-logKd/Ki float64 0.4 15.2 | inputs stringlengths 146 9.59k |
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3.08 | G W F R E E N D Q W P G Q A M S L R V E K V L Y D A P T K F Q H L T I F E S D P K G P W G T V M A L D G C I Q V T D Y D E F V Y H E V L G H T S L C S H P K P E R V L I I G G G D G G V L R E V L R H G T V E H C D L V D I D G E V M E Q S K Q H F P Q I S R S L A D P R A T V R V G D G L A F V R Q T P D N T Y D V V I I D T ... |
3.08 | D S Q I Q F T R H A S D V L L N L N R L R S R D I L T D V V I V V S R E Q F R A H K T V L M A C S G L F Y S I F T D Q L K R N L S V I N L D P E I N P E G F N I L L D F M Y T S R L N L R E G N I M A V M A T A M Y L Q M E H V V D T A R K F I K A S </s> N c 1 n c n c ( N c 2 c c c c c 2 C l ) n 1 |
3.09 | E V L I T G L R T R A V N V P L A Y P V H T A V G T V G T A P L V L I D L A T S A G V V G H S Y L F A Y T P V A L K S L K Q L L D D M A A M I V N E P L A P V S L E A M L A K R F C L A G Y T G L I R M A A A G I D M A A W D A L G K V H E T P L V K L L G A N A R P V Q A Y D S H S L D G V K L A T E R A V T A A E L G F R A ... |
3.09 | E V L I T G L R T R A V N V P L A Y P V H T A V G T V G T A P L V L I D L A T S A G V V G H S Y L F A Y T P V A L K S L K Q L L D D M A A M I V N E P L A P V S L E A M L A K R F C L A G Y T G L I R M A A A G I D M A A W D A L G K V H E T P L V K L L G A N A R P V Q A Y D S H S L D G V K L A T E R A V T A A E L G F R A ... |
3.09 | E V L I T G L R T R A V N V P L A Y P V H T A V G T V G T A P L V L I D L A T S A G V V G H S Y L F A Y T P V A L K S L K Q L L D D M A A M I V N E P L A P V S L E A M L A K R F C L A G Y T G L I R M A A A G I D M A A W D A L G K V H E T P L V K L L G A N A R P V Q A Y D S H S L D G V K L A T E R A V T A A E L G F R A ... |
3.09 | G K A F D D G A F T G I R E I N L S Y N K E T A I G D F Q V V Y D L N G S P Y V G Q N H V S F I T G F T P V K I S L D F P S E Y I M E V S G Y T G N V S G Y V V V R S L T F K T N K K T Y G P Y G V T S G T P F N L P I E N G L I V G F K G S I G Y W L D Y F S M Y L S L Q S G I S Q T V I V G P W G A K G K A F D D G A F T G ... |
3.09 | E R P T F Y R Q E L N K T I W E V P E R Y Q N L S P V G S Y G S V C A A F D T K T G L R V A V K K L S R P F Q S I I H A K R T Y R E L R L L K H M K H E N V I G L L D V F T P A R S L E E F N D V Y L V T H L M G A D L N Q K L T D D H V Q F L I Y Q I L R G L K Y I H S A D I I H R D L K P S N L A V N E D C E L K I L D A T ... |
3.09 | E R P T F Y R Q E L N K T I W E V P E R Y Q N L S P V G S Y G S V C A A F D T K T G L R V A V K K L S R P F Q S I I H A K R T Y R E L R L L K H M K H E N V I G L L D V F T P A R S L E E F N D V Y L V T H L M G A D L N Q K L T D D H V Q F L I Y Q I L R G L K Y I H S A D I I H R D L K P S N L A V N E D C E L K I L D A T ... |
3.09 | E R P T F Y R Q E L N K T I W E V P E R Y Q N L S P V G S Y G S V C A A F D T K T G L R V A V K K L S R P F Q S I I H A K R T Y R E L R L L K H M K H E N V I G L L D V F T P A R S L E E F N D V Y L V T H L M G A D L N Q K L T D D H V Q F L I Y Q I L R G L K Y I H S A D I I H R D L K P S N L A V N E D C E L K I L D A T ... |
3.09 | A Q Y E D G K Q Y T T L E K P V A G A P Q V L E F F S F F C P H C Y Q F E E V L H I S D N V K K K L P E G V K M T K Y H V N F M G G D L G K D L T Q A W A V A M A L G V E D K V T V P L F E G V Q K T Q T I R S A S D I R D V F I N A G I K G E E Y D A A W N S F V V K S L V A Q Q E K A A A D V Q L R G V P A M F V N G K Y Q ... |
3.1 | G L G P L Q I W Q T D F T L E P R M A P R S W L A V T V D T A S S A I V V T Q H G R V T S V A A Q H H W A T A I A V L G R P K A I K T D N G S C F T S K S T R E W L A R W G I A H T T G I P G N S Q G Q A M V E R A N R L L K D K I R V L A E G D G F M K R I P T S K Q G E L L A K A M Y A L N H F G L G P L Q I W Q T D F T L ... |
3.1 | M H P R F Q T A F A Q L A D N L Q S A L E P I L A D K Y F P A L L T G E Q V S S L K S A T G L D E D A L A F A L L P L A A A C A R T P L S N F N V G A I A R G V S G T W Y F G A N M E F I G A T M Q Q T V H A E Q S A I S H A W L S G E K A L A A I T V N Y T P C G H C R Q F M N E L N S G L D L R I H L P G R E A H A L R D Y ... |
