See also How to Use section.Drug interactions may change how your medications work or increase your danger for severe unwanted aspect effects. This document does not contain all attainable drug interactions. Keep an inventory of all the products you employ (including prescription/nonprescription medicine and herbal products) and share it along with your doctor and pharmacist. Do not begin, cease, or change the dosage of any medicines with out your physician's approval.<ul> <li>In the US - Call your physician for medical recommendation about unwanted effects.</li> <li>After taking albendazole , you would possibly experience some stomach side effects, similar to stomach pain, nausea, and vomiting.</li> <li>The principal mode of action for albendazole is by its inhibitory impact on tubulin polymerization which results in the lack of cytoplasmic microtubules.</li> <li>Another examine demonstrated that a 3-drug routine resulted in higher outcomes and fewer opposed occasions than therapy with DEC and albendazole alone.</li> <li>A single dose of albendazole is enough to treat intestinal infestations by A.</li></ul>Nausea, vomiting, abdominal ache, headache, or temporary hair loss may happen. If https://pharmacylanka.com/ of those effects last or get worse, inform your physician or pharmacist promptly. In 2013, GlaxoSmithKline? donated 763 million albendazole tablets for the remedy and prevention of parasitic infections in creating nations, bringing the whole to over four billion tablets donated since 1998.<h2>What Are The Makes Use Of For Albendazole?</h2>It works by binding to the colchicine-sensitive web site of tubulin, thus inhibiting its polymerization or meeting into microtubules. As cytoplasmic microtubules are critical in promoting glucose uptake in larval and adult levels of the vulnerable parasites, the glycogen stores of the parasites are depleted. Learn moreAvoid life-threatening opposed drug events & improve scientific determination assist. Learn morePharmacodynamicsAlbendazole? is a broad-spectrum anthelmintic. The principal mode of motion for albendazole is by its inhibitory impact on tubulin polymerization which results in the loss of cytoplasmic microtubules.<div style="text-align:center"> <iframe width="560" height="311" src="https://www.youtube.com/embed/cCVwSsRbjbo" frameborder="0" alt="Albendazole" allowfullscreen></iframe></div>Do not flush medicines down the toilet or pour them into a drain unless instructed to take action. Lab and/or medical tests must be accomplished earlier than you begin taking this medicine and when you are taking it. If you notice different effects not listed above, contact your doctor or pharmacist. For some conditions , your physician could direct you to take this medication in a therapy cycle .