---
title: "CS Genie: your school's own math question bank | Classroom Studio"
description: CS Genie builds printable math worksheets, quizzes and exams from Kindergarten to Grade 12, with an answer key every time. Not AI.
---

Switch site

Stay here

[![Classroom Studio](https://classroom.studio/hubfs/CS_Full%20Color-1.png)](https://classroom.studio/us/home?hsLang=en)

- [Schools](https://classroom.studio/us/schools?hsLang=en)

  [**Schools**One planning platform for every department.](https://classroom.studio/us/schools?hsLang=en) [**Timetable Service**We build your conflict-free school schedule in about a week.](https://classroom.studio/us/timetable?hsLang=en)
- [Teachers](https://classroom.studio/us/teachers?hsLang=en)

  [**Teachers**Plan units and weeks with Course Designer.](https://classroom.studio/us/teachers?hsLang=en) [**Auto Plan**Your whole term laid out, and replanned in one click.](https://classroom.studio/us/teachers/auto-plan?hsLang=en)
- [Tutoring](https://classroom.studio/us/tutoring?hsLang=en)
- [CS Genie](https://classroom.studio/us/cs-genie)

  [**CS Genie**Printable math practice with an answer key every time.](https://classroom.studio/us/cs-genie) [**Topics**Every topic and question type, Free and Premium.](https://classroom.studio/us/cs-genie/topics?hsLang=en)
- [Pricing](https://classroom.studio/us/pricing?hsLang=en)

[Book a demo](https://classroom.studio/us/timetable?hsLang=en) [Log In](https://platform.classroom.studio)

Math practice for Kindergarten to Grade 12

# Your school's own math question bank.

CS Genie builds printable math worksheets, quizzes and exams from Kindergarten to Grade 12, matched to your curriculum, with an answer key every time.

- Over 500 topics and more than 3,700 question kinds, from counting coins to derivatives
- Build by topic and grade for custom problems, whatever standards you teach to
- Not AI. Every question is original to us, and every answer is verified

[See who it's for](https://classroom.studio/us/cs-genie#who) [Download free worksheets](https://classroom.studio/us/cs-genie#free-worksheets)

Try the builder on the rightbelow. It's a small sample running in your browser.

CS Genie Interactive preview

6

8

12

1 col

2 col

3 col

 Answer key

Shuffle

**Practice sheet**Name \_\_\_\_\_\_\_\_\_\_\_\_\_\_   Date \_\_\_\_\_\_\_\_

Answer key

What you see is what prints

Sample only. The full builder has 500+ topics. [Open the full builder](https://classroom.studio/us/cs-genie#start)

#### On this page

- [Who it's for](https://classroom.studio/us/cs-genie#who)
- [Two ways to build](https://classroom.studio/us/cs-genie#modes)
- [Layouts](https://classroom.studio/us/cs-genie#layout)
- [Versions](https://classroom.studio/us/cs-genie#versions)
- [Pictures and graphs](https://classroom.studio/us/cs-genie#visuals)
- [Step by step](https://classroom.studio/us/cs-genie#screens)
- [Coverage](https://classroom.studio/us/cs-genie#coverage)
- [Free worksheets](https://classroom.studio/us/cs-genie#free-worksheets)
- [Trust](https://classroom.studio/us/cs-genie#trust)
- [Coming soon](https://classroom.studio/us/cs-genie#soon)

Who it's for

## One engine, four very different problems

Schools, teachers, tutors and parents all need good math practice. They get stuck in different places. Pick yours.

SchoolsOne practice bank for every math teacher

TeachersWarm-ups, quizzes and exams in minutes

TutorsFresh practice for every student, every session

ParentsPractice at home that matches school

<https://classroom.studio/us/cs-genie#start>

Build

## Two ways to build. Same sheet at the end.

Know the skill you want drilled? Build by topic and grade, for any standards. Teaching in Ontario? You can also pick curriculum expectations, and the sheet comes out grouped by expectation code.

By topic

By curriculum expectation

Location then Strand then Problems each then Generate

Pick a whole Ontario strand or single expectations, and set how many problems each gets. CS Genie fills each expectation with questions that actually serve it.

**Variety** gives a different kind of question each time, up to the number of kinds that expectation has. **Drill** repeats one kind with new numbers.

Ontario today, expectation by expectation. Building by topic works everywhere, for any curriculum; you pick the grade and the settings.

Problems per expectation

−

3

\+

Variety

Drill

**15**questions

**3**expectations built

**0**repeating a kind

\*Example build. Codes and question kinds shown are illustrative.

Domains then Topics then Layout then Generate

Pick a domain, open a topic, and mix several into one section. Each topic has settings for difficulty, like how big the numbers get.

Set the grade and CS Genie shows only the topics that fit it. Anything above grade stays locked until you ask for it.

Grade

7

8

10

Build your first curriculum-matched sheet in about a minute.

[Build a sheet now](https://classroom.studio/us/cs-genie#start)

Layouts and output

## Lay it out the way your class works

Every section can have its own layout and heading. Choose a worksheet, quiz or exam, and print the problems, the answers, or both.

Worksheet

Quiz

Exam

Both

Problems only

Answers only

### Worksheet, 3 sections

- **Full page**: one problem per page, lots of working space
- **Half page**: two problems stacked top and bottom
- **Grid**: one, two or three columns for quick drills

Tomorrow's warm-up, Friday's quiz and the unit exam, from one place.

[Plan your week’s sheets](https://classroom.studio/us/cs-genie#start)

Versions

## One sheet, as many versions as you need

Same skills, same difficulty, different numbers. Give neighbors different versions, hand an absent student a fresh make-up, or give your child a new set every night.

Make a new version B

 Show answer keys

Stop photocopying the same sheet every year.

[Make your own versions](https://classroom.studio/us/cs-genie#start)

Pictures and graphs

## The picture is part of the question

From counting tulips in Grade 2 to reading a histogram in Grade 11, CS Genie draws the objects, patterns, diagrams and graphs right into each problem. Every picture matches its question and its answer key.

All

Early years

Geometry

Algebra and calculus

Data

![Worksheet example: Counting and position](data:image/webp;base64,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)

