me n t w ill b e me te d o u t imme d ia te ly\nM) a th e o ry th a t e mp h a s iz e s th a t ch ild re n 's g e n d e r d e ve lo p me n t o ccu rs th ro u g h o b s e rva tio n a n d imita tio n o f g e n d e r\nb e h a vio r a n d th ro u g h th e re w a rd s a n d p u n is h me n t fo r g e n d e r-a p p ro p ria te a n d g e n d e r-in a p p ro p ria te b e h a vio r\nN) p la y th a t in vo lve s s o cia l in te ra ctio n w ith p e e rs\nO ) th e th e o ry th a t a n in d ivid u a l's a tte n tio n a n d b e h a vio r a re g u id e d b y a n in te rn a l mo tiva tio n to co n fo rm to g e n d e rb a s e d s o cio cu ltu ra l s ta n d a rd s a n d s te re o typ e s\nP) th e ch ild 's co g n itive re p re s e n ta tio n o f s e lf, a n d th e s u b s ta n ce a n d co n te n t o f th e ch ild 's s e lf-co n ce p tio n s\nQ ) a re s trictive p u n itive s tyle in w h ich p a re n ts e xh o rt th e ch ild to fo llo w th e ir d ire ctio n s a n d to re s p e ct w o rk a n d\ne ffo rt. 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Ju s tice\na n d ru le s a re co n ce ive d o f a s u n ch a n g e a b le p ro p e rtie s o f th e w o rld , re mo ve d fro m th e co n tro l o f p e o p le\nS ) a p a re n tin g s tyle in w h ich p a re n ts e n co u ra g e in d e p e n d e n ce b u t p la ce limits a n d co n tro ls o n ch ild 's b e h a vio r\nT) a cco rd in g to Fre u d , ch ild re n id e n tify w ith th e s a me -s e x p a re n t a n d u n co n s cio u s ly a d o p t th a t p a re n t's ch a ra cte ris tics\nU) p la y in w h ich th e ch ild tra n s fo rms th e p h ys ica l e n viro n me n t in to a s ymb o l\nV) a s e t o f e xp e cta tio n s th a t p re s crib e s h o w fe ma le s a n d ma le s s h o u ld th in k, a ct, a n d fe e l, re s p e ctive ly\nW ) a ctivitie s e n g a g e d in fo r p le a s u re th a t in clu d e ru le s a n d o fte n co mp e titio n w ith o n e o r mo re in d ivid u a ls\nY our Answer: a s tyle o f p a re n tin g in w h ich th e p a re n t is u n in vo lve d in th e ch ild 's life ; it is a s s o cia te d w ith ch ild re n 's s o cia l\nin co mp e te n ce , e s p e cia lly a la ck o f s e lf-co n tro l\nThe Correct Answer: a ctivitie s e n g a g e d in fo r p le a s u re th a t in clu d e ru le s a n d o fte n co mp e titio n w ith o n e o r mo re\nin d ivid u a ls R outing Information\nDa te : Th u No v 0 1 0 1 :5 3 :0 8 E DT 2 0 1 2\nMy n a me : A mir A lik ha ni\nSe ctio n ID:\nE ma il a d d re s s : Fo rma t: Me : a ia 5227@psu.e du HT ML My In s tru cto r: HT ML My TA: HT ML O th e r: HT ML E-Ma il The R e sults T o le a rn m o re a b o u t th e b o o k th is we b s ite s u p p o rts , p le a s e vis it its I n f o rm a tio n C e n te r.