filtry 2D do obrazków - proste ptanie

Taki mały problem z filtrami.

http://www.algorytm.org/przetwarzanie-obrazow/filtrowanie-obrazow.html

https://pl.wikipedia.org/wiki/Filtracja_obraz%C3%B3w

Mamy np. prosty filtr: 1 2 1,
co po wymnożeniu z Y daje kwadrat:
1 2 1
2 4 2
1 2 1

zatem teraz aby to wyliczyć potrzeba aż 9 operacji.

ale po co mi to tak robić?, przecież wystarczy użyć ten filtr liniowy 121, ale dwa razy: raz po x a potem po y, nie?

liczba operacji: 2*3 = 6, czyli mniej od 9!

Dalej z tym jedzmy: weźmy szerszy filtr, np.: 1234321, ma długość 7;
co w wersji 2D da aż 7x7 = 49 mnożeń i dodawań!

i znowu zamieniamy na dwa przejścia po 7, co daje 2x7 = 14 tylko!
...........
Ogólnie: filtr długości n daje macierz o rozmiarze n^2,
ale to samo załatwia: 2n - wykonanie dwa razy: po x i y osobno.

n^2/2n = n/2, zatem takie mnożenie kwadratami kosztuje znacznie więcej,
np. dla n = 15 otrzymamy tu aż 15/2 = 7.5 razy więcej roboty!

Zgadza się?
Bo trochę dziwnie mi to wygląda - po co programy graficzne mnożą zawsze te macierzowe filtry: n^2 operacji, zamiast ciachnąć to dwa razy = 2n? :)

Potrzebujesz obliczeń? Czy obróbki grafiki?

Potrzebuję użyć długiego filtru, np. długości 255;
co w wersji kwadratowej da: 255^2 x obrazek 1000 x 1000 = 65025000000 operacji!

64 mld to ponad minuta roboty;

natomiast wersji 2n: 2*255 x 1000 x 1000 = 0.51 s - czujesz różnicę?

ale po co mi to tak robić?, przecież wystarczy użyć ten filtr liniowy 121, ale dwa razy: raz po x a potem po y, nie?
liczba operacji: 2*3 = 6, czyli mniej od 9!

tj. chcesz mieć kernel o takim kształcie:

  1
1 2 1
  1

?
Możesz spróbować, ale przypuszczam, że wynik wizualny będzie inny niż jakby kernel był kwadratem, bo wtedy próbkujesz mniej tych pikseli i tylko po prostych liniach.

co w wersji kwadratowej da: 255^2 x obrazek 1000 x 1000 = 65025000000 operacji!

64 mld to ponad minuta roboty;

Co to za długi filtr, co ma robić? Może filtr masz za duży? To chyba jakiś blur ma być?

I jak to robisz? CPU czy GPU? Bo takie rzeczy można też w shaderach pisać korzystając z możliwości karty graficznej. Wtedy mogłoby być szybciej.

Mamy np. prosty filtr: 1 2 1,
co po wymnożeniu z Y daje kwadrat:
1 2 1
2 4 2
1 2 1

co to jest Y?
Dobrze rozumiem, że chcesz stosować jednowymiarowy filtr na dwuwymiarowy obraz?
Z ciekawości, po co Ci filtr o długości 255?

Luke:

to tak nie działa:

f = [1 2 1]

w wersji 2D wygląda to tak:
1 2 1
2 4 2
1 2 1

a to co podałeś... nie wiem co to jest,
chyba jakieś wadliwe zaokrąglone uśrednianie.

np. filtr:
[1 2 3 4 5]

użyty po x i y wygląda tak:
1  2  3   4  5
2  4  6   8 10
3  6  9  12 15
4  8 12 16 20
5 10 15 20 25

a nie tak:
0 0 1 0 0
0 0 2 0 0
1 2 3 4 5
0 0 4 0 0
0 0 5 0 0

ale po co mi to tak robić?, przecież wystarczy użyć ten filtr liniowy 121, ale dwa razy: raz po x a potem po y, nie?
liczba operacji: 2*3 = 6, czyli mniej od 9!

A czy nie jest potrzebna jakaś operacja, która połączy wyniki po x i po y?
Czy w ten sposób przypadkiem nie pomijasz narożników? Tzn, że pod uwagę są brane tylko wartości z tego samego wiersza lub z tej samej kolumny, a te poboczne w ogóle nie będą wykorzystane?

Mogę nie rozumieć i moje pytania mogą być bez sensu jak co ;)

_dominik napisał(a):

Mamy np. prosty filtr: 1 2 1,
co po wymnożeniu z Y daje kwadrat:
1 2 1
2 4 2
1 2 1

co to jest Y?
Dobrze rozumiem, że chcesz stosować jednowymiarowy filtr na dwuwymiarowy obraz?
Z ciekawości, po co Ci filtr o długości 255?

A co to za rozmiar 255?

Nietrudno sobie wyobrazić full filtr z gaussa (lub odwrotny), bo o rozmiarze np. 1000 x 1000 - i co teraz z tym zrobisz?
1000^2 x 1000 x 1000 = bilion operacji - dzień, tydzień?!

przecież takie coś jest powszechnie obliczane... w kilka sekund!

Gauss(r) = exp(-r^2/p) = exp(-(x^2 + y^2)/p) = exp(-x^2/p) * exp(- y^2)/p);

proste teraz?

Nietrudno sobie wyobrazić full filtr z gaussa (lub odwrotny), bo o rozmiarze np. 1000 x 1000 - i co teraz z tym zrobisz?
1000^2 x 1000 x 1000 = bilion operacji - dzień, tydzień?!

hm, nie spotkałem się z filtrem, którego kernel miałby mieć taki rozmiar i w sumie nie widzę zastosowania i stąd moje pytanie gdzie chciałbyś filtr o tak wielkim kernelu użyć.

Na pewno są jakieś metody optymalizacji, bo będziesz wymnażać kilka razy te same wartości i pewno wyniki można gdzieś przechowywać. Natomiast tyle na ile rozumiem Twoje rozwiązanie to wydaje mi się, że będzie ono nie pełne.

Przecież to standard!
Niby jak chciałbyś odfiltrować te rozmyte, zamglone obrazki... z rentgena, MRI, teleskopów kosmicznych - Hubble, ewentualnie ulicznych, bo robionych z satelitów szpiegowskich? :)

Bierzesz gaussa o rozmiarze obrazu, i jeszcze plus maska... no i jedziesz z tym - co to za problem?

Bierzesz gaussa o rozmiarze obrazu, i jeszcze plus maska... no i jedziesz z tym - co to za problem?

Rozumiem, że dla Ciebie nie jest to problem, więc implementuj swoje rozwiązanie i sprawdź czy działa

kwalifika napisał(a):

Przecież to standard!

Niby jak chciałbyś odfiltrować te rozmyte, zamglone obrazki... z rentgena, MRI, teleskopów kosmicznych - Hubble, ewentualnie ulicznych, bo robionych z satelitów szpiegowskich? :)

Bierzesz gaussa o rozmiarze obrazu, i jeszcze plus maska... no i jedziesz z tym - co to za problem?

To nie jest żaden standard.
Filtry są zazwyczaj low-passowe (do odszumiania) albo high-passowe (do wykrywania krawędzi, nagłych zmian, etc)
Nie stosuje się tak dużych kerneli jak (255x255) do odszumiania, bo traci się w ten sposób informacje, a nie po to inwestuje się w wielkie matryce i doskonałą optykę, żeby potem to wszytko psuć filtrem.
Do wykrywania nagłych zmian jasności też się nie stosuje, bo 255 daje za duży kontekst.

A wracając do twojego oryginalnego pytania: przejechanie jednowymiarowym filtrem najpierw w poziomie, a potem w pionie da po prostu gorsze wyniki. Oprócz kierunków poziomych i pionowych masz jeszcze różne skosy. Jeśli obraz zawiera skośne elementy to opisana przez ciebie filtracja nie uwzględni ich.

Dowolny filtr 2D, który można separować na x i y, wyliczamy n/2 razy szybciej w wersji 1D x 2 zamiast od razu sumować po kwadratach 2D.

Filtr można separować gdy jest symetryczny, to znaczy: gdy operacja nie zależy od kierunku - jak np. gauss!

Zatem sprawa wygląda dokładnie odwrotnie do tego co piszesz!

np. filtr typu:
[-1 2 -1]

zrobiony po x i y daje takie same wyniki jak to:
1 -2 1
-2 4 -2
1 -2 1

zgadnij co to jest?

https://en.wikipedia.org/wiki/Sobel_operator

w przypadku dużych filtrów robimy to za pomocą Furiera - FFT, a nie wprost!
Wtedy liczba operacji jest w stylu: n^2 log(n), co w praktyce daje np. 20 n^2,
a nie aż n^4, bo takie coś byłoby kompletnie nieobliczalne na pecetach!!!

Pozostało jeszcze zagadnienie składania filtrów w jednym wymiarze.

przykładowo weźmy [121], i teraz zaaplikujmy go dwukrotnie, trzykrotnie - co wyprodukuje?

podejrzewam w ciemno, że to będzie coś takiego:
[121] x [121] = [14641]
zatem wystarczy raz to przeliczyć, co będzie szybsze: 5 operacji, zamiast 6.

trzeci raz:
[121] x [14641] = [1 6 15 20 15 6 1]

itd.

i na koniec składanie 2D, czyli np. taki skecz:

1 2 1    
2 4 2 x  użyte podwójnie, 3 razy, ... = 
1 2 1

sprawdźmy:
[14641] po x * [14641] po y = ? :)))

@kwalifika:
Dla filtrów 2d będących macierzą symetryczną względem X i Y czyli takich jakie tu pokazałeś, masz rację: filtracja najpierw po X, potem po Y odpowiada konwolucji 2d i wydaje mi się, że obrazy wyjściowe są takie same. Jednak w ogólności filtr 2d może mieć dowolne współczynniki, np. taki:

>> ff1 = [1,0,0,0,0;0,1,0,0,0;0,0,1,0,0;0,0,0,1,0;0,0,0,0,1]
ff1 =

   1   0   0   0   0
   0   1   0   0   0
   0   0   1   0   0
   0   0   0   1   0
   0   0   0   0   1

Wówczas, aplikując go do

Dostaniesz coś takiego:

Takiego efektu nie uzyskasz filtrem wektorowym jadąc najpierw po X, a potem po Y.
Poza tym, przy filtrowaniu obrazków nie jest aż tak istotne czy wykonasz 6xy operacji czy 9xy operacji. Filtracja jest na tyle szybkim procesem, że nie warto pisać dwóch komend do filtrowania po X i Y zamiast jednej do filtrowania 2D dla takich oszczędności.

To jest zwyczajne uśrednienie po skosie - takich głupot się nie robi.

Ja badam te filtry w celu kompresji obrazów -> poprzedni temat;
ewentualnie można to użyć do usuwania zamglenia/szumu z obrazu...
inne zastosowania to nieistotne głupoty - bezużyteczne zabawki.

przy okazji możesz sprawdzić:

operacja uśredniania 1234321 dla jednej linii obrazka o wymiarze 16

    1    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0 |    1
    0    1    0    0    0    0    0    0    0    0    0    0    0    0    0    0 |    1
    0    0    1    0    0    0    0    0    0    0    0    0    0    0    0    0 |    1
    1    2    3    4    3    2    1    0    0    0    0    0    0    0    0    0 |   16
    0    1    2    3    4    3    2    1    0    0    0    0    0    0    0    0 |   16
    0    0    1    2    3    4    3    2    1    0    0    0    0    0    0    0 |   16
    0    0    0    1    2    3    4    3    2    1    0    0    0    0    0    0 |   16
    0    0    0    0    1    2    3    4    3    2    1    0    0    0    0    0 |   16
    0    0    0    0    0    1    2    3    4    3    2    1    0    0    0    0 |   16
    0    0    0    0    0    0    1    2    3    4    3    2    1    0    0    0 |   16
    0    0    0    0    0    0    0    1    2    3    4    3    2    1    0    0 |   16
    0    0    0    0    0    0    0    0    1    2    3    4    3    2    1    0 |   16
    0    0    0    0    0    0    0    0    0    1    2    3    4    3    2    1 |   16
    0    0    0    0    0    0    0    0    0    0    0    0    0    1    0    0 |    1
    0    0    0    0    0    0    0    0    0    0    0    0    0    0    1    0 |    1
    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    1 |    1

a tu operacja odwrotna:
wsp. są przemnożone przez det=135
  135    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0 |  135
    0  135    0    0    0    0    0    0    0    0    0    0    0    0    0    0 |  135
    0    0  135    0    0    0    0    0    0    0    0    0    0    0    0    0 |  135
 -107 -116 -125  108  -98    0    0   72  -62    0    0   36  -26    9   18   27 | -264
   99    6    3  -98  192  -89    0  -65  114  -44    0  -32   36  -41  -38  -35 |    8
    0   90    0    0  -89  180  -89    0  -44   90  -44    0    0   45    0    0 |  139
    0    0   90    0    0  -89  180  -89    0  -44   90  -44    0    0   45    0 |  139
  -71  -77  -83   72  -65    0  -89  228 -131    0  -44  114  -62    6   12   63 | -127
   63   12    6  -62  114  -44    0 -131  228  -89    0  -65   72  -83  -77  -71 | -127
    0   45    0    0  -44   90  -44    0  -89  180  -89    0    0   90    0    0 |  139
    0    0   45    0    0  -44   90  -44    0  -89  180  -89    0    0   90    0 |  139
  -35  -38  -41   36  -32    0  -44  114  -65    0  -89  192  -98    3    6   99 |    8
   27   18    9  -26   36    0    0  -62   72    0    0  -98  108 -125 -116 -107 | -264
    0    0    0    0    0    0    0    0    0    0    0    0    0  135    0    0 |  135
    0    0    0    0    0    0    0    0    0    0    0    0    0    0  135    0 |  135
    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0  135 |  135

spróbuj to sprawdzić: blur + deblur = 1; :)
aha, robimy to po x i po y oczywiście.

kwalifika napisał(a):

To jest zwyczajne uśrednienie po skosie - takich głupot się nie robi.

Po pierwsze, to był tylko przykład. Po drugie, robi się to co się chce.

inne zastosowania to nieistotne głupoty - bezużyteczne zabawki.

Kim ty w ogóle jesteś by wyrokować, co jest użyteczne a co nie? Jaką masz praktykę w tym temacie? Jakieś projekty? Publikacje?

GutekSan napisał(a):

Kim ty w ogóle jesteś by wyrokować, co jest użyteczne a co nie?

Czytam sobie i czytam, po kilka razy, posty autora, żeby spróbować znaleźć odpowiedź na to pytanie... Jak na razie ciągle wychodzi mi, że dzbanem.

Oj, łoj, ale się czepiacie...

ja robię tylko prosty eksperyment z kompresją!

chcę sprawdzić czy operacje na danych/obrazkach, np. typu blur, gauss, czy inne zwiększające kompresję ewidentnie,
są potem dostatecznie odwracalne, aby to wykorzystać praktycznie.

Na razie wiem że kompresja podwaja się dla prostego filtra: 1234321,
no ale nie wiem czy to potem da się sensownie odwrócić po dekompresji,
więc muszę wykonać eksperyment - jasne?

zapis: Blur -> Compress

odczyt:
Decompres -> Deblur

tu jest potężna ilość kodu: ładowanie/zapis obrazków, compresje, filtry, matryce, macierze, równania... cuda i czary! - ze 100MB softu chyba, co nie?

Aha! Gdy to skończę otrzymacie gotowy super program, po cenach promocyjnych oczywiście: za jedyne 5000 zł, ewentualnie w abonamencie po 200zł/mc! :)

kwalifika napisał(a):

Na razie wiem że kompresja podwaja się dla prostego filtra: 1234321,
no ale nie wiem czy to potem da się sensownie odwrócić po dekompresji,
więc muszę wykonać eksperyment - jasne?

Nie musisz. Wystarczy że zapoznasz się z teorią.
Jak rozumiem chodzi Ci o kompresję bezstratną. Tu wiadomo, że nie zejdzie się z kompresją poniżej entropii danego układu. Wszelkie filtracje obniżają entropię ale to oznacza, że po prostu ujmują ilość informacji, którą niesie dany układ. Jeśli obserwujesz poprawę kompresji to właśnie z tego powodu - filtrując ujęłaś wysokie częstotliwości z układu, układ niesie mniej informacji, ma mniejszą entropię, więc można go bardziej skompresować. Ale to już jest filtracja stratna - informacji którą stracisz już nie odzyskasz. Stosując debluring możesz na dodać wysokie częstotliwości do układu, czym zwiększysz jego entropię, ale to już nie będzie ta sama informacja co ta, którą wymazałaś. Obrazek tylko pozornie będzie wyglądał tak samo jak oryginalny.

To co próbujesz zrobić zrobiono już dawno temu w JPEGu. Dzieli się obraz na kawałki (chyba 8x8), przepuszcza przez transformatę cosinusową, i filtruje dolnoprzepustowo (czyli usuwa częstotliwości, na które oko ludzkie nie jest zbyt wyczulone) zmniejszając tym samym entropię. Jpeg wygląda dobrze zajmując dużo mniej miejsca niż nieskompresowana bitmapą, ale to jest jednak kompresja stratna.

Aha! Gdy to skończę otrzymacie gotowy super program, po cenach promocyjnych oczywiście: za jedyne 5000 zł, ewentualnie w abonamencie po 200zł/mc! :)

Już odkładam hajs.

To się dopiero okaże - po teście... dlatego to robię.

Teoria nie ma zbyt wiele do powiedzenia,
bo nietrudno sobie wyobrazić sytuację, którą mistrz Wibowit raczył zauważyć.

Przykład (uproszczony):
mamy takie dane do kompresji:
0 1 4 9 16 25 36 49 64 81 100 121 144 ...

spróbuj to zapakować, a pewnie marnie wyjdzie.

No, ale my robimy prosty manewr przed kompresją: różniczkujemy to i do tego podwójnie!
0 1 3 5 7 9 11 13 ... raz
i drugi raz:
0 1 2 2 2 2 2 2 2 2 ...

czujesz teraz co wyjdzie gdy spakujemy tę różnicę? :)

I ponadto:

A. kompresja w wersji dla obrazków na pewno zadziała, co już będzie dobre: 2-3 razy mniejsze pliki!
B. program będzie sam w sobie dobrym narzędziem do potężnej obróbki obrazów... i nie tylko!

A+B = sukces pewny, niezależnie od wyników!

