AMIZADE VERDADEIRA
Eu já li muitos autores, falando e explicando sobre a amizade, e a sua importância, e de quanto ela é útil para melhorar a nossa convivência mútua, mesmo com as dificuldades de relacionamentos existentes entre as pessoas. Eu tive a perda de um amigo, e só fui entender a importância da amizade, quando o perdi para sempre. Eu já tive perdas como, parentes, irmãos, pais, e participei de uma tristeza profunda, e acabei entendendo que nós temos vidas finitas, e aquelas vidas que foram não poderiam mais voltar e a morte é uma questão de tempo, e é o caminho para quem nasceu. Mas quando perdi um amigo, o sentimento foi mais além do que eu poderia imaginar, parecia uma tristeza que não queria me deixar, sossegado e parecia infinita. Fiquei três dias com aquela tristeza me machucando e me corroendo por dentro, até poder entender a perda de um amigo, que foi prematuramente. Fiquei ainda por um grande período com uma tristeza, que às vezes me atacava, mas que o próprio tempo foi levando aos poucos e dando um alívio a minha dor, fazendo-me entender o valor de uma amizade.
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)
Com a interposição do tempo que nos ajuda a nos consolar, eu fui aprendendo, que a vida tem um fim e que nós não temos como controlá-la, não sabemos quando ela vai acontecer. Resta-nos o lenitivo e o entendimento. Então eu posso dizer com experiência, como é importante nós termos os nossos amigos. Pois os amigos a gente escolhe, e somos escolhidos, e para termos bons amigos, nós também temos que ser bons amigos. Temos que viver com as diferenças. Temos que às vezes discordar, e de ter opiniões contrárias as suas, assim como eles também podem discordar de nós. Às vezes o magoamos um pouco, ou também somos nós os magoados, mas uma amizade é feita dessa maneira. Mas nunca deixaremos de continuar a ser grandes amigos. Quando alguém está precisando de ajuda, sempre um amigo estará ali preocupado e dando-lhe todo o apoio que se fizer necessário. Uma amiga minha que veio de outro estado falou na festa de aniversário do seu pai: Como o meu pai tem amigos aqui, é nesse lugar que o vejo feliz, eu quero que ele continue aqui, envelhecendo e rodeados de grandes amigos. É assim, sem as nossas amizades, estamos incompletos. Por isso quando eu vejo vários amigos fazendo uma ceia e confraternizando entre si, ali esta sendo exercida a verdadeira vida e a felicidade. Vamos manter as nossas amizades, tolerar mais as diferenças. Não querer amigos perfeitos, pois não somos perfeitos, pois pertencemos ao mundo, que também não é perfeito. Devemos querer os amigos como eles são, e como eu sou, mas que sejam amizades sinceras e de coração.
. “AMIGOS, NÃO PRECISAM SER PERFEITOS, MAS TEM QUE SER AMIGOS”
Com a interposição do tempo que nos ajuda a nos consolar, eu fui aprendendo, que a vida tem um fim e que nós não temos como controlá-la, não sabemos quando ela vai acontecer. Resta-nos o lenitivo e o entendimento. Então eu posso dizer com experiência, como é importante nós termos os nossos amigos. Pois os amigos a gente escolhe, e somos escolhidos, e para termos bons amigos, nós também temos que ser bons amigos. Temos que viver com as diferenças. Temos que às vezes discordar, e de ter opiniões contrárias as suas, assim como eles também podem discordar de nós. Às vezes o magoamos um pouco, ou também somos nós os magoados, mas uma amizade é feita dessa maneira. Mas nunca deixaremos de continuar a ser grandes amigos. Quando alguém está precisando de ajuda, sempre um amigo estará ali preocupado e dando-lhe todo o apoio que se fizer necessário. Uma amiga minha que veio de outro estado falou na festa de aniversário do seu pai: Como o meu pai tem amigos aqui, é nesse lugar que o vejo feliz, eu quero que ele continue aqui, envelhecendo e rodeados de grandes amigos. É assim, sem as nossas amizades, estamos incompletos. Por isso quando eu vejo vários amigos fazendo uma ceia e confraternizando entre si, ali esta sendo exercida a verdadeira vida e a felicidade. Vamos manter as nossas amizades, tolerar mais as diferenças. Não querer amigos perfeitos, pois não somos perfeitos, pois pertencemos ao mundo, que também não é perfeito. Devemos querer os amigos como eles são, e como eu sou, mas que sejam amizades sinceras e de coração.
. “AMIGOS, NÃO PRECISAM SER PERFEITOS, MAS TEM QUE SER AMIGOS”