ellauri077.html on line 332: 1neji_RY1s3x07DKYjx3yAQ=/1230x0/smart/menaiset.fi/s3fs-public/main_media/1411560062_original_anteeksi.jpg?itok=IoSd4c29u0026timestamp=1432206325" width="30%" />
ellauri099.html on line 106:
ellauri101.html on line 84: 1nVWs2aaTtWBneO2WM-tTqQPW29YbYtFPXCuzRo3OpYJOSzNgx1p7TG8xpTNqWQ/RIASEC+Model.jpeg?format=500w" />
ellauri112.html on line 810: 1nVWs2aaTtWBneO2WM-v9Y7k5FBa7-wFpYGFgpbzB3EakMHfPfF1gUzn5W_hgeQ/welch?format=500w" width="20%" />
ellauri147.html on line 43: Finni 1näyttää hyypiöltä paizi kannessa myös lupseerinvetimissä Ale Tyynni-Haapion kirjassa Olen typerä kana. Pitiköhän Finni Nietzschestä? Nimeä ei löydy henkilöhakemistosta. Jumal'avita. No se pelästyi AKS:n fasismia ja peräytyi pikapikaa maalaisliittolaisexi.
ellauri180.html on line 233: However, with a healthcare budget of $140 million per year in the USA (1990), insurance companies eventually forced closer scrutiny. Following such pressure, the first Task Force of Neonatal Circumcision from the American Academy of Pediatrics (1n 1975) concluded that there was no valid medical indication for this procedure. However, the pro-circumcision lobby was strong and the task force was forced to re-evaluate. In 1989, they conceded that there may be certain advantages to neonatal circumcision, although their recommendations did stop short of advising routine operation. Similar pressures in the UK have now resulted in only certain Health Authorities being prepared to pay for the procedure. These tend to be in regions with large ethnic minorities who otherwise may suffer form back street' circumcisions.
ellauri191.html on line 1175:
1ngel_Asturias" title="Miguel Ángel Asturias">Miguel Ángel Asturias ellauri192.html on line 739:
ellauri238.html on line 669: "Älä nyt loukkaannu mutta minusta on mukava olla yxin välillä. As you were, jatka tiskaamista siellä kotisuomessa. Kun minun kyrpäni on sinun vitussasi, se on kuin liimassa, se ei tahdo lähteä irti. Toisin oli Tuula1n ja Leenan kaa, muna ei seisonut, se oli kuin olisi hammastahnaa pursottanut. Meidän nussiminen menee hyvin, ainakin minun mielestäni. Viisi pistoa ja tiukka tuijotus. (Muttei mitään verrattuna Mian mahtavaan peräsimeen.)"
