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332
Mujer humanamente perfecta
Juan Carlos Zavala Olalde
Independiente
Eres la mujer humanamente perfecta
sin palabras rimbombantes, luna y estrella.
Perfectamente humana, completamente bella,
decidida, valiente y completa.
Mujer humanamente perfecta.
Con una vida con historia y compleja,
llena de secretos, de olvidos y memorias,
con los pies en la tierra y con la fe eterna.
Mujer humanamente perfecta.
Mujer verdadera, mujer plena
que ha sufrido porque ha vivido.
Mexicana desde la raíz de la tierra.
Mujer humanamente perfecta
que sabe ser feliz y sonreír
ante la verdad y la belleza
como su forma de vivir.
GénEroos
Volumen 1/número 2/septiembre 2023 - febrero 2024/ pp. 332-333
eISSN 2992-7862
DOI: RevGenEr.2023.2.14
CC BY-NC-SA 4.0