Gdy się pracuje to się ma zawsze wyniki... dodatnie.

kwalifika napisał(a):

To się dopiero okaże - po teście... dlatego to robię.

Teoria nie ma zbyt wiele do powiedzenia,

Akurat tu teoria ma bardzo dużo do powiedzenia.

bo nietrudno sobie wyobrazić sytuację, którą mistrz Wibowit raczył zauważyć.

Przykład (uproszczony):
mamy takie dane do kompresji:
0 1 4 9 16 25 36 49 64 81 100 121 144 ...

Ten przykład nic nie znaczy, bo algorytm kompresji opracowuje się nie dla konkretnych danych tylko dla kanału informacyjnego. Zawsze możesz dobrać konkretne dane, które łatwo skompresować. Pytanie: z jakiego słownika (zakresu) te liczby pochodzą, i czy prawdopodobieństwo ich wystąpienia jest równe.

Weź teraz inny ciąg, tym razem losowy:
213 97 74 149 170 189 221 161 99 3

po zróżniczkowaniu (i kolejnym) mamy:

213 -116 -23 75 21 19 53 -60 -62 -96
213 -329 93 98 -54 -2 34 -113 -2 -34

Zauważ, że z każdym krokiem różniczkowania, nie tylko nie zmniejszamy odległości między kolejnymi wartościami, ale wręcz zwiększamy. Jest tak dlatego, że jeśli początkowo mieliśmy liczby z zakresu [0,255] (8 bitów) to różnice między liczbami z tego zakresu należą do zakresu [-255,255] (9 bitów), kolejna różnica to już zakres 10 bitowy itd. Więc skompresować dane jeszcze trudniej.

A. kompresja w wersji dla obrazków na pewno zadziała, co już będzie dobre: 2-3 razy mniejsze pliki!

Ale to będzie kompresja stratna. 2-3 razy mniejsze pliki dla kompresji stratnej to żadna rewelacja.

Gdy się pracuje to się ma zawsze wyniki... dodatnie.

Chyba nie masz wielkiego doświadczenia w pracowaniu ...

Eksperyment zakończony z pełnym sukcesem.

Wynik negatywny, hihihi!:

nie da rady wycofać tego blura z obrazka, dlatego że...
i tu powinno dawno paść odpowiedź forumowiczów, ale jak widać - nikt tu tego nie wie!

nie da rady wycofać tego blura z obrazka, dlatego że...
i tu powinno dawno paść odpowiedź forumowiczów, ale jak widać - nikt tu tego nie wie!

...dlatego, że występują błędy zaokrągleń. Tada!
Plus może coś jeszcze, ale nie chce mi się sprawdzać.

Teraz zrobimy test tego forum:

I. Macierz blur 64x64:

   13   11    9    7    5    3    1    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0 |   49
   11   11    9    7    5    3    2    1    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0 |   49
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    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    1    2    3    4    5    7    9    9    9 |   49
    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    1    2    3    5    7    9   11   11 |   49
    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    1    3    5    7    9   11   13 |   49

Losowy obrazek 64x64
   86  244   40  191  229  147  162  141  154   36   72   19  169  146  253  103  125  216   51   86  179  141  128   28   94  175    3    7  118   90  164   77  173   52   82  138  246  136  177  162  142   38   33   33  232  164   44   69  130  223   48  107  232  130   50   88  190  125  190  173  157  232  212   73 | 8155
   59  192    2   90  214   11  236   32  158  204  223  150    1  206    2   27  127   55  147  189  141  179   42   74  191   31  116   36   17  224   11  247  222   28  246  148   69  193  104    2  150   96  129   58   47   11  213  135   26   80  226   18   19   67  138  121  201   86   96    1  246  250   96    1 | 7157
   51  226  169   34  221  112  125  196  187  174   53    6   11   68   55  124   56  205  212  223  216   99   49  101   95   37  119  212    0  107  189  124  219   66  109    5  124   32    0  148   81  188  172  244   45  179  105  175  200  138  222   83   13  247  117   52   41    7   60  115  152  199  216  220 | 7830
  195  128  129  223  160   52  119  125   33  140  114  202  215   60  211    9  135  148  205  101  159   43  217   96  242   53  153   73    0  221   41  216  107  113   39  129  217  140   78  149  255  218   66  234  150  210  123   16  200   40   91  229   21   23  193  103  184  222  175  162  125  151  223   96 | 8700
   40  251  182  124   38  159   15   44   80  218   92   31  238  205  119   87   53  178  198  135  128   94   41  120  169  103  179  253  119  215  215  137  109  144  184  171   94  160  150  251  144  242  221  109  248   80  103  239  155  204  100  242   90  197   92   32   47  171  191   85  166   84  145  120 | 9030
   17  176  247  196  151  147   74   80  214  127   19  221   18  158  233  208  173   58   61  207  108  217  168  250  244   53  171  116   52  121   40   85  150   98  154  230  140  113   78   61   96  141  213   75  124  130   17   73  202  231  155  213  187  136   22   90  229  130  225   61  226   69   67   52 | 8598
  105  182   54   37    1   69  188  197   16  151  213   52    2  165  220  114  196  231  165  217  101  192   29  254   64   60   52  251   49   35   18    6   49   67  233   25   42   74  217   13  251   70  251  135  163  239  167  145  164  113  243  217  141   14   92  188  143  123  182  178  135  209   64  135 | 8168
   13  162  107  109   17    6   74  133  233   47  186  110   53  231  166  146  115  225   36   16   63   61   78   44  185  254  140  104   84   53  231   44  223  238   40  106  253  109   76   26  219  142   97   33   11   11   91  110  254  177  116  252   86  239  254   92    0  111  201  120   55   64  141   14 | 7487
  145   65   82  138  215  251  234  100  152    9  121  175  157   55    9  154  155  124   84  115   98   65  194  119   10  158   62  219   41  203   17  220   89   53  251    2  143  211   46  210   40  104   18  208   44  251   44  122  243  248  252  173  142  102  236  124  233  190   84  122  158  118  167  199 | 8573
    0   94   42   79  134  225   96  216  101   89   34  177  103  251  238  201  194  246    5   81  134   70  130  225   28  165  224  123  171  132  206  112   43  201  238  201  237  239   52   30  120   41  213  197   22   80  158    8  164   97  252  138   94   26  245   75  154    8  251  143   49  186   68  215 | 8571
  156  124  119   44   50  204    3  176  101  135  229  141  186  228   38  241  213   58  249   10  118   12  213   54  213  187  213   60  253   61  250   71  123  243   45   42   99  103    3   39  143   60  239  107   54  207  127  223  250  149   56   36   99  213  137  167  193  240  144   52  241  111   16   72 | 8443
  155  156  194  246  147  233  120  220   61  238  203  111  117  181   42   62  230  155  169  208  209   90    3  212  219  112   14  152   43  208  198  135  194   89   76  210   67  219  241   18   32  220  225   37   17   40  164  250   97  133  138  190  108   75  120  217   43  223  208   81   41  217  114  201 | 9148
  236  250   88  160  195   59  118   38  221  157  124   97  245    0  220  237  238  154  254  101  198  192   20   98   80  245  198   84  238  218  123  216  146  189    1  109  158  161  197  191  140  218   38   15    7  189  171   75  143   47  160   12   58  215  178   89  130  191   38  248   44  219   72  111 | 9062
  241  204    8    0  252   91  132  248   70   20  250    3  206  228   71   19  142  163   26  221  215   83  145  150  151  221   68   61  103  117   59   42   80  186  231  106    9  136  118  144  163   90  249  193   19   94  187  120   62   93  188  242   65   58    9  140   14  191  103   34   27  183  167  115 | 7826
   69    4  232  142   92   59  183   23   70    9   99   80  143  210   92   87  201  204   17   94  153  113   67  244   15  225  157  235  227  251  193  114  251  137   61  183   91  149  234   31   96  144   14    8  138   10   65  157  239   99  117   69  101   92  237  130  119   15  149  116  158  206  158  246 | 8124
  121   15   18   33  163  229  119  102   57   36  181   93  132   73  182  186  205  152  171  223  114  126  242  141  215  155  113  125  152  196   32  104  230  188  167  135  109  196  185    7  177  135   86  174  219  176  180   11  168  224  116  141  190   15   47  189  130  164  159  250  170   96  243  185 | 9068
  210  150   99  179  244   55   59  166  203  193  133   22  112  151   87   77  172  178   36  230   91  165   40  189  139   74  173   93  102  233  129   77  122    1  236   11  219  200  233  160   47  221  192   53   78  239   83    8  182  128   57  194   87  202  192  231  210  245   32  234   59   78  231  233 | 8959
   14   60   60   31  148  169   74   53  180  173  200    1   81  155  107  251   29  181  238   77  160  155  239  241    5  142   74  254  153    2  233  164  247  225  185   54  195  205  179  188  227  129  245  150  200  211  230  143  110  184  214   15  236  107  115  155  169  191   31   99   25  215  239  210 | 9432
   31   96   69  224  168    9  125  205  125  234  142  255   32  128    5   65   63  227  109  254  157   89  143   95   30   45   13  155  165  228  242  246   51  128   93  125  131   52   62  111    2  118   28    7  134  153  123   17  233  137  178  141  170  248  185   31  167  190  207   47  152   89  123  170 | 7977
  239  220   39  212  250   62  251   70   57  110  196    8  143  131  225  242   87  236  187  182  130  225   84  207  110  206   71  250  234  102  145  146   92   96  141  151  127   87   98  198  178  147  152  182  223  108   43   53  199   65   74   10  243   94  100   39  139  117   80  126   83   18  179   73 | 8772
   29  198   80  249  182    4  252   87   78  224  241  238  204  175   33  247  145  170  102  192   17  252   71   81   10  189  150   42  114   29  208   76  179   26   33   57  219   70  103  141  197   67  197  135    7   41  212  148  237   55  237  194   26   50  103  149  241  232  109  172  241  221   55  238 | 8761
  192   47  180   47   41  176  137   81   45   93  251   29   62  159   18   14  189  226   47  186   94  249  243    7   69  167  164   65  176   29  147   62   81   36  215  220   61  138  199   15  125   66  193  221  201   24  224  129   74  142  127   36   36  111  148   56   19   95   94  254  228  248  223  252 | 7983
   34  225  138  247  130  236   58  229   22   52  227   89   71   61  233  139   19    5  205   85  144  112   35  222  114   95  231   33   67  187   88  133  229  146   16  123  143  225  233  209   72   97   34   80   76  180  254  191  142  245   56  144  137   57   95  138  139   38  137   96   38  190  123  189 | 8238
  135   37   13   52  148  125  249  223  216  165  135  128    2  130  130   20  241  239  169   16  159    0  162   80  160  153   98   52  178   73  243    5  118  206  146   79  187    1  232   88  134   67  187  114  210  101  231   76  244  100  101   23  241  153  153  118   16   74   60   42  253  105  148   32 | 7976
  231  125   60  232  147  250  191  235  145  167   95   73    6   54   33  104  155  166  164  253   21   14  251   37   93  174   98   46   50  217   80   39   30   97   69  149  112   90   76  227   65   32   93  144  117   67   28   21  250  226   38   60  250   65   56   18   55   94  118  219  185  212   44  118 | 7431
  177  102  155  248  213  151   85   80  106  162   66    5   35  177   51   26  251   31  206  127  209  135   57   49  120   88   68  203   94  253   53  153  207  175  248   75  220  206  207   51  244  130  147  109  235  214  166  194   38   62   49  178  242   73   14   97   52   55  158  222  116   54  122   58 | 8354
  137   26  243  235  148  219   20  178   93   50   33   93   35  154   15   81   99  246   49   11  193  160  168   24  185  118   46  144  253  133  255   15   19  182   29  238  113  123   27   66   71    5  101   10   67  212  215  109  196  211  143   30  152  242  143   20  153  173   76   68  209  233  177  201 | 7873
   12   75   16  168  170  102  168  212  243  230  204   21  139  167  176  140   72   52  134  230  167  148  149    8  171  203  212  143  194   65   99    1  198  208  138   62  164  115  137    8  209   27   24   92  168  227    8  101  165   72   93  214  224   99  144   73   22   91  255  137  193   36  187   39 | 8221
  138  235  130   54   85  175  201   86    0    0  173  199   90   94  126   92    9   13  254  231  215  102   12  126   85  187   53   29    7  194   47  110  221  114   59  254  172  129  229   61  215  200  236   21   29   87   91  241  226   79  141  162  174  106    4   76   59   96  229   83   58  190  248  188 | 8030
  203  227   94  128  244  197    3  115  104   55  138  170  202  210    6   42  167  162  252   53  247  160  152    5  252   15   93  159  147   20    9  151   37  235   13  174   64  232   41   19   11   98  224   95   66  245  122    9  153  100  164  123  155   60  193   86   50   30  154   47    1  237    4   21 | 7445
  205  218  253   17  201   12  112  199  223  113   70   77   15  104  189  243  141  188  217   11  191   19    7  243  228  178   36   61   85  134   49  198  253   40  133   84   92   32   63  251   81   85  107  157   14  177   87   31  176  145  127   73  174   55   59   75  137  251  226   86   99    7  113  166 | 7893
  134  240  188  213  185    1  123    8  164  140  162   86   21  147  196    8   75  145  161  114  186  151   39   45   16  115  239  173   41  101   59    9   29  112  138   50  253  153  195   98  118  222   67   43  149  109  237  215  144   41    9  170   37  158   72  127  231   30  113  104  247   63  137  136 | 7692
  158  130  190  217    8  249  160  202   70   24  248   72   69  150  160  210   87  132  212    7    5  206  131  229  255  197  111  236  146  188  215  242   83   35   39  145  226  124  191  117  250  205   26   32  197  188    0  203  235  138    8  168   45   94  220  115  213   52  166   47   94  106   16   55 | 8749
   55  232  168   12   32  223   41   63   99   22    1   60   66   66    0  141  205  223   40  183   15  221   42   90  113  124   96    1  128   24  140   89   66  129   77  118   77  102  113  218  200   72   94   10   35  158  217   74  121  223  209  129  166  201  207  149  119   44   74   94    6  186    0   86 | 6789
  169   52   99  255   76  245  243  247  102  188  144  167  168  183  124   11   47  156   70  127   89   51  106  151   35  146   75  187   12   67  121   27   38   96  143  107  194   47    3  120  250  133  250  177  147   68   12   26  183  221   15  101  226   89  148  254   83  247   87   83  227  131   77  110 | 8033
   63  245  223  161  121  149   41  157   72   51   87   20  206   39   83  116   39   29  138   47   54   69  144   55  142  225   71  116   56    7   22  220  141  246  230   57  199  163   81   49  154  143   19  215   16  206   54   52  170  133  131   51  103  110    3   55   10   76  175  210   56  245  163  171 | 7155
  254  244  205    7  246  239    7  186   81   88  160  235  132  144   45    4   68  239  200   41  142   81  171   32  174  234  179  207  180  237  243  195   31  144  111  172  165   71  169  166   95    4  204  247  112   11  185  136  155  226  192   61  172   18   18  246   28   99  225  203   77  226   38  161 | 9068
   96  246  102   35   52  205  155  118  215  123   22   42  215  129  218  206  186  142    3   30  151   26   73   71  184  143    0  118  150  253  119   62   90   90   42   79   38   23  133  243  109  214    5    5   35   57  131  186  219  204  238    6  217  179  152  221  170  184  235   23   57  121   49    6 | 7651
   21  122   34  138  136   77  129   85  254   29  126   43  203  216   18  119   39   28   56  209  156  171   57  107  228  213  102  223   33  128  163  190   79   24  189   49   87   70   84  116   23    8   25   46  246  197  198  228  129  164  137    2  139  234   11   60   46  202  244   54  155   10   25  120 | 7254
  194  124  131   51  231  167  166  246  121  182  120   95   33  130   53  253   74   43   19  215  186   23   74  221   37  165  172    8  129  188  208  124  104  236   49  160   71  255   51  127  161  114  158  153  203   13  193   84   41   25   34   85  142   52   67  208   70  220   16   19   92  196  236   58 | 7876
  196   50  204   53  169  231    6  218   74  110   67   17   19   60   13  114  205  118  184   86  160   57   12   55  239  139  228   56  141  184  110   52   37   18  181  236  200   34  174   43  249  128   41   36   99   28  119   79  183  228   30  150  163  182   55  131  105  179    2  196  112  116   45  242 | 7448
  239  206  196  137   74  181  112   27  126  226  119   38   21   80  138  187  254  162  125  196   78  112  141   34  240  119   47  193  133  248  198  233  221  160   89   40   45    9  131    9  125  239   10   42   23  110  119  206   21  135  117  141   61  253  191   45  177   89  245   68  149   71  154  110 | 8225
   75   60  119  201   38   11   65   51  243  226  205  218  149   91  134   85  145    2  174  170  217  102   30   22  216  123  118  187  214   66  187  161  122   74  212  228   12   68   96  233  187  145   13   61  155  172  148   64  241   20  117  242   63  190   82   83  147  218   67   59   19  138  232   95 | 8108
  215  229  246  240   60  254   39  184   21   48  212  134  189    5  130   17   97   82   74   98   37  201   14   20   21  141   49  203  211   89  132   42   64   29   65  246  254   90  164  152   45   11   58  231  189  114  174   73  131  228  127   48  192  147  201  232  163    4   49  184  125  103  134   29 | 7790
   73  109   21   27  237  120  225   28  158   68  189   90   47  201  103  214   48  124  197  215  170   16  111  111  146   70   36  221  126  193  116  213  134   65  222   49   92  139   28  159  251  148  151  110   36    8  105  130   69   93  201   35  201  190   28    9   84   44  178  244  112  171   88  100 | 7697
  205  113   46   70  189  252  252  113   85    6   19   29  201  176   73   96  100   82  198   67   51   59  207  132  120  163   31  230   63  125  181   58  125  189  207   46    5  139  199    7  189  184  228  144   19   38  244   58  188  176   29  214   22  233   36  197  182  231   34   19   81  127  126   22 | 7730
  197   76  220   18   18  100  151   37  209  148  123  244   99   16   32    0  204   82  234  246  157  141    1  125  239  195  189  165  171  205   10  244  233   46  217    2   21   71  148   19   57   20   94   68   40  179  197   53   47  153  154   72  212  230   89  212   57  206   14  222   20   45   13  250 | 7757
  137  211  195  126  243  160   34  195   54  253  122   26  141   81  144   92   91  104  129   12  148   83  214   21  222  169   40   99   64  243  141  102  229  144   41    8  175  165   33    6   34   28  126  123   25  135   91  106  109   33  113   40   99  108  149   95  105   62  234  139  243  220  213  125 | 7652
   39   23   70  172  204  120   28  179  248    5   47  165   85  170  163   48  235  168   79   55   92  162  221   80  168  251  212  177   39  239  112  119  164  248   15  152  182   64  128  222  218  211  188  222  118   39  253  201  139   90  170  150   20  219  210  184  179   22  219  121   52   85   28  111 | 8799
   37   34   80  159   40   75  212  251  151  227   22   65    0  224  140   12  252   18   78  118  133   20   42   66  240  195   66   41  243   64  191   82   44   89  190  207  144   42  238   23   49  146   72  143  109  137  121  245  166   34  223  228  237  250  232   35   31  122  110  238  231  191   97  200 | 8202
   61  188   15  251  118  208   41  254   99    0  199  248  208    8  103   22  118   83  107  221  183  139   13  202   88   45  191   48   97  165   29   41   29   62   15   73  228  174  156  108   38  197  208  237  129  209  232    6  159  226    1   85   99  182   82  141   23  143   96  219  167   97   28  100 | 7742
   33   39  182  196  200  212   76   60   57  185  183  235  190   70  247  203  100  129   71   78  104  242  217   86   62   73   36  179   24  221  134  242  107  144   62  228   93   13  105  148  165  169   64   75   84   19  105   75  221   80   17  221   30  228  234   83   32   63   87  154   87   95  124  195 | 7973
   55  224   58   33  145  253  126   19   69   30  246   18   65  141  103  186  187  222  247   63  162  248  160  161  128  202  151  231  106   99   13   42   31   80  172  127  104   63  167    1   73   18  126  185   95   18  227    7   15   42  233  226  187    1  170  254  158  248  168  174  231  126   42  205 | 8167
   95   97   23   26  101  134  205  124  192  180  240    2    7   97   12   74   19  153  198  118  194  214  245  115   57  199   75   14   19   54  158  146   28   95  157  186  242  182  214  166   28   35   44  191  183    0  199   50  234  252  244  249  135  241  109    5  149  104   18  131   15  227    5  141 | 7846
  172  220   12   89  190    4  220  209  181   48   48  167  186  147   34  116  107  137  242  201   54   12  170   97  131  121   60   48  249  143  191  239  217   52  251  183   44   22  102  176   84   22  107   30  203   62  205   58  231  220  242  172   64  191  174  140  101   67  131   47   19  209  230  244 | 8545
   40    2  220  230  181   32  155  133  184   62   25    7  190    4  141  139  235  243  108  226   62   31  147  142   54  252  246  222  236  172   74  207   34  165   19  217   75    0  121   77   24  247  149  145   35   31  181  193    9   44  183   50  217   92   71   36  142    0  209   48  129  107   94  153 | 7699
  148  188   14  238  198   94   11  237  175   57  175    2  240  100  154  243  158   69  157  250  173   93   66  105  169   18   80  245  103  132   54   64  219  162   88  131   67  200  159  100   60   99    3  138   35  160   10   97  150   89  238   56   53   98   53  138  110  153  131   47  240  114  118  118 | 7844
   38  240  175  126  144  213  254  247  141  244   79   15  106  244  191  231   53  219   29  156  169  156  203  112  113  221   43   89   79  147   79  155  191  247   30  220  140   60  156   92    1   78  200  248  200   51  219  103  220  154  210  151  235  210   83  108  255   73  137  189  194    7  110  173 | 9456
   76   63   15   66  147  247  213  240   18  113  114    0   62   66   88   55  203  186  126  101  105  248  130  235   31  165   56  185  179  144  250   57   29    9   97  137  224   95   31  218  216  188  116    1  106  116  130  148  238  180  245   30    3  212   29   33  156   83    1   20  227  108  129   68 | 7607
  105  198  129   75  244   75   66   66  144  168  112  193   56  236  106    9  157   83    1  194  245  148  187  180    6  146  177   74  140   52  245   61  156  154  126  115  251   45  140  124   32  135  213  195  123  243   96  226  102  180  252   73  185  118  111  112  189  184  243  217  138  190  159  230 | 9135
  151  219   30  202   54   49    9   53  163   67   58   20  159   95  101  151  209   66   96  177  235   92  138  239  244  114   31  142  126  246   22   74  248  136  248  131   92   89  181  162  230   26  178   24   71  236  161   61   38  181   97   10   56  112   70   76  185    1   22  216  248  190   52  164 | 7824
  100  209  132  207    2  158  186  174  247   95   32   88  246  153  221  241   50   15  133  132   57  192  132  205  248  118   21   15  152  204   11   78  197  139   54   99    3   12  156   39  165   53  145   82  180   10  245   72   18  155   51  128   96  222  125  149  132  246  140  199   55  136  224  178 | 8159
  152  182  147   13  225  224  121  238    7   78  141   67  183  229   80  188  242  236   80  154  222  123  125   79   29  241  244   30   16  236   26   55   44  246   68   62   50  167   53   35    6  169  115  252    4   43   87   26  216  216  210  189  131    7  147  219  114  101  164    7  222   92   62   45 | 7982
  238   20   49  154    0   92  184   85  220   83  200  166   25  158  230  242  104  120   87   40  173   77   75    0   45   25  167  154   10  138  226  189  171  120  145  130   48  131   34  172  161   30  149  154  145   24  201    1  171   38  183  132   37   21   99   23  243  223  150   96  203   84  162  213 | 7670

