master d185067fc0ea cached
14 files
426.8 KB
238.6k tokens
44 symbols
1 requests
Download .txt
Showing preview only (440K chars total). Download the full file or copy to clipboard to get everything.
Repository: alexandrebarachant/bci-challenge-ner-2015
Branch: master
Commit: d185067fc0ea
Files: 14
Total size: 426.8 KB

Directory structure:
gitextract_0n05c5vc/

├── .gitignore
├── Licence.txt
├── README.md
├── classif.py
├── cross_valid.py
├── parameters_Leak.yaml
├── parameters_noLeak.yaml
├── prediction.py
├── preproc/
│   ├── metadata.csv
│   └── preproc.py
├── results/
│   ├── submission_Leak.csv
│   └── submission_noLeak.csv
└── riemann/
    ├── __init__.py
    └── utils.py

================================================
FILE CONTENTS
================================================

================================================
FILE: .gitignore
================================================
data/*
*.*~
*.pyc
*.npy
.DS_Store


================================================
FILE: Licence.txt
================================================
                    GNU GENERAL PUBLIC LICENSE
                       Version 3, 29 June 2007

 Copyright (C) 2007 Free Software Foundation, Inc. <http://fsf.org/>
 Everyone is permitted to copy and distribute verbatim copies
 of this license document, but changing it is not allowed.

                            Preamble

  The GNU General Public License is a free, copyleft license for
software and other kinds of works.

  The licenses for most software and other practical works are designed
to take away your freedom to share and change the works.  By contrast,
the GNU General Public License is intended to guarantee your freedom to
share and change all versions of a program--to make sure it remains free
software for all its users.  We, the Free Software Foundation, use the
GNU General Public License for most of our software; it applies also to
any other work released this way by its authors.  You can apply it to
your programs, too.

  When we speak of free software, we are referring to freedom, not
price.  Our General Public Licenses are designed to make sure that you
have the freedom to distribute copies of free software (and charge for
them if you wish), that you receive source code or can get it if you
want it, that you can change the software or use pieces of it in new
free programs, and that you know you can do these things.

  To protect your rights, we need to prevent others from denying you
these rights or asking you to surrender the rights.  Therefore, you have
certain responsibilities if you distribute copies of the software, or if
you modify it: responsibilities to respect the freedom of others.

  For example, if you distribute copies of such a program, whether
gratis or for a fee, you must pass on to the recipients the same
freedoms that you received.  You must make sure that they, too, receive
or can get the source code.  And you must show them these terms so they
know their rights.

  Developers that use the GNU GPL protect your rights with two steps:
(1) assert copyright on the software, and (2) offer you this License
giving you legal permission to copy, distribute and/or modify it.

  For the developers' and authors' protection, the GPL clearly explains
that there is no warranty for this free software.  For both users' and
authors' sake, the GPL requires that modified versions be marked as
changed, so that their problems will not be attributed erroneously to
authors of previous versions.

  Some devices are designed to deny users access to install or run
modified versions of the software inside them, although the manufacturer
can do so.  This is fundamentally incompatible with the aim of
protecting users' freedom to change the software.  The systematic
pattern of such abuse occurs in the area of products for individuals to
use, which is precisely where it is most unacceptable.  Therefore, we
have designed this version of the GPL to prohibit the practice for those
products.  If such problems arise substantially in other domains, we
stand ready to extend this provision to those domains in future versions
of the GPL, as needed to protect the freedom of users.

  Finally, every program is threatened constantly by software patents.
States should not allow patents to restrict development and use of
software on general-purpose computers, but in those that do, we wish to
avoid the special danger that patents applied to a free program could
make it effectively proprietary.  To prevent this, the GPL assures that
patents cannot be used to render the program non-free.

  The precise terms and conditions for copying, distribution and
modification follow.

                       TERMS AND CONDITIONS

  0. Definitions.

  "This License" refers to version 3 of the GNU General Public License.

  "Copyright" also means copyright-like laws that apply to other kinds of
works, such as semiconductor masks.

  "The Program" refers to any copyrightable work licensed under this
License.  Each licensee is addressed as "you".  "Licensees" and
"recipients" may be individuals or organizations.

  To "modify" a work means to copy from or adapt all or part of the work
in a fashion requiring copyright permission, other than the making of an
exact copy.  The resulting work is called a "modified version" of the
earlier work or a work "based on" the earlier work.

  A "covered work" means either the unmodified Program or a work based
on the Program.

  To "propagate" a work means to do anything with it that, without
permission, would make you directly or secondarily liable for
infringement under applicable copyright law, except executing it on a
computer or modifying a private copy.  Propagation includes copying,
distribution (with or without modification), making available to the
public, and in some countries other activities as well.

  To "convey" a work means any kind of propagation that enables other
parties to make or receive copies.  Mere interaction with a user through
a computer network, with no transfer of a copy, is not conveying.

  An interactive user interface displays "Appropriate Legal Notices"
to the extent that it includes a convenient and prominently visible
feature that (1) displays an appropriate copyright notice, and (2)
tells the user that there is no warranty for the work (except to the
extent that warranties are provided), that licensees may convey the
work under this License, and how to view a copy of this License.  If
the interface presents a list of user commands or options, such as a
menu, a prominent item in the list meets this criterion.

  1. Source Code.

  The "source code" for a work means the preferred form of the work
for making modifications to it.  "Object code" means any non-source
form of a work.

  A "Standard Interface" means an interface that either is an official
standard defined by a recognized standards body, or, in the case of
interfaces specified for a particular programming language, one that
is widely used among developers working in that language.

  The "System Libraries" of an executable work include anything, other
than the work as a whole, that (a) is included in the normal form of
packaging a Major Component, but which is not part of that Major
Component, and (b) serves only to enable use of the work with that
Major Component, or to implement a Standard Interface for which an
implementation is available to the public in source code form.  A
"Major Component", in this context, means a major essential component
(kernel, window system, and so on) of the specific operating system
(if any) on which the executable work runs, or a compiler used to
produce the work, or an object code interpreter used to run it.

  The "Corresponding Source" for a work in object code form means all
the source code needed to generate, install, and (for an executable
work) run the object code and to modify the work, including scripts to
control those activities.  However, it does not include the work's
System Libraries, or general-purpose tools or generally available free
programs which are used unmodified in performing those activities but
which are not part of the work.  For example, Corresponding Source
includes interface definition files associated with source files for
the work, and the source code for shared libraries and dynamically
linked subprograms that the work is specifically designed to require,
such as by intimate data communication or control flow between those
subprograms and other parts of the work.

  The Corresponding Source need not include anything that users
can regenerate automatically from other parts of the Corresponding
Source.

  The Corresponding Source for a work in source code form is that
same work.

  2. Basic Permissions.

  All rights granted under this License are granted for the term of
copyright on the Program, and are irrevocable provided the stated
conditions are met.  This License explicitly affirms your unlimited
permission to run the unmodified Program.  The output from running a
covered work is covered by this License only if the output, given its
content, constitutes a covered work.  This License acknowledges your
rights of fair use or other equivalent, as provided by copyright law.

  You may make, run and propagate covered works that you do not
convey, without conditions so long as your license otherwise remains
in force.  You may convey covered works to others for the sole purpose
of having them make modifications exclusively for you, or provide you
with facilities for running those works, provided that you comply with
the terms of this License in conveying all material for which you do
not control copyright.  Those thus making or running the covered works
for you must do so exclusively on your behalf, under your direction
and control, on terms that prohibit them from making any copies of
your copyrighted material outside their relationship with you.

  Conveying under any other circumstances is permitted solely under
the conditions stated below.  Sublicensing is not allowed; section 10
makes it unnecessary.

  3. Protecting Users' Legal Rights From Anti-Circumvention Law.

  No covered work shall be deemed part of an effective technological
measure under any applicable law fulfilling obligations under article
11 of the WIPO copyright treaty adopted on 20 December 1996, or
similar laws prohibiting or restricting circumvention of such
measures.

  When you convey a covered work, you waive any legal power to forbid
circumvention of technological measures to the extent such circumvention
is effected by exercising rights under this License with respect to
the covered work, and you disclaim any intention to limit operation or
modification of the work as a means of enforcing, against the work's
users, your or third parties' legal rights to forbid circumvention of
technological measures.

  4. Conveying Verbatim Copies.

  You may convey verbatim copies of the Program's source code as you
receive it, in any medium, provided that you conspicuously and
appropriately publish on each copy an appropriate copyright notice;
keep intact all notices stating that this License and any
non-permissive terms added in accord with section 7 apply to the code;
keep intact all notices of the absence of any warranty; and give all
recipients a copy of this License along with the Program.

  You may charge any price or no price for each copy that you convey,
and you may offer support or warranty protection for a fee.

  5. Conveying Modified Source Versions.

  You may convey a work based on the Program, or the modifications to
produce it from the Program, in the form of source code under the
terms of section 4, provided that you also meet all of these conditions:

    a) The work must carry prominent notices stating that you modified
    it, and giving a relevant date.

    b) The work must carry prominent notices stating that it is
    released under this License and any conditions added under section
    7.  This requirement modifies the requirement in section 4 to
    "keep intact all notices".

    c) You must license the entire work, as a whole, under this
    License to anyone who comes into possession of a copy.  This
    License will therefore apply, along with any applicable section 7
    additional terms, to the whole of the work, and all its parts,
    regardless of how they are packaged.  This License gives no
    permission to license the work in any other way, but it does not
    invalidate such permission if you have separately received it.

    d) If the work has interactive user interfaces, each must display
    Appropriate Legal Notices; however, if the Program has interactive
    interfaces that do not display Appropriate Legal Notices, your
    work need not make them do so.

  A compilation of a covered work with other separate and independent
works, which are not by their nature extensions of the covered work,
and which are not combined with it such as to form a larger program,
in or on a volume of a storage or distribution medium, is called an
"aggregate" if the compilation and its resulting copyright are not
used to limit the access or legal rights of the compilation's users
beyond what the individual works permit.  Inclusion of a covered work
in an aggregate does not cause this License to apply to the other
parts of the aggregate.

  6. Conveying Non-Source Forms.

  You may convey a covered work in object code form under the terms
of sections 4 and 5, provided that you also convey the
machine-readable Corresponding Source under the terms of this License,
in one of these ways:

    a) Convey the object code in, or embodied in, a physical product
    (including a physical distribution medium), accompanied by the
    Corresponding Source fixed on a durable physical medium
    customarily used for software interchange.

    b) Convey the object code in, or embodied in, a physical product
    (including a physical distribution medium), accompanied by a
    written offer, valid for at least three years and valid for as
    long as you offer spare parts or customer support for that product
    model, to give anyone who possesses the object code either (1) a
    copy of the Corresponding Source for all the software in the
    product that is covered by this License, on a durable physical
    medium customarily used for software interchange, for a price no
    more than your reasonable cost of physically performing this
    conveying of source, or (2) access to copy the
    Corresponding Source from a network server at no charge.

    c) Convey individual copies of the object code with a copy of the
    written offer to provide the Corresponding Source.  This
    alternative is allowed only occasionally and noncommercially, and
    only if you received the object code with such an offer, in accord
    with subsection 6b.

    d) Convey the object code by offering access from a designated
    place (gratis or for a charge), and offer equivalent access to the
    Corresponding Source in the same way through the same place at no
    further charge.  You need not require recipients to copy the
    Corresponding Source along with the object code.  If the place to
    copy the object code is a network server, the Corresponding Source
    may be on a different server (operated by you or a third party)
    that supports equivalent copying facilities, provided you maintain
    clear directions next to the object code saying where to find the
    Corresponding Source.  Regardless of what server hosts the
    Corresponding Source, you remain obligated to ensure that it is
    available for as long as needed to satisfy these requirements.

    e) Convey the object code using peer-to-peer transmission, provided
    you inform other peers where the object code and Corresponding
    Source of the work are being offered to the general public at no
    charge under subsection 6d.

  A separable portion of the object code, whose source code is excluded
from the Corresponding Source as a System Library, need not be
included in conveying the object code work.

  A "User Product" is either (1) a "consumer product", which means any
tangible personal property which is normally used for personal, family,
or household purposes, or (2) anything designed or sold for incorporation
into a dwelling.  In determining whether a product is a consumer product,
doubtful cases shall be resolved in favor of coverage.  For a particular
product received by a particular user, "normally used" refers to a
typical or common use of that class of product, regardless of the status
of the particular user or of the way in which the particular user
actually uses, or expects or is expected to use, the product.  A product
is a consumer product regardless of whether the product has substantial
commercial, industrial or non-consumer uses, unless such uses represent
the only significant mode of use of the product.

  "Installation Information" for a User Product means any methods,
procedures, authorization keys, or other information required to install
and execute modified versions of a covered work in that User Product from
a modified version of its Corresponding Source.  The information must
suffice to ensure that the continued functioning of the modified object
code is in no case prevented or interfered with solely because
modification has been made.

  If you convey an object code work under this section in, or with, or
specifically for use in, a User Product, and the conveying occurs as
part of a transaction in which the right of possession and use of the
User Product is transferred to the recipient in perpetuity or for a
fixed term (regardless of how the transaction is characterized), the
Corresponding Source conveyed under this section must be accompanied
by the Installation Information.  But this requirement does not apply
if neither you nor any third party retains the ability to install
modified object code on the User Product (for example, the work has
been installed in ROM).

  The requirement to provide Installation Information does not include a
requirement to continue to provide support service, warranty, or updates
for a work that has been modified or installed by the recipient, or for
the User Product in which it has been modified or installed.  Access to a
network may be denied when the modification itself materially and
adversely affects the operation of the network or violates the rules and
protocols for communication across the network.

  Corresponding Source conveyed, and Installation Information provided,
in accord with this section must be in a format that is publicly
documented (and with an implementation available to the public in
source code form), and must require no special password or key for
unpacking, reading or copying.

  7. Additional Terms.

  "Additional permissions" are terms that supplement the terms of this
License by making exceptions from one or more of its conditions.
Additional permissions that are applicable to the entire Program shall
be treated as though they were included in this License, to the extent
that they are valid under applicable law.  If additional permissions
apply only to part of the Program, that part may be used separately
under those permissions, but the entire Program remains governed by
this License without regard to the additional permissions.

  When you convey a copy of a covered work, you may at your option
remove any additional permissions from that copy, or from any part of
it.  (Additional permissions may be written to require their own
removal in certain cases when you modify the work.)  You may place
additional permissions on material, added by you to a covered work,
for which you have or can give appropriate copyright permission.

  Notwithstanding any other provision of this License, for material you
add to a covered work, you may (if authorized by the copyright holders of
that material) supplement the terms of this License with terms:

    a) Disclaiming warranty or limiting liability differently from the
    terms of sections 15 and 16 of this License; or

    b) Requiring preservation of specified reasonable legal notices or
    author attributions in that material or in the Appropriate Legal
    Notices displayed by works containing it; or

    c) Prohibiting misrepresentation of the origin of that material, or
    requiring that modified versions of such material be marked in
    reasonable ways as different from the original version; or

    d) Limiting the use for publicity purposes of names of licensors or
    authors of the material; or

    e) Declining to grant rights under trademark law for use of some
    trade names, trademarks, or service marks; or

    f) Requiring indemnification of licensors and authors of that
    material by anyone who conveys the material (or modified versions of
    it) with contractual assumptions of liability to the recipient, for
    any liability that these contractual assumptions directly impose on
    those licensors and authors.

  All other non-permissive additional terms are considered "further
restrictions" within the meaning of section 10.  If the Program as you
received it, or any part of it, contains a notice stating that it is
governed by this License along with a term that is a further
restriction, you may remove that term.  If a license document contains
a further restriction but permits relicensing or conveying under this
License, you may add to a covered work material governed by the terms
of that license document, provided that the further restriction does
not survive such relicensing or conveying.

  If you add terms to a covered work in accord with this section, you
must place, in the relevant source files, a statement of the
additional terms that apply to those files, or a notice indicating
where to find the applicable terms.

  Additional terms, permissive or non-permissive, may be stated in the
form of a separately written license, or stated as exceptions;
the above requirements apply either way.

  8. Termination.

  You may not propagate or modify a covered work except as expressly
provided under this License.  Any attempt otherwise to propagate or
modify it is void, and will automatically terminate your rights under
this License (including any patent licenses granted under the third
paragraph of section 11).

  However, if you cease all violation of this License, then your
license from a particular copyright holder is reinstated (a)
provisionally, unless and until the copyright holder explicitly and
finally terminates your license, and (b) permanently, if the copyright
holder fails to notify you of the violation by some reasonable means
prior to 60 days after the cessation.

  Moreover, your license from a particular copyright holder is
reinstated permanently if the copyright holder notifies you of the
violation by some reasonable means, this is the first time you have
received notice of violation of this License (for any work) from that
copyright holder, and you cure the violation prior to 30 days after
your receipt of the notice.

  Termination of your rights under this section does not terminate the
licenses of parties who have received copies or rights from you under
this License.  If your rights have been terminated and not permanently
reinstated, you do not qualify to receive new licenses for the same
material under section 10.

  9. Acceptance Not Required for Having Copies.

  You are not required to accept this License in order to receive or
run a copy of the Program.  Ancillary propagation of a covered work
occurring solely as a consequence of using peer-to-peer transmission
to receive a copy likewise does not require acceptance.  However,
nothing other than this License grants you permission to propagate or
modify any covered work.  These actions infringe copyright if you do
not accept this License.  Therefore, by modifying or propagating a
covered work, you indicate your acceptance of this License to do so.

  10. Automatic Licensing of Downstream Recipients.

  Each time you convey a covered work, the recipient automatically
receives a license from the original licensors, to run, modify and
propagate that work, subject to this License.  You are not responsible
for enforcing compliance by third parties with this License.

  An "entity transaction" is a transaction transferring control of an
organization, or substantially all assets of one, or subdividing an
organization, or merging organizations.  If propagation of a covered
work results from an entity transaction, each party to that
transaction who receives a copy of the work also receives whatever
licenses to the work the party's predecessor in interest had or could
give under the previous paragraph, plus a right to possession of the
Corresponding Source of the work from the predecessor in interest, if
the predecessor has it or can get it with reasonable efforts.

  You may not impose any further restrictions on the exercise of the
rights granted or affirmed under this License.  For example, you may
not impose a license fee, royalty, or other charge for exercise of
rights granted under this License, and you may not initiate litigation
(including a cross-claim or counterclaim in a lawsuit) alleging that
any patent claim is infringed by making, using, selling, offering for
sale, or importing the Program or any portion of it.

  11. Patents.

  A "contributor" is a copyright holder who authorizes use under this
License of the Program or a work on which the Program is based.  The
work thus licensed is called the contributor's "contributor version".

  A contributor's "essential patent claims" are all patent claims
owned or controlled by the contributor, whether already acquired or
hereafter acquired, that would be infringed by some manner, permitted
by this License, of making, using, or selling its contributor version,
but do not include claims that would be infringed only as a
consequence of further modification of the contributor version.  For
purposes of this definition, "control" includes the right to grant
patent sublicenses in a manner consistent with the requirements of
this License.

  Each contributor grants you a non-exclusive, worldwide, royalty-free
patent license under the contributor's essential patent claims, to
make, use, sell, offer for sale, import and otherwise run, modify and
propagate the contents of its contributor version.

  In the following three paragraphs, a "patent license" is any express
agreement or commitment, however denominated, not to enforce a patent
(such as an express permission to practice a patent or covenant not to
sue for patent infringement).  To "grant" such a patent license to a
party means to make such an agreement or commitment not to enforce a
patent against the party.

  If you convey a covered work, knowingly relying on a patent license,
and the Corresponding Source of the work is not available for anyone
to copy, free of charge and under the terms of this License, through a
publicly available network server or other readily accessible means,
then you must either (1) cause the Corresponding Source to be so
available, or (2) arrange to deprive yourself of the benefit of the
patent license for this particular work, or (3) arrange, in a manner
consistent with the requirements of this License, to extend the patent
license to downstream recipients.  "Knowingly relying" means you have
actual knowledge that, but for the patent license, your conveying the
covered work in a country, or your recipient's use of the covered work
in a country, would infringe one or more identifiable patents in that
country that you have reason to believe are valid.

  If, pursuant to or in connection with a single transaction or
arrangement, you convey, or propagate by procuring conveyance of, a
covered work, and grant a patent license to some of the parties
receiving the covered work authorizing them to use, propagate, modify
or convey a specific copy of the covered work, then the patent license
you grant is automatically extended to all recipients of the covered
work and works based on it.

  A patent license is "discriminatory" if it does not include within
the scope of its coverage, prohibits the exercise of, or is
conditioned on the non-exercise of one or more of the rights that are
specifically granted under this License.  You may not convey a covered
work if you are a party to an arrangement with a third party that is
in the business of distributing software, under which you make payment
to the third party based on the extent of your activity of conveying
the work, and under which the third party grants, to any of the
parties who would receive the covered work from you, a discriminatory
patent license (a) in connection with copies of the covered work
conveyed by you (or copies made from those copies), or (b) primarily
for and in connection with specific products or compilations that
contain the covered work, unless you entered into that arrangement,
or that patent license was granted, prior to 28 March 2007.

  Nothing in this License shall be construed as excluding or limiting
any implied license or other defenses to infringement that may
otherwise be available to you under applicable patent law.

  12. No Surrender of Others' Freedom.

  If conditions are imposed on you (whether by court order, agreement or
otherwise) that contradict the conditions of this License, they do not
excuse you from the conditions of this License.  If you cannot convey a
covered work so as to satisfy simultaneously your obligations under this
License and any other pertinent obligations, then as a consequence you may
not convey it at all.  For example, if you agree to terms that obligate you
to collect a royalty for further conveying from those to whom you convey
the Program, the only way you could satisfy both those terms and this
License would be to refrain entirely from conveying the Program.

  13. Use with the GNU Affero General Public License.

  Notwithstanding any other provision of this License, you have
permission to link or combine any covered work with a work licensed
under version 3 of the GNU Affero General Public License into a single
combined work, and to convey the resulting work.  The terms of this
License will continue to apply to the part which is the covered work,
but the special requirements of the GNU Affero General Public License,
section 13, concerning interaction through a network will apply to the
combination as such.

  14. Revised Versions of this License.

  The Free Software Foundation may publish revised and/or new versions of
the GNU General Public License from time to time.  Such new versions will
be similar in spirit to the present version, but may differ in detail to
address new problems or concerns.

  Each version is given a distinguishing version number.  If the
Program specifies that a certain numbered version of the GNU General
Public License "or any later version" applies to it, you have the
option of following the terms and conditions either of that numbered
version or of any later version published by the Free Software
Foundation.  If the Program does not specify a version number of the
GNU General Public License, you may choose any version ever published
by the Free Software Foundation.

  If the Program specifies that a proxy can decide which future
versions of the GNU General Public License can be used, that proxy's
public statement of acceptance of a version permanently authorizes you
to choose that version for the Program.

  Later license versions may give you additional or different
permissions.  However, no additional obligations are imposed on any
author or copyright holder as a result of your choosing to follow a
later version.

  15. Disclaimer of Warranty.

  THERE IS NO WARRANTY FOR THE PROGRAM, TO THE EXTENT PERMITTED BY
APPLICABLE LAW.  EXCEPT WHEN OTHERWISE STATED IN WRITING THE COPYRIGHT
HOLDERS AND/OR OTHER PARTIES PROVIDE THE PROGRAM "AS IS" WITHOUT WARRANTY
OF ANY KIND, EITHER EXPRESSED OR IMPLIED, INCLUDING, BUT NOT LIMITED TO,
THE IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR
PURPOSE.  THE ENTIRE RISK AS TO THE QUALITY AND PERFORMANCE OF THE PROGRAM
IS WITH YOU.  SHOULD THE PROGRAM PROVE DEFECTIVE, YOU ASSUME THE COST OF
ALL NECESSARY SERVICING, REPAIR OR CORRECTION.

  16. Limitation of Liability.

  IN NO EVENT UNLESS REQUIRED BY APPLICABLE LAW OR AGREED TO IN WRITING
WILL ANY COPYRIGHT HOLDER, OR ANY OTHER PARTY WHO MODIFIES AND/OR CONVEYS
THE PROGRAM AS PERMITTED ABOVE, BE LIABLE TO YOU FOR DAMAGES, INCLUDING ANY
GENERAL, SPECIAL, INCIDENTAL OR CONSEQUENTIAL DAMAGES ARISING OUT OF THE
USE OR INABILITY TO USE THE PROGRAM (INCLUDING BUT NOT LIMITED TO LOSS OF
DATA OR DATA BEING RENDERED INACCURATE OR LOSSES SUSTAINED BY YOU OR THIRD
PARTIES OR A FAILURE OF THE PROGRAM TO OPERATE WITH ANY OTHER PROGRAMS),
EVEN IF SUCH HOLDER OR OTHER PARTY HAS BEEN ADVISED OF THE POSSIBILITY OF
SUCH DAMAGES.

  17. Interpretation of Sections 15 and 16.

  If the disclaimer of warranty and limitation of liability provided
above cannot be given local legal effect according to their terms,
reviewing courts shall apply local law that most closely approximates
an absolute waiver of all civil liability in connection with the
Program, unless a warranty or assumption of liability accompanies a
copy of the Program in return for a fee.

                     END OF TERMS AND CONDITIONS

            How to Apply These Terms to Your New Programs

  If you develop a new program, and you want it to be of the greatest
possible use to the public, the best way to achieve this is to make it
free software which everyone can redistribute and change under these terms.

  To do so, attach the following notices to the program.  It is safest
to attach them to the start of each source file to most effectively
state the exclusion of warranty; and each file should have at least
the "copyright" line and a pointer to where the full notice is found.

    <one line to give the program's name and a brief idea of what it does.>
    Copyright (C) <year>  <name of author>

    This program is free software: you can redistribute it and/or modify
    it under the terms of the GNU General Public License as published by
    the Free Software Foundation, either version 3 of the License, or
    (at your option) any later version.

    This program is distributed in the hope that it will be useful,
    but WITHOUT ANY WARRANTY; without even the implied warranty of
    MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE.  See the
    GNU General Public License for more details.

    You should have received a copy of the GNU General Public License
    along with this program.  If not, see <http://www.gnu.org/licenses/>.

Also add information on how to contact you by electronic and paper mail.

  If the program does terminal interaction, make it output a short
notice like this when it starts in an interactive mode:

    <program>  Copyright (C) <year>  <name of author>
    This program comes with ABSOLUTELY NO WARRANTY; for details type `show w'.
    This is free software, and you are welcome to redistribute it
    under certain conditions; type `show c' for details.

The hypothetical commands `show w' and `show c' should show the appropriate
parts of the General Public License.  Of course, your program's commands
might be different; for a GUI interface, you would use an "about box".

  You should also get your employer (if you work as a programmer) or school,
if any, to sign a "copyright disclaimer" for the program, if necessary.
For more information on this, and how to apply and follow the GNU GPL, see
<http://www.gnu.org/licenses/>.

  The GNU General Public License does not permit incorporating your program
into proprietary programs.  If your program is a subroutine library, you
may consider it more useful to permit linking proprietary applications with
the library.  If this is what you want to do, use the GNU Lesser General
Public License instead of this License.  But first, please read
<http://www.gnu.org/philosophy/why-not-lgpl.html>.


================================================
FILE: README.md
================================================
# BCI Challenge @ NER 2015

Code and documentation for the winning solution at the BCI Challenge @ NER 2015 : https://www.kaggle.com/c/inria-bci-challenge

**Authors**:
* [Alexandre Barachant](http://alexandre.barachant.org) 
* Rafal Cycon
* Cédric Gouy-Pailler

**Contents** :

- [Signal Processing & Classification Pipeline ](#signal-processing-classification-pipeline)
    - [Introduction](#introduction)
    - [Classification Pipeline](#classification-pipeline)
    - [Results](#results)
    - [Discussion](#Discussion)
    - [References ](#references)
- [Code](#code)
- [Parameter file](#parameter-file)


**Licence** : GLPv3. see Licence.txt

# Signal Processing & Classification Pipeline 

## Introduction

The goal of this challenge was to detect error related potential recorded during a p300 spelling task. The classification must be done across subjects,
i.e. training and test sets were composed by different subjects. This is a hard task due to the high inter-subjects variability of EEG. 
However, our Riemannian Geometry framework has been proven very powerful for dealing with this problem (see [2], [3], and the [decMeg2014 kaggle challenge](http://www.kaggle.com/c/decoding-the-human-brain)).
This is partly due to the property of invariance by congruent transformation of the Riemannian metric.

Starting from here, the main difficulties of this challenge were to deal with the relatively high number of electrodes and to avoid overfitting.
We overcome the first issue by using a channel selection algorithm, and the second by using a bagging procedure and an appropriate cross-validation methodology.

**The leak** : By analyzing the time between feedback events in session 5, it was possible to catch the output of the online detection Error. 
The idea is that when an error is detected, the correction of this error induces a small delay that can be detected with more or less reliability.
Given that the online Error detection was properly calibrated for the current subject, this analysis gave us two insights :

1. the output of the online error detection for session 5. Of course, there is a higher probability of error when the online classifier detects an error, but it depends on the accuracy of the online classifier.
This can be used to increase detection accuracy, but only for the session 5.

2. the percentage of error in session 5 i.e. a rough estimate of the class balance for each subjects. This second information is really important, because it can help to optimize the global AUC criterion, by adjusting the prediction to match the error probability of each subjects.
Of course, this only helps the global AUC performance, and has little effect on the subject performance.

We propose two different models. The first one does not make any use of the
leakage information and satisfies an "online processing" constraint, which means
that any trial performed by a subject can be classified without the need for
future complementary data or information. The second model uses the leak, thus
it is not online-compatible.
The two models are built upon the same classification pipeline, but with parameters tuned independently to achieve the highest performance.

## Classification Pipeline

#### Preprocessing
EEG Signals are bandpass filtered by a 5th order Butterworth filter between 1 and 40 Hz. 
Then, signals are epoched to take only 1.3 second after the feedback event. The EOG channel is removed prior to any preprocessing.

#### Feature Extraction

The EEG-based Feature extraction is done in 4 steps :

1. *Xdawn Covariances* : Two sets of 5 XDAWN [1] spatial filters are estimated, one for each class (Error and Correct).
The grand average evoked potential of each class is then filtered by the corresponding set of spatial filters, and concatenated to each epochs.
The covariance matrix of each resulting epoch is then used as feature for the next steps. This process is similar to the one described in [2] and [3].
2. *Electrode Selection* : A channel selection is applied to keep only relevant channels. The procedure consist in a backward elimination with the Riemannian distance between the 
Riemannian Geometric mean of the covariances of each class as the criterion. The algorithm is described in [4].
3. *Tangent Space* : Reduced Covariances matrices are then projected in the tangent space, as described in [5] and [6].
4. *Normalization* : Feature Normalization using a l1 norm.

After these 4 steps, a set of Meta Feature are added to the EEG-based features.
The basic set of Meta feature is the following :

* *Session id*  : the session number of the current epoch. 
* *FeedBack*    : the Feedback count since the beginning of the session. 
* *Letter*      : the Letter position in the current word. 
* *Word*        : the word count since the beginning of the session. 
* *FeedBackTot* : the feedback count since the first session.
* *WordTot*     : the word count since the first session.
* *isLong*      : was the current word flashed 8 times, i.e. a long sequence of flashes.

**For the leak only**, two other features are added :
* *OnlineErr*   : 1 if the online Error detection has detected an error (only available in session 5).
* *Err Prop*    : the percentage of errors detected in the session 5.

#### Classification 

All the above features are inputted to an Elastic Net algorithm.

**For the leak only**, *Err Prop* is added to the prediction with a coefficient of 0.8. 
As an effect, it biases the results with an estimation of the classes balances. This has no effect on the AUC of a single subject, 
but acts as on optimization for the Global AUC, which was the target metric.

### Bagging

The above pipeline is applied on a number of random subsets of subjects, and predictions are averaged across bagged models. 
Each bagged model is built on an unique set of features (high diversity of features between subsets of subjects is achieved mostly due to the Electrode Selection step in feature extraction) and thus represents a different point of view of the training data.
Ensembling bagged models improves generalization and effectively counters overfitting.

Final submission was an average of predictions of 500 bagged models, each trained on 9 subjects (out of 16, just one more subject above 50%). In 4-fold CV 150 bagged models were used.

### Cross-validation

The validation approach was a 4-fold CV with data randomly split into folds subject-wise. The splitting was repeated several times (10 in most cases) and obtained AUCs averaged. The method proved to produce a reliable measure of performance.

## Results

#### AUC 

|         Submission         | Public LB | Private LB | Fold-wise CV (std) | Subject-wise CV (std) |
|----------------------------|-----------|------------|--------------------|-----------------------|
| No Leak (online compatible)| 0.85083   | 0.84585    | 0.7294  (0.037)    | 0.7696 (0.004)        |
| Leak                       | 0.85145   | 0.87224    | 0.8008  (0.039)    | 0.7801 (0.004)        |


CV results are given for 150 models, using the CV procedure described above. Fold-CV refers to the average AUC evaluated on all the predictions of the tests subjects. 
Subject-wise CV refers to the average AUC evaluated for each subject independently. Subject-wise CV represents performance of the model in a real case scenario, i.e. the performance a single user could expect in a online experiment. 

Results across Public and Private LB are quite stable and exhibit very good performance of both models.

In cross validation, the introduction of the leak has a little effect (0.01 AUC) on subject specific performance, but has a tremendous effect on Fold CV.
Shifting the predictions according to the leak effectively improves the Fold AUC.

Interestingly, this effect is not as strong for LB results. Indeed, the no-leak model is able to correctly catch the class balance of each subject and bias the prediction accordingly.
This effect was not observed in CV results due to a smaller test set size.

#### Effect of the number of electrodes

A very important parameter was the number of electrodes in the electrode selection step ('nelec') of feature extraction.
Riemannian geometry works best with a moderately low number of electrodes. The number of features in the tangent space is N(N+1)/2 with N the number of channels.
A too high number of electrodes can lead to overfitting and estimation issues, while a too small number of channels leads to a loss of information. 

Varying the number of electrodes gives the following results (for the no-leak model) :

![elec numbers](https://raw.githubusercontent.com/alexandrebarachant/bci-challenge-ner-2015/master/results/ElecNumbers.png)

The electrode selection already achieves very high performance for a number of electrodes as low as 15.
Interestingly, using all electrodes gives the best AUC for private LB, but an optimal choice of number of electrodes may be different when using more bagged models.

The introduction of bagged model stabilizes results by making the prediction less sensitive to the electrode subset. 
This effect is bigger when the number of electrodes in the subset decreases. 

The final no-leak model was set to 35 electrodes, and only 23 for the leak model.
These values were chosen according mainly to CV results, but also partially to public LB scores.

#### Effect of the number of bagged models

For the final submission we used 500 bagged models, each composed of 9 randomly selected subjects. The number of models for the final submissions was chosen based on the fact that adding more models could improve generalization 
(up to some 'plateau' point, which was unknown at the time), but too many models could not hurt the performance. 
It was the safest choice while keeping the processing time reasonable. 

Post-competition tests indicated that as few as 10 models were already enough to provide good performance in private LB (tests made with the no-leak model):

![bag numbers](https://raw.githubusercontent.com/alexandrebarachant/bci-challenge-ner-2015/master/results/BagsNumbers.png)

## Discussion

The proposed method shows very good performance. For the specific combination of subjects in the private LB, electrode selection and ensembling did not improve significantly results.
However, they did help to prevent overfitting and increase significantly performances in cross-validation. 

The introduction of Meta features improve the results by 0.015 AUC on private LB. While some of them seem odd, they are acting as a support for the classifier to take into account
the possible shift in error prediction due to mental fatigue of the subject and other source of variability that occurs in long EEG sessions.

For this challenge, the evaluation criterion was the AUC calculated from the predictions of all the subjects put together. 
However, the fact that the subjects have different classes balances allow to optimize the score without making any prediction.
As a matter of fact, submitting the estimation of class balance of each subject (thanks to the leak) results in a Private LB score of 0.746, enough to be ranked in the top10.

## References 

> [1] Rivet, B.; Souloumiac, A.; Attina, V.; Gibert, G., "xDAWN Algorithm to Enhance Evoked Potentials: Application to Brain–Computer Interface," IEEE Transactions on Biomedical Engineering, vol.56, no.8, pp.2035,2043, Aug. 2009
>
> [2] A. Barachant, M. Congedo ,"A Plug&Play P300 BCI Using Information Geometry", arXiv:1409.0107. [link](http://arxiv.org/abs/1409.0107)
>
> [3] M. Congedo, A. Barachant, A. Andreev ,"A New generation of Brain-Computer Interface Based on Riemannian Geometry", arXiv: 1310.8115. [link](http://arxiv.org/abs/1310.8115)
>
> [4] A. Barachant and S. Bonnet, "Channel selection procedure using riemannian distance for BCI applications," in 2011 5th International IEEE/EMBS Conference on Neural Engineering (NER), 2011, 348-351. [pdf](http://hal.archives-ouvertes.fr/docs/00/60/27/07/PDF/NER11_0016_FI.pdf)
>
> [5] A. Barachant, S. Bonnet, M. Congedo and C. Jutten, “Multiclass Brain-Computer Interface Classification by Riemannian Geometry,” in IEEE Transactions on Biomedical Engineering, vol. 59, no. 4, p. 920-928, 2012. [pdf](http://hal.archives-ouvertes.fr/docs/00/68/13/28/PDF/Barachant_tbme_final.pdf)
>
> [6] A. Barachant, S. Bonnet, M. Congedo and C. Jutten, “Classification of covariance matrices using a Riemannian-based kernel for BCI applications“, in NeuroComputing, vol. 112, p. 172-178, 2013. [pdf](http://hal.archives-ouvertes.fr/docs/00/82/04/75/PDF/BARACHANT_Neurocomputing_ForHal.pdf)

# Code

### Dependencies & Requirements

The code is written in python. At least 8GB of RAM is required.
The following packages are used :

* sklearn
* numpy
* scipy
* pylab
* pandas
* pyyaml
* glob
* multiprocessing

### Usage

#### Preprocessing
Extract train.zip and test.zip in the data folder. Put file TrainLabels.csv in the folder data/train.

Apply preprocessing on the data (one time only) :

```bash
cd preproc/
python preproc.py
```

#### Generating Submissions

run prediction.py with the desired parameter file from the main folder. 

For the submission with the leak :
```bash
python prediction.py parameters_Leak.yaml
```

For the submission without the leak :
```bash
python prediction.py parameters_noLeak.yaml
```

:warning: Generating a submission takes around 70 minutes on a 12-core, 64Gb RAM computer.
You may adjust the 'core' parameters in the yaml files to fit your configuration. 
Default is 4 cores.

#### Cross validation

run cross_valid.py with the desired parameter file from the main folder. 

For the submission with the leak :
```bash
python cross_valid.py parameters_Leak.yaml
```

For the submission without the leak :
```bash
python cross_valid.py parameters_noLeak.yaml
```

CV takes around 12h to run on a 12-core, 64GB RAM computer

### Troubleshooting

If you get Memory Error, decrease the number of cores in the parameters file.
By default 4 cores are used, which should work fine on a computer with 16GB RAM. 

# Parameter file

For this challenge, we built a framework based on the sklearn Pipeline system allowing us to quickly test different ideas and parameters without changing a line of code.
The classification pipeline is described in a parameter file, using a yaml syntax, and then parsed and built on the fly by the scripts.
Parameters files can be shared between team-mates, and Version Controlled, reducing the chance of errors. 

