Reading Data

BLOC 2022-2024

2022 First

Elo First 2022

-Competitors = 34-

######Elo History check code Chunk if running Sub16 alone

Elo in time

Elo Accumulated First_2022

competitor Team R.new Prob.Finals Prob.podium
Manuel PASTOR SÁNCHEZ FEMECV 1031.24 51.8 % 50.7 %
Andrés VILA ANDRÉS FEMECV 1029.68 51.6 % 50.4 %
Roc VERGÉS SOLÉ FEEC 1028.12 51.3 % 50.2 %
Cisneros González AARÓN FEXME 1026.56 51.1 % 50 %
Martí FARRÚS SORIANO FEEC 1024.99 50.9 % 49.8 %
Elias GARCIA FERNANDEZ-OJANGUREN FEMPA 1023.43 50.7 % 49.6 %
Martí MULET COLL FBME 1021.87 50.4 % 49.3 %
Asier ANTUNEZ HERREROS EMF-FVM 1020.31 50.2 % 49.1 %
Chabier VELILLA SANCHEZ FAM 1018.75 50 % 48.9 %
Eric GONZALEZ INGLÉS FEEC 1017.19 49.8 % 48.7 %
Lucas PÉREZ NIETO FEXME 1017.19 49.8 % 48.7 %
Lizer AZNAREZ BESCOS FAM 1014.07 49.3 % 48.2 %
Hugo VELILLA SANCHEZ FAM 1012.51 49.1 % 48 %
Mario LÓPEZ LÓPEZ FDMESCyL 1010.95 48.9 % 47.8 %
Santiago ORONICH GREGORIO FAM 1010.95 48.9 % 47.8 %
Gari MARKUERKIAGA SARRIA EMF-FVM 1007.82 48.4 % 47.3 %
Juan INFANTE MIRANDA FADMES 1006.26 48.2 % 47.1 %
Santiago LOPEZ GARCÍA FMM 1004.70 48 % 46.9 %
Iván GONZÁLEZ PICÓN FEXME 1003.14 47.8 % 46.6 %
Yago REAL WHITE FEXME 1001.58 47.5 % 46.4 %
Hugo AMAT GARCIA FADMES 1000.02 47.3 % 46.2 %
Juan HERNÁNDEZ GÓMEZ FDMCM 998.46 47.1 % 46 %
Mario LUDEÑA BROTONS FEMECV 996.90 46.9 % 45.7 %
Fernando PRIETO PRIETO FADMES 995.34 46.6 % 45.5 %
Juan CORREA LÓPEZ FEGAMON 993.77 46.4 % 45.3 %
Daniel HERNÁNDEZ GÓMEZ FDMCM 992.21 46.2 % 45.1 %
Ernest WOJDEL ZGIERSKI FEEC 992.21 46.2 % 45.1 %
Ignacio PÉREZ GALÁN FDMCM 989.09 45.7 % 44.6 %
Fernando OLIVERA MARTINEZ FMM 987.53 45.5 % 44.4 %
Manex IÑURRATEGI LASAGABASTER EMF-FVM 985.97 45.3 % 44.2 %
Eric SEGURA JORDÁN FEMECV 984.41 45.1 % 44 %
Nicolás AMADOR DEL CASTILLO FMM 982.85 44.9 % 43.7 %
Tom FELDENKRIZ FEEC 982.85 44.9 % 43.7 %
Luis GAVIRO SORIANO FEXME 979.73 44.4 % 43.3 %
Lucas CAMACHO TORRES FEEC 978.16 44.2 % 43.1 %
Hugo GLORIES ROIG FEMECV 976.60 44 % 42.9 %
Rodrigo RAMIRO-IBÁÑEZ CRAIG FDMCM 975.04 43.7 % 42.6 %
Roque LARA RIVERO FDMESCyL 973.48 43.5 % 42.4 %
Mateo MARCOS BASQUERO FMM 971.92 43.3 % 42.2 %
Bel TORRENTS PALOMARES FEEC 970.36 43.1 % 42 %
Daniel FERNANDEZ ALVES FMM 968.80 42.9 % 41.8 %
Gael RODRIGUEZ MENDEZ FEGAMON 967.24 42.6 % 41.5 %

2022 Second

Elo Second 2022

-Competitors = 24-

#####_ Elo History _

Elo in time

Elo Accumulated Second_2023

competitor Team R.new Prob.Finals Prob.podium
Manuel PASTOR SÁNCHEZ FEMECV 1062.04 55.6 % 53.4 %
Roc VERGÉS SOLÉ FEEC 1053.11 54.3 % 52.1 %
Martí MULET COLL FBME 1050.76 54 % 51.8 %
Lucas PÉREZ NIETO FEXME 1038.34 52.2 % 50 %
Asier ANTUNEZ HERREROS EMF-FVM 1037.57 52.1 % 49.9 %
Lizer AZNAREZ BESCOS FAM 1037.16 52 % 49.8 %
Eric GONZALEZ INGLÉS FEEC 1030.58 51.1 % 48.9 %
Mario LÓPEZ LÓPEZ FDMESCyL 1030.18 51 % 48.8 %
Andrés VILA ANDRÉS FEMECV 1029.68 51.6 % 50.4 %
Aarón CISNEROS GONZÁLEZ FEXME 1027.18 50.6 % 48.4 %
Cisneros González AARÓN FEXME 1026.56 51.1 % 50 %
Elias GARCIA FERNANDEZ-OJANGUREN FEMPA 1023.22 50 % 47.8 %
Martí FARRÚS SORIANO FEEC 1018.96 49.4 % 47.2 %
Chabier VELILLA SANCHEZ FAM 1018.75 50 % 48.9 %
Juan INFANTE MIRANDA FADMES 1017.74 49.2 % 47 %
Gari MARKUERKIAGA SARRIA EMF-FVM 1017.36 49.2 % 47 %
Yago REAL WHITE FEXME 1016.96 49.1 % 46.9 %
Hugo VELILLA SANCHEZ FAM 1012.51 49.1 % 48 %
Santiago ORONICH GREGORIO FAM 1010.95 48.9 % 47.8 %
Santiago LOPEZ GARCÍA FMM 1008.43 47.9 % 45.7 %
Iván GONZÁLEZ PICÓN FEXME 1004.94 47.4 % 45.2 %
Hugo AMAT GARCIA FADMES 1000.02 47.3 % 46.2 %
Fernando OLIVERA MARTINEZ FMM 995.19 46 % 43.8 %
Manex IÑURRATEGI LASAGABASTER EMF-FVM 993.64 45.8 % 43.6 %
Juan CORREA LÓPEZ FEGAMON 991.72 45.5 % 43.3 %
Fernando PRIETO PRIETO FADMES 991.34 45.4 % 43.3 %
Mario LUDEÑA BROTONS FEMECV 989.02 45.1 % 43 %
Eric SEGURA JORDÁN FEMECV 984.41 45.1 % 44 %
Tom FELDENKRIZ FEEC 982.85 44.9 % 43.7 %
Juan HERNÁNDEZ GÓMEZ FDMCM 982.82 44.2 % 42.1 %
Hadrián PÉREZ GÓMEZ FEGAMON 980.63 43.9 % 41.8 %
Ernest WOJDEL ZGIERSKI FEEC 980.46 43.9 % 41.7 %
Adahy PEREZ MENDEZ FEMPA 976.76 43.4 % 41.2 %
Rodrigo RAMIRO-IBÁÑEZ CRAIG FDMCM 975.04 43.7 % 42.6 %
Roque LARA RIVERO FDMESCyL 973.48 43.5 % 42.4 %
Sergio LOPEZ MURCIA FEMPA 972.88 42.8 % 40.7 %
Mateo MARCOS BASQUERO FMM 971.92 43.3 % 42.2 %
Ignacio PÉREZ GALÁN FDMCM 971.54 42.6 % 40.5 %
Bel TORRENTS PALOMARES FEEC 970.36 43.1 % 42 %
Luis GAVIRO SORIANO FEXME 969.96 42.4 % 40.3 %
Nicolás AMADOR DEL CASTILLO FMM 969.19 42.3 % 40.2 %
Adrian LUCIO PANIAGUA FDMESCyL 969.00 42.3 % 40.2 %
Daniel FERNANDEZ ALVES FMM 968.80 42.9 % 41.8 %
Daniel HERNÁNDEZ GÓMEZ FDMCM 959.13 40.9 % 38.8 %
Hugo GLORIES ROIG FEMECV 955.21 40.3 % 38.3 %
Lucas CAMACHO TORRES FEEC 949.00 39.5 % 37.4 %
Gael RODRIGUEZ MENDEZ FEGAMON 942.00 38.5 % 36.5 %

2022 Third

Elo Third 2022

-Competitors = 36-

#####_ Elo History _

Elo in time

Elo Accumulated Third_2023

competitor Team R.new Prob.Finals Prob.podium
Manuel PASTOR SÁNCHEZ FEMECV 1092.82 56.9 % 54.9 %
Roc VERGÉS SOLÉ FEEC 1080.15 55.1 % 53.1 %
Martí MULET COLL FBME 1066.51 53.1 % 51.1 %
Andrés VILA ANDRÉS FEMECV 1058.67 52 % 50 %
Mario LÓPEZ LÓPEZ FDMESCyL 1049.76 50.7 % 48.7 %
Lizer AZNAREZ BESCOS FAM 1049.19 50.6 % 48.6 %
Lucas PÉREZ NIETO FEXME 1048.48 50.5 % 48.5 %
Asier ANTUNEZ HERREROS EMF-FVM 1045.83 50.1 % 48.2 %
Aarón CISNEROS GONZÁLEZ FEXME 1044.89 50 % 48 %
Martí FARRÚS SORIANO FEEC 1042.34 49.6 % 47.7 %
Elias GARCIA FERNANDEZ-OJANGUREN FEMPA 1027.76 47.5 % 45.6 %
Eric GONZALEZ INGLÉS FEEC 1027.57 47.5 % 45.5 %
Cisneros González AARÓN FEXME 1026.56 51.1 % 50 %
Santiago ORONICH GREGORIO FAM 1024.94 47.1 % 45.2 %
Fernando OLIVERA MARTINEZ FMM 1020.52 46.5 % 44.5 %
Juan INFANTE MIRANDA FADMES 1020.42 46.5 % 44.5 %
Yago REAL WHITE FEXME 1015.87 45.8 % 43.9 %
Fernando PRIETO PRIETO FADMES 1012.92 45.4 % 43.5 %
Gari MARKUERKIAGA SARRIA EMF-FVM 1012.51 45.4 % 43.4 %
Santiago LOPEZ GARCÍA FMM 1008.43 47.9 % 45.7 %
Sergio MIRANDA CID FEEC 1006.64 44.5 % 42.6 %
Chabier VELILLA SANCHEZ FAM 1004.48 44.2 % 42.3 %
Álvaro MORALES NAVARRO FADMES 1001.00 43.7 % 41.8 %
Hugo AMAT GARCIA FADMES 1000.02 47.3 % 46.2 %
Hugo VELILLA SANCHEZ FAM 996.38 43.1 % 41.1 %
Manex IÑURRATEGI LASAGABASTER EMF-FVM 993.64 45.8 % 43.6 %
Mario LUDEÑA BROTONS FEMECV 989.02 45.1 % 43 %
Alexander PALAN OÑA FMM 987.82 41.9 % 39.9 %
Iván GONZÁLEZ PICÓN FEXME 985.07 41.5 % 39.6 %
Eric SEGURA JORDÁN FEMECV 984.41 45.1 % 44 %
Hadrián PÉREZ GÓMEZ FEGAMON 980.63 43.9 % 41.8 %
Ernest WOJDEL ZGIERSKI FEEC 980.46 43.9 % 41.7 %
Adahy PEREZ MENDEZ FEMPA 976.76 43.4 % 41.2 %
Nadyan LEÓN VILCHES FEXME 976.53 40.3 % 38.4 %
Roque LARA RIVERO FDMESCyL 973.48 43.5 % 42.4 %
Sergio LOPEZ MURCIA FEMPA 972.88 42.8 % 40.7 %
Tom FELDENKRIZ FEEC 972.46 39.7 % 37.8 %
Bel TORRENTS PALOMARES FEEC 970.36 43.1 % 42 %
Juan CORREA LÓPEZ FEGAMON 970.01 39.4 % 37.5 %
Adrian LUCIO PANIAGUA FDMESCyL 969.00 42.3 % 40.2 %
Martín FERREIRO RODRÍGUEZ FEGAMON 969.00 39.2 % 37.4 %
Daniel FERNANDEZ ALVES FMM 968.80 42.9 % 41.8 %
Mateo MARCOS BASQUERO FMM 965.33 38.7 % 36.9 %
Juan HERNÁNDEZ GÓMEZ FDMCM 964.90 38.7 % 36.8 %
Hugo GLORIES ROIG FEMECV 955.21 40.3 % 38.3 %
Daniel HERNÁNDEZ GÓMEZ FDMCM 950.69 36.8 % 34.9 %
Lucas CAMACHO TORRES FEEC 949.00 39.5 % 37.4 %
Rodrigo RAMIRO-IBÁÑEZ CRAIG FDMCM 947.73 36.4 % 34.6 %
Nicolás AMADOR DEL CASTILLO FMM 945.66 36.1 % 34.3 %
Gael RODRIGUEZ MENDEZ FEGAMON 942.00 38.5 % 36.5 %
Luis GAVIRO SORIANO FEXME 940.78 35.5 % 33.7 %
Ignacio PÉREZ GALÁN FDMCM 938.59 35.2 % 33.4 %

#####* Capturando los futuros Sub18

bloc.Sub18M.23 <- ranks %>%
  filter(stage=="Clasific",
         Category=="Sub18_M",
         year=="2023"
    #     Name== nombre
         ) %>%
  group_by(competitor= Name,
           Year= year,
           Compe= Compe_,
           Team = Team,
           Date= Date) %>%
  reframe(rank= Rank) %>%
  reshape2::dcast(formula = competitor + Team ~ Compe, 
                  na.rm = TRUE)

bloc.Sub18M.23 <- as_tibble(bloc.Sub18M.23)

#####* Los sub16 “salen”

## enviando los sub16 a otro archivo
elo.22.accum.to_sub18 <- elo.last.accum %>% semi_join(bloc.Sub18M.23,by="competitor")

## sub16 saliendo
elo.last.accum <- elo.last.accum %>% anti_join(bloc.Sub18M.23,by="competitor") 

MERGING from sub14

2023 First

Elo First 2023

-Competitors = 34-

#####_ Elo History _

Elo in time

Elo Accumulated First_2023

competitor Team R.new Prob.Finals Prob.podium
Teo GARCÍA DEL ALAMO FDMESCyL 1110.24 64.4 % 58.2 %
Bernat MUNNE GUITART FEEC 1102.47 63.3 % 57.1 %
Manuel PASTOR SÁNCHEZ FEMECV 1092.82 56.9 % 54.9 %
Íker GARCÍA PEREIRA FEXME 1085.56 61 % 54.7 %
Andrés VILA ANDRÉS FEMECV 1082.54 60.6 % 54.3 %
Roc VERGÉS SOLÉ FEEC 1080.15 55.1 % 53.1 %
Lucas PÉREZ NIETO FEXME 1078.23 60 % 53.6 %
Mario LÓPEZ LÓPEZ FDMESCyL 1071.74 59.1 % 52.7 %
Aitor AMAYA LÓPEZ FADMES 1070.00 58.9 % 52.5 %
Jan MOLIST DOMINGO FEEC 1059.55 57.4 % 51 %
Santiago ORONICH GREGORIO FAM 1052.88 56.5 % 50 %
Eric GONZALEZ INGLÉS FEEC 1036.10 54.1 % 47.6 %
Juan INFANTE MIRANDA FADMES 1032.87 53.6 % 47.1 %
Darío ANDRÉS RUIZ FMM 1029.28 53.1 % 46.6 %
Elias GARCIA FERNANDEZ-OJANGUREN FEMPA 1027.76 47.5 % 45.6 %
Cisneros González AARÓN FEXME 1026.56 51.1 % 50 %
Yago REAL WHITE FEXME 1026.41 52.7 % 46.2 %
Ibon LORENTE GARCIA FAM 1025.71 52.6 % 46.1 %
Chabier VELILLA SANCHEZ FAM 1018.97 51.6 % 45.1 %
Santiago LOPEZ GARCÍA FMM 1008.43 47.9 % 45.7 %
Gari MARKUERKIAGA SARRIA EMF-FVM 1007.56 50 % 43.5 %
Sergio MIRANDA CID FEEC 1003.66 49.4 % 43 %
Álvaro MORALES NAVARRO FADMES 1001.00 43.7 % 41.8 %
Aimar ALONSO LEMES FECAMON 1000.04 48.9 % 42.5 %
Juan GONZÁLEZ FRADE FMM 994.22 48.1 % 41.6 %
Manex IÑURRATEGI LASAGABASTER EMF-FVM 993.64 45.8 % 43.6 %
Alexander PALAN OÑA FMM 987.82 41.9 % 39.9 %
Aratz SANZOL LUMBRERAS FNDME 985.41 46.8 % 40.4 %
Eric SEGURA JORDÁN FEMECV 984.41 45.1 % 44 %
Aaron REINARES SANTANDER FERIMON 982.59 46.4 % 40 %
Alejandro SEGADO DIAZ FMM 980.65 46.1 % 39.8 %
Martín FERREIRO RODRÍGUEZ FEGAMON 975.93 45.5 % 39.1 %
Roque LARA RIVERO FDMESCyL 973.48 43.5 % 42.4 %
Haritz URKIOLA AZURMENDI EMF-FVM 970.95 44.8 % 38.4 %
Bel TORRENTS PALOMARES FEEC 970.36 43.1 % 42 %
Hadrián PÉREZ GÓMEZ FEGAMON 970.04 44.6 % 38.3 %
Alejandro PRIETO GARDEY FEMPA 969.01 44.5 % 38.2 %
Javier GALÁN FERRER FDMCLM 969.01 44.5 % 38.2 %
Adrian LUCIO PANIAGUA FDMESCyL 969.00 42.3 % 40.2 %
Daniel FERNANDEZ ALVES FMM 968.80 42.9 % 41.8 %
Juan HERNÁNDEZ GÓMEZ FDMCM 964.90 38.7 % 36.8 %
Ernest WOJDEL ZGIERSKI FEEC 964.05 43.8 % 37.5 %
Daniel ARMAS TERRADILLO FEMPA 961.01 43.3 % 37.1 %
Hugo GLORIES ROIG FEMECV 955.21 40.3 % 38.3 %
Daniel HERNÁNDEZ GÓMEZ FDMCM 953.85 42.3 % 36.1 %
Mateo MARCOS BASQUERO FMM 950.95 41.9 % 35.7 %
Lucas CAMACHO TORRES FEEC 949.00 39.5 % 37.4 %
Rodrigo RAMIRO-IBÁÑEZ CRAIG FDMCM 947.73 36.4 % 34.6 %
Favila MENENDEZ COTGROVE FEMPA 945.45 41.2 % 35 %
Luis GAVIRO SORIANO FEXME 942.05 40.7 % 34.6 %
Gael RODRIGUEZ MENDEZ FEGAMON 942.00 38.5 % 36.5 %
Efren GONZALEZ LAVANDERA FEMPA 912.93 36.7 % 30.9 %

