1) How Do We Taste Different Types of Foods?
- We can taste different types of foods with the help of our tongues.
- Our tongue has small taste buds that help us identify different tastes.
- These taste buds are made up of cells situated on the tongue's outermost covering.
- The nerves associated with these taste buds transmit the signals to the brain, which helps us interpret the type of taste.
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rN92T6dOMdBjg9sVwVLwjZn2GFi56PoY+sXNvLqbJHDNCq2+JJGO5ZfUd855xwKw7SWXT7sXOFa1jACR7MEc859f6Vu22oxx6fJJcFo1u1aMbSFIbHAPoOv1rlr3VJIJY9Nb5mgfDDb/EByARwe3PeuSK5nYdedtDk9f8SRajrF5JHb5WSdigJxhB2xWtoEUniFVuLhd8uBCvHzcDgflWO1iJfGA2IPLkB2jPHXqK7rRoG0u1RlZfPXJHqpHvXTWpqFO5GF1lqW/DejM968M21Y2Q5568fzr6J/ZR8KrpGg2sW1kVlLCvnnwTqD6jrpgCg+eCDn+E+tfWnwf0WTTdKgX+FECivlpyaqMriCpy4dR7n3V+wwnl/B+8X01aX/ANFxUVJ+xFC0Hwhulbr/AGpKf/IcVFfsGR/7hS9EfzjnX+/VfU88jDQeKb5Sf+XmT/0I1P4vkMC6fLD5Kss6ktKcImOct7U6OLz/ABNfBl/5bvz/AMCNVviPY58P7FXczNgZ6Yr89o+7Ny9T9Kw9pVoJ/wBaFL9qPw/N4v8AhdMLMQyzWJF8x34jdQOQD365H0r4X1zSpru9VZ7hk85thIb5iMdvbFfoV4DW31f4bWy3i/aoSklqyk7VfqvPtg186/FT9mOy0KBtW029kbSYyqujJmRSWIJ64I6dOwya9fMsLOrKOKpq90rn1nCecUsLGpl9d2tJ8rtu9reu1jyXSdHWyexjWHd5TxyKOMMAe4Oa+oLS80OfwjeLCbWZtShjupmWRfPt5sZG5BhQmS3yoeMnOSa4/R/hHJZW2kjWLO0axtbXn+z41LyxuylQ0mOX3N34wOK9I8O6Dpeh6dqEEgVbOORbNgzFAr4YFW4G5gW+9joM5wa7cFRmk01p59NDz8+x9Kty8rbafTrr/wAM7HnPjq20640+I2EN8zRwB7mGciRopO5CjoFOAPbmvG/G2rTWGl2paNd6krKqSGXdnqcE43EEYOMDjFex+N4rjQ59Qij1KSMTQNbLHsQM6bQ3O373QdCepPHIryPxxo8Ok6mi3EbLMtsJYlR2baW+ZSfkyvYnOcFsVw4/mhHm26HuZDGDSUve6re7++3c5LWda/tS7t/Ja4jigyyqWC7Plzt3AYXdnAz3B9K4L4o+NohBa3soNreWLSDJXZIqg42tkcllbGcYJrU1JFj1yS6ZY7q23Osyu24txzg4yCPlOAM8ZFeNfF7xFfabq11p+oC486WWKFJnZh8oxmNgRnBGTkjIzzXg071J+Z7uMwsIrTofVv7PvhBYfgtZ24vPtklzF9puz5gjhtyQHMbMVzuKsOFJJK44rlfEt