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<title>faivelwito1976のブログ</title>
<link>https://ameblo.jp/faivelwito1976/</link>
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<description>ブログの説明を入力します。</description>
<language>ja</language>
<item>
<title>Dnd 5e Spell Slots Cleric</title>
<description>
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vQpkyu4wi8AAOXFTpnwm+zwt2xfZIL7N++U97+ptaANgHtUA+DK39AAWGAdTB/2o9fLN3V6oamTK7jCLwAA8JMHnPDfPzxa0OdwGwCXf4hJwAtgiN4TfvW5IvFE4SY3lvsBAAB+oob93PzrZwv+PDQA8ptJmfBbwFbW1DVVGfYDAEB5sWTqhF//ZIKrfvG4nLxukZxy4pGeNADOuvLXDAGaM5vVfrwK/2ZK2Zpc4wsAgHLMXQff/y3x1VKfbr6pqJezv/oDeeDmb8gx61YVvAHwky+/V9719/9W0MnGfqOW+kzNpLqNRQlqVdhpxUv6BwCgPNO/lXJf/JX+Hf0xQ95//pVOA+DygjcA1NKi91zxYTnrO/fSAJhnJuUKv4Uq5Cnjq6h4AADAf4INy6VvYNhtAGzdvrvgz3d0a5PTADhT6qvCFH5uyV/rMf8ahf+MgmaVfwAA4EOB2hYxIjU0AEo3+zPh18sGQNp91vkHAKC82ClDfOyJr23bd5kg3LxORvdtmWwAeDEEKNkAOOvbagjQKHVthjpoaDzmX5+ef9F7TVUAAICcc0+kWiLLj3XCT8D7TwC+qT4BiHAQpj04RkYm1evl67PaT0bgd4cBMeEXAIDyyl0pE37VfWPy1n+ZwIhUOQ2AYyS2b6v0DwzJB87/jtx/8xXefALgNAA+8u17+ARgmjrIUp+eFHTmOv8Gi/0AAFBuMpf299lSn5nMcLWEmlbLWOcr0tc/LJ/4yr/IEz/9J6mrqSp4A+Dub5413gAYogGQlkltIfx7lf6njPkn/QMAUObp318X+comUNvs7p9qAOxu65QPnPcduf+WKzxqAJxJA2C2TKpbg1KjchYj5T8AAIByEahdIqElh7v3t7yyy20A9A8OF/x5j25d7H4CUF/NHID0XKpvKg1qVcgaf8Sii1OPWSGHLqlzT/KGmgo57rDmyX9T3ztudXPW3+sdGpUtr3e591/Y0SW9g1F59MU35IWJ781H588vKOi+Ljn7xrw+XqtTbqp81O1px6zMWma7OvtlV0e/e3+ne7/P7U3ZOfF99e/5KJtHt74h//W7985rPxqc13zm29dIa0u9e/xbW+rcfUqljuvB193nvm5VB9TzTlev/u0bZ3pen6crh2LWrVI6x/J5Pi6kzqm6ocplIedrsf9elMpx1e3vJubeAFDUJwDJBoA3nwAsZghQZi6dOhyF8J//8G+nXUrZ/ciCpT7zbr4BTQXG5Jt36pu4emO7/fcvyU/+46XJ0Fsy8lB/1Bv6mW9f624qJOfSQEgG6VOn+Zm3XHx7Hspq7sveneo0WD7znqPcfcllv6fbh8//4Ldy71OvTnk5RTrIxfk7McNz+vccW0hZ256cr4X8e1E2fztL4X3XTrnCb3LUj2WXTSYI1DS7+zrWtb0oDYB3/d0vCP52RibVrD/a1KioMz5goedfB+qN7aKzTpRnrjtHrvjkSe7XfqCC8r9dfqb87nsfd/cvl+CfC7f33+M3evXa1b6oLZfgP5tHt+6h4nOOgeOKQjYA1BCg5nXufa+HAF1/wbs5ABmZVLeBPxpd4dfI2Kh6ulFvZHdefpbWb2KpQfnUiaE9+fSHPAXn5spETj+nevBVAyZf+6KGKvRm+Uh4SWW8KMcr13LgHCtuWetwnC45poe/naAB4Nh42pE0AAy9r/CrUc//+NXUJjf3WzZbvrcCU2HzTic4N6jLhxf5tcy1bC468wS3F64QoT9phdkh9aFEfspmlsdQY5JV8M9noBhu3y7r6mJZnq+YfzpKrG6V0jmW778NxXzsYtWlUjuuJfZ305PNKt/3bDUEKLR4rXt/y593yge++G1vGwBlWu6GnZlJ9RpypnHPP13/ujpu9RI55z1Ha/War/7iu+SKT51c8Od58ZWd0hcr/GmpAv+dV5yV98dta2uT3YNBKjnnGDiu8MiUTwC8bAD8zXvKttzT8igTfgtUyDL1ggrEf+9Fo1HZsWOHG/JSNTY0yGGHHSYNjY05PY4K0v/6+5eyDhHxsk7lGvy9eMNVZfvkK93O66oq+P6p8i/EEIJntu2WWCJUUuemodlz6nyOGT47jhzX0j0OyddhTmzlPhMw6DQA1P7HkpOAnQbA/bd+s+CTgFUDQLn4h78vy+Cf+jXhv8An+zib1X6KQL1x/eqXv5z239Wb2LvOOEOWLVs262OpQH393c8u6LU8/NBD89+ZHOrP1efNL/irN3m1Ke0pb/YVFRWTb/KqrFQ5qe8l96dv1MxPvban3z+1hGeu+5Tcj2z7oF672ofU1//nzrjzvFP/rOzt6pWHcjxWJ55wwqxBKNfHauuNzas8vahbOpxj+apzOf1uAcs0L8fUJ8e1mHU7f3Uty2o/NplADQEKO2UQ63pVtvzZ4waA87xl1QBQw35KrFHsy/Cf2bKi3780uT1bd9whn/zUp2Z9Ezt29ZIFPVeyJ23+6mf81zNPWuu8yW7I+dF6e3rkiSeflOefey6nn3/yiSfcW1VOJziBt6e3V/YMFP6UVPuVS9mqoJJL+a5fv94NLup3OkcCWX9mb1ff5P7OJpde0Fwfa7w8q0uubulyjvnJwo+pP/52lnLdRh4aALVLJBDtk8RAl9sAOP9bN8lP/+dXCv68G09f796WUwNA50yq+eBcev69puZVbe8NOSEvfVx6fdiWlbVx59Zy31xUz5J6E5vJ8Wuai3wMp39uNSTm++edkfOb6RNOGM01kGZSPXFqG00YTrnW5rFMsj9OLhOWVc96rgFh27Zt7qbsHpju9dtl9nfCLtNzzPbZceS4luZxsFJeR+p9MoESbl4rMec2MdApv3nkGfnSP94kN/3jlzxsAPyuDErZ1jqP6jPsx+AKv6Ug5gTUB3ZVTvvv6k3sHctGVTeW2xM+Uw/uqiUL60GKWYbc9XphPs68/NPvyGlMvHqz/ukdd0wZx6t6nHcPjveCp/aGVwRsqQuPf1y9qiYhS6oSEgmM/9HoHA54cgyPWzN7r2Hy04vkfmTbhyWVlqxyjvfk63d+RjVgsukfNeXxttzmGHzcmv1ncn2s6V5PMeuWTueY36g6mmvd8etxLWbdRnEaAHf8+g/u92gA5DGTCmP+PWwAZL+P0qHC4l1OiP3ommF3GEuuk9jmw7KkIMNkxsfEzz7cJzP4q1V6nu0My4v7wzk9z7Od47dLKhOyoWnM+X1vKnV9Do0aFZrvd4JKLuW7rmFMVjoNmZmC9njZ5Ba64paRQ9kVNsAVqm7pdo75zWjcKPvjWsp1GzQANEr/WmdSzSb8ZpQuE36LY5ZyH42LPL4vIpfO8jAjI9GFH8MC1IFcJ8OqoT7J4TqbO8Ju8J94UXN6vs5hUx4ajszrdwtVNo1r3iJ7tm7L6fVs7wm6W95fv8fHvSjPocM5VipllpfHtjmuvnjvVMdx4iNCdX04S5jwO10DYPEaiTnlkhhUDYBHvG8A3PCgb3OQofGUX30u8pV6MQVDmO5b4vYMBGTp0pknre3cWZqT7848ad2sP6M+lldj/FXwv+u1ypTgX/r2ZQxRyuZzHz3NXVMcnGPguELzBkDzWgnUjP89Vw0ANQfAC6oBcN2F/8W35Wpk5FKdaNvzP36fVn6Rmryz/sQ5f3GMVFZWzPgz48Nl7IK/lrlQgVcN+5mNWtUnGfxVz31p1sXsr2nXjh2yfJbVRNR8hwf/+RNy/d2b5Ya7ninq9Ri8OO7Few4dzrFSKTOb45q34+qDnv+0Sb52xvcwtQGwRmKiPgHochsA9bVV8j++8llPGgAv7uyUW3/zvL+C/5RMqhdTq4LObGXZbHnf5vJ3d5pNBejLP3XKjA+hxss//czzBX8tc91OPXZVTk+77eWXZXNHSDqHTO2OU3Jlnlxc9JE3y9M//Gu5+rx3S6uaZKhJHSyJ59DhHCuVMsvHYwvHteh1uxh/A5NfW7x/z7aFF6+VQHWze//GO+6XTc++7El+++rH3y4rm+t8l5V0Ho2i2awfI+MrWvnFOQr2jL1Wl3/6FKmvmXlCphov/0rXmPNY829/rl93qHT88tJ5/e7H//sv5dEtu6d8P5def9Xr1tE3Ks91VJV0HZzutb3wWoe7jKdaTz8XDc6xVMdVbVuc3739d1vl3ie3S99gtCTrYD4Uom7peI55VWZeHHNV32++6utyc5GOaakc12LX7fzVBSulB1b1ZNpkghxEmg6V0diQWM72vVvulPtu/VbBn7OuKiLnfegEueJ/P+KzHKTvmH+9hv2w2k/RNTc1yIUffcuU76seK9VrXl9TMetjqOCpxst3DpfeOPl1y+tm/Rl1tdvnchzj3/7Lv53X67jyXze5w20KQY0pvv/+++Xcc8+dvDpvro5d0yLfdzYVUtSQINUQKGYjgHNMv3OM48pxRRGZAYksO1pG216STZtfkj1tXbJyWXPBn3bju47yVfgXYbUfz+J/2sxq22B4XxEsXtTgBr/5Sl7iXo2Xf7ErWNzr1GR57sW1sy8hqZbh234gUPjhzQWaDvFqT1De1NPjLlOqLiY01waAooKKqgdqWND1d20uWENlrvtWEhZ47HxzjvnpmOfhfPTFcS2VYfWZQ/4tYcj/nOKU0wBYerTEDuyQxza/LJ/88GkFf0rV+6+G/uzp7PfN36Op81AJ/4Uq6dS2AGe6ZlSPlbpyrPJse8h5EyveMWyuSmR97rWrls76u0NjhgevvXDpv3PYcHv/nTixoAbAZCPgnFPk1ONWyReu/o2HnwKU7rk/Xd0qt3PMT8f8I+uismNHfOK8Kd/jWsy6PXP65wq/c2aa7jKgezp6PHvKFU0VTvjv81Ejapr7Ohx+nco4c4Me1EfVKmQm37zUG+izHSFt92fQg4txHVJjFfTxH94ddnsQVW/iD2+4YU6TgLNRwxbu/NbHchq6AM4xcFxRGgLViz17rnjfXl+Vnc551NSrlDOnVjN9vzhLVsydWqFCUctiPvB6qKiv5aD5PWc0bnhUngt53JlfV9+oyN3bxxsA6tio4QQqZKiwMV9qPsB4AyDiQT0szXqen2Pn5TlWSmW20GMuHNei120vN0sOjvchD8x7M737NMuKDbsTjX1Rboat7yL/WoV/ydLzz3mrxfu7WmXjr889V5rWvFl+sS0io3GjZPNZWw4XwFrX2lL62T+H80MtU3r3K+MNgNReRrXN95MA1QC46CNv8cdSnxplxHmfY2R//x3Xcsn+pfZ6NN02HNbs2Sm89U87JTHQ6Z/sr3Hvv2ZLfUJn53/iffKrZ7vd5SLzQQX1hyc+Dp+rP+08MGMv20yWLm7wzTFRvYn/d2tEzmgdk7WNiclGgNoaGhtl/fr1cuIJJ7j3c3XhX75Vbn9wi+zq0HdsZyHqlo7n2Fx7qHNpPGezbNmyec878eKYzne/SvG46lq3URgnb1jpyfOoVYX6BobErAhQ6IT/fHRBwEvJ3uEk9YateqfUdsKJJ876+1d/6S/kv1x2e97CxnyHqfQPqaXypn7wpZbxnG39ezUpuLWlLqdw+90rr8z6/W9cfnkOddubqx+ryYNqOMHKuoC8qSXu3I7PN+jt6XEnGqpNNQLOOOOMnBsBH37H4XLDr/5T23O/EHVLx3NsrqEy9XXPhZp0Pvt1J+yiHdNx4QW9hlI5rsWs2/k9/7nC70JtPGODuwqPF2684z73+NjxqE+Ok977oM+EX3tquRtsed/m80aihoiodePVNhs1LOTMk48oyGuZa33Ktu3OcSWCU49tLfg+LPRx53rs3+gz5Z5Xwu72ak9674w6xj/84Q/l+eeey2v5eLVvpVC3SvEcK5UyK0a5+vW4FrMMirJZTpCxeO+e61bvhP6vnn2yJ+du/+Cw3HHPw25us8dG/ZGVNG+/aNPzn22YH0qLCobLli6dtRfrwycfLr9+/M8Lfr5YQtygOh+dQ9lH6G390w7ZmMPvX/ixt8m/PrjFl8dxT7/pbnWRoDsUaENzwrk/fsYlQ8psx/j4tS1al0Eh6paO59hcWPZ43Znv73pBDXN78o1gWR/XUq3b8NZ3zj1DVjTXefJcn7j0KnfIj9vjHK72TRnqnEP1WufftmdoDsAL0bjIDZsPfkwYCYg7TERtRzsh8Yknn5z9DewdR0j9TQ8ueE348bBh5PXU3fZGnzt8QY1BnklrS707tv2GXz0948+lllWqb3jyp2Vhv98/KvJce8Dd1jZacvKKuNsIyOUY11VXSOGvg1DoIGsU5fWV0jk291A5v2UoL0l4c8xH4xzXYtbt/J7/VpbvkQlyce3F75ePn3G0J891wTd/6F5JOMkwTfHNsJ/UTGrrtU8mpwEW9GaaUFeMNeXhXUF3U+PEc1kp5tTjWktyf/pGjZxXulHhX30UXw7UMf7J1rC81BVwjzE4x8Bxha7Bf4Nnwf+Oex9O+16gahEHgfA/x0ZWatueJbqKt9TnNL/7UmfADYe5rIxx7OqW0ljyMWPb02e6H8HnsuqPuqDV9y94r7S2NHi/nGURykZtD+8MSpfVNOtT96gGgu5LfZbDOVYqZZaPxxaOa9HrdjGX+rR4/55tK3bwd8N/dbNvylPnqeYa9fzbWUqZs7mk3sGc7dk2U3bmsJLEace3lmRCU0Nddu8fzXliq+r5/+3/PEdOPW5Vnsu5sGVz4cfeKq1L6+dVRivWHDXrM7e3twvpX4dzjPTvv+NaDunfmma/eQ+fbrv2Ei+D/w1O8H9oymsI1R+SMuzHB1lJ4/SvTfgfL9v0/1B6+kcNeeyl2deiPmbNUrfnvBSpj+KfeOKJnHr/k58A/OLbG8c/BViqxzUALvzLt8lTt3xRbv27s+TT7z0u52OhJjpf9qnTZv25Yq+LzjlW2ucYOK7wzrWXfMDj4D+1x98MV0mwbqmPStXWOpPqNeE3p++hOMfioM5hw11HerZ1u9XY1V8//qd5v4rqyooFj3999IWdU773Upcpb1oalfvvu0/+8mMfy/mxVIhW25bX2t0VOXa1906ZmKfetHOfJ1CYCb/HpoQHNYFQbarhol73llfb3esXqNvM1/zhdxyZc+Pm0aeeF50n/Baqbul2jpXWcVnYY6t19devO1R6FnCRoYUd09I4rsWv2/mqC1ZGmTLhN3vw/2BJBP9Iy3ofTfbVnz5LfWabWE0dKsXsL2/05fYGpgLlrzfNP5isWrHM7XFfiGVnXjXle6Nj4w2AyLZt7gWuTjp5bmshq3CttgWXcYEW+zn1uEML97odDz30kOzqHnWeP1C0OrhQhapbup1jPsr+7gpel3zhk3JJsY5piRzXotftfNWFZFlakj4KCJO+cOabvQ3+90wT/Jc4wd8I+Or42Hov9qPXmP+pH7Gwldq4VbV1Do1fKXc2px1/qORnDG8+3kWmjr9VywKqIJvr+H+vXttCj9OxBVyDXw33UeXVOSSi/5j/Qh2/UjrHynHMf+mdk/k9rsUuh2K8Z/HenbltfPcG+fbn3+1h8J86xt8MV0qk5UgfjfNP33Qe9qPVaj+pm3uVNWHL95aLXB4nl4+F1djVhpqKBb2WhZruuWNO8H9k53jPtbqwlWoEeKmQx2k8OOSfmiPxgFNW6vblLrPodXChz1GoY1hK51ipHBevzomFWlVnl/xxLYW/T16+V/G+PXU7+93HyDWXfNCz4P9TJ/hnvoZAuEoqWtaLaQb8m5cyMinh36O+fxr3Jdnx727q4+vc1qw+tGQ7sF7db8hz+8ZPETX856d33OHtGvcFOE5qWM/4Bbjy3+OvykfdPrnHdIdO0fGvwTlGx/+cnHlkovSPa7l0/JfqBxFF3jaecYz8wOPgPyVYhjKG+vhyo+ffm781qqBtSds400s3/XcN5bbiyzvd8eel+/H1k3sMealzvJ9JjcX90Y9+5H4KkOtKQKWW/utrIjI0kt/XnmwYqePdNZQsr1JfhlP/9J+fc4z077/jWi7pP3WwP3lgfKiPE/wv9Sr4X+8E//+Y8hrMkL+H+hwc8iNZMqk+gjq92NSWFUt9lrY9E71XZ5xxxsy9VyccWvL78sgOU/pHbTlppeWGfhV21XbCiSe6E/PWr1+/4OdQj6saF8ntgS19UogP8R/740657rob5LhjjlrQa1evV43tf+755yc/DVFzJB7eYbi34BwDxxXe2fjuYz0O/tP0+Lur+gTKoMRtrTOpPuHftrNc1Y8GQNGORQ42v9o768oVq1oa3B6sx/64o6T35bm9Il2Dhpy+2pa6yPj3VPhNTgZW+7h02TJ3RRG1pGBjQ4M0NDZOeRzVo6eCswrMPb297m1be/vU4US2kYfVfqY+QHO1iDUWzfrak68587Wr15t83epWTUjckXExItVb+fDrpnvrSe+jDuf+Ql6jrudYIY9LqRzzcjyuJXcsUrpaLXt8K+NMsPE93gX/n937sPz07qnBXwX+yJIjxTDM8jgO2a40TfgvVDlrXNKa+O6VV87476pXKtceaRUE1XCQmaghIo+9bszrteRH7iPf1L7/v62GHL3ElhOX2xJJOXuSPfalfpwqgrbbM5/P1/7cPsPd8tXjf+2tP5WV9Xbejlup1a1SOseK9behEMd8+Yf+Sf7m7VbZ/+0stb+b8CL4f8iz4P+ly6+bPviXRY//wQxKz79HHQ06r6lajtSE2ZNWzXygxt/wDW32SQXcZNhVjYAV9SJrm+y8PK4KB2/0jd/2jxbm9avHvv2PhqxdtLDXrl6vCh8vdRTutaI8zzFwXKFf8Ffr+ZcVW+8cqtUVfqf2+9MCKEqNz5EKhXv61JvU9D+jhtCoNzH1c6W+P5le6hzffrvdcPdRDalprh7/RKC+QiaHB6VSPXrR+HjZ9EfHg3PnoGQEaLug+zUe3Ke+9rqK8SFNma9d/bxaf1zdqgm9ah8OHi+7SMfE9tW54o9zzC6TY15ux7UUj0XqFX5Tv1c+mcDb4P/QDMH/CHc9/3LLY5qP+hHD1qTpcu4///zStx27/AfJr3fu7ZP/c9cWsjgAAGUkMdInw3tecO8vfucXJFTXIrEDuyS2f1cZBf8Pl0DwL8Me/wmHHlIvf/XRYye/busa7P3WOR9o1OX1azXh184c98PYHwAAyoud0u+azAJWeWSC9510hHfB/54Zgn/zEe6ynmWbwzIyqW0z5t8zjHYEAKC8pE6dNic2L69wXCxHr26Ra//2TM+C/wVO8J9Spk7wr3CH+lSVfR3UmbY9/6zzDwAAyoEK/r/8H5+R2uqIZ8FfCP7TR1IRev49yv5TV/th2A8AAGWWvFQgmJjwO3mhX/8O+zl69VKPg/+10wT/w8t7qE9GHbRZ59+LVpbNOv8AAKBsuMH/qlII/ke4V/BFei7Ndp/wn/eGlr4fsQAAABD8fRL+GfbjTSEz7AcAgHJPXe44n4NhwN38lQm8DP4v/nmHXPCNa7L+W6RpjZhBhvrklEkJ/4UoaXr+AQCAv9VVV8gv//mzngX/D/3VP2T9t/CiwyQQqeWA+DCTajTmn1H+AADA3759/ns9Df59A0NZg3+wuomDMUsu1ZVWE36tlJaVZdMcAACgPGOXlRHB/JEJVrY0yH97z3FFDv6HOsF/ERlrLpmUCb8FKugpV1OjXgIAUJbZ385oB/gkE7zvpCOLG/wbneBf1US+yqEOTsmkhP/Cne+pXxnUTgAAyoqRkvQNJ/mrzfRJJnjfyUd4EPy/njX4Rxrp8Z9LHbRnSKiE/7wl/8wr/AIAACA/