3.1 | L D S F E I L K A L K S L D L L K N A P A W W W P N A L K F E A L L G A V L T Q N T K F E A V L K S L E N L K N A F I L E N D D E I N L K K I A Y I E F S K L A E C V R P S G F Y N Q K A K R L I D L S G N I L K D F Q S F E N F K Q E V T R E W L L D Q K G I G K E S A D A I L C Y A C A K E V M V V D K Y S Y L F L K K L G ... |
3.1 | V L D S F E I L K A L K S L D L L K N A P A W W W P N A L K F E A L L G A V L T Q N T K F E A V L K S L E N L K N A F I L E N D D E I N L K K I A Y I E F S K L A E C V R P S G F Y N Q K A K R L I D L S G N I L K D F Q S F E N F K Q E V T R E W L L D Q K G I G K E S A D A I L C Y A C A K E V M V V D K Y S Y L F L K K L ... |
3.1 | V L D S F E I L K A L K S L D L L K N A P A W W W P N A L K F E A L L G A V L T Q N T K F E A V L K S L E N L K N A F I L E N D D E I N L K K I A Y I E F S K L A E C V R P S G F Y N Q K A K R L I D L S G N I L K D F Q S F E N F K Q E V T R E W L L D Q K G I G K E S A D A I L C Y A C A K E V M V V D K Y S Y L F L K K L ... |
3.1 | R M K Q L E D K V E E L L S K A Y H L E N E V A R L K K L V G R M K Q L E D K V E E L L S K A Y H L E N E V A R L K K L V R M K Q L E D K V E E L L S K A Y H L E N E V A R L K K L V </s> c 1 c c c c c 1 |
3.1 | G E D S P L D A L D L V W A K C R G Y P S Y P A L I I D P K M P R E G M F H H G V P I P V P P L E V L K L G E Q M T Q E A R E H L Y L V L F F D N K R T W Q W L P R T K L V P L G V N Q D L D K E K M L E G R K S N I R K S V Q I A Y H R A L Q H R S K V Q G </s> C C ( C ) [ C @ H ] ( N C ( = O ) C N C ( = O ) C N C ( = O )... |
3.1 | S P G I W Q L D C T H L E G K V I L V A V H V A S G Y I E A E V I P A E T G Q E T A Y F L L K L A G R W P V K T V H T D N G S N F T S T T V K A A C W W A G I K Q E D G I P Y N P Q S Q G V I E S M N K E L K K I I G Q V R D Q A E H L K T A V Q M A V F I H N H K R G Y S A G E R I V D I I A T D I Q S P G I W Q L D C T H L ... |
3.1 | K L D I K K T F S N R S D R V K G I D F H P T E P W V L T T L Y S G R V E I W N Y E T Q V E V R S I Q V T E T P V R A G K F I A R K N W I I V G S D D F R I R V F N Y N T G E K V V D F E A H P D Y I R S I A V H P T K P Y V L S G S D D L T V K L W N W E N N W A L E Q T F E G H E H F V M C V A F N P K D P S T F A S G C L ... |
3.1 | H F E E G E R V L A K H S D C F Y E A K V L K V E F K D N E W K Y F V H Y I G W N K S W D E W I R L D C L L K H S </s> C [ N + ] ( C ) ( C ) C C C C [ C @ H ] ( [ N H 3 + ] ) C ( = O ) [ O - ] |
3.1 | N G T E G P N F Y V P F S N K T G V V R S P F E A P Q Y Y L A E P W Q F S M L A A Y M F L L I M L G F P I N F L T L Y V T V Q H K K L R T P L N Y I L L N L A V A D L F M V F G G F T T T L Y T S L H G Y F V F G P T G C N L E G F F A T L G G E I A L W S L V V L A I E R Y V V V C K P M S N F R F G E N H A I M G V A F T W ... |
3.1 | T L R A A V F D L D G V L A L P A V F G V L G R T E E A L A L P R G L L N D A F Q K G G P E G A T T R L M K G E I T L S Q W I P L M E E N C R K C S E T A K V C L P K N F S I K E I F D K A I S A R K I N R P M L Q A A L M L R K K G F T T A I L T N T W L D D R A E R D G L A Q L M C E L K M H F D F L I E S C Q V G M V K P ... |
3.1 | V S L P R M V Y P Q P K V L T P C R K D V L V V T P W L A P I V W E G T F N I D I L N E Q F R L Q N T T I G L T V F A I K K Y V A F L K L F L E T A E K H F M V G H R V H Y Y V F T D Q P A A V P R V T L G T G R Q L S V L E V R A Y K R W Q D V S M R R M E M I S D F C E R R F L S E V D Y L V C V D V D M E F R D H V G V E ... |
3.1 | M S K G P A V G I D L G T T Y S C V G V F Q H G K V E I I A N D Q G N R T T P S Y V A F T D T E R L I G D A A K N Q V A M N P T N T V F D A K R L I G R R F D D A V V Q S D M K H W P F M V V N D A G R P K V Q V E Y K G E T K S F Y P E E V S S M V L T K M K E I A E A Y L G K T V T N A V V T V P A Y F N D S Q R Q A T K D ... |
3.1 | K Y R R E A Y H R V F V N R S L A M E K I K C F G F D M D Y T L A V Y K S P E Y E S L G F E L T V E R L V S I G Y P Q E L L S F A Y D S T F P T R G L V F D T L Y G N L L K V D A Y G N L L V C A H G F N F I R G P E T R E Q Y P N K F I Q R D D T E R F Y I L N T L F N L P E T Y L L A C L V D F F T N C P R Y T S C E T G F ... |
