P21423 [HackerEarth] The age of the Terminators has ended but not all is destroyed.
普及
题目描述

The age of the Terminators has ended but not all is destroyed.

Treasure Hunter Gagan has discovered a secret vault built by the Machines that contains large amounts of pizza. The vault technology is beyond what any scientist has seen till date.

The vault is protected by a huge digital barrier that will only allow a Machine to pass through. The vault consists of an input port and an output port. The Machine that wishes to open the vault connects to both the ports. The vault provides some data through the output port and runs some challenges for the robot to complete. The robot accepts the data and provides the results for each challenge to the vault through the input port. Once the vault security system validation procedure is successfully completed, the door opens.

Gagan's partner Akash "DarkMatter" the hacker has provided Gagan information about the internal workings of the vault system.

On the inside, the vault consists of many layers of firewalls and filters. An initial set of data is provided to the robot by the system and the robot has to manipulate the data so that it can pass through every firewall and filter. The firewall accepts the result of averaging a particular segment of data while the filter manipulates the data in a particular segment in some way. (In this vault, the filter simply superimposes the word 'pizza' onto a data segment)

Each of the firewall layers checks whether the input given to it is proper and if so, the data passes through to the next level. However, if any firewall layer rejects an input, the door emits a microwave blast, frying the hapless intruder.

Gagan has weighed the benefits with the risks and has decided that the pizza behind the door is worth the risk of getting toasted. So he has placed an order to you for a machine that can emulate a robot authorized to open the door.

You are provided the initial set of data, consisting of N numbers. You are also provided information of Q layers consisting of 3 parts, the operation type, the left index and the right index.

Layers are of two types:

Firewall: This layer requires you to print the average of the terms between the left and right indexes (both inclusive) from the current state of the data set.

Filter: This layer requires you to add the word 'pizza' onto the terms between the left and right indexes (again both inclusive) of the data set. This is done as follows:

Each letter in the word 'pizza' corresponds to its position in the English alphabet (a=1, b=2 and so on). The corresponding number for each letter is added to each number that lies in the interval formed by the two indexes (both inclusive) in sequence. (See example below)

If the interval is smaller than 5, then as many letters as the interval size is added to the numbers. Say, if the interval is of size 3, the word 'piz' is added.

If the interval is larger than 5, the letters of the word 'pizza' repeat over the interval as many times as required. Say, if the interval size is 8, the word 'pizzapiz' is added.

Your work is to output the correct value of the output expected by each Firewall layer.

Input Format
The first line contains two numbers, N, the number of elements in the data set, and Q, the number of layers present.

The second line contains N numbers, giving the initial values of the set of data.

Q lines follow, which are each of the form X L R. X gives the operation type (0 for Filter and 1 for Firewall), L gives the left index and R gives the right index.

Output Format
For each Firewall operation, print the correct result of average in the form Numerator/Denominator in a new line. (No spaces in the output)

Constraints
1 ≤ N ≤ 2 x 10^4

1 ≤ Elements in the initial data set ≤ 50

1 ≤ Q ≤ 2 x 10^4

Notes
All layers are sequential. That is, the layers will appear in the same order as they are given in the input.

SAMPLE INPUT
6 3
3 5 2 7 8 6
1 2 4
0 3 6
1 3 5

SAMPLE OUTPUT
14/3
68/3

Explanation

6 3
3 5 2 7 8 6
1 2 4
0 3 6
1 3 5
`

The first layer is a Firewall layer, that requires you to print the average of values from indexes 2 to 4. (values 5, 2 and 7)
So the result is the value 14/3.

The second layer is a Filter layer, that makes you add the word 'pizza' to the indexes 3 to 6 (values 2, 7, 8, 6).

The result of this is that this part becomes (2+16), (7+9), (8+26), (6+26), that is, the array altogether becomes 3 5 18 16 34 32. (None of this is printed at this step)

The third layer is a firewall over indexes 3 to 5. (values 18, 16, 34).
So it prints 68/3.