**Counting and position**Count the tulips. Which object is sixth?

![Worksheet example: Repeating patterns](data:image/webp;base64,UklGRug/AABXRUJQVlA4INw/AABQQwGdASozBHYBPpVKn0ylpCKiIzK5aLASiWdu/HA5xI2oo/57uiuge0/u3pNWn/M/2rze9pPYPmG+R/tXkx9TX6L9gP+K/0z9hutb5gf6p/0P3c93H/cesP+wep1/eOpE/8vqgea3/4v3j+Hr+s/6n9wMx68v/4T8mPB3/A/kz/efU/8b+hfvf94/bP+3+6dkn9P/uv+F6K/x/7nfh/71+4n9494f9Z4Z/Lv+v/KD8qvsF/Hv5x/g/7J+43989SXZSbB+6nqC+uP2P/i/478mfUM/vPSj9D/1/+69wP+M/1X/f/2/zoPDY/Lf7z9r/gC/jf9//8X+f/znwvf4f/v+633Gfmn+m/9v+z/y/7JfYT/L/7n/1P8Z+VXhF9JT90hk740Kl3w7LIzWURGayiIzWURGayiIzWURGayiIzWURGakomUUh0WVZ49UteNoOmOzKvTr0xSAjyJk7NGkvFYx7dO9ze399mjEHXFuZvtq3h4V+vkP8Y0g9BbdmMte8bpDoFFg5hTET9aOeiIzWURGXxiE4MYlLDNOvTStqvcAonh4D72tHVxDyBvtmPpTcCLPC6f7Mnmv/kT7cQFSVA9rHRZ2PIkbUy/AO70FC88rrsD7nQwfeiXKdlh+VBYP89ebhXq96JmfYXuY1t+4n8NSTiIuuHWUXuJh6Hlu7wi5L263zXsOG6Ry7ItA608igD7xBkPgmPoxwDlrkU1G6dsgCF6HzVuZxg9NGG/gaTpW4Q5bXKHPT2TDH3gAg/gNNSTLOTDwVo3m+f9j41+ulR1v9FbFKZarHrjxt16IL1gp+Z02td+fRWQXkbZ878abjDXVTa4aEAIn/fOdGhAPP4tc6Mkh0+E9Owk9wNDiD0NWbPZhXTokXRuffU2U+bzZCcg9BsgYKkkSW5ntm/GEpKKNy3XACRo0AYRWVirc5RvxT2jr9ParnJ8+3iCrOVKH7vXr/E6Red+E6s9wXEO6nnkElkZrKIjN2bRybj5PRfj1aeX7FYWv2xAWSYIeO4GEFbPSWAHuDTSmIJpWu0lnzw0UDnCwqBAaFS74dlkZrKIjNSTGwYs580CnrMbzdO0nZiZSe5yx9ZvsX8ueKKuEhCtieaVZGayiIzWURGayiIzWURGaxdFLQRbJSFI6Ckbgns6iKezxzL5npWj/CIyDfjFkp8skGrYzv/1cV0a2HqlCpIi9gN/GB1uSID4RsscDLh8Ssy0qHX2c+McZSTLbi400c3w+DW3bSxjaySeAXPhuBkgXa90Y5OF8Reno9MeYhUaoRGayiIzWURGayiIzWT2pQOPyFTu9kH6qLxubEMdPLxdKyZ6X4x/B/Z7tIUEgA6F2+yThdILEZSGORCv9gZYIVPoNIxKJty7VINBGVZmA+3yTIaDukho269Zyu67VgeiP3T8xLCCOLH3DxnB9ZKeLIDkMCgch5oVLvh2WRmsoiM1lERmsoh39Ut7BDzBLQgW4Ias/PUSCctcINru365jT1OS83f4wmOM7EwCt1fedceSDCJw5xi6dVDNOsabycxm57n/Nd6Gm5+/9NQVNMlSnqnNznEJBh+yjQoCk0wCANwqquDnGW01RNPjqhpJN/LfsDVX6IjNZREZrKIjNZREZrKIpAoguUdHUToT6lsQEAXmPIkX8bp937s9+vPUVxRZ3CdsE77CcrHCgTOw1LiOXF3X80r9AB5UdmHAzKFS74dlkZrKIjNZREZrKIjNZREZsYl+dlkZrKIjNZREZrKIjNZREZrKIjNZREZrKIjNZREZrKIjNZREZrKIjNZREZrKIjNZREZrKIjNZREZrKIjNZREZrKIjNZREZrKIjNZREZrKIi2i/LbofhD/ZseKpFjiradPHnTxzF487K6hQN+iIzWURGayiIzWURFu5XRTF0IJbvPXU4yKTgpiczeiT19t4l+CkRfPTjoe/wcZiNjnWTRXWi/JA+PdcWmNiQsuGWiV9PK85NbI8IB4QuW8eVflXiIkO68RqBWc3jlpUDvOw4wrtlFGK4dotBizVcCLjUXAm4/xY7p1UbHTpYzFYOAmL2hOxwD1ynIRZvRfnVn55NmsGPhoR9m/0EWWxnK5t1bUBT56nAxIS3MagcR+ILki+7nBSXHt3CJZs8Z4uBaOfSq+33k9p6bOlozwpri3YA1XC3LOsnf3QxnrZIC350KRMPaXPah7hq4Dubt2tCCyM1lERmsoiLdMOlbrUJqKzda7/9nmUcwEfadwY8lumOE6mTf2QCDjBNG2Px3VQbWtXm41KC7wyscROU5GdmBpzkwlhsxRmjnBWq4MEWRwLWe+A7yVV/C8Zf0XgY6PB6bJzDh4/uv730vVdXir8VSAkiuhMQP/F8U6BR/PTC2Ol7j8vYnzktke6ajmX299sPCSgNvdvYmU3hvkSeYbeESJtzpmPmYuUkw9NKrGb3F3cXrTssjNZREZrKIjNcCv1Pf5HHcukSU/9I5OciHKLh2WSWhJqHfDssjNZREZrKIjNZREZrKIjNZREZrKIjNZREZrKIjNZREZrKIjNZREZrKIjNZREZrKIjNZREZrKIjNZREZrKIjNZREZrKIjNZREZrGWToZQQgGd8q7ZiEVdoPIjO9xY0RGak5PxhVQsnh6LNsi1jq65LxSjDUerE0pgwRAlBY7W3s9/N2KQn1Q5F9jtF1IHPBaXO791x+hxHDu3bBBeqDoGZApcBtXm2O2jN1/QP0nGQlB//g8bMsaMcoxNFUIdgcBRy//jPHeRV8+Wr1tlUN3e2KtHRRChwJOBP0woDFP9q94bklChXOg/v4wQ1Pbc0IS6YVVBtFkJU6AzFURZMPIb4O+OHuv4qYId+lf0pzsaDQpLBWSpRJ/dCauIlqOUWOsiChvpYm4hryH8kZfCxvr+KzrQZZC2D3vsy/2P1VNkDECBPU/21y9rPFw9XI4+pCvLAcIKGpyBVl7Km78RJtqQRrwc0JitjyQAT/qKVYwRqftyN3mfKBVmnDTyo1eqpv7x2to3xpGFdv8hG7u+/3lYPdqHZY8wFVqHWXsFDJ1meZHX1lGm+9PMctAAcPuV31AdOS6GhpzNZWu6+/Lewtws9xSVwkAiU7Le2OSn3Y5iqcq5mC01wNqRYtHMzlrfkp0H7Ndmt7vndgHGAObQXo1lypXQDNg97KHEMNXTJ1e/GX1LEobyYYb0PZj1Lvhai8UJGTNSqyvWlqmKEW51o3sE5sTKmUgIdF1xYdKdptvRSgGDevvNNA0mxl1y5kFdNqPPq5B6Iqqo+e3kMT5vbXqW+aLxvcb+hxfoGQMKjDLFED+PbYmWjOF2nivjG09TAZwtJi2zAxi/gvRmvJ66c019RalUAqwatUFowqjQg8RGVkCjxKJI1lVkZurkcqNcF0oVLvrw6FQuuKtM3jTNWfh+RHcfclLizU4dBRR6FS74dlkZrKIjNZREZrKIjNZREZrKIjNZREZrKIjNZREWQAA/v+rdAAAW1eL3kRc384IuPB2ZlS3bBGM//1Wuxo1pXe44X3Nkd2fLJh5xG0jsV66RNmOuueZaHbzmsHHyypP0hBP43Q8qVsa3P4kwWkCDsBBHFjZQPWFGfPKnr4IYm9Azh6MP+5bkTSML2Gg29XRHdADe9qUXAb/UyFIzeehjM6nEXBg+P0KxFqGq97jkQp9/rXdkm9LJLIGmWfxWsXXVwuTQ9eQxxZUh6bvIno6dDOJbWOEPbGoAK3A+xgda2fbvcCSBN0nqbVsaef42eg3nO/+MI7ytfLDHtDWaO1v8CTyh/ReVBOEFtLOmNEgYF5wfFim1HfGysAV+1qYD8czVne5bkWuzUg6iooXeBn3KoY8OjsW2bDyBrC9sLghlvMoa8lcyWT3+erht6+sQ9jcUZ/1PBtvPqjMCsNalbvZGC9eR2Rk0CGfM4a/MMSSSaH2P725uJqJWrBv/I/60yIuOTqcRlD8pi8YXdY9z1jHWiJThbxv7lnun+2FtPMYQfhXWW/1JEBq9JdjXl2MTJSL0tf1t15cpSaQFGYdgWsFLMn/xuYyxjyndw5LlE/3JjD8M6TFdYtcZWau1+jQQ/6KCiWq7qdDEDdgKhg0XttTTzNBB7jyuZaGjBRNu3/B6KOoLrFsoSDEfcKHmk2CYQ7oAbq5gYqPZEBRUohD3xwexBIrSUyPPFczkU2Ub52t99gShdKFmSpiRX0oAbT602ht1N+EgRftD/gxq4nAVASZ6ZfwhnKIxOsn5nQ3lABLWB0502e+pGBmYjS8pzJG4S43IhUxp6Eiy/5gU2KcbBEYV6EQn7AolLuryfUm9gXZeKJ7RAd4zQlt/QgsTH0b8R3j5j4mTAtyixrTEoGOLuXr36fKSi3kiG8zzIs8sFtEppfShs5AYiQ/BDM8HEzcCbcQGfcCTpHIUiDncWijcKBJSo0WG9yJBF9qRrriTk9IRh+FjIT6h/eFh5M9Z+ETUXQ2n2PJ9ly2DOBAoJj8iz8xN4dIegTJ+ZtWT4mOBanrr/mDpuqAMi7P4TsNDR21cnY42mRT/zZhZaISGa1tA0HjFnbt9e21dvAx/v8IKCYjlFFxrVbOqG67v7jmQcuUB6EaLXSRJFRubeXthgf52g6F5houQhd6buavZsxKhILPyA58r2C3TmvWotkKt3L3usZr3KXBR4UsXeo8cLATL2hZvmkCq5szer3910QxBeTXsuO2HUmsCmbFLDOmeJ/NkIenteWdobLMqbky9i1tRCeCxKiGGOoBrC+iz6MedSh9PdMGrO3GdKhJi9RineGFnio2riiPWrAcxynLkPV8pFDVQIk1A7i0xi41xPW2f7C7q8SkklNEfpU72CYNlNIO9Fu69aR/ZyULK3VQEMzm0f5g1der7eNJj0sxSpe77Z9E0MNkFfynWTfHFh9X1wNmGykrCv72bk3ho2u5OWBbCtirNjEdTo4HBf0buJV0kKFpZmIeX/xXuOqb5ntYKNb3LX47DJdvPw8e7xvC/idcrbaHlbencX48A7OjJ6xxsxOAGHz8JIE1b7YxPjh2t9DNyXu7fHRBrlKtDaDyLkg8OrDlElTs5MBmOBVBS17m9Hj+Eb/6JdgrkHua44q01pifLSD9KoOPfiB6TKGuvZo/fz9hXIfN58xYZB5HJ++BaHZDw9EORHBUguqhnTQiVhcVnhljAKMK3TzvgXbvBsO+ck7HJ3+7o+e2N0tS9UoOnaYOKVQCaQQTDuY3OiaFnvmK/0VB8wVOazeJBVFTilqPsxfxjfShpmqzySQEEWtXRs3ZnOK/s9mJOJCfp2X4zsaZcNabW70UD/8DTTE2nXqovrqSK9aSFUQaXk5fxWD1Huxzpsvpg/wjeJ321ULTDirB6ULvesR0civUcI61fUgQS42hEjiP1AQB2Nz0ZwN1m0PD9YVqhUOMtuu83TmOqDeac4aS5VOcWlGIEnqvPzS+5qIYE8xUNVXqA6FCwYrwTCX3giW7aD73doilRdKvdZrMNw7L2XCoVOyfQYKxIUyYRoWar+wi8CjFlWg4i0Z40/6FAMHQnQNBGYKvoyEJ7wjQ10jtdZJbZhjLdADB+3gKF1Ak8QwI19EER8GznckLg1LThsAk5bJrCZO7PS4Jz2BuHG2f31HYJN244Y48IMryQwMTLrdmjo613QeMW23jAdkdI5vX+vzC8mhacbruWrrvPFOzwJr7jvtacq3pwY0EpxvrJw4sdbwexP/qa4jSJbGKnIuO3QncbB186QkekOpQCmhLo40FRxb12dPp8unW4iOhKaZmp7EK+Ei7PVAQTlnN6i1ipoHo5fx7hMp5TBwWQePcyMREc3NDdvCuORD3vr7XaYYQCxMA4I0EbLeqOW25FMNDTWEYB2g77wLXgE3uOvLaw2JxtB4Nat3njYJWOSvLgsS5J5pVJYor1ytPWGLuPco1s7NPnfsyxqTc63ovOcv/zdUQtQWR6GWgPySjUv9mq7jMukWyebf5Wkr537SVy8vfH4F8uw9mwVJuP+Ov+q/6PEd7cFn1OYUq3EXgvnS/l/8agsRSjj5Y6cdM4RyxsPM0B10S9NFmddz0bedyOe6GcoZFoYfw+9QUJQatgnhWWU4MVc/GsJddcmnN+AySf5FnzdmdDRP6e7Ct0ZW9yUa1qoNo22Ts+l/HoWXuamsIzdFZH5Wwa3t8P695Bwgoul7n+cVYuk5jm/KYGd6a8+X7kZ99ghVPSHXVK3csfF6zfUkSlR8HcCcvNX5XxsVJl/5gTd11hHfQsR78Yid6qLIkX4AzZfFnffA5Dwq1DzBNn5VAtvrzJ5xtGhh6UwboQeT5IYZhofV3UrJIWak1doj8791N0nJeSr8/weHHlZZkbDWcvzcLIVD2lZEBS/JHe+ualZCIAvrWsbH38fcZzL3JUJPvswJU0bUickA7JP+Bpyb974vdfvoMPEJM9ETEpNwtHZf8nKJlYkcR49bm/iWw3YCOltu4K2PYYTBzXZAkttkzQX8JmqFL5lv3QqnLVb2/0RbHGDigUpcvz9Aps8lxNvQk/o+naCnEwsOOXZbu0jfkKnmDXQToFWoPJFRP5NYhu/ksgE7sj4xH17HfLH+AwAqld2l0t8qEG1BBdSzVLdb4MvdSIOhTZECFLNpGHGl6265AxCxEUduklSjSc1jBVHSxW3mZfB62MY43yhrxKy/Omn8mpFvlgkzidCBfOTSpg+kT7X1ybv+oigd2iQxa+hgxWPM95XJhiFR/NBjbYQskv3yGSybR03QO6sCQWxYFMTOQtoVjUAJiOgydCXl/jKcyz6fFwYomOpLa+MxeAciAi4EtLqTFoWlOL4SZbXRkduy+1AX1sH2+kHvR4MFWF2Q6JQiy8CR6fMF66u9F+fmA/Qp1cL6DPkmtYt4r6DjOqJDz18aO5PloaxrCHtvE+VVoqZLy2/71QJVsyfmRjfxJB5DSMTYLuW/r3UBfSDr26eiBGC+SOyhoHOVQIXaXzrXf+FRqWq4f77fPiEmxGG5WotpMiQE+RKHoMG5PHrh0UFjAsdSQS7eNm+vHqVJ7CEL8dBKFFAp00PFGiFTCPbqSG3jK0Wdp3NeUDiEIJItNicV9wQw9dV5GPXlqWPaVVwE4chS1wyMwGIowmgZj3P6I1JnuJfh0POTMnb/M5KMPv11TcK7FZtCUx1Z0qvvKmELJ1agTfPeFgxj+ylBxdMS/GTBJKGKkSfaS8c0Zd5Ye1EHFL4VCY74McO1F1kaMsMVPW9k5RzZQSG9rUkY0GfG+W+XWeYPeHCY7bT8Tt5ZMOBNbfpIerawKGm9s3mnTrO1P/59OvFn4jiXxstqDZeXg7xGp5YwDFdk7j4Jvp/2PzYMMWvzcnzaxL8QW6A0Vo9wuqQ4SPhwIZmXJRbgcNSIT2rcqZxWVO3Ue6N/8fKFT/KsZwPimP+fx4n4wfTl+gCaGYvZ5JYTueI2dpYqTahVon/chD8wLWuVHnSqI9Ia8sS1WA29ENG1+G2aPoS6D2FSRmmeSu8p6TJTzOxoe4owguWAtJEwqitvi9ekH8XhQCLw3xIR+tcRXuRClwd04X3Hknab/xjxeRBvL5LkEnaTImz8CMhTLDTllOugc3QjUU2FhYqb9DCgwKpae+BEeVyoUike/mG58ZDCpjCB5wF8f41hcmQpRKrpSutoHiaK+2UAzjXrnMyRo5FtoQkZ2f9cuizBgVyeJyB9tphs7AEGKfMWcKl+ZaS7ZICqFl9+GQCtktO434frKe/Gl/3qLtZaKn5GlYZujGi1JLDVBzQqHHl/iqTHXCtQqwsxs2MDAYElou43bQqge5XX0RgRiwkDp71IKYfpQ3Q8S4EeLS2ApHd8mYeuwNViGJnnGDzb2VO21nGmgjW5qXeQ/EzhZmbTtrkk0WHqclEZZHbuGsSSPxlihA0DSZf1JEUzNtro1XP8zsHUTSd9ZXA1FVZRlkrs+66SCA8iTR/QupNgZf91QAkMZSnlGa7ac3dts8ML8K3ZrjfBLEs3Ya4F2LqdGyQkcmoKAFmbIi7ZCexQ/MO1wfmseKwFFFtvV+GpnBwhnKKk056nR/FTokwi56gpxUjMJejEQXrXszTJ+VACIk2fq8jtqHxYoojXE5LhdWWZDxabzX0W+VgIB/5OnsXQcFa1vdM8x2mB0yZh5HoIDec3S2w1HOdP+zQv9fWZRkaSIqt1uPX2Auv2l6DhGOFOW19Ei8iN5L+S7ctnQYjQuT+LXRv6kYopf+fJHefkw3KvVTIPHpVPWuw9iIMwWQZf/FiHKe8GssHEG09K7JXV3FKyU24H4m8Cc2l0b4TQ4aITq4+1FdTNl3mJocshDnDyAalRVzfPm2BRUkSyen8DIkhb8mOgSQhqLztkyvVanq9eG039bQKJR/OQMako4XPaAHp2j7pReRu0ltODQY9ARcb/vR5U0WxB+nmSytx1lVvlO8G4XDA0+YMFnVA/phmRUZZhCaE1aA4h6GtdyPS0BddyxGUYq336Xg0ach/LR8iqLfQ5Z4ddD/rZa2ZVV70FQIO6rjTjW9nDR3yt18fJF47pNXTYbM7Ywfm1IuQVGy5xJ3aOsWWLIuFo8vNzixSPV5aVOXNAxjQP+ehoi4Lmulvgw+0wlje6n90vBPzzGgsY+fKOM9Pf5KjW9F9hjm4lsFPUKP1D/Ve1Fmj4349PCD1Vls86q0EBcAtkXsx5x3M1cflmzO0XCW5k44cl5SfS/Et0h+6CA9JunasO53m0OEU3DPAfyR0cNx3JKOkSQRZA0E3M9xKtNSBwD4q5NkSTA48el+RBY2zDQwOBb7xIBKGy52xPBhm76l4XQ+/btXxxViA/MsEGjrghga8+6SL9jVRJomR/nF5A3uzugpY7H0O0VAJehnx/8DhGr7udjgTUCoLJ5SAOBOsrstTwjVdlg2gzMx6dp6Rl5hUJBFs3IlVYOjRIn6ZWa8ONxgwGntYdIR1jlV+Q/6ivPgDknonF3rmaTv7HC8fYqI1vgtwkTftfoem8sC9Fa91Q17Rx8ous/hBLeiAl/wGwlec12siZzjddh7SHPVjG7V65k+HXHJOKtLfbBMS3Q/BUvYi/wKSRsCIXcv2yoELS9NRoCMjBDo7dOxQhyh4VblMdd/ocVpO5L/u5mTQ4yK/H1rUuFuRMgR5gj2+Sf9Uy5SQUa0XDBrNvJUjXGozDSjZYc5j6MO9N3fMzBXM3NVCa8OwmLXNIo7DkMKMVM12XBXWAr+qOeLgxXAAmBl1RInFUwj6+bwK2PAAcL1iHnx+r0yfTADTr5Umcop7qjANJyeudZplpctTAUx3J7M6jwmw8xCxnJTgfXkdfPE7Zkd0JAAdkCNzeVc7Gk/5FYgKivVN1oklWPV8u/Zpzb7UZf0rX2EuyOArT9dk3YvMPIai5iXj9GnWbeszn4Qyeg0DqJmVqCwxxLoupjl1IVeLRxMMwugBcH3A//smBNszYRMb1GUJuX/xoJMM44i60FXf8YuQMGK5musPfVTz9fZs3xLNbnqYf+ygENhaC61Iir5VzsrcAA86Z9veQ3LQepJSHjSueG/fElTBrYex9zcCKW33QgazcqpLmDJYsOjy+JTeWuLT5H85IyLRsGZONhOpRxZpWCbfdwsaC4agV6LTylLyNMMxNn3lXVVmn2TbcaWFe4ZtYsUIM96dXILCh48q+lxx5nbt4kPTxH8AyPr3xIf4K/y5vf1vSERSIRTzm++6GpA+iJqHPRNG9syrEXhiVPpvT/STAzRLWXOszmjEFlovGz5fghveF9cLOrHehCxb9Qm/UNoHRNQOc/azCrp81TA4BXlJJSx1hD50qe+7lpCEBNeERPFsXXysA6fXCphCEkH9JCFDag6m912MOzexcXEqRgK44HG4Ge/JYwY6w8fM7VEhPyUXBjDHNdaAhFUJNiHTH9/u2edDyjer3ScdAIN0EZhflo1HkiBXuIEMXWN1BLjn5Yc0+ryOmiWrDMRPAim/dkRq40MOSvk0jsksn+Wqkp62RYCLOf9kR5fgQuR0938dhKfWOk6t+eQ98dAQeTiCyH0E8kajibO9AWTaGrNKnJ6KAEzTX1jry5oVbhHTGicOpwQoz48kwPelmIA3ZA5W8FdyBVcZkb2RD4EJhhS3BMdDUq7l1DD76sBvOFYIbyvhb9pwAE/4pqMCQCK3p2uOIfO/ThSag5+hCfRvhS9PURh2qN9GEDqC29LkdwsWzYbr7cxyZPnsJm81a+CFpOjUtGVDfYfLptMlfBNjrWUa6ZPoHkppvUCT8XpXkgoXhKKJN2qQ6qIWn6xLiQjhLw8hhWiBzsomz1udrnqtYhelCNw5VLC6tFVA6F6HKuT1RAIItwBZrWCm1tuE4N34HUjJ21AYwPcC6wGH1kHBW0be2jpi3++QQVmsbn32Cq/V1Ux28a//hOxMWvyqkK5ioyQM34sUNu1VdZXzifD8sf4DKRPj9YZi7P+L/6+U0tWGsuLSc5ijVQldUCc6oqwsWt/Z62ODO/dssmFldNwEjl/inP3YSuvRhsrvWEXMJNcu043HTGypjdu4ILmNi8bfbIQRgh0mQz9U5Zt4TT5iK0mRphcPa1/Z90rhl+fD1D8yzvk8uO+BuP/WOx7zr01CXHunaQrvLzGeWUx1zsaK7rh0unVQzWelsIHkMn8mnqPt5N8pRW8BXml1HzysBtAuo8GPoacFfuiNycaZwsvaygC7HIWUepEW0wljNUA9mKqjtwgfXt1vLKkniWjzrPbncCtpY/3AwKn5MljBwag0lkmZRffBSuDwu96khnEC9Mquzev0/boLGNWi1OLbbZ13v/z4LPn34PxZRqBc8RjTWH5QqjtqOOqFpuUOrHDXQOrury+lhefC91j/y7GcXdblaSiczhw5C7xGEJ38/+JnEVBKPBzfDvUXHIzbrmwRlK8j1VYuMciQUx4NpmOXkk0Qsc3jHz+jO41jcxNdUyVmYxwh1hBZrggtnmY0WECxa6qqBb1ebtJR0Z0ZwtV4jrt5S36C2yILtKsjA9T7cZ6uCrmIsWiYDTpbJL9EKY1vSLl5kYRRW7gI/nNbo7VzXo3Vhq/7yXuLgySFmlWPzX/u4GauZwQrjMsMdok5o/yqO+WJVuzYEGWNy8ft5El87Lqx89Tf3yTa6dws5F2PByMXRsHLt/9oR9d/E3ZeU0JO9bC0IoOwTdjcHtM76COdybw7XTTt7cr0j6fL21dQCLo8YnqYp8mnU6fI8WBuk+iP9wuvWV/A3vomBxxB47Cy6l1d/7YnztkanxLbooLl/IWd58XyuYKgpRhH1M2GVA1HBYZ2nT0HxemkJDW6zmmjL/3ppyUg77NL/gXjxOor6pEcr7hlV4gvYJQw3ipMTcEoTilMmtmLE6IdnfArpeQcUvUFcfv7EgeYkF4ygbKbXjs63iAaDYKSzycOiMVmDFUY1z4v1IbH6P9GA2GsUZ0UBmfvsmM+uByIRTtPV7IED0Tixv9wQUPnp9mhRqCsiIqfxjqq804XPch/uLDn//hNcsrLRwbsIsDMIcRgDVBhgXCkmfzPEgLjR0DFVS/LxdIMSV0a36/LPn/5B8KYK+jnwExP0OIKD2Ql48kwO+KGWy937vBk/vZyUFWJZeiuBwGIeJE/ABpzyeqNWSrBERs1khsuW55gtfbcDdsHbNZYNiF/VEnUkIFC2e+lqZEJhNf9RnGfKUR3ZdWNlpNjXiZoYOTlsFFRJpHFzzpwdSF5by0XSamCPyf1st0jgkd5MqPKKpdXaxW24qyqTXZH89SgdoMuZfz1JFJ76PtmkmmNLw0pw3S8+wE7tnvHu555Y1zb80IHQ8WegAeQSZ9xrmnfFmPXLb+Xf90XiwvWi7HSdju1cAF35r13AJydbwI2s0X4Y9BQuij7BhJgA1bsa0sEdKkescp1kMpOKLgWQEqO7XAE4j1o+yIHJrUS+KtJ1q6dk1hspHxRsY3uF1bAD+RPfRzTUf4wzfXHQAGIsx87vppRWWZiez+yj/Y+D/mjBdam7xGZvE1YfamgAAAAAAAAAAAADxwMzoxt9Ijm54iihu4A6pckizHGWlRrAV4Ppdws5IPnnT/GlD7tDn7QUecil2odop7rIXe4kDL0+hJccfyFJ3B8iF1Bpv0GOiFLFpjYwDBdsvtSDedggfjdHOJWcHn/AmUnFSKyyxArL6NbJ8j80MxMiTQ5klc9kv5KiLVQIR7gxYanAzzfaKe5da/Ur8JWf53eKzjZQeXnV3StTxOyFR4djNUhXNeh19fbjj5mAssZOzyQiJYYoVSOW3c2tVoLdVj+4ThlYAeZmF795+w08Y+8UohWg9SwKzgLptWCVFECW37h8KqDIh+jQ8lpwM4FwS8ak/ytsZbZN1Ys2JFELNA6pGDR6Dhe/1YxNNSMTvm1TT5WmgoPG1Pkhnx9ekDc+bPr9jm2gdw+usp3635azS7m1NlyQseTeR89VFBzZ1PFpS1t4HaWoArCvyXyMU+HNKjZcRfRHp5x1OKgeZDrzoxkKXvVgnq73vJb5cB0kY5lCSodpz61RXVqgkpFCQwlvbx8N02Rm53S9c6eLChnXbPiZg9Y4NYbxybDlz4Fddd3Ra+AA3zaVIVbXu2RswvkV5gRbD/pDlR29H+YKeq1i3cv+8dSaheAvf1Pk0mFr8KrJyr/6gna/+ph2Xs78FZikLq/mbKr16gw+uGCuxCDGnk9R2pPS7l5qPCkdFAVbd3h4Q7Gm62p4X8okHv8+Zuf0wMG+qsyyzGLaIWJ+WWksWEo/uazA9igB/Ys96p+Nrb566u3rMU/+KlgIFXvxAJ4filmrZSneVHAdswRME+NKDpqK6mSvj8hSEwLxb6eWSioEjfaZcxzpXbJYw6WrkE9JLHCBNQXsp8bI/D0T/2NJxMKIF0X0Exs+HmqPH+qHI3PGHc3h9heaNMC/1wlfil4sYvylJ2/YW7lMLl0e3jtkDW0UyEMmll0gF7gUlJ/sLKj5xmZ8JxVCcotlFKuWJNTcyhNX/d+GrcMvdFG/W9jBKevjLeEG8Mwf4ArJVV6CYSXFOP2HQn4fQbvUhH4fGadWkM+sNGTK8gs0CcZQLlCmcydGqZwJz94B82bcNi+SrUxelcad8ypE2IqoBvi5v2dOdY52FqWKRtMz/i6H0PqXyqddiurmFdCLY1KPOU3CVapRVAJE5abqQPxjF0EhUdzGZLKWDMjCtReJor0J7ClUhcrc5MocXXBg6EzJ2AFAa2qb8ua9eH2dfwbrZODsKFtek9ch4zM1/5vKpUZKhQF1r1495Lt63WfRkRIooPaZt9Gwip77bBm5VCU+gwWUtRTZzXE8SXWf+CqVxd88GCmLk6ERFF3Z0wM8VzuwbkhkO0nr8B4p04QiU9Zx8/SrwWy6ZQaXOwPeJP+BtXzHUmcqcmxCf9xaWbNv1Hu0eGjAZNCzEfV2ZcOsipF5dZqL+qX31lVEVeRhDBDa0bCSxhZIXM8OSx+OwlgXMh86EfoscboculEL8ryRYJK4s7FMndymXTbeCF5xtstd2+SoD9/3UB/UywC6rUhk/1xlp4JbNFDhCW54wuWkeygooG+8ZwXphLVJDHs2+TOBGlan5P6nRnfhD/Abz30DVt+9Ij9M+YWIbZ/qDGg3Xpde6WiQiCP9eGkihiDTLCeafzepKmYB7sCZIY3TT7thcRj/3Edh236S9Xa9H6MJN9JV88htjPH98RO5SVPN7m/VQjs90z2JiGyMbayWEk9d+WkZfvg5FccCXL5hV/5rzFAzF9h+Hae6MvaCaZZkusrQmomyNU/E4M84aswAQ0oZWJ7/KTJ2wjKkQ7wQG/91IdoQdapkfvbWMbWrJRjjgjPTPhjs6hyH75jnx/P6n3AyB4hmWyzO4jKvW8YSBhFPdei15hBBp9PO7LimQI422PtaK3X5VsSDwDRHn0/mbrg9PFeJTMaW3wU8s8NMsb2OVT/MX+yJOfjeaIY6OlD+ENE2WDBxosF88vorLPLw0HIK13Zptq/Qf7b5N3BUfeIQO3tHGTC5CBxDdjV32oWnl/3vNPj/a4zyXfBbsDJ3208nrlko1afvUSMJY36Z8MdnUNWLZsevqLb7Voq8rbpzot3fp6+X4pVE7xOwMg0FmDpeAYT8uCq98zGDg4ExPkBwCOgtDh5akZ+hJN2ICiwDcQf4Px1cVnoTu7s3Jjule1cdvE5cmlSCv3aaRCo7GO5ZPD8QPO0SA+KJ7jDAHD2/FpDUR+SF0XhK+Ck+jkXvzNNTJ5w/VxJbXJtbILT15rGs0m8nRUu3Eqf2tI2rZqUMkZTmN9bBM9dyTor3ZuAPQyozsrSIBculPKI/QZDyGpEL5G5K4B9xjjjyBE/5APqIozcsgVFMdWwQIPcuOqd3X2l8gdKoCgF6nwRodyAcLefZLwgEInPf8VQzHxMNM2ig9iNTNny4PQ/LHT9VdN6C88CxPlXsqi8NaOHWfguVCtOm6T7/2qvP8jtB9fh4WRP1ZqOG/Bnm4lsyZuq/ITQMO/bB1wSuf03VoWDEc3lHIXtR3XdUXIxxpZ5eMVnS+0KVaWTY2cQPUdRQtZZtiASp8zfQ2l3Yc5apN5789mQgBebU+4mvuYMXO4dAbhC9Q29k+KW3uGlKKuipkLasG/EKndlHOa5Dh7vlvVdwnwuywA6TN/GBAS14ne3JFPDDOVSVU11aE1L71kt0v3dLkhyzFduLDCwXfFbZ7vFtMzDng0AtqxktJe9Rek4BFzAX8m01Oba0ZeXJgFXdM/pQvAB0ccgZLK6QU/6QOOLH0bv54RvmYmPb2FgIpZtssnwM0IsSe5YHm1nAj6EvoSlsVnP1Jtndy+7eCtE18c4TfMWsvrcFulB6dtylV7tx8XTgkdirbRm2vvqPQFCfDOCb7xuS/9aOGnwBVevB8Nm4ptqgQ3wS+YXxgpkPermC0hG2gbe62EVyE7J+lm4T9zX3xUiw8maOZ6j7z0kNOU9UFmeO6Ux5Xwj22IRpddIO60KXS9KTZLYc75qrZZvJWBPXkCs5SQc4H9AOtt9h/ifkJsFHhehuntaN8etjqlf2Ca6eCEQ1Jd5W8mynxQZ1AL/thMSFdGmxduMJfyEypOSHx3Id1BF63EU+5Scm8vMe+NLhTjERjd4X+mjgB7ylWHdyyWbi4kIh2PQE33yu0j/ITcvPh5i5kcm6GujafB98BsaUfu27hfkqCoNjmNF0jBOD1PsGTtOhvcX+ItXt20EbwVUknzpz8n3j5YqGSNHTIQaKZLgso6XVIxhMCe1hP1MeRb1g95WBQqaaTYl6bcNDYaeK6L3w+LUoZzqPZWud3xNIoi4n92XtzdtodJoAAsixLsRLxs1SRhssIVtGIXD9kSB9mpIk5V+S40mgdKQHao8KfMcg5/aMJYt1S7LBrRMsEQY00ez76IKzcXqMdfry5CAwmNWhpZ6KS9xmlZmkoJIw3+j8qkb6GbzNPFCWseuZCa01VYODqsOCfW1zVAX8rKIDMGdc+o/voSmIzFb4tSx23GBiyEv2Wuqj8/5600y9FJG6fPzN3lEbUtcWYJu4IoYmue0Apkil74unyFWwbJN3kURuPn8Hh4c06hmLudbGJJM/DI//4klwaCKRgzlFVQ9L4w1B84WeOjG20zoAeXE+S75tmTtdaNV25NIg6IvvhZEUWTCl9PgL49aKNMSWmsu15S+0eElJyA7tUX/VwbDjZevE185sVeARIBNmV+QhUjIQhZVIRWrvqg+ancjWPj81S9IXq7dZOkBf2zMzK0pcgEE2eeCMaxwFnPjkIUG53wbZyFnonTfXfmFmwpSYzMx5fl757ittpyaL3Dh1rkPK8/0knvs5Xfo2ZFzIhHJHTZI3mh2C66lCki+UKwKTCDe7lqQwPjFbKO1ysNLg7ABr4TZxyJSS721u+ojXCeEJ4GnEoOGJNM8nlj1olw5xpfDgP3fAjco2m8kyrgB5nopHkV39sIroOrVoDlwGUQLfCM+YupsgsaH/8h1UfTBo0jvkF+HqnJW5pHKbu0JH/jOEGMt9h7fQgQd4S9fLZdKERaPYwKd8lgHrz33/tVyqSub1kutaYJ+G+6HZRN9X6psQvZ5uiDS2NbVk5zwgvJEG4gLbfmWGFvM4mzn6kV2NqY5pxi6z66J3g7uzN386NKikizPP53YxvpOol0MqZHS35vLBxhgz8RFYZOlFyM8t65l2/dq8S+N9a8xzYHFhB442wndi2mqP1ae3a8xnYqtb3Ovd/bMf1otspmVAZF4IUFI4BXQFs+grGIxn3+8ovajoQyIZcTW6BUUzO3uZWDP6p9xuDOXTVp4g35CKJ4lINUTOSY5vqT8RZF9Gbig2WUCWtNTQ60csJKZp+dwmvEycrNZIfFkCLcXWdGLbxbrooov7I9XJf8WWk8qs6OZuTFV3wfIfzcT6roZ4/RFFRo/RsH2Jv2CueJamqBuVytfg2GOwvZ3aOA0F3F4N8llzapNGOvElPwtsknnQRYPWD+fY4w7wWeP3OwIpzLee0kZOfmlNhuI+9e5AXR1J8LMLnXRsWh459FZCATFdj4V1mEN9uCB6WBUbYdtkj06UTxBkOkY7YFvpwY1Vi/CxjP0sIvU/Vfq0UjJcXIv0OcoHuX4W3sXGizwdYlpFyO7cYp+ZIrl8Rxh9u9l6wIh1GJlltKtCzT+ZcfGjDv9Oh7ofEiSwAlIJNjZBSuJSgHKh+pA7bR/q6aQ9amY80iY+HuRAya9CNeDs1f/cWdkKK/6VRMkarw7im341zFy76Q8rURYHHwZzKT+wV3e82fhBaNXmoBl9zT/5c8gH1+aW+dQGXtP37h6J6klIPa2axSy6rlKaSNOJ7KLg359WkPwkMj8S0TZItG56aysQ/fgG0OtmI3UWJYEiuq6pj6ICeypjiWaVrxhypm3vb66INcEBLyDKGA0G9kWSaNtjvqSHLaZSohlRHAwUN8K4okePG/RnqWQfmEdwkpFbCFm8A0xbJP3X32DHNG3Yy3LQ8sHy2WhUHij8rI4/r4u+5F8aA6Iq+8QZHiyzRNd5rN+vy8wIv6mvHpVK6ovgY5jYta1tX4l/rfHFz1wdqNv1Vxf/85euYEaV5l0yyzmic8fKow1gHWrMZvPeARzJ6DjpSp1ENUi8akTUFI8HonsBDRBN8NJPxpXTWxqgAAAAAAAAAAADsgi7j7SoOr6B3itsjZV1Vc7oNM9pi2NYZh10xpzBWVGMyy9Gtu9In897iHr6cgZWOdsZFiQK2P/ubHZQ9DjeSt8EaZpSfWYtHsI9peRKc9oom93ekJ6q8VzCyVpFnfFcOHV88eUwpQrl2/63uJgvsTv5NNuLJ8Qz/Sr3gGDBKFMS5KC3G+mhTA5Qc8i6FWoN0bDa+mE6G9hbb4pkut7gvFN3A6IZ0AD01KFn4RyzML7MCkYCtj/tYvVZJXIeR5LMQc3kX5pSfRjyrfa2PeR4L4/vYmWjj+zoEtgWmF/G4qOOV33GB93OP+mg0RGUOHRtO1Ps0zDKELYGJafohBrcQFYwLk803AhltzijVHl9Gi9H8GrhKnOPdPQgeFDvZcfr1raGdhMljO1UNRpuFsc1fmLJB6gLaHLoXqA7g1NzOWhBPNxEcdZx2tpaktm3k9kIw+Jog2ev4HnPL1AXXhPs5E2LTQKxeZqBkFPpnf6pej6Ayt3auHI4AEI5gzz0iGMla5Ir2asBCbZMd7cd2TC6c52qvhjXEVnXMN1NHtY5CmjeIH6Gwe/B/t6U1NPJeR9EbMUcJ+LD27a94IXy2QsMfBQi1U0f1qvklYD8RrHdEulk1cmYb+bdGw7Pi3I6kQGIyy6qp0ZEw+hGpts251Vjn9fgmuVihbam2oX9h89uiDwS2K+I3gHdhtS57Du7D/cRmnUMR5MDfQJkSA72vClpXdplsz8ukskICWtrywlusUhabcjidY6FI5t2fnyINkluHKZ6+c/zVl6q1Wu6y46K9+mO/Xra6Pd45KmSHCBAM17I4Yvrr6Ib45oYgQsLYN0z5/UTlmkCUI3XvRq0IE3hLV8kLU3zFHHIyrGqbzcPg19aN/A+hOjnTSjuHvaVIF3cSi8GdcBrASV10qWFjx7e1FgCt655+7jYxoDwYpoHPOgEek3wdgGJKFvZM9dxxC3aBKJ6MyxGAcVsB4ZEleq6U1k98lo9Cj3IG71jzT0zPAj585LL5s6C8CaD4xJPVp6yLD+yeWbtMugsoNVFaScIYBCDPPfo0zHIWjouJbKFXFlbwvSFJkdD9lcRCCQzrScoxDW2lNXmoJ9Xj0B00TkaIP/ZFwGu1Is8yFjRXXYhwsQmhdhnBPXam0xedX5TT7o4/F32O1Iao5pejMN0gRPDwnZ4N3cUZ+xygFqsGYWcYGstLvuM2ZEr+YMFDuLt7La+IzIRbBcybjATLMFOtBMU7rND3ASpiVcTXkwW3VAPglOUF3PIk80GFaIRca52HCIi7nqUvHo2bUNQJgnPMAGbKMFwVEXHcdB3JqxxPUy+bHn27SOigQW2kOZtHIIxDFBOiTMD3eqj79QXGg+oeQ3nzmxJh2lcv2KLKCZ4XZwnuhfl1bmePTFGN5QP8MhtcKpXUzlvxBR0Cz3rMzNxrmNYMcizXiKTEAzo/SgwAlJXbe/PCVR0sRRF4QjI9JS6lMDIQjMwkV3LBOAA4UNOWKasSzORGFc01Ubk0C4ePhhYUO4JHDYX3m8iIp6CaNRYURyk4ekWwBNRPxa2OV6+3OdrnUL1kudkcPDW+oGGOmCArmDR6mLdUOQeIYCrR+b3Ih9l+wNZ8bl5IP1glhVYC1X/W9x87XmrWAyA4Yxty59GshxJsZh2EQjoANG9EC0DlAlMicnT2iPN3L2SvTnKHZQHlSEYDzyeYgoVna2W4HvejxsVX8lMOTHqSegKcpb+er7F03b1mWEVHtAG2zbMavHvK54QP1mJD42sc0xeLWdAwRs6WVMk1PWHHmZXlu1H9GrzEvg9iwGhlgOzEVTVurGgL+Dfq0wB5aVx147etWnhTNrVQ5s7vQrF00JBoFxQ413LkbqulunV9Q6JsuOOfe4NGEU6eaZ26N8w3RaVjNgPpUp+jL+Gq9NjencRvdwI145Z0ISLgWB59tM3ISJ1bFabgzFWpkrzYdk1hB+gUCgRY4v2yM2ImusVOnhOoovdlvKhjkT+34HMLpArlxFsV37uJksuM1Yg0UF23UQhY4OkUTLutNg46orX0KGgkjAaP6IblGHIzAPaSS4jXpueNtji2BsJNJDGk6erq9LC3y3nUnq/VtIUKp2iE2Xq+gYmb+nT4SPoHjK0tvx+/phPC41QwUVQRlqE11ecKSCARIG0atBHHu3mKJ1RuL9D7DwWRVv6LDNwI2iVw0qJgYWCoO07c5erk0cIt3XPSDQFKlHsERgnjMgp33ImVERHgQ+dM9ilKQ4JAq2cLvv06hwx7r4btUNt7nhcwq8cWH4uYzXhtBZTov+gdk9w1vTZA2TW2+EFkXDXd64t3rXmzrKFctw+yQTff1kswUTUZOqNTOpwYMwCBYLX2DFTlZR7+y5khB3uoPFO791cz7dJAamghMDkfRZTwAwims2RKDxXHVZsoiB3QQTFRNsTYEcytjEklo1VpWXJMhKTsqaBlqclNKVYL/u+oP0Lqzs0RdkM2sNbLJFKqjl6OxYhJFNi1gm08DGXv7xtl4D3n59sWAPhQE55nI+/b6B/s9Jt5rgwA4bZNOr6z/Oyf25WBo+9XuLx/XYt+ymCkoCb/ToXjGna+Lmliw/PHlGhEZOT+ovCL+Ufw/a+wtUkvFQjz7GXoPKRSz+PWuV+NN1vtG4eAdx+owRr21UkiqMwsDvf3tZmmWjcrE1pAYrnlIiBV+yqe7xxk/8Y3F0HlGVC8vXMT+MSEKw3eTjMRzQ6AtFD4jL9tk7it1Tr5rQ/GHZSdjrXqaXndGmsZyLPqzm9TV5kvYtnLRO375LXP0ll4GwFfCI7ZFjTM3pF32Pf3IGOvaZlQ+wQ7SjB/QqTKUR9TGLYChbuTkqAyNU+jjAGgx9V6E/g+wzcy5eEf7AcFctcvFKdw7V/blzwmF82dVyK48WHIHDw0jLlDmTLKuDT8CtAD6KsS2poScjXL9pvyx3WNVAsB6lJgM+GdN7Kl2PLnOPq4kDMdWYx9Ys2tAtrhvjZ+lDqS+H69wHMEi6zT5FbLHQ0LBMkmWQ/AOtiRNPGl2BQkL9K0ASOwIK4DYEDL0i9p1NAaButF1fiEG887SJcd26YQx5KWKpuki4b4BH4I5xYcWZs9uokjKwSa1bHpJdns7jzADWYSpwenjV47RBta6SqlGw4VX0Ly9W5ynr7hejKACa5ABfCReeZH2RR4PZlAOzJfoLYPa/MlPQSX179oPRfsDJRLppJMCS9ahNJ6v4Vtguj762Z6yz4s21D3iobp5Q2L4NCQfS1iCGMPAs9kStiuKVDgmfKlgJvnZMxSdjDZkP3qggErPlMNRMoU3Jo+Bhks0T1aWnhgU5ki56TP8eTAQ178dMAoFN2eIBtQ4j33prrJ+wP51UCfINjnCgc6KnQfmQ8HRhG5yAoGQRzT6EEDpYvp6mLdqpcIhMajRqBTSZnIBYbVjz+Gso1dxa1HtHm8ZRgo34AWHtV5haqPNLk9xpz1L9qq8FWcmLyt0+JliDDpqjAPB1VDBWt5+qfQk4sucxGqEBbG/BagIgOalPajhh7mcN7RxfmQcUYhtO5XXja9QaJqmy4OkGm/JeKR2B8lQZ3yk9y6dQIdHudt4wlyQPd3TAS7850cZE6lB+024AfbgD/4D2EQDgOLbPOAsLv6mG27JoBEGqPPI4pzrzIx1fiAa4QXxN9LsnmXqSH8lKavuCqp+tAxTvE/NXoGWGhP/unX5ZaUVm/SR5Jx55OQQxlQJAJpPRjaVagF50gxUy4nw5YCwlRoikdIoXuE2P3pM5+hTQEdoXumZTIlNykBOA+8ttEOIV7oX2wM5JnV/wlYrG4ZhCwH/tFm0MCFo8rX0s74lyiVEZDVJWye2JIrGJ+bzNe+/EiDvHmHbUYUPNlMKxbDc2B22p3cw43ouRJG1SY4hXcDjfMh92JyOZ58srvaibVt3nyHuXXp0ZFtnPyaltS/UYm4JHBpMDD+mvZMfi7zZXphFITAghQYfu/bUBf1DpJKRLMwig4NriXjTHYk0mQpCwTfIrgFnPw1H7uA4K6bXsU19+o1KdtEduJNsxHwzk2+wuTE74UuHBNifl9PdE3IZOBRYciPow0bsHMcMz+R8I00bpLPhJfdAVJLN0EvCVt3RpJ5xOy7ecpR0i3zLt0I8iTLIIBIOvFHgbdDzdSXi1W2jFXLW9SWeCSMxkuCjOTvuJ0YBIutxorCKzembI0NOdMJE4pjoMJv4bGAmljzSY+TxFZitU/54gGuHF4jxA16qfWvksN5ajuvUXJ1cGe2QeyG46tkxtifIldvA5yR2hpZskX4t4e/ugv+//VIKHxifD/ESUXGcw75ZsOmLtSr24eywlZRzZ9zWv9PX2ZIsT8C9FX7fWsTFfQTKwIBK5PiAMCfN6AgqsvyV590tPR798XCS5Ph7cUk2W2LDFcVsDsTkMNf+4Hvpw0pylGj45KAUD09x3fvLgcvp7ei1PtSf5nWRMB3cV7IHq5Sl5y0E/VdC9yZvHe3D0teV8rrCyu/dieqq79oK7N80f9P99Aqpy4DB4r4AuLgoZZzoAxtoBCto8YTvpGQPIjgVjTEeceRle4TzLUyBYO7xipx003RWgt8qOvMSRRX4YVUgwWFoG7Ba/DgSgEukJH0aP8tVWEpWw8y7JCtWknqfaCpVUQ/8eAoHTVQc1efKjRZFjUe04IsdHCWro5SQs+ewxDsVG+t8Ak8DhJmRc151uft7kEVoYwAAAAAAAAAAAAAAAAAAAAA)

