English-2
Grade-8
Easy
Question
Read the following sentence and find out whether the part in bold is a phrase or a clause.
It will be better if you could finish the work as early as possible.
- Phrase
- Clause
Hint:
- Phrase is a small group of words that communicate a concept but isn't a full sentence.
- A Clause is a group of words that contains a subject and a verb that have a relationship. A Clause conveys the information about what the subject is or is doing. Often clause can function as an Independent sentence.
The correct answer is: Phrase
Solution : Option (a) Phrase
It will be better if you could finish the work as early as possible.
Here, " as early as possible" is a group of words having a concept, but it does not have a subject and verb , also it can't stand as a complete sentence on its own . So, it is a Phrase.
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![](data:image/png;base64,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)
Look at the following Venn diagrams and answer whether they are comparing or contrasting the points they try to put forward.
![](data:image/png;base64,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)
English-2Grade-8
English-2
Look at the following Venn diagrams and answer whether they are comparing or contrasting the points they try to put forward.
![](data:image/png;base64,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)
Look at the following Venn diagrams and answer whether they are comparing or contrasting the points they try to put forward.
![](data:image/png;base64,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)
English-2Grade-8
English-2
Look at the following Venn diagrams and answer whether they are comparing or contrasting the points they try to put forward.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAdMAAADRCAYAAACXQVgSAAAgAElEQVR4nO3deXDc9X038Pfv3Eu70q7uW5bk+wTbXLEc4gTswkyaaSGFpBkgmSeNSdN5SgM0j5mn88yEp8Wk6R80kLaTgNskuEAK4amJbcA4ljDGB/i+JVvWfZ97/c7nj9WudXklW9r9Hft5zXhsSXt8JX/1e/++N6Prug5CCCGE3DLW6AIQQgghVkdhSgghhMwRhSkhhBAyR7zRBSAEAGRFA8MwYBhA064P48c/F/8bAHQd0HU98ffYA8Ey178m8HSfmIl0HVDH1R9N08EwAMsw0AGwLAMm/tj41wFoY/WJZZnEczn2ep0jZCYUpiQl4hc1XdfBMAx4jkFU1hCRVATDKkbCCsJRFYqiQdF0qKoORdWharG/x/9bVTXIqgZVjV0kOY6BwLHgOBY8x4BjY68//t8cx4BnY3+7HDx8Hh4eJwenyMEhsFDU2MUT0MFxLFi6aJqaqunQNIBhYiEnqxoiURWjYQUOkUdLdwiyokHVdMiKDkXVrteh+McaYn8rsXrE8wx4jgXPIvY3P74usRDi9YhjUFHgRlTRkOXk4XSwEHgWqqpD03WwY/WbZDaGZvOSuVBULXHXH5FUhCIqRsMqhoIyRkIygpH45xSjizpBlouH28nB4+SQ5eSR7RXhdXFwO3k4RXastUKtk3SK3YBp4FgGiqojLGkIhhUMjcoYDCoYDcsYDSsIhtUJrU8jcCwDj4tDlotHlktATpYAn4dHlouHS4zd5Kla7MaPqk9moDAlsxJrGejgOAaSrGNoVEbXQASd/VEMjEiIyprRRZxXDoGF3yuiKOBEgV9EtkeAQ4y1aKklMnfxnguGARRVx8CIjO6BKNr7whgalS1fnxwii2yPgKKAE0UBB3KyBAg8C20sYKknxH4oTMkUqqZD0wGeZRCRVAyOyugZjKKzP4r+EQmSxS90t0oUWAS8Igr8Igr9LmRn8XA5OChKrHXOUcDekKJev8yMhBT0DEbR2hNG35CEsKQaWLL0cYkccrNFlOa5kJ8jwucRANAYv11QmBIA1ydt9AxG0dodRt+wjL7h6ISLIJmK5xjk+hzI9QkozXehwO+ATt3DADA2ZqmhvTeK1p4Q+oZlDAdlo4tlKj6PEKs7eS6U5rvAMrHx20yvO1ZEYZqhYt2VQCiqoqMvgqb2ILoGokYXyxYK/Q5UFXtQmueE28lDVbWMaHnIig6OZRCMKGjrDaOxLYi+YcnoYllKrk/EgmI3ygvccDs5aBog8JSsVkBhmiHiXbcMgJ4hCVc7gmjtCSMczYwuNqO4HBxK81yoKnIjP0eEjtiMVIGzR7jKigaeY9E3LOFqZwjNnSEEI+aabGZVHieH8gI3FhS7kZftgKzEbsqo1WpOFKY2Fl+LORJScK07jJbuMHqHqPVppLxsB8oKXCjPdyI7KzZmxlrs6qiMLQlp74ngSmcQbT1hGDy51vZYBijNd6GqKNbjwTDIiN4OK7FEmG7ZsgWbNm3CM888Y3RRTE/TAVXVICkarnSEcOHaKLUUTMrj5LGwzIPqEg8cAgfAvBNR4sMC/SMyzl4dxtXOkNFFymjlBS4sX+BDnk+EoukQTVpvMsmU/4Ht27ejtrZ2wueamprAMAx27tw542PnaufOnUlfc/v27WAsdiefDpISW6R+rSuE94/14Ld/aMdnFwcpSE0sGFFw/PIQ/utAOz441o2WnjBkRTPVshBZ0RGVVFxuC+Lt+na8d6iTgtQEWrrD2P1pF96ub8fl1lFE5Vi9MX3LyAC1tbVTsms24rnX1NQEINao2759+w0fPyVMH3roITQ2NiZeAAAOHz4MAHjttdcmPHbfvn347ne/e9OFnItnnnkGFmhMp4U09svTNRDBoTP9+M0HLThwohe9g9SVazU9g1E0nOzD6x+24pMz/ejqj0IHDFmGJCsaNE1H92AUH5/uw39+1IbD5/oRjND4utkEIyqOXhjEf+5rxcHTfegZiELTdVMvX9uyZcvY9qDX/9jBlDCtrq5GTU1NIkAB4MCBA9i6dSv27Nkz4bF79uzBPffcA+B6+k/+4dTW1iY+t2XLlgnPH//D3L59O7Zv345HH30UjY2NYBhm2hbq5JZrvMUcf53Jzxn//vE/428UrEhRY5smnGgcwhv7WrHncDe1FmzkWlcIe4504Y19rTjROIzBURlqYvvD1FFUHRFJxbnmEbxd347dn3bhWhfVK6to6Q5j9+EuvH2gHWebR2LbdZp0adsLL7wwNqdDx9atW6dkgxVN29F+//33T2iF7t27Fz/84Q8BAA0NDYm/a2pqsGHDhsTjHn300cQPCIjdgdx///0TPhdvJj/55JPYunVr4mvPPPMMnnnmGbz++uuoqamBruu4fPnyrL6J55577obvUVtbC13X0djYCACor69HdXX1LH885iGPXUzbeyPYfbgLv/u4A+eaR0zVJUjmV1TWcK55GO9+3IHfH+5CW28YmqZDUub3/1xSNIyEFXx6th9vfNSG45eHqBVqYcGIipONQ3hzfxsOnunHcFA2dUt148aNE6718e7V+J/xXbTxYb7JjbaGhoYbPifuRg2q8Y2xuTS2pg3Tb3zjG4lWaDw8q6ursXXrVvzmN78BAPzmN7/B/fffP+F5r7/+euLfTU1N2LNnTyKEAeDxxx/Hv/7rvyY+3rt37y0VerLxwf/d734XV69eTZRh06ZNifLX1NSgtbV1Xt4zXSRZg6braOsJ452G2NhaP63dyzj9wxL2fdaD333cgdaeMDQ9NpY5F5KsYTSs4Mj5Abx9oB2N7cF5Ki0xi6sdQbzT0IFPzw1gOKiY8ub7tddem5Al8caUrut4/fXX8eijjwKIXc+fffZZNDY2Tmg8NTU1oa6uDvX19YmG06OPPjohFMc39LZu3Zp4v4aGBrz22msTvvbkk0/e0vcxbZjGW5sNDQ04