输入格式

见题面

输出格式

见题面

样例输入
15334 17684 45 32 41 32 41 49 9 36 39 17 6 23 12 13 17 2 28 10 5 19 45 49 38 24 40 26 16 2 7 15 2 36 23 15 25 23 50 10 12 17 11 26 6 37 46 43 15 2 46 16 37 10 44 5 33 34 7 22 11 4 8 22 44 21 6 39 24 16 12 15 26 50 16 25 36 13 27 8 3 35 14 30 8 25 17 49 7 23 9 31 36 8 22 29 12 50 28 38 36 41 33 43 49 1 5 12 10 37 26 5 41 36 43 29 32 39 2 4 46 9 44 37 12 12 38 43 5 29 48 48 9 9 19 36 23 28 9 38 39 44 30 38 38 46 5 44 35 35 38 10 27 23 24 23 32 2 25 47 48 2 50 27 18 39 36 5 12 32 46 35 42 34 1 43 5 13 2 24 50 11 4 6 3 25 49 9 3 10 1 30 48 29 41 1 16 11 15 32 17 39 12 42 23 50 7 26 16 18 18 27 49 11 28 26 37 8 9 30 3 33 37 22 44 26 48 24 21 34 50 32 37 35 1 21 39 31 49 3 39 10 10 31 45 17 39 29 22 31 7 34 6 45 16 16 28 40 8 2 33 7 25 47 15 15 32 14 24 26 1 19 27 11 46 5 42 50 50 47 1 19 17 34 46 15 25 40 42 23 13 48 29 16 43 37 25 27 6 47 36 45 28 19 17 43 41 9 17 9 9 46 50 18 17 21 47 13 17 38 26 3 22 33 14 29 5 17 23 36 4 42 23 43 3 25 25 14 48 35 19 45 42 40 34 36 36 24 5 3 9 39 48 2 30 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656 12180 0 3374 3862 0 10986 13918 0 7935 14132 1 4894 5677 0 13699 14799 0 8942 12700 1 14936 15046 1 14463 14565 1 11027 12211 1 4474 8404 0 2756 12309 0 486 6238 0 7503 8338 0 15144 15197 0 13745 15330 1 8182 10688 0 2516 12968 1 1744 1922 1 12555 15197 1 14610 14691 1 3009 4921 1 190 9630 1 13740 15066 1 4302 6495 0 15047 15230 1 9634 12437 0 12085 15322 0 15254 15302 0 13515 14381 0 14881 15266 0 2795 10077 1 6083 10776 0 14658 14723 0 15287 15326 0 10658 15328 1 10310 10885 0 5777 9155 0 9108 12258 1 6313 10979 1 9361 10372 0 11214 13193 1 6451 8434 1 4034 6590 0 1444 14249 0 4947 15066 1 9395 13454 1 7974 14694 1 6571 7156 0 12898 13231 1 9965 12868 1 5523 11224 1 8637 14963 0 13748 15204 1 308 14632 0 5771 10028 1 589 8934 1 3574 6076 1 9223 11095 0 6478 14301 1 239 14946 0 1036 8028 0 11661 13202 0 15225 15281 0 2207 3536 1 3616 7592 1 3695 14585 1 2600 5878 0 10914 11072 0 4761 7372 0 5650 9951 1 5236 12654 0 8589 12667 0 6656 9924 1 8588 15034 0 11397 12745 0 5599 8683 0 8949 14865 0 4334 13606 0 5543 8202 0 12755 13789 1 3363 5119 1 2337 14705 1 8636 10948 1 14041 14816 0 3551 7466 0 14053 14353 0 13564 13794 1 1324 6245 1 896 10618 0 13078 13593 0 3504 7290 1 6055 6649 0 14159 14746 1 219 6861 0 5177 9018 1 12042 12795 1 289 9278 0 2772 12482 0 1873 11898 0 5886 12874 1 14841 15094 0 3703 6157 0 15279 15314 1 15128 15225 1 10926 12822 1 15018 15143 1 5306 15104 1 13149 13583 0 12155 15309 1 10644 12032 0 14842 15032 0 10954 15083 1 1240 12829 1 3884 14562 1 15258 15290 0 5947 8478 0 11400 14505 1 15093 15231 1 7334 12629 1 4706 11828 0 3182 14203 0 12214 12798 1 12996 13934 0 521 3056 0 3565 14434 0 159 3342 0 10881 13408 1 13508 14050 1 2975 12485 1 13405 15158 0 5384 6203 0 8703 12343 1 5296 12741 1 13170 13683 0 6674 15067 0 6794 12856 0 920 2458 0 5956 13174 0 389 10212 0 14420 14838 1 9973 10489 1 1490 14900 1 14574 14795 1 4967 9084 0 6393 11077 1 12430 14605 1 4914 14566 0 13886 14217 1 8561 8575 0 10302 15073 1 11053 14875 1 1148 3218 0 12408 12423 1 12831 15308 1 14111 15233 1 3723 10283 1 8203 9531 0 11715 12234 1 8348 14542 1 5965 8309 0 4700 10247 0 14828 15232 1 2261 8134 1 4923 10236 1 13334 13409 1 