The parameter file for the no-leak submission looks like this :

```yaml
imports:
  sklearn.linear_model :
    - ElasticNet
  sklearn.preprocessing:
    - Normalizer
  classif:
    - XdawnCovariances
    - TangentSpace
    - AddMeta
    - ElectrodeSelect
  
CrossVal:
  cores: 4
  folds: 4
  repetitions: 10
  path: results.csv
  comments: 'model-final-noLeak'

Submission:
  path: submission-noLeak.csv
  cores: 4

MetaPipeline:
  #leak:
  bagging:
     bag_size: 0.51 
     models: 500 

pipeline:
  - XdawnCovariances:
      nfilter: 5
      subelec: range(0,56,1)
  - ElectrodeSelect:
      nfilters: 5
      nelec: 35
      metric: "'riemann'"
  - TangentSpace:
      metric: "'logeuclid'"
      tsupdate: False
  - Normalizer:
      norm: '"l1"'
  - AddMeta:
  - ElasticNet:
      l1_ratio: 0.5
      alpha: 2e-4
      normalize: True
```

#### Imports
The import section lists packages to import :
The following section  :

```yaml
sklearn.linear_model :
  - ElasticNet
```

is evaluated as :

```python
from sklearn.linear_model import ElasticNet
```

#### Pipeline

The different steps in the classification pipeline are described in the pipeline section.
They are build and pipelined in the order of appearance in the yaml list.

The last element should implement two methods : fit and predict.
All the intermediate element should implement a fit_transform and a transform methods.
For more information about sklearn pipeline, see [sklearn.pipeline](http://scikit-learn.org/stable/modules/generated/sklearn.pipeline.Pipeline.html)

the folowing section
```yaml
- ElasticNet:
    l1_ratio: 0.5
    alpha: 2e-4
    normalize: True
```

is evaluated as :

```python
ElasticNet(l1_ratio=0.5 , alpha=2e-4 , normalize=True)
```

### Build your own pipeline

Modifying or adding new steps in the pipeline can't be easier.
Let say you want to add a PCA before the classification step.

Just declare the sklearn pca in the import section

```yaml
imports:
  sklearn.linear_model :
    - ElasticNet
  sklearn.decomposition: 
    - PCA
```

and add it in the pipeline :

```yaml
pipeline:
  - XdawnCovariances:
      nfilter: 5
      subelec: range(0,56,1)
  - ElectrodeSelect:
      nfilters: 5
      nelec: 35
      metric: "'riemann'"
  - TangentSpace:
      metric: "'logeuclid'"
      tsupdate: False
  - Normalizer:
      norm: '"l1"'
  - AddMeta:
  - PCA:
      n_components: 10
  - ElasticNet:
      l1_ratio: 0.5
      alpha: 2e-4
      normalize: True
```

and then run the prediction.py (or cross_valid.py) script :

```
python prediction.py parameters.yaml
```

Voilà!


================================================
FILE: classif.py
================================================
# -*- coding: utf-8 -*-
"""
@author: alexandrebarachant
"""
import numpy
from scipy.linalg import eig as geig
import riemann
from sklearn.base  import BaseEstimator, ClassifierMixin, TransformerMixin
###############################################################################
class XdawnCovariances(BaseEstimator,TransformerMixin):
    """ 
    Compute double xdawn, project the signal and compute the covariances

    """    
    def __init__(self,nfilter=4,subelec=-1):
        self.nfilter = nfilter
        self.subelec = subelec
        
    def fit(self,X,y):
        Nt,Ne,Ns = X.shape
        # Prototyped responce for each class
        P1 = numpy.mean(X[y==1,:,:],axis=0)
        P0 = numpy.mean(X[y==0,:,:],axis=0)
        
        # Covariance matrix of the prototyper response & signal
        C1 = numpy.matrix(numpy.cov(P1))
        C0 = numpy.matrix(numpy.cov(P0))
        
        #FIXME : too many reshape operation        
        tmp = X.transpose((1,2,0))
        Cx = numpy.matrix(numpy.cov(tmp.reshape(Ne,Ns*Nt)))
        
        # Spatial filters
        D,V1 = geig(C1,Cx)        
        D,V0 = geig(C0,Cx)
        
        # create the reduced prototyped response
        self.P = numpy.concatenate((numpy.dot(V1[:,0:self.nfilter].T,P1),numpy.dot(V0[:,0:self.nfilter].T,P0)),axis=0)
    
    def transform(self,X):
        covmats = riemann.covariances_EP(X[:,self.subelec,:],self.P)
        return covmats
    
    def fit_transform(self,X,y):
        self.fit(X,y)
        return self.transform(X)
###############################################################################
class TangentSpace(BaseEstimator, TransformerMixin):

    def __init__(self,metric='riemann',tsupdate = False):

        self.metric = metric
        self.tsupdate = tsupdate 

        
    def fit(self,X,y=None):
        # compute mean covariance
        self.Cr = riemann.mean_covariance(X,metric=self.metric)
        
    def transform(self,X):
       
        if self.tsupdate:
            Cr = riemann.mean_covariance(X,metric=self.metric)
        else:
            Cr = self.Cr
        return riemann.tangent_space(X,Cr)

    def fit_transform(self,X,y=None):
        # compute mean covariance
        self.Cr = riemann.mean_covariance(X,metric=self.metric)
        return riemann.tangent_space(X,self.Cr)
###############################################################################
class AddMeta(BaseEstimator, TransformerMixin):

    def __init__(self,meta=None):
        self.meta = meta
    
    def fit(self,X,y=None):
        pass
        
    def transform(self,X):
        if self.meta is not None:
            return numpy.c_[X,self.meta]
        else:
            return X

    def fit_transform(self,X,y=None):
        return self.transform(X)

###############################################################################
class ElectrodeSelect(BaseEstimator, TransformerMixin):

    def __init__(self,nelec = 20,nfilters=5,metric='riemann'):
        self.nelec = nelec
        self.metric = metric
        self.nfilters = nfilters
        self.subelec = -1
        self.dist = []
    
    def fit(self,X,y=None):
        C1 = riemann.mean_covariance(X[y==1,...],self.metric)
        C0 = riemann.mean_covariance(X[y==0,...],self.metric)
        
        Ne,_ = C0.shape
        
        self.subelec = range(0,Ne,1) 
        while (len(self.subelec)-2*self.nfilters)>self.nelec:
            di = numpy.zeros((len(self.subelec),1))
            for idx in range(2*self.nfilters,len(self.subelec)):
                sub = self.subelec[:]
                sub.pop(idx)
                di[idx] = riemann.distance(C0[:,sub][sub,:],C1[:,sub][sub,:])
            #print di
            torm = di.argmax()
            self.dist.append(di.max())
            self.subelec.pop(torm)        
        #print self.subelec
        
    def transform(self,X):
       return X[:,self.subelec,:][:,:,self.subelec]

    def fit_transform(self,X,y=None):
        self.fit(X,y)
        return self.transform(X)
###############################################################################
def updateMeta(clf,Meta):
    if clf.named_steps.has_key('addmeta'):
        clf.set_params(addmeta__meta=Meta) 

def baggingIterator(opts,users):
    mdls = opts['bagging']['models']
    bag_size = 1-opts['bagging']['bag_size']
    bag_size = numpy.floor(bag_size*len(users))
    if bag_size == 0:
        return [[u] for u in users]
    else:
        return [numpy.random.choice(users,size=bag_size,replace=False) for i in range(mdls)]

================================================
FILE: cross_valid.py
================================================
# -*- coding: utf-8 -*-

import yaml
import sys
import numpy as np
import pandas as pd
from time import time


from sklearn.pipeline import make_pipeline
from sklearn.metrics import roc_auc_score
from sklearn.cross_validation import KFold, LeaveOneLabelOut

from collections import OrderedDict
from multiprocessing import Pool
from functools import partial

# local import
from classif import updateMeta, baggingIterator

def from_yaml_to_func(method,params):
    prm = dict()
    if params!=None:
        for key,val in params.iteritems():
            prm[key] = eval(str(val))
    return eval(method)(**prm)

def makeCV(kfolds,X,Labels,User,Meta,clf,opts):
    users = np.unique(User)
    toPredData=[]
    Gauc = []
    for train_users,test_users in kfolds[1]:
        allProb = 0 
        test_index = np.array([True if u in set(users[test_users]) else False for u in User])

        if opts.has_key('bagging'):
            bagging = baggingIterator(opts,[users[i] for i in train_users])
        else:
            bagging = [[-1]]
        
        for bag in bagging:
            bagUsers = np.array([True if u in set(bag) else False for u in User])
            train_index = np.logical_xor(np.negative(test_index), bagUsers)
            
            try:
                # train
                updateMeta(clf,Meta[train_index])
                clf.fit(X[train_index,:,:],Labels[train_index])
                
                # predict
                prob = []
                for ut in np.unique(users[test_users]):
                    updateMeta(clf,Meta[User==ut,...])
                    prob.extend(clf.predict(X[User==ut,...]))
                prob = np.array(prob)
                
                allProb += prob/len(bagging)
            except:
                print kfolds[0]
                print [users[i] for i in train_users]
                print bag
                continue
        
        # save & return
        predictions = OrderedDict()
        predictions['user']=User[test_index]
        predictions['label'] = Labels[test_index]
        predictions['prediction']=allProb
        if opts.has_key('leak'):
             predictions['prediction'] += opts['leak']['coeff']*(1-Meta[test_index,-1])
        predictions = pd.DataFrame(predictions)
        
        Gauc.append(roc_auc_score(predictions.label,predictions.prediction))
        toPredData.append(predictions)
    predData = pd.concat(toPredData)
    
    Sauc = [roc_auc_score(predData.loc[predData.user==i].label,predData.loc[predData.user==i].prediction) for i in np.unique(predData.user)]
    
    print 'Rep %d: gAUC (mean of folds) %0.5f, sAUC %0.5f (%0.5f)' % (kfolds[0],np.mean(Gauc),np.mean(Sauc),np.std(Sauc)) 
    
    return [Gauc,Sauc]
    
# load parameters file
yml = yaml.load(open(sys.argv[1]))

# imports 
for pkg, functions in yml['imports'].iteritems():
    stri = 'from ' + pkg + ' import ' + ','.join(functions)
    exec(stri)

# parse pipe function from parameters
pipe = []
for item in yml['pipeline']:
    for method,params in item.iteritems():
        pipe.append(from_yaml_to_func(method,params))

# create pipeline
clf = make_pipeline(*pipe)
opts=yml['MetaPipeline']
if opts is None:
    opts = {}
# load files
X = np.load('./preproc/epochs.npy')
Labels,User = np.load('./preproc/infos.npy')
Meta = np.load('./preproc/meta_leak.npy') if opts.has_key('leak') else np.load('./preproc/meta.npy')
users=np.unique(User)




# parallel CV
np.random.seed(5)
folds = yml['CrossVal']['folds']
repetitions = yml['CrossVal']['repetitions']
cores = yml['CrossVal']['cores']

kfolds = [[i,KFold(len(users),folds,shuffle=True)] for i in range(repetitions)]
np.random.seed(432432)
t = time()
pMakeCV = partial(makeCV,X=X,Labels=Labels,User=User,Meta=Meta,clf=clf,opts=opts) # pool function is able to process only 1 argument, so the rest has to be set fixed
pool = Pool(processes = cores) # define number of cores
results = pool.map(pMakeCV,kfolds,chunksize=1) # apply parallel processing
pool.close() # close parallel processes after execution (frees memory)
print "Done in " + str(time()-t) + " second"
# calculating performance

gAUC = np.concatenate([i[0] for i in results]) # mean of folds
sAUC = [np.mean(i[1]) for i in results]
indAUC = np.array([i[1] for i in results])
indAUC = np.mean(indAUC,axis=0)

print 'Global AUC : %.5f (%.5f)'  % (np.mean(gAUC),np.std(gAUC))
print 'Subject AUC : %.5f (%.5f)'  % (np.mean(sAUC),np.std(sAUC))

# writing it down
import os
comment = yml['CrossVal']['comments']
path = yml['CrossVal']['path']
pipelineSteps = [str(clf.steps[i][1]).replace('\n','').replace(' ','') for i in range(len(clf.steps))]
if not os.path.isfile(path):
    fd = open(path,'w')
    fd.write('comment;folds;reps;gAUC mean;gAUC std;sAUC mean;sAUC std;user'+ ";user".join(map(str,map(int,users))) + ';leak;bagging;pipeline\n')
    fd.close()
fd = open(path,'a')
leakStr = 'on' if opts.has_key('leak') else 'off'
bagStr = '-'.join([str(opts['bagging']['bag_size']),str(opts['bagging']['models'])]) if opts.has_key('bagging') else 'off'
toWrite = [comment] + map(str,[folds,repetitions,np.mean(gAUC),np.std(gAUC),np.mean(sAUC),np.std(sAUC)]) + [str(i) for i in indAUC] + [leakStr,bagStr] + pipelineSteps
fd.write(';'.join(toWrite) + '\n')
fd.close()



================================================
FILE: parameters_Leak.yaml
================================================
imports:
  sklearn.linear_model :
    - ElasticNet
  sklearn.preprocessing:
    - Normalizer
  classif:
    - XdawnCovariances
    - TangentSpace
    - AddMeta
    - ElectrodeSelect
  
CrossVal:
  cores: 4
  folds: 4
  repetitions: 10
  path: results.csv
  comments: 'model-final-leak'

Submission:
  path: submission_leak.csv
  cores: 4

MetaPipeline:
  leak:
    coeff: 0.8
  bagging:
     bag_size: 0.51 # % of subjects to train on in each bagged model. If bag_size==1 then LOSO bagging is performed 
     models: 500 # ignored for LOSO bagging

pipeline:
  - XdawnCovariances:
      nfilter: 5
      subelec: range(0,56,1)
  - ElectrodeSelect:
      nfilters: 5
      nelec: 23
      metric: "'riemann'"
  - TangentSpace:
      metric: "'logeuclid'"
      tsupdate: True
  - Normalizer:
      norm: '"l1"'
  - AddMeta:
  - ElasticNet:
      l1_ratio: 0.5
      alpha: 1.5e-4
      normalize: True


================================================
FILE: parameters_noLeak.yaml
================================================
imports:
  sklearn.linear_model :
    - ElasticNet
  sklearn.preprocessing:
    - Normalizer
  classif:
    - XdawnCovariances
    - TangentSpace
    - AddMeta
    - ElectrodeSelect
  
CrossVal:
  cores: 4
  folds: 4
  repetitions: 10
  path: results.csv
  comments: 'model-final-noLeak'

Submission:
  path: submission-noLeak.csv
  cores: 4

MetaPipeline:
  #leak:
  bagging:
     bag_size: 0.51 # % of subjects to train on in each bagged model. If bag_size==1 then LOSO bagging is performed 
     models: 500 # ignored for LOSO bagging

pipeline:
  - XdawnCovariances:
      nfilter: 5
      subelec: range(0,56,1)
  - ElectrodeSelect:
      nfilters: 5
      nelec: 35
      metric: "'riemann'"
  - TangentSpace:
      metric: "'logeuclid'"
      tsupdate: False
  - Normalizer:
      norm: '"l1"'
  - AddMeta:
  - ElasticNet:
      l1_ratio: 0.5
      alpha: 2e-4
      normalize: True


================================================
FILE: prediction.py
================================================
# -*- coding: utf-8 -*-
"""
Created on Thu Nov 27 22:23:02 2014

@author: kirsh
"""

from time import time
import numpy as np
import pandas as pd
from sklearn.pipeline import make_pipeline
import yaml
import sys
from classif import updateMeta, baggingIterator
from multiprocessing import Pool
from functools import partial

def from_yaml_to_func(method,params):
    prm = dict()
    if params!=None:
        for key,val in params.iteritems():
            prm[key] = eval(str(val))
    return eval(method)(**prm)


def BaggingFunc(bag,Labels,X,Meta,User,X_test,Meta_test,User_test):
    bagUsers = np.array([True if u in set(bag) else False for u in User])
    train_index = np.negative(bagUsers)
    updateMeta(clf,Meta[train_index])
    clf.fit(X[train_index,:,:],Labels[train_index])
    
    ### predicting
    prob = []
    for ut in users_test:
        updateMeta(clf,Meta_test[User_test==ut,...])
        prob.extend(clf.predict(X_test[User_test==ut,...]))
    prob = np.array(prob)
    
    return prob

# load parameters file
yml = yaml.load(open(sys.argv[1]))

# imports 
for pkg, functions in yml['imports'].iteritems():
    stri = 'from ' + pkg + ' import ' + ','.join(functions)
    exec(stri)

# parse pipe function from parameters
pipe = []
for item in yml['pipeline']:
    for method,params in item.iteritems():
        pipe.append(from_yaml_to_func(method,params))

# create pipeline
clf = make_pipeline(*pipe)
opts=yml['MetaPipeline']
if opts is None:
    opts = {}

cores = yml['Submission']['cores']

# load data
X = np.load('./preproc/epochs.npy')
Labels,User = np.load('./preproc/infos.npy')
users = np.unique(User)
Meta = np.load('./preproc/meta_leak.npy') if opts.has_key('leak') else np.load('./preproc/meta.npy')

X_test = np.load('./preproc/test_epochs.npy')
feedbackid,User_test = np.load('./preproc/test_infos.npy')
User_test = np.array(map(int, User_test))
users_test = np.unique(User_test)
Meta_test = np.load('./preproc/test_meta_leak.npy') if opts.has_key('leak') else np.load('./preproc/test_meta.npy')

### training
np.random.seed(5)
allProb = 0 

if opts.has_key('bagging'):
    bagging = baggingIterator(opts,users)
else:
    bagging = [[-1]]

t = time()
pBaggingFunc = partial(BaggingFunc,Labels=Labels,X=X,Meta=Meta,User=User,X_test=X_test,Meta_test=Meta_test,User_test=User_test)
pool = Pool(processes = cores)
allProb = pool.map(pBaggingFunc,bagging,chunksize=1)
allProb = np.vstack(allProb)
allProb = np.mean(allProb,axis=0)

if opts.has_key('leak'):
    allProb += opts['leak']['coeff']*(1-Meta_test[:,-1])

print "Done in " + str(time()-t) + " second"

submission = yml['Submission']['path']
df = pd.DataFrame({'IdFeedBack':feedbackid,'Prediction':allProb})
df.to_csv(submission,index=False)