2023 Second

Elo Second 2023

-Competitors = 36-

#####_ Elo History _

Elo in time

Elo Accumulated Second_2023

competitor Team R.new Prob.Finals Prob.podium
Bernat MUNNE GUITART FEEC 1127.61 58.2 % 52.9 %
Teo GARCÍA DEL ALAMO FDMESCyL 1126.22 58 % 52.7 %
Andrés VILA ANDRÉS FEMECV 1109.57 55.6 % 50.4 %
Lucas PÉREZ NIETO FEXME 1107.10 55.3 % 50 %
Íker GARCÍA PEREIRA FEXME 1105.26 55 % 49.7 %
Mario LÓPEZ LÓPEZ FDMESCyL 1093.31 53.3 % 48 %
Manuel PASTOR SÁNCHEZ FEMECV 1092.82 56.9 % 54.9 %
Santiago ORONICH GREGORIO FAM 1083.65 51.9 % 46.6 %
Roc VERGÉS SOLÉ FEEC 1080.15 55.1 % 53.1 %
Aitor AMAYA LÓPEZ FADMES 1071.46 50.2 % 44.9 %
Jan MOLIST DOMINGO FEEC 1070.19 50 % 44.7 %
Eric GONZALEZ INGLÉS FEEC 1054.12 47.7 % 42.4 %
Yago REAL WHITE FEXME 1049.95 47.1 % 41.8 %
Juan INFANTE MIRANDA FADMES 1047.25 46.7 % 41.5 %
Elias GARCIA FERNANDEZ-OJANGUREN FEMPA 1027.76 47.5 % 45.6 %
Cisneros González AARÓN FEXME 1026.56 51.1 % 50 %
Darío ANDRÉS RUIZ FMM 1023.55 43.3 % 38.2 %
Chabier VELILLA SANCHEZ FAM 1018.97 51.6 % 45.1 %
Sergio MIRANDA CID FEEC 1010.81 41.5 % 36.5 %
Álvaro MORALES NAVARRO FADMES 1009.99 41.4 % 36.4 %
Santiago LOPEZ GARCÍA FMM 1008.43 47.9 % 45.7 %
Gari MARKUERKIAGA SARRIA EMF-FVM 1007.38 41.1 % 36 %
Ibon LORENTE GARCIA FAM 1003.54 40.5 % 35.5 %
Aimar ALONSO LEMES FECAMON 998.06 39.8 % 34.8 %
Juan GONZÁLEZ FRADE FMM 994.22 48.1 % 41.6 %
Manex IÑURRATEGI LASAGABASTER EMF-FVM 993.64 45.8 % 43.6 %
Bruno GÓMEZ ALCOCER FMM 992.71 39 % 34.1 %
Alexander PALAN OÑA FMM 987.82 41.9 % 39.9 %
Eric SEGURA JORDÁN FEMECV 982.48 37.6 % 32.8 %
Samuel SCUTELNICU ILIE FEMECV 981.74 37.5 % 32.7 %
Martín FERREIRO RODRÍGUEZ FEGAMON 975.93 45.5 % 39.1 %
Hadrián PÉREZ GÓMEZ FEGAMON 975.47 36.7 % 31.9 %
Pablo SÓLVEZ GÓMEZ FDMCM 974.43 36.6 % 31.8 %
Roque LARA RIVERO FDMESCyL 973.48 43.5 % 42.4 %
Aaron REINARES SANTANDER FERIMON 971.52 36.2 % 31.4 %
Haritz URKIOLA AZURMENDI EMF-FVM 970.95 44.8 % 38.4 %
Álvaro ÁVILA CORROCHANO FDMCLM 970.77 36.1 % 31.3 %
Darío ARRANZ BUESO FDMCM 970.77 36.1 % 31.3 %
Mateo GUTIÉRREZ PASTEUR FMRM 970.77 36.1 % 31.3 %
Bel TORRENTS PALOMARES FEEC 970.36 43.1 % 42 %
Alejandro PRIETO GARDEY FEMPA 969.01 44.5 % 38.2 %
Adrian LUCIO PANIAGUA FDMESCyL 969.00 42.3 % 40.2 %
Daniel FERNANDEZ ALVES FMM 968.80 42.9 % 41.8 %
Aratz SANZOL LUMBRERAS FNDME 965.19 35.3 % 30.6 %
Juan HERNÁNDEZ GÓMEZ FDMCM 964.90 38.7 % 36.8 %
Alejandro SEGADO DIAZ FMM 964.10 35.2 % 30.5 %
Hugo GLORIES ROIG FEMECV 955.21 40.3 % 38.3 %
Luis GAVIRO SORIANO FEXME 954.87 34 % 29.4 %
Ernest WOJDEL ZGIERSKI FEEC 954.86 34 % 29.4 %
Daniel HERNÁNDEZ GÓMEZ FDMCM 953.85 42.3 % 36.1 %
Rodrigo RAMIRO-IBÁÑEZ CRAIG FDMCM 951.39 33.5 % 29 %
Lucas CAMACHO TORRES FEEC 949.00 39.5 % 37.4 %
Daniel ARMAS TERRADILLO FEMPA 946.35 32.9 % 28.4 %
Gael RODRIGUEZ MENDEZ FEGAMON 942.00 38.5 % 36.5 %
Javier GALÁN FERRER FDMCLM 941.52 32.3 % 27.8 %
Mateo MARCOS BASQUERO FMM 938.15 31.9 % 27.4 %
Favila MENENDEZ COTGROVE FEMPA 921.69 29.8 % 25.6 %
Efren GONZALEZ LAVANDERA FEMPA 912.93 36.7 % 30.9 %

2023 Third

Elo Third 2023

-Competitors = 36-

#####_ Elo History _

Elo in time

Elo Accumulated Third_2023

competitor Team R.new Prob.Finals Prob.podium
Teo GARCÍA DEL ALAMO FDMESCyL 1143.27 59.7 % 51.1 %
Bernat MUNNE GUITART FEEC 1142.71 59.6 % 51 %
Andrés VILA ANDRÉS FEMECV 1140.24 59.3 % 50.6 %
Lucas PÉREZ NIETO FEXME 1135.83 58.7 % 50 %
Íker GARCÍA PEREIRA FEXME 1128.18 57.6 % 48.9 %
Mario LÓPEZ LÓPEZ FDMESCyL 1118.20 56.2 % 47.5 %
Santiago ORONICH GREGORIO FAM 1110.51 55.1 % 46.4 %
Manuel PASTOR SÁNCHEZ FEMECV 1092.82 56.9 % 54.9 %
Jan MOLIST DOMINGO FEEC 1091.27 52.3 % 43.6 %
Roc VERGÉS SOLÉ FEEC 1080.15 55.1 % 53.1 %
Aitor AMAYA LÓPEZ FADMES 1075.08 50 % 41.3 %
Yago REAL WHITE FEXME 1063.33 48.3 % 39.7 %
Eric GONZALEZ INGLÉS FEEC 1059.73 47.8 % 39.2 %
Juan INFANTE MIRANDA FADMES 1058.70 47.6 % 39.1 %
Chabier VELILLA SANCHEZ FAM 1028.56 43.3 % 35 %
Elias GARCIA FERNANDEZ-OJANGUREN FEMPA 1027.76 47.5 % 45.6 %
Cisneros González AARÓN FEXME 1026.56 51.1 % 50 %
Sergio MIRANDA CID FEEC 1018.49 41.9 % 33.7 %
Darío ANDRÉS RUIZ FMM 1017.62 41.8 % 33.6 %
Santiago LOPEZ GARCÍA FMM 1008.43 47.9 % 45.7 %
Ibon LORENTE GARCIA FAM 1005.42 40.1 % 32.1 %
Gari MARKUERKIAGA SARRIA EMF-FVM 1003.43 39.8 % 31.8 %
Álvaro MORALES NAVARRO FADMES 994.40 38.6 % 30.7 %
Manex IÑURRATEGI LASAGABASTER EMF-FVM 993.64 45.8 % 43.6 %
Aimar ALONSO LEMES FECAMON 990.26 38 % 30.2 %
Alexander PALAN OÑA FMM 987.82 41.9 % 39.9 %
Eric SEGURA JORDÁN FEMECV 982.48 37.6 % 32.8 %
Samuel SCUTELNICU ILIE FEMECV 981.74 37.5 % 32.7 %
Hadrián PÉREZ GÓMEZ FEGAMON 975.47 36.7 % 31.9 %
Pablo SÓLVEZ GÓMEZ FDMCM 974.43 36.6 % 31.8 %
Luis GAVIRO SORIANO FEXME 974.35 35.9 % 28.3 %
Martín FERREIRO RODRÍGUEZ FEGAMON 974.02 35.9 % 28.3 %
Roque LARA RIVERO FDMESCyL 973.48 43.5 % 42.4 %
Israel HERAS IGAL FNDME 972.89 35.7 % 28.1 %
Juan GONZÁLEZ FRADE FMM 972.86 35.7 % 28.1 %
Aaron REINARES SANTANDER FERIMON 971.52 36.2 % 31.4 %
Darío ARRANZ BUESO FDMCM 970.77 36.1 % 31.3 %
Mateo GUTIÉRREZ PASTEUR FMRM 970.77 36.1 % 31.3 %
Bel TORRENTS PALOMARES FEEC 970.36 43.1 % 42 %
Alejandro PRIETO GARDEY FEMPA 969.01 44.5 % 38.2 %
Isaac REDONDO ARRANZ FMM 969.01 35.2 % 27.7 %
Adrian LUCIO PANIAGUA FDMESCyL 969.00 42.3 % 40.2 %
Daniel FERNANDEZ ALVES FMM 968.80 42.9 % 41.8 %
Bruno GÓMEZ ALCOCER FMM 967.47 35 % 27.5 %
Pau GARCÍA PÉREZ FEMECV 967.07 34.9 % 27.5 %
Juan HERNÁNDEZ GÓMEZ FDMCM 964.90 38.7 % 36.8 %
Haritz URKIOLA AZURMENDI EMF-FVM 961.29 34.2 % 26.8 %
Hugo GLORIES ROIG FEMECV 955.21 40.3 % 38.3 %
Ernest WOJDEL ZGIERSKI FEEC 954.86 34 % 29.4 %
Daniel HERNÁNDEZ GÓMEZ FDMCM 953.85 42.3 % 36.1 %
Alejandro SEGADO DIAZ FMM 950.58 32.8 % 25.6 %
Lucas CAMACHO TORRES FEEC 949.00 39.5 % 37.4 %
Aratz SANZOL LUMBRERAS FNDME 947.79 32.5 % 25.3 %
Álvaro ÁVILA CORROCHANO FDMCLM 947.54 32.4 % 25.3 %
Gael RODRIGUEZ MENDEZ FEGAMON 942.00 38.5 % 36.5 %
Javier GALÁN FERRER FDMCLM 941.52 32.3 % 27.8 %
Rodrigo RAMIRO-IBÁÑEZ CRAIG FDMCM 939.85 31.5 % 24.4 %
Mateo MARCOS BASQUERO FMM 938.28 31.3 % 24.3 %
Daniel ARMAS TERRADILLO FEMPA 927.07 29.9 % 23.1 %
Efren GONZALEZ LAVANDERA FEMPA 912.93 36.7 % 30.9 %
Favila MENENDEZ COTGROVE FEMPA 892.78 25.9 % 19.8 %

2023 CAMP

Elo CAMP 2023

-Competitors = 36-

#####_ Elo History _

Elo in time

Elo Accumulated camp_2023

competitor Team R.new Prob.Finals Prob.podium
Bernat MUNNE GUITART FEEC 1171.11 62.7 % 52.3 %
Andrés VILA ANDRÉS FEMECV 1170.71 62.6 % 52.2 %
Lucas PÉREZ NIETO FEXME 1160.12 61.2 % 50.7 %
Teo GARCÍA DEL ALAMO FDMESCyL 1155.16 60.5 % 50 %
Íker GARCÍA PEREIRA FEXME 1144.24 59 % 48.4 %
Mario LÓPEZ LÓPEZ FDMESCyL 1140.48 58.5 % 47.9 %
Santiago ORONICH GREGORIO FAM 1136.94 58 % 47.4 %
Jan MOLIST DOMINGO FEEC 1105.37 53.5 % 42.9 %
Manuel PASTOR SÁNCHEZ FEMECV 1092.82 56.9 % 54.9 %
Aitor AMAYA LÓPEZ FADMES 1080.97 50 % 39.5 %
Roc VERGÉS SOLÉ FEEC 1080.15 55.1 % 53.1 %
Yago REAL WHITE FEXME 1071.32 48.6 % 38.2 %
Juan INFANTE MIRANDA FADMES 1060.51 47.1 % 36.7 %
Eric GONZALEZ INGLÉS FEEC 1059.73 47.8 % 39.2 %
Chabier VELILLA SANCHEZ FAM 1028.56 43.3 % 35 %
Darío ANDRÉS RUIZ FMM 1027.82 42.4 % 32.5 %
Elias GARCIA FERNANDEZ-OJANGUREN FEMPA 1027.76 47.5 % 45.6 %
Cisneros González AARÓN FEXME 1026.56 51.1 % 50 %
Gari MARKUERKIAGA SARRIA EMF-FVM 1023.99 41.9 % 32 %
Santiago LOPEZ GARCÍA FMM 1008.43 47.9 % 45.7 %
Sergio MIRANDA CID FEEC 1003.91 39.1 % 29.5 %
Ibon LORENTE GARCIA FAM 997.07 38.2 % 28.7 %
Manex IÑURRATEGI LASAGABASTER EMF-FVM 993.64 45.8 % 43.6 %
Luis GAVIRO SORIANO FEXME 992.94 37.6 % 28.2 %
Aimar ALONSO LEMES FECAMON 990.26 38 % 30.2 %
Álvaro MORALES NAVARRO FADMES 988.15 37 % 27.7 %
Alexander PALAN OÑA FMM 987.82 41.9 % 39.9 %
Edu OREJA GALVÁN FEXME 987.65 36.9 % 27.6 %
Eric SEGURA JORDÁN FEMECV 982.48 37.6 % 32.8 %
Samuel SCUTELNICU ILIE FEMECV 981.74 37.5 % 32.7 %
Miquel Àngel JAUSET SABATER FEEC 977.32 35.5 % 26.4 %
Pablo SÓLVEZ GÓMEZ FDMCM 974.43 36.6 % 31.8 %
Roque LARA RIVERO FDMESCyL 973.48 43.5 % 42.4 %
Juan GONZÁLEZ FRADE FMM 972.86 35.7 % 28.1 %
Martín FERREIRO RODRÍGUEZ FEGAMON 971.97 34.8 % 25.8 %
Rafael CASTELLANO OATT FEMECV 971.13 34.7 % 25.7 %
Darío ARRANZ BUESO FDMCM 970.77 36.1 % 31.3 %
Mateo GUTIÉRREZ PASTEUR FMRM 970.77 36.1 % 31.3 %
Bel TORRENTS PALOMARES FEEC 970.36 43.1 % 42 %
Alejandro PRIETO GARDEY FEMPA 969.01 44.5 % 38.2 %
Isaac REDONDO ARRANZ FMM 969.01 35.2 % 27.7 %
Adrian LUCIO PANIAGUA FDMESCyL 969.00 42.3 % 40.2 %
Daniel FERNANDEZ ALVES FMM 968.80 42.9 % 41.8 %
Bruno GÓMEZ ALCOCER FMM 967.47 35 % 27.5 %
Hadrián PÉREZ GÓMEZ FEGAMON 965.15 33.9 % 25.1 %
Juan HERNÁNDEZ GÓMEZ FDMCM 964.90 38.7 % 36.8 %
Haritz URKIOLA AZURMENDI EMF-FVM 961.29 34.2 % 26.8 %
Hugo GLORIES ROIG FEMECV 955.21 40.3 % 38.3 %
Ernest WOJDEL ZGIERSKI FEEC 954.93 32.6 % 24 %
Israel HERAS IGAL FNDME 954.32 32.5 % 23.9 %
Aratz SANZOL LUMBRERAS FNDME 952.01 32.2 % 23.7 %
Aaron REINARES SANTANDER FERIMON 950.89 32.1 % 23.6 %
Alejandro SEGADO DIAZ FMM 950.58 32.8 % 25.6 %
Daniel HERNÁNDEZ GÓMEZ FDMCM 949.80 32 % 23.5 %
Lucas CAMACHO TORRES FEEC 949.00 39.5 % 37.4 %
Gael RODRIGUEZ MENDEZ FEGAMON 942.00 38.5 % 36.5 %
Pau GARCÍA PÉREZ FEMECV 940.26 30.8 % 22.5 %
Rodrigo RAMIRO-IBÁÑEZ CRAIG FDMCM 939.85 31.5 % 24.4 %
Álvaro ÁVILA CORROCHANO FDMCLM 918.73 28.2 % 20.4 %
Mateo MARCOS BASQUERO FMM 915.69 27.9 % 20.1 %
Efren GONZALEZ LAVANDERA FEMPA 912.93 36.7 % 30.9 %
Javier GALÁN FERRER FDMCLM 912.73 27.5 % 19.9 %
Daniel ARMAS TERRADILLO FEMPA 910.71 27.3 % 19.7 %
Favila MENENDEZ COTGROVE FEMPA 892.78 25.9 % 19.8 %

###* Capturando los futuros Sub18

bloc.Sub18M.24 <- ranks %>%
  filter(stage=="Clasific",
         Category=="Sub18_M",
         year=="2024"
    #     Name== nombre
         ) %>%
  group_by(competitor= Name,
           Year= year,
           Compe= Compe_,
           Team = Team,
           Date= Date) %>%
  reframe(rank= Rank) %>%
  reshape2::dcast(formula = competitor + Team ~ Compe, 
                  na.rm = TRUE)

bloc.Sub18M.24 <- as_tibble(bloc.Sub18M.24)

###* Los futuros sub18 “salen”

## enviando los sub16 a otro archivo
elo.23.accum.to_sub18 <- elo.last.accum %>% semi_join(bloc.Sub18M.24,by="competitor")

## sub16 saliendo
elo.last.accum <- elo.last.accum %>% anti_join(bloc.Sub18M.24,by="competitor") 

Anchoring ‘elo.last.accum’ 2023

elo.23.accum <- elo.last.accum

MERGING FROM SUB14-2023

2024 FIRST

Elo First 2024

-Competitors = 48-

re-instating ‘elo.last.accum’

elo.last.accum <- elo.23.accum 

#####_ Elo History _

Elo in time

Elo Accumulated First_2024

competitor Team R.new Prob.Finals Prob.podium
Bernat MUNNE GUITART FEEC 1199.53 80.9 % 59.5 %
Eñaut USON POBES EMF-FVM 1198.40 80.8 % 59.3 %
Andrés VILA ANDRÉS FEMECV 1170.71 62.6 % 52.2 %
Íker GARCÍA PEREIRA FEXME 1170.09 78.2 % 55.3 %
Teo GARCÍA DEL ALAMO FDMESCyL 1159.16 77.1 % 53.8 %
Carlos FERREIRA GÓMEZ-VALADÉS FEXME 1157.15 76.9 % 53.5 %
Nil ADSUAR PABLOS FEMECV 1138.43 74.9 % 50.8 %
Jan MOLIST DOMINGO FEEC 1132.82 74.3 % 50 %
Gonzalo ESCUDERO CALVO FEXME 1098.86 70.4 % 45.1 %
Daniel MENDAÑA JIMENEZ FBME 1095.36 70 % 44.6 %
David MARTÍNEZ GARCÍA FEMECV 1090.76 69.4 % 44 %
Aitor AMAYA LÓPEZ FADMES 1084.07 68.6 % 43 %
Martín RODRÍGUEZ SOMOLINOS FMM 1075.64 67.5 % 41.8 %
Manuel NAVARRETE ALCARAZ FEMECV 1068.44 66.6 % 40.8 %
Eric GONZALEZ INGLÉS FEEC 1059.73 47.8 % 39.2 %
Darío ANDRÉS RUIZ FMM 1053.08 64.6 % 38.7 %
Keanu Israel VILLATORO KUPERMAN FEEC 1051.32 64.4 % 38.5 %
Biel SERRA LLOP FEEC 1040.67 63 % 37 %
Elias GARCIA FERNANDEZ-OJANGUREN FEMPA 1027.76 47.5 % 45.6 %
Cisneros González AARÓN FEXME 1026.56 51.1 % 50 %
Lier PEREZ BARRERAS EMF-FVM 1015.86 59.6 % 33.8 %
Ibon LORENTE GARCIA FAM 1015.74 59.6 % 33.8 %
Martí SÁNCHEZ VÁZQUEZ FEEC 1010.91 58.9 % 33.1 %
Santiago LOPEZ GARCÍA FMM 1008.43 47.9 % 45.7 %
Felix FORRISDAHL FECAMON 1000.78 57.5 % 31.9 %
Hugo CALVO RUIZ FDMESCyL 997.29 57 % 31.4 %
Gorka GARDEAZABAL LARAUDOGOITIA EMF-FVM 994.57 56.6 % 31.1 %
Manex IÑURRATEGI LASAGABASTER EMF-FVM 993.64 45.8 % 43.6 %
Germán DELTIEMPO SANTOS FAM 988.88 55.8 % 30.4 %
Alexander PALAN OÑA FMM 987.82 41.9 % 39.9 %
Alex Tan VELASCO CAMPOS FADMES 985.04 55.2 % 29.9 %
Eric SEGURA JORDÁN FEMECV 982.48 37.6 % 32.8 %
Samuel SCUTELNICU ILIE FEMECV 981.74 37.5 % 32.7 %
Arturo BENÍTEZ BALLESTEROS FADMES 978.23 54.3 % 29.1 %
Guillermo LARES-FRANCO DIAZ-MIGUEL FBME 978.23 54.3 % 29.1 %
Ian CAMPOS ALCÁNTARA FMRM 978.23 54.3 % 29.1 %
Juan CONESA MARÍN FMRM 978.23 54.3 % 29.1 %
Martín LANZA FERNÁNDEZ FEMPA 978.23 54.3 % 29.1 %
Oliver NAVARRO BOOD FMRM 978.23 54.3 % 29.1 %
Pep SOLÉ MORENO FEEC 978.23 54.3 % 29.1 %
Silvio GARCIA SALVADOR FEMECV 978.23 54.3 % 29.1 %
Miquel Àngel JAUSET SABATER FEEC 977.32 35.5 % 26.4 %
Iván PACIOS IGLESIAS FEGAMON 976.71 54.1 % 28.9 %
Pablo SÓLVEZ GÓMEZ FDMCM 974.43 36.6 % 31.8 %
Roque LARA RIVERO FDMESCyL 973.48 43.5 % 42.4 %
Rafael CASTELLANO OATT FEMECV 971.13 34.7 % 25.7 %
Darío ARRANZ BUESO FDMCM 970.77 36.1 % 31.3 %
Mateo GUTIÉRREZ PASTEUR FMRM 970.77 36.1 % 31.3 %
Bel TORRENTS PALOMARES FEEC 970.36 43.1 % 42 %
Alejandro PRIETO GARDEY FEMPA 969.01 44.5 % 38.2 %
Adrian LUCIO PANIAGUA FDMESCyL 969.00 42.3 % 40.2 %
Daniel FERNANDEZ ALVES FMM 968.80 42.9 % 41.8 %
Tiago CARBALLO VARELA FEGAMON 967.92 52.8 % 27.9 %
Bruno GÓMEZ ALCOCER FMM 967.47 35 % 27.5 %
Cai SALINAS SELLAS FEEC 966.13 52.5 % 27.7 %
Isaac REDONDO ARRANZ FMM 962.00 52 % 27.2 %
Gabriel MARTÍNEZ SANCHÉZ FDMCLM 960.97 51.8 % 27.1 %
David ROMERO LÁZARO FMM 958.20 51.4 % 26.8 %
Hugo GLORIES ROIG FEMECV 955.21 40.3 % 38.3 %
Alejandro SEGADO DIAZ FMM 950.58 32.8 % 25.6 %
Fernando FRONTERA CHAMIZO FMM 950.51 50.3 % 25.9 %
Albert GARCIA BERNABEU FEMECV 950.33 50.3 % 25.9 %
Lucas CAMACHO TORRES FEEC 949.00 39.5 % 37.4 %
Pau GARCÍA PÉREZ FEMECV 948.43 50 % 25.7 %
Aimar DELARIBERETTE AZNAR FADMES 942.28 49.1 % 25 %
Alejandro ROMERO MORALES FADMES 935.46 48.1 % 24.3 %
Álvaro ÁVILA CORROCHANO FDMCLM 932.49 47.7 % 24 %
Aratz SANZOL LUMBRERAS FNDME 930.14 47.4 % 23.7 %
Manel NAVARRO LANAU FEEC 915.98 45.3 % 22.3 %
Daniel ARMAS TERRADILLO FEMPA 913.63 45 % 22.1 %
Efren GONZALEZ LAVANDERA FEMPA 912.93 36.7 % 30.9 %
Javier GALÁN FERRER FDMCLM 899.30 43 % 20.7 %
Favila MENENDEZ COTGROVE FEMPA 892.78 25.9 % 19.8 %

