Unit 1: Informazioni generali
Descrizione dell’obiettivoClick to read ![](./images/book.png)
Quando si pianifica e si dà forma alla propria carriera, le preferenze e gli interessi sono in primo piano. Le domande fondamentali sono: "Cosa mi piace?" o anche "Cosa voglio fare?". Un fattore non dovrebbe essere trascurato: "In cosa sono bravo? Un test di competenza vi darà risposte esattamente a questa domanda. Il campo delle possibili abilità e dei punti di forza è ampio, il test di competenza può mostrarti in quale area sei particolarmente bravo e quindi puoi avere successo. Lo strumento spiega cosa viene rappresentato in un test delle competenze, perché tutti dovrebbero fare un tale autotest per scoprire i propri punti di forza...
Gruppo targetClick to read ![](./images/book.png)
Datori di lavoro, manager di piccole e microimprese, imprenditori, dipendenti.
Benefici dello strumento Click to read ![](./images/book.png)
La guida spiega cosa sono le competenze, quali tipi di competenze esistono e perché qualcuno dovrebbe partecipare a un test di competenza. Il questionario ti dà la possibilità di fare un breve test di competenza e valutare quale tipo di eroe della carriera sei.
DurataClick to read ![](./images/book.png)
Lo strumento offre una guida con informazioni sulle competenze e un questionario da compilare per conoscere il tuo tipo di eroe della carriera. La durata approssimativa è di circa 20 minuti.
Come usare questo strumentoClick to read ![](./images/book.png)
Lo strumento è diviso in due sezioni.
1. Guida alle competenze
2. Test di competenza
Leggi attentamente la guida e usa le informazioni che offre. Il test di competenza ti aiuta a scoprire quale tipo di eroe della carriera sei.
Unit 2: Test di Competenza – In cosa sono capace?
Test di Competenza – In cosa sono capace?Click to read ![](./images/book.png)
Quando si pianifica e si dà forma alla propria carriera, le preferenze e gli interessi sono in primo piano. Le domande fondamentali sono: "Cosa mi piace?" o anche "Cosa voglio fare?". Un fattore non dovrebbe essere trascurato: "In cosa sono bravo? Un test di competenza vi darà risposte esattamente a questa domanda. Il campo delle possibili abilità e dei punti di forza è ampio, il test di competenza può mostrarti in quale area sei particolarmente bravo e quindi puoi avere successo. Spieghiamo cosa si rappresenta in un test di competenza, perché tutti dovrebbero fare un tale autotest e abbiamo un test di competenza gratuito per te per scoprire i tuoi punti di forza...
![](https://www.akkueurope.eu/private/ckeditor/plugins/imageuploader/uploads/1559e779.png)
Fonte: www.karrierebibel.de (tradotta)
Quali sono queste competenze?Click to read ![](./images/book.png)
Ci sono molti tipi diversi di test di competenza. Il test PISA è diventato piuttosto ingloriosamente noto, in cui gli studenti possono dimostrare e testare varie competenze in una serie di compiti. Alcuni sono specificamente mirati alle abilità professionali che sono richieste sul mercato del lavoro, altri sono più generali e possono dare un quadro di diverse aree di competenza. Molte persone trovano difficile nominare i propri punti di forza e definire ciò in cui sono particolarmente bravi - ma tutti hanno molte abilità distintive.
