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𝐏𝐫𝐚𝐰𝐝𝐚 𝐥𝐞ż𝐲 𝐩𝐨 𝐝𝐫𝐮𝐠𝐢𝐞𝐣 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dkK5UkIU6fQ1P/wAJRqjRrF5kIVYxGg8sfIoGBj6c4+prklgYtWa09WZOlVatb8TsEvNNmt7XyvDt/shUPGyKM8kYb3+71pBc6fGPJfQNTkVHOEfBCswz+eBn8K5GPxFqkdpFbx3CxxxBVG1cEgZwCeuOatDxXqud/wBoQvuDn90OTgDP5DFNYP1/8CZTo1ui/E6gS2n7vGgar98Ac43HC/Keefurx7UttqNnZSNLD4e1FGeJkZgOWVuufyrmP+Eo1Z2LNNC/zbiWiBzwB/QH601PEuqxpsjuEGV2kLGMMMY598AfkKTwd1Z3/wDAmJ0K9vhX3nQNe6ZGrQNoephbYbtm7iLODu68E7c1JHqdtDKzDQtVLrcCQlgCfMA/wNcm3iXUhc3E3mRE3G3zVMYIfbnGR+P8qSTxRqsuWe5jVwd24RgMTt29vY03g76a/wDgTFKlWWy/E3Z7vS41k36BqQXZvcHgbQMbjz6OOfcVT1vxrDqGkLZWttPGyspDykHhayJPFWr+QLczRtH5XlYaIE7CMYz+VYJfHfkdq0p4GDkpTW22rY4Ke8+hcfWbsscsn/fNFZpZ5WLgZ/Siuz2NPsW8VU6MZGxXgdPSrHQA+1FFbPcyo/CLvZScHtSo565oopGybuTb2BHvUsbFmANFFI3i2TynZIyDoCRUbsVcgGiikaPYhZ2PU9BUMjEg0UU0YTZCWYZwTxULk7N3fOKKKo5Kj0K560UUUzgbdz//2Q=="},{"u":"komputerarze","t":"Komputerarze","i":"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"},{"u":"politykatme","t":"Polityka 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"},{"u":"spajaczownia","t":"Spajaczownia","i":"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQg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"},{"u":"czatbukmacherski","t":"CZAT 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BPX9P51m6vqfmrtUfKemKwLnxHFYRmEmKQtxshclvy7fjVHTtP8QeOdQNlo9lIY84kIfCIPWSToP8AdHJqb3NY01FXZW1S7uNa1Uafpsck8kziECIZaVsY2r/U9AK+ifhp4Aj8FaMWuBHJq10AbmReQgHSNT/dHr3PPpR4A+Gem+CoRcMVu9WdNsl0VwEHdIx/Cv6nv6V3NXGNjCrV5tFsFFLRVGAUUUUAIa5bxN8PfDfitjLqNgFu8cXdufLlH1Yfe/HNFFA02ndHyxrdouieLL3TrSWUJA+1Zd22Q/UrgH8qc2vavaL+71KdgP74Vv5iiiud/FY9aKvRUuo0eLNbkIU3xX/djT/Co72/vp4C099cSjH3WkIX8hiiiiQUEpXuel/B/wCH2heK9Kk1PV455jHJgW6ybIm+u0Bj+de/2Gn2emWcdpYWsNtbRjCRQoFUfgKKK3itDzKsm5O7LVLRRTMwooooA//Z"},{"u":"cripoland","t":"SHILLROOM 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