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Journal : KLIK: Kajian Ilmiah Informatika dan Komputer

Analisis Penerapan MOORA Dalam Penyeleksian Peserta Olimpiade Catur dengan Metode Pembobotan Rank Order Centroid Andreas Gerhard Simorangkir; Kiki Andika; Mesran Mesran
KLIK: Kajian Ilmiah Informatika dan Komputer Vol. 2 No. 2 (2021): Oktober 2021
Publisher : STMIK Budi Darma

Show Abstract | Download Original | Original Source | Check in Google Scholar

Abstract

SMA Negeri 1 Tanjung Morawa is one of the leading public high schools in Deli Serdang Regency which always participates in the Olympics, especially the chess Olympiad. In the selection of Chess Olympiad participants, there are problems. The problem faced in this research is that the principal and teachers at SMA Negeri 1 Tanjung Morawa are still selecting Chess Olympiad participants based only on criteria, namely the accuracy possessed by students, even though there are several criteria that can be considered by the school in selecting students. prospective chess Olympiad participant. These criteria are accuracy, skills, strategy, achievement, class, time, and size. In order to assist the school in selecting prospective chess Olympiad participants, an SPK is needed. The ROC and MOORA methods are one of the methods that can be applied to solve this problem, which can provide assistance to the school in determining the feasibility of selecting chess Olympiad participants. As for the result of the research on the selection of the best Chess Olympiad Participants at SMA Negeri 1 Tanjung Morawa, the best alternative is A22 with a score of 0.244 in the name of "Andre"
Sistem Pendukung Keputusan Penentuan Hotel Terbaik Dikota Medan Menerapkan Metode Multi Objective Optimization on The Basis of Ratio Analysis (MOORA) Putra Heri; Mesran
KLIK: Kajian Ilmiah Informatika dan Komputer Vol. 3 No. 2 (2022): Oktober 2022
Publisher : STMIK Budi Darma

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.30865/klik.v3i2.572

Abstract

Medan City is the city with the number 4 highest population rank in Indonesia. This makes developments in terms of tourism, shopping centers, hotels, so fast. In the field of hospitality there are several 5, 3 or below star hotels with a variety of advantages and facilities offered to make it, both communities around Medan, or those outside the city area. Medan is confused to choose which hotel is the best and is good for staying and relaxing. Criteria for prices, facilities and types of rooms offered by several hotels are a guideline for the community to choose which hotel is the best. But with dozens of hotels available, this makes it difficult for consumers to determine a decision on the best hotel in the city of Medan. Based on the considerations above, researchers are interested in conducting research in determining the Best Hotels in the city of Medan by using the Multi-Objective Optimization method on The Base Of Ratio Analysis (MOORA) so as to solve the problems faced by the people of Medan or outside the city of Medan
Penerapan Metode Complex Propotional Assessment dalam Penempatan Lokasi ATM Setor Tunai Maret Sitanggang; Mesran Mesran
KLIK: Kajian Ilmiah Informatika dan Komputer Vol. 3 No. 2 (2022): Oktober 2022
Publisher : STMIK Budi Darma

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.30865/klik.v3i2.573

Abstract

Competition in the field of bank services is one of them in the form of cash deposits. The need for cash deposit ATM machines is currently very influential to meet the increasing needs of the community, so the Bank needs to add cash deposit ATM machines in several densely populated locations that require financial transactions every day. In the addition of an ATM cash deposit machine location placement must be very careful because it involves public funds so it needs a high level of security. Decision support system is an appropriate concept to determine the location of cash deposit ATMs. Decision support system by applying the COPRAS (Complex Propotional Assessment) method can provide value to the location for the placement of cash deposit ATM machines where this method is a multi-criteria method in the decision making process where this method is used to select based on criteria from existing alternatives so that decision making can be done precisely and in accordance with what is needed. This system can provide the best location for ATMs, making it easier for officers to choose locations
Pemilihan Kepala Lingkungan Terbaik di Kelurahan Menerapkan Metode Additive Ratio Assessment (ARAS) Siti Hummairoh; Mesran Mesran; Alwin Fau
KLIK: Kajian Ilmiah Informatika dan Komputer Vol. 3 No. 3 (2022): Desember 2022
Publisher : STMIK Budi Darma