\n2 0 1 1 M cGra w- H ill H ig h e r Ed u ca tio n\nAn y u s e is s u b je ct to th e T e rm s o f U s e a n d P riva cy No tice .\nM cGra w- H ill H ig h e r Ed u ca tio n is o n e o f th e m a n y f in e b u s in e s s e s o f T h e M cGra w- H ill C o m p a n ie s . highered.m c graw-hill.c om /novella/MixQuiz Proc es s ingServlet 12/12...\nDocument This document was uploaded on 03/07/2014 for the course HDFS 129 at Pennsylvania State University, University Park.\nMatc hing Key Conc epts\nHom e > Cha pt e r 9 > Ma t ching Ke y Conce pt s\nCo Quiz 4\nHom e > Cha pt e r 4 > Ma t ching Ke y Conce pt s\nCo Quiz 1\nMatc hing Key People\nHom e > Cha pt e r 8 > Ma t ching Ke y P e ople\nCo ur s Quiz 8\nHom e > Cha pt e r 9 > Ma t ching Ke y P e ople\nCo ur s Quiz 9\nHom e > Cha pt e r 4 > Ma t ching Ke y P e ople\nCo ur s Quiz 6\nHom e > Cha pt e r 10 > Ma t ching Ke y Conce pt s\nTechnological Innovation and Growth Marx could not believe that capitalism\nStalins name was suggested he accepted and the job was his by default The\nStalin in the Soviet Union\nLord Actons dictum of absolute power corrupting absolutely is spot on in this\nTheodore Roosevelt, The Strenuous Lifeâ€”April 1899\nTheodor e Roos ev elt, The Str enuous Lif eA pr il 1899\nHISTO RIC SP E E C H


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i c d ay ou et i , hrFa r n C i r e ae us l t j ts r d or gni a t eo r u t h u a t t pui i t si tw a ph e n ae n ,w m p ede i sH ia it g au y m eat U i r s l . es Vsi Fcl Me brt e n n fm in t h - so . c l e h dod yudnt nw w e i hw Muh i ci ho, o o’ko hn t k lvrt o Pnsl n i P idl i ado e ui e i f eny ai n h ae h n t r n sy v a l pa h - cm s n yu o’ko w e ige. o e ad o dntnw hntosvrtsn niad bod e ie iId n ara. si a -so tA gd i h a t do na S g l n Mai l os r n h Ma n aG e G e T i y p e sTeMaiaM&Edvso iognsn accohntmakteluc o te h n l p i i s rai g yl o, i n i t o r h anh fh“ o r n a pi ”o t cy f egl u nh 7 o Ma 21G G e C m a n frh i o B na r o t t f y 01 e g e t u e hT iG G en a pi ’proeso l t oer sn n a udh cy h o r C m a n ups itp nm rt e iad r n t i s e gs a e o e tad l tsl eh hm a e fr sD pr etf o c cm ri on a oo a tt o e r d oc ( ea m no P le o pin f s u e m e t i sgTa i L w&O dr t c m pr neso t s eu fli. r f, a fc re& h r e e onl) fh batucy e i s ’ i i tT ii tt e i b l nhd i a yl hn h h oli l eeie d h n ii wl ea ce wt C c t w i w u n u r s r s iav l u h oo c d c d g teprc atf ma a udh cy h w u b ccn f mK l n Mat a a ipn r l r n t i w o ol e yl g r ti s o l o e t d i o a aa n p y agonsn oa agltK n e v Ido Sai o K s ra od oe rud iK r na o at r anor t u n at b R a cvr m a ea dm u -i a iac o a ot.k sn d t e fl s6 m . g sn m 5T eeir i f t t i b clc d rma t prc atsa b dnt h r sao e h wl e o