2024 Second

Elo Second 2023

-Competitors = 36-

#####_ Elo History _

Elo in time

Elo Accumulated Second_2024

competitor Team R.new Prob.Finals Prob.podium
Eñaut USON POBES EMF-FVM 1227.45 66.3 % 55.4 %
Bernat MUNNE GUITART FEEC 1225.29 66 % 55.1 %
Íker GARCÍA PEREIRA FEXME 1194.27 61.9 % 50.6 %
Teo GARCÍA DEL ALAMO FDMESCyL 1189.93 61.3 % 50 %
Carlos FERREIRA GÓMEZ-VALADÉS FEXME 1171.51 58.7 % 47.4 %
Andrés VILA ANDRÉS FEMECV 1170.71 62.6 % 52.2 %
Jan MOLIST DOMINGO FEEC 1160.36 57.2 % 45.8 %
Nil ADSUAR PABLOS FEMECV 1139.70 54.2 % 42.8 %
Daniel MENDAÑA JIMENEZ FBME 1116.42 50.9 % 39.6 %
David MARTÍNEZ GARCÍA FEMECV 1110.19 50 % 38.7 %
Gonzalo ESCUDERO CALVO FEXME 1108.42 49.7 % 38.5 %
Aitor AMAYA LÓPEZ FADMES 1096.95 48.1 % 36.9 %
Darío ANDRÉS RUIZ FMM 1075.88 45.1 % 34.2 %
Manuel NAVARRETE ALCARAZ FEMECV 1073.15 44.7 % 33.8 %
Eric GONZALEZ INGLÉS FEEC 1059.73 47.8 % 39.2 %
Keanu Israel VILLATORO KUPERMAN FEEC 1059.35 42.7 % 32 %
Biel SERRA LLOP FEEC 1056.94 42.4 % 31.7 %
Martín RODRÍGUEZ SOMOLINOS FMM 1050.80 41.5 % 31 %
Elias GARCIA FERNANDEZ-OJANGUREN FEMPA 1027.76 47.5 % 45.6 %
Cisneros González AARÓN FEXME 1026.56 51.1 % 50 %
Santiago LOPEZ GARCÍA FMM 1008.43 47.9 % 45.7 %
Germán DELTIEMPO SANTOS FAM 1006.92 35.6 % 25.9 %
Lier PEREZ BARRERAS EMF-FVM 1004.29 35.2 % 25.6 %
Martí SÁNCHEZ VÁZQUEZ FEEC 1002.63 35 % 25.4 %
Felix FORRISDAHL FECAMON 999.09 34.5 % 25 %
Ibon LORENTE GARCIA FAM 997.61 34.3 % 24.8 %
Gorka GARDEAZABAL LARAUDOGOITIA EMF-FVM 994.57 56.6 % 31.1 %
Manex IÑURRATEGI LASAGABASTER EMF-FVM 993.64 45.8 % 43.6 %
Alexander PALAN OÑA FMM 987.82 41.9 % 39.9 %
Jorge COBO APARICIO FMM 986.89 33 % 23.7 %
Alex Tan VELASCO CAMPOS FADMES 985.04 55.2 % 29.9 %
Iván PACIOS IGLESIAS FEGAMON 983.29 32.5 % 23.3 %
Eric SEGURA JORDÁN FEMECV 982.48 37.6 % 32.8 %
Javier DE TENA CEBALLOS FEXME 981.97 32.3 % 23.2 %
Samuel SCUTELNICU ILIE FEMECV 981.74 37.5 % 32.7 %
Arturo BENÍTEZ BALLESTEROS FADMES 978.23 54.3 % 29.1 %
Ian CAMPOS ALCÁNTARA FMRM 978.23 54.3 % 29.1 %
Juan CONESA MARÍN FMRM 978.23 54.3 % 29.1 %
Oliver NAVARRO BOOD FMRM 978.23 54.3 % 29.1 %
Miquel Àngel JAUSET SABATER FEEC 977.32 35.5 % 26.4 %
Lucca BENIGNI LÓPEZ FEGAMON 977.05 31.7 % 22.7 %
Pablo SÓLVEZ GÓMEZ FDMCM 974.43 36.6 % 31.8 %
Roque LARA RIVERO FDMESCyL 973.48 43.5 % 42.4 %
Silvio GARCIA SALVADOR FEMECV 973.32 31.3 % 22.3 %
Rafael CASTELLANO OATT FEMECV 971.13 34.7 % 25.7 %
Darío ARRANZ BUESO FDMCM 970.77 36.1 % 31.3 %
Mateo GUTIÉRREZ PASTEUR FMRM 970.77 36.1 % 31.3 %
Bel TORRENTS PALOMARES FEEC 970.36 43.1 % 42 %
Hugo CALVO RUIZ FDMESCyL 969.36 30.8 % 21.9 %
Alejandro PRIETO GARDEY FEMPA 969.01 44.5 % 38.2 %
Adrian LUCIO PANIAGUA FDMESCyL 969.00 42.3 % 40.2 %
Daniel FERNANDEZ ALVES FMM 968.80 42.9 % 41.8 %
Pep SOLÉ MORENO FEEC 968.39 30.7 % 21.8 %
Bruno GÓMEZ ALCOCER FMM 967.47 35 % 27.5 %
Cai SALINAS SELLAS FEEC 966.13 52.5 % 27.7 %
Hugo GLORIES ROIG FEMECV 955.21 40.3 % 38.3 %
Tiago CARBALLO VARELA FEGAMON 954.83 29 % 20.5 %
David ROMERO LÁZARO FMM 951.70 28.7 % 20.2 %
Alejandro SEGADO DIAZ FMM 950.58 32.8 % 25.6 %
Albert GARCIA BERNABEU FEMECV 950.41 28.5 % 20.1 %
Martín LANZA FERNÁNDEZ FEMPA 950.34 28.5 % 20.1 %
Lucas CAMACHO TORRES FEEC 949.00 39.5 % 37.4 %
Pau GARCÍA PÉREZ FEMECV 948.43 50 % 25.7 %
Gabriel MARTÍNEZ SANCHÉZ FDMCLM 947.90 28.2 % 19.9 %
Guillermo LARES-FRANCO DIAZ-MIGUEL FBME 947.06 28.1 % 19.8 %
Isaac REDONDO ARRANZ FMM 944.00 27.8 % 19.5 %
Aimar DELARIBERETTE AZNAR FADMES 942.28 49.1 % 25 %
Aratz SANZOL LUMBRERAS FNDME 941.76 27.5 % 19.3 %
Alejandro ROMERO MORALES FADMES 935.46 48.1 % 24.3 %
Álvaro ÁVILA CORROCHANO FDMCLM 929.33 26.1 % 18.2 %
Fernando FRONTERA CHAMIZO FMM 919.41 25 % 17.4 %
Daniel ARMAS TERRADILLO FEMPA 917.08 24.8 % 17.2 %
Efren GONZALEZ LAVANDERA FEMPA 912.93 36.7 % 30.9 %
Javier GALÁN FERRER FDMCLM 899.30 43 % 20.7 %
Favila MENENDEZ COTGROVE FEMPA 892.78 25.9 % 19.8 %
Manel NAVARRO LANAU FEEC 889.89 22 % 15.1 %

2024 THIRD

Elo Third 2023

-Competitors = 44-

#####_ Elo History _

Elo in time

Elo Accumulated Third_2024

competitor Team R.new Prob.Finals Prob.podium
Bernat MUNNE GUITART FEEC 1254.51 67.9 % 59.5 %
Eñaut USON POBES EMF-FVM 1227.45 66.3 % 55.4 %
Íker GARCÍA PEREIRA FEXME 1222.06 63.7 % 55 %
Teo GARCÍA DEL ALAMO FDMESCyL 1220.70 63.5 % 54.8 %
Carlos FERREIRA GÓMEZ-VALADÉS FEXME 1187.43 59 % 50 %
Jan MOLIST DOMINGO FEEC 1176.30 57.4 % 48.4 %
Andrés VILA ANDRÉS FEMECV 1170.71 62.6 % 52.2 %
Nil ADSUAR PABLOS FEMECV 1146.75 53.2 % 44.2 %
Daniel MENDAÑA JIMENEZ FBME 1139.89 52.2 % 43.2 %
David MARTÍNEZ GARCÍA FEMECV 1132.19 51.1 % 42.1 %
Gonzalo ESCUDERO CALVO FEXME 1124.47 50 % 41 %
Aitor AMAYA LÓPEZ FADMES 1121.95 49.6 % 40.7 %
Darío ANDRÉS RUIZ FMM 1096.46 46 % 37.2 %
Manuel NAVARRETE ALCARAZ FEMECV 1084.81 44.3 % 35.6 %
Biel SERRA LLOP FEEC 1074.59 42.9 % 34.3 %
Keanu Israel VILLATORO KUPERMAN FEEC 1071.04 42.4 % 33.8 %
Eric GONZALEZ INGLÉS FEEC 1059.73 47.8 % 39.2 %
Elias GARCIA FERNANDEZ-OJANGUREN FEMPA 1027.76 47.5 % 45.6 %
Cisneros González AARÓN FEXME 1026.56 51.1 % 50 %
Martín RODRÍGUEZ SOMOLINOS FMM 1020.84 35.5 % 27.7 %
Martí SÁNCHEZ VÁZQUEZ FEEC 1008.50 33.9 % 26.3 %
Santiago LOPEZ GARCÍA FMM 1008.43 47.9 % 45.7 %
Lier PEREZ BARRERAS EMF-FVM 1004.20 33.4 % 25.8 %
Germán DELTIEMPO SANTOS FAM 1003.85 33.3 % 25.8 %
Ander BEITIA FILAMENDI EMF-FVM 997.04 32.4 % 25 %
Ibon LORENTE GARCIA FAM 994.56 32.1 % 24.8 %
Manex IÑURRATEGI LASAGABASTER EMF-FVM 993.64 45.8 % 43.6 %
Gorka GARDEAZABAL LARAUDOGOITIA EMF-FVM 993.02 31.9 % 24.6 %
Alexander PALAN OÑA FMM 987.82 41.9 % 39.9 %
Jorge COBO APARICIO FMM 986.89 33 % 23.7 %
Yago CORRAL PÉREZ FBME 986.62 31.1 % 23.9 %
Iván PACIOS IGLESIAS FEGAMON 986.23 31.1 % 23.9 %
Felix FORRISDAHL FECAMON 985.62 31 % 23.8 %
Alex Tan VELASCO CAMPOS FADMES 985.04 55.2 % 29.9 %
Eric SEGURA JORDÁN FEMECV 982.48 37.6 % 32.8 %
Javier DE TENA CEBALLOS FEXME 981.97 32.3 % 23.2 %
Samuel SCUTELNICU ILIE FEMECV 981.74 37.5 % 32.7 %
Miquel Àngel JAUSET SABATER FEEC 980.27 30.4 % 23.3 %
Jon VILLEGAS ELIZALDE FNDME 979.18 30.2 % 23.2 %
Arturo BENÍTEZ BALLESTEROS FADMES 978.23 54.3 % 29.1 %
Ian CAMPOS ALCÁNTARA FMRM 978.23 54.3 % 29.1 %
Juan CONESA MARÍN FMRM 978.23 54.3 % 29.1 %
Oliver NAVARRO BOOD FMRM 978.23 54.3 % 29.1 %
Pablo SÓLVEZ GÓMEZ FDMCM 974.43 36.6 % 31.8 %
Pep SOLÉ MORENO FEEC 974.34 29.6 % 22.7 %
Roque LARA RIVERO FDMESCyL 973.48 43.5 % 42.4 %
Silvio GARCIA SALVADOR FEMECV 973.32 31.3 % 22.3 %
Roman KOSINTSEV FEEC 971.74 29.3 % 22.4 %
Rafael CASTELLANO OATT FEMECV 971.13 34.7 % 25.7 %
Darío ARRANZ BUESO FDMCM 970.77 36.1 % 31.3 %
Mateo GUTIÉRREZ PASTEUR FMRM 970.77 36.1 % 31.3 %
Bel TORRENTS PALOMARES FEEC 970.36 43.1 % 42 %
Nicolás RODRÍGUEZ LÓPEZ FDMESCyL 970.25 29.2 % 22.3 %
Alejandro PRIETO GARDEY FEMPA 969.01 44.5 % 38.2 %
Adrian LUCIO PANIAGUA FDMESCyL 969.00 42.3 % 40.2 %
Daniel FERNANDEZ ALVES FMM 968.80 42.9 % 41.8 %
Bruno GÓMEZ ALCOCER FMM 967.47 35 % 27.5 %
Cai SALINAS SELLAS FEEC 963.16 28.3 % 21.6 %
Aratz SANZOL LUMBRERAS FNDME 961.17 28.1 % 21.4 %
Lucca BENIGNI LÓPEZ FEGAMON 956.19 27.5 % 20.9 %
Hugo GLORIES ROIG FEMECV 955.21 40.3 % 38.3 %
Tiago CARBALLO VARELA FEGAMON 954.83 29 % 20.5 %
Alejandro SEGADO DIAZ FMM 950.58 32.8 % 25.6 %
Lucas CAMACHO TORRES FEEC 949.00 39.5 % 37.4 %
Hugo CALVO RUIZ FDMESCyL 948.52 26.6 % 20.2 %
Albert GARCIA BERNABEU FEMECV 947.47 26.5 % 20.1 %
Pau GARCÍA PÉREZ FEMECV 945.50 26.3 % 19.9 %
Daniel ARMAS TERRADILLO FEMPA 943.99 26.1 % 19.8 %
Aimar DELARIBERETTE AZNAR FADMES 942.28 49.1 % 25 %
Alejandro ROMERO MORALES FADMES 935.46 48.1 % 24.3 %
Gabriel MARTÍNEZ SANCHÉZ FDMCLM 934.55 25.1 % 18.9 %
Guillermo LARES-FRANCO DIAZ-MIGUEL FBME 933.71 25 % 18.8 %
Álvaro ÁVILA CORROCHANO FDMCLM 926.44 24.2 % 18.2 %
Martín LANZA FERNÁNDEZ FEMPA 923.59 23.9 % 18 %
Isaac REDONDO ARRANZ FMM 923.22 23.9 % 17.9 %
David ROMERO LÁZARO FMM 921.97 23.8 % 17.8 %
Fernando FRONTERA CHAMIZO FMM 919.41 25 % 17.4 %
Efren GONZALEZ LAVANDERA FEMPA 912.93 36.7 % 30.9 %
Favila MENENDEZ COTGROVE FEMPA 901.88 21.7 % 16.2 %
Javier GALÁN FERRER FDMCLM 899.30 43 % 20.7 %
Manel NAVARRO LANAU FEEC 876.67 19.4 % 14.3 %

## Up-coming SEASON

###* Capturando los futuros Sub16

###* Los sub16 “salen”

---
title: "Elo_Sport.Climbing_ESP_2.0 (Sub16M)"
author: "Federico J. Villatoro"
date: "`r Sys.Date()`"
output:
  html_notebook:
    toc: true
    toc_depth: 4
    toc_float: true
---

##### Fuente: [https://fedme.results.info](https://fedme.results.info/)

```{r setup, include=TRUE}
library(knitr)
knitr::opts_chunk$set(
  echo = FALSE,
	message = FALSE,
  warning = FALSE,
	include = FALSE
)
```  

```{r packages, message=FALSE, warning=FALSE}
if(!require(tidyverse)){install.packages("tidyverse",repos = "http://cran.us.r-project.org")}
if(!require(googlesheets4)){install.packages("googlesheets4")}
if(!require(googledrive)){install.packages("googledrive")}
if(!require(dplyr)){install.packages("dplyr")}
if(!require(httr2)){install.packages("httr2")}
if(!require(jsonlite)){install.packages("jsonlite")}
if(!require(Rselenium)){install.packages("Rselenium")}
if(!require(chromote)){install.packages("chromote")}
if(!require(purrr)){install.packages("purrr")}
if(!require(wdman)){install.packages("wdman")}
if(!require(DT)){install.packages("DT")}
if(!require(plotly)){install.packages("plotly")}
##
library(plotly)
library(DT)
library(chromote)
library(purrr)
library(wdman)

library(tidyverse)
library(rvest)
library(dplyr)
library(jsonlite)
library(RSelenium)

library(googlesheets4)
library(googledrive)

```  


##### Reading Data

```{r eval=TRUE, include=TRUE}

options(gargle_oauth_email = "villatoropazfj@dataanalysislab.com")

ss <- "https://docs.google.com/spreadsheets/d/1kXYUH9_QWNBbdIhVkgrthXAg2SUC5p6-rB651HlyG6k/edit?usp=sharing"
hoja = 2
rango = "A1:M5435"
ranks <- read_sheet(ss,
                sheet=hoja,
                range= rango, 
                   col_names = TRUE)

ranks <-  ranks %>%
  mutate_if(is.character, as.factor)

```  

## BLOC 2022-2024
```{r include=FALSE, rows.print= 8}
bloc.Sub16M <- ranks %>%
  filter(stage=="Clasific",
         Category=="Sub16_M",
         year=="2022"|year=="2023"|year=="2024"
    #     Name== nombre
         ) %>%
  group_by(competitor= Name,
           Year= year,
           Compe= Compe_,
           Team = Team,
           Date= Date) %>%
  reframe(rank= Rank) %>%
  reshape2::dcast(formula = competitor + Team ~ Compe, 
                  na.rm = TRUE)

bloc.Sub16M <- as_tibble(bloc.Sub16M)
##
bloc.Sub16M[order(bloc.Sub16M$a.bloc.first.22),c(1,2,3)] 

competitors.a <- nrow(bloc.Sub16M[!is.na(bloc.Sub16M$a.bloc.first.22),])
competitors.b <- nrow(bloc.Sub16M[!is.na(bloc.Sub16M$b.bloc.sec.22),])
competitors.c <- nrow(bloc.Sub16M[!is.na(bloc.Sub16M$c.bloc.thrd.22),])
competitors.d <- nrow(bloc.Sub16M[!is.na(bloc.Sub16M$d.bloc.first.23),])
competitors.e <- nrow(bloc.Sub16M[!is.na(bloc.Sub16M$e.bloc.sec.23),])
competitors.f <- nrow(bloc.Sub16M[!is.na(bloc.Sub16M$f.bloc.thrd.23),])
competitors.g <- nrow(bloc.Sub16M[!is.na(bloc.Sub16M$g.bloc.camp.23),])
competitors.h <- nrow(bloc.Sub16M[!is.na(bloc.Sub16M$h.bloc.first.24),])
competitors.i <- nrow(bloc.Sub16M[!is.na(bloc.Sub16M$i.bloc.sec.24),])
competitors.j <- nrow(bloc.Sub16M[!is.na(bloc.Sub16M$j.bloc.thrd.24),])
```  


