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Budiyono Budiyono
SMA Negeri 1 Semarang, Indonesia
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Journal : Jurnal Pembelajaran Matematika

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EKSPERIMENTASI MODEL PEMBELAJARAN KOOPERATIF TIPE NUMBERED HEADS TOGETHER (NHT) DAN THINK PAIR SHARE (TPS) DENGAN PENDEKATAN SAINTIFIK PADA POKOK BAHASAN HIMPUNAN DITINJAU DARI KECERDASAN EMOSIONAL KELAS VII SMP NEGERI DI KABUPATEN SUKOHARJO Fakhri Auliya, Nanang Nabhar; Budiyono, Budiyono; Sari Saputro, Dewi Retno
Jurnal Pembelajaran Matematika Vol 4, No 2 (2016): Pembelajaran Matematika
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Abstract: The objective of this research was to know the effect of the learning models on the learning achievement in Mathematics viewed from the emotional quotient of the students. The learning models compared were the cooperative learning model of the NHT type with scientific approach, the Cooperative Learning Model of the TPS type with scientific approach, and the classical model with scientific approach. This research used the quasi experimental research. It’s population was all of the students in Grade VII of State Junior Secondary Schools in Sukoharjo. The samples of the research were taken by using the stratified cluster random sampling technique and consisted of 262 students. They were grouped into three classes, namely: 92 students in Experimental Class 1, 85 students in Experimental Class 2, and 85 students in Control Class. The instruments to gather the data were test of achievement in Mathematics on the learning topic of Set, and emotional quotient questionnaire. The proposed hypotheses of the research were analyzed by using the two way analysis of variance with unbalanced cells. The results of the research were as follows. 1) The cooperative learning model of the NHT type with scientific approach results in a better learning achievement in Mathematics than the cooperative learning model of the TPS type with scientific approach, and the classical model with scientific approach, the cooperative learning model of the TPS type with scientific approach results in a better learning achievement in Mathematics than the classical model with scientific approach. 2) Emotional quotient gives students a different effect on mathematics achievement of students in the topic of Set. The students with the high emotional quotient have a better learning achievement in Mathematics than those with the moderate emotional quotient and those with the low emotional quotient, the students with the moderate emotional quotient have a better learning achievement in Mathematics than those with the low emotional quotient. (3) There was not an interaction the aforementioned learning models and the categories of the emotional quotient on the learning achievement in Mathematics of the students.Keywords: NHT, TPS, Classical, Scientific Approach and Emotional Quotient.
PROSES BERPIKIR SISWA KELAS VIII SMP NEGERI 25 SURAKARTA DALAM MEMECAHKAN MASALAH MATEMATIKA DITINJAU DARI TIPE KEPRIBADIAN EXTROVERT-INTROVERT PADA MATERI PERSAMAAN GARIS LURUS Permatasari, Nisa; Budiyono, Budiyono; Slamet, Isnandar
Jurnal Pembelajaran Matematika Vol 4, No 3 (2016): Pembelajaran Matematika
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Abstract: The objective of this research was to describethe 8th grade students’s thinking process of SMP Negeri 25 Surakarta. The subjects were students of 8th E who has an extrovert and introvert personality. The thinking process was the thought process of assimilation and accommodation in solving mathematical problems based on the type of Krulik and Rudnick on a straight-line equation. The technique of data collection that used was snowball-sampling which the subject stopped when data saturation. Obtained three extrovert students and three introvert students. The validation of data was carried out with time triangulation. The result of research showed that the thinking process of extrovert students in solving mathematical problems based on the type of Krulik and Rudnick step was as follows 1) In read and think step, the used of thinking process was assimilation; 2) In explore and plan step, the used of thinking process was imperfect assimilation; 3) In select a strategy step, the used of thinking process was imperfect assimilation; 4) In find an answer step, the used of thinking process was imperfect assimilation; 5) In reflect and extend step, the used of thinking process was accommodation. The thinking process of introvert students in solving mathematical problems based on the type of Krulik and Rudnick step was as follows: 1) In read and think step, the used of thinking process was assimilation; 2) In explore and plan step, the used of thinking process was assimilation; 3) In select a strategy step, the used of thinking process was imperfect assimilation; 4) In find an answer step, the used of thinking process was assimilation; 5) In reflect and extend step, the used of thinking process was a imperfect assimilation.Keywords: Assimilation and Accommodation, Extrovert and Introvert, Problem Solving. 
