Unit 1: Informacje ogólne
CelClick to read ![](./images/book.png)
Podczas planowania i kształtowania własnej kariery na pierwszy plan wysuwają się preferencje i zainteresowania. Podstawowe pytania brzmią: "Co lubię?", a nawet "Co chcę robić?". Nie należy pomijać jednego czynnika: "W czym jestem dobry? W czym jestem dobra?". Test kompetencji da Ci odpowiedź dokładnie na to pytanie. Pole możliwych umiejętności i mocnych stron jest szerokie, test kompetencji może pokazać, w której dziedzinie jesteś szczególnie dobry/dobra i dzięki temu możesz odnieść sukces. Narzędzie wyjaśnia, co zawiera test kompetencji, dlaczego warto wykonać taki autotest, aby poznać swoje mocne strony
Grupa docelowaClick to read ![](./images/book.png)
Pracodawcy, menadżerowie mikro i małych przedsiębiorstw, przedsiębiorcy, pracownicy.
KorzyściClick to read ![](./images/book.png)
W przewodniku wyjaśniono, czym są kompetencje, jakie są ich rodzaje i dlaczego warto wziąć udział w teście kompetencji. Kwestionariusz daje możliwość przeprowadzenia krótkiego testu kompetencji i oceny, jakim typem bohatera zawodowego jesteś.
Czas trwania Click to read ![](./images/book.png)
Narzędzie to zawiera przewodnik z informacjami na temat kompetencji oraz kwestionariusz do wypełnienia w celu poznania swojego typu bohatera zawodowego. Przybliżony czas trwania to ok. 20 minut.
Sposób korzystania z narzędzia Click to read ![](./images/book.png)
Narzędzie składa się z dwóch części.
1. Przewodnik po kompetencjach
2. Test kompetencji
Przeczytaj uważnie przewodnik i wykorzystaj zawarte w nim informacje. Test kompetencji pomoże Ci dowiedzieć się, jakim typem bohatera zawodowego jesteś.
Unit 2: Test kompetencji W czym jestem dobry?
Test kompetencji W czym jestem dobry? Click to read ![](./images/book.png)
Podczas planowania i kształtowania własnej kariery na pierwszy plan wysuwają się preferencje i zainteresowania. Podstawowe pytania brzmią: "Co lubię?", a nawet "Co chcę robić?". Nie należy pomijać jednego czynnika: "W czym jestem dobry? W czym jestem dobra?". Test kompetencji da Ci odpowiedź dokładnie na to pytanie. Pole możliwych umiejętności i mocnych stron jest szerokie, test kompetencji może pokazać, w której dziedzinie jesteś szczególnie dobry/dobra i dzięki temu możesz odnieść sukces. Narzędzie wyjaśnia, co zawiera test kompetencji, dlaczego warto wykonać taki autotest, aby poznać swoje mocne strony
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)
Źródło: www.karrierebibel.de (przetłumaczone)
Jakie kompetencje?Click to read ![](./images/book.png)
Istnieje wiele różnych rodzajów testów kompetencji. Dość niechlubną sławę zyskał test PISA, w którym uczniowie mogą wykazać się i sprawdzić różne umiejętności w serii zadań. Niektóre z nich dotyczą umiejętności zawodowych, na które jest zapotrzebowanie na rynku pracy, inne są bardziej ogólne i mogą dać obraz różnych obszarów kompetencji. Wielu ludziom trudno jest wymienić swoje mocne strony i określić, w czym są szczególnie dobrzy - ale każdy ma wiele charakterystycznych dla siebie umiejętności.
Kompetencje można podzielić na cztery różne rodzaje:
○ Kompetencje zawodowe
Są to wiedza i umiejętności z określonej dziedziny lub obszaru. Typowym przykładem są konkretne kompetencje nabyte podczas praktyki zawodowej i wymagane do wykonywania danego zawodu. Kompetencje specjalistyczne są jednak niemal nieskończenie wszechstronne. Obejmują one na przykład:
- Wiedzę ogólną
- Umiejętności językowe
- Umiejętności komputerowe i informatyczne
- Znajomość terminów technicznych
○ Kompetencje społeczne
Kompetencje społeczne pokazują i rozwijają się w kontaktach z innymi ludźmi i w interakcjach społecznych. Stają się one coraz ważniejsze. Tak zwane umiejętności miękkie stanowią dla pracodawców istotne kryterium wyboru pracowników - zwłaszcza podczas rozmów kwalifikacyjnych. W końcu nikt nie pracuje dla siebie. Tylko dzięki ważnym umiejętnościom społecznym możliwa jest późniejsza bezkonfliktowa praca zespołowa. Przykładami tych ważnych umiejętności są
- Empatia
- Tolerancja
- Umiejętność krytycznego myślenia
- Zrozumienie natury ludzkiej
- Uczynność
○ Kompetencje metodologiczne
Kompetencje metodologiczne mają charakter interdyscyplinarny i mogą być wykorzystywane w każdej dziedzinie. Są to umiejętności niezbędne do zdobywania wiedzy przedmiotowej, znajdowania, analizowania i wykorzystywania informacji. Należą do nich na przykład:
- Myślenie analityczne
- Ustalanie priorytetów
- Umiejętność uczenia się
- Umiejętności retoryczne
- Umiejętność argumentowania
○ Kompetencje osobiste
Na koniec można wyróżnić kompetencje osobiste - zwane także kompetencjami osobowościowymi lub częściowo cechami osobowości. Podobnie jak kompetencje społeczne, te osobiste cechy można zaliczyć do umiejętności miękkich. Typowe przykłady to:
- Dyscyplina
- Pewność siebie
- Poczucie odpowiedzialności
- Motywacja
- Elastyczność
Dlaczego warto wziąć udział w teście kompetencji Click to read ![](./images/book.png)
Autotesty cieszą się dużą popularnością. Sprawiają przyjemność i są ekscytujące, gdy można dowiedzieć się czegoś więcej o sobie lub sprawdzić swoją wiedzę. Test kompetencji jest jednak warty uwagi z kilku powodów, dla których warto, aby każdy dowiedział się więcej o swoich kompetencjach i określił swoje mocne strony. Istnieją cztery dobre powody, by wziąć udział w teście kompetencji:
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Osoby, które mają dokonać wyboru zawodu, nie mogą uniknąć przeprowadzenia testu kompetencji. Twoje mocne strony stanowią dobrą wskazówkę co do tego, jaki kierunek zawodowy możesz obrać, aby jak najlepiej wykorzystać swoje umiejętności i zwiększyć szanse na sukces. Test kompetencji może pomóc w uzyskaniu pełnego obrazu sytuacji: zainteresowań, możliwości i mocnych stron.
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"Tak naprawdę nie jestem w niczym dobry/dobra...". - Negatywna postawa, która jest niestety powszechna. Wiele osób ma problemy z rozpoznaniem własnych umiejętności. Test kompetencji ujawnia Twoje mocne strony i pokazuje, w czym jesteś szczególnie dobry/dobra. Dzięki temu zyskuje się większą pewność siebie.
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Obraz samego siebie nie zawsze jest dokładnym odzwierciedleniem rzeczywistości. Niektóre umiejętności są niedoceniane, inne cechy dostrzegamy w sobie bardziej niż w rzeczywistości. Test umiejętności pozwoli Ci na lepszą samoocenę. W ten sposób możesz uniknąć nieprzyjemnych momentów, w których postrzeganie innych i postrzeganie samego siebie są bardzo rozbieżne. Dzięki testowi kompetencji możesz nawet rozpoznać cechy i mocne strony, których istnienia w sobie wcześniej nie podejrzewałeś/podejrzewałaś.
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Zwiększa szanse na znalezienie pracy
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Będziesz przekonujący/przekonująca w procesie aplikacji o pracę i podczas rozmowy kwalifikacyjnej tylko wtedy, gdy będziesz świadomy/świadoma swoich kompetencji i podkreślisz korzyści, jakie przyniosą one pracodawcy. Jasno określone kompetencje, najlepiej poparte odpowiednimi przykładami z Twojego zachowania i sytuacji w poprzedniej pracy, dają wiarygodny efekt i pomagają zdobyć punkty u osoby rekrutującej.
