diff --git a/datasets/regression/power-plant.csv b/datasets/regression/power-plant.csv
index 5b67f9f..32f42ab 100644
--- a/datasets/regression/power-plant.csv
+++ b/datasets/regression/power-plant.csv
@@ -1,9569 +1,9569 @@
 average-temperature,exaust-vacuum,ambient-pressure,relative-humidity,energy-output
-"14,96","41,76","1024,07","73,17","463,26"
-"25,18","62,96","1020,04","59,08","444,37"
-"5,11","39,4","1012,16","92,14","488,56"
-"20,86","57,32","1010,24","76,64","446,48"
-"10,82","37,5","1009,23","96,62","473,9"
-"26,27","59,44","1012,23","58,77","443,67"
-"15,89","43,96","1014,02","75,24","467,35"
-"9,48","44,71","1019,12","66,43","478,42"
-"14,64",45,"1021,78","41,25","475,98"
-"11,74","43,56","1015,14","70,72","477,5"
-"17,99","43,72","1008,64","75,04","453,02"
-"20,14","46,93","1014,66","64,22","453,99"
-"24,34","73,5","1011,31","84,15","440,29"
-"25,71","58,59","1012,77","61,83","451,28"
-"26,19","69,34","1009,48","87,59","433,99"
-"21,42","43,79","1015,76","43,08","462,19"
-"18,21",45,"1022,86","48,84","467,54"
-"11,04","41,74","1022,6","77,51","477,2"
-"14,45","52,75","1023,97","63,59","459,85"
-"13,97","38,47","1015,15","55,28","464,3"
-"17,76","42,42","1009,09","66,26","468,27"
-"5,41","40,07","1019,16","64,77","495,24"
-"7,76","42,28","1008,52","83,31","483,8"
-"27,23","63,9","1014,3","47,19","443,61"
-"27,36","48,6","1003,18","54,93","436,06"
-"27,47","70,72","1009,97","74,62","443,25"
-"14,6","39,31","1011,11","72,52","464,16"
-"7,91","39,96","1023,57","88,44","475,52"
-"5,81","35,79","1012,14","92,28","484,41"
-"30,53","65,18","1012,69","41,85","437,89"
-"23,87","63,94","1019,02","44,28","445,11"
-"26,09","58,41","1013,64","64,58","438,86"
-"29,27","66,85","1011,11","63,25","440,98"
-"27,38","74,16","1010,08","78,61","436,65"
-"24,81","63,94","1018,76","44,51","444,26"
-"12,75","44,03","1007,29","89,46","465,86"
-"24,66","63,73","1011,4","74,52","444,37"
-"16,38","47,45","1010,08","88,86","450,69"
-"13,91","39,35","1014,69","75,51","469,02"
-"23,18","51,3","1012,04","78,64","448,86"
-"22,47","47,45","1007,62","76,65","447,14"
-"13,39","44,85","1017,24","80,44","469,18"
-"9,28","41,54","1018,33","79,89","482,8"
-"11,82","42,86","1014,12","88,28","476,7"
-"10,27","40,64","1020,63","84,6","474,99"
-"22,92","63,94","1019,28","42,69","444,22"
-16,"37,87","1020,24","78,41","461,33"
-"21,22","43,43","1010,96","61,07","448,06"
-"13,46","44,71","1014,51",50,"474,6"
-"9,39","40,11","1029,14","77,29","473,05"
-"31,07","73,5","1010,58","43,66","432,06"
-"12,82","38,62","1018,71","83,8","467,41"
-"32,57","78,92","1011,6","66,47","430,12"
-"8,11","42,18","1014,82","93,09","473,62"
-"13,92","39,39","1012,94","80,52","471,81"
-"23,04","59,43","1010,23","68,99","442,99"
-"27,31","64,44","1014,65","57,27","442,77"
-"5,91","39,33","1010,18","95,53","491,49"
-"25,26","61,08","1013,68","71,72","447,46"
-"27,97","58,84","1002,25","57,88","446,11"
-"26,08","52,3","1007,03","63,34","442,44"
-"29,01","65,71","1013,61","48,07","446,22"
-"12,18","40,1","1016,67","91,87","471,49"
-"13,76","45,87","1008,89","87,27","463,5"
-"25,5","58,79","1016,02","64,4","440,01"
-"28,26","65,34","1014,56","43,4","441,03"
-"21,39","62,96","1019,49","72,24","452,68"
-"7,26","40,69","1020,43","90,22","474,91"