KESULITAN METAKOGNISI SISWA DALAM MEMECAHKAN MASALAH MATEMATIKA PADA MATERI PELUANG DITINJAU DARI TIPE KEPRIBADIAN TIPOLOGI HIPPOCRATES – GALENUS KELAS XI MIA 1 SMA NEGERI I SOE Bulu, Vera Rosalina; Budiyono, Budiyono; Slamet, Isnandar
Jurnal Pembelajaran Matematika Vol 3, No 9 (2015): Pembelajaran Matematika
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Abstract: The objective of research was to describe difficulty, cause, and solution to the difficulties the 11th MIA 1 Grades of SMA Negeri I Soe faced in using their metacognitive of ability to solve mathematics problem in probability material using melancholic, sanguinic, phlegmatic and choleric personality types. This study was an exploratory qualitative research. The procedure used of selecting subject is snowball sampling, so that 12 subjects were obtained whose data could be analyzed. The data collection was conducted using think aloud method. The data validation was carried out using time triangulation. Techniques of analyzing data used were: (1) classifying data into 4 categories: (a) understanding problem, (b) thinking about plan, (c) implementing the plan, (d) rechecking the answer, (2) presenting the data in narrative text and (3) drawing a conclusion about difficulty, cause, and solution to metacognitive difficulty in each category. The results of research showed that the metacognitive difficulties in solving problem of probability material for melancholic and choleric students were as follows. (a) The students difficulty realized strategic deliberation and the advantage of strategy used, (b) Students experience metacognitive difficulty in realizing the strategic change when they were wrong, (c) Difficulty in realizing the evaluation on confusion, (d) Difficulty in realizing when a strategy is used, (e) Difficulty in realizing the different strategies, (f) Difficulty of other strategy in problem solving, (g) Difficulty in realizing their work product evaluation, and (h) Difficulty in realizing the consideration of all options in solving problem. The difficulty of sanguinic and phlegmatic students were as follows. (a)  Difficultly realized strategic deliberation and the advantage of strategy used, (b) Difficulty in realizing the advantage of strategy used (c) Difficulty realizing when a strategy was used (d) Difficulty in realizing when a strategy was used (d) Difficulty in realizing the reason of using different strategies in  various situation (e) Difficulty in realizing other strategy in solving problem and (f) Difficulty in realizing the deliberation of all options in solving problem.Keywords: Metacognitive Difficulty, Problem Solving, Hippocrates-Galenus Personality Type. 
EKSPERIMENTASI MODEL PEMBELAJARAN KOOPERATIF TIPE NUMBERED HEADS TOGETHER (NHT) DAN TIPE THINK PAIR SHARE (TPS) DENGAN PENDEKATAN SAINTIFIK PADA MATERI BILANGAN DITINJAU DARI KEMANDIRIAN BELAJAR SISWA SMP DI KOTA SURAKARTA TAHUN AJARAN 2014/2015 Astutik, Dian Dwi; Budiyono, Budiyono; Usodo, Budi
Jurnal Pembelajaran Matematika Vol 4, No 1 (2016): Pembelajaran Matematika
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Abstract: The objectives of research were to find out: (1) which one gives better in mathematics achievement, cooperative learning model of Numbered Heads Together (NHT) or Think Pair Share (TPS) type or clasical learning model. (2) which one gives better in mathematics achievement, students who have high, medium, or low self-directed learning. (3) which one gives better in mathematics achievement, cooperative learning model of Numbered Heads Together (NHT), Think Pair Share (TPS) type or clasical learning model, in each of self-directed learning. (4) which one better  mathematics achievement among students who have high, medium, or low self-directed learning, on each learning models. This research was quasi experimental research with 3 x 3 factorial design. The population of research was all of the VII graders of Junior High Schools in Surakarta City. The sample was taken using stratified cluster random sampling. The sample of research consisted of 273 students: 96 students for the experiment I, 93 students for experiment II and 84 students for experiment III. The instruments used for collecting data were mathematics learning achievement test and student learning style questionnaire. Testing of hypothesis used unbalanced two-ways analysis of variance using significance level of  α = 0,05. Based on hypothesis test, the conclusions were as follows. (1) Students who taught by cooperative learning model of NHT type have better mathematics achievement than students who teach by cooperative learning model of TPS type and classical learning model. On the other side, students who teach by cooperative learning model of TPS type produced the same mathematics achievement as using classical learning model. (2) Students with high self-directed learning had mathematics achievement better than students with medium or low self-directed learning, while students with medium self-directed learning produced the same mathematics achievement as with low self-directed learning. (3) In aech category high, medium and low self-directed learning, students who taught by cooperative learning model of NHT type have better mathematics achievement than students who teach by cooperative learning model of TPS type and classical learning model. On the other side, students who taught by cooperative learning model of TPS type have better mathematics achievement than classical learning model. (4) On each model of learning, cooperative learning model of NHT type, TPS type and classical learning model, students with high self-directed learning had mathematics achievement better than students with medium or low self-directed learning, while students with medium self-directed learning had mathematics achievement better than students with low self-directed learning.Keywords: Cooperative Learning of NHT, TPS, Self-Directed Learning, Mathematics Achievement.