et f g ttn e a l l e o l h a ipn hl e oa d l e ti s l eta N Ow ri t a sh cueo a r nr l ead th ed fho n G ok go r t as fr G e ePa tn at n o t n w d e e n e ecc r lw w u l eo a tB na r P leo a t ie ottm kyl ay e ol i tsl e egl u o c frl h rf r o ae e l dk u u i le f st s i sf ad ecflh cy a rn pae . i t e u “GO GR E ” EN pg 2 ae\nCm u Nw a ps es R E O D- Fl FsvlrmM& E L A A i et af m i o ESt et o Mai l n e i, i s no Mei u n f n a U i rt d io f d d s p v sy v i aad n r i et rai d R E O DFl Fsn E t tn n ogn e a E L A i e- ea m , s mt a o Ma h1t 21. h m i sosro ti l n r 8 01 T e a pno frh v c h n efmf t aw s uj N t nl aki e i l a P n b aoaB n. l sv a iT eci geto t eet a B a t Vsn- h h f us frh vn w s hr h i u e e ai hvrhnoe fh m sppl at s i t K n a a n o t ot ou r c esn h a- d e a r end fm i ut dr gt le16st 18s aa i n sy ui h a 90 o 90. l d r n e tMayfm m d b Suet f m d f et ie n i s ae y t n r l d s o ie n ci fr ts T e o p tshdlw s aen uh w yt t h cm le ceu a m d isc a a, a e e hl e ye bdMu bi uei vr u l gaei H dr a, m a P n, a osa ugs k a , n i n ec ct oy fh fmw sc ee aa a i l ah a gr o t i a sr nd t prc a e el e tu rw rsr nd ui t Fsvl e c ee dr gh et a e e n e i . t e t seic eu. h bst e fm f m i aa pc ivneT e eth ei sr m f r l o ec ct oy a a a e. h pi d tbt n ah a gr w s w r dT e r e ir u o e d z si iT e i s e d i d n m i y or a gr s h fm w r i d i o a lfu ct oi l e ve t n e e cr oy a it eei fl w d y R c e m n w snh vn g o o e b a ok e e n l- hrFl sA Fl sMoi Fl sA i a d S ot i , d i , b e i , n t m m l m m e S o b a ad ae A G M hw y bn cld A A lFl s im LU A GH S OC T K KI T NS F TE OR ADOPT ON I T e a r b ek t e hr e do a l it ns ne d a ho e i m e a e y e m m di t l I y u a er a f o r e dy t pr v de o oi one pl a e c nt c S e s o a t upr t a ia t 95956787 “GO GR E ” EN pg 3 ae\nTe iEet h B vn g U S V21 : S ro H m cm n T A 01 A otf o eo i gE vr oc i a h eec o u udr ks j r e nen w i,ah f s ne ae ao - y l t uny o r e u ro , h eh j re m y o ncs e t t c orot w i t so ny a nt ee- a s l i usryl du t or et ao, u a sm l e ia l e s o u dsnt n bt t o e e l t i a i i v,a ased u ta o eAhm w hd eeko n l y l s so hm . o e e a nvr nw , w ao a o e e a ha o,r hm ptn y w in r hm w hd er fo a o e aet a ai d i l tgore r. u r un tO rore t ku t Mai l n e i, hm w u j ny o so n a U i rt a o e e u o p v syhdha o. n w a btr a t w l m u bc a er fA d ht ee w y o e o e s ak d t ct n‘ t v,h ana cl r et vgnao K sh Us ’t nul u ua x aaaz f a- a a e t l rt b Mei l o ee Mai l e f m t 1t tu a d a C lg, n a hl r h 1 o r c l p d o e h1t o A r 21. ,h s dn o Mai l n e 5 f pi 01Wet t et f n aU i r h l eu s p v-sy MB – Mei & E t tn et B na r ai, A t da n r i n agl e l ea m , o, l C m n bc tor a oj t eort et o i ako u m i b cv,u