Start day 8
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day8/Cargo.lock
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# This file is automatically @generated by Cargo.
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# It is not intended for manual editing.
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version = 3
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[[package]]
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name = "day8"
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version = "0.1.0"
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day8/Cargo.toml
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[package]
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name = "day8"
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version = "0.1.0"
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edition = "2021"
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# See more keys and their definitions at https://doc.rust-lang.org/cargo/reference/manifest.html
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[dependencies]
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day8/README.md
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day8/README.md
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# Day 8: Treetop Tree House
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## Part 1
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The expedition comes across a peculiar patch of tall trees all planted carefully in a grid. The Elves explain that a previous expedition planted these trees as a reforestation effort. Now, they're curious if this would be a good location for a tree house.
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First, determine whether there is enough tree cover here to keep a tree house hidden. To do this, you need to count the number of trees that are visible from outside the grid when looking directly along a row or column.
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The Elves have already launched a quadcopter to generate a map with the height of each tree (your puzzle input). For example:
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30373
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25512
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65332
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33549
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35390
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Each tree is represented as a single digit whose value is its height, where 0 is the shortest and 9 is the tallest.
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A tree is visible if all of the other trees between it and an edge of the grid are shorter than it. Only consider trees in the same row or column; that is, only look up, down, left, or right from any given tree.
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All of the trees around the edge of the grid are visible - since they are already on the edge, there are no trees to block the view. In this example, that only leaves the interior nine trees to consider:
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* The top-left 5 is visible from the left and top. (It isn't visible from the right or bottom since other trees of height 5 are in the way.)
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* The top-middle 5 is visible from the top and right.
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* The top-right 1 is not visible from any direction; for it to be visible, there would need to only be trees of height 0 between it and an edge.
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* The left-middle 5 is visible, but only from the right.
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* The center 3 is not visible from any direction; for it to be visible, there would need to be only trees of at most height 2 between it and an edge.
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* The right-middle 3 is visible from the right.
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* In the bottom row, the middle 5 is visible, but the 3 and 4 are not.
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With 16 trees visible on the edge and another 5 visible in the interior, a total of 21 trees are visible in this arrangement.
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Consider your map; how many trees are visible from outside the grid?
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day8/src/input.txt
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211332213033101124130110410025404035324540506465522424325025442423205322144201114032433102223133301
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311023320242030112033354205533003100224166354233554634221041635230051410343235342432112434034030100
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001223204433022013103305410222315554032366506021405002315044463420051033302201255133143124420412122
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013132233012344225535033304112253201303421563422623305021204605543621044544210352330412212401012131
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123203213200414113431324051024435265606056206220330353405664413252121241340014021504043322022404322
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300314334303200324110001011065050624136654044030061620050042314252632633325011034021521210022442213
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300312304313121233203544305130444460463436450145663611020201513406316245230444434551201440322230302
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121213330224031553422231036233163250606241600057176176344004346462440003006410044502531341130240114
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301324240431503125500116062453142425154655731122643437177477550414605433012615301235013252120302340
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003232040401112004305510155520121504621467762731313536577767114335412665224212525123530315344321124
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020011211014152120140622132315236133565515235564134376673433256457543305603063000545505055054420401
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120232244154134255122415053246324763251764537642172244222741232566733246632230131225000041540131403
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340032215420250553142064146064564173357273533153247735663417273646632371434553560636420004452544143
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043414443322552422161330440067615566131775467414772511621257632542341175313336105314043250123012200
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012111021442304652102413106134662444516476275112834287667673516365611433432545515260120211024041202
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032102521544554062032010572477745124332575337882847632625227237576235753415421361112101043554053100
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311444312333365122206150371721763624374376873885257652577482877454566142635223501265056342151423503
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144251432134413522432634164521765222778875228537684473757528335574576764563372055450540131505303034
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000255023251250523115357427615753523575838766845363763466455836854431647317161446453545305422435355
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245002340133321145325367575315512257574665372575562748686454783577847666453745464626164131031332100
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050553025366530325021416326145857322624322772785872882346577742678858344161622134432426516051344250
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152311521001545435344376115464326457845848454437444432763844343744467358574522513450314302061503452
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432454304206244265363237124475585684786823237698738473868377345823852284311544625730363140211242142
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454020453313433443537657634364823277466449658493374864768899457268665377243765726567464021363445250
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552431324265025566426217457328875767435899547855738449793664649385627243287213716374361136462440243
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031052136256223525442167246873557667773568893448343999893549698865743526327856612255315524012102000
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345323665312406654514446384583427637865769666594853994657493368533935635676521153437537311305202142
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342110244050561175476152877378374945653376889649978659538759435748334872266574665131763066015150414
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145433434262576274652174742347844566354377337849447759743936477456984862853785777171357505003212025
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310242523113472175765257374582489598876797985649454666865333776554339348242882833175411762344652012
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434056456416337446635277274487757585458766758586996458774953698859555746353645282477417311113216435
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045021105500376267478536827836355597677975786498896678587684858536744539776275465227567675153251405
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300142642025442446482242442484398879535896799784784778494989949379689755588234538855243763305416321