EKSPERIMENTASI MODEL PEMBELAJARAN PROBLEM BASED LEARNING, TEAM ASSISTED INDIVIDUALIZATION DAN STUDENT TEAMS ACHIVEMENT DIVISIONS DENGAN PENDEKATAN SAINTIFIK TERHADAP PEMAHAMAN KONSEP DAN KETRAMPILAN KOMPUTASI MATEMATIKA DITINJAU DARI ADVERSITY QUOTIENT Ardiyanto, David; Budiyono, Budiyono; Usodo, Budi
Jurnal Pembelajaran Matematika Vol 4, No 5 (2016): Pembelajaran Matematika
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Abstract: The aim of this research was to know the effect of the Problem Based Learning (PBL), Teams Assisted Individualization (TAI), and Students Teams Achievement Divisions (STAD) with the scientific approach  viewed from students Adversity Quotient (AQ). The results of the research were as follows. (1) Students who were subjected to the PBL have a better understanding of concepts than students with the TAI while students were subjected to TAI have the same understanding of concepts as students who with STAD (2) Students who were subjected to the PBL have the same computing skills as students with the TAI, and TAI have the same computing skills as students with STAD, but students who were subjected to the PBL have better computing skills than students with STAD. (3) Students with high AQ have better conceptual understanding than students with medium and low AQ, and the students with medium AQ were better than low AQ. (4) Students with high AQ has better computing skills than students with medium and low AQ, and students with medium AQ have the same computing skills as low AQ. (5) In each of the learning model, students with high AQ have a better understanding of concepts than students with medium and low AQ, and students with medium AQ have a better understanding of concepts than low AQ. (6) In each of the learning model, students who have high AQ have better computing skills than students who have medium and low AQ, and students with medium AQ have the same computing skills equally as students who have low AQ. (7) In each AQ, students were subjected to the PBL have better understanding of concepts than students who were subjected to the TAI while students who were subjected to TAI have the same understanding of concept as with students who were subjected to the STAD. (8) In each AQ, students with the PBL have the same computing skills as students with TAI, students with TAI have the same computation skills as students of  STAD, but students who were subjected to the PBL has the computing skills has better than students with STAD.Keywords : Learning model of PBL, TAI, STAD, scientific approach, Adversity Quotient (AQ), conceptual understanding, computation skill.
EKSPERIMENTASI MODEL PEMBELAJARAN PROBLEM BASED LEARNING DAN KOOPERATIF TIPE SNOWBALL THROWING DITINJAU DARI GAYA BELAJAR SISWA Safa’udin, Muhamad; Budiyono, Budiyono; Sari Saputro, Dewi Retno
Jurnal Pembelajaran Matematika Vol 3, No 8 (2015): Pembelajaran Matematika
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Abstract: The objective of this research was to investigate the effect of the learning models on learning achievement viewed from learning style types of the students. The learning models compared were PBL, ST, and direct learning. The type of the research was quasi-experimental research with 3x3 factorial design. The population of this research was the students in grade VIII junior high school in Nganjuk City on academic year of 2014/2015. The size of the sample was 274 students, which was taken by using stratified cluster random sampling technique. The instruments used for data collection were learning style questionnaire and mathematics achievement test. The hypothesis test used unbalance two ways analysis of variance. The results of the research were as follow. (1) Mathematics achievement of students taught by Problem Based Learning and Snowball Throwing gave better than they taught by direct learning, and mathematics achievement of students taught by Problem Based Learning and Snowball Throwing was produce the same learning achievement (2) The learning styles of visual, auditory or kinesthetic was not have an influence on learning achievement. (3) In each learning model, the students with the visual, auditory, and kinesthetic learning styles have an equal learning achievement in mathematics; (4) In each learning style, mathematics achievement of students taught by Problem Based Learning provide the same learning achievement with cooperative Throwing Snowball, and mathematics achievement of students taught by Problem Based Learning and Snowball Throwing was better than they taught by direct learning.Keywords: Problem Based Learning, Snowball Throwing, Direct Learning, Learning Style and Achievement.