9p+geHpI47y8mnkZ2lhebeLf+4MAYTC4JXn616n8PbXULL4L+GYbpZJLWWKaS3gQb0eF1G1ZTnb2yAcE5AB4xXk/wAQvD39oapJIsKwpMxhEbbvL37eFIY5DY9scjFe5ifc5Yrsj5rK6aqTnKT6v82URYX2m+Hbe6umhW31aLzGijm/etGc4bA5UZGeQc9h0rkfFenyXtq1xCFkhjmAMhO4HPQAD5vwPT27NuYmgsby886I/YyFWJnG9gc/dPP3SehxkdzRci4Xw0JlhRrXUv3KuGGEdSN2cHI5IPOeexxXHXqKbsfQxpulG99b/wBfgc/rMMNjpNsvnZmd2BhHCKgXggkc89j7dq5240xoXiJaaPapkXDfd3YyK7LXoE0e28nVGP2q3VZYo5UyJ434GzB+bkH3G2sfxHp8N/aq1kwjgukBDSFfkfqwUjgHPrzjisYz5Tm9nzO7OXu9Gt9MmjkZWx2fOW5GRWm8zRwBmmY9SxHPBpl7ayT2q+dCUdCMN03Lj0PY+opNSu/7NjSNo12t90BshfTmscZWlyWOvB0VKV0dD8NII7zxjpkatuBZjhR8wyBgEelfZnhDT30/Rofl52jFfI/7OWhf2r8TrCVdqtIjsUz80ZUDOR6HPFfYWmzvAFVtoVRgZrwXK9R+h5HEvxQgj7E/YlujdfCG6ZhgjU5R/wCQ4qKh/YaUp8H7zJz/AMTWU/8AkOKiv2XI/wDcKXoj+ec80x9VLucfHIJtbuwG2t9ocf8Ajxqz4q0X+29HEPmBG3AhieCe1ZsMX2TxDeru+b7VJgE/7Rro/JW9s5IivLLgH0Nfn1Ne8/U+/jVcJRnHyOD8CeIf7Hu7nSb2V2Ezl4Du+VMdcjtn+laWvXSausdvJHDcQwPvx90A/UVxPxStWn8Qv5bR9eAy4LYHQ9qq6H49v9Q06eyupdP0m3tRvMssWGZc9AM8t15Ar1MBmUYr2FX5f5H0dfK3VisXS3dm/LpdW1+43tP0+PwLpkkcM8zWLJJO8By5hHJIjJ57AKOeSTVQa5/aehXv9oWsMNrNzHHKgYNuUBdykZ3DCk/7vpVPVvGVjqFwy29xDdW9uNr+UCxchcgehxwT6cVQ8Uawun2ljdahFJcqshyyjIDlcqCMEDqfcZ6mvY9rTUHyPRL1X/DLscscHVlNe0XvSfo+/lr5vyMPXNP8lP7Nn3PbW/Kh492wZ+6D3UgkDjgDHPFea/ELUbGzkulxdKbbMkLlhJbM+WGG/iLBcfLkjAHFd1r+utehZri9kdZc+TAyZSEjqAFBIbOSxzkCvFfHfi+4vLuRrxo/sEbNJHKieXJKw4VtwxuHzYwMMeuOtfP5hiopcvn+Hmfa5Lgqs5Nvpv01627nJapeW94jXciNbyRSlnjDny8r6hvQk/QEDBrwr9oFbvVPHmnKreZqUtwhDsQqvGBz82AcFcE8cAN1r1nXPEEd1qqrdNeRqyl/LVdzyrjjazDDDse5z0rzjVU0/Vfiroq3Zm3WrZEewSK6Bd23rkA8AjtkjpXk4JxdRP8Ar7z28wpuO59mfDWS78H/AAQ0XTr67guTaxllkhLOyNwq5OPmVlzhQOoHWvM/GGsWErak4j/dx7pI43bcFQHCtvbggN1IHJz616pq2srH4NtbWGOJGuLNYIUikKeqjI4JU5J3cg+vGT5R4utRpM0Ud8yTq23d9ntlWKbaMfLnPIHOR+ORXsZhVUpqK6L7jxckoK0qktG23a/mcFq3hrz4/mhkEkZLMTGW8vPRQwBG4Z6DnkVn+HNMk1ZGs3ZoprMtIBcOY41x0UY/ibAxnHv3rq9ZvW/tmHDO11JtCXAIwinOCRySw9+/fmsybwjtkm+0SNfbZlO+QZRmA3cgcAY559Onrx1KPs3zLXoz0qtV1PdenUw49DvPFNpqken26SXkkQG1o8uADuLKTnGADyvOPXrWRqOpSPoS28lxJDFIgjyEysjg5X8iT7g11N5qk+m3UkySxKm1onhkVVki3cHao55UAYIx83bmuT8SxW86RRKwtxHImLd8o2G+8QRxgHB4JwD3xXLUatzXCMHzWaMPS7W7MjQyKysvVZJAzbeT1749BWkdLtJ9L6TMyHZMxXO1uzKemBxkHtVnRPDN1e3HmWtv5lxapuZANxdRg7wT29+grUn0XUodXjm2m0LjdcJK3yY/AenTHXtmsqlSKhZ/1/XU3oU3z6Hof7Jfg4RePby8WZJktLRFDjkEuc4z6gD9a+j5LcP1rz79nHw3bWfgldSt0ZV1SQzBiu0yKDtBx26HHtXoN7K0cB2jmvFjG0nJnymdYj2+JfL00PrT9hKXzfg5e+2rTD/yHFRUH7ACuvwUvPM4Y6vMf/IUNFfs+Rf8i+l/hR+C58rZhVX95nG6oU/4SC+3Ntb7Q+P++jXR6Dd/abRV6utYXiHTIn1m6dvvec/f/aNaOkXOyNCvy9q+DjG02vM+0/5dqxznxR0ECb7RBBGJJB971NeP+LNDWZEhAeSYysxdlO7HdSf7oxX0prOlx6rpMyf8tGU7SPpyK8j8Q6VJazTw7ZBuHD91rhxdPld+jPtOH8xfLydYnnvnyaRoarBDHJJIflcsyKvzc5Kgk4GSAeOmc4rL1++vrXT5ZP3jSPGyJIp3L2BK7j7fe56npwK6bU2VVli2pCo+XzDklvw6561yus3jQ+HmhmXZaqpETM+fLLHg9+OvTOPSs/rT5eVPp9x9VRp80ublV79db3/rYzLi/m0Xw9eQz2sN5NEqSxMGxI5Uf3sk5AOMYAOAexrybx94jn8QahI7JBH5m0uGHmNCF52kd8cjOV6n3x6brbR2K4vDbM0DLiWUEqS3A4xzycqR09jXF+ObRr7TWkhg89lQEQv8jTgfexzuPfjocYPWuKtiJaK+iPoMvowjK/LrLr06f8A89vorDUNMtpFRI45FARGhL47BsjoucDI5HANc5AzwfG7w3sEc01rO5ZWiXftMZILA9wcBRxzivUtT0WTT7KG9u7WNViQKiqqybVHH39o25JU4xyQB3rh7bw5daZ8UNPuY/wDQ712KNKFCtsZSSSpHzcKCP93vTwmM2b79CcZRVS6j57nveoQmTQltYljTbFsja6uAWgYuNo29Nyjg4wBu4HU15p4/km1G5aGGRZFtFLAOvUjqc5LdSDjPpxxx6DYOojtvtnMlxG6eUQRvOAVLMAcdicY7DAHFZ+q+G7WyaSFY3muMNE7h920PkgsWz78n/wCtXZXxjkznwFFUviXn+j1+X4nmmqLej4fzNJG0d7Mu2fKFCoOCqkA/eAOfQVN4YXy9Ihht5d8sgKp5xbdMQ3zMcnAABwOT2ruLjw3azJJaWsItWtx+9RVJjMny87sHrnnsTxgdKw9W8Of2TDb+XYTXkpZo5JEOxIc/MSxJ+7jgd/btWUMylD3m/IupTpzvBK2tyrrVrDbzNK0KzS3URt3Z27dRjOSSQOnQdsVw/wAT/AaWHh+K/wDtCrHHN5NvHIy73I5IQfeCDdgHnJ644r0zVNMtrr7HNuh+1xYMYDeYVGABGCTknBbJG38K83+NOs2GoxWuno7NLGVaB/laGPLoWZiDzwCCOnIzmuapjnPRiw+FfMuW/n6f1Y9A1WCz8G/DaS3s1t0v9UuV0a9lspDIs1v5PmkbmPG3eoOMBtvcVz/g7wzFqugW+nwzNPrGpXa2+Y282MQhPmkJz/CAAvbB9q4zxV4i0jU5o9P0KTUPstxO0l3BKiopZcLHIo5OOpPTAbb717z+zZ8Nbxpr7xRfR29ot+ojsoYYxGpXo0u3tnoPxPeuaNVzl5WMMw/2PCuUn70n10Z6Vo1kunaZb2sKqkduixqBwABVyf8AeBUxuamyRrYoF/M0pb7PKrKd2/p7U9z4CdlqfW37D0Xk/B+6X/qKS/8AouKin/sSJs+EV133anKf/IcVFfsmR/7hS9EfjOd/7/V9TkPEtsi6rc+pmf8A9CNLo8CSjbu5pPGP/ITuD2858/8AfRqLRbqOOXKtuXvzXxco++z7KnJqCOgguVSQR+g61y3xD8I/aFknj/1dwNrDbnmulkVWWOUDNSmZLmBo3+6wrGrTU1ZnVhcRKhNVIfM8E17SY8MjK29clivPHfvXJJpyaRbyqY/N2/Mhbhc56buOOenSvY/HPgmS1n85Wj8mSTBIHJ44rzfxfY3KLcRxwxLvXMbg/eP90kcjt0FeHVp8kuZo/Sstxsa0Uovc868Y6gZrRGmtfMiuWKO6tuWM/wB72xgc8Y4rj9Zt1k3wNPHII5ACSwVQvXDA8A/h2Getdl4pjb7BJAjLbXWS6Yi3bWPr7dM4HTNY1pp0Nzei1uIUuvPj8to5P3aAqfvKuM+vX15615Nao3I+0wdoU9v6766beZyvipp9HVd0dzJph27whRwJNpyWU845/hyPxrhmvJJfF+mstuv2q1YSQrtCxzds5zjdyRjr26ivYRpt9FIy27farWM7Z8sDKowei4wx6Dk9K52/8CQXc9mt2umRwg+SJ0YCVWzwMHkgHk88YNc8rrVHdQlS2ml8vTqu/wCZ3sE8d9ZRpIyvNCvlcIMxcZxkDk/59KgudNXTBLNFbxytexHZJLuMTkcfjjpx69Qa1LC2aCO3tpJPKvvJ3wTNFiKR0ABf8R65qrfadLeyD+z7losPm4gQF/MAHKgD7u49MY6Zya9Lme+7/E8FW+BaL8PwW36/ecbNb3GpySRwyFZY1ILyRhCpBII6nPzHOMH8OtX9J06Hwp4HuVurpppipllkmdm6jZxtOBj2447c1tzWDRXzLJZw+W0Q3XLFV3nd9w7hyemTkY+tcrrngnM7XE2pXRtVQh1bBjclSOvA4zjb0xg9q45Xgd0Ywq+7J2Wj0V2/I898e+Jra4uY2jkeO5WIrLuhC5H0OW78DHPrjNeV63f/AGrWJgrblbKsyjaTkcgjsD3+lejfFDw3H4X1H9xG6/aCcDDFN3UfMeMY5wM8A8U74JfAS++IfiWMND5duqiW6uCMrHnnGfU84AHauJVG3yrc+iccPhsP9YqS91Ldlj9m/wCAzfEHV11C/DR2Nk4+0NnBkyMhF+vGT2FfWXmQxQRxQosccYCoqjgAdKbp3hXTfCWhWthYxeVb2qBFA6t7n1J6k1JFCsx3qu1elejTi4Rt1PyHOs2ljqzqPZbIoasscoXJxzzWZc6iunzBmyyAcU/xZqsVlJtz83oKxL757PzmbcPQ10Rj0PCnK6PtD9ga9+3/AAXvZAc/8TeYf+QoaKr/APBPKMx/Au7/ANrV5m/8hQ0V+x5H/uFL0R+QZ3/v9X1NTXvhJrWpXdwy2O5ZJGZT50fIJ/3qw7H4D+I7F2K2PDHOPtEf/wAVXvV7ew6bZzXFxNHb29uhkllkYKkagZLMTwAAMknpXy98Qv8AgsV8EPAWtzWMOsat4hkt5DHJLpNgZYAR12yOUVx/tIWB7EjmuStlGDh71SbXzX+R5ua8e4TKaaeY1qdJPbmdm/RXu/Ox6Jb/AAt8QJbBTZ4b/rtH/wDFU6D4Wa4jZaxP/f6P/wCKrxr/AIfh/Bj/AJ9fG3/gsi/+PUf8Pw/gx/z6+Nv/AAWRf/Hq53gcuf8Ay8f3r/I8FeNHD60+u0fv/wCCezXHwo1i5TbJp6yL12mWP/4quJ8a/s3+ILtFNno5uNzFmTz4FKnrnJcfl+tcf/w/D+DH/Pr42/8ABZF/8eo/4fh/Bj/n18bf+CyL/wCPVjVyvLKitKo/vX+R2YXx1yTDy5qeNo/e/wDMNZ/Y/wDF2oFmj8PQCSRSCWu7fI9B97p3rPT9jfxpHAsa+G448dTHfW/HHYmTNaH/AA/D+DH/AD6+Nv8AwWRf/HqP+H4fwY/59fG3/gsi/wDj1ccuG8obv7V/fH/5E9qP0k8siuX65Q++X/yRzviP9kD4mapmO38PyWrFRsnh1C1Hl9uQZOeMnisWL9gr4jPJIf7DjhkyX8z7TZuJP9gjzBkd8nk13n/D8P4Mf8+vjb/wWRf/AB6j/h+H8GP+fXxt/wCCyL/49WcuGMnk7utL74//ACJ1U/pOZbBcscVh/wAf/kirpX7KfxC03TYo28P7lt14iS+tiJBwOC0nysMfT3p0v7IXjO9guUXQbnT5mHyzw3dp8xPcfvOCOvPerH/D8P4Mf8+vjb/wWRf/AB6j/h+H8GP+fXxt/wCCyL/49Wv+r2U7e1l96/8AkTkf0kcpvzLF4e/rL/5IwdT/AGLPHWoWUdnJ4eaeO1/1Ur3tqCT2biTr7EYzWfefsQePLywWO68LTXwYhH36laLIQeC+RLjgHPqa67/h+H8GP+fXxt/4LIv/AI9R/wAPw/gx/wA+vjb/AMFkX/x6s5cM5O96svvj/wDInTH6TeWxVli8P33l/wDJnlXiP/gn98UNYig02PwvC1jI+JJ5r+0/0dVJCsq+Yfm24xj8a9L8H/sbeLfAmgrp+n+Hdsed8j/bbfdM/dmPmf8A6qtf8Pw/gx/z6+Nv/BZF/wDHqP8Ah+H8GP8An18bf+CyL/49UQ4WyaLuqsvvj/8AImOO+kpluLgqdXG0Ldk5avu/eA/sx/ECaZt3h7agHGb625/8iVWn/Ze+I3lsqeHf/J+2/wDjlWf+H4fwY/59fG3/AILIv/j1H/D8P4Mf8+vjb/wWRf8Ax6tv9Xcp/wCf0vvX/wAieT/xHvJP+gyh97/+SOZ1j9jH4i6nKsjeHcsP+n+1/wDjlU3/AGK/iZMdjeG8R/8AYRtf/jtdl/w/D+DH/Pr42/8ABZF/8erR8L/8Fpvgh4h1RLe4vfEmixuQPtF7pZMQz6+U0jfpVR4dym+lV/ev/kQj465JOXKsZQ1/vW/FyseufsdfDXW/hV8KrjS9esvsN42oyTLH50cuYzHGAcozDqp4zniivR/CvivTPHHh601bRtQs9U0u/jEttd2sqywzoe6spINFfYYXDwoUY0oapLQ762L+tTeI0fNrptr28j5M/wCC1fxJ1Lwn+y/pXh/S7iS1bxlrcWnXbqcb7ZUeRkJ64ZxHnHUBgeDil+Gn7Nvgv4WeELPR9P8AD+kyLaxKklxPaRyT3TgcySMQSWJyfQZwMDArnf8AguR/yS74b/8AYzj/ANEtXrlfF8RTf1m3kfP8CYHD4vizNa+KgpypQw8YOST5YyjUlJRvtzPV23sjD/4Vn4b/AOhf0P8A8AYv/iaP+FZ+G/8AoX9D/wDAGL/4mtyivn7n7P8A2bhP+fUf/AV/kYf/AArPw3/0L+h/+AMX/wATR/wrPw3/ANC/of8A4Axf/E1N471678K+B9Z1Sw02bWb7TbGe6ttPifZJfSJGzLCrYOC7AKDg4J6Gvmn4j/txfFD4U/tCfBn4aaz8NfBMfiH40Jqhsnh8YXElvo76fZrdTJO39ngvuDbFMYI3Ak4FbU6M6nw+fVdFd/gY1MHgofFSj0+yursunc+kP+FZ+G/+hf0P/wAAYv8A4mj/AIVn4b/6F/Q//AGL/wCJrH+C3jPxd4ttNdh8Z+FrHwvqej6o1nALHU31G01O28mKRLqORoYWAJkZChTKtE3J4NdpWck07M0jl+DauqUf/AV/kYf/AArPw3/0L+h/+AMX/wATR/wrPw3/ANC/of8A4Axf/E1c8XeLdN8BeFNT1zWb2303R9GtZb6+u532RWsESF5JGPZVVSSfQU3wZ4tsvH3g/Sdd02R5NO1qzhv7V3QozxSoHQlTyCVYcHkUa2uH9n4O9vZR/wDAV/kVf+FZ+G/+hf0P/wAAYv8A4mj/AIVn4b/6F/Q//AGL/wCJrcrwe7/a21qz/wCCkun/AANk8P6ami33gG48aRayt673Ujx30Np5Bh2BUAMjNu3vnj7vIqoQlO/L0VyZ4HBRtelHV2+Ff5Hrn/Cs/Df/AEL+h/8AgDF/8TR/wrPw3/0L+h/+AMX/AMTW5RWdzT+zcJ/z6j/4Cv8AIw/+FZ+G/wDoX9D/APAGL/4mj/hWfhv/AKF/Q/8AwBi/+Jry3/go1+1RrH7E37GvjX4oaLoOn+JLzwjbR3Bsb29e0jdXlSItuVHLFS4O35cgH5hXs2j3rajpFrcMqq1xCkhA6AkA1o6clBT6Ntfdb/MzWBwTm4eyjdJP4V1v5eRl/wDCs/Df/Qv6H/4Axf8AxNH/AArPw3/0L+h/+AMX/wATW5RWdzT+zcJ/z6j/AOAr/Iw/+FZ+G/8AoX9D/wDAGL/4mqfiL4I+D/FejXGn6h4X0G4tblSjobKNTz3BABUjsQQR2NdRRRdmdTKcDUg6dSjBp6NOKaa7NWPHf+CP2tXfgT4kfGP4X/bLm80Pwrqi3GliVs+QGkmjkH1YJESBxlWOPmNFVP8Agl//AMnyftBf9fK/+lMtFfpGTScsJG/n+Z/P/h3FQyf2Efhp1a0IrtGNaaivRJJLyVjR/wCC5H/JLvhv/wBjOP8A0S1euV5H/wAFyP8Akl3w3/7Gcf8Aolq9cr5XiL/ev67I+n8Of+Snzr0w3/pFQKKKK8E/aQr4p/brH/G3n9h3/rt42/8ATNFX2tXkvxY/Yu8G/Gj45+EPiNrc3iQ+LPAJuD4dubXWZ7eLSjcRiK42RIwjbzY1CvvVsjiujC1Iwm5S7Nfemv1OfEU5TglHvF/c0/0ON/4KB3mj3t98KdC1TXPETXGs+LA1n4N0ZFMvj14bWeQ2c7M6LHaRYFxK8jeWFgAYMWUH5i+Cfg/4lePPBX7ZXwr8GatY+DNV0Xxlpn/CMaVc6zczabpgntbO7uNNjnwskMF0BJERCFEZuXMY6E/av7T/AOxv4L/a2tfDLeKBrtnqngvUv7V0PV9E1afS9S0ucoUcxTwsrgOhKsvQjHcAji7b/gl18J9MvfHFxp8Hi7S7j4gXmnajqctn4ov4pI7uxeGSC6hfzd0dwXgjZ5QS7kHLEMwPVQxNOFPld7+