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Jakie są twoje mocne strony?Click to read ![](./images/book.png)
W tym miejscu chcielibyśmy przedstawić Ci test kompetencji. Został on opracowany przez autora i założyciela "New Work Heroes" Jörna Hendrika Asta[1].. To, co jest w nim wyjątkowe: Ten test kompetencji wykorzystuje typologię różnych bohaterów kariery, aby pokazać różne mocne strony. Ast opisuje przyczynę tego stanu rzeczy w następujący sposób: "Z jednej strony, test kompetencji ma motywować i być zabawą. Ale porównanie z bohaterami latającymi i ratującymi świat ma nam także przypomnieć, że możemy osiągnąć rzeczy nie do pomyślenia, jeśli naprawdę znamy swoje kompetencje i potrafimy je wykorzystać."
[1] https://karrierebibel.de/kompetenztest/
W sumie w tym teście kompetencji można wyróżnić cztery różne typy bohaterów i związane z nimi atrybuty:
Typ - Przedsiębiorcy
Osoby należące do tej kategorii mają ducha przedsiębiorczości i potrzebują projektów, aby się rozwijać. Przedsiębiorcy aż kipią od pomysłów i nierzadko są seryjnymi założycielami, którzy zawsze podążają za duchem przedsiębiorczości. Wymyślanie projektów, podejmowanie przedsięwzięć i doprowadzanie ich do sukcesu - oto świat przedsiębiorców.
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)
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Typ - Twórcy
Tutaj znajdziesz rzemieślników, pragmatyków i koderów, inżynierów i hakerów. Krótko mówiąc, Twórcy, którzy tworzą rzeczy za pomocą głowy i rąk. Są przywiązani do swojej wiedzy i umiejętności oraz poszukują prawdziwego mistrzostwa i specjalizacji. Wdrażanie, robienie i tworzenie rzeczy - oto świat twórców.
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)
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Typ - Wojownicy
W tej kategorii bohaterowie kariery idą na całość. Wojownicy stale poszukują wyzwań, testują swoje możliwości lub już dawno je przekroczyli. Rozwiązują najtrudniejsze problemy i nie unikają ostatecznych wyzwań. Dokonywanie rzeczy niemożliwych i pokonywanie ostatecznego bossa - oto świat wojowników.
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1sNPn+pTNW3lRbCmm4wpbpen1udxMoK3FRmc6wO9Rn0E3BtsWg6wEudJHb57O4ytxoE53gsa8keeGr1q7qApbp+jiuBqyp8hceHHgbnYCwzV+Ww6vrpmCLwCtwkaTlpKb4AY+uENnWCVyRjtuu2SJh6xvtA6NzTJ587YqVzesC8njaPU0eHRdB0IuZtZZgD12YfO36DtznqTapy3zTnqa0QdfrHc2FEwJzCntOmZLg6dhJugfYpkh3m4RFHqZrmFyv15vQAzBriqkEuNGkaeRrU+k5033OgdPtacR0074ws0WYXckLX6lqEk64XNPoBLtN3XB93i5Ke9LsKYbXK0rI+NJgWwK8oQKtv5V1arhptXA6jIy6QY47vbezx+0I7AqFQi6aX9vxTT9PS1wfw/XlNN4gSkxPTJnui+HyXA98HXhRA81vRXdMuOFwJhzOhaHLgINq01G3wor2YpGYMl19TJmOF28SdNevn0DnHyp6L2gz6QwrDF1fLpeDrUk30KMgDuydXtGUAHRRl0JZij7PcF74huGby+RYSVxX03TxAK+c924rLp4uxnt7PW3PKiplZDlR0ptEQjcAYD69slJ5ekUh6OJr7+n0b0UfMmldN6P68jguHqyyYshfqrfxvY0+0G9oVS4Pmq4+vQZftaBlLl+YgAN4hm6z6PaSij5z3Cye2VxWHV7pW+CHrbpFirnIi0QgoOLygpMYbzPtHqxFHgpcpC4NHLhQt/XoySXj1F6dVizFegKQNcQHmHYPtke3rBqEJyeT05qPblgyV4v7PrDZNHfDVBKzHwsu2j1U9BC6YnonM9wJRzfMnbuEJ4ztxxeVfAFrTXRxyNoZObvZydNOLoGtIdV3pmLTC066xujbrVCWPgjcydlpE46qg7tBjQMz3pvXbU/Jizt+RYKZbp60Vsqq/WazKnFVYTG+e2w3tT3AlRXwytG1eUv+LtBOy57DmgtdZNJVeW/et7/kAVGjb7LwkD5cWOoEL9aFcc686KMtW8zgOwm+hcIa2j1YjbLZhg0QnKv6GnA13VHjxl2xH/3dHHYSS/iG6cOFpc8YXZbkNekCF72y/1cfTYNVA0aFwnuFMjUDhoIX2WzL4Htq1LiPipOvuQKNrzn/K50XGXHBK3zxWDLD0XeNyZfG19KccdKXpdkCd8nNo79//77EKkYdfHNc1aX70ubM3PWb48zAiLleytZvq5d1R5x9XTxB/EGhTL0cp8dkN5z8nW3fxqo31et0UTTjMhai68bmrkjeJUcvZbis5JU5bWrPFLTp5U8aX0s31dH9zWiddJHTXHbyqQ1p40tnzsz9YLgnb0HUWZfdXV2/z2nvvBC6CLYuGl9rVxguboiqr/+bLnL8fbb3C7mueDbQ+Mr8kci+n8XirTre8Ak4rPEqdVG3g6//YUitAcD/+XUhfyQW3Xf5zIUL1+49e/a039Mh/VD/pV+Kwzlx8zQIm3GhK+px2p51hfQa/tebziKxfWeuPXs6aOjAgUOHDkCDBg3q1w+6agN/Fet4DWnr6P7LN/Y8NFbl/R/HN3rm2r2nA/ujESOGDRsI3wGa7xDdF9LDvvBlYscEjx0v7rHuVRx8M3J8Q//TPanRy9cGzRs8ePC8eRMFL3x1XjQEE6yHv664Vbdjx466jI0u8jn5RrN/yLu70LbKOI7jT9utWyRtxHUWuxKq1KE0W9NOo1JGb+wuSrrO20LfRoYM0jC0FEHpRUFFDfMF7K4GqbLS0g2kc+Dq1mzJaCxx2oqzwxRlRWV64c0sE/TC3/Nyzj95krOexqvkfLf6fvXx7/8855ysjo87bHz9sfh6t7u5ORBwIfCa40vbAZEuRvmhSs/m1Ul0UOkSLjowN/eX1e3bE+MAFsQOGN9IMlVRX1/vdhMvfDVe6WvaSt7KXd+muW/X07pu68Qcsrp9+2ZcBuElVs75b6YOdXQ01Ute+ObwwpeWL/mCVuqihza572NPP567GYTusxNWvj8rXFS+nzkLJTMnOnhNTcQbMHiRBS9oDV10OS0WcM7wHuC4aMLqxuHvcQP4vTJ9q5lc/3y0ra2tSF65G4RvlVgQb5m6SMwu792w1Ytn07ccn6vfrPh8FBGvtnzb5Xbw2Jjemsr9S5PR6GO5lzXQise7P4Us/st5z/A9WGbfcCcSz0yfPHnyNvluwVtjwavav79qKRqNdj1n8mLzKl3r5zbhtORduvNpOfkuHDop67XBW1eAl3R3KV7EfQ8auq3QBa7K8njWxXk3BwYGPo2z8igU/+Sk2XamF+m8iHg9afh+pA5lB6SuAj4cfsDx7M6AaCNZDhe4MHAp37Z5URbvLmP1ohbvVaxfNbwTajOovrei+2t8/OjRAdlQvOTfzMf4yqWmi55efTeAt+XaJMZX6LZmr4ZjyPJo++fBgaw24iX9y4bCQpfqJV3ibd4OLw0vwvrtErqtObrI8iMj/s0BPr7UUCpZstc5j+H6sew48dqeXosrG+c9g/EVvAeI95jsD2ZR+CJ8TWH5+42FkhziyHFpS7XxoGvyNhu87dbnXuLN3g1qfA8X4n3qqWMxZtF9xYuvo/wLnTlzeb0ER3hV4VI0vH0P5K3ReHcV5K3aHY3u4bvhBU0X/cUsilw8qvXyuXNnzl0uvdcYJwj3uKyNeDku8fLdsOX07tJ523E4I17SRYf9zKLUQB6vKMVKKz92A9nyeo3dgIjXZYNXX70eybsZjT4P3gldF1lOo39I01W8Z1dZSRWBron7psarLmxIv2kzePXloB0cUPvUFO7cOG+e7ocfWj+3CR99GT+ELP8hec+i0prfcLauaJp4hW7+6q2zdewl3nR0j+TVdT/8nlkWB6nQVQldtFhSvhHOa9r2otH84Q3Q6t3esRdNTU1hO/Ddq+uig8wy/wZMqWsm77lSOj+EjqvZFbhoWujS8FrvBlvTWwXea/Pz4D1g8OJEJnVRmFkWGsrhPQvexUX8XCyp9buYO7sY3rExffOq4S28eokXFZheFJ1vRcSrdNE3bGvfodTGaxcHBs6AVzRTSuN7iPMqXNTTRrxWw6vvButHDoo3MX8A34LrWdoN0JU98JWa/77gHQjhD/2hUCSWCgrfTAk9R1un2aXhzeK1MbwW0+sxedOCdw66NL1b86JVOb5+EzzuAW8pXd3iObo+2rykqx9683eD9W3FFE4OrqV58f239Asb+pE9uIWL3HcDvkaR1M6zM6UzvuFe4sVqyH6aQ7r5w6vz0nbQp1fxomdJ1x4vCiU3cDbLHVd/CT3c8b9uHBpQmz685qFsi+Et+EhH550zdAl4gW1dbPXifVayrZqzO13gSSTxVm05vHRtqyHedvgq3heeBW/O+B4roTksspsGbw90tbcUNoYXvDJteulg5sL0tgreZ8BrDi+An3qPlX2RacF7yjeaw+tGwKXrmj68+R+PzHuTqfO+MGfOrvj51N+s/POAF7jQ5WmLV+pannnlZ6fJd1c+L3zTihe+MKWOlfx7ShvFe3pqR5F2XaNTQ8Bl6mr3wxU56cuXzr2TBi/Wr2HrkOFlkVFZti54aXjdHW6r4c2NeJG5fMHbBV7l+4rp+/Wlf5gTymB4a6Fb8AUmand3dLi04bXgpZMv8Xa7Jg+3qvGdwHc/nOPn3w+jl9B3zAHFwKt0mwroYvHWt7XVg9daV98OtHzFE7PnFS96Bj362Pwl0b/MCZ0YLXwmcxm87U34JwK0GrTNa3V2UNO7yR+Ymd/ze6LrwiXVBWdsh9VsXf3UIO4outsw4M1c13Lz0vjS7pVN7jF435ibxNyauvN3y/+2AsXospavK2/YAqPILXzNI29BXuVLy6Hl2vxHzwnfJyYxt4R7Yc+Vu+vMCXnaxgRvPQ+4pGseeetv38b8Sl3i1XV1XhRMdOFTJB/BNrfH7qIPmBOK02rIm12Bi9puA7ibhhe+1ry0HarS0ecOd0Xn5w3WS/gpcNGVK4743i6hDv0ppIv2ruT1dN/mvp68ZznWyxdVXk7MX40CF10whef3cFrRTuaEVvW3azS6HFcceeu5bz3xVljzKt/LdxKTUdk8NXkQtEbvlNKLs6KLNalTg9SlvUu61dWj3LfKeniRqftQ3eZSYlIkeQ3gPbA1O3/+fJI5IY92O0GrgePKE6+L83ZY6dL2rToK2qs88lXGaZgSLq+OOaEF7b270K0SKV5c1DKZyhMddXTo1VpfX03Fkz8meFclL4DJN32Xe17Bj6xmHbEdQif0uzV5VaMHOWhVvOgKx2LJ5MJCXLWQTCZjsVgk5Dd+6Z/mK0ssnT59+rzWaeSM7ZDSF6/gpd0gxjfMbHQzkehKXIUvCaeXPjitIlrg8jzMCYVcNLySV9dFcWanP2l8USL90/HZ2dkPFLDeBz2OuDFmq9ripd2gdNG6n9kolua6CS679NObw8On3nkHvCLdlld6Hzkvpl9b6GaYVgPpivu1MLPTz4lEOr1057OzHbW+2uEe8MIXwCKylc064+zAflkLNAcD+TcUElf62tsOfk9zoNntrm9qHBur9XFfAtaaRc7YDr/397fQpxoKDC/KMFslA83N0G1qbByrFb5ygFGeLf5GSX2itOj8a/0AVtOrcBUvvWCzOWkVAfB+Dl8+v8PDPXKAlbBSnhW6aKx0PjL2f/qhH621mJu3jm7YoCtLMlvFAgG3W/I21NYCWA6wEqbwF06dOuWMo2+k/949AZx/XTN9U8xeGT6+WL7S1yd8IZwX/6s9zjj6sl+Wl5cFsNq8ytfARTUZZnt8je3L1y/35cC6Mcft6Rl2xsXtV/Aq4Dp15DXHV/HuDDF7rYNXzC/GV/oCGMIUcJXusDPeCfnvQZeAaTmIJG/Y7qYJBoPy6kbAujBsha6vyRkXtyTHvX79+rK4yFV6eJJX7d+amiSzWVz4zszAVwAj4YvIlufz+WpL6OP8/6PQPehy337ZGueV1ahsQ4Q8wSDWr9q/DQ0AFhtCz8d53Y54LMl+AK+Y3rXr95Qv6YpWmd1ifHzd4JXnMw7sg7BOPMx5x5zx4CEkeUGrJng/bV9ZhtluVawH7tsnBxjBV6RokZjehoAztu8PgrffrJLWgzqh2XeIHOK+I/WCF/OrfMVFjuK6tWMOGV9//9qy3AuY3zXavjyOW00nM1tXN7Uf+vosfYHLeR2yfVMtgva3e/haxnKo8+Ss3+qdEWa/CvA2u0dG6vvga1zhEIhN5FrJO+aMw0PE286Hdpn/Bs7ANXk5sKcmzOwXdgURfPu4LzJ8faavz+BtdMQHdti619u+v1+1n+7cZJ6abSksBF3cF8CmL8oaXyxen/JtccR6iHm9R44caeGjuwZd+Kokb/X2hmw96HIpXwUsfRH39cFX8qIK5oQy4EXtOY914FoUb6Qq6HXJBTxCvrQhZODlOeK5etLrFbzGGwsQ0wwTr81uulxeb4DPrwmcvR9yxrfRCQ9+/dVqfCWwerRTLC9uLrxeDLACNnyFru7b6HbCL3RbAK85v1/ip5reOg9/sbndCQvtdME3iDRfKSyZ1fi+P+WAJ78hj7EezAWhKoaXxcALXzpBkK8MuAbv+5UOOD6kwKt8jyjfL+sUMy0H26VcR7zehyWv8iXgYQN5rAHb4f33M6zsi7SbvlX8y7jGgXjj1cHtL/NMN3wFsPSlAabwp9BFDrh7W33Yi8B7hPsi4AJ46P6rO3bcYtsu0o1/VWpB5B4gCBc1gheV//EhLHRFtIE3XtrBWynmYumqMnx3Bw3fBt23Ufo2l//lbf1h7kvAX8JW1VnUfw5Vpq/gJd8Xs3iV70Os3PvupY0hwOJQNrSx8RJWAlUUb2in5qt4US0HbiBeVC7/RwXrbuwo1Ns7dtxYYcUUq84f3xcbDGDilcC/sjJvsJDujc6VW4ODrKjii4ufzLyeM75PvsiBKaWLKsv91ZA/T7ZzZVBW7Dqf5i3OeLN9CZjG1xHr4VY2LWSpYifr0LRshE5n4EXES77l/vDhqxsYWIws1kFOtzq/YsUVel35zgjfvX19+xoFMAkTbwsr8wbzW+nsxDCDt7jC3LYXX58Eg4+M7IVvI3yNgKu27z4nrIcv+KiKH/wPIGscJr5jxbYw3YuE7+5H9u7du2/fPs5