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14:22:12 +0000 Sat, 09 Nov 2024 14:22:12 +0000 JJ /archives/114366/#comment-180343 /archives/114366/#comment-180343 Sat, 09 Nov 2024 14:22:12 +0000 JJ 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7PvqwYPD6iKXvR80uZdlfZd880eaDtnAC8e/rWK7qT+GeLcsPjZ2/cER3yNj386L7V1n+ydhXi+pPnED+3dGXrL5GnPutDg5+o0Pevln/oW9BykFgLAJd3mb6gDjxvCzeUcIQvT4TqM8lfloWnaSXLB6HpcWkp89eLPo1MGtfzsflPjZBHUtrE/wtlIA1GFQX5MOS6PvVc892F71OrEsTK74lXh+14gi6Lv+A+7bfj6VgqC9e97VHOQiMRiDuoCG9OVLbs7IOuhLWj4s/elRcstRyfdQ7GtR+8A5ZXpPF6hM528ay/2LOCpZki2uk5baWvs1kiX6EQh+6/jlr54y635C69flMlYtl+bvDqbL+XOe4410fbbrWrNeT9Z/ZU47NMdV6/duSK0T5X7KcbOx8xtD1VV3kFPwDR48aArMR0P/u1n/9Gx29lXdOnXUzazaYRyr2eAS/9GjuNlm8fJZeJ9OpZZ9UmPpyX+REuk+3r472D03+ixiw6hhql/IQyE7A6qivSC2WPta9KXn01G+IvFsKXyXL3bLsyRLb75o+KOVLEct3nRS6/p57ake/fjS1XCkV6ifwdNF0EL1unvqn2znFsp+7jpz+YmulBM6SuL3O6umHTp5tUetpnf6mj+eHpZ/jqC2N510dfbbiaNKl9c21vXHizOXPmY79/bkqwA4EchHQI8GmQZvuy1VvHzs3t/T19j7GM5bR1xZTbjm3544voPJiCvuHrv/a4TjULuUhkJ2ANxgs/Sez197P4OlSzPIv6J7oZzZLqaGn7iGGpvWc8cWQLB8PxhkGpi37qkMgUBwBr7Om+qeL8/y4464Tn1I/w/bU7n6xwZfgk7fWVy/Pdxz2yjjZJ1O/U2qyfMv1IP4ljn09K0EgUBSBj4g31mCwdEU5Hjlj+aq6qUSv43o+eHp9SiK+adPkq2ejqcwU+26RSizfctX9+sj2c/mJHQgc5z1akg6QXy2YVepr2J7C5UNSSahv1/rzktd65nKXn57dXeXG3q/PF1u+5arXsq11IhAojoDVWVPdo8V5ve2QPoI1tc8HjTpTH9Ltba/bb6V2wnZ7C+PkDH7E61wP4n9WXI7thrS+LYZAoDgCoYM2rYtzOnHI8v27SZ6cm/p4lVVnk+6/Bzjg2R1gMktRy69rs1j2+WYyjxkI5COgr39agyHWvZGvutEsxf6GtJ5GjyHBfte1Xk/sK1Zdm77GMpW7TOxYfuUwf5pj++s5jGMDArkJvCQGrcEQ6/TOaekS+xvSl4/gdLDdtL5U6rX26+TQVyx7epd/TvmWVG75lcOnJ0e0ncM/bEBgi4A1EFLdVoFCN1KfdfuMzL5adcQ6fQxL5R5ZYn1IH97Z48/Yjxj1cOlwkRBXvNa77Dkkthmnc9jGBgSyEjherMWd1EpvstY4jrH3OnHkrM1iE3T68H0sQZ+u4zxd0mM/YtTFlzhvGp9ub+IMPdP66rFlO9e1155uUQwCNoHPiNrqsLHuFLtoUdrfd+LI5aT3LKNy+p5RScwvpL9m5GurGvsRo7Z+pPlCbPE6x+WU2F6cTutnGwJFEIg7qZcuwtEdTnxF9lv+7yjWavftjm2tz5pET3Lyf7BVbXYmK7an7ayTafW7qZZfORyw7D6XwzA2IDAGAavDprox6s1t07thlqOelEfYtiZRrc/7ueAhvoQ64/Xcp7mfk4Bif0J6SJxa9qBj96yhhikPgTEInCFGQ+dvWo9Rd26blv961zeHWLb1TSZPck/qYz5i5MXQRv+CZLLYtCnblMeyqToEAkUSOCheeZ021hfpfOSU93X5G6I8fZP6Bk3MIqT1O6OehDzxes/L3EL/LckT2wrpFkVHzRL8iNfpTbeuDvyaE+uXuxoiPwSmIhAPgKb0VP70rcfzva+9uNwDsmHZj/OkaSv/kEndsvd6WukM25ZfXxjox1hHuQPdojgEfALWQLB0voX591wtLlg+35vJtScc+5753+6Y37MT9Kc69vQofG6xuL9voFOWTdUhECiSwPnilddpU32RARxxKvU1bOfy+aDBSXWe6JtGwYd47eXfpc9tb1d9bfd/WDLG8YV02/JWvusdmx+1MqODQAkE7hcnQufftS7BX8sH7/uf+knAXLJPDKV8VOdJmle39atUfcWyp7q55W/EAcu3IX5Z9kqIdUhMlK2cgHctKu3MempbqqS+hm19WyunXCnGHjuyaLpJgg/xuu+vfXqn9bc2OTDRvji+ON23+hOkYGwnpP+xr0HKQWAKAqGjtllP4U/XOrwvA2k8c4rF84qeDpV6Wq/hWHE+3jNOLeb98OKQj7wMcIeiEGhHwBoInq6dxWlzeUfU+s79XPIrUrHF8Gd7OmTZUl0JYvmm1zj7imWvlFj7xkS5FRCwOq51