l1fmT79vn0vY562HqTqcytb1s7crXbv8ALra58W/HHxN4K+JH7Fn7W/hXX/hfr3wk+J2g/D+PVdZ8Eahe/a9Ija3ivPs2q6ZLG3kyxNI5VmRUBeBCybgSfVNc1WbwDqX7JPwg8OtoOg+HPiZ4av8AV7231g3MtjrmoWun2DRWr7JFZgVmnl8otsZok+VsYr6oT9iDwLqek+NrfxFDq3jG7+IeiDw1ruo63fNPeXWmBZQtmrrtEUSmeZsRBSXkZyS2COT8Yf8ABLX4RfET9mnR/hZ4i0/xDr2h+HbuK/0rUb/XrubWdNuYVCQzQ3pfzYzHGqoqqQgVQNuBWn1yk9He1/XeNrq76Pa+vmZ/VKq1Vr29NpXs7Lqt7fcSfsH/ALN/iL9lvU/iB4f1jx9p3iTSdU1OPW9G8OWkM6x+DYZxIHt4mnnlk+zySRs0afKqFZAowePEf2jfgvovx/8A+C3nh3wx4kbV20K++BeoG9ttP1O40430Y1y3HlSSQOkvlkkMVV13FVzkZU/WX7N/7MXhP9lXwPLoXhSHU2S8uDd31/qmoz6lqOpzlVTzZ7mdmkkYKqqAThVUKoAGKz/iv+yH4T+LHxf0X4hPNr3h/wAdaDYSaTa65oupPaXD2MjiR7SVeYpYTIA+2RGwwBUgjNc8cSlWlNvdNXtbpvp/w5vLDt0owts07Xv12/rQ/M349yeJfgX+wv8AtReBNN8TeKr7Qfgv8U/D2n+CNauNVnk1DSrW9udKmn09boN5jpCt00fzsTtmwewH2B8c9auvC/8AwWV+DqWdxqS2uq/D7xJc6hYwXUgh1CS3e0EJeLdsZ1DuFYrkbute3+J/2Kvht4y/Zz8QfCvUvDqXXg7xW002rwvcSG51C5llE8l3LcbvNa5MwEnmliwZVOeABz3gD/gnT8OfAHxS8IeON3jDXPGXgmwuNOsNa1rxNfX97LFOV3ieR5CZgAgVUfKKM4UEk1tLGUpLW9/e6b3ilffurv1MI4OpF2Vre712tJu33Oy9D87vjdHp/wC1z/wbu+P/AI7eKJrjVPiR4sju9WvdQS9l36Yy615CadEu7EdrFAiReRja2C7Auxevpn9u/QfFvgzx+3jvVvAN98aPg2vguDStX0fQtUNv4i8CTIZ5Z9UsrfcomaWKSIEoyzr9mQqQoO70nxb/AMEc/gf4wh8dWM2m+KrLw18Rrj7drfhqw8TX1roU12ZEke6SzSQRRzMyDLKAB2AIBHoPiL9iDwvrPiW81Sz1zx5oMmqaNbeH9Qi03xFcRx6hZQCRY0kDlj5gWWQeepE2G/1nAxpLG0r+7e127W2TtorO6tbp+RMcHVt71r2Svfdq+rutb36nVfsweLvD/j39m/wHrHhPVrrXvDOoaBZS6ZqNyGE97b+QmySQNhhIQAWB5DZB5ruqyPAHgLRvhX4G0fwz4d0620jQfD9nFp+nWVuu2K0t4kCRxqPRVAHPPFa9eTNpybWx6kE1FJhRRRUlHiX/AAS//wCT5P2gv+vlf/SmWij/AIJf/wDJ8n7QX/Xyv/pTLRX6Nkv+5x+f5n83+H//ACLKn/X/ABH/AKeme6/8FKf2WNR/aw/ZsuNJ0LZ/wkmh3iavpcbME+0yojo0O8kBdySNgk43Bc4HI+SdE/4KZQ/DbTo9G+Jngzxdo3izTwILxIbSMLM68M+2V4yuTzgAjngkV+m1FTmOT08XJTbs/vPRxOT5jRzGWa5Ji/q9SpGMaicFUhNRvytxbi1KN2k1LZ2sfmn/AMPbfhx/0BfG3/gHa/