wZ8x/jlHUqHn36Psb0+dWc2KPwAAlFnyylhjUW2W5Y9MUKBdcIP/Z6cJ/otaJVi1iEw1xzrIaj8enRC2zouqAgAAeGz24E+P/3xCKeHfo8Yw2R8AAPhV31CU4K9JKOUiX16Uc9aPWGgBAABQdslr8v3fEj8t9/PbJ7bJe/O04s948P/7mYf6kKPmWQNtrUejaBX+rSlj/qmAAACQ/f2RY//98W3yj+e/373K70L0O4H/Q5/JHvzDdcskWMlyngutg1OvPUX4L9j5nn6fmgsAQPml/8yWgD/Sf//giPyvOx+Rr/zV+xYW/N0e/8Gpoa+6SUJ1S8lPeaiD9jQ1UgemTsWcHPrjblRcAADgM1f/+N/dITsLCf5b//R61uAfaWylgPPU/NQ5k+oT/ieG/SQ3mxm/AADAZwKRWvnQZ7425wYAwd9bOmdS1vkHAAD6sCf/N7HOv3VwvX+fGIhabgPg7y/8lJx/zlmz/vzjz2yVT134naxj/NXE3kjDKjJTfkMpS3162QBIKXcxqH4AAJQdI+XWnLj1UyYI1yyR/p5d8g/fu1Vu/sk9cv5nzpIPvvskWbl8yeTP7NnXKZv+c6v87O7fubeSpQzc4E+Pf0EaoIR/z1pZ6V8zYQUAgDJMXmn31Wb5KhMEqxol1r9P7ERMdu9tdxoBt7jb3B5DBf9VZKUC1UFb4xm/Gg37yVxWifoMAEBZ5//U3O+zTFCxaLWMdP5pno0HNdSnlZzkWSZlwm+BCprVfgAAQHkwQ5XjQ3bMwNyDP0N9Ct76TM+ler36oEbFnOVqajQAAAAot+Dl26t8TQnyjU4joEJGe3aLNTYyS2vBlHDtMgnVNJOPPAr/qRmV8F+IYs72EQt1GwCA8sv+kpL9/TfkPz3TByulsvkIiQ8fkHi0TxKjA+MrHE0IhKslUNHg9vgb6lMCspHnmZQJvx6d79RtAABQLlS4VxvIpGUT/jPX+WfYDwAAxK70DfAklLLUp1fh37L0nVkNAAAAfzQ/UzOpbRH+C1bUaRMqnPBv0AAAAKCsGClX81X3DcsavyUTwMM6mJpJmfBbqOhvp7eyKqvC1D4AAAB4m0klPZNa9PwXKvzbaUN9KqpC1D4AAAB4HUrTV/uh578w4vHE5qmFy0d8AACUWfLKuO/ztT5Rcha31DDsxwv3/+CSTZfc8jOyPwAAZP/07M9iP/CSZadN8h0ejO0k/BeqrDO+DoVNGYslqIQAAJRV+i+PK/yidGtgaiZNWHafTq/f1KqwLSttq2+opAYCAADAM3X1kSmZVCda9fz3HBjurW+sbJhsDNDQBwCgvNDxjyILhAJpE37HxhKvEv4Ldb4fXNrX1dRcLfs7B6iFAACUVfrP1hog/cMblVWhtDwaj1sv6vT6tRr2MzQ4+oI1sbyS2gJBkxoIAAAAz0QqQ5KaR53wv1mn169Vz38ikeixU5patfUVXNEPAIAyYjhv+8ZEL79pW+5mWFzhF95Y1FwjdkZd+931X96k0z5o1XU+Fkv8IbWlVVMfoRYCAADAE+ois6lZtGf/0KBu+6Bb+L8rtcDNoOkchDA1EQAAAAVXU1+RFv6dbNqh2z5oNeznoZu+uuuT37s1HqkMTb7uxsVV0rZ7lNoIAEBZ4Aq/KJ4GJ3emDvsZHR3bSvgvsOHBWHcoElya/Lq6LsL5DgBAOWV/O+U+S33Cq9AcCkhVbUSslKv7jo0m/kD4L7CR4dGn6poqP5L8umlZrby6tY0aCQBA2aV/FvqHdxoWVzq1LL2e/f6Gy67RbT+0WyszFo3/XLW4xmIxt+UVrgi6ky8AAACAQqlrqnazZ3I70NHbp+N+aBf+H77pa78YG0vYbvifmGxR11RFjQQAAEDBLFpakzbZt3vPnld03I+gji96sG+ko6JSliYnXCxqqZHO3b3USgAA/C51jXXbGv86uQEFUl1X4Y42SWbP2Miw7N+z81c67ouWl8gdHozdFx872PPf4IR/NQkDAAAAyLfmlfVpvf6DPT32q5vueVDHfdGy538sOvad+Jh9bupSS80r6qR9Rw+1EwAAHzMy7qvNzPg+kG8NLdWTvf62Zcn+N9q1XW1Gy/C/6bZv7Dr5nC93V9Y3LU5+b9FyJ/y/foDaCQCAr6UM8VFLLloWw35QULVNVRKKBCeX+IwO9Et/V9cfdN0fU9cXPnCgZ1NsNDr58UtFbVgq1Zr/AAAAQJ4sOqQubchPT1t7Yvujd92m6/4EdX3hbS8/c1vLEYedVbMoPPlJX3Nrg+ze2k4tBQDAt7jCL7wTrgxJ4/JaN/QrYyPDMrC/d4fO+6Rtz//+nS+19ezr3JvaEmtwDo46SAAAAMBCNWb0+g/2dEvH9peu13mfgjq/+Deef/r7Sw9ffa0ZPBj4Veus41XG/gMA4Et0/MMjgaApTavqJyf6WvExGejqGez88+YXCf9F0vnK5hd73jijv3HV8rrJ8L+yTrp39kgiblFrAQDwZfpPJn0rJfmT/pFfTa31YphqTvl4phw80C0H9uz5ie77Zeq+A/u2vfiTRCIx+XGMETCk5YgmaiwAAADmRfX6qw7lZL4cG43K4P79iV1P//svdd+3oO47sOup++9qWX/UZxpXHOz9r1taI12vHZCxkTi1FwAAP3GX9Zy47y71yRV+kX9LDl/kdignh/wMdndKf1v3g37YN9MPO9Hx8ktpvf9qW7q+mZoLAACAOYnUhqV2ac1kphwdGZaR/sHEq3/41dV+2L+gH3Zi19MP3NW09vDPNh66snbywDVEpKa5Soa6hqnFAAD4RPKqvoopB6/uyxV+kS+L1y2aXNpTGexql/07dt6S5Ue1HGIS9MuBatvy/DVVixuvCFVVHzx4RzTJSM+IWEz+BQDAR+yUWyb8In/qVtRJpC5y8Gq+vQdkpHdocM8zD2Yb6z9A+PdWj7M1TIb/rY8+Urfy0HNbNhy13DAnRjMFDGlyGgBdL3ZRmwEA8FPul5TMT/ZHHoRrwlLfWj/Z65+IxWS4d7/sf/3VH0zzK/T8eyya+Y29zz56WUVjzR31K1onP/2rbKqU6qXVMtQ+SK0GAMCX6Z+F/rEwZtCURUccnORrW5YMdbfLYGffC+1bH3tkml/TMlzqPOF3ykctgx07Ow68tuvng10dkrDsya3usAYJVYep2QAAAJiifnWjBKpCk9lxaH+XRAeHEx0vPn3VtM1Q2+4h/HvZ7rdt1dqa0vu/56n7bhts7zww3N0x3nKbWPt/0VFNbqsOAAAASKpqqZbKJVWTuXF0sN/d+nbuvkV1LE/za9oOKdF9wq9qcS3L/ObezY9duOLkd91uiR2oXDS+5KcRNmXRhsVyYGsXE4ABANBV6pr+tqUuv8o6/5i3iqZKqVvbIJY9ng3j0RFRHcgj3f0v7Hvu9zNd0KtN133WvSu8Pds3hzp3dfRs3/5PowP9MtTd6c7YVptZGZTatY3UdAAAgDIXrA45ubBhMieOjY7KUFe7xIZigzsevvPLs/y6tqvJaN3zr8ZaGYahhv5UZP5b50uPP1LR2HxGZYv9jvhoVKqWLBe1ClCoMeIe6IFXe6j1AADo9+6fcZ/lfjC/4F9/dJPY5vgEX2ssJkOd+8SOJ+y2zY9+cZZf73V+J0r4L54dzrY+2z/s3nT3Nw99z9m3h+rs5YPte6Ry8VIxQ2EJLa6UaudAD+/sdw4yQ4AAANA6+7PYD+YgoHr8j0oP/sNO8Lfilt33yitXqhEkszzEHq0bPtr/DbDtNsMwDpMsvf/Kzt///JxD/+ITdwZrZNFg2xsSrmtwtkYJNVVKTWVQhl4+IHaCBgAAADowMu6nbsBsws2VUtFaL7bhBH811GdoQEZ7ut1/G9rb/vOul594ZJaHGHSyp9YXkPLLFX6n7f1XOv/4+IVL3vzOH5uRYCTa1yOx4SGJNCySQGWlVK1vlJHX+8QaHuOMAACg5KUO8eEKv8hd5JBaCR9SM15b1Ko+vftlbLDf/bdoe/cDbc/8+205PMx23cvBF+F/ovd/pXO3Jtu/D3ft7ujc/Njnmt/8jh+b4WAkEYu6H+8Eq51KUL9IKo5slNiuAYl3j3BmAACgS/a3yP6YnVryPbK6XgKNEXdVHzXMZ/RAl3urjLYfeGDf0/ddncNDdeu6tn8qPy18//JM/6gaAF2bH/9cYjQ+mvwboT7qGW7bI7HBXgm1VktkXb1bQQAAAKC/QG1YKjYsErMhLFYi4fb2D3fslYQT/FUWjOYe/OOzZU1tGkO2j9bFnej9Xzfbzx1y+n+9PVBbsTy9GWRKsKpGQpW1Et8zLFbvKGcMAAAlJj46IAPdr4y/nx/9MQlXNUl0YJ+ztVE4SEn9hgRX1kqgqUJsy5L4UP/4EB9rYp6nZdvRts6fdz73u9tyfMStuo/1n4y8fjrOzkFRs6+7Z/u5vY/82zljBwZesNQM7+TmtAZjA30y1PmGxOujYqwKi1ET4uQBAADQKPQHllVL6OgmkbqAjPb1uKM81K3KeirzJcYSicHXXrtyDsF/j1+Cv+Krnn93hwxDzWM4UaYZ/5+q+YT3fD68dMnZThPIyP5Yppi20wjotcUcDXJCAQBQZG7P//6Jnv+j/nKi57+Nnn9Cv5hLqsRoijjhfkQS0WF3y2SPxAd7tjz5xZHuPR05PrJa0/85PxWV7xKtc4DiTgPguVwaAF3P//62utYNT1WvWf9dqQhO/Vk7IQkZEalXf20sMYecijWiGgRBMQMRTjQAAIBiqg+LXWWJVWVLbLRXrM7ph21b+/sf73j6vm/O4dEHnW2L34rMdz3/kzs2h08AlCVv/eC3zcaak8U0Zp/xG7NEhuJixkwxRm0xzZAYgZB6TlFPa5gBTkYAAAqAnv/yZFljIrYldsAWu9IQK+Tcr3JuEzks1T4aH4zu3fOD3j8//cgcg/9zqlOZ8O/jBkDtqg0bqlrXfU2qw8vn9EROY8BQVwqOTUwiSdiT95ONAgAAkIcQGI9KdLDTvd+w7AQJRKolHu2TMWeDz8J+xEwGOrHV/XBgbrNV43Yi0dP3YPezv716jk/v2+Dv+/Cf0gA4ytkW5/o79Ye/9fTIspV/a2cbCgQAAIDSpcJt3/CWgVf/eFV0/xsdc/ztNufXt/k6G/s9/Kc0Ag5zbg6by+/UrNqwoXLV2q9JVXgZ3fcAAAAlnPXiVsLq6XtwcNfLt88j9CvbJ1aO9Hc5lUv4n2gANDo3x8gcJzpXNK1oqWk96hyzuuZtdlVoEacXAABACVBBdjjWFuvc96O+V/7zkXk+StTZtjgPNVgWebicwv9EA0AFf3UhsGXz+X3VEKhecfiHA1XVb5GKyEo7zLI/AAAAnrBs24jFh+xo7LXYgc57+7bPO/AnqZ7+HX4d30/4T28ENE40AhY8rr9+3VtPN0ORpmBVzXESCDBPAAAAIE/ssdi+RHRkx0jHjk3zHM6TTa+zvVIuvf2E//RGgPoEQM0FqOD0AgAA8DU1xGe7n67YS/inEQAAAIB0qod/j5N7y/6CEIT/qY0ANRxopcxhaVAAAACUJBX2252820NREP5nawSoicHLJjbG8QMAAOih29nUsJ6ucprIS/jPf0Og2dkanE19MsDQIAAAgNKgxvH3TIT+HgI/4b8QjQEV/mtl/BMB1RgICp8OAAAAFNrgRNgfmLhP2Cf8F7VREJxoFAgNAgAAgAXpTbk/QMgn/AMAAACYA5MiAAAAAAj/AAAAAAj/AAAAAAj/AAAAAAj/AAAAAAj/AAAAAAj/AAAAAAj/AAAAAAj/AAAAAAj/AAAAAOEfAAAAAOEfAAAAAOEfAAAAAOEfAAAAAOEfAAAAAOEfAAAAAOEfAAAAAOEfAAAAAOEfAAAAAOEfAAAAIPwDAAAAIPwDAAAAIPwDAAAAIPwDAAAAIPwDAAAAIPwDAAAAIPwDAAAAIPwDAAAAIPwDAAAAhH8AAAAAhH8AAAAAhH8AAAAAhH8AAAAAhH8AAAAAnvv/AgwAl0ecHmVbvo8AAAAASUVORK5CYII=" style="cursor:pointer;display:block;margin-left:auto;margin-right:auto;"></a><br><br><p>The Cleric table shows how many spell slots you have to cast your spells of 1st level and higher. To cast one of these spells, you must expend a slot of the spell’s level or higher. You regain all expended spell slots when you finish a long rest. Starting from 17th level, you can almost see the flow of chance as it relates to magic and arcana. Roll against DC12, and you can regain a spell slot of the level below the spell you are casting up to your maximum spell slots. You cannot regain any spell slots of Level 6 or above.</p><p>D&amp;D Spell Cards are a useful addition to the game, that is very useful. Saves you time, gives a visual reference and representation of spells and helps every caster while preparing spells. Learn how to get Free Printable Spell Cards for D&amp;D 5th edition here! He laughs maniacally, and the cleric backs off, eyes wide. 'Okay, okay, but try to get some sleep, okay?' The warlock growls and turns away. This build is to have an insane number of spell slots at your disposal, ready to be created out of thin air. The idea is to be able to cast as many spells as possible. To cast one of these spells, you must expend a slot of the spell’s level or higher. You regain all expended spell slots when you finish a long rest. You prepare the list of cleric spells that are available for you to cast, choosing from the cleric spell list. When you do so, choose a number of cleric spells equal to your Wisdom modifier.</p><span>5thSRD</span><ul><li>Adventuring<ul><li>Equipment</li></ul></li><li>Character<ul><li>Classes</li><li>Races</li></ul></li><li>Combat</li><li>Gamemaster rules<ul><li>Magic item indexes</li><li>Monster indexes</li><li>Templates</li></ul></li><li>Rules<ul><li>Abilities</li></ul></li><li>Spellcasting<ul><li>Spell indexes</li><li>Spell lists</li></ul></li></ul><ul><span>Multiclassing</span></ul><img src="https://dreionsden.files.wordpress.com/2019/08/69274260_715267255596915_6219755747241099264_n.jpg" alt="Cleric" title="Cleric"><p>Multiclassing allows you to gain levels in multiple classes. Doing so lets you mix the abilities of those classes to realize a character concept that might not be reflected in one of the standard class options. <br>With this rule, you have the option of gaining a level in a new class whenever you advance in level, instead of gaining a level in your current class. Your levels in all your classes are added together to determine your character level. For example, if you have three levels in wizard and two in fighter, you're a 5th-level character. <br>As you advance in levels, you might primarily remain a member of your original class with just a few levels in another class, or you might change course entirely, never looking back at the class you left behind. You might even start progressing in a third or fourth class. Compared to a single-class character of the same level, you'll sacrifice some focus in exchange for versatility. </p><h2>Prerequisites</h2><p>To qualify for a new class, you must meet the ability score prerequisites for both your current class and your new one, as shown in the Multiclassing Prerequisites table. For example, a barbarian who decides to multiclass into the druid class must have both Strength and Wisdom scores of 13 or higher. Without the full training that a beginning character receives, you must be a quick study in your new class, having a natural aptitude that is reflected by higher-than-average ability scores.