9536 10692 0 11019 14768 1 6170 14146 1 5254 10335 1 13024 14435 0 14806 14937 1 8465 10420 0 13443 14686 1 3915 9677 0 13041 14681 1 875 14385 1 836 5414 1 7408 10484 1 135 7540 1 12463 13851 0 4770 9855 0 3970 11300 1 10336 13036 1 15011 15012 0 5601 6501 0 7139 8566 1 2278 12153 0 812 917 1 12274 13832 0 3979 10301 1 913 13898 0 10655 13711 1 9799 11895 1 1507 9765 0 12507 14361 0 13403 14154 1 8187 8282 0 12700 13021 1 14563 14765 0 6771 13050 0 12029 12636 0 6057 8380 1 8321 15271 0 13107 13376 0 9916 13151 1 6647 15086 1 2832 14083 1 9803 9896 0 2582 4008 0 2056 11583 0 13479 14574 0 10392 11791 0 14477 14641 1 10050 12204 0 1796 8166 1 1590 12460 1 4962 7909 1 7935 11958 0 5100 9274 0 378 11782 1 7314 13785 1 1429 12591 1 13576 14892 1 3931 12743 1 12094 12302 1 4846 13991 1 13665 14557 0 10311 11825 1 6803 8383 0 10472 13203 1 6137 14873 1 7553 9532 0 15316 15319 1 12423 14792 0 1326 13671 1 14325 15040 1 12110 13095 0 1334 11417 0 6139 13141 0 3101 6930 1 998 6335 0 2896 6674 0 13842 13843 1 13750 14372 0 2194 13849 0 3837 12885 1 4559 14638 0 2051 12096 0 1525 6200 1 8981 11297 1 6205 8657 1 9927 10349 1 1801 12759 0 6144 13110 0 11257 14708 0 9410 9760 0 10661 14055 0 1112 13119 1 14816 15098 0 6993 7946 1 1879 14911 1 15319 15329 0 13689 14023 0 3588 10610 1 13690 14359 1 11997 13156 1 6888 7431 1 8792 14220 0 13414 14162 0 1183 10418 0 3489 6872 1 4447 7914 0 2337 2739 1 6405 14783 1 4507 6511 0 11264 13079 1 11779 14201 0 11715 12970 1 6898 12848 1 3390 8780 0 3668 12509 0 9653 14377 1 9679 11315 0 2321 6239 0 2213 11801 1 1522 10901 1 15019 15291 1 187 3472 1 5303 12854 1 2841 15001 0 2396 13303 0 4699 14236 1 12456 13056 1 3837 7229 0 7007 11171 1 13714 14532 0 212 6334 0 6713 8865 1 1122 13418 0 5329 12842 0 12238 14173 1 14240 14826 0 13193 14594 0 11789 12835 1 8718 13336 1 14762 15095 0 10318 13189 1 4053 9499 1 10200 10876 0 5948 7976 1 4007 13319 0 115 9146 0 3018 5066 0 7298 11845 0 11016 14729 0 7517 12592 0 5809 8611 0 5418 10508 0 10303 15045 1 13517 14071 1 4699 15237 1 7903 10642 1 2278 7683 0 14928 15120 1 13814 14306 1 8591 11453 0 9485 12282 0 1623 8603 1 4626 8496 1 3961 8394 1 3014 7978 0 12310 14856 0 4995 6871 0 5724 14672 1 8695 10632 0 14278 14926 0 5896 8110 0 9019 11051 1 3784 14929 0 8597 14238 1 1819 6230 1 10516 13943 1 15265 15322 0 9637 12944 1 2438 14129 0 10790 14717 1 14828 14987 0 8142 10695 0 14841 15271 1 5874 13234 1 4211 9679 1 8175 11079 1 11775 13490 1 12820 14293 1 5327 7051 0 6970 14326 0 13011 13412 1 9338 14025 1 9302 9571 0 7646 11258 1 15184 15328 0 9834 12971 0 5310 7524 1 3230 9655 0 3847 11593 0 6282 14073 1 830 3372 1 10875 11098 1 4823 15184 1 2580 3671 1 1537 2990 0 6315 7980 0 13849 14365 1 1257 14954 1 5596 6207 0 11177 12734 1 10380 10825 1 2619 14544 1 8102 14518 1 13147 14287 0 5484 5904 0 7156 9087 1 14675 15257 1 8503 13612 0 7067 10340 0 9306 10582 0 4622 12432 0 7920 13675 0 14758 15261 1 204 12430 1 8490 12882 1 5214 7359 1 12048 13918 1 12907 13706
样例输出