macierz odwrotna - deblur 64x64 (x det=49):
 318106 322838 318633 321050 322276 314240 312023 306323 300405 295230 286417 280990 283138 287303 292893 296677 304021 311706 317120 316901 311809 302347 289589 278788 270166 261399 259940 259521 264203 276090 285091 293919 300868 300915 306248 309540 309326 307487 305121 306026 308932 306378 304244 303471 305563 306506 304556 303870 304387 302215 299045 293331 289473 287911 288000 292787 304038 312113 320532 329057 341243 351014 352290 348337 | 1.9366e+07
 311978 316804 312703 314748 316093 309261 308259 303948 299149 295121 287345 282233 284107 288406 293666 297379 304336 311880 317421 317219 311925 303094 290802 280727 272329 263584 262244 261834 265758 276919 285032 293283 299863 299368 304129 307108 307050 305771 303774 304988 308869 307236 306018 305296 307301 308903 307470 306669 307269 305104 302298 296508 291777 289690 289314 293070 303021 310117 317855 325729 336932 345837 346827 343133 | 1.93339e+07
 309506 314290 310869 312134 312730 306779 305947 302153 297651 294013 287460 283687 285908 290936 296619 300578 307177 314410 319330 318940 313525 305622 294542 285567 277434 268891 267198 266362 268404 277457 283971 291023 296778 296111 300317 303490 304255 303956 302981 305495 310238 309761 309894 309967 312395 315306 314529 314853 316744 315033 312433 306814 300948 298032 296206 297594 305399 311118 317685 324576 334080 341615 342604 339459 | 1.94418e+07
 303961 308556 305849 306285 305968 301356 301044 298653 295783 294189 290616 290048 293599 299631 305063 307934 312641 317861 320457 319008 313545 307255 298677 292119 285460 278329 276598 275304 275562 282353 287004 292985 298250 298497 303075 306820 308442 308942 308361 310946 315117 314268 314533 314389 316583 320335 320502 321851 325344 324470 322618 317879 311661 308183 305678 305032 310719 314771 319350 323792 330165 334716 334447 331357 | 1.96448e+07
 296312 300731 298979 298732 297942 295258 295718 295343 294404 295245 295121 297728 302635 309816 314649 316450 318883 321505 321458 318616 312984 308423 302605 298802 294326 289139 287694 286185 284893 289032 291628 295849 300121 300771 304898 308209 310282 311124 310667 313055 316626 315938 317240 317460 320102 325339 327103 330202 335440 335352 334161 330176 323739 319563 315983 313186 316353 318403 320564 321789 324521 325652 323603 320493 | 1.98352e+07
 290952 295486 295335 295321 295014 294684 295820 296900 296660 298420 300456 304841 309874 317858 322452 324154 325318 326036 324080 320607 314673 311067 306897 304694 301237 296867 294875 292796 289869 291535 292458 295391 299089 299778 302956 305483 307671 308461 307395 309015 312345 312341 315159 316048 319480 327132 331187 336196 343323 344320 344308 341226 334593 329945 325584 321019 321666 321778 322150 320844 320758 319359 316003 313357 | 1.99726e+07
 285414 289657 290248 290630 291420 293245 295606 298429 299373 302573 306691 312109 317299 325349 329516 331266 331289 329972 325882 320970 314356 310859 307524 306704 304778 302557 301357 300000 297016 297219 296752 298372 300813 300963 302642 303877 305970 306727 304675 305093 308024 308435 312140 313049 316799 326514 332476 338392 346647 348500 349722 347386 340682 336348 332160 326632 325303 323948 323052 320006 317673 314487 310304 308248 | 2.00621e+07
 285213 288844 289980 290914 292736 295551 298227 302208 303762 307422 312949 318969 324275 331581 334533 335610 334390 330610 324137 318237 311986 308867 306963 307723 308247 308884 308535 308002 305970 305507 304559 305195 306472 306422 306503 306207 307481 307232 303085 301357 302437 302208 305480 305813 309294 320674 328461 335848 345675 348940 351470 350480 344329 340534 336235 329606 326574 324197 322006 317501 313512 309376 304935 303317 | 2.01342e+07
 289394 292250 293872 295421 298022 300937 302780 306400 307391 310644 316965 323459 329278 336167 338846 340196 338680 333327 324959 318338 312507 309339 308365 310259 312410 315677 316141 316495 315679 314701 312823 312487 312404 312035 310653 308767 308975 308021 302189 298462 297461 296481 299337 299482 302896 315186 324159 332409 342767 346613 349846 349624 344389 341375 337851 331765 328555 326322 324390 319866 316034 312300 308161 307336 | 2.02703e+07
 289461 291583 293227 295384 299072 302250 303843 307970 309454 313516 321281 328381 335156 342353 345092 346825 345120 338456 329085 322098 316602 313074 312622 315369 318943 323734 324589 325490 326074 325045 322461 321303 320771 319905 317014 313416 312144 310117 302485 295846 293252 291527 293546 292811 295564 307594 317335 324887 334371 338062 341690 341938 337960 335910 333993 329868 327487 326271 325357 321217 317966 314836 310701 310510 | 2.03613e+07
 297158 297946 298541 300253 304038 305953 306441 310214 311397 315085 322757 328636 335627 342566 345396 348265 347543 341089 332750 326411 321443 317446 316585 319471 323820 328999 330040 331551 333388 332379 328706 326125 324896 322804 318077 313088 311127 309059 301136 293071 290001 288704 290328 288965 291147 302604 312325 319292 327388 330762 334360 335242 332352 331594 330803 328592 327092 327154 326845 323808 321548 319716 316351 316661 | 2.04349e+07
 304243 303916 303625 305404 309488 309798 309077 311674 312221 314896 321439 325728 332877 339623 343361 347699 348778 344148 337706 332732 328418 323878 322075 324386 327850 332566 333353 335442 338303 338064 334094 331702 330984 328738 323540 318691 316854 315401 307581 298227 294507 292637 292355 289212 289738 299364 308103 313288 319603 322798 326452 327771 325588 325787 326146 325662 325248 326947 328091 327771 328005 329010 327857 329092 | 2.05696e+07
 304931 303676 302401 304311 308730 307574 306450 308609 309441 311921 317720 321099 328839 335428 339935 345335 348013 345460 340567 336660 332956 328170 325954 327918 330860 336162 337637 340985 345335 345814 341710 339113 337777 334954 328920 323620 321561 320264 312949 303514 299370 296839 295042 290863 290486 298115 305174 308704 313972 316883 320265 321646 320119 321259 322296 322488 323085 326053 328342 330510 332852 336367 337628 339521 | 2.06412e+07
 303690 302102 300566 303044 308114 305931 304228 305668 306158 308030 312720 314964 322751 329575 334596 340899 345106 345176 342567 340786 337894 333867 331955 333628 335305 339847 340816 344540 349235 349889 345697 343202 341933 338964 332733 327085 324680 323527 317221 308304 304249 301374 299083 294676 293610 298867 304247 306364 310635 312885 315611 316944 316127 317185 318216 318493 319825 323675 326804 330998 335567 341290 344822 347206 | 2.06757e+07
 298925 297664 296428 299813 305541 303382 302135 303075 303629 305686 309565 311425 319336 326742 332720 340213 345354 347708 346620 345863 342607 338842 336249 337179 337234 341188 342492 346989 351576 352186 348080 345552 344075 340222 333802 328334 326278 325192 320314 312256 308972 305965 303559 299255 298410 301740 305823 306713 310366 311794 314045 315160 315246 316715 318664 319713 322415 327195 331513 337624 343848 350833 356021 358853 | 2.07729e+07
 294160 293105 291848 296169 302951 301266 300827 301966 303014 305597 308487 309222 316481 324113 330448 338783 344863 349387 350083 350465 346751 343121 339358 338248 336152 338462 338954 343111 347063 347534 344578 342609 341791 338267 333013 328433 327582 326973 323963 317483 315718 312948 310939 306807 305917 307281 309725 308821 311519 311896 313244 314109 314699 316497 319102 320630 324531 330403 335503 343328 350540 358319 364965 367836 | 2.0832e+07
 295561 295017 293613 298384 305401 303595 303535 304243 304720 306825 307692 306440 311995 318656 324279 332681 338888 345290 347508 348894 345110 341947 337178 334621 330654 332182 332643 336684 340168 340839 339189 337956 337287 334214 330427 327103 327799 327811 326448 321731 320656 317892 316169 312238 311596 312002 313465 312083 314555 314327 315120 315771 316416 318093 320440 321466 325670 331577 336696 345505 353554 362249 370198 373132 | 2.08261e+07
 288439 289310 289152 295714 304437 304511 306063 306913 307087 309058 308458 305871 309748 315579 320811 329060 335163 342825 345502 347056 342949 339846 334523 330353 324777 326057 326700 330928 334292 335219 335651 335315 334758 332233 329336 326522 327664 327168 326910 323444 323091 320518 319890 317136 317533 317233 318540 316632 318868 317334 316755 315694 315673 315606 316929 316862 321114 327023 332964 342593 352177 362077 371079 374296 | 2.0753e+07
 289331 291250 291715 299184 308439 309688 312074 312527 311465 312569 310226 306256 307821 312353 316646 324501 330445 338257 340779 342302 337648 334313 328566 323058 317104 318419 318969 322782 325791 326544 327887 326941 325442 323060 320785 318157 319094 318022 318870 316848 316984 314709 315639 314931 316821 316576 318382 317167 320187 317516 315472 313177 312807 311484 312214 311410 316178 322514 329234 338888 348836 358458 367280 370458 | 2.05334e+07
 297853 300125 300669 308035 316751 317873 319213 317851 314708 314290 310251 304753 304830 308904 312954 320882 326909 334406 337108 338337 333363 329962 323753 317284 311309 311986 312006 314690 316782 317267 319216 318213 317336 316020 315602 314278 316181 315791 318112 316997 317774 315823 317916 318183 320087 318857 320560 318767 320516 315681 311380 307427 306048 302946 303193 302737 308261 315582 323593 333956 344637 354149 362746 366064 | 2.03897e+07
 304593 307140 308367 315558 323457 324915 325194 322517 317321 314679 308684 301767 299889 302952 306189 314028 320528 327469 330064 330979 326265 322736 316007 308460 303182 303716 303709 305490 307314 308081 310929 309804 309679 309409 310427 310147 312524 312098 314670 313308 314131 312456 315495 317023 320077 319874 322868 321421 322643 316466 310314 304590 301627 296972 296811 297030 303407 312094 321838 333357 345230 355273 363639 367294 | 2.02162e+07
 309688 312202 314380 321796 329580 331372 330038 326142 318793 313061 304428 295011 291015 293282 295975 303645 311517 318751 322612 324268 320652 317302 311156 303119 298800 298615 297789 298324 299948 300708 303805 302531 303700 305094 307440 307593 309673 309109 311523 309537 309980 308466 312426 315541 319583 320078 323842 322605 323239 316051 307702 300080 295583 289017 287485 287224 293466 303156 314119 326312 339255 350026 358578 362554 | 1.99703e+07
 315040 317932 321044 328582 335816 337540 334681 329243 319529 310831 299872 288594 282949 284506 287059 294264 302483 309500 314319 316353 313557 309868 304417 297354 294524 294091 293248 293707 295903 297378 300406 299131 301569 304122 306876 307508 309089 307877 309330 305936 305109 303063 306834 310589 315643 317491 322850 323270 324489 317135 307650 298691 292858 283913 280058 278515 283909 293433 304538 316067 329463 340561 348734 352830 | 1.97337e+07
 318228 320751 324537 332399 339483 341166 336885 330413 319302 308114 295501 283275 276884 278310 281059 288512 298332 305407 310955 313177 310735 306474 301248 293833 291961 290564 288850 289128 291576 293241 296202 294878 298558 302213 304844 305385 306178 304206 304628 300286 299036 296986 301203 305646 311597 314371 320607 321947 323832 316357 306257 296373 289836 279168 273613 270902 275602 284972 295991 306527 319861 330637 338031 341883 | 1.94989e+07
 329982 331438 334423 340607 345380 344732 337522 329303 316405 302923 289057 276398 270154 272122 275387 283479 294448 301715 308330 311037 308964 304263 298873 291772 290503 287846 285127 284902 287221 289154 291344 290385 295070 299493 302282 303081 303317 301145 300000 294989 292972 290370 294088 298434 304452 308429 315002 317492 320304 313471 303613 294027 287377 276469 270155 267089 271686 281271 292194 301720 314157 324075 330585 334200 | 1.93082e+07
 336836 337259 339101 343027 345301 342125 332589 323476 310385 296196 282628 270517 265629 268523 272419 280660 292016 299316 306858 309618 308319 303504 298051 291533 290638 286911 283846 283371 285633 287802 289851 290013 296326 301449 304374 305661 306178 303770 300913 294925 292796 290326 293594 297219 303241 308371 314854 317212 319327 312537 303192 293819 286864 275929 269112 265967 270287 279216 289363 297736 309230 318477 324422 327697 | 1.92283e+07
 339676 339758 341044 343085 343546 339294 329025 320140 307382 293291 280555 269252 265005 268011 271735 279468 290251 297488 305570 308561 308219 303894 299118 293736 293315 289007 285582 284687 286132 287676 288980 288947 295092 299871 302014 303647 303946 300700 296213 289747 287264 284801 287396 290828 297745 304914 311937 315533 318798 313129 305109 296538 289879 279619 272414 268470 272176 279820 288495 294753 304860 313174 318145 320890 | 1.91493e+07
 342666 342396 342132 341870 340477 334739 324172 315355 303431 290620 279649 269546 266683 270456 274896 282522 292451 299437 307921 310723 310446 306053 301195 296691 295857 290547 286402 284781 285096 285909 286410 286766 292927 297684 299956 302698 303856 300925 295974 289929 287373 284496 285667 287726 293989 301422 307788 311860 315952 311582 305329 297995 292035 282569 274974 269834 271986 277124 283230 286176 293374 299373 302617 304579 | 1.90613e+07
 351401 350500 347946 344217 339615 331710 320268 310822 299194 287815 279052 271028 269524 273755 278485 285885 294458 300763 308455 310358 309613 305042 299521 295500 293605 287562 282833 280585 279655 280193 280379 281453 287292 292221 295234 299986 302961 301227 296869 292394 290453 287470 287223 287289 292173 299263 304691 308728 313184 309873 305562 299933 294910 286504 279193 273857 274789 277597 281052 280857 285439 289275 290328 291470 | 1.89905e+07
 359553 357905 353393 346379 338642 328454 315981 306187 294832 284396 277417 271393 271536 276083 280435 287423 295042 300602 307013 307843 307131 303580 298433 294800 292414 286417 281304 278196 275587 274863 274730 276221 281176 286115 289577 295325 299523 298602 294601 291934 290838 288034 287155 286420 290221 296752 300527 303573 308031 305601 302471 298207 294225 287755 281850 276966 277090 278322 279945 277459 279583 281255 280331 280857 | 1.88745e+07
 367459 365544 359500 349235 338510 326549 313207 302776 291183 281463 275889 271182 272110 276614 280510 286534 292326 297036 302116 302304 302039 300045 296282 294686 293036 288690 284287 280805 277052 275515 274826 275947 279283 283761 287930 294557 299710 299495 296449 295275 294416 291022 289024 287639 290334 295962 298657 301187 305376 303691 300921 297575 294379 289498 285050 281466 281350 282019 282897 279211 279499 279471 277082 277464 | 1.88769e+07
 368295 366594 360096 348300 336271 324250 311174 300753 289474 280639 276269 272702 273742 277486 280215 284555 288526 291829 294916 294280 294445 294234 292233 292408 292307 290325 286905 283510 278828 276355 275133 275004 276626 280913 285734 293500 300024 300712 299379 299453 298818 295075 292010 290075 292280 297030 299411 301866 306095 305542 303381 300593 298117 294236 290512 287533 286186 285197 284514 278980 277320 275590 271390 271372 | 1.88715e+07