### 2022 First
```{r eval=TRUE, include=TRUE}
bloc.Sub16M[order(bloc.Sub16M$a.bloc.first.22),c(1,2,3)] %>% filter(a.bloc.first.22!="NA")
```

### Elo First 2022 
*-Competitors = `r competitors.f`-*

```{r eval=TRUE,include=TRUE}
last.comp <- bloc.Sub16M[,c(1,2,3)] %>% filter(bloc.Sub16M$a.bloc.first.22!="NA") 
#
#last_comp_debut <- last.comp %>% anti_join(elo.last.accum, by="competitor")
```  


```{r eval= TRUE,include=FALSE, cols.print= 7}
##### ELO ###################
### ## ELO (NASCAR) #############
n.debut = 0
###
last.comp.calc <- last.comp 
#%>% right_join(elo.last.accum, by="competitor")
###
N <- length(last.comp.calc$competitor[!is.na(last.comp.calc[,3])])
R <- rep(1000, N)
#R <- last.comp.calc$R.new[!is.na(last.comp.calc[,3])]
names <- last.comp.calc[!is.na(last.comp.calc[,3]),1]
Team <- last.comp.calc$Team[!is.na(last.comp.calc[,3])]
#####################
results <- last.comp.calc[!is.na(last.comp.calc[,3]),3]
results <- (unlist(results))
stdev <- sd(c(1:(N+n.debut)))
#
avg.player <- median(c(R))
mediana <- median(unlist(last.comp[!is.na(last.comp[,3]),3]))
max.std <- (mediana-1)/stdev
##################
S <- ((mediana - unlist(last.comp.calc[!is.na(last.comp.calc[,3]),3]) ) / stdev) / max.std
D = 400
k = 32
E <- 1/(1+(10^( (avg.player-R)/D )))
R.new <- R + (k * (S - ((2*E)/N) ) )
#
max.cut.finals <- (stdev-9)/stdev
Prob.Finals <- 1/(1+(10^( ( sort(R.new, decreasing = TRUE)[9] -R.new)/D )))
max.cut.podium <- (stdev-4)/stdev
Prob.podium <- 1/(1+(10^( ( sort(R.new, decreasing = TRUE)[4] -R.new)/D )))
###
elo.last.comp.new <- cbind(names = names,
                           Team= Team,
                           R = R,
                           results = results,
                           S = S,
                           R.new= round(R.new,2),
                           Prob.Finals= paste(round(Prob.Finals*100, 1),
                                              "%"),
                           Prob.podium = paste(round(Prob.podium*100,1), "%" ) 
                           )
elo.last.comp.new <- as_tibble(elo.last.comp.new)
###########
################################################
### ## ELO (NASCAR) #############
#n = length(last_comp_debut$competitor)
#N <- length(unlist(last.comp[!is.na(last.comp[,3]),3]))
#R.debut <- rep(1000, n)
#names <- last_comp_debut[,1]
#Team <- last_comp_debut$Team
##
#S <- ((mediana - last_comp_debut[,3]) / stdev) / max.std
#E <- 1/(1+(10^( (avg.player-R.debut)/D )))
#R.new <- R.debut + (k * (S - ((2*E)/N) ) )
#
#max.cut.finals <- (stdev-9)/stdev
#Prob.Finals <- 1/(1+(10^( ( sort(elo.last.comp.new$R.new, decreasing = TRUE)[9] - R.new[,1])/D )))
#max.cut.podium <- (stdev-4)/stdev
#Prob.podium <- 1/(1+(10^( ( sort(elo.last.comp.new$R.new, decreasing = TRUE)[4] -R.new[,1])/D )))
###############################################
#elo.last.comp.new.debut <- as_tibble(cbind(names = names,
 #                          Team= Team,
  #                         R = R.debut,
   #                        results = unlist(last_comp_debut[,3]),
    #                       S = S[,1],
     #                      R.new= round(R.new[,1],2),
      #                     Prob.Finals= paste(round(Prob.Finals*100,1),"%"),
       #                    Prob.podium = paste(round(Prob.podium*100, 1),
        #                                       "%") 
         #                  ))


#elo.last.comp.new <- elo.last.comp.new %>% rbind(elo.last.comp.new.debut)


##### ##########
knitr::kable(elo.last.comp.new[order(elo.last.comp.new$results),c(1,2,3,4,6,7,8)])

```  

######_Elo History _ *check code Chunk if running Sub16 alone*
```{r}
## 

compe= "2022.1"
elo.history.last <- elo.last.comp.new %>% 
  mutate(comp = rep(compe, length(elo.last.comp.new$competitor)),
         categ = rep("Sub16M", length(elo.last.comp.new$competitor)))

#

#elo.history <- elo.history %>% rbind(elo.history.last)
elo.history <- elo.history.last 

#%>% rbind(elo.history.last)

# time-series data.frame
## sub16M
elo.history.t_series.S16M <- 
  as_tibble(elo.history %>%
              filter(categ=="Sub16M") %>%
              reshape2::dcast(formula = competitor~comp, value.var = "R.new")) 
## 

```  

### Elo in time
```{r include=TRUE}
p <- elo.history %>% 
  filter(categ=="Sub16M", R.new>=0) %>%
  ggplot(aes(x= comp, y= R.new, group = competitor, col = Team)) + 
  geom_point() + 
#  geom_line(linetype= "dashed") + 
  geom_hline(yintercept=1000,linetype= "dashed")

#p
ggplotly(p)
```


### **Elo Accumulated First_2022**
```{r eval=TRUE, echo=TRUE}
elo.last.accum <- elo.last.comp.new
elo.last.comp.new <- elo.last.comp.new
```

```{r eval=TRUE, include=TRUE, cols.print=7}

elo.last.accum_last.comp_absent <- elo.last.accum %>% anti_join(elo.last.comp.new,by="competitor")

elo.last.accum <- elo.last.comp.new %>% rbind(elo.last.accum_last.comp_absent)
elo.last.accum <- elo.last.accum[order(elo.last.accum$competitor),]
#
knitr::kable(elo.last.accum[order(elo.last.accum$R.new, decreasing = TRUE),c(1,2,6,7,8)])
```  

### 2022 Second  

```{r include=TRUE}
bloc.Sub16M[order(bloc.Sub16M$b.bloc.sec.22), c(1,2,3,4)] %>% print(n=65)
```  

### Elo Second 2022 
*-Competitors = `r competitors.b`-*

```{r eval=TRUE,include=TRUE}
last.comp <- bloc.Sub16M[,c(1,2,4)] %>% filter(bloc.Sub16M$b.bloc.sec.22!="NA") 
#
last_comp_debut <- last.comp %>% anti_join(elo.last.accum, by="competitor")
```



```{r eval= TRUE,include=FALSE, cols.print= 7}
#####ELO #################
### ## ELO (NASCAR) #############
n.debut = length(last_comp_debut$competitor)
###
last.comp.calc <- last.comp %>% right_join(elo.last.accum, by="competitor")
###
N <- length(last.comp.calc$competitor[!is.na(last.comp.calc[,3])])
R <- last.comp.calc$R.new[!is.na(last.comp.calc[,3])]
names <- last.comp.calc[!is.na(last.comp.calc[,3]),1]
Team <- last.comp.calc$Team.x[!is.na(last.comp.calc[,3])]
#####################
results <- last.comp.calc[!is.na(last.comp.calc[,3]),3]
results <- (unlist(results))
stdev <- sd(c(1:(N+n.debut)))
#
avg.player <- median(c(R, rep(1000, n.debut )))
mediana <- median(unlist(last.comp[!is.na(last.comp[,3]),3]))
max.std <- (mediana-1)/stdev
##################
S <- ((mediana - unlist(last.comp.calc[!is.na(last.comp.calc[,3]),3]) ) / stdev) / max.std
D = 400
k = 32
E <- 1/(1+(10^( (avg.player-R)/D )))
R.new <- R + (k * (S - ((2*E)/N) ) )
#
max.cut.finals <- (stdev-9)/stdev
Prob.Finals <- 1/(1+(10^( ( sort(R.new, decreasing = TRUE)[9] -R.new)/D )))
max.cut.podium <- (stdev-4)/stdev
Prob.podium <- 1/(1+(10^( ( sort(R.new, decreasing = TRUE)[4] -R.new)/D )))
###
elo.last.comp.new <- cbind(names = names,
                           Team= Team,
                           R = R,
                           results = results,
                           S = S,
                           R.new= round(R.new,2),
                           Prob.Finals= paste(round(Prob.Finals*100, 1),
                                              "%"),
                           Prob.podium = paste(round(Prob.podium*100,1), "%" ) 
                           )
elo.last.comp.new <- as_tibble(elo.last.comp.new)
###########
################################################
### ## ELO (NASCAR) #############
n = length(last_comp_debut$competitor)
N <- length(unlist(last.comp[!is.na(last.comp[,3]),3]))
R.debut <- rep(1000, n)
names <- last_comp_debut[,1]
Team <- last_comp_debut$Team
#categ <- bloc.Sub14M.a_b
S <- ((mediana - last_comp_debut[,3]) / stdev) / max.std
E <- 1/(1+(10^( (avg.player-R.debut)/D )))
R.new <- R.debut + (k * (S - ((2*E)/N) ) )
#
max.cut.finals <- (stdev-9)/stdev
Prob.Finals <- 1/(1+(10^( ( sort(elo.last.comp.new$R.new, decreasing = TRUE)[9] - R.new[,1])/D )))
max.cut.podium <- (stdev-4)/stdev
Prob.podium <- 1/(1+(10^( ( sort(elo.last.comp.new$R.new, decreasing = TRUE)[4] -R.new[,1])/D )))
###############################################
elo.last.comp.new.debut <- as_tibble(cbind(names = names,
                           Team= Team,
                           R = R.debut,
                           results = unlist(last_comp_debut[,3]),
                           S = S[,1],
                           R.new= round(R.new[,1],2),
                           Prob.Finals= paste(round(Prob.Finals*100,1),"%"),
                           Prob.podium = paste(round(Prob.podium*100, 1),
                                               "%") 
                           ))


elo.last.comp.new <- elo.last.comp.new %>% rbind(elo.last.comp.new.debut)


##### ##########
knitr::kable(elo.last.comp.new[order(elo.last.comp.new$results),c(1,2,3,4,6,7,8)])

```  

#####_ Elo History _
```{r}
## 
compe= "2022.2"
elo.history.last <- elo.last.comp.new %>% 
  mutate(comp = rep(compe, length(elo.last.comp.new$competitor)),
         categ = rep("Sub16M", length(elo.last.comp.new$competitor)))

#
elo.history <- elo.history %>% rbind(elo.history.last)

# time-series data.frame
## sub16M
elo.history.t_series.S16M <- 
  as_tibble(elo.history %>%
              filter(categ=="Sub16M") %>%
              reshape2::dcast(formula = competitor~comp, value.var = "R.new")) 
## 

```  

### Elo in time
```{r include=TRUE}
p <- elo.history %>% 
  filter(categ=="Sub16M", R.new>=0) %>%
  ggplot(aes(x= comp, y= R.new, group = competitor, col = Team)) + 
  geom_point() + 
  geom_line(linetype= "dashed") + 
  geom_hline(yintercept=1000,linetype= "dashed")

#p
ggplotly(p)
```  


### **Elo Accumulated Second_2023**
```{r eval=FALSE, include=TRUE}
elo.last.accum
elo.last.comp.new
```

```{r eval=TRUE, include=TRUE, cols.print=7}

elo.last.accum_last.comp_absent <- elo.last.accum %>% anti_join(elo.last.comp.new,by="competitor")

elo.last.accum <- elo.last.comp.new %>% rbind(elo.last.accum_last.comp_absent)
elo.last.accum <- elo.last.accum[order(elo.last.accum$competitor),]
#
knitr::kable(elo.last.accum[order(elo.last.accum$R.new, decreasing = TRUE),c(1,2,6,7,8)])
```  



### 2022 Third

```{r include=TRUE}
bloc.Sub16M[order(bloc.Sub16M$c.bloc.thrd.22), c(1,2,3,4,5)] %>% print(n=65)
```  

### Elo Third 2022 
*-Competitors = `r competitors.e`-*

```{r eval=TRUE,include=FALSE}
last.comp <- bloc.Sub16M[,c(1,2,5)] %>% filter(bloc.Sub16M$c.bloc.thrd.22!="NA") 
#
last_comp_debut <- last.comp %>% anti_join(elo.last.accum, by="competitor")
```



```{r eval= TRUE,include=FALSE, cols.print= 7}
### ELO #################
### ## ELO (NASCAR) #############
n.debut = length(last_comp_debut$competitor)
###
last.comp.calc <- last.comp %>% right_join(elo.last.accum, by="competitor")
###
N <- length(last.comp.calc$competitor[!is.na(last.comp.calc[,3])])
R <- last.comp.calc$R.new[!is.na(last.comp.calc[,3])]
names <- last.comp.calc[!is.na(last.comp.calc[,3]),1]
Team <- last.comp.calc$Team.x[!is.na(last.comp.calc[,3])]
#####################
results <- last.comp.calc[!is.na(last.comp.calc[,3]),3]
results <- (unlist(results))
stdev <- sd(c(1:(N+n.debut)))
#
avg.player <- median(c(R, rep(1000, n.debut )))
mediana <- median(unlist(last.comp[!is.na(last.comp[,3]),3]))
max.std <- (mediana-1)/stdev
##################
S <- ((mediana - unlist(last.comp.calc[!is.na(last.comp.calc[,3]),3]) ) / stdev) / max.std
D = 400
k = 32
E <- 1/(1+(10^( (avg.player-R)/D )))
R.new <- R + (k * (S - ((2*E)/N) ) )
#
max.cut.finals <- (stdev-9)/stdev
Prob.Finals <- 1/(1+(10^( ( sort(R.new, decreasing = TRUE)[9] -R.new)/D )))
max.cut.podium <- (stdev-4)/stdev
Prob.podium <- 1/(1+(10^( ( sort(R.new, decreasing = TRUE)[4] -R.new)/D )))
###
elo.last.comp.new <- cbind(names = names,
                           Team= Team,
                           R = R,
                           results = results,
                           S = S,
                           R.new= round(R.new,2),
                           Prob.Finals= paste(round(Prob.Finals*100, 1),
                                              "%"),
                           Prob.podium = paste(round(Prob.podium*100,1), "%" ) 
                           )
elo.last.comp.new <- as_tibble(elo.last.comp.new)
###########
################################################
### ## ELO (NASCAR) #############
n = length(last_comp_debut$competitor)
N <- length(unlist(last.comp[!is.na(last.comp[,3]),3]))
R.debut <- rep(1000, n)
names <- last_comp_debut[,1]
Team <- last_comp_debut$Team
#categ <- bloc.Sub14M.a_b
S <- ((mediana - last_comp_debut[,3]) / stdev) / max.std
E <- 1/(1+(10^( (avg.player-R.debut)/D )))
R.new <- R.debut + (k * (S - ((2*E)/N) ) )
#
max.cut.finals <- (stdev-9)/stdev
Prob.Finals <- 1/(1+(10^( ( sort(elo.last.comp.new$R.new, decreasing = TRUE)[9] - R.new[,1])/D )))
max.cut.podium <- (stdev-4)/stdev
Prob.podium <- 1/(1+(10^( ( sort(elo.last.comp.new$R.new, decreasing = TRUE)[4] -R.new[,1])/D )))
###############################################
elo.last.comp.new.debut <- as_tibble(cbind(names = names,
                           Team= Team,
                           R = R.debut,
                           results = unlist(last_comp_debut[,3]),
                           S = S[,1],
                           R.new= round(R.new[,1],2),
                           Prob.Finals= paste(round(Prob.Finals*100,1),"%"),
                           Prob.podium = paste(round(Prob.podium*100, 1),
                                               "%") 
                           ))


elo.last.comp.new <- elo.last.comp.new %>% rbind(elo.last.comp.new.debut)


##### ##########
knitr::kable(elo.last.comp.new[order(elo.last.comp.new$results),c(1,2,3,4,6,7,8)])

```  

#####_ Elo History _
```{r}
## 
compe= "2022.3"
elo.history.last <- elo.last.comp.new %>% 
  mutate(comp = rep(compe, length(elo.last.comp.new$competitor)),
         categ = rep("Sub16M", length(elo.last.comp.new$competitor)))

#
elo.history <- elo.history %>% rbind(elo.history.last)

# time-series data.frame
## sub16M
elo.history.t_series.S16M <- 
  as_tibble(elo.history %>%
              filter(categ=="Sub16M") %>%
              reshape2::dcast(formula = competitor~comp, value.var = "R.new")) 
## 

```  

### Elo in time
```{r include=TRUE}
p <- elo.history %>% 
  filter(categ=="Sub16M", R.new>=0) %>%
  ggplot(aes(x= comp, y= R.new, group = competitor, col = Team)) + 
  geom_point() + 
  geom_line(linetype= "dashed") + 
  geom_hline(yintercept=1000,linetype= "dashed")

#p
ggplotly(p)
```  


### **Elo Accumulated Third_2023**
```{r eval=FALSE, include=TRUE}
elo.last.accum
elo.last.comp.new
```

```{r eval=TRUE, include=TRUE, cols.print=7}

elo.last.accum_last.comp_absent <- elo.last.accum %>% anti_join(elo.last.comp.new,by="competitor")

elo.last.accum <- elo.last.comp.new %>% rbind(elo.last.accum_last.comp_absent)
elo.last.accum <- elo.last.accum[order(elo.last.accum$competitor),]
#
knitr::kable(elo.last.accum[order(elo.last.accum$R.new, decreasing = TRUE),c(1,2,6,7,8)])
```  


#####* **Capturando los futuros Sub18** 
```{r include=TRUE, echo=TRUE}
bloc.Sub18M.23 <- ranks %>%
  filter(stage=="Clasific",
         Category=="Sub18_M",
         year=="2023"
    #     Name== nombre
         ) %>%
  group_by(competitor= Name,
           Year= year,
           Compe= Compe_,
           Team = Team,
           Date= Date) %>%
  reframe(rank= Rank) %>%
  reshape2::dcast(formula = competitor + Team ~ Compe, 
                  na.rm = TRUE)

bloc.Sub18M.23 <- as_tibble(bloc.Sub18M.23)
```


#####* *_Los sub16 "salen"_*


```{r include=TRUE, echo=TRUE,cols.print=7}
## enviando los sub16 a otro archivo
elo.22.accum.to_sub18 <- elo.last.accum %>% semi_join(bloc.Sub18M.23,by="competitor")

## sub16 saliendo
elo.last.accum <- elo.last.accum %>% anti_join(bloc.Sub18M.23,by="competitor") 
```  


