1.What Is Dry Ice?
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)
- Dry ice is the solid form of carbon dioxide.
- It looks like snow and is used as a refrigerant.
- Dry ice sublimes without melting like naphthalene.
- It is mainly used to transport meat, fish and ice cream.
2.Which Metal Is Liquid at Room Temperature?
![](data:image/jpeg;base64,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)
- Mercury is a metal that exists in liquid form at room temperature.
- Mercury is a heavy metal and looks silver in colour.
- Mercury is used in thermometers to measure temperatures.
3.Do Gases Always Float Around?
- The molecules of gases have the least attractive forces between them.
- It is the reason why the molecules of gases always float around.
- If the temperature and pressure are reduced, the gas may get condensed, turn into a liquid, and not float in liquid form.
4.Why Can We Easily Compress a Gas but Not a Liquid?
- A gas can be easily compressed because the particles of a gas are not tightly packed and have large intermolecular spaces.
- On the contrary, liquids cannot be compressed easily as they have fewer intermolecular spaces than gases.
- Liquids also have a fixed volume that can be measured.
5.What Is the Hardest Substance Known on Earth? Write a Few Uses of It.
Diamond is the hardest substance on Earth.
It has the following uses:
- Diamond is a precious stone, and it is used to make pieces of jewellery.
- Diamond is used in the glass-making industry as a glass cutter.
- Diamond dust is used to make cosmetics and medicines.
6.Why Do Liquids Permanently Settle at the Bottom of the Container but Not Gases?
- Substances with higher density permanently settle first than the substances with lower density.
- Liquids permanently settle down at the bottom of the container due to the action of gravitational force on them, as they are denser than the gaseous molecules.
7.What Is the Strongest Manufactured Material?
- Graphene is the strongest manufactured material.
- It is a transparent material that is made up of carbon.
- Carbon is the structural element of charcoal and graphite.
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XJPDsKsz3v2XCqq9W2H59o7nbjil73QZl/BGf4WfFjxtpOjx+IvEnhJbh83MGrWcUpSNRlhHMrBS2Om9BXpP7Vfwj+C/wADdV0+aP4g+IptJvYyDZx6ZFd6i8mMjYd0aKhU53OOOOua8qtf2K5PHV7pl/4403VvCPgdpVe91edksZhF/wBMPNKsztwAVBxnOD0r3D9tb9nP4cfHT4jaX4i+GN/dav40ksLayu9LutThYXdrbxLEkkIcr+9AC7gud+c4zQk7CPNPhB/wVh039mHw3rHhXwT8P/En/CP3W51mv4YLi41SRgQzTmNQuOgCnIA4ya5TRPiX8J/iAI3jvPFHgHWtQkz9j1GwivdNWVzyqSxFHjTceNyEAd63PDX7MHjTXvGP/CM2fgfxFJroQymyaweOQIOC2WAG33zisPxf+x54y8Ta/qHhv/hA/EMmrWYxdWxsmT7PkZBdzhFBHOS2KPeGe9fGr9lv4T+A/g3b+IofihfJNbqr3zz6ck8Mq8B/ISMhi4JGF3HryRXk3wV/4KMeCf2KvFV4vw78M+NNaTV1/wCJjrmoWFvHNPtxsijjjyyR9ThmOSa9n8K/s5/Bu4/YW0X4a+NPGWptr3gvUrvVobpdQikXS7+4XEkBILLJApwNpbqMgivBdd/Zp8VfDfSI7rVvC2pRaa33L+CEXNnIOxE0W5MH3NOV1sIj1X9p/wCGPx68Ual4g8QWviz4f65qs7SyNBpsF3pznoHMKlJY2IwW27snJxXt3wy/ZN+GvxJ+CVxrUvxR8vWZommtDFZL9hC/weYGIkG7v0IzjBrxf4gfsmeMvD/g211jVvAniK00nUiqW1y+nuVlZ/ugAAkFuwIGa9E/YL/ZS074I6p43j+LH9veGPCfxJ0VtCTQ7uUW8l4hYSm4jVzvhZCAVIUZJPpilG99RlP9iX4pfCX4S/tXaJBo9j4k+IWvawlzZ3N+2kwWun2EaW80reSJGaVizRqu75cjtg0V6B8AP2QdP8G/tjaY3wz+2+LPBtkZ1F2ZIpLixc2koMUwUg8EjD7QDuHeiole4Hyz+09418fftB/tFeLpvEmotb6fY6ze2ttaQSsUMa3DgM/YnAHbiuPn/Z20bVIV+1w+cV7knivvD4X/AAL+APxn+Kvj/X9R1jxrp9vZ65fW1xolzdQRvBcLOxeQTKpZoST8uQD6k14b8btX+CvwS+Juo6bJrHjTxFbriWysNO+zq4Q8bZbhs4OR2jziq5dLsDyv4C/sk+Ntc8eW7/B/w/qF94g0d0vB9jPlxQ4YbTM5IUKSMYJ556161/wUV/aT+Knh34t3fwps7q8jtrPTLRdU1O4Zo2luXQNMbcAD93u4Vsnoea5rwX/wU21X4FajeRfD/wCHdxo2g3yAzRrqT3d1cSjgSSPJgfd4woAFZ11+2P4Z/aR1CG5+LXg/xV4e16FmgtNf0bUUuf3TPlVntZRtIBPVHBxRdWsmB5bD8Eo/EMBbV5pr6WQfO0rli31J5qu/7OGh6KxuLe38u4QZWUsSy/QnpX3/AK7+x/8ABfw38DPti+PNam8TLb+f9tMkQtC2M48nGdvb7+fevljVvj38IfC1lnR9C8ZfELUox8sl9cJpWnq47+XFvldc+rgGhxtuM9p+BOq/HT9m/wDYR8feLdS0vxN/Y+ixWsnhGOZW8zVDPN+9kk3ZZbeNMHdgD5h2FfJ2s3vi34+63dax4t1S4llv5DL9lWd2ggB/hUE4/EAZNe0av/wWR+IGv+FrPR7/AMEXWoWrbYNQt2uvIguLcja6K6/MuV4GBmug/Zh8JfBP9pDx3BY2OreNvAcdvH9pv9K1EwXYEY4229z8p+8R99CQKbs9EI+Z5/2XdBlJkeBm3HcVLnaT6lc4/SvSv2TdM+KHgH446PY/C231jWLq8lW3uNPg3yQw27OqyTso+VRGvzbjxxjvXv37W3we+C/7P99pt9b+OvEn9h3WY5LWO2hvr15cZAjbKKFIzksDjivH/BH/AAUW079mnxW1x8M/A/iX7Hep5Wo31/qCz3l2BymI1VURQSTgE9e9LlSeoHTf8FLfi58UJv2kte+Gtxc61pvhvQZ42tL+dnt59XiaJfmG3AaPcWGRkHb7V84zfs46brbrPdec1x3lWVkf35BBr2jxP/wUA8P/ALUPiHzPiv4P8Y6etiSmmaxpV7Gbi1jYDcslvIpR13DP3gfpX0F+zL+yd8H/AIufD241+++JGuTWl4W/swQ2sNnLGg4zMjl8vuzwCBge9O3M9A2Phm0+Esnw4X7T4bvr7SbqP5kltp2jkB9dykHPvmvsfwP+0Z8fpv8AgnnrXjePQdeurrR9Wt9ItgttI1ve2BiPm6gWxuKo+ASPlznmvKPiVqXwf+DfiHU9J1rWPGHjrVNPmaM2GjW8Wn2rDqu+4cuxJXGdijBzzWhp3/BanxhoPw+fw9Z+CdStoYFNraWomEkEdsPlRDIeuE4JK/hRGy6geAan4B1L4wD7V4s1bUtbuZvmZ7q5eYg9eCxJHtioof2btP0mZbiCa6+0RjCSSTu7J9CxOPwr1zwV4z+FvxR1G0s7K78T+Ata1KZYo7TUoU1Cx8x2HAlQo6Lk/wAQOK+m/jN+xF8L/AXwiXXLP4oX0N3p8Yn1GS6s45ofKHLmOOMhwwHQZOelJRvqhnzl+xh+0p8UPhT8fvC/hK3vtc17RfE+p22muRNJdT6XE8gDyRI275QpLEDgbc9qu/t/eI/i14o/aL8QeF/GM3iDRdJ0e6ms7CNmlt4datlkYR3e3hXDLjkZA6VU0j9tL4ffsqeKoda+Gej+PPGGvcQTazqHkWcEUBOXENqoZstgDLPnFaXxN/4Ke6J+1Vrlna/ETwf4wGi6cu6zvtPuIre7s5W4c7JFZZEIx8pK8indWtcXU+eY/wBl7Syj7ZLxI5W3vEtw4jdvUrnB/KtzRdQ8bfAjbceEfEGrWscLK0lkt3IlvdKCCY3UHaVOMcivqD9m34LfC39orxyYdL+JmpJoNvFvu4rrSBa6lbufup8zNEwPPzKT06VJ+1H+zp8JP2dPEcE2t/EzXLzw7qEZaztdO0lLjVLiRfvpu3CJVGRhiO/Tily6XHc37L9q340/tDf8E+Lvxh4VsfEP9uW2vSeH9VsbKF5JNNtxFvW+heMbmweCR90ntivibVPgxL8QdXXVtZ1TWLvVuc3kl7IbjJ6/OTur6U+GH/BZWH9n/TH8M+D/AAb4u0/wtpcfk6WLt0uLifjLPI0YVQWYk4x361yenfH74R/GS7uNU8QS+Mvh14i1SVri7k+yxappbzMcswRNksaknOBuxTlZ9SSH9gr4L/8ACJ/tT+GJLW8vBvN35paVmaXNpP8AeJOTzzzRX2R/wTm/ZB8E+LfFGi+K7r4jfarndO1jFp9qFgniaGRQ7GTD5KktjAx0oqJQZRyv7cX7JC/slfs8fGy98NeKNP1TxR8RtRP9qXir9ll07TvPeSSC3yW3PubJY7SQOBwK+A/hf8LdP0m3+0NJJdXE2GeeeQyO592NesfFj9q345eC/wBqbxVqdvrWjy2Flq+oWh0+605Ly2vbc3Djy5UkyCCAOmDX0r+wv8Ufgr8X7fWfE3iz4X+FdM8Vaaji802wSWTTo4lwTefZmJSPJOCQNox71eknoI+VItFtoo/upwPSus+AP7Jd5+174+l8N6XqGl6PFbwGe8v7zLR2qZ2jCryzE9FGOhyRXQ/tP/tRfB3wD8ZbhvB3w90fxRcXkQlWzN/LHptiwOMmGM/Nu67cgcdOa8s8Tftq/GHXdVs7rQYfDPhmysd3k6bpelR2dthhg7ig3t9Sxo0T1Geq/wDBUf8AZZuvg74Z+EfhKx8Qx3ng/wAL6ZLpjyWs7RTX947eZJJMmSSrYO0ZOOnpXi3hPwTY6RZRpHGgVQAOK0fB/wC2j8WtE1rUJvFmm+DvGmg6kUNxour6YLmH5cgMkh/eRtgnlSK+xv2K9e/Z38dfDrVPFGpeAbKPUJFZr3TLu9mvrfQ1Vtvy7iNiscEFskZABo0k9BbHyBcaPbLH9xfxFezfsBfsBXH7RHxW0fx1LrWm6L4b8H6xFPPHI7GbV2iIdoFC8BM7QxY4PIwa5L4x/tJ/Cv4W/FXWLHwV8PdP8YzLJ5kEuqalNNp9huH+qECkb9vX52PUCvPLn9tv42ReIpr7Sl8O6fYzQiGPTrKxWxtrcAkgqsY688k5J9aNE9Rm1+2v8CtV8NftseNLrxNfQ339sahLqmmrbz77WG2kb5FReNhAGGGOo7jFZWm+G7WCMKsa4+lS+DP21fF9jpkln8UPBfg/4iaU0ryqZrY2uoWYY5IhuoyJBjtuyK+2P2abT9mrX/gNJqlx4Zh1B76IT3M1/eS3E2mF/uxeapUJtPyg4BJHeiMU3oI+Gtf0Gza0bcsYXBzntX1H+w3/AME7fFF7+yx8VtWh8Q6Lpc3xO8OLYeHba4uXL6c3m+YbkkKREXAAG3J6E4rxHxt+1J4H+Fvi/VtJ+H/w50XxNeWNy8UeueIrqTUovUeXb/LF8ucZYNyK4c/tsfHqC21KGG70jytQdnQxQ/Z1tQ38KRoAoUdgMULlT1AydA+EjeBdav8AS9UDNq2n3LwXhkk81vNUkMS38WTznvXTL4ftfK/1aflV3Rf20I9Q0aG1+K3w18O+JJoo1jOuaQDo+qDAxuZ4/kkPf51Oa+1fBfw+/Zrvf2dwslitxeT24ZtbkvnN1FIy5BDghBj+7twQOhojG+wH56eOPAFvrkawRIwuJnVIfLO195OFwfXOMV9d/Gb/AIJn/EK+/YD+H9vca7pd5rvgt77UdbtY70mfVLeYiSOMvtAleILyCcHHBNeF6z+2N4V8BfaLL4Y/CvRdQ1S1Zol8R+KZ21SV3U482GH5YkBIyOCelcvD+3z8eh4bg01zpJ8mRWa4dS6SgNnaYjxg9CM4waFy9Q1KvhrwxZw2cexEZSOuKv3nhi0kiI8uP8q6Sx/a08B+PTDa+PPhfZ+F9WumWH+2/Cl21hCrsceZLavuiIBOTtwa+wfEfwV/Zsk/Z/MkYvbPUre38z+2YtTczyuq7jncTEc/3dvGaIxvsFz89/B/wY8QeJfjZ4dtfA91Na69eX8ISNJxFDOiuHYSk8eXtBzntmvrr/gqB+wVrmkfFLVfi3azaXc+ENQjtvN023uDu0eXy1SRljwF8ppBnK8gtyBXz34k/bN07wxpE0Pwf+Fui6PfyIYx4g8QXEmp6pg9TGcrHDn/AGFqvcf8FF/jRq50+LUtF0C+0+1P+l2eoxm8t75cEbWQ4GO/scUe7awalKy8M2ZiC+XH09KoeI/AljqNoytDHhhjp0r0Tw7+0l8Ivi9rmn6Xr3gDUPhvr2oTpD9t0HUy2lsSed0E4Yx55xsPUivq74yfA79mqz+Bzanbrq2m3GlQ/aJbq01VmnvVQbmjPmbo9zdMgDBIoUb7Bc+U/wDglh4d8eeGP2u7ez8M3F1q2iR6bdC5s7h1aKwVlysibujF1C4HO137Zortv2Q