-"10,54","34,03","1018,71",74,"478,77"
-"27,71","74,34","998,14","71,85","434,2"
-"23,11","68,3","1017,83","86,62","437,91"
-"7,51","41,01","1024,61","97,41","477,61"
-"26,46","74,67","1016,65","84,44","431,65"
-"29,34","74,34","998,58","81,55","430,57"
-"10,32","42,28","1008,82","75,66","481,09"
-"22,74","61,02","1009,56","79,41","445,56"
-"13,48","39,85","1012,71","58,91","475,74"
-"25,52","69,75","1010,36","90,06","435,12"
-"21,58","67,25","1017,39",79,"446,15"
-"27,66","76,86","1001,31","69,47","436,64"
-"26,96","69,45","1013,89","51,47","436,69"
-"12,29","42,18","1016,53","83,13","468,75"
-"15,86","43,02","1012,18","40,33","466,6"
-"13,87","45,08","1024,42","81,69","465,48"
-"24,09","73,68","1014,93","94,55","441,34"
-"20,45","69,45","1012,53","91,81","441,83"
-"15,07","39,3",1019,"63,62","464,7"
-"32,72","69,75","1009,6","49,35","437,99"
-"18,23","58,96","1015,55","69,61","459,12"
-"35,56","68,94","1006,56","38,75","429,69"
-"18,36","51,43","1010,57","90,17","459,8"
-"26,35","64,05","1009,81","81,24","433,63"
-"25,92","60,95","1014,62","48,46","442,84"
-"8,01","41,66","1014,49","76,72","485,13"
-"19,63","52,72","1025,09","51,16","459,12"
-"20,02","67,32","1012,05","76,34","445,31"
-"10,08","40,72","1022,7","67,3","480,8"
-"27,23","66,48","1005,23","52,38","432,55"
-"23,37","63,77","1013,42","76,44","443,86"
-"18,74","59,21","1018,3","91,55","449,77"
-"14,81","43,69","1017,19","71,9","470,71"
-"23,1","51,3","1011,93","80,05","452,17"
-"10,72","41,38","1021,6","63,77","478,29"
-"29,46","71,94","1006,96","62,26","428,54"
-"8,1","40,64","1020,66","89,04","478,27"
-"27,29","62,66","1007,63","58,02","439,58"
-"17,1","49,69","1005,53","81,82","457,32"
-"11,49","44,2","1018,79","91,14","475,51"
-"23,69","65,59","1010,85","88,92","439,66"
-"13,51","40,89","1011,03","84,83","471,99"
-"9,64","39,35","1015,1","91,76","479,81"
-"25,65","78,92","1010,83","86,56","434,78"
-"21,59","61,87","1011,18","57,21","446,58"
-"27,98","58,33","1013,92","54,25","437,76"
-"18,8","39,72","1001,24","63,8","459,36"
-"18,28","44,71","1016,99","33,71","462,28"
-"13,55","43,48","1016,08","67,25","464,33"
-"22,99","46,21","1010,71","60,11","444,36"
-"23,94","59,39","1014,32","74,55","438,64"
-"13,74","34,03","1018,69","67,34","470,49"
-"21,3","41,1","1001,86","42,75","455,13"
-"27,54","66,93","1017,06","55,2","450,22"
-"24,81","63,73","1009,34","83,61","440,43"
-"4,97","42,85","1014,02","88,78","482,98"
-"15,22","50,88","1014,19","100,12","460,44"
-"23,88","54,2","1012,81","64,52","444,97"
-"33,01","68,67","1005,2","51,41","433,94"
-"25,98","73,18","1012,28","85,78","439,73"
-"28,18","73,88","1005,89","75,41","434,48"
-"21,67","60,84","1017,93","81,63","442,33"
-"17,67","45,09","1014,26","51,92","457,67"
-"21,37","57,76","1018,8","70,12","454,66"
-"28,69","67,25","1017,71","53,83","432,21"
-"16,61","43,77","1012,25","77,23","457,66"
-"27,91","63,76","1010,27","65,67","435,21"
-"20,97","47,43","1007,64","71,18","448,22"
-"10,8","41,66","1013,79","81,96","475,51"
-"20,61","62,91","1013,24","79,54","446,53"
-"25,45","57,32","1011,7","47,09","441,3"
-"30,16","69,34","1007,67","57,69","433,54"
-"4,99","39,04","1020,45","78,89","472,52"
-"10,51","44,78","1012,59","85,29","474,77"
-"33,79","69,05","1001,62","40,13","435,1"