3.1 | R V L D V E V Y S S R S K V Y V A V D G T T V L E D E A R E Q G R G I H V I V L N Q A T G H V M A K R V F D T Y S P H E D E A M V L F L N M V A P G R V L I C T V K D E G S F H L K D T A K A L L R S L G S Q A G P A L G W R D T W A F V G R K G G P V F G E K H S K S P A L S S W G D P V L L K T D V P L S S A </s> C C ( = O... |
3.1 | T P Q N I T D L C A E Y H N T Q I Y T L N D K I F S Y T E S L A G K R E M A I I T F K N G A I F Q V E V P G S Q H I D S Q K K A I E R M K D T L R I A Y L T E A K V E K L C V W N N K T P H A I A A I S M A N T P Q N I T D L C A E Y H N T Q I Y T L N D K I F S Y T E S L A G K R E M A I I T F K N G A I F Q V E V P G S Q H ... |
3.1 | T P Q N I T D L A E Y H N T Q I H T L N D K I F S Y T E S L A G K R E M A I I T F K N G A T F Q V E V P G S Q H I D S Q K K A I E R M K D T L R I A Y L T E A K V E K L V W N N K T P H A I A A I S M A N T P Q N I T D L A E Y H N T Q I H T L N D K I F S Y T E S L A G K R E M A I I T F K N G A T F Q V E V P G S Q H I D S ... |
3.11 | C G V P A I Q P V L I V N G E E A V P G S W P W Q V S L Q D K T G F H F C G G S L I N E N W V V T A A H C G V T T S D V V V A G E F D Q G S S S E K I Q K L K I A K V F K N S K Y N S L T I N N D I T L L K L S T A A S F S Q T V S A V C L P S A S D D F A A G T T C V T T G W G L T R Y T P D R L Q Q A S L P L L S N T N C K ... |
3.11 | D V L D E Q L A G L A K A H P S L T L H Q D P V Y V T R A D A P V A G K V A L L S G G G S G H E P M H C G Y I G Q G M L S G A C P G E I F T S P T P D K I F E C A M Q V D G G E G V L L I I K N Y T G D I L N F E T A T E L L H D S G V K V T T V V I D D D V A V K D S L Y T A G R R G V A N T V L I E K L V G A A A E R G D S ... |
3.11 | M L G N L K P Q A P D K I L A L M G E F R A D P R Q G K I D L G V G V Y K D A T G H T P I M R A V H A A E Q R M L E T E T T K T Y A G L S G E P E F Q K A M G E L I L G D G L K S E T T A T L A T V G G T G A L R Q A L E L A R M A N P D L R V F V S D P T W P N H V S I M N F M G L P V Q T Y R Y F D A E T R G V D F E G M K ... |
3.11 | M K M W K P G D E C F A L Y W E D N K F Y R A E V E A L H S S G M T A V V K F I D Y G N Y E E V L L S N I K P I L E </s> C [ C @ @ H ] ( O ) [ C @ H ] ( N C ( = O ) [ C @ H ] ( C c 1 c c c ( O ) c c 1 ) N C ( = O ) [ C @ H ] ( C C C N C ( = [ N H 2 + ] ) N ( C ) C ) N C ( = O ) [ C @ @ H ] 1 C C C N 1 C ( = O ) [ C @ H... |
3.11 | M T E Y K L V V V G A G G V G K S A L T I Q L I Q N H F V D E Y D P S I E D S Y R K Q V V I D G E T C L L D I L D T A G Q E E Y S A M R D Q Y M R T G E G F L C V F A I N N T K S F E D I H Q Y R E Q I K R V K D S D D V P M V L V G N K C D L A A R T V E S R Q A Q D L A R S Y G I P Y I E T S A K T R Q G V E D A F Y T L V ... |
3.11 | M T E Y K L V V V G A G G V G K S A L T I Q L I Q N H F V D E Y D P S I E D S Y R K Q V V I D G E T C L L D I L D T A G Q E E Y S A M R D Q Y M R T G E G F L C V F A I N N T K S F E D I H Q Y R E Q I K R V K D S D D V P M V L V G N K C D L A A R T V E S R Q A Q D L A R S Y G I P Y I E T S A K T R Q G V E D A F Y T L V ... |
3.11 | G S F V E M V D N L R G K S G Q G Y Y V E M T V G S P P Q T L N I L V D T G S S N F A V G A A P H P F L H R Y Y Q R Q L S S T Y R D L R K G V Y V P Y T Q G K W E G E L G T D L V S I P H G P N V T V R A N I A A I T E S D K F F I N G S N W E G I L G L A Y A E I A R P D D S L E P F F D S L V K Q T H V P N L F S L Q L C G ... |
3.11 | A A L K D Q L I V N L L K V P Q N K I T V V G V G A V G M A C A I S I L M K D L A D E L A L V D V I E D K L K G E M M D L Q H G S L F L K T P K I V S S K D Y S V T A N S K L V I I T A G A R Q Q E G E S R L N L V Q R N V N I F K F I I P N V V K Y S P Q C K L L I V S N P V D I L T Y V A W K I S G F P K N R V I G S G C N ... |
3.11 | A L K D Q L I V N L L K E E Q V P Q N K I T V V G V G A V G M A C A I S I L M K D L A D E L A L V D V I E D K L K G E M M D L Q H G S L F L K T P K I V S S K D Y S V T A N S K L V I I T A G A R Q Q E G E S R L N L V Q R N V N I F K F I I P N V V K Y S P Q C K L L I V S N P V D I L T Y V A W K I S G F P K N R V I G S G ... |
3.11 | A A L K D Q L I V N L L K E Q V P Q N K I T V V G V G A V G M A C A I S I L M K D L A D E L A L V D V I E D K L K G E M M D L Q H G S L F L K T P K I V S S K D Y S V T A N S K L V I I T A G A R Q Q E G E S R L N L V Q R N V N I F K F I I P N V V K Y S P Q C K L L I V S N P V D I L T Y V A W K I S G F P K N R V I G S G ... |