**Repeating patterns**Continue the pattern, or fill in the missing picture.

![Worksheet example: Pictographs](data:image/webp;base64,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)

**Pictographs**Full and half icons, so students read a key.

![Worksheet example: Grid directions](data:image/webp;base64,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)

**Grid directions**Follow the route, then find the one missing step.

![Worksheet example: Growing patterns](data:image/webp;base64,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)

**Growing patterns**Dot patterns that grow by a rule, step by step.

![Worksheet example: Circle theorems](data:image/webp;base64,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)

**Circle theorems**Labelled angles and arcs, drawn to match the numbers.

![Worksheet example: 3D solids](data:image/webp;base64,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)

**3D solids**Solids with holes, labelled for volume problems.

![Worksheet example: Graphed inequalities](data:image/webp;base64,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)

**Graphed inequalities**Dashed boundary lines and shaded regions on a grid.

![Worksheet example: Scatter plots](data:image/webp;base64,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)

**Scatter plots**A data table and its plot, so students test a claim.

![Worksheet example: Histograms](data:image/webp;base64,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)

**Histograms**Bars with a frequency polygon laid over them.

![Worksheet example: Misleading graphs](data:image/webp;base64,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)

**Misleading graphs**A cut-off axis, so students spot what the graph hides.

![Worksheet example: Slope fields](data:image/webp;base64,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)

**Slope fields**Match the slope field to its differential equation.

\*Examples taken from real CS Genie worksheets. Click any one to see it full size.

No clip art hunting, no graph paper, no drawing axes by hand.

[See it draw for you](https://classroom.studio/us/cs-genie#start)

Step by step

## How to build a sheet in the app

The real CS Genie screens, in the order you use them. Click any one to see it full size.

### By curriculum expectation

![CS Genie screen: Choose how to build](data:image/webp;base64,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)

**Choose how to build**Pick by topic, or by curriculum expectation.

![CS Genie screen: Set problems per expectation](data:image/webp;base64,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)

**Set problems per expectation**Choose how many, Variety or Drill, and Shuffled or Fixed. CS Genie warns you when an expectation runs out of question kinds.