 364044 362967 357287 345625 333910 323283 311211 301350 289970 281437 277618 274592 275068 277601 278639 281640 284022 286032 287618 286955 287768 289847 290009 292246 294046 294317 291404 288307 282848 279570 277583 275630 274601 277962 282480 289985 296269 297110 297222 298993 298540 294418 291137 289941 292587 296836 299273 302649 308051 309001 306827 304001 302406 299167 295441 292410 289413 287343 285327 277418 273564 270023 263699 263338 | 1.88319e+07
 359874 359164 354020 343122 332176 322404 311053 301669 290100 281432 277192 274030 273582 274832 274409 276401 277762 278853 279029 278643 279700 282641 283761 287041 290081 292253 289723 287433 282832 280213 278503 276131 273793 277083 281394 287869 293438 294542 295658 298577 298373 294342 291475 290898 293375 296565 298968 302338 307788 309807 307513 304777 304223 301196 297543 295163 291004 288766 286061 276990 272193 268009 260441 259882 | 1.87301e+07
 358403 357828 353737 344267 334588 325764 314753 305882 293871 284402 278848 274643 272790 272167 269796 270281 270362 270502 269696 269708 271672 275772 278763 283989 289353 293921 292328 290908 287211 285034 283101 279492 275422 278052 281685 286734 290808 291372 292964 296366 296224 292239 289956 290491 293154 295323 297840 301247 306412 308735 305544 302901 303573 300977 297781 296885 293050 292354 290168 281427 276987 273173 265280 264781 | 1.87137e+07
 356072 355345 351624 343043 334332 325712 314712 306231 294144 284392 278128 273111 270845 269658 266747 266904 266517 265874 264826 265493 268210 273024 277494 284602 293033 300140 300029 300154 298120 296584 294168 288722 282563 283297 284607 286665 287740 286577 287350 289797 289171 285449 283728 285938 289791 292332 296049 300324 305398 308189 304302 301059 302181 299814 296516 296567 293306 294030 292978 284870 280690 277435 269794 269494 | 1.8716e+07
 349738 348692 345551 338468 331605 324487 314652 307541 296893 287925 281649 276000 272780 271029 267872 267696 266799 265341 264326 265856 268776 273197 278110 286747 298082 307319 308774 310473 310298 309815 306376 298082 289341 287620 286779 286439 284692 282305 283362 285309 284454 280959 279584 283032 288116 290939 296266 301829 307004 310309 306503 303259 304924 302386 298530 298951 295870 297022 295725 287435 283125 280150 272608 272041 | 1.88078e+07
 342737 341507 339081 333510 328185 322399 313708 307727 298380 290151 284022 277960 274075 271837 268685 268461 267024 264353 263396 265484 268075 271446 275791 284984 298111 308085 310302 313248 314565 315047 311039 301182 291330 288074 285700 283917 280023 276578 277411 278756 277857 274828 273666 278423 285040 288614 295216 301890 307593 311818 308778 306072 308505 306177 301700 301410 297812 297985 294999 285688 280650 277556 270121 268750 | 1.87575e+07
 336350 334782 332920 328839 325271 320521 312701 307656 299376 291630 285409 278267 273626 271434 268812 269327 267970 265219 265618 268791 270952 273147 276599 285945 299781 309712 312602 316653 319558 321237 317330 307063 296510 291601 287912 284213 277908 273003 272867 273573 272882 270057 269314 274895 282006 285553 292276 298858 304205 308299 305443 303173 305994 303969 299217 298721 295737 296384 293414 285118 280697 278619 272621 271146 | 1.87213e+07
 337490 335058 332856 329219 326284 321437 313082 307521 299484 291890 285333 277187 272157 270608 269373 270837 269911 267288 268518 271638 272587 272822 275132 283954 297907 307701 311709 317194 321994 324967 321534 311517 301455 295818 291560 287104 279834 274812 274336 274020 273489 270368 268805 273368 278789 281305 287646 293259 298086 302331 300729 300389 303667 302220 297725 297370 295226 295738 292143 285496 282247 281645 277305 275384 | 1.87299e+07
 337846 334342 331728 327539 324239 319443 310731 304747 297605 290403 284425 276189 271404 270766 271143 273657 273876 271529 274033 276915 276879 276092 277741 286273 300705 310250 315656 322375 328048 331303 327387 316642 306274 298840 293667 288174 279868 274259 273243 271810 271499 267869 265637 269793 274746 277546 284348 290315 295929 301140 301059 302340 305605 304892 300111 298851 296436 295872 291358 285397 281627 281098 277901 275964 | 1.87754e+07
 338705 334414 330913 325779 321678 316630 307928 301589 295684 289554 284566 276796 272446 272515 274152 277140 278155 276019 279396 282104 280950 279337 280169 287695 301835 310824 317313 325851 332605 336374 332493 321616 311019 301576 294218 286738 277186 271036 269051 266800 267023 263985 262117 266077 270765 274396 281469 287543 293635 299601 301382 303910 307216 307491 302883 300881 298381 296426 291171 285458 281160 280617 278215 275954 | 1.87986e+07
 332127 328008 325354 321328 318279 314601 307399 302024 297672 292082 287621 280101 275489 274939 276196 278357 279640 277543 281297 283952 282625 281252 282151 288960 302382 310623 317344 326278 332739 336246 332335 321843 311766 302026 294558 287050 278056 272722 270995 268982 269934 267086 265708 268982 272522 275725 282029 287242 293408 299379 302516 306289 309731 310796 306567 303966 300905 297309 290833 285022 279912 278892 276718 274136 | 1.88405e+07
 327813 324395 322738 319751 317466 314414 307631 301924 297122 290712 285832 278179 273577 272891 273965 275777 277753 276021 280041 282619 281254 280614 282129 288415 300999 308495 314912 323916 329941 332994 329428 320164 311567 302388 295024 287492 279380 274723 272631 269958 271349 269099 268471 271124 273548 276589 282733 287522 293761 299951 304216 308764 312248 313910 310035 306997 303339 298880 292738 287673 282309 281101 279525 277475 | 1.88404e+07
 318723 316278 316019 315252 315069 313436 307923 302822 298137 291164 285858 278131 273571 272862 273803 275430 278573 277882 282683 285593 284701 284794 287032 292806 304175 310419 316122 324456 329854 332123 328165 319635 311937 302841 295122 287143 280135 276853 274835 272091 274571 273627 274147 275734 276377 278980 284588 288315 293738 299256 303787 308626 311654 313687 310191 307458 303949 300122 295483 291735 286584 285567 284486 283415 | 1.89005e+07
 312768 311233 312308 313163 314134 313755 309371 304953 300460 293135 287702 280746 276337 274947 275199 275925 279581 279004 283394 286257 286378 287566 290598 295864 306363 311693 316477 323790 328075 329675 325279 317088 310274 301537 293267 285267 279060 276904 275263 272325 275580 276189 277892 279221 278971 281845 287533 290862 296233 301612 306547 312128 314850 317463 314447 311335 307018 302897 298371 294772 289007 287461 286426 286143 | 1.89719e+07
 302752 302424 304869 307332 309746 311107 308672 305926 302499 295623 290796 284793 280521 278668 278406 278635 282938 282608 286998 290503 292107 294427 297676 302341 311709 315834 318997 324069 326196 326441 320951 312674 306056 297462 288882 280860 274993 273060 271300 268221 271895 274110 277448 279519 279983 283784 290065 293507 298926 304308 309616 315215 317954 321235 319410 316413 311525 307802 304698 301484 295125 292615 291726 292965 | 1.90414e+07
 291695 293149 297397 302835 308132 311404 310798 309556 306331 299646 294434 288238 283784 281407 280315 279980 284421 284611 288940 293111 296251 299511 302682 305976 313302 315893 316573 318884 318787 318296 313255 306124 300955 294654 287380 281209 276691 275488 274178 271026 274341 277501 281548 283720 284082 287867 294310 297526 302671 307270 312342 317530 319789 322896 321819 318859 314140 311015 309378 306987 301246 298750 298023 300165 | 1.91211e+07
 277120 280363 286787 295446 303853 309475 311078 311543 308502 301590 296227 290267 285837 283474 282076 282123 287457 288424 292652 297167 301126 304724 307430 309345 314550 315810 314330 313832 311919 310882 306446 300415 296611 293056 288450 284792 281637 281051 280897 277865 280538 283537 287545 290063 290868 294646 301859 305537 311442 316075 320856 325428 326435 328323 326422 321875 315584 311942 310695 308811 303356 301054 300795 304194 | 1.92345e+07
 268950 273593 281267 291794 301985 308928 311968 312891 309335 302261 296551 290623 286505 284647 284113 285427 291739 293824 298162 302666 306375 309135 310806 311252 314281 314510 311434 309094 306244 304730 300686 295343 292042 290028 286809 284352 281416 280476 280615 277113 278991 282076 285994 289193 291006 295470 304254 309156 316144 321407 326239 330405 330426 330822 327978 322046 314903 311582 311474 310897 307026 305949 306889 311621 | 1.92659e+07
 265598 270781 278556 289841 300921 308041 312033 313517 310134 303838 298835 293477 290360 289057 289727 292573 299648 302862 307492 311658 314877 316404 316174 314635 314640 313276 308968 305260 301291 299556 295823 291548 288692 287693 285434 284213 281344 280299 280443 276744 277695 280165 283367 286863 289174 293896 303128 308374 316043 321519 325970 329520 328611 327975 324785 318264 310978 308151 308823 309236 306884 306958 308584 313953 | 1.92752e+07
 267743 273338 280915 292137 303314 309927 314057 315230 311548 305927 301249 296292 294558 294297 296243 300465 307894 312020 316306 319645 321850 322369 320516 316998 314596 312590 307543 303504 298966 297767 295419 292510 290133 290089 288106 287198 282771 280031 279270 274310 273340 274577 277153 281602 285330 290798 301709 308693 318199 324731 329998 333255 331806 329752 325758 318030 310088 306430 307312 308374 307475 308642 311119 316966 | 1.93708e+07
 266991 273266 280730 292425 304471 310673 314974 315507 310681 304723 299459 293871 293413 294732 298591 305360 314457 320692 325717 328659 329709 329120 325938 320879 316309 313632 307769 303228 298116 296444 294619 292400 290156 290993 289797 289369 284487 280751 279440 273748 271198 271183 273178 278190 283565 289892 302416 311049 321773 328886 334583 336299 333795 329562 324301 315942 308002 303710 305187 306865 307707 310036 312800 318504 | 1.94349e+07
 268660 275422 282766 295066 307673 313115 317586 317676 311794 305001 298367 291886 291918 293733 298199 306115 316179 324160 329628 332558 332601 331080 327287 320969 314816 312069 306105 302283 298095 297084 297080 296097 294337 296002 295155 294916 289654 284849 283151 277160 273310 272626 274306 279948 286962 294129 307595 317912 329231 335866 340634 339708 335271 328448 320454 310719 302895 298087 300096 302481 305277 309573 312994 318265 | 1.95251e+07
 275249 281774 287941 299106 310067 313266 317007 316329 309649 302407 295658 290147 291816 294854 300574 309713 320451 329124 334367 336920 335531 332841 328958 322950 316606 314311 309305 307300 304731 304124 304276 303362 301137 301591 299371 297552 291062 285135 282866 277031 273023 272356 274223 280220 288570 296164 309228 319674 330177 335943 339859 336551 331018 323037 314220 304932 298163 293852 297303 300944 305670 311531 315762 320921 | 1.96098e+07
 284074 290307 295531 305306 314269 315226 317613 315816 308275 300724 293726 288935 292074 296190 303016 312838 323453 332451 337678 340332 338461 335316 331570 326349 319924 317322 312195 310967 308631 307598 306850 305574 303242 302597 298730 295926 289096 283061 280538 274929 271365 271496 273515 279207 287713 294913 306764 316317 324815 329194 332336 327683 322354 314646 306727 299755 295624 292886 298002 302699 308672 315103 319443 323911 | 1.96319e+07
 293635 299344 303158 311548 318931 317925 318766 316482 308482 301409 294815 290764 294967 300016 307050 317109 327178 335898 340897 343760 341853 338473 334182 329051 322095 318236 312145 310844 308600 307837 306757 305813 304576 303845 299156 295751 288993 283413 280779 275441 272278 272817 275208 280803 289401 296509 307065 315832 323141 326492 328797 323015 317645 310583 303845 298846 296587 294706 300389 305255 311204 316960 320485 323830 | 1.97217e+07
 297680 303143 306469 314034 320432 319098 319293 316835 309006 302445 296038 292603 296787 302233 308909 318288 327364 335331 339446 342571 340983 337690 333463 328767 322262 318377 311813 310327 308772 308768 308012 307067 306207 305297 300086 295745 288836 283331 281153 276729 274699 276135 279627 285393 294297 301180 310748 318502 324606 326599 328218 321658 316284 309650 303981 300492 300138 299110 305385 310720 316680 321917 325154 327637 | 1.98205e+07
 298618 302951 305360 311668 316737 315169 314813 312743 306131 300584 295506 293265 297206 302606 308860 317342 325323 331776 334864 337848 336571 333023 328610 324546 318946 315360 309346 307791 307111 307821 307004 305642 304688 303216 298193 293521 287446 282913 281689 278972 278489 280331 284281 289380 297722 303864 311210 316606 320770 320909 321147 313701 308231 302669 299124 298138 300646 301839 309365 315769 322299 327377 330304 331883 | 1.97478e+07
 304512 307238 308033 311957 314589 312018 310802 309469 304971 301655 299284 299493 303873 309383 314924 321603 327131 330572 331274 333246 331766 327223 321979 318188 313340 310018 304543 302974 303598 305972 305483 304458 303923 301947 296333 290480 283986 280276 279413 277631 278454 281160 285999 290920 297971 303231 308805 311987 314807 313964 313602 306900 302389 298595 298035 299543 304321 307515 315917 322795 329184 333348 335712 336763 | 1.97115e+07
 309374 310844 310591 312281 312590 309464 307550 306523 303643 302452 302959 305842 311482 317593 323177 328790 331730 331973 330379 330421 328223 322632 316306 313309 309179 305428 300037 298081 299143 302499 300781 299459 299120 296405 290135 282987 275791 273487 273161 271944 274315 277317 282678 287197 292364 296284 300500 301101 303203 302326 302395 297911 295268 293806 297111 301356 308066 312859 321186 328099 333825 336530 338034 338365 | 1.95799e+07
 311557 312150 311586 311953 311208 308677 306771 306310 305021 305671 308349 312746 318671 324738 329871 334295 334814 332395 328862 327194 324508 318055 310393 307453 303498 299308 293703 290874 292012 296379 294102 292850 292776 289920 283516 275658 267994 267005 267187 266276 269746 272947 278820 283321 286951 289986 293883 292999 295338 294928 295617 293516 292536 292722 298755 304548 312292 317906 325298 331586 336275 337509 338021 337519 | 1.94493e+07
 313237 312640 311046 310073 308603 306197 304053 304238 304541 307014 311834 317464 323432 329607 334386 338025 337165 332691 327183 324030 320764 313156 304096 300395 296641 293090 288243 285182 287307 293302 291891 291216 291197 288285 281957 273204 264802 264128 264112 263370 267148 270253 276807 281589 284540 287648 291601 290072 293029 292878 293855 292841 292310 292967 300679 307168 315424 321493 328576 334607 339079 339480 339285 338401 | 1.93855e+07
 309552 308164 306556 305274 303697 302092 300311 300915 302670 305969 311791 318027 323617 329557 334264 337192 335606 330060 323530 319505 315934 307959 298675 294995 292012 289727 286444 284030 287030 294038 293416 292677 291837 288203 281963 272811 264125 263308 263519 263494 267790 270524 277085 281426 283899 286478 289767 287114 289666 288849 289710 288886 288518 289559 298332 305607 315117 322166 329842 336555 341630 342396 342490 341535 | 1.92895e+07