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.30865/klik.v3i3.628

Abstract

In the Sudirejo-I Subdistrict, an election for the best neighborhood head will be held every year, this is intended as a reward for the neighborhood head for his duties in his area and is expected to be a motivation for each neighborhood head. Generally, the selection of the best kepling is done by selecting several neighborhood heads based on several criteria determined by the kelurahan and the election results are approved by the lurah. So far, the kelurahan selects criteria that have been determined manually and is quite time-consuming, the results obtained are also less than optimal. Based on the problems described above, a Decision Support System (SPK) is needed that can help with the problem of selecting the best neighborhood head in the Sudirejo-I Village because in a decision support system an effective and optimal decision will be produced. Many methods can be used in decision support systems, one of which is the Additive Ratio Assessment (ARAS) method. The ARAS method is a multi-criteria decision-making method based on the concept of ranking using a utility degree by comparing the overall index value of each alternative to the overall optimal alternative index value. In its implementation, the decision support system in selecting the best splitter in the Sudirejo-I Village by implementing the ARAS method is considered very effective because it is able to produce a ranking of the value of each attribute, so that the selection results are more systematic and objective
Penerapan Metode EDAS Dengan Kombinasi Pembobotan Entropy Dalam Penentuan Kinerja Dosen Terbaik di Masa Pembelajaran Daring Khairunnisa Khairunnisa; Mesran Mesran
KLIK: Kajian Ilmiah Informatika dan Komputer Vol. 3 No. 5 (2023): April 2023
Publisher : STMIK Budi Darma

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.30865/klik.v3i5.731

Abstract

Educational activities have recently experienced many changes in the teaching and learning system which is carried out online due to the Covid-19 pandemic outbreak which has resulted in the government imposing various regulations, making it impossible for face-to-face learning to be carried out in the current conditions. Not many lecturers or teaching staff have experienced a decline in the quality of their performance resulting in reduced activity and discipline of a lecturer in disseminating the knowledge he has in the educational environment, so that teaching and learning activities are no longer creative and innovative. So the researchers researched and utilized decision support systems with the application of the Entropy method used to determine the level of importance of the criteria used in lecturer performance and the EDAS method to calculate and rank lecturer performance. The Entropy and EDAS methods can determine the level of importance of a criterion, while the EDAS method can rank based on predetermined alternatives and criteria. With a decision support system that applies a combination of the EDAS method with Etropy weighting, it is hoped that this system can assist in determining the best lecturer performance at Budi Darma University. According to the results of applying the EDAS method with a combination of the entropy method as its weighting, the best alternative chosen in determining the best lecturer performance during the online learning period at Budi Darma University is the A8 alternative with the best score of 1 with the names Mesran, S.kom, M. com. The results of this study show that the decision support system that has been built using the EDAS method with a combination of this Entropy weighting, can facilitate Budi Darma University in determining the best lecturer performance accurately, quickly, efficiently and objectively.
Penerapan Metode Multi-Objective Optimization on the Basis of Ratio Analysis (MOORA) dengan Pembobotan Rank Order Centroid (ROC) Dalam Sistem Pendukung Keputusan Pemilihan Guru Terbaik Rahma Yuni Simanullang; Mesran Mesran
KLIK: Kajian Ilmiah Informatika dan Komputer Vol. 3 No. 5 (2023): April 2023
Publisher : STMIK Budi Darma

