Questions about faith have inspired centuries of philosophical and theological reflection, significantly, although by no means solely, as faith is understood within the Christian branch of the Abrahamic religions. What makes religion cheap or unreasonable, priceless or disvaluable, morally permissible or impermissible, virtuous or vicious? How does faith relate to psychological states similar to belief, want, trust, and hope? Can there be religion of the identical common kind as found in theistic religious faith but without adherence to any theistic tradition? R. Tennant that ‘faith is an outcome of the inborn propensity to self-conservation and self-betterment which is a part of human nature, and isn't any more a miraculously superadded endowment than is sensation or understanding’ (1943 ) will consider that this have to be a risk.

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Y5ZVCkuBAJUpBcBKd8HA68uc7Z22GwxWaW/WlrvEMzJa2mn0ZbKlkczgI6AZyevwxUD6glLjz2JjkjkSh9JKl/N7skBQJB+aSOvUHHlWQQdUOW62OpEtTUd3BQonm7pYPvIIHh7pIUB4nbavb0traOT6hQozwa+9vDg9Jt9yb412FS3mne7hXZCRkADCWnCR0IzyH0KK1ElR410jh5kcjw236/A16SXC4wuJWlL/oTVDLS27rDcj96l/CSso/Rr6HBBx47nHTw8zy0/aH0vNqCm1Dc+CvMV7umsU4HOaiv05GV6Sv6kMG23Mn3Pc51bhI9fSq262p6A6LhbccgPMQD8319RVrssBq?+NPyY6wlSEDPoT0B+w1dbTdVw3DbLkkhI91JV9D0+FehDsacivt93gT2AqYtDTqOocA3z4jNKoLnpta3g7b1N92vJ5VeHw9KVJGWWSlKVcoK4yB1Iq76R0fqXX2poGj9HWhy6Xq5rU3DhtrQhTqkoUsgKWpKRhKFHcjpWca17MHaE4d2ZzUOtuEt4tlsZ3elhTMlDQ/WWWFr5B6nAqrnFcNkqLfKIxpWf8Nuz7xo4vW2ZeOGPD6ZqCFb5AiyXmJMZkNulIVy4ecQT7qgdgetWriFwo4jcJ7m1aeJGjLjp?+ZIR3jKZSUlLqfEocQVIXjIzyqOPGm6OcZG14zgxWlOpx41Kmi+yp2i+I1hY1TorhRdLjaZG7MpcyJES6MZ5m0yXm1OD1QDmjko8tkJN9iKsjzFcjcZHTzrMlcGeKaWtXPP6ImsJ0GhlzUgkKQ0u3odKw0paVKClBXdrxyBXTPiM23T/AA81tquw6g1Tp2wuzbPpVhEm8SkONoTEbXzBKlBSgpWeRXzQTtTcvIwzH6etXrSeiNXa7kz4ej7G/c37Vbn7tMQ0UgtRGQO8cPMRnHMkYGSSQACTiu7QPDzW3FLUbekuH2nnr3eHWnHm4jLrTalNtgFauZ1SU4GfOpyln9Ax+uMjzFSVrzs08euGNjVqXiBwsu1ntSFBDktbjEhtskgDnLDi+QEkAFWBnasW1Tw91poiDYrjqzT7tti6lhfKNrdU42v2mPkDnASokbkbKwd?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?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?/m8U4QVZ8R1rYbt+ag15bu0I9aHplwtlmtUSI3piLFcWzGbj8iSFx0ownmKwQSnfKQOiQBr5r/Wt34ka0vGutQtREXC9yly5KIzXdshaj0SnJwAAOpJ23JqZND9uTjLo7TMLS1xtulNXM2hIRa5WorUZUqEkDCUocStBIHhzZV64rLKMm1JL4xgpHCWCQOydLt?+peGnael8a9R35qNOtVh?+XbiUrkXBI57hlWF5KldNj4VkegrVwFtvZk4+jgprTUt9U5YI3yl8s29Mbusd73fJgb5yvPlgeda0L7SPFKQzxJRdZ9uuDvFZqKxqF96FyrKGC6Wgx3ZShvAeUCSlWQB45JsejuLWsNC6J1poCxC3G167iNQroqSypb6G2+fl7pQUAk/pFZJCvCqOmTbf8P+ApqKwbk9jTROveFvBuJxQ07wskaqufEi/RrfJZQG0mLpttSu?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?