Maths-
General
Easy
Question
Find the missing value: 2:x::18:27
- 4
- 3
- 2
- 1
The correct answer is: 3
Related Questions to study
Maths-
Find the value of x in 2x-3=5
Find the value of x in 2x-3=5
Maths-General
Maths-
The frequency distribution of daily working expenditure of families in a locality is a follows
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAgQAAACACAYAAAB0vHFxAAAgAElEQVR4nOy9d5Cd13Xg+btffDl2zt0IBECCBBjAHCWKoiRLogMtjeXyeO31zkzNzmzV1uxWTe3M+p+p3a111ey4dr3WrNee9chjyZJlBVIUcybBiEQkAt3oHF/3e/3yF+/+8RpNRBIgGwJF3d9fQL/vve/cfO45554rpJQShUKhUCgUv9JoV1sAhUKhUCgUVx+lECgUCoVCoVAKgUKhUCgUCqUQKBQKhUKhQCkECoVCoVAoUAqBQqFQKBQKlEKgUCgUCoUCpRAoFAqFQqEAjNP/8PyQUs3FD8KrKY/iEyAQpGImlaZHGH628k3Zpo6ha9Sa3tUW5TOBpgmiloHjBWrMbwBCCKKWjh9IXD8EPlvj72qgxvzGommCVMwiaukXfWZdIWi4AcdnVqnUVeX/siKE4NZr2jgyUaLpBVdbnA2lOxcjl7A4PFm62qJ8JohYOiNdSaYLNcpqzH9idE2wuTvFSsVhqdy82uJ8JlBjfmOJWDq7RnKXphDUmj7vnlhhfKH6CxFOsfEYuuCO7R28dnSJ5bJztcXZUO7Y0c72/jRPvzt3tUX5TJBP2bSlIryjxvyGELV0sgmbo5MlDpwqohLCf3JaYz6jxvwGkU/Z7BzMfugz6wqB6wfMLNcZm69cccEUVwZT1/CDkKmlGvPFxtUWZ0PZ0ptisD1Q/XODqDs+tabPrBrzG0LcNqg2PBZKTcbmK0oh2AC29KYY7PBV/9wg6o6PF3x4x1RBhQqFQqFQKJRCoFAoFAqFQikECoVCoVAoUAqBQqFQKBQKlEKgUCgUCoUCpRCg6TqJqEHEEFdbFIVCoVAorhrGRz9yGoFh6iSjBvq5a6cMqVVdGr9kCc+EEGzaOcSD/RpzE0u8eKhEORbn+uE0vbGQseOLHF79JSvUJSOIpWIM5GyimqRWbTBXdKh4l39eyoxYpO1zdUuJ3/QouyFnJk00bYvOfIx8VEO6HvOFGoXm2c98fATxhEX03A4qQ5oNn7oXcro1hRAk0nH6Mha2FlIrN5ktOdT8yxGk9T6bkHrDo3mBXFB2PMZgW4S4IWnWHeZXGpQceXYeO6GRb0vQnTQwwoDSaoP5VZfmp6rrCSzbIG5p+I5L1ZXn5eLTLZOObIz2uI4IfVaWa0xXgnOeE8QSEbpzEVImeE2XqYUaq/5lSKJrxGwDW4RUmwHuGUepNE0jHjextXP7QEC16p1Vp7phkMvG6Fyr92KxxnTZ5yNOZm0cmk4mYaAFAZWaz5npoXTTIBXR0c8qhyT0Q+rNs/uaMEx6O+K0RTVCz6dQrLNY8bmUKrUiFh3ZKNmojhb4rKzUmKkEnNv1zIhNdy5KLqohfY/FpRrz9fC8tk2mY/RmbWK6pF5rMrPUoPILyJFmRSP05iIkbY3QdVlcabBcDzj71QIratPXFiVlgddwmV1psNoMzyqv0DTSmTg9aROLkMpqnZlVj+aldAxNpy0foyPR+m610mSu1KR2RmPolkkmoiHE2W0beD7VZoB3Zh+1bPo6YmRtge+4LKyV60pNDZesEBi2xfU3DvOlkQjnbaalxxvPHeGJuV+yw7dCo39TN5/fITiuNdn/XgnRmePB2/rZmYV3nRKHDzQxTIuRoQztwmVirsLMeZPcLxs6m3YO8tWdGfqSJqaQOE2H8bEFfr6/wKmyf+kdTljcdd827m07XyEonZrir94qsupKEIJUPsuDe3rZ3R0haQpkEFBcWeXlNyZ5Ydr9xJ1cxHP81pf6GLLOXQx83j84xRPHVil6AAbbdg3y5R1puhOt8jfrTcZOzvHY/hVm6h/dvsKOctMNvdy3KY7lNHn77TGenvTO+J5O/9Yevro7z1DaxtYlnuMyM1Xg2X0LvFfwCABhx7jr1gHuG06Qi+roMqRWqXHo6BzPHC2x2Lz6PU3oBj19bdy3M89wWqdwbJy/2l/GWZ9tBclsijt393DrYJycrbcW4NUa+/ZN8NPjdRwA3WRwuJ3PX9/O1rxN1IDA9ViYX+HJ16fYt/JRPUAQiUW5YWc3dwwlSDTLPP7aLAeXnLXFT5Ds6OR37u+k49xkbKHDmy+c4GezPiCIxmPccmMf94wkya/Ve7VS5/ChSf7+UIUrnWswms1wz+4u9nTbuNVVnnhmnIO1058abL62ny9dkyJtnt2XndUyL787xaszrb4Wzed4eE83N/bESFlaa0wtr/LGwTleGatedDEWpsXIcDv37cgznLNJWBoiDKhW6xw4OMXjhyvUJIBGvjvHA7u7uKE7uv6OleVVXn9nihfGm7gAps2ObV18fkeOgYyJrYHbdBifWOKpt+c5Xr5CS5hms/PGPh4YSdKdMokagtAPWCms8uq7M+ydblBfe3W+v4uv7+lgS84mZoDveizMLfPUm3McWvbwJeiGxfW7B/nCthSdMQNDhDRqTd4/NsOPD5QouBcrhyDT3cbnrm/n2q4omYiOISSNepPR0UWeOVhgrBIAJtfv2cRXBiPnbKwl9cVlHntnnqPLPhKId3Xw67d1saMtQtyEwPMpLBZ54Z053plrXpENwyUrBLqh09ef58ZNFl7DY7Xu4Z6eq6Qg9kvqfDjdJkK0/t1suCyVmiwRMF1ujaZoPMMXH9jMdX6ZJ14dY/ZY/ZdaIUiPDPBHn+tjc1IncDxqgUZ3e5zB9gi64/CdfSVW3EstocnwcI5d7ecrBIX60tpOTWLaMe6+ezNf2xYnTkDVDbFsk8HOOP1JyezfjHLsE2bQFdEo123Ksdk8VyFwCabnOW3EyGwZ4g/u62U4IfAcn2ao0bNWfll3+Jv3ylQvur0SZLvb+fLtvdw5nKIzruNVqywc1+GMPV6yr4t/dO8AN3dZCM+n7ECiLc5Ae4xo6FN6fYGJhsHOW0b4nVvb6LQFjYaLq5v0tcfpzxo0qx4/P1mlfhU7mxWNsuv6fr60q219EZ9ansUQAmdtFJixKDfuHuI3bsmSM0KqjRAjEmWgI0lfzqBcOsxTC9DWlePhO4e4r89G9zzKgUY6n2CwM05G91h6fJbpi+0mhSDb1c5X7ujnzqEE7TEdUZa8uU9bH8MIsFNJdm7K0X1udwwbzL7ZelIzDbZeP8Q3bmuj04J6M0CYBn0dCYbaLWrLB/jR7JVawEyGtnTx1Vu62N0XJ2tp1EqSt8zWOGmVQ6e9I8XOkTw58+yvNwqSE8d1BB5Ekjx49xBf3Z4mrYeUqx5aNEZ/e5yuKFRqE7w2e2FFO5qKcdMNfXxus43X9AkMk3RER+9K0pc2qK0c5mezAVY2xX17BvnKjiQJEVKqh8QTMQY64rRFBeXySfauCPpHuvjaHf3c2G4imw6r0qS3LU5/WwQ78Fh5eYmlK1ClIpPj63f2cX0C6jWP0GyVY6gzTo/tM//UNEeLPsTzPPrFEe7rtNB8n7onsXNxBjvitOHxJ88tsNAM6do2zO/d3UV/TOA4Pr7Q6W1PMNhu45cP8533GxexIFnsuLabL96QIy09io4gnTKJaAkG22yk41LaV2QlNOjpzbBrJHaeQlA2m7z6XqvjiliW33xoEw/3RzDDgGojxMy25G03AgrPzfJ+yd/wdejSXQaitWgifcbfn+JvX51jfF2NljiNjymappNN2ySFz3zR5ULrkGYa5FM2CS2kUGxS+TCzrm7QmYtgu01mVn3OnV+EYdCesbE9h9nK+b9TX1jiu4+v8EMNmmuXamiaQSZt0+ZaLU3645V0HdMyySYMvLpDqfmB2c2I2HSnLXAclspXyGQsYty1p5MtKYN6YYG/+odRDosEn7tzE7+2LcYt1+R45v0qRde7xM4mEIBTrfHaG6M8O7NW41JSL9dYcVqFSPR08dA1caJujRdeG+MfDtfp3TXC793aRndfFw9tnuDY0cuwG19QlDVZ6iV+/NgpDp7un2FAsVin4AJanAfu7GYkIViZneevHz/FSSvDl+8e5sGROHfuyPHEiRpV/8Irk4hn+bX7hvjCcITKsoMTi50fiCMi3Hh9B9vbLfRGkb/87jHeaFrcvGcrv3tTkmtHcoy8X2K2luGhnRk6ooLFoyf4kycLBO15Hvn8Ju7qyHDLSIK3ZmrUr5ZGoJsMjPTxzXu6yPoBrhtgG+duvTVyuQy3XZshrznsfeUUPzxYJOwf4l99qYeuXJb7rk3zUrHByHA7N/fayJUl/r+nJ3hzUbL7wZ380bVRBoa6uKVngempC9e7rsd46MGtfKlLw3E96oFO/ALPCUDIgOnxBX72+gKTp3W00Gd+rtW/YrEUd+1qo8v0eW//JH+3d5FKRy//5ME+rsmkefjGHD+fLVwRK0Gyr53fvLOfW9phoRaSti68k2rNMSFT+9/n2wfXso5Kied4LBYdQqBjuIO7BpKkDZ99zxzkzw67dA718vtf7GekL8cNvcscmV/hQoaXIAhYnF7kbw+v8O5Mk6aV4tGvX8ND3RbJdJLrB+P8fK7OQG+OmzYlSYZ1fv7UCX46WidxzVb+p4fa6e7KcsumBPuasGtLnh3tJu7cDH/62BQnGgaf++oNfHM4ytbhNrYfXWZp8QpMaF7A4vQMf/bWLAeLAamOPF97YBP3dpt09mXYnFjgZDGgZ9cg93RaBNUKjz9zjJ/N6uzZM8Rv7M4zsqOD3W8t85Rrcf/tnQzEJNOj0/zNs9PMJNr47fuGuL03yf3X5/iHE7OUL5iGMqRZrfLiC7O8fLxCBY0tu7byz+7Jk47H2NKdoO1YiZXaB2177PXDfOeEv962Tr3JXMlDIujb3ssDPRHMwOH5J9/ju2OS7TsH+MadHfRvbmPXgWUmV30+7rJ7MS4jhuADfM+nUnMpnZUdV5Dr7uW/eWSAQa/C86+N89PDFRrxHN/6yjB3dRkcePpd/mrC4qEvXsvdZpmXT1bouKaPe4dixDRJeW6BP//BMV4vtUopTJsd1/bxjTu72Z4z0QUE9Rovv3SMv3izTA1BvreNX79vmJHyAk/MCu64uZebO2x0GXDq2Cm+/fgkxxsAGt0jPXzrgUFu6bIxRMDciSn2nzO/Gfk8/+iBAW5uC3j2p4d5Jr2F//XBPDkLNDvFlx7axX33VnnqyZM8PmXxW49u5o4UvPXcQf7icJMQk63X9vHoXZ20Lc3yJ8/MMF2GPQ/fyO8NhBw+NEtlaIhfG9F477WT/OVrC8xqKb78+c08ujNNQhcQ+CxML/KD58d5aXLNJLdBaOk0u7ssNCRzx2d4ca6JL0IOjRW5eSTOYHuCwZjOiaLH5WzYwyCgsLTK4fELKxI9wzl6LUlhvsy+E8tMlyVzR5e5d1uazi6LHcMpOLqyIWUMA5+ZmSLvXSDjqZbJckuXAYHP1PE5Xpt38EWJAxNldvXH6O5KMmxrTNUu4jaQEre6yk9/fITHGj386T+KkTjnEZFIsL0jQsyA4qFpnpxu4gmPw8eWGLs2yY5sjL6URW82xXDcQAsd3nh7lhPlEOGVeGeswo0dGXo74iSiOtQ/oaL0sZEEnsvx907x2nGXm24d4uHNsbMf0XUybWlG0jrNhVXeOlVktOggy3Psvb2TRzp08r1phhIBfT1JcnrAsbFlDs5WWaxLnn1rkd/YPkguEmGoOwZTF0tTK6mXV3ls/zTHZY7ffniATR8id7Pe5NRUkaPnrupCEM3n2J7X8UqrHBpd5siyQ1hc5K1dHWxKx8gMZhnUCxy/Er5vKSnOLvDtp2ZZ3nYd//aO5Ic+Xl+tcmS8fP4uX1hs6omTi+mEtSV++uYqhQDqU4u8M9PFyIhNX1uEdARW6uf/rlOq8MLrZ9b1MnsnXR7stkAITEMgLJvu9iTdcUHtVIEXxyvMl33ku9O8c2cb98dNOjriDMyFDLTFSAiftw4vcGS5QcWH595d5uGhblLJCN35CCxeQJBPiKws8u2/X1z/f1FWODrb4PZuE0vXMIVAiAg3bU0SFZKZpSVeOVKlEMK7p0rcsilDLptgW5fOszLPjR0GYbPOyROLvL3oEBRWeHemnR1dNpneNJuMWfZdcEL2eHfvGO+u/18wenyZidtyXG9r6LpAO0f3qxbLHBl3LtC2NtcNJ4gbgmZhkWcPlCkEcHi8wPFr8vR0x9jUYWJPQmOD7yX7WAqBYRqkEja5tW8HrseqE1KvlHh/ZYAbt+S5+7oaJxZd/K093D2YJF2b5/VTHpoZJZ+NMdgepXugHQn4TZ+mbZDq6eKffb3B3HfGmZAm12zv5/c+18ew4TE9XaKqWQx2xLn3wesR7rv8n/sb2JZFWybOpp5+/uvtAiEl1YZPPGowtLmf39pT4d+/WETrbufX7x7g1m6L0PUo+5AZHuRLpkDID2pVj1h0ZqJ0ZqErLhC6hibWzSMIIRCawBACzTTpykVpS0BXak2zEIJ43KYjG6PXt7H1Vi/I5+J0t0P61hGErdNsuDQDiYik+PoXtvHo1jiyVufoooOZjjPQ38Vv3ytpPj3Ga/PehgWR6JkInUarLPOFesuCIn3KdZdKUyISFnlbQxdwOfGFQggiEYtcQhBIie+HNN0Af80P2ZOPosmQetNhZc0yE5abFLyQAMimIxtUQhBaqw2yUiKlxPMCml5IIEHPRenWIQxCFouny+9RqrrUHImIWbTZLSvQhYov60W++9MiAMbQhd+vJ23yto6BZG6p1vJvy5CG02SlCiJvkI6Y9MUjWLoA2WBqzZ4q3YBqxaEqIR8zMUwdLik87AoQ+Jx6f4I/fx+0TJ7dF6gQYWhEMxEyQlKquVQaa2bMoMH0SgidOmbcpjtmkE9YCOmyXPZorJkCg0KdeQntmiCZsD5ElDo/+dEhEAbX7Mh9pOiGoZNK2GQNSRiGuG5A028FQtr5KHkhqTc8StW1CTlsMl/yCUIwExHaTK6IQlCZmuP/nQIQ7LjmoweYYZlkkzahlARBiOMFuL5ECou2lIltQDhfZ2JNVtcLWCq7SBEnGTWIWIJL8TkJzaYnYyAAz/OZKTSQdoRU0iIhYHa1ScNbU5KDGjNFiUhqRGM2PQmfVMwAWWduxcdfm6y8Qp2ChM2mTjT6sZaay8a2DXJJExOJu9pg1gnwtTh9OQGhpFlsrLsuSlWXatMHYdKWMjD8OJ0aeH7A8mpjrV+4LFc8mp5Ei9t0WHBJOzRNEE1HyRkgA5flVYfKOfFApm2RTUpCCb4f4HghXiCRWoSujIYQ4C/XmV1r22rDp1TzkNhkEwbG5U7Sl8Dlt5Iw2HzdEP/jtsG1CVMy89Yh/ofnSjTrDd7eN8dNPYNsG8hzx26TzGCSjO7yxquT7G9AzAQQGAZUV1Z5au8Ur8zB7rs2880dSWLdXdzRM8lCJcbO7e2M2B77957kP72+yLRr8+Aju/mn2yPsuK6D/oMTnL7Tz4rorIzP88NXZjjoJPnWb1zDnRmD9u40PUaNWF+GLZ02WrPKs8+P8uNRl4HrBvnW7R302Rcv7sqBo/ybxW7+6be2sNOr8PRLo/zgcIW6GxDEYxf/4gXQNA3L8HnnzVF+cniVQtUnOjzIXb1RLK/C939wgO9O+WS62vnWV7dxf3eKbd1xDi6UKG9Qu1sRo+XXl5KG46+3oRcEuAEIoRExxWn955KQgJ2M84WHb+T+QNJsOExOLfP8vjnenmnSCDWSEQ1BiO8HuKetZH5I0w+RUqDZGzBhyLUJP5rhW7+7h29KSa1a58ToIs8fXOK9JQcramALkKGk4QTr5XeDED9slT968XXpkjAtnYjRUk7rTW/9HUEY4PgSgcA2NZJRDUMTSBlQX3dvSHwvxJMCYehriuinFyEEEVvHEK2J1A9Oq64B9bWTCLqmE7c1YpaGQOJ4IcFpz5Lr0whbQaec5464fCSA0Okf6eNf/n4PfhCwWqpy6OgcTx5aYbIeEokYmAJqQYjrfyBvw2tNzkLoREy44pGFH4lg8KYd/IddEPo+S0tl3jk8zwvHi8z7OlFTQxMS6fqcjkcMQonjBkgJhqmjaxqc5zg99zU6bSNd3NtnIAgpzM7zypiLFothWzq6lLieT7B+FMhfb1tD10lEQmxDtE7zuHL9YqfQ9WlKCZrW6stXGM0wGe7Ls7svAp7LoePLjJddAivTCmImIPCC9Wb1/LUFWIBt60RiBpYAN2xtZta2LTh+SBCCQCdmC6h+9MRox+Ps2d1OjyYpL5Q5MFFm0YUzA1523L2L/3AHeK7L/FyJ1w/N8+pYhRUM4mZrrISuz2lDvL/WX6UQWJZ+RaaGjzELS2qVBpOFJvUAIGS55LfKGQbMzxZ4+Xie/l1J7roxhq5DeXyCHx1rnrW+yMDh6PF5njtcZN6HwsEVHt4Sp8Ow6G2PkPIjDLbbaH4DR7MZGWyjD9AdHynASsXojMDk6d9za7z69iyvTlSphXVeHB/hjt0Gpm0Qi5m0ZaJkbKiOFXjmRJm5VZ/5V0/Q0ZfjH2/+sOIGNJrh2k6yNTCqzdZxlsuOo5Qhy4srPP3mAkerEjC5tSNGytaQDYdaIsOt28CI2kg3AMsknzCJ6VDeoE2idpFeJCXIdd+YINuZ5fq0sd5/fcdleqHCfP1cW4XH5MQK+1Zp7a7WjhVef8MgmztM3B+O8saKRuv01PkDScrWXzeib0unydGxFcqaJJACO2bTnU9y560JBlM6//czM8wJsf62sw79SD64oU4K8j15RlIfxIu4jSaTi1UKl+C0E2cM+jPfcrqspz9bb4uzfrJl1Tgty6dbHWjJd7E+FZ7haxXiDCXznCoMQ0BrPZNKJxjqihI7XTXSZ2aixPQlnrZwK1UOja6QkxKpacQTUfo78zzck2IwcpT/5cUi2rlHEi8k7yW97QohA5aXKhwak6160DTSqRj9Qx30d8RImyf53nsSTVxYTilZtyhqsSjbMzap07FPUlJdrXB83mm5BIVGvivPr9/ZxVBUp7Zc4ImXZnjfATNGa9yuj5kPdgnntq0mQFygbWV4WsYrGwcjNJ3u/g6+cEsXmyyf6bF5njxSYqkhETGxNleLc4ca4Rlj8oMjnmeXVZ7VLwQdfW0MJ8R63TvVOqeW6pSc1nN6JMYtt2ziK5tt3GqVNw/O8dZUo1Xf0md+rsR+vU4YgmYY5DIxRrb2MNQZwXp6lCemxPracm6Vnj2HbDyXrxDIgJmxOf7mpVlONQAkgR+u66BO3WF6rkJxZ5IBS29VwPQqc+eaNsKQphfirX3RqbhUQugUELEMTMMkbguEGeG6nb2MXNPSSIUQrKw2WV11zrKEyTCgsX7m/fTuzwQEmqVjWzoWUKw6NPzTgXwBNXejlqNLQIY0600KpwUXBomIjqEJtFiaLz0Q/2AgayGFkkOxEWyowdjzglaUrBBELB1Bqy4MTbR2q2FAwxVs2rWZf74rvr6QVxZX+MEzx/jZ+DkKgXR4+fljvCVabRmJx7hx9wCP3NhOT1cbd/RN8uZKy+QGAkPXMHVamxZNYOmtgeU3P7kzTFZW+N7jZXQ/wEMjkU5x1y0D/NoNGfqGs2xNLzHnBQRSYmoCyzxdfoGpCXSt1Y/qruCaW6/hv73WWhuYktLMAt955iQvznx0awR+y9qAYK2OW4FCuiYwNZCytQOpuyFSSoSuE7FoeQaEQDc0DE0SegEy/FQlIziPlkumdY7b0Fu+0tMq3ulkX0EQUHNCPL9lCbDMVl0TAIaGrQOhJPAE/UM9/N5D3fQbrX4hgyp//5/3873ZSxgFUlJeWOCvf7IEQUioGeTa83z9/kHu6o+w/YYONr2yQtltnePWdQ1zXRAN22gpLTLwqW1k4M5l4/P+4Ulmjgv8IETqBr297Tzy+U3c3hZj60CGvtFl3EASItBMnQjg0FrATUNDQ+J6AWRyPHpXPztyJhqtsp08dIL//YkFimjkOvN86e5B7uq18YorPPbsKE9Nt6xaQSjx/FbbmqaGvr4D0tbaVuL5AXWntdNG07CtDxZKYWhYGoRhSOhfyX4syPd28LV7BrmjU2NxepHH35jjcMFtzZ2+TzMEoQsMQ8OidR5I1wWGLhC0rKWOs7bR0wSWqX0wN+gthUeGPlVH44YHtvGHW4z1uaEwNs1/fHacfUsBWiTGrbeO8Lu3Zok7Dd45MMXP3iuyuD69eRx4Y5TRdySOJ9Ftm81bunjkrgF2ZtLc0Bdn75yHE7bGkL7Wth4theW0vM01K9BG87HstGEY4noBF5rDI3Gbwd4kWS2k7oJp6PQO5xl5Z5X3zjS1iNYCtHYqDStmEtNaGlDT8Vt+6ACk1+TQoTnemm6c5bppNuqccuDiITlnvCuUBKEkACIRA0M7vUNsTQKXgzhDefhAW2t1NAA0DUPXzs/VcBEZ/aC1Gwxrqzz+3DyFs5Qcn4WlKqsb6Mv0ai6rgaQbjXwmio6HLwwSUYtkBGTDZbHpM358mu+W1xZECU69zvHihQVxGu6666buVDg6W+OeHXl6IiaZmAYiYLniEQqLiG2RjgtwJXrSJmfp6EgWlhsX/O3LI6RaPd1LAupOhRMzNUrXZsnYJilT4FcdVkOICUE+HVkvfypuEbdA1hzmnZDJIxN8r2Cs76oalRqnLvEstdfwqHghIQbtuRgGTTyhEbEjZGMC6XisNDwWDK+VhMSw6cppUA8Rlk4iYRMXUK26eN6nXCEIJY2aS0NCPGqRsA00XEItQk9GQ0iJW2kw2wzobfhIYZBOGNgW0AAjG6NDEwReSLlcZ2HO5YmXmqTWFEUZuhy9jDPsYRhQqZ3upwG1qVVGiy57eqNYMYusDosVh2ooiNgGqZiJRkCo2XSkDHQhCcoNFjY4WOty8V2f1fUJL2BiepljK0Pc1m4StXQiuk+5EeAHIFJRenVYDcAydPIpC42A1ZpHbbHGs2+GHIrqa/UZsLJYpSE1Mu1ZPn/7AA+MxBHFFX7y4il+eqy+PpZDL6DW8HElpBM2EUNH4CP1GF1pDQKXerXJXEOj5oRIYdKW1tHXwl6sbJScJnAdn9oV1LCSXZ381gND3NtnUJxd4qevTPHqZH09/wC+S6EWQl0d5LIAACAASURBVBbsVJScBrUQUnGThK0jQo+FYoBTa1IJIaNrZJM2Gj6BMMkmTGwTwmqTWTekemic783q63NDrVRmtiYRdoxb9wzxO7e2k5cO+94d5wdvLTJePbv/eo5H8XQlu3VGp0tMlHvZmdZJRHRMWadYD5ES9HSUDh0qAcQiBum4gZAehVW/pYRtMBsa6SF0g+6+Du7eEkesFHluOmDrSJ7NPZ08snOR46+Xz3jWZvNwnt1TNfYWNG7ekSVrCGTgMLXk0HCaLJUD6NQx3CbvjxeYWzMbGpEIbaZHNfwwheADpOuxWnGoBYJ8d46bupaZb3oM7hjgnl4d7SN8bJI1H5LZmkAyEZ2qF7aC1QKJQKOtJ8twokmjLceeLen1gMuPEIyFVZeGL0nbJmapyN65ll9f6DrJiE7o+xsaNxIUq5yqhWxL6HSPdLDzYJ0TIs6OoQxdNqzOVphuekzPzzM7/oHtRALhBdIJikyW2ztCxmaqLNVDIqkk1w0k6YxpIJvMF32QkqnZCrVdbWQySbYNJDnacOjfnGUoZaCHTQ6O1c777ctDkO/Ls0VvcHyuTskXpPNJtg8myZuSsOqw5IS4yxVO1iU9SYPe4Ta2HW0wZaW4tj9J3oLieJkp12P65Cxzo2eUX55tJv0wwnKD6YqHG9rkN3VxS36VdxsRtm7KMxSD2nydmYrDZKNO0Q1pj0TYdV0bzxaWCdpT7BxKEJc+hxfrVBq/gDRvnwAZhFRXaiy4bYzkEuzoSXB4qYw11MXNOR0ZhsxPrzLVCOhfaeIMJxnoz7ApX2KpoLNnd54ODZrNBmMzNQqLAc8VimcYbSWXaiQRQtAz2EabU2F0yaGBTld/lu1tNrYmCZbrzHrQLFSYcbq4NhljS1+anhkfr7ONGzssTCGZnljhSqUhuKRyRGNs77LxyjUmVlx83aBvoJ1dHQZCBlTqLpW6Q2W5Sc2TpJMZHtgeY/yYQ1dPG7u7TXBqTBeaLBfKnCpUzjKCSykxU0luvWmAL2xNkgoavHmyyHhDZ7A/A0jcZpOZokex1KDoZ+jsyrK7q8B0tUn7jl52pwVe02Nuscpk2Wap4uJ1Rdi6Jc/gyRrHmhFuvyFHToQsVxrMFq6MQiBSeR79wjD3DUQIq1WOnCyxFJj092SAkNpqjdlKneOzHmHeJtWWYXf/AitLOtcNpulL6YTVIkeWfPxambGGZI9tMTiYY9NJh0Iiw/U9cVI6LE+XmAxCysdnmDrDXRNKSShNrr2ln9+8qZ0eGxZOLfHurIudSbEtIwk9l/miQ9mMc3O3zuJilelVHy0SYdNAnq3ZljV9peLRdBuMLbj4g1HsbI7bRuaYnwzZ3J9la85A1kqcLLg4VyDW+GMoBAbD2wb4Fz3dZ5yT93jj6UM8UYpz241dDNse7x1a4rm3aiyZUXp2JNm5Z4A7jx7mrXWbuE5nXwff+LU0D7uCdCZCVIfy1Dx75wMqep3DYyVu7cpzw03D/LPOPJOrPtpa6snmiZP8by+VLk3kwGVyocJUMU9HW4avfvE67miGxJJR8rbko7LVBn6TQkVCR4xbb9vK5p1VXnlhnJ+P1Tix6HNvxqBjeID//ltdBKZBKmqgBeendj2fkPGxFU7szNLRleKrX9/JyGSVFV8jnY7SpdX5+d4pXhxvbFyqymaZl45V+FxHjkxPD//0G1mq6OTSEWJejeeOl5ivBkgpLymFq9XdxT/+Qgan6eP4Et00yCRtUpakeGqeF2ZbCk5xbJ79xTx3ZZI8cP8Obrg1JJqI0BbVKE/M8eTUJ+3dgqFtA/zBdou64+OGYFoW2aRFEp/jx5c5VnLwmh7PHK5x++1JOof6+OffbKOhtfJcRNwqzx4psdIMQXLB8gsrycOfG+CO7giWHSElQI9Guev+nWy9ucH+fdP8/L0Kb49WuH8gRle2nf/q0Ti/EbTaNBU2eftUkbGCSy0s8NZCF5uSMYav38K/7h9AWhbtaRO3WOCd8QrLVzNToabTN9jDo/d20GWZtKVtTAGdOzbzx72DONVl/vPfTzCzXOLgdDcjI3HuuvMatt3go8UidEcF7uoKz79XoV7XmJhcYXxbkq3dnXzra2m+6kEmG8MMAyZOzfHmYkv5uZDiqekWD3zxOh7s1IjEWtHewkjzyJd38jnH5dArR/ibUcn1N23mka6QmhsQILCjNm0JEzN02fvmPKcCiSgXefNUk+3bI+y6cRN9WwaQtk1nyoD6Cj97e/WKxRNGOtt59PYeduRMYulWDotIIs1vPXoTny9VeOmdSZ6vJrn/9n6uzWgtNygasbhNe0rgrFZ5b6zIZD0gGCtx6vocXZ1R7nxwJyO3hVixCJ1xWBwvcWimSjmEcxMMgyCdjnPdUIq8rUEQYce1/YxsW5uzpKS4tMT3f3aK8blVRgttdHel+fIXruXWu0KsVIwOPWCxsMKbJ+vUax7Hp8vcNhCle6iPf/6NNmqhRns+inCajJ4qcLR0ZTSsZG8b9/RHsIUgiMXYfeMQ23ed/lQyf3iU/+PVAvv3LTKzvZ/eTJZHvnoD9zmCVCpC1gw4sX+RoxWf0Fnh+WN1brwxxvA1g/x3nV24hkl7ysJ0yjx/YJXaWtDBuXODsOPcsCVDb6IV7Jftaufrn29br/mwuspPXhjnlTDL1+7vJqtJGl6I0FsWwXxcUFss8vZklRXHp3SkwOQNSTZHEnzxSzu5qQ7xRIR8RDL53jJHCg7O1XQZhIGkVvcJsIglogwmoh98KF0mooJMspN7+k1qi0u8+f4KE6suxQNL3NIXZUc6z5duSPLuvrWveA6nFhoQjTHYYWEgqc7P85c/m2LSg9Bvsm//BD+MaXztugw7romxLZSt+Bbf4dX9raN4pyMvAy9s+dTWKqnpBPhhiO/5OGHI/PgiP98fp/32TgazcdIypDgzz98eEzx4T64VIU0r8r0VVRpSXzMbNhp19h4scON97XSkYiSiAft0DcIaz780yU1dm9idsuhpNyguLvPC0QY9w13s8IP1XWW96eOHAs8NztrxN5cW+ZtnDIwHh7itM8vtuTQt93PIymQd193oNMkB779+gv+Y2s7v3ZCkoyNJBxKvXueNdyb46dFVSpdhkvBLNZa0TnZ0RNeD6ULPZezYLN97YYaT1dYkX18t8v1nJkh9vp+d2RipFEgZsDQxw189OcvkJWdGvBiSwkqTIJZmIHvasSPxGk32vz3F372xwFQtRMqQIy8d5a+T2/nGtQm6OpKAxK3VeGnvKR4fra0Fy14EzaC9LcGW3jj26S2CrpPNJcmkDBZHTUwRMH5gnO+kTf5gT5629iRtQOA0OXxwmh+9W2C2KZHUeOzpMdoiW3iwz2ag224FfRVLPP3qFC9P1Lm6mYsFdjTCUE+KgTN8YHYixpYENMsN4pqkVlzl+dfGaY8OcVt3lMEkIEPqywW++/j7vFZs1fvY6Dw/eSvKN/a0059P0E7LLTZ+5BT/z/NLLH1IvQuhkW9PsrVP/8Bpp5l0tZt0SZ9iXENKj0LJwbomTftaDAJS0ihXeHbvGP/lYLUV2NVo8Noro3THNvHAYIT+eKT1XKnI9588wbPLV848oFkWPe1JtnZb64FjumHS3WXSHg05GtORSy7Lrmjl0z9d7zJkdbnI06+e4mdHqtRCYGmR//JihOQX+rk+G2ck2XIJFGYX+fFr07y7ePHjyqGU68cDha6TTumkP/gUrWFgyJDl6SUe3xshc28v12bjpDItWQrT83zv6QkOVkKkdNh3YIb2lM1v7MzQ1ZFsxQW5TQ7sP8X33l6hdIUMXf4Z8Wu6rpNJn7kuhTiRVkBzbXKcP3/W5p/c20FfNkEWkL7Lifcm+c9vLrPkSJA++188xvfj2/j61hg9nRZIiVMp8+TLozwx1bzoJkmGIX6wFsMmwI5F6DzjEFqg1bF1gV92WPB1tvV+cAWADHwWpxd47JVJXplsthb62Wn+r6ci/MsvdDOUTpBMgww8pk7O8L29C4xdofT5Qq6FUE4sVvmzx45zfHr1CrzmA+KpFN949Ca+0lbnhZdH+f7BGumOGFG3wfGZRksDO1tEEskoAx0x0iY0aw1OzdcofSwfnyCeibOpPYLRqHF4urHuL/tINI1sNsFwm4VfrjG61Fy/CEcYFpsHU6QCl8n5CksfaxbXaetMMpw10QOf5WKd6aLD5ViMTV3j2//idv71f3qX+eJH++RjmSRbOyNEAo/ZxSoz5fMzO14KmqbT2ZWiL2UgPJe5pRrzlQu7OqyITW9ngs6ooFqsMlpwaFyCKeKhm3q5eXOef/e9gx/6nDAthrqTtMc1wqbD9GKNxdr5l4EIIUhkk2xut7F8l+mFGvPVj1f+D8NKxNnWEyMuApaWqkysuBdI+KTR1p1mU8YkaDSYXKixeIVvCuvKRvnHD27mR69NcmyDxrxuWfR0JOhJ6niVGsdmG9QvMJ7jqRhDHTHSekBhocyJjUzBKgTRWISBzjhZCxqVOqeWGlQucBmTZhp0tCXoT5uE9Qajc3VWvfP305dC3Db4wy9u4e0Ty7x2dHEDAr4EqVyC4XyEuBFSLtY5tdhoKQLnopsM9afpiUKtUufUfH3DTiWdxohEGOqK0xHTqBcrHJ1rXmDubMm8qT1KDJ/Z2VXGP8HC9dBNvdy8Jc+/++6Hj/nLwYpGGemJkzVCCoUqU8XzM8IKTSObSzLcZqE5DhPzNQqNjbxQSCPbkWQ4a2ETsLxcY3LFuWBmWs2y2dSXpM2SlIo1JgtNah9zkurKRvmff2cX3bnoRZ/5xWSL+BCcaoOjlQ9bvCTVSp0jlY3IciWplaocLFUv/6thSHG5THH5Ar/qu5wYLXxC2QIKCyUKC5/wZy6DeqnC/tLFMsNdOmEYMDdbZG72o591mw6nJhxOfeK3XhjpuZyaXP7I35dSUlkps29jkiNeFLda4+D7HxUfEVKYK1KYu7KyXGkC12VqeoWpD31KUivXOFz+pDEjF/t5SaPW4PjYRyvEodc6Ajb/qax3SXmlwoGVSxifgcf4eIHxKyiN32xycrzJyQ99qiXzvkuR+SrhNhocG/3wviHDkJXCKiufdEq/KCHFxVWKi5fwpOtwYszhxJUS5Rx+4VcSSSnxg7AV9R/KK3aNo0KhUCgUikvnF24h8FyXo0dnicx4HJtrXGUfqUKhUCgUCrgaCoHj8ObeE7z5i36xQqFQKBSKi/ILdxkoFAqFQqH49KEUAoVCoVAoFEohUCgUCoVCoRQChUKhUCgUXFZQocAwBLqAIGgdGdzoAwJCnHl1ELSugr3SF2cqFAqFQqG4ZIUgmkjw5S9u43NtHnvfGOfH+0uUNnKl1i02DafpiX5wB33g+5QrDktlh2LNx7mk+wEUCoVCoVBcLpeoEAgMw6I9Y5GIC3Jxk8jaFZcbhdbWyR89somtUY3AD3CCtfuqCViYWebnr03y7FiN2hW48lGhUCgUil91LlEhkDTqFV54bYLZuM/4ZJmVCygDmq4TtzUCz6fhXd5uXugapgApQ2ZPzfLStE8kEWXbUJatA538Og6nliY4XPJbl/8IgW0b2Bq4rk/TV9YDhUKhUCg+LpedmEgCCIFAkO/Nc1NPBHehwOEgyW2b0/QmddxqnSOjBQ7NNi7/IgYZMjc2yw/eqCGsKHfcrpG/o53OziT9EZ2j+BipFLdty7G5LUJMk9RrdY6eKHBgrvHhN9UpFAqFQqG4IJesEFi2zU03DfPl9gYvvuIyseDRO9zF1/fkYD7FKTvFrp4ocV0Q+h67Oi2+88IU7yy4H/sGOSlZvzVMegGNAKQW4577NvPotiRpEVBxJBFT0oPDVEEpBAqFQqFQfBwuWSEQQhCxDSKWjmUINMA0dCKWTnqonfjKMj97Zgo/38bnb8jRO5BlR0eBo4sulcvyHWh0DXbziOETT8W5dlOWvOZz4vgyJ2seZNv4/I40Gb/BKy8f5+fTIYl0hEij/rGvhVQoFAqF4ledDbjLQCD8Mt//0fs8u+wTb3fJ96R5sMskGzOIaFC5jIVaCI3ezb385jBoukB3G7y9d5IfvrPEbCNERjVMXaBj0JaNII8tcmCujCYgUAqBQqFQKBQfiw1JTCTdBhNLLg0vpOF4rDYCpBDoukCIj/7+Wb8lQ2ZOTvPY/iUmahI9EqE3baIjCSWExSWePumCaXHdzdfwx79/E//q/m6GEroKKlQoFAqF4mOyYZkK5Rn/kJ9kZZYh8xPzfPfpE/zl89OMNjX6t3Vz/1CCpA6ETZ764Tv8+5fnObnqo8fi7Ll9M390Tyebkq3iaJrA0M9NcqRQKBQKheJifGpTF8vQY3Jmhf1TDXw9xs3bs3TFdYRukDRd9r54lH/7Vwf4y7eWWQ51hvvSdKcsdNNmx/Zuvri7g60pXSkFCoVCoVBcAhsQQ3DlaKw2OD61ysJQlJ7+Nm5uX2TSTvPNPTZHjpVYcARB06PmQcIL8UOJ0dPLP/nyAL2W5FhiP//mhdWNzJ+kUCgUCsVnkstSCPwgJJSScO0eAz+UBFIi/ZDTCQSlXLvnILzM+w7CEDdofc8//WO+w6mZVUYLebp64tyyOcbjhwz6rxnkvu09rNRD7JhFLKxz4GSRqbKHbAtxfYk0QhwVZKhQKBQKxSVxyQqB22zy5ltjlGI+E1N16jJkZnSOHzglIk6F+bU13G002b9/HGcCpiZqVC9xUQ7LJR57aYw2XTI16a79VVJcKPLUq6OM5kyCFQdnucbfPSe4vjtGPqLhOy5z86vsHy0xXwsJgiX+7oWALitgYrT2sXMgKBQKhULxq8QlKwSe63LkvSmOnPE3Z2aJJ2fOfs5vOhw/NsvxyxRE1iu8/FblvL+HzQaHjzU4fMbfDuyf4vhxk4QlCLyAWtPHDdc+bNbY+27tMt+uUCgUCsWvNp/qGIKLI2k2XJqNqy2HQqFQKBSfDT61pwwUCoVCoVD84lAKgUKhUCgUCqUQKBQKhUKhUAqBQqFQKBQKzggqtE2d4c4EuqZy+/2yYmgCQ9fY3JMkl7SvtjgbSncuSjJqsGMgc7VF+UyQS1okoyZDnQk0NeY/MRFLJx236GuLsaM/o+5V2QDUmN9YckkLy/hwG4CQsnXzgOeHlGourhd+6BcUn16EgM5slMJq84PkTp8R4hED29JZKTtXW5TPBIYuSMUtqg1PjfkNQNMgHbdougENN0BpBJ+ceMQgYuksqzG/IRi6IJ+yMfSLKwXrCoFCoVAoFIpfXdZdBlJKfD8kVOrBLzWWqeP5wSe7cfJTiK4JNE3g+Wo3uxEIAbouCAOpxvwGIADd0AjDVmp3xSdHjfmNRQgwDR3xIR7CdYXA9QIWlms0muoqoF9WhICR/izTC2W8z5gZOJO0iccsZhbOz2apuHxMU6M9G2Ol3KSpxvwnRtMEHfk4tbpLpe4ql8EGoMb8xmKaGn2dKSxTv+gzZ1gIwPECmq6aHH5ZEWKtHd0A1/ts3eLgBSZhKFX/3CBCqROEEleN+Q1B1wRhGOL6AU1H1edGoMb8xhJKnY+KEFDHDhUKhUKhUCiFQKFQKBQKhVIIFAqFQqFQoBQChUKhUCgU/NJef3y5SLx6jdn5FZbrkOpsZ7gtiq4StCkUil8gMmhSrTTQoklitoGaghSfJi5DIZD4nstqqYGIxkjHrbMXVBlSXa3gGDFyCfNT1dHdcoHXntvLj9+YZdWD5HV38sff3E7Wvvjxi888XpGJ48eYKVQIzAw9I1vo78xiXcRmJH2HyuoyjTBKOpMmYn5ajUsuy+OHGZsqUA9MMj2bGBnsJWmfLW/YWGL8/feZXalBJEfvyBb6OtKYn6aO+6kgxK0VmDl1ktmlKqGVoXfLDobaE7QyHkt8t0qpsELDPz+CWQiNSLqbtpT5C5f804ekeepVvv/D59D2/CHfuGuYyK/IluxK01we4+TJCVbqAZFsL8ObRmhL2mesQyHVpWmKzfCsI6HCjJPNZ4lZSjmDy1AIpNdk9I1X+PMfjxH2beXRr93CrUOJ9R/w3UX+4S+eZHLgVv7oN7fR/mlZL6TPwvgYTzzzPrWR63nkth4i0TzRX1nzgKR6/DH+4i/+C/tG56k0PUJhke7bxYOP/j5fufs6MtY5deOXGX397/jOXz/OtHUdj/zhH/K5XYNEPmVVKGvv88S3/5Qfv3mc5UoDPxTY6X52f/F3+cbXPsdQ1gIk1WM/5M+//T0OjC9SbXqgRcgM7eErv/sHPHTzZhJqkv7/27vzwKyqO+Hj37s8z332PNkXEkLIRjZWBSKggiK4tnWlFavW0drW7uP7th2dcexMO29npnZqp2q1LoBQF8AFK6KiENawhTUsgUBC9j159uXe948ECCoYIEqE8/nv2e5zt3Pv75x7zu/00oM071vJ4pcWsOFAPT2+ELqs4UotYdb9v+Rbk1KQjABN+5bxwhOLqAp8xpAm2Uz69H/kkftKsXz5WzDkBFur2LrmPYi/mVtKR2BRh1gh+qoxeqh880lefGsdR1q6CUR0ZIubzHHXM2fu7UzIikeVgPB2Fv3LY6zt/ER+FmsRt/78IWYWpKOJQ3EGLQTRCJ11dWzbfRhPVRfmpCQyEwtJt/fuRSPq4/CBGg5IBXzWdeH8CdHe3kad186ksflcOTkDm9Gbpe3iFKFm1euUtQ3ja995kLGZZuo2LGHhord4eaGLjPRUpuUn9OtcouNp2svK1+azqqKBkA0mdvQwFLMcRI6sZPGqZnJu/C73XpKN0ljOWwueZ/mCBaRkjeC2ywuwSxGq33+ZLf58bnjgIUpSVQ6veYW/LX6T+a8MI3/4PRSlOURtATBCPdTvLmNPVxpX3XMfYzIsNK6fz9Pzl/Pc71MZv+AXFJhMOJOKKZ11PZm+kwt+YO8SnntnN+pkhYu4LU74IkWqWfnaB/gLbuW++yeRTC1li//Km+88y9/iR5B+1zUMcymgN7G/YiftRd/ilsvS+65vEpJ9OHmJLkRc1uvM6kIGOJNiibOYqFi1k23j0kgeFcvnNgbqQZrr2mjyGriTExkWax683oxGFE9XFw0tPgybi4xkJ9b+R9fQiYRDBCUVm2bCLEmcZm6Hi4CJnDm/59k7bTgtGqoiUZBsobtuL3/+YAcH6pu4JC+BvjgPI+Th4Jp5fFTrYvSUXBor28/v6p+GKeeb/Mfzc3G6LJhVBakoHbprqXpiBfuONOAJjcKumcj79lP8rxqD02JGlSVGJUHz4b3M27Obox3djEpzXCyda05L0mIpvO7/8OtrNOx2DVWWKM5zUrtlG3/ZVMa2pocpSFdxJhVx5S2jTk6BrDfwxs+fQbcUM2PWmM+/RlyUDLyN+zjSBgnDc0hyirPujJlGMfePr2Kyu9DMJmRGk0APtQd/w7Yde2jrmkqay9kb4MsmkopmcdvcySfOR0lCURTRu77PGZ+BkiuJSwviqS7fzpKyAsalu0h3fHb8b+hBDm1czx/nr2VDrR8DA0m1UjhlCg/eOYWJqeZzqInp9DTV8ubf3mNBWS1tQR0MGVdGLnc/eBN3jnYT7mnjzWde4qmNnfT4dZ5/4jkWPZ3MrT+9hXvHxqNdpGeB2RVPXL/Xqt2B0+VC071EP5HJytO0hsWLNpNw2YPMzKhi0RAOCDDHkBjf77VixqxZMKkqqqIg9SXx1mKS6T85tGrR0DQTiqqiypJoHThGUjDb3Jj7vaWY7Vg1BWQNra/DhSTJKKrcrxXAILjrLZaWdxJ/5aNcm31hTcU9GKJd21n4y0d5+cNd+HUJa8p4bv3R49xzXTGui7b18myYiYlP6PdaxeFy4XBYiOpR9P7XM0lCUlRMJpMIUE/hLEJSlZGj8xgequfFss18NDmDOcVxn/6aEaF+8zr++8UNHHHk8L2flJDv0jm4dQuvf7SOPyNj+4eplLjPrjEx2N3KikVv8eJWg0uunc2Mojj0pmrefmcrT/52Mbb/vItvJNkYM/VSZkV2s7LCw6iJBYwbmcq4YTbRRHScQaiznab6RkKJ+aS5Y048S4t0sOHFP7LDehnfv3UWcVuqzuuaDogewucLENWj+Jt2snXTJtrjS7gpJ4OYfleBaNCLPxRFj3g5unkDFftaSR97G5nxsaJ5uz9DJxIOEgyGiUaDtO98m9VVPhImz2bSqToKhVtYtfgdDusjmPuta4m9SAPvUzL8VCz6PXUF1/Dgb39Osn8778x7nmUv/pGU1H/nlkuSxDl4towQbS0NNLcFSZmUgcNmPRHgG1ECnfXUHD6IKimYNCsOlxuHVevrICuceUBggORMZfq0Qsory1iybB/TRk5k2Cd2qOFvYc2GKg5Fh/HAd2dzU24MqgSXFKQSE1nE/2w/xPZ9JZRM+oxg4nPXQafzaCXvbPJScOUsfjB3LBmaBORR7Ary3T9uYdG7R7n1gZGMmjSOmZ42thxoZWzpeO4sTRWdR/oxwh6q96ynfHcnuVNKyc1I7jspwrSUP8X8j3yM//59TMvU2L3lPK/sAESb1/LqglW0+Ls4uncrextMTL7zZiYXZvY77lFq17zAG5ua8bQfpnLHLrrc0/jOjVeQniC6vvVnhDo5tGk5K9dV0t5ew85NW2lzTub+799G+mfe6HW8Vcv5+4aj2Mb/iK+NsX7Zq/wVIOEo/CaP/PYnTEyzY4QnkmZu4Z9+t5YdFTu5avxVxIsg6iwYhDoPsmPTaqpD+cyeVEiiu68WINmJT4xj77o/8I/rokQNCS1mOGNn3MrNN11DXopTDEPnrBMTyaQUFXHdJWn4tpezaFs7nxxxFGlr53BjF6asbMYknqiRm6w2skuG4/b20NPaeXZ/bxh0Vx2hVnWSnZdJ2vErvULauGxGWWUa9tee3bIvJnqYjuq1LF/6Ng3uqVw763JGJPQ2EEdaNrHwyYX4R9/F7bMKsX5FCovhb6e5uZm29h4MLZakRDs9NXvYf7ih37A4A397Ey2tzXT7DexxKcSauzm4aw8N7N/5pAAAFRJJREFUHT4urHkiz5Eext/dSnNzK51eA2dSGgk2P/vXl3Go+zP2VKSFLSs+YG93HFffcR1poqr7aZKFvKmzKIi39b5ULcRmTWCktYe25kY6QkOqV/ZXRjTYwd6yN3i37DBpV36d6ePycB2r8qpFfO1nj/HzXzzOw796jIceuJvJw/ysefm/efbtTXT6xQRKcA6JiSQtlilXjWF1xbusWLyJGdmjTnr2Gg4E8QYj2FJsmPv34pNlzA4rdkPHiJzdQTAMA1+3l4iq4nRYT4pqZLuNWE3G8AfOatkXE1/TNpbN+wtlR+O56r67uLxkeO9QQsND5bJnWFpp5bJr0vHs3cAWo4cDhxvxBntoqNrJrmGxjM9OxaQOraqMmvV1fvr4dYTDAbpbDrHt/YUsXDyfv+pu0n94B7lJNiRURn3jUR69IUTY30XjwXLeXfgcf5/3JGpyJvfPLMQhEhIAIFmTKJn1PUZNDxHyd9N8ZBsfvvRfPP/Mv+GJL+DXt+T2u4gYeKvXs3LjXoycW7lxQqLoj3EKUv82aklGNbtwWHU6QyHC4t50xoyon9ry11n0t+X0ZFzLd26eTU5Sv8cFchwF066l4PgvokzKj6Wr8f9RVlZO09cnEm9znJd1H0rOoVurhCMznztmVFI+v4KXPoolod85rqgKJlXG7wsS6d/9WDcI+4L4ZRXZbP70YgfyzxKYNRNEQ/gDQQxOHHjD76c7ZKAk289+0y4CRs9u3n76d7y5JcSl3/4pt8wYS8KxxAJ6B5WbdtEV8bP77SeoXgYQxdfRRHN7gLWvP8XBIwH+8H+/SZxrqDWxK5gsVkwWKzbneK68up29W9fz+q5dNHZeT06SDQmQVDMW1YzF6sAZO4tw3U62bJtHxZ46fJePwnGaOcMvLhKyYkKzmtCsdpxxycS1rmXpqnlsLKvAe3MuMccKX7SdPWtXs+uoiUt+OJORDtF1a2B0IuEefEEVzWLFLILRM2TQsv1V/vrMAg5ZSpl7392U5ifzyXQqJ1NwJiWT4HYSqe/CH9Ux4KIPYM9tnItso3BGKTesPcSid8pJBmL6PjLFukhx2/BV13Cwq5jhbgcKEA74ObK7hh6nC3dy7Gcu1ohG6GxupTViJS0tBvsnr82SjDMzmTh/JYcP1dM2yU2iCqDTtOMQe30GmYWZ57RpFzLDd4C3/uuXzF/VwyX/8Dh33zCZ1P5DnuQEpn7vCZ64xdfvRx6q1r/FW+/XUnzdN5kxbRp261C64Bv4Wxrxu1OI63dBjYaDhEIhFM2KWVHA8NHc6CMuNeHEyW9ECQVDhKNKbwcj0cMIAD0SwtfVjeRO6FcGDYI+DyEDLDZHv8yOBsGj21lXvo2ulGnMviQTTfTc/WxGkMPbyqm7uZhRmoYRCdB5eCvVfhfFKWnEDaViNeQZePe/ypO/+192SKXc+9BDzBidge1z43md7vqjNLR2Yk3NwG0eWtl1z5dzHviquoczd85YPnx8HUcly/GAQHalMGl0Oiv37OKZFx2EbhxNtjPE3o0bWVDWTfrE8YzPdX7mMn2djbz69N9YLedz712zuHrkJ1oSJAl3VjFXjNjJG6vW8II9ytVFbkJ1B3ht8W6aXfn84Jq0c920C5PRzaa//jN/eHMLSt5NxHt3sXLp3t7CIMnEZJcydVw+acXTSO0/ZEdvx96+jZVrPGSWlDJ5XM4QG7YZ4cAbj/C7TXFcff21jM9NRuo8wNpl8/m4MkrJHZeSlhCDHNnOKw8/wsGCG5l95URGxMq0VH7EW4uXU2sezwMTMnBYhtSGnTfBrlqW/+lXrOcyZkwvZWSCSkfVKpa89DFd0kjuuqmU410GDQ8HKtZRUdlNwZyryUuKEWO7T0WSaCt/iscf7+E7d84mrnMjr73wDt6Uyxg9rhiX2HEDZnSt46lH/p0PDxgUzEqibfu7vLmr79Yuu8mbOoMxw13sfu5HvOGfzBWTR5MWo9BTu5UPly6kvD6Ba+aWkjTkWjrPj4EHBJKEYjZh6XsUcIJC/ITp/OT6Qzz2Xg82pw2bBMhWiq+6nAd7AjyxdCOPbVnfO7RD0SicegXf/9YEcp2nOPMlCSMcwmvoSJ/5jFrCEZ/ObffOouPZ93njhVdYLElggD29gJ/94kauTlaOf1dVFCxmFZOsiCjQ6KHmQBUdgSjSrreZV7ms34cKabP+iZzsLGKs1uPj9o99ZlJNmDQzJlUdgsN0FDLGTSL+zf/hqUdfBVkCw0C2pjDuxh/z4B0zSHepYIzg0tIkVsz7Hf/8au/jJ0OXcWRMZM5PHub6sSMQ8UAvs9VFxshUXnv2Tzy+5Ine9lRdx5Qwjjm//g0PTnQfL096RzW7K7bSGFPKLZNHEff5VbSLkqyqKFouN90/gba/v8yv7vszEmBJnsDtP3mIa4rFsNczofccZt/BNnx+nYplT7PjnX4fKhnc6Mwlb1gxDmeELc/9M39/Xuq7NEhYkkq49gcPc8+MEpziMQ0AkmH0VgMDwQi1Td34/OFB/guDQEcLlQdb6YiaSBmeTn6qddBO+mjAS11tEzXtIcyxiRSMiMV5qhl6LnCSBAUjE6mqaScUHorJhc9evNuKy65RXfd5I1OCNO/fwcH6NiKmONJz8slIivlU3omor5GqPXtp7A5jTRhBdvYI4uwXT7Oh2aSQmuigpcP3OWVeJ9jdTM3B/TR0BNHiR5Cfn0WMRUwG058iSwxLdtLlCdLVExzYj0ItVG7eSosRT1bRaDLcZ9en6kI18DI/MFFPAwcqK2nqiaDFDyc7O4sEh3bRnMdmk8LIdDea+dTtAF9CQCB8WURAIAzUwAMCYSDOKiAQTkuU+cE1kIDg4qxKC4IgCIJwEhEQCIIgCIIgAgJBEARBEERAIAiCIAgCIiAQBEEQBAEREAiCIAiCgAgIBEEQBEHgDFMXG3qUrqZ6yjcfoLI5SkphEdeOT8H1ReawNQzC4QgRZDSTgixBpKORXQ0Gw7JTSdRAj0YIhQ0Uk4qqSIOYaEKnZdt6XtvvYNbXxpBtATCI+LuprNjHuspWAtYkZlw3gZTazby938SUq0vId4lcY4IgCMJXyxncyQ18LbUseWkJ//nKVsp3V7Fi0xHafF9sUhPD18a691fz5zd2U9sTxkCndsVSfvybJSw7GAEjRO3uXcxbsJqPqjoJDuJk9oavgUXPr+DDQyEsxyYciXjZsvwD/u3pD3mvoobtG7fw8aEIhtHD+uVlvLGhhYCYzlwQBEH4ihl4C4ERobW5nq37Q4ydPYsf31JIHAZm7ZznRzr93/o91B6pY3ubwYwrcslwKZx8vw3T3tJM5Z4G9IICJmfHDlIueoPOnZtZfsTK5d8aRWpfpV/vaqaisp6epDH868+mMy4O/CiovlFMTqugbPt+DpYmU+S8WBJiCoIgCBeCM7ib6wQDHrqiNkYkxBBnUXsnMepjRMN4PAFChoLNbsFqOsVd2TAIBQP4whJWm4am9C7EiITo8oRQrDac/R5ByLGpXH3DVYyO2siJ0z7dpCFZyRs/gfuHBYlJS8B+0hYZRMMhPN4wmMzYrWY+OVeSYUTxe/0Eogo2u4bl2Bd0DxtXV9HmHsm0Ysfx/9V9Abp9IRypCcRbzaiaghPQcVFSnMDfV9ey54iPgmK76KAhCIIgfGUMKCDQo2H2rV3H0g3VNHm72Vm+hRfa6ymZXMjENJmqrZWs39tIfbufkKESk5TMJRMLmJgXj0MBw9/E++/uI1w4hryevazYfJSmgEJqTi4zS7OI9dXz8Zq97KjzIjsTmDh1PDOKYtEkMPQgrQ1N7A/GMSzZhe1Ts1IZ+Lu6OFTdxTCXiySnGUUCwwhRvW0nK7fVUtseBM3O8Nwcpk/OYkRsb2AR7W7ggw93sKW6E6+uEpuWwZVTCxid4UTtPsqavR7seTkUOiQwwjTXHKFsxXZ21Htp79rHa4u7iE/P4fZrsnCZzCRkDcO9vJKDR1rwFtlxShBpPcKysiME0ouYc2n84B9BQRAEQRgEA2shMHS87W0cbfYSjITpam3nkNlE6ugwoYbDzFtagS8+kZxh8SiednaWb6Cizo9l7hRKh9swfA0sX7KKozubSPN1Y06ORe6o592lR6mrq0btaKfdsJHmjLJjdRkVNV4sP7ye6akKhLrZvn4LSzqzKSlMJd5m+sS6RWk6VMVbb9dwaWIqeakOTBg0bf6YJ+bvwZuYxcT8ZCJNRyl7dyVV3dP58Q15pNhClC99h2fXhsifXEiePUxDSztHW72MynASra1jT5dORm4GLonelg2fl/qmTrr8UUJGNzW1El2mVKIAsorDnUyaeQv1jW20hTJxauCvrmT+6+V0FztFQCAIgiAMWQMKCGTFTNH0K7jTtpY/NNYw+vLLmDstnbgYO/aowr0PZOBw24mxmZDCXZR/8DFPv1dDZV0x4zJsaHqUQDBE7YEOrnjger5RHIPReJCXF37AOx/tY9ysy7lvZh7DnXA4yc/Plhxg3e4OpqcmgKETDkXwByPohsGn++sZRKMRgoEQoaje+3mojtcXbKTKPIFH7ruCsXEmdG8Lya+8x8urd1AxOZ2Zae2sLjuCb/gs7rttImkmHZ83jGyxYJV06uva6IqqFKa7eqdqlkwkj8zn9hsDtHSuYnfCaO6+tZCMeHtvwICExWInwWVQ3e6hw2swQpOxZObyjWsMAtnpg3jYBEEQBGFwDayFQJKwupwkuC2YFBW7y0lqkguLBBDLqFxODPUzYkhLiSOGVrp9IUIGaL0LwTVmEnMvSyNGldDNSeSkx2DtcDG7NJei9N4567VLM0l+rYnWlh4g4aw2KlK9lw+rQ4y4czSXptkxA1iSKc5OxL7xMJXNAaanadjNBr66GnY0jiMz106cxdK3hCjtHR7ChoVY97EhhBImzUJ8rB27WcZktZGU4Ca1/+eqissu4/f58Qd63zUlZnHbHRkY6idaNgRBEARhCBmUIQK+mj0seL2cVXsaaewKEAhFCJlSKDA4qUYvmzWsam/oIKkyJpOCqqpY+/ILAMhWDTMGkejZjx8MNbRSFwpT+/JfmP7KiT4HRjRKMBpDgV9Hl5OYc+8Uyv6jjN/8ooZlUybx7a9NYNJIF5oEwWAEAwXLp/osnJoky5hUiYhPJxI1jr2JZjGf9bYIgiAIwpfhnAMC7761/PhfV3DAnsm106dyc7xK26Eq3tvQNRjrd1Z0AyRZJf+Kq7mtxHZSoiJZc1MyNhZNkbFeMpu//CGbN97eyLsby/iX3Qe5/e5ruXNKMiaTgkSUYHjgSQUMXSccMVAUGUUWww4FQRCEr45zDAgi7Fq3gz2eGL756Fx+WGAGI8CeNT1s3Hr+AgIt0U2iAua4YcycmY39VPdmSSImI4+7H8zi6ilb+dNzK1m7tYYripKIcVpRaKC9I8rAdpNBOBLB44tijbVgPfb0wYji8wYxzFbsZhEkCIIgCEPTOQ6V1zF6q+MQCRCIROhubmbvgQZaAgxiCuEzo2blcnm6Su22Cj7e10qbJ4jP56etuYV9h9vpCUbRfS1s3lbD4RYvnkAU1aThdmgokoQkySSlurErYWrruntHEXwug2DQR0uXhDvGTkxfFBJuPsTixatYuLHli9xkQRAEQTgnZ9BC0HujVBUJWZb67vYq2eMKGL12DSte/gBptItweyf19X5MdhOK3Pc1WUKRQVHkk5cny6iKjCT1Cx6k3veON7lLvf+nKDISvfMUSLKMLNH3HQlZkpAVpfdmDkj2TG6dM5HqV3bxwrM+tuQmEKNG6WrvpN2WxYNzJpBjHGXxixvwpaeSGWuiu7GB/V43l5WkkeyUsWWmkWOT2LG/lm4jkVjpxPrJsoyiSEj9Ix49gqezmXq/hcyUOOI1CTAI1laxeNk6OsemcP+0pDM+QIIgCILwZVAee+yxxwAiUZ1ub5Bw5BSd+SQJ1WQhKSWZovxUUl1mZCRs8QlkJbuwhD20dkeJyRjB9MuLKS1OIz8rmVSXhiKbcMYlMHr0CPKTLL03bUlGszkYPmIYhVlxODWl933FjDsuiZLiDIbHa0iSgsXhIjsnnYKMGCwmGdViJWn4cMbmJ5NglVDNFpKGpVCUm0KSw4SCjDs9jZyUGJxqFE+PD19EIiYxmTElWRQNj8FmsxFrkwl6fXR6wmjxqUy5cgIzx6WRZFOQLWY6duxg1UGDCTMLGa71dYZUVGzuOPJz08lLsWM+lmkx5Ofg5k2sqNG4bPp4JqRZkJGQNQvxKalMHDeS/BTrF3owJQkSY+20d/mJ6hfWhAo2iwnNrNLZEzjfq3JBUBQZp92MLxA+dZkXBkyWJFwOjWAoSjA0sDZF4fREmR9ciiIT67KgKqd+MCAZhmEABIIRapu68fnPYrIiQ8fv8eIJS1gdNhzmIZK0ty9NsscXJiopWKwaNk1FOVazN3R8Hh/ekI6qaThsGicyLuvUv/8Kdz55hNm/eoiHJztO+3wl0NnIK08uZIU8hp/9YDoT3F/+PpAkKBiZSFVNO6HwhXVRindbcdk1qus6z/eqXBDMJoXURActHb6zK/PCSRRZYliyky5PkK6e4PlenQuCKPODy2xSGJnuRjOf+sHA4Ny1JBmr00linGPoBAMAkoTZYiUuzkVirB2npV8wACDJ2JwOEuNdxDr6BwMAMimTLuWqRC+byvbRctpKlEFPw3421Mjkj85jVMwQ2geCIAiCMADiznUasmsE99wzlbGuIK2nm9PYgEiPwcjSSdw0Ne3UoxoEQRAEYYj6Yucu/spTSZ82i0emfc7XJInUiVfw8MQvZaUEQRAEYdCJFgJBEARBEERAIAiCIAiCCAgEQRAEQaBfHwJJlrCcZjiCMPT15ncAq6aiqhdWrGc2KSiyhM0qZo0cDCa1NwGYKPODQ5Z6k6dpZhWbVeR1GAyizA8ukyojSafv8X48D0EkquP1hU7M0id85UiA02HG4wuhX2DXJLNZwazKeHxizPxgkGUJq6YSCEWIijJ/ziQJrBaVcEQnHL7ACt95Isr84JJlCYfNjOk0lcXjAYFhgK7riEvDV5ssS+gXWJZCoC+9tYRuXHjbdr7IkoRhGKLMDxKxPweXKPODT5Gl07YSHA8IBEEQBEG4eF1YD5oFQRAEQTgrIiAQBEEQBEEEBIIgCIIgiIBAEARBEAREQCAIgiAIAiIgEARBEAQBERAIgiAIgoAICARBEARBQAQEgiAIgiAA/x8Hlwnnmw5jBQAAAABJRU5ErkJggg==)
