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Megaron S.A. — Management Reports 2024
Apr 25, 2024
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Szanowni Państwo
- span (class="_ _3") , Drodzy Akcjonari
- span (class="_ _3") usze i Partnerzy Biz
- span (class="_ _3") nesowi,
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w imieniu Zarządu Megar
- span (class="_ _3") on S.A. mam przyjemnoś
- span (class="_ _3") ć przedstawić Państwu spr
- span (class="_ _3") awozdanie finansowe oraz sprawo
- span (class="_ _3") zdanie
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- span (class="_ _8") są
- span (class="_ _a") zupełnie
- span (class="_ _a") nowym
- span (class="ff2")
.
- div (class="t m0 x0 h2 y38 ff2 fs0 fc0 sc0 ls0 ws0")
segmentem
- span (class="_ _6") rynku
- span (class="_ _b") dla
- span (class="_ _b") Spółki
- span (class="_ _b") stąd
- span (class="_ _b") prognozowany
- span (class="_ _b") wzrost
- span (class="_ _b") przychodów
- span (class="_ _6") b
- span (class="_ _4") ędzie
- span (class="_ _6") dynamiczny.
- span (class="_ _7")
- span (class="ff1")
- span (class="_ _b") Dodatkowo
- span (class="_ _6") w
- span (class="_ _b") 2024
- span (class="_ _b") Sp
- span (class="_ _4") ółka
- div (class="t m0 x0 h2 y39 ff2 fs0 fc0 sc0 ls0 ws0")
planuje p
- span (class="_ _4") oszerzenie programu
- span (class="_ _4") lojalnościowego o
- span (class="_ _4") kolejne
- span (class="_ _4") Asortymenty
- span (class="_ _4") jak G
- span (class="_ _4") otowa
- span (class="_ _4") gładź p
- span (class="_ _4") olimerowa Megaron
- span (class="_ _4") Dv
- span (class="_ _4")
-
span (class="ff1")
- span (class="_ _4") 21
- span (class="_ _4") 17
- div (class="t m0 x0 h2 y3a ff2 fs0 fc0 sc0 ls0 ws0")
kg oraz Supermoc
- span (class="_ _3") na masa szpachlowa
- span (class="_ _3") ŚMIG C
- span (class="ff1"): -50s 5kg.
- div (class="t m0 x0 h2 y3b ff2 fs0 fc0 sc0 ls0 ws0")
W celu
- span (class="_ _3") przygotowa
- span (class="_ _3") nia s
- span (class="_ _3") półki na
- span (class="_ _3") 202
- span (class="ff1")
4 r
- span (class="_ _3") ok, zawart
- span (class="_ _3") y
- span (class="ff2")
został
- span (class="_ _3") niezbę
- span (class="_ _3") dn
- span (class="ff1")
y aneks
- span (class="_ _3") do
- span (class="_ _3") umowy kre
- span (class="_ _3") dytowej
- span (class="_ _3")
- span (class="ff2")
poprawiając
- span (class="ff1"): y z
- span (class="_ _3") nacząco
- div (class="t m0 x0 h2 y3c ff2 fs0 fc0 sc0 ls0 ws0")
płynność
- span (class="_ _8") spółki.
- span (class="_ _8") Sytuacja
- span (class="_ _8") finansowa
- span (class="_ _8") Spółki
- span (class="_ _8") jest
- span (class="_ _8")
- span (class="ff1")
stabi
- span (class="_ _4") lna .
- span (class="_ _a") Ni
- span (class="_ _4") e
- span (class="_ _8") mamy
- span (class="_ _8") istotnych
- span (class="_ _a") problemów
- span (class="ff1")
- span (class="_ _9") z
- span (class="_ _8") windykacją
- span (class="ff1")
- span (class="_ _8") należności,
- span (class="_ _3")
- span (class="ff1")
- div (class="t m0 x0 h2 y3d ff2 fs0 fc0 sc0 ls0 ws0")
a
- span (class="_ _3") nasze
- span (class="_ _3") zob
- span (class="_ _3") owiązania
- span (class="_ _3") reg
- span (class="_ _3") ulujemy
- span (class="_ _3") ter
- span (class="_ _3") minowo.