<h3>Ordinary Adult Dose For Hydatid Illness</h3>In Laos, 466 patients obtained the mixture of albendazole-ivermectin, and 413 sufferers acquired albendazole-placebo remedy. In Tanzania, 558 patients obtained the combination of albendazole-ivermectin, and 515 patients obtained albendazole-placebo remedy. Patients have been assessed at six months and twelve months post-treatment. A minimum of 1 stool specimen was collected from every affected person who underwent Kato-Katz assessment, and helminth egg reduction charges, reinfection rates, and treatment rates had been decided.<img class="aligncenter" style="display: block;margin-left:auto;margin-right:auto;" 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loqVkbAKWjHjnuq4k6Z02x2IZ0/bWxGSptnliNjs0r9YJ29EHvxRendPFxp1ditwUyoqbV5qgFBPUjbbO2fHArdRs?/zI56noFL9XLn9st+Nxh0XJYRKQ9ODS/OOZZinlb7FBWsq32ASCf6eOx6ZXGHSTEZq6OmWmA4ytwuqYUFhSXW2+TkxknLiT3bb1cDOkdKRnmn4+mbU04xzdmtENtJQFetjCe?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?+lOAPSKCN9s9OlXjatSW65qDSW5EdxZJSh4Z5vYD3n2eFW9LqIXVpp8lDWaWdEm0ng+S8cNOH+ornKvl80hb5dxuEZmHMkPMpUp1lp0OttnqMIcAcG3UCvNicFeFECOuDH0DZG4ypabiptUYKQZSFFaXkj?+UgrcxgdXFejV4pnQ1PCOJTKns7oSsZ/pnGa8CVry2t3JcG3xHppYc7MupUlKOfvAyd8d9S2XV1Yk3wyvVp7bW47eUWdrLT+k7Xolvhpoe3M25Ft7Fy3W6G0G2WQ2orCNzgJPMTjOcnevO0Wi/FQjItUnzhJ5ClSCAFBOcFXq9O/OD3V4Vtn3NGqLlFu4WmYuWpxPOcq7NSsjAGc7Ed9S9pKW5KdU7GSpTTMdLLqsHlKivbPiQK5MJfH6nMk0l0d2cXodJmDT3c/wC571uh+Yw2I2cltGFn/wASjv8A6V9VPGldpfY883l5FKUrJgUpVKAtPiPcWoOln0l0pecSA0Akkk8wqDNMR9bXWaZtjixmHmmlMKbZvSI8hTqFgn?/LUkg7Hv29tX9xmub08m0W51Db8ZB9Ne4ATuPR78Y8as606ZtkiM7Kl62ZRJkOdqUXawJjNqdV05Xs5SP+bOemBVKyTm?+T0GhqlXT12XDN1BqFLC4WrtPNSz2Pbct0tmSshXqh5tXIcHfOBXy8H7NYr9xJumoFMrcNiZQYaWnT5tFdkFXOnlP84SQOp6159/uN405aZDk6+pmRWVFtxUO7GUHGiN0dkfSH9SakLgBp6XY9AJeuVnMB65TH5zaVgBwMrWOy5vElI6HoDSqKbMeQsUKMElUpSrpwBSlKAUpSgFKUoBWp35Zj95nDn7glfritsVanflmP3mcOfuCV+uKA12UpSgFKUoBSlKAzA+Sp/i+s33Lc/wBKt2ifVHurSX8lT/F9ZvuW5/pVu0T6o91AVpSlAKUpQYKFIPWqgYGBSlAKUpQClKUApSlAcSkbkEg?+INeVedO2TUCEN3mCmQGiVNnmKVIJHcpJBHur16YHhWGlJbX0bQnKuW6DwyDOINiTpTUVrkRY8lNvktFkrK1OpQ7tnJWSRn/avovOp0WrSstaXnfOF8pbUwPSbJXgrKuqR7RUyTIkea0Y8uG1JZO5Q4kKH9jXmuaX08qBJtjdnjMxZSOzeZS0AlY659nWubLQYv8AUg8JnWq8purVVnOPdka6VdgTG0svMJwo8pUMJUM9/N1Hvq2bI4/a7rKgzEutIRKc7B544S63zYStJPrBQHMMeNSnB4Y2e2AJZuU5yOCD2SwgHr6pX1APSrsFuj8rTJitgpSEIbDeQ2nGwz4bGoK/HW2Q2XPlFh?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?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?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?