+pfMqAcFDXKo5QEhSSAABhY2ByBJnB3W3DXjVw80L2ftf37UmhtUadmSU6P1JbFKTFkOyHeYNPpSchXeEYWAMFA99OSFQVxh40a043ajjag1f8AJ8dFviIgW63W2N3EODGR0babySB47kn4AADNOF/a74i8K9JW7SUHTOi72xZXXXbNKu9lDsu3KWoqJbcStOfeJVlQUcnGcAAWdc3BL5RKklLJKnZM0pq7hx20L9w+1ddHJVztNuvLct1MhS0yFqZS4l/JOSVpWleTv72++aw7sd8J5HF3tBuXm?+RZd0suiXHr5MaUoue0OtuKMaOCrb3nQkkZwQhQPWow0Zx94j6J4pT+MsSbEuOqbmmWJcm5MqdQ6ZIw4ooQpGMDASEkBIAAGBiqaycatfaa4fX/AIcafkwrfA1Pcmrlc5kdtbc54tkKQyHgvZoKTzcoGckgnBxUyrm?+3ykgpJfJs526NCas1lw90d2jtV6EkaW1IrnsOpre4Ekt8rrhiOktqWkgpyObmOy0pPzQBJvG2dw84ras072ctZiFYr8vSNruOkdRubIMt1pSVwpB/UX3aSn19cZ0asfHHiJYtH6p0Kq5t3azawiNxZ7F3DkstKbUVNvMErHdupUcg4UMgZBxVBxQ4rar4uakhaq1aYKJtvtkW0sexMLZSGY4UGyQpajz?+8cqBG+MAVRUSwk32yS7I9z0JiaauVh7eHC6HNDaXrZw0jwZCEqyEONNSUqwehHNkZrUnsoXGDeO0joZDxQqTHvwWUc2eXCXPeHj9X4Va9MdrXipa?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?+o8x6VUwZ0W+wlwZ3KHjv7vU+qf4VQ2+5vWyQq3zyvugeUbfNz4+ortvFncjL+U7XhKG8Lwg5IPmPMUBTNuTdNzC2oFbLpxg9FDzHkazawPNXRxNuRNWmHJQtSggkcpSgqyMdCeXBFY5CnQ7/FVDlpHfBOSem/6yf4U00/H0rf2zqD2hyByOKPs2MrXyK5DuRsFFPMAc4zWLUVqytxZlpslVNSRtBpe4J0/pKHNU9liKstLASSTlWUnHwUayJfFK1wmPZLq7HVJB7xmMSkYGPpFRGNvPzFYlwiudo1HpuPCVcUTe/bUyoFkoTzoOR180kA7Zz6VYL3wIu2pot61FJ12i3uS3HgzFZbQhxtaRytDvFgqUkADKAADnbJrgPbxWolCfB9Sp1M3pITr54X9Cr1v2lb7AhSIOktPrecB2UxIQ4nw3KUHJxkgbfbX3ws41XPiGG7C2h5u5xSFSmHEKC0KSrxz0yNt/KoIu?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?+O9bWj00tTJVo0epa+Ggg7Jdyi4v8QmddcSLtJLpVBZc9jhbbd0gcpwPIq5lZ9axOJZJdslpvDDa22mzsSN8+HxFUkyGzcmxIirHORjIGOYDwPrWY2a7co+SrkBt?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?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?+Tuu+h+H3E+7cUOIXEzSOmbYzZ5Flaj3S7MsSpDzrsd3nQ2og92lLRBUcAlQAzg4xX/AOHIvV+aJm/KwgGxcOiQD/XZ3X/ykVq/2IJUqT2seF7EiU863FlT2mELcKksoNvmLKUAnCU8ylqwMDmUo9STWxf5RPXHC3jDoXT9y4b8YtD3mXpqY89It8e/R1Sn23UpTllHN+kIIyUg82NwCRWufYpe07Y+0Pp3Xer9caa0zaNLF+VKdvFyail4uRnmENshZHOrmd5j4AJOSNgcFS/u7Rksx6hvp+UiOnRwBY/pO3dFQzfYf?/5c40h0LwvBy4lQx1ztmqX8murTZ4F3Q6XTdURDqKTkXJbSnOfumc4LaUjGMeGaxXt18VODnF/gVKsWguNmgZ91t85m6Jhpv8fvZLbQVzNtJCjzuYV7qfpYwNyAabsEcUOD/B/gcmz8QONGgrdcrtc3rr7E5fo4ejNrQhKUOpKvdc9wkp8M4O+a1XF+hjD7mbMfUya99q857drZHjf7Dn7xmvRDtZmzp7N+vzqBqa7bRZ3TKRCcSh9TeRzBBUCkK+IxXn52ghovWnbLtGt9P8XtAv6buU6BdFXRN/Y7iGiGpsutvHPuOHlHIn6fNtnlVy7e9pPjzwI4jcCdaaH0nxx0BKu95tTkWIyvUkVpK3FYwCtSwE/E1ksTfp5RWDS3PJoZx8ndliRwo0Uez1BkRLyi4OrvibmhXyqnLSOQOrJKSnmzjuiUc243zUFXe0XWw3F203uE/DmsBJdZeTyrRzpC05B3GUqB333rarslcJOBWnNaJ1v2geMvDhIs7yXbTZkaogyW5D43Dz6kLUgoQfmt53VgnYYMBcdNURda8addaqgS2pUS46gnOxX2lBSHI/fKDSkkbEd2EYNbVTxLavj5MEksZZsj2G+1lb+AWmZWmOJVvuf9BrteXVRL2xGU83b53dNF5laU5UpHKWl4QFKBUTg8xxv9CvXZ/wC0fpxcdh7SOu7W6nmWw+0