![CS Genie screen: Lay out each section](data:image/webp;base64,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)

**Lay out each section**One section per expectation, titled with its code. Override the layout or rename any section.

![CS Genie screen: Preview before you print](data:image/webp;base64,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)

**Preview before you print**Click any question to see it full size. Shuffle for a different set.

### By topic

![CS Genie screen: Pick your domains](data:image/webp;base64,UklGRrpdAABXRUJQVlA4IK5dAABQNQKdASp4BRMDPpVKoU0lpCOioRJY4LASiWlu+9V7/jhZoYV+R63Y/VThlUw3w+cny8+v8hJ9/0h7gXnp/Sl/nPNm9XP1fv676gHnaesl/pcmd8o/4b1BfF/1L/F/3n9vf7l6S/iXy/9x/t3+V/3H949uL/W8Ufo/9B/2v8/6l/x/7c/k/7r+6/+D9qv91/hf3M80fzX9q/3X+G/G35Avyb+a/5r+/+S3sbdP/2X+r9QX1Q+e/9L/F/6X9sfbl9j/z/+E/e33K/M/7l/uv8V+Uv2AfzD+nf6/+5flH8xf7vwU/VP2s+AP+a/23/1f47/ZfCX/X//P/S/8H07/m/+r/+H+3+An+ef3L/xdmP0vww1FzFhetfj1qYsL1r8etTFhetfj1qYsL1r8etTFhetfj1qYsL1r8etQ/CKwLX49amLC9a/HrUxYXrX49amLC9a/HrUxYXrX49amLC9a/HrUuALIfehkAtyDWNlaMsjGKT7JMZqon5kcwNdHjQlm+7YmgDPrzyQCWHCOzel1aBqUkmpMHhwWfqUrsWF61+PWpiwvWvx61MWF61+PWpiwvWvx61MWF61+PWpcM4HCEd7m4+D5j5+PFG+sU1TptbFKLJodfsK1vCkJM6+hwsKvD7IKpTyggxrm+nRF61+PWpiwvWvx61MWF61+PWpiwvWvx61MWF61+PWpiuFFUOCzX2piwvtetlFzFhetfj1qYsL1r8etTFhetfj1qYsL1r8etTFhetfj2AVbkq0BiqpuBD13xSbgQ9d8Um4EPXfFJuBD13xSbgQ9d8Um4EPXfFJuBD13xSbgQ9d8Um4EPXfFJuBD13xSbgQ9d8Um4EOgfYBvX79cvgO2PRvGyRA0iux/ivDFZTrrRxzYvhiqoA0rhZDkR+MerylbhI+jGTVZHjbFpaNFCR1Cq8A6dxizmHH8LHgufyt/Q2VUnNCQH/vz+J+TTafxtIffQJRlCwwA8I7ZawpldpJzK8Lr0ayLc38GqAFMhBucuTFLlyJs3fMs7YZeqpGvr3zaLZuNyBCXaVEDLQ363I89s0tbdy5HntmlrbuXI89h0/koI/czYE47qTuJSy2nPG+6auNTMnCYd6+ggEYahuD0+pLMcQR+pGcG/F3KaOIDb3Ttqy78Tqd14ZUoL3B2grqkW8XZzBp2HgcxRpMleS/QnMeMSgraAGbu2QChBcXTm7O+/lA3pK8x4TBkfVMA0eHM42BuCrIfj9ClL7mNRyrALYs4L2LkPtUeD9ZbJhUYMC1+PWpiwvWvx61MWF61+PWpiwjIyIaa+OsXWppoXhZdygWeeCXRg/3UT1kHfVwDwnReI5ZiCk1CFWekpNQjjxpKTUI5Z5+0niO/yU3Ah674pNwIeu+KTcCHrvik3Ah674pNwIeu+KTcCHrvii3Yg0CI9gjpKGrTa2FlUO17do+PBQNn3ph/B1r8RwT0aGnzrUhheyCpROkpBATIB3wFwwAmQDvgLhgBMgHfAXDACZAO+AuGAEyAd7oasjEHol8WNgPXA4uK89MY+0KbfIGtFxvxsAyxg35gMpKTJj+vCQYo53ora6E1ekbyROCuC3AuCV7CB4P7ckOPxuycQbzyRhx4yKp6BYgxLp5GZFmCGmSfXXN4tq9E21BBmRSGrKEm4GZM8ms88uD4f6GMo5V4vjV3lsiwUe/9TLDakqc1kDI/f1q6VEKICizMqkJyufzD0agYs+2iCuO5rqXfeBaD8AKJbYKcoXnCWFVFzFhetfj1qYsL1r8etTFhetfj1qYsL1r8P5ZWUhgUCjsawkLiCjNBybLvNQ4UQb0a8fq4fAgOXKgC3OIYkfCgd10oIhf5G8T4WFINlwioThhyvsiZD2Rr7pAR6q+EP4fKgvrwpXqjUcKSgwqouYsL1r8etTFhetfj1qYsL1r8etTFhetfjr8Zz/QWPv5SkYSmF6L9pBSIifyo5BLDUlCnhbSkwau0tHxi3ViQVCEZLjUQwXdbsUEnGEAFzGQ0tCrUsBOZ+QvsW0v/xkh8Z+1XJB75qT8P8shsgZPB7UlDVuknRVU/XBoVOYJQid8H+x37PmI6SOut21B1zGQVGfYYBuVHQw+9RC5SUetTFhetfj1qYsL1r8etTFhetfj1qYsL1r8es0IBAtIvHCfkAx92cGCa99Dh4QplB25QoQ96AG+RXYLMd2mrQKYnRx8VcIsGxQKA6XC6kw+BFUIdB+1VFzFhetfj1qYsL1r8etTFhetfj1qYsL1r8etTFhoPF99QStjHfrlBt+n4XpWpiwvWvx61MWF61+PWpiwvWvx61MWF61+PWpifxzlNnbX3hxiR73tJh0c+qmv5S/H0Lv04Ks5A9/4U9rpwDEiy0pJNJTjAwqouYsL1r8etTFhetfj1qYsL1r8etTFhetdQ689709yU+1ECaatzOyBwh4dwNzoW+iM1qBvq+ialHLy4gtE9wQx0evC9a/Hp+w2XZkIrAtfj1qYsL1r8etTFhetfj1qYsL1r8etS6IXeqqUNF4jlnpKTUA94n99Yi8L1r8etTFhetfj1qYsL1r8etTFhetfj1qYsL0QHdQE59VRu+YUayYPNK5eMgo1kweaVy8ZBRq42tIEnFxtJXuVb7mZ8vGQUayYPNK5eMgo1kweaVy8YjmvBz5e/kiFLO5xnHfrlJElvVUb6S02v0H31DnGcd+uUkSW9UcUXUeh/T4UvEnFwtjmaTExcqfIoqA1KOkheeZAO+ApR/AR61149ZAwJVRs6/7FL9Z/6dlhTYtQ3gG85xHi0MxGcC7WYzjfGbCNDdDMWu5HzXmKvVfjRk+gjCkRkrnZmPBAlC3w6cBGEchYZkqhiqtzq+BE4SIdCo1m9B+0Z1viQQ6pj82QJDAjbwGvggz4WCsZQSj1qYsIqel1AeQjXspfCin+gSBvWIoI7DP95nZ+UQisC185y1KPO4SBFS5O41j75SAVSRQexhGsSXZwYGFVFzFikvnnCwV77lUBmC6vQjTi/haY4q+TKqYsL1r8e9ESSMU59SCmw7bbgPWpWipxxGx8N0gf/SFv7wvWvx6zYtQiWh1GaiyCQt94gZgQDMGppIrKVUXMWF6ysIhY1+InnHGdIkH0qqv172FBCzk/u66F61+PWpi3jnlGRrcMHDbym86gOFuQfjD9msL1r8etTILzSuzT+FPUBpWEmuSfbakweaVy8ZBRrJg80rl4yCjWS+re7sgWtNED89T3y+beDnbBZavw2c+L0CyYPNK5eMgo1kweaU+3o/E54umstXJcNqyc+AsKMp9tLO5xnHfph6GuRHvPFIaLNAKqwfjn8kt+uUkSW/TNHXa3bpnAVZiCUlCOWekpNQjlno+SxfQLgK3Ah674pNwIeu+KTVQj+6WdzjOO/XKSJLUsApc4zjv1ykiS36zyKORSVoiXL6hzjOO/XKSJLIVPbOLOzLcCvO65SRJb9cpIkt+uFB/MgN/p2eVKSJLfrlJElvhVDC7rdeBueKr8X31DnGcd+uUhv/a/maV6Yyww8HqKm5GX0VoBsrjmikCRbjLwTYA/05bJ55FfSf27OzwaO0nk4AE8xYXrX6J5nTXG58yX6qHN/0CeRBTpp+YHlO5uhGIVdgF4BjPFizz9R8bp2LeNSIoOk80sfOP5KqLmLDIttFT23Hoh9nxhRyoOMmUYYJk62aKlviaxdeTsvpKPWpixSX2TmJk2IPIUfp+0QBJeRKP6g2UyYBbWQCgkWW7W/INSkkTLUdtPWpiwvWwQEJLho6VpAgGoO6p+t13OSkbrK0xUDCqi5kFAXbpITd20w0pb9lOAVAwvrrt0eXZkIrAvxFSr8m8nc+fYzYrFqYsL1r8hx0yzzdqr2sP03lDxnQGQisC1+Q56y7yIbxAIIz3eggQToi7lqERg/QlBKMJLsyEVgWwPv4b/1gffP8FDLEyV59nbf31pQqeVnnbEsC1+PWpixSWX1vAo0UXfq3RNKBO+OXEpSDhIofWpiwvW1k0HT7KhbK1ZMCJMkmiGPDQBEf/c1RKPWpiwvW1okKyALIIYJs479cpIkt+ma7SvUhVMCbFBMvjX2b9cpIkt+uTUbyujegXigj1P6CQSYx365SRJb9b+4MhcHJbrCBHxrk04zjv1ykiS3ur9G7tLmdJZGlnc4zjv1ykiSyRdnGawP9c8X31DnGcd+uUh0lbx7htlSS365SRJb9cpIkHvmyAd95UpIkt+uUkSWEniqpbJ+igiio15AUwQXb8etTFhdGCNypqV9UBh+Y4vFow2wWpiwvWvyFpWZNlsUS+feZO4ZML1r8etS+jy93BWq1M6Iq7+H30PrUxYXrXFiah+deBaRI6s5jqnIjeHWBA2Lg/6VZGL1r8etTIKsxvl0YW+SeCXeFkm4HsHs/4lbj4F61+PWpkFCiZAtg/lquRB8j8IaKi0kC3QYGFVFzFikxD+guHfLT/TicEfMSIvWvx61OdWZ6zJ6iF8byeAMAen/ZxgZ4OYIl+YpE07c3bWpiwvWv0UX2V82uS+a8JtpfNUc16bUNa4VMjfd0xjYavx61MWF8nEfjzvrNj9kZXEi8S2ekmt2DSM7CCInspdD/eF61+Pec2VeeuhP54yOgv0zKg4yVCZuPHhwIF5GGOxRn8KqLmLDI13HO/MgZ7d9Bj5ssEijG9UQN+JRLJHJ9YOERdmQisC/EDnP0+6aIAoE640U/gz7F7r2sYu+X42M3KXClB/eF61+Q486fatfKuxEECgv2F69rudVEzd5x+vKSLC9a/Hro9GmE+1KMDWpgLT55dDWR7PHMNRuc8BgkIm28L1r8etZoOc4u3o7rpkwt61GRYAnVnWpiwvWvyHHL7TIweJuvFc7CeQt9kvz6oNjCH2d5ZtJRa1MWF61+idSKIqpJWRnLIAOKrQMCLJ4lHrUxYXrayWo8CDaxTynDQInyD4LeE8zF2PWpiwvWwQEBP87oK3Hq6JElv1ykiS3urFEijAIxCSGf7U9XKskt+uUkSW/RnIzNtaHtAcX1rjSRJb9cpIkswSLzzvVl8nh2UhhrffUOcZx364AkzAr4WBa/HrUxYXrX49a8BBElv1ykiS365D8oa331DnGcd+uUkPEetTFhetfj1qYsL1r8etTFhetfj1qYsL1r8etTFhetfj1qYsL1r8etTFhetfj1qYsL1r8etTFhetfj1qYsL1r8etTFhetfj1qYsL1r8etTFhetfj1qYsL1r8etTFhetfj1qYsL1r8etTFhetfj1qYsL1r8etTFhetfj1qYsL1r8etTFhetfj1qYsL1r8etTFhetfj1qYsL1r8etTFhetfj1qYsL1r8etTFhetfj1qYsL1r8etTFhetfj1qYsL1r8etTFhetfj1qYsL1r8etTFhetfj1qYsL1r8etTFhetfj1qYsL1r8etTFhetfj1qYsL1r8etTFhetfj1qYsL1r8etTFhetfj1qYsL1r8etTFhetfj1qYsL1r8etTFhetfj1qYsL1r8etTFhetfj1qYsL1r8etTFhetfj1qYsL1r8etTFhetfj1qYsL1r8etTFhetfj1qYsL1r8etTFhetfj1qYsL1r8etTFhetfT2/v8epKXIMhFx68eYA6vElYNwErb8XoFao620tJ4D3L5zDLvNvnPulBpLkG0FvftH64ZPfheCviKVqgDMgNTK3yCyqHlAvTFhetfj1qYsL1r8etTFhetfj1qYsL1r8etTEhBilnEFHJHYTmOIrNzTVG6wVH1pm+f5SCrf0P6YHM2HKqPaNNkMbjMOF1JEkKS2HrmBgzYkK040I+rqGqPWBsIlHCBibF6v3GDtWVnAurAtfj1qYsL1r8etTFhetfj1qYsL1r8etTFhesDJWRXfxiSt0vYkCZ/lArnUqBd2iw39xnEVU4CEPFcQf+DKo2JvFFN2dLNPSUethvAXrX49amLC9a/HrUxYXrX49amLC9a/HrUxYXsLL3DewkrsLJBGdBINR1PMzj3p4HsoOecsC1+PWpiwvWvx61MWF61+PWpiwvWvx61MWF61+PWpiwvtaB+erFiGqAAP7/ojAAAABevOTnrAAAACsxb3PSBrB+l6yXI/byt/9TzsR90pWP9/h9uXRwo9KpRVUeqo63kMGVqpbSZeYPlraPeB6b822f57Q3+dxQ9Hw7V9HIfzNcYypmD7MRG1xaMKd5Z5XvVOouc/McSPiTh0qpmfaFSecGOXxrE0bFpcuFNo/QA8jkQOuSQ+zysbujwxgpFKof2eC2w5RI8ZVK9at7YBOKsll2RjHf7CheRr9C7Jdi1SEPQjYriJZe+ufR6vB5Ki/J4bJTyLavHM9bdv2HM6seNVeg2Dslb0n/ug7Hp6HjZGBCM21uc5wunKFw/cPWXF8CnbyjH7VD92MpLeaV09NhLYx84CdsDi+IqlZlfxO3eYD923WsVx6WZIEESVyCyfOgaWwJfrYIboyAPNuWdUOjT+IYXqo2d+EvGpnnnDTM/SD9Gpu7U7Rk+ioFS3B+sqkPpnV1YCCKxvv8KGVPwOKPOYwJDKK2oW91HUTzz/OVORVYxeiCFvRMTxKjNWv2WdK4hUrvomp1VlfW7GXm7qffuFFy46D0nDADAwatBjNBnASWf+B6GC7NfT8o1/4hEoIXxiIADvG9rY3mwPTrpYINvVW0E0ZR9+tmaAhiOKytfHY/KnbM9AjlYQtSNP2U/QCwvRTeciC7h8wPDN2YWd6yRu2g+lDhYDzgEmsUItDu76ZZtDtZRoH5AVhRIpzUEAAAKmiB+I7VEgWEotMhPYrDgJJcO0oCfFnWZN6/8cpR9nEVAifa6wj0lLC/j2b73euUFBywdRi77FgdWv7qFlgWa0NIWAwvDPVNtltHqgf1O5f4gKep3THRv5WaSRZo6pKxq3HuGdbxn0h5ir7Ntv/Hmvlj5Ux+ZQubZa15iyHVqlDK4wqIvgE8xwIbvyzqfj6YLqChfJPC6Jqe3j6iaCSzhmBaqSV0Jq/xuDaluUDb7H+Ype3KXCp0ic52U3CP2nHo+PP1dwKhgBQeXCe4oAz+ZC6Uz6npYa2vDAbvEQjmrgDdaYTAWWmuqfh6nGD19UpCbEEd9Prz9O2uSRVBHznwnwR+GDINCD4UlD9a0nB7hqPVjs1x3TFz+wAAAAFsI3bVeHIAUYMdBwRGxhtLP6AAAAAPFh0xlfPSh0ukhrs6ZnLRNhdDG3EPvvZv+repszDjJwHBszDjJwHBszDjJwHBszDjJwHBszDjJwHBszDjJwHBszDjJwHBszDjJwHBszDjJwHBszDjJwHBszDjJwHBszDjJwHBszDjJwHBszDjJwHBszDjJwHBszDjJwHBszDjJwHBszDjJwHBszDjJwHBszDjJwHBszDjJwHBszDjJwHBszDjJwHBszDjJwHBszDjJwHBszDjJv5sHZ3THKzBQoivGkkKx+sXrnb67tKwJYpZ+pft4O60OcYzUAZBPqCpxWShnGIjpxqvULbAzTE/m5tUL/ZCqryQ73nIvyam1a1mm4Ds5huUG4qlPuijsOhiy5RAvtvhnsR6DyTUHyxyBiOGcLJnyf7cUASSt0vCTda3flO3qhg5XYdlIo5zM3ecmoZGPjyPptxN2ll4smkq6iE9H33cowoZHjw/59MN21tWOe15ZZi3oemzAVO5dd2kTlhOnoPhCh9JUwf4BPiEkzKHYHPFqfdZGbQTGeVCTqWUa6xrA8jz4UnMLpWSelLmDJ+5qAHSqJ7jL7nhCG3yggX+nHYAwwT+tVqQT134/UntZrwqHMbWRTwH90kE3dBmDr4x4p57CKf0gbU1obrmFpVAm8sOHy/mI2ngYaNDKxpj7ZqmNhQYRg9HjobBSwwpGgZd/eAjILg+GWp/DLCsjjxVeAA0r/A8ANBMi0BYUoqwChnZz3Oj3qbFKXCFjhDhcyoXcqg36ovwzU6P0y5tjYtPG2pQJApLItKCHe/6DGvCbVJemndGrtvcuHVxQ6O4bDBbow8NpC+I5OETfaPxMt7pl474/VkqDEhsOg7D9/VUWAnbJk0t3xm4ontIRZFgEuSve/RbFZ6I19eFcZnraH6hyDF/2utfzsm6h3IYjtlcCVuWimZIUsvc1Ur47RcXEvdpYAdLCB9FSaKoVEW/1j4X+ARHsVxcbURfiXgn0MzfC4krZAdIf7vB5HKmWmDEXxfPbP0FMvEyxmaeh43bHPE8J0zBj52Fi2nJPRzJHHHF3h7htTFzEVJFAwJw773nsq7NQiT6TsEp8yBB9p9Nn16IdjcoReVqva7pSq2430GFNAkg3OOOITVkf9QUEU7z7H0ir2JMF0GGj1JTyV3HuW64b5hZKEGmK5p9bGX8DHEQDoCzEcacjDmCXGZvlIzSrepYofegZ48O2fc5lMMK77jgGFfIN+yKmDhMrNHNu7rkMz9