/v/EaKu9aruupo8ZlLblvmSXgZBWsf5oQVhWWjhPUb4BBGKn3T1igaZssWxW3nEaIkpRzqyo5UVKJPeSok?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?+dv8A1bM/smqKmPAYVbpeFeichJFINwg3JpT8CQ28hKy2SnOQoHBFfStv0SCdlbHG2RWCLpkCcTOPly0/qO4aXtcUxZUXk5e0SAeXHrDHUVGF/wCL+uLrEcbmXdaEBJVlocpwBvUkeU3wJu2uUI1poR4R7/BwSgqyH0j+UjvFYpyLb5QrZNqe4SKfWeZtclL4DYB/mORt7qrWQbeTv?+N1Okqr2zXzHhSNY8ZdQzz?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?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?+Mtol1sIKgCvABKuUEkp2PjXh8Edeai1mm9ovF2i3eLEeZTEuUeMI6F8ySVt8vRSk7dKvLROk42jtLQdORn1vCMgqWtW2XFKJVgdwya9xKCkYxUimksYNt0YxcEuztpSlRkQrU78sx+8zhz9wSv1xW2KtTvyzH7zOHP3BK/XFAa7KUpQClKUAqqehqlVT0PuoZXZkd5BE5MDyh7U9zAAwJiFgnAwUVuFtblrn2eXBvLTT0GQypLrSglTKklOD1wOlag/k9FxkeUna?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?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?+fnOQ0oU5HRESh0NocHaBSgeoAOeXbrThTF1hZriix3HT11YuTJwY/my+YnplJxyke3NXNrPizO0bqWdoe7WkMXa5tCa47zhbIYe5lDkGRzED0VbAZ2yazKDg0qlhe5rOUvX9LTyWO8fc8Pg7qiGqE2uYpsR3G0pdUrZPKRvknbberz0FdE3F/zK1TwiM7IkBl1MdTxYj8x7MnH/AC43r7eGWkNFu3CzvRtNMOzHZB520pK2nEditSv8vJSOXY5337q7tHyP2bc59sfjphTI8t1qS2hKUpbPOfdsTuNsEEd1Q+TlCMYuUc54MX3RnfZHbhpZI04oXO4NaCvkVMtlF9YeZXJbDvplsuo7T0euCnJ92a58GNWNmLGW46jzdaOXmURyhODkEnbHXauHFXhtrMcUZPECw2mVd7Rc2G0yjHaLhakJBSpJCcnlKQnBAIOSNq9O0aSt9rbtUuRoty3InyCVLeaWylawB6AbUSCfSz0xvSmMdJS5RfZYhqK50qtNZ9ynEDhaeITVu1bpJ9mJJtK30NNSl8rb8RSypKQf5eU759oqull6gZDemNTWt+3tu8rp7VxJVJbSfQCQlSuVOdznH9Ku7UKGLZ+yXYrPLELzjL4C/wDL5yByA+HTYVyu9uky7xEurMVyXGdbTHU0366HCduUDf8AtXJeuvlW6l0wsRj6TfBIukkW5mVEajNJRIU+gIUpWSR/MP6ipJb9XYEA7gHr/Wo40NZloejrZtshlhtxLjrz7Kkq9FQPIkq6kkdPAHepKAT1TnB338a7Pj4uNGGeP8nJO/goRzApzjO2fCo/4vzZsODbQwhaobsoolKQNkbeiVHw61IOCdh1NeBqnU+mtLWY3bVEppmE4Q2ErwS4sjZATg8x9gqe2t2x2p4ZW0snG5cZ/BYa5erXNIXL/oxZYe1C7DcahJdWlLCHiUpQ6cgpITlSiMHPLjB6V4MXUflS2gaai3DRdpukq4vwo94y60piIG21+dvpW2pAShxQSpIKVKwoBKAQQJU0pqPS92axp+MIuUhYbLAZwg/zDuO+M4JIyK93mabBT2qcpR2hSpYCsePXfc4rFFUqa1CTy0Y1Mt1jk47fwQ/pW8+U8yuw27V2jbBKaVd3GLvPZfaQv9nFtooeSkOABwLU6CEjBCB6IzkfTd7x5SMPVlxi2jSFjuWn37l2UCU5KaaeiwuyjEPLSXCXFBZmAgp5spb2wc1LZcSpKiMcqRkqyMf?/ALokBasIUlWMhRBzgjqPf3VMQkE6cvflfnTlhg6g0PpdV1etrqLtN88aHYzEsns18iHeRXO6P5dgkjOOlevpO4eUu3d7a3qfTthetj0xn9oOF1tLrMfzZlKy2G3MZD/brwQs45dxUwIWkoSW1BfNvhJztjOfd139hqvOkHCiEnYDJxn/APtv70BypSlAKUpQClKUB0qaLiSgoJBByObl2796gLiJYbfp/VXYvKzbz?/2ipmSolC1pGyfR335j0rIJSlJSSnGcY38D1qzuJmnn9QabW1At7ciWytKknACygdQCRtUVsW1lF3QX+hbn78Ea6XumqJUcs6N0eLVCU2lS5jUBm3s5I2y6+VOKAO2UtnPtr5tV2q4OQnFuTYMiSmOIyvN5EiQW1qJw52ykhIWT/LtjwrzrNFlXm4OxrpcExIiJTaG2HY706QrkSCUNoOWwAd?+n9KuO4taTYdj9o1dZ8mWpxReuTz7nop6q83ayEgfykpASaqLg7fTJO0DqWJqWxIeYChIirVClhawpRfbwFEkbHOe6rlBBGR31COhbzN0ZqmPp?