zK5PIltY5kKBxvgEEeBrQLsiSeztq7s3654Mcb9dWSwy71qZdwt3t0tEd9giHFS1JZWvA2cbWCM+8ApJBCsHEezzoFfBftA2zXOrOKujLRpXTMt9127RtSRH/AJWjhtaUtsR2XFPr5+YEpU2MYPiBWrZUpuUo8NGaE2klLsXft69mq0cAb1YtR8PbhOj6b1G1It6bc5Kcc9gU2Q4WUKUSSwvvFK5CcBQV15qz78k0UnV3EopGB8nWn/6smoi7bfamt/aP1VbLbo6M+zpTTRe9jdkNltya+5yhb6kHdKAEJCEnBwpRVjOBKH5OLVXDXhK1q3WXETixoiwJ1G3EiQ7fMvbLczEdbxU442pQ5EkujlycnBOAME5Zqft/u7lVt9XgtP5VMA8dNMg+Ok2M/wDrJVQHwNsOodR3q96vY76S5o+xOLhB+UlAMxwCLCYQtxQCOUuLeABwExlY8Mzz+UbvfDriXqWwcT+HfFTRmo2bdbUWedAt97ZdmI/TuOIcS0kkrRlwhRSSpJwSOXJGLfmX4RyOzHFt8ftH8PGNbSJ6dSTLO7fIvduuCOptqIpzn911tDju/wA3ncWM4wqrVy21RWOexWae?+Rtx+TiuOp7VwluPDPVkdDD+n7i5IgJExp4mNIUXFf8ADWrADxdO/Ur8a1t7UXCiBw77dekroIyGrFrbUdnvKk8mG0LVNaRMSfDdQU4f/OrDvyf?+t7dw144O6hv+ttMaa045bHol3N5uzUT2hKsKa7hKv+I4HW0nI2CVL3GQDsZ279VcDuN3Dm33fh7xv0DI1VpCUbhEYRf46XZTPKe8aaPN/wATIQpIOxKcbE1i2uq/9MyZU61+jZLtcpePZg4oFpPzdMTlK9UBolf1cvNXknw+7NvGjiql1XDjSMG/9yyh95MTUdqDjLayeUrbVJC0ZwdlJB286304T9t/g9xz4VTuF/Gu/wAfSd9u1ofs0564ENwpqHWS0p1t7HIhRCiShfKQT7vMOka9hE6c7OWseIE7ipxE0VbbXLjxosC4J1LAebn9244SttDbqnAOUpOFJSfeA3IOK1udEJLHImo2yi8mrfE3gNxz4SIsszi9pldnZW4iHbkSb5BlOFtKuYoaaafccCASScJCQVHxNev?/AGjFQkcCNefKLchUX5Amd8I6kpcKO7OQkqBAPxBFeeXbS4j8NO0Xx30VG4dcRbGLdAt?/sE683J5cKBFX36nFEuupSFAJxgozk4ANbi8be0NwA1pwh1fpPT/HLQD9zu9mlRIrStRRW0rdW2QkFRWAMnxNRdvnsbRavEN2Gef3Gaf2TZPZ404ngZAmRNXp1HHXeRek5uqYnscvny4Mt9yXe5JDR5c92VDmAxceyPxt1d2ZNa33UGpNG3qfpm5Q4C9QoQ2e/htvKUqLLAVge93i9iRzBY3yE5q+y9wX4LwdcI1Z2gOMvDWNa7Mtt6HaGtUwpJuDwPMkultwpS2kgEpzlR22AOZf4WcXuBF27UnHuTxH1rp1rSOso0W2QHZUhIhzo7KAyQhz5nLypBBz5EGs9kuHDGUYoJ5Ujb3RfGzs?/doC1m16f1Rp/UjMxGHbZOaAdUlQyUrjPpCjt1BT0rVntxdmLh7w34f/AJy+H0AWC3RrgyzcrUy4oQv05DTbrbRJS2edSEkJAHKroMGtZ9T9nxjS3GBgcOeL2ipmjES2pkPVDmqoDHsLHOFcrqe9DxcRjGW0K5vdO2SEy126u2LpLippiNwd4ZTH7tbWZDEq7XpTRbalrazyNtJXhSkheFlRABKU8pIyawxqlCa2PgySmtr3dzUC52xyA4mdbyoIByUp?+h6+oqsjSIt/iGPIAS9np4/6h6VRWa89yPYprhLZHKknHu?+h9K5utsft7huNvWAlO/nyfyr0Oexr9zqYdk2OUWH+ZTKj18CPMVW3W2IuLXyjbnAXBg8qduYefxruhOxdSRzFLai+gbJSMkK8xisj0rwt1k08F3TuLbCUf/1ailbmeiktgFQ2z87lFSotkGK2q6MzQq23BA5+XlBX9P4+Rr6i6a1BHn89liuS0qGxAwk?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?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?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?/Xc/t+2tlGvydHGG+2iJfIevdHybdJYE2PJRKdLTja0hSXQrkwUlJBz5Vp9qa1wrVd37bAvUW7RoiyludFQsMSBthSOdIVy77HAyN/GivhZlQfYs6nHuUveSZaVylgOFagEBauVKkjBJz0wdupHl54uce/ux43JIsbbpRhPOAoY3xnmScEeHU+HhWNutuxVFakPPslI50pcKVDI3UBuPLbrnp1qvtXyR3KJEe4vSXVp5mkIRgb+ZGfHb0rG5F1wXP8Aq7rQkrt62UE7HvTjPlv?/AN71Z50sSUr7lAQhopUoDHv42z9X7Kukh6eAC+6XEABSUhZKCk9fj1O3pViloVBll2KAtpz30k/ST0Kf25+BqW2MGwfY3v7cPjNbLe65715gyYO+yThBeSn?