================================================
FILE: preproc/metadata.csv
================================================
subject,session,isLong,longProp,onlineErr
1,1,0,0.32,0
1,1,0,0.32,0
1,1,0,0.32,0
1,1,0,0.32,0
1,1,0,0.32,0
1,1,0,0.32,0
1,1,0,0.32,0
1,1,0,0.32,0
1,1,0,0.32,0
1,1,0,0.32,0
1,1,1,0.32,0
1,1,1,0.32,0
1,1,1,0.32,0
1,1,1,0.32,0
1,1,1,0.32,0
1,1,1,0.32,0
1,1,1,0.32,0
1,1,1,0.32,0
1,1,1,0.32,0
1,1,1,0.32,0
1,1,1,0.32,0
1,1,1,0.32,0
1,1,1,0.32,0
1,1,1,0.32,0
1,1,1,0.32,0
1,1,0,0.32,0
1,1,0,0.32,0
1,1,0,0.32,0
1,1,0,0.32,0
1,1,0,0.32,0
1,1,1,0.32,0
1,1,1,0.32,0
1,1,1,0.32,0
1,1,1,0.32,0
1,1,1,0.32,0
1,1,0,0.32,0
1,1,0,0.32,0
1,1,0,0.32,0
1,1,0,0.32,0
1,1,0,0.32,0
1,1,0,0.32,0
1,1,0,0.32,0
1,1,0,0.32,0
1,1,0,0.32,0
1,1,0,0.32,0
1,1,0,0.32,0
1,1,0,0.32,0
1,1,0,0.32,0
1,1,0,0.32,0
1,1,0,0.32,0
1,1,1,0.32,0
1,1,1,0.32,0
1,1,1,0.32,0
1,1,1,0.32,0
1,1,1,0.32,0
1,1,1,0.32,0
1,1,1,0.32,0
1,1,1,0.32,0
1,1,1,0.32,0
1,1,1,0.32,0
1,2,1,0.32,0
1,2,1,0.32,0
1,2,1,0.32,0
1,2,1,0.32,0
1,2,1,0.32,0
1,2,1,0.32,0
1,2,1,0.32,0
1,2,1,0.32,0
1,2,1,0.32,0
1,2,1,0.32,0
1,2,0,0.32,0
1,2,0,0.32,0
1,2,0,0.32,0
1,2,0,0.32,0
1,2,0,0.32,0
1,2,0,0.32,0
1,2,0,0.32,0
1,2,0,0.32,0
1,2,0,0.32,0
1,2,0,0.32,0
1,2,0,0.32,0
1,2,0,0.32,0
1,2,0,0.32,0
1,2,0,0.32,0
1,2,0,0.32,0
1,2,0,0.32,0
1,2,0,0.32,0
1,2,0,0.32,0
1,2,0,0.32,0
1,2,0,0.32,0
1,2,1,0.32,0
1,2,1,0.32,0
1,2,1,0.32,0
1,2,1,0.32,0
1,2,1,0.32,0
1,2,1,0.32,0
1,2,1,0.32,0
1,2,1,0.32,0
1,2,1,0.32,0
1,2,1,0.32,0
1,2,1,0.32,0
1,2,1,0.32,0
1,2,1,0.32,0
1,2,1,0.32,0
1,2,1,0.32,0
1,2,0,0.32,0
1,2,0,0.32,0
1,2,0,0.32,0
1,2,0,0.32,0
1,2,0,0.32,0
1,2,0,0.32,0
1,2,0,0.32,0
1,2,0,0.32,0
1,2,0,0.32,0
1,2,0,0.32,0
1,2,1,0.32,0
1,2,1,0.32,0
1,2,1,0.32,0
1,2,1,0.32,0
1,2,1,0.32,0
1,3,1,0.32,0
1,3,1,0.32,0
1,3,1,0.32,0
1,3,1,0.32,0
1,3,1,0.32,0
1,3,0,0.32,0
1,3,0,0.32,0
1,3,0,0.32,0
1,3,0,0.32,0
1,3,0,0.32,0
1,3,0,0.32,0
1,3,0,0.32,0
1,3,0,0.32,0
1,3,0,0.32,0
1,3,0,0.32,0
1,3,1,0.32,0
1,3,1,0.32,0
1,3,1,0.32,0
1,3,1,0.32,0
1,3,1,0.32,0
1,3,1,0.32,0
1,3,1,0.32,0
1,3,1,0.32,0
1,3,1,0.32,0
1,3,1,0.32,0
1,3,1,0.32,0
1,3,1,0.32,0
1,3,1,0.32,0
1,3,1,0.32,0
1,3,1,0.32,0
1,3,0,0.32,0
1,3,0,0.32,0
1,3,0,0.32,0
1,3,0,0.32,0
1,3,0,0.32,0
1,3,0,0.32,0
1,3,0,0.32,0
1,3,0,0.32,0
1,3,0,0.32,0
1,3,0,0.32,0
1,3,1,0.32,0
1,3,1,0.32,0
1,3,1,0.32,0
1,3,1,0.32,0
1,3,1,0.32,0
1,3,0,0.32,0
1,3,0,0.32,0
1,3,0,0.32,0
1,3,0,0.32,0
1,3,0,0.32,0
1,3,0,0.32,0
1,3,0,0.32,0
1,3,0,0.32,0
1,3,0,0.32,0
1,3,0,0.32,0
1,3,1,0.32,0
1,3,1,0.32,0
1,3,1,0.32,0
1,3,1,0.32,0
1,3,1,0.32,0
1,4,1,0.32,0
1,4,1,0.32,0
1,4,1,0.32,0
1,4,1,0.32,0
1,4,1,0.32,0
1,4,1,0.32,0
1,4,1,0.32,0
1,4,1,0.32,0
1,4,1,0.32,0
1,4,1,0.32,0
1,4,0,0.32,0
1,4,0,0.32,0
1,4,0,0.32,0
1,4,0,0.32,0
1,4,0,0.32,0
1,4,0,0.32,0
1,4,0,0.32,0
1,4,0,0.32,0
1,4,0,0.32,0
1,4,0,0.32,0
1,4,1,0.32,0
1,4,1,0.32,0
1,4,1,0.32,0
1,4,1,0.32,0
1,4,1,0.32,0
1,4,0,0.32,0
1,4,0,0.32,0
1,4,0,0.32,0
1,4,0,0.32,0
1,4,0,0.32,0
1,4,0,0.32,0
1,4,0,0.32,0
1,4,0,0.32,0
1,4,0,0.32,0
1,4,0,0.32,0
1,4,1,0.32,0
1,4,1,0.32,0
1,4,1,0.32,0
1,4,1,0.32,0
1,4,1,0.32,0
1,4,0,0.32,0
1,4,0,0.32,0
1,4,0,0.32,0
1,4,0,0.32,0
1,4,0,0.32,0
1,4,0,0.32,0
1,4,0,0.32,0
1,4,0,0.32,0
1,4,0,0.32,0
1,4,0,0.32,0
1,4,1,0.32,0
1,4,1,0.32,0
1,4,1,0.32,0
1,4,1,0.32,0
1,4,1,0.32,0
1,4,1,0.32,0
1,4,1,0.32,0
1,4,1,0.32,0
1,4,1,0.32,0
1,4,1,0.32,0
1,5,0,0.32,0
1,5,0,0.32,0
1,5,0,0.32,0
1,5,0,0.32,0
1,5,0,0.32,1
1,5,0,0.32,0
1,5,0,0.32,0
1,5,0,0.32,1
1,5,0,0.32,1
1,5,0,0.32,0
1,5,0,0.32,0
1,5,0,0.32,0
1,5,0,0.32,0
1,5,0,0.32,0
1,5,0,0.32,0
1,5,0,0.32,0
1,5,0,0.32,0
1,5,0,0.32,0
1,5,0,0.32,1
1,5,0,0.32,0
1,5,0,0.32,0
1,5,0,0.32,0
1,5,0,0.32,1
1,5,0,0.32,0
1,5,0,0.32,1
1,5,0,0.32,0
1,5,0,0.32,0
1,5,0,0.32,1
1,5,0,0.32,0
1,5,0,0.32,0
1,5,0,0.32,0
1,5,0,0.32,1
1,5,0,0.32,1
1,5,0,0.32,1
1,5,0,0.32,1
1,5,0,0.32,0
1,5,0,0.32,0
1,5,0,0.32,1
1,5,0,0.32,1
1,5,0,0.32,0
1,5,0,0.32,1
1,5,0,0.32,0
1,5,0,0.32,0
1,5,0,0.32,0
1,5,0,0.32,1
1,5,0,0.32,0
1,5,0,0.32,1
1,5,0,0.32,0
1,5,0,0.32,0
1,5,0,0.32,0
1,5,0,0.32,0
1,5,0,0.32,0
1,5,0,0.32,0
1,5,0,0.32,1
1,5,0,0.32,0
1,5,0,0.32,0
1,5,0,0.32,1
1,5,0,0.32,0
1,5,0,0.32,0
1,5,0,0.32,0
1,5,0,0.32,1
1,5,0,0.32,1
1,5,0,0.32,1
1,5,0,0.32,0
1,5,0,0.32,1
1,5,0,0.32,1
1,5,0,0.32,0
1,5,0,0.32,1
1,5,0,0.32,1
1,5,0,0.32,0
1,5,0,0.32,0
1,5,0,0.32,0
1,5,0,0.32,0
1,5,0,0.32,0
1,5,0,0.32,1
1,5,0,0.32,0
1,5,0,0.32,0
1,5,0,0.32,0
1,5,0,0.32,0
1,5,0,0.32,0
1,5,0,0.32,0
1,5,0,0.32,1
1,5,0,0.32,1
1,5,0,0.32,1
1,5,0,0.32,0
1,5,0,0.32,0
1,5,0,0.32,1
1,5,0,0.32,0
1,5,0,0.32,1
1,5,0,0.32,0
1,5,0,0.32,0
1,5,0,0.32,0
1,5,0,0.32,0
1,5,0,0.32,0
1,5,0,0.32,0
1,5,0,0.32,0
1,5,0,0.32,0
1,5,0,0.32,0
1,5,0,0.32,1
1,5,0,0.32,0
2,1,0,0.34,0
2,1,0,0.34,0
2,1,0,0.34,0
2,1,0,0.34,0
2,1,0,0.34,0
2,1,0,0.34,0
2,1,0,0.34,0
2,1,0,0.34,0
2,1,0,0.34,0
2,1,0,0.34,0
2,1,1,0.34,0
2,1,1,0.34,0
2,1,1,0.34,0
2,1,1,0.34,0
2,1,1,0.34,0
2,1,1,0.34,0
2,1,1,0.34,0
2,1,1,0.34,0
2,1,1,0.34,0
2,1,1,0.34,0
2,1,1,0.34,0
2,1,1,0.34,0
2,1,1,0.34,0
2,1,1,0.34,0
2,1,1,0.34,0
2,1,0,0.34,0
2,1,0,0.34,0
2,1,0,0.34,0
2,1,0,0.34,0
2,1,0,0.34,0
2,1,1,0.34,0
2,1,1,0.34,0
2,1,1,0.34,0
2,1,1,0.34,0
2,1,1,0.34,0
2,1,0,0.34,0
2,1,0,0.34,0
2,1,0,0.34,0
2,1,0,0.34,0
2,1,0,0.34,0
2,1,0,0.34,0
2,1,0,0.34,0
2,1,0,0.34,0
2,1,0,0.34,0
2,1,0,0.34,0
2,1,0,0.34,0
2,1,0,0.34,0
2,1,0,0.34,0
2,1,0,0.34,0
2,1,0,0.34,0
2,1,1,0.34,0
2,1,1,0.34,0
2,1,1,0.34,0
2,1,1,0.34,0
2,1,1,0.34,0
2,1,1,0.34,0
2,1,1,0.34,0
2,1,1,0.34,0
2,1,1,0.34,0
2,1,1,0.34,0
2,2,1,0.34,0
2,2,1,0.34,0
2,2,1,0.34,0
2,2,1,0.34,0
2,2,1,0.34,0
2,2,1,0.34,0
2,2,1,0.34,0
2,2,1,0.34,0
2,2,1,0.34,0
2,2,1,0.34,0
2,2,0,0.34,0
2,2,0,0.34,0
2,2,0,0.34,0
2,2,0,0.34,0
2,2,0,0.34,0
2,2,0,0.34,0
2,2,0,0.34,0
2,2,0,0.34,0
2,2,0,0.34,0
2,2,0,0.34,0
2,2,0,0.34,0
2,2,0,0.34,0
2,2,0,0.34,0
2,2,0,0.34,0
2,2,0,0.34,0
2,2,0,0.34,0
2,2,0,0.34,0
2,2,0,0.34,0
2,2,0,0.34,0
2,2,0,0.34,0
2,2,1,0.34,0
2,2,1,0.34,0
2,2,1,0.34,0
2,2,1,0.34,0
2,2,1,0.34,0
2,2,1,0.34,0
2,2,1,0.34,0
2,2,1,0.34,0
2,2,1,0.34,0
2,2,1,0.34,0
2,2,1,0.34,0
2,2,1,0.34,0
2,2,1,0.34,0
2,2,1,0.34,0
2,2,1,0.34,0
2,2,0,0.34,0
2,2,0,0.34,0
2,2,0,0.34,0
2,2,0,0.34,0
2,2,0,0.34,0
2,2,0,0.34,0
2,2,0,0.34,0
2,2,0,0.34,0
2,2,0,0.34,0
2,2,0,0.34,0
2,2,1,0.34,0
2,2,1,0.34,0
2,2,1,0.34,0
2,2,1,0.34,0
2,2,1,0.34,0
2,3,1,0.34,0
2,3,1,0.34,0
2,3,1,0.34,0
2,3,1,0.34,0
2,3,1,0.34,0
2,3,0,0.34,0
2,3,0,0.34,0
2,3,0,0.34,0
2,3,0,0.34,0
2,3,0,0.34,0
2,3,0,0.34,0
2,3,0,0.34,0
2,3,0,0.34,0
2,3,0,0.34,0
2,3,0,0.34,0
2,3,1,0.34,0
2,3,1,0.34,0
2,3,1,0.34,0
2,3,1,0.34,0
2,3,1,0.34,0
2,3,1,0.34,0
2,3,1,0.34,0
2,3,1,0.34,0
2,3,1,0.34,0
2,3,1,0.34,0
2,3,1,0.34,0
2,3,1,0.34,0
2,3,1,0.34,0
2,3,1,0.34,0
2,3,1,0.34,0
2,3,0,0.34,0
2,3,0,0.34,0
2,3,0,0.34,0
2,3,0,0.34,0
2,3,0,0.34,0
2,3,0,0.34,0
2,3,0,0.34,0
2,3,0,0.34,0
2,3,0,0.34,0
2,3,0,0.34,0
2,3,1,0.34,0
2,3,1,0.34,0
2,3,1,0.34,0
2,3,1,0.34,0
2,3,1,0.34,0
2,3,0,0.34,0
2,3,0,0.34,0
2,3,0,0.34,0
2,3,0,0.34,0
2,3,0,0.34,0
2,3,0,0.34,0
2,3,0,0.34,0
2,3,0,0.34,0
2,3,0,0.34,0
2,3,0,0.34,0
2,3,1,0.34,0
2,3,1,0.34,0
2,3,1,0.34,0
2,3,1,0.34,0
2,3,1,0.34,0
2,4,1,0.34,0
2,4,1,0.34,0
2,4,1,0.34,0
2,4,1,0.34,0
2,4,1,0.34,0
2,4,1,0.34,0
2,4,1,0.34,0
2,4,1,0.34,0
2,4,1,0.34,0
2,4,1,0.34,0
2,4,0,0.34,0
2,4,0,0.34,0
2,4,0,0.34,0
2,4,0,0.34,0
2,4,0,0.34,0
2,4,0,0.34,0
2,4,0,0.34,0
2,4,0,0.34,0
2,4,0,0.34,0
2,4,0,0.34,0
2,4,1,0.34,0
2,4,1,0.34,0
2,4,1,0.34,0
2,4,1,0.34,0
2,4,1,0.34,0
2,4,0,0.34,0
2,4,0,0.34,0
2,4,0,0.34,0
2,4,0,0.34,0
2,4,0,0.34,0
2,4,0,0.34,0
2,4,0,0.34,0
2,4,0,0.34,0
2,4,0,0.34,0
2,4,0,0.34,0
2,4,1,0.34,0
2,4,1,0.34,0
2,4,1,0.34,0
2,4,1,0.34,0
2,4,1,0.34,0
2,4,0,0.34,0
2,4,0,0.34,0
2,4,0,0.34,0
2,4,0,0.34,0
2,4,0,0.34,0
2,4,0,0.34,0
2,4,0,0.34,0
2,4,0,0.34,0
2,4,0,0.34,0
2,4,0,0.34,0
2,4,1,0.34,0
2,4,1,0.34,0
2,4,1,0.34,0
2,4,1,0.34,0
2,4,1,0.34,0
2,4,1,0.34,0
2,4,1,0.34,0
2,4,1,0.34,0
2,4,1,0.34,0
2,4,1,0.34,0
2,5,0,0.34,0
2,5,0,0.34,1
2,5,0,0.34,0
2,5,0,0.34,0
2,5,0,0.34,0
2,5,0,0.34,0
2,5,0,0.34,1
2,5,0,0.34,1
2,5,0,0.34,0
2,5,0,0.34,1
2,5,0,0.34,0
2,5,0,0.34,1
2,5,0,0.34,0
2,5,0,0.34,0
2,5,0,0.34,0
2,5,0,0.34,0
2,5,0,0.34,1
2,5,0,0.34,0
2,5,0,0.34,0
2,5,0,0.34,0
2,5,0,0.34,1
2,5,0,0.34,1
2,5,0,0.34,0
2,5,0,0.34,1
2,5,0,0.34,0
2,5,0,0.34,1
2,5,0,0.34,0
2,5,0,0.34,1
2,5,0,0.34,1
2,5,0,0.34,0
2,5,0,0.34,0
2,5,0,0.34,0
2,5,0,0.34,0
2,5,0,0.34,1
2,5,0,0.34,1
2,5,0,0.34,0
2,5,0,0.34,0
2,5,0,0.34,0
2,5,0,0.34,0
2,5,0,0.34,1
2,5,0,0.34,0
2,5,0,0.34,0
2,5,0,0.34,0
2,5,0,0.34,0
2,5,0,0.34,0
2,5,0,0.34,1
2,5,0,0.34,0
2,5,0,0.34,1
2,5,0,0.34,0
2,5,0,0.34,1
2,5,0,0.34,0
2,5,0,0.34,0
2,5,0,0.34,0
2,5,0,0.34,1
2,5,0,0.34,1
2,5,0,0.34,0
2,5,0,0.34,1
2,5,0,0.34,0
2,5,0,0.34,1
2,5,0,0.34,0
2,5,0,0.34,0
2,5,0,0.34,0
2,5,0,0.34,1
2,5,0,0.34,0
2,5,0,0.34,0
2,5,0,0.34,0
2,5,0,0.34,0
2,5,0,0.34,1
2,5,0,0.34,0
2,5,0,0.34,1
2,5,0,0.34,0
2,5,0,0.34,1
2,5,0,0.34,0
2,5,0,0.34,1
2,5,0,0.34,1
2,5,0,0.34,0
2,5,0,0.34,1
2,5,0,0.34,1
2,5,0,0.34,0
2,5,0,0.34,0
2,5,0,0.34,0
2,5,0,0.34,0
2,5,0,0.34,1
2,5,0,0.34,0
2,5,0,0.34,0
2,5,0,0.34,1
2,5,0,0.34,0
2,5,0,0.34,0
2,5,0,0.34,1
2,5,0,0.34,0
2,5,0,0.34,0
2,5,0,0.34,0
2,5,0,0.34,0
2,5,0,0.34,0
2,5,0,0.34,0
2,5,0,0.34,1
2,5,0,0.34,0
2,5,0,0.34,0
2,5,0,0.34,0
2,5,0,0.34,0
3,1,0,0.59,0
3,1,0,0.59,0
3,1,0,0.59,0
3,1,0,0.59,0
3,1,0,0.59,0
3,1,1,0.59,0
3,1,1,0.59,0
3,1,1,0.59,0
3,1,1,0.59,0
3,1,1,0.59,0
3,1,1,0.59,0
3,1,1,0.59,0
3,1,1,0.59,0
3,1,1,0.59,0
3,1,1,0.59,0
3,1,0,0.59,0
3,1,0,0.59,0
3,1,0,0.59,0
3,1,0,0.59,0
3,1,0,0.59,0
3,1,0,0.59,0
3,1,0,0.59,0
3,1,0,0.59,0
3,1,0,0.59,0
3,1,0,0.59,0
3,1,0,0.59,0
3,1,0,0.59,0
3,1,0,0.59,0
3,1,0,0.59,0
3,1,0,0.59,0
3,1,1,0.59,0
3,1,1,0.59,0
3,1,1,0.59,0
3,1,1,0.59,0
3,1,1,0.59,0
3,1,1,0.59,0
3,1,1,0.59,0
3,1,1,0.59,0
3,1,1,0.59,0
3,1,1,0.59,0
3,1,0,0.59,0
3,1,0,0.59,0
3,1,0,0.59,0
3,1,0,0.59,0
3,1,0,0.59,0
3,1,0,0.59,0
3,1,0,0.59,0
3,1,0,0.59,0
3,1,0,0.59,0
3,1,0,0.59,0
3,1,1,0.59,0
3,1,1,0.59,0
3,1,1,0.59,0
3,1,1,0.59,0
3,1,1,0.59,0
3,1,1,0.59,0
3,1,1,0.59,0
3,1,1,0.59,0
3,1,1,0.59,0
3,1,1,0.59,0
3,2,1,0.59,0
3,2,1,0.59,0
3,2,1,0.59,0
3,2,1,0.59,0
3,2,1,0.59,0
3,2,0,0.59,0
3,2,0,0.59,0
3,2,0,0.59,0
3,2,0,0.59,0
3,2,0,0.59,0
3,2,0,0.59,0
3,2,0,0.59,0
3,2,0,0.59,0
3,2,0,0.59,0
3,2,0,0.59,0
3,2,1,0.59,0
3,2,1,0.59,0
3,2,1,0.59,0
3,2,1,0.59,0
3,2,1,0.59,0
3,2,1,0.59,0
3,2,1,0.59,0
3,2,1,0.59,0
3,2,1,0.59,0
3,2,1,0.59,0
3,2,1,0.59,0
3,2,1,0.59,0
3,2,1,0.59,0
3,2,1,0.59,0
3,2,1,0.59,0
3,2,0,0.59,0
3,2,0,0.59,0
3,2,0,0.59,0
3,2,0,0.59,0
3,2,0,0.59,0
3,2,0,0.59,0
3,2,0,0.59,0
3,2,0,0.59,0
3,2,0,0.59,0
3,2,0,0.59,0
3,2,1,0.59,0
3,2,1,0.59,0
3,2,1,0.59,0
3,2,1,0.59,0
3,2,1,0.59,0
3,2,0,0.59,0
3,2,0,0.59,0
3,2,0,0.59,0
3,2,0,0.59,0
3,2,0,0.59,0
3,2,0,0.59,0
3,2,0,0.59,0
3,2,0,0.59,0
3,2,0,0.59,0
3,2,0,0.59,0
3,2,1,0.59,0
3,2,1,0.59,0
3,2,1,0.59,0
3,2,1,0.59,0
3,2,1,0.59,0
3,3,0,0.59,0
3,3,0,0.59,0
3,3,0,0.59,0
3,3,0,0.59,0
3,3,0,0.59,0
3,3,0,0.59,0
3,3,0,0.59,0
3,3,0,0.59,0
3,3,0,0.59,0
3,3,0,0.59,0
3,3,1,0.59,0
3,3,1,0.59,0
3,3,1,0.59,0
3,3,1,0.59,0
3,3,1,0.59,0
3,3,1,0.59,0
3,3,1,0.59,0
3,3,1,0.59,0
3,3,1,0.59,0
3,3,1,0.59,0
3,3,0,0.59,0
3,3,0,0.59,0
3,3,0,0.59,0
3,3,0,0.59,0
3,3,0,0.59,0
3,3,1,0.59,0
3,3,1,0.59,0
3,3,1,0.59,0
3,3,1,0.59,0
3,3,1,0.59,0
3,3,0,0.59,0
3,3,0,0.59,0
3,3,0,0.59,0
3,3,0,0.59,0
3,3,0,0.59,0
3,3,1,0.59,0
3,3,1,0.59,0
3,3,1,0.59,0
3,3,1,0.59,0
3,3,1,0.59,0
3,3,0,0.59,0
3,3,0,0.59,0
3,3,0,0.59,0
3,3,0,0.59,0
3,3,0,0.59,0
3,3,1,0.59,0
3,3,1,0.59,0
3,3,1,0.59,0
3,3,1,0.59,0
3,3,1,0.59,0
3,3,1,0.59,0
3,3,1,0.59,0
3,3,1,0.59,0
3,3,1,0.59,0
3,3,1,0.59,0
3,3,0,0.59,0
3,3,0,0.59,0
3,3,0,0.59,0
3,3,0,0.59,0
3,3,0,0.59,0
3,4,1,0.59,0
3,4,1,0.59,0
3,4,1,0.59,0
3,4,1,0.59,0
3,4,1,0.59,0
3,4,1,0.59,0
3,4,1,0.59,0
3,4,1,0.59,0
3,4,1,0.59,0
3,4,1,0.59,0
3,4,0,0.59,0
3,4,0,0.59,0
3,4,0,0.59,0
3,4,0,0.59,0
3,4,0,0.59,0
3,4,0,0.59,0
3,4,0,0.59,0
3,4,0,0.59,0
3,4,0,0.59,0
3,4,0,0.59,0
3,4,1,0.59,0
3,4,1,0.59,0
3,4,1,0.59,0
3,4,1,0.59,0
3,4,1,0.59,0
3,4,0,0.59,0
3,4,0,0.59,0
3,4,0,0.59,0
3,4,0,0.59,0
3,4,0,0.59,0
3,4,1,0.59,0
3,4,1,0.59,0
3,4,1,0.59,0
3,4,1,0.59,0
3,4,1,0.59,0
3,4,0,0.59,0
3,4,0,0.59,0
3,4,0,0.59,0
3,4,0,0.59,0
3,4,0,0.59,0
3,4,1,0.59,0
3,4,1,0.59,0
3,4,1,0.59,0
3,4,1,0.59,0
3,4,1,0.59,0
3,4,0,0.59,0
3,4,0,0.59,0
3,4,0,0.59,0
3,4,0,0.59,0
3,4,0,0.59,0
3,4,0,0.59,0
3,4,0,0.59,0
3,4,0,0.59,0
3,4,0,0.59,0
3,4,0,0.59,0
3,4,1,0.59,0
3,4,1,0.59,0
3,4,1,0.59,0
3,4,1,0.59,0
3,4,1,0.59,0
3,5,0,0.59,1
3,5,0,0.59,0
3,5,0,0.59,0
3,5,0,0.59,1
3,5,0,0.59,1
3,5,0,0.59,0
3,5,0,0.59,1
3,5,0,0.59,1
3,5,0,0.59,1
3,5,0,0.59,1
3,5,0,0.59,1
3,5,0,0.59,0
3,5,0,0.59,0
3,5,0,0.59,1
3,5,0,0.59,0
3,5,0,0.59,1
3,5,0,0.59,0
3,5,0,0.59,0
3,5,0,0.59,0
3,5,0,0.59,1
3,5,0,0.59,0
3,5,0,0.59,1
3,5,0,0.59,1
3,5,0,0.59,1
3,5,0,0.59,1
3,5,0,0.59,1
3,5,0,0.59,1
3,5,0,0.59,0
3,5,0,0.59,1
3,5,0,0.59,1
3,5,0,0.59,0
3,5,0,0.59,1
3,5,0,0.59,0
3,5,0,0.59,1
3,5,0,0.59,1
3,5,0,0.59,0
3,5,0,0.59,0
3,5,0,0.59,1
3,5,0,0.59,0
3,5,0,0.59,0
3,5,0,0.59,1
3,5,0,0.59,1
3,5,0,0.59,1
3,5,0,0.59,1
3,5,0,0.59,1
3,5,0,0.59,1
3,5,0,0.59,1
3,5,0,0.59,0
3,5,0,0.59,1
3,5,0,0.59,1
3,5,0,0.59,0
3,5,0,0.59,1
3,5,0,0.59,0
3,5,0,0.59,1
3,5,0,0.59,0
3,5,0,0.59,1
3,5,0,0.59,0
3,5,0,0.59,0
3,5,0,0.59,0
3,5,0,0.59,1
3,5,0,0.59,0
3,5,0,0.59,0
3,5,0,0.59,1
3,5,0,0.59,0
3,5,0,0.59,1
3,5,0,0.59,1
3,5,0,0.59,0
3,5,0,0.59,1
3,5,0,0.59,1
3,5,0,0.59,0
3,5,0,0.59,0
3,5,0,0.59,0
3,5,0,0.59,0
3,5,0,0.59,1
3,5,0,0.59,0
3,5,0,0.59,0
3,5,0,0.59,1
3,5,0,0.59,1
3,5,0,0.59,1
3,5,0,0.59,1
3,5,0,0.59,0
3,5,0,0.59,1
3,5,0,0.59,0
3,5,0,0.59,1
3,5,0,0.59,1
3,5,0,0.59,0
3,5,0,0.59,1
3,5,0,0.59,1
3,5,0,0.59,1
3,5,0,0.59,1
3,5,0,0.59,1
3,5,0,0.59,1
3,5,0,0.59,1
3,5,0,0.59,0
3,5,0,0.59,1
3,5,0,0.59,1
3,5,0,0.59,0
3,5,0,0.59,0
3,5,0,0.59,0
3,5,0,0.59,0
4,1,0,0.16,0
4,1,0,0.16,0
4,1,0,0.16,0
4,1,0,0.16,0
4,1,0,0.16,0
4,1,0,0.16,0
4,1,0,0.16,0
4,1,0,0.16,0
4,1,0,0.16,0
4,1,0,0.16,0
4,1,1,0.16,0
4,1,1,0.16,0
4,1,1,0.16,0
4,1,1,0.16,0
4,1,1,0.16,0
4,1,1,0.16,0
4,1,1,0.16,0
4,1,1,0.16,0
4,1,1,0.16,0
4,1,1,0.16,0
4,1,1,0.16,0
4,1,1,0.16,0
4,1,1,0.16,0
4,1,1,0.16,0
4,1,1,0.16,0
4,1,0,0.16,0
4,1,0,0.16,0
4,1,0,0.16,0
4,1,0,0.16,0
4,1,0,0.16,0
4,1,1,0.16,0
4,1,1,0.16,0
4,1,1,0.16,0
4,1,1,0.16,0
4,1,1,0.16,0
4,1,0,0.16,0
4,1,0,0.16,0
4,1,0,0.16,0
4,1,0,0.16,0
4,1,0,0.16,0
4,1,0,0.16,0
4,1,0,0.16,0
4,1,0,0.16,0
4,1,0,0.16,0
4,1,0,0.16,0
4,1,0,0.16,0
4,1,0,0.16,0
4,1,0,0.16,0
4,1,0,0.16,0
4,1,0,0.16,0
4,1,1,0.16,0
4,1,1,0.16,0
4,1,1,0.16,0
4,1,1,0.16,0
4,1,1,0.16,0
4,1,1,0.16,0
4,1,1,0.16,0
4,1,1,0.16,0
4,1,1,0.16,0
4,1,1,0.16,0
4,2,1,0.16,0
4,2,1,0.16,0
4,2,1,0.16,0
4,2,1,0.16,0
4,2,1,0.16,0
4,2,1,0.16,0
4,2,1,0.16,0
4,2,1,0.16,0
4,2,1,0.16,0
4,2,1,0.16,0
4,2,0,0.16,0
4,2,0,0.16,0
4,2,0,0.16,0
4,2,0,0.16,0
4,2,0,0.16,0
4,2,0,0.16,0
4,2,0,0.16,0
4,2,0,0.16,0
4,2,0,0.16,0
4,2,0,0.16,0
4,2,0,0.16,0
4,2,0,0.16,0
4,2,0,0.16,0
4,2,0,0.16,0
4,2,0,0.16,0
4,2,0,0.16,0
4,2,0,0.16,0
4,2,0,0.16,0
4,2,0,0.16,0
4,2,0,0.16,0
4,2,1,0.16,0
4,2,1,0.16,0
4,2,1,0.16,0
4,2,1,0.16,0
4,2,1,0.16,0
4,2,1,0.16,0
4,2,1,0.16,0
4,2,1,0.16,0
4,2,1,0.16,0
4,2,1,0.16,0
4,2,1,0.16,0
4,2,1,0.16,0
4,2,1,0.16,0
4,2,1,0.16,0
4,2,1,0.16,0
4,2,0,0.16,0
4,2,0,0.16,0
4,2,0,0.16,0
4,2,0,0.16,0
4,2,0,0.16,0
4,2,0,0.16,0
4,2,0,0.16,0
4,2,0,0.16,0
4,2,0,0.16,0
4,2,0,0.16,0
4,2,1,0.16,0
4,2,1,0.16,0
4,2,1,0.16,0
4,2,1,0.16,0
4,2,1,0.16,0
4,3,1,0.16,0
4,3,1,0.16,0
4,3,1,0.16,0
4,3,1,0.16,0
4,3,1,0.16,0
4,3,0,0.16,0
4,3,0,0.16,0
4,3,0,0.16,0
4,3,0,0.16,0
4,3,0,0.16,0
4,3,0,0.16,0
4,3,0,0.16,0
4,3,0,0.16,0
4,3,0,0.16,0
4,3,0,0.16,0
4,3,1,0.16,0
4,3,1,0.16,0
4,3,1,0.16,0
4,3,1,0.16,0
4,3,1,0.16,0
4,3,1,0.16,0
4,3,1,0.16,0
4,3,1,0.16,0
4,3,1,0.16,0
4,3,1,0.16,0
4,3,1,0.16,0
4,3,1,0.16,0
4,3,1,0.16,0
4,3,1,0.16,0
4,3,1,0.16,0
4,3,0,0.16,0
4,3,0,0.16,0
4,3,0,0.16,0
4,3,0,0.16,0
4,3,0,0.16,0
4,3,0,0.16,0
4,3,0,0.16,0
4,3,0,0.16,0
4,3,0,0.16,0
4,3,0,0.16,0
4,3,1,0.16,0
4,3,1,0.16,0
4,3,1,0.16,0
4,3,1,0.16,0
4,3,1,0.16,0
4,3,0,0.16,0
4,3,0,0.16,0
4,3,0,0.16,0
4,3,0,0.16,0
4,3,0,0.16,0
4,3,0,0.16,0
4,3,0,0.16,0
4,3,0,0.16,0
4,3,0,0.16,0
4,3,0,0.16,0
4,3,1,0.16,0
4,3,1,0.16,0
4,3,1,0.16,0
4,3,1,0.16,0
4,3,1,0.16,0
4,4,1,0.16,0
4,4,1,0.16,0
4,4,1,0.16,0
4,4,1,0.16,0
4,4,1,0.16,0
4,4,1,0.16,0
4,4,1,0.16,0
4,4,1,0.16,0
4,4,1,0.16,0
4,4,1,0.16,0
4,4,0,0.16,0
4,4,0,0.16,0
4,4,0,0.16,0
4,4,0,0.16,0
4,4,0,0.16,0
4,4,0,0.16,0
4,4,0,0.16,0
4,4,0,0.16,0
4,4,0,0.16,0
4,4,0,0.16,0
4,4,1,0.16,0
4,4,1,0.16,0
4,4,1,0.16,0
4,4,1,0.16,0
4,4,1,0.16,0
4,4,0,0.16,0
4,4,0,0.16,0
4,4,0,0.16,0
4,4,0,0.16,0
4,4,0,0.16,0
4,4,0,0.16,0
4,4,0,0.16,0
4,4,0,0.16,0
4,4,0,0.16,0
4,4,0,0.16,0
4,4,1,0.16,0
4,4,1,0.16,0
4,4,1,0.16,0
4,4,1,0.16,0
4,4,1,0.16,0
4,4,0,0.16,0
4,4,0,0.16,0
4,4,0,0.16,0
4,4,0,0.16,0
4,4,0,0.16,0
4,4,0,0.16,0
4,4,0,0.16,0
4,4,0,0.16,0
4,4,0,0.16,0
4,4,0,0.16,0
4,4,1,0.16,0
4,4,1,0.16,0
4,4,1,0.16,0
4,4,1,0.16,0
4,4,1,0.16,0
4,4,1,0.16,0
4,4,1,0.16,0
4,4,1,0.16,0
4,4,1,0.16,0
4,4,1,0.16,0
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,1
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,1
4,5,0,0.16,1
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,1
4,5,0,0.16,0
4,5,0,0.16,1
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,1
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,1
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,1
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,1
4,5,0,0.16,1
4,5,0,0.16,0
4,5,0,0.16,1
4,5,0,0.16,0
4,5,0,0.16,1
4,5,0,0.16,0
4,5,0,0.16,1
4,5,0,0.16,1
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,1
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,0
4,5,0,0.16,1
4,5,0,0.16,0
4,5,0,0.16,0
5,1,1,0.69,0
5,1,1,0.69,0
5,1,1,0.69,0
5,1,1,0.69,0
5,1,1,0.69,0
5,1,0,0.69,0
5,1,0,0.69,0
5,1,0,0.69,0
5,1,0,0.69,0
5,1,0,0.69,0
5,1,1,0.69,0
5,1,1,0.69,0
5,1,1,0.69,0
5,1,1,0.69,0
5,1,1,0.69,0
5,1,0,0.69,0
5,1,0,0.69,0
5,1,0,0.69,0
5,1,0,0.69,0
5,1,0,0.69,0
5,1,0,0.69,0
5,1,0,0.69,0
5,1,0,0.69,0
5,1,0,0.69,0
5,1,0,0.69,0
5,1,1,0.69,0
5,1,1,0.69,0
5,1,1,0.69,0
5,1,1,0.69,0
5,1,1,0.69,0
5,1,1,0.69,0
5,1,1,0.69,0
5,1,1,0.69,0
5,1,1,0.69,0
5,1,1,0.69,0
5,1,0,0.69,0
5,1,0,0.69,0
5,1,0,0.69,0
5,1,0,0.69,0
5,1,0,0.69,0
5,1,1,0.69,0
5,1,1,0.69,0
5,1,1,0.69,0
5,1,1,0.69,0
5,1,1,0.69,0
5,1,0,0.69,0
5,1,0,0.69,0
5,1,0,0.69,0
5,1,0,0.69,0
5,1,0,0.69,0
5,1,0,0.69,0
5,1,0,0.69,0
5,1,0,0.69,0
5,1,0,0.69,0
5,1,0,0.69,0
5,1,1,0.69,0
5,1,1,0.69,0
5,1,1,0.69,0
5,1,1,0.69,0
5,1,1,0.69,0
5,2,1,0.69,0
5,2,1,0.69,0
5,2,1,0.69,0
5,2,1,0.69,0
5,2,1,0.69,0
5,2,0,0.69,0
5,2,0,0.69,0
5,2,0,0.69,0
5,2,0,0.69,0
5,2,0,0.69,0
5,2,1,0.69,0
5,2,1,0.69,0
5,2,1,0.69,0
5,2,1,0.69,0
5,2,1,0.69,0
5,2,0,0.69,0
5,2,0,0.69,0
5,2,0,0.69,0
5,2,0,0.69,0
5,2,0,0.69,0
5,2,1,0.69,0
5,2,1,0.69,0
5,2,1,0.69,0
5,2,1,0.69,0
5,2,1,0.69,0
5,2,1,0.69,0
5,2,1,0.69,0
5,2,1,0.69,0
5,2,1,0.69,0
5,2,1,0.69,0
5,2,0,0.69,0
5,2,0,0.69,0
5,2,0,0.69,0
5,2,0,0.69,0
5,2,0,0.69,0
5,2,0,0.69,0
5,2,0,0.69,0
5,2,0,0.69,0
5,2,0,0.69,0
5,2,0,0.69,0
5,2,0,0.69,0
5,2,0,0.69,0
5,2,0,0.69,0
5,2,0,0.69,0
5,2,0,0.69,0
5,2,1,0.69,0
5,2,1,0.69,0
5,2,1,0.69,0
5,2,1,0.69,0
5,2,1,0.69,0
5,2,1,0.69,0
5,2,1,0.69,0
5,2,1,0.69,0
5,2,1,0.69,0
5,2,1,0.69,0
5,2,0,0.69,0
5,2,0,0.69,0
5,2,0,0.69,0
5,2,0,0.69,0
5,2,0,0.69,0
5,3,1,0.69,0
5,3,1,0.69,0
5,3,1,0.69,0
5,3,1,0.69,0
5,3,1,0.69,0
5,3,0,0.69,0
5,3,0,0.69,0
5,3,0,0.69,0
5,3,0,0.69,0
5,3,0,0.69,0
5,3,1,0.69,0
5,3,1,0.69,0
5,3,1,0.69,0
5,3,1,0.69,0
5,3,1,0.69,0
5,3,0,0.69,0
5,3,0,0.69,0
5,3,0,0.69,0
5,3,0,0.69,0
5,3,0,0.69,0
5,3,1,0.69,0
5,3,1,0.69,0
5,3,1,0.69,0
5,3,1,0.69,0
5,3,1,0.69,0
5,3,0,0.69,0
5,3,0,0.69,0
5,3,0,0.69,0
5,3,0,0.69,0
5,3,0,0.69,0
5,3,0,0.69,0
5,3,0,0.69,0
5,3,0,0.69,0
5,3,0,0.69,0
5,3,0,0.69,0
5,3,1,0.69,0
5,3,1,0.69,0
5,3,1,0.69,0
5,3,1,0.69,0
5,3,1,0.69,0
5,3,0,0.69,0
5,3,0,0.69,0
5,3,0,0.69,0
5,3,0,0.69,0
5,3,0,0.69,0
5,3,1,0.69,0
5,3,1,0.69,0
5,3,1,0.69,0
5,3,1,0.69,0
5,3,1,0.69,0
5,3,0,0.69,0
5,3,0,0.69,0
5,3,0,0.69,0
5,3,0,0.69,0
5,3,0,0.69,0
5,3,1,0.69,0
5,3,1,0.69,0
5,3,1,0.69,0
5,3,1,0.69,0
5,3,1,0.69,0
5,4,0,0.69,0
5,4,0,0.69,0
5,4,0,0.69,0
5,4,0,0.69,0
5,4,0,0.69,0
5,4,0,0.69,0
5,4,0,0.69,0
5,4,0,0.69,0
5,4,0,0.69,0
5,4,0,0.69,0
5,4,1,0.69,0
5,4,1,0.69,0
5,4,1,0.69,0
5,4,1,0.69,0
5,4,1,0.69,0
5,4,1,0.69,0
5,4,1,0.69,0
5,4,1,0.69,0
5,4,1,0.69,0
5,4,1,0.69,0
5,4,0,0.69,0
5,4,0,0.69,0
5,4,0,0.69,0
5,4,0,0.69,0
5,4,0,0.69,0
5,4,1,0.69,0
5,4,1,0.69,0
5,4,1,0.69,0
5,4,1,0.69,0
5,4,1,0.69,0
5,4,0,0.69,0
5,4,0,0.69,0
5,4,0,0.69,0
5,4,0,0.69,0
5,4,0,0.69,0
5,4,1,0.69,0
5,4,1,0.69,0
5,4,1,0.69,0
5,4,1,0.69,0
5,4,1,0.69,0
5,4,0,0.69,0
5,4,0,0.69,0
5,4,0,0.69,0
5,4,0,0.69,0
5,4,0,0.69,0
5,4,1,0.69,0
5,4,1,0.69,0
5,4,1,0.69,0
5,4,1,0.69,0
5,4,1,0.69,0
5,4,1,0.69,0
5,4,1,0.69,0
5,4,1,0.69,0
5,4,1,0.69,0
5,4,1,0.69,0
5,4,0,0.69,0
5,4,0,0.69,0
5,4,0,0.69,0
5,4,0,0.69,0
5,4,0,0.69,0
5,5,0,0.69,1
5,5,0,0.69,0
5,5,0,0.69,1
5,5,0,0.69,0
5,5,0,0.69,1
5,5,0,0.69,1
5,5,0,0.69,0
5,5,0,0.69,1
5,5,0,0.69,1
5,5,0,0.69,0
5,5,0,0.69,0
5,5,0,0.69,1
5,5,0,0.69,1
5,5,0,0.69,1
5,5,0,0.69,0
5,5,0,0.69,0
5,5,0,0.69,0
5,5,0,0.69,1
5,5,0,0.69,1
5,5,0,0.69,1
5,5,0,0.69,0
5,5,0,0.69,1
5,5,0,0.69,1
5,5,0,0.69,0
5,5,0,0.69,1
5,5,0,0.69,1
5,5,0,0.69,1
5,5,0,0.69,1
5,5,0,0.69,1
5,5,0,0.69,1
5,5,0,0.69,0
5,5,0,0.69,0
5,5,0,0.69,0
5,5,0,0.69,0
5,5,0,0.69,1
5,5,0,0.69,0
5,5,0,0.69,0
5,5,0,0.69,1
5,5,0,0.69,1
5,5,0,0.69,1
5,5,0,0.69,0
5,5,0,0.69,1
5,5,0,0.69,1
5,5,0,0.69,1
5,5,0,0.69,1
5,5,0,0.69,1
5,5,0,0.69,1
5,5,0,0.69,0
5,5,0,0.69,0
5,5,0,0.69,1
5,5,0,0.69,0
5,5,0,0.69,1
5,5,0,0.69,1
5,5,0,0.69,1
5,5,0,0.69,1
5,5,0,0.69,1
5,5,0,0.69,0
5,5,0,0.69,0
5,5,0,0.69,1
5,5,0,0.69,1
5,5,0,0.69,1
5,5,0,0.69,1
5,5,0,0.69,1
5,5,0,0.69,0
5,5,0,0.69,1
5,5,0,0.69,1
5,5,0,0.69,1
5,5,0,0.69,1
5,5,0,0.69,0
5,5,0,0.69,0
5,5,0,0.69,1
5,5,0,0.69,1
5,5,0,0.69,1
5,5,0,0.69,1
5,5,0,0.69,1
5,5,0,0.69,1
5,5,0,0.69,0
5,5,0,0.69,0
5,5,0,0.69,1
5,5,0,0.69,1
5,5,0,0.69,1
5,5,0,0.69,1
5,5,0,0.69,0
5,5,0,0.69,1
5,5,0,0.69,1
5,5,0,0.69,0
5,5,0,0.69,1
5,5,0,0.69,1
5,5,0,0.69,1
5,5,0,0.69,0
5,5,0,0.69,1
5,5,0,0.69,1
5,5,0,0.69,1
5,5,0,0.69,1
5,5,0,0.69,0
5,5,0,0.69,1
5,5,0,0.69,1
5,5,0,0.69,1
5,5,0,0.69,1
5,5,0,0.69,0
6,1,0,0.06,0
6,1,0,0.06,0
6,1,0,0.06,0
6,1,0,0.06,0
6,1,0,0.06,0
6,1,1,0.06,0
6,1,1,0.06,0
6,1,1,0.06,0
6,1,1,0.06,0
6,1,1,0.06,0
6,1,0,0.06,0
6,1,0,0.06,0
6,1,0,0.06,0
6,1,0,0.06,0
6,1,0,0.06,0
6,1,1,0.06,0
6,1,1,0.06,0
6,1,1,0.06,0
6,1,1,0.06,0
6,1,1,0.06,0
6,1,0,0.06,0
6,1,0,0.06,0
6,1,0,0.06,0
6,1,0,0.06,0
6,1,0,0.06,0
6,1,0,0.06,0
6,1,0,0.06,0
6,1,0,0.06,0
6,1,0,0.06,0
6,1,0,0.06,0
6,1,1,0.06,0
6,1,1,0.06,0
6,1,1,0.06,0
6,1,1,0.06,0
6,1,1,0.06,0
6,1,1,0.06,0
6,1,1,0.06,0
6,1,1,0.06,0
6,1,1,0.06,0
6,1,1,0.06,0
6,1,0,0.06,0
6,1,0,0.06,0
6,1,0,0.06,0
6,1,0,0.06,0
6,1,0,0.06,0
6,1,0,0.06,0
6,1,0,0.06,0
6,1,0,0.06,0
6,1,0,0.06,0
6,1,0,0.06,0
6,1,1,0.06,0
6,1,1,0.06,0
6,1,1,0.06,0
6,1,1,0.06,0
6,1,1,0.06,0
6,1,1,0.06,0
6,1,1,0.06,0
6,1,1,0.06,0
6,1,1,0.06,0
6,1,1,0.06,0
6,2,1,0.06,0
6,2,1,0.06,0
6,2,1,0.06,0
6,2,1,0.06,0
6,2,1,0.06,0
6,2,0,0.06,0
6,2,0,0.06,0
6,2,0,0.06,0
6,2,0,0.06,0
6,2,0,0.06,0
6,2,1,0.06,0
6,2,1,0.06,0
6,2,1,0.06,0
6,2,1,0.06,0
6,2,1,0.06,0
6,2,0,0.06,0
6,2,0,0.06,0
6,2,0,0.06,0
6,2,0,0.06,0
6,2,0,0.06,0