EKSPERIMENTASI MODEL PEMBELAJARAN PROBLEM BASED LEARNING (PBL) DAN KOOPERATIF TIPE GROUP INVESTIGATION (GI) PADA MATERI PELUANG DITINJAU DARI KEMANDIRIAN BELAJAR SISWA Faqihi, Ahmad; Budiyono, Budiyono; Sari Saputro, Dewi Retno
Jurnal Pembelajaran Matematika Vol 3, No 10 (2015): Pembelajaran Matematika
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models on learning achievement viewed from learning style types of the students. The learning models compared were PBL, GI, and classical with scientific approach model. The type of the research was quasi-experimental research with 3x3 factorial design. The population of this research was the students in grade X1 higher Secondary School in Lombok East on academic year of  2014/2015. The size of the sample was 282 students, which was taken by using stratified cluster random sampling technique. The instruments used for data collection were learning style questionnaire and mathematics achievement test. The hypothesis test used unbalance two ways analysis of variance. The results of the research were as follows. (1) the problem based learning model (PBL) and the cooperative learning model of the  group investgation (GI) type with scientific approach result in equal learning achievement in mathematics, buth both problem based learning model (PBL) and the cooperative learning model of the group investgation (GI) type give better result in learning achievement in mathematics than the classical with scientific approach. (2) the student with the high, medium, and ow independent learning levels have equal learning achievement. (3) in each of the learning models, the high, medium, and, low independent learning levels, result in the equal learning achievement. (4) in each of the independent learning levels, the problem based learning model (PBL) and the cooperative learning model of the  group investgation (GI) type with scientific approach result in equal learning achievement in mathematics, buth both problem based learning model (PBL) and the cooperative learning model of the  group investgation (GI) type give better result in learning achievement in mathematics than the classical with scientific approach.Keywords: : learning model, PBL, GI, Classical learning model, Scientific Approach,  independent learning levels, Achievement.
EKSPERIMENTASI MODEL PEMBELAJARAN PROBLEM BASED LEARNING (PBL) DENGAN CONCEPT MAPS PADA MATERI PERSAMAAN GARIS LURUS DITINJAU DARI KECERDASAN EMOSIONAL SISWA KELAS VIII SMP NEGERI DI KABUPATEN SUKOHARJO TAHUN PELAJARAN 2014/2015 Faizati, Khamsatul; Budiyono, Budiyono; Sari Saputro, Dewi Retno
Jurnal Pembelajaran Matematika Vol 4, No 1 (2016): Pembelajaran Matematika
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using PBL with concept maps (CM), PBL, or classical learning, (2) which one gives better mathematics learning achievement, student with high, medium, or low emotional intelligence (EI) types, (3) which one is more effective for each learning model, student with high, medium, or low EI types,  (4) which one is more effective for each EI type of students, using PBL with CM, PBL, or classical learning. This research used quasi experimental method with its population included all of students of state junior high school in Sukoharjo Regency. Sampling was done by stratified cluster random sampling. The size of the sample was 282 students. The data collection technique was the document that was national test in elementary school for initial capability data before the experiment, achievement test for mathematics student achievement data, and questionnaire of EI. The data were analyzed using analysis of variance. The conclusions of the research were as follows: (1) Mathematics achievement using PBL with CM is better than using PBL or classical learning. Likewise, mathematics achievement using PBL is as same as using classical learning. (2) Students with high EI have mathematics achievement better than students with medium or low EI. Likewise, students with medium and low EI have the same as mathematics achievement. (3) For each learning model, students with high EI have mathematics achievement better than students with medium or low EI. Likewise, students with medium and low EI have the same as mathematics achievement. (4) For each EI type of students, mathematics achievement using PBL with CM is better than using PBL or classical learning. Likewise, mathematics achievement using PBL is as same as using classical learning.Keywords: Problem Based Learning, concept maps, and emotional intelligence.
EKSPERIMENTASI MODEL PEMBELAJARAN PROBLEM POSING DAN PROBLEM SOLVING DENGAN PENDEKATAN PMR TERHADAP PRESTASI BELAJAR DAN KEMAMPUAN KOMUNIKASI MATEMATIS DITINJAU DARI KREATIVITAS SISWA KELAS VII SMP NEGERI DI KABUPATEN SUKOHARJO Hodiyanto, Hodiyanto; Budiyono, Budiyono; Slamet, Isnandar
Jurnal Pembelajaran Matematika Vol 4, No 2 (2016): Pembelajaran Matematika
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Abstract: The objective of this research was to investigate the effect of learning models with realistic mathematic education (RME) approach on learning achievement and mathematical communication ability viewed from student creativity. The learning models compared were Problem Posing (PP), Problem Solving (PS) and direct learning models. This research used a quasi-experimental research. The population were the seventh grade students of junior high school in Sukoharjo. The samples of this research were taken by using the stratified cluster random sampling technique. The proposed hypothesis of this research was analyzed by using the two way multivariate analysis of variance with unbalanced cells. The results of the research are as follows: (1) model of PP learning and model of PS learning with RME approach result the same achievement, but model of PP learning with RME approach results in a better mathematical communication ability than model of PS learning with RME. Model of PP learning and model of PS learning with RME approach result in better achievement and mathematical communication ability than direct learning model. (2) the students with the high creativity have better achievement and mathematical communication ability than those with the moderate or low creativity, but the students with the moderate and low creativity have the same achievement and mathematical communication ability. (3) in each creativities of students, model of PP learning and model of PS learning with RME approach result in better achievement and mathematical communication ability than direct learning model. Model of PP learning and model of PP learning with RME approach result the same achievement, but model of PP learning with RME approach results in a better mathematical communication ability than model of PS learning with RME. (4) in each learning models, the students with high creativity have better achievement and mathematical communication ability than those with medium and low creativity, and the students with moderate and low creativity have the same achievement and mathematical communication ability.Keywords: PP Learning, PS Learning, RME Approach, Direct Learning, Mathematical Communication Ability, Achievement, and Creativity of students.