-"21,34","59,8","1016,92","77,06","450,74"
-"23,4","65,06","1014,32","67,38","442,7"
-"32,21","68,14","1003,34","62,44","426,56"
-"14,26","42,32",1016,"77,43","463,71"
-"27,71","66,93","1016,85","58,77","447,06"
-"21,95","57,76","1018,02","67,72","452,27"
-"25,76","63,94","1018,49","42,14","445,78"
-"23,68","68,3","1017,93","84,16","438,65"
-"8,28","40,77","1011,55","89,79","480,15"
-"23,44","62,52","1016,46","67,21","447,19"
-"25,32","48,41","1008,47","72,14","443,04"
-"3,94","39,9","1008,06","97,49","488,81"
-"17,3","57,76","1016,26","87,74","455,75"
-"18,2","49,39","1018,83","96,3","455,86"
-"21,43","46,97","1013,94","61,25","457,68"
-"11,16","40,05","1014,95","88,38","479,11"
-"30,38","74,16","1007,44","74,77","432,84"
-"23,36","62,52","1016,18","68,18","448,37"
-"21,69","47,45","1007,56","77,2","447,06"
-"23,62","49,21","1014,1","49,54","443,53"
-"21,87","61,45","1011,13","92,22","445,21"
-"29,25","66,51","1015,53","33,65","441,7"
-"20,03","66,86","1013,05","64,59","450,93"
-"18,14","49,78","1002,95","100,09","451,44"
-"24,23","56,89","1012,32","68,04","441,29"
-"18,11","44,85","1014,48","48,94","458,85"
-"6,57","43,65","1018,24","74,47","481,46"
-"12,56","43,41","1016,93","81,02","467,19"
-"13,4","41,58","1020,5","71,17","461,54"
-"27,1","52,84","1006,28","53,85","439,08"
-"14,28","42,74","1028,79","70,67","467,22"
-"16,29","44,34","1019,49","59,36","468,8"
-"31,24","71,98","1004,66","57,17","426,93"
-"10,57","37,73","1024,36","70,29","474,65"
-"13,8","44,21","1022,93","83,37","468,97"
-"25,3","71,58","1010,18","87,36","433,97"
-"18,06","50,16","1009,52","100,09","450,53"
-"25,42","59,04","1011,98","68,78","444,51"
-"15,07","40,69","1015,29","70,98","469,03"
-"11,75","71,14","1019,36","75,68","466,56"
-"20,23","52,05","1012,15","47,49","457,57"
-"27,31","59,54","1006,24","71,99","440,13"
-"28,57","69,84","1003,57","66,55","433,24"
-"17,9","43,72","1008,64","74,73","452,55"
-"23,83","71,37","1002,04","64,78","443,29"
-"27,92","74,99","1005,47","75,13","431,76"
-"17,34","44,78","1007,81","56,38","454,97"
-"17,94","63,07","1012,42","94,35","456,7"
-"6,4","39,9","1007,75","86,55","486,03"
-"11,78","39,96","1011,37","82,95","472,79"
-"20,28","57,25","1010,12","88,42","452,03"
-"21,04","54,2","1012,26","85,61","443,41"
-"25,11","67,32","1014,49","58,39","441,93"
-"30,28","70,98","1007,51","74,28","432,64"
-"8,14","36,24","1013,15","87,85","480,25"
-"16,86","39,63","1004,47","83,5","466,68"
-"6,25","40,07","1020,19","65,24","494,39"
-"22,35","54,42","1012,46","75,01","454,72"
-"17,98","56,85","1012,28","84,52","448,71"
-"21,19","42,48","1013,43","80,52","469,76"
-"20,94","44,89","1009,64","75,14","450,71"
-"24,23","58,79","1009,8","75,75","444,01"
-"19,18","58,2","1017,46","76,72","453,2"
-"20,88","57,85","1012,39","85,47","450,87"
-"23,67","63,86","1019,67","57,95","441,73"
-"14,12","39,52","1018,41","78,32","465,09"
-"25,23","64,63","1020,59","52,2","447,28"
-"6,54","39,33","1011,54","93,69","491,16"
-"20,08","62,52","1017,99","75,74","450,98"
-"24,67","63,56","1013,75","67,56","446,3"
-"27,82","79,74","1008,37","69,46","436,48"
-"15,55","42,03","1017,41","74,58","460,84"
-"24,26","69,51","1013,43","53,23","442,56"
-"13,45","41,49","1020,19","88,72","467,3"