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.30865/klik.v3i5.733

Abstract

A decision support system (DSS) is a system that can solve problems that occur in ranking quickly and can find out the highest to lowest values ??in a selection. At this writing, it is a case study that can be solved using a decision support system, where the problem faced at SDN 153030 Kedai Gedai 1 Barus District is how to choose the best teacher in the school and to make a selection you have to use manual methods and the assessment process takes a long time to get results. Therefore a decision support system is created that can assist the assessment process. This decision support system is carried out using the MOORA and ROC methods where this method is used for testing which aims to determine the accuracy of the values ??obtained by the system, sensitivity trials are given to criteria weight values ??and modification trials that aim to find out how many criteria can be added and each criterion has its own weight value and the alternatives will be ranked. After ranking, the results obtained from the calculation of the MOORA and ROC methods are Rama Hutagalung AMa.Pd (A3) with a value of 0.370. These results can facilitate the selection team in making decisions and being selected as the best teacher at SDN 153030 Kedai Gedang 1 Barus District
Penerapan Metode WASPAS (Weighted Aggregated Sum Product) dan ROC (Rank Oder Centroid) Dalam Penentuan Bimbingan Belajar Terbaik Juanda Hakim Lubis; Mesran; Fatimah Nadratul Hakim
KLIK: Kajian Ilmiah Informatika dan Komputer Vol. 3 No. 6 (2023): Juni 2023
Publisher : STMIK Budi Darma

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.30865/klik.v3i6.945

Abstract

Mentoring is a solution that helps to repeat lessons taught at school. The selection of extracurricular lessons includes two factors, namely motivational factors because students choose extracurricular lessons because of low school grades, and consequential motivational factors, students choose extracurricular lessons because of encouragement from outside and invitations from friends. . In determining the best tutoring, a Decision Support System (DSS) is needed. DSS is a solution-based technology system that provides a variety of information to support decision making, both in semi-structured and unstructured situations where there is no certainty about how decisions should be made. To overcome this problem, in this study the authors used the Weighted Aggregation and Product Assessment (WASPAS) method and the Ranked Order Centroid (ROC) method. The WASPAS method performs a ranking process according to attributes with different weights and the ROC method for weighting. The research showed that Bimbel Virgo has the highest priority with a value of 1.093 as the institution of choice in determining the best tutoring, because it gets the highest rating compared to other alternatives
Penerapan Metode MOORA dan MOOSRA dalam Penentuan Kelayakan Nasabah Penerima Kredit Mawan Br Hutahaean; Rima Tamara Aldisa; Sardima Siregar; Arina Mana Sikana; Mesran
KLIK: Kajian Ilmiah Informatika dan Komputer Vol. 4 No. 3 (2023): Desember 2023
Publisher : STMIK Budi Darma

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.30865/klik.v4i3.1434

Abstract

This study aims to determine the eligibility of customers receiving credit. The credit system is needed among the general public. For example for people who want to buy an item but are constrained by costs. So the existence of this credit system is very helpful to the community. However, in the process of granting credit to customers, many problems were found, including problems with customers who later defaulted on credit payments (loans that were not repaid). Therefore Based on this problem, we need a decision support system that helps identify the wrong recipient. The method used in this study is the MOORA method and the MOOSRA method, which is a method for determining priorities for credit recipients, which later by processing the MOORA and MOOSRA methods can help solve problems that occur. A decision support system is a computer-based system composed of interacting components: a language system component, a knowledge system component, and a problem solving system component, and uses data and decision-making models to create a semi-structured It solves structured problems and semi-structured problems and help in decision making. Based on the research that has been done by testing the MOORA and MOOSRA methods, the highest ranking results are those who are entitled to receive credit, namely Alternative 2 named Mujiani with a result of 0.4591 using the MOORA method and similarly using the MOOSRA method, which is the highest ranking also obtained by alternative 2 with a result of 33.2729
Combination of Multi-Attributive Ideal-Real Comparative Analysis and Rank Order Centroid in Supplier Performance Evaluation Arshad, Muhammad Waqas; Setiawansyah; Mesran; Desyanti
KLIK: Kajian Ilmiah Informatika dan Komputer Vol. 4 No. 4 (2024): Februari 2024
Publisher : STMIK Budi Darma