ePBg4o03btyYCMC9e/fiG9/4xoxvUFNTk0j8+A8FAF5++WXcf//9Kekzj/8Qq6ursW/fvsTnGhsbUVZWNq/vlSqSHJtQ1NQRxBsfteHAiV6MhGgyUaYbCSloONmHNz5qQ1NH6JYmLEmKhpGQgiMXBvBfB9rR2EYhandXOoJ4p6Edn57tx3BIMbyl+uyzzyau/Xv27JmQJePnxNxxxx0AMO0cnri33noLmzdvTuRWdXU1Nm/ejLfeeivxmPENvR/+8IeJeUEbNmzA7t27E1+b3Eq+GTecT71161YcPHgQ+/btw8aNGxPfWGNjIxoaGtDY2Dihi/dGxt9FTO66ffnll1PeZ75nzx4wDIOamhq88MILsyqzkSRFS4xbvf5hKw6fGzC84hPzkWQNR84PYOe+VpxrHkFEmjlUJTnWnXvk/CDerqcQzURXO0N4p74dh871YyRkXEt1/JhpfX096urqEr2g47tda2pqEs+prq5OtDrj82zi4tf58QF9I5OH+Z588slpG3w364bnmW7cuBHPPfccGhsb8fLLLycKsXnzZjz++OPYvHlz0heOP/YnP/lJ4vk3UlVVlbjzKCsrS4xvztXevXtRX19v+gAFMHbklIpTjUO4TBc5Mku6DpxsHMLJxiHUlHiwsiYbbgc34VQbVdMxGo4tw2mmiWoEwNWOEK52hFBZ5Maa2mx4nBx4g3bl2rBhAzZv3oyDBw8CQGISanV1NZqamqYEqq7ric/HJ8Bu3rx5QgszmfGt3O3bt2Pv3r2J1vDOnTvx3HPP3dL3ccOf3iOPPILGxkZs3rx5QpJv2rQJjY2NePzxx2d88d27d2Pv3r0T7hji/dHjZ9k+++yziR/Ehg0bEl3Dc22tvvbaa6irq5txYNpIkqwhHFXx6bl+vH2gnYKU3LLG9mCs1XGmD5GoioikQlI0fHZxCL9r6KAgJVM0d4bwu4YOHDk/CEmJzeZOt/j8mngwAtdbj+O7ascbn0kPPfQQ9uzZk2jZTmd8i/MnP/nJhFwbvwJk8vLPm2GJHZBuFcMwE1qmDQ0NqKurM8U6VVnRwXMMzjWP4OiFAaOLQ2yktjQLaxZm40p7EMcvD0FSYgduE5IMzzG4Z0UuygtcAJCyOrNly5Yp3bCvv/46HnnkEQCxbtdXXnkFQGy48ZVXXkFjYyMOHz48IRRfeOGFxK548Wv7ePFrf21tLX784x9PeO74DKitrU30hm7duhV79+7F5cuXE63feCt5pp34bBumk38QwPUm/K0OMM8HXQc0XUdHX2yjhRBtNE/mScArYmWNDyyA//dJJxrbgxA4FmX5LnjdsREdm6yPJylU6HfgruUBOAQWTpEzujiWYdswBWLhOXlA2chvV1I0BMMqDp3tQ88gLW8h82dVtQ/LF/iw52g3PvqsZ8rXPU4OpfluiDxDrVQyK6tqsrGq2gdZ1eEQaO/fmdg6TM0ivlb0xOVhXGgZMbo4xEbKC1xYXZuNlq4wfnewA0OjyQ/fzvWJKAo4wQDgOApVkpzbyeGe5QHkZTsgUqAmRWGaYrqu49SVERy/NGh0UYjN3LXMD79XxH8f7MTpq8M39dyigBOFfkeKSkbsprzAhTuWBuAUWLoJuwEK0xSJyhqCEQUHjvdimDZbIPMo1ydi/VI/rnWF8PqHt76jl0NgUVnohiiw1PVLZuXeNXkoCjiplToNCtN5piM2yeh88zCOXqDWKJlfi8o8uHNZLt6ub8fHp/vm5TVLcp3Iy461UmmCEpnJ0kov1i/xQ1E08HSOagKF6TySZA2yquPA8R70DNEEIzJ/GAZYv9gPX5aAnfta0dYTntfX9zg5VBR6wDKYsOEDIdMJ+ETcuyYPPMfCKVKgAhSm80ZRdbR0h1F/stfoohCbycsWsX6xH83dYbz+YUtK36uiwI1sDw+Wun3JLNx7Wz4K/Q6a7QsK0zmTFQ26Dhw6O4CrnbR7EZlfi8qycOeywLx2684k2yOgvMAFXadWKplZottX1TO6vlCYzoGs6OgdimL/8V7I83zGJCF3LBnr1v2wBW29kbS+N8cyqCh0w+PkaHISmVHAK+CLa/LBcwxcjszc6IHCdA4+Od2PS22jRheD2AzPMdi4Og+d/ZE5zdadDwGvmNhejpCZ1K3KQ2m+E2IGTkyiML0FkqLhD8d70dGX3tYCsT+Pk8eGVbm41DqKt+vbjS4OACDLyaOq2A0gdfu1Evu4Z2UuyvNccGTYxCQK05sgKRqikob3j3ZjNExrR8n88ntF1K3KxeFzA9hzpMvo4kwg8iyqSzzgWCajx8XI7KxdlINF5VkQMqiFSmE6S1FZw+CojL1HukA/MTLfigJO1K3Oxe5Pu9FwypwzwhkA1SVZcIosBSqZ0fIqH1bXZmdMXaEwnQVJ1tDWG6FlLyQlKgrd+OLqPPz6gxZ8boFtJ8sLXMj2CNTlS2a0oNiNulV50BG7GbMzCtMZqJqOU03DONk4ZHRRiA3Vlmbh9kXZ+Pc9LZY6BKEgxxHbMN/uV0gyZ8UBJ750e77tD1egML0BTdcBnUHDqV5c7QwZXRxiQ8sqvagty8Ivf9887zsapYPPLaCqyA1dB9jMGRojtyDgE/GVtfngWMa246gUpjcQkVS8f7QbAyPJj7Qi5FYsq/KiLN+FX+xqRv+IdbeedIkcFhR7IPD2bXGQ+ZHl4nH/+gJkuXiji5IS9rxFmANV0xGVNew5TEFKUqOmxI1FZVl47ffWDlIACEsqmtqDUFQdGu1bQpIYDSv44Gg3JFmDqtqvDUdhOo6ux8J0z+EuDAUpSMn8Ky9wYf2SAF79fbNtDkOIyCoa24PQoUPT7HeRJPNnOKTgg2PdYFjGdqsiKEzHUVQNe490Y3CUgpTMvwK/AxtX5+Hf97bgWrf1xkiTiUgqGtuCABhQnpJkeock7Pus2+hizDsKU8RapIqq4/2jPegftkdrgZhLTpaAjavy8MZHbTjXPGx0cVIiLMVaqNB1ClSSVHtvBJ+c6YNio+5eClPEwvT9o93oHYoaXRRiQy4Hhw0r8/DBsW4cvTBgdHFSKhRV0NQRAgPYrhuPzK/LbUGcbByCZJNDQjI+TDVdxwef9aBnkIKUzD+OZbBhZS4+vzSAP5zIjE0/ghEFTe1BgAFosQBJ5vSVYTS2BRGVrB+oGR2muq5j32e96Oyz1/gVMY8NK3NxpTOE9z411167qTY6FqgMw4DilCRz5PwA2voiCEdVo4syJxkbpqqm42TjMNp7KUhJaqypzcZIWMFv/9BmdFEMMRpW0NkfAaUpmUnDyV4MjsqIWLiFmpFhKskazjWP4ARtEUhSpKLQjcpCN3buM/Y8UqN1DUTRNRC11UQTkhqxYRDrLq/KuDCNyhp6hiR8dtH8G4oTa/I4Odyx1I839rdZvutqPnQNRBCMKBSoJClJ1tBwqs+yE9cyKkxVTYcka/jwmP3WOBHzWLc4B5+c7sf5a9bZuD7VrnaGoGo6BSpJqr03ggsto5bs7s2oMAWAD224WJiYx4oFPkQVHe992ml0UUznSkcQHEsTkkhyRy8MYDSsICpbK1AzJkwVVcfB0/0YDipGF4XYVGmeE0sqvNj5YWaPk95IVNbQ3BWybDceSZ/9n/fAasflZkSYRiUVl1pHcaUjaHRRiE05BBbrlvjx1oE22tc5iaGgjL4hmpBEkgtFVXx8uh+yhTZ0sH2YSoqGgVEZR87be+cZYqy1i/04cXkIJy7TDPGZtI+tKaRAJclc6wrhamfYMpP4bB+msqLjw2M9RheD2NjCsiyU5bvwu487jC6KZVztDFl2CQRJn0/O9IHnrNHfa+swVVQdh88PQKVfWpIiHMdgZXU2frHrqtFFsRRN19HWG6EzUMmM9n3WY4leDNuGqazo6OyPoKUrZHRRiI2tWODDueZhNNF4/E0bDskYCcuWuFAS43QNRNHWGzb9chnbhimgo+FUn9GFIDbm9wpYVuHFe5/QMphb1dIdBmu1aZsk7Q6fHYAomDuuzF26WyTJGk5cHoJksXVKxFpWVPnwwWe9GA7TcqtbpWo62nvD1DolSYUlFaeahkw9Gcl2YapqOkbCCs420+4zJHUqC91wuTh8cCyzToNJhb5hCZKsQaVAJUmcuDwETTPvsX62C1OOZfAxde+SFFtRk43dhyhI50tLTxicRWZtEuMcPt8PSaEwTbmorOH8tREMjtKieZI6yxf40NkXxqkrw0YXxTYikoqeQdrMgSTX0h3GwIhsyq0GbRWmiqrj8DnanIGkjsfJYU2tD7sO0qSj+dbeF4Gm6bTdIEnq07N9EHnz9WLYJkxVVccnZ6h7l6TW0kov6k/2oWswanRRbKm1NwyN0pQkMRRUcPbqiOl6MWwTpsMhGe29EaOLQWyM5xgsKvPi41P9RhfFtkZCCiRFp0AlSV1oGTXdRvi2CFNJ0XCykcavSGotKvfibPMI+kcko4tia139EerqJUmNhhW090UhmWgjfFuEaVSKHe1ESCotLPXgwAna5znVhoK0KxKZ2ekmcx0qYfkwlWQNZ67QmlKSWguK3egfkXGlk27a0qGrn2b2kuS6B6MYDaum2d/Z8mGqajoutlKYktSqKc2i7SnTaGBUoq5eMqNTTUOQFHPsimTpMJVkDedopyOSYoUBB0SBwfHLg0YXJaN0DUSodUqSau4MwSyHglk6THUAp2nhPEmxmhIPPjlNM3jTrW+YJnqRmZ27OmKKPXstG6aSrOHCNWqVktTyuXmUF7ipi9cgtCsSmcm5a8MQeOOjzPgS3CJRYHH8srlmcxH7qSnNwqEz/XRBN0j3YBQ87dlLktA04GKL8Zs4WDZMW7rDRheBZICSXCdONtJNm5EGR2VoZhkYI6bU3BU2vI5YMkxlhbp4SerlZAkQeAZXaQ2zofqHJVCUkmR6BqOG1xFLhikQ2xSbkFQqy3fhHN20GW6EDl8ns9DaE4Zk4GkylgtTXQc6KEhJGhTnumibSpMYCSmGd+MRc7vSETS0dWq5MFVUDRdaRo0uBrE5t5NDwCfgPLVMTYG6eslM2nsj4AxMNMuFKUAtU5J6ZfkuGpc3EerqJbPR2R+FalAPhqXCVAfQ0UfnSJLUK8514jTt+Wwq1NVLZtLUHjRs3NRSYSorGi600AWOpBbPMagsdNPuWiZDXb1kJm09EbgcnCHvbakwZcBQFy9JubJ8Fy61jCIqG79FGbmOunrJTGRViy2TMeCUBEuFaUcfbdRAUq/Q78SZZmqVmtFwkAKVJHelIwTVgJ5ey4SpomroGaSNr0nq+Tw8rWM2qVBUNXzbOGJuA6MSVAPqiGXCVNdjRzIRkmq5PhEdvVTXzCgUUUA79ZJkBkZkQza+t0yYCjyL/hHZ6GIQm/N5eISiKkImONKJTBWWNHC08T1JQpI1Qw4Mt0yYhiIqTYsnKefPEtHZT61Ss9J1HZJi3JZxxBqGRtM/tm6ZMO0fofFSkno5WQLaemkts5mFI9RrQJLrHoymfb2pJcJUVXV00+QjkgbZWQJauumUGDMbjaiG7XJDrKFvWEK6q4glwlQH0EXLYkgaBLwCLcEyuXCElseQ5AZGJHBsesfWLRGmHMvQ5COScg6BhVPk0DtEvSBmFpa0tF8oibWMhBSwaU43S4RpWKJuHZJ6fq+Irn4aLzU7jSYhkVkYDqa3AWaJMKVdT0g6ZLl5dA3STF4riEgUpiS5/mEK0ymiBp6eTjKHyDN0kbYII3a4IdYiKVpaJyFZIkwjEk2FJ6kn8ixt1mARsqobspk5sY6orKV1eJDClJAxAscgFKa6ZgWqqkGnjQVJEpKsQqcwvU7TY7sfEZJqgsAiTDdulqBq1DIlyUmKjnRWEfOHqaYbdnI6mV9PP1GH7o5rhpZh15s/x643fz7t1wSeRSTF3bz/9c/fw0+/vwo//f4qtDV+ntL3sjNVTe+FcrIdL23Dof3vGlcAABfPHMGL275laBnMTFY06Gk8Tt70YUp7cc7erjd/jse2VE4bFsm+ZjUvbvtWSr4PgUvtBKQLx3YDAJ762Uk89bOTOH9k17y99pH3X8WR91+dt9czs8GeVvzvx5caXYx5sevNn1Mgpois6GCY9A0F8Gl7p1vEMAyF6U1YsXYj9r/3azz48PcmfH7/e7/GirUbDSrV/Hr6+f9IyeuKAotQNH3LsL78yHMAgA93/hi+3FLUv/NPAIC6r/011t/3BIBYSMY/X7X0HvzJX8ZuIn75dw8iJ78cV88dxPr7v40je38JAKh/55/w1M9OTnjeg9/ejsVrt6Tt+0qXNF4nU+bBh7835XeVzI+onN4hG9O3TAFQN+9NKCiqQEFJ1YQuqEP738WK2zeioKhiwmMP7X8Xj22pTPyJd8F2d1zD00/U4cVt38JjWypx8cwRAEh8nKyF+/QTdRNed/LjjjS8l/havIw7XtqGHS9tm1Cu+N36jpe2TXmtyV1sTz9RN+Ux47+vp5+om9XPTuS5lLZM44E2XRdvy4VP8dTPTuI7/+e9RAi2NX6OUw1vJVqyABKtz8HeFiy/+2t46mcnUffH/xN1X/tr1H3trxOPi4fqUz87acsgBTDt9KPxdeFGdWS6+jxdl228nsUfM7kF2dfTnvhavP4e2v/uhPrW3XENj22pTHxt8msd2v/uhLo/vr7HHzO+nON/T0lysqIjnRtlWaBlSutMb1bdfQ+j/v03cde9XwUA1L//Jv74G3+FT/a9k3jMxTNH8Mo//AA7djcDuH4RiH/c3XENf/rY04lW4I6XtqHuvocTH7+47VtYuGwtFi1fP+X9L5z6FDt2NydCef2GB1BQHAvy3s4W7NjdjItnjuDffvIU7rr3q7h709fwbz95KvH8+vffRN19D6O74xpOf3YgUabp7HhpG+594JtT7u7HP+fFbd/Cof3vJn4eNyIKTMonIMVblj/9/qoJLc3ld38NAJCdV4aqpfegrfFztDcdx8oNDyWeu/zur6H10tHEx8lCsmrpPfjl3z2Ib/+f+etKNpvJXXgvbvsW/scPf5qok08/UYfqxWvQdOE4Vty+EY/94PnEY+OBmqxuAcBvd7yYeEz8RjFej/a/9+vE1x7bUok/eugvcNe9X8Ur//ADdHdcQ0FxBY40vIdND/554rVefLU+8bsw2aH976K789qUMo3vidn15s/x+7f+ZcL3QqYnKRrYNHZfmL5lyrEMtUxv0l33fhWnjx1Ad8c1XDxzBN3tV6eE3qWzx/D17/xownMKiisSd70FxRUTwuf0Zwfwyj/8IHF3fPrYAfT3dEz7/n/00F8kXmPF2o1ounB8ytcWLV+feK942S6eORIL0GMHEuUBkLRlefqzA1i/4YEpn4+PEcfLOhtOMbUt0/Ge+tlJXD13EEO9rSl5/T/5y5/jT3/wL/jp91clxmrtZvJ18vSxA3j+bx6a0IIb7O9C9eI12LfrVxNagIuWr8fpYwdmHK/808eeTvz73ge+iQunPp32ayvWbsRgfxcAYNODf44jDe8BiAXu3ZtiN0orbt+YdBLehVOfou6+h6d8/uKZI4nv6Y1f/H3S8pLrFBVpPUje9GGqajpE3vTFNJ1ND/45fv/Wv+CTfe9M+KWfi23/+BZ27G5O/JmppXcz7n3gm/hk3ztounA8cScPAC++Wo+n/++vJ3SlzeTimSN44xd/nyjn+NdLJiKpcAqpq2tH3n810b0bD9HsvDIAwJlP3kl8/uq5gyituQ2+QDFONbyVeP6ZT95B2cJ1s36/7LwyPPjt7RNas3Yy3WzeF1+tn1BHFy1fj4LiCuzY3YzFK++cOLywuxl//I2/mveJeXdv+hr2v/frKTeLj/3geezY3YwX/9c3Zz30AADP/81Did+9rX/70ryV0+54Lr07ZZk+pXQ9NjGE3Jw/eugvsG/Xr7Bv16+mDb2Fy9ZOuMuNX2Bu1AW14vaNE7qJk/n9W/8CAIlWZvXiNTM+Z/2GB7Bv169Q//6biTv5uILiCmz7x7fQ3Tn1jr6gpCrRCpj8nLh9u341q3JLsg6ng5vVY2/F+vuewH/+9DH89Pur8HPlkRwAABcKSURBVIu/ewB/9tSOxNey88oSn3/w29sBxLpxK5fenVhKk51XdsOu3UW33Yf6d/4JP/3+Kgz1tiaes+uXz2DdVx5P2fdkpMnrTFes3ThtXYi7696v4uvf+RH6etoTn1u0fD22/u1L6O1smfY5v93xYuLf+9/7NRavvHPGcsXDc8c/x4YgJnvx1fppW6d5ReWof//NaV8zJ1AIADf8OplK5Nm0bido+jFTXdch8jaYtpdm8S7WyZOO4hYtX4+vf+dHickRQPLxo8d+8HxiEkdcsvGf+OO2/u1LN3zMdOUd3yV98cwRPP8318cMt/3jW1Oe9/Tz/zGh++vr3/kRHnz4eygoqUqUYbazmCVFg0tkMTCrR9+a+AShycoWrkvM7h3vy488N+3nJ79Odl7ZhM/d6H3s5IkHqhL/fvHV+il1AYjV6V1v/nzK5w7tfxev/MMPJjx/Oitu35ioR5se/PNZ98bc+8A38cYv/h6P/eX1sc3xvzvjh1jiHnz4ezh7/OMJ9fbp5/8DX//OjxItWbvMyE8HgWeg6Tqmn6o2/xjd5NuIyIqGjz7vRWc/neZhBU8/UYen/++vZxWgk+14aRvyisoNWyrwlbX5eKe+A40dwbS+74c7f4yyhetsO+s2FbwuHhWFbvApHBPb8dI2LF555y0NZxza/y7q338zZcu4yMyKAk5sXJ0Lp5i63qbxTN9/yjAMHKLpi0nmqLvjGvbt+tW0k4nSRVJS2817I19+5DkK0pvEsYypd+b97Y4Xp51MRNJH4Bmkq1UKWKBlqmo6Dp8bwKXWUaOLQmzu7uW5OHq+H0cvDhpdFDKDXJ+I4oAzrbM1ibVUl3iwfokfjjTNuTF9k49lGLgMaC2QzKOoKpxO0/9KEMRapqZumhLDiXx6ey9Mf+VgGFCYkrSQFR0ep2h0McgscCyT1gX5xHpEgQObxi2QTB+mANLWTCeZLTably7QVsDzjC325iWpI/JsWrcTtERKpWs2FslskqJTXbMInrPEpYsYSBRYaplO5nWbfjkssYHRkILCgMPoYpBZcNIMfzKDXF96h2wsUSPdDi424YCQFBoYkVCY4zS6GGQGLMPQFqNkRj5PehthlqiRsqoh4BWMLgaxuaisISpryMumSUhm5hJZKGncc5VYj9fNQ03nXoKwSJiyYJDvpxYDSb3+EQnFuS6ji0GScDlp2Ick5/eKad3kHrBImPI8g0I/jWWR1BsKKijLpzA1M4+Thn1IcgGvmNbJR4BFwhQAAj7q5iWpNzgioSyfekHMzO3kaFkMSarAL6Z9SaVlwtTj5NN+p0Eyz8CoRL0gJsbQ5CMyCzlZ6Z/3YJlaKck0CYmk3nBQgcfJw027bpmSS2TTPrGEWIsosGOb3KeXZcKUZRkU0CQkkgZ9wzKK86iumZHbycPcR3MQo/m9AmRZS/v7WiZMeY5BQQ51v5HUGwrKKA7QJCQzcju4lJ5hSqzPnyUacpqQZcIUAIpodxqSBt0DESyvyjK6GGQa6V6IT