-"11,06","40,64","1021,47","96,16","479,13"
-"24,91","52,3","1008,72","68,26","441,15"
-"22,39","59,04","1011,78","86,39","445,52"
-"11,95","40,69","1015,62","85,34","475,4"
-"14,85","40,69","1014,91","72,64","469,3"
-"10,11","41,62","1017,17","97,82","463,57"
-"23,67","68,67","1006,71","77,22","445,32"
-"16,14","44,21","1020,36","80,59","461,03"
-"15,11","43,13","1014,99","46,91","466,74"
-"24,14","59,87","1018,47","57,76","444,04"
-"30,08","67,25","1017,6","53,09","434,01"
-"14,77","44,9","1020,5","84,31","465,23"
-"27,6","69,34","1009,63","71,58","440,6"
-"13,89","44,84","1023,66","92,97","466,74"
-"26,85","75,6","1017,43","74,55","433,48"
-"12,41","40,96","1023,36","78,96","473,59"
-"13,08","41,74","1020,75","64,44","474,81"
-"18,93","44,06","1017,58","68,23","454,75"
-"20,5","49,69","1009,6","70,81","452,94"
-"30,72","69,13","1009,94","61,66","435,83"
-"7,55","39,22","1014,53","77,76","482,19"
-"13,49","44,47","1030,46","69,49","466,66"
-"15,62","40,12","1013,03","96,26","462,59"
-"24,8","64,63","1020,69","55,74","447,82"
-"10,03","41,62","1014,55","95,61","462,73"
-"22,43","63,21","1012,06","84,75","447,98"
-"14,95","39,31","1009,15","75,3","462,72"
-"24,78","58,46","1016,82","67,5","442,42"
-"23,2","48,41","1008,64","80,92","444,69"
-"14,01",39,"1016,73","79,23","466,7"
-"19,4","64,63","1020,38","81,1","453,84"
-"30,15","67,32","1013,83","32,8","436,92"
-"6,91","36,08","1021,82","84,31","486,37"
-"29,04","60,07","1015,42","46,15","440,43"
-"26,02","63,07","1010,94","53,96","446,82"
-"5,89","39,48","1005,11","59,83","484,91"
-"26,52","71,64","1008,27","75,3","437,76"
-"28,53","68,08","1013,27","42,53","438,91"
-"16,59","39,54","1007,97","70,58","464,19"
-"22,95","67,79","1009,89","91,69","442,19"
-"23,96","47,43","1008,38","63,55","446,86"
-"17,48","44,2","1018,89","61,51","457,15"
-"6,69","43,65","1020,14","69,55","482,57"
-"10,25","41,26","1007,44","98,08","476,03"
-"28,87","72,58","1008,69","79,34","428,89"
-"12,04","40,23","1018,07","81,28","472,7"
-"22,58","52,3","1009,04","78,99","445,6"
-"15,12","52,05","1014,63","80,38","464,78"
-"25,48","58,95","1017,02","51,16","440,42"
-"27,87","70,79","1003,96","72,17","428,41"
-"23,72","70,47","1010,65","75,39","438,5"
-25,"59,43","1007,84","68,91","438,28"
-"8,42","40,64","1022,35","96,38","476,29"
-"22,46","58,49","1011,5","70,54","448,46"
-"29,92","57,19","1008,62","45,8","438,99"
-"11,68","39,22","1017,9","57,95","471,8"
-"14,04","42,44","1012,74","81,89","471,81"
-"19,86","59,14","1016,12","69,32","449,82"
-"25,99","68,08","1013,13","59,14","442,14"
-"23,42","58,79","1009,74","81,54","441,46"
-"10,6","40,22","1011,37","85,81","477,62"
-"20,97","61,87","1011,45","65,41","446,76"
-"14,14","39,82","1012,46","81,15","472,52"
-"8,56","40,71","1021,27","95,87","471,58"
-"24,86","72,39","1001,15","90,24","440,85"
-29,"77,54","1011,33","75,13","431,37"
-"27,59","71,97","1008,64","88,22","437,33"
-"10,45","40,71","1015,68","81,48","469,22"
-"8,51","40,78","1023,51","89,84","471,11"
-"29,82","66,51","1010,98","43,57","439,17"
-"22,56","62,26","1012,11","63,16","445,33"
-"11,38","39,22","1018,62","57,14","473,71"
-"20,25","57,76","1016,28","77,76","452,66"
-"22,42","59,43","1007,12","90,56","440,99"
-"14,85","38,91","1014,48","60,98","467,42"