3.11 | S T P G A Q Q V L F R T G I A A V N S T N H L R V Y F Q D V Y G S I R E S L Y E G S W A N G T E K N V I G N A K L G S P V A A T S K E L K H I R V Y T L T E G N T L Q E F A Y D S G T G W Y N G G L G G A K F Q V A P Y S C I A A V F L A G T D A L Q L R I Y A Q K P D N T I Q E Y M W N G D G W K E G T N L G G A L P G T G I ... |
3.11 | Y N S S Y I F S I T L V A T L G G L L F G Y D T A V I S G T V E S L N T V F V A P Q N L S E S A A N S L L G F C V A S A L I G C I I G G A L G G Y C S N R F G R R D S L K I A A V L F F I S G V G S A W P E L G F T S I N P D N T V P V Y L A G Y V P E F V I Y R I I G G I G V G L A S M L S P M Y I A E L A P A H I R G K L V ... |
3.11 | A Q Y E D G K Q Y T T L E K P V A G A P Q V L E F F S F F C P H C Y Q F E E V L H I S D N V K K K L P E G V K M T K Y H V N F M G G D L G K D L T Q A W A V A M A L G V E D K V T V P L F E G V Q K T Q T I R S A S D I R D V F I N A G I K G E E Y D A A W N S F V V K S L V A Q Q E K A A A D V Q L R G V P A M F V N G K Y Q ... |
3.11 | S M S Y D I Q A W K K Q C E E L L N L I F Q C E D S E P F R Q P V D L L E Y P D Y R D I I D T P M D F A T V R E T L E A G N Y E S P M E L C K D V R L I F S N S K A Y T P S K R S R I Y S M S L R L S A F F E E H I S S V L S D Y K S A L R F H K R N </s> C c 1 c c c c c 1 N C ( N ) = S |
3.12 | V V G G T E A Q R N S W P S Q I S L Q Y R S G S S W A H T C G G T L I R Q N W V M T A A H C V D R E L T F R V V V G E H N L N Q N N G T E Q Y V G V Q K I V V H P Y W N T D D V A A G Y D I A L L R L A Q S V T L N S Y V Q L G V L P R A G T I L A N N S P C Y I T G W G L T R T N G Q L A Q T L Q Q A Y L P T V D Y A I C S S ... |
3.12 | D N V L P V D S D L S P N I S T N T S E P N Q F V Q P A W Q I V L W A A A Y T V I V V T S V V G N V V V M W I I L A H K R M R T V T N Y F L V N L A F A E A S M A A F N T V V N F T Y A V H N E W Y Y G L F Y C K F H N F F P I A A V F A S I Y S M T A V A F D R Y M A I I H P L Q P R L S A T A T K V V I C V I W V L A L L L ... |
3.12 | S P G I W Q L D C T H L E G K V I L V A V H V A S G Y I E A E V I P A E T G Q E T A Y F L L K L A G R W P V K T V H T D N G S N F T S T T V K A A C W W A G I K Q E D G I P Y N P Q S Q G V I E S M N K E L K K I I G Q V R D Q A E H L K T A V Q M A V F I H N H K R K G Y S A G E R I V D I I A T D I Q T S P G I W Q L D C T ... |
3.12 | M T N I Q T Q L D N L R K T L R Q Y E Y E Y H V L D N P S V P D S E Y D R L F H Q L K A L E L E H P E F L T S D S P T Q R V G A K P L S G F S Q I R H E I P M L S L D N A F S D A E F N A F V K R I E D R L I L L P K P L T F C C E P K L D G L A V S I L Y V N G E L T Q A A T R G D G T T G E D I T A N I R T I R N V P L Q L ... |
3.13 | E P A R V R C S H L L V K H S Q S R R P S S W R Q E Q I T R T Q E E A L E L I N G Y I Q K I K S G E E D F E S L A S Q F S D C S S A K A R G D L G A F S R G Q M Q K P F E D A S F A L R T G E M S G P V F T D S G I H I I L R T E </s> O = C ( [ O - ] ) C C c 1 n c 2 c c c c c 2 [ n H ] 1 |
3.13 | N P F Q F Y L T R V S G V K P K Y N S G A L H I K D I L S P L F G T L V S S A Q F N Y C F D V D W L V K Q Y P P E F R K K P I L L V H G D K R E A K A H L H A Q A K P Y E N I S L C Q A K L D I A F G T H H T K M M L L L Y E E G L R V V I H T S N L I H A D W H Q K T Q G I W L S P L Y P R I A D G T H K S G E S P T H F K A ... |
3.13 | N P F Q F Y L T R V S G V K P K Y N S G A L H I K D I L S P L F G T L V S S A Q F N Y C F D V D W L V K Q Y P P E F R K K P I L L V H G D K R E A K A H L H A Q A K P Y E N I S L C Q A K L D I A F G T H H T K M M L L L Y E E G L R V V I H T S N L I H A D W H Q K T Q G I W L S P L Y P R I A D G T H K S G E S P T H F K A ... |
3.13 | G P G A G T V G G F I K R Q Q S K V V Q N K V V Y Y G V G I W R G F D G Y Q V H L E I E N D I G Q P P R L R N V T T N C Q S S P W D L S I P I R Q W A E D G V T N N Q D Y S S K S S R G A R Y W H S F R Q G P S K P F G C P V Y I I K </s> C N 1 C N ( [ C @ @ H ] 2 O [ C @ H ] ( C O [ P @ @ ] ( = O ) ( [ O - ] ) O [ P @ @ ]... |