obrazek po operacji:
 379.054 -503.049  379 -503.005 378.997 -503.047 379.052 330.048 -454.044 379.003 -503.006 378.994 -503.045 379.05 281.043 -405.038 379.006 -503.007 378.991 -503.042 379.047 232.037 -356.033 379.009 -503.008 378.989 -503.04 379.045 183.031 -307.027 379.013 -503.01 378.987 -503.037 379.043 134.025 -258.021 379.016 -503.011 378.985 -503.033 379.04 85.0193 -209.016 379.019 -503.014 378.984 -503.03 379.036 36.0134 -160.01 379.023 -503.017 378.983 -503.026 379.033 -12.9923 -111.004 379.026 -503.02 378.983 -503.023 379.03 -61.9983 | 0.020398
 -503.048 1261.08 -1385 1260.94 -1385 1261.07 -552.047 -405.041 1163.08 -1336.01 1260.94 -1384.99 1261.06 -601.046 -307.034 1065.07 -1287.01 1260.94 -1384.98 1261.05 -650.045 -209.027 967.062 -1238.01 1260.95 -1384.97 1261.04 -699.043 -111.019 869.055 -1189.01 1260.95 -1384.97 1261.03 -748.042 -13.0126 771.048 -1140.02 1260.96 -1384.96 1261.02 -797.039 84.9953 673.041 -1091.02 1260.96 -1384.96 1261.01 -846.036 183.003 575.034 -1042.02 1260.97 -1384.96 1261 -895.032 281.01 477.026 -993.026 1260.98 -1384.95 1260.99 -944.029 379.018 | 0.0204439
 378.997 -1385 2142.96 -2266.9 2142.95 -1433.99 476.996 280.997 -1287 2044.96 -2217.9 2142.93 -1482.98 574.995 182.997 -1189 1946.96 -2168.89 2142.92 -1531.98 672.993 84.9974 -1091 1848.96 -2119.89 2142.91 -1580.97 770.992 -13.0024 -993.005 1750.96 -2070.89 2142.9 -1629.96 868.99 -111.002 -895.005 1652.97 -2021.89 2142.89 -1678.95 966.988 -209.003 -797.005 1554.97 -1972.9 2142.89 -1727.94 1064.98 -307.003 -699.005 1456.97 -1923.9 2142.88 -1776.93 1162.98 -405.003 -601.004 1358.98 -1874.91 2142.88 -1825.92 1260.98 -503.004 | 0.0203609
 -503.002 1260.94 -2266.9 3024.93 -2315.89 1358.93 -600.997 -405.006 1162.94 -2168.91 2926.92 -2315.88 1456.93 -698.992 -307.009 1064.94 -2070.91 2828.91 -2315.87 1554.92 -796.988 -209.013 966.948 -1972.91 2730.9 -2315.85 1652.92 -894.983 -111.017 868.952 -1874.92 2632.9 -2315.84 1750.91 -992.978 -13.0208 770.955 -1776.93 2534.89 -2315.83 1848.91 -1090.97 84.9766 672.959 -1678.93 2436.89 -2315.83 1946.9 -1188.97 182.973 574.962 -1580.94 2338.89 -2315.82 2044.9 -1286.96 280.97 476.965 -1482.95 2240.89 -2315.82 2142.89 -1384.95 378.968 | 0.020452
 378.993 -1384.99 2142.94 -2315.89 2240.95 -1482.99 476.991 280.994 -1286.99 2044.94 -2266.89 2240.93 -1531.98 574.989 182.996 -1189 1946.95 -2217.88 2240.92 -1580.97 672.988 84.9963 -1091 1848.95 -2168.88 2240.91 -1629.96 770.985 -13.0028 -992.998 1750.95 -2119.88 2240.9 -1678.95 868.983 -111.001 -894.999 1652.95 -2070.88 2240.89 -1727.94 966.98 -209.001 -797 1554.96 -2021.89 2240.89 -1776.93 1064.98 -307.001 -699 1456.96 -1972.89 2240.88 -1825.92 1162.97 -405.001 -601 1358.96 -1923.9 2240.88 -1874.91 1260.97 -503.001 | 0.0203447
 -503.045 1261.07 -1433.99 1358.93 -1482.99 1359.08 -601.05 -405.039 1163.07 -1385 1358.93 -1482.98 1359.07 -650.049 -307.033 1065.06 -1336 1358.93 -1482.97 1359.06 -699.047 -209.026 967.054 -1287 1358.94 -1482.97 1359.05 -748.044 -111.019 869.047 -1238.01 1358.94 -1482.96 1359.03 -797.042 -13.0133 771.041 -1189.01 1358.95 -1482.96 1359.02 -846.038 84.9937 673.035 -1140.01 1358.96 -1482.95 1359.01 -895.034 183.001 575.028 -1091.02 1358.97 -1482.95 1359 -944.03 281.007 477.021 -1042.02 1358.98 -1482.95 1358.99 -993.026 379.014 | 0.0204449
 379.051 -552.048 476.998 -601 476.994 -601.052 477.063 281.039 -503.043 477.002 -601 476.991 -601.049 477.06 232.034 -454.038 477.006 -601.001 476.988 -601.046 477.058 183.028 -405.033 477.01 -601.003 476.985 -601.042 477.055 134.023 -356.028 477.014 -601.005 476.982 -601.039 477.051 85.0182 -307.023 477.018 -601.007 476.98 -601.034 477.048 36.0129 -258.018 477.023 -601.01 476.979 -601.03 477.044 -12.9924 -209.013 477.027 -601.013 476.978 -601.026 477.039 -61.9974 -160.008 477.031 -601.017 476.977 -601.021 477.035 -111.003 | 0.0203936
 330.048 -405.042  281 -405.009 280.998 -405.041 281.04 379.057 -405.044 281.002 -405.01 280.996 -405.039 281.038 330.051 -356.038 281.005 -405.011 280.994 -405.038 281.036 281.045 -307.031 281.007 -405.011 280.992 -405.036 281.035 232.038 -258.025 281.01 -405.013 280.99 -405.034 281.033 183.032 -209.019 281.012 -405.014 280.989 -405.031 281.031 134.026 -160.013 281.015 -405.016 280.988 -405.029 281.028 85.0194 -111.006 281.018 -405.018 280.988 -405.026 281.025 36.0131 -61.9998 281.02 -405.021 280.987 -405.023 281.023 -12.9934 | 0.0203977
 -454.044 1163.08 -1287.01 1162.95 -1287 1163.07 -503.043 -405.043 1163.08 -1287.02 1162.95 -1286.99 1163.06 -552.043 -307.036 1065.08 -1238.02 1162.95 -1286.99 1163.05 -601.043 -209.027 967.07 -1189.02 1162.95 -1286.98 1163.04 -650.042 -111.019 869.062 -1140.02 1162.96 -1286.97 1163.03 -699.041 -13.0117 771.055 -1091.02 1162.96 -1286.97 1163.02 -748.039 84.9968 673.047 -1042.03 1162.97 -1286.97 1163.01 -797.037 183.005 575.039 -993.028 1162.98 -1286.96 1163 -846.035 281.013 477.03 -944.03 1162.98 -1286.96 1162.99 -895.033 379.022 | 0.0204372
  379 -1336.01 2044.96 -2168.91 2044.95 -1385  477  281 -1287.01 2044.98 -2168.91 2044.94 -1433.99  575 182.999 -1189.01 1946.98 -2119.91 2044.92 -1482.98  673 84.9985 -1091.01 1848.98 -2070.9 2044.91 -1531.97 770.999 -13.0021 -993.012 1750.98 -2021.9 2044.91 -1580.96 868.998 -111.002 -895.012 1652.98 -1972.9 2044.9 -1629.95 966.996 -209.004 -797.011 1554.98 -1923.91 2044.89 -1678.95 1064.99 -307.005 -699.01 1456.98 -1874.91 2044.89 -1727.94 1162.99 -405.006 -601.009 1358.99 -1825.92 2044.89 -1776.93 1260.99 -503.008 | 0.0203619
 -503.002 1260.94 -2217.9 2926.92 -2266.89 1358.93 -600.998 -405.006 1162.94 -2168.91 2926.92 -2315.88 1456.93 -698.993 -307.01 1064.94 -2070.91 2828.91 -2315.87 1554.92 -796.988 -209.013 966.949 -1972.92 2730.9 -2315.85 1652.92 -894.984 -111.017 868.952 -1874.92 2632.9 -2315.84 1750.91 -992.979 -13.0207 770.956 -1776.93 2534.89 -2315.84 1848.91 -1090.97 84.9767 672.959 -1678.93 2436.89 -2315.83 1946.91 -1188.97 182.974 574.962 -1580.94 2338.89 -2315.82 2044.9 -1286.96 280.971 476.965 -1482.95 2240.89 -2315.82 2142.9 -1384.95 378.968 | 0.0204582
 378.99 -1384.98 2142.93 -2315.88 2240.93 -1482.98 476.987 280.992 -1286.99 2044.93 -2315.88 2338.93 -1580.98 574.985 182.994 -1188.99 1946.93 -2266.87 2338.92 -1629.97 672.982 84.9953 -1090.99 1848.93 -2217.87 2338.91 -1678.96 770.979 -13.003 -992.992 1750.94 -2168.87 2338.9 -1727.95 868.976 -111.001 -894.993 1652.94 -2119.87 2338.89 -1776.93 966.972 -209 -796.995 1554.95 -2070.88 2338.88 -1825.92 1064.97 -306.999 -698.996 1456.95 -2021.89 2338.88 -1874.91 1162.96 -404.998 -600.997 1358.95 -1972.89 2338.88 -1923.9 1260.96 -502.998 | 0.0203667
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 -503.029 1261.02 -1678.94 1848.9 -1727.94 1359.02 -601.03 -405.027 1163.02 -1629.95 1848.9 -1776.93 1457.02 -699.032 -307.024 1065.01 -1580.95 1848.91 -1825.93 1555.02 -797.033 -209.021 967.011 -1531.96 1848.91 -1874.93 1653.02 -895.035 -111.019 869.009 -1482.97 1848.92 -1923.93 1751.02 -993.035 -13.017 771.007 -1433.98 1848.93 -1972.93 1849.02 -1091.04 84.9863 673.004 -1384.98 1848.94 -1972.92 1849.01 -1140.03 182.989 575.001 -1335.99 1848.95 -1972.92 1848.99 -1189.02 280.992 476.998 -1287 1848.96 -1972.91 1848.97 -1238.01 378.995 | 0.0204654
 379.038 -797.039 966.991 -1090.97 966.984 -846.04 477.047 281.029 -748.038 966.998 -1090.98 966.977 -895.041 575.056 183.019 -699.037 967.006 -1090.98 966.971 -944.041 673.065 85.0095 -650.035 967.014 -1090.98 966.965 -993.041 771.073 -12.9999 -601.034 967.023 -1090.98 966.96 -1042.04 869.081 -111.009 -552.032 967.031 -1090.99 966.956 -1091.04 967.089 -209.019 -503.031 967.039 -1090.99 966.953 -1091.03 967.081 -258.021 -454.029 967.048 -1091 966.951 -1091.02 967.072 -307.023 -405.027 967.056 -1091.01 966.95 -1091.02 967.064 -356.025 | 0.0203815
 85.02 84.9954 -209.003 84.9762 -209.002 84.9938 36.0137 134.026 84.9969 -209.004 84.9763 -209.001 84.9922 -12.9925 183.033 84.9985 -209.006 84.9766 -209 84.9907 -61.9988 232.039 85.0001 -209.007 84.977 -208.999 84.9891 -111.005 281.045 85.0016 -209.008 84.9775 -208.998 84.9876 -160.011 330.051 85.0031 -209.009 84.9781 -208.997 84.9861 -209.018 379.057 85.0046 -209.011 84.9789 -208.997 84.9847 -209.016 330.049 134.013 -209.012 84.9798 -208.996 84.9832 -209.015 281.04 183.022 -209.013 84.9808 -208.996 84.982 -209.014 232.031 | 0.020412
 -209.017 673.046 -797.013 672.968 -797.009 673.041 -258.021 -160.014 673.051 -797.018 672.969 -797.005 673.037 -307.024 -111.01 673.055 -797.024 672.971 -797 673.032 -356.027 -62.0067 673.06 -797.029 672.972 -796.996 673.026 -405.03 -13.0031 673.064 -797.035 672.975 -796.993 673.021 -454.032 36.0004 673.068 -797.041 672.978 -796.99 673.015 -503.035 85.0043 673.072 -797.046 672.983 -796.988 673.009 -552.037 183.016 575.061 -748.045 672.987 -796.987 673.003 -601.039 281.027 477.049 -699.043 672.992 -796.986 672.997 -650.041 379.038 | 0.0204263
 379.018 -1091.02 1554.97 -1678.94 1554.96 -1140.02 477.022 281.013 -1042.02 1554.98 -1678.94 1554.95 -1189.01 575.026 183.009 -993.028 1555 -1678.94 1554.94 -1238.01 673.03 85.0037 -944.031 1555.01 -1678.94 1554.93 -1287 771.033 -13.001 -895.034 1555.02 -1678.95 1554.93 -1336 869.037 -111.005 -846.037 1555.04 -1678.96 1554.92 -1384.99 967.039 -209.011 -797.041 1555.05 -1678.97 1554.92 -1433.99 1065.04 -307.016 -699.036 1457.05 -1629.97 1554.91 -1482.98 1163.04 -405.02 -601.031 1359.05 -1580.97 1554.91 -1531.98 1261.04 -503.026 | 0.0203733
 -503.009 1260.96 -1972.89 2436.89 -2021.89 1358.96 -601.006 -405.012 1162.96 -1923.9 2436.89 -2070.88 1456.95 -699.004 -307.014 1064.96 -1874.91 2436.89 -2119.87 1554.95 -797.001 -209.015 966.966 -1825.92 2436.9 -2168.87 1652.95 -894.997 -111.017 868.967 -1776.93 2436.91 -2217.87 1750.94 -992.994 -13.0199 770.97 -1727.95 2436.91 -2266.86 1848.94 -1090.99 84.9791 672.971 -1678.96 2436.93 -2315.87 1946.94 -1188.98 182.978 574.973 -1580.96 2338.93 -2315.86 2044.93 -1286.98 280.976 476.974 -1482.97 2240.93 -2315.86 2142.93 -1384.97 378.975 | 0.0204482
