7.9



5.9



7.7



8.7



5.3



4.4



5.7



6.8



6.4



4.7



5.7



9.3



6.3



5.6



9.9



8.9



7.9



5.1



9.7



9.1



4.6



5.1



6.3



4.4



7.7



6.5



4.2



8.7



9.9



6.1



6.8



7.5



6.5



6.4



8.9



6.7



8.1



8.1



7.3



7.9



6.5



6



9.1



9.1



4



8.5



7.7



8.3



8.9



4.5



4.9



5.4



8.1



8.1



4



8.9



9.9



7.1



8.5



6.8



3.7



8.1



8.5



6.3



5.1



9.3



9.3



9.3



5.1



4.2



9.1



6.5



6.3



5.8



8.1



6.9



8.7



4.8



9.5



7.5



8.9



6.2



6.7



6.7



5.9



6



8.9



9.3



5.2



6.4



5.9



5.1



4.1



5.2



8.1



4.1



6.9



8.5



9.3



8.1



4.6



4.7



4.9



7.1



8.7



5



4.1



7.3



6.7



5.3



5.4



5.1



4.9



6.6



8.9



8.1



4.1



9.7



4.2



6.7



8.7



4.2



9.3



9.3



8.7



8.9



8.5



6.9



8.5



8.5



4



6.9



4.6



5.6



5



8.7



6.4



5



9.7



4.8



5.6



6.4



9.3



9.7



8.5



9.7



4.3



9.1



4.6



6.9



6.4



9.1



4.3



6.9



4.6



4.5



4.5



9.1



6.4



8.7



5.1



9.9



5.9



4.7



8.9



9.3



8.3



5.4



6



8.9