3.14 | C Q D V V Q D V P N V D V Q M L E L Y D R M S F K D I D G G V W K Q G W N I K Y D P L K Y N A H H K L K V F V V P H S H N D P G W I Q T F E E Y Y Q H D T K H I L S N A L R H L H D N P E M K F I W A E I S Y F A R F Y H D L G E N K K L Q M K S I V K N G Q L E F V T G G W V M P D E A N S H W R N V L L Q L T E G Q T W L K ... |
3.14 | L P P G W E K A M S R S S G R V Y Y F N H I T N A S Q W E R P S E P A R V R C S H L L V K H S Q S R R P S S W R Q E K I T R T K E E A L E L I N G Y I Q K I K S G E E D F E S L A S Q F S D C S S A K A R G D L G A F S R G Q M Q K P F E D A S F A L R T G E M S G P V F T D S G I H I I L R T E </s> O = C ( [ O - ] ) c 1 c c... |
3.14 | L P P G W E K A M S R S S G R V Y Y F N H I T N A S Q W E R P S E P A R V R C S H L L V K H S Q S R R P S S W R Q E K I T R T K E E A L E L I N G Y I Q K I K S G E E D F E S L A S Q F S D C S S A K A R G D L G A F S R G Q M Q K P F E D A S F A L R T G E M S G P V F T D S G I H I I L R T E </s> O = C ( [ O - ] ) c 1 c c... |
3.14 | P L P W C P H L V A V C P I P A A G L D V T Q P C G D C G T I Q E N W V C L S C Y Q V Y C G R Y I N G H M L Q H H G N S G H P L V L S Y I D L S A W C Y Y C Q A Y V H H Q A L L D V K N I A H Q N K F </s> O = C ( [ O - ] ) C C c 1 c c c 2 c c c c c 2 n 1 |
3.15 | T P Q N I T D L C A E Y H N T Q I H T L N D K I F S Y T E S L A G K R E M A I I T F K N G A T F Q V E V P G S Q H I D S Q K K A I E R M K D T L R I A Y L T E A K V E K L C V W N N K T P H A I A A I S M A N T P Q N I T D L C A E Y H N T Q I H T L N D K I F S Y T E S L A G K R E M A I I T F K N G A T F Q V E V P G S Q H ... |
3.15 | F E I P D D V P L P A G W E M A K T S S G Q R Y F L N H I D Q T T T W Q D P R K </s> C C C C C C C C [ N H 2 + ] C C ( = O ) N 1 C C C [ C @ H ] 1 C ( = O ) N 1 C C C [ C @ H ] 1 C ( = O ) N 1 C C C [ C @ H ] 1 C ( = O ) N [ C @ @ H ] ( C c 1 c c c ( O ) c c 1 ) C ( N ) = O |
3.15 | R K Q I S V R G L A G V E N V T E L K K N F N R H L H F T L V K D R N V A T P R D Y Y F A L A H T V R D H L V G R W I R T Q Q H Y Y E K D P K R I Y Y L S L E F Y M G R T L Q N T M V N L A L E N A C D E A T Y Q L G L D M E E L E E I E E D A G L G N G G L G R L A A C F L D S M A T L G L A A Y G Y G I R Y E F G I F N Q K ... |
3.15 | R K Q I S V R G L A G V E N V T E L K K N F N R H L H F T L V K D R N V A T P R D Y Y F A L A H T V R D H L V G R W I R T Q Q H Y Y E K D P K R I Y Y L S L E F Y M G R T L Q N T M V N L A L E N A C D E A T Y Q L G L D M E E L E E I E E D A G L G N G G L G R L A A C F L D S M A T L G L A A Y G Y G I R Y E F G I F N Q K ... |
3.15 | Q I S V R G L A G V E N V T E L K K N F N R H L H F T L V K D R N V A T P R D Y Y F A L A H T V R D H L V G R W I R T Q Q H Y Y E K D P K R I Y Y L S L E F Y M G R T L Q N T M V N L A L E N A C D E A T Y Q L G L D M E E L E E I E E D A G L G N G G L G R L A A C F L D S M A T L G L A A Y G Y G I R Y E F G I F N Q K I C ... |
3.15 | Q I S V R G L A G V E N V T E L K K N F N R H L H F T L V K D R N V A T P R D Y Y F A L A H T V R D H L V G R W I R T Q Q H Y Y E K D P K R I Y Y L S L E F Y M G R T L Q N T M V N L A L E N A C D E A T Y Q L G L D M E E L E E I E E D A G L G N G G L G R L A A C F L D S M A T L G L A A Y G Y G I R Y E F G I F N Q K I C ... |
3.15 | T E T T S F L I T K F S P D Q Q N L I F Q G D G Y T T K E K L T L T K A V K N T V G R A L Y S S P I H I W D R E T G N V A N F V T S F T F V I N A P N S Y N V A D G F T F F I A P V D T K P Q T G G G Y L G V F N S A E Y D K T T E T V A V E F D T F Y N A A W D P S N R D R H I G I D V N S I K S V N T K S W K L Q N G E E A ... |
3.15 | M K I A I P K E R R P G E D R V A I S P E V V K K L V G L G F E V I V E Q G A G V G A S I T D D A L T A A G A T I A S T A A Q A L S Q A D V V W K V Q R P M T A E E G T D E V A L I K E G A V L M C H L G A L T N R P V V E A L T K R K I T A Y A M E L M P A I S R A Q S M D I L S S Q S N L A G Y R A V I D G A Y E F A R A F ... |
3.15 | M K I A I P K E R R P G E D R V A I S P E V V K K L V G L G F E V I V E Q G A G V G A S I T D D A L T A A G A T I A S T A A Q A L S Q A D V V W K V Q R P M T A E E G T D E V A L I K E G A V L M C H L G A L T N R P V V E A L T K R K I T A Y A M E L M P A I S R A Q S M D I L S S Q S N L A G Y R A V I D G A Y E F A R A F ... |
