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'''Prodigium puerile''' ([[Anglice]] ''child prodigy'') est qui [[unus|unam]] vel plures sollertias aetate iuveni longe ultra eorum gradum maturitatis perdiscit.<ref name="forbes.com">{{cite news | last = Rose | first = Lacey | title = Whiz Kids
| url= http://www.forbes.com/2007/02/25/child-prodigies-biographies-lead_achieve07_cx_lr_0301prodigy.html | accessdate = 2009-06-07 | work=Forbes | date=2007-03-02}}</ref> Una norma ad prodigia in classes distribuenda est prodigium esse infantem vel [[puer]]um, usitate iuniorem quam [[duodeviginti]] [[annus|annos]],{{dubsig}} qui gradu adulti doctissimi in conatu difficillimi perfungitur.<ref name="forbes.com"/><ref>David H. Feldman (1993), "Child Prodigies: A Distinctive Form of Giftedness," ''National Association for Gifted Children, Gifted Children Quarterly,'' 7(4): 188–193.</ref> <!--The giftedness of prodigies is determined by the degree of their talent relative to their ages.-->
[[Fasciculus:Samuel Reshevsky versus the World.JPG|thumbnail|default|Samuel Reshevsky versus the World.JPG|right|thumb|<!--250px|El prodigio del ajedrez [[Samuel Reshevsky]], a los 8 años, jugando una partida simultánea en Francia (1920).-->[[Samuel Reshevsky]] aetate 8 anno natus, ludit in [[Gallia]] in 1920 cum pluris competitoribus.]]
Inter exempla notissima sunt [[Mozart]] et [[Béla Bartók]] in [[musica]], [[Paulus Morphy]] et [[Iuditha Polgar]] in [[scaccarium|scaccario]], [[Isaacus Newtonus]], [[Carolus Fridericus Gauss]], [[Srinivasa Aiyangar Ramanujan|Srinivasa Ramanujan]], et [[Ioannes von Neumann]] in [[mathematica]], [[Paulus Picasso]] in [[ars oculorum|arte oculorum]], et [[Saulus Kripke]] in [[philosophia]].<ref name="Charles McGrath">{{cite news
| url = http://www.nytimes.com/2006/01/28/books/28krip.html?pagewanted=1&ei=5088&en=9b8c06355a8dc486&ex=1296104400&adxnnl=0&partner=rssnyt&emc=rss&adxnnlx=1156068875-xI9kVaL9WqHJhRK5STWHrw
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