Lcd0nG/s471SZP9vxD2Ix3Lq1stJ5g8NSg6zoUsd7JfDM7t0j/7F3ByFKRHEcx/+RhCHRrrAQFN4Wr0NB1xEKbSMCLy2ukhAhHioQL+Gli+CxU+zBSxSdOwQxdKhDAw1CZCOe6iDt0VN7jD30e88389fROuRT6I3f3EOXoA///vNmtN30zsHFi7u7EV6ErQxh0z81Wc1mgYmvSMMlv1uwnN+H6TTmF7yiiK/Qffj0qeHvHDugzYJ48ouzl/kncUX4Avh9ErzKN8KLmT7YwbXP9PUwlLjKNquFl+6/UL4HkheUkpfb3b108eDgofA1/NEkxlc1M74uLdMD5ftCjW90fvEbLAfoph8mDX90Zoe4+GLhZX8+nPR9n4RvwAvfXcAqXzG92M3JtOHvXHjZMOCGwBYt1edn0jcpfNOBL1QRcKE74U0iw5+su/V6fYpY5Sz/3fDheyh4+fTAXUQ7O2nha/j4+nVZZP16tGTfxfwebPH4qtQQQxe8MRhfK8G+iG/blss6B9/r4E0KXhTlVdO7tXXG7CeTw7pq2req4ccNPLv3akuNrwKOLIcdybtl9ofWHYVbn14PfVq6Ry+egRe+0IWvaCFvxvDxtWu1WnR8bVq+5/cOtxDG9++8GbNvjb2a8p0aX5c09AGfK+H1IJrnTYL3f/r5S/+QO+/rWnp81fiq+Z3jjcX4+rUZX5lDOvrK48vzC90Ir9lnXysxP76enj/5W8QXRXjFdsiY/eRhGIwvX9t80tKjMxHeXfFiXjW+Zr8t5GSVL4/vkPT0PB/xZV0U8ObNfu5rz2zfjjz4aurd9OlBAi/iNfvO2Kvx+Hakr01I2+UtqXwX8sI3b/bFjdzAt5ntdPBKuKQr60cmGF/EugFvUvDm43A2k7zABW/CIl09Os3rQcbDG05v3vD/75aooWat2WxieoWvR9r6yHcXCLKHeB3u3J3mNfziVlXjC14AI59I5/rl/Su7vTPRZV6zz2ZWR/LK8ZX1SV/3zwXHB/hyzAtfwz9SMiyX5fgGvi5pDKffGd9DYXuYnhlfs+/crDJ8y7VmOL7dtmuRrj5ltng/qJSu5P1i+nYguyxqhr7tOxd6BYf0ZJ1S6xe+SNAq3XA7nDP7saRXjsxv4cKFCyPS1IPMjO8C3rzhH6d2y5H5PWo0LhyTpt7Bl4FZN/A1fjtUi3J84auARw00JD1Z30NfxLjQVbynzN4OTlnGvqUGGpOmHp2RviycFLGv8dvBLs4Ad5oNka1t/Z6HL/Oyrgi6j20yOqdcLBangLF80Yh09TGfQX/wzT9uDczeDhhfEfuO9lCPNJ5+pS+a9z3J5XJVMjqnKAt5fzWEr0+6sr5J3sz8/L5s51CCzM5lXwHceiJ426StB6cXzi9wJ3lkdF5RNeHt9ATvMenr483A95aiTScfA1fVJ7PD9m1NAY9fg3dMGvt686z4rmfgnfi+OQFuWJ3MDoeHlgIWvMev4XtEGrt/RvhCV/B+UbYppZt1Dd8OVG3JlO8vwfuEdPbgMnivZjIvT2Ab4OIrNUjYtm342YGsjtRVvvuvha/ev/O7k5NWazAY5FSQTaVyddcWGX5nIQ5nU/Pbfo1wdNCaO5AFuHhhcGUxGF/yW5OYd0Rac7KsiwZZ11a5deOPvkR9Ht+W5D1ySGv+lG6NBzcrtoTpR1/kKt+Ad88mvfUVLxZuUKKWmmT89iWrGfCK5cA3FvpK5AZ1Mba8FBRuLmX6cx3kSV20P+HteaQ3x55K2nLGX9yIqhPf8i/Bi/ZJc14wt2opcDG4uBF1oItGivcn6a4qaNXcbm/PADtkfE5RHsx+Qlfmk+asbE7KBqU405/riKqCt/Qk4K2R7rwc4876mv5cR2Q1Mby9QLfxi7TXZ92IsPlHX6JhsfUz1G0ck/4SEL2GX3ipYnP0JbJKR9BVvHsF0p+TE7ooMr9xOPoS/WTdRs+nFeRfU4XzG5+jL41Yd69EK8n+g2+WzK+wF/KOaDVZ9WuVUHhSbI6+ZcBK3MaRTyvKSVXQNG9sLm5VwErdXp9WVrWy0Ldm/sXNAe2KdZFbkbFvSuaT6TmgXbkuWYOFvuY/17FuNNCdJq02v8K+zDsw/+L2ZA26qN+VuvBFoe+QTO8Iuh1afVnpy7wxOfpWx+O1zJCzHfWNx1ua68qrdCVwwBubp75rqt+d9Y3Nc501VZv3zZl/9F1bznbgy6czlzbpqtoNfHl8zT/6rq9EF/F6iMfRd23xemDeDm3SeDpj38120N+wi3j7xuOp7xqrz/jG46nvGnO22Xd/fzsmb2muLx+6hW6hUilN9kMMnvquNbcrKhQqpdK+mN/25s5NZ1Zb6hZKpdI14RuLj5utMQ+6Yj0IYOHbrvR6vdEGWVe20EWSF7VHb9Fo8/BXU63AFwne9rHwHW/uMPTklWDL8wvfI+F7TJu05Ed9C283vhpzCzJeD2Ppu0+bfrdvh7gNA0EUhn2MOUNQb9CyuLAkllUQVm662FIP0XusfARrURUp3FJgWGBQJ8o6do0KnkGl/zvC02o8OzvWdGeLfOtNdInPm8Zhm43Hd6A8KH0vjm+VoisZr+vL79j8WozXAhJP72O8zuMNO8/XEs2vSNf+Lg+XaK4tIM43f91Kc4nxusqhuoU79b5281JAZF/Pq8M2mkvMf2WO9ez4hmQ3QwGVvlpUB8fzkE5XTfFezSgP8vNbP+aSdneie9A5tNPY1+64uwn1Iac7Fl/bsbYu1LezeOke1snX4x0s2zB6UOpC1brBGrtjs0+cr6cbzs0YL38FaPVvbQjpES+LfWL7bbg2Y7wlna/akMpHvKcCYsfXnK7jSVNv8HQzFvr0jk3D0GFFZ8u+Cuh9GhPJFXUlh3dJXx1Y9F3Jh0WzHTe2lfQpxsSsdzXP5wuVAf8V9wkAAAAAAAAAAAD82Q+lL1V4MJLXAAAAAABJRU5ErkJggg==)
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Typ - Pomocnicy
Ci bohaterowie zawodowi to zbawcy świata, dobroczyńcy, osoby niosące pomoc. Bycie pomocnikiem oznacza służenie jakiejś sprawie i poświęcenie się ideałowi. Osoby o typie pomocnika bardziej cenią sobie wpływ i zdolność do zmiany niż własne potrzeby osobiste. Pomocnikom zależy na misji, pomaganiu ludziom poprzez swoje wysiłki i wprowadzaniu pozytywnych zmian w świecie. |
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)
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Test kompetencji i ocenaClick to read ![](./images/book.png)
Test kompetencji i ocena
Curious now? This is how simple the competence test works: Take a close look at each of the following statements. Then rate your personal attitude to the statement made on a scale from 1 ("I do not agree at all") to 6 ("I agree completely"). In addition, choose a favourite statement from all the possibilities, which will receive an additional 4 points. For an unbiased result, you should answer as spontaneously as possible and from your gut. Do not think about it for a long time or try to influence the result with specific answers.