-"25,62","58,82","1010,02","70,31","444,14"
-"19,85","56,53","1020,57","74,05","457,17"
-"13,67","54,3","1015,92","75,42","467,87"
-"24,39","70,72","1009,78","82,25","442,04"
-"16,07","44,58","1019,52","67,95","471,36"
-"11,6","39,1","1009,81","100,09","460,7"
-"31,38","70,83","1010,35","47,28","431,33"
-"29,91","76,86","998,59","72,41","432,6"
-"19,67","59,39","1014,07","77,67","447,61"
-"27,18","64,79","1016,27","63,7","443,87"
-"21,39","52,3","1009,2","79,77","446,87"
-"10,45","41,01","1020,57","93,84","465,74"
-"19,46","56,89","1014,02","84,95","447,86"
-"23,55","62,96","1020,16","70,16","447,65"
-"23,35","63,47","1011,78","84,24","437,87"
-"9,26","41,66","1016,87","73,32","483,51"
-"10,3","41,46","1018,21","86,17","479,65"
-"20,94","58,16","1016,88","65,43","455,16"
-"23,13","71,25","1002,49","94,59","431,91"
-"12,77","41,5","1014,13","86,8","470,68"
-"28,29","69,13","1009,29","58,18","429,28"
-"19,13","59,21","1018,32","89,66","450,81"
-"24,44","73,5","1011,49","87,39","437,73"
-"20,32","44,6","1015,16","36,35","460,21"
-"20,54","69,05","1001,6","79,62","442,86"
-"12,16",45,"1021,51","50,52","482,99"
-"28,09","65,27","1013,27","51,96",440
-"9,25","41,82","1033,25","74,73","478,48"
-"21,75","49,82","1015,01","78,33","455,28"
-"23,7","66,56","1002,07","85,19","436,94"
-"16,22","37,87","1022,36","83,13","461,06"
-"24,75","69,45","1013,97","53,49","438,28"
-"10,48","39,58","1011,81","88,86","472,61"
-"29,53","70,79","1003,7","60,89","426,85"
-"12,59","39,72","1017,76","61,14","470,18"
-"23,5","54,42","1012,31","68,29","455,38"
-"29,01","66,56","1006,44","57,62","428,32"
-"9,75","42,49","1010,57","83,63","480,35"
-"19,55","56,53","1020,2","78,1","455,56"
-"21,05","58,33","1013,14","66,34","447,66"
-"24,72","68,67","1006,74","79,02","443,06"
-"21,19","58,86","1014,19","68,96","452,43"
-"10,77","41,54","1019,94","71,13","477,81"
-"28,68","73,77","1004,72","87,01","431,66"
-"29,87","73,91","1004,53","74,3","431,8"
-"22,99","68,67","1006,65","77,62","446,67"
-"24,66","60,29",1018,"59,56","445,26"
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\ No newline at end of file
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+29.9,74.99,1002.28,59.76,436.77
+8.47,41.03,1021.72,70.16,485.1
+27.89,70.94,1007.54,49.18,435.21
+12.12,41.17,1017.68,78.72,470.67
+20.42,45.01,1012.23,66.5,451.28
+33.2,73.88,1005.67,48.48,438.12
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+19.94,44.63,1004.73,78.48,455.58
+17.16,53.16,1013.2,82.85,456.93
+8.67,40.77,1011.81,89.4,479.23
+21.41,56.9,1007.03,79.41,441.41
+7.93,42.28,1008.43,85.57,484.75
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+15.84,41.04,1025.64,63.43,456.21
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+25.31,67.9,1006.34,68.04,440.36
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+20,69.48,1011.05,85.51,448.79
+13.78,41.16,1021.65,75.77,460.44
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+15.33,43.13,1015.41,53.17,466.86
+26.98,43.77,1010.95,40.8,446.05
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+30.26,59.22,1013.18,61.08,442.98
+28.16,71.94,1007.69,68.17,430.46
+34.03,73.56,1006.49,51.07,440.29
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+9.88,40.71,1015.34,84.32,471.8
+12.71,41.39,1019.3,74.2,475.13