Queste possono essere divise in quattro diversi tipi di competenze:
○ Competenze professionali
Queste sono conoscenze e abilità di un campo o area specifica. Esempi tipici sono le competenze specifiche acquisite durante un apprendistato e richieste per esercitare una professione. Tuttavia, le competenze specialistiche sono quasi infinitamente versatili. Per esempio, includono:
- Conoscenza generale
- Capacità linguistiche
- Computer e abilità IT
- Conoscenza di termini tecnici e significati
○ Competenze sociali
Le competenze sociali si mostrano e si sviluppano nel trattare con altre persone e nelle interazioni sociali. Queste stanno diventando sempre più importanti. Le cosiddette soft skills servono come un criterio di selezione essenziale per i datori di lavoro quando scelgono il personale - specialmente nei colloqui di lavoro. Dopo tutto, nessuno lavora per sé stesso. Solo con importanti abilità sociali è possibile in seguito un lavoro di squadra senza conflitti. Esempi di queste importanti competenze sono:
- Empatia
- Tolleranza
- Abilità critica
- Comprendere la natura umana
- Aiutare
○ Methodological competences
Le competenze metodologiche sono interdisciplinari e possono essere utilizzate in qualsiasi campo. Sono abilità necessarie per acquisire la conoscenza della materia, per trovare, analizzare e utilizzare le informazioni. Queste includono, per esempio:
- Pensare analitico
- Sistematizzare le priorità
- Abilità nell’imparare
- Capacità retoriche
- Capacità argomentative
○ Competenze personali
Infine, le competenze personali - chiamate anche competenze di personalità o in parte qualità personali - possono essere differenziate. Come le competenze sociali, queste qualità personali possono essere annoverate tra le soft skills. Esempi tipici sono:
- Disciplina
- Fiducia in sé stessi
- Senso di responsabilità
- Motivazione
- Flessibilità
Ecco perché tutti dovrebbero fare un test di competenzaClick to read ![](./images/book.png)
Gli autotest sono molto popolari. Sono divertenti ed è eccitante imparare di più su sé stessi o testare le proprie conoscenze. Tuttavia, un test di competenza vale la pena per diverse ragioni per cui è consigliabile per tutti conoscere meglio le proprie competenze e determinare i propri punti di forza. Ci sono quattro buone ragioni per fare un test di competenza:
|
Se state per fare una scelta di carriera, difficilmente potete evitare di fare un test di competenza. I vostri punti di forza forniscono un buon orientamento su quale direzione professionale potete prendere per utilizzare al meglio le vostre capacità e aumentare le vostre possibilità di successo. Il test di competenza può aiutarvi ad avere un quadro completo: Di interessi, opportunità e punti di forza |
Rafforza la fiducia in sé
|
"Non sono bravo in niente..." - Un atteggiamento negativo che purtroppo è molto diffuso. Molte persone hanno problemi a riconoscere le proprie capacità. Un test di competenza rivela i vostri punti di forza individuali e vi mostra in cosa siete particolarmente bravi. Questo si traduce in una maggiore fiducia in sé stessi. |
|
L'immagine di sé non è sempre una rappresentazione accurata. Alcune abilità sono sottovalutate, altre qualità che percepiamo in noi stessi più di quanto non siano in realtà. Un test delle competenze vi darà una migliore autovalutazione. In questo modo, puoi evitare momenti spiacevoli quando la percezione degli altri e la percezione di te stesso sono distanti. Con un test delle competenze, potresti persino riconoscere qualità e punti di forza che prima non sospettavi nemmeno in te stesso. |
Aumenta le tue chance nel lavoro |
Sarete convincenti in una domanda di lavoro e nel successivo colloquio soltanto se siete consapevoli delle vostre competenze e sottolineate il loro vantaggio per il datore di lavoro. Competenze chiare, idealmente supportate da esempi adeguati tratti dal vostro comportamento e da situazioni lavorative precedenti, hanno un effetto credibile e vi aiutano a segnare punti con il selezionatore.
|
Quali sono i tuoi punti di forza?Click to read ![](./images/book.png)
Qui, vorremmo fornirvi un test di competenza. È stato sviluppato dall'autore e fondatore di "New Work Heroes" Jörn Hendrik Ast. La sua particolarità: Questo test di competenza usa una tipologia di diversi eroi della carriera per mostrare i diversi punti di forza. Ast descrive la ragione di questo come segue: "Da un lato, il test di competenza ha lo scopo di motivare ed essere divertente. Ma il confronto con gli eroi della carriera che volano e salvano il mondo, ha anche lo scopo di ricordarci che possiamo raggiungere cose inimmaginabili se conosciamo e usiamo davvero le nostre competenze".