</p><table><thead><tr><th>Class</th><th>Ability Score Minimum</th></tr></thead><tbody><tr><td>Barbarian</td><td>Strength 13</td></tr><tr><td>Bard</td><td>Charisma 13</td></tr><tr><td>Cleric</td><td>Wisdom 13</td></tr><tr><td>Druid</td><td>Wisdom 13</td></tr><tr><td>Fighter</td><td>Strength 13 or Dexterity 13</td></tr><tr><td>Monk</td><td>Dexterity 13 and Wisdom 13</td></tr><tr><td>Paladin</td><td>Strength 13 and Charisma 13</td></tr><tr><td>Ranger</td><td>Dexterity 13 and Wisdom 13</td></tr><tr><td>Rogue</td><td>Dexterity 13</td></tr><tr><td>Sorcerer</td><td>Charisma 13</td></tr><tr><td>Warlock</td><td>Charisma 13</td></tr><tr><td>Wizard</td><td>Intelligence 13</td></tr></tbody></table><h2>Experience Points</h2><img src="https://dungeonsolvers.com/wp-content/uploads/2018/06/1408985246272.jpg" alt="Dnd" title="Dnd"><p>The experience point cost to gain a level is always based on your total character level, as shown in the Character Advancement table, not your level in a particular class. So, if you are a cleric 6/fighter 1, you must gain enough XP to reach 8th level before you can take your second level as a fighter or your seventh level as a cleric. </p><h2>Hit Points and Hit Dice</h2><p>You gain the hit points from your new class as described for levels after 1st. You gain the 1st-level hit points for a class only when you are a 1st-level character. <br>You add together the Hit Dice granted by all your classes to form your pool of Hit Dice. If the Hit Dice are the same die type, you can simply pool them together. For example, both the fighter and the paladin have a d10, so if you are a paladin 5/fighter 5, you have ten d10 Hit Dice. If your classes give you Hit Dice of different types, keep track of them separately. If you are a paladin 5/cleric 5, for example, you have five d10 Hit Dice and five d8 Hit Dice. </p><h2>Proficiency Bonus</h2><img src="https://40.media.tumblr.com/23ace9130990b0559c65429695a46b4b/tumblr_no4zi21FsJ1rkqhfbo1_1280.png" alt="Dnd 5e gaining spell slots cleric" title="Dnd 5e gaining spell slots cleric"><img src="https://qph.fs.quoracdn.net/main-qimg-d2b9757adc7622f40203dba13b0adaa7" alt="Dnd 5e spell slots cleric" title="Dnd 5e spell slots cleric"><p>Your proficiency bonus is always based on your total character level, not your level in a particular class. For example, if you are a fighter 3/rogue 2, you have the proficiency bonus of a 5th-level character, which is +3. </p><h2>Proficiencies</h2><p>When you gain your first level in a class other than your initial class, you gain only some of new class's starting proficiencies, as shown in the Multiclassing Proficiencies table.</p><h4>Multiclassing Proficiencies</h4><table><thead><tr><th>Class</th><th>Proficiencies Gained</th></tr></thead><tbody><tr><td>Barbarian</td><td>Shields, simple weapons, martial weapons</td></tr><tr><td>Bard</td><td>Light armor, one skill of your choice, one musical instrument of your choice</td></tr><tr><td>Cleric</td><td>Light armor, medium armor, shields</td></tr><tr><td>Druid</td><td>Light armor, medium armor, shields (druids will not wear armor or use shields made of metal)</td></tr><tr><td>Fighter</td><td>Light armor, medium armor, shields, simple weapons, martial weapons</td></tr><tr><td>Monk</td><td>Simple weapons, shortswords</td></tr><tr><td>Paladin</td><td>Light armor, medium armor, shields, simple weapons, martial weapons</td></tr><tr><td>Ranger</td><td>Light armor, medium armor, shields, simple weapons, martial weapons, one skill from the class's skill list</td></tr><tr><td>Rogue</td><td>Light armor, one skill from the class's skill list, thieves' tools</td></tr><tr><td>Sorcerer</td><td>-</td></tr><tr><td>Warlock</td><td>Light armor, simple weapons</td></tr><tr><td>Wizard</td><td>-</td></tr></tbody></table><h2>Class Features</h2><p>When you gain a new level in a class, you get its features for that level. You don't, however, receive the class's starting equipment, and a few features have additional rules when you're multiclassing: Channel Divinity, Extra Attack, Unarmored Defense, and Spellcasting. </p><h3>Channel Divinity</h3><p>If you already have the Channel Divinity feature and gain a level in a class that also grants the feature, you gain the Channel Divinity effects granted by that class, but getting the feature again doesn't give you an additional use of it. You gain additional uses only when you reach a class level that explicitly grants them to you. For example, if you are a cleric 6/paladin 4, you can use Channel Divinity twice between rests because you are high enough level in the cleric class to have more uses. Whenever you use the feature, you can choose any of the Channel Divinity effects available to you from your two classes. </p><h3>Extra Attack</h3><p>If you gain the Extra Attack class feature from more than one class, the features don't add together. You can't make more than two attacks with this feature unless it says you do (as the fighter's version of Extra Attack does). Similarly, the warlock's eldritch invocation Thirsting Blade doesn't give you additional attacks if you also have Extra Attack. </p><h3>Unarmored Defense</h3><h3>Dnd 5e Spell Slots Cleric Spell</h3><p>If you already have the Unarmored Defense feature, you can't gain it again from another class. </p><h3>Spellcasting</h3><p>Your capacity for spellcasting depends partly on your combined levels in all your spellcasting classes and partly on your individual levels in those classes. Once you have the Spellcasting feature from more than one class, use the rules below. If you multiclass but have the Spellcasting feature from only one class, you follow the rules as described in that class. <br><strong>Spells Known and Prepared.