{"id":441,"date":"2024-01-08T12:24:39","date_gmt":"2024-01-08T12:24:39","guid":{"rendered":"https:\/\/british.edu.pl\/sochaczew\/?page_id=441"},"modified":"2024-04-24T14:15:11","modified_gmt":"2024-04-24T14:15:11","slug":"w-wieku-16-19-lat","status":"publish","type":"page","link":"https:\/\/british.edu.pl\/sochaczew\/w-wieku-16-19-lat\/","title":{"rendered":"W wieku 16-19 lat"},"content":{"rendered":"\n    \n    <section class=\"u-clearfix u-section-2\" id=\"sec-b2e1\">\n      <div class=\"u-clearfix u-sheet u-sheet-1\">\n        <div class=\"data-layout-selected u-clearfix u-expanded-width u-layout-wrap u-layout-wrap-1\">\n          <div class=\"u-layout\">\n            <div class=\"u-layout-row\">\n              <div class=\"u-align-left u-container-style u-layout-cell u-size-40 u-layout-cell-1\">\n                <div class=\"u-container-layout u-container-layout-1\">\n                  <h2 class=\"u-text u-text-default u-text-1\"><b>Angielski dla\nm\u0142odzie\u017cy w wieku 16-19 lat Winners w Sochaczewie<\/b>\n                  <\/h2>\n                  <p class=\"u-text u-text-default u-text-2\"><span class=\"u-file-icon u-icon u-text-palette-1-base u-icon-1\"><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\"><\/span>&nbsp; <b><\/b>4 poziomy wiekowe: uczniowie szko\u0142y \u015bredniej\n                  <\/p>\n                  <p class=\"u-text u-text-3\"><span class=\"u-file-icon u-icon u-text-palette-1-base u-icon-2\"><img decoding=\"async\" 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\" alt=\"\"><\/span>&nbsp;\u200b\u200bD\u0142ugo\u015b\u0107 zaj\u0119\u0107: 90 minut\n                  <\/p>\n                  <p class=\"u-text u-text-4\"><span class=\"u-file-icon u-icon u-text-palette-1-base u-icon-3\"><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\"><\/span>&nbsp;Zaj\u0119cia: 1 raz lub 2 razy w tygodniu\n                  <\/p>\n                  <p class=\"u-text u-text-5\"><span class=\"u-file-icon u-icon u-text-palette-1-base u-icon-4\"><img decoding=\"async\" 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\" alt=\"\"><\/span>&nbsp;\u200bGrupy: 5- 8 os\u00f3b\n                  <\/p>\n                  <h2 class=\"u-text u-text-6\">Pracuj\u0105c z m\u0142odzie\u017c\u0105:<br>\n                  <\/h2>\n                  <ul class=\"u-custom-list u-text u-text-7\">\n                    <li>\n                      <div class=\"u-list-icon u-text-palette-1-base\">\n                        <svg class=\"u-svg-content\" viewBox=\"0 0 512 512\" id=\"svg-ee4d\"><path d=\"m433.1 67.1-231.8 231.9c-6.2 6.2-16.4 6.2-22.6 0l-99.8-99.8-78.9 78.8 150.5 150.5c10.5 10.5 24.6 16.3 39.4 16.3 14.8 0 29-5.9 39.4-16.3l282.7-282.5z\" fill=\"currentColor\"><\/path><\/svg>\n                      <\/div> skupiamy si\u0119 na przygotowaniu do egzamin\u00f3w: matura, egzaminy Cambridge (FCE, CAE), \n                    <\/li>\n                    <li>\n                      <div class=\"u-list-icon u-text-palette-1-base\">\n                        <svg class=\"u-svg-content\" viewBox=\"0 0 512 512\" id=\"svg-ee4d\"><path d=\"m433.1 67.1-231.8 231.9c-6.2 6.2-16.4 6.2-22.6 0l-99.8-99.8-78.9 78.8 150.5 150.5c10.5 10.5 24.6 16.3 39.4 16.3 14.8 0 29-5.9 39.4-16.3l282.7-282.5z\" fill=\"currentColor\"><\/path><\/svg>\n                      <\/div>k\u0142adziemy nacisk na umiej\u0119tno\u015b\u0107 p\u0142ynnej komunikacji w j\u0119zyku angielskim \n                    <\/li>\n                    <li>\n                      <div class=\"u-list-icon u-text-palette-1-base\">\n                        <svg class=\"u-svg-content\" viewBox=\"0 0 512 512\" id=\"svg-ee4d\"><path d=\"m433.1 67.1-231.8 231.9c-6.2 6.2-16.4 6.2-22.6 0l-99.8-99.8-78.9 78.8 150.5 150.5c10.5 10.5 24.6 16.3 39.4 16.3 14.8 0 29-5.9 39.4-16.3l282.7-282.5z\" fill=\"currentColor\"><\/path><\/svg>\n                      <\/div>rozmawiamy o gramatyce po polsku, aby mie\u0107 pewno\u015b\u0107, \u017ce omawiane zagadnienia s\u0105 zrozumia\u0142e dla ka\u017cdego kursanta, \n                    <\/li>\n                    <li>\n                      <div class=\"u-list-icon u-text-palette-1-base\">\n                        <svg class=\"u-svg-content\" viewBox=\"0 0 512 512\" id=\"svg-ee4d\"><path d=\"m433.1 67.1-231.8 231.9c-6.2 6.2-16.4 6.2-22.6 0l-99.8-99.8-78.9 78.8 150.5 150.5c10.5 10.5 24.6 16.3 39.4 16.3 14.8 0 29-5.9 39.4-16.3l282.7-282.5z\" fill=\"currentColor\"><\/path><\/svg>\n                      <\/div>stosujemy analiz\u0119 j\u0119zykow\u0105 \u2013 por\u00f3wnujemy gramatyk\u0119 angielsk\u0105 do polskiej, \n                    <\/li>\n                    <li>\n                      <div class=\"u-list-icon u-text-palette-1-base\">\n                        <svg class=\"u-svg-content\" viewBox=\"0 0 512 512\" id=\"svg-ee4d\"><path d=\"m433.1 67.1-231.8 231.9c-6.2 6.2-16.4 6.2-22.6 0l-99.8-99.8-78.9 78.8 150.5 150.5c10.5 10.5 24.6 16.3 39.4 16.3 14.8 0 29-5.9 39.4-16.3l282.7-282.5z\" fill=\"currentColor\"><\/path><\/svg>\n                      <\/div>uczymy umiej\u0119tno\u015bci prezentacji i radzenia sobie z trem\u0105 przed wyst\u0105pieniem publicznym, \n                    <\/li>\n                    <li>\n                      <div class=\"u-list-icon u-text-palette-1-base\">\n                        <svg class=\"u-svg-content\" viewBox=\"0 0 512 512\" id=\"svg-ee4d\"><path d=\"m433.1 67.1-231.8 231.9c-6.2 6.2-16.4 6.2-22.6 0l-99.8-99.8-78.9 78.8 150.5 150.5c10.5 10.5 24.6 16.3 39.4 16.3 14.8 0 29-5.9 39.4-16.3l282.7-282.5z\" fill=\"currentColor\"><\/path><\/svg>\n                      <\/div>k\u0142adziemy nacisk na sprawno\u015b\u0107 pisania (list, e-mail, rozprawka, recenzja, opowiadanie, opis) \n                    <\/li>\n                    <li>\n                      <div class=\"u-list-icon u-text-palette-1-base\">\n                        <svg class=\"u-svg-content\" viewBox=\"0 0 512 512\" id=\"svg-ee4d\"><path d=\"m433.1 67.1-231.8 231.9c-6.2 6.2-16.4 6.2-22.6 0l-99.8-99.8-78.9 78.8 150.5 150.5c10.5 10.5 24.6 16.3 39.4 16.3 14.8 0 29-5.9 39.4-16.3l282.7-282.5z\" fill=\"currentColor\"><\/path><\/svg>\n                      <\/div>korzystamy z atrakcyjnych dla m\u0142odzie\u017cy materia\u0142\u00f3w dydaktycznych oraz z nowoczesnych rozwi\u0105za\u0144 technologicznych \n                    <\/li>\n                    <li>\n                      <div class=\"u-list-icon u-text-palette-1-base\">\n                        <svg class=\"u-svg-content\" viewBox=\"0 0 512 512\" id=\"svg-ee4d\"><path d=\"m433.1 67.1-231.8 231.9c-6.2 6.2-16.4 6.2-22.6 0l-99.8-99.8-78.9 78.8 150.5 150.5c10.5 10.5 24.6 16.3 39.4 16.3 14.8 0 29-5.9 39.4-16.3l282.7-282.5z\" fill=\"currentColor\"><\/path><\/svg>\n                      <\/div>dbamy o przyjazn\u0105 atmosfer\u0119 na zaj\u0119ciach oraz o pozytywne motywowanie kursant\u00f3w\n                    <\/li>\n                  <\/ul>\n                <\/div>\n              <\/div>\n              <div class=\"u-container-style