+W3Ig22eh1yQ3Kb7PDv8ik5A9b0etTaCVErIwD0GPAYP+oNXKpJrBwdXTsscvZlaUpUhVFKUoBSlKAVqd+WY/eZw5+4JX64rbFWp35Zj95nDn7glfrigNdlKUoBSlKAVVPftVKAkdDQdGYfyVaifK6syO79i3PcE5H+V3VumnQol2iKg3CM0+y5jmStIVnBz39P6VpW+SpP/AMXtnOdhZbnn2f5VbsAhQwCkgisfgy5TTzF4IC8rDSeqI3CJEHhA/drNqKbe7fFbuNoCzJjMrdw4rIyUt8vrd2Kxl0vr3yp3btctXamsmqnGrs9plUezrRNRGhINzVFkKbSypCgsoYLhSVFICwVBQOK2LqSVApUnIIIII6g7GqkKOcgnPWiiorCNpTcnmXJiFB8o/wAo5ywaznuaejo1LbWZCoFhc0fcEIhLRPSy2lyUXQ3IK2SV4QEkgcw2q3eKLnF3VnFu0aC1TpK3zJcORboDE62aamR1SY8hpa5M5qZ2q2WUMOJx2C+YqG2QVAjN8hRTyHPL4d1UCSMYT0zj+vWsmY3WQlvi8M168OeLHGvgxw6hPnTU7Ud9n27UDK3X9J3F2VGurElsRI7oSv8A4Smy4vnASlQUlOcpJP1f9JPlD2jXutmrdot/Ub8ubdp0GHcNN3BQYZZtqXWFMygsNlov4b83xnc+ltmtgOFZJwdzzH3+NU5SQQU7HYjHWsOKl2jLusb3N8mCNq448fuIV502qBo262u0WXUFhdajRLFOt4nJXb33Jzb3OTlnzhttKTjbI3UcVLfk6684s8co97i8btM2iPCZhRpDKGLVMhSrdNUpSFR1qeylzlCE4UhWdySACKyVCnBkBShnOd?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?/8A2x/uapynm5sHPj39Mf8AptQHbSuv0/bT0/bQHZSuv0/bT0/bQHZSuv0/bT0/bQHMjIxXWttCklt1RDS0lKsdd+lV9L20wrOcHI6GsvlYDb4wQPrfTTOltRRG5FwVOt6S9ODSnCxklOCjnR6X+/txtXpaWn3CfDEPR+nGrfDcjh5UqHH82bS6UlQDrzpKlbDBKUK376kPX2mxqTTU2KiA1IlBr?/IK0grBCsnkUd0k9NutQ/am7jNnyLVdpZtkeCyww0md2zshtQVkobZSS2sq/wCYnPhVKyDizu6a5X0tvhrg7NX2QybTMjrvMYudkiLIMFp11lsr6qL6zjtPYMe6pQ4caxZ1HbnICm1Il2l1EOTl3tEqwhOFJVgbEEdR1yKtGcLD+0uSHb1Xe6OyG2pDkxC35DWycFMNKQlKcZ2PKkHGKttEu?+6N1DBlwoDtrZcmF6a0dw5E5iTztJzyKGThO+ABvWK3tlkaitX1qK7RkKDkAjvpXxW24wrtAZudslIkRH0hTbrasoI9/wDt3V9tXVysnDacW0xSlKGBSlKAVqd+WY/eZw5+4JX64rbFWp35ZkEcTOHWR0sMoH39uNqA12UpSgFKUoBSlKAuXQHEbWvC3UDerOH2pZtivLLTjCJkRQS4lCxhSckHYjY1Jnz3vKx+3bVH46fhqDqUBOPz3vKx+3bVH46fhp897ysft21R+On4ag6lATj897ysft21R+On4afPe8rH7dtUfjp+GoOpQE4/Pe8rH7dtUfjp+Gnz3vKx+3bVH46fhqDqUBOPz3vKx+3bVH46fhp897ysft21R+On4ag6lATj897ysft21R+On4afPe8rH7dtUfjp+GoOpQE4/Pe8rH7dtUfjp+Gnz3vKx+3bVH46fhqDqUBOPz3vKx+3bVH46fhp897ysft21R+On4ag6lATj897ysft21R+On4afPe8rH7dtUfjp+GoOpQE4/Pe8rH7dtUfjp+Gnz3vKx+3bVH46fhqDqUBOPz3vKx+3bVH46fhp897ysft21R+On4ag6lATj897ysft21R+On4afPe8rH7dtUfjp+GoOpQE4/Pe8rH7dtUfjp+Gnz3vKx+3bVH46fhqDqUBOPz3vKx+3bVH46fhp897ysft21R+On4ag6lATj897ysft21R+On4afPe8rH7dtUfjp+GoOpQE4/Pe8rH7dtUfjp+GvLl?+Vp5Rs51x+Xxh1Etx9YccWHwlRUOhyBkGoipR89mVJx6JmgeWL5S9racZt3GTULHan03EvJDih4KVjJ/rXzHytPKNVzZ4v6gJWSpRLqcqJGDnb2VEVK12o29Sf3JqtvlmeU/Z4aLfbON2posZoEIaaeSEjJydseNd?/z3vKx+3bVH46fhqDqVsacvsnH573lY/btqj8dPw0+e95WP27ao/HT8NQdSgJx?+e95WP27ao/HT8NPnveVj9u2qPx0/DUHUoCcfnveVj9u2qPx0/DVhcSeMnE3jDMh3HidrW5ajlW5lUeK7NWFFpClcxSnAGBnerLpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAf?/2Q==" width="307px" alt="abnormal liver function">


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Last-modified: 2023-09-09 (土) 02:58:58 (242d)