s dn , g n ei u sga d p o et u c a ri t m si n stn, er u t m eor r t sn h otr i ei e eo e o c tg s tiseg ,co pn d y rfPahn i yn t nt acm ai b Po. r at x r h e sa u ua cm et n Iit e a o pti t ui cl r o pti .fta s cm et n o n e t l io k io t Mau w rm k g m r ia t eet We i l r e ai a a n l h vn . d l, e n k le s du,o et ss b i! ecei lw lim so t d c l e wtse xed g e n otfh i i i s i p- ny l e s pn h c l et noh Fsi S o , m &Sr t i m n o tt ah n hw Mi e t e a i e o eI bten h vr u cm et e ot e, e lt kn e e t a os o pti ru nsw a o w e i iv i lo Pa ad f i i dasn ad ac ru ns l n ae n v ulog n dneot e. y w di iot m tapeieh k go t t Mai l f ut eo pr a t i dm h i n a A e i ct e n as p. w Paen ed w nh 3d r eo S oP o ga r e R dy o t r Pi fr pt ht r v e z o -hnr yrs n yurl k g t nwclg,o - ude a ad o’ o i aa e o eecm d d e on l py h.p t wt i hs lada aae i b c. n oc le i t ots n n cdm c l kA d ne e h s e oyum k yu w yt t cn eyur l k ga t o ae or a o h et , o’ o i th e r e on e B t ed fi dy,u ee i setn or yh n o f e asornr e pnad u e v gss t o- ea m n aeu bi i , n a h et ate fh r ai ld u d g a r ic r a- t t p. ln ct ul e otapeie, e e a sto o e ako f r pr a dw w r l etcm bc t f s ct e lset l Wa ot fht u d gadyur a tpc c ! l u o t bi i n o’ th ae k a ln e e B na r O rore hd ol u tor et a agl e u j ny a nte so u dsn- o. u d it e- vlodcutwt a a a o cinsocth e eefo or i n r y f u i t a r r l , h r se e t nbtue a o ea o ehtaor ori i ,usr y hm , hm t f ue u s - o l a v d bt yu t tbd. lt s aet ii lfr so no ora e usAlh m d id f u o u t u- s i fc t lg m r i s oe n …drad ht rh w s clg i ao nh o t e t w e e t s a a o een t si rh sn h i l w p e - a r o et b Br R m rsd se lc d y iu a paa cl e jo ew y on. t r a rud h pg 4 ae


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Potpourri (and remember to vote!) | Interesting Stuff\n« Another Tech Talk\nFor all you computer security types »\nCategory: Computer Science & Coding, miscellaneous, news, thoughts & ideas\t| Comment (RSS)\t| Trackback\n45 queries. 0.287 seconds.


Gelderland zo unan eus an 12 proviñs a ya d'ober an Izelvroioù. Arnhem eo ar gêrbenn.\nKumunioù Gelderland[kemmañ | kemmañ ar vammenn]\nKartenn eus Gelderland en 2018.\nAr maezioù e-tal Putten.\n53 kumun zo e Gelderland.\nBerg en Dal (krouet e 2015 diwar unanaiñ kumunioù Groesbeek, Millingen aan de Rijn hag Ubbergen)\nDont a ra ar broviñs eus stadoù kozh en Impalaeriezh Santel hag hec'h anv eus kêr Geldern, nepell, en Alamagn. Hervez ar vojenn e voe anvet gant aotrouien Pont, a lazhas un dragon en 878 hag a roas d'ar gêr an anv a glevjont digant an aerouant o vervel : "Gelre!"\nKontelezh Gelder a deuas eus ar pagus frank Hamaland, en XIvet kantved, e kastilli ar vro en-dro da Roermond ha Geldern. Konted Gelre a gemeras broioù Betuwe ha Veluwe, ha dre zimeziñ, kontelezh Zutphen.\nAdtapet diwar « https://br.wikipedia.org/w/index.php?title=Gelderland&oldid=1949308 »