 378.98 -1384.95 2142.88 -2315.82 2240.88 -1482.95 476.974 280.984 -1286.96 2044.89 -2315.82 2338.88 -1580.94 574.969 182.988 -1188.96 1946.89 -2315.83 2436.88 -1678.94 672.964 84.9922 -1090.97 1848.89 -2315.83 2534.88 -1776.93 770.959 -13.0037 -992.97 1750.9 -2315.84 2632.89 -1874.93 868.953 -110.999 -894.974 1652.9 -2315.85 2730.89 -1972.92 966.947 -208.996 -796.977 1554.91 -2315.86 2828.9 -2070.92 1064.94 -306.993 -698.981 1456.91 -2266.87 2828.9 -2119.9 1162.93 -404.989 -600.984 1358.92 -2217.88 2828.89 -2168.89 1260.93 -502.987 | 0.0203514
 -503.025 1261.01 -1727.93 1946.9 -1776.93 1359.01 -601.026 -405.024 1163.01 -1678.94 1946.9 -1825.92 1457.01 -699.027 -307.022 1065 -1629.95 1946.9 -1874.92 1555.01 -797.028 -209.02 967.003 -1580.95 1946.91 -1923.91 1653.01 -895.028 -111.019 869.001 -1531.96 1946.91 -1972.91 1751.01 -993.028 -13.0176  771 -1482.97 1946.92 -2021.91 1849.01 -1091.03 84.9849 672.998 -1433.98 1946.93 -2070.91 1947 -1189.03 182.987 574.996 -1384.99 1946.94 -2070.91 1946.99 -1238.02 280.989 476.994 -1336 1946.96 -2070.91 1946.97 -1287.01 378.992 | 0.0204554
 379.035 -846.036 1064.99 -1188.97 1064.98 -895.036 477.043 281.026 -797.036 1065 -1188.97 1064.97 -944.036 575.051 183.018 -748.035 1065 -1188.97 1064.97 -993.036 673.059 85.0086 -699.035 1065.01 -1188.97 1064.96 -1042.03 771.067 -13.0001 -650.034 1065.02 -1188.98 1064.95 -1091.03 869.074 -111.008 -601.033 1065.03 -1188.98 1064.95 -1140.03 967.081 -209.017 -552.032 1065.04 -1188.99 1064.95 -1189.03 1065.09 -307.026 -503.031 1065.05 -1189 1064.94 -1189.02 1065.08 -356.027 -454.03 1065.06 -1189 1064.94 -1189.01 1065.07 -405.029 | 0.02038
 36.0136 183.004 -307.006 182.976 -307.004 183.002 -12.9922 85.0195 183.006 -307.007 182.976 -307.002  183 -61.998 134.025 183.008 -307.009 182.976 -307.001 182.998 -111.004 183.031 183.01 -307.011 182.977 -306.999 182.996 -160.01 232.037 183.012 -307.013 182.978 -306.998 182.994 -209.015 281.043 183.014 -307.015 182.979 -306.997 182.991 -258.021 330.049 183.016 -307.017 182.98 -306.996 182.989 -307.026 379.054 183.018 -307.019 182.982 -306.996 182.987 -307.024 330.045 232.027 -307.021 182.983 -306.995 182.985 -307.023 281.036 | 0.0204153
 -160.011 575.038 -699.012 574.971 -699.008 575.034 -209.015 -111.007 575.042 -699.017 574.971 -699.005 575.03 -258.019 -62.0034 575.046 -699.021 574.972 -699.001 575.025 -307.022 -12.9992 575.05 -699.026 574.974 -698.998 575.021 -356.026 36.0049 575.054 -699.031 574.976 -698.995 575.016 -405.029 85.0088 575.057 -699.036 574.979 -698.992 575.011 -454.032 134.013 575.061 -699.041 574.983 -698.991 575.006 -503.035 183.017 575.064 -699.046 574.986 -698.989  575 -552.038 281.029 477.052 -650.043 574.991 -698.988 574.995 -601.04 379.041 | 0.020421
 379.021 -1042.02 1456.98 -1580.94 1456.97 -1091.02 477.026 281.016 -993.026 1456.99 -1580.94 1456.96 -1140.02 575.031 183.01 -944.029 1457 -1580.95 1456.95 -1189.01 673.036 85.0047 -895.032 1457.01 -1580.95 1456.94 -1238.01 771.04 -13.0008 -846.034 1457.02 -1580.96 1456.93 -1287.01 869.044 -111.006 -797.037 1457.03 -1580.96 1456.93 -1336 967.047 -209.012 -748.039 1457.05 -1580.97 1456.92 -1385 1065.05 -307.018 -699.041 1457.06 -1580.98 1456.92 -1433.99 1163.05 -405.023 -601.035 1359.06 -1531.98 1456.92 -1482.99 1261.05 -503.029 | 0.0203791
 -503.012 1260.97 -1923.9 2338.89 -1972.89 1358.96 -601.01 -405.014 1162.97 -1874.91 2338.89 -2021.89 1456.96 -699.007 -307.015 1064.97 -1825.92 2338.89 -2070.88 1554.96 -797.005 -209.016 966.972 -1776.93 2338.9 -2119.88 1652.96 -895.003 -111.018 868.973 -1727.94 2338.9 -2168.87 1750.95 -993 -13.0195 770.975 -1678.95 2338.91 -2217.87 1848.95 -1091 84.98 672.976 -1629.96 2338.93 -2266.87 1946.95 -1188.99 182.979 574.977 -1580.97 2338.94 -2315.88 2044.94 -1286.99 280.978 476.977 -1482.98 2240.94 -2315.87 2142.94 -1384.98 378.978 | 0.0204544
 378.979 -1384.95 2142.88 -2315.82 2240.88 -1482.95 476.973 280.983 -1286.95 2044.88 -2315.82 2338.88 -1580.94 574.968 182.988 -1188.96 1946.89 -2315.82 2436.88 -1678.93 672.963 84.9919 -1090.96 1848.89 -2315.83 2534.88 -1776.93 770.957 -13.0037 -992.968 1750.89 -2315.84 2632.88 -1874.92 868.951 -110.999 -894.972 1652.9 -2315.85 2730.89 -1972.92 966.945 -208.996 -796.976 1554.91 -2315.86 2828.9 -2070.91 1064.94 -306.992 -698.979 1456.91 -2315.87 2926.91 -2168.91 1162.93 -404.989 -600.983 1358.92 -2266.88 2926.9 -2217.89 1260.92 -502.986 | 0.0203514
 -503.022 1261 -1776.92 2044.89 -1825.92 1359 -601.022 -405.021 1162.99 -1727.93 2044.89 -1874.91 1456.99 -699.022 -307.02 1064.99 -1678.94 2044.9 -1923.91 1554.99 -797.021 -209.019 966.994 -1629.94 2044.9 -1972.9 1652.99 -895.021 -111.018 868.993 -1580.95 2044.91 -2021.9 1750.99 -993.02 -13.0182 770.993 -1531.96 2044.92 -2070.9 1848.99 -1091.02 84.9835 672.992 -1482.97 2044.93 -2119.9 1946.99 -1189.02 182.985 574.991 -1433.98 2044.94 -2168.9 2044.99 -1287.01 280.986 476.989 -1384.99 2044.96 -2168.9 2044.97 -1336 378.988 | 0.0204515
 379.031 -895.032 1162.98 -1286.96 1162.98 -944.032 477.038 281.023 -846.033 1162.99 -1286.96 1162.97 -993.031 575.046 183.016 -797.033 1163 -1286.96 1162.96 -1042.03 673.053 85.0076 -748.034 1163.01 -1286.97 1162.95 -1091.03 771.06 -13.0002 -699.034 1163.02 -1286.97 1162.95 -1140.03 869.066 -111.008 -650.034 1163.03 -1286.98 1162.94 -1189.02 967.072 -209.016 -601.034 1163.04 -1286.98 1162.94 -1238.02 1065.08 -307.024 -552.033 1163.05 -1286.99 1162.94 -1287.02 1163.08 -405.032 -503.033 1163.06 -1287 1162.94 -1287.01 1163.07 -454.032 | 0.0203819
 -12.9925 281.013 -405.007 280.974 -405.005 281.01 -61.9978 36.0129 281.015 -405.009 280.974 -405.003 281.007 -111.003 85.0183 281.018 -405.012 280.975 -405 281.005 -160.008 134.024 281.02 -405.015 280.976 -404.999 281.002 -209.013 183.029 281.022 -405.017 280.977 -404.997 280.999 -258.019 232.034 281.025 -405.02 280.979 -404.995 280.996 -307.024 281.04 281.027 -405.023 280.98 -404.994 280.993 -356.028 330.045 281.029 -405.026 280.982 -404.994 280.99 -405.033 379.05 281.032 -405.028 280.985 -404.993 280.987 -405.031 330.041 | 0.0204167
 -111.005 477.03 -601.01 476.971 -601.007 477.026 -160.009 -62.0006 477.033 -601.014 476.972 -601.004 477.022 -209.013 -12.9962 477.036 -601.018 476.973 -601 477.018 -258.018 36.0084 477.04 -601.022 476.974 -600.998 477.014 -307.022 85.0129 477.043 -601.026 476.976 -600.995 477.01 -356.026 134.017 477.046 -601.031 476.979 -600.993 477.006 -405.029 183.022 477.05 -601.035 476.982 -600.992 477.001 -454.033 232.027 477.053 -601.039 476.985 -600.99 476.997 -503.036 281.031 477.055 -601.043 476.989 -600.99 476.992 -552.039 379.043 | 0.0204239
 379.024 -993.026 1358.98 -1482.95 1358.97 -1042.02 477.03 281.018 -944.028 1358.99 -1482.95 1358.96 -1091.02 575.036 183.012 -895.03 1359 -1482.95 1358.95 -1140.02 673.041 85.0056 -846.032 1359.01 -1482.96 1358.94 -1189.01 771.046 -13.0006 -797.034 1359.02 -1482.96 1358.94 -1238.01 869.051 -111.006 -748.035 1359.03 -1482.97 1358.93 -1287.01 967.055 -209.013 -699.037 1359.04 -1482.97 1358.93 -1336 1065.06 -307.02 -650.038 1359.06 -1482.98 1358.92 -1385 1163.06 -405.026 -601.039 1359.07 -1482.99 1358.92 -1434 1261.07 -503.033 | 0.0203705
 -503.015 1260.98 -1874.91 2240.89 -1923.9 1358.97 -601.014 -405.016 1162.98 -1825.91 2240.89 -1972.89 1456.97 -699.012 -307.017 1064.98 -1776.92 2240.89 -2021.89 1554.97 -797.01 -209.017 966.979 -1727.93 2240.9 -2070.88 1652.97 -895.008 -111.018 868.979 -1678.94 2240.91 -2119.88 1750.97 -993.006 -13.0191 770.98 -1629.95 2240.91 -2168.88 1848.96 -1091 84.9811 672.981 -1580.96 2240.93 -2217.88 1946.96 -1189 182.981 574.981 -1531.98 2240.94 -2266.88 2044.96 -1286.99 280.981 476.981 -1482.99 2240.95 -2315.89 2142.95 -1384.99 378.981 | 0.0204525
 378.979 -1384.95 2142.88 -2315.82 2240.88 -1482.94 476.973 280.983 -1286.95 2044.88 -2315.82 2338.88 -1580.94 574.968 182.988 -1188.96 1946.88 -2315.82 2436.88 -1678.93 672.962 84.9919 -1090.96 1848.89 -2315.83 2534.88 -1776.93 770.957 -13.0037 -992.967 1750.89 -2315.84 2632.88 -1874.92 868.951 -110.999 -894.972 1652.9 -2315.84 2730.89 -1972.92 966.944 -208.996 -796.976 1554.9 -2315.86 2828.9 -2070.91 1064.94 -306.992 -698.979 1456.91 -2315.87 2926.9 -2168.9 1162.93 -404.989 -600.982 1358.92 -2315.89 3024.92 -2266.9 1260.92 -502.986 | 0.0203619
 -503.018 1260.98 -1825.91 2142.89 -1874.91 1358.98 -601.017 -405.018 1162.99 -1776.92 2142.89 -1923.9 1456.98 -699.016 -307.019 1064.99 -1727.93 2142.89 -1972.9 1554.98 -797.015 -209.018 966.986 -1678.94 2142.9 -2021.89 1652.98 -895.014 -111.018 868.986 -1629.95 2142.91 -2070.89 1750.98 -993.012 -13.0187 770.986 -1580.96 2142.91 -2119.89 1848.98 -1091.01 84.9822 672.986 -1531.97 2142.93 -2168.89 1946.97 -1189.01 182.983 574.986 -1482.98 2142.94 -2217.89 2044.97 -1287 280.983 476.985 -1433.99 2142.95 -2266.9 2142.97 -1385 378.984 | 0.0204568
 379.028 -944.029 1260.98 -1384.95 1260.97 -993.028 477.034 281.021 -895.031 1260.99 -1384.96 1260.96 -1042.03 575.041 183.014 -846.032 1261 -1384.96 1260.96 -1091.02 673.047 85.0066 -797.033 1261.01 -1384.96 1260.95 -1140.02 771.053 -13.0004 -748.034 1261.02 -1384.97 1260.94 -1189.02 869.059 -111.007 -699.035 1261.03 -1384.97 1260.94 -1238.02 967.064 -209.015 -650.035 1261.04 -1384.98 1260.93 -1287.01 1065.07 -307.022 -601.036 1261.05 -1384.99 1260.93 -1336.01 1163.07 -405.029 -552.036 1261.07 -1385 1260.93 -1385.01 1261.08 -503.036 | 0.0203753
 -61.9988 379.021 -503.009 378.973 -503.006 379.018 -111.004 -12.9939 379.024 -503.012 378.973 -503.003 379.015 -160.008 36.0111 379.027 -503.015 378.974 -503.001 379.012 -209.013 85.0161 379.03 -503.019 378.975 -502.998 379.008 -258.018 134.021 379.033 -503.022 378.977 -502.996 379.005 -307.022 183.026 379.036 -503.026 378.979 -502.995 379.001 -356.027 232.031 379.039 -503.029 378.981 -502.993 378.997 -405.031 281.036 379.041 -503.033 378.984 -502.992 378.994 -454.035 330.041 379.044 -503.036 378.987 -502.992 378.99 -503.039 379.046 | 0.0204177