#### MERGING from sub14 ####
```{r}
bloc.Sub14M <- ranks %>%
  filter(stage=="Clasific",
         Category=="Sub14_M",
         year=="2022"|year=="2023"
    #     Name== nombre
         ) %>%
  group_by(competitor= Name,
           Year= year,
           Compe= Compe_,
           Team = Team,
           Date= Date) %>%
  reframe(rank= Rank) %>%
  reshape2::dcast(formula = competitor + Team ~ Compe, 
                  na.rm = TRUE)

bloc.Sub14M <- as_tibble(bloc.Sub14M)
##
bloc.Sub14M[order(bloc.Sub14M$a.bloc.first.22),c(1,2,3)] 
#
competitors.a <- nrow(bloc.Sub14M[!is.na(bloc.Sub14M$a.bloc.first.22),])
competitors.b <- nrow(bloc.Sub14M[!is.na(bloc.Sub14M$b.bloc.sec.22),])
competitors.c <- nrow(bloc.Sub14M[!is.na(bloc.Sub14M$c.bloc.thrd.22),])
#
### Elo First 2022  ####
#
N <- length(bloc.Sub14M$a.bloc.first.22[!is.na(bloc.Sub14M$a.bloc.first.22)])
R <- rep(1000, N)
names <- bloc.Sub14M[!is.na(bloc.Sub14M$a.bloc.first.22), 1]
Team <- bloc.Sub14M[!is.na(bloc.Sub14M$a.bloc.first.22), 2]
#categ <- bloc.Sub14M[!is.na(bloc.Sub14M$a.bloc.first.22), ]
results <- bloc.Sub14M$a.bloc.first.22[!is.na(bloc.Sub14M$a.bloc.first.22)]
stdev <- sd(c(1:(N+n.debut)))
avg.player <- median(R)
mediana <- median(results)
max.std <- (mediana-1)/stdev
S <- ((mediana-results) / stdev) / max.std
D = 400
k = 32
E <- 1/(1+(10^( (avg.player-R)/D )))
R.new <- R + (k * (S - ((2*E)/N) ) )
#
max.cut.finals <- (stdev-9)/stdev
Prob.Finals <- 1/(1+(10^( ( sort(R.new, decreasing = TRUE)[9] -R.new)/D )))
max.cut.podium <- (stdev-4)/stdev
Prob.podium <- 1/(1+(10^( ( sort(R.new, decreasing = TRUE)[4] -R.new)/D )))
###
elo.a.bloc.first.22 <- cbind(names = names,
                             Team= Team,
                             R = R,
                             results = results,
                             S = S,
                             R.new= round(R.new,2),
                             Prob.Finals= paste(round(Prob.Finals*100, 1), "%"), 
                             Prob.podium = paste(round(Prob.podium*100, 1),"%" ) )

elo.a.bloc.first.22 <- as_tibble(elo.a.bloc.first.22)

knitr::kable(elo.a.bloc.first.22[order(elo.a.bloc.first.22$results), c(1,2,3,4,6,7,8)], )
### _ Elo History _ ####
#elo.history.last <-
#  elo.a.bloc.first.22 %>% 
 # mutate(comp = rep("2022.1", length(elo.a.bloc.first.22$competitor)),
  #       categ = rep("Sub14M", length(elo.a.bloc.first.22$competitor)))
#elo.history <- rbind(elo.history.last)
## 2022 Second ####
bloc.Sub14M[order(bloc.Sub14M$b.bloc.sec.22), c(1,2,3,4)]
#
bloc.Sub14M.a_b <- bloc.Sub14M[,c(1:4)] %>%
  filter(!is.na(bloc.Sub14M$b.bloc.sec.22)&!is.na(bloc.Sub14M$a.bloc.first.22))

bloc.Sub14M.a_b <- elo.a.bloc.first.22 %>% 
  right_join(bloc.Sub14M.a_b, by= "competitor") %>%
  as_tibble()
### Elo Second 2022
n = length(bloc.Sub14M.a_b$b.bloc.sec.22)
N <- length(bloc.Sub14M$b.bloc.sec.22[!is.na(bloc.Sub14M$b.bloc.sec.22)])
R <- bloc.Sub14M.a_b$R.new
names <- bloc.Sub14M.a_b[!is.na(bloc.Sub14M.a_b$b.bloc.sec.22),1]
Team <- bloc.Sub14M.a_b$Team.x
#
results <- bloc.Sub14M$b.bloc.sec.22[!is.na(bloc.Sub14M$b.bloc.sec.22)]
stdev <- sd(c(1:(N+n.debut)))
avg.player <- median(c(R, rep(1000, N-n )))
mediana <- median(bloc.Sub14M$b.bloc.sec.22[!is.na(bloc.Sub14M$b.bloc.sec.22)])
max.std <- (mediana-1)/stdev
#
S <- ((mediana - bloc.Sub14M.a_b$b.bloc.sec.22 ) / stdev) / max.std
D = 400
k = 32
E <- 1/(1+(10^( (avg.player-R)/D )))
R.new <- R + (k * (S - ((2*E)/N) ) )
#
max.cut.finals <- (stdev-9)/stdev
Prob.Finals <- 1/(1+(10^( ( sort(R.new, decreasing = TRUE)[9] -R.new)/D )))
max.cut.podium <- (stdev-4)/stdev
Prob.podium <- 1/(1+(10^( ( sort(R.new, decreasing = TRUE)[4] -R.new)/D )))
###
elo.b.bloc.sec.22 <- cbind(names = names,
                           Team= Team,
                           R = R,
                           results = bloc.Sub14M.a_b$b.bloc.sec.22,
                           S = S,
                           R.new= round(R.new,2),
                           Prob.Finals= paste(round(Prob.Finals*100, 1),
                                              "%"),
                           Prob.podium = paste(round(Prob.podium*100,1),"%" ) 
)
elo.b.bloc.sec.22 <- as_tibble(elo.b.bloc.sec.22)
### debut list ####
bloc.Sub14M.b.debut <- bloc.Sub14M[!is.na(bloc.Sub14M$b.bloc.sec.22),c(1,2,4)] %>% anti_join(bloc.Sub14M.a_b[, c(1)], by= "competitor") %>% as_tibble()
#
n = length(bloc.Sub14M.b.debut$b.bloc.sec.22)
N <- length(bloc.Sub14M$b.bloc.sec.22[!is.na(bloc.Sub14M$b.bloc.sec.22)])
R.debut <- rep(1000, n)
names <- bloc.Sub14M.b.debut[,1]
Team <- bloc.Sub14M.b.debut$Team
#
S <- ((mediana- bloc.Sub14M.b.debut$b.bloc.sec.22) / stdev) / max.std
E <- 1/(1+(10^( (avg.player-R.debut)/D )))
R.new <- R.debut + (k * (S - ((2*E)/N) ) )
#
max.cut.finals <- (stdev-9)/stdev
Prob.Finals <- 1/(1+(10^( ( sort(elo.b.bloc.sec.22$R.new, decreasing = TRUE)[9] - R.new)/D )))
max.cut.podium <- (stdev-4)/stdev
Prob.podium <- 1/(1+(10^( ( sort(elo.b.bloc.sec.22$R.new, decreasing = TRUE)[4] -R.new)/D )))
####
elo.b.bloc.sec.22.debut <- cbind(names = names,
                                 Team= Team,
                                 R = R.debut,
                                 results = bloc.Sub14M.b.debut$b.bloc.sec.22,
                                 S = S,
                                 R.new= round(R.new,2),
                                 Prob.Finals= paste(round(Prob.Finals*100,1),"%"),
                                 Prob.podium = paste(round(Prob.podium*100, 1),
                                                     "%") 
)
elo.b.bloc.sec.22.debut <- as_tibble(elo.b.bloc.sec.22.debut)

elo.b.bloc.sec.22 <- elo.b.bloc.sec.22 %>% rbind(elo.b.bloc.sec.22.debut)
#
knitr::kable(elo.b.bloc.sec.22[order(elo.b.bloc.sec.22$results),c(1,2,3,4,6,7,8)])
### _ Elo History _ ####
#
#elo.history.last <- elo.b.bloc.sec.22 %>% 
#  mutate(comp = rep("2022.2", length(elo.b.bloc.sec.22$competitor)),
 #        categ = rep("Sub14M", length(elo.b.bloc.sec.22$competitor)))
#elo.history <- elo.history %>% rbind(elo.history.last)
##### time-series data.frame ####
#elo.history.t_series <- elo.history %>% reshape2::dcast(formula = competitor~comp, value.var = "R.new")
## 2022 Third ####
bloc.Sub14M[order(bloc.Sub14M$c.bloc.thrd.22), c(1,2,3,4,5)]
### Elo Third 2022  ####
#
bloc.Sub14M.c <- as_tibble(bloc.Sub14M[!is.na(bloc.Sub14M$c.bloc.thrd.22) , c(1,2,5)])
##
bloc.Sub14M.c.debut <- bloc.Sub14M[is.na(bloc.Sub14M$a.bloc.first.22)&is.na(bloc.Sub14M$b.bloc.sec.22&!is.na(bloc.Sub14M$c.bloc.thrd.22)) , c(1,2,5)]
##
bloc.Sub14M.a_b_c <- bloc.Sub14M[!is.na(bloc.Sub14M$a.bloc.first.22)&!is.na(bloc.Sub14M$b.bloc.sec.22)&!is.na(bloc.Sub14M$c.bloc.thrd.22), c(1,2,5)]
##
bloc.Sub14M.a__c <- bloc.Sub14M[!is.na(bloc.Sub14M$a.bloc.first.22)&is.na(bloc.Sub14M$b.bloc.sec.22)&!is.na(bloc.Sub14M$c.bloc.thrd.22), c(1,2,3,5)]
#
bloc.Sub14M.a_only <- bloc.Sub14M[!is.na(bloc.Sub14M$a.bloc.first.22)&is.na(bloc.Sub14M$b.bloc.sec.22)&is.na(bloc.Sub14M$c.bloc.thrd.22),]
#### ELOs ####
elo.a.bloc.first.22.a_only <- elo.a.bloc.first.22[,] %>% anti_join(elo.b.bloc.sec.22, by="competitor")
### Elo Accumulated second comp ####
elo.b.bloc.sec.22.accum <- elo.b.bloc.sec.22 %>% rbind(elo.a.bloc.first.22.a_only)
elo.b.bloc.sec.22.accum  <- 
  elo.b.bloc.sec.22.accum[order(elo.b.bloc.sec.22.accum$competitor),]


#### ## ELO (NASCAR) #######
n = length(elo.b.bloc.sec.22.accum$competitor)
n.debut = length(bloc.Sub14M.c.debut$competitor)
#
c <- bloc.Sub14M.c %>% right_join(elo.b.bloc.sec.22.accum, by="competitor")
#
N <- length(c$competitor[!is.na(c$c.bloc.thrd.22)])
R <- c$R.new[!is.na(c$c.bloc.thrd.22)]
names <- c[!is.na(c$c.bloc.thrd.22),1]
Team <- c$Team.x[!is.na(c$c.bloc.thrd.22)]
#
results <- bloc.Sub14M.c$c.bloc.thrd.22
stdev <- sd(c(1:(N+n.debut)))
#
avg.player <- median(c(R, rep(1000, n.debut )))
mediana <- median(bloc.Sub14M$c.bloc.thrd.22[!is.na(bloc.Sub14M$c.bloc.thrd.22)])
max.std <- (mediana-1)/stdev
#
S <- ((mediana - c$c.bloc.thrd.22[!is.na(c$c.bloc.thrd.22)] ) / stdev) / max.std
D = 400
k = 32
E <- 1/(1+(10^( (avg.player-R)/D )))
R.new <- R + (k * (S - ((2*E)/N) ) )
#
max.cut.finals <- (stdev-9)/stdev
Prob.Finals <- 1/(1+(10^( ( sort(R.new, decreasing = TRUE)[9] -R.new)/D )))
max.cut.podium <- (stdev-4)/stdev
Prob.podium <- 1/(1+(10^( ( sort(R.new, decreasing = TRUE)[4] -R.new)/D )))
#
elo.c.bloc.thrd.22 <- cbind(names = names,
                            Team= Team,
                            R = R,
                            results = c$c.bloc.thrd.22[!is.na(c$c.bloc.thrd.22)],
                            S = S,
                            R.new= round(R.new,2),
                            Prob.Finals= paste(round(Prob.Finals*100, 1),
                                               "%"),
                            Prob.podium = paste(round(Prob.podium*100,1), "%" ) 
)
elo.c.bloc.thrd.22 <- as_tibble(elo.c.bloc.thrd.22)
#
n = length(bloc.Sub14M.c.debut$c.bloc.thrd.22)
N <- length(bloc.Sub14M$c.bloc.thrd.22[!is.na(bloc.Sub14M$c.bloc.thrd.22)])
R.debut <- rep(1000, n)
names <- bloc.Sub14M.c.debut[,1]
Team <- bloc.Sub14M.c.debut$Team
#
S <- ((mediana- bloc.Sub14M.c.debut$c.bloc.thrd.22) / stdev) / max.std
E <- 1/(1+(10^( (avg.player-R.debut)/D )))
R.new <- R.debut + (k * (S - ((2*E)/N) ) )
#
max.cut.finals <- (stdev-9)/stdev
Prob.Finals <- 1/(1+(10^( ( sort(elo.c.bloc.thrd.22$R.new, decreasing = TRUE)[9] - R.new)/D )))
max.cut.podium <- (stdev-4)/stdev
Prob.podium <- 1/(1+(10^( ( sort(elo.c.bloc.thrd.22$R.new, decreasing = TRUE)[4] -R.new)/D )))
#
elo.c.bloc.thrd.22.debut <- cbind(names = names,
                                  Team= Team,
                                  R = R.debut,
                                  results = bloc.Sub14M.c.debut$c.bloc.thrd.22,
                                  S = S,
                                  R.new= round(R.new,2),
                                  Prob.Finals= paste(round(Prob.Finals*100,1),"%"),
                                  Prob.podium = paste(round(Prob.podium*100, 1),
                                                      "%") 
)
elo.c.bloc.thrd.22.debut <- as_tibble(elo.c.bloc.thrd.22.debut)
#
elo.c.bloc.thrd.22 <- elo.c.bloc.thrd.22 %>% rbind(elo.c.bloc.thrd.22.debut)
#
knitr::kable(elo.c.bloc.thrd.22[order(elo.c.bloc.thrd.22$results),c(1,2,3,4,6,7,8)])
#
### _ Elo History _ ####
compe <- "2022.3"
#elo.history.last <- elo.c.bloc.thrd.22 %>% 
#  mutate(comp = rep(compe, length(elo.c.bloc.thrd.22$competitor)),
 #        categ = rep("Sub14M", length(elo.c.bloc.thrd.22$competitor)))
#elo.history <- elo.history %>% rbind(elo.history.last)
#### time-series data.frame ####
#elo.history.t_series <- as_tibble(elo.history %>% reshape2::dcast(formula = competitor~comp, value.var = "R.new"))
### **Elo Accumulated 2022** ####

elo.b.bloc.sec.22.accum.c_absent <- elo.b.bloc.sec.22.accum %>% anti_join(elo.c.bloc.thrd.22, by="competitor")
#
elo.c.bloc.thrd.22.accum <- elo.c.bloc.thrd.22 %>% rbind(elo.b.bloc.sec.22.accum.c_absent)
elo.c.bloc.thrd.22.accum <- elo.c.bloc.thrd.22.accum[order(elo.c.bloc.thrd.22.accum$competitor),]

#
bloc.Sub16M.23 <- ranks %>%
  filter(stage=="Clasific",
         Category=="Sub16_M",
         year=="2023"
         #     Name== nombre
  ) %>%
  group_by(competitor= Name,
           Year= year,
           Compe= Compe_,
           Team = Team,
           Date= Date) %>%
  reframe(rank= Rank) %>%
  reshape2::dcast(formula = competitor + Team ~ Compe, 
                  na.rm = TRUE)

bloc.Sub16M.23 <- as_tibble(bloc.Sub16M.23)
#
# * **_Los sub16 "salen"_* ####

### **Elo Accumulated First_2023** ####
## enviando los sub16 a otro archivo
elo.22.accum.to_sub16 <- elo.c.bloc.thrd.22.accum %>% semi_join(bloc.Sub16M.23,by="competitor")
## sub16 saliendo
# elo.c.bloc.thrd.22.accum <- elo.c.bloc.thrd.22.accum %>% anti_join(bloc.Sub16M.23,by="competitor") 

```


### 2023 First

```{r include=TRUE}
bloc.Sub16M[order(bloc.Sub16M$d.bloc.first.23), c(1,2,5,6)] %>% print(n=65)
```  

### Elo First 2023 
*-Competitors = `r competitors.d`-*

```{r eval=TRUE,include=FALSE}
last.comp <- bloc.Sub16M[,c(1,2,6)] %>% filter(bloc.Sub16M$d.bloc.first.23!="NA") 
#
last_comp_debut <- last.comp %>% anti_join(elo.last.accum, by="competitor")
```  



```{r}
## ex-Sub14 coming in ###
last_comp_debut.from_lwr_cat <- last_comp_debut %>% right_join(elo.22.accum.to_sub16, by="competitor")
last_comp_debut.from_lwr_cat <- last_comp_debut.from_lwr_cat[!is.na(last_comp_debut.from_lwr_cat[,3]),]
#
last_comp_debut <- last_comp_debut %>% anti_join(last_comp_debut.from_lwr_cat, by="competitor")
```



```{r eval= TRUE,include=FALSE, cols.print= 7}
### ELO #################
### ## ELO (NASCAR) #############
n.debut = length(last_comp_debut$competitor)
n.debut.from_lwr_cat = nrow(last_comp_debut.from_lwr_cat)
###
last.comp.calc <- last.comp %>% right_join(elo.last.accum, by="competitor")
###
N <- length(last.comp.calc$competitor[!is.na(last.comp.calc[,3])])
R <- last.comp.calc$R.new[!is.na(last.comp.calc[,3])]
names <- last.comp.calc[!is.na(last.comp.calc[,3]),1]
Team <- last.comp.calc$Team.x[!is.na(last.comp.calc[,3])]
#####################
results <- last.comp.calc[!is.na(last.comp.calc[,3]),3]
results <- (unlist(results))
stdev <- sd(c(1:(N+n.debut+n.debut.from_lwr_cat)))
#
R.lwr_cat <- last_comp_debut.from_lwr_cat$R.new
avg.player <- median(c(R, rep(1000, n.debut),c(R.lwr_cat) ))
mediana <- median(unlist(last.comp[!is.na(last.comp[,3]),3]))
max.std <- (mediana-1)/stdev
##################
S <- ((mediana - unlist(last.comp.calc[!is.na(last.comp.calc[,3]),3]) ) / stdev) / max.std
D = 400
k = 32
E <- 1/(1+(10^( (avg.player-R)/D )))
R.new <- R + (k * (S - ((2*E)/N) ) )
#
max.cut.finals <- (stdev-9)/stdev
Prob.Finals <- 1/(1+(10^( ( sort(R.new, decreasing = TRUE)[9] -R.new)/D )))
max.cut.podium <- (stdev-4)/stdev
Prob.podium <- 1/(1+(10^( ( sort(R.new, decreasing = TRUE)[4] -R.new)/D )))
###
elo.last.comp.new <- cbind(names = names,
                           Team= Team,
                           R = R,
                           results = results,
                           S = S,
                           R.new= round(R.new,2),
                           Prob.Finals= paste(round(Prob.Finals*100, 1),
                                              "%"),
                           Prob.podium = paste(round(Prob.podium*100,1), "%" ) 
                           )
elo.last.comp.new <- as_tibble(elo.last.comp.new)
###########
################################################
n = length(last_comp_debut$competitor)
N <- length(unlist(last.comp[!is.na(last.comp[,3]),3]))
R.debut <- rep(1000, n)
names <- last_comp_debut[,1]
Team <- last_comp_debut$Team
#categ <- bloc.Sub14M.a_b
S <- ((mediana - last_comp_debut[,3]) / stdev) / max.std
E <- 1/(1+(10^( (avg.player-R.debut)/D )))
R.new <- R.debut + (k * (S - ((2*E)/N) ) )
#
max.cut.finals <- (stdev-9)/stdev
Prob.Finals <- 1/(1+(10^( ( sort(elo.last.comp.new$R.new, decreasing = TRUE)[9] - R.new[,1])/D )))
max.cut.podium <- (stdev-4)/stdev
Prob.podium <- 1/(1+(10^( ( sort(elo.last.comp.new$R.new, decreasing = TRUE)[4] -R.new[,1])/D )))
###############################################
elo.last.comp.new.debut <- as_tibble(cbind(names = names,
                           Team= Team,
                           R = R.debut,
                           results = unlist(last_comp_debut[,3]),
                           S = S[,1],
                           R.new= round(R.new[,1],2),
                           Prob.Finals= paste(round(Prob.Finals*100,1),"%"),
                           Prob.podium = paste(round(Prob.podium*100, 1),
                                               "%") 
                           ))

## from_lwr_Cat #################
n = nrow(last_comp_debut.from_lwr_cat)
N <- length(unlist(last.comp[!is.na(last.comp[,3]),3]))
R.debut <- R.lwr_cat
names <- last_comp_debut.from_lwr_cat[,1]
Team <- unlist(last_comp_debut.from_lwr_cat[,2])
#categ <- bloc.Sub14M.a_b
S <- ((mediana - last_comp_debut.from_lwr_cat[,3]) / stdev) / max.std
E <- 1/(1+(10^( (avg.player-R.debut)/D )))
R.new <- R.debut + (k * (S - ((2*E)/N) ) )
#
max.cut.finals <- (stdev-9)/stdev
Prob.Finals <- 1/(1+(10^( ( sort(elo.last.comp.new$R.new, decreasing = TRUE)[9] - R.new[,1])/D )))
max.cut.podium <- (stdev-4)/stdev
Prob.podium <- 1/(1+(10^( ( sort(elo.last.comp.new$R.new, decreasing = TRUE)[4] -R.new[,1])/D )))
###############################################
elo.last.comp.new.debut.lwr_cat <- as_tibble(cbind(names = names,
                           Team= Team,
                           R = R.debut,
                           results = unlist(last_comp_debut.from_lwr_cat[,3]),
                           S = S[,1],
                           R.new= round(R.new[,1],2),
                           Prob.Finals= paste(round(Prob.Finals*100,1),"%"),
                           Prob.podium = paste(round(Prob.podium*100, 1),
                                               "%") 
                           ))

####
elo.last.comp.new <- elo.last.comp.new %>% rbind(elo.last.comp.new.debut, elo.last.comp.new.debut.lwr_cat)


##### ##########
knitr::kable(elo.last.comp.new[order(elo.last.comp.new$results),c(1,2,3,4,6,7,8)])