3.15 | M K I A I P K E R R P G E D R V A I S P E V V K K L V G L G F E V I V E Q G A G V G A S I T D D A L T A A G A T I A S T A A Q A L S Q A D V V W K V Q R P M T A E E G T D E V A L I K E G A V L M C H L G A L T N R P V V E A L T K R K I T A Y A M E L M P A I S R A Q S M D I L S S Q S N L A G Y R A V I D G A Y E F A R A F ... |
3.15 | Y P I I N F T T A G A T V Q S Y T N F I R A V R G R L T T G A D V R H E I P V L P N R V G L P I N Q R F I L V E L S N H A E L S V T L A L D V T N A Y V V G Y R A G N S A Y F F H P D N Q E D A E A I T H L F T D V Q N R Y T F A F G G N Y D R L E Q L A G N L R E N I E L G N G P L E E A I S A L Y Y Y S T G G T Q L P T L A ... |
3.15 | S V L L S R E L H P V A P L L D N L I S A L N K V Y Q R K G V N I S M D I S P E I S F V G E Q N D F V E V M G N V L D N A C K Y C L E F V E I S A R Q T D D H L H I F V E D D G P G I P V G L A V A R E I T E Q Y A G Q I I A S D S L L G G A R M E V V F G R Q H P T Q K </s> C [ C @ @ H ] 1 C [ C @ H ] 2 O [ C @ @ H ] 2 / C... |
3.15 | S V L L S R E L H P V A P L L D N L I S A L N K V Y Q R K G V N I S M D I S P E I S F V G E Q N D F V E V M G N V L D N A C K Y C L E F V E I S A R Q T D D H L H I F V E D D G P G I P V G L A V A R E I T E Q Y A G Q I I A S D S L L G G A R M E V V F G R Q H P T Q K E L H P V A P L L D N L I S A L N K V Y Q R K G V N I ... |
3.15 | S M D I E F M A Q R A F P N P Y A D Y N K S L A E G Y F D A A G R L T P E F S Q R L T N K I R E L L Q Q M E R G L K S A D P R D G T G Y T G W A G I A V L Y L H L Y D V F G D P A Y L Q L A H G Y V K Q S L N C L T K R S I T F L C G D A G P L A V A A V L Y H K M N N E K Q A E D C I T R L I H L N K I D P H A P N E M L Y G ... |
3.15 | A I P A F H P G E L N V Y S A P G D V A D V S R A L R L T G R R V M L V P T M G A L H E G H L A L V R A A K R V P G S V V V V S I F V N P M Q R T P D D D L A Q L R A E G V E I A F T P T T A A M Y P D G L R T T V Q P G P L A A E L E G G P R P T H F A G V L T V V L K L L Q I V R P D R V F F G E K D Y Q Q L V L I R Q L V ... |
3.15 | G S H M V G Q L S R G A I A A I M Q K G D T N I K P I L Q V I N I R P I T T G N S P P R Y R L L M S D G L N T L S S F M L A T Q L N P L V E E E Q L S S N C V C Q I H R F I V N T L K D G R R V V I L M E L E V L K S A E A V G V K I G N P V P Y N E </s> O = C ( [ O - ] ) c 1 c c c ( - c 2 c c c ( F ) c ( C l ) c 2 ) o 1 |
3.15 | V E V L E V K T G V D S I T E V E C F L T P E M G D P D E H L R G F S K S I S I S D T F E S D S P N K D M L P C Y S V A R I P L P N L N I L M W E A V T L K T E V I G V T T L M N V H S N G Q A T H D N G A A K P V Q G T S F H F F S V G G E A L E L Q G V V F N Y R T T Y P D G T I F P K N A T V Q S Q V M N T E H K A Y L D ... |
3.15 | M N W T V D I P I D L P P L P T D L R T R L D A A L A K P A A Q Q P T W P A D Q A L A M R T V L E S V P P V T V P S E I V R L Q E Q L A Q V A K G E A F L L Q G G D C A E T F M D N T E P H I R G N V R A L L Q M A V V L T Y G A S M P V V K V A R I A G Q Y A K P R S A D I D A L G L R S Y R G D M I N G F A P D A A A R E H ... |
3.15 | L K L L D N W D S V T S T F S K L R E Q L G P V T Q E F W D N L E K E T E G L R Q E M S K D L E E V K A K V Q P Y L D D F Q K K W Q E E M E L Y R Q K V E P L R A E L Q E G A R Q K L H E L Q E K L S P L G E E M R D R A R A H V D A L R T H L A P Y S D E L R Q R L A A R L E A L K E N G G A R L A E Y H A K A T E H L S T L ... |
3.15 | L K L L D N W D S V T S T F S K L R E Q L G P V T Q E F W D N L E K E T E G L R Q E M S K D L E E V K A K V Q P Y L D D F Q K K W Q E E M E L Y R Q K V E P L R A E L Q E G A R Q K L H E L Q E K L S P L G E E M R D R A R A H V D A L R T H L A P Y S D E L R Q R L A A R L E A L K E N G G A R L A E Y H A K A T E H L S T L ... |
3.15 | E V E T F A F Q A E I A Q L M S L I I N T F Y S N K E I F L R E L I S N S S D A L D K I R Y E S L T D P S K L D S G K E L H I N L I P N K Q D R T L T I V D T G I G M T K A D L I N N L G T I A K S G T K A F M E A L Q A G A D I S M I G Q F G V G F Y S A Y L V A E K V T V I T K H N D D E Q Y A W E S S A G G S F T V R T D ... |