In totale, questo test di competenza distingue quattro diversi tipi di eroi e i loro attributi associati:
Tipi imprenditoriali
Gli eroi in carriera di questa categoria hanno uno spirito imprenditoriale e hanno bisogno di progetti per crescere. Gli imprenditori ribollono di idee e non di rado sono fondatori seriali che sono sempre sulle tracce dello spirito imprenditoriale. Pensare progetti, affrontare imprese e portarle al successo, questo è il mondo degli imprenditori.
|
![](data:image/png;base64,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)
|
Tipi di creatori
Qui troverai gli artigiani, i pragmatici e i codificatori, gli ingegneri e gli hacker. In breve, i Maker che creano cose con la loro testa e le loro mani. Sono impegnati nella loro conoscenza e abilità e sono alla ricerca della vera padronanza e specializzazione. Implementare, fare e creare cose - questo è il mondo dei tipi maker.
|
![](data:image/png;base64,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)
|
Tipi di combattenti
In questa categoria, gli eroi in carriera si danno da fare. I tipi da combattimento sono costantemente alla ricerca di una sfida, testando i loro limiti o li hanno superati da tempo. I combattenti risolvono i problemi più difficili e non si tirano indietro di fronte alle sfide finali. Rendere possibile l'impossibile e sconfiggere il boss finale, questo è il mondo dei tipi da combattimento.
|
![](data:image/png;base64,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)
|
Tipi di aiutanti
Test di competenza Tipi di aiutanti. Questi eroi della carriera sono i salvatori del mondo,
i benefattori, i tipi di aiutanti. Essere un aiutante significa servire una causa e dedicarsi ad un ideale. I tipi Helper danno più valore all'influenza e al potere di cambiare che ai propri bisogni personali.
Gli aiutanti si preoccupano di creare significato, di aiutare le persone con i loro sforzi e di fare una differenza positiva nel mondo
|
![](data:image/png;base64,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)
|
Test e valutazione delle competenzeClick to read ![](./images/book.png)
Competence Test and Evaluation
Curioso ora? Ecco come funziona il semplice test di competenza: Osserva attentamente ciascuna delle seguenti affermazioni. Poi valuta il tuo atteggiamento personale verso l'affermazione fatta su una scala da 1 ("non sono affatto d'accordo") a 6 ("sono completamente d'accordo"). Inoltre, scelga un'affermazione preferita tra tutte le possibilità, che riceverà altri 4 punti. Per un risultato imparziale, dovresti rispondere nel modo più spontaneo possibile e dal tuo istinto. Non ci pensi a lungo e non cerchi di influenzare il risultato con risposte specifiche.Have fun with the assessment.
Divertiti con la valutazione.
A
|
1. Per me è particolarmente importante essere così bravo in quello che faccio che i miei consigli professionali e le mie competenze sono sempre richiesti.
Da 1 ("Non sono affatto d’accordo") a 6 ("Sono completamente d’accordo")
1 2 3 4 5 6 4 Punti extra (una volta sola)
£ £ £ £ £ £ £
|
2. Sviluppare le mie competenze, conoscenze e abilità al più alto livello possibile è ciò che costituisce il successo professionale per me.
Da 1 ("Non sono affatto d’accordo") a 6 ("Sono completamente d’accordo")
1 2 3 4 5 6 4 Punti extra (una volta sola)
£ £ £ £ £ £ £
|
Punteggio totale
|
B
|
1. Per me è importante affrontare situazioni e problemi che sono una vera sfida e poi risolverli.
Da 1 ("Non sono affatto d’accordo") a 6 ("Sono completamente d’accordo")
1 2 3 4 5 6 4 Punti extra (una volta sola)
£ £ £ £ £ £ £
|
2. Affrontare sfide che sembrano insormontabili per gli altri è ciò che mi fa avere successo nella mia carriera.
Da 1 ("Non sono affatto d’accordo") a 6 ("Sono completamente d’accordo")
1 2 3 4 5 6 4 Punti extra (una volta sola)