/2xreD9pjwvpHwt+FXhrwnol41yb2/wBWll1PV79Vs52QPKzBVG7B2qMUVm7DOb8e/Dy8+LH7UuueGdHSCTVNY8RXkEAlcIinz5CWY9lUAkn2r3b4u/8ABPe8/ZF/Y3+J/wDYfinSda8WeMrCK2vrhIza+RYJlpYIWJJLNljk7c4A4r57/aZ/bh8R6V8WvF2nfD/wL4Q8Hra69dB76KzNzqF2UuHyWuJCWXcRyFwMEiuJk/4KI/Gq78VadfXek+Gb6wtNy3Wn6lCby1v42XayMhxjg8HqK0jKKQtTz/4SfDTSvD+nx/ZoVG4AljyzfU9a9ItrGGNeAte9/sdaN8C/2wfHck2reD9Q+G11oaLPqemabq3/ABLNUD5A8oMPMhAYZIUgYwBXUfty/Dn9n/4Grp+tWLeIdN0uOUQ3Wn6TerPLe7uF2Gbds56kZ47UKOlwufLUPhmXxXrNnpNhALi+1KdLW2hBA8yRzhRk8Dk9e1fWviH/AIJma9+zn+wX8WdPsde8P6p4u+IlvafbltpHhEFlAS8ltHIfvSNljn5QcAV8seLf22tP0vTprf4WfCzQfDszKVj1jV5H1XVF/wBpXchY290AxWfqf/BSb43akdNVtM0WQWMqSTLeZuLe7VeqNGcZVvQmiLig1OI+GHgTTdD02NbeJVGMnPUn3ru4bCJE+6v4V6l8BPFnwf8A2v8A4g6foOreCb34U+J5ybi4ufD98DpV6iYMgEEoPlOe2zgV9BftY/sq/AP4e/Cl9W0TUNa0OTSx51xNHf8A2x7iJfvrsk+XeRnBGOe3ahR0ugufDeraIuqyR2sMPnXF06wxRr953YhVA+pIFfZGk/8ABLPxR8M/+CcXxK8I2useH5PFHxAu7XVrmCK4eNYooNh+yiXGDIdrcgBSWxnvXyv4i/bB8C+FdPaL4Z/C9L7UFU+Vrviq5a8uEbtIkK7Y4yOowMis26/4Kb/Gy68NW2nf2XYtNDsDzyys0MwBGcx8HBxgjPehOK3A5P4f+DLTw9aC3WHymgJRkbqrA4IPvnNdhHYQqn3V/Kuq8K/Hv4S/HjUbXTfE3gG++Gni/VJlhj1Twzcb9Nnnc4zLaynCAsckoRX2H4p/YD+CNh8EW+yeINdi8SRW+/8AtR75XV5AMkmDGzafQYI9aIxvsFz89PFujW11ZyLIqtuGMY619cfDD/glV4yvP+CaHivwmdS0S11bxVrdp4mtLGS8cGGKJVJt3cDCu4HQfKCcE9a8C1n9pP4P/DSBofCfw+1P4ja9AxU6l4quvLsUkU4ylrDgMARxvJrGtP8Agqb8ZbTwhPpY0S1W5k3CKeKYpDECTjCdQFBxjPbrQuVbgcz4Z8HR+G2ksZrf7PcWbtBLEw+aN1OGU/QjFdF/Z0Pl/dWr2h/tT/Dfx5aY+IfgC+8K6xIMza54XuT+8fu8lvLlWJPJxyfWvs39n79gf4N+NPg6upa14o8QX2palF59vdW9zHarbIwyn7rDAsARncTk56URjfYZ+fnjjwrZ6npsqTKhUg5yOlfWn7N3/BN/xr8ZP+CW+reD2m02xutQ8UQ+KvD66hqDB2txGFaOQgHyw4ztU8dM4rzP4l+Ifgf+zN4k1LRdR0nxR8XPFunSlGtZpxpmjQ55XcYyZJflIyM468Vyegf8FY/id4WTULaz8G2en2Msh/s+0064K21lHjCxgOS2Bj/9VC5VuI5tfh1N4A1u80XU7RrPUtKma2uYGxmKRTgjI4P1HBFXm0qF4/uj8q2vCv7ZPw/+JNso+LXw0vtO1ub/AF/iXwvqDR3Ur/35YJd0ch/I8V9Jfse/sifB34+WN9rc/jjxFq3h+ZymmqkKadcADhvNB3/MGyOMA4zRGN9hnxD8RfAFjr2nSRyovI4I4IP1r62/Yy/Yi8WftR/8ExtV8DXUtraTQ+KV17wtqGq3h3TRYCyo+0FxG3zhcg54OMCqv7TXwV+BX7H/AI2Y+LNY8beOLW/DTaPoWniO2aZVwGFxcjoAxA+UKSDXkuj/APBWPxT4B8STW/hX4bw+GvCNvCkOnadYXzzmELnl2kPLHjOOOKNE/eF6Hdfst/BnVvgb+2dpPhjxFYrY6xpbXKTRhw6MDaTFXRhwysOQRRV79iv9uy0+M/7UOiy+P/hha6hr9w919j1eDU54LiKMW0xEUoHyOoXcBgDBOaKzla+gzzn4z+H4I/jZ4y+VeddvT/5MPXKahpEIiPyqBXv37TP7H3xL8K/tG67preHX1CXWtTu7u0lsp0lhMZmZsu5ICEBhndj8a5DxR8FvC3wZh+2fEj4keF9LuLXEp0PSidUvJyvPlOUwqA4wTzwavlYGl+wX+y5rw+MMPxO1bw34gj8E+FtNutTWf7HJ9n1iZUIihUY/eruJfABHyCvlC5s9U+MfxB1HXte1C8uo7q+mubaykbbDYq7khFToNoOPbFfpNrn/AAW7+H1j8KLU2+rWtvHFAkS28S/vIAABtEY5+Udh6V4F4q/ZFuPjXeax8QvhH4w8L/ErR9VlbULnTbAix1WwLcsDbOfm5yflOeelVKK2iSeN6N4Vt7KFVVFG0VbuNEh2f6ta9u0r/gnj8Z7v4bDxQ3g+SCxaLzltpruKO+ZMZyISd3TscH2rA8I/sk+OfGWhDV9Qt9M8FeH9u86p4kvVsIdvqqHMj/gv40uVlHj3hP4EeIvjH8TNI0rwlZ61NqT3cIkn0yF3ks4mkCvKxUfKoUnJPFegf8FXNMuNU/bQvvC+nvfaR4V0PTLK2FgsZghvZAm5pjwN/UAnoSvrXvv7I37cnwu/Yrm1TwfZ+N9F8SXt1J9svNWtrdrWG4foIlZ+XVAOOe54FYP7Qfxt8Ef8FMPGcen6L8QfCGg+KvDcxWyi1UNGupI65aNbgfKvzY4weR2p8qta+oup8t+GvB1vY2qKsa4A9K2JNBhEf3V6eleoaH+w78Xrnx4nhiHwZfXOoNGZkuIZo3sZIhx5guN3l7fqQfapPGf7GvxZ8E+NLXw7eeB9Xm1S+QyW4tNlxDKoxuPmqSigZGdxGKnlY7nz5498IxXdm23Mci8qycMp7EH1r3n9pXwZ4s8I/wDBNH4JtcP4g07xBrGqX51vUZbaSK4mtmL+TFM5AwpXbtzjIHFbOnfC7Rf2N/GGleMfij428C2t9osy3MHheC4/tK8mk6L5nl5jTaTu5LDIFfQ/x8/4Ks/DH4ofC/8A4RzV/EOjrpviZRYyyzj7RHEH48xkXJIXrx0wOlVGK1uI/O3wT4Ft9NsY1VBwAOldOvh+Db/q1/KvTdW/Yo8ZeHvC39ueFbzQ/ib4XVN/9p+GbkXLxqO8luf3qcdcBh71c8P/ALF/xc8SfDv/AISiz8B63Noxi85XwizSJjO5YWYSEY/2anlYzwfxf4Mt7+zZWjX5hXrX/BP/AMPeJvEfwn+Oukxz6vqkmi+Emn8NukTzNplyN52xYHLnC4Xk4FWPBP7HvxE+LGjHVE0uHwz4dwWk1rxDMNPs41HUjf8AM3/AVr6c/Y//AG8Phr+y94Lm+H+n+LPDOtSeHT/peoaY2yC8mYbnkBbBY5OM89ODTjHW7Ez86fBPhSa5kkuNSluLrUZnLXMlxnzWk/i3Z5Bz2PSu0g8N2+wDy1x9K+hvir4T0T9vf4sat4u+GPizwG+uSMYL3w7NeiyvbyWMkefGWAjdmGB1GdvWvNv+GdviPaeP4fCk3gfxJH4huAWiszaNmVR1ZX+4VHHzBsc9aOXsM8y17wdb3duymMcj8qk/Y98Sal8Gf2s/AtrLqM0ngvVNdhg1TSpDuhmWU7MjuPmZTx1xXpnjz9lz4oeCfFVjoOoeAfE0Wr6oCbO3jszN9pxjO1kyvGeckY716H8EPhav7A3j218f/FjVvAui6kyrb6XoVzqCXGqQySMAZNi5RGA4+9kDPShRdxHj37cXwj1TwT+2j40sdSm1C60mO/Z9Ca5RhGtlIBIiRk8ME3FSRn7vNcvY+GbcRY8tfxFffn7YH7aPwy/aX+F9r4N1PxB4Z0271iRV03UdQkHl6bOORLuXLKOMHHBzg18v+Of2N/iN8OtF/tWPSbfxV4fxvXV/DlwupWrL6nZ86/8AAlFEo66AiH9i7wvbx/tPeF3CLlftXb/p0mor0D9gT4AePfGvxl8O+ItL8Ia7daFGblWvxb7IebaVRgsRn5iBxnmis5JjPGf+Ch/7e+v/ALTXxl17w14f/tTT7LSNcu4Li9DNCX2SumxcEEg457GvE9E+Ey3SbrjdJI3LFjnJ969C+Imj28Hx28bMsa5bxBfnI/6+ZKuWcaRqAKrfVgefP8DdL8zzfscPmf3igz+dL4aluPgf480nxJpfnxyaTdxXLxwymPz0RgxQ4xkEAjB4r0O5ZVTtXf8A7Nn7Bfi/9ty7vo9Bl0/SdEsWEV3qt+zeWrkZ2RqoLO+OeMAZGTQo32A+i/2gP+CpF78Jv2efA/ijWbK4gs/iPZyXGjWygtdOqd3THyg8EHpyK/OTXfEfiT4++Jr3WNbur4wXtw80FnLOzx2iMchFUnAx7d6+wP8Agsf8Edc8J+Pfh8ZLSz/4QfwzosOg6Y9vJu8mVAMh1x8u5VGDyDg96+dfDVlDHbLtVcYqp3bsxI5B/gbp+oRKLi3jl7/MuaguvgxY6bbbYLeOHbyNq4xXqaBQnaqOrvGsRzjpzU2Gez/8Erv2w/EHw58fR/DH/iY6tq3iS8zpT3E7PGiLGS0ZY52KoVm9OTVH/gov/wAFGtX+LWv3/wAPtDm1HTtZ0PU3tNUubSZoxAYiVeMOuNwY8cdq9W/4JWfsJeMLz4raP8Ybu302x8PWlrcrp0dzMRdXjSIYxKqAHbGAW5YgnsMc18r/ALRXwH8RfBH9pLxPa+LrO3h1PVtQuNUjmgk82G6illZg6NxnrgggEEYq/eUbE9Ty/T/hSusI0l5vuJJeXeQ7mc+5NSR/s/6TZv5kdnCr+oQZr0jTYkWJemMValVdlRYo8z0LVPEHwI1231bw3qepac1vKsk0dpctELhAwLIwU4IYZHPrX6VeAP8AgqxDrn7K2tePYbW4Xw14Zmh0/Up2+V7aeTaFTZ95uXUZHrX5/wDii2jnh2BdzSHaqgZLE8AAdzX2j8Gv+CbPxJ/4dqeOvCcmk6