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prithivMLmods/Coder-Stat

Coder-Stat Dataset Overview The Coder-Stat dataset is a collection of programming-related data, including problem IDs, programming languages, original statuses, and source code snippets. This dataset is designed to assist in the analysis of coding patterns, error types, and performance metrics. Dataset Details Modalities Tabular: The dataset is structured in a tabular format. Text: Contains text data, including source code snippets.… See the full description on the dataset page: https://huggingface.co/datasets/prithivMLmods/Coder-Stat.

sourceHugging Faceapache-2.0updated 2y agoView on Hugging Face
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1 2 3 4<h3>Hierarchical Democracy</h3>5 6 7<p>8The presidential election in Republic of Democratia is carried out through multiple stages as follows.9</p>10 11<ol>12<li>There are exactly two presidential candidates.</li>13<li>At the first stage, eligible voters go to the polls of his/her electoral district.14The winner of the district is the candidate who takes a majority of the votes.15Voters cast their ballots only at this first stage.</li>16<li>A district of the <i>k</i>-th stage (<i>k</i> &gt; 1) consists of multiple districts of the (<i>k</i> &minus; 1)-th stage. In contrast, a district of the (<i>k</i> &minus; 1)-th stage is a sub-district of one and only one district of the <i>k</i>-th stage. The winner of a district of the <i>k</i>-th stage is the candidate who wins in a majority of its sub-districts of the (<i>k</i> &minus; 1)-th stage.</li>17<li>The final stage has just one nation-wide district. The winner of the final stage is chosen as the president.</li>18</ol>19 20 21 22<p>23You can assume the following about the presidential election of this country.24</p>25<ul>26<li>Every eligible voter casts a vote.</li>27<li>The number of the eligible voters of each electoral district of the first stage is odd.</li>28<li>The number of the sub-districts of the (<i>k</i> &minus; 1)-th stage that constitute a district of the <i>k</i>-th stage (<i>k</i> &gt; 1) is also odd.</li>29</ul>30<p>31This means that each district of every stage has its winner (there is no tie). 32</p>33 34 35<p>36Your mission is to write a program that finds a way to win the presidential election with the minimum number of votes.37Suppose, for instance, that the district of the final stage has three sub-districts of the first stage and that the numbers of the eligible voters of the sub-districts are 123, 4567, and 89, respectively.38The minimum number of votes required to be the winner is 107, that is, 62 from the first district and 45 from the third.39In this case, even if the other candidate were given all the 4567 votes in the second district, s/he would inevitably be the loser. 40Although you might consider this election system unfair, you should accept it as a reality.41</p>42 43 44<h3>Input</h3>45 46 47<p>The entire input looks like:</p>48<blockquote>49 50<i>the number of datasets (=n)</i> <br>51<i>1st dataset</i>                 <br>52<i>2nd dataset</i>                 <br>53&hellip;                                <br>54<i>n-th dataset</i>                <br>55</blockquote>56 57 58 59<p>60The number of datasets, <i>n</i>, is no more than 100.61</p>62 63 64 65<p>66The number of the eligible voters of each district and the part-whole relations among districts are denoted as follows.67</p>68<ul>69  <li>An electoral district of the first stage is denoted as [<i>c</i>], where <i>c</i> is the number of the eligible voters of the district.</li>70  <li>A district of the <i>k</i>-th stage (<i>k</i> &gt; 1) is denoted as [<i>d</i><sub>1</sub><i>d</i><sub>2</sub>&hellip;<i>d<sub>m</sub></i>], where <i>d</i><sub>1</sub>, <i>d</i><sub>2</sub>, &hellip;, <i>d<sub>m</sub></i> denote its sub-districts of the (<i>k</i> &minus; 1)-th stage in this notation.</li>71</ul>72 73 74 75<p>76For instance, an electoral district of the first stage that has 123 eligible voters is denoted as [123].77A district of the second stage consisting of three sub-districts of the first stage that have 123, 4567, and 89 eligible voters, respectively, is denoted as [[123][4567][89]].78</p>79 80 81 82<p>83Each dataset is a line that contains the character string denoting the district of the final stage in the aforementioned notation.84You can assume the following.85</p>86<ul>87  <li>The character string in each dataset does not include any characters except digits ('0', '1', &hellip;, '9') and square brackets ('[', ']'), and its length is between 11 and 10000, inclusive.</li>88  <li>The number of the eligible voters of each electoral district of the first stage is between 3 and 9999, inclusive.</li>89</ul>90 91 92 93<p>94The number of stages is a nation-wide constant.95So, for instance, [[[9][9][9]][9][9]] never appears in the input.96[[[[9]]]] may not appear either since each district of the second or later stage must have multiple sub-districts of the previous stage.97</p>98 99 100<h3>Output</h3>101 102<p>103For each dataset, print the minimum number of votes required to be the winner of the presidential election in a line.104No output line may include any characters except the digits with which the number is written.105</p>106 107 108<h3>Sample Input</h3>109<pre>1106111[[123][4567][89]]112[[5][3][7][3][9]]113[[[99][59][63][85][51]][[1539][7995][467]][[51][57][79][99][3][91][59]]]114[[[37][95][31][77][15]][[43][5][5][5][85]][[71][3][51][89][29]][[57][95][5][69][31]][[99][59][65][73][31]]]115[[[[9][7][3]][[3][5][7]][[7][9][5]]][[[9][9][3]][[5][9][9]][[7][7][3]]][[[5][9][7]][[3][9][3]][[9][5][5]]]]116[[8231][3721][203][3271][8843]]117</pre>118 119<h3>Output for the Sample Input</h3>120 121<pre>122107123712417512595126211273599128</pre>129 130