obrazek po odpolocie:
 85.8714 244.16 39.6762 191.171 228.543 147.173 161.809 140.874 154.11 35.635 72.2352 18.7101 169.212 145.86 252.9 103.078 124.648 216.124 50.6212 86.158 178.819 140.906 128.111 27.7222 94.2606 174.731 3.17032 6.82109 117.954 90.0959 163.764 77.2148 172.667 52.1888 81.7972 137.952 246.052 135.685 177.24 161.705 142.279 37.7857 32.9585 33.0311 231.739 164.196 43.576 69.2225 129.747 222.985 48.019 106.756 232.189 129.594 50.1969 87.8138 189.982 125.046 189.729 173.171 156.641 232.204 211.736 72.9816 | 8151.01
 59.2213 192.402 1.99557 90.4724 213.978 11.3822 236.241 32.1901 158.369 204.026 223.493 149.973 1.35732 206.131 2.2091 27.3773 127.097 55.3613 147.108 189.514 141.172 179.248 42.3688 74.0123 191.458 31.1085 116.381 36.0983 17.235 224.394 11.1002 247.401 222.092 28.4583 246.104 148.274 69.3544 193.009 104.455 2.04422 150.503 96.0637 129.26 58.352 47.0385 11.3644 213.038 135.388 26.1825 80.2591 226.277 18.0459 19.4066 66.9223 138.418 121.054 201.291 86.2825 95.9908 1.47924 246.109 250.497 96.1113 1.34036 | 7172.34
 50.5675 225.999 168.355 34.005 220.173 112.029 124.476 195.611 186.948 173.303 53.0963 5.44024 11.1539 67.6598 54.6766 123.884 55.2863 205.051 211.207 222.941 215.534 98.6569 48.9434 100.485 95.1414 36.3588 119.09 211.587 -0.272528 106.875 188.444 124.155 218.304 66.0455 108.549 4.69321 123.839 31.4169 0.126412 147.373 81.1512 187.548 171.773 243.816 44.4577 179.133 104.184 175.16 199.377 137.784 221.867 82.5286 13.0692 246.281 117.082 51.5849 40.7628 6.89504 59.5069 114.999 151.24 199.042 215.436 219.739 | 7811.63
 195.262 128.502 128.95 223.641 159.937 52.4677 119.305 125.224 33.4585 139.982 114.628 201.93 215.443 60.103 211.245 9.46545 135.073 148.451 205.114 101.653 159.181 43.2916 217.479 95.9396 242.61 53.0451 153.473 73.0727 0.276284 221.483 41.0631 216.504 107.054 113.583 39.0844 129.337 217.459 139.94 78.6021 149.002 255.615 218.026 66.2945 234.46 149.995 210.461 123.003 16.5031 200.225 40.2988 91.3188 229.004 21.51 22.8462 193.556 102.984 184.355 222.322 174.931 162.647 125.08 151.626 223.084 96.4024 | 8717.86
 39.4858 250.858 181.273 123.837 37.0454 158.891 14.3774 43.4924 79.8252 217.22 91.9324 30.3807 238.043 204.552 118.584 86.7615 52.2081 177.844 197.13 134.801 127.436 93.5583 40.8252 119.413 168.999 102.27 178.99 252.498 118.63 214.749 214.36 136.994 108.236 143.919 183.451 170.583 93.7012 159.323 149.96 250.296 144.023 241.461 220.658 108.702 247.387 79.9813 102.075 239.02 154.247 203.659 99.7317 241.452 89.8994 196.208 91.9244 31.5179 46.6599 170.767 190.408 84.8332 165.149 83.8836 144.342 119.603 | 9004.33
 17.2048 176.478 246.924 196.568 150.86 147.463 74.2147 80.1753 214.436 126.931 19.583 220.908 18.4392 158.104 233.207 208.429 173.011 58.4242 61.0407 207.584 108.145 217.236 168.423 249.925 244.575 53.0155 171.45 116.064 52.2294 121.45 40.028 85.4711 149.988 98.5626 154.06 230.287 140.399 112.932 78.5549 60.9592 96.593 141.014 213.27 75.3969 123.966 130.456 16.9362 73.4698 202.138 231.278 155.308 212.992 187.497 135.837 22.5103 90.0012 229.308 130.311 224.937 61.5647 226.018 69.5747 67.0488 52.3575 | 8613.52
 104.817 182.184 53.5674 37.2273 0.420805 69.1942 187.743 196.824 16.1347 150.524 213.278 51.6086 2.26386 164.795 219.861 114.075 195.53 231.169 164.533 217.178 100.763 191.866 29.1179 253.615 64.3313 59.5625 52.2022 250.76 48.9166 35.0933 17.653 6.26131 48.5351 67.2206 232.721 24.9218 42.0491 73.5788 217.313 12.5784 251.315 69.7049 250.931 135.028 162.63 239.263 166.462 145.269 163.649 112.961 243.013 216.679 141.228 13.4784 92.2641 187.729 142.964 123.032 181.648 178.215 134.488 209.236 63.6429 134.954 | 8161.77
 12.8837 162.104 106.718 109.107 16.5869 6.11837 73.8363 132.879 233.088 46.6931 186.16 109.768 53.1623 230.871 165.912 146.053 114.712 225.035 35.6932 16.1058 62.8459 60.916 78.0729 43.7722 185.184 253.77 140.137 103.849 83.9485 53.0663 230.791 44.1299 222.725 238.154 39.8194 105.948 253.018 108.727 76.1665 25.7403 219.226 141.811 96.9576 33.0149 10.7866 11.1375 90.6352 110.148 253.776 176.972 116.006 251.802 86.1191 238.669 254.139 91.8491 -0.0202709 111.02 200.757 120.108 54.6931 64.1466 140.77 13.9759 | 7482.77
 145.147 65.414 81.8772 138.52 214.812 251.425 234.162 100.131 152.395 8.87915 121.545 174.875 157.387 55.0553 9.16007 154.369 154.961 124.368 83.9673 115.524 98.0888 65.1906 194.379 118.883 10.5297 157.979 62.4013 219.025 41.1866 203.372 16.9799 220.441 88.9327 53.4971 251.012 2.23911 143.344 210.879 46.516 209.922 40.5477 103.972 18.2184 208.341 43.9196 251.418 43.873 122.447 243.091 248.222 252.251 172.962 142.455 101.79 236.493 123.97 233.253 190.252 83.8971 122.522 157.947 118.53 166.988 199.302 | 8585.44
 -0.410509 93.9154 41.4227 78.8739 133.21 224.952 95.4763 215.602 100.867 88.3611 33.9699 176.507 103.072 250.65 237.66 200.823 193.341 245.887 4.28068 80.8345 133.543 69.6576 129.876 224.531 28.0214 164.439 224.001 122.606 170.722 131.825 205.505 112.013 42.3697 200.946 237.556 200.669 236.775 238.456 51.9978 29.434 120.068 40.57 212.732 196.764 21.5219 80.0023 157.24 8.02954 163.383 96.7457 251.799 137.555 93.9555 25.3492 244.951 74.6452 153.728 7.84852 250.521 142.874 48.304 185.926 67.4611 214.705 | 8550.92
 156.291 124.571 118.977 44.7096 49.9718 204.531 3.34684 176.274 101.53 135.007 229.687 140.955 186.496 228.143 38.2856 241.512 213.098 58.5048 249.147 10.6971 118.228 12.333 213.52 53.9543 213.685 187.065 213.516 60.1138 253.309 61.5438 250.082 71.5582 123.075 243.658 45.1129 42.3873 99.5159 102.969 3.66873 39.0127 143.688 60.0515 239.345 107.51 54.0284 207.538 127.036 223.568 250.266 149.358 56.3887 36.0229 99.588 212.89 137.617 167.012 193.401 240.369 143.969 52.7066 241.112 111.7 16.1063 72.4542 | 8463.77
 154.609 155.984 193.455 245.924 146.259 233.012 119.51 219.647 60.9242 237.378 203.046 110.542 117.133 180.711 41.7044 61.8658 229.379 154.971 168.309 207.895 208.586 89.6946 2.92556 211.568 219.093 111.497 14.0493 151.648 42.7543 207.889 197.542 135.09 193.41 89.0117 75.6115 209.714 66.8389 218.508 241.065 17.4809 32.1197 219.62 224.787 36.8121 16.542 40.0584 163.276 250.099 96.4298 132.797 137.869 189.605 108.004 74.401 120.028 216.68 42.7701 222.905 207.569 80.9292 40.3548 216.99 113.496 200.753 | 9131.13
 236.255 250.507 87.957 160.597 194.914 59.4902 118.266 38.2107 221.451 156.985 124.614 96.9383 245.453 0.133286 220.231 237.466 238.067 154.46 254.093 101.628 198.175 192.283 20.4634 97.9632 80.5778 245.083 198.477 84.0965 238.282 218.49 123.08 216.496 146.052 189.582 1.08753 109.327 158.438 160.97 197.572 191.001 140.618 218.039 38.3068 15.428 7.0127 189.462 170.999 75.49 143.186 47.3098 160.336 12.0134 58.5258 214.875 178.51 89.0249 130.341 191.345 37.9641 248.601 44.0831 219.612 72.0961 111.41 | 9079.8
 240.826 204.136 7.65072 0.130107 251.501 91.1479 131.763 247.838 70.0872 19.5972 250.195 2.68931 206.209 227.833 70.877 19.0407 141.61 163.09 25.6049 221.11 214.791 82.8709 145.072 149.706 151.234 220.681 68.1666 60.7999 102.915 117.064 58.7163 42.1931 79.6346 186.175 230.77 105.917 9.02493 135.657 118.204 143.662 163.248 89.7625 248.933 193.011 18.7072 94.1743 186.55 120.2 61.6964 92.9608 188.003 241.746 65.1422 57.5891 9.16684 139.785 13.9508 191.021 102.713 34.1253 26.6025 183.164 166.693 114.935 | 7820.07
 68.8992 4.22533 231.638 142.268 91.5195 59.235 182.844 22.9001 70.184 8.63183 99.3189 79.6707 143.279 209.862 91.9313 87.1465 200.648 204.207 16.6186 94.2489 152.833 112.94 67.1715 243.712 15.346 224.704 157.259 234.828 226.979 251.162 192.741 114.296 250.66 137.287 60.7908 182.992 91.1076 148.667 234.302 30.6443 96.3631 143.776 14.0017 8.09751 137.736 10.2784 64.5612 157.299 238.758 99.0233 117.077 68.7553 101.277 91.5579 237.257 129.802 119.026 15.0835 148.722 116.272 157.624 206.312 157.733 246.044 | 8122.14
 121.108 15.4577 17.7555 33.5741 162.692 229.438 119.098 102.08 57.4023 35.7885 181.597 92.7468 132.455 72.9919 182.119 186.398 204.846 152.45 170.86 223.573 114.025 126.165 242.402 140.805 215.587 154.831 113.461 124.953 152.162 196.393 31.8919 104.512 229.822 188.532 166.935 135.21 109.349 195.781 185.57 6.7884 177.599 134.897 86.1978 174.343 218.833 176.473 179.758 11.4894 167.988 224.207 116.252 140.87 190.502 14.6358 47.5166 188.89 130.244 164.256 158.805 250.57 169.816 96.5893 242.915 185.296 | 9078.55
 209.622 149.983 98.4514 178.93 243.221 55.0285 58.496 165.642 202.928 192.351 133.035 21.5106 112.125 150.682 86.6891 76.8669 171.35 177.94 35.2826 229.896 90.5724 164.663 39.9124 188.521 139.116 73.4754 173.044 92.6359 101.751 232.877 128.528 77.0774 121.361 1.00064 235.586 10.7098 218.822 199.464 233.055 159.459 47.1291 220.596 191.754 52.8018 77.5186 239.06 82.2299 8.11091 181.419 127.792 56.8381 193.568 87.0178 201.361 192.02 230.668 209.759 244.896 31.5599 233.929 58.3058 77.9842 230.466 232.727 | 8941.17
 14.1862 60.4637 59.8036 31.6289 147.779 169.409 74.2235 53.1272 180.43 172.881 200.612 0.801706 81.4277 155.012 107.176 251.438 28.9475 181.425 237.978 77.6392 160.094 155.23 239.444 240.852 5.58424 141.881 74.4731 253.973 153.212 2.41501 232.954 164.502 246.934 225.559 184.986 54.2641 195.399 204.818 179.583 187.872 227.625 128.928 245.232 150.407 199.902 211.463 229.856 143.478 110.109 184.233 214.258 14.8994 236.482 106.683 115.529 154.885 169.316 191.266 30.8093 99.6265 24.929 215.623 239.003 210.341 | 9445.3
 30.6065 95.9299 68.4426 223.92 167.254 8.99021 124.493 204.632 124.901 233.382 142.029 254.526 32.086 127.681 4.66415 64.8376 62.3575 226.948 108.287 253.868 156.561 88.6652 142.896 94.5245 30.0706 44.4638 13.0217 154.638 164.759 227.851 241.537 246.058 50.3724 127.981 92.5966 124.689 130.807 51.4958 62.0551 110.449 2.10816 117.594 27.7591 6.77193 133.539 153.061 122.259 17.089 232.417 136.772 177.822 140.572 170.025 247.381 185.008 30.6624 166.73 189.882 206.548 46.92 151.304 88.9686 122.49 169.728 | 7958.74
 239.244 220.503 38.9542 212.585 249.896 62.4765 251.256 70.1954 57.4466 109.964 196.582 7.92239 143.447 131.113 225.224 242.447 87.0408 236.433 187.093 182.608 130.167 225.271 84.4449 206.944 110.57 206.057 71.4643 250.08 234.256 102.473 145.048 146.493 92.0308 96.5716 141.069 151.319 127.424 86.9379 98.5533 197.997 178.591 147.023 152.282 182.425 222.997 108.436 42.999 53.4748 199.159 65.2954 74.3223 9.99531 243.502 93.8777 100.488 39.0039 139.332 117.321 79.9524 126.579 83.0755 18.5857 179.072 73.3846 | 8788.78
 28.7984 198.138 79.6034 249.142 181.436 4.16966 251.719 86.8132 78.0875 223.531 241.223 237.648 204.224 174.797 32.8446 247.042 144.546 170.094 101.523 192.109 16.7461 251.848 71.0741 80.6356 10.2673 188.633 150.156 41.7646 113.908 29.0646 207.68 76.2036 178.567 26.1687 32.7239 56.8986 219.013 69.6043 103.245 140.613 197.281 66.7146 196.912 134.994 6.6549 41.1951 211.469 148.235 236.642 54.9443 236.987 193.689 26.1725 49.5075 103.208 148.759 240.93 232.021 108.655 172.148 240.525 221.174 54.6332 237.928 | 8753.68
 191.91 47.264 179.625 47.3288 40.5161 176.274 136.85 80.91 45.213 92.6121 251.383 28.6468 62.3238 158.87 17.9379 14.1793 188.637 226.283 46.6113 186.307 93.8341 248.95 243.206 6.6962 69.402 166.675 164.297 64.8235 175.997 29.1872 146.733 62.3546 80.6418 36.3218 214.79 220.007 61.1452 137.653 199.38 14.6372 125.404 65.7647 193.019 221.122 200.694 24.3324 223.551 129.356 73.7622 142.039 127.098 35.7432 36.3231 110.515 148.332 55.7815 19.047 95.1122 93.709 254.33 227.599 248.352 222.724 252.067 | 7982.19
 34.1479 225.396 137.899 247.468 129.842 236.388 58.1591 229.123 22.3595 51.9068 227.502 88.8883 71.3651 61.0664 233.151 139.348 18.9725 5.34331 204.989 85.4921 144.092 112.193 35.3496 221.932 114.473 95.0057 231.385 33.0365 67.1815 187.35 88.0014 133.417 228.976 146.466 16.0239 123.224 143.326 224.898 233.462 208.959 72.5048 96.9879 34.2079 80.3176 75.953 180.375 253.916 191.398 142.091 245.219 56.2403 143.969 137.408 56.8314 95.4194 137.985 139.246 38.2441 136.915 96.4626 37.988 190.486 123.009 189.283 | 8250.02
 134.657 36.9785 12.5243 51.9388 147.311 125.024 248.553 222.68 215.936 164.433 135.014 127.584 2.09952 129.723 129.724 19.854 240.424 238.93 168.389 15.8827 158.627 -0.288522 161.915 79.5851 160.092 152.529 98.0384 51.6826 177.77 72.8811 242.569 5.06579 117.453 205.997 145.634 78.7344 186.844 0.524221 232.054 87.5266 134.124 66.6353 186.788 113.82 209.584 101.057 230.348 76.0827 243.484 99.8181 100.851 22.6293 241.013 152.458 153.012 117.702 15.7813 73.8997 59.6169 41.9264 252.398 104.98 147.528 31.7462 | 7960.18
 231.333 125.522 60.0869 232.635 147.092 250.496 191.386 235.307 145.486 167.104 95.6235 73.0406 6.4422 54.1968 33.3009 104.493 155.199 166.467 164.234 253.657 21.269 14.3484 251.494 37.0599 93.5869 174.204 98.4498 46.1638 50.3372 217.509 80.1853 39.5023 30.186 97.5988 69.1808 149.399 112.493 90.0676 76.5887 227.14 65.6071 32.1201 93.347 144.486 117.106 67.4557 28.1599 21.4963 250.337 226.361 38.379 60.0898 250.519 65.0051 56.5438 18.08 55.4031 94.3632 118.046 219.641 185.238 212.628 44.1921 118.459 | 7452.93
 176.643 102.047 154.497 247.953 212.288 151.042 84.5417 79.6892 105.955 161.412 66.0463 4.55334 35.1416 176.759 50.7454 25.8841 250.416 31.0057 205.346 126.915 208.634 134.716 56.9357 48.6125 120.133 87.5205 68.1024 202.694 93.7539 252.899 52.5576 153.132 206.436 175.029 247.652 74.7422 219.873 205.524 207.053 50.511 244.144 129.664 146.811 108.83 234.572 214.09 165.308 194.125 37.4932 61.8433 48.8956 177.668 242.019 72.4539 14.0265 96.7062 51.8028 54.9157 157.655 221.924 115.384 54.0189 121.526 57.7387 | 8339.01
 137.238 26.5124 242.93 235.636 147.869 219.511 20.2368 178.19 93.4694 49.9244 33.6417 92.8824 35.4433 154.088 15.2054 81.4531 98.9916 246.477 49.0204 11.6221 193.136 160.237 168.436 23.8908 185.634 118.015 46.469 144.055 253.246 133.45 255.018 15.54 18.9638 182.59 29.0468 238.309 113.426 122.908 27.5994 65.9498 71.6449 5.00158 101.26 10.4113 66.9572 212.506 214.925 109.539 196.163 211.294 143.298 29.9585 152.576 241.802 143.546 19.9909 153.314 173.318 75.9315 68.6293 208.993 233.641 177.033 201.371 | 7889.37
 11.7826 75.0811 15.6167 168.082 169.452 102.115 167.705 211.794 243.049 229.551 204.157 20.6562 139.181 166.793 175.832 139.994 71.5625 52.0348 133.553 230.052 166.747 147.832 149.034 7.66703 171.2 202.646 212.122 142.764 193.886 65.0205 98.6836 1.14654 197.592 208.136 137.728 61.8731 163.976 114.63 137.172 7.61655 209.231 26.7196 23.8947 91.9613 167.68 227.148 7.49156 101.171 164.631 71.9197 92.9591 213.708 224.113 98.5445 144.134 72.7606 21.9038 90.9871 254.666 137.081 192.552 36.1218 186.65 38.8967 | 8212.44
 137.954 235.232 129.721 54.2673 84.6125 175.241 200.906 85.9482 0.195954 -0.28999 173.32 198.749 90.2706 93.9193 125.971 92.1622 8.7432 13.204 253.721 231.272 214.896 101.984 12.1889 125.783 85.3306 186.794 53.2593 28.8794 7.01964 194.178 46.8178 110.286 220.749 114.285 58.8582 254.03 172.134 128.736 229.312 60.756 215.351 199.836 236.033 21.1166 28.7846 87.2633 90.6679 241.28 225.846 79.0497 141.091 161.823 174.258 105.645 4.27211 75.856 59.0597 96.1055 228.783 83.2679 57.7177 190.299 247.808 188.072 | 8030.69
 203.148 227.371 93.9299 128.421 243.875 197.35 3.14809 115.116 104.32 54.9255 138.454 169.917 202.342 210.073 6.13655 42.3274 166.981 162.326 252.022 53.4403 247.094 160.181 152.317 4.93963 252.42 15.012 93.342 159.036 147.179 20.3334 9.0117 151.369 36.9782 235.438 13.0294 174.215 64.3093 231.939 41.4314 18.9787 11.4491 98.0043 224.198 95.2846 65.964 245.342 121.944 9.35595 153.085 100.206 164.227 122.966 155.375 59.8646 193.377 85.9901 50.2253 30.2362 153.929 47.4118 1.00532 237.434 4.02387 21.268 | 7456.34
 204.683 218.042 252.519 17.0149 200.344 12.0714 111.597 198.73 222.985 112.449 70.0973 76.5784 15.1629 103.758 188.766 242.938 140.443 188.035 216.383 10.972 190.658 18.7529 6.99051 242.615 228.141 177.559 36.089 60.7029 84.8202 133.958 48.5961 198.127 252.468 40.0725 132.663 83.7899 91.8955 31.5444 63.1238 250.544 81.1508 84.663 106.839 156.884 13.6156 177.11 86.3746 31.1391 175.52 144.87 126.934 72.6325 174.087 54.4717 59.059 74.7131 136.841 250.956 225.635 86.0011 98.4423 7.04122 112.563 165.824 | 7880.04
 134.284 240.496 188.022 213.595 184.992 1.44188 123.323 8.22705 164.439 140.031 162.591 85.9884 21.4039 147.14 196.262 8.45087 75.1102 145.426 161.166 114.61 186.202 151.297 39.4365 44.9919 16.5732 115.091 239.433 173.11 41.2686 101.451 59.1036 9.47277 29.1063 112.547 138.121 50.3309 253.446  153 195.545 98.0652 118.591 222.073 67.298 43.4374 149.034 109.442 237.048 215.463 144.267 41.3064 9.30625 170.044 37.4708 157.915 72.5164 127.025 231.365 30.3184 112.988 104.597 247.138 63.5835 137.128 136.385 | 7710.33