EKSPERIMENTASI MODEL PEMBELAJARAN KOOPERATIF TIPE STRUCTURED NUMBERED HEADS, THINK TALK WRITE, DAN LEARNING TOGETHER DENGAN PENDEKATAN SAINTIFIK DITINJAU DARI KECERDASAN LOGIKA MATEMATIKA SISWA Utami, Desi Tri; Budiyono, Budiyono; Subanti, Sri
Jurnal Pembelajaran Matematika Vol 3, No 9 (2015): Pembelajaran Matematika
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Abstract: The purpose of this research was to find out the effect of the cooperative learning models on the learning achievement in mathematics viewed from the students’ logical mathematical intelligence. The learning models compared were the cooperative learning models of Structured Numbered Heads (SNH), Think Talk Write (TTW), and Learning Together (LT) with scientific approach. This research used quasi experimental research method with the factorial design of 3x3. The population of the research was all of the students in grade VII of Junior High School in Sukoharjo Regency. The data was analyzed using two-ways analysis of variance with unbalanced cell. The conclusions of the research were as follows. (1) SNH and TTW with scientific approach had the same learning achievement. SNH and TTW with scientific approach had better learning achievement than LT with scientific approach. (2) Students with high logical mathematical intelligence had better learning achievement than the students with middle and low logical mathematical intelligence, also students who had middle logical mathematical intelligence had better learning achievement than students who had low logical mathematical intelligence. (3) In SNH with scientific approach, the students who had high logical mathematical intelligence had learning achievement as good as students with middle and low logical mathematical intelligence. In TTW and LT with scientific approach, the students who had high logical mathematical intelligence had learning achievement as good as students with middle logical mathematical intelligence, and the students who had high and middle logical mathematical intelligence had better learning achievement than the students with low logical mathematical intelligence. (4) For all level of students’ logical mathematical intelligence, the students who were given by SNH, TTW, and LT with scientific approach had the same learning achievement.Keywords: Structured Numbered Heads, Think Talk Write, Learning Together, Scientific Approach, Logical Mathematical Intelligence
Co-Authors Abdul Aziz Abi Fadila Achmad Nurrofiq Adinata, Yuda candri Aditya Kusumawati, Aditya Aditya, Vanessa Rizky Afidah, Sururin Afriyanto Afriyanto Agung Kurniawan Agus Hadiyarto Agus Margono AGUS PURWANTO Agus Yuwono Agustin, Tina Agustina, Risa Ahmad Faqihi, Ahmad Ahmad Saleh Ainun Ikbal, Alif Airlangga Airlangga, Airlangga Alfan Afandi Alfarizi, Safrudi Ali Djamhuri Ali, Syuhaeda Aeni Mat Aliyana, Aliyana Alvitriani Alvitriani, Alvitriani Amalia Zulvia Widyaningrum Ana Fauziah Anak Agung Istri Sri Wiadnyani Anastasya, Diana Ayu Andi Irwan Benardi, Andi Irwan Andini, Swastika Andri Cahyo Kumoro Andriyani, Liz Y. Anggi T W, Y Gigih Anggi TW, Y Gigih Anggun Srirahayu, Anggun Angkasa