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353622636633651765254457642339454687946896697548485487765646998666995567567726837277556747624363451
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202435626512143732835284377793378475946599964657457656969997944856356445774883877827536725303005505
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135650034646464156744647526498458647549464945549765974544889665765659884799642263733421214426362624
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150435334074657468688563599355379375877984576587798777599554755799738577897957837453257132312302144
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512443536422754252577234434969994856586456545889988865785958887667666384435563246262331235420111143
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466652116227352685834266983738374448949754669575866999669685556447597478636534623278751113456645060
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021164506132145534653735865996437996949669685788777975556657797445847474955965558246253533611024642
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160366254415742474477255579484597574496859676569755788769767586676674847997944768266836256767533110
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351110451267671255426564695657766766686759856878789989756858799968497958544598723587586767222266454
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316062153252225354662464658785786565488858687886778777967566595898554596936489753547456317121214424
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212536666162371857232636965378959948576758567679878996998888878797474958786685542845571126616220264
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510024546261143787272349466837799649568665658866988878698565865894746985377749787572341577611344166
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004351216364728646844848837567468684779987996888767898677985599854955668566559858835633322134522334
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336463436447757363543649949947564678786988588988866877968758989665477866657945447564627357126653146
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026065162577657624222467836757949464596556769778678999898769595755945784554668326364364774614112042
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503221631577514777533445365468588455658986887687687789867975758885748889857396423825776253156736650
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546513661435242553764893754934757584678877997789877686967898678564676598335965867335727137112215030
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611265646576763532336777659499858694897877758999678876979977887874768566899568336424484421461153426
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354632527555434648642259948845976658869997857679769998977895558994584876439733545486722237134252244
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520066365142477526347774786479494548687879769997669786998678978895445886967346756354286727222124503
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036426316533162875778686487545896556958758868879977868686688986574849753898677468557551537174650421
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154560626115545678446889538386759776485985597568577777558958786887687647784334647726551367164130624
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015330201727631536234389975658784474799697966578756955569957997995994446883848582283235113446522166
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352230033476456648636532764835957899749588885668565677958598595585884536843566635235535143233400362
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154324641154514622554238347338736749648497879886988865566875744965765539565765428586545254520653004
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453036521326216338225852566856869755589995557886678566578454876595677374667726383554235644733043120
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255116155525323462526438743774389777499948654465588776697977856998545943966845458742427155331033531
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025560625413477123376683438634566738565665455954779575658546654745567665935272473226176343466230234
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024466546555224254763532784959665896878967666774886569787656978898736887735524866681527476335351660
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431553605003462632355435287785653379467565865846957764769957785898849746583877462511543675401304331
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245166660214751253743856378267388633494584489567844846476445548983654883554368632374551522612226505
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234255620120615565122843883767337363659787964676878598696674776783394766454355878652417710601552535
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155234425620263264536252385765564357733857634857584669678763477778599626835456677357151640115601402
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415011642631335751527728632365876445738339479934933867368973986563564488774233653717376514142421112
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331553124665647777751514436356443477749885879596563793484897353687466437233338475237523161110142051
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125403316650422145565532565656426288343597345985455577884935753554564626425235737254643554446160112
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244245221040325667524534344843767845646457957737955963874753776775484255785447725731356435212213414
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502435004653346035253622224342447486734347953679733888847856349544574634822773162422363261331201024
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324222044306505016426445557827266762373537588855883779693953564587846832687121422621334643504041214
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242441310622432165134457161657567575877727367394894947493553362876526782815233251471504221505502531
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301100110415420444111615617662387653344875842557335485555688447688575465433323177644556524120212234
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121350153052662132322721116134216553883566368426252878468274827563855654437763154152652520055535413
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300411255204026610413574577661773545843284364682683778487466278862352135457325560155622450041155414
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201513150243444362415017756317333176455677876825338686288332246436653511332623525023535335010251403
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442151212200240012240515354421652475542422627327336365453756577274176715121634500306606230505005442
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303111241400254212624566606371413763653433175765433383216314527571326314157614031441404441454123113
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244200502534242261362202215053674434622174351252464554756217534657676575631240166556655421245234022
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033140410031001244605126654665654443346166177754221527272665473526726632645640155606531431321003203
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333144020203540344460212034601443662327775175627432461421467275253741652534221451541150344324122432
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003441144232331144321240262132134156264312772115415535174111161372132213423063330000551314401242014
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431244213034140532345020014016302213467251277744712151733426334265042000625105541402423314424042442
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032332242311014553503456362533135654462331252577334743117656122022210110152631423434352520024421043
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102103002322052451100230340420161635556642503226271246652053202351054222634613532434255202434131242
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203130013133233045044204223404060632403351664241443631454330322650226245651432113040525413323340210
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030124200340221230241225521446452652313241114064226552054332165233441366221221035421132414124314402
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120112413030344114412231514332254000023525634236200334160045616312416360423100451201322404023012301
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212011312011233130523111525121303414244121320644050343211556336246463215444025331411002041412122121
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002023323443102242311523000140150506160522004635222556200251663551444551235250440223242010414011021
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8
day8/src/main.rs
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fn main() {
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let file_str = include_str!("input.txt");
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}
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#[cfg(test)]
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mod tests {
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use super::*;
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}
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Reference in New Issue
Block a user