6ynqshNYToThmFQnEvdbyS1WnvCWFTuhUOgcVMz8bqoi5ckJ3AsCvwOQ04UslSYciywqIxaDCS1FFVHc2cIy6u8RheFjOP3irQkhiRVmu9EOKoa8t6WClOWZVCSR2NZJPU6+iNYWe0zuhhkHJ+Hp80aSFLVxR5DZvICFgvTOOrqJanW2hPG4gpqmZoFdfGS2SjKdRp2PJ/lwpTnGCwup4scSa1QREXfsIQlFKimQF28ZCYleU4oavqXxMRZLkwZhlqmJD06esPU1WsS1MVLZrKgyGPoLnmWC1MA0HUdJRSoJMXaeiNYVkktU6NRFy+ZjdJ8p6FbTVoyTEWBxSLqfiMpNjgqQ1J0VBW6jS5KRgv4qIuXJJef4wBjcCWxZJgCQEUBzeolqdfRF8HK6myji5HRcrIE6uIlSVUUuAyvI5YN06isYXVtjtHFIDbX2DaKu1cEaAs7g+TnOCCn+ZBnYi0sCyyp8Br+O2rZMHUILBaXe4wuBrG54ZCClu4wNqzMM7ooGakgxwGBbmRIEksqvIgqxs3ijbNsmAKx7QWX0gQRkmKN7aO4e3nA6GJknIA3/WdSEutZWuk1xZGJlg5Th8BieRUtXSCp1dUfRVTWsKqGxk7TqTDgMLzrjphbZZHbkH14p2PpMAUAjmNQU0r79ZLUamofxcZV1NWbLv4s0TQXSWJeKxb4wBu0feBklg9Th8BiZTV19ZLUutIRgt/LY0ERLZNJh8KAw/DZmcTcCnIc8LoFCAZtHziZOUoxR06BQzktlSEpdqk1iDpqnaZctie2FIYapiSZ5Qt80DXzzPS2RZgKPIM1tTSeRVLrUusollV5aWJMihl1HiWxjiwXj9I8JxyieSLMPCWZA4ZhkOXiUZJHWwyS1FFUHZdaR/GFFblGF8W2vG4eDoEFa4srE0mVxeVZMFGjFIBNwhQAOI7FXcvoIkdS61zzCOpWB1CY4zC6KLZURucVkxlke3gsq/KZbqa3bcKUZQCeA9Ytpl2RSOoEIyo+vziEB+8pNrootlMUcIJhGJp4RJJavzSAiKwaXYwpbBOmAOAUOSyr8iEnSzC6KMTGzjaPoCjgwApa4zxvnCKHQr8DgkmWORBzKi9wIdcnwiUav0nDZLYKUwCQFQ330JgWSbHTTcN44K5Co4thG2X5Lii0By+ZwfolfphkJcwUJi3WrRN4Fl43j6WV1GogqdPcFUIwquLLt+cbXRTLC3hFOATWdGNgxFxWVvvAsQx4k6apOUs1Rw6BxW0LsyEKtvz2iEmcuTKM+9YVwufijS6KZXEsg9I8JwUpScolclhVkw2XCfbgvRHbpo2q6bSEgaTUwIiMc80jeODuIqOLYlll+S5Q7y6ZyR1L/ZBk40+GSca2YeoQWBQFHCilqfYkhU5dGcLSSh+qi+k4wJvlcwvwunk6Yo0kVeh3oCTPaepWKWDjMAVi46d3LvPTVHuSMqqq41TTEL79QKXRRbEUlmFQkuek300yo02350PgzR9V5i/hHPEcg000SYSk0KXWUbT1RvDVL9Da09mqKnKDpSAlM7hzqR+yRcYBbB+mTpGD3ytg/RK/0UUhNnbswgBuW5iDldW0R/RMigOxLjvq3iXJVBS6UV3iMcXB37Nh+zAFYoG6sMyDSjo+i6RIVNZw5Fw/vn5vKXwe2jTkRrI9AvKyRZq9S5JyOzh8YUUAvAW6d+OsU9I54jkWG1bmwuehZQwkNdp6IzjXPIJHN5UZXRRTcggsKgpdYOhEGDKDL67Jg6LqsFJNyZgwBQBdBzbdVmB0MYiNnbk6DFFgseUO2h1psgVFHmga6JxSktTti3KQ5eJNP3t3sowKU55j4BBZfOk2mpBEUufYhQFsWJmLJRVeo4tiGvEJR9S9S5IpyXNiSYXXckEKZFiYArGupgK/A2tq6XQZkhrBiIrD5wbw8BdLLXlRmG+Ffic8Tp42sSdJiUJsKM6qMi5MgVigLl/gxapq2r+XpEZzVwjNXSE88qVSo4tiqEK/A4V+B7VIyYy+uDoPug7L1pWMDFMgtifo6tpsFAXokGeSGicah5Dl5vGnG0uMLoohslw8igJOWGOVIDHSF1bmIidLsHRPTsaGaQyDr6wrRKGfApWkxsen+rGgyJ1xE5KyXDyqiz3QdID2ZiDJ3L4oB6V5LksHKZDhYRqfVfiVtQXIz6FAJfNP1XQ0nO7H2sV+bFxl3fGgm+FxxoNUpyAlSS2r8mJhmQdO0fpRZP3vYI5YBmAYBvetK0BeNgUqmX/hqIqGk724b30h1i6y98Q3t4NHdUksSGnfXZLMgmIP1tTmwCFYu0Ual/FhCgAsG2ul3rcuHwGvaHRxiA0Njso4cKIXf7apDIsrsowuTkq4HByqS9zQNQpSklxJnhMbVubCpOd83xIbfStzw7FMrIW6vgA5WbQdHJl/3QNR/OFELx7fXImKAnsdDegUOdQUe6DrAGfR2ZgkPfKyRXzptnyommar3bAoTMfhOQYMgPvXFyCb9lclKdDaHcan5/rx+B9VIj/bHr0gToFDTYkHOqy7rIGkh8/N48trC6CqOng7NUsBMLqu08z1SXQdCEsqPjzWjYER2ejiEBtaVuVFWb4Lv9jVjP4Ryeji3DKXyGFBsRs8x9I2gSSpLBeP+9YVwOPibTkxjcL0BiRFA8cy+MPxXrT2hI0uDrGhJeVeLCzPwqu7m9FmwTrmcwuoKnJD1XRqkZKkAj4RX1mbD12H5ZfA3AiFaRK6Dmi6jhOXh3H6ypDRxSE2tKDEg/WL/djx+2ZcbBs1ujizlpctojjXBeg6HfJNkioOOPGl2/Ohajocgr26dsejMJ2FqKzhWlcIn5zpN7ooxIbKC9y4d00efrX3Go43mv+mrTTPhZwsgVqjZEZVRW5sXJ0HWdFtvzczhekshaMqBoMyPjjaDfqJkflWFHBiw6pc7P60Cx+f7jO6ONNiEFsb6BQ5218YydwtrsjC2kV+MAwyYqkUhelNCEdVyIqOD451YzSsGF0cYjN+r4i6Vbk4dHYA7x/tMro4E4g8iwXFHnAsQ0FKZrS6NhtLK70Qeft2605GYXqTopIKhmHw0ec96BqIGl0cYjMeJ48vrMzFpdZRvNPQbnRxAABZTh5VxW5Ln+hB0ueuZQGUF1h/r92bRWF6C1QttufoobMDuNRqnUkjxBp4jsGGlXnoGYziNx+2GFqWgFdEeYELKu1qRGZh4+o8FPgdcGdYkAIUpnMSlTX0DEZRf7IPsqIZXRxiM+sW+5GdxeM/97WirTeS1vfmWAblBW54nBy4sc1MCLmRgFfAxtV54DgWHmfmBSlAYTpn4agClmVx8HQfWrqtt1aQmFtNqQf3LM/Fbw+0pW02ebZHQFm+C7oOGh8lM1pYloW7lwcQllS4xMwMUoDCdF5oOqCqGpq7wjho0pmYxLryskWsW+JHc0cIOz9qTel7leXHlr0wDGPLXWrI/KpblYfiXAecGRyicRSm8ygUVWPnV57sRc+gdbeII+bDMMDaRX7kZAnY+VHrvO+Y5HFwqCh0g2EAIYNmYJJbE/CJsW5dNjZpjlCYzjt5bBvCM1eH8fkl8y/AJ9ZSW+rB3ctz8ds/tOGTs/PT7VsUcKIgx0FnkJJZWViWhbuW+RGVNWqRjkNhmiLhqIpQVEX9iV4Mh2hNKpk/uT4R65f60dwZxs59tz7b1yGwqCh0Q+RZWvJCZqVudR6KA044Req9mIzCNIU0PbZrzInGIZy0wDZxxFruXBpAwCfivw924PTV4Zt6bpHficKAA7oOOu2FzKi8wIV1i/1wCCxEG++vOxcUpmkQljRA13H0wgCudISMLg6xkfICN1bX+HCtO4R3D3ZiaDT5kYH+LBHFuU4wDG3AQGbmdnK4c1kABTkOsDSenhSFaZroug5J1jEaUXD4XD9NUCLzamV1NlYs8GL34S7sP9475eseJ4eSPBd16ZJZW1rlxdqFOYjIWkZuwnCzKEzTTJI1sCyDtp4wjpwfQCiqGl0kYhMBr4gV1T4wDPDfBzvR1BGEwLEoyXPC5xGg0wQjMguFfgfuWOqHU+QybkvAuaAwNUhEUiHyLE5dGcaJyzSeSuZPdYkbty30o7FtFKeahhGRVOqeIzPiOQZ3LPWjqsgDTQNEgW68bgaFqcHCURU6gKPnB3C1k8ZTydxVFbmxbnEOVD122suxi4O4THtIkyRqSjxYtzgHiqbTutFbRGFqEpKiIRRRcebKMBrbg0YXh1hQTYkHyxf44HJwcIybcSnJGoIRFSebhtBMN2xknMoiN1ZVZ8Pj5GiW7hxRmJqIrse6f8EAZ6+M4GzzCOi/hyTDMMDSSh+WVXnBAHCILNhp1rrouo6orEOSNXx+aRDNXRSqmayy0I3Vtdlwihx4ngFPY+lzRmFqUuGoCp5nceHaCE5fGYYk06k05DpRYLGsyoslFV4oig73LE/q0PVYL0hE0nCcQjXjVBa6sWZhDhwCA55jwHPUGp0vFKYmF5E0iAKDpvYQTjYOYjRMs38zmdfNY3mVD7VlHkSi2qxDdDJN0yEpOqKyiuOXqfvX7iqL3FhTmw2HQC3RVKEwtYiIpEIUWLR2h3GyaRj9w7RONZMEfCJWLPChotCFiDR/6/6ut1RVHL80RC1Vm4l35zoEFgJPLdFUojC1GE3XoWnASEjBxZYRXO0MIUpdwLbkEFgsKPagptQDn1sAyyKl60QlRYOsaLjUEkRj+yiCEeoFsSKPk0N1iQeLy73gOGbCZDSSOhSmFhaOqnA6OHT2RXGhZQTXqFVhCxWFbiwq86Akz4VwVE37wvlYLwiHrv4Izl8boUPvLaK8wIUlFV4UBpyISumvN5mOwtQGFFWHosZ2t2nuCuFS6yh6BqNGF4vchLwcBxaWelBZ5Iaq6eDZWLeckRRVh6rq0AFcbhvFhWsj1Fo1GY+Tw6JyL2pLPYkD3WmJizEoTG0mKmtgmNjawkuto2hqDyEYoSPgzMjj5LGg2I2FZVlwCCw0HaY92ioiaRB5Fj1DUZy9OkytVYOVF7iwrNKHvBwRUdo71xQoTG1MUTQwLIOhURnXusNo742gd4harEbKy3agJM+Jsnwn/F4RqqZDtNhWf5KsQQfQ0h1GS3cIbT1haHQVSSmWAUrzXSjLd6G8wAUAcAgcHZ9nIhSmGSIqqWAYBmCA7oEornaG0NEXQZg22k8pl4NDca4TlYXuxPmhuolboDdDUTUoamyiVM9gFI3tQbT3RqgnZJ7ET/qpLvGgIMeBqKyBZWG5m69MQWGagTQtNnNT4BkEwypae8No6Qqha4BarfOh0O9A6VgLIsvFQ5I1CDY/+kzH9cMbgmEVzV0hXOsKoY+WcN2UXJ+I8gIXKovcibrjEDiwlJ+mR2FKEktrOJZB90AUbb1h9A/L6BuOQlGpeiTDcwxyfQ4EfAJK81wo8DugjvV5ZvKShPjYvaYB7X1htPWE0TcsYziY/PDyTOPzCMj1CSjNd6M44ADLMtB1HU6RxkCthsKUTBGVVIBhIPAMIlEN/SMSOvoiGBiR0T8iZezWhqLAIuAV4fcKKAo4EfAJcDk4SLIOQIcocKCNZaZStdhs87FRBgwGFXT1R9A9EEXfkISwlBlDDS6RQ262iIIcBwoDDuR4RUDXoWoY29qPKo+VUZiSWYlPOhF4FlFJRf+wjM6BCPqGJAyMSLbbOMIhsPB7ReRmiyj0OxDwinA6OEhjLS6RZ2Jj0OSWyIoOVdMhcAxkVUf/sISO/gh6BqMYCsqIStauTw6BRXaWgLxsEcW5LgS8AkSehaxqYBjaSMGOKEzJLVM1HYqiQRA46JqOUFRFMKJgOKhgNKwgGFEQjKgIRVSMhs01KSXLxcPt5OBxcvA4eXhcPLI9AjxOLrHfbXztLrUY0kNRdWiaDmEsdIJhBSPheH1SMRqWY/UqrCa60o3CsQw8Lg5ZLh5ZLgFZLg5eNw+fO1aXBI6FpMRvvCg4MwGFKZl3ug7IigZNjx0RxrIMBI5BRFIRjmpjF0gZsqJBVXUoWmxzAEXVE12C4/+tqhpkNfZYAOA4BgLHguNik3rigTf+3xwX28yb4xgIPAufm4fXLcDlYOEUOUiKBm3sgswg1qXNUh+tKSlj//c6GLBsrEtUUWI3byNhBQ6BRVtPOLHJhKzqYzONx+qQMvaxNjYDWYn9v/Nje9XyLGJ/8+PrUmzTjPjHpfmxPZG9rtjNF88zkBUdmq6DZRi66SIUpsQYmh67sDFgAMRCkx0bVNN1HQzDJMbYgFggx3tVdR1jQchAh55YbsLEXgqaric29NYRa12mck9bYix17GYsVnfG6g+YxMfxehS/sYuf9xrb53qs/mBiHdJxvQ5Cj93AUR0iyVCYEkIIIXNEnfmEEELIHP1/nq1jFfcMo3gAAAAASUVORK5CYII=)
Look at the following Venn diagrams and answer whether they are comparing or contrasting the points they try to put forward.
![](data:image/png;base64,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)
English-2Grade-8
English-2
Read the following sentences. Find out whether the statements compare the given points or contrast them.
Becky makes better pasta than Carmella.
Read the following sentences. Find out whether the statements compare the given points or contrast them.
Becky makes better pasta than Carmella.
English-2Grade-8
English-2
Read the following sentences. Find out whether the statements compare the given points or contrast them.
Both the sun and the moon provide us with light.
Read the following sentences. Find out whether the statements compare the given points or contrast them.
Both the sun and the moon provide us with light.
English-2Grade-8
English-2
Read the following sentences. Find out whether the statements compare the given points or contrast them.
Apple is less acidic than orange.
Read the following sentences. Find out whether the statements compare the given points or contrast them.
Apple is less acidic than orange.
English-2Grade-8
English-2
Read the following sentences. Find out whether the statements compare the given points or contrast them.
Both Joseph and Ross narrated amazing stories, but the one Ross said was more believable.
Read the following sentences. Find out whether the statements compare the given points or contrast them.
Both Joseph and Ross narrated amazing stories, but the one Ross said was more believable.
English-2Grade-8
English-2
Read the following sentences. Find out whether the statements compare the given points or contrast them.
Both Friends and The Office are equally entertaining series.
Read the following sentences. Find out whether the statements compare the given points or contrast them.
Both Friends and The Office are equally entertaining series.
English-2Grade-8
English-2
Read the following sentences. Find out whether the statements compare the given points or contrast them.
This road takes us longer than that one does to reach the destination.
Read the following sentences. Find out whether the statements compare the given points or contrast them.
This road takes us longer than that one does to reach the destination.
English-2Grade-8
English-2
Read the following sentences. Find out whether the statements compare the given points or contrast them.
Both Batman and Superman are strong. But Batman is more popular than Superman.
Read the following sentences. Find out whether the statements compare the given points or contrast them.
Both Batman and Superman are strong. But Batman is more popular than Superman.
English-2Grade-8
English-2
Look at the following Venn diagrams and answer whether they are comparing or contrasting the points they try to put forward.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAXAAAACkCAYAAACOwXWyAAAgAElEQVR4nO2deXBc9ZXvP3fpXa19l7xJXjB4AYyBACLEGTJK/F6KmpcQM5M8IKmamfBm/gipmJlHXqVSlVQGqAlVw2SpqUcIbzIgIMkwmZiYAYyxTMxmG2wMXiR5074v3ertLu+PVjeWV8nu7rvo96lSuVu93GP9ur/33HPO7xzJNE0TwYJDN0xM00SSJEwTTNNEliUwAQlkSUKSwDTBmPmImKaJaaZ/n3lMlki/TmAZhmliGCAB5swCSuk7M2uVXh/TTD+a/sqnf5dZR0WeeY3AUahWGyDILYZhYsyckjO6Gk8ZxOI6kbjGZFQjEtPQdANNN9ENM/2vnv5XMzK304+rioSqyCiKhCpLqIqUvq1IKDP3VUUmHFQJBz0UBRQCPgW/RwHStmRODooQ+nmjGyaGkT7RKrKEphvEEjqRuM7UtMb4VJKUll43TTfQzns7/YFQM2uoptfs7Nsej0xpkYdwQKEo4CHgk1EV+YyTPaiKbPFfRHAmkvDAnYuup79Umm4yFkkxHkkxEUkRiWlE4xrRuE4yZVhmn9cjE/IrhPwqRQGV4pBKWdhLaZGKR5ExzLSoCNIYRtqDNgwYm0oyOpVkIpI+4WZ+dKOwX1dFligKqNmfkiKVsrCHsiIvyszaiROzdQgBdwCmmRZpRZHQNIOJqMbQRIK+kTijk0liCd1qE+dNwKdQXuylttxPVamX0pAHRZHQDRNVllwflsl41qoiMxXTGB5P0DMcZ2g8QSSmWW3enCgKqFSWeGmsClJZ6iUcUNF0A0mSxIm5QAgBtym6YSJLEqNTSXqGYwyNpT0yJ4r1XAn4FMrDXqpKvTRUBigv9qYF3SVioOsmSDAwlqBnKMbgeIKRiaTVZuWUihIvVSU+Gqv81JT7McVVVl4RAm4TNN0A0jHOgdEEx/um6RmOFfyS2U4oskRdhZ+m+hC15X48qoRhgschgpDJR+i6Qf9Ygo7uKD3DMavNKij1FX6WNxZRV+5HUdKJUhFyyR1CwC0k62VPJjneP03PUIyJaMpqs2xLSchDQ1WApbVBKoq9GKZpOzHIVPRE4zonB6Y52T/NyKS7vOzLpaLYy+KaIEvrgoR8SrbaSXD5CAEvMEnNwKvKDIwm+OjkJD1D8WyZnmDuyJJEQ5Wf1UvC1Jb7SWomXtU6MUhp6Yqert4oh09NOSaObRVFAZWVi4porg+hyBJej6huuRyEgBeATBnXdEKnozvC0e6IpdUhbsPrkVnZWMTyhiICfhmJwiTRUlo6Pj84nuDQ8Sm6h6bzfkw3Ul/pZ21TCdWlPlK6tSdipyEEPE+YpklKSyetTg3E+OjEJOMRER7JN2VFHq5aEmZxTXCmGiL3l+nJlIFpQldflEPHJ5l2cWK5kAR9CquXFtNcH0SWJTyKLDYXXQIh4Dkms3OxbyTO0dMRuocWVtLKTjRWBVi5qIi6Cn92Z+mVoBsmwxNJDh2fFOuaZxqrAly9NExliVdsHroI5/xlWltbkSQp+7N8+fKCGyVJErt37y74ca+ElGZgmiY9wzG27elnx74h8SW3mO6hGDv2DbFtTz/dQzFMM52DmC8pzWBkIsmre4d4+Z0Bsa4FoHsoxn+9O8hr+4YZnkiS1NJXPXZl9+7ds3SztbV1Tq9rbW3l0UcfvezjnvfU9sgjj8z0vTBZvnz5nI1ZiKRmPlinh+L8e3sfO/YNiVCJzRiPpHh9/xD/3t5L9+CMkM8hB5HSDMYiKd54f5htb/UzMBovgLWCMxkYjfPSW/288f4wY1PJrKNkJ9ra2mhpaaG9vT2rm5s2bboiYZ4rl7w2+e53v8vLL7+cvf/oo4/OOtNk2L17N8uXL88+/sADD9DV1YUkSbS1tZ1zVjqfl595PkBLS4utPfGklu4V0tU3zXOvd7P7wLCoPLA5kZjG7oMjPPd6N129UTTdPK+QpzST8UiK3QdG+M83++gdEcJtNX0jcX6/p583PhhhPKKl80s24Z577uHZZ5/ltttuy/5u69atbN26FTjXO89o2vLly3n55Zd56KGHkCQpK/hnRkEu5TzPq5lVW1sbJ06cyJ4BW1tbeeCBB/jpT38KQGdn56zHu7q6APjlL38566wpSRKPPPJI9j/Y2tpKa2sr27dvz3bIa29vn/UHsQvpbe0Gh45Pcuj4lCgBdCDJlME7h8d478g4q5eGWd9cPJPolIjENd47PCbCJDaldzhG73CMxqoAG1aWEgqolu70zIjxjTfeeN7Hu7q6uO+++7L69+ijj3LffffR0dFBR0cHra2tbNq0KauFbW1tdHR0zPkq45Ie+H333cc3v/lNALZs2ZIVa4BNmzZlRTrDmY+f73dtbW00NzdnDYZzvXw7kuldcaJ/ml+/0cvBrkkh3g7HMM3siViSJT4+Ocm/7+oV4u0Auodi/MebfRw+NQVASrf2u9jU1HTB33d0dGTv33LLLXR2dl70vTo7O8/R1QtxXgHPuPSSJPG5z31ulgCf6d4/9NBDczrI2ZydGK2vrweYs9GFJqkZjE2leOntAdoPDJO6jESYwH7UVfj5/E21eFSJH/3qCM/u6CaW1NHF8jqGfUfH+e2uXkYnkyRsurfizLBzS0vLRZ+7ZcsWnn32WZqbm+cUQr5kEvNM8X7ggQcAso898sgj8/2/AMw6IwH09vYCFz6LWUUile69/M7HY7z0Vj+jYku0K/CqMhuvKuXmq8t5be8AT750kpGZro7HuiP0DMVI6Z/00RbYm0hM4+V3Bth7ZJxkyiCeLFxdfibM29bWdt7H29raeOihh7Ka2d7efsn33LJlC6Zp8uyzz15S8OddYHmmyP7Lv/zLfF/Oli1b6OzsnJWh/cEPfpAN0wA0NzfT3d097/fOJaYJh09N8cLOHrp6o5baIsgdS2qC/Pdb6xidSvHDfz3Cu0fGz3nOWCTJRycmGXZZp0C309ET4YWdPZwejBf05PvII49wzz33zIogtLW1ZTWuubk5+/tnnnlm1mubmpo4ceLEed+3sbHxkseel4D/9Kc/5Wc/+9ms8Mrl0NnZOStM09TUNMvT/8u//EvuueceJEkqeFglkTIYGk/wmzd6+KBjoqDHFuSXdc3FXLu8hGdePc1vd/WSukSsZGAszkcnpojG9QXdFdJJ6IbJnkMjvL5/iETKKEhYZevWrbPCHpIk8ctf/pKtW7eyZcsWli9ffk7VXoY///M/z2pqW1sbDzzwwKxwy6U8drETcwZjZr7jwa5J9h871ysTOJegX+HG1WXE4gbPvHqaSHz+5Z615X5qynyYM3MmBfbH71X4zHVVhAMKfp9itTl5QQg4aa87qRns+mDYdQ32FzqNVQFuXF3OOx+Psu2t/it6r6BPYUlNEEWWsuPEBPZn4+oyVjSEXLklf8ELuKabnBqIsfvgsNWmCHLMmmXFrFoc5tdv9HCgM3fhsMXVQUpCquvHvrmJxdVBbl1bgWmarmpdu2AFPLMDb8+hUU4OiDagbkKRJT51TTkm8Myrp/PS2qAk5GFRVQDEhBnHEPQrbLquiqBfxe91h4gvSAFPpgwmoile2zt0Wc2NBPbF75VpWVfFyYFpXtiZ30omRZZYVhfC55HF3EcH0bKugvrKAD4XeOILTsCTKYO+0QRvvD9ktSmCHBMOqrSsq+Rg1wS/33Nl8e75sKQmSDigiri4g7hxdRlN9SG8qrNFfEEJuKYbHD0d5b0jY1abIsgxFcVeWtZV8uahEV59b7Dgx68r91NZ6kNEU5zDtStKWL04jMfBIr6gBHzPoVGOdUesNkOQY2rL/dx+bSUv7ennzQ9HLLOjPOxlUXVAlBo6iNVLwly/stSxeQzXC7hmmBi6yc4PhukXbUFdx6LqAHdcW8Uzr51m31Hr6/dDfpVldUFAJDedQlNdkNvWVVptxmXhagE3TZicTicrRa9u97G4Jsgt15Tz1B9OctRGV1ZeVc4mN4Un7gzqKvxsur7KcSdd1wp4SjOIJQ1+/8d+NNFeznXUlPm484Ya/u+24xw5bR/xziBLEisbi1AUSVSoOIS6cj9/ckO1o066zo3eXwRNN4knDV7aI8TbjZSEPLSsq+S5Hd22FG9I9xo/1hPBMERXQ6fQNxrnj4dGHbVerhNwTTdIpHS2vzMgarxdiN8rc9u6Sl7bN8h7R+1dTaQbJh09UUwT0QzLIXT2RDjYNTGnmal2wFUCrusmmg4vvzNILFG4nsCCwnHrmgoOdI6z831ntD5I6QYdPREMQ4i4UzjYNUlXX5R40v4i7hoBN0wTzTD5w9v9ImHpUm5dW0HvzHBbJ5HUDDp7I8ITdxDvfDxG/2jc9o6gawRc001efmeAqWkh3m7kptXlxBI6bTusHfRxuSRSBp29URD67Rh2fTDM6GTS1nk01wj4a3uH8tK0SGA9zfUhyoo9PL39pNWmXBHxpM7xftE4zUns2D9EMmWi2TSf5ngBT2km+46OMzSesNoUQR4oDqpsXF3OCzt7cEP0IRrX6B2Oi1CKQzBN2HVg2Latgx0t4MmUQd9IjA+PT1ptiiBP3LCqjB37Bl01l3RoIsHktOaocrWFzOBYgkPHpwo6LHmuOFbANd0kltAdU40gmD9rm0uIxHVesaA5Vb45NTCNppvCE3cI+zvGmZzWSNhMxB0r4ACv7RMtYd1KQ2WAlY1FPLfjtNWm5I3jfdHzDroV2JM33rdfKMWRAq7rJnsOjYpyQZfi9chsvKqMX+/sZtLFVUVJzeBk/zTubGbhPmIJnTc/HCVlo4Sm4wRcN0wOnZzieJ97YqKC2Vy/opR9x8Y40OX+3MbkdIqBsYQrErQLgVMD03T2Rm1TWug4AZ+Oa7x/zPq2oYL8UF3mo67Czx/eGrDalIIxMBYnpRnCE3cIe4+MY9hDv50l4LphsueQvftfCK6MNcvC/Nd7Q2gLzCXtHoyJPT4OQTdM3u+YIGGDfimOEfBkyqB7MEb/qBjK4Faa60OYBvzxw4VXWRSJa0xEUuiitNARHD6VLiu0uorIMQIuSRK7LRyXJcg/a5tKeOnthRM6OZvuoRjYq8hBcBHe+XgMQwj4pUmmDPYfGxfeiYtZ11zC8b6orSbrFBrDNMUuTQfRNxJncDxpaSjF9gKuGyaT0xqHT01ZbYogT4QDKtcuL3Fcl8F8MDqVJJE0LPfsBHPj7Y9G8Xmsk1HbC7gsSbx5UIRO3MzqZWFe3TvE6FTSalNswenBmO02jAjOTySmcbBr0rK2CLYWcF036RmOMREVXQbdis8rs6oxzO6DCy9xeSHiKZ2JaEqEUhzC4VNTls09tbWAS5LEflHz7WpWNIbZd2xM9HE/i/7RBLLYZu8IYgmdUwMxS8aw2VbADdNkcDzO2JTwvt3M8oYQ7QdEiOxs4kmdaFzDELt7HMHB4xOWTLO3r4AbCO/b5TTVhxgcj3N6MGa1KbakfySOqCt0BiMTSUvCXrYV8IloiqFxkdRyM011Id4U3vcFiSZ04kld9ElxCB92TaJpQsBJaSbvd7i/kdFCpqbch88jL4iGVVdC/2gcU4RRHMGpwRh6gdfKlgIejWv0DInZgW5mRUMRb4qdtZdkalqzJDkmuDwOHS9sSaFasCPNkZRm0NEjWsW6ncbqIP/68qmcv+9v//mvOfHxH7P3SysX8fXvb5vzaxetuomNd96fc7uuhJHJJLXlfstK1QRz50TfNBtWlhbseLbzwFVFdtX8Q8G5NFQG6BuJMZmngRwtd32LB39ygAd/coDSqkX89p//Oi/HKRQTUQ1FbOxxBLGkzkS0cCWxtvPAx6aSthweKsgddZV+PjpRmNYIN33+r3jux/dm7x/Zu51tv9iavf+VB5+mofk6fvG9zYwPn+bEx3+k/cXHabnrW2y88/5ZHv3S1bfwZ3/z84LYfSaabhBL6gR9SsGPLZg/J/qjBHxh/N78r5etBDyZMujqE7Fvt9NYGWDbnsJ3Hezp3M+2X2zlG99/iZLKRno69/Pcj+/lwZ8c4Ovf33ZOCOXI3u2MD53mwZ8cKLitZzM6mcQrwiiO4PRQnDXLigtyLFuFUFRVEqPSXE5liZdkSqd/tDC13y//v++yvuVuAA6/u431LXdTUtkIQEPzdZRWLuLI3u0XfP348GkmhrsLYuvFmBRhFMcwPpUkWaByQlt54BORFLGECJ+4mfrKAB+fym/L2PYXH6f9xccBWN9yN5/d8t3sYx+0P88H7c/P6X1WbWgF4MnvfQH4JNxiBSndIJ7UCYgwiiM4PTjNsrpQ3jsV2kbAk5oInywEGir9vLCzN6/HyMSvz8fZgn4pVm1oZdWGVo7s3Z4Nt1jFyGSSmnI/HhFGsT0nB2Isqwvl/Ti2CaEosiSqT1xOwKcQCqh09loztOGqjZv5oP35C4ZESiobmRzpOe9jRaU1+TRtTkxGNVQRRnEEA6PxgoS8bOOBa7opwicup6zIw4CFM00bmq9j89cfzYZEMmSSmldt3MxzP76XD9qfZ/PXH6X72Huzwi1fefDpQps8i5RuoBumSGQ6hIloiopib16PIZk22ac7OJ5g+wKeh7gQuGZpMYmUzm925TeE4maa60MUBWzjdwkuwk1Xl9NcH8rrCdcWIRTdMBkaS1hthiDPFIdUukXnwSsiGrN+ErpgboxMJNH0/LZBsI2A91t4aS0oDGVhD70jYp2vhOmEjj2umQWXYmwqiZTnJuG2EHBFlhiLiMENbkaSoKLYJwT8CokldTEv0yGMRVJ5LyO0hYAbBkzHRQLTzZQVeRmeSIjL/yskpRmivaxDMAyTSJ76/WSwhYCLocXupyzsoU943zkhnhTtZZ3CeJ4jC7YQ8AGRwHQ9xSEh4LkimmevTpA7hsaT6HnsD265gBsmJFIifGI12174OY89/LW8vb9HkZkWdf45QTdMR45Ze/qJh/P6GbMjyZSOlsfFslzATcMkLr7Yc+Y797dwb+uSWT9HD72bfXzbCz/n3tYlFlp4fjyKJDZq5QhNNy8YB898Pgb75j8s4zv3t/D0Ew9fqXmCM0jleTqP5QJukP//pNu4+xt/z9PbT/L09pPc/Y2/54ff/pLVJl0S1SOJ2G2OMEzzvKWEmRP5mg238+7ulwpsleB8pDQD8ihv1m/pMhEz/66AFVdvAGCw7xTVdYvZ/OW/ZvOX7TeBxqvK4korR+i6yfnKi/fseJE7vvAXVFTV85unH5v35+Cxp9pzZKEgQzJlQB6rPi33wJGEgF8Je3a8SHXdYqrrFgPw1s7fzQqhPPbw19j2ws+zl9Zv7fwd8Emo5d7WJXzn/pa82+lRJWLCA88JFyrF3LHtV6y4egM33/FFBvtOzQqtDfadyobbzgy/nRlqeezhr80KoVzo+Wd+ds4OuZz9/MznbaGS1Mx86rf1HriESUII+Lx4/skf8fyTP8re/+bfPXHJ53/z757g5ju+CKRF/vknf8TD//hrVl6zkaOH3uWH3/4SazbcnjebvR6ZWEJUT+QCTTeRzpKFt3b+juq6xay8ZiOQDqPs2fFi9n6GH377Szy9/SQwk1T8339xUc/7h9/+Eo891U513WIee/hrfOf+FjZt/ipPbz/JYN8pvnN/C6vW3sTNd3yRo4fe5T+e+afs+7+183f87B/+lqZV12YdjIVGMqUj5XHjleUeuCRJJDUh4PPhzBj4Y0+187N/+Fu2vXDhWY2bNn81K94ARw6+zZoNt2e/3Cuv2cjd3/j7vNrsU2Xi4kSdE3Tj3BBK+ysvcMcX/iJ7v+XOL7Nj26/Oee3D//jr7O1Va2+6ZLLzm3/3RFZ8W+78MtV1i7n3b38IQHXdYtZsuJ2RoXRzspXXbOQ7P/zX7GubVl0LwPjowm1Sl9JN8rlx1nIPXJElEUK5AqrrFrNp81f56P035xzzHOw/RXVtYT0in1cRScwccbaAD/ad4sO9u/hw765ZV2aQ9oLPPHmfSXlVXc5te/qJh8974lioaDp57QtuuYDrholXlYUXXkAKLd4AiaSO3yMTS4pE5pWiyBKmSVbE3939UjrEcVYo5OknHqb9lRcuKOC5ZtsLP+fDfbuyIZRMiGUhoyppjcuXiFseQjFNE2+eG764mcG+U+zY9ita7vzynF+zau1N7Nj2q+zlcyYmnk8SmoHfK9Y5F2QEPMPOl/5tVvgkw6q1N/Hh3l2XVRN+OQz3n551X5Qypvc/5LP/j+XfKMNECPg8ef7JH82qIDkzQTkXbr7ji2za/NVsZUr7Ky9cMhF6pSRTBn6vGMibC1RFwpwpLh7sO8Vg36lsOemZZD4ThRLSTGw889kUgNej5LUO3PKJPMmUwc73h+gfFf1Q3MydN1Tz2129dPWJuadXSjigsqQ2WJCZi4Iro6bMx6evrcyb82K56yvJUvosJXA1Sc0UHniOUBRJDHVwCF6PnNehDtYLOGbem54LrEfTDAIiBp4TZEk6705Mgf3wqHJe+7dbXoUiSRJeVXyx3U5SMwj4C+OB93Tu57kf35u9v3T1LfzZ31y4Tj7DxHA3T37vC9kp9XZFVaS8j+oS5AZPntfKcgFXZAmf8Mxcj6abBAoQQjmydzvbfrGVrzz4NA3N1wHw7itP8e4rT7HxzvvzfvxCoMhSXjeHCHKH16Og5FHeLBdwgJoyv9UmCPLMZDRFfWX+13nbL7ay+euPZsUbyAr3+Tzs19p+AMBVGzdnvfYnv/cFgOzz3n3lKdpffDz7flZ76CG/Lb62gjlQWeJFkfOn4Lb4JJSEbGGGII+MTaVY2ViU12P0dO4HoHbJmnm/tqH5Or7x/ZfOEfgje7fT/uLjPPiTA9n7v3nir/j697flzvB54veJK1anUBb25DVfYYtPgixDsEDxUYE1jEWSVJb6ClL6lkvv+NCeF2m561vZ+6s2tDI+fDp7sig0HjW/VQ2C3CHLEkWB/DqntnB9dQPKw16m4zGrTRHkCdOEkckk9RV+Tg85a53bX3x8VgjFSgJeGcMwkRUh4nanrMhDImXktcrOFgKuyBJVZT66HfbFFsyPsakUdXkU8Ezc+8je7aza0HrO45frmbfc9S3bJEADPiWv/aUFuaMs7MXI8/BSW4RQVEWiusRrtRmCPDMZTdFYHcjrMVru+hbbfrGVieHu7O+O7N3Ou688BUBp5SKO7n8FSMfMP2h/Pvu8jMBHJoayv7vmU3fZxvsGKAqoKML7dgQVxV7UPK+VLTxwgNKwEHC3MzaVpLkhv4nMjXfeT3F5XbaSBGbXgf/p//wBz/34XtpffJzSykW03PUtJkd6ss9d33J3thrlwZ8cYNWGViZH+/jx/1o36ziZpGahEbtZnUNFiRdPnve4WN4LJYNhmPxmV6+YXO5iAj6FzZ+q5f88+ZHVpjgSjyKzeklY7MJ0CPd8tjHvAm6LEAqkJ1csrQ1ZbYYgj8QSOpFpjeb6/HrhbqU4pKLlOaYqyA015X6MAow4sI2A+zwyzfVBq80Q5Jme4Thrm4qtNsORlBd7EV0nnMGSPOd6Mtjq41Aa9hLwiRifm+kbibF6sfDA54tHkQl4FVED7hAW1QQL0iLEVgKe0gyW1gov3M0MTyTxeGRqywvjobgFET5xDqVhL161MCdaWwl4Oowi4uBup2coxtqmsNVmOIrysBdVdLByBI1VfjS9MCdbWwk4pIvfRamUu+kbTbB6iYiDzxVVkdMbeIR+O4JltaGChYJtJ+ApzaBJJDNdTc9QjLoKP8V57hPhFkpCal4H4wpyR8CrFLQ5n+0E3OuR877ZQ2A93YPTXLei1GozHEF5AXb0CXLD0rogegHKBzPYTsABQn6lIL2jBdZxrCfCLWvLrTbD9oSDKj5RO+gYrl4axlOgBCbYVMA9isy1y0usNkOQRwZGEyQ1k3VNYp0vRk2ZH9G9yhksrg7kdXjD+bClgEsSlIQ8VJf6rDZFkEe6eqPctq7CajNsS8iv4PfKBemhLrhy1jQVF3yjlS0FHNLDjtcLL9zVdPVGqSr1sahAu9achhg16BwqSrwUhzyoBVZw2wq4qkhUl/ooLfJYbYogjxzrjnDb2kqrzbAdfq+Sbh0rvG9HcM3S4oL0Pjkb2wo4gGHCtctFpYKb6eiJsGFlKeGgKCk8k9pyvygddAgBn8LS2iD+AmydPxtbC7hHlVhUHaAkJLxwt5JIGhztjnDrGhELz+D3KBSHVFE66BBWLQqT0qw52dpawAE03eSWNaLczM18dHySO2+oplwM9QCgsTqQ91FcgtxQFFBZ11xc0NLBM7G9gHtUieKQhxWNYnOPW5mKaew/NsHmT9VabYrllBV58HtE5YlTuHF1maVDaGwv4JBucrVhZam4pHQxB7smWFYbXNAnalmSaKgKiJmXDqGuwk91mc/SFtiOEHAAwzT51DUilOJmDh6f4As311hthmU0VgUQkRPncMOqMsv7sztGwP1ehUXVQWrKxOYet9LVO42MxC0L8EQd8quUFKl4hPftCFYuKsLvlS1fL8cIOIAsS3zqGlGt4GY+PDHJ526oWXC9rxdVBbDHeHHBpVBkietXltpiepizBFyCgF9mvagNdy2DYwl6R2N8/uaFk9CsKfWhqpJIXDqE61aU2qY9jaMEHNKNrtYsC7O4WvQMdyv7j01w3YqSBdHoqjjoobrcL8TbISyuDrCisQiPTTpE2sOKeaLIEreuLadIDARwJcmUwXuHx/kfn66n2MU7NL2qzJIa0QfGKQR8CreurUSxPnKSxZECnmHT9VVWmyDIEz3DMY6djnD3ZxqtNiVvLK0NYpjp0KDA/ty+rhJNN5BtNNvOsQLuUWX8Xpnb14tGSG7l4PFJioIqf7Kh2mpTcs7i6iCqIou9DQ5h/fISSopUWyQuz8SxAg7p0sL6Cj9XLxUDct3K3sNjfHZDNcvqQlabkjMqi32Eg6pl268F86O6zMfaZcW2HLbuaAGH9AzNG1aVUiWGP7iSyWmNdz4a5e7PNLgi1BDyqzRU+YXn7RAkCVrWVdi2M6TjBTzDZ6+vEuTfTX8AAAmtSURBVL3DXUpXX5TRyST3/ukSq025IvzedNtRgXP4zHVVeD2KbapOzsaeVl0GsizxuY3Voq+0S3nn4zECfoWvbHJmUtPnkWmud08YaCHQsq6CimKv5bstL4ZrBFxVJBRZpvXGGlFe6FLePDhCQ2WA/+awroVe9RPxFqETZ3DDqlLqKvy2S1qejWsEHNKtZxVZ4k83Vtv+Dy+4PN48OMy6phI+7ZDqI4+SFm9JkoR4O4Srl4ZpbiiyZdLybFwl4JBOaqpq2hP32jRuJbh84kmD3QdH+OyGajasLLPanIuiyBLNDSEkSXjeTmFpbZD1zSX4PM7QDmdYOU98HhmvR+bzN9WIL44LmYim2H1gmC2bGlnZYM/+4bIksbyhCFmSbJsAE8ymrtxPy7pKR2mGZJru7YFmGCYT0RSv7x8mEtOsNkeQYxbXBLnlmnKe+sNJjnZHrDYni1eVWVoXwueRXVH6uBCoq/DzmeuqHCXe4HIBB0ikDABe3z/E4FjCYmsEuWZRdYA7rq3i3145zf6OcavNIeRXWVYXxDRF2MQpLKkN8un1lWiG6bg2xq4XcABNN1AVmd0HR+jqjVptjiDH1Jb7uX19Bb9/a4A9H45YZkdpkYclNUF0wxTdBR3CysYibriqFFmSkB24ZgtCwDNouslHJ6d4/5j1npogt5QXe2lZV8Hug6Ps2DdY8OPXlPmpLvU6UgQWKuuaS7hmadjROYoFJeCQDqn0DMfYfcA6T02QH8JBlZZ1FRzonGDbWwMFO+7i6iDhoCpCJg7ihlWlNDcUOaba5EIsOAEHiCV0pqY1duwbIqkZVpsjyCF+r8xt6yo50RflN7t683osRZZYWhvE55Ed7cUtNG5dW0FDZQC/1/lrtiAFHEDXTZKawZ5Do3QPxaw2R5BDZFni1jXlaJpJ2+vdjEdSOT9GcdDDouoAsoQImziEoF+hZW0lZcUe1+wRWbACDmCaoBkmJ/qm2XNIhFTcxtVLi1m9JMzzO7r58MRkzt63sSpAWZEHSZKwUW9/wUVorArQsq4CzTAJOGCH5VxZ0AKeIZbQSekm7QeGGZlIWm2OIIc0VgW4aXUZez4a5Q9vX1lcPOhTWFwTRJYlWzc4Esxmw8pSVi0Oz1SaWG1NbhECPkNKN1Fl+KBjkgNdE1abI8ghQb/CxlVlxJI6z77aTSQ+/01dNWV+ast9okTQQfi9CndcW0k4aL9JOrlCCPhZxJMGk9Mpdr0/zHRCt9ocQQ5Z11TCsvogba91z3nnpkeRWTKTqBRVJs6hvsLPbesqAMkVycoLIQT8PBgmSMAHHRPCG3cZS2qC3LCqlPc7JvnPP/aR0i9chVRT5qemLD3pScS6nYEiS9xwVRlN9UE8inuFO4MQ8IsQT+oYhsm7h8c5OTBttTmCHOFVZdY2F7OoKsDv9wyw9+jYrMdLQx7qKwOii6DDWFYX5MbV5RiG6dqQydkIAZ8DyZTBRDTF2x+PMTopkpxuoa7Cz/rmEoYmkvzH7l6mE3q2PljEuZ1DUUDlljUVlIXT5YEL6WpJCPgcSWkmigzH+6Z55/AYKbEByDWsaypm/fISDnROsu/YuBBvB7GuuYT1zcUkkgb+BeJ1n4kQ8Hmi6QamCQc6J/n45BSG+PM5FlmSuGpJmPXNJchyel9AJKax7+i42NxlcxqrAly7ooSQX3X8dvgrQQj4ZRJL6HhUmaOnpzjQNUkyJTxyp+D1yKxdVsLKRaFzNnaYJqR0g2hMZ+/RcXqHhZDbifrKANevKCUUUGbm4C7sqyUh4FdIPGng88h09kY50DkhBkfYmKKAytqmYprrQyRSxkUTXYZpomkmU9Ma+46N0zcSL6ClgrOpq/Bz3YpSioMqsgzqAqgwmQtCwHNEImXgVWVODU7zQcdEXvpvCC6P0iIP65tLWFwTJJHS5zWs1jBMNMNkIpJi37EJBkaFkBeSmnI/168opTikIkuIpmFnIQQ8x5gm6IZJ30icY90REUu1kMaqAMsbQtmSwCu93NZ0g+GJJB+dmBLrmmcaqwJctThMValXiPZFEAKeJ3TDJKUZSJLEib5pjp6eYkx45XmntMjDykVFLK0NAhKqIuW0lls3TDTdxDBMOnujHD45JXbs5oigT2HlojArGkNIUu7Xzo0IAS8AiZSBIktEYhrHuqN09kZE0jOHeD0yy+qCrFoUJuRXMEwKUpmQSBp4PTL9o3EOnZikd1iEVy6H+ko/Vy8tpq7cP+8Q10JHCHiBiScN/F6Z3uE4h09N0TscF6WIl4EsSdRX+lm1qIiGqgCxhG7Z7jtdT8fJdcOkoztKR09EJLMvQVFApak+xIrGEKosowhv+7IQAm4RmXI1jyIzOJbg5ECUvpEEE1ERZrkQJSEPdRU+FtcEqSnzZ/9+dtp5p+kmkgSRmM6JvijdQzFGxO5dACqKvTRUBVhaG6QooGCaIil5pQgBtwmJpIEsp9va9o3EOdk/Td9IHN1YuMujyBJ1FX4W1wRpqPSjKjK6YTjmEjuR0pEkCcOAnuEYx3uj9C6wcsT6Cj9La4M0VAVQZAmTwoS3FgpCwG2IaUJKM/CoMoPjCXqHY4xOphidShJzccIs4FMoD3spL/ZQX+GnusxPcubv4Ib9GsmZXEjPcIy+kTjDk0nXDRCpKPFSWeylrjJAQ6UfXTdRVQnZTpdJLkIIuANIaunt+6oikdIMxiMaA6NpARiddKaoB3wK5cVeysMeaisClBWpeFSZlGYgSxJeF3tppmmS1NJfO68qMxFNMTieoH8kzvBE0jHx86KASlWpj+pSL9VlPkpCHlK6iWma+DyKrUJbbkUIuEMxZsrZFEUipZmMTCYYn0oRjetEYhrRuEY0rlta7eL1yIT8CiG/SlFAJeRXKA2nRdujymgzMWxFJK8wzfSJWpbS/ehHJpKMTiWJxtLrmfkpdEhNkSWKAmr2JxRQKAt7qCzxIcsShm7i8QgP2yqEgLsITTdnfcEzWf1YQmc6oTM1rTERSZFIGWi6kX2+ppvpSopMNYVuZh9P1+LOVAnI6UqBTMWAIkvZx30emZKQh3BQJehXshUh2oxHBumE1ULvXTEfzlxPSUpPB0pqOtMJg8i0xngkRTSuoWnpddN04wK30++hZtZQTa/Z+W6HAiolQZXikIeAT8Grylk7JAmxG9JmCAFfYOiGiWGmL+NNg/TooRnS2poe/CpB2sMyTEzI/pv5tEikPUVZBkmSkEF40gXGNNO7QyG9Tpm1lPhkgpAsf+IdG2Z6A1L69ifPNU2QZtZcUYQ37SSEgAsEAoFDEddCAoFA4FCEgAsEAoFD+f8YS452c8kYzgAAAABJRU5ErkJggg==)
Look at the following Venn diagrams and answer whether they are comparing or contrasting the points they try to put forward.
![](data:image/png;base64,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)
English-2Grade-8