/APqOPiK254waciags8lmYy+lxlIStbPuvNfquJ8NvEHYjY5FedmidRnQ2qdOazYcUmPaLrEnOEDKu4S6kuo+tvvE/wDNXrPcoFsvUVEyGEviUwn385DjZTkb+oINZa9s1smsphTlXJTg8NHlXxba4j6au0iMu8SHmIygG3WhgcmDg8pzgnrkH7KiF/U+pZr5aluygsjYuur28PDbyr024ucFIOpY8hD0NKAU8gIG/j/HFef3FvhK9wr1QfkuSl59/wB0wCvJSjOck5PJv83PXcDNePrulw08XZUlg9/QdWu1ElVY22SRwb4eSNT6P/pDqCOpLHfEJW68R3qQNt1bJSDt16j0qaOEnC9q83JVyuERTVkiuEtpJ2mEHYDJ/wCGNt/HGMkZzFPDPi6/Z7PYtO3fScqe0WUoMaC8lJCSkuE8qk4cOEqUQpSfLBrbbh7rLROuLMLro66syozau6faSkodjuDYodbPvNqGehHw2rX6X02u271bX2+DN1fXWaev0q1jPyZi08lKEpbSEpAAAA2A9K167fskfmk0zECgUyL6l1zHkhlwYI/5v2VsGGFhKe7SVbdAK1d7ecwIsWjbEtYC3pkmStvP0EISD+Kk11VyWx4OQjJuRqVZn3mpSZIS53QTzYSrGAn1+z7azm3XCHJSUi5pRzbkKSvJ2G3zev8AGsKAMaOGw8pCncDlA2A8q7m3hFDbiUkukhWEbDHgP+/PxrzUbTL9PXDYXzvrWtaQfolJAOPM5Pwx+2sfebdg3FNxi96iE6SjCV55SeqcjwxnBP7qukiaicx3bNvbbkA5QokrUR4HyxVrevUuCyuLJY51PbNx1JAGB44+iPHJqSEXCPerrE52GpK+VKsA5PvDwP10qkZbXNisvhBWsJ5FHc9OnT40q3qMsfVcGuaVJrmX8HdHxuIXFbSWh5nN3F7vEWG9y/8Aw1uAL/8Al5q9f+1OljSfZX4gsWRsQ2IWmJEOOlocoabLYbCU+QCTgV48cLdY/m94k6Y1uWluJsV1iz1IQdyhtwKUPXbNewPaLmW/iX2Stc3TSElq6RbxpWRNguMLCkvoDXeJAx1J5cY89q0NXn1Y+DZ0+Njz3ND/AMmFcnGO0XMtyOZLUzTUsqTnb9G6yRn/AKjU0flU+H9lf0bpjiW3EaRdYU1VoefCcKdjuIUtCVHxCVpJHlzK86hv8mBaXpvaDuN27slu36blJWoHp3jzIT/tNSl+VP4rWRy1ac4PW2c1IuaJJu1ybQoKMZsIKWUq/VUoqUQOuE56EZixuWo?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?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?+PQfFIrYjiJ2QeGt2cs10ttle09cbIUqju2ZYirStIyFEpGxBGdvM1qPxJtE63cSdTtXO4SZ0n2pLIlOj3lpDSFKJI+lzKUDsM8pr3Pvde2TycilFSyuDAu6ZdcDy0p5Uk82M7AeGf?++tdURtDr5kPEpbSnnUemAPD69qq5raWCyAPceGQlWwAG2frOfwruU0I0TlUlPM7+kcOBsnOwH2Z8OorXSWS+SkQVyZClOKLYQCsqBxyjxxvtVPaLXGjPSAgLcVIQpa3HFAlQ+iSfTP2bVcGZCSz3BZ7p0nKm3PdPKOh9R45H7qrA2GYYwAXnsFWT9Hcj+P11O0ZLTClTbaFiIhC+8I5y4kHcZ6A9OtKyFi0MJaHtQypXvAY6Dp9u1KbRkxulKVBhOFDIxgH0qTOFvaQ4x8G4D1l0Lq55m0SecvWuWhEmIoq?+coNrBCSrfPLjOd81GlKiUVJYaJTa7Et6U7T3Ezh1DusPhizYdHm9EKnSLTbUB9xQBxyrc5uRIycJTgDOwqPGNWXxOqka1uMlF5uok+2uOXZHtiX3s5KnUOZDmTuQcg?+ORtVnpUKEY8pEZfY2PP5QftRqY7g6ytfd8hQG/kSOU4xjlIxjHhWv1/vD2obzLvUiDb4bkxwuLZgRUxmEE9eRpHuoHonAqhpSMIweYolty7j4VeNH6y1XoHULOq9Fain2S6x0qS3LiulDgCscyTjZSTgZScg4GQcVZ6VZpPuQuCX752pOImrNS2nXGr7Ppe96msiUJh3WZaG1PI5CSjmSkhDnKo8yedJwdxg1jHFHjdxT40TmZ/ErWM27+y59mjEJbjMZxkoaThKSfE4J8M4rB6VT04p5wTueMF30nrDVeg7/G1VozUE2zXaHksyoa?+RacghQ8ikjYpOQfI1O8zt/wDaNu1jNivV309cWFpwszLGw8TjoSkjlUfqrXGlJVwk8tBSlHsy?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?/aAcetXrriuUuS7b7EvcJ+1BxY4T2x3T3DufaLdBlPOynXvktlx59fKpQLjihzKx0GTsNh41Q667RfEni5erbeuIIsV2k6eCnIbq7Q0lRGc904Uj9I2ScltWU5+JqIdNyu?+hOpK8ORmnGiT15knlB+sY+2rrASfZ3sJyVFKUnOycqySfs?