Data for 07.06.2010 UT 02:55:50 (Tropical Zodiac, Geocentric)\nSun 16 ge 16'50" 22°43'54" 0.9570548 Classical 1.014848337\nMoon 10 ar 45'19" 9° 3'53" 12.3416101 Classical 0.002653905\nMercury 24 ta 59' 5" 16°40'21" 1.5405739 Classical 1.039175996\nVenus 21 cn 29'17" 23°39'25" 1.1789650 Classical 1.246093685\nMars 29 le 55'45" 12°42'38" 0.5205773 Classical 1.609336109\nJupiter 0 ar 6'54" -1° 1'56" 0.1339295 Classical 5.115675697\nSaturn 27 vi 52'42" 3° 2'58" 0.0124734 Classical 9.266719997\nUranus 0 ar 15'52" -0°34'35" 0.0226150 Classical 20.315386584\nNeptune 28 aq 41'29" Rx -12°21'40" -0.0034492 Classical 29.697693102\n134340 Pluto-Charon 4 cp 34'43" Rx -18°12'50" -0.0239776 Dwarf 30.883547471\n1 Ceres 0 cp 8' 4" Rx -24°47' 3" -0.2067579 Dwarf 1.836947340\n136108 Haumea 15 li 33'36" Rx 19°18'15" -0.0080852 Dwarf 50.555488537\n136199 Eris 22 ar 6'41" -3°56'54" 0.0067730 Dwarf 97.230356474\n136472 Makemake 24 vi 46'25" Rx 28°24' 9" -0.0006512 Dwarf 52.024949397\nGal. Center 27 sa 0'27" -29° 0'43" 0.0000000 Fixed\nGreat Attractor 14 sa 6'46" -60°55' 4" 0.0000000 Fixed\nM87 1 li 5' 6" 12°39'52" 0.0000000 Fixed\nmean Node 13 cp 18'54" Rx -22°46'20" -0.0529696 Calculated 0.002569555\ntrue Node 12 cp 14'28" Rx -22°52'30" -0.0409122 Calculated 0.002660574\nmean Apogee 27 aq 38'50" -8°54'22" 0.1113741 Calculated 0.002710625\nosc. Apogee 24 aq 52'14" Rx -9°53' 3" -2.2954286 Calculated 0.002707935\n2060 Chiron 0 pi 59'14" Rx -5°17'11" -0.0028448 Centaur 16.037262754\n5145 Pholus 13 sa 27' 9" Rx -3°27'23" -0.0387452 Centaur 22.412553296\n7066 Nessus 20 aq 44'52" Rx -28°59'46" -0.0106643 Centaur 22.751833821\n8405 Asbolus 18 ta 16'52" 27°42'59" 0.0725860 Centaur 15.159795340\n10199 Chariklo 23 sc 47'41" Rx -40°47' 3" -0.0523382 Centaur 12.949086259\n10370 Hylonome 11 sa 45'39" Rx -18° 3'42" -0.0365102 Centaur 20.486015713\n31824 Elatus 26 le 5' 0" 17° 6'43" 0.0376663 Centaur 14.632649399\n32532 Thereus 6 ge 11'34" 9° 9' 3" 0.0965920 Centaur 12.859688436\n49036 Pelion 9 ar 19'46" -3°34'39" 0.0311724 Centaur 19.821774993\n52872 Okyrhoe 26 li 39' 1" Rx 0°24'19" -0.0393123 Centaur 5.966536912\n52975 Cyllarus 1 cn 25'49" 31°18'25" 0.0457750 Centaur 24.888479039\n54598 Bienor 15 ar 23' 7" 16°52'57" 0.0400227 Centaur 17.859407051\n55576 Amycus 3 sa 39'35" Rx -34° 3'20" -0.0440531 Centaur 15.868434070\n60558 Echeclus 20 sc 17'14" Rx -13°49'21" -0.0680916 Centaur 8.558051092\n83982 Crantor 29 sa 38'50" Rx -16°47'11" -0.0468497 Centaur 14.637359482\n121725 Aphidas 15 le 14'26" 19°45' 9" 0.0237111 Centaur 26.742865965\n330836 Orius 10 sc 