6,2,1,0.06,0
6,2,1,0.06,0
6,2,1,0.06,0
6,2,1,0.06,0
6,2,1,0.06,0
6,2,0,0.06,0
6,2,0,0.06,0
6,2,0,0.06,0
6,2,0,0.06,0
6,2,0,0.06,0
6,2,0,0.06,0
6,2,0,0.06,0
6,2,0,0.06,0
6,2,0,0.06,0
6,2,0,0.06,0
6,2,1,0.06,0
6,2,1,0.06,0
6,2,1,0.06,0
6,2,1,0.06,0
6,2,1,0.06,0
6,2,1,0.06,0
6,2,1,0.06,0
6,2,1,0.06,0
6,2,1,0.06,0
6,2,1,0.06,0
6,2,0,0.06,0
6,2,0,0.06,0
6,2,0,0.06,0
6,2,0,0.06,0
6,2,0,0.06,0
6,2,0,0.06,0
6,2,0,0.06,0
6,2,0,0.06,0
6,2,0,0.06,0
6,2,0,0.06,0
6,2,1,0.06,0
6,2,1,0.06,0
6,2,1,0.06,0
6,2,1,0.06,0
6,2,1,0.06,0
6,3,1,0.06,0
6,3,1,0.06,0
6,3,1,0.06,0
6,3,1,0.06,0
6,3,1,0.06,0
6,3,1,0.06,0
6,3,1,0.06,0
6,3,1,0.06,0
6,3,1,0.06,0
6,3,1,0.06,0
6,3,0,0.06,0
6,3,0,0.06,0
6,3,0,0.06,0
6,3,0,0.06,0
6,3,0,0.06,0
6,3,0,0.06,0
6,3,0,0.06,0
6,3,0,0.06,0
6,3,0,0.06,0
6,3,0,0.06,0
6,3,1,0.06,0
6,3,1,0.06,0
6,3,1,0.06,0
6,3,1,0.06,0
6,3,1,0.06,0
6,3,0,0.06,0
6,3,0,0.06,0
6,3,0,0.06,0
6,3,0,0.06,0
6,3,0,0.06,0
6,3,0,0.06,0
6,3,0,0.06,0
6,3,0,0.06,0
6,3,0,0.06,0
6,3,0,0.06,0
6,3,1,0.06,0
6,3,1,0.06,0
6,3,1,0.06,0
6,3,1,0.06,0
6,3,1,0.06,0
6,3,1,0.06,0
6,3,1,0.06,0
6,3,1,0.06,0
6,3,1,0.06,0
6,3,1,0.06,0
6,3,0,0.06,0
6,3,0,0.06,0
6,3,0,0.06,0
6,3,0,0.06,0
6,3,0,0.06,0
6,3,0,0.06,0
6,3,0,0.06,0
6,3,0,0.06,0
6,3,0,0.06,0
6,3,0,0.06,0
6,3,1,0.06,0
6,3,1,0.06,0
6,3,1,0.06,0
6,3,1,0.06,0
6,3,1,0.06,0
6,4,1,0.06,0
6,4,1,0.06,0
6,4,1,0.06,0
6,4,1,0.06,0
6,4,1,0.06,0
6,4,0,0.06,0
6,4,0,0.06,0
6,4,0,0.06,0
6,4,0,0.06,0
6,4,0,0.06,0
6,4,0,0.06,0
6,4,0,0.06,0
6,4,0,0.06,0
6,4,0,0.06,0
6,4,0,0.06,0
6,4,1,0.06,0
6,4,1,0.06,0
6,4,1,0.06,0
6,4,1,0.06,0
6,4,1,0.06,0
6,4,0,0.06,0
6,4,0,0.06,0
6,4,0,0.06,0
6,4,0,0.06,0
6,4,0,0.06,0
6,4,0,0.06,0
6,4,0,0.06,0
6,4,0,0.06,0
6,4,0,0.06,0
6,4,0,0.06,0
6,4,1,0.06,0
6,4,1,0.06,0
6,4,1,0.06,0
6,4,1,0.06,0
6,4,1,0.06,0
6,4,1,0.06,0
6,4,1,0.06,0
6,4,1,0.06,0
6,4,1,0.06,0
6,4,1,0.06,0
6,4,0,0.06,0
6,4,0,0.06,0
6,4,0,0.06,0
6,4,0,0.06,0
6,4,0,0.06,0
6,4,0,0.06,0
6,4,0,0.06,0
6,4,0,0.06,0
6,4,0,0.06,0
6,4,0,0.06,0
6,4,1,0.06,0
6,4,1,0.06,0
6,4,1,0.06,0
6,4,1,0.06,0
6,4,1,0.06,0
6,4,1,0.06,0
6,4,1,0.06,0
6,4,1,0.06,0
6,4,1,0.06,0
6,4,1,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,1
6,5,0,0.06,1
6,5,0,0.06,1
6,5,0,0.06,1
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,1
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,1
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
6,5,0,0.06,0
7,1,0,0.11,0
7,1,0,0.11,0
7,1,0,0.11,0
7,1,0,0.11,0
7,1,0,0.11,0
7,1,0,0.11,0
7,1,0,0.11,0
7,1,0,0.11,0
7,1,0,0.11,0
7,1,0,0.11,0
7,1,1,0.11,0
7,1,1,0.11,0
7,1,1,0.11,0
7,1,1,0.11,0
7,1,1,0.11,0
7,1,1,0.11,0
7,1,1,0.11,0
7,1,1,0.11,0
7,1,1,0.11,0
7,1,1,0.11,0
7,1,0,0.11,0
7,1,0,0.11,0
7,1,0,0.11,0
7,1,0,0.11,0
7,1,0,0.11,0
7,1,1,0.11,0
7,1,1,0.11,0
7,1,1,0.11,0
7,1,1,0.11,0
7,1,1,0.11,0
7,1,1,0.11,0
7,1,1,0.11,0
7,1,1,0.11,0
7,1,1,0.11,0
7,1,1,0.11,0
7,1,0,0.11,0
7,1,0,0.11,0
7,1,0,0.11,0
7,1,0,0.11,0
7,1,0,0.11,0
7,1,0,0.11,0
7,1,0,0.11,0
7,1,0,0.11,0
7,1,0,0.11,0
7,1,0,0.11,0
7,1,0,0.11,0
7,1,0,0.11,0
7,1,0,0.11,0
7,1,0,0.11,0
7,1,0,0.11,0
7,1,1,0.11,0
7,1,1,0.11,0
7,1,1,0.11,0
7,1,1,0.11,0
7,1,1,0.11,0
7,1,1,0.11,0
7,1,1,0.11,0
7,1,1,0.11,0
7,1,1,0.11,0
7,1,1,0.11,0
7,2,1,0.11,0
7,2,1,0.11,0
7,2,1,0.11,0
7,2,1,0.11,0
7,2,1,0.11,0
7,2,0,0.11,0
7,2,0,0.11,0
7,2,0,0.11,0
7,2,0,0.11,0
7,2,0,0.11,0
7,2,0,0.11,0
7,2,0,0.11,0
7,2,0,0.11,0
7,2,0,0.11,0
7,2,0,0.11,0
7,2,1,0.11,0
7,2,1,0.11,0
7,2,1,0.11,0
7,2,1,0.11,0
7,2,1,0.11,0
7,2,1,0.11,0
7,2,1,0.11,0
7,2,1,0.11,0
7,2,1,0.11,0
7,2,1,0.11,0
7,2,0,0.11,0
7,2,0,0.11,0
7,2,0,0.11,0
7,2,0,0.11,0
7,2,0,0.11,0
7,2,0,0.11,0
7,2,0,0.11,0
7,2,0,0.11,0
7,2,0,0.11,0
7,2,0,0.11,0
7,2,1,0.11,0
7,2,1,0.11,0
7,2,1,0.11,0
7,2,1,0.11,0
7,2,1,0.11,0
7,2,1,0.11,0
7,2,1,0.11,0
7,2,1,0.11,0
7,2,1,0.11,0
7,2,1,0.11,0
7,2,1,0.11,0
7,2,1,0.11,0
7,2,1,0.11,0
7,2,1,0.11,0
7,2,1,0.11,0
7,2,0,0.11,0
7,2,0,0.11,0
7,2,0,0.11,0
7,2,0,0.11,0
7,2,0,0.11,0
7,2,0,0.11,0
7,2,0,0.11,0
7,2,0,0.11,0
7,2,0,0.11,0
7,2,0,0.11,0
7,3,0,0.11,0
7,3,0,0.11,0
7,3,0,0.11,0
7,3,0,0.11,0
7,3,0,0.11,0
7,3,1,0.11,0
7,3,1,0.11,0
7,3,1,0.11,0
7,3,1,0.11,0
7,3,1,0.11,0
7,3,1,0.11,0
7,3,1,0.11,0
7,3,1,0.11,0
7,3,1,0.11,0
7,3,1,0.11,0
7,3,0,0.11,0
7,3,0,0.11,0
7,3,0,0.11,0
7,3,0,0.11,0
7,3,0,0.11,0
7,3,1,0.11,0
7,3,1,0.11,0
7,3,1,0.11,0
7,3,1,0.11,0
7,3,1,0.11,0
7,3,1,0.11,0
7,3,1,0.11,0
7,3,1,0.11,0
7,3,1,0.11,0
7,3,1,0.11,0
7,3,0,0.11,0
7,3,0,0.11,0
7,3,0,0.11,0
7,3,0,0.11,0
7,3,0,0.11,0
7,3,0,0.11,0
7,3,0,0.11,0
7,3,0,0.11,0
7,3,0,0.11,0
7,3,0,0.11,0
7,3,1,0.11,0
7,3,1,0.11,0
7,3,1,0.11,0
7,3,1,0.11,0
7,3,1,0.11,0
7,3,0,0.11,0
7,3,0,0.11,0
7,3,0,0.11,0
7,3,0,0.11,0
7,3,0,0.11,0
7,3,1,0.11,0
7,3,1,0.11,0
7,3,1,0.11,0
7,3,1,0.11,0
7,3,1,0.11,0
7,3,0,0.11,0
7,3,0,0.11,0
7,3,0,0.11,0
7,3,0,0.11,0
7,3,0,0.11,0
7,4,0,0.11,0
7,4,0,0.11,0
7,4,0,0.11,0
7,4,0,0.11,0
7,4,0,0.11,0
7,4,0,0.11,0
7,4,0,0.11,0
7,4,0,0.11,0
7,4,0,0.11,0
7,4,0,0.11,0
7,4,1,0.11,0
7,4,1,0.11,0
7,4,1,0.11,0
7,4,1,0.11,0
7,4,1,0.11,0
7,4,1,0.11,0
7,4,1,0.11,0
7,4,1,0.11,0
7,4,1,0.11,0
7,4,1,0.11,0
7,4,0,0.11,0
7,4,0,0.11,0
7,4,0,0.11,0
7,4,0,0.11,0
7,4,0,0.11,0
7,4,0,0.11,0
7,4,0,0.11,0
7,4,0,0.11,0
7,4,0,0.11,0
7,4,0,0.11,0
7,4,1,0.11,0
7,4,1,0.11,0
7,4,1,0.11,0
7,4,1,0.11,0
7,4,1,0.11,0
7,4,1,0.11,0
7,4,1,0.11,0
7,4,1,0.11,0
7,4,1,0.11,0
7,4,1,0.11,0
7,4,1,0.11,0
7,4,1,0.11,0
7,4,1,0.11,0
7,4,1,0.11,0
7,4,1,0.11,0
7,4,1,0.11,0
7,4,1,0.11,0
7,4,1,0.11,0
7,4,1,0.11,0
7,4,1,0.11,0
7,4,0,0.11,0
7,4,0,0.11,0
7,4,0,0.11,0
7,4,0,0.11,0
7,4,0,0.11,0
7,4,0,0.11,0
7,4,0,0.11,0
7,4,0,0.11,0
7,4,0,0.11,0
7,4,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,1
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,1
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,1
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,1
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,1
7,5,0,0.11,1
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,1
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,1
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,1
7,5,0,0.11,0
7,5,0,0.11,1
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,1
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
7,5,0,0.11,0
8,1,0,0.32,0
8,1,0,0.32,0
8,1,0,0.32,0
8,1,0,0.32,0
8,1,0,0.32,0
8,1,0,0.32,0
8,1,0,0.32,0
8,1,0,0.32,0
8,1,0,0.32,0
8,1,0,0.32,0
8,1,1,0.32,0
8,1,1,0.32,0
8,1,1,0.32,0
8,1,1,0.32,0
8,1,1,0.32,0
8,1,1,0.32,0
8,1,1,0.32,0
8,1,1,0.32,0
8,1,1,0.32,0
8,1,1,0.32,0
8,1,0,0.32,0
8,1,0,0.32,0
8,1,0,0.32,0
8,1,0,0.32,0
8,1,0,0.32,0
8,1,1,0.32,0
8,1,1,0.32,0
8,1,1,0.32,0
8,1,1,0.32,0
8,1,1,0.32,0
8,1,0,0.32,0
8,1,0,0.32,0
8,1,0,0.32,0
8,1,0,0.32,0
8,1,0,0.32,0
8,1,1,0.32,0
8,1,1,0.32,0
8,1,1,0.32,0
8,1,1,0.32,0
8,1,1,0.32,0
8,1,1,0.32,0
8,1,1,0.32,0
8,1,1,0.32,0
8,1,1,0.32,0
8,1,1,0.32,0
8,1,1,0.32,0
8,1,1,0.32,0
8,1,1,0.32,0
8,1,1,0.32,0
8,1,1,0.32,0
8,1,0,0.32,0
8,1,0,0.32,0
8,1,0,0.32,0
8,1,0,0.32,0
8,1,0,0.32,0
8,1,0,0.32,0
8,1,0,0.32,0
8,1,0,0.32,0
8,1,0,0.32,0
8,1,0,0.32,0
8,2,1,0.32,0
8,2,1,0.32,0
8,2,1,0.32,0
8,2,1,0.32,0
8,2,1,0.32,0
8,2,0,0.32,0
8,2,0,0.32,0
8,2,0,0.32,0
8,2,0,0.32,0
8,2,0,0.32,0
8,2,1,0.32,0
8,2,1,0.32,0
8,2,1,0.32,0
8,2,1,0.32,0
8,2,1,0.32,0
8,2,0,0.32,0
8,2,0,0.32,0
8,2,0,0.32,0
8,2,0,0.32,0
8,2,0,0.32,0
8,2,0,0.32,0
8,2,0,0.32,0
8,2,0,0.32,0
8,2,0,0.32,0
8,2,0,0.32,0
8,2,1,0.32,0
8,2,1,0.32,0
8,2,1,0.32,0
8,2,1,0.32,0
8,2,1,0.32,0
8,2,1,0.32,0
8,2,1,0.32,0
8,2,1,0.32,0
8,2,1,0.32,0
8,2,1,0.32,0
8,2,0,0.32,0
8,2,0,0.32,0
8,2,0,0.32,0
8,2,0,0.32,0
8,2,0,0.32,0
8,2,1,0.32,0
8,2,1,0.32,0
8,2,1,0.32,0
8,2,1,0.32,0
8,2,1,0.32,0
8,2,1,0.32,0
8,2,1,0.32,0
8,2,1,0.32,0
8,2,1,0.32,0
8,2,1,0.32,0
8,2,0,0.32,0
8,2,0,0.32,0
8,2,0,0.32,0
8,2,0,0.32,0
8,2,0,0.32,0
8,2,0,0.32,0
8,2,0,0.32,0
8,2,0,0.32,0
8,2,0,0.32,0
8,2,0,0.32,0
8,3,0,0.32,0
8,3,0,0.32,0
8,3,0,0.32,0
8,3,0,0.32,0
8,3,0,0.32,0
8,3,0,0.32,0
8,3,0,0.32,0
8,3,0,0.32,0
8,3,0,0.32,0
8,3,0,0.32,0
8,3,1,0.32,0
8,3,1,0.32,0
8,3,1,0.32,0
8,3,1,0.32,0
8,3,1,0.32,0
8,3,1,0.32,0
8,3,1,0.32,0
8,3,1,0.32,0
8,3,1,0.32,0
8,3,1,0.32,0
8,3,1,0.32,0
8,3,1,0.32,0
8,3,1,0.32,0
8,3,1,0.32,0
8,3,1,0.32,0
8,3,1,0.32,0
8,3,1,0.32,0
8,3,1,0.32,0
8,3,1,0.32,0
8,3,1,0.32,0
8,3,0,0.32,0
8,3,0,0.32,0
8,3,0,0.32,0
8,3,0,0.32,0
8,3,0,0.32,0
8,3,0,0.32,0
8,3,0,0.32,0
8,3,0,0.32,0
8,3,0,0.32,0
8,3,0,0.32,0
8,3,1,0.32,0
8,3,1,0.32,0
8,3,1,0.32,0
8,3,1,0.32,0
8,3,1,0.32,0
8,3,0,0.32,0
8,3,0,0.32,0
8,3,0,0.32,0
8,3,0,0.32,0
8,3,0,0.32,0
8,3,0,0.32,0
8,3,0,0.32,0
8,3,0,0.32,0
8,3,0,0.32,0
8,3,0,0.32,0
8,3,1,0.32,0
8,3,1,0.32,0
8,3,1,0.32,0
8,3,1,0.32,0
8,3,1,0.32,0
8,4,1,0.32,0
8,4,1,0.32,0
8,4,1,0.32,0
8,4,1,0.32,0
8,4,1,0.32,0
8,4,0,0.32,0
8,4,0,0.32,0
8,4,0,0.32,0
8,4,0,0.32,0
8,4,0,0.32,0
8,4,0,0.32,0
8,4,0,0.32,0
8,4,0,0.32,0
8,4,0,0.32,0
8,4,0,0.32,0
8,4,1,0.32,0
8,4,1,0.32,0
8,4,1,0.32,0
8,4,1,0.32,0
8,4,1,0.32,0
8,4,1,0.32,0
8,4,1,0.32,0
8,4,1,0.32,0
8,4,1,0.32,0
8,4,1,0.32,0
8,4,1,0.32,0
8,4,1,0.32,0
8,4,1,0.32,0
8,4,1,0.32,0
8,4,1,0.32,0
8,4,0,0.32,0
8,4,0,0.32,0
8,4,0,0.32,0
8,4,0,0.32,0
8,4,0,0.32,0
8,4,0,0.32,0
8,4,0,0.32,0
8,4,0,0.32,0
8,4,0,0.32,0
8,4,0,0.32,0
8,4,1,0.32,0
8,4,1,0.32,0
8,4,1,0.32,0
8,4,1,0.32,0
8,4,1,0.32,0
8,4,1,0.32,0
8,4,1,0.32,0
8,4,1,0.32,0
8,4,1,0.32,0
8,4,1,0.32,0
8,4,0,0.32,0
8,4,0,0.32,0
8,4,0,0.32,0
8,4,0,0.32,0
8,4,0,0.32,0
8,4,0,0.32,0
8,4,0,0.32,0
8,4,0,0.32,0
8,4,0,0.32,0
8,4,0,0.32,0
8,5,0,0.32,1
8,5,0,0.32,1
8,5,0,0.32,1
8,5,0,0.32,0
8,5,0,0.32,0
8,5,0,0.32,0
8,5,0,0.32,1
8,5,0,0.32,0
8,5,0,0.32,0
8,5,0,0.32,0
8,5,0,0.32,0
8,5,0,0.32,0
8,5,0,0.32,0
8,5,0,0.32,0
8,5,0,0.32,1
8,5,0,0.32,0
8,5,0,0.32,1
8,5,0,0.32,0
8,5,0,0.32,0
8,5,0,0.32,0
8,5,0,0.32,0
8,5,0,0.32,1
8,5,0,0.32,0
8,5,0,0.32,0
8,5,0,0.32,0
8,5,0,0.32,1
8,5,0,0.32,0
8,5,0,0.32,0
8,5,0,0.32,0
8,5,0,0.32,1
8,5,0,0.32,1
8,5,0,0.32,1
8,5,0,0.32,0
8,5,0,0.32,0
8,5,0,0.32,0
8,5,0,0.32,0
8,5,0,0.32,0
8,5,0,0.32,1
8,5,0,0.32,0
8,5,0,0.32,0
8,5,0,0.32,0
8,5,0,0.32,1
8,5,0,0.32,0
8,5,0,0.32,0
8,5,0,0.32,0
8,5,0,0.32,0
8,5,0,0.32,0
8,5,0,0.32,0
8,5,0,0.32,0
8,5,0,0.32,0
8,5,0,0.32,1
8,5,0,0.32,0
8,5,0,0.32,0
8,5,0,0.32,0
8,5,0,0.32,1
8,5,0,0.32,0
8,5,0,0.32,0
8,5,0,0.32,0
8,5,0,0.32,1
8,5,0,0.32,1
8,5,0,0.32,0
8,5,0,0.32,1
8,5,0,0.32,0
8,5,0,0.32,1
8,5,0,0.32,0
8,5,0,0.32,0
8,5,0,0.32,0
8,5,0,0.32,1
8,5,0,0.32,0
8,5,0,0.32,0
8,5,0,0.32,0
8,5,0,0.32,1
8,5,0,0.32,0
8,5,0,0.32,0
8,5,0,0.32,0
8,5,0,0.32,0
8,5,0,0.32,1
8,5,0,0.32,1
8,5,0,0.32,0
8,5,0,0.32,1
8,5,0,0.32,0
8,5,0,0.32,0
8,5,0,0.32,0
8,5,0,0.32,0
8,5,0,0.32,0
8,5,0,0.32,0
8,5,0,0.32,0
8,5,0,0.32,1
8,5,0,0.32,1
8,5,0,0.32,1
8,5,0,0.32,0
8,5,0,0.32,0
8,5,0,0.32,1
8,5,0,0.32,1
8,5,0,0.32,0
8,5,0,0.32,0
8,5,0,0.32,1
8,5,0,0.32,1
8,5,0,0.32,0
8,5,0,0.32,0
9,1,1,0.2,0
9,1,1,0.2,0
9,1,1,0.2,0
9,1,1,0.2,0
9,1,1,0.2,0
9,1,0,0.2,0
9,1,0,0.2,0
9,1,0,0.2,0
9,1,0,0.2,0
9,1,0,0.2,0
9,1,0,0.2,0
9,1,0,0.2,0
9,1,0,0.2,0
9,1,0,0.2,0
9,1,0,0.2,0
9,1,1,0.2,0
9,1,1,0.2,0
9,1,1,0.2,0
9,1,1,0.2,0
9,1,1,0.2,0
9,1,0,0.2,0
9,1,0,0.2,0
9,1,0,0.2,0
9,1,0,0.2,0
9,1,0,0.2,0
9,1,0,0.2,0
9,1,0,0.2,0
9,1,0,0.2,0
9,1,0,0.2,0
9,1,0,0.2,0
9,1,1,0.2,0
9,1,1,0.2,0
9,1,1,0.2,0
9,1,1,0.2,0
9,1,1,0.2,0
9,1,1,0.2,0
9,1,1,0.2,0
9,1,1,0.2,0
9,1,1,0.2,0
9,1,1,0.2,0
9,1,1,0.2,0
9,1,1,0.2,0
9,1,1,0.2,0
9,1,1,0.2,0
9,1,1,0.2,0
9,1,0,0.2,0
9,1,0,0.2,0
9,1,0,0.2,0
9,1,0,0.2,0
9,1,0,0.2,0
9,1,0,0.2,0
9,1,0,0.2,0
9,1,0,0.2,0
9,1,0,0.2,0
9,1,0,0.2,0
9,1,1,0.2,0
9,1,1,0.2,0
9,1,1,0.2,0
9,1,1,0.2,0
9,1,1,0.2,0
9,2,1,0.2,0
9,2,1,0.2,0
9,2,1,0.2,0
9,2,1,0.2,0
9,2,1,0.2,0
9,2,0,0.2,0
9,2,0,0.2,0
9,2,0,0.2,0
9,2,0,0.2,0
9,2,0,0.2,0
9,2,0,0.2,0
9,2,0,0.2,0
9,2,0,0.2,0
9,2,0,0.2,0
9,2,0,0.2,0
9,2,1,0.2,0
9,2,1,0.2,0
9,2,1,0.2,0
9,2,1,0.2,0
9,2,1,0.2,0
9,2,0,0.2,0
9,2,0,0.2,0
9,2,0,0.2,0
9,2,0,0.2,0
9,2,0,0.2,0
9,2,1,0.2,0
9,2,1,0.2,0
9,2,1,0.2,0
9,2,1,0.2,0
9,2,1,0.2,0
9,2,0,0.2,0
9,2,0,0.2,0
9,2,0,0.2,0
9,2,0,0.2,0
9,2,0,0.2,0
9,2,1,0.2,0
9,2,1,0.2,0
9,2,1,0.2,0
9,2,1,0.2,0
9,2,1,0.2,0
9,2,1,0.2,0
9,2,1,0.2,0
9,2,1,0.2,0
9,2,1,0.2,0
9,2,1,0.2,0
9,2,1,0.2,0
9,2,1,0.2,0
9,2,1,0.2,0
9,2,1,0.2,0
9,2,1,0.2,0
9,2,0,0.2,0
9,2,0,0.2,0
9,2,0,0.2,0
9,2,0,0.2,0
9,2,0,0.2,0
9,2,0,0.2,0
9,2,0,0.2,0
9,2,0,0.2,0
9,2,0,0.2,0
9,2,0,0.2,0
9,3,0,0.2,0
9,3,0,0.2,0
9,3,0,0.2,0
9,3,0,0.2,0
9,3,0,0.2,0
9,3,1,0.2,0
9,3,1,0.2,0
9,3,1,0.2,0
9,3,1,0.2,0
9,3,1,0.2,0
9,3,1,0.2,0
9,3,1,0.2,0
9,3,1,0.2,0
9,3,1,0.2,0
9,3,1,0.2,0
9,3,0,0.2,0
9,3,0,0.2,0
9,3,0,0.2,0
9,3,0,0.2,0
9,3,0,0.2,0
9,3,1,0.2,0
9,3,1,0.2,0
9,3,1,0.2,0
9,3,1,0.2,0
9,3,1,0.2,0
9,3,0,0.2,0
9,3,0,0.2,0
9,3,0,0.2,0
9,3,0,0.2,0
9,3,0,0.2,0
9,3,0,0.2,0
9,3,0,0.2,0
9,3,0,0.2,0
9,3,0,0.2,0
9,3,0,0.2,0
9,3,1,0.2,0
9,3,1,0.2,0
9,3,1,0.2,0
9,3,1,0.2,0
9,3,1,0.2,0
9,3,1,0.2,0
9,3,1,0.2,0
9,3,1,0.2,0
9,3,1,0.2,0
9,3,1,0.2,0
9,3,1,0.2,0
9,3,1,0.2,0
9,3,1,0.2,0
9,3,1,0.2,0
9,3,1,0.2,0
9,3,0,0.2,0
9,3,0,0.2,0
9,3,0,0.2,0
9,3,0,0.2,0
9,3,0,0.2,0
9,3,0,0.2,0
9,3,0,0.2,0
9,3,0,0.2,0
9,3,0,0.2,0
9,3,0,0.2,0
9,4,0,0.2,0
9,4,0,0.2,0
9,4,0,0.2,0
9,4,0,0.2,0
9,4,0,0.2,0
9,4,1,0.2,0
9,4,1,0.2,0
9,4,1,0.2,0
9,4,1,0.2,0
9,4,1,0.2,0
9,4,0,0.2,0
9,4,0,0.2,0
9,4,0,0.2,0
9,4,0,0.2,0
9,4,0,0.2,0
9,4,1,0.2,0
9,4,1,0.2,0
9,4,1,0.2,0
9,4,1,0.2,0
9,4,1,0.2,0
9,4,0,0.2,0
9,4,0,0.2,0
9,4,0,0.2,0
9,4,0,0.2,0
9,4,0,0.2,0
9,4,0,0.2,0
9,4,0,0.2,0
9,4,0,0.2,0
9,4,0,0.2,0
9,4,0,0.2,0
9,4,1,0.2,0
9,4,1,0.2,0
9,4,1,0.2,0
9,4,1,0.2,0
9,4,1,0.2,0
9,4,1,0.2,0
9,4,1,0.2,0
9,4,1,0.2,0
9,4,1,0.2,0
9,4,1,0.2,0
9,4,1,0.2,0
9,4,1,0.2,0
9,4,1,0.2,0
9,4,1,0.2,0
9,4,1,0.2,0
9,4,1,0.2,0
9,4,1,0.2,0
9,4,1,0.2,0
9,4,1,0.2,0
9,4,1,0.2,0
9,4,0,0.2,0
9,4,0,0.2,0
9,4,0,0.2,0
9,4,0,0.2,0
9,4,0,0.2,0
9,4,0,0.2,0
9,4,0,0.2,0
9,4,0,0.2,0
9,4,0,0.2,0
9,4,0,0.2,0
9,5,0,0.2,0
9,5,0,0.2,0
9,5,0,0.2,0
9,5,0,0.2,0
9,5,0,0.2,1
9,5,0,0.2,0
9,5,0,0.2,0
9,5,0,0.2,0
9,5,0,0.2,1
9,5,0,0.2,0
9,5,0,0.2,1
9,5,0,0.2,0
9,5,0,0.2,0
9,5,0,0.2,1
9,5,0,0.2,0
9,5,0,0.2,0
9,5,0,0.2,0
9,5,0,0.2,0
9,5,0,0.2,1
9,5,0,0.2,0
9,5,0,0.2,0
9,5,0,0.2,0
9,5,0,0.2,1
9,5,0,0.2,1
9,5,0,0.2,0
9,5,0,0.2,0
9,5,0,0.2,0
9,5,0,0.2,0
9,5,0,0.2,0
9,5,0,0.2,0
9,5,0,0.2,1
9,5,0,0.2,1
9,5,0,0.2,0
9,5,0,0.2,0
9,5,0,0.2,0
9,5,0,0.2,0
9,5,0,0.2,0
9,5,0,0.2,0
9,5,0,0.2,0
9,5,0,0.2,0
9,5,0,0.2,0
9,5,0,0.2,0
9,5,0,0.2,1
9,5,0,0.2,1
9,5,0,0.2,0
9,5,0,0.2,0
9,5,0,0.2,0
9,5,0,0.2,0
9,5,0,0.2,0
9,5,0,0.2,0
9,5,0,0.2,1
9,5,0,0.2,0
9,5,0,0.2,0
9,5,0,0.2,0
9,5,0,0.2,0
9,5,0,0.2,1
9,5,0,0.2,0
9,5,0,0.2,1
9,5,0,0.2,0
9,5,0,0.2,0
9,5,0,0.2,0
9,5,0,0.2,1
9,5,0,0.2,1
9,5,0,0.2,0
9,5,0,0.2,0
9,5,0,0.2,0
9,5,0,0.2,0
9,5,0,0.2,0
9,5,0,0.2,0
9,5,0,0.2,0
9,5,0,0.2,0
9,5,0,0.2,0
9,5,0,0.2,0
9,5,0,0.2,0
9,5,0,0.2,0
9,5,0,0.2,0
9,5,0,0.2,0
9,5,0,0.2,0
9,5,0,0.2,0
9,5,0,0.2,0
9,5,0,0.2,0
9,5,0,0.2,0
9,5,0,0.2,0
9,5,0,0.2,1
9,5,0,0.2,0
9,5,0,0.2,1
9,5,0,0.2,0
9,5,0,0.2,0
9,5,0,0.2,0
9,5,0,0.2,0
9,5,0,0.2,0
9,5,0,0.2,0
9,5,0,0.2,0
9,5,0,0.2,0
9,5,0,0.2,1
9,5,0,0.2,0
9,5,0,0.2,1
9,5,0,0.2,0
9,5,0,0.2,0
9,5,0,0.2,0
10,1,0,0.07,0
10,1,0,0.07,0
10,1,0,0.07,0
10,1,0,0.07,0
10,1,0,0.07,0
10,1,0,0.07,0
10,1,0,0.07,0
10,1,0,0.07,0
10,1,0,0.07,0
10,1,0,0.07,0
10,1,1,0.07,0
10,1,1,0.07,0
10,1,1,0.07,0
10,1,1,0.07,0
10,1,1,0.07,0
10,1,1,0.07,0
10,1,1,0.07,0
10,1,1,0.07,0
10,1,1,0.07,0
10,1,1,0.07,0
10,1,0,0.07,0
10,1,0,0.07,0
10,1,0,0.07,0
10,1,0,0.07,0
10,1,0,0.07,0
10,1,1,0.07,0
10,1,1,0.07,0
10,1,1,0.07,0
10,1,1,0.07,0
10,1,1,0.07,0
10,1,1,0.07,0
10,1,1,0.07,0
10,1,1,0.07,0
10,1,1,0.07,0
10,1,1,0.07,0
10,1,0,0.07,0
10,1,0,0.07,0
10,1,0,0.07,0
10,1,0,0.07,0
10,1,0,0.07,0
10,1,0,0.07,0
10,1,0,0.07,0
10,1,0,0.07,0
10,1,0,0.07,0
10,1,0,0.07,0
10,1,1,0.07,0
10,1,1,0.07,0
10,1,1,0.07,0
10,1,1,0.07,0
10,1,1,0.07,0
10,1,0,0.07,0
10,1,0,0.07,0
10,1,0,0.07,0
10,1,0,0.07,0
10,1,0,0.07,0
10,1,1,0.07,0
10,1,1,0.07,0
10,1,1,0.07,0
10,1,1,0.07,0
10,1,1,0.07,0
10,2,1,0.07,0
10,2,1,0.07,0
10,2,1,0.07,0
10,2,1,0.07,0
10,2,1,0.07,0
10,2,0,0.07,0
10,2,0,0.07,0
10,2,0,0.07,0
10,2,0,0.07,0
10,2,0,0.07,0
10,2,0,0.07,0
10,2,0,0.07,0
10,2,0,0.07,0
10,2,0,0.07,0
10,2,0,0.07,0
10,2,1,0.07,0
10,2,1,0.07,0
10,2,1,0.07,0
10,2,1,0.07,0
10,2,1,0.07,0
10,2,0,0.07,0
10,2,0,0.07,0
10,2,0,0.07,0
10,2,0,0.07,0
10,2,0,0.07,0
10,2,1,0.07,0
10,2,1,0.07,0
10,2,1,0.07,0
10,2,1,0.07,0
10,2,1,0.07,0
10,2,1,0.07,0
10,2,1,0.07,0
10,2,1,0.07,0
10,2,1,0.07,0
10,2,1,0.07,0
10,2,0,0.07,0
10,2,0,0.07,0
10,2,0,0.07,0
10,2,0,0.07,0
10,2,0,0.07,0
10,2,1,0.07,0
10,2,1,0.07,0
10,2,1,0.07,0
10,2,1,0.07,0
10,2,1,0.07,0
10,2,1,0.07,0
10,2,1,0.07,0
10,2,1,0.07,0
10,2,1,0.07,0
10,2,1,0.07,0
10,2,0,0.07,0
10,2,0,0.07,0
10,2,0,0.07,0
10,2,0,0.07,0
10,2,0,0.07,0
10,2,0,0.07,0
10,2,0,0.07,0
10,2,0,0.07,0
10,2,0,0.07,0
10,2,0,0.07,0
10,3,0,0.07,0
10,3,0,0.07,0
10,3,0,0.07,0
10,3,0,0.07,0
10,3,0,0.07,0
10,3,0,0.07,0
10,3,0,0.07,0
10,3,0,0.07,0
10,3,0,0.07,0
10,3,0,0.07,0
10,3,1,0.07,0
10,3,1,0.07,0
10,3,1,0.07,0
10,3,1,0.07,0
10,3,1,0.07,0
10,3,1,0.07,0
10,3,1,0.07,0
10,3,1,0.07,0
10,3,1,0.07,0
10,3,1,0.07,0
10,3,1,0.07,0
10,3,1,0.07,0
10,3,1,0.07,0
10,3,1,0.07,0
10,3,1,0.07,0
10,3,1,0.07,0
10,3,1,0.07,0
10,3,1,0.07,0
10,3,1,0.07,0
10,3,1,0.07,0
10,3,0,0.07,0
10,3,0,0.07,0
10,3,0,0.07,0
10,3,0,0.07,0
10,3,0,0.07,0
10,3,0,0.07,0
10,3,0,0.07,0
10,3,0,0.07,0
10,3,0,0.07,0
10,3,0,0.07,0
10,3,0,0.07,0
10,3,0,0.07,0
10,3,0,0.07,0
10,3,0,0.07,0
10,3,0,0.07,0
10,3,0,0.07,0
10,3,0,0.07,0
10,3,0,0.07,0
10,3,0,0.07,0
10,3,0,0.07,0
10,3,1,0.07,0
10,3,1,0.07,0
10,3,1,0.07,0
10,3,1,0.07,0
10,3,1,0.07,0
10,3,1,0.07,0
10,3,1,0.07,0
10,3,1,0.07,0
10,3,1,0.07,0
10,3,1,0.07,0
10,4,0,0.07,0
10,4,0,0.07,0
10,4,0,0.07,0
10,4,0,0.07,0
10,4,0,0.07,0
10,4,0,0.07,0
10,4,0,0.07,0
10,4,0,0.07,0
10,4,0,0.07,0
10,4,0,0.07,0
10,4,1,0.07,0
10,4,1,0.07,0
10,4,1,0.07,0
10,4,1,0.07,0
10,4,1,0.07,0
10,4,1,0.07,0
10,4,1,0.07,0
10,4,1,0.07,0
10,4,1,0.07,0
10,4,1,0.07,0
10,4,1,0.07,0
10,4,1,0.07,0
10,4,1,0.07,0
10,4,1,0.07,0
10,4,1,0.07,0
10,4,1,0.07,0
10,4,1,0.07,0
10,4,1,0.07,0
10,4,1,0.07,0
10,4,1,0.07,0
10,4,0,0.07,0
10,4,0,0.07,0
10,4,0,0.07,0
10,4,0,0.07,0
10,4,0,0.07,0
10,4,0,0.07,0
10,4,0,0.07,0
10,4,0,0.07,0
10,4,0,0.07,0
10,4,0,0.07,0
10,4,0,0.07,0
10,4,0,0.07,0
10,4,0,0.07,0
10,4,0,0.07,0
10,4,0,0.07,0
10,4,1,0.07,0
10,4,1,0.07,0
10,4,1,0.07,0
10,4,1,0.07,0
10,4,1,0.07,0
10,4,0,0.07,0
10,4,0,0.07,0
10,4,0,0.07,0
10,4,0,0.07,0
10,4,0,0.07,0
10,4,1,0.07,0
10,4,1,0.07,0
10,4,1,0.07,0
10,4,1,0.07,0
10,4,1,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,1
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,1
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,1
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,1
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,1
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,1
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,1
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
10,5,0,0.07,0
11,1,0,0.38,0
11,1,0,0.38,0
11,1,0,0.38,0
11,1,0,0.38,0
11,1,0,0.38,0
11,1,0,0.38,0
11,1,0,0.38,0
11,1,0,0.38,0
11,1,0,0.38,0
11,1,0,0.38,0
11,1,1,0.38,0
11,1,1,0.38,0
11,1,1,0.38,0
11,1,1,0.38,0
11,1,1,0.38,0
11,1,1,0.38,0
11,1,1,0.38,0
11,1,1,0.38,0
11,1,1,0.38,0
11,1,1,0.38,0
11,1,1,0.38,0
11,1,1,0.38,0
11,1,1,0.38,0
11,1,1,0.38,0
11,1,1,0.38,0
11,1,1,0.38,0
11,1,1,0.38,0
11,1,1,0.38,0
11,1,1,0.38,0
11,1,1,0.38,0
11,1,0,0.38,0
11,1,0,0.38,0
11,1,0,0.38,0
11,1,0,0.38,0
11,1,0,0.38,0
11,1,0,0.38,0
11,1,0,0.38,0
11,1,0,0.38,0
11,1,0,0.38,0
11,1,0,0.38,0
11,1,1,0.38,0
11,1,1,0.38,0
11,1,1,0.38,0
11,1,1,0.38,0
11,1,1,0.38,0
11,1,0,0.38,0
11,1,0,0.38,0
11,1,0,0.38,0
11,1,0,0.38,0
11,1,0,0.38,0
11,1,0,0.38,0
11,1,0,0.38,0
11,1,0,0.38,0
11,1,0,0.38,0
11,1,0,0.38,0
11,1,1,0.38,0
11,1,1,0.38,0
11,1,1,0.38,0
11,1,1,0.38,0
11,1,1,0.38,0
11,2,0,0.38,0
11,2,0,0.38,0
11,2,0,0.38,0
11,2,0,0.38,0
11,2,0,0.38,0
11,2,1,0.38,0
11,2,1,0.38,0
11,2,1,0.38,0
11,2,1,0.38,0
11,2,1,0.38,0
11,2,1,0.38,0
11,2,1,0.38,0
11,2,1,0.38,0
11,2,1,0.38,0
11,2,1,0.38,0
11,2,0,0.38,0
11,2,0,0.38,0
11,2,0,0.38,0
11,2,0,0.38,0
11,2,0,0.38,0
11,2,1,0.38,0
11,2,1,0.38,0
11,2,1,0.38,0
11,2,1,0.38,0
11,2,1,0.38,0
11,2,0,0.38,0
11,2,0,0.38,0
11,2,0,0.38,0
11,2,0,0.38,0
11,2,0,0.38,0
11,2,1,0.38,0
11,2,1,0.38,0
11,2,1,0.38,0
11,2,1,0.38,0
11,2,1,0.38,0
11,2,0,0.38,0
11,2,0,0.38,0
11,2,0,0.38,0
11,2,0,0.38,0
11,2,0,0.38,0
11,2,1,0.38,0
11,2,1,0.38,0
11,2,1,0.38,0
11,2,1,0.38,0
11,2,1,0.38,0
11,2,0,0.38,0
11,2,0,0.38,0
11,2,0,0.38,0
11,2,0,0.38,0
11,2,0,0.38,0
11,2,1,0.38,0
11,2,1,0.38,0
11,2,1,0.38,0
11,2,1,0.38,0
11,2,1,0.38,0
11,2,0,0.38,0
11,2,0,0.38,0
11,2,0,0.38,0
11,2,0,0.38,0
11,2,0,0.38,0
11,3,1,0.38,0
11,3,1,0.38,0
11,3,1,0.38,0
11,3,1,0.38,0
11,3,1,0.38,0
11,3,0,0.38,0
11,3,0,0.38,0
11,3,0,0.38,0
11,3,0,0.38,0
11,3,0,0.38,0
11,3,0,0.38,0
11,3,0,0.38,0
11,3,0,0.38,0
11,3,0,0.38,0
11,3,0,0.38,0
11,3,1,0.38,0
11,3,1,0.38,0
11,3,1,0.38,0
11,3,1,0.38,0
11,3,1,0.38,0
11,3,1,0.38,0
11,3,1,0.38,0
11,3,1,0.38,0
11,3,1,0.38,0
11,3,1,0.38,0
11,3,1,0.38,0
11,3,1,0.38,0
11,3,1,0.38,0
11,3,1,0.38,0
11,3,1,0.38,0
11,3,0,0.38,0
11,3,0,0.38,0
11,3,0,0.38,0
11,3,0,0.38,0
11,3,0,0.38,0
11,3,0,0.38,0
11,3,0,0.38,0
11,3,0,0.38,0
11,3,0,0.38,0
11,3,0,0.38,0
11,3,1,0.38,0
11,3,1,0.38,0
11,3,1,0.38,0
11,3,1,0.38,0
11,3,1,0.38,0
11,3,1,0.38,0
11,3,1,0.38,0
11,3,1,0.38,0
11,3,1,0.38,0
11,3,1,0.38,0
11,3,0,0.38,0
11,3,0,0.38,0
11,3,0,0.38,0
11,3,0,0.38,0
11,3,0,0.38,0
11,3,0,0.38,0
11,3,0,0.38,0
11,3,0,0.38,0
11,3,0,0.38,0
11,3,0,0.38,0
11,4,0,0.38,0
11,4,0,0.38,0
11,4,0,0.38,0
11,4,0,0.38,0
11,4,0,0.38,0
11,4,0,0.38,0
11,4,0,0.38,0
11,4,0,0.38,0
11,4,0,0.38,0
11,4,0,0.38,0
11,4,1,0.38,0
11,4,1,0.38,0
11,4,1,0.38,0
11,4,1,0.38,0
11,4,1,0.38,0
11,4,1,0.38,0
11,4,1,0.38,0
11,4,1,0.38,0
11,4,1,0.38,0
11,4,1,0.38,0
11,4,1,0.38,0
11,4,1,0.38,0
11,4,1,0.38,0
11,4,1,0.38,0
11,4,1,0.38,0
11,4,0,0.38,0
11,4,0,0.38,0
11,4,0,0.38,0
11,4,0,0.38,0
11,4,0,0.38,0
11,4,1,0.38,0
11,4,1,0.38,0
11,4,1,0.38,0
11,4,1,0.38,0
11,4,1,0.38,0
11,4,0,0.38,0
11,4,0,0.38,0
11,4,0,0.38,0
11,4,0,0.38,0
11,4,0,0.38,0
11,4,0,0.38,0
11,4,0,0.38,0
11,4,0,0.38,0
11,4,0,0.38,0
11,4,0,0.38,0
11,4,0,0.38,0
11,4,0,0.38,0
11,4,0,0.38,0
11,4,0,0.38,0
11,4,0,0.38,0
11,4,1,0.38,0
11,4,1,0.38,0
11,4,1,0.38,0
11,4,1,0.38,0
11,4,1,0.38,0
11,4,1,0.38,0
11,4,1,0.38,0
11,4,1,0.38,0
11,4,1,0.38,0
11,4,1,0.38,0
11,5,0,0.38,1
11,5,0,0.38,1
11,5,0,0.38,1
11,5,0,0.38,0
11,5,0,0.38,0
11,5,0,0.38,0
11,5,0,0.38,0
11,5,0,0.38,1
11,5,0,0.38,1
11,5,0,0.38,1
11,5,0,0.38,0
11,5,0,0.38,0
11,5,0,0.38,0
11,5,0,0.38,0
11,5,0,0.38,0
11,5,0,0.38,0
11,5,0,0.38,0
11,5,0,0.38,0
11,5,0,0.38,1
11,5,0,0.38,0
11,5,0,0.38,1
11,5,0,0.38,0
11,5,0,0.38,1
11,5,0,0.38,1
11,5,0,0.38,1
11,5,0,0.38,0
11,5,0,0.38,0
11,5,0,0.38,1
11,5,0,0.38,1
11,5,0,0.38,0
11,5,0,0.38,0
11,5,0,0.38,1
11,5,0,0.38,1
11,5,0,0.38,0
11,5,0,0.38,0
11,5,0,0.38,0
11,5,0,0.38,1
11,5,0,0.38,1
11,5,0,0.38,0
11,5,0,0.38,1
11,5,0,0.38,1
11,5,0,0.38,0
11,5,0,0.38,0
11,5,0,0.38,1
11,5,0,0.38,0
11,5,0,0.38,0
11,5,0,0.38,1
11,5,0,0.38,1
11,5,0,0.38,0
11,5,0,0.38,1
11,5,0,0.38,0
11,5,0,0.38,1
11,5,0,0.38,0
11,5,0,0.38,0
11,5,0,0.38,1
11,5,0,0.38,0
11,5,0,0.38,0
11,5,0,0.38,0
11,5,0,0.38,1
11,5,0,0.38,0
11,5,0,0.38,0
11,5,0,0.38,1
11,5,0,0.38,0
11,5,0,0.38,0
11,5,0,0.38,1
11,5,0,0.38,0
11,5,0,0.38,0
11,5,0,0.38,0
11,5,0,0.38,0