Teraz jesteś ciekaw? Oto, jak działa test kompetencji: Przyjrzyj się uważnie każdemu z poniższych stwierdzeń. Następnie oceń swój osobisty stosunek do danego stwierdzenia w skali od 1 ("w ogóle się nie zgadzam") do 6 ("całkowicie się zgadzam"). Ponadto wybierz spośród wszystkich możliwości jedno ulubione stwierdzenie, za które otrzymasz dodatkowe 4 punkty. Aby wynik był bezstronny, odpowiadaj jak najbardziej spontanicznie i zgodnie z własną intuicją. Nie należy się długo zastanawiać ani próbować wpłynąć na wynik poprzez udzielanie konkretnych odpowiedzi.
Baw się dobrze.
A
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1. Szczególnie ważne jest dla mnie to, aby być tak dobrym w tym, co robię, aby zawsze istniało zapotrzebowanie na moje profesjonalne porady i umiejętności. 1 ("W ogóle się nie zgadzam") to 6 ("Całkowicie się zgadzam")
1 2 3 4 5 6 dodatkowe 4 Punkty (tylko raz)
£ £ £ £ £ £ £
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2. Sukcesem zawodowym jest dla mnie rozwijanie swoich umiejętności, wiedzy i zdolności na najwyższym możliwym poziomie. 1 ("W ogóle się nie zgadzam") to 6 ("Całkowicie się zgadzam")
1 2 3 4 5 6 dodatkowe 4 Punkty (tylko raz)
£ £ £ £ £ £ £
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Sumaryczny wynik: |
B
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1.Ważne jest dla mnie, aby stawiać czoła sytuacjom i problemom, które są prawdziwym wyzwaniem, a następnie je rozwiązywać. 1 ("W ogóle się nie zgadzam") to 6 ("Całkowicie się zgadzam")
1 2 3 4 5 6 dodatkowe 4 Punkty (tylko raz)
£ £ £ £ £ £ £
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2.Podejmowanie wyzwań, które dla innych wydają się nie do pokonania, jest tym, co sprawia, że odnoszę sukcesy zawodowe. 1 ("W ogóle się nie zgadzam") to 6 ("Całkowicie się zgadzam")
1 2 3 4 5 6 dodatkowe 4 Punkty (tylko raz)
£ £ £ £ £ £ £
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Sumaryczny wynik: |
C
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1. Odnoszę sukces tylko wtedy, gdy dzięki mojej pracy mogę coś zmienić w społeczeństwie/ludzkości/świecie. 1 ("W ogóle się nie zgadzam") to 6 ("Całkowicie się zgadzam")
1 2 3 4 5 6 dodatkowe 4 Punkty (tylko raz)
£ £ £ £ £ £ £
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2. Chcę wykonywać zawód, w którym będę mógł wnieść rzeczywisty wkład w życie społeczeństwa/ludzkości/świata. 1 ("W ogóle się nie zgadzam") to 6 ("Całkowicie się zgadzam")
1 2 3 4 5 6 dodatkowe 4 Punkty (tylko raz)
£ £ £ £ £ £ £
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Sumaryczny wynik: |
D
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1. Zawsze szukam nowych pomysłów, świeżych inspiracji i wspaniałych ludzi do nowych projektów, które mają potencjał, by stać się wielkimi projektami. 1 ("W ogóle się nie zgadzam") to 6 ("Całkowicie się zgadzam")
1 2 3 4 5 6 dodatkowe 4 Punkty (tylko raz)
£ £ £ £ £ £ £
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2. Jestem naprawdę zadowolony/zadowolona z tego, co robię - szczególnie wtedy, gdy udało mi się stworzyć coś na podstawie moich pomysłów i inicjatywy. 1 ("W ogóle się nie zgadzam") to 6 ("Całkowicie się zgadzam")
1 2 3 4 5 6 dodatkowe 4 Punkty (tylko raz)
£ £ £ £ £ £ £
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Sumaryczny wynik: |
Nie zapomnij dodać czterech dodatkowych punktów do swojego ulubionego stwierdzenia. Grupa (A, B, C lub D) z najwyższą łączną liczbą punktów odpowiada Twojemu typowi bohatera zawodowego. Poniżej dowiesz się, który z nich to właśnie on.
Twoim bohaterem zawodowym jest...Click to read ![](./images/book.png)
Your career hero type is...
Grupa A
Gratulacje. Twój typ bohatera zawodowego należy do rodziny Twórców.
Wdrażanie, tworzenie i kreowanie rzeczy - oto świat Twórców. Ci bohaterowie kariery mają odpowiedniego ducha Twórcy, który pozwala im wykorzystywać wiedzę i umiejętności do dokonywania przełomowych odkryć, pisania świata na nowo za pomocą kodu i tworzenia wspaniałych projektów.
Twórcy opanowują swoją dziedzinę pracy na drodze do mistrzostwa. Dla nich poświęcenie się własnej wiedzy i umiejętnościom oznacza ciągłe przekraczanie samych siebie i przekraczanie własnych standardów kreatywności.
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)
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Grupa B
Gratulacje. Twój typ bohatera zawodowego należy do rodziny Wojowników.
Dokonywanie rzeczy niemożliwych i podejmowanie nawet najtrudniejszych wyzwań - oto świat Wojowników. Wojownicy uwielbiają rywalizację i są w najlepszej formie, gdy inni już się poddają. Są maszynami do rozwiązywania problemów i pogromcami bossów: żadne zadanie nie jest dla nich zbyt trudne. Wojownicy szukają wyzwań i naprawdę twardych orzechów do zgryzienia.
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)
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Grupa C
Gratulacje. Twój typ bohatera zawodowego należy do rodziny Pomocników.
Dzięki ich wysiłkom ratuje się ludzkie życie, tworzy się wartość i w pewnym stopniu zmienia się świat - to jest właśnie świat Pomocników. Pomocnicy dążą do wyższych idei i wierzą w prawdziwą zmianę.
Bycie Pomocnikiem oznacza służenie jakiejś sprawie i poświęcenie się ideałowi. Wpływ i moc zmiany są cenione przez Pomocników wyżej niż ich własne potrzeby.