```  

#####_ Elo History _
```{r}
## 
compe= "2023.1"
elo.history.last <- elo.last.comp.new %>% 
  mutate(comp = rep(compe, length(elo.last.comp.new$competitor)),
         categ = rep("Sub16M", length(elo.last.comp.new$competitor)))

#
elo.history <- elo.history %>% rbind(elo.history.last)

# time-series data.frame
## sub16M
elo.history.t_series.S16M <- 
  as_tibble(elo.history %>%
              filter(categ=="Sub16M") %>%
              reshape2::dcast(formula = competitor~comp, value.var = "R.new")) 
## 

```  


### Elo in time
```{r include=TRUE, fig.width= 9}
p <- elo.history %>% 
  filter(categ=="Sub16M", R.new>=0) %>%
  ggplot(aes(x= comp, y= R.new, group = competitor, col = Team)) + 
  geom_point() + 
  geom_line(linetype= "dashed") + 
  geom_hline(yintercept=1000,linetype= "dashed")

#p
ggplotly(p)
```  



### **Elo Accumulated First_2023**  

```{r eval=FALSE, include=TRUE}
elo.last.accum
elo.last.comp.new
```

```{r eval=TRUE, include=TRUE, cols.print=7}

elo.last.accum_last.comp_absent <- elo.last.accum %>% anti_join(elo.last.comp.new,by="competitor")

elo.last.accum <- elo.last.comp.new %>% rbind(elo.last.accum_last.comp_absent)
elo.last.accum <- elo.last.accum[order(elo.last.accum$competitor),]
#
knitr::kable(elo.last.accum[order(elo.last.accum$R.new, decreasing = TRUE),c(1,2,6,7,8)])
```  

### 2023 Second  

```{r include=TRUE}
bloc.Sub16M[order(bloc.Sub16M$e.bloc.sec.23), c(1,2,6,7)] %>% print(n=65)
```  

### Elo Second 2023 
*-Competitors = `r competitors.e`-*

```{r eval=TRUE,include=FALSE}
last.comp <- bloc.Sub16M[,c(1,2,7)] %>% filter(bloc.Sub16M$e.bloc.sec.23!="NA") 
#
last_comp_debut <- last.comp %>% anti_join(elo.last.accum, by="competitor")
```



```{r eval= TRUE,include=FALSE, cols.print= 7}
### ELO #################
### ## ELO (NASCAR) #############
n.debut = length(last_comp_debut$competitor)
###
last.comp.calc <- last.comp %>% right_join(elo.last.accum, by="competitor")
###
N <- length(last.comp.calc$competitor[!is.na(last.comp.calc[,3])])
R <- last.comp.calc$R.new[!is.na(last.comp.calc[,3])]
names <- last.comp.calc[!is.na(last.comp.calc[,3]),1]
Team <- last.comp.calc$Team.x[!is.na(last.comp.calc[,3])]
#####################
results <- last.comp.calc[!is.na(last.comp.calc[,3]),3]
results <- (unlist(results))
stdev <- sd(c(1:(N+n.debut)))
#
avg.player <- median(c(R, rep(1000, n.debut )))
mediana <- median(unlist(last.comp[!is.na(last.comp[,3]),3]))
max.std <- (mediana-1)/stdev
##################
S <- ((mediana - unlist(last.comp.calc[!is.na(last.comp.calc[,3]),3]) ) / stdev) / max.std
D = 400
k = 32
E <- 1/(1+(10^( (avg.player-R)/D )))
R.new <- R + (k * (S - ((2*E)/N) ) )
#
max.cut.finals <- (stdev-9)/stdev
Prob.Finals <- 1/(1+(10^( ( sort(R.new, decreasing = TRUE)[9] -R.new)/D )))
max.cut.podium <- (stdev-4)/stdev
Prob.podium <- 1/(1+(10^( ( sort(R.new, decreasing = TRUE)[4] -R.new)/D )))
###
elo.last.comp.new <- cbind(names = names,
                           Team= Team,
                           R = R,
                           results = results,
                           S = S,
                           R.new= round(R.new,2),
                           Prob.Finals= paste(round(Prob.Finals*100, 1),
                                              "%"),
                           Prob.podium = paste(round(Prob.podium*100,1), "%" ) 
                           )
elo.last.comp.new <- as_tibble(elo.last.comp.new)
###########
################################################
### ## ELO (NASCAR) #############
n = length(last_comp_debut$competitor)
N <- length(unlist(last.comp[!is.na(last.comp[,3]),3]))
R.debut <- rep(1000, n)
names <- last_comp_debut[,1]
Team <- last_comp_debut$Team
#categ <- bloc.Sub14M.a_b
S <- ((mediana - last_comp_debut[,3]) / stdev) / max.std
E <- 1/(1+(10^( (avg.player-R.debut)/D )))
R.new <- R.debut + (k * (S - ((2*E)/N) ) )
#
max.cut.finals <- (stdev-9)/stdev
Prob.Finals <- 1/(1+(10^( ( sort(elo.last.comp.new$R.new, decreasing = TRUE)[9] - R.new[,1])/D )))
max.cut.podium <- (stdev-4)/stdev
Prob.podium <- 1/(1+(10^( ( sort(elo.last.comp.new$R.new, decreasing = TRUE)[4] -R.new[,1])/D )))
###############################################
elo.last.comp.new.debut <- as_tibble(cbind(names = names,
                           Team= Team,
                           R = R.debut,
                           results = unlist(last_comp_debut[,3]),
                           S = S[,1],
                           R.new= round(R.new[,1],2),
                           Prob.Finals= paste(round(Prob.Finals*100,1),"%"),
                           Prob.podium = paste(round(Prob.podium*100, 1),
                                               "%") 
                           ))


elo.last.comp.new <- elo.last.comp.new %>% rbind(elo.last.comp.new.debut)


##### ##########
knitr::kable(elo.last.comp.new[order(elo.last.comp.new$results),c(1,2,3,4,6,7,8)])

```  

#####_ Elo History _
```{r}
## 
compe= "2023.2"
elo.history.last <- elo.last.comp.new %>% 
  mutate(comp = rep(compe, length(elo.last.comp.new$competitor)),
         categ = rep("Sub16M", length(elo.last.comp.new$competitor)))

#
elo.history <- elo.history %>% rbind(elo.history.last)

# time-series data.frame
## sub16M
elo.history.t_series.S16M <- 
  as_tibble(elo.history %>%
              filter(categ=="Sub16M") %>%
              reshape2::dcast(formula = competitor~comp, value.var = "R.new")) 
## 

```  

### Elo in time
```{r include=TRUE, fig.width= 16}
p <- elo.history %>% 
  filter(categ=="Sub16M", R.new>=0) %>%
  ggplot(aes(x= comp, y= R.new, group = competitor, col = Team)) + 
  geom_point() + 
  geom_line(linetype= "dashed") + 
  geom_hline(yintercept=1000,linetype= "dashed")

#p
ggplotly(p)
```  


### **Elo Accumulated Second_2023**
```{r eval=FALSE, include=TRUE}
elo.last.accum
elo.last.comp.new
```

```{r eval=TRUE, include=TRUE, cols.print=7}

elo.last.accum_last.comp_absent <- elo.last.accum %>% anti_join(elo.last.comp.new,by="competitor")

elo.last.accum <- elo.last.comp.new %>% rbind(elo.last.accum_last.comp_absent)
elo.last.accum <- elo.last.accum[order(elo.last.accum$competitor),]
#
knitr::kable(elo.last.accum[order(elo.last.accum$R.new, decreasing = TRUE),c(1,2,6,7,8)])
```  

### 2023 Third  

```{r include=TRUE}
bloc.Sub16M[order(bloc.Sub16M$f.bloc.thrd.23), c(1,2,6,7,8)] %>% print(n=65)
```  

### Elo Third 2023 
*-Competitors = `r competitors.e`-*

```{r eval=TRUE,include=FALSE}
last.comp <- bloc.Sub16M[,c(1,2,8)] %>% filter(bloc.Sub16M$f.bloc.thrd.23!="NA") 
#
last_comp_debut <- last.comp %>% anti_join(elo.last.accum, by="competitor")
```

```{r eval= TRUE,include=FALSE, cols.print= 7}
### ELO #################
### ## ELO (NASCAR) #############
n.debut = length(last_comp_debut$competitor)
###
last.comp.calc <- last.comp %>% right_join(elo.last.accum, by="competitor")
###
N <- length(last.comp.calc$competitor[!is.na(last.comp.calc[,3])])
R <- last.comp.calc$R.new[!is.na(last.comp.calc[,3])]
names <- last.comp.calc[!is.na(last.comp.calc[,3]),1]
Team <- last.comp.calc$Team.x[!is.na(last.comp.calc[,3])]
#####################
results <- last.comp.calc[!is.na(last.comp.calc[,3]),3]
results <- (unlist(results))
stdev <- sd(c(1:(N+n.debut)))
#
avg.player <- median(c(R, rep(1000, n.debut )))
mediana <- median(unlist(last.comp[!is.na(last.comp[,3]),3]))
max.std <- (mediana-1)/stdev
##################
S <- ((mediana - unlist(last.comp.calc[!is.na(last.comp.calc[,3]),3]) ) / stdev) / max.std
D = 400
k = 32
E <- 1/(1+(10^( (avg.player-R)/D )))
R.new <- R + (k * (S - ((2*E)/N) ) )
#
max.cut.finals <- (stdev-9)/stdev
Prob.Finals <- 1/(1+(10^( ( sort(R.new, decreasing = TRUE)[9] -R.new)/D )))
max.cut.podium <- (stdev-4)/stdev
Prob.podium <- 1/(1+(10^( ( sort(R.new, decreasing = TRUE)[4] -R.new)/D )))
###
elo.last.comp.new <- cbind(names = names,
                           Team= Team,
                           R = R,
                           results = results,
                           S = S,
                           R.new= round(R.new,2),
                           Prob.Finals= paste(round(Prob.Finals*100, 1),
                                              "%"),
                           Prob.podium = paste(round(Prob.podium*100,1), "%" ) 
                           )
elo.last.comp.new <- as_tibble(elo.last.comp.new)
###########
################################################
### ## ELO (NASCAR) #############
n = length(last_comp_debut$competitor)
N <- length(unlist(last.comp[!is.na(last.comp[,3]),3]))
R.debut <- rep(1000, n)
names <- last_comp_debut[,1]
Team <- last_comp_debut$Team
#categ <- bloc.Sub14M.a_b
S <- ((mediana - last_comp_debut[,3]) / stdev) / max.std
E <- 1/(1+(10^( (avg.player-R.debut)/D )))
R.new <- R.debut + (k * (S - ((2*E)/N) ) )
#
max.cut.finals <- (stdev-9)/stdev
Prob.Finals <- 1/(1+(10^( ( sort(elo.last.comp.new$R.new, decreasing = TRUE)[9] - R.new[,1])/D )))
max.cut.podium <- (stdev-4)/stdev
Prob.podium <- 1/(1+(10^( ( sort(elo.last.comp.new$R.new, decreasing = TRUE)[4] -R.new[,1])/D )))
###############################################
elo.last.comp.new.debut <- as_tibble(cbind(names = names,
                           Team= Team,
                           R = R.debut,
                           results = unlist(last_comp_debut[,3]),
                           S = S[,1],
                           R.new= round(R.new[,1],2),
                           Prob.Finals= paste(round(Prob.Finals*100,1),"%"),
                           Prob.podium = paste(round(Prob.podium*100, 1),
                                               "%") 
                           ))


elo.last.comp.new <- elo.last.comp.new %>% rbind(elo.last.comp.new.debut)


##### ##########
knitr::kable(elo.last.comp.new[order(elo.last.comp.new$results),c(1,2,3,4,6,7,8)])

```  

#####_ Elo History _
```{r}
## 
compe= "2023.3"
elo.history.last <- elo.last.comp.new %>% 
  mutate(comp = rep(compe, length(elo.last.comp.new$competitor)),
         categ = rep("Sub16M", length(elo.last.comp.new$competitor)))

#
elo.history <- elo.history %>% rbind(elo.history.last)

# time-series data.frame
## sub16M
elo.history.t_series.S16M <- 
  as_tibble(elo.history %>%
              filter(categ=="Sub16M") %>%
              reshape2::dcast(formula = competitor~comp, value.var = "R.new")) 
## 

```  

### Elo in time
```{r include=TRUE, fig.width= 16}
p <- elo.history %>% 
  filter(categ=="Sub16M", R.new>=0) %>%
  ggplot(aes(x= comp, y= R.new, group = competitor, col = Team)) + 
  geom_point() + 
  geom_line(linetype= "dashed") + 
  geom_hline(yintercept=1000,linetype= "dashed")

#p
ggplotly(p)
```  


### **Elo Accumulated Third_2023**
```{r eval=FALSE, include=TRUE}
elo.last.accum
elo.last.comp.new
```

```{r eval=TRUE, include=TRUE, cols.print=7}

elo.last.accum_last.comp_absent <- elo.last.accum %>% anti_join(elo.last.comp.new,by="competitor")

elo.last.accum <- elo.last.comp.new %>% rbind(elo.last.accum_last.comp_absent)
elo.last.accum <- elo.last.accum[order(elo.last.accum$competitor),]
#
knitr::kable(elo.last.accum[order(elo.last.accum$R.new, decreasing = TRUE),c(1,2,6,7,8)])
```   

### 2023 CAMP  

```{r include=TRUE}
bloc.Sub16M[order(bloc.Sub16M$g.bloc.camp.23), c(1,2,7,8,9)] %>% print(n=65)
```  

### Elo CAMP 2023 
*-Competitors = `r competitors.e`-*

```{r eval=TRUE,include=FALSE}
last.comp <- bloc.Sub16M[,c(1,2,9)] %>% filter(bloc.Sub16M$g.bloc.camp.23!="NA") 
#
last_comp_debut <- last.comp %>% anti_join(elo.last.accum, by="competitor")
```


```{r eval= TRUE,include=FALSE, cols.print= 7}
### ELO #################
### ## ELO (NASCAR) #############
n.debut = length(last_comp_debut$competitor)
###
last.comp.calc <- last.comp %>% right_join(elo.last.accum, by="competitor")
###
N <- length(last.comp.calc$competitor[!is.na(last.comp.calc[,3])])
R <- last.comp.calc$R.new[!is.na(last.comp.calc[,3])]
names <- last.comp.calc[!is.na(last.comp.calc[,3]),1]
Team <- last.comp.calc$Team.x[!is.na(last.comp.calc[,3])]
#####################
results <- last.comp.calc[!is.na(last.comp.calc[,3]),3]
results <- (unlist(results))
stdev <- sd(c(1:(N+n.debut)))
#
avg.player <- median(c(R, rep(1000, n.debut )))
mediana <- median(unlist(last.comp[!is.na(last.comp[,3]),3]))
max.std <- (mediana-1)/stdev
##################
S <- ((mediana - unlist(last.comp.calc[!is.na(last.comp.calc[,3]),3]) ) / stdev) / max.std
D = 400
k = 32
E <- 1/(1+(10^( (avg.player-R)/D )))
R.new <- R + (k * (S - ((2*E)/N) ) )
#
max.cut.finals <- (stdev-9)/stdev
Prob.Finals <- 1/(1+(10^( ( sort(R.new, decreasing = TRUE)[9] -R.new)/D )))
max.cut.podium <- (stdev-4)/stdev
Prob.podium <- 1/(1+(10^( ( sort(R.new, decreasing = TRUE)[4] -R.new)/D )))
###
elo.last.comp.new <- cbind(names = names,
                           Team= Team,
                           R = R,
                           results = results,
                           S = S,
                           R.new= round(R.new,2),
                           Prob.Finals= paste(round(Prob.Finals*100, 1),
                                              "%"),
                           Prob.podium = paste(round(Prob.podium*100,1), "%" ) 
                           )
elo.last.comp.new <- as_tibble(elo.last.comp.new)
###########
################################################
### ## ELO (NASCAR) #############
n = length(last_comp_debut$competitor)
N <- length(unlist(last.comp[!is.na(last.comp[,3]),3]))
R.debut <- rep(1000, n)
names <- last_comp_debut[,1]
Team <- last_comp_debut$Team
#categ <- bloc.Sub14M.a_b
S <- ((mediana - last_comp_debut[,3]) / stdev) / max.std
E <- 1/(1+(10^( (avg.player-R.debut)/D )))
R.new <- R.debut + (k * (S - ((2*E)/N) ) )
#
max.cut.finals <- (stdev-9)/stdev
Prob.Finals <- 1/(1+(10^( ( sort(elo.last.comp.new$R.new, decreasing = TRUE)[9] - R.new[,1])/D )))
max.cut.podium <- (stdev-4)/stdev
Prob.podium <- 1/(1+(10^( ( sort(elo.last.comp.new$R.new, decreasing = TRUE)[4] -R.new[,1])/D )))
###############################################
elo.last.comp.new.debut <- as_tibble(cbind(names = names,
                           Team= Team,
                           R = R.debut,
                           results = unlist(last_comp_debut[,3]),
                           S = S[,1],
                           R.new= round(R.new[,1],2),
                           Prob.Finals= paste(round(Prob.Finals*100,1),"%"),
                           Prob.podium = paste(round(Prob.podium*100, 1),
                                               "%") 
                           ))


elo.last.comp.new <- elo.last.comp.new %>% rbind(elo.last.comp.new.debut)


##### ##########
knitr::kable(elo.last.comp.new[order(elo.last.comp.new$results),c(1,2,3,4,6,7,8)])

```  

#####_ Elo History _
```{r}
## 
compe= "2023.camp"
elo.history.last <- elo.last.comp.new %>% 
  mutate(comp = rep(compe, length(elo.last.comp.new$competitor)),
         categ = rep("Sub16M", length(elo.last.comp.new$competitor)))

#
elo.history <- elo.history %>% rbind(elo.history.last)

# time-series data.frame
## sub16M
elo.history.t_series.S16M <- 
  as_tibble(elo.history %>%
              filter(categ=="Sub16M") %>%
              reshape2::dcast(formula = competitor~comp, value.var = "R.new")) 
## 

```  


### Elo in time
```{r include=TRUE, fig.width= 16}
p <- elo.history %>% 
  filter(categ=="Sub16M", R.new>=0) %>%
  ggplot(aes(x= comp, y= R.new, group = competitor, col = Team)) + 
  geom_point() + 
  geom_line(linetype= "dashed") + 
  geom_hline(yintercept=1000,linetype= "dashed")

#p
ggplotly(p)
```

### **Elo Accumulated camp_2023**
```{r eval=TRUE, include=TRUE}
elo.last.accum
elo.last.comp.new
```

```{r eval=TRUE, include=TRUE, cols.print=7}

elo.last.accum_last.comp_absent <- elo.last.accum %>% anti_join(elo.last.comp.new,by="competitor")

elo.last.accum <- elo.last.comp.new %>% rbind(elo.last.accum_last.comp_absent)
elo.last.accum <- elo.last.accum[order(elo.last.accum$competitor),]
#
knitr::kable(elo.last.accum[order(elo.last.accum$R.new, decreasing = TRUE),c(1,2,6,7,8)])
```   

###* **Capturando los futuros Sub18** 
```{r echo=TRUE, include=TRUE}
bloc.Sub18M.24 <- ranks %>%
  filter(stage=="Clasific",
         Category=="Sub18_M",
         year=="2024"
    #     Name== nombre
         ) %>%
  group_by(competitor= Name,
           Year= year,
           Compe= Compe_,
           Team = Team,
           Date= Date) %>%
  reframe(rank= Rank) %>%
  reshape2::dcast(formula = competitor + Team ~ Compe, 
                  na.rm = TRUE)

bloc.Sub18M.24 <- as_tibble(bloc.Sub18M.24)
```

###* *_Los futuros sub18 "salen"_*
```{r echo=TRUE, include=TRUE, cols.print=7}
## enviando los sub16 a otro archivo
elo.23.accum.to_sub18 <- elo.last.accum %>% semi_join(bloc.Sub18M.24,by="competitor")

## sub16 saliendo
elo.last.accum <- elo.last.accum %>% anti_join(bloc.Sub18M.24,by="competitor") 
```  