/bWSFcG9zXJSTeMGwkTt49pdERyPH1Va0sRWAhDabPHShI2SkJAGAAOg8hWvd4ub+o592vsmBAjuTPedbhMIjsocWc4bbSAEpwlWwwB5VU90W4TryCR3rgRgDGeXJP7U1L3Zn0v8AJN0VxZ1JblK09p94uJccbPK/I5T3fJnYhB5yo52PIPE4x3yq0kHZjBs6XT2ay2NMO7INtbYf7+2SGyHwvbOx5wNh6BQ/H45qsgNe1B2CpRSlz3m8jdC/r884P1VJvaX13aeIurbfr6zxWWXl8zLzjSRzrQkp5VKPUqTk7nfGajaYrvWGpiPdDqsrQBslf0xkeZ3FNNar61NF+oaSegvlRJ5awdEVglK40nKW3CO7xsEr8D5en/N9RtsxCOV6E8goQ57uAccqwcp/H8KudxCZKG5SGhheApKdsODBz9YGatV8PftImoUkK2SvbACgMA/Xt9eR4VmkuDRR1aSB7961PFbaVnCDthDm?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?+uusIQmEE8yUl1XKEeHIMeI8z+A9ahYzwY+zwdTtvF5c5n1FOCVodSnBbA8R5ZBHpsKrYMR5xXLJkJWGsqU4hARzIA646A4/GqppptuGEFQ72UkhR8QkeH1nf7Koru6uNbe5Y/wDxU5fKk+Yz/HertYWQW25sytQyVSWnVIjMqLLXKspzy4z9gxt4b0rJtORrREgJg3aaWO6AKSUFRWo/Ozy+oB3/AFjSrKKBhFKUrCYhSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgPtoKB71GAUnlHN4qPT99fEZHO49NcBOApeDtgD3Un7CK+2C268tJJSmK2XSf86th+A/bQ4FveQDyhwpQn18T+6qNZM0eEfFkWHZMcKx?+jQ2R445W+YfszV2tSuVqRk4CgEn4KOP3VYbMopmkDbkjlePIFrA/bV5t2URHFkkkrQB9STUw7l2W62qXEvF0jLUlKJKUOtnpgkpSQfsSfrrIYB5YCTzqBW8eYZP0QCMf9Sqxm+OJgPQn0pH9ZfdaUMeGEkfiirzFlD2OIArZXeK6j9bA/ZUwfOGVab7Ge6A0Y7rfUdm0op8MNz3VmQ9gnukDPOrHj7qdvXHnWxGt?+N+krHw+XwStEZuOiLHXFKCQVBGDuSNudR3J8yTUY8LLPKsWnLzxGWlHdIjm1Qsncrwlx1W24ASpCc?+JKh4Vh/CLhnrLjHrG+SrVC+UZ0Rt0rQ84G20KOUhS1HYAZIAG5OTjYmuf6vqXbb6cXwjvvpnRwq071M1y+xjV4tDMDT1qU4oGU6XFSW8koHMAcDywcg1bLShceQuyyHQtLqU8pUdgrGU5+sYPwFZlrzTVz04m36bvyFNXeE65HmhRCveBbGQRscjfI61hdybS5OckxkkupVjffmGN9/qBHwr1+mRzp0zm/qJpdRn?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?/5iP4msnHKm2w1o3LiVukDrnJH7EiscO5Zsx7XhS3ZIktlX6SGUvj7zm/2/tq5WqQh5iFhvJ7s58PpmrVqgsyoncLCiDHSMeZx?/Omj0OXJu0QGUOOvvckdCUE5U4XCkJHrkj66iU9ssslRcuIm1A1da7Nwhs1hYgSHprz0h+SlLawlLfOeUnbdSsJSN/ogDxrIRqyP2YNCRmLZJT8u3BBVckZ95cpW/JnwSgkp?+onxroHCSLbNV2S5S5zi7XpmKFPpBwmRJbOUDfI/wCKc+eB8ahTiZdZPEDi/Eg3Zan4TUgKW1n3VYOSTg4IJFche99sp/s+q6GPo6aurHZIv2tXLjqNm1a4uMh3v7utckpV84ApCxnPQnGcfCsJtZW/Idd7gL5UrVnGfe6Dp48xA+utirrYoGt9Lz4bTATNbi5gKQnBVISknlSPVKVJx5KqBtOZsZeuE9AaDTiWy24r9ItwLyUcvmCkZ2GPjXQ9O1kIaRuT5jk5XrvTbdR1NKtflj+Xk9BeEV00hw94W2PSEOS0ZcaKjvEI6l1Q5nFfErUo?/X9kV9pbjBEj6UftMR9RVMQYqsHCk8+ylbeSST9VRFP1vMiW5N6iyCFpCVgJGdieg/j61E2tNUStbzF3Vxah3BCC3nYDf3h5b5B+FeXoYT1l2X27nv8AWZ6fpGjcYfk1hf8Av4FgSluBOVGcbUpDnuOBs+6U9c5+G/2VdCp6NJUhaAW8FPd4CQts+JPwxufHrVIU9/FCgr9NEHITndSP34P4fjURkrn2/uVKIkNJJTjcrbzuMddvD44rq4pZwfMXwzO+HOq7EjScPQN//rEKzaoXdUsJWtHeRX4hwcpIV/xG3D7pGCobjc1Oek4zqLgpx6Pa4UOLbm0wI5kpDscSlgqDhPvAAJWlAznlUTnINaXPXG46fvMG+2x5yPLYeU2hbY3LLgKVAZHVJO3x9K250d/SFen1upcakKnWmHLaWIwdc52ElJS6MgOc5Lqt+hZPLgYryLf?/ALF5xx/7+ODu+iy3dMcfjcs/7dv5ZKvUVuj22xtylzHrbEnOd4mLAWpv2p1eDzEqyUpBVsrOCMeeKhbiJAMG2yHNTIajMsJbdhwmThwOe8MLSPeGCkEPdMJA6HB2u0Ro/wDpdfruuVeG0Q4wahxGFxwtSIyeUpIKVDPO2Eq3AAUQR80pMZ9rTs5TNKwrVq?