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+hGLpBb88h5gunNwzour/3JWFRYJ0Dk++cgQvHJByVX68vvxtRni7Ds12XR/biA6xYXNjFaW38daH4OTOKvOh7SvhSoM/CF48Q0w0dFcA0IhA3PznpF1sMttz6i6Zfra/CHwG9DLqY1j1ZYNCFZAvFjfza3bt3VzNtwMt9z3BfZuoROz+4LvqGqMPSF5o7yYPGmKqvv7/8O/fGT/vYg4ksfXvwKUClCWUBViQDs8Go7+wZD/yrMfji4RERwAcFMeyIi746B24HXLLF5DdB9zd8ldcriCt4R0YG95avotWK+bXjEKm7irMBfWk+XGCHaDIRi5Mc7OjLH5yEhfft6qQtuc25Od8c+i78ynhQ5kupLxZd7rs3LvCCrwsbnBZ1cWP5lGlrazP7npExCR/BjVcYcUNsgwxs5ie+w22f42H9/Wnbhe2410u8XHew79IeeMxdyRY3QJZsYZezoQ19WZhvC8oSMYVmMCyzAzHgVnMT5qC0gesDXvT9qerNoC2EeLkuZOTWvXuXFPNfwCe76vM/g4XiVlLSErGcDYK3GTYUnq3ve4TvvMLYXX0zT6xiy1UHmG07bKK/b37c23LAa+Qt8XJdBDbeRaA8WVy5dA+zO3xxHqwlk0k7rdDF9GSOtQlfRoz9PQ+qLTZhCgKHcCjYA7jhw3Nzug7HnN6uM94T4YEXDQbE+PwCPH7cK3m/fseL7+PrWkTa1ntGBnecFy+8gFbmeNIODFnLr2Yyx8BXFpgFfQUw8YovaLtdzUeZZxS/4IHJf4zo+mGdwuo7NxaPtJfK8zNBG3IT+8C6qQBkKuWVeWfV7RNZRluRs6+eaDt7tssWt9auJM24uJuF1zaKhdfjQW+mB3hFgWWFb55qsbTXXOLtai5qZIJeVceG8O1Z0nZgIMyAw/F4JBIJhwcG2uFx+dKzBQw+RF8K+HwBEZV43xKvoXsJ0gWBlyh+ia3NrSzuyD0H0lZyV1iSuFEM2PxGsTbexD5Bcj6TGT3G0kbCvL8ETCUOb1pssb1syxGuSFgPh5lvQk0jL/hi2nl8LMTLYKm+4poXQrg8reY8/ft0lYL2g8tapBW4wpcCsoWsXGuAtBMvAiOu8O2284JtPlo3+Y8PrrtDFB32MIsO5VXHIsxX6hJvwFeH9+udy5IXcDF22WX27Ur2r/MWoweWKoVa3dEDtDARrElK4bUcdFZTMKQ7fzHTA7zcF3Yj3/mGcdzWCxb3wXSLhIVND12DcF49raZ7ua5ze6d8Xovvc3gv2fLgiLW7rV2Ei8fKoub6+7wTB1iWliqVYoGnVtPAFs5j+LcfKlsnOSi9gu2WvEHGW4byAu8o9Zd8m7sN2+3NfGc02omH2HAXxYUPOBgKWUK64bleNT7WC740G0y+NHy9Vt93I4tKdqVP8NpxMYj7D1LwH7BFaMeOi9iB17C0lsUc02zQh4EXckyEeNG348yZc9DaToegbUfHgyG31RZ0deGrh+NQXuKVuJy3zqlNvHjM13y7gJcmgwR+9ZRs/240f/RA/UxcIWBJu1WsBW0PlFlmQ4cKtlZf4h1+uFntdEqO2XZMD9lsQ0hr1HcgxcpLvASMIWC6MFNReFv8orXFVlFeCvb232WJ6tsYOCdbS5HrvKCLKalqxzGma/Ud/rS6Ws3nHG1x3oLtg+stbrc7hBvsGPjuNawvBkTTqpo28xJuu/XclpC8qNs7bn5r7zLwUnGf/NsL3oJ/wtG3M2bowqwlWsKlf2Bjo3cGfvsnua88vzWDLId1toXeYnGvu0VIF8Jkma6e8EJ5x+qW13Zyi5h1jU/rIeEVjvsfLnWVJfB1jJ/fLxBtnfbSbFhQ1VR3932D1wZ7wLKJCFqypSCu4EXgsB6JY3lFe5HXpCvry/o75YvT6E0ZuhQF3zS9CMX996n5G/lObBQa2roUE29YVe93Tye84MpmwQGLKDmLI2fYnp5u8bgdY8zeSAr+9MZYe2319dlPbnLRQVW9qbJrJ5PFfyp09l3SGjQfg7SaFgyOZwsfq4C65TBorN8VtGh7nWwdcZEXdNUE8ZqHr49viCt4A6rgVRdcO5pC8vgVv7/T2Tfr8KkE2WytUCgWK5UlTD1QKi59B77mkVbawq0x8Hp+xBtB3VQCdcXwpdnrY4elvVPh3aHrqsB4Bd9oA1/QBMtaoQiYELD8zcDl1+qnntu3R2eB9mT3KWNZh3SdeCNpFZLA9hIvAVuHwxSml/GWXTsbZes4+sYaDGAq5y+ECkyyQAu2t5lvdwstmjUcDtRdNS147Us6GGt5hW8adHc22sRxlhie4f5JOtEVOotB29FRfAziZjfxuhu11y1146BL7XWor8FbKpV82y9cOx0tmuS+yZh/Mtr511CpsZnbFLBtO9TMc7+lcXupv72oi+Wl4UBrOhRbe0vPZlw7Hi0ao1sz9rjRBCQK101/5lolVzMt9FYGCvzj9rZci1h0iddeX3t5F3bDW7W0qB996eY3JsNf+n/SGZcNINWPH796b9yYnZ0dtdIeA1sM+WKBG5/ZrrXAZEjEVTEaiFfWV7eNXurumybXLgjctfljSdu/TBI3EkcdSWkls7Y+jJmlkC+7hcNlHfKlAjeu7zX3UBp0eXnFbMAQr+4wGeZduyO1CZgItHhDsFTkqNUTRIG0COvCWS0o7tnGU5KX0sZtMXZfKvCQ8+yFBR4cDKRLvHw8gK6lvpJ3Ydy1W1L0Y64kbSOCslXL8miagrHftCFvmeneJNr7+D9azI5CbLx2X1gFpvbaqhuZVkXiXBdCupx3IBzmr9ul7rOdv2KgaBU/T+wKJmbPhub8ZKTkjRAv/jcsp8EWcvWG3Zd4KTdPn6k7d2EwSN10gsVSXlxe702k4vRjIgPAWyrvhnMaRdvymxKDHTcRf1FxtKX1shnv8DB8YvoNgJVhvvcb1JfycJr6S5cMQwAnkraVV/AmUqpMHPd4KhLYLVNXJrvkn7QA01bJOv4s84JZWVXxvwdAXBvw6UPAS75OwN/Yu3vQJsIwDuDBYklFAgd6ZDSTUIvTaTAoEkOmqEPMUBBRqEstZDCDKERQKKIEB1FrAx0CEokeUqVVKXbwg9ipVMygm6vg7Oz/ufe5PNe3SXN+4avJv3eNugi//nne++J657Ze3S2XhG5OeKW96jxZMkO+cwZNXfHl/mrCR1Y/RkLpjrdmKC5IxZfnw95oCF/k3s311X2s6SKiiyh9TbhlIK7qLxdY8uz10zCvbqB83nOBfnuIC1tknS9eUe/uEN8u81eAD8EWX3e17uq812c64X4w9cHda6ua7le+jN6jvqq9K6k6xp7wjgovfHMHR7rxasruTeBiu/t2aQm/GY5XLOjqvJc64Ro3dIN59RUP2vu2KG4YXG5vzY7H7Rto7yhH2qt8c/c13+4z+DF4j1ML6e2Uu6/TLySZ6617fc3Y4kqB6XGOr6urr9g2dHuX45T6duaV/jIvfEejXXyjemYfv6zJf1H7vNY6NzWhcMGrciHY2onWS6N7G7wJMRS6BDJ7K05cpf5QfIP1zVHusy/Fp91gjD/ObXy8f6hSW/rwmR6CfPv2VqvVmkKjZ5A5yH6omF7bn4i0d2h4aDHuJ3Xa7eSbI+ArB6PSXz3iPBXiKmKlpmLmYcJviLQXvJ8A2wVYxi98r7gjvq9uzGWO/vWbN+bEf3FOIxUPxj6vF1h898qEUNF8p/6NIfpHI+1V317EtVh39P7m2JeBRViI8flkzayLBX871N5ILRbfkPQ9vb45+Crg0Vn21RK9ZNJ1rr8eb/LisymtTQWAVYMD44F9BZiNsdPnkzUj7i6YFPIdP9Ze1SYnp+uWLQ3euL4xcG5UjQhRnj279L8eX/3S2haZP+x7FicREBd94brb0RfANINHArquGTfGTAsatxL3Q