11,5,0,0.38,0
11,5,0,0.38,1
11,5,0,0.38,0
11,5,0,0.38,1
11,5,0,0.38,0
11,5,0,0.38,1
11,5,0,0.38,0
11,5,0,0.38,0
11,5,0,0.38,1
11,5,0,0.38,1
11,5,0,0.38,1
11,5,0,0.38,0
11,5,0,0.38,0
11,5,0,0.38,0
11,5,0,0.38,0
11,5,0,0.38,0
11,5,0,0.38,0
11,5,0,0.38,1
11,5,0,0.38,0
11,5,0,0.38,0
11,5,0,0.38,0
11,5,0,0.38,0
11,5,0,0.38,0
11,5,0,0.38,0
11,5,0,0.38,1
11,5,0,0.38,0
11,5,0,0.38,0
11,5,0,0.38,0
11,5,0,0.38,1
11,5,0,0.38,0
11,5,0,0.38,0
12,1,0,0.4,0
12,1,0,0.4,0
12,1,0,0.4,0
12,1,0,0.4,0
12,1,0,0.4,0
12,1,1,0.4,0
12,1,1,0.4,0
12,1,1,0.4,0
12,1,1,0.4,0
12,1,1,0.4,0
12,1,1,0.4,0
12,1,1,0.4,0
12,1,1,0.4,0
12,1,1,0.4,0
12,1,1,0.4,0
12,1,0,0.4,0
12,1,0,0.4,0
12,1,0,0.4,0
12,1,0,0.4,0
12,1,0,0.4,0
12,1,1,0.4,0
12,1,1,0.4,0
12,1,1,0.4,0
12,1,1,0.4,0
12,1,1,0.4,0
12,1,0,0.4,0
12,1,0,0.4,0
12,1,0,0.4,0
12,1,0,0.4,0
12,1,0,0.4,0
12,1,1,0.4,0
12,1,1,0.4,0
12,1,1,0.4,0
12,1,1,0.4,0
12,1,1,0.4,0
12,1,0,0.4,0
12,1,0,0.4,0
12,1,0,0.4,0
12,1,0,0.4,0
12,1,0,0.4,0
12,1,1,0.4,0
12,1,1,0.4,0
12,1,1,0.4,0
12,1,1,0.4,0
12,1,1,0.4,0
12,1,0,0.4,0
12,1,0,0.4,0
12,1,0,0.4,0
12,1,0,0.4,0
12,1,0,0.4,0
12,1,1,0.4,0
12,1,1,0.4,0
12,1,1,0.4,0
12,1,1,0.4,0
12,1,1,0.4,0
12,1,0,0.4,0
12,1,0,0.4,0
12,1,0,0.4,0
12,1,0,0.4,0
12,1,0,0.4,0
12,2,0,0.4,0
12,2,0,0.4,0
12,2,0,0.4,0
12,2,0,0.4,0
12,2,0,0.4,0
12,2,1,0.4,0
12,2,1,0.4,0
12,2,1,0.4,0
12,2,1,0.4,0
12,2,1,0.4,0
12,2,1,0.4,0
12,2,1,0.4,0
12,2,1,0.4,0
12,2,1,0.4,0
12,2,1,0.4,0
12,2,0,0.4,0
12,2,0,0.4,0
12,2,0,0.4,0
12,2,0,0.4,0
12,2,0,0.4,0
12,2,1,0.4,0
12,2,1,0.4,0
12,2,1,0.4,0
12,2,1,0.4,0
12,2,1,0.4,0
12,2,0,0.4,0
12,2,0,0.4,0
12,2,0,0.4,0
12,2,0,0.4,0
12,2,0,0.4,0
12,2,0,0.4,0
12,2,0,0.4,0
12,2,0,0.4,0
12,2,0,0.4,0
12,2,0,0.4,0
12,2,1,0.4,0
12,2,1,0.4,0
12,2,1,0.4,0
12,2,1,0.4,0
12,2,1,0.4,0
12,2,0,0.4,0
12,2,0,0.4,0
12,2,0,0.4,0
12,2,0,0.4,0
12,2,0,0.4,0
12,2,1,0.4,0
12,2,1,0.4,0
12,2,1,0.4,0
12,2,1,0.4,0
12,2,1,0.4,0
12,2,1,0.4,0
12,2,1,0.4,0
12,2,1,0.4,0
12,2,1,0.4,0
12,2,1,0.4,0
12,2,0,0.4,0
12,2,0,0.4,0
12,2,0,0.4,0
12,2,0,0.4,0
12,2,0,0.4,0
12,3,0,0.4,0
12,3,0,0.4,0
12,3,0,0.4,0
12,3,0,0.4,0
12,3,0,0.4,0
12,3,0,0.4,0
12,3,0,0.4,0
12,3,0,0.4,0
12,3,0,0.4,0
12,3,0,0.4,0
12,3,1,0.4,0
12,3,1,0.4,0
12,3,1,0.4,0
12,3,1,0.4,0
12,3,1,0.4,0
12,3,1,0.4,0
12,3,1,0.4,0
12,3,1,0.4,0
12,3,1,0.4,0
12,3,1,0.4,0
12,3,0,0.4,0
12,3,0,0.4,0
12,3,0,0.4,0
12,3,0,0.4,0
12,3,0,0.4,0
12,3,1,0.4,0
12,3,1,0.4,0
12,3,1,0.4,0
12,3,1,0.4,0
12,3,1,0.4,0
12,3,0,0.4,0
12,3,0,0.4,0
12,3,0,0.4,0
12,3,0,0.4,0
12,3,0,0.4,0
12,3,1,0.4,0
12,3,1,0.4,0
12,3,1,0.4,0
12,3,1,0.4,0
12,3,1,0.4,0
12,3,0,0.4,0
12,3,0,0.4,0
12,3,0,0.4,0
12,3,0,0.4,0
12,3,0,0.4,0
12,3,1,0.4,0
12,3,1,0.4,0
12,3,1,0.4,0
12,3,1,0.4,0
12,3,1,0.4,0
12,3,1,0.4,0
12,3,1,0.4,0
12,3,1,0.4,0
12,3,1,0.4,0
12,3,1,0.4,0
12,3,0,0.4,0
12,3,0,0.4,0
12,3,0,0.4,0
12,3,0,0.4,0
12,3,0,0.4,0
12,4,1,0.4,0
12,4,1,0.4,0
12,4,1,0.4,0
12,4,1,0.4,0
12,4,1,0.4,0
12,4,0,0.4,0
12,4,0,0.4,0
12,4,0,0.4,0
12,4,0,0.4,0
12,4,0,0.4,0
12,4,1,0.4,0
12,4,1,0.4,0
12,4,1,0.4,0
12,4,1,0.4,0
12,4,1,0.4,0
12,4,0,0.4,0
12,4,0,0.4,0
12,4,0,0.4,0
12,4,0,0.4,0
12,4,0,0.4,0
12,4,1,0.4,0
12,4,1,0.4,0
12,4,1,0.4,0
12,4,1,0.4,0
12,4,1,0.4,0
12,4,0,0.4,0
12,4,0,0.4,0
12,4,0,0.4,0
12,4,0,0.4,0
12,4,0,0.4,0
12,4,1,0.4,0
12,4,1,0.4,0
12,4,1,0.4,0
12,4,1,0.4,0
12,4,1,0.4,0
12,4,0,0.4,0
12,4,0,0.4,0
12,4,0,0.4,0
12,4,0,0.4,0
12,4,0,0.4,0
12,4,0,0.4,0
12,4,0,0.4,0
12,4,0,0.4,0
12,4,0,0.4,0
12,4,0,0.4,0
12,4,1,0.4,0
12,4,1,0.4,0
12,4,1,0.4,0
12,4,1,0.4,0
12,4,1,0.4,0
12,4,0,0.4,0
12,4,0,0.4,0
12,4,0,0.4,0
12,4,0,0.4,0
12,4,0,0.4,0
12,4,1,0.4,0
12,4,1,0.4,0
12,4,1,0.4,0
12,4,1,0.4,0
12,4,1,0.4,0
12,5,0,0.4,1
12,5,0,0.4,0
12,5,0,0.4,0
12,5,0,0.4,1
12,5,0,0.4,0
12,5,0,0.4,1
12,5,0,0.4,1
12,5,0,0.4,0
12,5,0,0.4,0
12,5,0,0.4,0
12,5,0,0.4,1
12,5,0,0.4,1
12,5,0,0.4,0
12,5,0,0.4,1
12,5,0,0.4,0
12,5,0,0.4,0
12,5,0,0.4,1
12,5,0,0.4,1
12,5,0,0.4,1
12,5,0,0.4,1
12,5,0,0.4,0
12,5,0,0.4,1
12,5,0,0.4,0
12,5,0,0.4,0
12,5,0,0.4,0
12,5,0,0.4,1
12,5,0,0.4,0
12,5,0,0.4,1
12,5,0,0.4,1
12,5,0,0.4,1
12,5,0,0.4,0
12,5,0,0.4,0
12,5,0,0.4,0
12,5,0,0.4,1
12,5,0,0.4,0
12,5,0,0.4,0
12,5,0,0.4,1
12,5,0,0.4,0
12,5,0,0.4,0
12,5,0,0.4,0
12,5,0,0.4,0
12,5,0,0.4,1
12,5,0,0.4,0
12,5,0,0.4,0
12,5,0,0.4,1
12,5,0,0.4,0
12,5,0,0.4,0
12,5,0,0.4,0
12,5,0,0.4,0
12,5,0,0.4,1
12,5,0,0.4,1
12,5,0,0.4,0
12,5,0,0.4,0
12,5,0,0.4,0
12,5,0,0.4,0
12,5,0,0.4,1
12,5,0,0.4,1
12,5,0,0.4,0
12,5,0,0.4,0
12,5,0,0.4,0
12,5,0,0.4,0
12,5,0,0.4,0
12,5,0,0.4,0
12,5,0,0.4,0
12,5,0,0.4,0
12,5,0,0.4,0
12,5,0,0.4,0
12,5,0,0.4,0
12,5,0,0.4,0
12,5,0,0.4,0
12,5,0,0.4,1
12,5,0,0.4,0
12,5,0,0.4,1
12,5,0,0.4,1
12,5,0,0.4,0
12,5,0,0.4,1
12,5,0,0.4,0
12,5,0,0.4,0
12,5,0,0.4,0
12,5,0,0.4,1
12,5,0,0.4,0
12,5,0,0.4,0
12,5,0,0.4,1
12,5,0,0.4,1
12,5,0,0.4,0
12,5,0,0.4,0
12,5,0,0.4,0
12,5,0,0.4,1
12,5,0,0.4,1
12,5,0,0.4,0
12,5,0,0.4,0
12,5,0,0.4,1
12,5,0,0.4,0
12,5,0,0.4,1
12,5,0,0.4,1
12,5,0,0.4,1
12,5,0,0.4,0
12,5,0,0.4,1
12,5,0,0.4,1
12,5,0,0.4,0
13,1,1,0.49,0
13,1,1,0.49,0
13,1,1,0.49,0
13,1,1,0.49,0
13,1,1,0.49,0
13,1,0,0.49,0
13,1,0,0.49,0
13,1,0,0.49,0
13,1,0,0.49,0
13,1,0,0.49,0
13,1,1,0.49,0
13,1,1,0.49,0
13,1,1,0.49,0
13,1,1,0.49,0
13,1,1,0.49,0
13,1,0,0.49,0
13,1,0,0.49,0
13,1,0,0.49,0
13,1,0,0.49,0
13,1,0,0.49,0
13,1,0,0.49,0
13,1,0,0.49,0
13,1,0,0.49,0
13,1,0,0.49,0
13,1,0,0.49,0
13,1,0,0.49,0
13,1,0,0.49,0
13,1,0,0.49,0
13,1,0,0.49,0
13,1,0,0.49,0
13,1,1,0.49,0
13,1,1,0.49,0
13,1,1,0.49,0
13,1,1,0.49,0
13,1,1,0.49,0
13,1,1,0.49,0
13,1,1,0.49,0
13,1,1,0.49,0
13,1,1,0.49,0
13,1,1,0.49,0
13,1,0,0.49,0
13,1,0,0.49,0
13,1,0,0.49,0
13,1,0,0.49,0
13,1,0,0.49,0
13,1,1,0.49,0
13,1,1,0.49,0
13,1,1,0.49,0
13,1,1,0.49,0
13,1,1,0.49,0
13,1,0,0.49,0
13,1,0,0.49,0
13,1,0,0.49,0
13,1,0,0.49,0
13,1,0,0.49,0
13,1,1,0.49,0
13,1,1,0.49,0
13,1,1,0.49,0
13,1,1,0.49,0
13,1,1,0.49,0
13,2,0,0.49,0
13,2,0,0.49,0
13,2,0,0.49,0
13,2,0,0.49,0
13,2,0,0.49,0
13,2,1,0.49,0
13,2,1,0.49,0
13,2,1,0.49,0
13,2,1,0.49,0
13,2,1,0.49,0
13,2,1,0.49,0
13,2,1,0.49,0
13,2,1,0.49,0
13,2,1,0.49,0
13,2,1,0.49,0
13,2,0,0.49,0
13,2,0,0.49,0
13,2,0,0.49,0
13,2,0,0.49,0
13,2,0,0.49,0
13,2,1,0.49,0
13,2,1,0.49,0
13,2,1,0.49,0
13,2,1,0.49,0
13,2,1,0.49,0
13,2,0,0.49,0
13,2,0,0.49,0
13,2,0,0.49,0
13,2,0,0.49,0
13,2,0,0.49,0
13,2,0,0.49,0
13,2,0,0.49,0
13,2,0,0.49,0
13,2,0,0.49,0
13,2,0,0.49,0
13,2,1,0.49,0
13,2,1,0.49,0
13,2,1,0.49,0
13,2,1,0.49,0
13,2,1,0.49,0
13,2,0,0.49,0
13,2,0,0.49,0
13,2,0,0.49,0
13,2,0,0.49,0
13,2,0,0.49,0
13,2,1,0.49,0
13,2,1,0.49,0
13,2,1,0.49,0
13,2,1,0.49,0
13,2,1,0.49,0
13,2,1,0.49,0
13,2,1,0.49,0
13,2,1,0.49,0
13,2,1,0.49,0
13,2,1,0.49,0
13,2,0,0.49,0
13,2,0,0.49,0
13,2,0,0.49,0
13,2,0,0.49,0
13,2,0,0.49,0
13,3,1,0.49,0
13,3,1,0.49,0
13,3,1,0.49,0
13,3,1,0.49,0
13,3,1,0.49,0
13,3,0,0.49,0
13,3,0,0.49,0
13,3,0,0.49,0
13,3,0,0.49,0
13,3,0,0.49,0
13,3,0,0.49,0
13,3,0,0.49,0
13,3,0,0.49,0
13,3,0,0.49,0
13,3,0,0.49,0
13,3,1,0.49,0
13,3,1,0.49,0
13,3,1,0.49,0
13,3,1,0.49,0
13,3,1,0.49,0
13,3,1,0.49,0
13,3,1,0.49,0
13,3,1,0.49,0
13,3,1,0.49,0
13,3,1,0.49,0
13,3,0,0.49,0
13,3,0,0.49,0
13,3,0,0.49,0
13,3,0,0.49,0
13,3,0,0.49,0
13,3,0,0.49,0
13,3,0,0.49,0
13,3,0,0.49,0
13,3,0,0.49,0
13,3,0,0.49,0
13,3,1,0.49,0
13,3,1,0.49,0
13,3,1,0.49,0
13,3,1,0.49,0
13,3,1,0.49,0
13,3,0,0.49,0
13,3,0,0.49,0
13,3,0,0.49,0
13,3,0,0.49,0
13,3,0,0.49,0
13,3,1,0.49,0
13,3,1,0.49,0
13,3,1,0.49,0
13,3,1,0.49,0
13,3,1,0.49,0
13,3,0,0.49,0
13,3,0,0.49,0
13,3,0,0.49,0
13,3,0,0.49,0
13,3,0,0.49,0
13,3,1,0.49,0
13,3,1,0.49,0
13,3,1,0.49,0
13,3,1,0.49,0
13,3,1,0.49,0
13,4,0,0.49,0
13,4,0,0.49,0
13,4,0,0.49,0
13,4,0,0.49,0
13,4,0,0.49,0
13,4,1,0.49,0
13,4,1,0.49,0
13,4,1,0.49,0
13,4,1,0.49,0
13,4,1,0.49,0
13,4,1,0.49,0
13,4,1,0.49,0
13,4,1,0.49,0
13,4,1,0.49,0
13,4,1,0.49,0
13,4,0,0.49,0
13,4,0,0.49,0
13,4,0,0.49,0
13,4,0,0.49,0
13,4,0,0.49,0
13,4,1,0.49,0
13,4,1,0.49,0
13,4,1,0.49,0
13,4,1,0.49,0
13,4,1,0.49,0
13,4,1,0.49,0
13,4,1,0.49,0
13,4,1,0.49,0
13,4,1,0.49,0
13,4,1,0.49,0
13,4,0,0.49,0
13,4,0,0.49,0
13,4,0,0.49,0
13,4,0,0.49,0
13,4,0,0.49,0
13,4,0,0.49,0
13,4,0,0.49,0
13,4,0,0.49,0
13,4,0,0.49,0
13,4,0,0.49,0
13,4,1,0.49,0
13,4,1,0.49,0
13,4,1,0.49,0
13,4,1,0.49,0
13,4,1,0.49,0
13,4,0,0.49,0
13,4,0,0.49,0
13,4,0,0.49,0
13,4,0,0.49,0
13,4,0,0.49,0
13,4,1,0.49,0
13,4,1,0.49,0
13,4,1,0.49,0
13,4,1,0.49,0
13,4,1,0.49,0
13,4,0,0.49,0
13,4,0,0.49,0
13,4,0,0.49,0
13,4,0,0.49,0
13,4,0,0.49,0
13,5,0,0.49,0
13,5,0,0.49,1
13,5,0,0.49,1
13,5,0,0.49,1
13,5,0,0.49,1
13,5,0,0.49,0
13,5,0,0.49,1
13,5,0,0.49,1
13,5,0,0.49,0
13,5,0,0.49,0
13,5,0,0.49,1
13,5,0,0.49,1
13,5,0,0.49,1
13,5,0,0.49,0
13,5,0,0.49,1
13,5,0,0.49,0
13,5,0,0.49,0
13,5,0,0.49,0
13,5,0,0.49,1
13,5,0,0.49,1
13,5,0,0.49,0
13,5,0,0.49,1
13,5,0,0.49,1
13,5,0,0.49,1
13,5,0,0.49,0
13,5,0,0.49,0
13,5,0,0.49,0
13,5,0,0.49,0
13,5,0,0.49,1
13,5,0,0.49,0
13,5,0,0.49,0
13,5,0,0.49,1
13,5,0,0.49,0
13,5,0,0.49,1
13,5,0,0.49,0
13,5,0,0.49,1
13,5,0,0.49,0
13,5,0,0.49,1
13,5,0,0.49,0
13,5,0,0.49,1
13,5,0,0.49,1
13,5,0,0.49,0
13,5,0,0.49,1
13,5,0,0.49,0
13,5,0,0.49,1
13,5,0,0.49,1
13,5,0,0.49,1
13,5,0,0.49,0
13,5,0,0.49,0
13,5,0,0.49,1
13,5,0,0.49,0
13,5,0,0.49,1
13,5,0,0.49,1
13,5,0,0.49,0
13,5,0,0.49,1
13,5,0,0.49,0
13,5,0,0.49,1
13,5,0,0.49,1
13,5,0,0.49,0
13,5,0,0.49,1
13,5,0,0.49,1
13,5,0,0.49,1
13,5,0,0.49,1
13,5,0,0.49,0
13,5,0,0.49,1
13,5,0,0.49,0
13,5,0,0.49,0
13,5,0,0.49,0
13,5,0,0.49,0
13,5,0,0.49,0
13,5,0,0.49,0
13,5,0,0.49,1
13,5,0,0.49,1
13,5,0,0.49,0
13,5,0,0.49,0
13,5,0,0.49,1
13,5,0,0.49,1
13,5,0,0.49,1
13,5,0,0.49,1
13,5,0,0.49,1
13,5,0,0.49,1
13,5,0,0.49,0
13,5,0,0.49,0
13,5,0,0.49,0
13,5,0,0.49,0
13,5,0,0.49,0
13,5,0,0.49,1
13,5,0,0.49,0
13,5,0,0.49,0
13,5,0,0.49,1
13,5,0,0.49,0
13,5,0,0.49,1
13,5,0,0.49,0
13,5,0,0.49,0
13,5,0,0.49,0
13,5,0,0.49,0
13,5,0,0.49,1
13,5,0,0.49,0
13,5,0,0.49,0
13,5,0,0.49,0
14,1,0,0.2,0
14,1,0,0.2,0
14,1,0,0.2,0
14,1,0,0.2,0
14,1,0,0.2,0
14,1,1,0.2,0
14,1,1,0.2,0
14,1,1,0.2,0
14,1,1,0.2,0
14,1,1,0.2,0
14,1,1,0.2,0
14,1,1,0.2,0
14,1,1,0.2,0
14,1,1,0.2,0
14,1,1,0.2,0
14,1,0,0.2,0
14,1,0,0.2,0
14,1,0,0.2,0
14,1,0,0.2,0
14,1,0,0.2,0
14,1,1,0.2,0
14,1,1,0.2,0
14,1,1,0.2,0
14,1,1,0.2,0
14,1,1,0.2,0
14,1,1,0.2,0
14,1,1,0.2,0
14,1,1,0.2,0
14,1,1,0.2,0
14,1,1,0.2,0
14,1,0,0.2,0
14,1,0,0.2,0
14,1,0,0.2,0
14,1,0,0.2,0
14,1,0,0.2,0
14,1,0,0.2,0
14,1,0,0.2,0
14,1,0,0.2,0
14,1,0,0.2,0
14,1,0,0.2,0
14,1,1,0.2,0
14,1,1,0.2,0
14,1,1,0.2,0
14,1,1,0.2,0
14,1,1,0.2,0
14,1,1,0.2,0
14,1,1,0.2,0
14,1,1,0.2,0
14,1,1,0.2,0
14,1,1,0.2,0
14,1,0,0.2,0
14,1,0,0.2,0
14,1,0,0.2,0
14,1,0,0.2,0
14,1,0,0.2,0
14,1,0,0.2,0
14,1,0,0.2,0
14,1,0,0.2,0
14,1,0,0.2,0
14,1,0,0.2,0
14,2,0,0.2,0
14,2,0,0.2,0
14,2,0,0.2,0
14,2,0,0.2,0
14,2,0,0.2,0
14,2,1,0.2,0
14,2,1,0.2,0
14,2,1,0.2,0
14,2,1,0.2,0
14,2,1,0.2,0
14,2,1,0.2,0
14,2,1,0.2,0
14,2,1,0.2,0
14,2,1,0.2,0
14,2,1,0.2,0
14,2,0,0.2,0
14,2,0,0.2,0
14,2,0,0.2,0
14,2,0,0.2,0
14,2,0,0.2,0
14,2,0,0.2,0
14,2,0,0.2,0
14,2,0,0.2,0
14,2,0,0.2,0
14,2,0,0.2,0
14,2,0,0.2,0
14,2,0,0.2,0
14,2,0,0.2,0
14,2,0,0.2,0
14,2,0,0.2,0
14,2,1,0.2,0
14,2,1,0.2,0
14,2,1,0.2,0
14,2,1,0.2,0
14,2,1,0.2,0
14,2,1,0.2,0
14,2,1,0.2,0
14,2,1,0.2,0
14,2,1,0.2,0
14,2,1,0.2,0
14,2,0,0.2,0
14,2,0,0.2,0
14,2,0,0.2,0
14,2,0,0.2,0
14,2,0,0.2,0
14,2,0,0.2,0
14,2,0,0.2,0
14,2,0,0.2,0
14,2,0,0.2,0
14,2,0,0.2,0
14,2,1,0.2,0
14,2,1,0.2,0
14,2,1,0.2,0
14,2,1,0.2,0
14,2,1,0.2,0
14,2,1,0.2,0
14,2,1,0.2,0
14,2,1,0.2,0
14,2,1,0.2,0
14,2,1,0.2,0
14,3,0,0.2,0
14,3,0,0.2,0
14,3,0,0.2,0
14,3,0,0.2,0
14,3,0,0.2,0
14,3,0,0.2,0
14,3,0,0.2,0
14,3,0,0.2,0
14,3,0,0.2,0
14,3,0,0.2,0
14,3,1,0.2,0
14,3,1,0.2,0
14,3,1,0.2,0
14,3,1,0.2,0
14,3,1,0.2,0
14,3,1,0.2,0
14,3,1,0.2,0
14,3,1,0.2,0
14,3,1,0.2,0
14,3,1,0.2,0
14,3,1,0.2,0
14,3,1,0.2,0
14,3,1,0.2,0
14,3,1,0.2,0
14,3,1,0.2,0
14,3,0,0.2,0
14,3,0,0.2,0
14,3,0,0.2,0
14,3,0,0.2,0
14,3,0,0.2,0
14,3,1,0.2,0
14,3,1,0.2,0
14,3,1,0.2,0
14,3,1,0.2,0
14,3,1,0.2,0
14,3,0,0.2,0
14,3,0,0.2,0
14,3,0,0.2,0
14,3,0,0.2,0
14,3,0,0.2,0
14,3,0,0.2,0
14,3,0,0.2,0
14,3,0,0.2,0
14,3,0,0.2,0
14,3,0,0.2,0
14,3,1,0.2,0
14,3,1,0.2,0
14,3,1,0.2,0
14,3,1,0.2,0
14,3,1,0.2,0
14,3,0,0.2,0
14,3,0,0.2,0
14,3,0,0.2,0
14,3,0,0.2,0
14,3,0,0.2,0
14,3,1,0.2,0
14,3,1,0.2,0
14,3,1,0.2,0
14,3,1,0.2,0
14,3,1,0.2,0
14,4,1,0.2,0
14,4,1,0.2,0
14,4,1,0.2,0
14,4,1,0.2,0
14,4,1,0.2,0
14,4,0,0.2,0
14,4,0,0.2,0
14,4,0,0.2,0
14,4,0,0.2,0
14,4,0,0.2,0
14,4,0,0.2,0
14,4,0,0.2,0
14,4,0,0.2,0
14,4,0,0.2,0
14,4,0,0.2,0
14,4,1,0.2,0
14,4,1,0.2,0
14,4,1,0.2,0
14,4,1,0.2,0
14,4,1,0.2,0
14,4,0,0.2,0
14,4,0,0.2,0
14,4,0,0.2,0
14,4,0,0.2,0
14,4,0,0.2,0
14,4,0,0.2,0
14,4,0,0.2,0
14,4,0,0.2,0
14,4,0,0.2,0
14,4,0,0.2,0
14,4,1,0.2,0
14,4,1,0.2,0
14,4,1,0.2,0
14,4,1,0.2,0
14,4,1,0.2,0
14,4,1,0.2,0
14,4,1,0.2,0
14,4,1,0.2,0
14,4,1,0.2,0
14,4,1,0.2,0
14,4,0,0.2,0
14,4,0,0.2,0
14,4,0,0.2,0
14,4,0,0.2,0
14,4,0,0.2,0
14,4,1,0.2,0
14,4,1,0.2,0
14,4,1,0.2,0
14,4,1,0.2,0
14,4,1,0.2,0
14,4,0,0.2,0
14,4,0,0.2,0
14,4,0,0.2,0
14,4,0,0.2,0
14,4,0,0.2,0
14,4,1,0.2,0
14,4,1,0.2,0
14,4,1,0.2,0
14,4,1,0.2,0
14,4,1,0.2,0
14,5,0,0.2,0
14,5,0,0.2,1
14,5,0,0.2,0
14,5,0,0.2,0
14,5,0,0.2,0
14,5,0,0.2,1
14,5,0,0.2,1
14,5,0,0.2,0
14,5,0,0.2,0
14,5,0,0.2,0
14,5,0,0.2,0
14,5,0,0.2,0
14,5,0,0.2,0
14,5,0,0.2,0
14,5,0,0.2,0
14,5,0,0.2,0
14,5,0,0.2,1
14,5,0,0.2,0
14,5,0,0.2,1
14,5,0,0.2,1
14,5,0,0.2,0
14,5,0,0.2,0
14,5,0,0.2,0
14,5,0,0.2,0
14,5,0,0.2,1
14,5,0,0.2,1
14,5,0,0.2,0
14,5,0,0.2,0
14,5,0,0.2,0
14,5,0,0.2,0
14,5,0,0.2,1
14,5,0,0.2,0
14,5,0,0.2,0
14,5,0,0.2,0
14,5,0,0.2,1
14,5,0,0.2,1
14,5,0,0.2,0
14,5,0,0.2,0
14,5,0,0.2,0
14,5,0,0.2,0
14,5,0,0.2,0
14,5,0,0.2,0
14,5,0,0.2,1
14,5,0,0.2,0
14,5,0,0.2,0
14,5,0,0.2,0
14,5,0,0.2,0
14,5,0,0.2,0
14,5,0,0.2,1
14,5,0,0.2,0
14,5,0,0.2,0
14,5,0,0.2,0
14,5,0,0.2,0
14,5,0,0.2,0
14,5,0,0.2,0
14,5,0,0.2,1
14,5,0,0.2,0
14,5,0,0.2,0
14,5,0,0.2,1
14,5,0,0.2,1
14,5,0,0.2,0
14,5,0,0.2,1
14,5,0,0.2,0
14,5,0,0.2,0
14,5,0,0.2,0
14,5,0,0.2,1
14,5,0,0.2,0
14,5,0,0.2,0
14,5,0,0.2,0
14,5,0,0.2,0
14,5,0,0.2,0
14,5,0,0.2,0
14,5,0,0.2,0
14,5,0,0.2,0
14,5,0,0.2,0
14,5,0,0.2,0
14,5,0,0.2,0
14,5,0,0.2,0
14,5,0,0.2,0
14,5,0,0.2,0
14,5,0,0.2,0
14,5,0,0.2,0
14,5,0,0.2,0
14,5,0,0.2,0
14,5,0,0.2,0
14,5,0,0.2,0
14,5,0,0.2,0
14,5,0,0.2,0
14,5,0,0.2,1
14,5,0,0.2,0
14,5,0,0.2,0
14,5,0,0.2,1
14,5,0,0.2,0
14,5,0,0.2,0
14,5,0,0.2,0
14,5,0,0.2,0
14,5,0,0.2,0
14,5,0,0.2,0
14,5,0,0.2,0
14,5,0,0.2,0
15,1,0,0.08,0
15,1,0,0.08,0
15,1,0,0.08,0
15,1,0,0.08,0
15,1,0,0.08,0
15,1,1,0.08,0
15,1,1,0.08,0
15,1,1,0.08,0
15,1,1,0.08,0
15,1,1,0.08,0
15,1,1,0.08,0
15,1,1,0.08,0
15,1,1,0.08,0
15,1,1,0.08,0
15,1,1,0.08,0
15,1,0,0.08,0
15,1,0,0.08,0
15,1,0,0.08,0
15,1,0,0.08,0
15,1,0,0.08,0
15,1,1,0.08,0
15,1,1,0.08,0
15,1,1,0.08,0
15,1,1,0.08,0
15,1,1,0.08,0
15,1,1,0.08,0
15,1,1,0.08,0
15,1,1,0.08,0
15,1,1,0.08,0
15,1,1,0.08,0
15,1,0,0.08,0
15,1,0,0.08,0
15,1,0,0.08,0
15,1,0,0.08,0
15,1,0,0.08,0
15,1,0,0.08,0
15,1,0,0.08,0
15,1,0,0.08,0
15,1,0,0.08,0
15,1,0,0.08,0
15,1,1,0.08,0
15,1,1,0.08,0
15,1,1,0.08,0
15,1,1,0.08,0
15,1,1,0.08,0
15,1,0,0.08,0
15,1,0,0.08,0
15,1,0,0.08,0
15,1,0,0.08,0
15,1,0,0.08,0
15,1,1,0.08,0
15,1,1,0.08,0
15,1,1,0.08,0
15,1,1,0.08,0
15,1,1,0.08,0
15,1,0,0.08,0
15,1,0,0.08,0
15,1,0,0.08,0
15,1,0,0.08,0
15,1,0,0.08,0
15,2,0,0.08,0
15,2,0,0.08,0
15,2,0,0.08,0
15,2,0,0.08,0
15,2,0,0.08,0
15,2,0,0.08,0
15,2,0,0.08,0
15,2,0,0.08,0
15,2,0,0.08,0
15,2,0,0.08,0
15,2,1,0.08,0
15,2,1,0.08,0
15,2,1,0.08,0
15,2,1,0.08,0
15,2,1,0.08,0
15,2,1,0.08,0
15,2,1,0.08,0
15,2,1,0.08,0
15,2,1,0.08,0
15,2,1,0.08,0
15,2,0,0.08,0
15,2,0,0.08,0
15,2,0,0.08,0
15,2,0,0.08,0
15,2,0,0.08,0
15,2,1,0.08,0
15,2,1,0.08,0
15,2,1,0.08,0
15,2,1,0.08,0
15,2,1,0.08,0
15,2,0,0.08,0
15,2,0,0.08,0
15,2,0,0.08,0
15,2,0,0.08,0
15,2,0,0.08,0
15,2,1,0.08,0
15,2,1,0.08,0
15,2,1,0.08,0
15,2,1,0.08,0
15,2,1,0.08,0
15,2,0,0.08,0
15,2,0,0.08,0
15,2,0,0.08,0
15,2,0,0.08,0
15,2,0,0.08,0
15,2,0,0.08,0
15,2,0,0.08,0
15,2,0,0.08,0
15,2,0,0.08,0
15,2,0,0.08,0
15,2,1,0.08,0
15,2,1,0.08,0
15,2,1,0.08,0
15,2,1,0.08,0
15,2,1,0.08,0
15,2,1,0.08,0
15,2,1,0.08,0
15,2,1,0.08,0
15,2,1,0.08,0
15,2,1,0.08,0
15,3,0,0.08,0
15,3,0,0.08,0
15,3,0,0.08,0
15,3,0,0.08,0
15,3,0,0.08,0
15,3,0,0.08,0
15,3,0,0.08,0
15,3,0,0.08,0
15,3,0,0.08,0
15,3,0,0.08,0
15,3,1,0.08,0
15,3,1,0.08,0
15,3,1,0.08,0
15,3,1,0.08,0
15,3,1,0.08,0
15,3,1,0.08,0
15,3,1,0.08,0
15,3,1,0.08,0
15,3,1,0.08,0
15,3,1,0.08,0
15,3,1,0.08,0
15,3,1,0.08,0
15,3,1,0.08,0
15,3,1,0.08,0
15,3,1,0.08,0
15,3,0,0.08,0
15,3,0,0.08,0
15,3,0,0.08,0
15,3,0,0.08,0
15,3,0,0.08,0
15,3,1,0.08,0
15,3,1,0.08,0
15,3,1,0.08,0
15,3,1,0.08,0
15,3,1,0.08,0
15,3,0,0.08,0
15,3,0,0.08,0
15,3,0,0.08,0
15,3,0,0.08,0
15,3,0,0.08,0
15,3,1,0.08,0
15,3,1,0.08,0
15,3,1,0.08,0
15,3,1,0.08,0
15,3,1,0.08,0
15,3,1,0.08,0
15,3,1,0.08,0
15,3,1,0.08,0
15,3,1,0.08,0
15,3,1,0.08,0
15,3,0,0.08,0
15,3,0,0.08,0
15,3,0,0.08,0
15,3,0,0.08,0
15,3,0,0.08,0
15,3,0,0.08,0
15,3,0,0.08,0
15,3,0,0.08,0
15,3,0,0.08,0
15,3,0,0.08,0
15,4,0,0.08,0
15,4,0,0.08,0
15,4,0,0.08,0
15,4,0,0.08,0
15,4,0,0.08,0
15,4,1,0.08,0
15,4,1,0.08,0
15,4,1,0.08,0
15,4,1,0.08,0
15,4,1,0.08,0
15,4,1,0.08,0
15,4,1,0.08,0
15,4,1,0.08,0
15,4,1,0.08,0
15,4,1,0.08,0
15,4,0,0.08,0
15,4,0,0.08,0
15,4,0,0.08,0
15,4,0,0.08,0
15,4,0,0.08,0
15,4,0,0.08,0
15,4,0,0.08,0
15,4,0,0.08,0
15,4,0,0.08,0
15,4,0,0.08,0
15,4,1,0.08,0
15,4,1,0.08,0
15,4,1,0.08,0
15,4,1,0.08,0
15,4,1,0.08,0
15,4,0,0.08,0
15,4,0,0.08,0
15,4,0,0.08,0
15,4,0,0.08,0
15,4,0,0.08,0
15,4,1,0.08,0
15,4,1,0.08,0
15,4,1,0.08,0
15,4,1,0.08,0
15,4,1,0.08,0
15,4,1,0.08,0
15,4,1,0.08,0
15,4,1,0.08,0
15,4,1,0.08,0
15,4,1,0.08,0
15,4,1,0.08,0
15,4,1,0.08,0
15,4,1,0.08,0
15,4,1,0.08,0
15,4,1,0.08,0
15,4,0,0.08,0
15,4,0,0.08,0
15,4,0,0.08,0
15,4,0,0.08,0
15,4,0,0.08,0
15,4,0,0.08,0
15,4,0,0.08,0
15,4,0,0.08,0
15,4,0,0.08,0
15,4,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,1
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,1
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,1
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,1
15,5,0,0.08,1
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,1
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,1
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,1
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
15,5,0,0.08,0
16,1,0,0.37,0
16,1,0,0.37,0
16,1,0,0.37,0
16,1,0,0.37,0
16,1,0,0.37,0
16,1,1,0.37,0
16,1,1,0.37,0
16,1,1,0.37,0
16,1,1,0.37,0
16,1,1,0.37,0
16,1,0,0.37,0
16,1,0,0.37,0
16,1,0,0.37,0
16,1,0,0.37,0
16,1,0,0.37,0
16,1,1,0.37,0
16,1,1,0.37,0
16,1,1,0.37,0
16,1,1,0.37,0
16,1,1,0.37,0
16,1,1,0.37,0
16,1,1,0.37,0
16,1,1,0.37,0
16,1,1,0.37,0
16,1,1,0.37,0
16,1,0,0.37,0
16,1,0,0.37,0
16,1,0,0.37,0
16,1,0,0.37,0
16,1,0,0.37,0
16,1,1,0.37,0
16,1,1,0.37,0
16,1,1,0.37,0
16,1,1,0.37,0
16,1,1,0.37,0
16,1,0,0.37,0
16,1,0,0.37,0
16,1,0,0.37,0
16,1,0,0.37,0
16,1,0,0.37,0
16,1,1,0.37,0
16,1,1,0.37,0
16,1,1,0.37,0
16,1,1,0.37,0
16,1,1,0.37,0
16,1,0,0.37,0
16,1,0,0.37,0
16,1,0,0.37,0
16,1,0,0.37,0
16,1,0,0.37,0
16,1,1,0.37,0
16,1,1,0.37,0
16,1,1,0.37,0
16,1,1,0.37,0
16,1,1,0.37,0
16,1,0,0.37,0
16,1,0,0.37,0
16,1,0,0.37,0
16,1,0,0.37,0
16,1,0,0.37,0
16,2,0,0.37,0
16,2,0,0.37,0
16,2,0,0.37,0
16,2,0,0.37,0
16,2,0,0.37,0
16,2,1,0.37,0
16,2,1,0.37,0
16,2,1,0.37,0
16,2,1,0.37,0
16,2,1,0.37,0
16,2,1,0.37,0
16,2,1,0.37,0
16,2,1,0.37,0
16,2,1,0.37,0
16,2,1,0.37,0
16,2,0,0.37,0
16,2,0,0.37,0
16,2,0,0.37,0
16,2,0,0.37,0
16,2,0,0.37,0
16,2,1,0.37,0
16,2,1,0.37,0
16,2,1,0.37,0
16,2,1,0.37,0
16,2,1,0.37,0
16,2,0,0.37,0
16,2,0,0.37,0
16,2,0,0.37,0
16,2,0,0.37,0
16,2,0,0.37,0
16,2,0,0.37,0
16,2,0,0.37,0
16,2,0,0.37,0
16,2,0,0.37,0
16,2,0,0.37,0
16,2,1,0.37,0
16,2,1,0.37,0
16,2,1,0.37,0
16,2,1,0.37,0
16,2,1,0.37,0
16,2,0,0.37,0
16,2,0,0.37,0
16,2,0,0.37,0
16,2,0,0.37,0
16,2,0,0.37,0
16,2,1,0.37,0
16,2,1,0.37,0
16,2,1,0.37,0
16,2,1,0.37,0
16,2,1,0.37,0
16,2,1,0.37,0
16,2,1,0.37,0
16,2,1,0.37,0
16,2,1,0.37,0
16,2,1,0.37,0
16,2,0,0.37,0
16,2,0,0.37,0
16,2,0,0.37,0
16,2,0,0.37,0
16,2,0,0.37,0
16,3,0,0.37,0
16,3,0,0.37,0
16,3,0,0.37,0
16,3,0,0.37,0
16,3,0,0.37,0
16,3,1,0.37,0
16,3,1,0.37,0
16,3,1,0.37,0
16,3,1,0.37,0
16,3,1,0.37,0
16,3,0,0.37,0
16,3,0,0.37,0
16,3,0,0.37,0
16,3,0,0.37,0
16,3,0,0.37,0
16,3,1,0.37,0
16,3,1,0.37,0
16,3,1,0.37,0
16,3,1,0.37,0
16,3,1,0.37,0
16,3,0,0.37,0
16,3,0,0.37,0
16,3,0,0.37,0
16,3,0,0.37,0
16,3,0,0.37,0
16,3,1,0.37,0
16,3,1,0.37,0
16,3,1,0.37,0
16,3,1,0.37,0
16,3,1,0.37,0
16,3,1,0.37,0
16,3,1,0.37,0
16,3,1,0.37,0
16,3,1,0.37,0
16,3,1,0.37,0
16,3,0,0.37,0
16,3,0,0.37,0
16,3,0,0.37,0
16,3,0,0.37,0
16,3,0,0.37,0
16,3,0,0.37,0
16,3,0,0.37,0
16,3,0,0.37,0
16,3,0,0.37,0
16,3,0,0.37,0
16,3,1,0.37,0
16,3,1,0.37,0
16,3,1,0.37,0
16,3,1,0.37,0
16,3,1,0.37,0
16,3,1,0.37,0
16,3,1,0.37,0
16,3,1,0.37,0
16,3,1,0.37,0
16,3,1,0.37,0
16,3,0,0.37,0
16,3,0,0.37,0
16,3,0,0.37,0
16,3,0,0.37,0
16,3,0,0.37,0
16,4,0,0.37,0
16,4,0,0.37,0
16,4,0,0.37,0
16,4,0,0.37,0
16,4,0,0.37,0
16,4,1,0.37,0
16,4,1,0.37,0
16,4,1,0.37,0
16,4,1,0.37,0
16,4,1,0.37,0
16,4,1,0.37,0
16,4,1,0.37,0
16,4,1,0.37,0
16,4,1,0.37,0
16,4,1,0.37,0
16,4,0,0.37,0
16,4,0,0.37,0
16,4,0,0.37,0
16,4,0,0.37,0
16,4,0,0.37,0
16,4,1,0.37,0
16,4,1,0.37,0
16,4,1,0.37,0
16,4,1,0.37,0
16,4,1,0.37,0
16,4,0,0.37,0
16,4,0,0.37,0
16,4,0,0.37,0
16,4,0,0.37,0
16,4,0,0.37,0
16,4,0,0.37,0
16,4,0,0.37,0
16,4,0,0.37,0
16,4,0,0.37,0
16,4,0,0.37,0
16,4,1,0.37,0
16,4,1,0.37,0
16,4,1,0.37,0
16,4,1,0.37,0
16,4,1,0.37,0
16,4,0,0.37,0
16,4,0,0.37,0
16,4,0,0.37,0
16,4,0,0.37,0
16,4,0,0.37,0
16,4,0,0.37,0
16,4,0,0.37,0
16,4,0,0.37,0
16,4,0,0.37,0
16,4,0,0.37,0
16,4,1,0.37,0
16,4,1,0.37,0
16,4,1,0.37,0
16,4,1,0.37,0
16,4,1,0.37,0
16,4,1,0.37,0
16,4,1,0.37,0
16,4,1,0.37,0
16,4,1,0.37,0
16,4,1,0.37,0
16,5,0,0.37,1
16,5,0,0.37,0
16,5,0,0.37,1
16,5,0,0.37,0
16,5,0,0.37,0
16,5,0,0.37,0
16,5,0,0.37,0
16,5,0,0.37,1
16,5,0,0.37,0
16,5,0,0.37,0
16,5,0,0.37,0
16,5,0,0.37,1
16,5,0,0.37,0
16,5,0,0.37,1
16,5,0,0.37,1
16,5,0,0.37,1
16,5,0,0.37,0
16,5,0,0.37,0
16,5,0,0.37,0
16,5,0,0.37,0
16,5,0,0.37,1
16,5,0,0.37,1
16,5,0,0.37,0
16,5,0,0.37,0
16,5,0,0.37,0
16,5,0,0.37,1
16,5,0,0.37,1
16,5,0,0.37,0
16,5,0,0.37,0
16,5,0,0.37,0
16,5,0,0.37,0
16,5,0,0.37,0
16,5,0,0.37,0
16,5,0,0.37,0
16,5,0,0.37,0
16,5,0,0.37,0
16,5,0,0.37,0
16,5,0,0.37,0
16,5,0,0.37,0
16,5,0,0.37,1
16,5,0,0.37,1
16,5,0,0.37,0
16,5,0,0.37,0
16,5,0,0.37,1
16,5,0,0.37,0
16,5,0,0.37,0
16,5,0,0.37,1
16,5,0,0.37,1
16,5,0,0.37,1
16,5,0,0.37,0
16,5,0,0.37,1
16,5,0,0.37,0
16,5,0,0.37,0
16,5,0,0.37,0
16,5,0,0.37,1
16,5,0,0.37,0
16,5,0,0.37,1
16,5,0,0.37,0
16,5,0,0.37,1
16,5,0,0.37,0
16,5,0,0.37,1
16,5,0,0.37,0
16,5,0,0.37,0
16,5,0,0.37,0
16,5,0,0.37,1
16,5,0,0.37,0
16,5,0,0.37,0
16,5,0,0.37,1
16,5,0,0.37,0
16,5,0,0.37,0
16,5,0,0.37,0
16,5,0,0.37,0
16,5,0,0.37,0
16,5,0,0.37,0
16,5,0,0.37,0
16,5,0,0.37,1
16,5,0,0.37,0
16,5,0,0.37,0
16,5,0,0.37,1
16,5,0,0.37,0
16,5,0,0.37,0
16,5,0,0.37,1
16,5,0,0.37,0
16,5,0,0.37,0
16,5,0,0.37,1
16,5,0,0.37,1
16,5,0,0.37,0
16,5,0,0.37,0
16,5,0,0.37,1
16,5,0,0.37,1
16,5,0,0.37,0
16,5,0,0.37,1
16,5,0,0.37,0
16,5,0,0.37,1
16,5,0,0.37,0
16,5,0,0.37,1
16,5,0,0.37,1
16,5,0,0.37,1
16,5,0,0.37,0
16,5,0,0.37,0
17,1,0,0.43,0
17,1,0,0.43,0
17,1,0,0.43,0
17,1,0,0.43,0
17,1,0,0.43,0
17,1,1,0.43,0