47'59" Rx -12°42'57" -0.0402561 Centaur 12.205879154\n346889 Rhiphonos 7 ta 37'33" 19°54'10" 0.1809759 Centaur 6.774510877\n15760 Albion 26 ar 14'36" 10°59'53" 0.0189895 TNO 41.736679822\n15810 Arawn 3 cp 58'26" Rx -20°19'18" -0.0218753 TNO 34.169923342\n19521 Chaos 12 ge 20'44" 26°43' 7" 0.0264648 TNO 42.708679324\n20000 Varuna 20 cn 36'42" 25°59' 4" 0.0212108 TNO 44.351158969\n28978 Ixion 16 sa 2'14" Rx -24°28' 9" -0.0206676 TNO 40.345116264\n38083 Rhadamanthus 17 li 9' 7" Rx -8°28'35" -0.0090938 TNO 39.462818802\n38628 Huya 12 sc 45' 9" Rx -3°10'53" -0.0225020 TNO 27.845534100\n42355 Typhon 22 vi 6'43" 3° 0'12" 0.0098423 TNO 17.948384866\n47171 Lempo 22 ar 22' 3" 1°14'47" 0.0251470 TNO 31.255973422\n50000 Quaoar 20 sa 40' 2" Rx -15°21'58" -0.0195427 TNO 42.158243395\n53311 Deucalion 7 sc 32'17" Rx -13°56'43" -0.0144556 TNO 42.406588416\n58534 Logos 22 vi 17'43" 4°48'29" 0.0010115 TNO 42.249208866\n65489 Ceto 6 sc 12'46" Rx 2°10'30" -0.0195326 TNO 30.736314311\n66652 Borasisi 12 pi 36' 7" -7°20'15" 0.0025727 TNO 41.474957943\n79360 Sila-Nunam 9 le 54'24" 17°31'31" 0.0162603 TNO 44.099297261\n88611 Teharonhiawako 5 pi 46' 0" Rx -8°12'19" -0.0004273 TNO 44.885551600\n90482 Orcus 0 vi 5'33" -5°44'57" 0.0083966 TNO 48.157949861\n120347 Salacia 23 pi 12' 7" 18° 9'37" 0.0066912 TNO 44.244318909\n148780 Altjira 3 ge 21'27" 25°11'58" 0.0235788 TNO 46.540095687\n174567 Varda 10 sa 44'43" Rx -1°56' 4" -0.0189296 TNO 46.757189219\n341520 Mors-Somnus 25 ar 37'28" 8°35'37" 0.0277340 TNO 29.778537680\n385446 Manwe 16 pi 25'51" -7°47'45" 0.0036628 TNO 44.336611130\n420356 Praamzius 5 le 27'33" 19° 2'56" 0.0177821 TNO 43.664392711\n90377 Sedna 2003 VB12 22 ta 1'57" 6°51'50" 0.0118818 SDO 88.394253775\nCupido 17 sa 39'40" Rx -21°59'18" -0.0204625 Uranian 39.850586594\nHades 28 ge 52'17" 22°27'32" 0.0209600 Uranian 51.749463367\nZeus 11 li 56'42" Rx -4°43'35" -0.0051583 Uranian 58.789492807\nKronos 5 cn 0'45" 23°21'27" 0.0157755 Uranian 65.863314785\nApollon 26 li 24'58" Rx -10°12' 0" -0.0074361 Uranian 69.641159188\nAdmetos 26 ta 4'24" 19°17' 1" 0.0138519 Uranian 74.579199672\nVulkanus 25 cn 30'31" 21° 3' 1" 0.0109770 Uranian 78.039166393\nPoseidon 8 sc 35' 9" Rx -14°22'24" -0.0080660 Uranian 82.863845277\n2 Pallas 5 sc 19'44" Rx 26°13'48" -0.1372126 Asteroid 2.181432894\n3 Juno 29 ge 0'12" 14°54'28" 0.5671678 Asteroid 3.034907349\n4 Vesta 3 vi 41'31" 16°35'53" 0.3408649 Asteroid 2.282338242\n5 Astraea 12 ar 18'47" 2°27' 5" 0.2941604 Asteroid 3.247943899\n6 Hebe 18 pi 37'38" -4°44'42" 0.3755044 Asteroid 1.883776317\n7 Iris 17 ta 49'44" 19°50' 6" 0.6145438 Asteroid 2.669989460\n10 Hygiea 22 le 11'22" 11°19'40" 0.2795286 Asteroid 3.282595572\n16 Psyche 13 ta 20'24" 13°53'13" 0.4403639 Asteroid 3.316888531\n30 