</strong> You determine what spells you know and can prepare for each class individually, as if you were a single-classed member of that class. If you are a ranger 4/wizard 3, for example, you know three 1st-level ranger spells based on your levels in the ranger class. As 3rd-level wizard, you know three wizard cantrips, and your spellbook contains ten wizard spells, two of which (the two you gained when you reached 3rd level as a wizard) can be 2nd-level spells. If your Intelligence is 16, you can prepare six wizard spells from your spellbook. <br>Each spell you know and prepare is associated with one of your classes, and you use the spellcasting ability of that class when you cast the spell. Similarly, a spellcasting focus, such as a holy symbol, can be used only for the spells from the class associated with that focus. <br><strong>Spell Slots.</strong> You determine your available spell slots by adding together all your levels in the bard, cleric, druid, sorcerer, and wizard classes, and half your levels (rounded down) in the paladin and ranger classes. Use this total to determine your spell slots by consulting the Multiclass Spellcaster table. <br>If you have more than one spellcasting class, this table might give you spell slots of a level that is higher than the spells you know or can prepare. You can use those slots, but only to cast your lower-level spells. If a lower-level spell that you cast, like <strong><em>burning hands</em></strong>, has an enhanced effect when cast using a higher-level slot, you can use the enhanced effect, even though you don't have any spells of that higher level. <br>For example, if you are the aforementioned ranger 4/wizard 3, you count as a 5th-level character when determining your spell slots: you have four 1st-level slots, three 2nd-level slots, and two 3rd-level slots. However, you don't know any 3rd-level spells, nor do you know any 2nd-level ranger spells. You can use the spell slots of those levels to cast the spells you do know — and potentially enhance their effects. <br><strong>Pact Magic.</strong> If you have both the Spellcasting class feature and the Pact Magic class feature from the warlock class, you can use the spell slots you gain from the Pact Magic feature to cast spells you know or have prepared from classes with the Spellcasting class feature, and you can use the spell slots you gain from the Spellcasting class feature to cast warlock spells you know.</p><h4>Multiclass Spellcaster: Spell Slots per Spell Level</h4><h3>Dnd 5e Spell Slots Cleric</h3><img src="https://olddungeonmaster.files.wordpress.com/2019/08/spell-tracking-cards.jpg?w=584" alt="Dnd 5e Spell Slots Cleric" title="Dnd 5e Spell Slots Cleric"><table><thead><tr><th>Level</th><th>1st</th><th>2nd</th><th>3rd</th><th>4th</th><th>5th</th><th>6th</th><th>7th</th><th>8th</th><th>9th</th></tr></thead><tbody><tr><td>1st</td><td>2</td><td>-</td><td>-</td><td>-</td><td>-</td><td>-</td><td>-</td><td>-</td><td>-</td></tr><tr><td>2nd</td><td>3</td><td>-</td><td>-</td><td>-</td><td>-</td><td>-</td><td>-</td><td>-</td><td>-</td></tr><tr><td>3rd</td><td>4</td><td>2</td><td>-</td><td>-</td><td>-</td><td>-</td><td>-</td><td>-</td><td>-</td></tr><tr><td>4th</td><td>4</td><td>3</td><td>-</td><td>-</td><td>-</td><td>-</td><td>-</td><td>-</td><td>-</td></tr><tr><td>5th</td><td>4</td><td>3</td><td>2</td><td>-</td><td>-</td><td>-</td><td>-</td><td>-</td><td>-</td></tr><tr><td>6th</td><td>4</td><td>3</td><td>3</td><td>-</td><td>-</td><td>-</td><td>-</td><td>-</td><td>-</td></tr><tr><td>7th</td><td>4</td><td>3</td><td>3</td><td>1</td><td>-</td><td>-</td><td>-</td><td>-</td><td>-</td></tr><tr><td>8th</td><td>4</td><td>3</td><td>3</td><td>2</td><td>-</td><td>-</td><td>-</td><td>-</td><td>-</td></tr><tr><td>9th</td><td>4</td><td>3</td><td>3</td><td>3</td><td>1</td><td>-</td><td>-</td><td>-</td><td>-</td></tr><tr><td>10th</td><td>4</td><td>3</td><td>3</td><td>3</td><td>2</td><td>-</td><td>-</td><td>-</td><td>-</td></tr><tr><td>11th</td><td>4</td><td>3</td><td>3</td><td>3</td><td>2</td><td>1</td><td>-</td><td>-</td><td>-</td></tr><tr><td>12th</td><td>4</td><td>3</td><td>3</td><td>3</td><td>2</td><td>1</td><td>-</td><td>-</td><td>-</td></tr><tr><td>13th</td><td>4</td><td>3</td><td>3</td><td>3</td><td>2</td><td>1</td><td>1</td><td>-</td><td>-</td></tr><tr><td>14th</td><td>4</td><td>3</td><td>3</td><td>3</td><td>2</td><td>1</td><td>1</td><td>-</td><td>-</td></tr><tr><td>15th</td><td>4</td><td>3</td><td>3</td><td>3</td><td>2</td><td>1</td><td>1</td><td>1</td><td>-</td></tr><tr><td>16th</td><td>4</td><td>3</td><td>3</td><td>3</td><td>2</td><td>1</td><td>1</td><td>1</td><td>-</td></tr><tr><td>17th</td><td>4</td><td>3</td><td>3</td><td>3</td><td>2</td><td>1</td><td>1</td><td>1</td><td>1</td></tr><tr><td>18th</td><td>4</td><td>3</td><td>3</td><td>3</td><td>3</td><td>1</td><td>1</td><td>1</td><td>1</td></tr><tr><td>19th</td><td>4</td><td>3</td><td>3</td><td>3</td><td>3</td><td>2</td><td>1</td><td>1</td><td>1</td></tr><tr><td>20th</td><td>4</td><td>3</td><td>3</td><td>3</td><td>3</td><td>2</td><td>2</td><td>1</td><td>1</td></tr></tbody></table><p>As a conduit for divine power, you can cast cleric spells.