Angkasa Ani Margawati Ani Nurwijayanti, Ani Anisa Nurjanah, Anisa Anna Setyowati Antarini Antarini, Antarini Antono Suryoputro Anwar Ardani Anwar, M. Khoerul Apoina Kartini Aprilia Aprilia, Aprilia Apsari, Laeila Ardi Dwi Susandi Ardiyanto, David Arief Kristyawan Arif Rahman Arkhan Subari Armunanto, Armunanto Arrohmah, Munib Asfiya, Nissa Atul Astorina Yunita Dewanti, Nikie Astorina, Nikie Aulia Musla Mustika Aurell, Yuendzi Santa Ayun Sriatmi Ayuningtyas, Nimas Putri AYUNINGTYAS, RENY Bagoes Widjanarko Baharsyah, Moh. Nasrul Baharsyah, Moh. Nasrul Barkhuizen, Jaco Bayu Wicaksono Beni Saputra Bibit Nasrokhatun Diniah Binti Anisaul Khasanah Bq Malikah Hr, Bq Malikah Buchori Asyik Budi Santosa Budi Santosa Budi Usodo Budi Warsito Bustomi Bustomi Cahya Tri Purnami Chadikun, Paulus Chairani, Nadia Christiyani, Bintang Rumiris D. Wasgito Purnomo Dalud Daeka Darmadi Darmadi Darmanto Darmawati, Ratna Puspa Dedy Miswar Desi Tri Utami, Desi Tri Dessy Paiman Desy Arshinta, Desy Devi Yuliyanti Dewanti, Nikie Astorina Dewi Muliasari Dewi Nurhalimah, Dewi Dewi Retno Sari Dewi Retno Sari S Dewi Retno Sari Saputro, Dewi Retno Dewi, Hapsari Dewi, Rahmatika Dian Dwi Astutik, Dian Dwi Dian Fitri Argarini, Dian Fitri Diana Diana Diari Indriati Dismas Suparmo Djemari Mardapi Dwi Hapsari Retnaningrum Dwi Kurniawan, Ari Dwi Rohman Soleh, Dwi Rohman Dzakiyah, Anis Edi Subkhan, Edi Edwin Latif Hardiyanto Edy Haryono Efendi, Tino Feri Eko Nugroho Eko Widaryanto Elida Novita Ellesse, Karinna Elvia, Rosi Elywati Elywati Erna Dewi . Ernawati, Fifth Ervianni, Novi Yuli Esti Setiawati Eva Tri Wahyuni Evi Yulia Arini, Evi Yulia Fadhilah, Fatin FADHOLI, MUHAMMAD Fajarwati, Eka Farid Afrian, Muhammad Fathurrahman, Hanif Muhammad Fauzi, Ihwan Feri Candra Setiawan, Feri Candra Feriandi, Yoga Ardian Feriansah, Arif Firdausi, Eyda Firmansyah Firmansyah Firmansyah, Ade Arif Firmansyah, Aditya Fitriana Anggar Kusuma Fitriana, Laila Fitriani, Nanda Fofana, Fadillah Fathir Mahmud Friska, Erlin FX Sumarja, FX Gatut Iswahyudi Giant Aprisetyani Gultom, Rachel Sophia Joy Aprilia Hadi, Siswan Handayani, Mella Handayani, Novia Haq, Zahron Hardiansyah, Mas Achmad Hartuti Purnaweni Haryono Haryono Hasirun, La Ode Hastuti, Endah Kurnia Hefnita, Hefnita Heldy Ramadhan Putra P Hendriana, Rani Hendriyanto, Agus Hendry Putra, Hendry Heny Kusumayanti Heri Triluqman Budisantoso Herlina, Meri Hermanu Joebagio Heru Kurniawan Hibnu Nugroho Hidayatulloh, Taufiq Hodiyanto, Hodiyanto I Gusti Bagus Wiksuana I N. Widiasa Ida Hayu Dwimawanti Ignata Noviantari Sinar Y, Ignata Noviantari Imam Faizin, Imam Imam Prasetyo Imam Sujadi Indarto Indarto Iqbal Syaichurrozi Ira Kurniawati Irene Endah Tri Winihati Irfan Zidni1, Muhammad Irma Lusi Nugraheni Isnandar Slamet, Isnandar Isnawati Isnawati istiqomah istiqomah Istiqomah, Layli Nur Itsna Farida Jani, Jani Jayawarsa, A.A. Ketut Johan, Riche Chyntia Juwita Rini Kana Hidayati Karamang, Syukur Kartono, Kartono Katherine Her Pratiwi Khadafi Indrawan Khadijah Khadijah Khafittulloh Viqriah, Khafittulloh Khamsatul Faizati, Khamsatul Kharisma Ardhy W Khoerul Anwar KHOIRUL ANAM Kiki Kurniawan Kiki Riska Ayu