Urania 13 sa 55'20" Rx -25°12'58" -0.2486999 Asteroid 1.564643076\n34 Circe 0 aq 12'40" Rx -12°42'42" -0.0799723 Asteroid 2.043228785\n42 Isis 13 ge 30'13" 21° 8'33" 0.4402622 Asteroid 3.535995036\n55 Pandora 26 ta 5'22" 22°19'55" 0.4706038 Asteroid 3.338804360\n71 Niobe 24 cn 56'23" 23°43'44" 0.3681298 Asteroid 3.433065461\n75 Eurydike 13 sa 20' 3" Rx -30°48'10" -0.2428362 Asteroid 1.347476684\n78 Diana 9 ta 23'51" 19°42'35" 0.4189769 Asteroid 3.339070804\n80 Sappho 11 sc 41'22" Rx -11°40'55" -0.1668823 Asteroid 1.570648035\n81 Terpsichore 15 cn 47'55" 27°44' 3" 0.4509217 Asteroid 3.338660507\n93 Minerva 8 ge 36'54" 27°21'51" 0.3687100 Asteroid 4.057856688\n97 Klotho 0 ar 38'27" 0°41'55" 0.3406280 Asteroid 2.555686232\n100 Hekate 27 pi 58'16" -3°34'47" 0.3048052 Asteroid 2.613782719\n103 Hera 12 pi 27'36" -7° 5' 2" 0.2436245 Asteroid 2.203067894\n114 Kassandra 22 li 29'31" -3°15'18" 0.0293416 Asteroid 1.745342118\n120 Lachesis 7 sc 31'24" Rx -22°38'21" -0.0897817 Asteroid 2.087536106\n128 Nemesis 22 cn 30'55" 25°11'39" 0.3825841 Asteroid 3.554412456\n140 Siwa 19 ta 26'21" 15°26'42" 0.4090730 Asteroid 3.517049275\n171 Ophelia 19 cn 24'54" 22°42'42" 0.3927740 Asteroid 3.583243794\n273 Atropos 15 le 29'11" 14°58'29" 0.3341750 Asteroid 2.934966950\n318 Magdalena 17 sc 33'59" Rx -3°31'59" -0.1409764 Asteroid 2.466842867\n389 Industria 26 ar 42'30" 16°36'41" 0.3589752 Asteroid 3.323996146\n399 Persephone 0 ta 15'29" 16°52'53" 0.3084032 Asteroid 3.876410784\n407 Arachne 28 ar 43'58" 16°33'16" 0.4297338 Asteroid 3.003338261\n430 Hybris 28 sc 51'26" Rx -21°57' 8" -0.1907844 Asteroid 2.584206593\n433 Eros 7 le 32'17" 12°34'51" 0.9146869 Asteroid 1.532905940\n443 Photographica 3 ge 52'51" 18°21'19" 0.4990045 Asteroid 3.217997741\n588 Achilles 23 ta 24'30" 26°55'54" 0.2559998 Asteroid 5.475766806\n896 Sphinx 25 cn 51'40" 15°42'30" 0.4143031 Asteroid 3.139955932\n944 Hidalgo 26 sc 14' 2" Rx -50° 7' 0" -0.1060277 Asteroid 8.377630970\n1170 Siva 13 li 49'38" -19°20'13" 0.0024058 Asteroid 2.298173183\n1181 Lilith 18 vi 1'25" -0°34'24" 0.1834033 Asteroid 2.728003381\n1198 Atlantis 24 cn 54'59" 19°33'25" 0.3698989 Asteroid 3.460233777\n1221 Amor 14 ar 14'42" 5°12' 7" 0.2938172 Asteroid 2.897996451\n1247 Memoria 22 pi 8'28" -2°45'40" 0.2712023 Asteroid 2.548960972\n1388 Aphrodite 5 cn 55'43" 29°43'33" 0.3430641 Asteroid 4.191441552\n1566 Icarus 7 pi 27' 5" -25°37'48" 0.1474990 Asteroid 1.462718864\n1685 Toro 29 li 24'22" Rx -21°42'11" -0.1878309 Asteroid 1.107669935\n1862 Apollo 16 le 22'42" 20°16' 6" 0.3360869 Asteroid 2.463964365\n1866 Sisyphus 1 vi 3'22" 46° 2'35" 0.2748278 Asteroid 2.933174774\n1923 Osiris 17 ta 59'19" 19°34'55" 0.4696062 Asteroid 3.202263544\n2063 Bacchus 5 ta 0'47" 9°16'32" 