</p><h2>Cantrips</h2><p>At 1st level, you know three cantrips of your choice from the cleric spell list. You learn additional cleric cantrips of your choice at higher levels, as shown in the Cantrips Known column of the Cleric table. </p><h2>Preparing and Casting Spells</h2><p>The Cleric table shows how many spell slots you have to cast your spells of 1st level and higher. To cast one of these spells, you must expend a slot of the spell’s level or higher. You regain all expended spell slots when you finish a long rest. </p><p>You prepare the list of cleric spells that are available for you to cast, choosing from the cleric spell list. When you do so, choose a number of cleric spells equal to your Wisdom modifier + your cleric level (minimum of one spell). The spells must be of a level for which you have spell slots. </p><p>For example, if you are a 3rd-level cleric, you have four 1st-level and two 2nd-level spell slots. With a Wisdom of 16, your list of prepared spells can include six spells of 1st or 2nd level, in any combination. If you prepare the 1st-level spell cure wounds, you can cast it using a 1st-level or 2nd-level slot. Casting the spell doesn’t remove it from your list of prepared spells. </p><p>You can change your list of prepared spells when you finish a long rest. Preparing a new list of cleric spells requires time spent in prayer and meditation: at least 1 minute per spell level for each spell on your list. </p><h2>Spell Casting Ability</h2><p>Wisdom is your spellcasting ability for your cleric spells. <a href="https://ameblo.jp/faivelwito1976/entry-12650533675.html">Best crypto poker sites</a>. The power of your spells comes from your devotion to your deity. You use your Wisdom whenever a cleric spell refers to your spellcasting ability. In addition, you use your Wisdom modifier when setting the saving throw DC for a cleric spell you cast and when making an attack roll with one. </p><p>Spell save DC = 8 + your proficiency bonus + your Wisdom modifier </p><p>Spell attack modifier = your proficiency bonus + your Wisdom modifier </p><h2>Ritual Casting</h2><p>You can cast a cleric spell as a ritual if that spell has the ritual tag and you have the spell prepared. </p><h2>Spell Casting Focus</h2><p>You can use a holy symbol (see <strong>Equipment</strong>) as a spellcasting focus for your cleric spells. </p><br><br><a href="https://cameblo.blog-update.download/jayam-manadera-film.html#wYKVQszFM=AAdcBgYCQgYARQYNE01KWEZRU0BKXFhUHgIGSRcWBFVeGEtaWkVFHQFdUhYKVhwHAQIcBUpfV11XWwoMD0tTFR4KFgQFAwcaVh0OSAZbHWNjH1FYA1paXxtdE00CBwhPV19PX0FeBw9VBxtIF1BIQkMWA1RDC1dj" target="_blank"><img 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</description>
<link>https://ameblo.jp/faivelwito1976/entry-12695695575.html</link>
<pubDate>Thu, 02 Sep 2021 19:32:24 +0900</pubDate>
</item>
<item>
<title>Pokie Spins Casino Bonus Codes</title>
<description>
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" 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</description>
<link>https://ameblo.jp/faivelwito1976/entry-12695695510.html</link>
<pubDate>Thu, 02 Sep 2021 19:32:00 +0900</pubDate>
</item>
<item>
<title>Admiral Casino Zadar Poker</title>
<description>
<![CDATA[ <a href="https://cameblo.loadbybox.com/download-eyeshield-21-sub-indo-mp4.html#XHTib=BwFQBFYCQAhaTFNfFRpOX0cGWkcaAFRUWhdWXElTUkBcW1sfH1BQWUoTElkOB0YdAFUIHgZNV1heB1tZDFseARkZDRpXAQYJFAxOD0kHWhxkNxVTWwRSVVxLXUBNVlJaQ1BYQwxFWwkBD1QaSRZRSUUXHAFXRANYYA==" target="_blank"><img 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" 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Giardina's removal as deputy head of U.S. Strategic Command was announced last year, evidence of his possible role in manufacturing the counterfeit chips has not previously been revealed. Investigators said they found his DNA on the underside of an adhesive sticker used to alter genuine $1 poker chips to make them look like $500 chips.</p><p> Nor had the Navy disclosed how extensively he gambled.</p><p> The case is among numerous embarrassing setbacks for the nuclear force. Disciplinary problems, security flaws, weak morale and leadership lapses documented by The Associated Press over the past two years prompted Defense Secretary Chuck Hagel on Nov. 14 to announce top-to-bottom changes in how the nuclear force is managed that will cost up to $10 billion.</p><p> The records obtained by the AP under the Freedom of Information Act show Giardina was a habitual poker player, spending a total of 1,096 hours — or an average of 15 hours per week — at the tables at the Horseshoe casino in Council Bluffs, Iowa, in the 18 months before being caught using three phony chips in June 2013.