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  2. Chris Dyer (artist) - Wikipedia

    en.wikipedia.org/wiki/Chris_Dyer_(Artist)

    Positive Creations was released as DVD in 2010 and for free on his YouTube channel. In 2011, Schiffer Publications released a 256-page, hardcover book, of his art. Following that was a coloring book for adults that was published by Last Gasp in 2016. In the late 2010s, he started offering painting workshops at local high schools in Montreal.

  3. New Living Translation - Wikipedia

    en.wikipedia.org/wiki/New_Living_Translation

    The New Living Translation used translators from a variety of Christian denominations.The method combined an attempt to translate the original texts simply and literally with a dynamic equivalence synergy approach used to convey the thoughts behind the text where a literal translation may have been difficult to understand or even misleading to modern readers.

  4. Christian art - Wikipedia

    en.wikipedia.org/wiki/Christian_art

    Occasionally, secular artists treated Christian themes (Bouguereau, Manet) — but only rarely was a Christian artist included in the historical canon (such as Rouault or Stanley Spencer). However many modern artists such as Eric Gill , Marc Chagall , Henri Matisse , Jacob Epstein , Elisabeth Frink and Graham Sutherland have produced well-known ...

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  6. Parables of Jesus - Wikipedia

    en.wikipedia.org/wiki/Parables_of_Jesus

    Parables are one of the many literary forms in the Bible, but are especially seen in the gospels of the New Testament. Parables are generally considered to be short stories such as the Good Samaritan, and are differentiated from metaphorical statements such as, "You are the salt of the earth." A true parable may be regarded as an extended ...

  7. Eisner Award for Best Coloring - Wikipedia

    en.wikipedia.org/wiki/Eisner_Award_for_Best_Coloring

    The Eisner Award for Best Coloring is an award for "creative achievement" in American comic books. ... (Christian Lichtner and Aron Lusen) Battle Chasers ...

  8. Conflict-free coloring - Wikipedia

    en.wikipedia.org/wiki/Conflict-free_coloring

    A coloring is an assignment of a color to each vertex of V. A coloring is conflict-free if at least one vertex in each edge has a unique color. If H is a graph, then this condition becomes the standard condition for a legal coloring of a graph: the two vertices adjacent to every edge should have different colors.

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