by Be tt er  Sa f Than Sorry -   T e s t in g   C h a lle n g e s   U s in g   S A F e ® Me t t e  B r u h n - P e d e r se n SQA  Da ys #23 2 6 - 05 - 2 01 8 R e n a i s s a n c e   M i n s k   Ho te l ,   M i n s k ,   B e l a r u s 1 Be tt er  Sa f Than Sorry  -  T esting Challenges using S AF e ®   S Q A   D a y s   #23 Y e Ano ther  M e thod ?!?   2 2 Be tt er  Sa f Than Sorry  -  T esting Challenges using S AF e ®   S Q A   D a y s   #23 Wher e Does S AF e Fit In ?   3 Scru m XP Kanban S p o t if y LE S S SA F e S c a la b ilit y P r e s c r ip t iv e n e s s 3 Be tt er  Sa f Than Sorry  -  T esting Challenges using S AF e ®   S Q A   D a y s   #23 P opularity  o f   A gile M e thods in Gener al   4 0% 7,5% 15% 22,5% 3 0% 2 01 6 2 01 7 SA F e Scru m Hy b r i d   M o d e l s F e a tu r e   D r i v e n   D e v e l o p m e n ( F D D ) A c c o r d in g   t o   W o r ld   Q u a lit y   R e p o r t   20 17- 18,   mo s t   o r g a n is a t io n s   h a v e   a d o p t e d   a n   A g ile   me t h o d o lo g y   f o r   a t   le a s t   s o me   o f   t h e ir   p r o j e c t s 4
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");} 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by Be tt er  Sa f e  Than Sorry -   T e s t in g   C h a lle n g e s   U s in g   S A F e ® Me t t e  B r u h n - P e d e r se n SQA  Da ys #23 2 6 - 05 - 2 01 8 R e n a i s s a n c e   M i n s k   Ho te l ,   M i n s k ,   B e l a r u s 1 Be tt er  Sa f e  Than Sorry  -  T esting Challenges using S AF e ®   S Q A   D a y s   #23 Y e t  Ano ther  M e thod ?!?   2 2 Be tt er  Sa f e  Than Sorry  -  T esting Challenges using S AF e ®   S Q A   D a y s   #23 Wher e Does S AF e Fit In ?   3 Scru m XP Kanban S p o t if y LE S S SA F e S c a la b ilit y P r e s c r ip t iv e n e s s 3 Be tt er  Sa f e  Than Sorry  -  T esting Challenges using S AF e ®   S Q A   D a y s   #23 P opularity  o f   A gile M e thods in Gener al   4 0% 7,5% 15% 22,5% 3 0% 2 01 6 2 01 7 SA F e Scru m Hy b r i d   M o d e l s F e a tu r e   D r i v e n   D e v e l o p m e n t  ( F D D ) A c c o r d in g   t o   W o r ld   Q u a lit y   R e p o r t   20 17- 18,   mo s t   o r g a n is a t io n s   h a v e   a d o p t 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