17,1,1,0.43,0
17,1,1,0.43,0
17,1,1,0.43,0
17,1,1,0.43,0
17,1,0,0.43,0
17,1,0,0.43,0
17,1,0,0.43,0
17,1,0,0.43,0
17,1,0,0.43,0
17,1,1,0.43,0
17,1,1,0.43,0
17,1,1,0.43,0
17,1,1,0.43,0
17,1,1,0.43,0
17,1,1,0.43,0
17,1,1,0.43,0
17,1,1,0.43,0
17,1,1,0.43,0
17,1,1,0.43,0
17,1,0,0.43,0
17,1,0,0.43,0
17,1,0,0.43,0
17,1,0,0.43,0
17,1,0,0.43,0
17,1,0,0.43,0
17,1,0,0.43,0
17,1,0,0.43,0
17,1,0,0.43,0
17,1,0,0.43,0
17,1,1,0.43,0
17,1,1,0.43,0
17,1,1,0.43,0
17,1,1,0.43,0
17,1,1,0.43,0
17,1,0,0.43,0
17,1,0,0.43,0
17,1,0,0.43,0
17,1,0,0.43,0
17,1,0,0.43,0
17,1,1,0.43,0
17,1,1,0.43,0
17,1,1,0.43,0
17,1,1,0.43,0
17,1,1,0.43,0
17,1,0,0.43,0
17,1,0,0.43,0
17,1,0,0.43,0
17,1,0,0.43,0
17,1,0,0.43,0
17,1,1,0.43,0
17,1,1,0.43,0
17,1,1,0.43,0
17,1,1,0.43,0
17,1,1,0.43,0
17,2,0,0.43,0
17,2,0,0.43,0
17,2,0,0.43,0
17,2,0,0.43,0
17,2,0,0.43,0
17,2,1,0.43,0
17,2,1,0.43,0
17,2,1,0.43,0
17,2,1,0.43,0
17,2,1,0.43,0
17,2,1,0.43,0
17,2,1,0.43,0
17,2,1,0.43,0
17,2,1,0.43,0
17,2,1,0.43,0
17,2,0,0.43,0
17,2,0,0.43,0
17,2,0,0.43,0
17,2,0,0.43,0
17,2,0,0.43,0
17,2,0,0.43,0
17,2,0,0.43,0
17,2,0,0.43,0
17,2,0,0.43,0
17,2,0,0.43,0
17,2,1,0.43,0
17,2,1,0.43,0
17,2,1,0.43,0
17,2,1,0.43,0
17,2,1,0.43,0
17,2,0,0.43,0
17,2,0,0.43,0
17,2,0,0.43,0
17,2,0,0.43,0
17,2,0,0.43,0
17,2,1,0.43,0
17,2,1,0.43,0
17,2,1,0.43,0
17,2,1,0.43,0
17,2,1,0.43,0
17,2,1,0.43,0
17,2,1,0.43,0
17,2,1,0.43,0
17,2,1,0.43,0
17,2,1,0.43,0
17,2,1,0.43,0
17,2,1,0.43,0
17,2,1,0.43,0
17,2,1,0.43,0
17,2,1,0.43,0
17,2,0,0.43,0
17,2,0,0.43,0
17,2,0,0.43,0
17,2,0,0.43,0
17,2,0,0.43,0
17,2,0,0.43,0
17,2,0,0.43,0
17,2,0,0.43,0
17,2,0,0.43,0
17,2,0,0.43,0
17,3,0,0.43,0
17,3,0,0.43,0
17,3,0,0.43,0
17,3,0,0.43,0
17,3,0,0.43,0
17,3,0,0.43,0
17,3,0,0.43,0
17,3,0,0.43,0
17,3,0,0.43,0
17,3,0,0.43,0
17,3,1,0.43,0
17,3,1,0.43,0
17,3,1,0.43,0
17,3,1,0.43,0
17,3,1,0.43,0
17,3,1,0.43,0
17,3,1,0.43,0
17,3,1,0.43,0
17,3,1,0.43,0
17,3,1,0.43,0
17,3,0,0.43,0
17,3,0,0.43,0
17,3,0,0.43,0
17,3,0,0.43,0
17,3,0,0.43,0
17,3,0,0.43,0
17,3,0,0.43,0
17,3,0,0.43,0
17,3,0,0.43,0
17,3,0,0.43,0
17,3,1,0.43,0
17,3,1,0.43,0
17,3,1,0.43,0
17,3,1,0.43,0
17,3,1,0.43,0
17,3,1,0.43,0
17,3,1,0.43,0
17,3,1,0.43,0
17,3,1,0.43,0
17,3,1,0.43,0
17,3,1,0.43,0
17,3,1,0.43,0
17,3,1,0.43,0
17,3,1,0.43,0
17,3,1,0.43,0
17,3,0,0.43,0
17,3,0,0.43,0
17,3,0,0.43,0
17,3,0,0.43,0
17,3,0,0.43,0
17,3,0,0.43,0
17,3,0,0.43,0
17,3,0,0.43,0
17,3,0,0.43,0
17,3,0,0.43,0
17,3,1,0.43,0
17,3,1,0.43,0
17,3,1,0.43,0
17,3,1,0.43,0
17,3,1,0.43,0
17,4,1,0.43,0
17,4,1,0.43,0
17,4,1,0.43,0
17,4,1,0.43,0
17,4,1,0.43,0
17,4,0,0.43,0
17,4,0,0.43,0
17,4,0,0.43,0
17,4,0,0.43,0
17,4,0,0.43,0
17,4,0,0.43,0
17,4,0,0.43,0
17,4,0,0.43,0
17,4,0,0.43,0
17,4,0,0.43,0
17,4,1,0.43,0
17,4,1,0.43,0
17,4,1,0.43,0
17,4,1,0.43,0
17,4,1,0.43,0
17,4,1,0.43,0
17,4,1,0.43,0
17,4,1,0.43,0
17,4,1,0.43,0
17,4,1,0.43,0
17,4,0,0.43,0
17,4,0,0.43,0
17,4,0,0.43,0
17,4,0,0.43,0
17,4,0,0.43,0
17,4,0,0.43,0
17,4,0,0.43,0
17,4,0,0.43,0
17,4,0,0.43,0
17,4,0,0.43,0
17,4,1,0.43,0
17,4,1,0.43,0
17,4,1,0.43,0
17,4,1,0.43,0
17,4,1,0.43,0
17,4,1,0.43,0
17,4,1,0.43,0
17,4,1,0.43,0
17,4,1,0.43,0
17,4,1,0.43,0
17,4,1,0.43,0
17,4,1,0.43,0
17,4,1,0.43,0
17,4,1,0.43,0
17,4,1,0.43,0
17,4,0,0.43,0
17,4,0,0.43,0
17,4,0,0.43,0
17,4,0,0.43,0
17,4,0,0.43,0
17,4,0,0.43,0
17,4,0,0.43,0
17,4,0,0.43,0
17,4,0,0.43,0
17,4,0,0.43,0
17,5,0,0.43,0
17,5,0,0.43,0
17,5,0,0.43,0
17,5,0,0.43,0
17,5,0,0.43,0
17,5,0,0.43,0
17,5,0,0.43,1
17,5,0,0.43,0
17,5,0,0.43,0
17,5,0,0.43,0
17,5,0,0.43,1
17,5,0,0.43,1
17,5,0,0.43,1
17,5,0,0.43,0
17,5,0,0.43,0
17,5,0,0.43,0
17,5,0,0.43,0
17,5,0,0.43,0
17,5,0,0.43,1
17,5,0,0.43,0
17,5,0,0.43,0
17,5,0,0.43,0
17,5,0,0.43,0
17,5,0,0.43,1
17,5,0,0.43,1
17,5,0,0.43,0
17,5,0,0.43,1
17,5,0,0.43,1
17,5,0,0.43,1
17,5,0,0.43,1
17,5,0,0.43,0
17,5,0,0.43,0
17,5,0,0.43,1
17,5,0,0.43,0
17,5,0,0.43,1
17,5,0,0.43,1
17,5,0,0.43,0
17,5,0,0.43,0
17,5,0,0.43,1
17,5,0,0.43,0
17,5,0,0.43,0
17,5,0,0.43,0
17,5,0,0.43,1
17,5,0,0.43,1
17,5,0,0.43,0
17,5,0,0.43,0
17,5,0,0.43,0
17,5,0,0.43,1
17,5,0,0.43,1
17,5,0,0.43,0
17,5,0,0.43,0
17,5,0,0.43,0
17,5,0,0.43,0
17,5,0,0.43,1
17,5,0,0.43,0
17,5,0,0.43,0
17,5,0,0.43,1
17,5,0,0.43,0
17,5,0,0.43,1
17,5,0,0.43,1
17,5,0,0.43,1
17,5,0,0.43,0
17,5,0,0.43,0
17,5,0,0.43,1
17,5,0,0.43,0
17,5,0,0.43,1
17,5,0,0.43,0
17,5,0,0.43,0
17,5,0,0.43,1
17,5,0,0.43,1
17,5,0,0.43,0
17,5,0,0.43,0
17,5,0,0.43,0
17,5,0,0.43,1
17,5,0,0.43,0
17,5,0,0.43,1
17,5,0,0.43,1
17,5,0,0.43,1
17,5,0,0.43,0
17,5,0,0.43,1
17,5,0,0.43,1
17,5,0,0.43,0
17,5,0,0.43,0
17,5,0,0.43,0
17,5,0,0.43,0
17,5,0,0.43,1
17,5,0,0.43,1
17,5,0,0.43,1
17,5,0,0.43,1
17,5,0,0.43,0
17,5,0,0.43,0
17,5,0,0.43,0
17,5,0,0.43,1
17,5,0,0.43,0
17,5,0,0.43,1
17,5,0,0.43,0
17,5,0,0.43,1
17,5,0,0.43,1
17,5,0,0.43,1
17,5,0,0.43,0
18,1,1,0.29,0
18,1,1,0.29,0
18,1,1,0.29,0
18,1,1,0.29,0
18,1,1,0.29,0
18,1,0,0.29,0
18,1,0,0.29,0
18,1,0,0.29,0
18,1,0,0.29,0
18,1,0,0.29,0
18,1,1,0.29,0
18,1,1,0.29,0
18,1,1,0.29,0
18,1,1,0.29,0
18,1,1,0.29,0
18,1,0,0.29,0
18,1,0,0.29,0
18,1,0,0.29,0
18,1,0,0.29,0
18,1,0,0.29,0
18,1,0,0.29,0
18,1,0,0.29,0
18,1,0,0.29,0
18,1,0,0.29,0
18,1,0,0.29,0
18,1,1,0.29,0
18,1,1,0.29,0
18,1,1,0.29,0
18,1,1,0.29,0
18,1,1,0.29,0
18,1,0,0.29,0
18,1,0,0.29,0
18,1,0,0.29,0
18,1,0,0.29,0
18,1,0,0.29,0
18,1,1,0.29,0
18,1,1,0.29,0
18,1,1,0.29,0
18,1,1,0.29,0
18,1,1,0.29,0
18,1,1,0.29,0
18,1,1,0.29,0
18,1,1,0.29,0
18,1,1,0.29,0
18,1,1,0.29,0
18,1,0,0.29,0
18,1,0,0.29,0
18,1,0,0.29,0
18,1,0,0.29,0
18,1,0,0.29,0
18,1,1,0.29,0
18,1,1,0.29,0
18,1,1,0.29,0
18,1,1,0.29,0
18,1,1,0.29,0
18,1,0,0.29,0
18,1,0,0.29,0
18,1,0,0.29,0
18,1,0,0.29,0
18,1,0,0.29,0
18,2,0,0.29,0
18,2,0,0.29,0
18,2,0,0.29,0
18,2,0,0.29,0
18,2,0,0.29,0
18,2,0,0.29,0
18,2,0,0.29,0
18,2,0,0.29,0
18,2,0,0.29,0
18,2,0,0.29,0
18,2,1,0.29,0
18,2,1,0.29,0
18,2,1,0.29,0
18,2,1,0.29,0
18,2,1,0.29,0
18,2,1,0.29,0
18,2,1,0.29,0
18,2,1,0.29,0
18,2,1,0.29,0
18,2,1,0.29,0
18,2,0,0.29,0
18,2,0,0.29,0
18,2,0,0.29,0
18,2,0,0.29,0
18,2,0,0.29,0
18,2,0,0.29,0
18,2,0,0.29,0
18,2,0,0.29,0
18,2,0,0.29,0
18,2,0,0.29,0
18,2,1,0.29,0
18,2,1,0.29,0
18,2,1,0.29,0
18,2,1,0.29,0
18,2,1,0.29,0
18,2,1,0.29,0
18,2,1,0.29,0
18,2,1,0.29,0
18,2,1,0.29,0
18,2,1,0.29,0
18,2,1,0.29,0
18,2,1,0.29,0
18,2,1,0.29,0
18,2,1,0.29,0
18,2,1,0.29,0
18,2,0,0.29,0
18,2,0,0.29,0
18,2,0,0.29,0
18,2,0,0.29,0
18,2,0,0.29,0
18,2,0,0.29,0
18,2,0,0.29,0
18,2,0,0.29,0
18,2,0,0.29,0
18,2,0,0.29,0
18,2,1,0.29,0
18,2,1,0.29,0
18,2,1,0.29,0
18,2,1,0.29,0
18,2,1,0.29,0
18,3,1,0.29,0
18,3,1,0.29,0
18,3,1,0.29,0
18,3,1,0.29,0
18,3,1,0.29,0
18,3,1,0.29,0
18,3,1,0.29,0
18,3,1,0.29,0
18,3,1,0.29,0
18,3,1,0.29,0
18,3,0,0.29,0
18,3,0,0.29,0
18,3,0,0.29,0
18,3,0,0.29,0
18,3,0,0.29,0
18,3,0,0.29,0
18,3,0,0.29,0
18,3,0,0.29,0
18,3,0,0.29,0
18,3,0,0.29,0
18,3,1,0.29,0
18,3,1,0.29,0
18,3,1,0.29,0
18,3,1,0.29,0
18,3,1,0.29,0
18,3,0,0.29,0
18,3,0,0.29,0
18,3,0,0.29,0
18,3,0,0.29,0
18,3,0,0.29,0
18,3,1,0.29,0
18,3,1,0.29,0
18,3,1,0.29,0
18,3,1,0.29,0
18,3,1,0.29,0
18,3,0,0.29,0
18,3,0,0.29,0
18,3,0,0.29,0
18,3,0,0.29,0
18,3,0,0.29,0
18,3,1,0.29,0
18,3,1,0.29,0
18,3,1,0.29,0
18,3,1,0.29,0
18,3,1,0.29,0
18,3,1,0.29,0
18,3,1,0.29,0
18,3,1,0.29,0
18,3,1,0.29,0
18,3,1,0.29,0
18,3,0,0.29,0
18,3,0,0.29,0
18,3,0,0.29,0
18,3,0,0.29,0
18,3,0,0.29,0
18,3,0,0.29,0
18,3,0,0.29,0
18,3,0,0.29,0
18,3,0,0.29,0
18,3,0,0.29,0
18,4,1,0.29,0
18,4,1,0.29,0
18,4,1,0.29,0
18,4,1,0.29,0
18,4,1,0.29,0
18,4,0,0.29,0
18,4,0,0.29,0
18,4,0,0.29,0
18,4,0,0.29,0
18,4,0,0.29,0
18,4,1,0.29,0
18,4,1,0.29,0
18,4,1,0.29,0
18,4,1,0.29,0
18,4,1,0.29,0
18,4,0,0.29,0
18,4,0,0.29,0
18,4,0,0.29,0
18,4,0,0.29,0
18,4,0,0.29,0
18,4,1,0.29,0
18,4,1,0.29,0
18,4,1,0.29,0
18,4,1,0.29,0
18,4,1,0.29,0
18,4,0,0.29,0
18,4,0,0.29,0
18,4,0,0.29,0
18,4,0,0.29,0
18,4,0,0.29,0
18,4,1,0.29,0
18,4,1,0.29,0
18,4,1,0.29,0
18,4,1,0.29,0
18,4,1,0.29,0
18,4,0,0.29,0
18,4,0,0.29,0
18,4,0,0.29,0
18,4,0,0.29,0
18,4,0,0.29,0
18,4,0,0.29,0
18,4,0,0.29,0
18,4,0,0.29,0
18,4,0,0.29,0
18,4,0,0.29,0
18,4,1,0.29,0
18,4,1,0.29,0
18,4,1,0.29,0
18,4,1,0.29,0
18,4,1,0.29,0
18,4,0,0.29,0
18,4,0,0.29,0
18,4,0,0.29,0
18,4,0,0.29,0
18,4,0,0.29,0
18,4,1,0.29,0
18,4,1,0.29,0
18,4,1,0.29,0
18,4,1,0.29,0
18,4,1,0.29,0
18,5,0,0.29,0
18,5,0,0.29,1
18,5,0,0.29,0
18,5,0,0.29,1
18,5,0,0.29,1
18,5,0,0.29,0
18,5,0,0.29,1
18,5,0,0.29,0
18,5,0,0.29,0
18,5,0,0.29,1
18,5,0,0.29,0
18,5,0,0.29,1
18,5,0,0.29,1
18,5,0,0.29,0
18,5,0,0.29,0
18,5,0,0.29,0
18,5,0,0.29,0
18,5,0,0.29,0
18,5,0,0.29,0
18,5,0,0.29,0
18,5,0,0.29,0
18,5,0,0.29,0
18,5,0,0.29,0
18,5,0,0.29,0
18,5,0,0.29,1
18,5,0,0.29,0
18,5,0,0.29,1
18,5,0,0.29,0
18,5,0,0.29,0
18,5,0,0.29,0
18,5,0,0.29,0
18,5,0,0.29,0
18,5,0,0.29,1
18,5,0,0.29,0
18,5,0,0.29,0
18,5,0,0.29,0
18,5,0,0.29,1
18,5,0,0.29,0
18,5,0,0.29,0
18,5,0,0.29,0
18,5,0,0.29,0
18,5,0,0.29,0
18,5,0,0.29,1
18,5,0,0.29,0
18,5,0,0.29,1
18,5,0,0.29,1
18,5,0,0.29,1
18,5,0,0.29,1
18,5,0,0.29,1
18,5,0,0.29,0
18,5,0,0.29,0
18,5,0,0.29,0
18,5,0,0.29,0
18,5,0,0.29,1
18,5,0,0.29,0
18,5,0,0.29,1
18,5,0,0.29,1
18,5,0,0.29,1
18,5,0,0.29,0
18,5,0,0.29,0
18,5,0,0.29,1
18,5,0,0.29,0
18,5,0,0.29,0
18,5,0,0.29,0
18,5,0,0.29,0
18,5,0,0.29,0
18,5,0,0.29,0
18,5,0,0.29,0
18,5,0,0.29,0
18,5,0,0.29,0
18,5,0,0.29,0
18,5,0,0.29,0
18,5,0,0.29,0
18,5,0,0.29,0
18,5,0,0.29,0
18,5,0,0.29,0
18,5,0,0.29,0
18,5,0,0.29,0
18,5,0,0.29,0
18,5,0,0.29,0
18,5,0,0.29,0
18,5,0,0.29,0
18,5,0,0.29,1
18,5,0,0.29,1
18,5,0,0.29,1
18,5,0,0.29,0
18,5,0,0.29,1
18,5,0,0.29,0
18,5,0,0.29,1
18,5,0,0.29,0
18,5,0,0.29,0
18,5,0,0.29,0
18,5,0,0.29,0
18,5,0,0.29,0
18,5,0,0.29,1
18,5,0,0.29,0
18,5,0,0.29,0
18,5,0,0.29,1
18,5,0,0.29,0
18,5,0,0.29,0
19,1,0,0.35,0
19,1,0,0.35,0
19,1,0,0.35,0
19,1,0,0.35,0
19,1,0,0.35,0
19,1,1,0.35,0
19,1,1,0.35,0
19,1,1,0.35,0
19,1,1,0.35,0
19,1,1,0.35,0
19,1,0,0.35,0
19,1,0,0.35,0
19,1,0,0.35,0
19,1,0,0.35,0
19,1,0,0.35,0
19,1,1,0.35,0
19,1,1,0.35,0
19,1,1,0.35,0
19,1,1,0.35,0
19,1,1,0.35,0
19,1,1,0.35,0
19,1,1,0.35,0
19,1,1,0.35,0
19,1,1,0.35,0
19,1,1,0.35,0
19,1,1,0.35,0
19,1,1,0.35,0
19,1,1,0.35,0
19,1,1,0.35,0
19,1,1,0.35,0
19,1,0,0.35,0
19,1,0,0.35,0
19,1,0,0.35,0
19,1,0,0.35,0
19,1,0,0.35,0
19,1,0,0.35,0
19,1,0,0.35,0
19,1,0,0.35,0
19,1,0,0.35,0
19,1,0,0.35,0
19,1,1,0.35,0
19,1,1,0.35,0
19,1,1,0.35,0
19,1,1,0.35,0
19,1,1,0.35,0
19,1,0,0.35,0
19,1,0,0.35,0
19,1,0,0.35,0
19,1,0,0.35,0
19,1,0,0.35,0
19,1,0,0.35,0
19,1,0,0.35,0
19,1,0,0.35,0
19,1,0,0.35,0
19,1,0,0.35,0
19,1,1,0.35,0
19,1,1,0.35,0
19,1,1,0.35,0
19,1,1,0.35,0
19,1,1,0.35,0
19,2,0,0.35,0
19,2,0,0.35,0
19,2,0,0.35,0
19,2,0,0.35,0
19,2,0,0.35,0
19,2,1,0.35,0
19,2,1,0.35,0
19,2,1,0.35,0
19,2,1,0.35,0
19,2,1,0.35,0
19,2,0,0.35,0
19,2,0,0.35,0
19,2,0,0.35,0
19,2,0,0.35,0
19,2,0,0.35,0
19,2,1,0.35,0
19,2,1,0.35,0
19,2,1,0.35,0
19,2,1,0.35,0
19,2,1,0.35,0
19,2,1,0.35,0
19,2,1,0.35,0
19,2,1,0.35,0
19,2,1,0.35,0
19,2,1,0.35,0
19,2,0,0.35,0
19,2,0,0.35,0
19,2,0,0.35,0
19,2,0,0.35,0
19,2,0,0.35,0
19,2,1,0.35,0
19,2,1,0.35,0
19,2,1,0.35,0
19,2,1,0.35,0
19,2,1,0.35,0
19,2,0,0.35,0
19,2,0,0.35,0
19,2,0,0.35,0
19,2,0,0.35,0
19,2,0,0.35,0
19,2,0,0.35,0
19,2,0,0.35,0
19,2,0,0.35,0
19,2,0,0.35,0
19,2,0,0.35,0
19,2,1,0.35,0
19,2,1,0.35,0
19,2,1,0.35,0
19,2,1,0.35,0
19,2,1,0.35,0
19,2,0,0.35,0
19,2,0,0.35,0
19,2,0,0.35,0
19,2,0,0.35,0
19,2,0,0.35,0
19,2,1,0.35,0
19,2,1,0.35,0
19,2,1,0.35,0
19,2,1,0.35,0
19,2,1,0.35,0
19,3,0,0.35,0
19,3,0,0.35,0
19,3,0,0.35,0
19,3,0,0.35,0
19,3,0,0.35,0
19,3,1,0.35,0
19,3,1,0.35,0
19,3,1,0.35,0
19,3,1,0.35,0
19,3,1,0.35,0
19,3,0,0.35,0
19,3,0,0.35,0
19,3,0,0.35,0
19,3,0,0.35,0
19,3,0,0.35,0
19,3,1,0.35,0
19,3,1,0.35,0
19,3,1,0.35,0
19,3,1,0.35,0
19,3,1,0.35,0
19,3,1,0.35,0
19,3,1,0.35,0
19,3,1,0.35,0
19,3,1,0.35,0
19,3,1,0.35,0
19,3,1,0.35,0
19,3,1,0.35,0
19,3,1,0.35,0
19,3,1,0.35,0
19,3,1,0.35,0
19,3,0,0.35,0
19,3,0,0.35,0
19,3,0,0.35,0
19,3,0,0.35,0
19,3,0,0.35,0
19,3,0,0.35,0
19,3,0,0.35,0
19,3,0,0.35,0
19,3,0,0.35,0
19,3,0,0.35,0
19,3,1,0.35,0
19,3,1,0.35,0
19,3,1,0.35,0
19,3,1,0.35,0
19,3,1,0.35,0
19,3,1,0.35,0
19,3,1,0.35,0
19,3,1,0.35,0
19,3,1,0.35,0
19,3,1,0.35,0
19,3,0,0.35,0
19,3,0,0.35,0
19,3,0,0.35,0
19,3,0,0.35,0
19,3,0,0.35,0
19,3,0,0.35,0
19,3,0,0.35,0
19,3,0,0.35,0
19,3,0,0.35,0
19,3,0,0.35,0
19,4,1,0.35,0
19,4,1,0.35,0
19,4,1,0.35,0
19,4,1,0.35,0
19,4,1,0.35,0
19,4,0,0.35,0
19,4,0,0.35,0
19,4,0,0.35,0
19,4,0,0.35,0
19,4,0,0.35,0
19,4,1,0.35,0
19,4,1,0.35,0
19,4,1,0.35,0
19,4,1,0.35,0
19,4,1,0.35,0
19,4,0,0.35,0
19,4,0,0.35,0
19,4,0,0.35,0
19,4,0,0.35,0
19,4,0,0.35,0
19,4,1,0.35,0
19,4,1,0.35,0
19,4,1,0.35,0
19,4,1,0.35,0
19,4,1,0.35,0
19,4,1,0.35,0
19,4,1,0.35,0
19,4,1,0.35,0
19,4,1,0.35,0
19,4,1,0.35,0
19,4,0,0.35,0
19,4,0,0.35,0
19,4,0,0.35,0
19,4,0,0.35,0
19,4,0,0.35,0
19,4,0,0.35,0
19,4,0,0.35,0
19,4,0,0.35,0
19,4,0,0.35,0
19,4,0,0.35,0
19,4,0,0.35,0
19,4,0,0.35,0
19,4,0,0.35,0
19,4,0,0.35,0
19,4,0,0.35,0
19,4,1,0.35,0
19,4,1,0.35,0
19,4,1,0.35,0
19,4,1,0.35,0
19,4,1,0.35,0
19,4,1,0.35,0
19,4,1,0.35,0
19,4,1,0.35,0
19,4,1,0.35,0
19,4,1,0.35,0
19,4,0,0.35,0
19,4,0,0.35,0
19,4,0,0.35,0
19,4,0,0.35,0
19,4,0,0.35,0
19,5,0,0.35,0
19,5,0,0.35,0
19,5,0,0.35,1
19,5,0,0.35,0
19,5,0,0.35,0
19,5,0,0.35,0
19,5,0,0.35,0
19,5,0,0.35,1
19,5,0,0.35,0
19,5,0,0.35,1
19,5,0,0.35,1
19,5,0,0.35,1
19,5,0,0.35,0
19,5,0,0.35,0
19,5,0,0.35,1
19,5,0,0.35,1
19,5,0,0.35,0
19,5,0,0.35,0
19,5,0,0.35,0
19,5,0,0.35,1
19,5,0,0.35,0
19,5,0,0.35,1
19,5,0,0.35,0
19,5,0,0.35,0
19,5,0,0.35,0
19,5,0,0.35,0
19,5,0,0.35,0
19,5,0,0.35,1
19,5,0,0.35,0
19,5,0,0.35,0
19,5,0,0.35,1
19,5,0,0.35,1
19,5,0,0.35,1
19,5,0,0.35,1
19,5,0,0.35,0
19,5,0,0.35,1
19,5,0,0.35,0
19,5,0,0.35,0
19,5,0,0.35,1
19,5,0,0.35,0
19,5,0,0.35,0
19,5,0,0.35,0
19,5,0,0.35,0
19,5,0,0.35,1
19,5,0,0.35,0
19,5,0,0.35,1
19,5,0,0.35,0
19,5,0,0.35,0
19,5,0,0.35,1
19,5,0,0.35,0
19,5,0,0.35,0
19,5,0,0.35,0
19,5,0,0.35,0
19,5,0,0.35,0
19,5,0,0.35,0
19,5,0,0.35,1
19,5,0,0.35,0
19,5,0,0.35,0
19,5,0,0.35,0
19,5,0,0.35,0
19,5,0,0.35,0
19,5,0,0.35,0
19,5,0,0.35,1
19,5,0,0.35,0
19,5,0,0.35,1
19,5,0,0.35,0
19,5,0,0.35,0
19,5,0,0.35,0
19,5,0,0.35,0
19,5,0,0.35,1
19,5,0,0.35,1
19,5,0,0.35,0
19,5,0,0.35,0
19,5,0,0.35,0
19,5,0,0.35,0
19,5,0,0.35,0
19,5,0,0.35,0
19,5,0,0.35,0
19,5,0,0.35,1
19,5,0,0.35,1
19,5,0,0.35,1
19,5,0,0.35,1
19,5,0,0.35,1
19,5,0,0.35,0
19,5,0,0.35,1
19,5,0,0.35,1
19,5,0,0.35,0
19,5,0,0.35,0
19,5,0,0.35,0
19,5,0,0.35,0
19,5,0,0.35,0
19,5,0,0.35,0
19,5,0,0.35,0
19,5,0,0.35,1
19,5,0,0.35,1
19,5,0,0.35,1
19,5,0,0.35,0
19,5,0,0.35,0
19,5,0,0.35,1
19,5,0,0.35,0
20,1,1,0.38,0
20,1,1,0.38,0
20,1,1,0.38,0
20,1,1,0.38,0
20,1,1,0.38,0
20,1,1,0.38,0
20,1,1,0.38,0
20,1,1,0.38,0
20,1,1,0.38,0
20,1,1,0.38,0
20,1,0,0.38,0
20,1,0,0.38,0
20,1,0,0.38,0
20,1,0,0.38,0
20,1,0,0.38,0
20,1,0,0.38,0
20,1,0,0.38,0
20,1,0,0.38,0
20,1,0,0.38,0
20,1,0,0.38,0
20,1,1,0.38,0
20,1,1,0.38,0
20,1,1,0.38,0
20,1,1,0.38,0
20,1,1,0.38,0
20,1,1,0.38,0
20,1,1,0.38,0
20,1,1,0.38,0
20,1,1,0.38,0
20,1,1,0.38,0
20,1,0,0.38,0
20,1,0,0.38,0
20,1,0,0.38,0
20,1,0,0.38,0
20,1,0,0.38,0
20,1,0,0.38,0
20,1,0,0.38,0
20,1,0,0.38,0
20,1,0,0.38,0
20,1,0,0.38,0
20,1,1,0.38,0
20,1,1,0.38,0
20,1,1,0.38,0
20,1,1,0.38,0
20,1,1,0.38,0
20,1,0,0.38,0
20,1,0,0.38,0
20,1,0,0.38,0
20,1,0,0.38,0
20,1,0,0.38,0
20,1,0,0.38,0
20,1,0,0.38,0
20,1,0,0.38,0
20,1,0,0.38,0
20,1,0,0.38,0
20,1,1,0.38,0
20,1,1,0.38,0
20,1,1,0.38,0
20,1,1,0.38,0
20,1,1,0.38,0
20,2,0,0.38,0
20,2,0,0.38,0
20,2,0,0.38,0
20,2,0,0.38,0
20,2,0,0.38,0
20,2,1,0.38,0
20,2,1,0.38,0
20,2,1,0.38,0
20,2,1,0.38,0
20,2,1,0.38,0
20,2,1,0.38,0
20,2,1,0.38,0
20,2,1,0.38,0
20,2,1,0.38,0
20,2,1,0.38,0
20,2,0,0.38,0
20,2,0,0.38,0
20,2,0,0.38,0
20,2,0,0.38,0
20,2,0,0.38,0
20,2,0,0.38,0
20,2,0,0.38,0
20,2,0,0.38,0
20,2,0,0.38,0
20,2,0,0.38,0
20,2,1,0.38,0
20,2,1,0.38,0
20,2,1,0.38,0
20,2,1,0.38,0
20,2,1,0.38,0
20,2,0,0.38,0
20,2,0,0.38,0
20,2,0,0.38,0
20,2,0,0.38,0
20,2,0,0.38,0
20,2,1,0.38,0
20,2,1,0.38,0
20,2,1,0.38,0
20,2,1,0.38,0
20,2,1,0.38,0
20,2,1,0.38,0
20,2,1,0.38,0
20,2,1,0.38,0
20,2,1,0.38,0
20,2,1,0.38,0
20,2,0,0.38,0
20,2,0,0.38,0
20,2,0,0.38,0
20,2,0,0.38,0
20,2,0,0.38,0
20,2,1,0.38,0
20,2,1,0.38,0
20,2,1,0.38,0
20,2,1,0.38,0
20,2,1,0.38,0
20,2,0,0.38,0
20,2,0,0.38,0
20,2,0,0.38,0
20,2,0,0.38,0
20,2,0,0.38,0
20,3,1,0.38,0
20,3,1,0.38,0
20,3,1,0.38,0
20,3,1,0.38,0
20,3,1,0.38,0
20,3,0,0.38,0
20,3,0,0.38,0
20,3,0,0.38,0
20,3,0,0.38,0
20,3,0,0.38,0
20,3,1,0.38,0
20,3,1,0.38,0
20,3,1,0.38,0
20,3,1,0.38,0
20,3,1,0.38,0
20,3,0,0.38,0
20,3,0,0.38,0
20,3,0,0.38,0
20,3,0,0.38,0
20,3,0,0.38,0
20,3,1,0.38,0
20,3,1,0.38,0
20,3,1,0.38,0
20,3,1,0.38,0
20,3,1,0.38,0
20,3,1,0.38,0
20,3,1,0.38,0
20,3,1,0.38,0
20,3,1,0.38,0
20,3,1,0.38,0
20,3,0,0.38,0
20,3,0,0.38,0
20,3,0,0.38,0
20,3,0,0.38,0
20,3,0,0.38,0
20,3,0,0.38,0
20,3,0,0.38,0
20,3,0,0.38,0
20,3,0,0.38,0
20,3,0,0.38,0
20,3,1,0.38,0
20,3,1,0.38,0
20,3,1,0.38,0
20,3,1,0.38,0
20,3,1,0.38,0
20,3,1,0.38,0
20,3,1,0.38,0
20,3,1,0.38,0
20,3,1,0.38,0
20,3,1,0.38,0
20,3,0,0.38,0
20,3,0,0.38,0
20,3,0,0.38,0
20,3,0,0.38,0
20,3,0,0.38,0
20,3,0,0.38,0
20,3,0,0.38,0
20,3,0,0.38,0
20,3,0,0.38,0
20,3,0,0.38,0
20,4,0,0.38,0
20,4,0,0.38,0
20,4,0,0.38,0
20,4,0,0.38,0
20,4,0,0.38,0
20,4,1,0.38,0
20,4,1,0.38,0
20,4,1,0.38,0
20,4,1,0.38,0
20,4,1,0.38,0
20,4,0,0.38,0
20,4,0,0.38,0
20,4,0,0.38,0
20,4,0,0.38,0
20,4,0,0.38,0
20,4,1,0.38,0
20,4,1,0.38,0
20,4,1,0.38,0
20,4,1,0.38,0
20,4,1,0.38,0
20,4,1,0.38,0
20,4,1,0.38,0
20,4,1,0.38,0
20,4,1,0.38,0
20,4,1,0.38,0
20,4,0,0.38,0
20,4,0,0.38,0
20,4,0,0.38,0
20,4,0,0.38,0
20,4,0,0.38,0
20,4,1,0.38,0
20,4,1,0.38,0
20,4,1,0.38,0
20,4,1,0.38,0
20,4,1,0.38,0
20,4,0,0.38,0
20,4,0,0.38,0
20,4,0,0.38,0
20,4,0,0.38,0
20,4,0,0.38,0
20,4,1,0.38,0
20,4,1,0.38,0
20,4,1,0.38,0
20,4,1,0.38,0
20,4,1,0.38,0
20,4,0,0.38,0
20,4,0,0.38,0
20,4,0,0.38,0
20,4,0,0.38,0
20,4,0,0.38,0
20,4,1,0.38,0
20,4,1,0.38,0
20,4,1,0.38,0
20,4,1,0.38,0
20,4,1,0.38,0
20,4,0,0.38,0
20,4,0,0.38,0
20,4,0,0.38,0
20,4,0,0.38,0
20,4,0,0.38,0
20,5,0,0.38,0
20,5,0,0.38,0
20,5,0,0.38,1
20,5,0,0.38,1
20,5,0,0.38,0
20,5,0,0.38,0
20,5,0,0.38,1
20,5,0,0.38,0
20,5,0,0.38,0
20,5,0,0.38,0
20,5,0,0.38,1
20,5,0,0.38,0
20,5,0,0.38,1
20,5,0,0.38,1
20,5,0,0.38,0
20,5,0,0.38,0
20,5,0,0.38,0
20,5,0,0.38,1
20,5,0,0.38,1
20,5,0,0.38,0
20,5,0,0.38,1
20,5,0,0.38,1
20,5,0,0.38,0
20,5,0,0.38,0
20,5,0,0.38,0
20,5,0,0.38,0
20,5,0,0.38,0
20,5,0,0.38,1
20,5,0,0.38,0
20,5,0,0.38,1
20,5,0,0.38,0
20,5,0,0.38,0
20,5,0,0.38,0
20,5,0,0.38,0
20,5,0,0.38,1
20,5,0,0.38,0
20,5,0,0.38,1
20,5,0,0.38,1
20,5,0,0.38,1
20,5,0,0.38,0
20,5,0,0.38,1
20,5,0,0.38,1
20,5,0,0.38,0
20,5,0,0.38,0
20,5,0,0.38,0
20,5,0,0.38,0
20,5,0,0.38,1
20,5,0,0.38,0
20,5,0,0.38,0
20,5,0,0.38,1
20,5,0,0.38,0
20,5,0,0.38,1
20,5,0,0.38,0
20,5,0,0.38,1
20,5,0,0.38,0
20,5,0,0.38,0
20,5,0,0.38,0
20,5,0,0.38,0
20,5,0,0.38,0
20,5,0,0.38,0
20,5,0,0.38,1
20,5,0,0.38,0
20,5,0,0.38,0
20,5,0,0.38,1
20,5,0,0.38,0
20,5,0,0.38,0
20,5,0,0.38,0
20,5,0,0.38,0
20,5,0,0.38,1
20,5,0,0.38,0
20,5,0,0.38,1
20,5,0,0.38,0
20,5,0,0.38,1
20,5,0,0.38,0
20,5,0,0.38,0
20,5,0,0.38,0
20,5,0,0.38,1
20,5,0,0.38,1
20,5,0,0.38,0
20,5,0,0.38,0
20,5,0,0.38,1
20,5,0,0.38,0
20,5,0,0.38,1
20,5,0,0.38,0
20,5,0,0.38,0
20,5,0,0.38,1
20,5,0,0.38,0
20,5,0,0.38,1
20,5,0,0.38,0
20,5,0,0.38,0
20,5,0,0.38,1
20,5,0,0.38,0
20,5,0,0.38,1
20,5,0,0.38,0
20,5,0,0.38,0
20,5,0,0.38,1
20,5,0,0.38,0
20,5,0,0.38,1
20,5,0,0.38,1
20,5,0,0.38,0
21,1,1,0.11,0
21,1,1,0.11,0
21,1,1,0.11,0
21,1,1,0.11,0
21,1,1,0.11,0
21,1,0,0.11,0
21,1,0,0.11,0
21,1,0,0.11,0
21,1,0,0.11,0
21,1,0,0.11,0
21,1,0,0.11,0
21,1,0,0.11,0
21,1,0,0.11,0
21,1,0,0.11,0
21,1,0,0.11,0
21,1,1,0.11,0
21,1,1,0.11,0
21,1,1,0.11,0
21,1,1,0.11,0
21,1,1,0.11,0
21,1,1,0.11,0
21,1,1,0.11,0
21,1,1,0.11,0
21,1,1,0.11,0
21,1,1,0.11,0
21,1,0,0.11,0
21,1,0,0.11,0
21,1,0,0.11,0
21,1,0,0.11,0
21,1,0,0.11,0
21,1,1,0.11,0
21,1,1,0.11,0
21,1,1,0.11,0
21,1,1,0.11,0
21,1,1,0.11,0
21,1,0,0.11,0
21,1,0,0.11,0
21,1,0,0.11,0
21,1,0,0.11,0
21,1,0,0.11,0
21,1,0,0.11,0
21,1,0,0.11,0
21,1,0,0.11,0
21,1,0,0.11,0
21,1,0,0.11,0
21,1,1,0.11,0
21,1,1,0.11,0
21,1,1,0.11,0
21,1,1,0.11,0
21,1,1,0.11,0
21,1,1,0.11,0
21,1,1,0.11,0
21,1,1,0.11,0
21,1,1,0.11,0
21,1,1,0.11,0
21,1,0,0.11,0
21,1,0,0.11,0
21,1,0,0.11,0
21,1,0,0.11,0
21,1,0,0.11,0
21,2,1,0.11,0
21,2,1,0.11,0
21,2,1,0.11,0
21,2,1,0.11,0
21,2,1,0.11,0
21,2,0,0.11,0
21,2,0,0.11,0
21,2,0,0.11,0
21,2,0,0.11,0
21,2,0,0.11,0
21,2,0,0.11,0
21,2,0,0.11,0
21,2,0,0.11,0
21,2,0,0.11,0
21,2,0,0.11,0
21,2,1,0.11,0
21,2,1,0.11,0
21,2,1,0.11,0
21,2,1,0.11,0
21,2,1,0.11,0
21,2,1,0.11,0
21,2,1,0.11,0
21,2,1,0.11,0
21,2,1,0.11,0
21,2,1,0.11,0
21,2,0,0.11,0
21,2,0,0.11,0
21,2,0,0.11,0
21,2,0,0.11,0
21,2,0,0.11,0
21,2,1,0.11,0
21,2,1,0.11,0
21,2,1,0.11,0
21,2,1,0.11,0
21,2,1,0.11,0
21,2,0,0.11,0
21,2,0,0.11,0
21,2,0,0.11,0
21,2,0,0.11,0
21,2,0,0.11,0
21,2,1,0.11,0
21,2,1,0.11,0
21,2,1,0.11,0
21,2,1,0.11,0
21,2,1,0.11,0
21,2,1,0.11,0
21,2,1,0.11,0
21,2,1,0.11,0
21,2,1,0.11,0
21,2,1,0.11,0
21,2,0,0.11,0
21,2,0,0.11,0
21,2,0,0.11,0
21,2,0,0.11,0
21,2,0,0.11,0
21,2,0,0.11,0
21,2,0,0.11,0
21,2,0,0.11,0
21,2,0,0.11,0
21,2,0,0.11,0
21,3,1,0.11,0
21,3,1,0.11,0
21,3,1,0.11,0
21,3,1,0.11,0
21,3,1,0.11,0
21,3,1,0.11,0
21,3,1,0.11,0
21,3,1,0.11,0
21,3,1,0.11,0
21,3,1,0.11,0
21,3,0,0.11,0
21,3,0,0.11,0
21,3,0,0.11,0
21,3,0,0.11,0
21,3,0,0.11,0
21,3,0,0.11,0
21,3,0,0.11,0
21,3,0,0.11,0
21,3,0,0.11,0
21,3,0,0.11,0
21,3,0,0.11,0
21,3,0,0.11,0
21,3,0,0.11,0
21,3,0,0.11,0
21,3,0,0.11,0
21,3,0,0.11,0
21,3,0,0.11,0
21,3,0,0.11,0
21,3,0,0.11,0
21,3,0,0.11,0
21,3,1,0.11,0
21,3,1,0.11,0
21,3,1,0.11,0
21,3,1,0.11,0
21,3,1,0.11,0
21,3,1,0.11,0
21,3,1,0.11,0
21,3,1,0.11,0
21,3,1,0.11,0
21,3,1,0.11,0
21,3,1,0.11,0
21,3,1,0.11,0
21,3,1,0.11,0
21,3,1,0.11,0
21,3,1,0.11,0
21,3,1,0.11,0
21,3,1,0.11,0
21,3,1,0.11,0
21,3,1,0.11,0
21,3,1,0.11,0
21,3,0,0.11,0
21,3,0,0.11,0
21,3,0,0.11,0
21,3,0,0.11,0
21,3,0,0.11,0
21,3,0,0.11,0
21,3,0,0.11,0
21,3,0,0.11,0
21,3,0,0.11,0
21,3,0,0.11,0
21,4,1,0.11,0
21,4,1,0.11,0
21,4,1,0.11,0
21,4,1,0.11,0
21,4,1,0.11,0
21,4,1,0.11,0
21,4,1,0.11,0
21,4,1,0.11,0
21,4,1,0.11,0
21,4,1,0.11,0
21,4,0,0.11,0
21,4,0,0.11,0
21,4,0,0.11,0
21,4,0,0.11,0
21,4,0,0.11,0
21,4,0,0.11,0
21,4,0,0.11,0
21,4,0,0.11,0
21,4,0,0.11,0
21,4,0,0.11,0
21,4,1,0.11,0
21,4,1,0.11,0
21,4,1,0.11,0
21,4,1,0.11,0
21,4,1,0.11,0
21,4,0,0.11,0
21,4,0,0.11,0
21,4,0,0.11,0
21,4,0,0.11,0
21,4,0,0.11,0
21,4,0,0.11,0
21,4,0,0.11,0
21,4,0,0.11,0
21,4,0,0.11,0
21,4,0,0.11,0
21,4,1,0.11,0
21,4,1,0.11,0
21,4,1,0.11,0
21,4,1,0.11,0
21,4,1,0.11,0
21,4,0,0.11,0
21,4,0,0.11,0
21,4,0,0.11,0
21,4,0,0.11,0
21,4,0,0.11,0
21,4,1,0.11,0
21,4,1,0.11,0
21,4,1,0.11,0
21,4,1,0.11,0
21,4,1,0.11,0
21,4,1,0.11,0
21,4,1,0.11,0
21,4,1,0.11,0
21,4,1,0.11,0
21,4,1,0.11,0
21,4,0,0.11,0
21,4,0,0.11,0
21,4,0,0.11,0
21,4,0,0.11,0
21,4,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,1
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,1
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,1
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,1
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,1
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,1
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,1