+30.89,74.87,1008.99,56.58,432.68
+10.84,40.27,1005.24,87.27,479.22
+27.34,59.87,1012.06,59.04,448.26
+14.81,44.88,1019.1,66.7,464.65
+18.2,45.01,1013.82,68.14,452.21
+22.7,60.84,1019.15,71.48,438.59
+22.43,63.94,1012.76,93.24,444.53
+30,61.5,1009.4,48.63,435.6
+25.72,59.21,1012.37,66.62,437.72
+20.88,56.85,1010.91,84.28,440.08
+28.31,66.17,1009.75,72.66,444.51
+12.42,41.58,1019.49,86.31,466.05
+21.35,58.16,1017.21,67.66,452.83
+26.66,73.56,1006.9,99.27,433.62
+16.61,45.87,1009.34,97.93,455.86
+17.14,58.16,1018.59,77.22,458.61
+20.98,42.23,1013.12,67.37,461.9
+13.41,54.3,1016.48,79.28,467.88
+11.99,49.83,1008.33,95.2,468.22
+17.27,44.9,1007.85,78.8,454.19
+22.58,59.14,1017.2,80.91,439.78
+18.89,58.66,1010.96,84.07,453.33
+22.41,70.98,1005.67,95.03,441.51
+24.06,69.94,1005.47,60.46,436.88
+30.37,76.09,1006.95,65.93,435.01
+13.42,41.74,1020.96,61.8,473.45
+10.63,42.28,1008.37,92.68,474.97
+10.94,25.36,1009.47,100.1,470.9
+31,77.95,1010.14,65.97,431.62
+8.47,41.26,1020.57,91.28,477.14
+18.33,52.08,1001.78,100.09,448.23
+28.43,69.59,1008.79,73.33,439.26
+24.97,58.95,1017.19,56.24,440.03
+10.5,39.28,1016.55,91.75,480.92
+27.35,77.95,1017.43,73.36,437.61
+25.06,64.63,1020.66,54.93,446.57
+29.39,68.24,1009.06,66.76,427.96
+24.18,58.49,1011.3,77.82,445.49
+15.75,39.99,1007.02,77.44,464.95
+10.32,42.02,998.27,99.12,472.16
+17.36,39.53,1008.28,68.87,456.57
+12.27,41.17,1019.41,58.1,475.13
+15.11,40.71,1017.96,69.31,465.42
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+22.88,59.21,1011.51,86.93,440.25
+28.96,75.23,1010.88,49.45,439.03
+5.35,35.57,1027.12,80.81,488.65
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+11.01,37.5,1015.08,73.36,474.36
+15.5,44.92,1024.16,86.44,462.12
+20.19,62.26,1011.37,89.69,443.58
+24.95,64.33,1011.34,81.05,440.97
+19.7,51.3,1014.88,88.1,454.94
+28.57,65.27,1013.27,51.11,440.51
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+8.64,38.56,1016.51,66.03,484.45
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+5.01,39.4,1003.69,91.9,475.34
+22.66,69.84,1006.16,82.79,439.06
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+9.71,42.44,1014.29,94.03,481.03
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+7.17,39.4,1011.48,90.38,484.33
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+23.48,66.44,1011.28,61.11,443.21
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+26.22,49.82,1015.48,55.8,454.2
+23.27,68.28,1005.01,74.83,444.86
+11.76,41.58,1020.91,88.35,465.45
+14.02,40.1,1015.56,82.44,467.32
+16.65,49.69,1014.01,91,460.03
+13.19,39.18,1023.67,66.78,469.62
+31.32,74.33,1012.92,36.48,429.57
+24.48,69.45,1013.86,62.39,435.74
+21.6,62.52,1017.23,67.87,453.28
\ No newline at end of file
diff --git a/src/app.py b/src/app.py
index 598f3bc..e1e26c7 100644
--- a/src/app.py
+++ b/src/app.py
@@ -2,16 +2,15 @@ from learning.data import Dataset
 from learning.supervised import LinearRegression
 from learning.ml import MLRegression
 
-def auto_mpg() -> MLRegression:
+def auto_mpg() -> tuple[int, int, MLRegression]:
     df = Dataset("datasets\\auto-mpg.csv", "MPG")
 
     df.to_numbers(["HP"])
     df.handle_na()
     df.regularize(excepts=["Cylinders","Year","Origin"])
+    return (5000, 1000, LinearRegression(df, learning_rate=0.0001))
 