81630/3092 192809/3913 212136/3717 416631/4488 99544/1134 424395/4747 199172/3114 440807/3900 562342/4629 20319/637 22990/219 372390/4648 276928/2656 507389/4939 301242/4253 909717/8373 90459/910 115354/1556 205460/2979 624761/6035 675240/6676 89536/1221 817305/6796 518885/3895 278300/2715 211424/2716 92035/659 3779/122 219936/1830 741813/5374 1254652/9724 11296/74 916723/6576 366308/2163 219155/1288 1422489/6338 1135760/6908 144032/627 779144/3145 106338/761 1668585/8509 128749/892 1119257/3939 181211/1091 262557/1091 630333/3209 2291507/9956 2248024/8159 2497865/9240 2180033/7524 1113832/4757 11118/61 94126/297 1381920/3889 1811148/7341 5601/34 1605995/5815 630874/2056 313064/1674 163057/527 1357716/7270 2693883/9664 2089030/6559 2801487/10836 304776/665 1981560/5335 92886/691 3122813/9800 2247938/6271 2105847/4983 1818850/7086 21528/52 2287509/7224 2934849/6778 303685/700 2509830/5761 1890168/4518 100759/342 49499/278 506458/1873 2831586/6468 2083902/4561 3583568/8596 22843/241 1561687/3310 192711/729 1182525/2535 636069/2051 3819225/9099 2943153/6402 2322197/5102 1322281/2680 1376694/4199 1411812/2917 530030/973 2596199/5406 2966724/5836 4096328/8347 259714/996 2427992/4699 5349409/11928 1120599/2798 191748/1013 905953/1590 2744716/4868 90293/452 3417341/8954 326547/1365 214336/918 286700/918 4916972/9731 1138368/2157 477733/1013 3262605/6450 1564230/2477 1864040/2917 6074/74 5480699/9150 233995/320 3953898/7495 2073134/3142 106826/362 4589345/6515 4289135/6479 4177091/7049 2229621/4427 2849719/3778 3123464/4423 2973128/4385 471457/660 790959/1125 272481/431 5702901/7683 311851/1022 7088896/10025 990301/1171 1814390/2481 18066/210 3753164/4652 442928/569 1012188/1853 1371458/2222 2003048/4372 317830/396 5557244/7348 10095/115 603224/1053 309789/841 2943048/4835 1226346/1412 1517571/2619 71318/296 2795866/4496 202986/222 775645/884 1381661/3034 5318250/6529 5843916/7257 4352028/4854 6272260/8075 7635498/9263 8725208/11410 2284741/2686 7693186/11034 3045856/4514 2397769/4082 8299138/10330 1814682/2863 14533/115 6762767/7572 8523330/9994 700277/858 771746/950 133075/235 681433/667 785645/2096 583374/620 2085778/3273 2939354/2882 2213678/2115 1020461/1369 3999198/4550 2876819/4016 714573/692 5330577/5326 98551/203 944154/1139 1435650/2373 751495/1802 4310658/4271 4036292/3797 2170903/2822 6107925/6799 5181570/5001 7474477/8161 3722531/3996 3093826/3395 2903673/2549 4637043/4222 310268/773 3162654/3322 4176004/3638 23703/34 46705/100 424502/975 7207785/6313 2423988/3135 8322471/7442 1929617/2368 5074758/5317 1717538/1821 8767956/7824 3448988/3208 8083913/6905 3159941/2801 11282960/11820 3993422/3187 2777539/2343 4000461/3624 4064546/3656 2970521/2622 234840/367 1209564/1170 276419/393 1563464/1289 4880369/3863 162016/525 1069473/2561 8747317/8490 4022817/3206 1045897/942 1465/17 3666809/3070 1339033/1841 3000187/2335 12092994/10936 608981/687 10074164/8861 2001640/2988 569528/419 24730/24 3789507/2864 11422872/10463 4746188/3934 1074503/2199 5084962/4143 477350/372 528652/367 51293/74 2055115/2485 206411/177 4094470/2916 7473870/6368 13985427/13256 1534866/1208 2036190/1731 1427340/1038 2165541/1743 1428420/1142 1313644/2080 359158/516 5612091/4754 211678/588 3198095/3192 12737590/10154 619449/479 7014652/4928 995084/739 3099757/2874 8947113/6398 222333/446 1450472/1721 6953742/5096 4108817/3062 2831473/2312 86767/59 11931954/11495 1309465/1108 3875399/2793 849450/565 13758341/10981 381424/342 15581647/14014 3268788/2638 11270385/9922 14039262/10362 