Question...was there enough water?
Question....If the earth was smooth, how deep would the water be?
Answer....2.7 km, which is 1.68 miles.
Conclusion, there was plenty of water for the World Wide Flood of Noah.
Genesis 1:2 And the earth was without form and void . And darkness was was upon the face of the deep.
How can it be surmised that the earth was a sphere without any surface features: Isaiah 53:2
"...
he hath no form nor comeliness; and when we shall see him, there is no beauty that we should desire him."
How can it be surmised that the entire earth was covered under a deluge of waters: Genesis 1:9
And God said, Let the waters under the heaven be gathered together unto one place,
and let the dry land appear: and it was so.
How can it be surmised that the waters that covered the entire earth were frozen: Job 38:30
"The waters are hid as with a stone,
and the face of the deep is frozen."
How can we surmise that their could not have been a flood of waters? Genesis 9:14
And it shall come to pass, w
hen I bring a cloud over the earth, that the bow shall be seen in the cloud:
And how can we surmise that the bow was the arch of the atmosphere Gen 9:16
And the bow shall be in the cloud; and I will look upon it, that I may remember the everlasting covenant between God and every living creature of all flesh that is upon the earth.
While the appearance of the color spectrum is produced by the refraction of visible light,refracted light continues to travels in a straight line according to the angle it is refracted. The multicolored arch is is produced by the curvature of the atmosphere.
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GniXvNp3LlmysEUmURsBjAaAAIAlgEaAQgzNggClALALF2afm4G6wdRSpwfVw+8iurD1dPKdkJhlEs3jtK0/EkyQS0uX1b79YpnNyY3V08edS7m0zhiJdmyaGcQw2bKwlXPVrRju0i1raZ9Qk2iPssfxTVUq0WtuQ78NZrXUuDNeLW9KU3NAALBXRRxU49brswNZwbUoV8RTpVJxpSlJRXO0ot9rns+P5GHHW02/lDzuf+r1/ZG9vo3BYWng6CjG2kdX3Pl/M+Um0zqfcunxvA6RG/ssBxdxDzNwi/U8vgcKbz+pd9Na1eLT/tLCYitdu59DWsRDxcl5vO5cdSRm1oZMCNsBjAawEALAJYAARoBtiDMXCAKAFsAoGuyKSnRVt4qzGl2uI0eV6appNGMsoZ/PaXLWf80biCVnlMuaEPeJrzR+2WzFOrQt40rL7Vjhjf4h2zqPqO17u97K9zdXHM/Wm2WI+KvF4x7KX0OiuGsOe2a0/HBF63b18s2xDTM7+qjP2nUjb+EoqwFALAACog2WV8c4qjh40VVlKMfl5JtyVvF9Uebl4FL5e8w9XjcrHjx+43Y2HEsKr/AGl4SfXeP1PQpWKxqHDmyzkt2l0Oomrpprunc2NCOUgI2wGsBrASwBYAsAvI+wCqhJ9AH/qc+xAn6nPsBjwDXsAWYAAW9QNhwfBujUaV+WfK0+0luN+l0uMGrNp+nsY7bNK7iyhaVKXdWEfUkmTL5Wl0lf6iY2xidLiFPe+pIrELa8y55vdXsVi4quHitXoioq6sk5Wht37lRV54rTj/AEBZ9K24QXAQBQFSCnIin3CpKOJlTd4Sa8dH7BFlh86W1SNv5o/kXaLKlWjNXi014KHgJYB0KbYHVSwTZB20crv0AsMPk9+gFjSyXwUdccl8AOlkXgg8a/U310NPdv8A0wsIu7Y7n6Y/VF2bHc/TOWD8WHdf0w8LbcdtnTTW/o4cHUxVB/M50FOPiUH/AMm6lZtDVeYhos4y74NSK6OCkmuqexOvtK32qOKMNzYeEl0mhMKrskhrJd4kiSY9Lm1nr2KwQVZQs+4GdzHF875I6Jb26mUIiw8UuhjMtlY04c8w7coyW3L/AHDGynlBrcrElwC4AmAt2AXCnRIH8rG10ORk2aLBzi7xun3RdmpW2CzRqyrK6/ijv9B2XrLVZVgKeIXNSmp91+8vVBNL/C8O26BFph8it0KLGhkvgqLHD5Ql0A7I5cuwE0MAuxRMsGuwR87/AAV5Z53Z6vQfq6srIdzpBrpW+hYsag1Ley/ErGf7QYmF0k/Wx0466ceW8z6XvA9NUMVSr/u8/JL+iWjOjHOp055jcPUuIcmTtKOsXFSi91bsS1vaRVk84w8lhqsbaW3tf6GFtSzqocij+0j50NUT7dEx+1cZpTSs1u9PobGhnM2r2+Vbta+CwispUUtfcTLKtXVhKLb0V7kZ7N4noKMacVfnSvO21nsg12lmsYrdtVpZ3sIli4rmQciKUKAFQE1KUeuhjO2dZh2wo3Wj+41TOm6K7O+Cl3Y7L0g1QvsNp12f8Fd7snaWXSHRhYzhJTpylCS1TTsyd9M4xtrkPHdajaGJpqvDbm0hUXvszOuX+2FsET89PR8iz/BYuyp1Ixm/9OpaM7+O/sba3ifjRfDev4aWGB8GTU6IYL0AV4MIWOGXn6ASfAX/AFoD5p+HfozyN6e3ok8OZRdOojRiuqv95O0yaiCzpaW82NuH3O2nNPrUK2tScqvJHXVRVtTvr8ebady0NGh8O0ZJxkuj0afoNj1DhrM44nCwi3+0prkafVr81qZ29+0+K3PMInCqo3cWm7dmYT8Hm+GxDpVI6bSSfpcxivvbb39aXOfYtKCa1+bT3RnDUolhJTSk09e5Ns4r/aSGHgt3zS7LYMj54rRRskl0jp9RM6YSy+c4x8718bkidsVNUnczQwB0WRS3AEA5BRYCbD15Rej07PYxtWJZ0vNZX8FFqLaVnu+xxzuNvQrqYiUvw4dPraxjuzPrVG8PDzcvezH9OpY04aayG7LFapLU0ne8vG5N2ZTFTqUnvCElbbZe9xPr7JH+Q1WR8d43CJL4nxIL/Tqy+IreHujOma+/7hrvgxzHuNN1kn6UsPW+Wv8A4efd2lTfv09zqrk2478fXz2ssRxph1rGc6i7wty/U2a/1o0q6/HUF9mnN+srF1H9jhqceO+lKPvJj0unnvxEv3l7Hia/x7SN1431Tfrcy6ynpt/0cYejWdR/Cg6sGpRqTV4peE+p14KRrc/XJyba+fHDxdgqcMTXnzOTj80rpK07arQ2VpqZ/wBc83masXgItT+JqpXun57nQ51nVqTnPmlJyb1cnvcirXIsxdCqnd8smoy9ejM6T+ElucPNSlyy+zUVr9mxMfhHmueYaNCvVjLpNpGEMnVglCooyq6xUU7X0uu5L716Z01v27YOE4zhCys7x8xNfuG+sRLPZhRdN6u3MZxZqv6ZzG5hy3UXf8Sa7NfxSVajk7vc2RGmMztG2VCAPiRTrACQC2CiwCxTILjC4/lgotao5r4t227cefrXR0s0dtnf2sIwws8n/EMcymneyMpxVYRyLElmlToor2LGGqTybo3mVX+L7kX9Kv8ATH9e/wDaOWNqvecvqZRjrH4YzmvP5RSrSfV/VmXWGE3n+yKs0NJ2l1YPNKtJ3hNx8X0fsVe213huKL6VYf7ofkEdsM3oy1VRLxLRlHPE838PWSMxhZehfov2r+kTrwfHJyfwquNf/ti/6v7RNkfXLP8AFnKWy9EbGuE1Pb3AJbFj7A9Dwv2aXpE2fliwvHn+dn6/2NcKgwX+Xf8ATL8SqXL+nqYS21cnEn5GuUt9YfEfaZuj41T9c7KhGAgD4kWDkFDAVECgOQVNDYxZwciKSpsIJ+IzJgQKGVCMIaECKHIjIrA//9k=