- span (class="_ _3") Z
- span (class="_ _e") całą
- span (class="_ _e") pewnością
- span (class="_ _e") mogę st
- span (class="_ _3") wierdzić,
- span (class="_ _e") że
- span (class="_ _3") jesteśmy
- span (class="_ _e") przygotowani
- span (class="_ _e") na
- span (class="_ _e") wyzwania
- div (class="t m0 x0 h2 y3e ff2 fs0 fc0 sc0 ls0 ws0")
czekające nas w 202
- span (class="ff1")
4
- span (class="_ _f") roku. Wyrażam także głębok
- span (class="_ _3") ie przekonanie, że osiągane rezultaty, pozycja rynkowa oraz
- span (class="_ _3")
- span (class="ff1")
4
- div (class="t m0 x0 h2 y3f ff2 fs0 fc0 sc0 ls0 ws0")
podejmowane działania stawi
- span (class="_ _3") ają Spółkę w g
- span (class="_ _4") ronie firm wiarygodnych
- span (class="_ _3") , stabilnych finansowo i z
- span (class="_ _7")
- span (class="ff1"): dobrymi perspektywami
- div (class="t m0 x0 h2 y40 ff1 fs0 fc0 sc0 ls0 ws0"): wzrostu.
- div (class="t m0 x0 h2 y41 ff1 fs0 fc0 sc0 ls0 ws0")
- div (class="t m0 x0 h2 y42 ff1 fs0 fc0 sc0 ls0 ws0")
- div (class="t m0 x0 h2 y43 ff1 fs0 fc0 sc0 ls0 ws0")
- div (class="t m0 x0 h2 y44 ff1 fs0 fc0 sc0 ls0 ws0")
- div (class="t m0 x0 h2 y45 ff1 fs0 fc0 sc0 ls0 ws0")
- div (class="t m0 x0 h2 y46 ff1 fs0 fc0 sc0 ls0 ws0")
- div (class="t m0 x0 h2 y47 ff1 fs0 fc0 sc0 ls0 ws0")
- div (class="t m0 x0 h2 y48 ff1 fs0 fc0 sc0 ls0 ws0")
- div (class="t m0 x0 h2 y49 ff1 fs0 fc0 sc0 ls0 ws0")
- div (class="t m0 x0 h2 y4a ff1 fs0 fc0 sc0 ls0 ws0")
- div (class="t m0 x0 h2 y4b ff1 fs0 fc0 sc0 ls0 ws0")
- div (class="t m0 x0 h2 y4c ff1 fs0 fc0 sc0 ls0 ws0")
- div (class="t m0 x0 h2 y4d ff1 fs0 fc0 sc0 ls0 ws0")
- div (class="t m0 x0 h2 y4e ff1 fs0 fc0 sc0 ls0 ws0")
- div (class="t m0 x0 h2 y4f ff1 fs0 fc0 sc0 ls0 ws0")
- div (class="t m0 x0 h2 y50 ff1 fs0 fc0 sc0 ls0 ws0")
- div (class="t m1 x0 h7 y51 ff1 fs2 fc0 sc0 ls0 ws0")
Szczecin, dnia 23 kw
- span (class="_ _3") ietnia 2024 roku
- div (class="t m1 x0 h7 y52 ff1 fs2 fc0 sc0 ls0 ws0")
- div (class="t m1 x0 h7 y53 ff1 fs2 fc0 sc0 ls0 ws0")
- div (class="t m0 x0 h2 y54 ff1 fs0 fc0 sc0 ls0 ws0")
Piotr Sikora
- span (class="ff2"): –
- span (class="ff2")
Prezes
- span (class="_ _3") Zarządu
- span (class="ff1")
- div (class="t m0 x0 h2 y55 ff1 fs0 fc0 sc0 ls0 ws0")
- div (class="t m0 x0 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0")
infrastruktury
- div (class="pi")
- div (class="pc pc2 w0 h0")
- div (class="pf w0 h0", id="pf1")
- div (class="loading-indicator")
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