Kurniawati, Kiki Riska Ayu Kinanti, Hidayah Arum Kiswanto, Andre Kiswanto, Andre Komariyatun, Eny Kristanti, Arin Ike Kuat Puji Prayitno Kurniawan, Tonni Agustiono Kusnilawati, Nunik Kusumawardani, Rahma Desta Kusumawardani, Seftia Kuwat Slamet, Kuwat Laelusifah, Laelusifah Lestari, Resta Lina Muawanah, Lina Lirëza, Linert LMS Kristiyanti, LMS LMS. Kristiyanti Luqman Buchori M. Ari Wuryanto M. Fakih M. Ilham Fredian Syah , M. Ilham M. Ridlo Yuwono Ridlo M. USMAN Ma'rifatulloh, Dicky Ma'ruf, Muhammad Hasan Mahani, Ibud Mahfudin, Ains Eka Mahmudah Titi Muanifah Malicia Evendia Mardodo Mardodo Mariay, Ivonne F. Marita, Iklia Mariyah Eka Pratiwi, Mariyah Eka Mariyani, Anjar Martini Martini Maryam, Isnaeni Marylin Junias, Marylin Marzuki Marzuki Mashudi Mashudi Masro?ah, 'Izzatul Mateus Sakundarno Adi, Mateus Sakundarno Matin, Hashfi Hawali Abdul Mawarni, Arum Maya Kartika Sari Misgiono Misgiono, Misgiono Mohammad Nasir, Mohammad Mohammad Zen Rahfiludin Muhamad Safa’udin, Muhamad Muhammad Akhyar Muhammad Nasir Muhammad Rido Muhammad Rifai Muhammad Rifqi Muhtadi Muhtadi Muji Slamet Lestari, Muji Slamet Muliasari, Dewi Muliyadi Muliyadi Mursid Rahardjo Mursid Raharjo Musa Musa Nabiha, Puteri Inandin Najikhah , Fatikhatun Nanang Nabhar Fakhri Auliya, Nanang Nabhar Nanda Noor Fadjrin, Nanda Noor Nani Suwarni Nasrin Nasrin, Nasrin Nasrokhatun Diniah, Bibit Nata, Delvia Putri Neni Mariana Niki Astorina Yunita Dewanti, Niki Astorina Yunita Nila Kurniasih Ningrum, Dwi Ayu Nirwana, Nita Noverita Dian T, Noverita Dian Novia Fajar Utami Noviana, Yuita Tri Novita, Maryana Nugraha, Ferry Satya Adi Nugroho Arif Sudibyo Nugroho, Muhamad Asif Cahya Aji Nugroho, Norcha Satria Adi Nuha, Nabila Ulin Nunuk Suryani Nur Endah Wahyuningsih Nur Fajria Safarina, Ismi Nur Faqih, Mochamad Nur Hasanah, Ria Siti Nurani Nurani Nurbani, Agung Nurfitri Astuti Nurina Kurniasari Rahmawati Nurjazuli Nurjazuli Nurlaela, Latifah Nurul Aziza, Nurul NURUL AZIZAH Nurul Farhin Nurviana, Vina Nuswantari, Nuswantari Octarina Hidayatus Sholikhah Onny Setiani Othman, Nur Hidayati Paga, Bertha Ollin Paminto, Joko Paminto, Joko Pardana Wati, Sri Laksmi Perdana, Muhammad Faza Permatasari, Nisa Pertiwi, Anita Prabowo, Joko Setyo Pradana, Danindra Bagas Pradana, Danindra Bagas Pradana, Mochamad Agung Prapsilo, Restu Agus Prasetyo Budi Darmono pratiwi, hasih Pratiwi, Hasih Prihanti, Rheni Primadi Bagus Saputro Priyanto, Teguh Puastuti, Dwi Puji Nugraheni Purna Bayu Nugroho Purwanto Purwanto Pusaka, Semerdanta Pusfitra, Susi Puspitasari, Dio Putra Adi Wibowo Putri, Latifah Eka Putri, Vilentia Sindy Hermadianti Putri, Yunisha Dena Rachmani, Ayu Shafira Rahayuningtyas, Indah Rahma Kurnia Sri Utami Rahmat Winata Rahmita Ika Sari Rakhman, Dani Raodatul Jannah Ratih Kusumaningrum Ratna Januarita Ratri, Sari Dwika Religiana, Mergy Religiana, Mergy Reny Yesiana Resiandi, Arida Retno Anggraheni Retno Wahyuningsih Reza Kusuma Setyansah, Reza Kusuma Rianto, Muhammad Richo Riawan Yudi Purwoko Riestianty, Riestianty Rigianti, Henry Aditia Rika Adi Kusumo, Rika Adi Riki Andriatna Riki Tri Kurniawan, Riki Tri Rinawati Rinawati Riyadi Riyadi Riza Ayuningtyas, Riza