Pa634y1K31mys5r5VdY42hfZIcbUkIjOFJ6kAkdqp3WwmfDvxg+MPib9qrx3qmqalqmsyaFc3LPp+mz3LmG0iJ4UR52j16d65qT9nrS7/Dy2sbNjGSK7jTfDE/g/VbnSdQtJLHUNOla3ubeUbXhkU4ZSPYit+BFC9qn1GeVSfB2LQ1WSx3W0kPKNGdpQ+xHSvfP2Lv+ClOtfs0eLptP8fa7rGqaXtSPTJ72dplsxn5owTkgNwefTFcnfQKU5rifEPwxuvijrdroWj6fJqWr6rKLa0t4hl5ZD0A7D1JPAAJo1WqA+6/+CoH7f8A4i8LeHY/AsDan4e8Zata29/bTW0uGitZDnzBIuRhlDLgc5r897v4Xnx3NJd6zLPqV1ccyTXTmWRz7s2TX6Ff8FGP2HviN8RPBXw78eR+H4Lu48I+EotL8QQ290ktzG0WG3oo/wBYoy2duTx0NfHmiLG9su30qql76iR5rD+zxp1m++ODDYwDnOPzrU8NePPH/wCzlM174L8Ta1oskYyYra5ZY5PZk+6c+4r0owqydPrWPr+nxzwNuCkYqRn6Ff8ABLj/AIKeab8Ytc0vwxZsx1exsZLm+tXYJJbIq7SxBIyPMZRkdd1FfCP/AAT78C6sf20tHuPDtjdzyCzu11BraMtstzC+N5H8JlEQ+uKKHNisft1qv/BAn9nrWfEmo6rNp/iz7Zql1LeTka24UySOXbA28DJPFOX/AIIHfs9p00/xX/4On/8Aia9E+M/xj8V/FD4r3ngfwRff2PZ6PgapqagrIHB+ZVYcgA8YGCxDc7c1z837KmrXkhkuPiF4gmmfl5G3kufXmUn9a8mpmHLLlir2PbjldGnGLxdZU3JXSs5Oz2vba+9tzmZv+CBX7Pc64aw8Wfhrb/8AxNeqfBP/AIJo/DH9nvwsdG8LQ69Y2DSNMyPqTylnb7zEsM5OPpXH/wDDJeof9D7r35N/8co/4ZL1D/ofde/Jv/jlSsymto/iH1HLv+gr/wAkka3x3/4JLfCP9pDSls/FUfie6hSVZlEWrvFtZenQfzrz+z/4N/P2d7FNsen+LcD11tz/AOy11X/DJeof9D7r35N/8co/4ZL1D/ofde/Jv/jlH9pS/l/EPqOXf9BX/kkjnf8Ahwj+z5/0D/Ff/g6f/wCJqve/8G/37O9/Gyyaf4t2twca24z/AOO11X/DJeof9D7r35N/8co/4ZL1D/ofde/Jv/jlL+0pfy/iH1HLv+gr/wAkkeneB/2GvA/w78K2ei6X/bkOn2EKwQI18WKIo2gZx2ArzD42/wDBF/4K/tB+JrXVvE0Hiq6vLONo4jHrDRqqsQTwF9qX/hkvUP8Aofde/Jv/AI5R/wAMl6h/0Puvfk3/AMcp/wBpz/lf3h9Ry7/oK/8AJJHNQ/8ABAf9nmBcLp/iz/wdv/8AE1I3/BBH9nxh/wAg/wAV/wDg6f8A+Jrof+GS9Q/6H3Xvyb/45R/wyXqH/Q+69+Tf/HKX9pS/l/EPqOXf9BX/AJJI5m1/4IDfs9WWsWl9HYeLVuLKdLiI/wBtuQHRgw42+or6Fs/2RPCdjpYs45Na8kDHN6SfzxXkH/DJeof9D7r35N/8co/4ZL1D/ofde/Jv/jlNZnNbR/EPqOXf9BX/AJJIx/G3/BCn4CfEDxvqPiHUrPxVJqWqSebcMmssqs2AOFC8cCqsf/BA/wDZ7jHGn+K//B0//wATXRf8Ml6h/wBD7r35N/8AHKP+GS9Q/wCh9178m/8AjlL+0pfy/iH1HLv+gr/ySRzsn/BA/wDZ7lGG0/xX/wCDp/8A4mr3w6/4IYfAb4WePLPxJo9n4rh1SxDCF31lnVdwweCvpWp/wyXqH/Q+69+Tf/HKP+GS9Q/6H3Xvyb/45R/aUv5fxD6jl3/QV/5JI9iuf2S/Cl3pTWcjau0LLsI+1nOOnpXzuv8AwQG/Z5S5lkXT/FitM7SEDWnwCSScDbwOa6b/AIZL1D/ofde/Jv8A45R/wyXqH/Q+69+Tf/HKf9pze8fxD6jl3/QV/wCSSOfH/BBT9n0f8w/xV/4On/wqG5/4ID/s83S4fT/Fn4a2/wD8TXTf8Ml6h/0Puvfk3/xyhP2T9TicNH4/15HU5VgHyD6/6yl/aUv5fxD6jl3/AEFf+SSJ/wBnn/gjl8GP2YPF11rfhO28TW99eII5TPqzTKygMBwV/wBo0UukfGvxh+y34ogs/GGoXHirwvfh/JvWy91G4XgZY5yTjKsxGDkHgiit4ZhTa1dvJlS4fxcrTwy9pB6qUdn99mn3TG/swObnxz8RriT5pptYJdz95v3kx/mTXsVeN/ss/wDI3fEL/sLn/wBDmr2SvHjsZ8Rf8jCfpH/0mJ5j4+/bX+DXwp+Iq+D/ABR8W/hj4b8Ws0SDRNV8UWNnqJaXBiH2eSVZMvuXaNvzZGM5r06vkL9pS2jb/gsh+zBIY0Mi+E/GeGK/MMR6eBz/AMCb8z616z+3d8WdU+Ev7MfizVPDfjLwf4H8RWVvbyRar4hDzW+nwyXUUMkqwxpI8sxR3SBBG4kuGhQqwYqb09lCb3lf8Jyj/wC23