3.16 | S K P Q R L S A A Q T A G A R I N R D E A L T L T V D G Q Q L S A F R G D T V A S A M L A N G L R S C G N S M Y L D R P R G I F S A G V E E P N A L I T V G A R H Q A D I N E S M L P A T T V S V T D G L N A T L L S G L G V L D P S E D P A Y Y D H V H V H T D V L V V G A G P A G L A A A R E A S R S G A R V M L L D E R P ... |
3.16 | D D V P P R I A R A M E N E E Y W D F D I F E L E A A T H N R P L I Y L G L K M F A R F G I C E F L H C S E S T L R S W L Q I I E A N Y H S S N P Y H N S T H S A D V L H A T A Y F L S K E R I K E T L D P I D E V A A L I A A T I H D V D H P G R T N S F L C N A G S E L A I L Y N D T A V L E S H H A A L A F Q L T T G D D ... |
3.16 | S Q I R Q N Y S T E V E A A V N R L V N L Y L R A S Y T Y L S L G F Y F D R D D V A L E G V C H F F R E L A E E K R E G A E R L L K M Q N Q R G G R A L F Q D L Q K P S Q D E W G T T L D A M K A A I V L E K S L N Q A L L D L H A L G S A Q A D P H L C D F L E S H F L D E E V K L I K K M G D H L T N I Q R L V Q A G L G E ... |
3.16 | A S A Y Q R F E P R A Y L R N N Y A P P R G D L C N P N G V G P W K L R C L A Q T F A T G E V S G R T L I D I G S G P T V Y Q L L S A C S H F E D I T M T D F L E V N R Q E L G R W L Q E E P G A F N W S M Y S Q H A C L I E G K G E C W Q D K E R Q L R A R V K R V L P I D V H Q P Q P L G A G S P A P L P A D A L V S A F C ... |
3.16 | M S E L E K A V V A L I D V F H Q Y S G R E G D K H K L K K S E L K E L I N N E L S H F L E E I K E Q E V V D K V M E T L D S D G D G E C D F Q E F M A F V A M I T T A C H E F F M S E L E K A V V A L I D V F H Q Y S G R E G D K H K L K K S E L K E L I N N E L S H F L E E I K E Q E V V D K V M E T L D S D G D G E C D F ... |
3.16 | E R P T F Y R Q E L N K T I W E V P E R Y Q N L S P V G S Y G S V C A A F D T K T G L R V A V K K L S R P F Q S I I H A K R T Y R E L R L L K H M K H E N V I G L L D V F T P A R S L E E F N D V Y L V T H L M G A D L N N I V K C Q K L T D D H V Q F L I Y Q I L R G L K Y I H S A D I I H R D L K P S N L A V N E D C E L K ... |
3.16 | E R P T F Y R Q E L N K T I W E V P E R Y Q N L S P V G S Y G S V C A A F D T K T G L R V A V K K L S R P F Q S I I H A K R T Y R E L R L L K H M K H E N V I G L L D V F T P A R S L E E F N D V Y L V T H L M G A D L N N I V K C Q K L T D D H V Q F L I Y Q I L R G L K Y I H S A D I I H R D L K P S N L A V N E D C E L K ... |
3.16 | E R P T F Y R Q E L N K T I W E V P E R Y Q N L S P V G S Y G S V C A A F D T K T G L R V A V K K L S R P F Q S I I H A K R T Y R E L R L L K H M K H E N V I G L L D V F T P A R S L E E F N D V Y L V T H L M G A D L N N I V K C Q K L T D D H V Q F L I Y Q I L R G L K Y I H S A D I I H R D L K P S N L A V N E D C E L K ... |
3.16 | H F E E G E R V L A K H S D C F Y E A K V L K V E F K D N E W K Y F V H Y I G W N K S W D E W I R L D C L L K H S </s> C [ N + ] ( C ) ( C ) C C C C [ C @ H ] ( [ N H 3 + ] ) C ( = O ) [ O - ] |
3.16 | S Q I Q F T R H A S D V L L N L N R L R S R D I L T D V V I V V S R E Q F R A H K T V L M A C S G L F Y S I F T D Q L K R N L S V I N L D P E I N P E G F N I L L D F M Y T S R L N L R E G N I M A V M A T A M Y L Q M E H V V D T A R K F I K A </s> C C N c 1 c c ( - c 2 c c c n c 2 ) n c 2 c c n n 1 2 |
3.17 | E V L I T G L R T R A V N V P L A Y P V H T A V G T V G T A P L V L I D L A T S A G V V G H S Y L F A Y T P V A L K S L K Q L L D D M A A M I V N E P L A P V S L E A M L A K R F S L A G Y T G L I R M A A A G I D M A A W D A L G K V H E T P L V K L L G A N A R P V Q A Y D S H S L D G V K L A T E R A V T A A E L G F R A ... |
3.17 | E V L I T G L R T R A V N V P L A Y P V H T A V G T V G T A P L V L I D L A T S A G V V G H S Y L F A Y T P V A L K S L K Q L L D D M A A M I V N E P L A P V S L E A M L A K R F S L A G Y T G L I R M A A A G I D M A A W D A L G K V H E T P L V K L L G A N A R P V Q A Y D S H S L D G V K L A T E R A V T A A E L G F R A ... |
3.17 | S I D T P N Y D V Q K H I N K L C G M L L I T E D A N H K F T G L I G M L Y A M S R L G R E D T I K I L R D A G Y H V K A N G V D V T T H R Q D I N G K E M K F E V L T L A S L T T E I Q I N I E I E S R K S Y K K M L K E M G E V A P E Y R H D S P D C G M I I L C I A A L V I T K L A R S G L T A V I R R A N N V L K N E M ... |