1.1267971 Asteroid 1.485271776\n2102 Tantalus 19 pi 44'31" -48°51'31" 0.5970192 Asteroid 1.331994549\n2212 Hephaistos 7 cn 1' 3" Rx 23°21'41" -0.3338007 Asteroid 0.816360535\n2254 Requiem 4 ge 53'14" 24°27'11" 0.5324062 Asteroid 3.099641679\n2878 Panacea 20 vi 59'34" -4°22' 8" 0.1348612 Asteroid 3.001743598\n2938 Hopi 0 le 39'20" 36° 7' 7" 0.2692143 Asteroid 4.126824016\n3200 Phaethon 3 ge 37'52" 28°11'59" 0.3767783 Asteroid 3.179165959\n3361 Orpheus 12 cp 32'39" Rx -13°58'50" -0.6033442 Asteroid 0.402230027\n3671 Dionysus 24 vi 45'11" 17°20'38" 0.2186701 Asteroid 0.456109045\n3811 Karma 6 cp 22' 0" Rx -37°54'37" -0.1953953 Asteroid 1.851870981\n4580 Child 28 le 17'51" 12°37'40" 0.3561406 Asteroid 2.476414179\n4581 Asclepius 20 pi 18'10" 2°42'46" 0.9028589 Asteroid 0.776080532\n4946 Askalaphus 1 ge 13'31" 20°10'21" 0.2021171 Asteroid 6.525344429\n4950 House 16 pi 6' 3" 3°26' 7" 0.2057111 Asteroid 2.702785919\n5143 Heracles 3 ar 50'58" 6° 6'15" 0.1599637 Asteroid 3.177030755\n6235 Burney 2 aq 44'34" Rx -19°27'41" -0.0401838 Asteroid 1.595034374\n9248 Sauer 10 le 3'39" 17° 4'22" 0.3224200 Asteroid 3.453553465\n25143 Itokawa 20 le 48'12" 15°45'30" 0.9275500 Asteroid 0.740963227\n37117 Narcissus 11 sa 15'24" Rx -21°19'48" -0.0798926 Asteroid 9.665323340\n69230 Hermes 27 cn 20'49" 22°53'32" 1.6186372 Asteroid 1.087256579\n99942 Apophis 14 cn 37'21" 20°47'25" 0.8861647 Asteroid 1.862526966\n5335 Damocles 21 aq 32'44" Rx -5°40'41" -0.0168573 Damocloid 21.632161745\nIsis-Transpluto 28 le 26'29" 12° 1' 9" 0.0039091 Hypothetical 95.021733634


Au vs arXiv\nIs IMRAD Rad?\nWords for Researchers\n_NOT EXACTLY DICTIONARY-STYLE DEFINITIONS, BUT IDEALLY MEANINGFUL, THESE ARE WORDS THAT EVERY SCIENTIST, RESEARCHER, AND SCHOLAR SHOULD BE FAMILIAR WITH AS THEY RELATE BROADLY TO KNOWLEDGE AND ITS ACCUMULATION. CLICK AROUND, LET US KNOW WHAT YOU THINK, OR WRITE YOUR OWN THOUGHTS ON WORDS AND LET US KNOW – WE’LL ADD THEM TO THE LIST!_ FALSIFIABILITY HYPOTHESIS EXPERIMENT CONCLUSION EQUIPOLLENCE DOUBLE-BLIND I.M.R.A.D. Is IMRAD Rad?


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Za 3M Michael C Hall | El Destilador Cultural\nPor uno de esos motivos inexplicables, pero automáticamente vergonzantes, este servidor dejó de batallar con torrents y webs piratas de medio pelo para procurar su reparadora dosis de Documentary Now!…\nFestival de Sitges 2014: Crónica III\n7 octubre, 2014 0 comments\nLunes de Festival. 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[quote author="@stormypinkness" source="/post/102305/thread" timestamp="1331918026"][quote source="/post/102191/thread" timestamp="1331857468" author="@blacksmile"]Jeff Buckley – “Lover, You Should’ve Come Over”[/quote]This. Song.[/quote][br]