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.30865/klik.v4i4.1677

Abstract

Supplier performance evaluation is a critical aspect of supply chain management that focuses on assessing and monitoring the performance of suppliers. Supplier performance evaluation not only provides benefits for the company, but also motivates suppliers to improve their quality standards and operational efficiency. This study aims to evaluate supplier performance based on existing assessment data by applying the ROC method to determine the weight of the criteria used, then the MAIRCA method will evaluate supplier performance so that it will produce a rating of supplier performance evaluation which will be a decision recommendation for companies in assessing the performance of existing suppliers. The combination of ROC and MAIRCA weighting methods forms a powerful approach in addressing the complexity and challenges of multi-criteria decision making. ROC with its focus on relative ranking criteria, whereas MAIRCA which considers the difference between ideal and real conditions, presents complementary perspectives. By combining the two, decision makers can generate a more contextual and informational weight of criteria. The ranking result graph in figure 4 shows the best supplier performance obtained on behalf of Supplier C with a final value of 0.052391944 ranked 1, then on behalf of Supplier F with a final value of 0.050077222 ranked 2, and on behalf of Supplier G with a final value of 0.049074028 ranked 3.
Combination of Rank Sum and Multi Attribute Utility Theory in Determining the Best Receptionist Performance Arshad, Muhammad Waqas; Setiawansyah, Setiawansyah; Mesran
KLIK: Kajian Ilmiah Informatika dan Komputer Vol. 4 No. 5 (2024): April 2024
Publisher : STMIK Budi Darma