 157.629 129.982 189.477 216.902 7.24131 249.016 159.494 201.642 69.9156 23.3695 248.004 71.5391 69.1154 149.715 159.695 209.842 86.3788 131.922 211.326 6.85998 4.59397 205.673 130.888 228.557 255.093 196.488 111.058 235.66 145.738 187.879 214.532 242.055 82.4093 35.0171 38.6045 144.695 225.829 123.503 191.018 116.465 250.112 204.613 25.7763 31.7887 196.539 188.056 -0.729635 203.09 234.421 137.795 7.84026 167.604 44.987 93.4241 219.983 114.679 212.754 51.8913 165.596 46.8853 93.3456 105.958 15.4864 54.71 | 8731.43
 55.2681 232.492 168.012 12.6064 32.0046 223.466 41.3113 63.244 99.4539 22.0497 1.5907 59.9995 66.403 66.1582 0.258277 141.432 205.121 223.452 40.1715 183.601 15.2199 221.293 42.448 89.9931 113.57 124.099 96.4484 1.11813 128.271 24.4527 140.105 89.4664 66.0818 129.549 77.1251 118.337 77.4448 102.021 113.562 218.053 200.578 72.0861 94.311 10.4232 35.0474 158.472 217.058 74.4612 121.27 223.309 209.316 129.073 166.512 200.946 207.529 149.056 119.338 44.3164 74.0316 94.5923 6.11469 186.609 0.143219 86.396 | 6807.75
 168.758 52.0392 98.6445 255.006 75.4751 245.066 242.698 246.783 101.996 187.557 144.086 166.69 168.123 182.798 123.823 10.9454 46.5703 155.972 69.5486 126.988 88.7329 50.8135 105.989 150.681 35.126 145.68 75.0641 186.766 11.8577 66.9647 120.7 27.0837 37.6042 96.0506 142.735 106.847 193.94 46.6398 3.10556 119.674 250.158 132.733 249.869 176.923 146.69 68.0752 11.4933 26.1244 182.638 220.899 14.9253 100.717 226.039 88.5699 148.09 253.775 82.8817 246.957 86.6882 83.0027 226.574 131.043 76.6461 109.853 | 8022.99
 62.9733 245.219 222.761 161.257 120.674 149.229 40.9395 156.965 72.1872 50.749 87.3116 19.7817 206.244 38.9433 82.9909 116.161 38.7871 29.1992 137.757 47.2641 53.9187 68.9992 144.179 54.821 142.309 224.847 71.2514 115.903 56.026 7.17565 21.845 220.277 140.805 246.279 229.885 57.0409 199.137 162.779 81.2866 48.79 154.328 142.864 19.0479 215.126 15.8198 206.245 53.7171 52.2745 169.882 133.057 131.097 50.8535 103.25 109.692 3.25097 54.8776 10.0669 76.107 174.815 210.259 55.7833 245.288 162.839 171.082 | 7156.57
 254.084 244.378 204.806 7.4562 245.725 239.379 7.08421 186.06 81.3385 87.8066 160.503 234.809 132.372 144.013 45.1021 4.32198 67.8763 239.341 199.879 41.4724 142.017 81.1299 171.327 31.8454 174.483 233.913 179.392 206.971 180.135 237.333 242.915 195.418 30.8847 144.476 110.953 172.175 165.3 70.8274 169.455 165.847 95.5131 3.91603 204.177 247.286 111.871 11.3853 184.792 136.426 154.997 226.181 192.214 60.8951 172.409 17.7218 18.4163 245.912 28.1976 99.2235 224.846 203.456 76.8888 226.486 37.9206 161.238 | 9076.97
 95.6214 245.927 101.502 34.8902 51.3156 204.955 154.547 117.655 214.893 122.429 21.9783 41.5874 215.049 128.705 217.712 205.838 185.421 141.892 2.37235 29.8486 150.606 25.6897 72.8906 70.5844 184.018 142.514 -0.0186739 117.654 149.749 252.841 118.564 61.9884 89.4445 89.9572 41.6198 78.7165 37.8104 22.5377 133.01 242.529 109.052 213.631 4.7711 4.79003 34.5871 57.0176 130.322 186.035 218.479 203.785 237.834 5.6108 216.959 178.444 151.985 220.683 169.767 183.868 234.598 22.8806 56.3984 120.929 48.531 5.73463 | 7633.53
 21.2895 122.517 33.9819 138.683 136.002 77.5031 129.347 85.2604 254.51 29.0291 126.683 42.968 203.481 216.146 18.281 119.501 39.1298 28.5003 56.1643 209.682 156.225 171.326 57.5003 106.996 228.639 213.085 102.496 223.127 33.3163 128.517 163.099 190.547 79.102 24.6377 189.129 49.3719 87.4829 69.9953 84.6467 116.016 23.6418 8.06452 25.3416 46.501 246.03 197.508 198.08 228.527 129.263 164.338 137.381 2.04918 139.557 233.931 11.6004 60.0334 46.3936 202.363 243.969 54.6947 155.121 10.6711 25.1257 120.464 | 7274.56
 193.608 123.965 130.488 50.8781 230.311 166.979 165.525 245.656 120.901 181.422 119.984 94.5681 33.101 129.732 52.717 252.839 73.4198 42.9404 18.3416 214.865 185.603 22.6979 73.8982 220.607 37.0507 164.525 172.04 7.68441 128.739 187.872 207.567 124.069 103.455 235.961 48.6442 159.706 70.8257 254.534 50.9989 126.511 161.075 113.647 157.784 152.805 202.574 13.0069 192.322 84.0705 40.4495 24.7992 33.8708 84.6518 141.951 51.4665 66.9827 207.701 69.7713 219.893 15.6168 18.8787 91.3988 195.948 235.523 57.7258 | 7859.14
 196.339 50.5592 204.077 53.6562 169.066 231.554 6.37683 218.33 74.5203 110.099 67.6583 17.0456 19.4838 60.2393 13.3271 114.53 205.217 118.514 184.221 86.674 160.29 57.3574 12.5164 55.0909 239.62 139.222 228.511 56.1901 141.346 184.533 110.191 52.5262 37.1658 18.6352 181.189 236.415 200.504 34.082 174.606 43.1166 249.642 128.139 41.3851 36.496 99.1026 28.5034 119.139 79.5229 183.352 228.391 30.4157 150.141 163.561 182.005 55.5798 131.128 105.416 179.397 2.09902 196.656 112.212 116.672 45.1898 242.488 | 7471.23
 238.716 206.086 195.518 137.086 73.3518 181.089 111.647 26.7407 126.026 225.462 119.164 37.5722 21.1808 79.7355 137.793 186.983 253.441 162.075 124.419 196.04 77.6667 111.788 141.026 33.5926 240.196 118.554 47.119 192.696 132.834 247.991 197.588 233.183 220.476 160.125 88.6622 39.8262 44.9487 8.54297 131.168 8.53889 125.21 238.674 9.85597 41.9409 22.6241 110.155 118.384 206.182 20.557 134.889 116.939 140.623 61.1343 252.451 191.119 44.6979 176.873 88.9648 244.608 68.0841 148.448 71.1243 153.576 109.863 | 8213.63
 74.992 60.2387 118.776 201.269 37.6701 11.2426 64.9558 50.975 243.213 225.76 205.314 217.799 149.267 90.9491 134.001 85.1768 144.804 2.18299 173.808 170.275 216.941 102.025 30.1895 21.8162 216.327 122.842 118.26 186.92 214.044 66.197 186.859 161.268 121.813 74.298 211.89 228.064 12.1578 67.7892 96.31 232.797 187.368 144.866 13.0643 61.136 154.83 172.261 147.725 64.2797 240.888 20.0736 117.111 241.864 63.2543 189.695 82.2779 82.8886 147.083 218.121 66.8126 59.2675 18.7851 138.308 231.85 95.1037 | 8110.39
 215.094 229.295 245.899 240.341 59.8253 254.296 39.1009 184.07 21.2649 47.8798 212.385 133.904 189.267 5.03999 130.098 17.2458 96.9441 82.2285 73.9543 98.3636 37.0443 201.123 14.2561 19.9074 21.3619 140.998 49.2854 203.004 211.123 89.2568 131.976 42.2986 63.9507 29.361 64.9954 246.156 254.242 89.8988 164.352 151.96 45.3949 10.9685 58.1477 231.223 188.933 114.283 173.875 73.3138 131.047 228.154 127.16 47.9479 192.305 146.834 201.325 231.967 163.168 4.17454 48.9092 184.336 124.968 103.363 133.975 29.1916 | 7798.01
 72.6666 109.006 20.5143 26.9791 236.338 120.026 224.582 27.7053 157.95 67.4559 189.049 89.5736 47.1155 200.729 102.752 213.895 47.4483 123.989 196.407 214.93 169.645 15.7408 110.959 110.607 146.098 69.5349 36.0646 220.677 125.788 192.909 115.577 213.081 133.473 65.0236 221.639 48.7667 91.8752 138.545 28.0742 158.521 251.127 147.651 150.817 109.852 35.6039 8.08287 104.361 130.1 68.5127 92.8328 200.885 34.6447 201.032 189.439 28.0348 8.69348 83.8114 43.9087 177.624 243.966 111.425 171.022 87.5534 99.7885 | 7682.48
 205.255 113.443 45.9817 70.5787 188.976 252.429 252.309 113.221 85.4282 6.01577 19.5705 28.9734 201.392 176.117 73.2415 96.4278 100.113 82.3926 198.147 67.5839 51.1947 59.2818 207.435 131.98 120.533 163.096 31.4244 230.086 63.2644 125.434 181.084 58.4458 125.083 189.545 207.096 46.326 5.41867 138.981 199.533 7.03243 189.544 184.048 228.286 144.43 19.0263 38.4059 244.051 58.4403 188.237 176.277 29.3005 214.034 22.4581 232.917 36.4984 197.018 182.328 231.291 33.9657 19.5835 81.1202 127.571 126.106 22.389 | 7747.19
 196.526 75.8938 219.348 17.8762 17.1357 99.9198 150.404 36.5298 208.85 147.275 122.978 243.435 99.0642 15.595 31.6058 -0.220091 203.223 81.9122 233.189 245.816 156.46 140.603 0.841852 124.438 239.041 194.323 188.994 164.56 170.669 204.792 9.41511 244.033 232.27 45.95 216.508 1.59839 20.7608 70.3998 148.001 18.3441 57.0699 19.5193 93.6978 67.7286 39.4488 179.041 196.136 53.0521 46.292 152.699 153.76 71.4786 211.976 229.285 88.962 211.573 56.6844 205.821 13.4552 221.877 19.1952 44.9099 12.3965 249.651 | 7734.07
 137.266 211.514 194.991 126.629 242.969 160.486 34.3044 195.233 54.4719 253.005 122.623 25.9566 141.438 81.1476 144.268 92.4782 91.0903 104.478 129.106 12.6372 148.203 83.2902 214.46 20.9715 222.607 169.092 40.4636 99.0978 64.2696 243.487 141.076 102.515 229.087 144.59 41.1025 8.34958 175.445 164.989 33.5758 6.01551 34.6203 28.0502 126.322 123.452 25.0187 135.482 91.0161 106.523 109.224 33.3158 113.357 40.0309 99.5342 107.877 149.538 95.0145 105.367 62.3354 233.982 139.63 243.137 220.623 213.106 125.415 | 7670.75
 38.7212 23.0958 69.4976 172.096 203.315 120.121 27.6364 178.74 248.053 4.43913 47.1692 164.555 85.2109 169.737 162.797 47.9755 234.456 168.043 78.43 55.0511 91.6846 161.785 221.032 79.5849 168.236 250.528 212.159 176.707 38.8341 239.005 111.577 119.185 163.472 248.133 14.658 151.822 181.948 63.51 128.184 221.507 218.235 210.658 187.858 221.95 117.588 39.1632 252.369 201.188 138.537 89.8904 169.94 149.645 20.116 218.455 210.147 183.705 178.883 21.9658 218.605 121.087 51.409 85.1346 27.555 110.851 | 8787.63
 36.9923 34.2665 79.7454 159.336 39.6498 75.2856 211.966 250.988 151.255 226.738 22.3795 64.7677 0.296648 223.947 140.011 12.2081 251.783 18.2316 77.7641 118.333 132.939 20.0314 42.2283 65.7917 240.388 194.817 66.2843 40.9137 243.054 64.2164 190.852 82.3154 43.7812 89.3354 189.887 207.078 144.18 41.763 238.374 22.7772 49.4205 145.854 72.0777 143.164 108.811 137.315 120.689 245.334 165.895 34.0907 223.13 227.847 237.316 249.653 232.346 34.8785 31.1041 122.136 109.795 238.336 230.755 191.367 96.8442 200.129 | 8205.24
 61.0492 188.298 14.8178 251.366 117.738 208.3 41.0363 254.023 99.2648 -0.200056 199.406 247.819 208.307 7.98622 103.054 22.244 117.86 83.2654 106.887 221.372 182.992 139.089 13.2546 201.834 88.3968 44.8751 191.307 47.9493 97.095 165.252 28.9007 41.3296 28.8599 62.3655 14.9335 73.1247 228.234 173.825 156.391 107.856 38.4105 196.897 208.12 237.21 128.845 209.311 231.792 6.3385 158.954 226.123 1.15001 84.8852 99.3156 181.729 82.3611 140.899 23.1448 143.165 95.8357 219.357 166.855 97.3734 27.902 100.172 | 7747.9
 32.7201 39.0206 181.592 195.969 199.388 212.058 75.6154 59.7388 56.9709 184.503 183.048 234.642 190.123 69.7594 246.775 202.916 99.4981 128.957 70.4629 77.9308 103.682 241.761 216.958 85.6351 62.1121 72.6164 36.0602 178.732 23.826 220.945 133.636 242.082 106.524 144.034 61.6859 227.795 92.8862 12.5855 105.077 147.59 165.145 168.693 63.8293 74.8738 83.6465 19.068 104.43 75.1019 220.555 79.8644 16.8986 220.674 30.0435 227.523 234.033 82.752 31.8345 62.943 86.6571 153.968 86.4806 95.0145 123.587 194.81 | 7960.34
 55.2239 224.529 57.8885 33.6865 144.875 253.48 126.27 19.1943 69.4732 29.9287 246.67 17.8719 65.4798 141.074 103.23 186.485 186.993 222.521 247.051 63.6683 162.14 248.278 160.492 160.887 128.641 201.954 151.471 231.031 106.25 99.4835 13.0123 42.529 30.9693 80.6067 172.036 127.325 104.462 62.9075 167.641 0.92512 73.6441 17.9896 126.297 185.465 94.9551 18.5202 226.92 7.5262 15.1599 42.2896 233.34 225.95 187.559 0.766228 170.593 253.946 158.355 248.315 167.885 174.688 231.017 126.662 42.0508 205.42 | 8183.95
 94.5155 96.8503 22.3925 25.802 100.182 133.877 204.404 123.538 191.815 179.323 239.901 1.47976 7.01225 96.6081 11.6011 73.7195 18.2817 152.834 197.248 117.763 193.488 213.591 244.807 114.486 56.9799 198.369 74.947 13.5793 18.6573 53.7387 157.46 145.969 27.3069 94.8768 156.541 185.597 241.733 181.434 213.943 165.409 28.0108 34.5551 43.6646 190.686 182.476 -0.0262917 198.177 49.9814 233.334 251.682 243.727 248.544 134.89 240.345 108.918 4.61371 148.655 103.779 17.5003 130.795 14.2222 226.859 4.42764 140.608 | 7822.49
 172.239 220.49 11.9389 89.6228 189.917 4.48186 220.289 209.218 181.483 47.9858 48.6244 166.941 186.456 147.116 34.2503 116.485 107.083 137.453 242.078 201.646 54.1821 12.2801 170.474 96.9672 131.597 121.068 60.4772 48.0887 249.279 143.479 191.058 239.522 217.044 52.598 251.086 183.346 44.427 21.9441 102.596 175.988 84.6172 22.0342 107.305 30.453 202.994 62.4662 205.005 58.5052 231.211 220.301 242.358 172.026 64.5238 190.872 174.558 140.011 101.356 67.332 130.942 47.6436 19.0739 209.633 230.081 244.422 | 8563.02
 39.731 2.10082 219.536 230.094 180.37 32.1246 154.648 132.766 184.044 61.4759 25.1612 6.57629 190.209 3.75807 140.802 138.99 234.476 243.084 107.447 226.044 61.6899 30.7953 147.04 141.623 54.208 251.568 246.142 221.726 235.854 172.006 73.605 207.187 33.4969 165.141 18.6731 216.84 74.9601 -0.444854 121.174 76.5356 24.2098 246.68 148.874 144.95 34.6248 31.165 180.414 193.194 8.5669 43.9092 182.965 49.6535 217.138 91.4855 71.1217 35.7166 141.884 -0.0195013 208.642 48.0878 128.456 107.13 93.5809 152.875 | 7688.56
 148.011 188.261 13.8036 238.296 197.705 94.2615 10.9837 236.996 175.221 56.788 175.337 1.81533 240.278 99.9584 154.02 243.207 157.822 69.2229 156.827 250.307 172.951 93.0498 66.2199 104.828 169.344 17.8714 80.2571 244.931 103.063 132.227 53.8867 64.2952 218.826 162.318 87.9116 131.09 67.1852 199.81 159.327 99.8301 60.3676 98.8887 3.08167 138.171 34.8516 160.26 9.76682 97.2906 149.909 89.0928 238.132 55.864 53.2818 97.7241 53.2867 137.898 110.102 153.139 130.822 47.3046 239.833 114.324 117.875 118.137 | 7847.75
 38.0424 240.361 174.77 126.433 143.666 213.361 254.026 247.028 141.323 243.751 79.4828 14.7833 106.372 243.987 191.062 231.294 52.808 219.322 28.8172 156.43 168.982 156.097 203.305 111.803 113.476 220.858 43.3589 88.9419 79.1087 147.305 78.8727 155.407 190.81 247.442 29.9231 220.143 140.269 59.7877 156.47 91.8156 1.50489 77.8862 200.142 248.247 199.826 51.383 218.729 103.405 219.94 154.153 210.196 150.857 235.398 209.679 83.4238 107.891 255.172 73.2045 136.803 189.424 193.812 7.45351 109.878 173.205 | 9462.91
 75.6655 63.0054 14.4827 66.006 146.299 247.032 212.573 239.679 17.9683 112.424 114.071 -0.46766 62.1281 65.6961 87.7355 54.8946 202.41 185.982 125.387 100.956 104.63 247.722 129.954 234.568 31.1283 164.48 56.069 184.663 178.784 143.907 249.547 57.11 28.4427 9.04321 96.6221 136.757 223.868 94.4959 31.0937 217.487 216.138 187.622 115.794 0.859557 105.571 116.094 129.342 148.111 237.478 179.822 244.87 29.6039 3.04329 211.426 29.0446 32.6613 155.815 82.9009 0.581503 19.9922 226.38 108.032 128.534 67.7738 | 7591.79
 105.232 198.548 128.866 75.7132 243.846 75.5175 66.2724 66.2 144.511 167.905 112.714 192.85 56.5014 236.086 106.234 9.50916 156.988 83.5283 1.01354 194.708 245.152 148.281 187.507 179.883 6.68167 145.967 177.525 74.0343 140.266 52.4979 244.999 61.5786 155.968 154.644 126.035 115.336 251.469 44.8745 140.679 123.921 32.6922 134.977 213.301 195.472 122.939 243.552 95.9029 226.572 102.171 180.306 252.349 72.9508 185.596 117.743 111.623 111.947 189.366 184.339 242.882 217.708 137.993 190.695 159.035 230.425 | 9152.57
 150.582 219.019 29.3769 201.966 53.1903 49.0125 8.46749 52.6214 162.923 66.3272 58.0551 19.4486 159.148 94.6827 100.681 150.868 208.301 66.0398 95.2306 176.918 234.545 91.6627 137.928 238.509 244.134 113.37 31.1033 141.607 125.714 245.884 21.4695 74.1254 247.329 136.032 247.567 130.675 91.8462 88.4469 181.069 161.375 230.145 25.5724 177.775 23.8013 70.482 236.119 160.184 61.1352 37.3807 180.79 96.8608 9.55548 56.0441 111.302 70.0282 75.6137 184.76 0.88969 21.5498 215.947 247.257 190.025 51.4524 163.714 | 7805.63
 100.275 209.543 131.992 207.661 1.95379 158.522 186.305 174.244 247.494 94.9835 32.6566 87.9507 246.472 153.135 221.257 241.503 50.0614 15.4938 133.117 132.653 57.1955 192.306 132.481 204.944 248.642 118.077 21.4825 15.0943 152.286 204.504 11.0749 78.5307 197.042 139.613 54.0891 99.3666 3.47805 11.968 156.629 39.0202 165.654 53.0384 145.316 82.4704 180.016 10.5042 245.007 72.5374 18.2265 155.332 51.3564 128.01 96.5735 221.859 125.58 149.015 132.366 246.356 139.962 199.657 55.1016 136.644 224.085 178.436 | 8178.2
 151.687 182.033 146.527 13.0196 224.343 224.051 120.605 237.712 6.97957 77.4555 141.095 66.5889 183.142 228.723 79.7605 187.931 241.43 236.005 79.4193 153.969 221.648 122.759 124.984 78.589 29.1313 240.532 244.062 29.6874 15.8115 235.945 25.5863 55.1063 43.4605 246.065 67.6499 61.7886 49.9033 166.54 53.1282 34.5464 6.14869 168.659 114.823 251.892 3.61384 43.1026 86.3811 26.1155 215.524 215.853 209.9 188.619 131.075 6.46665 147.073 218.696 113.839 100.938 163.601 7.01319 221.433 92.0368 61.5636 44.8229 | 7968.59
 238.03 20.2562 48.8108 154.307 -0.26186 92.2556 184.016 85.0167 220.224 82.8116 200.343 165.83 25.2643 157.979 230.042 242.215 103.86 120.228 86.8483 40.3193 172.978 77.0747 75.2267 -0.152804 45.3389 24.8907 167.267 153.943 10.0768 138.226 225.899 189.292 170.866 120.308 144.924 130.106 48.1895 130.828 34.3348 171.845 161.373 29.8985 149.104 154.173 144.864 24.2672 200.783 1.2997 170.946 38.101 183.136 131.892 37.2827 20.7192 99.3051 22.9081 243.117 223.141 149.84 96.3128 202.854 84.3355 161.897 213.153 | 7674.56

Błędy:
    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0    0 |    0
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    0    0    0   -1    0    0    0    0    0    0   -1    0    0    0    0    0    0    0    0   -1    0    0    0    0   -1    0    0    0    0    0    0    0    0   -1    0    0    0    0   -1    0   -1    0    0    0    0    0    0    0    0    0    0    0    0    0   -1    0    0    0    0   -1    0   -1    0    0 |  -10
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