£ £ £ £ £ £ £
|
Punteggio totale
|
C
|
1. Ho successo solo se posso cambiare qualcosa nella società/l'umanità/il mondo attraverso il mio lavoro.
Da 1 ("Non sono affatto d’accordo") a 6 ("Sono completamente d’accordo")
1 2 3 4 5 6 4 Punti extra (una volta sola)
£ £ £ £ £ £ £
|
2. Voglio una professione dove posso dare un vero contributo alla società / all'umanità / al mondo.
Da 1 ("Non sono affatto d’accordo") a 6 ("Sono completamente d’accordo")
1 2 3 4 5 6 4 Punti extra (una volta sola)
£ £ £ £ £ £ £
|
Punteggio totale
|
D
|
1. Sono sempre alla ricerca di nuove idee, ispirazione fresca e grandi persone per nuovi progetti che hanno il potenziale per diventare grandi.
Da 1 ("Non sono affatto d’accordo") a 6 ("Sono completamente d’accordo")
1 2 3 4 5 6 4 Punti extra (una volta sola)
£ £ £ £ £ £ £
|
2. Sono davvero felice di quello che faccio - soprattutto quando ho creato qualcosa sulla base delle mie idee e della mia iniziativa.
Da 1 ("Non sono affatto d’accordo") a 6 ("Sono completamente d’accordo")
1 2 3 4 5 6 4 Punti extra (una volta sola)
£ £ £ £ £ £ £
|
Punteggio totale
|
Non dimenticare di aggiungere i quattro punti extra alla tua dichiarazione preferita. Il gruppo (a, B, C o D) con il punteggio totale più alto corrisponde al tuo tipo di eroe della carriera. Puoi scoprire qual è qui sotto.
Il tuo tipo di eroe di carriera è...Click to read ![](./images/book.png)
Gruppo A
Congratulazioni Il tuo tipo di eroe della carriera appartiene alla famiglia dei Maker.
Implementare, fare e creare cose - questo è il mondo dei Maker. Questi eroi di carriera hanno lo spirito da Maker giusto per usare le loro conoscenze e abilità per fare scoperte rivoluzionarie, riscrivere il mondo in codice e creare design meravigliosi.
I Maker padroneggiano il loro campo di lavoro sulla via della maestria. Per loro, essere impegnati nelle proprie conoscenze e abilità significa superare costantemente se stessi e i propri standard di creatività e personalizzazione.
|
![](data:image/png;base64,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)
|
Gruppo B
Congratulazioni Il tuo tipo di eroe della carriera appartiene alla famiglia dei combattenti.
Rendere possibile l'impossibile e accettare anche le sfide più difficili - questo è il mondo dei tipi combattente. I combattenti amano la competizione e danno il meglio di sé quando gli altri si sono già arresi. Sono le ultime macchine per la risoluzione dei problemi e i conquistatori del boss finale: nessun compito è troppo difficile per loro. I combattenti cercano la sfida e i dadi veramente difficili da rompere.
|
![](data:image/png;base64,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)
|
Gruppo C
Congratulazioni Il tuo tipo di eroe della carriera appartiene alla famiglia degli aiutanti.
Attraverso i loro sforzi, la vita delle persone viene salvata, si crea un significato e il mondo viene cambiato in qualche misura - questo è il mondo degli aiutanti. Gli aiutanti lottano per qualcosa di più alto e credono in un vero cambiamento.
Essere un aiutante significa servire una causa e dedicarsi a un ideale. L'influenza e il potere di cambiare sono valutati più altamente dai tipi helper che i bisogni della propria persona.
|
![](data:image/png;base64,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)
|
Gruppo D
Pensare progetti, affrontare imprese e portarle al successo - questo è il mondo degli imprenditori. Questi eroi della carriera hanno il giusto spirito imprenditoriale per portare i progetti o le loro stesse start-up sulla strada del successo. Nel tipo imprenditoriale, il vulcano di idee ribolle, nuove idee di business vengono costantemente sviluppate e naturalmente anche implementate. Per loro, la libertà di portare le proprie idee al successo è il bene supremo. Se le cose non funzionano, sviluppano semplicemente nuovi modelli di business, presentano dei pitch deck per altre start-up e negoziano nuovi pacchetti di progetti.
|
![](data:image/png;base64,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)
|
|