fr5a+NyXqckfL72k/zdkeuarqtroWl3N9fXFvZ2VnE09xcTyCOKCNQWZ3Y4CqACSTwAKa+uWUepW1m15areXkTz28BlXzJ402B3Rc5ZVMiZI4G9c9RX5D/tfftDfE34q/sNfts+Bdc8c/ExdP8Ahpp+h6lomqa5o+l6L4h1Sw1C3zLZ3sVrbRotu5UsF8m2uQjmOXHzIfdNM+C3jLRf+Cz/AMMdNu/jl8Vtajs/hDqGrM97b6APtEa6zp4ks2ji0yOJYZhsEkkaJcEQxhZkxzvChepGnJ25r/cqcqn/ALbZrda2vonnKSVL2i8/wlTirevOn6W21t9wfCz47+FPjVqni6y8M6r/AGldeBdck8Oa4n2aaH7DfxxRTPDmRFD4jmiO+Pch3YDEggddXwLZ/wDBRT4g/DT4EftQeJfEmpaBrGqfD/4vDwF4Ylk04WenaTb3P9lQWzzoJN8kcMl600haXdJhgGjUqE3v2o/H/wAeP2ANC1XxVN8Q2+LXgzXotJ0Cwt9X03SrPXdI1+/1a2s1kthBFZWcln5Fw7hLuYMJYo1abY7uucafOoOP21C3nKUIyS20b5o6PROSXM9WaShZzTfwuV/JRk4t+aVm2+0W7LRH25RXyz+wV4i/aGb4w+P9J+Kmh+Nj8O1t7O88Ja14y/4RmLXhOQy3dnOmhXD27xAhJIpPKjYBnVixCmtH4zfFbxV8Xf224/gb4V8aax8NY9I8Ejxrqet6VYWN1qV8Zr1rS3t4BfQXFusSGKZ5WMLsxeFVaPDFlKm1KMI6uSb08k5O/ayi/XpdNNx/M3oo2u+mrSVu93JLye9rO3uXxW+Lfh34I+DJvEHijVItJ0qGWK3EjI8sk800ixQwRRIGklmkkdUSONWd2YKqkkCsr4CftGeEf2mfCd7rPg/UL68tdL1CbSb+G/0q70q90+7i2+ZBPa3cUU8MgDKdskakhlIyCDX5p/tMfEP4mftD+BPh74d8YfEHWtG8WfCr9pXSvh9qGo+HLHTYbXX/APVXVnq5huLafy7pIJ4v3QP2fzDIWiddgT9Av2t/HXib9m79g34i+ItBvtS8TeLvBXgq/vbG+vLe3a6v7y3s3ZLiWOGOOEsXUOyxxoh5CoowBNRxp4WWJlr2t1XJCaeq6qe2lrrrdLRU3LExw0N3u3tfnnC3ycd9b66bN7vxE/bA+Evwg8dWvhfxZ8Ufh14X8TXxRbbSNX8SWdjfXBcgIEglkV23EgDAOcjFd9p2qW2sW3nWlxBdQiR4jJDIHUOjFHXI4yrKykdQVIPIr5P/AOCW/wAPdI0X/gln4H1jwXYaL408R+PvC0Wvaze67fSRf8Jbq91D5l0+oXZhuJTumeSMs0cpjQBAhCha+Uv2T/2m/ipqPiH4A+DPAFj4X+Avwr8deMfG/hcaDpckXia8guLOPU7iWaO4ntbeKCCK7U+RAsLfLGpd2QmE9NXDOnUnR3lC99knZ20vrvZLe97tRRjTmp0vbrSLu1feyi5dL2bjFu2yeibP1kor4B/b0+Nfxl+A+mnQdN+M17ceJvCXwrl177P4Q8J2FxrXiHWLfzBNqWpwXlvNZWGkMIgVCzwSPIZo43dlRak8EftNfGf9of8Aao+CHh2P4hWfgrwn8Wvgs/jS7ttC8OWsmoadfg6fvkiuLz7QhO65bYHhMapkMkrFZFzp0ed2g09WvuVR372apyt12ulrZybh8aton97pq331I+W+vf668b/tU/D34c/HXwh8Mda8VadZ+PvHiTy6FoeHku76OGKSWSTaikRxhIZPnkKqShUEtxXoFfk8vxe+JHxT/wCCg/wU+HHjTxR/aXiz4S/FrxT4Zg8YR6Rb282q2MvhM3kFw8CD7Ot2sVyUJWMRblRjEQWQ+n2X7e/xQ8K/CmPwRNf+JvHHjbUPjVrfwustf0my0O212exs7a4vluEiu3tdL+2eXGsILqsR5fynbETpU7qKjq3FS9YycLNdv4kbp67vyV1bRnbZap36OPteb5WpNrc/RKivzR8bftGftgfBr4X+FW8W3jeD1vPjXonhXTtQ8TaJol9rfibw/qNzCii6XS7ySyt5omM0cjQohlQxlPJYMx9TT9svxx+zDB+2MfFOv3PxIsPgNptn4j8Py6hY2lleulzpcl2bOZrWOGJ4kljwr+WJAjnczkA0pU7U5VE00r/elCVvW1Rb9U09VqKLdSNJby/+SlFPXo3F2tfRp97fbdFfGf7HHj79pbV/2obNvF2g+PL/AODviLw093c6j4tTwlbzaNq4dXiFgNFvZpJLGaJnAS4EsqFIyZmBbP2ZRUpuFk2v8rNqz7PT7rPqZxmpfDqtNejuk9Pv++6PHf23I1b4TWbFRuXVI8H0/dy0U79tr/kkdp/2FIv/AEXLRXBW+I/YeC/+Rav8TI/2Wf8AkbviF/2Fz/6HNXsleN/ss/8AI3fEL/sLn/0OavZK6Y7H55xH/wAjCfpH/wBJifPfx2/4J/t8b/2mNA+KsPxh+K3g7xD4TsLnTdFttEi0F7HTIblY1udqXmmXDO0vlISZXcqR8mwcVm+Kv+CZWj/EvwP4