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,1
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,1
21,5,0,0.11,0
21,5,0,0.11,1
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,1
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,0
21,5,0,0.11,0
22,1,0,0.07,0
22,1,0,0.07,0
22,1,0,0.07,0
22,1,0,0.07,0
22,1,0,0.07,0
22,1,1,0.07,0
22,1,1,0.07,0
22,1,1,0.07,0
22,1,1,0.07,0
22,1,1,0.07,0
22,1,0,0.07,0
22,1,0,0.07,0
22,1,0,0.07,0
22,1,0,0.07,0
22,1,0,0.07,0
22,1,1,0.07,0
22,1,1,0.07,0
22,1,1,0.07,0
22,1,1,0.07,0
22,1,1,0.07,0
22,1,0,0.07,0
22,1,0,0.07,0
22,1,0,0.07,0
22,1,0,0.07,0
22,1,0,0.07,0
22,1,0,0.07,0
22,1,0,0.07,0
22,1,0,0.07,0
22,1,0,0.07,0
22,1,0,0.07,0
22,1,1,0.07,0
22,1,1,0.07,0
22,1,1,0.07,0
22,1,1,0.07,0
22,1,1,0.07,0
22,1,1,0.07,0
22,1,1,0.07,0
22,1,1,0.07,0
22,1,1,0.07,0
22,1,1,0.07,0
22,1,1,0.07,0
22,1,1,0.07,0
22,1,1,0.07,0
22,1,1,0.07,0
22,1,1,0.07,0
22,1,1,0.07,0
22,1,1,0.07,0
22,1,1,0.07,0
22,1,1,0.07,0
22,1,1,0.07,0
22,1,0,0.07,0
22,1,0,0.07,0
22,1,0,0.07,0
22,1,0,0.07,0
22,1,0,0.07,0
22,1,0,0.07,0
22,1,0,0.07,0
22,1,0,0.07,0
22,1,0,0.07,0
22,1,0,0.07,0
22,2,1,0.07,0
22,2,1,0.07,0
22,2,1,0.07,0
22,2,1,0.07,0
22,2,1,0.07,0
22,2,0,0.07,0
22,2,0,0.07,0
22,2,0,0.07,0
22,2,0,0.07,0
22,2,0,0.07,0
22,2,1,0.07,0
22,2,1,0.07,0
22,2,1,0.07,0
22,2,1,0.07,0
22,2,1,0.07,0
22,2,0,0.07,0
22,2,0,0.07,0
22,2,0,0.07,0
22,2,0,0.07,0
22,2,0,0.07,0
22,2,0,0.07,0
22,2,0,0.07,0
22,2,0,0.07,0
22,2,0,0.07,0
22,2,0,0.07,0
22,2,1,0.07,0
22,2,1,0.07,0
22,2,1,0.07,0
22,2,1,0.07,0
22,2,1,0.07,0
22,2,0,0.07,0
22,2,0,0.07,0
22,2,0,0.07,0
22,2,0,0.07,0
22,2,0,0.07,0
22,2,1,0.07,0
22,2,1,0.07,0
22,2,1,0.07,0
22,2,1,0.07,0
22,2,1,0.07,0
22,2,0,0.07,0
22,2,0,0.07,0
22,2,0,0.07,0
22,2,0,0.07,0
22,2,0,0.07,0
22,2,1,0.07,0
22,2,1,0.07,0
22,2,1,0.07,0
22,2,1,0.07,0
22,2,1,0.07,0
22,2,1,0.07,0
22,2,1,0.07,0
22,2,1,0.07,0
22,2,1,0.07,0
22,2,1,0.07,0
22,2,0,0.07,0
22,2,0,0.07,0
22,2,0,0.07,0
22,2,0,0.07,0
22,2,0,0.07,0
22,3,1,0.07,0
22,3,1,0.07,0
22,3,1,0.07,0
22,3,1,0.07,0
22,3,1,0.07,0
22,3,0,0.07,0
22,3,0,0.07,0
22,3,0,0.07,0
22,3,0,0.07,0
22,3,0,0.07,0
22,3,0,0.07,0
22,3,0,0.07,0
22,3,0,0.07,0
22,3,0,0.07,0
22,3,0,0.07,0
22,3,1,0.07,0
22,3,1,0.07,0
22,3,1,0.07,0
22,3,1,0.07,0
22,3,1,0.07,0
22,3,0,0.07,0
22,3,0,0.07,0
22,3,0,0.07,0
22,3,0,0.07,0
22,3,0,0.07,0
22,3,1,0.07,0
22,3,1,0.07,0
22,3,1,0.07,0
22,3,1,0.07,0
22,3,1,0.07,0
22,3,1,0.07,0
22,3,1,0.07,0
22,3,1,0.07,0
22,3,1,0.07,0
22,3,1,0.07,0
22,3,0,0.07,0
22,3,0,0.07,0
22,3,0,0.07,0
22,3,0,0.07,0
22,3,0,0.07,0
22,3,0,0.07,0
22,3,0,0.07,0
22,3,0,0.07,0
22,3,0,0.07,0
22,3,0,0.07,0
22,3,0,0.07,0
22,3,0,0.07,0
22,3,0,0.07,0
22,3,0,0.07,0
22,3,0,0.07,0
22,3,1,0.07,0
22,3,1,0.07,0
22,3,1,0.07,0
22,3,1,0.07,0
22,3,1,0.07,0
22,3,1,0.07,0
22,3,1,0.07,0
22,3,1,0.07,0
22,3,1,0.07,0
22,3,1,0.07,0
22,4,0,0.07,0
22,4,0,0.07,0
22,4,0,0.07,0
22,4,0,0.07,0
22,4,0,0.07,0
22,4,1,0.07,0
22,4,1,0.07,0
22,4,1,0.07,0
22,4,1,0.07,0
22,4,1,0.07,0
22,4,1,0.07,0
22,4,1,0.07,0
22,4,1,0.07,0
22,4,1,0.07,0
22,4,1,0.07,0
22,4,0,0.07,0
22,4,0,0.07,0
22,4,0,0.07,0
22,4,0,0.07,0
22,4,0,0.07,0
22,4,0,0.07,0
22,4,0,0.07,0
22,4,0,0.07,0
22,4,0,0.07,0
22,4,0,0.07,0
22,4,1,0.07,0
22,4,1,0.07,0
22,4,1,0.07,0
22,4,1,0.07,0
22,4,1,0.07,0
22,4,1,0.07,0
22,4,1,0.07,0
22,4,1,0.07,0
22,4,1,0.07,0
22,4,1,0.07,0
22,4,0,0.07,0
22,4,0,0.07,0
22,4,0,0.07,0
22,4,0,0.07,0
22,4,0,0.07,0
22,4,1,0.07,0
22,4,1,0.07,0
22,4,1,0.07,0
22,4,1,0.07,0
22,4,1,0.07,0
22,4,1,0.07,0
22,4,1,0.07,0
22,4,1,0.07,0
22,4,1,0.07,0
22,4,1,0.07,0
22,4,0,0.07,0
22,4,0,0.07,0
22,4,0,0.07,0
22,4,0,0.07,0
22,4,0,0.07,0
22,4,0,0.07,0
22,4,0,0.07,0
22,4,0,0.07,0
22,4,0,0.07,0
22,4,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,1
22,5,0,0.07,1
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,1
22,5,0,0.07,1
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,1
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,1
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,1
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
22,5,0,0.07,0
23,1,1,0.22,0
23,1,1,0.22,0
23,1,1,0.22,0
23,1,1,0.22,0
23,1,1,0.22,0
23,1,0,0.22,0
23,1,0,0.22,0
23,1,0,0.22,0
23,1,0,0.22,0
23,1,0,0.22,0
23,1,1,0.22,0
23,1,1,0.22,0
23,1,1,0.22,0
23,1,1,0.22,0
23,1,1,0.22,0
23,1,0,0.22,0
23,1,0,0.22,0
23,1,0,0.22,0
23,1,0,0.22,0
23,1,0,0.22,0
23,1,0,0.22,0
23,1,0,0.22,0
23,1,0,0.22,0
23,1,0,0.22,0
23,1,0,0.22,0
23,1,1,0.22,0
23,1,1,0.22,0
23,1,1,0.22,0
23,1,1,0.22,0
23,1,1,0.22,0
23,1,1,0.22,0
23,1,1,0.22,0
23,1,1,0.22,0
23,1,1,0.22,0
23,1,1,0.22,0
23,1,0,0.22,0
23,1,0,0.22,0
23,1,0,0.22,0
23,1,0,0.22,0
23,1,0,0.22,0
23,1,0,0.22,0
23,1,0,0.22,0
23,1,0,0.22,0
23,1,0,0.22,0
23,1,0,0.22,0
23,1,0,0.22,0
23,1,0,0.22,0
23,1,0,0.22,0
23,1,0,0.22,0
23,1,0,0.22,0
23,1,1,0.22,0
23,1,1,0.22,0
23,1,1,0.22,0
23,1,1,0.22,0
23,1,1,0.22,0
23,1,1,0.22,0
23,1,1,0.22,0
23,1,1,0.22,0
23,1,1,0.22,0
23,1,1,0.22,0
23,2,0,0.22,0
23,2,0,0.22,0
23,2,0,0.22,0
23,2,0,0.22,0
23,2,0,0.22,0
23,2,0,0.22,0
23,2,0,0.22,0
23,2,0,0.22,0
23,2,0,0.22,0
23,2,0,0.22,0
23,2,1,0.22,0
23,2,1,0.22,0
23,2,1,0.22,0
23,2,1,0.22,0
23,2,1,0.22,0
23,2,1,0.22,0
23,2,1,0.22,0
23,2,1,0.22,0
23,2,1,0.22,0
23,2,1,0.22,0
23,2,0,0.22,0
23,2,0,0.22,0
23,2,0,0.22,0
23,2,0,0.22,0
23,2,0,0.22,0
23,2,0,0.22,0
23,2,0,0.22,0
23,2,0,0.22,0
23,2,0,0.22,0
23,2,0,0.22,0
23,2,1,0.22,0
23,2,1,0.22,0
23,2,1,0.22,0
23,2,1,0.22,0
23,2,1,0.22,0
23,2,1,0.22,0
23,2,1,0.22,0
23,2,1,0.22,0
23,2,1,0.22,0
23,2,1,0.22,0
23,2,1,0.22,0
23,2,1,0.22,0
23,2,1,0.22,0
23,2,1,0.22,0
23,2,1,0.22,0
23,2,1,0.22,0
23,2,1,0.22,0
23,2,1,0.22,0
23,2,1,0.22,0
23,2,1,0.22,0
23,2,0,0.22,0
23,2,0,0.22,0
23,2,0,0.22,0
23,2,0,0.22,0
23,2,0,0.22,0
23,2,0,0.22,0
23,2,0,0.22,0
23,2,0,0.22,0
23,2,0,0.22,0
23,2,0,0.22,0
23,3,1,0.22,0
23,3,1,0.22,0
23,3,1,0.22,0
23,3,1,0.22,0
23,3,1,0.22,0
23,3,0,0.22,0
23,3,0,0.22,0
23,3,0,0.22,0
23,3,0,0.22,0
23,3,0,0.22,0
23,3,0,0.22,0
23,3,0,0.22,0
23,3,0,0.22,0
23,3,0,0.22,0
23,3,0,0.22,0
23,3,1,0.22,0
23,3,1,0.22,0
23,3,1,0.22,0
23,3,1,0.22,0
23,3,1,0.22,0
23,3,0,0.22,0
23,3,0,0.22,0
23,3,0,0.22,0
23,3,0,0.22,0
23,3,0,0.22,0
23,3,1,0.22,0
23,3,1,0.22,0
23,3,1,0.22,0
23,3,1,0.22,0
23,3,1,0.22,0
23,3,0,0.22,0
23,3,0,0.22,0
23,3,0,0.22,0
23,3,0,0.22,0
23,3,0,0.22,0
23,3,1,0.22,0
23,3,1,0.22,0
23,3,1,0.22,0
23,3,1,0.22,0
23,3,1,0.22,0
23,3,0,0.22,0
23,3,0,0.22,0
23,3,0,0.22,0
23,3,0,0.22,0
23,3,0,0.22,0
23,3,1,0.22,0
23,3,1,0.22,0
23,3,1,0.22,0
23,3,1,0.22,0
23,3,1,0.22,0
23,3,0,0.22,0
23,3,0,0.22,0
23,3,0,0.22,0
23,3,0,0.22,0
23,3,0,0.22,0
23,3,1,0.22,0
23,3,1,0.22,0
23,3,1,0.22,0
23,3,1,0.22,0
23,3,1,0.22,0
23,4,1,0.22,0
23,4,1,0.22,0
23,4,1,0.22,0
23,4,1,0.22,0
23,4,1,0.22,0
23,4,0,0.22,0
23,4,0,0.22,0
23,4,0,0.22,0
23,4,0,0.22,0
23,4,0,0.22,0
23,4,0,0.22,0
23,4,0,0.22,0
23,4,0,0.22,0
23,4,0,0.22,0
23,4,0,0.22,0
23,4,1,0.22,0
23,4,1,0.22,0
23,4,1,0.22,0
23,4,1,0.22,0
23,4,1,0.22,0
23,4,1,0.22,0
23,4,1,0.22,0
23,4,1,0.22,0
23,4,1,0.22,0
23,4,1,0.22,0
23,4,0,0.22,0
23,4,0,0.22,0
23,4,0,0.22,0
23,4,0,0.22,0
23,4,0,0.22,0
23,4,0,0.22,0
23,4,0,0.22,0
23,4,0,0.22,0
23,4,0,0.22,0
23,4,0,0.22,0
23,4,1,0.22,0
23,4,1,0.22,0
23,4,1,0.22,0
23,4,1,0.22,0
23,4,1,0.22,0
23,4,0,0.22,0
23,4,0,0.22,0
23,4,0,0.22,0
23,4,0,0.22,0
23,4,0,0.22,0
23,4,1,0.22,0
23,4,1,0.22,0
23,4,1,0.22,0
23,4,1,0.22,0
23,4,1,0.22,0
23,4,0,0.22,0
23,4,0,0.22,0
23,4,0,0.22,0
23,4,0,0.22,0
23,4,0,0.22,0
23,4,1,0.22,0
23,4,1,0.22,0
23,4,1,0.22,0
23,4,1,0.22,0
23,4,1,0.22,0
23,5,0,0.22,0
23,5,0,0.22,0
23,5,0,0.22,1
23,5,0,0.22,0
23,5,0,0.22,0
23,5,0,0.22,0
23,5,0,0.22,0
23,5,0,0.22,1
23,5,0,0.22,1
23,5,0,0.22,0
23,5,0,0.22,0
23,5,0,0.22,0
23,5,0,0.22,1
23,5,0,0.22,0
23,5,0,0.22,0
23,5,0,0.22,0
23,5,0,0.22,0
23,5,0,0.22,0
23,5,0,0.22,0
23,5,0,0.22,1
23,5,0,0.22,0
23,5,0,0.22,0
23,5,0,0.22,0
23,5,0,0.22,0
23,5,0,0.22,0
23,5,0,0.22,0
23,5,0,0.22,0
23,5,0,0.22,0
23,5,0,0.22,0
23,5,0,0.22,0
23,5,0,0.22,0
23,5,0,0.22,1
23,5,0,0.22,0
23,5,0,0.22,0
23,5,0,0.22,1
23,5,0,0.22,0
23,5,0,0.22,0
23,5,0,0.22,0
23,5,0,0.22,0
23,5,0,0.22,0
23,5,0,0.22,0
23,5,0,0.22,0
23,5,0,0.22,0
23,5,0,0.22,1
23,5,0,0.22,0
23,5,0,0.22,0
23,5,0,0.22,0
23,5,0,0.22,0
23,5,0,0.22,0
23,5,0,0.22,1
23,5,0,0.22,0
23,5,0,0.22,0
23,5,0,0.22,0
23,5,0,0.22,0
23,5,0,0.22,1
23,5,0,0.22,1
23,5,0,0.22,0
23,5,0,0.22,1
23,5,0,0.22,0
23,5,0,0.22,0
23,5,0,0.22,1
23,5,0,0.22,0
23,5,0,0.22,0
23,5,0,0.22,0
23,5,0,0.22,0
23,5,0,0.22,0
23,5,0,0.22,0
23,5,0,0.22,0
23,5,0,0.22,0
23,5,0,0.22,0
23,5,0,0.22,0
23,5,0,0.22,0
23,5,0,0.22,0
23,5,0,0.22,0
23,5,0,0.22,0
23,5,0,0.22,1
23,5,0,0.22,0
23,5,0,0.22,1
23,5,0,0.22,0
23,5,0,0.22,1
23,5,0,0.22,1
23,5,0,0.22,0
23,5,0,0.22,0
23,5,0,0.22,0
23,5,0,0.22,1
23,5,0,0.22,0
23,5,0,0.22,1
23,5,0,0.22,1
23,5,0,0.22,0
23,5,0,0.22,1
23,5,0,0.22,0
23,5,0,0.22,0
23,5,0,0.22,0
23,5,0,0.22,0
23,5,0,0.22,0
23,5,0,0.22,1
23,5,0,0.22,0
23,5,0,0.22,0
23,5,0,0.22,0
23,5,0,0.22,0
24,1,1,0.36,0
24,1,1,0.36,0
24,1,1,0.36,0
24,1,1,0.36,0
24,1,1,0.36,0
24,1,1,0.36,0
24,1,1,0.36,0
24,1,1,0.36,0
24,1,1,0.36,0
24,1,1,0.36,0
24,1,0,0.36,0
24,1,0,0.36,0
24,1,0,0.36,0
24,1,0,0.36,0
24,1,0,0.36,0
24,1,0,0.36,0
24,1,0,0.36,0
24,1,0,0.36,0
24,1,0,0.36,0
24,1,0,0.36,0
24,1,1,0.36,0
24,1,1,0.36,0
24,1,1,0.36,0
24,1,1,0.36,0
24,1,1,0.36,0
24,1,1,0.36,0
24,1,1,0.36,0
24,1,1,0.36,0
24,1,1,0.36,0
24,1,1,0.36,0
24,1,0,0.36,0
24,1,0,0.36,0
24,1,0,0.36,0
24,1,0,0.36,0
24,1,0,0.36,0
24,1,0,0.36,0
24,1,0,0.36,0
24,1,0,0.36,0
24,1,0,0.36,0
24,1,0,0.36,0
24,1,0,0.36,0
24,1,0,0.36,0
24,1,0,0.36,0
24,1,0,0.36,0
24,1,0,0.36,0
24,1,1,0.36,0
24,1,1,0.36,0
24,1,1,0.36,0
24,1,1,0.36,0
24,1,1,0.36,0
24,1,1,0.36,0
24,1,1,0.36,0
24,1,1,0.36,0
24,1,1,0.36,0
24,1,1,0.36,0
24,1,0,0.36,0
24,1,0,0.36,0
24,1,0,0.36,0
24,1,0,0.36,0
24,1,0,0.36,0
24,2,1,0.36,0
24,2,1,0.36,0
24,2,1,0.36,0
24,2,1,0.36,0
24,2,1,0.36,0
24,2,1,0.36,0
24,2,1,0.36,0
24,2,1,0.36,0
24,2,1,0.36,0
24,2,1,0.36,0
24,2,0,0.36,0
24,2,0,0.36,0
24,2,0,0.36,0
24,2,0,0.36,0
24,2,0,0.36,0
24,2,0,0.36,0
24,2,0,0.36,0
24,2,0,0.36,0
24,2,0,0.36,0
24,2,0,0.36,0
24,2,1,0.36,0
24,2,1,0.36,0
24,2,1,0.36,0
24,2,1,0.36,0
24,2,1,0.36,0
24,2,0,0.36,0
24,2,0,0.36,0
24,2,0,0.36,0
24,2,0,0.36,0
24,2,0,0.36,0
24,2,1,0.36,0
24,2,1,0.36,0
24,2,1,0.36,0
24,2,1,0.36,0
24,2,1,0.36,0
24,2,0,0.36,0
24,2,0,0.36,0
24,2,0,0.36,0
24,2,0,0.36,0
24,2,0,0.36,0
24,2,0,0.36,0
24,2,0,0.36,0
24,2,0,0.36,0
24,2,0,0.36,0
24,2,0,0.36,0
24,2,0,0.36,0
24,2,0,0.36,0
24,2,0,0.36,0
24,2,0,0.36,0
24,2,0,0.36,0
24,2,1,0.36,0
24,2,1,0.36,0
24,2,1,0.36,0
24,2,1,0.36,0
24,2,1,0.36,0
24,2,1,0.36,0
24,2,1,0.36,0
24,2,1,0.36,0
24,2,1,0.36,0
24,2,1,0.36,0
24,3,0,0.36,0
24,3,0,0.36,0
24,3,0,0.36,0
24,3,0,0.36,0
24,3,0,0.36,0
24,3,1,0.36,0
24,3,1,0.36,0
24,3,1,0.36,0
24,3,1,0.36,0
24,3,1,0.36,0
24,3,0,0.36,0
24,3,0,0.36,0
24,3,0,0.36,0
24,3,0,0.36,0
24,3,0,0.36,0
24,3,1,0.36,0
24,3,1,0.36,0
24,3,1,0.36,0
24,3,1,0.36,0
24,3,1,0.36,0
24,3,0,0.36,0
24,3,0,0.36,0
24,3,0,0.36,0
24,3,0,0.36,0
24,3,0,0.36,0
24,3,0,0.36,0
24,3,0,0.36,0
24,3,0,0.36,0
24,3,0,0.36,0
24,3,0,0.36,0
24,3,1,0.36,0
24,3,1,0.36,0
24,3,1,0.36,0
24,3,1,0.36,0
24,3,1,0.36,0
24,3,1,0.36,0
24,3,1,0.36,0
24,3,1,0.36,0
24,3,1,0.36,0
24,3,1,0.36,0
24,3,0,0.36,0
24,3,0,0.36,0
24,3,0,0.36,0
24,3,0,0.36,0
24,3,0,0.36,0
24,3,1,0.36,0
24,3,1,0.36,0
24,3,1,0.36,0
24,3,1,0.36,0
24,3,1,0.36,0
24,3,0,0.36,0
24,3,0,0.36,0
24,3,0,0.36,0
24,3,0,0.36,0
24,3,0,0.36,0
24,3,1,0.36,0
24,3,1,0.36,0
24,3,1,0.36,0
24,3,1,0.36,0
24,3,1,0.36,0
24,4,1,0.36,0
24,4,1,0.36,0
24,4,1,0.36,0
24,4,1,0.36,0
24,4,1,0.36,0
24,4,1,0.36,0
24,4,1,0.36,0
24,4,1,0.36,0
24,4,1,0.36,0
24,4,1,0.36,0
24,4,0,0.36,0
24,4,0,0.36,0
24,4,0,0.36,0
24,4,0,0.36,0
24,4,0,0.36,0
24,4,0,0.36,0
24,4,0,0.36,0
24,4,0,0.36,0
24,4,0,0.36,0
24,4,0,0.36,0
24,4,0,0.36,0
24,4,0,0.36,0
24,4,0,0.36,0
24,4,0,0.36,0
24,4,0,0.36,0
24,4,0,0.36,0
24,4,0,0.36,0
24,4,0,0.36,0
24,4,0,0.36,0
24,4,0,0.36,0
24,4,1,0.36,0
24,4,1,0.36,0
24,4,1,0.36,0
24,4,1,0.36,0
24,4,1,0.36,0
24,4,1,0.36,0
24,4,1,0.36,0
24,4,1,0.36,0
24,4,1,0.36,0
24,4,1,0.36,0
24,4,0,0.36,0
24,4,0,0.36,0
24,4,0,0.36,0
24,4,0,0.36,0
24,4,0,0.36,0
24,4,1,0.36,0
24,4,1,0.36,0
24,4,1,0.36,0
24,4,1,0.36,0
24,4,1,0.36,0
24,4,0,0.36,0
24,4,0,0.36,0
24,4,0,0.36,0
24,4,0,0.36,0
24,4,0,0.36,0
24,4,1,0.36,0
24,4,1,0.36,0
24,4,1,0.36,0
24,4,1,0.36,0
24,4,1,0.36,0
24,5,0,0.36,1
24,5,0,0.36,1
24,5,0,0.36,0
24,5,0,0.36,1
24,5,0,0.36,1
24,5,0,0.36,1
24,5,0,0.36,0
24,5,0,0.36,0
24,5,0,0.36,1
24,5,0,0.36,0
24,5,0,0.36,1
24,5,0,0.36,0
24,5,0,0.36,0
24,5,0,0.36,0
24,5,0,0.36,0
24,5,0,0.36,1
24,5,0,0.36,1
24,5,0,0.36,0
24,5,0,0.36,0
24,5,0,0.36,1
24,5,0,0.36,0
24,5,0,0.36,1
24,5,0,0.36,0
24,5,0,0.36,0
24,5,0,0.36,0
24,5,0,0.36,1
24,5,0,0.36,1
24,5,0,0.36,0
24,5,0,0.36,0
24,5,0,0.36,1
24,5,0,0.36,1
24,5,0,0.36,0
24,5,0,0.36,0
24,5,0,0.36,1
24,5,0,0.36,0
24,5,0,0.36,0
24,5,0,0.36,1
24,5,0,0.36,0
24,5,0,0.36,1
24,5,0,0.36,0
24,5,0,0.36,0
24,5,0,0.36,1
24,5,0,0.36,0
24,5,0,0.36,0
24,5,0,0.36,0
24,5,0,0.36,0
24,5,0,0.36,0
24,5,0,0.36,1
24,5,0,0.36,0
24,5,0,0.36,1
24,5,0,0.36,0
24,5,0,0.36,0
24,5,0,0.36,0
24,5,0,0.36,0
24,5,0,0.36,1
24,5,0,0.36,1
24,5,0,0.36,0
24,5,0,0.36,0
24,5,0,0.36,0
24,5,0,0.36,0
24,5,0,0.36,0
24,5,0,0.36,0
24,5,0,0.36,0
24,5,0,0.36,0
24,5,0,0.36,0
24,5,0,0.36,1
24,5,0,0.36,0
24,5,0,0.36,0
24,5,0,0.36,0
24,5,0,0.36,1
24,5,0,0.36,1
24,5,0,0.36,0
24,5,0,0.36,0
24,5,0,0.36,0
24,5,0,0.36,1
24,5,0,0.36,1
24,5,0,0.36,0
24,5,0,0.36,0
24,5,0,0.36,1
24,5,0,0.36,0
24,5,0,0.36,0
24,5,0,0.36,0
24,5,0,0.36,0
24,5,0,0.36,0
24,5,0,0.36,1
24,5,0,0.36,0
24,5,0,0.36,0
24,5,0,0.36,1
24,5,0,0.36,0
24,5,0,0.36,0
24,5,0,0.36,1
24,5,0,0.36,0
24,5,0,0.36,0
24,5,0,0.36,0
24,5,0,0.36,1
24,5,0,0.36,1
24,5,0,0.36,1
24,5,0,0.36,0
24,5,0,0.36,0
24,5,0,0.36,0
25,1,0,0.47,0
25,1,0,0.47,0
25,1,0,0.47,0
25,1,0,0.47,0
25,1,0,0.47,0
25,1,0,0.47,0
25,1,0,0.47,0
25,1,0,0.47,0
25,1,0,0.47,0
25,1,0,0.47,0
25,1,1,0.47,0
25,1,1,0.47,0
25,1,1,0.47,0
25,1,1,0.47,0
25,1,1,0.47,0
25,1,1,0.47,0
25,1,1,0.47,0
25,1,1,0.47,0
25,1,1,0.47,0
25,1,1,0.47,0
25,1,1,0.47,0
25,1,1,0.47,0
25,1,1,0.47,0
25,1,1,0.47,0
25,1,1,0.47,0
25,1,0,0.47,0
25,1,0,0.47,0
25,1,0,0.47,0
25,1,0,0.47,0
25,1,0,0.47,0
25,1,1,0.47,0
25,1,1,0.47,0
25,1,1,0.47,0
25,1,1,0.47,0
25,1,1,0.47,0
25,1,0,0.47,0
25,1,0,0.47,0
25,1,0,0.47,0
25,1,0,0.47,0
25,1,0,0.47,0
25,1,0,0.47,0
25,1,0,0.47,0
25,1,0,0.47,0
25,1,0,0.47,0
25,1,0,0.47,0
25,1,1,0.47,0
25,1,1,0.47,0
25,1,1,0.47,0
25,1,1,0.47,0
25,1,1,0.47,0
25,1,0,0.47,0
25,1,0,0.47,0
25,1,0,0.47,0
25,1,0,0.47,0
25,1,0,0.47,0
25,1,1,0.47,0
25,1,1,0.47,0
25,1,1,0.47,0
25,1,1,0.47,0
25,1,1,0.47,0
25,2,1,0.47,0
25,2,1,0.47,0
25,2,1,0.47,0
25,2,1,0.47,0
25,2,1,0.47,0
25,2,1,0.47,0
25,2,1,0.47,0
25,2,1,0.47,0
25,2,1,0.47,0
25,2,1,0.47,0
25,2,0,0.47,0
25,2,0,0.47,0
25,2,0,0.47,0
25,2,0,0.47,0
25,2,0,0.47,0
25,2,0,0.47,0
25,2,0,0.47,0
25,2,0,0.47,0
25,2,0,0.47,0
25,2,0,0.47,0
25,2,0,0.47,0
25,2,0,0.47,0
25,2,0,0.47,0
25,2,0,0.47,0
25,2,0,0.47,0
25,2,1,0.47,0
25,2,1,0.47,0
25,2,1,0.47,0
25,2,1,0.47,0
25,2,1,0.47,0
25,2,0,0.47,0
25,2,0,0.47,0
25,2,0,0.47,0
25,2,0,0.47,0
25,2,0,0.47,0
25,2,1,0.47,0
25,2,1,0.47,0
25,2,1,0.47,0
25,2,1,0.47,0
25,2,1,0.47,0
25,2,0,0.47,0
25,2,0,0.47,0
25,2,0,0.47,0
25,2,0,0.47,0
25,2,0,0.47,0
25,2,0,0.47,0
25,2,0,0.47,0
25,2,0,0.47,0
25,2,0,0.47,0
25,2,0,0.47,0
25,2,1,0.47,0
25,2,1,0.47,0
25,2,1,0.47,0
25,2,1,0.47,0
25,2,1,0.47,0
25,2,1,0.47,0
25,2,1,0.47,0
25,2,1,0.47,0
25,2,1,0.47,0
25,2,1,0.47,0
25,3,0,0.47,0
25,3,0,0.47,0
25,3,0,0.47,0
25,3,0,0.47,0
25,3,0,0.47,0
25,3,1,0.47,0
25,3,1,0.47,0
25,3,1,0.47,0
25,3,1,0.47,0
25,3,1,0.47,0
25,3,0,0.47,0
25,3,0,0.47,0
25,3,0,0.47,0
25,3,0,0.47,0
25,3,0,0.47,0
25,3,1,0.47,0
25,3,1,0.47,0
25,3,1,0.47,0
25,3,1,0.47,0
25,3,1,0.47,0
25,3,0,0.47,0
25,3,0,0.47,0
25,3,0,0.47,0
25,3,0,0.47,0
25,3,0,0.47,0
25,3,0,0.47,0
25,3,0,0.47,0
25,3,0,0.47,0
25,3,0,0.47,0
25,3,0,0.47,0
25,3,1,0.47,0
25,3,1,0.47,0
25,3,1,0.47,0
25,3,1,0.47,0
25,3,1,0.47,0
25,3,1,0.47,0
25,3,1,0.47,0
25,3,1,0.47,0
25,3,1,0.47,0
25,3,1,0.47,0
25,3,1,0.47,0
25,3,1,0.47,0
25,3,1,0.47,0
25,3,1,0.47,0
25,3,1,0.47,0
25,3,0,0.47,0
25,3,0,0.47,0
25,3,0,0.47,0
25,3,0,0.47,0
25,3,0,0.47,0
25,3,0,0.47,0
25,3,0,0.47,0
25,3,0,0.47,0
25,3,0,0.47,0
25,3,0,0.47,0
25,3,1,0.47,0
25,3,1,0.47,0
25,3,1,0.47,0
25,3,1,0.47,0
25,3,1,0.47,0
25,4,1,0.47,0
25,4,1,0.47,0
25,4,1,0.47,0
25,4,1,0.47,0
25,4,1,0.47,0
25,4,1,0.47,0
25,4,1,0.47,0
25,4,1,0.47,0
25,4,1,0.47,0
25,4,1,0.47,0
25,4,0,0.47,0
25,4,0,0.47,0
25,4,0,0.47,0
25,4,0,0.47,0
25,4,0,0.47,0
25,4,0,0.47,0
25,4,0,0.47,0
25,4,0,0.47,0
25,4,0,0.47,0
25,4,0,0.47,0
25,4,1,0.47,0
25,4,1,0.47,0
25,4,1,0.47,0
25,4,1,0.47,0
25,4,1,0.47,0
25,4,0,0.47,0
25,4,0,0.47,0
25,4,0,0.47,0
25,4,0,0.47,0
25,4,0,0.47,0
25,4,1,0.47,0
25,4,1,0.47,0
25,4,1,0.47,0
25,4,1,0.47,0
25,4,1,0.47,0
25,4,0,0.47,0
25,4,0,0.47,0
25,4,0,0.47,0
25,4,0,0.47,0
25,4,0,0.47,0
25,4,0,0.47,0
25,4,0,0.47,0
25,4,0,0.47,0
25,4,0,0.47,0
25,4,0,0.47,0
25,4,1,0.47,0
25,4,1,0.47,0
25,4,1,0.47,0
25,4,1,0.47,0
25,4,1,0.47,0
25,4,0,0.47,0
25,4,0,0.47,0
25,4,0,0.47,0
25,4,0,0.47,0
25,4,0,0.47,0
25,4,1,0.47,0
25,4,1,0.47,0
25,4,1,0.47,0
25,4,1,0.47,0
25,4,1,0.47,0
25,5,0,0.47,1
25,5,0,0.47,1
25,5,0,0.47,0
25,5,0,0.47,1
25,5,0,0.47,1
25,5,0,0.47,0
25,5,0,0.47,0
25,5,0,0.47,0
25,5,0,0.47,1
25,5,0,0.47,0
25,5,0,0.47,1
25,5,0,0.47,0
25,5,0,0.47,1
25,5,0,0.47,0
25,5,0,0.47,1
25,5,0,0.47,0
25,5,0,0.47,0
25,5,0,0.47,0
25,5,0,0.47,1
25,5,0,0.47,0
25,5,0,0.47,0
25,5,0,0.47,1
25,5,0,0.47,0
25,5,0,0.47,1
25,5,0,0.47,1
25,5,0,0.47,0
25,5,0,0.47,1
25,5,0,0.47,1
25,5,0,0.47,1
25,5,0,0.47,0
25,5,0,0.47,1
25,5,0,0.47,1
25,5,0,0.47,1
25,5,0,0.47,0
25,5,0,0.47,0
25,5,0,0.47,1
25,5,0,0.47,1
25,5,0,0.47,1
25,5,0,0.47,1
25,5,0,0.47,1
25,5,0,0.47,1
25,5,0,0.47,0
25,5,0,0.47,1
25,5,0,0.47,0
25,5,0,0.47,0
25,5,0,0.47,0
25,5,0,0.47,0
25,5,0,0.47,1
25,5,0,0.47,0
25,5,0,0.47,0
25,5,0,0.47,0
25,5,0,0.47,1
25,5,0,0.47,1
25,5,0,0.47,1
25,5,0,0.47,1
25,5,0,0.47,0
25,5,0,0.47,1
25,5,0,0.47,1
25,5,0,0.47,1
25,5,0,0.47,0
25,5,0,0.47,0
25,5,0,0.47,1
25,5,0,0.47,0
25,5,0,0.47,1
25,5,0,0.47,1
25,5,0,0.47,0
25,5,0,0.47,1
25,5,0,0.47,0
25,5,0,0.47,0
25,5,0,0.47,0
25,5,0,0.47,1
25,5,0,0.47,0
25,5,0,0.47,0
25,5,0,0.47,0
25,5,0,0.47,0
25,5,0,0.47,0
25,5,0,0.47,0
25,5,0,0.47,0
25,5,0,0.47,1
25,5,0,0.47,0
25,5,0,0.47,1
25,5,0,0.47,0
25,5,0,0.47,1
25,5,0,0.47,0
25,5,0,0.47,0
25,5,0,0.47,0
25,5,0,0.47,0
25,5,0,0.47,1
25,5,0,0.47,1
25,5,0,0.47,0
25,5,0,0.47,0
25,5,0,0.47,0
25,5,0,0.47,1
25,5,0,0.47,0
25,5,0,0.47,1
25,5,0,0.47,0
25,5,0,0.47,1
25,5,0,0.47,0
25,5,0,0.47,0
25,5,0,0.47,0
26,1,1,0.5,0
26,1,1,0.5,0
26,1,1,0.5,0
26,1,1,0.5,0
26,1,1,0.5,0
26,1,0,0.5,0
26,1,0,0.5,0
26,1,0,0.5,0
26,1,0,0.5,0
26,1,0,0.5,0
26,1,1,0.5,0
26,1,1,0.5,0
26,1,1,0.5,0
26,1,1,0.5,0
26,1,1,0.5,0
26,1,0,0.5,0
26,1,0,0.5,0
26,1,0,0.5,0
26,1,0,0.5,0
26,1,0,0.5,0
26,1,1,0.5,0
26,1,1,0.5,0
26,1,1,0.5,0
26,1,1,0.5,0
26,1,1,0.5,0
26,1,0,0.5,0
26,1,0,0.5,0
26,1,0,0.5,0
26,1,0,0.5,0
26,1,0,0.5,0
26,1,0,0.5,0
26,1,0,0.5,0
26,1,0,0.5,0
26,1,0,0.5,0
26,1,0,0.5,0
26,1,1,0.5,0
26,1,1,0.5,0
26,1,1,0.5,0
26,1,1,0.5,0
26,1,1,0.5,0
26,1,0,0.5,0
26,1,0,0.5,0
26,1,0,0.5,0
26,1,0,0.5,0
26,1,0,0.5,0
26,1,0,0.5,0
26,1,0,0.5,0
26,1,0,0.5,0
26,1,0,0.5,0
26,1,0,0.5,0
26,1,1,0.5,0
26,1,1,0.5,0
26,1,1,0.5,0
26,1,1,0.5,0
26,1,1,0.5,0
26,1,1,0.5,0
26,1,1,0.5,0
26,1,1,0.5,0
26,1,1,0.5,0
26,1,1,0.5,0
26,2,1,0.5,0
26,2,1,0.5,0
26,2,1,0.5,0
26,2,1,0.5,0
26,2,1,0.5,0
26,2,1,0.5,0
26,2,1,0.5,0
26,2,1,0.5,0
26,2,1,0.5,0
26,2,1,0.5,0
26,2,0,0.5,0
26,2,0,0.5,0
26,2,0,0.5,0
26,2,0,0.5,0
26,2,0,0.5,0
26,2,0,0.5,0
26,2,0,0.5,0
26,2,0,0.5,0
26,2,0,0.5,0
26,2,0,0.5,0
26,2,0,0.5,0
26,2,0,0.5,0
26,2,0,0.5,0
26,2,0,0.5,0
26,2,0,0.5,0
26,2,0,0.5,0
26,2,0,0.5,0
26,2,0,0.5,0
26,2,0,0.5,0
26,2,0,0.5,0
26,2,1,0.5,0
26,2,1,0.5,0
26,2,1,0.5,0
26,2,1,0.5,0
26,2,1,0.5,0
26,2,1,0.5,0
26,2,1,0.5,0
26,2,1,0.5,0
26,2,1,0.5,0
26,2,1,0.5,0
26,2,0,0.5,0
26,2,0,0.5,0
26,2,0,0.5,0
26,2,0,0.5,0
26,2,0,0.5,0
26,2,1,0.5,0
26,2,1,0.5,0
26,2,1,0.5,0
26,2,1,0.5,0
26,2,1,0.5,0
26,2,1,0.5,0
26,2,1,0.5,0
26,2,1,0.5,0
26,2,1,0.5,0
26,2,1,0.5,0
26,2,0,0.5,0
26,2,0,0.5,0
26,2,0,0.5,0
26,2,0,0.5,0
26,2,0,0.5,0
26,3,1,0.5,0
26,3,1,0.5,0
26,3,1,0.5,0
26,3,1,0.5,0
26,3,1,0.5,0
26,3,0,0.5,0
26,3,0,0.5,0
26,3,0,0.5,0
26,3,0,0.5,0
26,3,0,0.5,0
26,3,0,0.5,0
26,3,0,0.5,0
26,3,0,0.5,0
26,3,0,0.5,0
26,3,0,0.5,0
26,3,1,0.5,0
26,3,1,0.5,0
26,3,1,0.5,0
26,3,1,0.5,0
26,3,1,0.5,0
26,3,1,0.5,0
26,3,1,0.5,0
26,3,1,0.5,0
26,3,1,0.5,0
26,3,1,0.5,0
26,3,0,0.5,0
26,3,0,0.5,0
26,3,0,0.5,0
26,3,0,0.5,0
26,3,0,0.5,0
26,3,0,0.5,0
26,3,0,0.5,0
26,3,0,0.5,0
26,3,0,0.5,0
26,3,0,0.5,0
26,3,1,0.5,0
26,3,1,0.5,0
26,3,1,0.5,0
26,3,1,0.5,0
26,3,1,0.5,0
26,3,1,0.5,0
26,3,1,0.5,0
26,3,1,0.5,0
26,3,1,0.5,0
26,3,1,0.5,0
26,3,1,0.5,0
26,3,1,0.5,0
26,3,1,0.5,0
26,3,1,0.5,0
26,3,1,0.5,0
26,3,0,0.5,0
26,3,0,0.5,0
26,3,0,0.5,0
26,3,0,0.5,0
26,3,0,0.5,0
26,3,0,0.5,0
26,3,0,0.5,0
26,3,0,0.5,0
26,3,0,0.5,0
26,3,0,0.5,0
26,4,0,0.5,0
26,4,0,0.5,0
26,4,0,0.5,0
26,4,0,0.5,0
26,4,0,0.5,0
26,4,1,0.5,0
26,4,1,0.5,0
26,4,1,0.5,0
26,4,1,0.5,0
26,4,1,0.5,0
26,4,0,0.5,0
26,4,0,0.5,0
26,4,0,0.5,0
26,4,0,0.5,0
26,4,0,0.5,0
26,4,1,0.5,0
26,4,1,0.5,0
26,4,1,0.5,0
26,4,1,0.5,0
26,4,1,0.5,0
26,4,0,0.5,0
26,4,0,0.5,0
26,4,0,0.5,0
26,4,0,0.5,0
26,4,0,0.5,0
26,4,1,0.5,0
26,4,1,0.5,0
26,4,1,0.5,0
26,4,1,0.5,0
26,4,1,0.5,0
26,4,1,0.5,0
26,4,1,0.5,0
26,4,1,0.5,0
26,4,1,0.5,0
26,4,1,0.5,0
26,4,0,0.5,0
26,4,0,0.5,0
26,4,0,0.5,0
26,4,0,0.5,0
26,4,0,0.5,0
26,4,0,0.5,0
26,4,0,0.5,0
26,4,0,0.5,0
26,4,0,0.5,0
26,4,0,0.5,0
26,4,1,0.5,0
26,4,1,0.5,0
26,4,1,0.5,0
26,4,1,0.5,0
26,4,1,0.5,0
26,4,1,0.5,0
26,4,1,0.5,0
26,4,1,0.5,0
26,4,1,0.5,0
26,4,1,0.5,0
26,4,0,0.5,0
26,4,0,0.5,0
26,4,0,0.5,0
26,4,0,0.5,0
26,4,0,0.5,0
26,5,0,0.5,1
26,5,0,0.5,1
26,5,0,0.5,1
26,5,0,0.5,0
26,5,0,0.5,0
26,5,0,0.5,0
26,5,0,0.5,1
26,5,0,0.5,0
26,5,0,0.5,0
26,5,0,0.5,1
26,5,0,0.5,1
26,5,0,0.5,1
26,5,0,0.5,0
26,5,0,0.5,0
26,5,0,0.5,1
26,5,0,0.5,1
26,5,0,0.5,0
26,5,0,0.5,0
26,5,0,0.5,1
26,5,0,0.5,0
26,5,0,0.5,0
26,5,0,0.5,1
26,5,0,0.5,1
26,5,0,0.5,0
26,5,0,0.5,1
26,5,0,0.5,1
26,5,0,0.5,0
26,5,0,0.5,1
26,5,0,0.5,0
26,5,0,0.5,1
26,5,0,0.5,0
26,5,0,0.5,1
26,5,0,0.5,1
26,5,0,0.5,0
26,5,0,0.5,0
26,5,0,0.5,0
26,5,0,0.5,0
26,5,0,0.5,1
26,5,0,0.5,0
26,5,0,0.5,0
26,5,0,0.5,0
26,5,0,0.5,1
26,5,0,0.5,0
26,5,0,0.5,0
26,5,0,0.5,1
26,5,0,0.5,0
26,5,0,0.5,0
26,5,0,0.5,1
26,5,0,0.5,1
26,5,0,0.5,0
26,5,0,0.5,0
26,5,0,0.5,1
26,5,0,0.5,0
26,5,0,0.5,0
26,5,0,0.5,0
26,5,0,0.5,0
26,5,0,0.5,1
26,5,0,0.5,0
26,5,0,0.5,1
26,5,0,0.5,1
26,5,0,0.5,1
26,5,0,0.5,1
26,5,0,0.5,0
26,5,0,0.5,1
26,5,0,0.5,0
26,5,0,0.5,1
26,5,0,0.5,1
26,5,0,0.5,1
26,5,0,0.5,0
26,5,0,0.5,0
26,5,0,0.5,1
26,5,0,0.5,0
26,5,0,0.5,1
26,5,0,0.5,1
26,5,0,0.5,1
26,5,0,0.5,1
26,5,0,0.5,0
26,5,0,0.5,1
26,5,0,0.5,0
26,5,0,0.5,0
26,5,0,0.5,0
26,5,0,0.5,0
26,5,0,0.5,1
26,5,0,0.5,0
26,5,0,0.5,1
26,5,0,0.5,1
26,5,0,0.5,0
26,5,0,0.5,0
26,5,0,0.5,1
26,5,0,0.5,1
26,5,0,0.5,0
26,5,0,0.5,1
26,5,0,0.5,1
26,5,0,0.5,0
26,5,0,0.5,0
26,5,0,0.5,1
26,5,0,0.5,0
26,5,0,0.5,1
26,5,0,0.5,1
26,5,0,0.5,0