#### Anchoring 'elo.last.accum' 2023
```{r echo=TRUE, include=TRUE}
elo.23.accum <- elo.last.accum
```


#### MERGING FROM SUB14-2023 #####
```{r}
#bloc.Sub14M <- ranks %>%
#  filter(stage=="Clasific",
 #        Category=="Sub14_M",
  #       year=="2022"|year=="2023"
    #     Name== nombre
   #      ) %>%
#  group_by(competitor= Name,
 #          Year= year,
  #         Compe= Compe_,
   #        Team = Team,
    #       Date= Date) %>%
#  reframe(rank= Rank) %>%
 # reshape2::dcast(formula = competitor + Team ~ Compe, 
 #                 na.rm = TRUE)

#bloc.Sub14M <- as_tibble(bloc.Sub14M)
##
bloc.Sub14M.d <- bloc.Sub14M[,c(1,2,6)] %>% filter(bloc.Sub14M$d.bloc.first.23!="NA") 
#
bloc.Sub14M.d.debut <- bloc.Sub14M.d %>% anti_join(elo.c.bloc.thrd.22.accum, by="competitor")





### ## ELO (NASCAR) #############
n.debut = length(bloc.Sub14M.d.debut$competitor)
###
d <- bloc.Sub14M.d %>% right_join(elo.c.bloc.thrd.22.accum, by="competitor")
###
N <- length(d$competitor[!is.na(d$d.bloc.first.23)])
R <- d$R.new[!is.na(d$d.bloc.first.23)]
names <- d[!is.na(d$d.bloc.first.23),1]
Team <- d$Team.x[!is.na(d$d.bloc.first.23)]
#####################
results <- bloc.Sub14M.d$d.bloc.first.23
stdev <- sd(results)
#
avg.player <- median(c(R, rep(1000, n.debut )))
mediana <- median(bloc.Sub14M$d.bloc.first.23[!is.na(bloc.Sub14M$d.bloc.first.23)])
max.std <- (mediana-1)/stdev
##################
S <- ((mediana - d$d.bloc.first.23[!is.na(d$d.bloc.first.23)] ) / stdev) / max.std
D = 400
k = 32
E <- 1/(1+(10^( (avg.player-R)/D )))
R.new <- R + (k * (S - ((2*E)/N) ) )
#
max.cut.finals <- (stdev-9)/stdev
Prob.Finals <- 1/(1+(10^( ( sort(R.new, decreasing = TRUE)[9] -R.new)/D )))
max.cut.podium <- (stdev-4)/stdev
Prob.podium <- 1/(1+(10^( ( sort(R.new, decreasing = TRUE)[4] -R.new)/D )))
###

elo.d.bloc.first.23 <- cbind(names = names,
                           Team= Team,
                           R = R,
                           results = d$d.bloc.first.23[!is.na(d$d.bloc.first.23)],
                           S = S,
                           R.new= round(R.new,2),
                           Prob.Finals= paste(round(Prob.Finals*100, 1),
                                              "%"),
                           Prob.podium = paste(round(Prob.podium*100,1), "%" ) 
                           )
elo.d.bloc.first.23 <- as_tibble(elo.d.bloc.first.23)

###########

################################################
### ## ELO (NASCAR) #############
n = length(bloc.Sub14M.d.debut$d.bloc.first.23)
N <- length(bloc.Sub14M$d.bloc.first.23[!is.na(bloc.Sub14M$d.bloc.first.23)])
R.debut <- rep(1000, n)
names <- bloc.Sub14M.d.debut[,1]
Team <- bloc.Sub14M.d.debut$Team
#categ <- bloc.Sub14M.a_b
S <- ((mediana- bloc.Sub14M.d.debut$d.bloc.first.23) / stdev) / max.std
E <- 1/(1+(10^( (avg.player-R.debut)/D )))
R.new <- R.debut + (k * (S - ((2*E)/N) ) )
#
max.cut.finals <- (stdev-9)/stdev
Prob.Finals <- 1/(1+(10^( ( sort(elo.d.bloc.first.23$R.new, decreasing = TRUE)[9] - R.new)/D )))
max.cut.podium <- (stdev-4)/stdev
Prob.podium <- 1/(1+(10^( ( sort(elo.d.bloc.first.23$R.new, decreasing = TRUE)[4] -R.new)/D )))
###############################################
elo.d.bloc.first.23.debut <- cbind(names = names,
                           Team= Team,
                           R = R.debut,
                           results = bloc.Sub14M.d.debut$d.bloc.first.23,
                           S = S,
                           R.new= round(R.new,2),
                           Prob.Finals= paste(round(Prob.Finals*100,1),"%"),
                           Prob.podium = paste(round(Prob.podium*100, 1),
                                               "%") 
                           )
elo.d.bloc.first.23.debut <- as_tibble(elo.d.bloc.first.23.debut)

elo.d.bloc.first.23 <- elo.d.bloc.first.23 %>% rbind(elo.d.bloc.first.23.debut)






# # Corte Sub14-Sub16 _2024 ####  
### **Elo Accumulated First_2023**
##
elo.last.accum <- elo.c.bloc.thrd.22.accum
elo.last.comp <- elo.d.bloc.first.23
###
elo.last.accum_last.comp_absent <- elo.last.accum %>% anti_join(elo.last.comp,by="competitor")
elo.last.accum <- elo.last.comp %>% rbind(elo.last.accum_last.comp_absent)
elo.last.accum <- elo.last.accum[order(elo.last.accum$competitor),]
### 2023 Second  
bloc.Sub14M[order(bloc.Sub14M$e.bloc.sec.23), c(1,2,6,7)] %>% print(n=65)
### Elo Second 2023 
last.comp <- bloc.Sub14M[,c(1,2,7)] %>% filter(bloc.Sub14M$e.bloc.sec.23!="NA") 
#
last_comp_debut <- last.comp %>% anti_join(elo.last.accum, by="competitor")
### ELO #################
n.debut = length(last_comp_debut$competitor)
###
last.comp.calc <- last.comp %>% right_join(elo.last.accum, by="competitor")
###
N <- length(last.comp.calc$competitor[!is.na(last.comp.calc[,3])])
R <- last.comp.calc$R.new[!is.na(last.comp.calc[,3])]
names <- last.comp.calc[!is.na(last.comp.calc[,3]),1]
Team <- last.comp.calc$Team.x[!is.na(last.comp.calc[,3])]
#####################
results <- last.comp.calc[!is.na(last.comp.calc[,3]),3]
results <- (unlist(results))
stdev <- sd(c(1:(N+n.debut)))
#
avg.player <- median(c(R, rep(1000, n.debut )))
mediana <- median(unlist(last.comp[!is.na(last.comp[,3]),3]))
max.std <- (mediana-1)/stdev
##################
S <- ((mediana - unlist(last.comp.calc[!is.na(last.comp.calc[,3]),3]) ) / stdev) / max.std
D = 400
k = 32
E <- 1/(1+(10^( (avg.player-R)/D )))
R.new <- R + (k * (S - ((2*E)/N) ) )
#
max.cut.finals <- (stdev-9)/stdev
Prob.Finals <- 1/(1+(10^( ( sort(R.new, decreasing = TRUE)[9] -R.new)/D )))
max.cut.podium <- (stdev-4)/stdev
Prob.podium <- 1/(1+(10^( ( sort(R.new, decreasing = TRUE)[4] -R.new)/D )))
###
elo.last.comp.new <- cbind(names = names,
                           Team= Team,
                           R = R,
                           results = results,
                           S = S,
                           R.new= round(R.new,2),
                           Prob.Finals= paste(round(Prob.Finals*100, 1),
                                              "%"),
                           Prob.podium = paste(round(Prob.podium*100,1), "%" ) 
)
elo.last.comp.new <- as_tibble(elo.last.comp.new)
###########
################################################
n = length(last_comp_debut$competitor)
N <- length(unlist(last.comp[!is.na(last.comp[,3]),3]))
R.debut <- rep(1000, n)
names <- last_comp_debut[,1]
Team <- last_comp_debut$Team
#
S <- ((mediana - last_comp_debut[,3]) / stdev) / max.std
E <- 1/(1+(10^( (avg.player-R.debut)/D )))
R.new <- R.debut + (k * (S - ((2*E)/N) ) )
#
max.cut.finals <- (stdev-9)/stdev
Prob.Finals <- 1/(1+(10^( ( sort(elo.last.comp.new$R.new, decreasing = TRUE)[9] - R.new[,1])/D )))
max.cut.podium <- (stdev-4)/stdev
Prob.podium <- 1/(1+(10^( ( sort(elo.last.comp.new$R.new, decreasing = TRUE)[4] -R.new[,1])/D )))
###############################################
elo.last.comp.new.debut <- as_tibble(cbind(names = names,
                                           Team= Team,
                                           R = R.debut,
                                           results = unlist(last_comp_debut[,3]),
                                           S = S[,1],
                                           R.new= round(R.new[,1],2),
                                           Prob.Finals= paste(round(Prob.Finals*100,1),"%"),
                                           Prob.podium = paste(round(Prob.podium*100, 1),
                                                               "%") 
))
#
elo.last.comp.new <- elo.last.comp.new %>% rbind(elo.last.comp.new.debut)

### _ Elo History _
elo.last.accum
elo.last.comp.new
elo.last.accum_last.comp_absent <- elo.last.accum %>% anti_join(elo.last.comp.new,by="competitor")
#
elo.last.accum <- elo.last.comp.new %>% rbind(elo.last.accum_last.comp_absent)
elo.last.accum <- elo.last.accum[order(elo.last.accum$competitor),]
#
knitr::kable(elo.last.accum[order(elo.last.accum$R.new, decreasing = TRUE),c(1,2,6,7,8)])
#
bloc.Sub14M[order(bloc.Sub14M$f.bloc.thrd.23),c(1,2,6,7,8)] %>% filter(f.bloc.thrd.23!="NA" )
### Elo Third 2023 
last.comp <- bloc.Sub14M[,c(1,2,8)] %>% filter(bloc.Sub14M$f.bloc.thrd.23!="NA") 
#
last_comp_debut <- last.comp %>% anti_join(elo.last.accum, by="competitor")
### ELO #################
#
n.debut = length(last_comp_debut$competitor)
###
last.comp.calc <- last.comp %>% right_join(elo.last.accum, by="competitor")
###
N <- length(last.comp.calc$competitor[!is.na(last.comp.calc[,3])])
R <- last.comp.calc$R.new[!is.na(last.comp.calc[,3])]
names <- last.comp.calc[!is.na(last.comp.calc[,3]),1]
Team <- last.comp.calc$Team.x[!is.na(last.comp.calc[,3])]
#####################
results <- last.comp.calc[!is.na(last.comp.calc[,3]),3]
results <- (unlist(results))
stdev <- sd(c(1:(N+n.debut)))
#
avg.player <- median(c(R, rep(1000, n.debut )))
mediana <- median(unlist(last.comp[!is.na(last.comp[,3]),3]))
max.std <- (mediana-1)/stdev
##################
S <- ((mediana - unlist(last.comp.calc[!is.na(last.comp.calc[,3]),3]) ) / stdev) / max.std
D = 400
k = 32
E <- 1/(1+(10^( (avg.player-R)/D )))
R.new <- R + (k * (S - ((2*E)/N) ) )
#
max.cut.finals <- (stdev-9)/stdev
Prob.Finals <- 1/(1+(10^( ( sort(R.new, decreasing = TRUE)[9] -R.new)/D )))
max.cut.podium <- (stdev-4)/stdev
Prob.podium <- 1/(1+(10^( ( sort(R.new, decreasing = TRUE)[4] -R.new)/D )))
###
elo.last.comp.new <- cbind(names = names,
                           Team= Team,
                           R = R,
                           results = results,
                           S = S,
                           R.new= round(R.new,2),
                           Prob.Finals= paste(round(Prob.Finals*100, 1),
                                              "%"),
                           Prob.podium = paste(round(Prob.podium*100,1), "%" ) 
)
elo.last.comp.new <- as_tibble(elo.last.comp.new)
###########
n = length(last_comp_debut$competitor)
N <- length(unlist(last.comp[!is.na(last.comp[,3]),3]))
R.debut <- rep(1000, n)
names <- last_comp_debut[,1]
Team <- last_comp_debut$Team
#
S <- ((mediana - last_comp_debut[,3]) / stdev) / max.std
E <- 1/(1+(10^( (avg.player-R.debut)/D )))
R.new <- R.debut + (k * (S - ((2*E)/N) ) )
#
max.cut.finals <- (stdev-9)/stdev
Prob.Finals <- 1/(1+(10^( ( sort(elo.last.comp.new$R.new, decreasing = TRUE)[9] - R.new[,1])/D )))
max.cut.podium <- (stdev-4)/stdev
Prob.podium <- 1/(1+(10^( ( sort(elo.last.comp.new$R.new, decreasing = TRUE)[4] -R.new[,1])/D )))
###############################################
elo.last.comp.new.debut <- as_tibble(cbind(names = names,
                                           Team= Team,
                                           R = R.debut,
                                           results = unlist(last_comp_debut[,3]),
                                           S = S[,1],
                                           R.new= round(R.new[,1],2),
                                           Prob.Finals= paste(round(Prob.Finals*100,1),"%"),
                                           Prob.podium = paste(round(Prob.podium*100, 1),
                                                               "%") 
))
#
elo.last.comp.new <- elo.last.comp.new %>% rbind(elo.last.comp.new.debut)
##### ##########
knitr::kable(elo.last.comp.new[order(elo.last.comp.new$results),c(1,2,3,4,6,7,8)])
### **Elo Accumulated Third_2023**
elo.last.accum
elo.last.comp.new
#
elo.last.accum_last.comp_absent <- elo.last.accum %>% anti_join(elo.last.comp.new,by="competitor")
#
elo.last.accum <- elo.last.comp.new %>% rbind(elo.last.accum_last.comp_absent)
elo.last.accum <- elo.last.accum[order(elo.last.accum$competitor),]
#
knitr::kable(elo.last.accum[order(elo.last.accum$R.new, decreasing = TRUE),c(1,2,6,7,8)])
### 2023 Champ
bloc.Sub14M[order(bloc.Sub14M$g.bloc.camp.23),c(1,2,6,7,8,9)] %>% filter(g.bloc.camp.23!="NA" )
### Elo Camp 2023 
last.comp <- bloc.Sub14M[,c(1,2,9)] %>% filter(bloc.Sub14M$g.bloc.camp.23!="NA") 
#
last_comp_debut <- last.comp %>% anti_join(elo.last.accum, by="competitor")
### ELO #################
#
n.debut = length(last_comp_debut$competitor)
###
last.comp.calc <- last.comp %>% right_join(elo.last.accum, by="competitor")
###
N <- length(last.comp.calc$competitor[!is.na(last.comp.calc[,3])])
R <- last.comp.calc$R.new[!is.na(last.comp.calc[,3])]
names <- last.comp.calc[!is.na(last.comp.calc[,3]),1]
Team <- last.comp.calc$Team.x[!is.na(last.comp.calc[,3])]
#####################
results <- last.comp.calc[!is.na(last.comp.calc[,3]),3]
results <- (unlist(results))
stdev <- sd(c(1:(N+n.debut)))
#
avg.player <- median(c(R, rep(1000, n.debut )))
mediana <- median(unlist(last.comp[!is.na(last.comp[,3]),3]))
max.std <- (mediana-1)/stdev
##################
S <- ((mediana - unlist(last.comp.calc[!is.na(last.comp.calc[,3]),3]) ) / stdev) / max.std
D = 400
k = 32
E <- 1/(1+(10^( (avg.player-R)/D )))
R.new <- R + (k * (S - ((2*E)/N) ) )
#
max.cut.finals <- (stdev-9)/stdev
Prob.Finals <- 1/(1+(10^( ( sort(R.new, decreasing = TRUE)[9] -R.new)/D )))
max.cut.podium <- (stdev-4)/stdev
Prob.podium <- 1/(1+(10^( ( sort(R.new, decreasing = TRUE)[4] -R.new)/D )))
###
elo.last.comp.new <- cbind(names = names,
                           Team= Team,
                           R = R,
                           results = results,
                           S = S,
                           R.new= round(R.new,2),
                           Prob.Finals= paste(round(Prob.Finals*100, 1),
                                              "%"),
                           Prob.podium = paste(round(Prob.podium*100,1), "%" ) 
)
elo.last.comp.new <- as_tibble(elo.last.comp.new)
### ## ELO (NASCAR) #############
n = length(last_comp_debut$competitor)
N <- length(unlist(last.comp[!is.na(last.comp[,3]),3]))
R.debut <- rep(1000, n)
names <- last_comp_debut[,1]
Team <- last_comp_debut$Team
#
S <- ((mediana - last_comp_debut[,3]) / stdev) / max.std
E <- 1/(1+(10^( (avg.player-R.debut)/D )))
R.new <- R.debut + (k * (S - ((2*E)/N) ) )
#
max.cut.finals <- (stdev-9)/stdev
Prob.Finals <- 1/(1+(10^( ( sort(elo.last.comp.new$R.new, decreasing = TRUE)[9] - R.new[,1])/D )))
max.cut.podium <- (stdev-4)/stdev
Prob.podium <- 1/(1+(10^( ( sort(elo.last.comp.new$R.new, decreasing = TRUE)[4] -R.new[,1])/D )))
###############################################
elo.last.comp.new.debut <- as_tibble(cbind(names = names,
                                           Team= Team,
                                           R = R.debut,
                                           results = unlist(last_comp_debut[,3]),
                                           S = S[,1],
                                           R.new= round(R.new[,1],2),
                                           Prob.Finals= paste(round(Prob.Finals*100,1),"%"),
                                           Prob.podium = paste(round(Prob.podium*100, 1),
                                                               "%") 
))
#
elo.last.comp.new <- elo.last.comp.new %>% rbind(elo.last.comp.new.debut)
### **Elo Accumulated Champ_2023**
elo.last.accum
elo.last.comp.new
#
elo.last.accum_last.comp_absent <- elo.last.accum %>% anti_join(elo.last.comp.new,by="competitor")

elo.last.accum <- elo.last.comp.new %>% rbind(elo.last.accum_last.comp_absent)
elo.last.accum <- elo.last.accum[order(elo.last.accum$competitor),]
#
###* **Capturando los futuros Sub16** 
bloc.Sub16M.24 <- ranks %>%
  filter(stage=="Clasific",
         Category=="Sub16_M",
         year=="2024"
         #     Name== nombre
  ) %>%
  group_by(competitor= Name,
           Year= year,
           Compe= Compe_,
           Team = Team,
           Date= Date) %>%
  reframe(rank= Rank) %>%
  reshape2::dcast(formula = competitor + Team ~ Compe, 
                  na.rm = TRUE)
#
bloc.Sub16M.24 <- as_tibble(bloc.Sub16M.24)
###* *_Los sub16 "salen"_*
## enviando los sub16 a otro archivo
elo.23.accum.to_sub16 <- elo.last.accum %>% semi_join(bloc.Sub16M.24,by="competitor")
## sub16 saliendo
#elo.last.accum <- elo.last.accum %>% anti_join(bloc.Sub16M.24,by="competitor")
```  


### 2024 FIRST

```{r include=TRUE}
bloc.Sub16M[order(bloc.Sub16M$h.bloc.first.24), c(1,2,9,10)] %>% print(n=65)
```  
### Elo First 2024 
*-Competitors = `r competitors.h`-*
```{r eval=TRUE,include=FALSE}
last.comp <- bloc.Sub16M[,c(1,2,10)] %>% filter(bloc.Sub16M$h.bloc.first.24!="NA") 
#
last_comp_debut <- last.comp %>% anti_join(elo.23.accum, by="competitor")
```  


```{r}
## ex-Sub14 coming in ###
last_comp_debut.from_lwr_cat <- last_comp_debut %>% right_join(elo.23.accum.to_sub16, by="competitor")
last_comp_debut.from_lwr_cat <- last_comp_debut.from_lwr_cat[!is.na(last_comp_debut.from_lwr_cat[,3]),]
#
last_comp_debut <- last_comp_debut %>% anti_join(last_comp_debut.from_lwr_cat, by="competitor")
```   