</p><p> He was such a familiar figure at the casino, across the Missouri River from his office near Omaha, Nebraska, that some there knew him as 'Navy Tim.' But they may not have known he was a three-star admiral and second-in-charge at Strategic Command, the military's nuclear war-fighting headquarters. Strategic Command also plays key roles in missile defense, cyberdefense, space operations and other functions.</p><p><a href="https://ameblo.jp/faivelwito1976/entry-12650523512.html"><img src="https://hypnosisappstore.com/wp-content/uploads/2014/12/Stop-Gambling.jpg" alt="App to stop you gambling money"></a></p><p> A career submarine officer, Giardina is a 1979 graduate of the U.S. Naval Academy.</p><p> Such was Giardina's affection for poker that even after he was caught he 'continued to come in and gamble on a regular basis' at Harrah's casino, also located in Council Bluffs, according to an account by an Iowa Division of Criminal Investigation agent that was turned over to the Naval Criminal Investigative Service after NCIS took over the case in August 2013.</p><h3>Sign up for the Navy Times Daily News Roundup</h3><p>Don't miss the top Navy stories, delivered each afternoon</p><div><h3>Thanks for signing up!</h3></div><p>Sign up for the Navy Times Daily News Roundup to receive the top Navy stories every afternoon.</p><p><span>By giving us your email, you are opting in to the Navy Times Daily News Roundup.</span></p><p> On July 18 Giardina was banned from both the Horseshoe and Harrah's for 90 days, but he returned at least twice to play poker at the Horseshoe before the ban expired. The second time, in October, he was given a lifetime ban from all gambling establishments run by the Horseshoe's owner, Caesar's Entertainment Corp.</p><p> The report included Giardina's remarks to a casino security agent about the polygraphs given at Strategic Command to officers holding security clearances.</p><p> '(What) they're really trying to do is find out if you got, you know, if you're having sex with animals or something really crazy or you've got this wild life that you could be blackmailed into giving military secrets out,' he was quoted as saying.</p><p> At Strategic Command, Giardina was privy to highly sensitive national security secrets. Legal gambling by Strategic Command officers with security clearances is not prohibited or limited by policy, although if they incur excessive debt they are required to report it, according to the command's chief spokeswoman, Navy Capt. Pamela Kunze.</p><p> Six days after he received the lifetime Caesar's ban, Giardina was kicked out of the Hollywood Casino at Kansas Speedway in Kansas City, Kansas, according to the NCIS records that gave no reason for that expulsion. <a href="https://ameblo.jp/faivelwito1976/entry-12650544168.html" title="Free download casino slot machine">Free download casino slot machine</a>. That casino is not a Caesar's property.</p><p> The state investigator's report also said a review of surveillance footage revealed 'odd behaviors' by Giardina at the Horseshoe.</p><p> 'Giardina was observed taking cigarette butts out of public ash trays and smoking them,' it said.</p><p> Giardina, who remains on the Navy payroll as a staff officer in Washington, was never charged with counterfeiting. Instead he was found guilty in May 2014 of two counts of conduct unbecoming an officer — lying to an investigator and passing fake gambling chips. He was given a written reprimand and ordered to forfeit $4,000 in pay.</p><p> The Navy chose not to pursue a court martial because they were uncertain they could get a conviction with the evidence they had, officials said.</p><h3 id="admiral-casino-zadar-poker-tournaments">Admiral Casino Zadar Poker Tournaments</h3><p> In early September 2013 Giardina was quietly suspended from his post at Strategic Command, which he had assumed in December 2011. One month later he was fired and reduced in rank from three-star to two-star admiral.</p><p> Giardina did not respond to an AP email request Friday for comment on the investigation report. 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</description>
<link>https://ameblo.jp/faivelwito1976/entry-12695695456.html</link>
<pubDate>Thu, 02 Sep 2021 19:31:37 +0900</pubDate>
</item>
<item>
<title>Slot Casino Machine Free</title>
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<title>Best Crypto Poker Sites</title>
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<link>https://ameblo.jp/faivelwito1976/entry-12650533675.html</link>
<pubDate>Sat, 16 Jan 2021 05:57:38 +0900</pubDate>
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<link>https://ameblo.jp/faivelwito1976/entry-12650529110.html</link>
<pubDate>Sat, 16 Jan 2021 03:53:46 +0900</pubDate>
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<link>https://ameblo.jp/faivelwito1976/entry-12650523512.html</link>
<pubDate>Sat, 16 Jan 2021 01:42:54 +0900</pubDate>
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