================================================
FILE: preproc/preproc.py
================================================
# -*- coding: utf-8 -*-
"""
Created on Thu Nov 20 12:19:34 2014

@author: alexandre barachant
"""
from numpy import *
import numpy as np
import glob
import re
from pylab import *
from scipy.signal import *
import pandas as pd

def bandpass(sig,band,fs):
    B,A = butter(5, array(band)/(fs/2), btype='bandpass')
    return lfilter(B, A, sig, axis=0)

for test in [False,True] : 

    prefix = '' if test is False else 'test_'
    DataFolder = '../data/train/' if test is False else '../data/test/'
    list_of_files = glob.glob(DataFolder + 'Data_*.csv')
    list_of_files.sort()

    reg = re.compile('\d+')
    


    freq = 200.0

    epoc_window = 1.3*freq

    X = []
    User = []
    idFeedBack = []
    Session = []
    Feedback = []
    Letter = []
    Word = []
    FeedbackTot = []
    LetterTot = []
    WordTot = []

    for f in list_of_files:
        print f
        user,session = reg.findall(f)
        sig = np.array(pd.io.parsers.read_csv(f))

        EEG = sig[:,1:-2]
        EOG = sig[:,-2]
        Trigger = sig[:,-1]

        sigF = bandpass(EEG,[1.0,40.0],freq)
    
    
        idxFeedBack = np.where(Trigger==1)[0]
    
        for fbkNum,idx in enumerate(idxFeedBack):
            X.append(sigF[idx:idx+epoc_window,:])
            User.append(int(user))
            idFeedBack.append('S' + user + '_Sess' + session + '_FB' + '%03d' % (fbkNum+1) )
            Session.append(int(session))
            Feedback.append(fbkNum)
            Letter.append(mod(fbkNum,5) + 1)
            Word.append(floor(fbkNum/5)+1)
            FeedbackTot.append(fbkNum + (int(session)-1)*60)
            WordTot.append(floor(fbkNum/5)+1 + (int(session)-1)*12)
	
    Meta = array([Session,Feedback,Letter,Word,FeedbackTot,WordTot]).transpose()
    
    Meta2 = pd.read_csv('metadata.csv')
    currentUserSet = [True if val in set(User) else False for val in Meta2.subject]

    isLong = Meta2.isLong[currentUserSet].values
    Meta = np.c_[Meta,isLong]

    onlineErr = Meta2.onlineErr[currentUserSet].values
    longProp = Meta2.longProp[currentUserSet].values
    Meta_Leak = np.c_[Meta,onlineErr,longProp]

    if test is False:
        Labels = genfromtxt(DataFolder + 'TrainLabels.csv',delimiter=',',skip_header=1)[:,1]
        info = array([Labels,User])
    else:
        info = array([idFeedBack,User])

    X = array(X).transpose((0,2,1)) # Ns,Ne,Nt

    save(prefix + 'infos.npy',info)
    save(prefix + 'epochs.npy',X)
    save(prefix + 'meta.npy',Meta)
    save(prefix + 'meta_leak.npy',Meta_Leak)




================================================
FILE: results/submission_Leak.csv
================================================
IdFeedBack,Prediction
S01_Sess01_FB001,1.2042524637624576
S01_Sess01_FB002,1.384815789963214
S01_Sess01_FB003,1.0657049246558592
S01_Sess01_FB004,1.0948818625101477
S01_Sess01_FB005,1.2463781596342418
S01_Sess01_FB006,1.299165075863088
S01_Sess01_FB007,1.3268473703104111
S01_Sess01_FB008,1.0820500842526726
S01_Sess01_FB009,1.2911933512159837
S01_Sess01_FB010,1.0272775649864556
S01_Sess01_FB011,1.3933652616764203
S01_Sess01_FB012,1.5659297447237592
S01_Sess01_FB013,1.361128323526758
S01_Sess01_FB014,1.5130055003079779
S01_Sess01_FB015,1.4558773157189777
S01_Sess01_FB016,1.2197661720713882
S01_Sess01_FB017,1.565506621924476
S01_Sess01_FB018,1.5887459176135064
S01_Sess01_FB019,1.221481967363967
S01_Sess01_FB020,1.2327020644029842
S01_Sess01_FB021,1.1962286115480336
S01_Sess01_FB022,1.3789051418712908
S01_Sess01_FB023,1.261357254405306
S01_Sess01_FB024,1.264560365854679
S01_Sess01_FB025,1.6197785351500427
S01_Sess01_FB026,1.233915175126858
S01_Sess01_FB027,1.29892229489777
S01_Sess01_FB028,0.9534399115648807
S01_Sess01_FB029,1.3988684627230064
S01_Sess01_FB030,1.0665352155135541
S01_Sess01_FB031,1.416091472001396
S01_Sess01_FB032,1.5787232415641164
S01_Sess01_FB033,1.3154707104120789
S01_Sess01_FB034,1.6115708196328655
S01_Sess01_FB035,1.4191579763800672
S01_Sess01_FB036,1.1288989117714738
S01_Sess01_FB037,1.2841743521980329
S01_Sess01_FB038,1.3672865371151697
S01_Sess01_FB039,1.4713128693161266
S01_Sess01_FB040,1.1224992416836825
S01_Sess01_FB041,1.4334581400677893
S01_Sess01_FB042,1.1647252771805916
S01_Sess01_FB043,1.4234464136768614
S01_Sess01_FB044,1.0945925732661583
S01_Sess01_FB045,1.081517226652839
S01_Sess01_FB046,1.5696025927334079
S01_Sess01_FB047,1.3554872610990727
S01_Sess01_FB048,1.1614066383070667
S01_Sess01_FB049,0.8375081012411557
S01_Sess01_FB050,1.2654498288072142
S01_Sess01_FB051,1.5067441249070992
S01_Sess01_FB052,1.2966301738190324
S01_Sess01_FB053,1.2874728117225134
S01_Sess01_FB054,1.3536866546536204
S01_Sess01_FB055,1.3154304305854616
S01_Sess01_FB056,1.494400888275429
S01_Sess01_FB057,1.5997942931224345
S01_Sess01_FB058,1.2753062181720942
S01_Sess01_FB059,1.3565626667949235
S01_Sess01_FB060,1.6425262322247356
S01_Sess02_FB001,1.3219609603693978
S01_Sess02_FB002,1.2739395290357374
S01_Sess02_FB003,1.1167288185029394
S01_Sess02_FB004,1.3539543263349951
S01_Sess02_FB005,1.3394195779008888
S01_Sess02_FB006,1.353748879565011
S01_Sess02_FB007,1.326798063392144
S01_Sess02_FB008,1.458672892688564
S01_Sess02_FB009,1.4467605258988576
S01_Sess02_FB010,1.5987525697627687
S01_Sess02_FB011,1.344586059191054
S01_Sess02_FB012,1.3741086704638716
S01_Sess02_FB013,1.2495944666597971
S01_Sess02_FB014,1.3557101472777613
S01_Sess02_FB015,1.314768780202082
S01_Sess02_FB016,1.5717001421975398
S01_Sess02_FB017,1.17635252165007
S01_Sess02_FB018,1.086488672155768
S01_Sess02_FB019,1.1630996178090562
S01_Sess02_FB020,1.4139877725943428
S01_Sess02_FB021,1.4532408955649352
S01_Sess02_FB022,1.1699681859422904
S01_Sess02_FB023,1.2140005091771933
S01_Sess02_FB024,1.2582368122293934
S01_Sess02_FB025,1.2456744525291208
S01_Sess02_FB026,1.3180224444180122
S01_Sess02_FB027,1.3973283267252252
S01_Sess02_FB028,1.2576778958224852
S01_Sess02_FB029,1.176778889226786
S01_Sess02_FB030,1.3644119651637645
S01_Sess02_FB031,1.2718548363411162
S01_Sess02_FB032,1.2371186304290644
S01_Sess02_FB033,1.4974155478391926
S01_Sess02_FB034,1.4980353732018776
S01_Sess02_FB035,1.2525364170920534
S01_Sess02_FB036,1.4722545401150784
S01_Sess02_FB037,1.2079538428915244
S01_Sess02_FB038,1.1781383950282127
S01_Sess02_FB039,1.2926636543436216
S01_Sess02_FB040,1.51426242426898
S01_Sess02_FB041,1.5230087210839889
S01_Sess02_FB042,1.2475006677231426
S01_Sess02_FB043,1.186874596809318
S01_Sess02_FB044,1.6321149755699742
S01_Sess02_FB045,1.403796870972211
S01_Sess02_FB046,1.1635938112753461
S01_Sess02_FB047,1.4775107831033447
S01_Sess02_FB048,0.9702922287091957
S01_Sess02_FB049,1.5853690384575359
S01_Sess02_FB050,1.1289298250513076
S01_Sess02_FB051,1.4330309349905594
S01_Sess02_FB052,1.3096995868700283
S01_Sess02_FB053,1.420675350206787
S01_Sess02_FB054,1.3684049696138638
S01_Sess02_FB055,1.3645639199100925
S01_Sess02_FB056,1.4154124117935019
S01_Sess02_FB057,1.4686943304295688
S01_Sess02_FB058,1.0397439685522618
S01_Sess02_FB059,1.3975405583991345
S01_Sess02_FB060,1.3802513596799133
S01_Sess03_FB001,1.1439959038105916
S01_Sess03_FB002,1.3274838184147133
S01_Sess03_FB003,1.29860694431013
S01_Sess03_FB004,1.0819433536339842
S01_Sess03_FB005,1.3878147988913976
S01_Sess03_FB006,1.103742182989239
S01_Sess03_FB007,1.6350747903776193
S01_Sess03_FB008,1.3833667254845663
S01_Sess03_FB009,1.2138529856206746
S01_Sess03_FB010,1.1601163091112152
S01_Sess03_FB011,1.1748500227793972
S01_Sess03_FB012,1.272549522355753
S01_Sess03_FB013,1.1436159461997237
S01_Sess03_FB014,1.2497204612202581
S01_Sess03_FB015,1.1016106857881844
S01_Sess03_FB016,1.4898649028104598
S01_Sess03_FB017,1.5832349374432004
S01_Sess03_FB018,1.3700646134543426
S01_Sess03_FB019,1.296143756689304
S01_Sess03_FB020,1.2164407661591712
S01_Sess03_FB021,1.5898363187701299
S01_Sess03_FB022,1.533475807721569
S01_Sess03_FB023,1.668929272327559
S01_Sess03_FB024,1.662489017149066
S01_Sess03_FB025,1.3541252672939703
S01_Sess03_FB026,1.585897874010787
S01_Sess03_FB027,1.3933957231267695
S01_Sess03_FB028,1.4826668677485726
S01_Sess03_FB029,1.5719479692642282
S01_Sess03_FB030,1.2437254340174981
S01_Sess03_FB031,1.2117099425828666
S01_Sess03_FB032,1.5495113835876122
S01_Sess03_FB033,1.374669783315491
S01_Sess03_FB034,1.3221757386913575
S01_Sess03_FB035,1.5361628605647195
S01_Sess03_FB036,1.2995408618475857
S01_Sess03_FB037,1.3876086325626058
S01_Sess03_FB038,1.1960903796598599
S01_Sess03_FB039,1.264453526069453
S01_Sess03_FB040,1.4194505965267221
S01_Sess03_FB041,1.5150047392323986
S01_Sess03_FB042,1.4365023039251965
S01_Sess03_FB043,1.4672015951212853
S01_Sess03_FB044,1.361734047893874
S01_Sess03_FB045,1.3497546240421516
S01_Sess03_FB046,1.2271854432437241
S01_Sess03_FB047,1.615370037922939
S01_Sess03_FB048,1.5769048296611157
S01_Sess03_FB049,1.2936323027138243
S01_Sess03_FB050,1.362992082351193
S01_Sess03_FB051,1.1363034896338444
S01_Sess03_FB052,1.3742897437174404
S01_Sess03_FB053,1.2587988006630382
S01_Sess03_FB054,1.1248537238547682
S01_Sess03_FB055,1.6260485397104247
S01_Sess03_FB056,1.2451066586085484
S01_Sess03_FB057,1.215694862047924
S01_Sess03_FB058,1.3767450729953348
S01_Sess03_FB059,0.9973822395043495
S01_Sess03_FB060,1.508211292294999
S01_Sess04_FB001,1.355820221338711
S01_Sess04_FB002,1.400550861960112
S01_Sess04_FB003,1.2420543759685032
S01_Sess04_FB004,1.364723377058973
S01_Sess04_FB005,1.3732484731041283
S01_Sess04_FB006,1.3340383692575153
S01_Sess04_FB007,1.4359820735282076
S01_Sess04_FB008,1.2823667503529115
S01_Sess04_FB009,1.3724462003537923
S01_Sess04_FB010,1.3366027702488839
S01_Sess04_FB011,1.3319795670232577
S01_Sess04_FB012,1.0535594848821765
S01_Sess04_FB013,1.1685573565575034
S01_Sess04_FB014,1.311382009960981
S01_Sess04_FB015,1.4592168817821154
S01_Sess04_FB016,1.2973887714184997
S01_Sess04_FB017,1.2384592216002597
S01_Sess04_FB018,1.5698264626123297
S01_Sess04_FB019,1.2000808956140612
S01_Sess04_FB020,1.2446354752862803
S01_Sess04_FB021,1.360447571963002
S01_Sess04_FB022,1.6394890225571488
S01_Sess04_FB023,1.1906959268284583
S01_Sess04_FB024,1.3177701343216666
S01_Sess04_FB025,1.430518458655147
S01_Sess04_FB026,1.4156973980926157
S01_Sess04_FB027,1.2629048914230192
S01_Sess04_FB028,1.2288202921574314
S01_Sess04_FB029,1.1285954641681575
S01_Sess04_FB030,1.2467240952505652
S01_Sess04_FB031,1.3827898842807727
S01_Sess04_FB032,1.3315450738750754
S01_Sess04_FB033,1.2824572761211768
S01_Sess04_FB034,0.9948524437053787
S01_Sess04_FB035,0.9751548199325979
S01_Sess04_FB036,1.3884510716312697
S01_Sess04_FB037,1.4119608629564513
S01_Sess04_FB038,1.256940303455031
S01_Sess04_FB039,1.332346802667817
S01_Sess04_FB040,1.3673365556555428
S01_Sess04_FB041,0.9624820222220335
S01_Sess04_FB042,1.265183096929864
S01_Sess04_FB043,1.3745335187291767
S01_Sess04_FB044,1.2984669339272363
S01_Sess04_FB045,1.179341428641838
S01_Sess04_FB046,1.1515311807360007
S01_Sess04_FB047,1.3895542024935283
S01_Sess04_FB048,1.4835752305360315
S01_Sess04_FB049,1.4072806246031198
S01_Sess04_FB050,1.4040714575978925
S01_Sess04_FB051,1.1576767671660957
S01_Sess04_FB052,1.443527393289696
S01_Sess04_FB053,1.3920107998441114
S01_Sess04_FB054,1.6271118409720424
S01_Sess04_FB055,1.4082745362943583
S01_Sess04_FB056,1.3411604500807375
S01_Sess04_FB057,1.4204308702103452
S01_Sess04_FB058,1.5050277736978088
S01_Sess04_FB059,1.4827634953426305
S01_Sess04_FB060,1.434523128286906
S01_Sess05_FB001,1.1705875561476553
S01_Sess05_FB002,1.2308600355220949
S01_Sess05_FB003,1.1330624514697214
S01_Sess05_FB004,1.2523049833209843
S01_Sess05_FB005,1.067315051161477
S01_Sess05_FB006,1.1384843067527912
S01_Sess05_FB007,1.3491202968702896
S01_Sess05_FB008,1.231420267535179
S01_Sess05_FB009,1.1394269442224512
S01_Sess05_FB010,1.1692930531290258
S01_Sess05_FB011,1.2862260726204344
S01_Sess05_FB012,1.1211716318627198
S01_Sess05_FB013,1.0594948941400064
S01_Sess05_FB014,1.163434410948122
S01_Sess05_FB015,1.2486026737554372
S01_Sess05_FB016,1.3254778936113087
S01_Sess05_FB017,1.2767997558878275
S01_Sess05_FB018,1.5103495675709209
S01_Sess05_FB019,1.0058223470348149
S01_Sess05_FB020,1.4111744937655406
S01_Sess05_FB021,1.0169849883046937
S01_Sess05_FB022,1.3843003999310615
S01_Sess05_FB023,0.979141310855208
S01_Sess05_FB024,1.2424018462169668
S01_Sess05_FB025,1.0899686069084689
S01_Sess05_FB026,1.3504791120909958
S01_Sess05_FB027,1.4303308328723572
S01_Sess05_FB028,1.0110531785950623
S01_Sess05_FB029,1.429206091659203
S01_Sess05_FB030,1.1793078480140997
S01_Sess05_FB031,1.3340890628750228
S01_Sess05_FB032,1.0971097028783792
S01_Sess05_FB033,1.0652447924799153
S01_Sess05_FB034,1.2460180099481803
S01_Sess05_FB035,0.9604086309066217
S01_Sess05_FB036,1.2863811246750725
S01_Sess05_FB037,1.2614067840533267
S01_Sess05_FB038,1.0304342005163178
S01_Sess05_FB039,1.1447460554515976
S01_Sess05_FB040,1.2230248605411953
S01_Sess05_FB041,1.2903741368884267
S01_Sess05_FB042,1.3588957480776989
S01_Sess05_FB043,1.3809805352308429
S01_Sess05_FB044,1.2
Download .txt
gitextract_0n05c5vc/

├── .gitignore
├── Licence.txt
├── README.md
├── classif.py
├── cross_valid.py
├── parameters_Leak.yaml
├── parameters_noLeak.yaml
├── prediction.py
├── preproc/
│   ├── metadata.csv
│   └── preproc.py
├── results/
│   ├── submission_Leak.csv
│   └── submission_noLeak.csv
└── riemann/
    ├── __init__.py
    └── utils.py
Download .txt
SYMBOL INDEX (44 symbols across 5 files)

FILE: classif.py
  class XdawnCovariances (line 10) | class XdawnCovariances(BaseEstimator,TransformerMixin):
    method __init__ (line 15) | def __init__(self,nfilter=4,subelec=-1):
    method fit (line 19) | def fit(self,X,y):
    method transform (line 40) | def transform(self,X):
    method fit_transform (line 44) | def fit_transform(self,X,y):
  class TangentSpace (line 48) | class TangentSpace(BaseEstimator, TransformerMixin):
    method __init__ (line 50) | def __init__(self,metric='riemann',tsupdate = False):
    method fit (line 56) | def fit(self,X,y=None):
    method transform (line 60) | def transform(self,X):
    method fit_transform (line 68) | def fit_transform(self,X,y=None):
  class AddMeta (line 73) | class AddMeta(BaseEstimator, TransformerMixin):
    method __init__ (line 75) | def __init__(self,meta=None):
    method fit (line 78) | def fit(self,X,y=None):
    method transform (line 81) | def transform(self,X):
    method fit_transform (line 87) | def fit_transform(self,X,y=None):
  class ElectrodeSelect (line 91) | class ElectrodeSelect(BaseEstimator, TransformerMixin):
    method __init__ (line 93) | def __init__(self,nelec = 20,nfilters=5,metric='riemann'):
    method fit (line 100) | def fit(self,X,y=None):
    method transform (line 119) | def transform(self,X):
    method fit_transform (line 122) | def fit_transform(self,X,y=None):
  function updateMeta (line 126) | def updateMeta(clf,Meta):
  function baggingIterator (line 130) | def baggingIterator(opts,users):

FILE: cross_valid.py
  function from_yaml_to_func (line 21) | def from_yaml_to_func(method,params):
  function makeCV (line 28) | def makeCV(kfolds,X,Labels,User,Meta,clf,opts):

FILE: prediction.py
  function from_yaml_to_func (line 18) | def from_yaml_to_func(method,params):
  function BaggingFunc (line 26) | def BaggingFunc(bag,Labels,X,Meta,User,X_test,Meta_test,User_test):

FILE: preproc/preproc.py
  function bandpass (line 15) | def bandpass(sig,band,fs):

FILE: riemann/utils.py
  function sqrtm (line 7) | def sqrtm(Ci):
  function logm (line 14) | def logm(Ci):
  function expm (line 19) | def expm(Ci):
  function invsqrtm (line 26) | def invsqrtm(Ci):
  function powm (line 33) | def powm(Ci,alpha):
  function distance (line 41) | def distance(C0,C1):
  function geodesic (line 44) | def geodesic(C0,C1,alpha):
  function tangent_space (line 52) | def tangent_space(covmats,ref):
  function riemann_mean (line 77) | def riemann_mean(covmats,tol=10e-9,maxiter=50):
  function logeuclid_mean (line 111) | def logeuclid_mean(covmats):
  function logdet_mean (line 120) | def logdet_mean(covmats,tol=10e-5,maxiter=50):
  function euclid_mean (line 144) | def euclid_mean(covmats):
  function identity (line 147) | def identity(covmats):
  function mean_covariance (line 151) | def mean_covariance(covmats,metric='riemann',*args):
  function covariances (line 160) | def covariances(X):
  function covariances_EP (line 167) | def covariances_EP(X,P):
  function eegtocov (line 175) | def eegtocov(sig,window=128,overlapp=0.5,padding = True):
Condensed preview — 14 files, each showing path, character count, and a content snippet. Download the .json file or copy for the full structured content (456K chars).
[
  {
    "path": ".gitignore",
    "chars": 34,
    "preview": "data/*\n*.*~\n*.pyc\n*.npy\n.DS_Store\n"
  },
  {
    "path": "Licence.txt",
    "chars": 35147,
    "preview": "                    GNU GENERAL PUBLIC LICENSE\n                       Version 3, 29 June 2007\n\n Copyright (C) 2007 Free "
  },
  {
    "path": "README.md",
    "chars": 17070,
    "preview": "# BCI Challenge @ NER 2015\n\nCode and documentation for the winning solution at the BCI Challenge @ NER 2015 : https://ww"
  },
  {
    "path": "classif.py",
    "chars": 4538,
    "preview": "# -*- coding: utf-8 -*-\n\"\"\"\n@author: alexandrebarachant\n\"\"\"\nimport numpy\nfrom scipy.linalg import eig as geig\nimport rie"
  },
  {
    "path": "cross_valid.py",
    "chars": 5264,
    "preview": "# -*- coding: utf-8 -*-\n\nimport yaml\nimport sys\nimport numpy as np\nimport pandas as pd\nfrom time import time\n\n\nfrom skle"
  },
  {
    "path": "parameters_Leak.yaml",
    "chars": 901,
    "preview": "imports:\n  sklearn.linear_model :\n    - ElasticNet\n  sklearn.preprocessing:\n    - Normalizer\n  classif:\n    - XdawnCovar"
  },
  {
    "path": "parameters_noLeak.yaml",
    "chars": 890,
    "preview": "imports:\n  sklearn.linear_model :\n    - ElasticNet\n  sklearn.preprocessing:\n    - Normalizer\n  classif:\n    - XdawnCovar"
  },
  {
    "path": "prediction.py",
    "chars": 2734,
    "preview": "# -*- coding: utf-8 -*-\n\"\"\"\nCreated on Thu Nov 27 22:23:02 2014\n\n@author: kirsh\n\"\"\"\n\nfrom time import time\nimport numpy "
  },
  {
    "path": "preproc/metadata.csv",
    "chars": 119382,
    "preview": "subject,session,isLong,longProp,onlineErr\n1,1,0,0.32,0\n1,1,0,0.32,0\n1,1,0,0.32,0\n1,1,0,0.32,0\n1,1,0,0.32,0\n1,1,0,0.32,0\n"
  },
  {
    "path": "preproc/preproc.py",
    "chars": 2521,
    "preview": "# -*- coding: utf-8 -*-\n\"\"\"\nCreated on Thu Nov 20 12:19:34 2014\n\n@author: alexandre barachant\n\"\"\"\nfrom numpy import *\nim"
  },
  {
    "path": "results/submission_Leak.csv",
    "chars": 121632,
    "preview": "IdFeedBack,Prediction\nS01_Sess01_FB001,1.2042524637624576\nS01_Sess01_FB002,1.384815789963214\nS01_Sess01_FB003,1.06570492"
  },
  {
    "path": "results/submission_noLeak.csv",
    "chars": 122081,
    "preview": "IdFeedBack,Prediction\nS01_Sess01_FB001,0.5702150564299729\nS01_Sess01_FB002,0.7821556815268756\nS01_Sess01_FB003,0.5102936"
  },
  {
    "path": "riemann/__init__.py",
    "chars": 19,
    "preview": "from utils import *"
  },
  {
    "path": "riemann/utils.py",
    "chars": 4851,
    "preview": "import numpy\r\nfrom numpy import matrix, sqrt, diag, log, exp, mean, eye, triu_indices_from, zeros, cov, concatenate, tri"
  }
]

About this extraction

This page contains the full source code of the alexandrebarachant/bci-challenge-ner-2015 GitHub repository, extracted and formatted as plain text for AI agents and large language models (LLMs). The extraction includes 14 files (426.8 KB), approximately 238.6k tokens, and a symbol index with 44 extracted functions, classes, methods, constants, and types. Use this with OpenClaw, Claude, ChatGPT, Cursor, Windsurf, or any other AI tool that accepts text input. You can copy the full output to your clipboard or download it as a .txt file.

Extracted by GitExtract — free GitHub repo to text converter for AI. Built by Nikandr Surkov.

Copied to clipboard!