Rizky, M. Affan Rizqi Khoirunnisa Robia Astuti Rofiah, Nurul Hidayati Rohmah, Anita Khoiri Rosahada, Ailsa Devina Rosaini, Rosaini Rosana Rosana Rosiana, Tina Rosiana, Tina Ruba, Yohanes Emanuel Rukmini Rukmini Rumainum, Inna Martha S Siswanto Sa'idah, Ulya Sabila, Attina Surya Safa’udin, Muhamad Safitri, Eliya Salman Paris Harahap Salsabila, Unik Hanifah Sanat Dia, Sanat Sanusi Sanusi Saputra, Whin Themas Mico Sari, Gustia Paramitha Sari, Putri Permata Sariyasni, Sariyasni Sariyasni, Sariyasni Sariyatun Sariyatun Satrio Wicaksono Sudarman Sebastianus Widanarto Prijowuntato, Sebastianus Widanarto Seno Johari Septi Wulandari Septo Pawelas Arso Setiani, Ony Setiawan, Feri Setiawan, Sofiyan Setya Wahyudi Setyo Prabowo, Joko Shanti Indah Lestari, Shanti Indah Sholeh Muntasyir Sholichatun Aisyah Rahmawati, Sholichatun Aisyah Sigit Saptono Silmi, Rhaniya Sisca Fajriani Siswo Sumardiono Siti Kunarti SITI RACHMAWATI Siti Uswatun Hasanah Solly Aryza Sri Hartati Ningsih Sri Hartini Sri Laksmi Pardanawati, Sri Laksmi Sri Pawiti, Sri Pawiti Sri Subanti Sri Sumiyati Sri Yamtinah Stacia Reviany Mege Suci Irawati Sudarma, Sudarma Sudarmi Sudarmi Sudarno Sudarno Sudarno utomo Sugih Wijayati, Sugih Sugiman Sugiman Sugiyarta Stanislaus, Sugiyarta Suhada, Ahmad Syauqi Suhartono Suherman, Suherman sukardi, sukardi - SULISTIYANI SULISTIYANI SUMADI SUMADI Sumarwati Sunarso Sunarso Sunaryo Sunaryo Supratikta, Hadi Suprihati - Supriyono Supriyono Surjoputro, Antono Suryaningsih, Nurohmah SURYO Budi Santoso Sutanto Sutanto Sutopo Patria Jati Sutrima Sutrima Sutrisno, Sutrisno Suyadi Suyadi Syafrudin Syafrudin Syaiful Anwar Syamsul Arifin Syamsulhuda BM Tardi Tardi Taufik, Opik Tenang Haryanto Thaib, Fachri Tika Karlina R Titi Prihatin Tri Joko Tri Retnaningsih Soeprobowati Tri Wahyuningsih Tri Widyastuti Tuakong, Wigberta Mogi Tuhumena, Veronica L. Tulus Junanto Tutuk Djoko Kusworo UGP, Rusli Umi Hartati, Umi Umi Supraptinah, Umi Utomo, Dani Puji Vera Dewi Susanti Vera Rosalina Bulu Veronica Sri Wigiyanti Vinta Mariko Malau, Vinta Mariko Wafiyatu Maslahah, Wafiyatu Wahyono, Yoyon Wahyu Kusumaningtyas Wahyu Prihatiningrum Wahyu Romadlhon, Ahmad Wamafma, Ilona M. Wardi Wardi Wawan Kokotiasa, Wawan Wayangkau, Erich C. Wayangkau, Erich Christian Weda Kupita Werdania, Riandhita Eri Wharyanti Ika Purwaningsih, Wharyanti Ika Wicaksono, Bhayu Widhanarto, Ghanis Putra Widiastuti, Yulia Widyawati Widyawati Wihasti Imas Priyandani, Wihasti Imas Wijaya, David Sura Wikan Budi Utami Windriya, Anafil Windyandari, Aulia Windyandari Wirdiarti, Nuni Wiryanto Wiryanto Wulandari, Arum Nur Y Noenoek Andrijanti Yadi Ardiawan Yarmaidi Yarmaidi Yeti Sumiyati Yudanto, Yusuf Arya Yudi Pramono Pawiro, Yudi Pramono Yuli Budiati Yuli Kurniawati Sugiyo Pranoto, Yuli Kurniawati Sugiyo Yuli Utanto Yulia Neta . Yuliana, Dwi Yulianti, Fina Yuliyanti , Fina Yulyoni, Finni Yunita Wulandari Yusdiyanto Yusdiyanto Yusim, Adi Kurniawan Yusniar Hanani Yusniar Hanani D., Yusniar Yusniar Hanani Darundiati Yuyut Ariyanto, Yuyut Zainnur Wijayaanto Zainu, Danif Zamroni Zamroni Zuhdha Basofi Nugroho, Zuhdha Basofi Zulkarnain Ridlwan Zulkarnain Zulkarnain