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эти законы, вы начнете притягивать к себе хороших людей и благоприятные возможности. Весь окружающий мир начнет приходить в соответствие с теми образами, которые вы создаете в своем...","preview":{"posterSrc":"data:image/png;base64,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несправедливости?","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"24","reqid":"1766386374578914-13472324254721004363-balancer-l7leveler-kubr-yp-vla-232-BAL","isAdultDoc":false,"relatedParams":{"text":"Видео 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