2018년 KTAC한국교류분석센터 교류분석(TA) 상담 학교 상시 모집
- 교류분석 상담사 자격과정 -
KTAC한국교류분석센터에서는 교류분석(TA)을 통해 인간에 대한 이해를 넓히고 효과적인 의사소통 기법을 소개함으로써 삶을 더 발전시키는 힘을 갖도록 돕고자 합니다. 또한 상담과정과 기법을 배움으로써 도움이 필요한 내담자들과 함께 할 수 있는 장을 마련하고자 합니다.
1. 교육일정(매주 월요일 10:00~18:00, 상시 모집으로 교육 진행)
가) 기본과정 : 4차) TA101과정+교류분석상담사1~2단계 / 2018.10.1. ~ 2018.11.12. (총48시간)
나) 심화과정 : 4차) 교류분석상담사 3~5단계 / 2018.11.19. ~ 2018.12.24. (총48시간)
* 교육과정 중 본 센터에서 수련 중인 교류분석 수련감독과정 코리더가 함께 참여할 수
있습니다.
2. 강 사 : 오수희 Ph.D / CTA_c, PTSTA_c
Korea TA Center / 한국교류분석센터 대표
국제공인교류분석 상담전문가, 한국교류분석상담학회 상담영역수련감독자
한국상담학회 심리치료상담분과 전문영역 수련감독(382)・한국상담심리학회
상담심리사1급(705)・한국게슈탈트상담심리학회 수련감독자(02)
숭실대학교 사회복지대학원 겸임교수(전)
3. 교육 대상 : 교류분석(TA)에 관심 있는 누구나 참여 가능
* 개인의 발전, 가족 및 자녀와의 문제해결 및 관계 개선을 위한 방법, 상담공부를 원하는 분
4. 교 육 비 : 총 1,260,000원(단계별 210,000원 * 6개 과정) 단계별 신청 및 입금 가능
※ 입금계좌 : IBK기업은행 122-108180-01-016 예금주) 오수희 한국교류분석센타
5. 교육장소 : Korea TA Center/한국교류분석센터, 경기도 남양주시 와부읍 팔당로 139번길 9-42 팔당비전힐 <http://cafe.daum.net/KoreaTACenter/GUkk/3>
6. 신청기간: 상시 신청 가능
7. 교육특전 : 상담관련 3개(한국상담심리학회, 한국상담학회, 한국교류분석상담학회) 학회 집단상담 참여로 인정(1~5단계별 16시간 인정, 총80시간) 및 국제교류분석협회(ITAA) 정회원 가입자격 인정
8. 문의 및 참조 : 이메일 또는 전화로 연락 바랍니다.
choicekok@hanmail.net,010-8650-9419,031-553-5213(최의경사무국장)
붙 임 : 1. 교육과정 일정표 1부.
2. 교육신청서 양식 1부. 끝.
한국교류분석센터(KTAC) 대표
수신처
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대표자 : 오수희 전화 010-2782-5213 한국교류분석상담학회 경기남양주(팔당)지부
한국교류분석센터(KTAC) 010-5474-0322
한국상담학회 교육연수기관 010-8650-9419
주 소 : 경기도 남양주시 와부읍 팔당로 139번길 9-42 팔당비전힐
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)
2018년 4차 TA 상담학교 상시모집.pdf
4차신청서_TA 상담학교 상시모집.hwp
KTAC한국교류분석센터 프로그램 소개.pdf