4582369/3004 5853154/3904 1667571/1592 6309070/4353 6763542/4280 4954768/3422 13036823/9056 13425148/9051 868873/907 7427360/5624 12098898/9182 3590291/2241 9382134/6838 7682059/5239 11526021/7322 50332/38 6935382/4277 21124/92 11911642/9819 1426500/1416 5204979/3415 14944478/10564 3251909/2621 5237229/3182 10091395/6305 8292724/5460 4259258/3195 3279102/2583 1509297/1362 549728/638 3016198/1816 20964/71 1066735/1026 2529482/2249 2626126/1465 3636591/2961 3483493/2104 3802006/3011 622548/652 5851966/3302 14792016/9227 9435205/5751 4750474/2632 5950267/3659 4844691/3957 1250449/1346 5844757/3273 865893/1316 17524709/12034 2737952/1485 4663944/3153 8982997/6431 4686991/2884 636404/1065 9127360/5498 16728047/11130 4493962/2804 4033247/2318 13574327/8336 3596368/2127 3947534/2713 7910731/4389 3258745/3667 8980998/5203 15700819/10042 4182240/2344 516359/281 5051451/2843 12957070/9329 508555/445 4437401/2383 2735740/2546 1594033/1718 9878189/5330 186738/586 16740434/11431 12674344/7255 6008/25 4562745/3032 5016209/2697 9768075/5247 14133/21 3573403/2065 1653517/964 18590384/11620 8720190/4659 8395432/5703 5606072/3451 748442/1061 1896508/1285 8533279/5151 8604747/4465 8944873/6238 5228321/5351 67828/95 131204/102 804723/411 6846402/3567 6333689/5206 1379567/1018 10242776/5825 5365496/3388 32698/130 5436921/2759 897757/494 19204815/11611 9707608/5120 9587065/5360 7481426/4122 3486768/1953 69417/201 18840317/10973 12946535/6503 3734934/2013 3033373/1483 1249554/602 6554902/3554 1887918/895 8777351/4313 11683858/6525 3552082/1676 3607307/1817 8841/8 2238038/1055 17355501/10898 7899331/4568 734955/344 3132619/1452 11117447/5236 21020929/13230 11828643/5682 273015/319 8389181/4193 433517/1212 121865/136 13512686/8401 3047624/2430 18201693/11266 5908242/2806 12676033/7890 12041153/6025 1724207/793 6643286/3799 9109350/4723 17001/31 9684039/4953 21647139/13023 21005950/12871 5799526/2587 19681733/9708 437180/473 13291523/6850 9916195/5304 5832983/2596 9693457/5133 8539437/5869 305453/176 1827237/871 10948004/4783 5693124/3327 5260509/2242 15345441/7406 507543/349 12541162/5427 12736352/8663 21253234/11395 7631616/3212 49948/179 18848410/8557 2610308/1108 3217706/1339 13749650/5948 807298/1068 4839672/4890 12029488/5039 18485857/8304 4946855/3188 22425246/10621 8753517/5062 10397187/4413 17221103/7558 11200120/5476 9140916/3784 12875829/7325 4005385/1634 108472/167 20264694/8920 1394276/1752 20774367/9921 11367442/4640 2834965/1741 4445938/2052 9926/15 47144/148 2206281/1709 379309/598 175972/78 2732476/1070 18842047/7817 16289598/6609 11448555/6735 4682124/1773 64095/155 2567446/1017 3793909/2964 87311/248 2294127/2100 7780761/2895 1585629/569 4333068/1625 14465240/5508 4550350/2340 25450279/11242 270626/96 2150789/773 7607517/3891 3819984/1465 11865167/5266 5746755/2507 593409/217 16653940/6367 8229928/4370 1605245/717 588861/417 21687611/10438 11629447/4620 3628628/1388 10254252/4834 9948695/4502 21277/134 8338590/3651 457312/581 1376333/494 5339720/4350 187377/227 15957298/8095 2843680/986 2759971/1286 3910263/1492 13823200/5162 9166651/3843 28508810/12697 2270164/999 1508544/969 1933975/813 894266/1007 7418367/2600 725998/353 6985254/3274 12395373/4416 11935031/4656 7792732/3383 4104196/1456 