7YsnE61gZH2/OUTDK6wG2Xd2ZYBd8zNyxD2xlg8pSzToovQlGBg8SXiYFwawiMTgyWta14c9nnrjmfrkK8nXLTUv98TYB4Rkr2ua8TjCCYG7a2cxJJGwcLmOITr66oKp6TBylfr8Im1//nE9pczf4B4KbZD4enAutjSNCNSBCwTWJAfDObCZqHLDdzetDPJvtBV45e2OgFzg5Wv4G55NzgY2zQLO7m7KKjjRYaDwqUUFfAdAFNY96KJNx3NSvMAyXopBXhZl32LiCWLHEK62wZXb3pl/ChsVWzWDbYXsqxLwCnvVJl9Lw6OF3pnuRr322s5G5e2JHAT8A0CW+cBnDPvUQ8DU9m1fyzFsURX1ReDIQld31aA7dMTg1PgMFks45yCkxXdErc3Se0tStLYCDg7qG6ovCmPtXkLHq+jfKdL3miAb1CXdsRuDrobJvPV6hgPBztWCKxspUJherqQhG9Ql2y978WVhcggPfM+v1PxxlIxO+molKi9BfiSblJwgwFwIzJIr1OK/AFur52KCS90KUn4JooJXzeblliWlWgOgDfPi3L+MM/eWGwdb4l06/gCLvlmla3g0l5o/uCRb3+92buyK1/WeSnQJd8kJZGALvFmdVz6cObDrnH/yjtLf2MWq/nyGM9eJKHxFjxdAk5kKb4uNgo+sa80Qje3r6qLfMrnqwFey+GUuL3c37YvDhoYGLQ+cmFxOFx1h/psNjROree1RZd4KR5vUtrLuoJrhSswWIf7rb3L5V68LMz1RYg1Q+1F9rWBneXN4fqvuZQ3+SAvUujAm6SQLgHL7OX4yihwjwfZ+u2wIdLYyrx+ef3hy7rYxJeAiTeTyShd4fV8C8vD3XCRPlzXIs08spN5KbZdEl5fd7ogq1savLRbVka6uw++lE+dC+zh9l11sdTsynN7hTcrvAD2w+31QrxWWqorylJgvbrD/YeLE+Kq8LIu11fKq0+H9vjNsK0MCPwl0xzvpCsLm1mX2RrP/+TPfKVMvOXA7EUSMn2FV44dOJjA2DJKVm37eIXTcY09Ilv4cvXyt1rkT2XxTLUD7/rFjXHZV4QzlDTCrhLnuaarcI0DXvhy+RHynZr7Z20ijsMAHkjapSCYECF0sFgLFgQNJTXSwUGNBhKIYqRpE8jSOW8gOrRrfAPFpWNwydCQOIQMgRJolw4GfANicRQcBMHn+f2+d9+7i7X+qfR87neX+GeQD4/fu9xFP/yrp4XtxZmZp8w9+CqvZ/oKruo6wDoj7gPXz5t51p0eDGGbCvi6+Mc3JtvdyD9J6/2M8K4qr8kd5WVUNygMXURhL29gy2SK+ieGbEgnQ4u8zOdW5F9kPIOY4burvOpL3mB3HeOiEmNCSIXRYS7mvj4oCu2Hib0Pwrs9jPyDdGrkleEb4L3Mqwcvb/GOQWUozfcPfVM448/9YTTUN8la3Q/fHN3tj//godZelro6fME77esZvcbW+mqPhddErnwd3/66zoeQXZGtd04+bm+/2aYt8/Iket53/GePQavTQXnVV26nBwevKqPAqpuBrxWWGN/QXS9EQWs7q/ka7/hx/zrRCWnd6cCnbZZXfYHLKC8xtb9Oe4uI9SWuZGNjI5OZtEL37Cfa+eB0VnFvP3hQ6p7vLf/hsuhqfRHhhS130fV/YJMRLAGt8toocKUPXyQ8g6F1sg3alxq8/3r1AZIanOfjqkGWvFpfua3j8lrjOzociGuBixRWWeFlPLbQRTLjkLA6ul/ewDMQo3v1anpwXuWlbqw546/vi3t+3ss8FB1e6a4YF7G8uIa3WnVsPTkI0/cnoyeC+4p5+cq8/2p1rz5PjffOZ/DODhOx2OOkr75yceZt74YpsJeXjMAMxupic3RFeBPzYRgJTzqvrK0GP/H82jXiIvFR7zzKO3uQjyH1meB40NmruSy8Rb0CoyZI/f2tIvf97d1ENl6H6HtSn5RWs/TczVKqv/733Z3ETJY9vHY83IWv8G5qgTPUBSF0JYBEVYMFJrDX9wp80d9xeP5lwBfhfffx8+ePb+37r3PxuPrGDzt/OR/2j2M2zeTM1PjV9vLFeZe5b3iLVeXFDlG6yhTW8UBfZzjAtzIJzXVZ7+TkU2+/3eJdpla7Nzz58PnjtxTiLfBR62+q283GnNS1vWY8qK9ZGwqMCpMQfBLhrRYl8mtOf40tlk03Et60BuSde+4Bzg/+eELsTfJiq9Mh6MtYYIbvGXaYyZi9KikKcNVNpZqp6PQ1CdP4ncr6yPguLWEGc+fxqP2HfztG8zFPkq7urowHzN9LEtNeaTKDubwBWy6kUlVia+z6IsprErKrX3+G6VQ6nYovxa8vMXKK+wPg9jgx7+Ota3dxEN9V/2djvjG68IVwBryVSqbCXSurttRl1BYph3o8HKeRFM5wcetL4nhpuPebuJNEbN7Pu6zt5YG42Gcu6YAQXtFFWGHgkTdDy6o//Bn1dYVfh/k7wJ0cdFMoMH2Z69efL83NlSa92V/HPcgSV3l1OlDX+hLXfCXK7S+MEfJKGtgLmxvkgy+k/baSMla57LZ3YXMcCW9mTX1BbHmhfJ0VnounRoPWr12M9UvzsZzwnjIdmBcvnmK5Jzh37EJ3kbQNHJiFsoxXg+m09gmW1ZUQWNKJhDbRbsnw5uLxubk56trzHBqcOuzvR8+89jiafzxvbQO8TS2vDXmZJAoM2oKjy5BXcq9R2JBkrDAP8qYc9GV9X4f3vymJrh+lc9jQX/IiSxIK544H7dOHxF53UmqmH4N3ejYkYomaOx3cz282uyywRGyxBJdpXNq0vuoquNhdX8BKDiIhDT5j9PI56GJPxZk5BxcjGEnlRpNBe32atjc8yi4vLzcfCy/2mC95qa+De80MCFvhZHDqNpTXAt9cUF+TJ+ytWYwUd6GMfWGzEuKL32g/x6DC8AXokoa+JC6NxgfdTm9/PWr+n9H9znByGGsuU5e8dPXxJrAvruWTMnvVN+kpcAGDAUvKyygvcxMNpmSFG221t+orCevZLYqtPcrZcD6orwqbsKf57OFhvjQP0WaTumn+JGN4NYlEIru2trYz400Smwc42dD2orti67YXGxps/v6XfxTVZTbDXN9B7lRfFU5plm3STnmhi+oqLnjXmISMXIsrW9IZwbt3TXX1vGZUfWkUFoK+wfZK+pEQJsoNL0c5J/QV4iBykJfA4EWEV3UX10yydbr6ywtezmOZEDp7dS4EgRk/7YI3hcICfk8lPHcmFdfJvjse0j/xtac6LEsLXMwI2Hp5E1jQvbW1Rd8mLQkqrkm+WHHrm2wY3CDvXWxcOBBYos31+5J3IUwPLqaEu6WcEwX20tqjoTULaTrVha4mUcqvbd26Bd8tb30pqzNCL9N2Vw1vQnlBy0VcIV5USqe7m251C1LfUcjqy7HgZnacm/Z1XfkDHg2vzIbTePM4p91inmwhTXaV4ZG6NubVAb4LXxML6kTfAxh+Gg8vcRn8eqju7FhajVw9BAewNNjlTSEBXX93BZe8LHC2Tkshpa6GP7TA5YqflwWWOFVuBH1F1wnev49cQKSlZ2f/MBcosMSrS1rBdXktqz3m16grvOjvE9TXkwAvfOv15O7xevugIrwiq9khMfdFGEqCzV00x/KFXZuR+EzynvjOa4GVV+LqCm6gvGsmFheLQX1tatjMK1+Y3eRMndniDYPWEMDU1UwhS0s1YsuNmUQuIkJ5doc7hwa3hM0Ai7AHF7xu/LwJZ+hi15A4ZlGVFa8So5voyYfs4etGoL2r3HGQFxbYEHNDaLu4KAekfFGPLUh8NjD7a2mFWBs8Xd7g5M0bV7V99ITR+tbAK6Q+3p2BPpjqHjcUl6SM8ZWXREHjVJcR34u4L6ntxTqzvyUEtFa4JMDa3VPKmzC4qvvo1iNEhBPWU9srvqDFGvqe/PX6FQeYoNhEmBvSWPTjiq6Mhwv85PaL