h/qmQllY/s898HK+0VTyab13NnB6z77yISlnteeBnvYoBoHJCFgd1/r0277JPGpf0YuS1fJ/7ru7ej3P8qt9ZG/lLPm0fn/GODVii5nqEAgUT8DqvPoFpatkaXtjZY4gL5ZKLd9LGHg5/cppK3c76au3ln9967FsHeprjHIQmJKA1XkvmdKBnnVZfqvuup72chazfNM3o7pKyaf1Gov1LYH/6Brkkfx3yNripl+WQiBQPAGr855TuNcPin+W36orQSzf+tyx/6YEY9kqIUb1wfLt33o6Z9lSHQKBRRCwOnDJH3D2bnBoHPozHHNLzjv2VtuUNLlY/vU58j5PGs2ydefcjUn9EGhDwJuU2pSdK4814FQ35KvzOWPJdcd+zC9Z5YrXagv9/fmuol+Ksmx1tUN+CMxCQK8/LakD6yC1/FVdKZLrjn3pcSpvy8ddb3xZ7WTZKalNLZ/RQeAogY9IyurERzMUlrB8Vd2+gvz0fOzi4thfsuriS1NeK9YLmgoY+24WnWXnUiMvKggUScD7yk6JzlqDTXXPFuas5WfX64aWDdWVJpafXV/ltGyUGGtp7Lf80Q8UIPMR+MX5qu5U8zUNuc9u2FfKri4TqX7JypKnLeWMujOduv/T0Vtq7+bgN6zM6CBQKgH96LF1RFCav5aPqtNT4JLk3eKM5WuXd+yt8qo7vqRAxRd91tjytYub1qvIahPpSIAj0o7AMmf/5cz2xjDX9GZLab/f83sOgNccfapuOi0ubYLRx7yGij72hEBg8QR0khp6VDEmhMsd/0qbVAID/ZD0EJ4lfskqxJauvzgwVu+G2rVpRWxDoHQC1qmV6koRa1JSXakPav+z+Jb63HREnXJOy4btNF8J2982YlV/20qILV23LU8+CBRDIO3EYbsEB/fEieBPui7BP8uH1M+wbeVNdd7R7Nxfskr9DNtDz2YCm3j9VDDOGgJLIhB34jg9dwxNp/Qnz+1cQ/0xwzjdUOTorjh/nD6aobCEdTbT9smCPYkljjGkvbv4hYWOOxDYJhA6cLrezjX9VupP2P6L6V3pVGPwM13vMvKyZEjL6PZ1uwrOuN/yV3W7RCfLvmV32WY/BGYhUGKH3hMSJfrVpoH6+P2ehcbbJ1Zl6JUr+Z9Gm7Ynz4oJeJ16LiRLPaUPvPrw9Mp8IhgtdO353eSuvoffp1yTTfZBYHYCpXVqz5/ST+lDQ3r+h/3p+jJRdC2T2phru4/fXhn9tQMEAosl4HXsOQLak0pL8qcPg67+e/nP7VP5xGU83z03vLfo2r6s4NlFD4HZCXQdDGM5vPRT+sClC88bpVCX/KGOUtZdfe+av5Q48QMCOwmU0rk9P5ZySh9Ae3GE/fHay9vlvfzY3tRpz3/Lj1dFaeW/z8qMDgJLI2B1btVNKZ4PU/uRI2YvltT2XaKw8rZ9DjO1N8e25b/VZvo1q7Z554iDOiEwmMDcHfwNicDzoeQH7z3wXixp/rb50nIlbVsP5KsuFS/Wq9KMbENgqQS8Tj5FPN4rkerTPVM4MEIdbXi+LvVa+e4fwZ8xTVoxqC6WW2SjTb64DGkILI7ARjy2OvrYgeikYdWrukNjVz6ifT0iS+NSXRDvB+20zNIkjTNsa9t6/yxCntOXFiz+QqCJwMOyM3TueN1UZui+ph+wUx+WLDHDOK0xnSNLrIvTn1lg0LH/XdLxP5YFho3LEDiWgDe4x/p4hF4Xaxp0x3q4LI0Xm0bh7VP9EuVRcbopJm/fEmPFZwjsJGB1eL22lVua7t4udTJJGVksVacPnXv7UhtL2b6uISYv1qU9zraUtsDPAghYnV6f+8spTV/80fpL+z2ivrFbLJt0F/atqJByB8WPpvjCPu1PmheBQLUE9NnF0OHjdc6AY7tpWr9+VIuksTVtl/qV/z5t8TEp9KYsP5Yl3GjSa6H7ZTlJFgQC1RPQ38ixBvzQwE8RAxvHdqhPP9pRk4S42qxriptYIAABIWAN/EOi/0APOk3PDsb1fKqH7dKL7ImDcYxeuvQ48G9hBE5cmL9rcvdUCVZ/4Ezl+7LojQLvFcYLZN8BWdpe6/yy5NXHoGqTH7YI6Ddb5CELBCCwQALhupZ3BJVTX/NzhLvuZD+ywL6ByxCAQEsCuyaAXBPpwZb+LDmbxqh3qWNm3LVecoviOwQ6ENAJIB78OdP67U0EAhCAwGoI6KMsTV9lajvBPrgaYgQKAQhAoIFA/HzgrglUnyHURd9gQiAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhC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/archives/114366/#comment-180343#comments
,,,, /archives/114366/#comment-180192 /archives/114366/#comment-180192 Sat, 02 Nov 2024 22:38:33 +0000 ,,,, 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}!}

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/archives/114366/#comment-180192#comments