y0vxp8Tvix4y1fxhc6ReDxDf3emW2o6HJpU5ubE2SWljBaxiOdmkKvA4dnYsGzX0tRWkZOKSj028tea6e6fNrdddTxJSbd36eqtaz7q2lmfLvi//AIJO+BfiLD8YF8ReLfiRrbfHHQ7HRvFD3GpWyea9pEYob2ER26rFOAd2wD7OG6QAcV2EP7COjJ8b/AfxFl8afEC48W+CNDuPDs9695aj/hJrOa4iumS9VbcBcXEKSAWn2ZcZjwYT5Ve5UVSqSTUlutvLRqy7K0mrbW02SFLWPK9v/wBn8fdi773V9z5x8J/8EwfAWl/DX42eD/EWr+LfH3hv49a1c694kstemtNsNzOiI5tntbeB4wFig27mcoYEKkHcW4PwJ/wQ++F2jfDjxN4R8ZeNvjZ8YfDfiLTTpVtpvj3xpPq1p4dgypU6fEqxx28qGOPZLtaRAmFYBmDfZVFQpNaLso/KKsl8lovIrnlfm63cvm3dv5vV+h4P+xb+wHon7FdlffZfH3xc+JWo3ka20WpeP/FUuuXGnWowRa2wISKCLKqSEjDMVTczBFC7H7Qf7Gmj/Hb4k+G/HFj4o8Y/D34geFLafT7HxJ4XuLZLx7Kcq01nPFdwXFtcQM8cb7ZYX2ugZCpyT7BRVyqTlJTb1Wz7bp/em797u97siKUbpdd/P/htLdrK2yPlv40f8EpvDPxh8G+DdFh+JHxX8JxeDfFLeOBdaPe6c93rOumYzLqF5Jd2U5kdXZ9sa7IQrBPL2JGqfTGkaU9h4ftbG7vLjV5IbdIJrq7SITXpChWkkWNEj3PySERVyThVGALlFS5Nw9m9r3t52S/JJeiS2Ss+ql1Wn4t/m2/Vt7t3+afBn/BMvR/gje6lD8Jfif8AFf4P+GdWuZLybwv4dutMu9Dt5pXMkrWsGpWN2bNXdmYpatEgLHCjAxl6P/wSS8E+D/FXwk1Tw143+JnhtPg7qN/rGlWdte2F1DqV9qDSnULm8a7tJpZHuFmlRgjxqgcmJYmw1fVVFVGrNWd9v02Xp5bbdkEveTT63v8AO936tNpvdpvuzwb41/8ABPnwv8bvi54m8YXHibx1oNx448It4K8S6fo9/DDZ65YDzzF5m+F5YpYjczFHt5IidxD71JU/JnjH9mu4+H//AAUj+BPgHwzqn7Q2k6F8O/hne+FIPiBpfhqe5jsrqSexa1hnu20+TSpEa2t5EffC0KNtLbJgrL+llFFGo6c1JbK/4qa38vaSa82E/ejJPrb5WcH+PJFPyR8rx/8ABJrwhp/xX+HfjLT/AB98T9N1j4ea5e+J90d3p0w8R6per5d7d6g01m8kjzwfuCsTxRxxALCkWARj3v8AwRf+Hvin4NeOPBfirxv8UPF0HjTxafHkWq399p9rqvhrXWOW1DTp7Ozg8iQnb8rB41CgKigsG+wKKXtJbfL0V00l2ScYtJbWVrWQ4yaaa/r4t+9+aV778zve7PkHWP8Agjp4b1r4U+GPDNx8ZPj9eXnhrxLaeLT4i1XxHaa3rWq39m++yNxNf2k6+TbtuZIIkjiJdy6uWJr0HwZ/wT28O+H/AIx/GDxbrXi3xp43tfjhaJY+JfDmv/2dJozQRxGCGOGOGzilRY4GaIAytuViz73w499oolUck1LVO910d1FPT0jFfJdhRvG3L02fXRuS133bfzPmX9i3/glf4M/Ye8TNfaD45+MXirT7GFrbQND8WeL59U0fwnAwKmPT7TCxxYQ+WHcPIEyocBn3fTVFFE6kp6ydxcqTbXXU8f8A22v+SR2n/YUi/wDRctFH7bX/ACSO0/7CkX/ouWiuGt8R+wcF/wDItX+J/oVvCepwfAX9ozxhoOtMNPtPEF19u0+4lO2NlZ3ZRu6chyuTxmMjrXs8M6XMSyRsskbDIZTkH8a4/wD4KFaVaz/BiG8e2t3u7e9jSKdowZI1bO4BuoBwMgdcV8S104j91UcEeFQ4fjnFGOO5+STVnpdNxVr7q10vM/QyivzzorH2/kaf8Q//AOn/AP5J/wDbH6GUV+edFHt/IP8AiH//AE//APJP/tj9DKK/POij2/kH/EP/APp//wCSf/bH6GUV+edFHt/IP+If/wDT/wD8k/8Atj9DKK/POij2/kH/ABD/AP6f/wDkn/2x+hlFfnnRR7fyD/iH/wD0/wD/ACT/AO2P0Mor886KPb+Qf8Q//wCn/wD5J/8AbH6GUV+edFHt/IP+If8A/T//AMk/+2P0Mor886KPb+Qf8Q//AOn/AP5J/wDbH6GUjusaFmIVVGSSeAK/PSij2/kH/EP/APp//wCSf/bH0l+1L4tX4nz6Z4M8NI2tao1wbuVLTEm3ZG+FyOCcFifTb70V0f8AwTZ0q1k0DxHeta27XkdzHEs5jHmqhTJUN12kjOOlFd1DAxrQ9pJmdbOZ5JL+z8PBSUdW3e7b1b029PxP/9k=)
8.Name a Few Physical Properties of Matter.
A few properties of matter are- colour, hardness, odour, mass, length and volume.