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)
ZNACZĄCE UMOWY, ZDARZENIA ORAZ POZOSTAŁE INFORMACJE 88
1.4. W celu zapewnienia należytej
komunikacji z interesariuszami,
w zakresie przyjętej strategii
biznesowej spółka zamieszcza na swojej
stronie internetowej informacje na
temat założeń posiadanej strategii,
mierzalnych celów, w tym zwłaszcza
celów długoterminowych, planowanych
działań oraz postępów w jej realizacji,
określonych za pomocą mierników,
fi nansowych i niefi nansowych.
Informacje na temat strategii
w obszarze ESG powinny m.in.:
1.4.2. przedstawiać wartość wskaźnika
równości wynagrodzeń wypłacanych
jej pracownikom, obliczanego jako
procentowa różnica pomiędzy średnim
miesięcznym wynagrodzeniem
(z uwzględnieniem premii, nagród
i innych dodatków) kobiet i mężczyzn
za ostatni rok, oraz przedstawiać
informacje o działaniach podjętych
w celu likwidacji ewentualnych
nierówności w tym zakresie, wraz
z prezentacją ryzyk z tym związanych
oraz horyzontem czasowym, w którym
planowane jest doprowadzenie do
równości.
2.1. Spółka powinna posiadać politykę
różnorodności wobec zarządu oraz rady
nadzorczej, przyjętą odpowiednio przez
radę nadzorczą lub walne zgromadze-
nie. Polityka różnorodności określa cele
i kryteria różnorodności m.in. w takich
obszarach jak płeć, kierunek wykształce-
nia, specjalistyczna wiedza, wiek oraz do-
świadczenie zawodowe, a także wskazuje
termin i sposób monitorowania realizacji
tych celów. W zakresie zróżnicowania
pod względem płci warunkiem zapew-
nienia różnorodności organów spółki jest
udział mniejszości w danym organie na
poziomie nie niższym niż 30%
2.2. Osoby podejmujące decyzje w sprawie
wyboru członków zarządu lub rady nad-
zorczej spółki powinny zapewnić wszech-
stronność tych organów poprzez wybór do
ich składu osób zapewniających różnorod-
ność, umożliwiając m.in. osiągnięcie doce-
lowego wskaźnika minimalnego udziału
mniejszości określonego na poziomie nie
niższym niż 30%, zgodnie z celami określo-
nymi w przyjętej polityce różnorodności,
o której mowa w zasadzie 2.1.
2.11.6. informację na temat stopnia
realizacji polityki różnorodności
w odniesieniu do zarządu i rady
nadzorczej, w tym realizacji celów,
o których mowa w zasadzie 2.1.
2023