Market summary
เมื่อวานที่ผ่านมา SET แกว่งตัวในกรอบแคบ ในระหว่างชั่วโมงการซื้อขาย พบแรงขายทำกำไรในกลุ่มธนาคารนำโดย KBANK, BBL และ SCB ในขณะที่เกิด Technical rebound ในกลุ่ม ICT อย่าง ADVANC, INTUCH และ DTAC ณ.สิ้นวัน SET ปิดที่ 1,695 จุด (-0.17 จุด) ด้วยมูลค่าการซื้อขาย 4.6 หมื่นลบ. ลดลงเล็กน้อยเมื่อเทียบเท่ากับวันก่อนหน้า (มี Biglot QH, BGRIM รวมมูลค่า 6.0 พันล้านบาท)
นักลงทุนชาติยังคงขายหุ้นไทยราว 2,219 ล้านบาท และคงสถานะ Short สุทธิ SET50 Index Future ที 5,956 สัญญา
Investment theme
คาด SET แกว่งตัวในกรอบ เพื่อรอความชัดเจนของทิศทางเงิน flow : ในเดือนพฤศจิกายนเห็นได้ชัดว่านักลงทุนต่างประเทศขายสุทธิในตลาดหุ้นสูงกว่า 1.7 หมื่นล้านบาท ใกล้เคียงกับค่าเฉลี่ย 5 ปีย้อนหลังที่นักลงทุนต่างประเทศขายสุทธิเฉลี่ยประมาณ 1.64หมื่นล้านบาท โดยในเดือนพฤศจิกายนปีนี้ เรามองว่าถึงนักลงทุนต่างชาติขายทำกำไรตลาดหุ้น แต่เป็นเพียงการ Switch เงินเข้าพักยังตลาดพันธบัตร (MTD +4.3 หมื่นล้านบาท) ประกอบกับปัจจุบันตลาดยังไม่ทราบแนวทางการบริหารและกำหนดกรอบของประธานธนาคารกลางสหรัฐคนใหม่ รวมถึงความชัดเจนในทางออกของประเทศเยอรมัน ภายหลังพรรคร่วมรัฐบาลไม่เห็นด้วยกับคุณ Merkel และหากตัวเลขเศรษฐกิจไทยในไตรมาส 4 ออกมาเด่น โดยเฉพาะภาคการบริโภค และการท่องเที่ยว ทำให้เรามองว่าในช่วงเดือนมกราคมปีหน้า นักลงทุนต่างชาติจะกลับมาซื้อหุ้นไทยอีกครั้ง ซึ่งจะเป็นแรงผลักดันให้ SET ปรับตัวขึ้นทะลุกรอบ 1,720 ได้
Investment theme: เป็นสัปดาห์ที่ 3 ที่ SET ไม่สามารถ Break กรอบแนวต้านสำคัญบริเวณ 1,720 ได้ เนื่องจากขาดปัจจัยสนับสนุนและเม็ดเงินจากต่างประเทศ ในขณะที่ฝั่งสถาบันเริ่มมีแรงซื้อที่ลดลง ส่งผลให้เรามองว่าในสัปดาห์นี้ SET ยังคงแกว่งตัวในกรอบ 1,680-1,720 เพื่อรอดูผลของปัจจัยต่างประเทศที่เราระบุ แนะนักลงทุนลดวงเงินต้นในการเก็งกำไรหุ้นขนาดกลาง เพื่อรอดูความชัดเจน
Big issue
เมื่อคืนที่ผ่านมา Dollar index ทรงตัวที่ 92.8 / สหรัฐรายงานยอดขายบ้านใหม่เดือนต.ค.สูงกว่าคาดเล็กน้อยที่ 685,000 ยูนิต / ประธานเฟด สาขา Dallas สนับสนุนการปรับขึ้นดอกเบี้ย และการผ่อนคลายกฏเกณฑ์ Dodd frank /
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)
Stock pick : TACC
TACC: ซื้อเก็งกำไร 7.10 บาท/ หุ้น
ราคาหุ้นปรับตัวลงสะท้อนผลการดำเนินงานที่อ่อนแอในปี 2560 ซึ่งกดดันจากยอดขายชาเขียวในกัมพูชาที่อ่อนตัว และ low season ใน 3Q60 ของยอดขายในไทย ในขณะที่ 4Q60 คาดฟื้นตัว QoQ การจากเปิดตัวสินค้าใหม่ เช่น เครื่องดื่มแบรนด์ระดับโลก Hershey chocolate และสินค้าติดสติ๊กเกอร์ Sanrio ใน 7-eleven
ล่าสุดบริษัทลงนาม MOU กับ Quanjian Group (ทำธุรกิจขายตรงที่มีส่วนแบ่งการตลาดสูงในจีน) โดย TACC วางแผนทำ R&D ร่วมกันและแลกเปลี่ยนสินค้าซื้อขายระหว่างประเทศกัน ถือเป็น upside gain (%) ที่ยังไม่รวมในประมาณการ เริ่ม 1Q18
ส่วนประเด็นภาษีน้ำตาล TACC ก็ได้ปรับสูตรเพื่อลดทอนผลกระทบไปแล้ว แนะนำ “ซื้อเก็งกำไร”
Trading idea – – BJC @ 68.0 บาท / เก็งกำไร AOT 59.50 , 61.0 / ทยอยสะสม LPN บริเวณ 13.00
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)
สัญญาณดีดตัวกลับที่แนวรับสามเหลี่ยม: ดัชนีแกว่งตัวในกรอบสามเหลี่ยม (Symmetry Triangle) ล่าสุดเกิดสัญญาณกลับตัวที่แนวรับแบบ Hammer คล้ายที่เกิดในอดีต จึงมองว่าระยะสั้นมีโอกาสดีดตัวกลับ โดยมุมมองเชิงบวกจะมีมากขึ้นหากดัชนีสามารถปิดยืนเหนือแนวต้าน 1700 ซึ่งจะทำให้ MACD กลับมามีสัญญาณเชิงบวกอีกครั้ง ระยะกลางหากสามารถผ่านแนวต้านกรอบบนสามเหลี่ยมที่ 1720 ได้ จะเกิด Buy Signal ในระยะยาว
กลยุทธ์การลงทุน 1) มีหุ้น: Let Profit Run คาดหวังการ Rebound ขึ้นตามกรอบสามเหลี่ยม 2) ไม่มีหุ้น: หากดัชนีไม่หลุดแนวรับ 1690 มองเป็นโอกาสสะสมที่แนวรับ
แนวรับ : 1690, 1685 แนวต้าน : 1700, 1710
Eyes on
ปัจจัยต่างประเทศ : 28 พ.ย. อังกฤษรายงาน GDP ไตรมาส 3, สหรัฐรายงานตัวเลขความเชื่อมั่นผู้บริโภค / 29 พ.ย. ยุโรปรายงานตัวเลขความเชื่อมั่นผู้บริโภค, สรหัฐรายงาน GDP ไตรมาส 3 , จีนรายงาน PMI ภาคการผลิต / ประชุม OPEC 30 พย. และ สหรัฐรายงานตัวเลขตัวเลขเงินเฟ้อ
ปัจจัยในประเทศ : Motor expo เริ่ม 30 พ.ย.นี้ / 1 ธ.ค.รายงานเงินเฟ้อหุ้นเทคนิค:
IVL (B 47.50-48.00, Tp 50.00//51.50, Cut 46.50)
QH (B 3.00, Tp 3.20, Cut 2.98)
ข่าวเด่น