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Interpreting Games: Meaning Creation in the Context of Temporality and Interactivity

Abstract

The concept of interpretation applied to texts, videos, pictures, posts and all other types of media is varied. Objects are open to different forms of interpretation and games, as objects of meaning, are no exception. Explicating meaning creation in games will create a better understanding of game functions and their effects. This study explores how games alter the process of meaning creation through investigating their detailed properties and differentiation from other forms of media as objects of interpretation. This study argues that understanding meaning creation in games entails more than an examination of the presentation layer by a deeper analysis that considers interactivity and temporality. It contends that due to the interactive nature of games, the role of player participation is vital because gamers influence the operative mechanics of games and hence their meanings.

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Temporality in Manyōshū

= subjunctive conjecture; SPEMPH = subjunctive poetic emphasis; TEMPART = temporal particle; TOM = Time Orientation Metaphor; TOP = topic. CDJJ – Comprehensive dictionary of Japanese after historical periods: Jōdai period (Jidai-betsu Kkokugo Dai-jiten: Jōdai-hen). DCJCT – A dictionary of Classical Japanese with complete translation (Zenyaku kogo jiten). GDJL – Great dictionary of Japanese language (Nihon kokugo dai-jiten). KGDCJ – Kadokawa Great Dictionary of Classical Japanese (Kadokawa Kogo Dai-jiten). PfM – 1000 poems from the Manyōshū: The complete

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Vintilă Horia and Trans-Temporal Travel

Abstract

The Romanian-born European writer Vintilă Horia - whose birth centenary is celebrated this year - was a genuine searcher of truth. His entire work pleads for transgressive-integrating knowledge, in opposition to binary logic and scientism; it is the privileged space of articulation between cognition, creation and gnosis, between the apophatism of science, mystic apofatism and artistic apofatism. Although much less known than the trilogy of exile - Dieu est né en exil (1960), Le chevalier de la résignation (1961) and ¡Perseguid a Boecio! (1983) - the small-sized novel Le voyage à San Marcos (1972) acts as an exemplary attestation to this pompous conjunction. The current article focuses especially on the text’s trans-temporal valence

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Theorising Transnational Migration in Our Times:
A multiscalar temporal perspective

(eds.) 2014, Crisis and migration: implications of the eurozone crisis for perceptions, politics, and policies of migration , Nordic Academic Press, Lund. Boehm, D 2009, ‘¿Quien sabe?”: deportation and temporality among transnational Mexicans’, Urban Anthropology and Studies of Cultural Systems and World Economic Development , vol. 38, no. 2/3/4, pp. 345-374. Brenner, N 1999, ‘Beyond state-centrism? space, territoriality and geographical scale in globalization studies’, Theory and Society , vol. 28, no. 1, pp. 39-78. Brenner, N 2011, ‘The urban

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Temporal Inferences in Conversation

. Sacks, Harvey. 1992. Lectures on conversation, With an introduction by Emanuel A. Schlegloff . Gail Jefferson (ed.) Oxford/ Cambridge, Mass.: Blackwell. Szczepek, Beatrice. 2000. "Functional Aspects of Collaborative Productions in English Conversation." InLiS 21. http://ling.sprachwiss.uni-konstanz.de/pages/anglistik/. http://ling.sprachwiss.uni-konstanz.de/pages/anglistik/ Smith, Carlota S. 2007. Tense and temporal interpretation. Science Direct. Lingua 117: 419-436 Sperber, Dan and

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Developing Temporal Systems

.M. (2009). One-to-one mapping of temporal and spatial relations. In J. Guo, E. Lieven, N. Budwig, S. Ervin-Tripp, K. Nakamura, & S. Őzçalişkan (Eds.), Crosslinguistic Approaches to the Psychology of Language: Research in the Tradition of Dan Isaac Slobin (pp. 69-80). Hillsdale, NJ: Lawrence Erlbaum Ass. Weist, R.M. (in press). Future temporal reference in child language. In P. De Brabanter, M. Kissine, & S. Sharifzadeh (Eds.), Future Times: Future Tenses (pp. 87-113). Oxford: Oxford University Press. Weist, R.M. & Buczowska, E. (1987). The

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The Derivations of Temporal Logic Formulas

. Finite sequences and tuples of elements of a non-empty sets. Formalized Mathematics , 1( 3 ):529-536, 1990. [6] Czesław Bylinski. Functions and their basic properties. Formalized Mathematics , 1( 1 ):55-65, 1990. [7] Czesław Bylinski. Functions from a set to a set. Formalized Mathematics , 1( 1 ):153-164, 1990. [8] Czesław Bylinski. Partial functions. Formalized Mathematics , 1( 2 ):357-367, 1990. [9] Mariusz Giero. The axiomatization of propositional linear time temporal logic. Formalized Mathematics

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World, Time And Anxiety. Heidegger’s Existential Analytic And Psychiatry

, & Psychology. 2009;16(2):179-94. 16. Ratcliffe M. Feelings of Being: Phenomenology, Psychiatry and the Sense of Reality. Oxford: Oxford University Press; 2008. 17. Stolorow R, Atwood GE. Contexts of being: The intersubjective foundations of psychological life. Hillsdale, NJ: The Analytic Press; 1992. 18. Stolorow R. Trauma and existence. New York: Francis and Taylor Publ; 2007. 19. Stone DA, Papadimitriou C. Exploring Heidegger’s Ecstatic Temporality in the Context of Embodied Breakdown. In: The Schutzian Yearbook, 2010. p. 135-152. 20. Tillich

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The Axiomatization of Propositional Linear Time Temporal Logic

. Temporal Logic and State Systems . Springer-Verlag, 2008. [10] Andrzej Trybulec. Domains and their Cartesian products. Formalized Mathematics , 1( 1 ):115-122, 1990. [11] Andrzej Trybulec. Defining by structural induction in the positive propositional language. Formalized Mathematics , 8( 1 ):133-137, 1999. [12] Zinaida Trybulec. Properties of subsets. Formalized Mathematics , 1( 1 ):67-71, 1990. [13] Edmund Woronowicz. Many-argument relations. Formalized

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The Properties of Sets of Temporal Logic Subformulas

. [10] Czesław Bylinski. Partial functions. Formalized Mathematics , 1( 2 ):357-367, 1990. [11] Czesław Bylinski. Some basic properties of sets. Formalized Mathematics , 1( 1 ):47-53, 1990. [12] Agata Darmochwał. Finite sets. Formalized Mathematics , 1( 1 ):165-167, 1990. [13] Mariusz Giero. The axiomatization of propositional linear time temporal logic. FormalizedMathematics , 19( 2 ):113-119, 2011, doi: 10.2478/v10037-011-0018-1. [14] Mariusz Giero. The derivations of temporal logic formulas

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