If the mode of the distribution is RS140, Then the value of
is:
The frequency distribution of daily working expenditure of families in a locality is a follows
![](data:image/png;base64,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)
If the mode of the distribution is RS140, Then the value of
is:
Maths-General
Chemistry-
For the reaction;
; the best combination of reactants is:
For the reaction;
; the best combination of reactants is:
Chemistry-General
Chemistry-
Nitrationofwhichofthefollowingreactantgivesmaximum%ofmetaproduct. (using
HN03/H2S04)
Nitrationofwhichofthefollowingreactantgivesmaximum%ofmetaproduct. (using
HN03/H2S04)
Chemistry-General
Chemistry-
Product(A)of the give nre action is:
Product(A)of the give nre action is:
Chemistry-General
Chemistry-
Whichofthefollowinghydrogensismosteasilyabstractedonreactionwithbrominefreeradicals,Br•?![](data:image/png;base64,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)
Whichofthefollowinghydrogensismosteasilyabstractedonreactionwithbrominefreeradicals,Br•?![](data:image/png;base64,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)
Chemistry-General
Chemistry-
Product(A)of there action is
Product(A)of there action is
Chemistry-General
Chemistry-
Nitration takes place at the which position of the given compound?
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)
Nitration takes place at the which position of the given compound?
![](data:image/png;base64,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)
Chemistry-General
Chemistry-
How manyproductsarecapableofbeingsformedfromtolueneineachoffollowingreaction?
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)
How manyproductsarecapableofbeingsformedfromtolueneineachoffollowingreaction?
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)
Chemistry-General
Chemistry-
The action of bromine water(excess) on salicylic acid results in the formation of
The action of bromine water(excess) on salicylic acid results in the formation of
Chemistry-General
Chemistry-
Identify the principal organic product of the following reaction.![](data:image/png;base64,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)
Identify the principal organic product of the following reaction.![](data:image/png;base64,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)
Chemistry-General
Chemistry-
Rank the following in order of decreasing rate of reaction with alkoxide ion(CH3CH2O-)in anucleophilicaromatic substitution reaction:
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)
Rank the following in order of decreasing rate of reaction with alkoxide ion(CH3CH2O-)in anucleophilicaromatic substitution reaction:
![](data:image/png;base64,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)
Chemistry-General
Chemistry-
In the given conversionbstyield will obtained with ![](data:image/png;base64,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)
In the given conversionbstyield will obtained with ![](data:image/png;base64,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)
Chemistry-General
Chemistry-
Whatcombinationofacidchlorideoranhydrideandarenewouldyouchoosetopreparegivencompound?![](data:image/png;base64,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)
Whatcombinationofacidchlorideoranhydrideandarenewouldyouchoosetopreparegivencompound?![](data:image/png;base64,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)
Chemistry-General
Chemistry-
In which of the following compound electrophilic aromatic substitution take place in phenylring present in lefth and side?
In which of the following compound electrophilic aromatic substitution take place in phenylring present in lefth and side?
Chemistry-General