ellauri284.html on line 555: 1nDOaEeK_1eICtte1AQ" width="30%" />
ellauri367.html on line 113: 1n%29.jpg/500px-Zebulun_%28Francisco_de_Zurbar%C3%A1n%29.jpg" />
ellauri409.html on line 709:
ellauri421.html on line 86: 1ncmi8ybFBAasV8C_8Z8b0MsLTdmOJuaz37rr7tVGDPmp9oWj4AkyScKQO9X69aEFNhQ__text%22%7D" />
ellauri431.html on line 43: 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" width="100%" />
ellauri449.html on line 399: 1nxQCuM2OAEZaLkpYfmQS5YugdfPPwmkBZDw95d5UbRkfGdnC6L3UFQJUyEo9n2kM//WZoV2kKnsQ8nhw6qzb/chKXxiv0ziMYZLh8j17GKB1SHO06Yzje453ZMQKk9ywABbfzAPdmr1r8aZaBLiBGwn2tjWxg56esiGIlFOQS4Q0jya13RwX69TEwJG09V2+q82vhXJUXDegfaE1sKIgbiAM4HZ/5ac3pmBrFguwe6nHa2oPrAzFIwpb6Bv65laS3gTSzJ8JpLPNhvSFXQOtDLWm6wRDofdvZkw8uYjwCChAS5Pme/r2e3yIibP/qxHXum8WZtGTXGOCBr2QYR4YFNlH6z180h/vdi1yr4yAZEAZ7lFKvFJIBDcnrRk9k3gAnBvv39eLUy33X6GBvZevErFAswfWZb+l+/si8ePlEWJHrOWSuwb9JxSs0hpU+goDCem8RPGQMmh6LPh375q3nnY9O0zIZGeKjJvvc5DBzjiO8QnDFMKD5lKA2bY0SCH1/4/XC/eKO16yzBTFwSrLtAZ+dFcFp1fUMW/K2pY/DR5gDjMuW9IvnWV+WiczfEkqsBGd307t99POM00SS+Jq+x1UbvqilzbxALzLfKANm8fNWh2hXbMpqRH+xuR+cAdcQyFLq330DJMhlcN6EQzBYI5xt6cJ/XNXvs8cmlZbCfKYmYpX6ErL4YrSWIweKrVclNEBSs28eeVIX0jV9yScPF7Xu0M2YCXOJrtZuejduQGxj9gb2JlodAGKHoGHPz8Rqa9uK2Ya4E1qpPlHVBnCIc5P88i3T3+zyyTyB+XOd6A9NZkdpBtYxqMRbhqJV2IOxrTCC6Cyd6NpCIDGs7QfjzqAWzNM+v+dg27QCNoBzAULfi/RpD98VhIMukB6p3sjuII2ttDgfK0sgcTxZSCf2YcfjmRB155qtYLeWSD1ZLdFh1seL2ewUS52N3UlYYKh0fXv8a5h0BYsRN0cU7NUO+FWBhWEiftJ9oLPzHDuHpRb1yVWIJH6EIuK22gDYh2u5/BRedZuek0F8H/73eH8eoD33AuO87rK/7CHARD4zwrvbjXZjP643+ZmNlEdNtLMr5toNs3JDgFRJ1sk84BW5BfVMK72xldeA6c6sWE0X1QtPoVOAqZJXs6S9kYUkFCthN2lVgqDhTsEeHy4S/0nUFynreQbCUng3QgHpJd0ISL34Fb7O8DFzJzlbBv5XRZeK9W7gf5SdtswI4yoOvFH5X5LhGI6e0ThG8RFl8f/8uBxp4L5CQ5D6nup3Ot9HGlBQ6acC7azcJyjyakXqOrSfEJZZgHS2MMFDu5hjuHAf39p/oh2EJh3G04f2t8GTbglPuox9OSSnetTrw2TEO+d+ciSVcXuODBRLFv9bEhSDeL8dvBJ79qOGb7y+UOsyQfZqhMTjmRGDUUxAZg9wkT0ZwyJD3d+O6s2DPSqejZYrvq8dA+c/ZPAs57Y5TnB4OcQ4KyicZqg5Ixczu+lJp+IgaqfBTWoMb+Yi4UK7jEtfyx/5KpBTXUsVzXeEATseF0+CGTQaUeMPGobbieJ9dIaYNGvcyiYr/9fFsSiNs6aj850w+7j9Ihd8gR34Uned1qKdmMYEKeFjajob5aq9SLe641