-    return LinearRegression(df, learning_rate=0.0001)
-
-def automobile() -> MLRegression:
+def automobile() -> tuple[int, int, MLRegression]:
     df = Dataset("datasets\\regression\\automobile.csv", "symboling")
 
     attributes_to_modify = ["fuel-system", "engine-type", "drive-wheels", "body-style", "make", "engine-location", "aspiration", "fuel-type", "num-of-cylinders", "num-of-doors"]
@@ -19,14 +18,16 @@ def automobile() -> MLRegression:
     df.to_numbers(["normalized-losses", "bore", "stroke", "horsepower", "peak-rpm", "price"])
     df.handle_na()
     df.regularize(excepts=attributes_to_modify)
+    return (5000, 1000, LinearRegression(df, learning_rate=0.002))
 
-    return LinearRegression(df, learning_rate=0.001)
+def power_plant() -> tuple[int, int, MLRegression]:
+    df = Dataset("datasets\\regression\\power-plant.csv", "energy-output")
+    df.regularize()
+    return (1000, 80, LinearRegression(df, learning_rate=0.1))
 
-
-epoch = 15000
-ml = automobile()
+epoch, skip, ml = automobile()
 ml.learn(epoch)
-ml.plot()
+ml.plot(skip=skip)
 
 """
 for _ in range(0, epoch):
diff --git a/src/learning/data.py b/src/learning/data.py
index 944fbfa..e151186 100644
--- a/src/learning/data.py
+++ b/src/learning/data.py
@@ -22,9 +22,10 @@ class Dataset:
         excepts.append("Bias")
         for col in self.data:
             if col not in excepts:
-                datacol = self.data[col]
+                index = self.data.columns.get_loc(col)
+                datacol = self.data.pop(col)
                 datacol = (datacol - datacol.mean()) / datacol.std()
-                self.data[col] = datacol
+                self.data.insert(index, col, datacol)
         return self
 
     def factorize(self, columns:list[str]=[]) -> Self:
diff --git a/src/learning/ml.py b/src/learning/ml.py
index 38834d5..8ce3ce7 100644
--- a/src/learning/ml.py
+++ b/src/learning/ml.py
@@ -29,15 +29,25 @@ class MLAlgorithm(ABC):
         return (x, y, m)
 
     def learn(self, times:int) -> tuple[list, list]:
+        _, train, test = self.learn_until(times)
+        return (train, test)
+
+    def learn_until(self, max_iter:int=1000000, delta:float=0.0) -> tuple[int, list, list]:
         train = []
         test = []
-        for _ in range(0, max(1, times)):
+        prev = None
+        count = 0
+
+        while count < max_iter and (prev == None or prev - train[-1] > delta):
+            count += 1
+            prev = train[-1] if len(train) > 0 else None
+
             train.append(self.learning_step())
             test.append(self.test_error())
 
         self.train_error = train
         self.test_error = test
-        return (train, test)
+        return (count, train, test)
 
     @abstractmethod
     def learning_step(self) -> float:
@@ -55,6 +65,6 @@ class MLAlgorithm(ABC):
 class MLRegression(MLAlgorithm):
     def plot(self, skip:int=1000) -> None:
         plot = Plot("Error", "Time", "Mean Error")
-        plot.line("training", "red", data=self.train_error[skip:])
-        plot.line("test", "blue", data=self.test_error[skip:])
+        plot.line("training", "blue", data=self.train_error[skip:])
+        plot.line("test", "red", data=self.test_error[skip:])
         plot.wait()