mask  use  by  WHO  since  the  organization 
recommended the use of a non-medical mask for all 
the 10 activities selected for the indicator no matter 
how safe or risky it is (WHO, 2020a). No protective 
gear is needed for a risk level  above  75%  because 
any  activity  at  this  range  would  be  too  risky  since 
the chances of  meeting an infected person are high. 
Therefore, people should not partake in  a particular 
activity  with  that  kind  of  risk  level.  For  the  study, 
since  it  is  a  traffic  indicator  like  system,  green, 
yellow,  and  red  would  be  used  instead  of  a  four-
level  indicator.  Essentially,  the  risk  level  of  the 
proposed example can still be retained which would 
make  the  2nd  and  3rd  levels  become  subcategories 
of  yellow. This  would mean  that  the  range of  each 
level,  including  the  1st  and  last  one,  would  not 
change  and  the  precautionary  measures  for  each 
level  would  also  be  the  same.  Table  2  contains  a 
summary of the  risk  level  classification used in  the 
study.  To  clarify,  the  original  classification  of  risk 
level  proposed  in  the  COSRE  paper  was  only  an 
example  and  it  is  not  verified  using  real  exposure 
data yet (Sun, 2020b). As mentioned in COSRE the 
paper and up until now, real-world exposure data is 
scarce  due  to  the  pandemic.  These  real-world 
datasets  are  relatively  sensitive  and  hard  to retrieve 
at  present.  Since  there  is  access  to  Philippine  case 
data,  this  can  be  used  to  test  the  model  in  the 
absence of actual exposure data. 
3.5  Testing the Model 
To check the validity and effectiveness of the chosen 
factor,  a  correlation  between  the  factor  of  the 
indicator  and  COVID-19  data  was  done.  To  be 
specific,  the  University  of  the  West  of  England 
(UWE)  stated  Pearson's  correlation  coefficient  (r) 
would  be  used  to  measure  the  strength  of  the 
association between two variables (UWE, n.d.). The 
correlation  coefficient  ranges from  -1  to  1 and  as  r 
goes  towards  0,  the  relationship  between  the  two 
variables  will  be  weaker.  A  perfect  degree  of 
correlation has a value near ± 1 and as one variable 
increases,  the  other  variable  also  increases  (if 
positive)  or  decreases  (if  negative)  (Statistics 
Solutions,  n.d.).  Furthermore,  a  high  degree 
correlation has a coefficient  value that lies  between 
± 0.50 and ± 1. A moderate degree of correlation has 
a  value  that  lies  between  ±  0.30  and  ±  0.49. 
Moreover,  a  low  degree  of  correlation  has  a  value 
that lies below ± 0.29. The last degree of correlation 
would  be  a  coefficient  value  of  0  which  does  not 
correlate.  The  data  correlated  to  the  computed 
PoMSI per region are the  7-day  moving average of 
the  daily  growth  rate  of  COVID-19  cases  (7-DMA 
of  DGR)  and  the  cumulative  cases  of  COVID-19. 
The formula for cumulative cases is just the sum of 
all the cases for the specific region up to the specific 
point  in  time  indicated.  Both  types  of  data  can  be 
derived  from  the  dataset  in  the  DOH  data  drop 
(DOH, 2020a).  The values for  the  7-DMA of DGR 
and  cumulative  cases  are  both  the  week  after  the 
particular  week  chosen  to  compute  PoMSI. 
Moreover,  since  the  7-DMA  of  DGR  is  a  single 
value and  only the  cumulative cases  of  the  7th  day 
of the week were used which is also a single value, 
PoMSI was computed using the 7-DMA of the 
cumulative active cases of the week chosen. Python 
(Google  Colab)  was  used  to  extract  data  from  the 
DOH  data  drop  CSV  file  and  to  compute  the 
necessary  computations  needed  (active  cases, 
PoMSI,  DGR,  cumulative  sum  of  cases,  etc.).  The 
range of the data taken in the DOH dataset was from 
April  1  to  September  1.  PoMSI  was  computed  per 
region based on April to August data from the DOH 
data drop. The computations were done weekly and 
August ended on the 6th day that was why the range 
of  the  data  used  reached  September  1.  It  is  worth 
noting that there are inconsistencies present in the 
Data  Drop  like  unstandardized  region  names, 
nonuniform  date  formats,  and  missing  recovery 
dates.  For  the  missing  recovery  dates,  an 
approximation  of  recovered  cases  was  done.  All 
cases after 14 days that were not considered as dead 
were  tagged  as  recovered  (DOH,  2020b).  Rather 
than  using  100%  occupancy,  which  is  unlikely 
during  a  pandemic,  50%  occupancy  was  used  to 
better  simulate  physical  distancing  in  an 
establishment  as  seen  in  Table  1  and  this  type  of 
occupancy  restriction  is  usually  utilized  during  the 
modified general community quarantine (MGCQ) in 
which  most  businesses,  that  handles  the  activities 
included  in  the  indicator,  can  operate  (Crismundo, 
2020). The CSV file output of the Python code was 
then imported to Google Sheets to do the correlation 
attempts (vs. DGR and vs Cumulative Cases). To get 
the Pearson's correlation coefficient (r), the Pearson 
correlation  formula  was  used  in  Google  Sheets  and 
correlation was done per region and activity. 
4  RESULTS AND DISCUSSION 
As  stated  in  the  Methods  section  of  the  paper,  the 
correlation  was  done  using  the  Pearson  correlation 
formula  in  Google  Sheets.  Based  on  the  results  of 
the  correlation  process,  the  correlation  coefficients 
(r)  of  PoMSI  (per  region  and  activity)  versus  the