57cReYnrJK28DmywvJwKAiu6JisCvLXq9a3XwCu4WOPp73W/N8Ak1bjWTeXEoq4HeBSa7zz8zJdRX+cqQmghi4WQ9rHYKi+b+8SU94Zb4IQdCHWnvHWru7OzWn/f+kEPev0F7W2QuKmg2DzJwzfETy0k7ePSdCCsl2OM8OYV18ryAF/gMuRdMfVl7ESQ7DD1471TbtMfAPiUqK+UV1MI5X0df/aOlFUznxZfBzdWIq3EHQk8UpW8KysrbO/KCuqrsecz0W395BnTMYFrP2hwwkfq+1HYPhj/KK2Ab76Ud4LbuLzXS9oscSU6ca2slJfS5F0x9a25wnd3bN7/FGO2A2Cbmh8afwqBDQIXepHwpzXJq62z2WTdrGUV16dLWuyvX7PAOMExtr6rOhaY/lmXqbO98T3hFeCa9FcivB7s/2A68Cu61hRLZBU379fd2lJcLS50LS/C/sr0FV3b3l+S6B3drWlWuSPN7+ydMYsaQRiGD7zYWATWSixMjEKsogRCIK1IhBReIGKR2PkvjEWuNf/AxlLSWLjoFWIhiKCNRQ78A+FCysAVgUDeb+ZzZ3e9S4y74XbCPHd6XFLl4c2738zO3nn8ur/ZROm4+u3YK9ik8AIlmNyy3ar0+0TqVblFcOeQK/WyXwhOKrmgfX6etE/AQYIh1YfHb9KtV4PZQfkFnuxWnWLwTWPKrju7pJf9ts5ZLnN2uIbYcNve8/vydKcUrySjTTvgHzWac+WyW3y4e5f8OtsKHrk9+mS99yFX9sOjZy67bTzG8TeMt36/BVrOJP1A8JvIryyY0bqqcLltOb27Z7en3npSNfxKWufPqBQEz6fxv34aJp0lq3hj2nt+H0m/OswOgsbihS+73AuMcEu9QOMBRZV8wii+9gD9yX3oZV6dt0/bpxTdy/5Rq8lsNvuOXlwPcj2+H9/IntfZI2Y/EW69vNjBdgnYlXoh9j599esFyTZA6x55+H20yko4wgX43ddbS85P9GGwJr3eZnANZGdS72MK71Nohc4ePu4LufJ75bd1CruPcDD7SIZZD+9eOvn1SNanHUB3sVK5fQC7SG8LcqXdJ1wNHF6hF5Bh+o7t7gy/Ok1uhwGuPGuv3wL5FUeDvAWsyezAjDaqFuizJe3Cb4vtcjewXbwJu0DofSw+BFs7Hui/UtUb35L0m/YFeB7lRy326U+4FsRAxtkFZ+JumpNe7gaOrexh4Zero7e0g+63LPbjm94dzCTD6SRRjfBps5uIT8+kXIDsthhhl4cyZVd+BbAr9cr8Lu1G8CtBzR3e7DNOL5Hk80FEJI/r/I7R8gXpfdBywC12Rurl0BJI6k5vj/RSeLcYF0Jg4m8H1luj1ymnOLk+0Y24jQZ2y23t5HI7sFn49IO/2s66IfWUt30R35J67gCGpd+zKD8odAvd2aalgF0GbgGHV6E8c+eGw8zTDu8KeGIh7YX8Tk80pKEEnylgl/DZDV0u00V8y/hgEjfoBVE9qf7Hilj6m5fUUjc8vdHtdjoIeYdlmlfppfYV4OyLh5Uem743ML583ALsll4c332528U4/H9mYy7iu8tvofSyBNJev6eabPreRHc46XFw3wqxfr0PKbdwS6UQPsN8mfSy33xJkPah18LNz2A62fZYq9+udDtkt+ETX5eBat+U9MsDBE9p8+g+RXgg8ZG9WLJkZXezXEwR239Jv1Z2Ca6nyC8GYBbMaDk77NMY29PZYjGZLGazmT2C2H/PAmqV4HwBwC8hSqJSwRf9VhaRobEqC9hwqkBwfGmKqKArqhquLKKCXS8rKL7stySAXqDdvkN0iK8zGZZ7D34LErrA0Sfsgrm2o+/dMy6VMyq+9QJIUYDJL1PRePS9c2aIL5PlekjRCKGoXJ4YjqWxgV4V30SKKSmqGpyVjCyjmufqxnIdxebiFozYtM5uqSawdvNgLm5BaazZrjAs6kE5Nhe3cOohQ2ShOG8lCI9fc3ELgi3CK6nXLeHX0w8r7fd17pLY2okvXvBrpeDXLfg/2de5I/qrjCvAFiC9qiRKOp02iyDDvLKL+BIJoPzqdNosesQuM2SXyVlSsKuE9b5pceegHoCKL+PoXelyUj2iDDOMii93sCRSP/5FQy5v8ct6N3odlowcjbm7HnI5a6dY6q2YmxbBGFQ9foGngPV50CKi2HV3PQBPQ2h2lDqCzDJFb3ypIRgz+gZnnSkWb/GbSpg78sH3JovSb5nrAagJzVzcgl/eik5B1OsewQnLrNwCM6rAbpH9+gRXzU2LwIzrRQDFeKsDt18zmwVnCL8AJVH2+zW3jENgUmTIL6H8ml31MFbHRUb2L9j53ZwYAtNf+fxyfHOWWVqEwahedGC7nF+ztAiDqfJbhl7lt2SWFmGwKDadglDpzVlmaREK8YnLryu9ltn2Dcfvurnn1yLMgZ1Q6K6R36bHr0WvmolvSONZ0wlwPYcBgvya9g2NwUr1g2t1XDOzb1i7ky6/OcbMvmHmF+z5NfENL7+qfx29mvzkWQ0YzB2/GeXXPGsR5vyg+pf1Hnaa2pxKO8Tvpumbf60Dh7OY8ft31zfncElpfIjeuPF7AN1NUxVwHnrB/BC9DeP3EBrLjGc+s4B9i1JTD0ft/zYFlF++qzm4KeezazNUHMOwwn6bxfptO2eDb98/X3w3B/2Ov8AB+LWI0sj3e12+Xl1cfPx4bfrgKPrr5g7hN7FuqFKwvyK4ZLfz7cRwFI1Lx29GHKmeyStXd/j1M9xKuz/N45tHsyg7+U2AyqDbH3/78v2zQNg14Q3CMN1ksglwdSViK+1+JLtX5pRU0B0e9msl8hcSZbdjfjBBMGKTbJMpNzsXDkLuB1MNgRlhQnvffN0EnY8E1IIO+GKqIThdMUFA8CcYFWpldI3dkJimKb2fSK/ii3kqNixGmxzsfiCQ2g7er4dmtRYeseGPDz8+OFzNzN23cJn9hFY2fKXZ72bRgfF3J7w/zZ358Ol/7UAtGvji2hw7+9V+HdMAAIMAEPQvow661lETdmYwwUByZ+LzE+7vqD1Vm3IiwwcDAAAAAAAAAAAAAAAAAAAAAOxSifz7+v9hOIgAAAAASUVORK5CYII=)
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Grupa D
Gratulacje. Twój typ bohatera zawodowego należy do rodziny Przedsiębiorców.
Wymyślanie projektów, podejmowanie przedsięwzięć i doprowadzanie ich do sukcesu - oto świat Przedsiębiorców. Ci bohaterowie kariery mają odpowiedniego ducha przedsiębiorczości, aby wprowadzić projekty lub własne firmy na drogę do sukcesu. U osób przedsiębiorczych wulkan pomysłów aż kipi, nowe pomysły biznesowe są stale rozwijane i oczywiście wdrażane. Dla nich możliwość doprowadzenia własnych pomysłów do sukcesu jest najwyższym dobrem. Jeśli coś się nie udaje, po prostu opracowują nowe modele biznesowe, przedstawiają swoje pomysły innym firmom rozpoczynającym działalność i negocjują nowe projekty.
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)
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