#### re-instating 'elo.last.accum' 
```{r echo=TRUE, include=TRUE}
elo.last.accum <- elo.23.accum 
```

```{r eval= TRUE,include=FALSE, cols.print= 7}
### ELO #################
### ## ELO (NASCAR) #############
n.debut = length(last_comp_debut$competitor)
n.debut.from_lwr_cat = nrow(last_comp_debut.from_lwr_cat)
###
last.comp.calc <- last.comp %>% right_join(elo.last.accum, by="competitor")
###
N <- length(last.comp.calc$competitor[!is.na(last.comp.calc[,3])])
R <- last.comp.calc$R.new[!is.na(last.comp.calc[,3])]
names <- last.comp.calc[!is.na(last.comp.calc[,3]),1]
Team <- last.comp.calc$Team.x[!is.na(last.comp.calc[,3])]
#####################
results <- last.comp.calc[!is.na(last.comp.calc[,3]),3]
results <- (unlist(results))
stdev <- sd(c(1:(N+n.debut+n.debut.from_lwr_cat)))
#
R.lwr_cat <- last_comp_debut.from_lwr_cat$R.new
avg.player <- median(c(R, rep(1000, n.debut),c(R.lwr_cat) ))
mediana <- median(unlist(last.comp[!is.na(last.comp[,3]),3]))
max.std <- (mediana-1)/stdev
##################
S <- ((mediana - unlist(last.comp.calc[!is.na(last.comp.calc[,3]),3]) ) / stdev) / max.std
D = 400
k = 32
E <- 1/(1+(10^( (avg.player-R)/D )))
R.new <- R + (k * (S - ((2*E)/N) ) )
#
max.cut.finals <- (stdev-9)/stdev
Prob.Finals <- 1/(1+(10^( ( sort(R.new, decreasing = TRUE)[9] -R.new)/D )))
max.cut.podium <- (stdev-4)/stdev
Prob.podium <- 1/(1+(10^( ( sort(R.new, decreasing = TRUE)[4] -R.new)/D )))
###
elo.last.comp.new <- cbind(names = names,
                           Team= Team,
                           R = R,
                           results = results,
                           S = S,
                           R.new= round(R.new,2),
                           Prob.Finals= paste(round(Prob.Finals*100, 1),
                                              "%"),
                           Prob.podium = paste(round(Prob.podium*100,1), "%" ) 
                           )
elo.last.comp.new <- as_tibble(elo.last.comp.new)
###########
################################################
n = length(last_comp_debut$competitor)
N <- length(unlist(last.comp[!is.na(last.comp[,3]),3]))
R.debut <- rep(1000, n)
names <- last_comp_debut[,1]
Team <- last_comp_debut$Team
#categ <- bloc.Sub14M.a_b
S <- ((mediana - last_comp_debut[,3]) / stdev) / max.std
E <- 1/(1+(10^( (avg.player-R.debut)/D )))
R.new <- R.debut + (k * (S - ((2*E)/N) ) )
#
max.cut.finals <- (stdev-9)/stdev
Prob.Finals <- 1/(1+(10^( ( sort(elo.last.comp.new$R.new, decreasing = TRUE)[9] - R.new[,1])/D )))
max.cut.podium <- (stdev-4)/stdev
Prob.podium <- 1/(1+(10^( ( sort(elo.last.comp.new$R.new, decreasing = TRUE)[4] -R.new[,1])/D )))
###############################################
elo.last.comp.new.debut <- as_tibble(cbind(names = names,
                           Team= Team,
                           R = R.debut,
                           results = unlist(last_comp_debut[,3]),
                           S = S[,1],
                           R.new= round(R.new[,1],2),
                           Prob.Finals= paste(round(Prob.Finals*100,1),"%"),
                           Prob.podium = paste(round(Prob.podium*100, 1),
                                               "%") 
                           ))

## from_lwr_Cat #################
n = nrow(last_comp_debut.from_lwr_cat)
N <- length(unlist(last.comp[!is.na(last.comp[,3]),3]))
R.debut <- R.lwr_cat
names <- last_comp_debut.from_lwr_cat[,1]
Team <- unlist(last_comp_debut.from_lwr_cat[,2])
#categ <- bloc.Sub14M.a_b
S <- ((mediana - last_comp_debut.from_lwr_cat[,3]) / stdev) / max.std
E <- 1/(1+(10^( (avg.player-R.debut)/D )))
R.new <- R.debut + (k * (S - ((2*E)/N) ) )
#
max.cut.finals <- (stdev-9)/stdev
Prob.Finals <- 1/(1+(10^( ( sort(elo.last.comp.new$R.new, decreasing = TRUE)[9] - R.new[,1])/D )))
max.cut.podium <- (stdev-4)/stdev
Prob.podium <- 1/(1+(10^( ( sort(elo.last.comp.new$R.new, decreasing = TRUE)[4] -R.new[,1])/D )))
###############################################
elo.last.comp.new.debut.lwr_cat <- as_tibble(cbind(names = names,
                           Team= Team,
                           R = R.debut,
                           results = unlist(last_comp_debut.from_lwr_cat[,3]),
                           S = S[,1],
                           R.new= round(R.new[,1],2),
                           Prob.Finals= paste(round(Prob.Finals*100,1),"%"),
                           Prob.podium = paste(round(Prob.podium*100, 1),
                                               "%") 
                           ))

####
elo.last.comp.new <- elo.last.comp.new %>% rbind(elo.last.comp.new.debut, elo.last.comp.new.debut.lwr_cat)


##### ##########
knitr::kable(elo.last.comp.new[order(elo.last.comp.new$results),c(1,2,3,4,6,7,8)])

```  

#####_ Elo History _
```{r}
## 
compe= "2024.1"
elo.history.last <- elo.last.comp.new %>% 
  mutate(comp = rep(compe, length(elo.last.comp.new$competitor)),
         categ = rep("Sub16M", length(elo.last.comp.new$competitor)))

#
elo.history <- elo.history %>% rbind(elo.history.last)

# time-series data.frame
## sub16M
elo.history.t_series.S16M <- 
  as_tibble(elo.history %>%
              filter(categ=="Sub16M") %>%
              reshape2::dcast(formula = competitor~comp, value.var = "R.new")) 
## 

```  


### Elo in time
```{r include=TRUE, fig.width= 12}
p <- elo.history %>% 
  filter(categ=="Sub16M", R.new>=0) %>%
  ggplot(aes(x= comp, y= R.new, group = competitor, col = Team)) + 
  geom_point() + 
  geom_line(linetype= "dashed") + 
  geom_hline(yintercept=1000,linetype= "dashed") +
  scale_y_continuous(name= "Elo Ranking") +
  scale_x_discrete(name = "Time")
#p
ggplotly(p)
```  



### **Elo Accumulated First_2024**  

```{r eval=FALSE, include=TRUE}
elo.last.accum
elo.last.comp.new
```

```{r eval=TRUE, include=TRUE, cols.print=7}

elo.last.accum_last.comp_absent <- elo.last.accum %>% anti_join(elo.last.comp.new,by="competitor")

elo.last.accum <- elo.last.comp.new %>% rbind(elo.last.accum_last.comp_absent)
elo.last.accum <- elo.last.accum[order(elo.last.accum$competitor),]
#
knitr::kable(elo.last.accum[order(elo.last.accum$R.new, decreasing = TRUE),c(1,2,6,7,8)])
```  


### 2024 Second  

```{r include=TRUE}
bloc.Sub16M[order(bloc.Sub16M$i.bloc.sec.24), c(1,2,10,11)] %>% print(n=65)
```  

### Elo Second 2023 
*-Competitors = `r competitors.e`-*

```{r eval=TRUE,include=FALSE}
last.comp <- bloc.Sub16M[,c(1,2,11)] %>% filter(bloc.Sub16M$i.bloc.sec.24!="NA") 
#
last_comp_debut <- last.comp %>% anti_join(elo.last.accum, by="competitor")
```



```{r eval= TRUE,include=FALSE, cols.print= 7}
### ELO #################
### ## ELO (NASCAR) #############
n.debut = length(last_comp_debut$competitor)
###
last.comp.calc <- last.comp %>% right_join(elo.last.accum, by="competitor")
###
N <- length(last.comp.calc$competitor[!is.na(last.comp.calc[,3])])
R <- last.comp.calc$R.new[!is.na(last.comp.calc[,3])]
names <- last.comp.calc[!is.na(last.comp.calc[,3]),1]
Team <- last.comp.calc$Team.x[!is.na(last.comp.calc[,3])]
#####################
results <- last.comp.calc[!is.na(last.comp.calc[,3]),3]
results <- (unlist(results))
stdev <- sd(c(1:(N+n.debut)))
#
avg.player <- median(c(R, rep(1000, n.debut )))
mediana <- median(unlist(last.comp[!is.na(last.comp[,3]),3]))
max.std <- (mediana-1)/stdev
##################
S <- ((mediana - unlist(last.comp.calc[!is.na(last.comp.calc[,3]),3]) ) / stdev) / max.std
D = 400
k = 32
E <- 1/(1+(10^( (avg.player-R)/D )))
R.new <- R + (k * (S - ((2*E)/N) ) )
#
max.cut.finals <- (stdev-9)/stdev
Prob.Finals <- 1/(1+(10^( ( sort(R.new, decreasing = TRUE)[9] -R.new)/D )))
max.cut.podium <- (stdev-4)/stdev
Prob.podium <- 1/(1+(10^( ( sort(R.new, decreasing = TRUE)[4] -R.new)/D )))
###
elo.last.comp.new <- cbind(names = names,
                           Team= Team,
                           R = R,
                           results = results,
                           S = S,
                           R.new= round(R.new,2),
                           Prob.Finals= paste(round(Prob.Finals*100, 1),
                                              "%"),
                           Prob.podium = paste(round(Prob.podium*100,1), "%" ) 
                           )
elo.last.comp.new <- as_tibble(elo.last.comp.new)
###########
################################################
### ## ELO (NASCAR) #############
n = length(last_comp_debut$competitor)
N <- length(unlist(last.comp[!is.na(last.comp[,3]),3]))
R.debut <- rep(1000, n)
names <- last_comp_debut[,1]
Team <- last_comp_debut$Team
#categ <- bloc.Sub14M.a_b
S <- ((mediana - last_comp_debut[,3]) / stdev) / max.std
E <- 1/(1+(10^( (avg.player-R.debut)/D )))
R.new <- R.debut + (k * (S - ((2*E)/N) ) )
#
max.cut.finals <- (stdev-9)/stdev
Prob.Finals <- 1/(1+(10^( ( sort(elo.last.comp.new$R.new, decreasing = TRUE)[9] - R.new[,1])/D )))
max.cut.podium <- (stdev-4)/stdev
Prob.podium <- 1/(1+(10^( ( sort(elo.last.comp.new$R.new, decreasing = TRUE)[4] -R.new[,1])/D )))
###############################################
elo.last.comp.new.debut <- as_tibble(cbind(names = names,
                           Team= Team,
                           R = R.debut,
                           results = unlist(last_comp_debut[,3]),
                           S = S[,1],
                           R.new= round(R.new[,1],2),
                           Prob.Finals= paste(round(Prob.Finals*100,1),"%"),
                           Prob.podium = paste(round(Prob.podium*100, 1),
                                               "%") 
                           ))


elo.last.comp.new <- elo.last.comp.new %>% rbind(elo.last.comp.new.debut)


##### ##########
knitr::kable(elo.last.comp.new[order(elo.last.comp.new$results),c(1,2,3,4,6,7,8)])

```  

#####_ Elo History _
```{r}
## 
compe= "2024.2"
elo.history.last <- elo.last.comp.new %>% 
  mutate(comp = rep(compe, length(elo.last.comp.new$competitor)),
         categ = rep("Sub16M", length(elo.last.comp.new$competitor)))

#
elo.history <- elo.history %>% rbind(elo.history.last)

# time-series data.frame
## sub16M
elo.history.t_series.S16M <- 
  as_tibble(elo.history %>%
              filter(categ=="Sub16M") %>%
              reshape2::dcast(formula = competitor~comp, value.var = "R.new")) 
## 

```  

### Elo in time
```{r include=TRUE, fig.width= 16}
p <- elo.history %>% 
  filter(categ=="Sub16M", R.new>=0) %>%
  ggplot(aes(x= comp, y= R.new, group = competitor, col = Team)) + 
  geom_point() + 
  geom_line(linetype= "dashed") + 
  geom_hline(yintercept=1000,linetype= "dashed")

#p
ggplotly(p)
```  


### **Elo Accumulated Second_2024**
```{r eval=FALSE, include=TRUE}
elo.last.accum
elo.last.comp.new
```

```{r eval=TRUE, include=TRUE, cols.print=7}

elo.last.accum_last.comp_absent <- elo.last.accum %>% anti_join(elo.last.comp.new,by="competitor")

elo.last.accum <- elo.last.comp.new %>% rbind(elo.last.accum_last.comp_absent)
elo.last.accum <- elo.last.accum[order(elo.last.accum$competitor),]
#
knitr::kable(elo.last.accum[order(elo.last.accum$R.new, decreasing = TRUE),c(1,2,6,7,8)])
```  

### 2024 THIRD  

```{r include=TRUE}
bloc.Sub16M[order(bloc.Sub16M$j.bloc.thrd.24), c(1,2,10,11,12)] %>% print(n=65)
```  

### Elo Third 2023 
*-Competitors = `r competitors.j`-*

```{r eval=TRUE,include=FALSE }
last.comp <- bloc.Sub16M[,c(1,2,12)] %>% filter(bloc.Sub16M$j.bloc.thrd.24!="NA") 
#
last_comp_debut <- last.comp %>% anti_join(elo.last.accum, by="competitor")
```



```{r eval= TRUE,include=FALSE, cols.print= 7}
### ELO #################
### ## ELO (NASCAR) #############
n.debut = length(last_comp_debut$competitor)
###
last.comp.calc <- last.comp %>% right_join(elo.last.accum, by="competitor")
###
N <- length(last.comp.calc$competitor[!is.na(last.comp.calc[,3])])
R <- last.comp.calc$R.new[!is.na(last.comp.calc[,3])]
names <- last.comp.calc[!is.na(last.comp.calc[,3]),1]
Team <- last.comp.calc$Team.x[!is.na(last.comp.calc[,3])]
#####################
results <- last.comp.calc[!is.na(last.comp.calc[,3]),3]
results <- (unlist(results))
stdev <- sd(c(1:(N+n.debut)))
#
avg.player <- median(c(R, rep(1000, n.debut)))
mediana <- median(unlist(last.comp[!is.na(last.comp[,3]),3]))
max.std <- (mediana-1)/stdev
##################
S <- ((mediana - unlist(last.comp.calc[!is.na(last.comp.calc[,3]),3]) ) / stdev) / max.std
D = 400
k = 32
E <- 1/(1+(10^( (avg.player-R)/D )))
R.new <- R + (k * (S - ((2*E)/N) ) )
#
max.cut.finals <- (stdev-9)/stdev
Prob.Finals <- 1/(1+(10^( ( sort(R.new, decreasing = TRUE)[9] -R.new)/D )))
max.cut.podium <- (stdev-4)/stdev
Prob.podium <- 1/(1+(10^( ( sort(R.new, decreasing = TRUE)[4] -R.new)/D )))
###
elo.last.comp.new <- cbind(names = names,
                           Team= Team,
                           R = R,
                           results = results,
                           S = S,
                           R.new= round(R.new,2),
                           Prob.Finals= paste(round(Prob.Finals*100, 1),
                                              "%"),
                           Prob.podium = paste(round(Prob.podium*100,1), "%" ) 
                           )
elo.last.comp.new <- as_tibble(elo.last.comp.new)
###########
################################################
### ## ELO (NASCAR) #############
n = length(last_comp_debut$competitor)
N <- length(unlist(last.comp[!is.na(last.comp[,3]),3]))
R.debut <- rep(1000, n)
names <- last_comp_debut[,1]
Team <- last_comp_debut$Team
#categ <- bloc.Sub14M.a_b
S <- ((mediana - last_comp_debut[,3]) / stdev) / max.std
E <- 1/(1+(10^( (avg.player-R.debut)/D )))
R.new <- R.debut + (k * (S - ((2*E)/N) ) )
#
max.cut.finals <- (stdev-9)/stdev
Prob.Finals <- 1/(1+(10^( ( sort(elo.last.comp.new$R.new, decreasing = TRUE)[9] - R.new[,1])/D )))
max.cut.podium <- (stdev-4)/stdev
Prob.podium <- 1/(1+(10^( ( sort(elo.last.comp.new$R.new, decreasing = TRUE)[4] -R.new[,1])/D )))
###############################################
elo.last.comp.new.debut <- as_tibble(cbind(names = names,
                           Team= Team,
                           R = R.debut,
                           results = unlist(last_comp_debut[,3]),
                           S = S[,1],
                           R.new= round(R.new[,1],2),
                           Prob.Finals= paste(round(Prob.Finals*100,1),"%"),
                           Prob.podium = paste(round(Prob.podium*100, 1),
                                               "%") 
                           ))


elo.last.comp.new <- elo.last.comp.new %>% rbind(elo.last.comp.new.debut)


##### ##########
knitr::kable(elo.last.comp.new[order(elo.last.comp.new$results),c(1,2,3,4,6,7,8)])

```  

#####_ Elo History _
```{r}
## 
compe= "2024.3"
elo.history.last <- elo.last.comp.new %>% 
  mutate(comp = rep(compe, length(elo.last.comp.new$competitor)),
         categ = rep("Sub16M", length(elo.last.comp.new$competitor)))

#
elo.history <- elo.history %>% rbind(elo.history.last)

# time-series data.frame
## sub16M
elo.history.t_series.S16M <- 
  as_tibble(elo.history %>%
              filter(categ=="Sub16M") %>%
              reshape2::dcast(formula = competitor~comp, value.var = "R.new")) 
## 

```  

### Elo in time
```{r include=TRUE,  fig.height=12, fig.width= 16}
# id = ""
# shortname = ""

##
cols= c("FEEC" = "darkorange2",
        "cct21"= "yellow3",
        "FEMECV" = "red4",
        "Other climnbers" = "gray"
        )
##
# cct = c("cct21" = "yellow2")
##
p <- elo.history %>%
  mutate(focus = case_when(
    competitor == "Keanu Israel VILLATORO KUPERMAN" ~ "cct21",competitor ==  "Jan MOLIST DOMINGO" ~ "cct21",
    competitor ==  "Roc VERGÉS SOLÉ" ~ "cct21",
    competitor ==  "Martí FARRÚS SORIANO" ~ "cct21",
    competitor ==  "Tom FELDENKRIZ" ~ "cct21",
                           competitor ==  "Sergio MIRANDA CID" ~ "cct21",
                           competitor ==  "Biel SERRA LLOP" ~ "cct21",
                           competitor ==  "Roman KOSINTSEV" ~ "cct21",
                           competitor == "Miquel Àngel JAUSET SABATER" ~ "cct21",
                           competitor == "Eric GONZALEZ INGLÉS" ~ "cct21",
                           competitor == "Bel TORRENTS PALOMARES" ~ "cct21",
                     competitor == "Joan ALEJANDRO ILLA" ~ "cct21",
                     competitor == "Eric GIMENEZ SERRANO" ~ "cct21", competitor == "Bernat MUNNE GUITART" ~ "cct21",
    competitor == "Nicolau TAULATS MCDONALD" ~ "cct21",
    Team== "FEEC" ~ "FEEC",
    Team== "FEMECV" ~ "FEMECV",
    TRUE ~ "Other climbers")) %>% 
  filter(categ=="Sub16M", R.new>=0) %>%
  ggplot(aes(x= comp, y= R.new, group = competitor, col = focus)) + 
  geom_point(size=0.6) + 
  geom_line(linetype= "dashed") + 
  geom_hline(yintercept=1000,linetype= "dashed") +
  scale_color_manual(name = "Climber",
                     aesthetics = "color",
                     ,
                     values = cct
                     )
#p
ggplotly(p)
```  


### **Elo Accumulated Third_2024**
```{r eval=FALSE, include=TRUE}
elo.last.accum
elo.last.comp.new
```

```{r eval=TRUE, include=TRUE, cols.print=7}

elo.last.accum_last.comp_absent <- elo.last.accum %>% anti_join(elo.last.comp.new,by="competitor")

elo.last.accum <- elo.last.comp.new %>% rbind(elo.last.accum_last.comp_absent)
elo.last.accum <- elo.last.accum[order(elo.last.accum$competitor),]
#
knitr::kable(elo.last.accum[order(elo.last.accum$R.new, decreasing = TRUE),c(1,2,6,7,8)])
```  



### ## Up-coming SEASON #####

###* **Capturando los futuros Sub16** 
```{r eval=FALSE, include=FALSE}
bloc.Sub18M.25 <- ranks %>%
  filter(stage=="Clasific",
         Category=="Sub18_M",
         year=="2025"
    #     Name== nombre
         ) %>%
  group_by(competitor= Name,
           Year= year,
           Compe= Compe_,
           Team = Team,
           Date= Date) %>%
  reframe(rank= Rank) %>%
  reshape2::dcast(formula = competitor + Team ~ Compe, 
                  na.rm = TRUE)

bloc.Sub18M.25 <- as_tibble(bloc.Sub18M.25)
```


###* *_Los sub16 "salen"_*
```{r eval= FALSE, include=FALSE, cols.print=7}
## enviando los sub16 a otro archivo
elo.24.accum.to_sub18 <- elo.last.accum %>% semi_join(bloc.Sub16M.25,by="competitor")

## sub16 saliendo
elo.last.accum <- elo.last.accum %>% anti_join(bloc.Sub18M.25,by="competitor") 
``` 