S7ABYABP96joSmSh8ZCYqP8vCkuxvE4yS7YzqNgtSBI4ZzHpHqsh6w6r+WnhZgnOg+E5hWzflPwpkP0JVmJhQXAmIVlU+QK19ExasNaoGO9qUqiZtr3cQx3/gS3A+ZStqfIOPeUKftTAF2T968a3PbwkGrLDtp257LWTOZQyoW19HnA/CIurfoNLPdEs3jsSiaiYXyYNXBmc3Cl6wGpX63n5ft0jpYd36GSaQjHupsOs5+d76IkGTE0jQSSMSvApi/GpHJEYlsq0ioVzaU/VgwFPbVfdn5dQNS/oFks/C1Tu/DIQCLjA/eEeuBDEuW5JPC+10z2IKP8mVACxKTagcYjpimpPt7LFlfdkA1bUljlj5PmRiK/3ab68A7K/h9LTBvCTjfOwRZHkLiQX6D/dwD5DLGal14qjfkhvbHPXQkOTtTFOcA4mWkWsT/XE00z/rq2Y2SQEI+osuXu5u2IBvaPM9F3290ppT3h+YbVJ6nW8AHH2fw9X/vPVAlgKA8LJXP3KTM49I3kFeBcdXKaZdm9fVwneKmqRSsV77wN6bmJ/MC6knXcXHPAKoO0o3muHv/P+0DtHcyKx+TM62yk7rKW+3Z0QCy+yGvdjlZXzevYScIt7JoSvDF5LPXoPFywvkMLh6yERPYSQnU/3TyElDcqMT976LqQTUHYEPK7JqzJ+Dyf9dtN+BTaAi8A1SDLWGmntyx9so5rWQYlAy2vCOAISiRTeXK7tLwoca7BBfLRTW3/PgvNDjBKaheal4j3ALD6ySj/hZHpIvHGi/T+WzzgfTW/hgrabz2KTUL8sENJX09drsISRbhmjKjCinYZ2xIBmWTiGAruPdc3kgQU3HF9psaH0QPybbErqA371gcwjjTfpG8WY63bJAvHRpfzqOwj/LA5R6E89tHGyFsu8NTJAbw0NRVEyZLwvcgkJcvF4gK1dRjhSrCYG2PxJ6qxWEcaV1pnk0C4V2arG0qhm+EDiQ04Dtu3QF5sOC2mw516AMSAJCgXwe3MsDQPMmnJvWop9EEWvJY//jWZORYb8eEUR3ZSxja39rslpqR4OXUQUlpnl250BbZSEzEMHiD2u0QrpnodReKhnDKCeo88lTxDfq+wWKK3mDhWqCozgHtIMty8KH1OdY2iBWo3Ms4D6Wqm5DBCOi/3sYkRAlnYjmM3ysu8zFUB5i0WIbD3+l88M5+JBDaCZppH3V2sOOXrO8JYzMQz+Dc3Koq2q8WI4/RCYadMzFHihkEjHSCDDjzZHHpMNWE9o8eVDk+em6zZXrWq5qDTpyrc59YkywEMxaa9aCzRnmLRkj4IX7kW1nOcrhgdT1rjw4AEJ2wt3x58j745A+xXbyIQgqqP76uTeajKAXLbYiocOO8UeIr1pOR3wYOHrEnM7Gn8WTqQju9VvcwTNcIYMVGb3b5oBjBehtBMs/t4ahU457f4DNRV0iEqEjaMUbez6OG9IdIb5bcgfEjL2gnB4C0KZWzPLHnWe7CYGqzpCZZlrdu6uHQEnfO8ecYBb1PyZRDYqjlTSiyJHJOO+v9pwZhXuuDfmcxSIQ46JRNQAId/u1Un3dzTGNLlxosJV+icaPPIzUnnWshMd3mOPLKuvqSQb888hdcYPPHdM6oy+QAJVlqOe8hbrqZymk46+zu39k7aNd1iHI7btftNh5qb/LHlERecdkcfMUfb5dZ9J6p0CW3iZSXFJhZXcwcxOJcog4BWR1hdxBpW7xy8dAYJOBPL7pYlvpW0cMWcfWUXffAsFGwRYrw/p25hSPT/ANzX2R8ClIJFqfeMmzlJbminPQsBgut3H7ETyHW+gES9/fgwB3pmu2OVSvjW421clb8CfQi4N5+wele1FkPl3lhfTagNxc65iwKYdbNUSB0UIxoMOZphIOeh36KLdEfWYa39bMOO01eyDnuyhWsfTJhb3ENOqQlGrRxNRj82d7YJbRpR8GZH4u4RK25H8FycHsHG/Z4PXK54iqi+GBoS5WEZcpI16EzhZtrMZKzolTBXz0QG19jz5IOr84sOYD+LHRPYa8meD3aVG2Fz/CqAcIGWqq6pg02lwcU+Sy+nQprOPlMVT24JUhsAUl+jC5KL+fBajoyHB9jmPuEKVg59hHbp1yS4EwahIWYX9/mS77y7fSrel67bs7hvI9EWzvrZkdyhxfYxbQ9vzAOoBoMbu8Afqe93v8KLcihnsKAYuSDT2c3Qyg3Y9ZvmvKf/gxWD3vhSClEAecXqtd17jMdMEN46cSTU9eG6fCsUz9USjlIe1KG3CMFYMnesz3YPH130N/BtAhvxNHPmV9yDbpwpdYB7SfiXLjT2Rob4LY0EHYEKELkxpCYU3/y4+yF7ClR4HjeTS22yjTbh8AHW7MBgziizltWBqIsvdmR3tyQC/UTbbfkRYfFT5UQFu2Z9WY6m/0RiLTpS1gfjzUF7AgBnrr63xuWIuEG3raPjO37qSaSKIDxiNMuyqLMdDpmA029gzBBZ22W/YlCGPE31TzMg8QP1moOUBq74HU0jmdvkdXLda++XOb8ub3LMFqac0bKYd/YFAk8q2pCfL2Ca6ht3F/looPgtcBZteKPdtAGpyyJMS6a392snTpg1YLkrEAJr2pFBEBDeE4AtlWgyFJI17cJ04yGMPsYpVCXtMCTwydynV/33W0Ct/AZOK8OVTM52ULe8LrX7ps5TvtCUtHxbD8oC2FIjGDhAprfwWDOSsBv8nAWH3j7CHHtnwJ2ZNcKeVglZS2a36kq+frFTK9uhrCL1AeEPAVy/3nNaZWrFJ+ZsHZobyrEYD/QLyf8Pd60m45oYIJ7rrMCRqIZUlx9U8F6U1x0+pm9e6oi23UkftLAXZSQtjGmiorzL01Y/3+o3SVK9b/Ih5+Sg9yIfxSvwhBEAAAA=" />
xxx/ellauri076.html on line 590:
xxx/ellauri116.html on line 525: Sanotaan että parisuhde on 2n kauppa, mutta narsistin suhteessa parisuhde on 1n valta. Narsistin jäykkä tarve olla kaikessa parempi kuin muut nousee pitkässä juoxussa parisuhteen ongelmaxi, sillä narsisti kilpailee myös aina puolisoa vastaan. Narsisti voi olla kateellinen siipalleen jos tämä vaikka heittää tikkaa tarkemmin. Narsisti voi tehdä hirveän numeron vaikka siipan kärryyn unohtamasta Lidl-kaupan sinisestä kolikonnäköisestä kärryrahasta. Narsisti on kuin pieni tytön pillukka, välillä ihmeen kiltti Dr.Jekyll, välillä kamala Mr.Hyde.
xxx/ellauri123.html on line 290:
xxx/ellauri124.html on line 876: pVi2xP1NmO9Qu8rJchFWrSyK7ZID5P1xZRJwj1ACyORnq0OM72XT1n2PECQ/YdCI
xxx/ellauri124.html on line 892: nWZifNdJxhjHSB8YmgPTAdIEMKIordzjmNtSl1n0iC6EOMyQqkjnZDehJCeRgPKH
xxx/ellauri186.html on line 609: Tää evankeliumi on enempikin siikveli Jobin kirjalle, samantapaista musta/valkea hattu manikealaisuutta on tässäkin. Mutta sehän kuuluu jo voitettiin tit for tat ajatteluun, nythän pitäisi peukuttaa pikemminkin tällästä kortta kekoon etiikkaa. Kaikki 1n ja 1 kaikkien puolesta.
xxx/ellauri366.html on line 250: 1n_Lo%CC%88fving_Linda_Stor1.jpg.webp" width="90%" />
xxx/ellauri380.html on line 333:
xxx/ellauri441.html on line 660: 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" />
24