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.30865/klik.v4i5.1791

Abstract

As the frontline of the service industry, a receptionist's performance not only reflects his professionalism, but also affects the first impression and overall customer experience. Problems in assessing the performance of a receptionist can include several things, namely difficulty measuring the quality of social interactions objectively, performance appraisals often focus more on administrative tasks, lack of understanding of the receptionist's role as a liaison between the company and customers, difficulty in assessing intangible aspects such as friendliness, patience, or the ability to respond to changing customer needs quickly and efficiently. The combination of rank sum weighting methods and Multi-Attribute Utility Theory (MAUT) can result in a more holistic and robust approach to decision making. In this approach, the rank sum weighting method can be used to get an initial picture of the relative preferences of various alternatives, while MAUT can be used to dig deeper into those preferences and account for complex factors such as attribute weights and utility values. By combining these two methods, decision makers can gain a deeper understanding of their preferences, while still maintaining openness to multiple perspectives and information. The results of the ranking of the best cashier performance the 1st best cashier with a value of 0.574 obtained by Zulaikah, the 2nd best cashier with a value of 0.473 obtained by Arini, and the 3rd best cashier with a value of 0.337 obtained by Lilik Karlina.
Co-Authors A M Hatuaon Sihite A.A. Ketut Agung Cahyawan W Abdi Harfani Abdul Halim Abdul Halim Abdul Karim Ade Ayunda Kusuma Ade Priyatna Ade Tursina Adinda Rahmadhani Adinda Rezeki Samosir Afriany, Joli Afriyani Nasution Afsah Rizki Ageng Puspita Pratidina Agung Triayudi Agus Perdana Windarto Agustina Sidabutar Agustina Sidabutar Ahlan Ismono Ahmad Yanda Ahmadfauzy Akbar Iskandar Al-Hafiz, Nofri Wandi Aldisa, Rima Tamara Alexius Ulan Bani Ali, Bobby Sultan Alwin Fau Amanudin Harahap Andini, Nadira Andreas Gerhard Simorangkir Andreas Gerhard Simorangkir Andsyah Putera Utama Siahaan Andysah Putera Utama Siahaan Anisa Anisa Aniyanti Tafonao Annisa Fadillah Siregar Annisa Siregar Arahman Harahap Arahman Harahap Ardinsah Ardinsah Arif Setiawan Arifin, Soeb Arifin, Soeb Arina Mana Sikana Ariska, Melinda Arjun Nainggolan Armanila Armanila Armanila armanila, Armanila Arshad, Muhammad Waqas Asep Toyib Hidayat Asia Arinanda Singarimbun Asruddin Asyahri Hadi Nasyuha Azhar, Pitria Azhima, Idzni Bahagia Elfrando Nababan Bangun, Budianto Barkat Harefa Bintang, Muhammad Rizki Olihta Bister Purba Boangmanalu, Mei Mariana Butarbutar, Lambok Harry OA Chandra Frenki Sianturi Cici Alfiani Pradika Dita Cut Rafyqa Fadhilah Dahanum, Ismay Dahrul, Dahrul Darma Setiawan Putra Darma Setiawan Putra Darmawan Napitupulu Daulay, Nelly Khairani Debi Guzmaliza Deby Monalisa Simanjuntak Dede Winta Sipahutar Delvi Syahfitri Dendy Frans Gunawan Hutagalung Desyanti Desyanti - Desyanti Desyanti Desyanti Devi Purnama Sari Devi, Wanda Tofani Dian Yunita Sihombing Dikki Handoko Dimas Hadityo Ramadan Dinda Saputri Gea Dirja Hasibuan Dirja Hasibuan Dodi Siregar Dodi Siregar Dodi Siregar Dormian Sihombing Dwi Satria, M. Najib Dwika Assrani Dwika Assrani Dwina Pri Indini Dwina Pri Indini Ebenezer Maston Sinaga Efendi, Syahril Efori Buulolo Eka Murlisah Eka Pratiwi Sumantri Eko Maruli Tua Situmorang Elisabet Simbolon Emmy Syafitri Erlin Windia Ambarsari Ermis Claudia Malau, Risa Fadillah, Riszki Fadillah, Rizkah