3.17 | F P G L D T Q I F E D P R E F L S H L E E Y L R Q V G G S E E Y W L S Q I Q N H N G P A K K W W E F K Q G S V K N W V E F K K E F L Q Y S E G </s> C [ C @ H ] ( [ N H 3 + ] ) C ( = O ) N [ C @ H ] ( C ( = O ) N [ C @ @ H ] ( C C C N C ( N ) = [ N H 2 + ] ) C ( = O ) N [ C @ @ H ] ( C C ( N ) = O ) C ( = O ) N [ C @ @ H... |
3.17 | S E A V I K V I S S A C K T Y C G K T S P S K K E I G A M L S L L Q K E G L L M S P S D L Y S P G S W D P I T A A L S Q R A M I L G K S G E L K T W G L V L G A L K A A R E E </s> O = [ P + ] ( = O ) ( [ O - ] ) O [ C @ @ H ] 1 [ C @ H ] ( O ) [ C @ H ] ( O ) [ C @ @ H ] ( O [ P + ] ( = O ) ( = O ) [ O - ] ) [ C @ H ] (... |
3.18 | E P E W T Y P R L S C Q G S T F Q K A L L I S P H R F G E I K G N S A P L I I R E P F V A C G P K E C R H F A L T H Y A A Q P G G Y Y N G T R K D R N K L R H L V S V K L G K I P T V E N S I F H M A A W S G S A C H D G R E W T Y I G V D G P D N D A L V K I K Y G E A Y T D T Y H S Y A H N I L R T Q E S A C N C I G G D C ... |
3.18 | K K V I I A G N G P S L K E I D Y S R L P N D F D V F R C N Q F Y F E D K Y Y L G K K C K A V F Y N P S L F F E Q Y Y T L K H L I Q N Q E Y E T E L I C S N Y N Q A H L E N E N F V K T F Y D Y F P D A H L G Y D F F K Q L K D F N A Y F K F H E I Y F N Q R I T S G V Y C A V A I A L G Y K E I Y L S G I D F Y Q N G S S Y A ... |
3.18 | D I I I A T K N G K V R G M Q L T V F G G T V T A F L G I P Y A Q P P L G R L R F K K P Q S L T K W S D I W N A T K Y A N S C C Q N I D Q S F P G F H G S E M W N P N T D L S E D C L Y L N V W I P A P K P K N A T V L I W I Y G G G F Q T G T S S L H V Y D G K F L A R V E R V I V V S M N Y R V G A L G F L A L P G N P E A ... |
3.18 | A N P L Y Q K H I I S I N D L S R D D L N L V L A T A A K L K A N P Q P E L L K H K V I A S C F F E A S T R T R L S F Q T S M H R L G A S V V G F S D S A N T S L G K K G E T L A D T I S V I S T Y V D A I V M R H P Q E G A A R L A T E F S G N V P V L N A G D G S N Q H P T Q T L L D L F T I Q Q T E G R L D N L H V A M V ... |
3.18 | A N P L Y Q K H I I S I N D L S R D D L N L V L A T A A K L K A N P Q P E L L K H K V I A S C F F E A S T R T R L S F Q T S M H R L G A S V V G F S D S A N T S L G K K G E T L A D T I S V I S T Y V D A I V M R H P Q E G A A R L A T E F S G N V P V L N A G D G S N Q H P T Q T L L D L F T I Q Q T E G R L D N L H V A M V ... |
3.18 | F V E M V D N L R G K S G Q G Y Y V E M T V G S P P Q T L N I L V D T G S S N F A V G A A P H P F L H R Y Y Q R Q L S S T Y R D L R K G V Y V P Y T Q G K W E G E L G T D L V S I P H G P N V T V R A N I A A I T E S D K F F I N G S N W E G I L G L A Y A E I A R P D D S L E P F F D S L V K Q T H V P N L F S L Q L C G S V ... |
3.18 | I I G G E F T T I E N Q P W F A A I Y R R V T Y V C G G S L I S P C W V I S A T H C F I D Y P K K E D Y I V Y L G R S R L N S N T Q G E M K F E V E N L I L H K D Y S A A H H N D I A L L K I R S K E G R C A Q P S R T I Q T I A L P S M Y N D P Q F G T S C E I T G F G K E Q S T D Y L Y P E Q L K M T V V K L I S H R E C Q ... |
3.19 | T R K A V I G Y Y F I P T N Q I N N Y T E T D T S V V P F P V S N I T P A K A K Q L T H I N F S F L D I N S N L E C A W D P A T N D A K A R D V V N R L T A L K A H N P S L R I M F S I G G W Y Y S N D L G V S H A N Y V N A V K T P A S R A K F A Q S C V R I M K D Y G F D G V D I D W E Y P Q A A E V D G F I A A L Q E I R ... |
3.19 | T R K A V I G Y Y F I P T N Q I N N Y T E T D T S V V P F P V S N I T P A K A K Q L T H I N F S F L D I N S N L E C A W D P A T N D A K A R D V V N R L T A L K A H N P S L R I M F S I G G W Y Y S N D L G V S H A N Y V N A V K T P A S R A K F A Q S C V R I M K D Y G F D G V D I D W E Y P Q A A E V D G F I A A L Q E I R ... |
3.19 | V P R E V E H F S R Y S P S P L S M K Q L L D F G S E N A C E R T S F A F L R Q E L P V R L A N I L K E I D I L P T Q L V N T S S V Q L V K S W Y I Q S L M D L V E F H E K S P D D Q K A L S D F V D T L I K V R N R H H N V V P T M A Q G I I E Y N Q N L Q Y F L D R F Y M N R I S T R M L M N Q H I L I F S D S Q T G N P S ... |
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