u-layout-cell u-size-20 u-layout-cell-2\">\n                <div class=\"u-container-layout u-container-layout-2\">\n                  <img decoding=\"async\" class=\"custom-expanded u-image u-image-1\" src=\"https:\/\/british.edu.pl\/sochaczew\/wp-content\/uploads\/2024\/01\/cute-ginger-girl-glasses-holding-british-flag1.jpg\" data-image-width=\"1500\" data-image-height=\"1000\">\n                <\/div>\n              <\/div>\n            <\/div>\n          <\/div>\n        <\/div>\n      <\/div>\n    <\/section>\n    <section class=\"u-clearfix u-palette-1-base u-section-3\" id=\"sec-0484\">\n      <div class=\"u-clearfix u-sheet u-valign-middle u-sheet-1\">\n        <div class=\"data-layout-selected u-clearfix u-expanded-width u-layout-wrap u-layout-wrap-1\">\n          <div class=\"u-layout\">\n            <div class=\"u-layout-row\">\n              <div class=\"u-container-style u-layout-cell u-size-60 u-layout-cell-1\">\n                <div class=\"u-container-layout u-container-layout-1\">\n                  <h2 class=\"u-text u-text-1\">Zapytaj o kurs!<\/h2>\n                  <a href=\"https:\/\/british.edu.pl\/sochaczew\/zapytanie-o-kurs\/\" class=\"u-border-1 u-border-active-palette-2-base u-border-hover-grey-15 u-border-no-left u-border-no-right u-border-no-top u-btn u-button-style u-none u-text-body-alt-color u-text-hover-grey-25 u-btn-1\">Przejd\u017a do formularza&nbsp;<span class=\"u-file-icon u-icon u-text-white\"><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\"><\/span>\n                  <\/a>\n                <\/div>\n              <\/div>\n            <\/div>\n          <\/div>\n        <\/div>\n      <\/div>\n    <\/section>\n    \n    \n    \n  \n","protected":false},"excerpt":{"rendered":"<p>Angielski dla m\u0142odzie\u017cy w wieku 16-19 lat Winners w Sochaczewie &nbsp; 4 poziomy wiekowe: uczniowie szko\u0142y \u015bredniej &nbsp;\u200b\u200bD\u0142ugo\u015b\u0107 zaj\u0119\u0107: 90 minut &nbsp;Zaj\u0119cia: 1 raz lub 2 razy w tygodniu &nbsp;\u200bGrupy: 5- 8 os\u00f3b Pracuj\u0105c z m\u0142odzie\u017c\u0105: skupiamy si\u0119 na przygotowaniu do egzamin\u00f3w: matura, egzaminy Cambridge (FCE, CAE), k\u0142adziemy nacisk na umiej\u0119tno\u015b\u0107 p\u0142ynnej komunikacji w j\u0119zyku &hellip; <a href=\"https:\/\/british.edu.pl\/sochaczew\/w-wieku-16-19-lat\/\" class=\"more-link\">Continue reading<span class=\"screen-reader-text\"> &#8222;W wieku 16-19 lat&#8221;<\/span><\/a><\/p>\n","protected":false},"author":1,"featured_media":0,"parent":0,"menu_order":0,"comment_status":"closed","ping_status":"closed","template":"","meta":{"footnotes":""},"_links":{"self":[{"href":"https:\/\/british.edu.pl\/sochaczew\/wp-json\/wp\/v2\/pages\/441"}],"collection":[{"href":"https:\/\/british.edu.pl\/sochaczew\/wp-json\/wp\/v2\/pages"}],"about":[{"href":"https:\/\/british.edu.pl\/sochaczew\/wp-json\/wp\/v2\/types\/page"}],"author":[{"embeddable":true,"href":"https:\/\/british.edu.pl\/sochaczew\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/british.edu.pl\/sochaczew\/wp-json\/wp\/v2\/comments?post=441"}],"version-history":[{"count":8,"href":"https:\/\/british.edu.pl\/sochaczew\/wp-json\/wp\/v2\/pages\/441\/revisions"}],"predecessor-version":[{"id":1445,"href":"https:\/\/british.edu.pl\/sochaczew\/wp-json\/wp\/v2\/pages\/441\/revisions\/1445"}],"wp:attachment":[{"href":"https:\/\/british.edu.pl\/sochaczew\/wp-json\/wp\/v2\/media?parent=441"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}