8AyRR/w9t+HH/QF8bf+Adr/wDJFfpZRXm/6rw/5+fh/wAE39txt/0NKf8A4Sr/AOXH5p/8Pbfhx/0BfG3/AIB2v/yRR/w9t+HH/QF8bf8AgHa//JFfpZRR/qvD/n5+H/BD23G3/Q0p/wDhKv8A5cfmn/w9t+HH/QF8bf8AgHa//JFH/D234cf9AXxt/wCAdr/8kV+llFH+q8P+fn4f8EPbcbf9DSn/AOEq/wDlx+af/D234cf9AXxt/wCAdr/8kUf8Pbfhx/0BfG3/AIB2v/yRX6WUUf6rw/5+fh/wQ9txt/0NKf8A4Sr/AOXH5p/8Pbfhx/0BfG3/AIB2v/yRR/w9t+HH/QF8bf8AgHa//JFfpZRR/qvD/n5+H/BD23G3/Q0p/wDhKv8A5cfmn/w9t+HH/QF8bf8AgHa//JFH/D234cf9AXxt/wCAdr/8kV+llFH+q8P+fn4f8EPbcbf9DSn/AOEq/wDlx+af/D234cf9AXxt/wCAdr/8kUf8Pbfhx/0BfG3/AIB2v/yRX6WUUf6rw/5+fh/wQ9txt/0NKf8A4Sr/AOXH5p/8Pbfhx/0BfG3/AIB2v/yRR/w9t+HH/QF8bf8AgHa//JFfpZRR/qvD/n5+H/BD23G3/Q0p/wDhKv8A5cfmn/w9t+HH/QF8bf8AgHa//JFMuv8Agqx4W1uBrXwz4R8Z6xrkw22lo9tCqzP2BMckj9cdFJr9L6KP9V4fz/h/wSZVONZJx/tWmr9Vho3Xpeq1f1TXkfKP/BLj9mHxV8IfD/i/xx49t/sPjD4kXq3k9kygSWMKmR1DAE7WdpWJT+EKgOCCAV9XUV9Jh6EaNNUobI7MiyejlWBhgaDclG93J3lJyblKTfeUm2/U/9k=)
2) Why Does Food Always Move From the Mouth to the Stomach Through the Food Pipe?
- Food always moves from mouth to stomach due to the peristaltic movement of the food pipe.
- Peristaltic movement is a rhythmic contraction and relaxation of the muscles of the alimentary canal.
- Due to this, the food that enters the stomach never returns to the food pipe again.
![](data:image/jpeg;base64,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)
3) What Is Undigested Food? What Happens to the Undigested Food in the Body?
- The part of the food we consume that does not get digested in the alimentary canal and reaches to anus gradually is called undigested food or faecal matter.
- It comprises dead bacteria, cellulose, a carbohydrate our body cannot digest, and some undigested carbohydrates, fats and proteins.
- It is stored in the rectum for a while and egested through the anus during defecation.