Fadlina Fadlina, F Fahrul Mahdi Faisal Fajar Syahputra Fatimah Fatimah Nadratul Hakim Fatiyah Saidah Fatiyah Saidah Fazlur Rahman Febrianus Gea Febrianus Gea Fifto Nugroho Fince Tinus Waruwu Fince Tinus Waruwu Fira Aulia Nadia Fitry AF Togatorop Frans Pernando Hutagaol Friska Irma Yanti Garuda Ginting Ginting, Permanan Ginting, Permanan Guidio Leonarde Ginting Guidio Leonarde Ginting Hadar Putra Daulay Hafizhoh, Syariah Halomoan Hasibuan, Haposan Hany Maria Valentine Harahap, Andi Syahputra Harahap, Arahman Harahap, Nikmah Royani Hari Utari, Hari Harmayani Hasnah Siahaan Hasnah Siahaan Hasnil Aida Henry K Siburian Hetty Rohayani Hikma Widayu Hotmoko Tumanggor Hotni Sari Harahap Husni Mubarrak Hutabarat, Sumiaty Adelina Hutagalung, Siti Nurhabibah Hutapea, Betrik J Hutapea, Betrik J Hutapea, Novita Sari I Gede Iwan Sudipa Ida Mayanju Pandiangan Ida Rizky Nasution Ikhwan Lubis Imam Saputra Imam Saputra Imam Saputra Imam Solihin Iman Judi Tua Situmeang Imelda Sinaga Indini, Dwina Pri Irma Irma Irvan Siahaan Irwan Irwan Irwansyah Irwansyah Ismay Dahanum Isnain, Auliya Rahman Iwan Purnama Jeremiati Sitorus Jeremiati Sitorus Joko Saputro Joli Afriany Juanda Hakim Lubis Juanda Hakim Lubis Juanda Hakim Lubis Juanda Hakim Lubis Jufriadif Na`am, Jufriadif Julaysa, Julaysa Jumpa Dorisman Rajagukguk Junus Dohar Manik Kamalia Safitri, Kamalia Kasta Yudha Siahaan Kasta Yudha Siahaan Kelik Sussolaikah Kelik Sussolaikah Kennedi Tampubolon Kermanosiavic Noverdianto Siahaan Khaerany Nisfiary, Reny Khairani, Reni Khairul Adha, Khairul Khairul Imtihan Khairunnisa Khairunnisa Khasanah Khasanah Kiki Andika Kristian Siregar Kurnia Ulfa Kurnia Ulfa Kusmanto Kusuma, Ade Ayunda Laia, Sarpita Lathifa, Lathifa Lidia K Simanjuntak Lidia Kristiani Simanjuntak Lidya Puspita Dewi Lince Tomoria Sianturi Lubis, Akhyar Lubis, Ikhwan Lubis, M.Syukri Azwar Lubis, Ridha Maya Faza Lubis, Utami Rahma Sari Lubis, Utami Rahma Sari Lumban Batu, Wahyu Harry Bai Maharani Maharani, Maharani Mahardika, Wiyuda Pratama Mahesa Raihan Rifqi Marbun, Desika Maret Sitanggang Maringan Sianturi Marlya Fatira AK Martua Raja Siregar Matondang, Hasiholan Mawan Br Hutahaean Mega Oktaviani Pohan Mei Mariana Boangmanalu Melda Panjaitan Melinda Ariska Mentari Ananda Hasmi Meryance V Siagian Meryance V Siagian Mesran, Rian Syahputra Miranda, Rina Mizwar, Tedi Mohammad Taufan Asri Zaen Muhammad Irfan Muhammad Luthfi Akbar Muhammad Luthfi Akbar Muhammad Rizky Ramadhan Muhammad Syahril Muhammad Syahrizal Muhammad Tri Vaneza Muhammad Yusuf Batubara Muhammad Zarlis, Muhammad Murdani Murdani Murdani, Murdani Naibaho, Dahner Junedi Nanda Sopianto Nasrul Hidayat Harahap Nastiti, Sindy Nasution, Aisah Amini Nasution, Annio Indah Lestari Nasution, Hasnil Aida Natalia Silalahi Natalia Silalahi Natalia Silalahi Natalia Silalahi, Natalia Nelly Astuti Hasibuan Nelly Khairani Daulay Nelly Khairani Daulay Nelly Khairani Daulay Niken Aprilia Nila, Armanila Nirmalasari, Susanti Nizam, Muhammad Khairul Noferianto Sitompul Nofrisa, Dini Nola Dita Puspa Nola Dita Puspa Nona Oktari Noveriang Ndruru NS, Eka Widya Nuari, Reflan Nuning Kurniasih NUR ARIF, MUHAMMAD Nur Sakinah Tanjung Nur Wulandari Nurdiyanto, Heri Nurhabibah, Siti Nurhabibah, Siti Nurhayati Nurhayati Nurmayana Sari Nursaka Putra Nurul Aini Nurul Ajimah Ritonga, Merdayana, Sakdan Azwan Nurul Huda Nurul Izzah Hadiana Nurwahid, Fahri Pakpahan, Elsi Yulianti Pandiangan, Ida Mayanju Panjaitan, Fricia Oktaviani Panjaitan, Melda Panjaitan, Melda Partogi Simanjuntak Paska Miranda Sitanggang Perani Rosyani Permanan Ginting Permanan Ginting Pohan, Nurhikmah Poltak Sihombing