P16357 [HackerEarth] Nikhil has some boxes and balls. He now wonders how large a ball he can fit in a given box. Given the dimensions of a box, help Nikhil determine the radius of the largest ball that he ca
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题目描述

Nikhil has some boxes and balls. He now wonders how large a ball he can fit in a given box. Given the dimensions of a box, help Nikhil determine the radius of the largest ball that he can fit in the box. Assume that an inflated ball will be spherical.

Input:-

The first line of the input will be T, the number of test cases. Next follows T lines each containing three space separated integers (L, B, H) which are the length, breadth and height of the box respectively.

Output:-

Print T lines each consisting of the radius(correct to 1 decimal place) of the largest ball that Nikhil can fit in the box of dimensions corresponding to each test case.

Constraints:

1 ≤ T ≤ 10^5
1 ≤ L, B, H ≤ 10^18

SAMPLE INPUT
2
1 2 3
3 3 7

SAMPLE OUTPUT
0.5
1.5

输入格式

见题面

输出格式

见题面

样例输入
97 1005 224635873770 549 126767170420699355 139813419711704 447 540717802 731072457686 223515347599897 498721 59138993209873635 322673220 806560208523 679871362 517995 864646 939316375846048334 136 431317724665573537 526001104194 683 8423 319800611897990890 1071109188008866 640412 544663795001930 1022709959878319 247428597 117170 137660 139114261821442285 67108357906923174 1053606834239 118415221946205775 942121100 183619650929 267543 1009170455896 110566 290912 141235399559564978 721005471459240 375536919964 112287624391144 204271440 1026209979435 930973 468238563700604718 616 323046128248638 84894484 663513939 782392114452555842 343725004034730345 822076641 748773 323874 303721005279691 193538164552824192 172641405395506673 303593 728727822777 958241972074319884 97711659 826826605 534 914475 933552568194374541 195975 669948 81017826 361790925342921 552176184039257 429059 534709751571134884 820500 952 487933346091660663 541281509587567473 677321 48962 697866037431581087 929839258161 330567141 640266 536081905 755658963900 695662213233787 1036247961 447764917 1024188497081623 361935 557 754022080980244297 488020083450 1094345672430360 685187981391 983732 383806190 707276195586 748 493977701582 48062105644381 64632 462246310 68 1065959311 21894931228874 676623525 663672290477853296 41323053 78352078203401 102027127886472931 475458260782 257265532711542894 885711999868 887406 941408 867218606353 1090950592588570 573448 1035574992 59963 541294073847118 980 993169009769431 827743114258844 504653 987881324587874 26726982840336 623014541510463 66492821707193111 834237 3969045614415473 986094506581051103 1049541487262790 514883 820517 827489918230920259 108596965373473074 741253419721948 1029428313309623 438132 199929261617399 576 624818047603 172 635231 1001368326199275 735120296420 1047608517 220660657092098114 269 420112619039 107541224 1100930236892214 696667378772962 813034794 945333686905 125040214627 187135 948 183962009 473671100002764485 249395175133 365 75600522 32309641723855246 171468537923604 416 593 237526154762 591250966941084557 936811400 579921202920071810 990907316889733802 108939 1638 100043843610 621 522676738656586 563560809270 780208226593 352745216400816528 719917615503787 521613974249810327 518990599788 924399 770 291480614040 904 824154847 34631679877 877 856426129223726611 267035121596 422844827765271 702237322026985 196 385273408 462863 851100447674 600022 584153838142106 384016880 1017058 4454975219270403 46302400634297088 719536181 634313522677653 736513 107 606706441682 984082857271243 371 130560194938712 631187766878049 1066950191 876730814032 350 25207090981945880 308 427372631135 221120235657994131 1076175136006437 169002556939 745 853651311413819428 66159 500983719206 152112551 790 632134578 10 644886945 106421916 432093323825485898 569464179740752 1079807891799521 1095641266359048 396749160458202273 271 134943857120 975690417657032356 806454 457636 901 857 257 120906176562189 702627551018854546 1023915 675661 61052820687 792 736492314689221 846730868207391 847 466 350 282078535470417652 12129999801274377 445942381556298 84207368118006821 38380752591 340336976877574104 197418 62192318078 56526752076035 1027722120482 784755071123564 705692721585930 92 611132612209306 569334 946068098448357 177054 575124 27994226277 187754 681147838736 376717712 913 448 356 1030496615122383 444788 690017 445317181075488 282988 428
样例输出
50.5 475293.0 432704.0 186709562.5 182.5 367.0 38.0 453.5 434.0 359440681.5 121.5 103446324720.5 145.0 358.5 169136.0 17331424576.0 478450.0 248.0 301944857579.0 176772278.5 238.5 366.0 396.5 118.5 254726.5 290.5 18108035.0 223199.5