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?/GlUFtu06096mKhJDhwfdO2M7bfGlTkgwmlKViMQpSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAK4V0NKY5vd8zR9gj4tzhQ9JA2L7zYzjwQjpnyyofZVdcEFlttCBgrAUoeQ6AftNWtC0rujTTKR7zqm1ZzgHIGfwq+3JIkr7xGwxyjHgn?+AH/AHtUVvKMzXBj96RyttBA+ehxR2xjG4/2g/XV8i4ct7CS5gpjp5TnqDv?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?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?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?/tpXzeZAcYgONyGkq7jlUVOjJ5VED8AKVQjBa6VS/Kdu/t0f71P8afKdu/t0f71P8AGq7o+TDh+CqpVL8p27+3R/vU/wAafKdu?/t0f71P8abo+Rh+CqpVL8p27+3R/vU/xp8p27+3R/vU/xpuj5GH4KqlUvynbv7dH+9T/ABp8p27+3R/vU/xpuj5GH4KqlUvynbv7dH+9T/Gnynbv7dH+9T/Gm6PkYfgqqVS/Kdu/t0f71P8AGnynbv7dH+9T/Gm6PkYfgqqVS/Kdu/t0f71P8afKdu/t0f71P8abo+Rh+CqpVL8p27+3R/vU/wAafKdu?/t0f71P8abo+Rh+CqpVL8p27+3R/vU/xp8p27+3R/vU/xpuj5GH4KqlUvynbv7dH+9T/ABp8p27+3R/vU/xpuj5GH4KqlUvynbv7dH+9T/Gnynbv7dH+9T/Gm6PkYfgqq4Cg0rv8/wDDBVj8f3VTfKdu?/t8f71P8a6Jt1gIiulMxhR5D0cT/ABqJTSXctCLz2Ouzha34inQRyArzj?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?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?+dKUywMnzpk?+dKUywMnzpk?+dKUywMnzpk?+dKUywMnzpk?+dKUywMnzpk?+dKUywMnzpk?+dKUywMnzpk?+dKUywMnzpk?+dKUywMmuc1xSmWDnmpzVxSmWDnmNOY1xSmWDnm6YFAvAIA69a4pUA+g4fHegWodDj4V80oTln0XFZONs+tCvIxj8a+aU7DLOeY0CseFcUqcsg5Kia57wgbdfE180qAc8ys5zXPORsNq?+aUyD770k5UM+maBwgnbOa?+KUJy+x9d50wPxoVkny?+uvmlHzyMn0XM9R+NA4pPQ48a+aUGX3PouKOM+FccxHSuKUI7nPOonOfwpXFKnLApSlQBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKA/9k=" width="301px" alt="firm belief"> This thesis of evidential ambiguity may be supported as the best rationalization of the diversity of perception on religious issues, and/or of the persistence of the debate about theism, with philosophers of equal acumen and integrity engaged on either aspect. Or the paradox could additionally be thought-about systematic?for example, on the grounds that each pure theological and pure atheological arguments fail as a result of they are deeply circular, resting on implicit assumptions acceptable only to these already pondering inside the relevant perspective. This attraction to a God-given ‘higher’ cognitive college is found in al-Ghazâlî’sDeliverance from Error, where it provides the key to the ‘Sufi’ resolution of his non secular crisis and his sceptical doubts in regards to the deliverances of sense perception and unassisted human cause. Faith is thus understood as a type of basic knowledge attended by a certainty that excludes doubt. But religion is not going to be completely cognitive, if, as in Calvin’s definition, faith-knowledge isn't solely ‘revealed to our minds’ but also ‘sealed upon our hearts’.