Prabowo, Widodo Arif Pratidina, Ageng Puspita Pratiwi, Elsa Pristiwanto Pristiwanto Pristiwanto Pristiwanto, Pristiwanto Puji Sari Ramadhan Purba, Bister Purba, Rohan Kristini Purnama, Ade Novian Putra Heri Putri Chairunisyah Putri Ramadhani Putri Ramadhani, Putri Putri Sianturi Qomaini, Ahmad Rabli Hari Mulia Rahma Yuni Simanullang Rahmi Ramadhani Raja Yusuf Rajagukguk, Jumpa Dorisman Rakhmi Khalida Ramadhan, Puji S Ramadhan, Puji S Ramadhan, Saidi Ramli, M Saidina Rangkuti, Wanda Tofani Devi Rani Patricia Manalu Rasli, Roznim Mohamad Reflan Revife Purba renaldi, reno Restu Riadi Ria Ramadhani Syahputri Rian Syahputra Ricard Ricardo Rima Tamara Aldisa Rio Irwansyah Riska Aryanti Riski Ferita Wahyu Rita Megawati Siburian Ritonga, Muhammad Tohir Ritonga, Rani Syahfitri Ritonga, Uba Rizka Pratiwi Rizkina, Seila Rohan Kristini Purba Rohmat Indra Borman Rohminatin, Rohminatin Ronal Watrianthos Ronda Deli Sianturi Rosaima Situmorang Rosanti, Yerika Puspa Rosnizam, Rosnizam Royanti Manurung Rudha Raihan Rudi Sidabutar Rusiana Rusiana Ruziana binti Mohamad Rasli Ryan Randy Suryono S Sunaryo Safrizal Barus Sagala, Gamrina Saidah Rizki Tanjung Saidah, Fatiyah Saidi Ramadhan Saiful Akhyar Lubis Saiful Nur Arif Sallaby, Achmad Fikri Salsabila Edrin Samuel Ramos Sanriomi Sintaro Santri W Pasaribu Sanwani Sanwani SANWANI SANWANI, SANWANI Saragih, Nova Saragih, Rico Albert Sardima Siregar Sari Hafizoh Sari, Cindy Nanda Sari, Herlina Sari, Sri Indah Sarpita Laia Sarumaha, Farel Notafelling Sarwandi Wandi Sarwandi, Sarwandi Sekar Ayu Lestari Selpi Anita Setiawansyah Setiawansyah Shinta Esabella Siagian, Meryance V Siahaan, Hasnah Siahaan, Martina Klarasia Sianturi, Putri Siburian, Henry Kristian Sihombing, Johannes Syahputra Silalahi, Yohanna Silalahi, Yohanna Simamora, Lita Martauli Simanjuntak, Deby Monalisa Simanjuntak, Handayani Simanjuntak, Lidia Kristiani Simanjuntak, Paulus Simanullang, Rahma Yuni Sinaga, Putra Sejati Sirait, Ika Paulina Siregar, Agnes Siregar, Agnes Siregar, Cindy Astika Siregar, Tesa Aurelia Siti Hummairoh Siti Khairunnisa Siti Muntari Siti Nurhabibah Hutagalung Siti Nurhabibah Hutagalung Siti Nurhalizah Situmorang, Dharma Bakti Situmorang, Pandia Gunawan Situmorang, Pandia Gunawan Soeb Aripin Solihin, Imam Solly Aryza Sonya Malinda Harahap Soraya Rahma Hayati Sri Wulan, Sri Sriwahyuni Hutagalung Subagio, Relo Suci Hildayani Suginam Suginam Suha Alvita Sunaryo, S Supiyandi Supiyandi Supriyanto Surya Darma Nasution Susi Agustini Sinaga Sussolaikah, Kelik Sutiksno, Dian Utami Swandi Dedi Arnold Pardede Syafrida Hafni Sahir Syahputra, Fajar Syariah Hafidzhoh Syariah Hafizhoh Tambusai, Robbi Tanjung, Rizki Yanur Taronisokhi Zebua Teddy Erlambang Teddy Erlambang Teddy Teddy, Teddy Erlambang Tedi Mizwar Tesa Aurelia Siregar Tessa Y M Sihite Theresya Yohana Jesica Nainggolan Tiurima Tampubolon Tongam Panggabean Trans Ningsih Trans Ningsih Trisman Andika Hulu Try Wahyudi, Try USWATUN HASANAH Uswatun Hasanah Vera Meikana Sitorus Vina Winda Sari Vriska Amanda Wahyu Harry Bai Lumbanbatu Wahyu, Riski Ferita Wang, Junhai Wanto, Anjar Waqas Arshad, Muhammad Wardayani Wardayani, Wardayani Welly Desriyati Widodo Arif Prabowo Widya Indah Safitri William Ramdhan Wily Julitawaty Windiyani Barus Wiwien Ngesti Hia Wulan Kartika Murti Wulandari, Faras Tira Yanto Murnihati Waruwu Yarimani Laia Yasir Hasan Yeni Setiani Yessika Floriana Manalu Yosa`aro Zai Yuhandri Yuhandri Yuhandri Yuhandri, Yuhandri Yuliani, Ega Yuri Rahmanto Yurmaini Yurmaini, Yurmaini Yustinus Zai Zahri Hubby Ramadhani Zai, Iwanman Zay, Rani Aflisa Zaza Mutiara Arini Zulkifli Zulkifli Zuriatul Husna