445566/319 257554/205 7514199/2607 15630931/5457 2964937/999 15793882/5521 16249339/5972 9649431/3757 4224249/1744 1167384/1020 8133484/2760 5284914/2415 606766/461 24843607/9697 2167922/1705 15364481/5550 1916897/672 3804978/2153 299927/214 4512870/1515 196829/143 16811101/5752 16211104/5390 14912390/5466 15452940/5688 5775263/2615 723765/459 3604100/1818 1463468/1301 6878422/3924 146894/312 5321074/1718 3032097/1383 1361797/789 14455461/5753 7484468/2559 7877560/4424 3693521/1501 658324/210 6341831/2046 8632461/4159 10655362/3498 19321518/6319 10605072/6172 9126051/2934 8466732/2787 10659574/3988 4365962/1847 5295046/1712 2538157/1623 942115/303 1456543/1206 9734599/3125 10715973/5591 17044648/6208 16372287/5443 378980/276 2923646/1037 6330182/3198 2555112/824 6990942/2194 14699914/4798 3195185/2461 61236/140 16962877/5360 146707/154 31348531/11603 17106249/7506 11567358/3941 3583642/2192 26630940/10977 17272180/7031 11326558/4142 23194996/7718 7836777/3347 24830993/8116 3049617/1014 381821/523 13085679/3932 16244230/5242 21928853/7958 755271/222 5900742/1754 198437/244 11250929/4338 9197941/2734 26456215/8518 2569954/1072 5429085/2918 27529481/8762 11014348/3429 4929430/2508 12600652/3822 27167773/9783 2288322/899 22101487/6973 8080623/2355 8995171/2793 8655325/4052 3423539/1129 2361517/847 24929606/7709 6518264/1887 1298972/1068 1257861/410 12989878/4556 26714775/8415 4099372/1369 6802678/2922 7333798/2736 25616247/7852 1355914/1150 5618805/4013 24441418/8009 3738901/1333 12883619/4113 30847065/10188 5780053/2165 34370399/12253 3938890/1320 5441068/1703 4276687/1758 4336436/1206 30912071/11088 5999929/2484 1312153/388 3059940/1165 4478801/2076 8713673/2750 20430831/5906 21196841/7598 2444304/1144 28471327/8712 24762419/7701 1680621/657 602620/537 14881158/4704 374903/103 8160005/3397 2275305/866 1792638/618 4541018/1231 8575404/2327 25213999/7287 21847955/6192 20851116/6006 20413594/6241 2236987/592 4907942/1305 19621944/6144 15546146/4563 9673826/4467 33189145/11525 9051477/2595 729266/460 592904/589 1298109/814 3606897/1865 14842000/4157 37008494/11964 33878311/10436 17541245/6956 10702885/3261 6475372/1762 420929/341 11941087/3125 19313480/5340 30929797/8791 27723551/8513 7627822/1992 15419879/4428 9311143/3165 2799664/717 5716341/2710 6534790/3138 10552513/3088 5265099/3796 37563664/12283 3179300/1174 38500564/12163 39346691/12823 2405821/622 21176178/5939 31567332/8926 1219380/819 4629039/2466 9068784/3476 24036592/6337 277575/456 213918/299 5782581/1675 2532580/924 3414253/1169 5610469/2312 28033409/7603 21260292/5619 2937310/1428 1637368/847 32905559/9386 8018590/2108 9192494/3296 24443879/7333 11410616/2896 5974996/2607 21407721/5806 25051566/6699 7170260/2724 16628645/4223 3386957/878 233595/138 1564654/392 2070908/563 23655990/8074 7480517/2848 101037/25 10473048/3211 35084595/9863 162084/170 35482544/10064 29722253/9212 2138223/1217 2351608/614 6951617/2758 3605955/1596 34303344/9045 2186584/625 951420/366 2683960/809 21186745/7906 6755750/1668 5105302/1660 13472455/6012 18894379/4702 6071801/2073 17764124/4203 11203665/3324 80524/452 17832142/4394 7542332/1890 189003/236 2216081/591 34429346/9223 559643/280 147226/51 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