h2>Enhance Ones Faith</h2>

iframe src="https://www.youtube.com/embed/9RXIxnUUo24" width="560" height="315" frameborder="0" allowfullscreen></iframe> A dialogue of the talk between the moderate, Jamesian, fideist and the evidentialist is past this entry’s scope. Still, it is value remarking that those who think that religion understood as doxastic venture could also be justified as reasonable face the problem of offering the instruments for hunting down intuitively unreasonable types of faith. On the other aspect, those evidentialists who reject doxastic venture as all the time impermissible have to suppose about whether or not taking a stance on the nature of reality past something science can even in precept affirm could not, ultimately, be unavoidable, and doubtlessly implicated within the commitments required for science itself .

div style="text-align:center"> <iframe width="566" height="316" src="https://www.youtube.com/embed/xGo3znz8dA8" frameborder="0" alt="Faith" allowfullscreen></iframe></div> And simply as the sunshine of religion is a present supernaturally bestowed upon the understanding, so also this Divine grace moving the need is, as its name implies, an equally supernatural and a completely gratuitous reward. Neither gift is as a end result of of earlier study neither of them may be acquired by human efforts, however "Ask and ye shall receive." Now intellectual information may be outlined in a basic method because the union between the mind and an intelligible object. Faith comes before a prayer is answered or earlier than a person has received what she or he has requested from God. If we have received what we requested for, then religion isn't needed. His supporters have accepted his claims with blind/unquestioning religion. When we use faith as an interpretive filter, it adjustments how we see things and how we live. No longer are we sure to a finite understanding of life, depending on our senses and intellect. Through faith, we faucet into the infinite insight solely God can provide. Father God, You shower the lilies of the sector with magnificence and feed the birds of the air. Build my religion to depend upon You entirely for each need and never on the issues of this world or my energy and talents. As my heavenly Father, You know what I want and You provide for all my cares. Everybody talks about it, however few take the time to outline what it is. The Bible offers a definition from the letter to the Hebrews.

h3>Bible Verses About Faith</h3> Every believer will echo the words of Richard of St. Victor, "Lord, if we are in error, by Thine personal self we have been deceived?for these items have been confirmed by such indicators and wonders in our midst as might only have been done by Thee!" (de Trinitate, 1, cap. ii). The department of theology that studies the characteristics of faith. The obligation of loyalty or fidelity to an individual, promise, engagement, and so forth. Belief in God or in the doctrines or teachings of faith.

ul> <li>Nevertheless, Aquinas’s own assumptions on these issues might depart him nearer to Kierkegaard and Tillich than is often thought (considerSumma Theologiae 2a2ae 4, 1 and, once again, 2a2ae 6, 1 (Aquinas , 117?9 & 167)).</li> <li>Reformed epistemology is a view in regards to the epistemology of spiritual belief, which holds that perception in God may be correctly primary.</li> <li>Their ongoing participation in, and dedication to, such a relationship paradigmatically involves both religion in God and faithfulness to God (McKaughan? and Howard-Snyder 2021; Pace and McKaughan? 2020).</li> <li>Providing such a basis might plausibly be thought needed for faith?the truth to which the venturer commits must be existentially necessary in this method.</li></ul> He describes religion as belief without proof; a strategy of active non-thinking. Many spiritual beliefs are intended to be metaphorical or symbolic, however there are also religious beliefs which may be taken quite actually by believers. For example, some Christians imagine that the Earth was created in six literal days, and a few Muslims imagine that the Quran incorporates scientific facts that were not known to humans at the time of its revelation. Furthermore, even when a religious perception is intended to be metaphorical or symbolic, it can still be topic to empirical testing if it makes claims in regards to the world. For example, the declare that the Earth is the center of the universe may be interpreted as a metaphorical representation of humanity's special place within the cosmos, nevertheless it also makes an empirical claim that can be tested by scientific statement.

h2>Different Words From Faith</h2> Keeping faith with one's supporters; refused to break religion with his pals. The views and opinions expressed in this podcast are those of the speakers and don't necessarily mirror the views or positions of Salem Web Network and Salem Media Group. Hearing Jesus is a devotional journey by way of the gospels, where we explore the teachings of Jesus chapter by chapter. They didn't know prematurely how God would deliver them from the fiery furnace, whether at that time by saving their bodily lives or later within the resurrection. Their faith or trust was the substance of what they hoped for, and it was the proof of that which was not but seen or received. Whether the mannequin is necessarily restricted to theistic spiritual religion, or could extend beyond it. Relief of allegory of Faith on the Holy Trinity Column in OlomoucThe? Catholic Church considers that religion is twofold. Objectively, religion is the sum of truths revealed by God in Scripture and custom and which the Catholic Church presents in a brief form in its creeds. Subjectively, religion stands for the habit or virtue by which these truths are assented to. It could also be true, as Plantinga’s Reformed epistemology maintains, that if God exists then sure basic theist beliefs meet externalist standards for data, although the reality of the propositions concerned stays open to reflective ‘internalist’ doubt. On an externalist account, that's, one might lack impartial proof adequate to verify that one has knowledge that God exists while in fact possessing that very information. One could thus refute an objector who claims that without sufficient proof one can not possess information. But https://pastelink.net/9ne3n9ue remains to be insufficient to secure entitlement to theistic faith?if, as may be argued, that entitlement requires thatone has proof sufficient to justify commitment to the reality that God exists. For, one has such proof only conditionally on God’s existence?but it's precisely entitlement to consider that God exists that's at concern (Kenny 1992, 71; Bishop and Aijaz 2004). Despite these criticisms, reformed epistemology has been influential in contemporary philosophy of religion and continues to be an energetic area of debate and dialogue. Reformed epistemology is a view concerning the epistemology of non secular belief, which holds that perception in God could be correctly primary. Analytic philosophers Alvin Plantinga and Nicholas Wolterstorff develop this view. Plantinga holds that a person might rationally consider in God even though the person does not possess adequate evidence to convince an agnostic. It is not grasping or reaching or working outside the lines. Faith is trusting that God can do the impossible ? and will do the impossible when it fits him and when it most serves the cause of his glory. 1) Helen Keller, on the age of 19 months, turned deaf and blind. He attempts to help God’s plan alongside through unauthorized and inappropriate action. His wife Sarah suggests that he sleep together with her maid Hagar and that they “adopt” the kid born of this fleshly compromise as their very own. God takes pity on the kid ? and on his mom Hagar ? but insists that this is not going to be the greatest way that his promise might be realized. God is telling a story about faith and faith inevitably involves waiting.


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Last-modified: 2023-10-18 (水) 19:24:23 (203d)