J5z7jJWrW4jPlL+IyZguftjevmIjBBlgfKbOAhXod3t/IUpyzXoLuGFvDQCvIfcZx/PB6cUqh+mxoNHJVZvvNmT4ozSyp1yEmuKjvBUo8EFytK0RSDTEyFWVKdpxDYOdEVDtyjZZ+yK/gSdmXQ6ZRoY1pGCavs+ZhEAkbIXkkDIANI2TbtrniAVO1fdKqPyppL+U9/1PtdxevfqeqvMd0FveqZfVOZAmGeO/+VRWY6rZKIgo1teaN4TtCHfCSDCZ0QBytFS9x1MA0onxxFyk84kQV4OwfNTJjwjCb7O6MBnwtBRcyRauCVHo9klnJ4/IO370TdAYAgEVhBx6/to6VjC+btxWJPPt4Fq4b5I3sndjscFaRj19V+K1U4hNkcg4ren8/jnwLVXkpFdv7Lxut3GONy/0HN6CUZDNskQFVjZOwavaGw36WUTpPyRmMgJ6kK7toMq5XTI42hv72z+kzOhDbdpwxkah/OTm9RKSfsO7Rl+6Uz019s0RxrC/VgzkpN+q1ROvfHi6SqdWYUW7PwDaRXKFWVD2mR5VvP08n+1NjLWvw5PZT55TEz0UzjCZrlanZ/OTZFeEEk4VxA0dlaTMEoC/FGUW14D3kgTpl+r7910fWWdWSNmdZ4b+rrpu4fYrLeiZN3l3D/lbkX/toWbK8FUofwUL8AKT4Vv5qJJD7CpM74uROwzS79+3VLL7f437WkY+fRPpDuzgZkvpYNBSA35xGcfRnXO6wvoxHxFqvsQhvH2kk92dEURNcw+Ll7tFOg1xFbF44EIPcIulEB5/5NPQ2ZLptKiH5KgdU5oSDdmgV6YJ5X7UHkW7LBipXOrGHendT8QiYRvlcVu8cOid70a/gPR6s4RMq5V9KlhwYq9ga9cjyhAAAAAAAAAqfj00YLp3Vf5M7aKFATH0dRf72G45PwbeoQZklne69zbaHp5IQ2flvDeRnIdFg3u78ovbXwVJD/w4vn8WeZuaRWGfbZ0sav89QtTPcYzFczp/pCZGLNa0uyKoBLxeTSKuZFjaBdfdPvwrjF2puz1Ce0BZ3D2C7JF4ueC4RZkRT5LEzPofSewPM1KhFBT0Xuiqg3HQfKc1CECk57A7dtJB9mzS+DmwLqYFQgoJGMt+XvQH05sfVnSNAe0l6lk/lShhMDIIfHVsgSqOrMMPE3QuMSG4X6fMekvytl44M0c9p4DYUfGpmZLatHCQdePOdwgE9Dkqw6Komx2MK7+AWBtDzcdrMHEPZSkH9M/onjRoHpcRXYHr2VnmvT7wodSJ3h7Bd5BuubESFOHSHfHlPwkGySq9qwxRoW/zzUeK7oA9kP4svajqXKAsyo/2JEl+WaRKVIHW6SBOagL4L3uQ4HBblVORvcWFtJdIZzsBY5Rhgp0cLl+aJ4zq4/OLb3jb6fceV3xeHtQzXBb6GvlfLZ/hX1Tt5mXkQE+46FOp3CIPyF5pWWaw5WqfcXD3EbrRbLGa+k3BYfT1Hw2wXhOFeD1N5vzL/ICwpXFgEHH6mGNwdtKElGsswhB+ARoGRpQun8In+AA3Oip8qgWKfEA+31e3RAThPif611rmj539dCllot95AXQqjzOExb+SLvh0zGDEFky0MiFqDjrTgaecxY9DU7/VuYlPqfpWlO8GU2aTXJ3aBlGolTFRpwKKn1wbYLW6nvOt/fenTUPJprYvHb69ISMsPDb8I2KWs0yCrbNRvCl1tl6uxw3Plpic+oAYzSvmIuPKYTPHdzc0I735+eoElVE7bqI4F9kR4R+3taR7zDn8TH9U73h8EcTz8ZTshKLkAmjoEPW+J5klN2bTNz9tFCak71AD/iBfCXOYnum7Zns0UWUZFIdhnyjXBMA0fDgE6K0mz/zQP09t/Cxh/mFNoguXoJ8hQ2P51FFuRQg3yA32+lRqCqTWKzXN44+/Zhph3Ltsg5ydtMypV9AWj3ZycoIBLEmq7gtDkXmTjYhipDx8wxUgiVP/HLaoWdJQOjJYM0jtLLLlaVgCkg9brbBjic1r1ac7+orn5sLzyHBKbgxB9lJ1UAWaegl+RHhlJEx9UYuaX8ex1p+mER94PeQ8FEe91ETccT5Rlbl3ZTIKH3bQfv2MLMCavAywym2XHOeeJi5BTfTTZjepgvtmzs9MCBzi5eTxKQxEnzwUnJbTuaDNvzvV52cKRnQ1KsGV2p8Xo5wQAogGbsOoEFu3HAK+V2q13FiOvpx1h7dBXHWkrRyds6RDXVAQvEgsvD0FAZ32CVNdpotNYQ5GuQFsHQIUgCPSweUSlTsZrc3QyOjNvtdbAZUWa7acCkdfUEsEOREHkr6lZitXUzqYlwuR0LMkpZ2kNIopfKBHU+SG0bkyPLHEBsMyWiYrPHBahsGI/gJR1fjDXHM1uMyK8KFY4+K36jTjpwJXr+YkMtgAE3vnkD9uet9AiKRzakBZKERr4Zz4r+4wp/IIFn90ly8LkzDWPDvvC48QyK1SQYaPYKTzrlFyKzgUE06KIUdlofI+Xj2MxNVIWlf56Rwkqgw5ZYPDHZsMGDaDkx6T57z6BU4IYsBIzkmNV43xXy3V/SH3jdkNDOhlk3kT/qBEdRi3xVAGoifTcxTbNFllPwDW8TChSbCHym9H+aH34+vrSCxJXfCJAun6BgYrIIGsl0PrF2aG9AEPaB1u8/PfHbJP5yoCELQ9E62RAM4YDlmB1uBCbZwN0KzLFvF4OMa8Dwx2Clke+1T0INmxTA/a/AYqeT73yqMafveqIHjmubMbybEy6mqbcPwFm9WXDpUUzHOoHdRn3L2ozVWLYU2AoU6yGcUXAmsaSSIWGSMyDrd2nBEDrd2nBEDrd2nBEDrd2nBEDrd2nBEDrd2nBEDrd2nBEDrd2nBEDrd2nBEDrd2m7mljFH86DJWqVUoGevDzv5fu2IXfUkEeQw8EJM/xdxtxiyQEWAXXSB79cZWIPMVd8xY86TS/tuiaZIELQcX/C/VAyPbi9I2A+nrft/tqSHNVeWaLJeuXtQsS0X0ODFdwfhs4sKzYOmW8MXmF+l/cBnBt8xZjXbBLHV/52lxGW+W811UyXth+6aJk6qguU0ivwizs3dQAAAAAGbNQFcvyIkHuy1BbDaLjakxgBfn/ANSxfyowzhyp56dtmtosYO+8hUIThHybP02E+JPYE+YqJG4sOVuzxhzB3A/IIKSwfO+Jp9jy5HjKOYOmKVeeIEzsMwCScv9WCYya0hGcxZwKdtRZuWyl2/lIoqIdJB9Y695XsWAchmVNJ883H002a1YhlF2z1mqVYOuqW1AA9l3zX2v6PgemNATvBs6esZBEgwwJYfVD/TQzmJw5Vyti0FxnMp9uaK+34UWEJ9v6nEjutfL5fDONa5zp24KKlOFrgXXU9f5rOmDlpoJzNS4rLI061jddevWwhGLPUDoLN56hedmVArRnwB3N2/lzowHjNVc1hF9guTDD2VEwogdZrlSMD97OCxd+TsvgYinnyzNgBcuzHCyv3YP7JNqaCn5jTASMlym4q2UJ3TUDzIDnQpqVblTvxJYQZDuZ73j/UWY/v5cZzFDx5AfySW18GZVDjsgUccY3Y1vNWT4CgicRMNSvwY8W8i9OqyVJsyCzcwPhUVPPJYFsmd+5HUDCRiCCkE1SXSDvdUgDdF0tgcrC/e4W3zraFiiXm3LnnkAg2Gb81k+NyNu6P1Vxm58SSEUpgtolTdpZgdfAFXt0r8wDZPMJJsFS15GdFZ7XRK418N1tf1lrTNoYTDKdFFwamvzzsHDoe3/LI8U2O6QMUbI/z+isa5EFixulme1jZh4zfV1wYKHBAwey7L89NtfvIRcC8O/kWYD1rxxBWJq8ec+cZO2vFSWWzt4mZZkOFpZH6FiJ6R79ckPravjuIjI2s0pjy/BRWXd7Od5lvkkn3XFH734gPIEDWqVA7nCYeQIBCJAV+ay1IRbcd8SKg+qaY30rBRL1CvIsGP8X8ACcNRIbIx4WGiwbB8fw22TrYZpYMKopTjHxL8b9pYDDj2T8uw17Do8gRa/gj8QpNRf+SueoFGuAXe83NRBuYBrDvBJfU23j2IpytOt6/3jNd5PO2arW4V5YAJ5fFR/iwPYSPqJoJCympYYzRnfZdW44P4VOTYtZms3ojtrbhNUA8hjrZb/OM5lQnhovffTqeGJOc0bYlfsUt2G4Q1P8GTLtXSLeNLTzpFlHHtshMi7Lq2+TANVskq8d4AngPBqOjGvyOVQS6IHCI3HKclNkTpRdM80+yQs1XELbAurRLFLtPBxvzl6qoKoZ2PjDht2UHwkIF1AzVZgpnABtj1ZxApVi4ZYafz5TIUsaUul+x9Zgej9LzTAsxuZSAgwoQ4yeLQv1Fnmrmy/Ky6L7sHVyK0+K1ARpQBsTkNv+9/OPmf/uGWIqi5vpleL+UK/kr2Hb9zu0xvChNPhDjaYrwWJgxp32iX6Z80FMCSETiR1cRDshPYVYEAVcjMvzWSM6R4/R8W9b4rs8IxtDjCJ2HxAPKJp6tEGj5UadJ8fCcgNgAcf79cOjiVDOQAiPUtDy8OsnfiE34yol2vTENvqc59flFpInnAfo2clbo17MwE/NWE4A9WRdk1rWDteUHFQN32rmnHqj0cKxSeWiM3HR2mSPHm5dUaXSFcuTAPNdcfe2gtg0zXbKawrLwqCf/KHFhHvESGtuKUGASSmFkW5QIWwgBdaH2/8suea9CrP7VFwMNuVMisyG9DZkHK5yauvHu1n0H2MEENUYDzVXGcFqjV1l4XNG3Vy0dLgnopktRmqcfUazzttfeRr9xJvwL2GIRT58RCFbPjxk9gV0bK4hjwerOTGio5h1MUaolHrYIrgCI6s9yGUmg0eeJ3b6RMkkWxGtgazBiH1b5ZBCUAneC0IWJs+dwhSppIE0f+gjrr2nuV2JvKs30ZSFSrpGW3bwPIVanS+HfExHYzTyRCPZleBXnExdgjU9lZYbFxQrbbFqw0xFvhbZkGdZ1E3tBkWwWaaAm08MnyK9cIqX9zlnKr6lmEInIZygF/+1Xd3F7Pkc37QPgYQh+IQCOGWTs2vwQ0LfTUyQEVDHkWC3jyjwQzzFUvMWQGkfgOoivaZPf5X3jzTzcHq6Djo5f/pUcB9cKvjxh8x/buuCC4jlkgQ7T11qosJZsocDsY+MC3fhT+rpY8n9PAsaKgmFo5W1z1/lOymqncGZ3dO8IQBmohzrukpvu1no7hN5K0FjxWN/rEkz8uf4hI7xVhxuZYV2/l9kFd/ZIcOCbf1fWnLtdjb21gL3x/GbSOaYvYgFegfF5ZyZCj/zGit6xcYquRwkkfEKDbGDfA8lweDpAAAALLRVoWZlknrpOD/ovart79265rQ9LIkL4EiNs9wlKMXKE/xeJBRO3KWBV4Y0oCJccKLCHyOCkgQDQxffStdVBsL1oVAWdsNc2seAMWtteyMWhc1riVpXBuQ4vcTQ/GF22DDxLS00TwhVtw8eW9M4a2GF8csNlfll9xCybk6QS6wGcRcUYqFMX3KQ+DZvW+mnQeL9mlld/MQX/BjdsbJH3QTR2p99gv5iLlZCd8ru71KSoi38mxqzqHsvfv2MPf1wdfFe6xiiDzBtEXVp8govcKr3+liPGAbGwBAAhJ46PcZWNvZipI3wPNrpr8NOIKYGG67NyJJoR0Mv8YMwEBCIxgLxE0karkR3Ai1Rvxn7DCVk0GxzYD7qqWLfZZ+qBdiUBItwIbZmtcz0iP6Tb/e0inYYcRAKCh8dl4a+t00VcUhQFUS3KQeg0+tRGcZwko5//4YEMmwfYZcCaRMzR9snT+sssLkYx9lrCDZUIKfxLwCuwpiYVg3Fkx6QlHZ/iO4qp5oNWaxXl8PExMeknZRG7Xu7iTfww8weI9JoK8bGW+e+HFud7Y2gTIJUNvvAScXPysiKiCqvX33yHE5DExR00AqHQHY6G8omQELwAECNF5wQIgU569VKG8p3RMAnjo+hcKfZhho23yKpTqe1xK1mNvZzmrnRycNGY0XfhDwhhSKgB8VzXoE54MbPki8ZA6qqW94iXn2ZOEQ+hRVWfaqYdm+mE35yCQ2dGuCRcAAAnvU3LGvg+XoHj1aN+Bkfyv4yh3WiZmas/vcOtWfh2bapFw2+ykrOY/1TfkKX2NK97HsdDYK3XDobSTWTmGLsszPBlESMo7n8XK+rs0qx6rO2eMIIXMMua6tGkUjsXan1GO+HqI/oiAFgHnmagXIozUC39sDPewd3Dz4ccsDKSNg2M5q5oNWDEKZQS2DK2lL0ZWXC0yf6fdjqK1vMuTqHfidjdzUQyiPEd2zEfg0VxqxV5256w80dRy6hSTpudVkV4WJBMLRoW+HiIwrBMo06IGadDcIGw/M9YQfT83kdVGXi4rq6WyX70Z0FZ59H++j9r+FxPq/e2+BbeKBIriRT/FQ0IJWF9etn6Efk4PFJ78zGPC7+Z7wLQU9kLUMiqCqJcT44jS8n40fJHoPVpJkpE6PVzE9pTvoHScBbUnoQeFavQ37BKsbIDhsVuQ5bXbximPrTLGnVIJQYI+m1nd5JkdHd41NSAULpiCFG2+J7Y1wy1mPe9309kvCZQLF/SR6fkmNtGHIoqXk0q0y/99XQHm6KKmAjeL9xQw8Cw0xpCVD6h3UvnTeuNwmt4waIYl+ryMK3hTReQev4EPYqDKDIS1AkCPVXvnYFP61dyYiY6xKiI3zqmtoKV/Gxk50KBoKjoteqldEIrb48YVxYUswMD3zu2vxQDdooCQgjs92sMZgspVbpkw41S52kLmxwyJ7d/dQqmyzLf2TIjC8zaMKNuam5/UQuP90oGZrNW6Zi+x5Q9C+ehotT+BB/dYDyohNq+3nwoSH+Ndr3NrejtdIYgxSrWcEMnUuCVPrKCqUWuXOtJg4s6wqG7cRxZOz5uAVkYb+plmMdK7wQ/xFG0fkn+Tuj3Nyk3rUFv+uPIrSwKwR+BPFRprGldiXEax768HR/FH10zz3oknAzSlHlf53j+wLIf01Qm17WJSQ/8K2QocE2dOGAnBiR+3QpFcExwXsS8kypDK66V5qRFocIgUvSvfWhbpq7WUlNTVrHo6ejVDboRsJJTwZNJ2N+Batxbf7xX3EbiI/KwfiX7004uXIT6DIbZkIltfLTWCabBqBIhDJwQlDD4SQ6elLPdECirWo3rDv03TaEzCJOlc71VEg7fiwQHND2N11g08MFCVuPnuUhNLl+WBj/ZoJy0dF4w5a0yzWvsGsMAJEhxk0UDr+vJ2kUZizHL+ze3smjGchISLyC1Vo+xoHAVM2KC796kEgjiAfWBns/weKnwACWWIXyWH7NnVY2sf3kB2pMhaN4QyPqaVnYc1+W1ILjy+UZvmzqjyn8lRkskDMN4c9M83d4QTBxxLASV9N7jZCoKXGMz1VglvOVFo8nd/lNEN9swJ0EYsifDPa5gApv2cRJyr7wa+w32Fr45XUvCJvFWwDJO1PXW3zwtbsOxL2uq/Oqi4MkefPPpVaUfOWjyTx5LWEzH2YBO16hdDGnwLy3ze6eoXN0lMdYmFx2D3554b8/yjQFVnJY6yXde2xyTz0BrsI55CLG+fGHwG9AEuuE0uhKsqeOa0tvD91pRt2XkbZ/3Ktt/S1AIDcPm0ckD5UQw3wuJaimS5Rq2LlARRVxF46WkFwXDgmrNcfoQxu3rDeOrDHg5oZ14eUaEbvjU7ZLxYAqP0OF4sW2mvIY3HjbDJHEISUhpMkA98pLIO6pU/A1D++oCRJ9RfuxEd+090svkEgsxGYEPZ+w6QLcnvnctmw9ZjWxE6HGTlPY22R7G1J/2Dp1woaI5mvaOo8/ECHeKls8fbYKNi4G4dBiICtK0symx/+N/EE8SRcSItKmPtib/ADdpimImOo+MMzkPVxUODA8xL0+PKMLqNv9ieWUfKY7mePoq/vYig1wlRSJHUqsSGTRYK0UXGkCMUJdVJpA/QKaamZABMn1uFRypJ9J8pfG5luBdjiRuEe/9BlZ+VXkKv3ZzQ+7VZVxJk/ZEoG7vEmbuOJ9RM7wAAA0szWo5CKdeMP97pC+3Wd0t7V6KX0o4oHxLyvM9btqfD02QC5sGnK5/snYumgVn2T4Suav//sR0/HQkkP2dttQQzvG7/UUB4QjhsGRbqeuuDwQty/yC6HNBNMm71Goxofc/J0axATxstO5Qg+MbCw6vUpBmEG3G2SvHMHbyY4WD2bgpnaMxo+wbMBiMHpJG1eJpZmetrxQbYw+dyxKBGwX2283qBADPBI4kk7bB9CTE9hdTl/Kt+x28vvAgHHgcb+RG3EkNmkwv2AmKfnyWUxkOId/7mI0DVRiECtqPaMvYRJyrU/AYrbC1DuZ11vvuhJjQRUEx+JUZn2Lh93dM5jcTQN1DQtXAjEjAtETVz7kIx0r2nJ+fgAndvOIYsYk+geAAAJ67kNR1rRoAAAA/IZqt3fnKwdHLM+ZXDlgO2VKw0mdUFUjLz9mm2AMgdif92CzrclVumEeYn9gf9ZABUKsz114YOfWHNMqP7T+704a0rz2mcHnrjlEUbc5zAe0YZepeuYa4rpmGLxgg4UQUP88eadpEAZU58cM1LeFeZ8jp8hwx+ALQ9JwV1FGznUDaTTJzGBrlsCebIF5fWK6wtLi5HQpMwGL6z1d07CiqfAYmkLpsYW4Wgb+H2XZcax776WuJyyMGcgWBjbieIKqSVek5riWK43wRYJy3RsIquYVxKbs/lDyDOLHnsSMqhWrxsIY2ngWcPZflwdn/lE9PdV1qqLseuWif77wNIEAbFmdGhwiZLBHHmidO+pOW9s35xTLuJ076k5eF5Jcqhruq35Bv8VT44AAFq3Gl97jykNYL1kZfAad70UxwpPbPvlzuyUVWXCwbEpZnPimFhP47XezvSo56gsg1qER2J25w8p+pKQCp1XTJ5mq/AAv7agzaT9drEK1flnOwk3iVsw57QhPkSCBQTQyR3CFRLdi9zF/f6XsIKDT8RTgIxtAdqg9w5phtnhQKR4ukimN+HiLTpoiCTnbOFmJTcWcR3eHC5eC/pRg97kaT6b9UAsuU4p5jjKXW2+hJ+kicFeQcMcQEdAKNGeOBl9eZ/eLB6Opzx58zT5EwogKmwY8oQ/MIyp1UpVsgBbFXDp7GYdkmf0Lq6OAtgfqT9VgNP/7sfX5lYOQAAAAFCuCEJBilDEAA4ZQAAFzB4bCejopnVG1ldSfEWOfIz+bwqOZ8azIBM0bILLmtaPY9K4/a531mRDCpSBo5ZFDEKfG72xKmGFXxMvqIIiMhO7ycNYyhaSIDtE9tQOdY65a1duP+cSv0zpuwUUCyBnGBsPPFtgx9Z2dwfWn5JK29EWE8Ua2nnOSTYDvnV+lv339A+J393RRhnhpG3YDz655cRw76zdMmTqVjTduMvJteJNrxJteJNrxJteJNrxJtO/7fwEYdcFcdzSBVowv3GbHLffJTqeywM9/dnlFZvj20BL1Op7aZuMVVd2+XKrS77/pdatn+ttba21trZcoHKaXsrNqres8il6G9zPxlKCY0KZgAvjWmlauwC5gEoBT5zG2Af3w1mIC8ue6e3nUqONuNN0wLfRt/NcmrsQZ9ESCDmlUM1h/12RJo6JQzk6fEaLLQ/EHxGMFPs/WALPKWlxlX8yG4oPxAewGfDvZTM7NpZWN6OioLI4tM/r7m2M4lHooEmINeXtrumhsyAaSSUmKIxxoyMIB4blO0ea+hkaXvL/jyo+rB5vZir6YWZQizTTQsHKJhn50hJ55FDwIPOSS8au7ZTiXp//2Lm//J1yN5gZKsDyb5mnAYIS4WmA7/NnZq/Uzh92+pvR5M//RXnmDLRNz+27WkVp/mQO3892iNg7S6O+9PcMcYHjqoyVielSlbRprcpatddswmhdrKoBn4WtmmQZoo0s3xgeras90+6S/iigHBFgISlDZ5D8VVEePJzO34edBmnol21HBEnCEv8NA0MDnfQvQqx0LPdta0+plZmgPdHzecmeOqaQAI7M5XhVXh8GpZ8amIxkjnbyKWf0s+g4qu0D3ggn810elbGgyu91+k7aKEty7m0NazLqy95I4d/1ma4NAglQF6pJfc6iRxf6hnJmS8uIBZIM6ADs9LSKfWL9qvZntLEXLnwT2vAqyFxgbiMbLX1mfLdSPfdHhBHbisSls2j5AD44E4f4B7wscQT4Z8U9VY7ybV8fduhTdX4haPgIEYb6lYmvoRaY4ypWDNa8DqbuIuucSH6uhoVTMw+j/Omc1lIVdL3bXSfiiqjcDe9qRoTcWAEVPexkfQDsm1p6F7fNABXeJl/4gJO7wvrgDGlY6goRfUbg9u+vTQrtjiRwahLq6OT2uxbF86ew5+jdP5WBAS1BVa7aDZ8BT83ZhSpgjghjrtDrb7ucwAA2gdx/k2l4hod+0/4cPwU79nyuYwFcgz4oNWZTd9LEgKVEF210Ky4AZOiQ4LKjWGLfp68usaqtuId+0BCYKSWBvmU0Ai4LfT3AexC0+OEZkeCUY2NvVhdQflV/4LkVDHk52Cayx4N0IOwz7vJj8wv0HXbO/nHHk6fEeGXsTmAdYHBdr0IlXuwGRvNxir8/nen3h87xeP4eK4j9ImetLp6LBtGJN1dxj+ATXqJEnUaP+h9IkFQgAPCh5BWSey0YavyOyeSQrsbhMfHwuL00FEI/mkYujM4+ZimdXZoCEHtDR85JL84P82j96pW03BuTWNBGrsUPi8I+/YAAvYjOWTQojidRdyKC5ZPYut4FVfs86g5TL4Bm6TNEqIslCz0xdMILuPG+AZY1Wp7AMaBzezcKwEaxj0Zqega9717X/0mr69ZMgb5n7SchiViX+Lr7908l/swZVULElronZxL+CdzvlIP4KvctWZuw5z+UXQAzgKKR2BszQwTD53cZbx98CqQG63AxjXANzLAE3jJC/nKyxdSKcAaMwnKmeJbPxhCSWAkhxRv6Mt/HkY7VuB1jLdgS3ckZA2O4HMEKGxKqlHYssUCqiU9l379kpiJta+togY8t9NRXepR9j5VoxjzPsvAMS3aX5x+O4GPlALo67JjHKkdLfvjzLsIjA/NNcphKCidTPmtKBSgaCJ+CXfrF55Y7g3r92PrxGzJuRYFa5hVfQqe8zxDB+jyh7VOxnJHdph74Uhp3q5AMFPtCpJrXyUaQffCY03rUcDB8W1ThlQVM2ww5YWZHsQmsyhBZG4f36uLiaYUe2UNxfmnaVgj5EKPaHEMYCxKIZO2Ds40d4lGwW01fp8Vr4vL0IbNtfHXg20bkPy4YohBltVBOKiDlSODxomXH1hSvnl8M5zzVJA+zER5IHoHvSL/jgqtpEeK71E/soGQ9ub+dAE5Gf7mUeyDU7ZX4f4lCqb1nTVcUlxTjxdl/u34g1dMz0gT0KY04VfjJ/0s5G6YibFJ5uaEfZN2sIDvxnwe3Sv9zaLkOSj3mT5wxD2oM08NUfloR+epwug75XYIKSt3/zjJ/GOemtNeVYDqDY6ZmHpFeDT5dAVAIXbVff+RLoadbWvoKgJAaTbDJaJ4Io3Pa6bNh8G1QNSxeUwDGgWrEIAqhC4Q3n/0T1EUPtQyODCJ6yN/XKpYdOjE/nCr5QLbYari+7NGwlth9uxUCKkqT24BG5IEyGDoy5POR+f/PhVLHHUmFKHHapILL6dtdtna2AXDhJotNHmnZLH1aaPDAIzO2SFC+lR/5BVGm5QdssSwwK8fY0fnEFI3QzSMSM7eWzlc+aJbPMenZKB1mcobo1L/Kd7P4xtXeIrJy/VyuO+/hX7Tm8I2g2UcTA9zk9eNO4EpAK5gHEL46H2dLaSHIY7wmiWy5YBzQKAZwovD737ZdmdvSdhu6wK4Jk0wA75dHcR5+Re45EGQvD/Pew5FC//gtTUn/iZWYGdHVNNiHgOuPC23+ixHcgm9ifJFmwRx1t2gE1gbszbsZcbVE6t0zVxej3jUrGJP0y/YlZNAS8bMMUd60O6TiYRcwZ0KIXmhXNShjfYHMDEprcSzWuidWSP4m2sO2miOP513jCUqxnonenhxH5QBLqZCnXjw5nWOw1/5RVIz7I5cY51RPlXfoBaoHWBq0P3M477Cpb58ugzqMGiFUWKyX9GmNN4lkZKJNZQ0cTmbUvrPI512eHIgseF0WhcbDCbsM49FPbP+3RTyTtphT3eMeCzxSe0y94nw30+BSpi7YyxdiDGfs1mjVET1+qrZIMXYX1qs/RgtL0gNiasEhaT7qWPIzWnI0YNCTJ5vkaqG8bWWIMOukZMTAMhSDhUvVAPibYcm0xZcZgvMManbbvNkpYE8Q2FroqSGN5YKIG0rLfaPUrCBtLJfUI85n2TbAGIJppiNlVHKG1u+Wb8tO8LWCwyUMxlaRT9O4/TbyUsmP8lUb3VsfvRyXaO0Iz0EaXaJDLQZIy1H61jpLgusfxA7iDuTkpPjK9Kpmbmd+7bvuX61CqKtqL8cuuEHgmzCX36XY0UvId8E6FisL8PeiTuULWz6bfhxA0GzcVkVI3GlnmOk7dcGLv1WCVaAeEMS4lYa8w/m8naxDcIreDLBEIP8ASkdGE1YR18NRAlrHPbqr4ypuPEaZL12vm/jcdt82R8hTJOHT+CKmhJHfrHJJ/DrbIFariZWFyX9edt8LmqECWqdbjoOdnNhFKjL3FonOZG41FKtlvrJnrgjGmfaF8IRXtTQ3meWbXnCmJ6f0LMu+Tugw6dN+h7PprH4m07D3yCIthx1WTOxi4cdN9u3/ziJ4SwChYWfEJoQWTp8BYKoU8itxsRGgfzExkWqA81uqKz0xN8zVnLDW1zzppeFqbMl3jKU/y1TdbCYV7rg4dm2T2ovjk5FsBxXvDAfWTNZOSuDDx9I52LcRTxjcxAnG8IBUbMuFAXN/8bMPvWvaAykShkn8UOPK1ROpd3r0dNY93eWbRpq40NDig9TcAlnZ7IV/lfq0TzChl+wlyOobrCyIwq2C7YCsjlMNJA+kMa8aVaJerlY2SlFcqJNj5q+m8oQKXNXinrfk/KJxnfwldlMtbMKt7qnxJukT+Mt4a9q2ho2G9aLetu3CZEDDZdfaiqI4i4hszibO+Q8KdMuV7i2neEfXSq0LtaLQo6y9j875ArsSKZxNDxmyruu3Q4r84hSGUL4xpVIpyyN/EV3nz/x0zQCflKJuPjr5H4RNrDrdm/U65uZyPy1HWB5zGIbSL9w6e0nDsyyWtyeTyeTybphUskzIxTbsO4evf8SnCVq/T/i6G8yf590nM/46Y4BveRS8vUVh62D0benZoM5P/OHBIF5Wu/5i1mY5s42g+sYP0TG3v3j31AW9G9d9uwUbY0A9h8B0wgusVpcpW+heZU2UgAeh6rRkAF3eVdj7ur6oeA/mQC2xIHXmDAAPY+AACbNCgAAAACHlLZqQ6HeHhEUQPBcdHGdUOhbscnBYk490OVcJnDFiu8ir52oiWJLs9YV8ssjxmHkfyGKmrVBr3eXw9Jkgqu1f1QTEeYXIBiHSbL9kQQEG5CEVhmmPh+jclbWnJSox8dM59x6a7jp99lN9y75bWSVs9/RD8cNPs6VJ5Z24Pe49X86EEEUYv9d0z9aXP2vTXkDZ0CxlpSvzpkpRkw0+GxjJ3lS0Ied0iw+7CH7Z+27BDGo1ILn35yP/bQl8nu2EoSVuVcgbEmzqe0Pfe3XQhTYBb58y7w/MAfGlPqYh1SDdXkkcp5S+RpaaMB/jt7Qx07nvHOc7e+c8qgtoNxVtQ58z5m+xT+9QOf31thzuAY6Rx8wiQv8HtGBAZmIiomtramiFH604ot4mg8uPozMWHdG/F/vJCF/kLK3hYvWA84WNlcesaB/8Mki2IHfA1vCpQGMyAQTLLmbG2UBATQAOPGJyyrqdLLNfq7TGte8+l1r4jsUYnahLfN0yGoML5J5tvoD7vdh9yA6QPmEiry8f3o1vlo9ESlId8413elFE35eZuutQAvw8CKQaeUx2O3EKbTE5cvofW6LQ3en4wvv/oAATp6ndRbaplRD2ivUBl/cLdXgHxI0fLVTRRO64mke08iMl7LsPPioF73V+6e3JqBZ1Qu+Kyg6DhklSA7GyOqQBov4KYU6L+JNwvaUi3rRCjrHhmO14xoCXDAvK3Y3/FNx0+SehEXkVQigrq4NSwxadqaV86VguWSnKy0ALki7eDcW5iAMU82N9ZRrGfkP9OZb38etgE2cas/EPbZiU+u47a7cax0/GBPYsFdFKBepgl39ymJrcF9+mIwExUROQ2PY/c4Wq2iFLDWhkF7A/LNdOVGEzXwzNKkwn1z1VDlqyjrliDW83EVpdOXz/k5Py3jo1LDf8vBpfEUNoaR74BpHeL3dmFKcGW9c4fQlEwtM12MZ9CnGaQvJGrbK19S5CfRFkTm3aw6ehVObkpJS4G/5aXP3RLnTnfyVEfiNA+vDDAaqAy2x5jqzWDkAZ3P5svS8YYUNbg88hq8C43VQk7Ch4tO2let9EqTqOfH6kOmxKyA49IbaTWiLo0VGp+2+fyYkfiPalVeyJZHaYBbmEB4P1sdfDYRMRZF7PFDlGnF+lZ2RxjeQi1k9vlzn7C6P/nZN1GjbXJATtNuAomJB1iOzzrsPv7QOSWevEj0fsYPmErsyRoRtjfzdWiXjbqkdhS/h4ZvY08d9cC7k8ekK5qES4GEsswUgBzns9kAQIWxcdY9d8ZShfsMOwSCbMcxW1cJEnIhSF8jzhv5r+unfQCdpOufEtRHelir66RHFJqVStQw5ZCMIbFSxdsBeK/ETo69cpfhcX4OBsNziUTTqxp0HXWljtW6zII+vZ7d6172vd7OAL5nooehGM6FNtBuICkJV7P9mkGw6k4cfcQJRdKRIvYI9WuCYps37dK09cc7QoxYHG3GPVUZwzkBnfe2vPaG5jjwHKdoTDfG2lF3UDz0sKO3mXUdLbWUGKT3ub1q5c6h7zVEiWhA3IldA9dj1Efel1Mn+dLmP88MxY1GpXamZNn8lyMTygXbPmaR4L/NnMlRH5IuqOIdB7OI4EKOvYHUu4EWhoK3w4nAiohmJ97Gum9VbphZL28luai/jip582olTnHSfXE3acyxd2KqZACzWIKU/mMsdf5ajt4Ue+hqMKfs1ziVm9fulK3q4TLNYIQBPboUl2XArk2v4hDlYZ0jlq+hdRL5tgZJdK4qP5M+KeZo1YVOTTGyz9o0deH0PZDBxTe6Pj9Cqz5Oc1A6MNk+qgRcSI+7eLmryZ/Gwum+je0xLtSXjCNWuWB+qLxPOrU0SLsP3Pfsd0Ox0Cxu019X4L5qeRY0d/LFiwc6/addAoaQPUN/QMGbly7Z2ZGY7W0GjvDWkhFsVLtqp5uOvNTuuufj23k9VT31Vngv8jmWF29RSZBPuh90sDr88QZbs+5pOIvRgxlM80G8vDzcRR6tDh/QFSEeTCd4awuD5F15hWgJ4CByYmNwR3AGLihbrSsdRIBF4G65yKIu3TURPwx3H71xqbmwY+YVTQgT7EUUWSFzuUJu+hv7XO6iG9FcYAJznW50arIw8LjfYLUYrBRcHlB+yU7WslhXczMpOtEdarffxCi0Gb0C3T/5RovlWlCNBTn9ppRan/F1PP4eBrSwD1+JSUZCrzBU7qqYHX/NVElmQJKlOJgaDyZEcL6TW0+sVttaYajz0k817u5RP7dQgUeBbPvULoab7OFDxNOJJs7J4NKrPAqqBowZl4C4ux5Vjjnzi04svSOufNvoRKGE5NUJrQkDVUZm/q8cB+XJpoATedad2FJtOjBacXzPoTlttz/GqKZ15o4fvGqCFGMDW5WX+zFejls1jmBe4GsmovDqmH6iwMb0oQHzstsYIofaub93FI5W0LUa9vtgtIDiXM/5b/8VBsvcqaiSeMWIcAfCgLYlHZMuXxQ6XVcbWDVrr+ntqtNyH0bOX4PwFZvPIkmiGG8Rc7cwYV9yKmHUwTb6yjj8S2B0rLmzNOwikE+btRQHSdKZKKdRwD4+oO9MUGUxOCfj4oz43nDjcL4DJQTeANrOx171AICuhN/OUJsXHUtSruyhkWIZf8aAh/o9dzlc2Gn5gfXzUQut6c3koCd1UHUGfGA4dDumqf3XbcFZbC4JHnMLkVMOpgvZjCj6KTHlJLM09J9Vqt7+mpf/9NACq+7CNXrUiAcpEVe6mww3ekPKL3aR/Mze1P+FeXNZr5WRQypsasQEpEmp4vLsXbqa7LNeQvzsBj+6OwO2w9a+K68xNIHB9mRVYWqn6nKrFc7XN64x0bxdTQ8PDSLVYDZgwgbnmcrRhckEkCTVQvmBHxUbH+OzTnT32+MqZw2bYfeqJuPrekdHlrwPtQ7fdJy+78YMyQFzSTsO55WZA9pzeAYQIilPBdJayEsI8aU+TS0yeqL+dSJ/eLqyImPF4cuR0HhN7ZNbrgRqQAaiBG3dTKISmD7tYywO1fjRFxU8PC97bSmhz5EqDfucj0Trf9mPzOk2JBYZlKihY4W4VFdHkc+5i7jkYamnR+mJUt8KioZOHHvbMqMZZJCaFDeZlZGSZ4Of572bcgK9Rh4eJu7dSCyVW1iymMEIdKQNzyZBqXnAkUbcetpYXlxvYoDJ9SZgUmMXlxOemAEGAfJGedTx0tbelSXaS4Lwp2q7mpEG1/0A9NtDEiPPO+fqvhlkj4q2RY0P+N1LmkIVSnAj50zFi1esk3CKEO8DJrviq8jVJVnZi2bBRZk4/cXaSbzS3FI3uwVv0wr34PDUH0Yy9in2MPmC6ztKU3IkAh0zdCcw61eWxLt85Cng6O3gXH90lKRLwyJP+I+jqHNLpeArQwvI8HD3gtxO/RDHQ5k06iD2ireTTVGWE8wAerMB1sV7b2i+FY+KrWoDg4JOXz2YWJ0b1H4Qf6MGV4kH3QSXOvD3AHhRZpelANjxVlM7nse5A4F03fBvs0o2Nq8Ii6GUrnFrUEEFVCzK+y/niGU97nMTKMJlVSc5/RqNq337sgEdgdlPNFlbNBD/drV7sXM5whYjWJ8C1YeUlPSJ0qTYtA40AHpqpI/cpUsLV6LHFqth6LW38fyAnT6IrUBc258FOal81kKM4dBlgu0XpWOnEG6W9V3ozAEufjThqmksIfwTrFT3ALdYfs3nkw3lSf0vkHjiMovhsDJ8Zoq4SA4UcouirPJrjL0SAwAElWuNbFrgkJX0znEUpMVtrXJm0T04v+113iV3LJ9dnlv0P1u5TUwf16pHpOT31I0B4OG/fOHregql1ASanCunCj2riKttqJ6Q5yJDzihEFo0uIG/+sek0ni4UJry07W0ah9bBlQ1qx0sH+q9kKLa2EEXEj7MY+Tcsz/8frDoVlBXPUiZ4CgIYV10d7hxXe0AAJ8/p/HYW5MI+FeCrfYXAJrxcNgQS5hl7qz8YtCVcVafJGwSQIA1KggcrO32gAWBxrUw+QZNB4snKHXq56TErBSrjDSLvhfEosoSlSZBsOPWnSCDToxhlvQb720mOfQGTQ7U0HPl8N1iH2tFgXwaVO5NFTuRAjD6bURWhzg89FYPdP5kPtqYEGnWAYc+ppgaS2sAP2ouOdqLzfEnehcShlqHL/kbEvXR162lYrO/n+TmrO7QAPDHHyF39HpnECtuR+PFJ1Gqx3BYQPWFJh+eTORz6AyaH+QEpbAHbMQCtoBTyp/aqeVwoPQOeL7sm+kc1XRnLnhAMtBOE4oL5BguZzbmc8Vl00TGEmJprf+XYtuglqcBIxa4JlWe5ii218m91LKSG72Nb8KUonXerj6jxGz2ejy1jjqSIYJ3F2YdUDmdLxEje0lqltStxTF8i1d+0D6n3/XUHkwAGdMxwsnLY7+0eZuFDQuWs5+XD2jalTfBY6dDp/l5KcsNiOdfmrez9TrKFhFa7nji17E1lt8RAPp3ipzoLkbibbl+dvAUxxGvWVrbtxNMdG33aAzfu7dK/9ghqEHT22BLfxXTvW1Qh0t6mGvwJTtqAnb57ODuiJ9ZmQys5eZ6SALLohE7A04xf7TNCbVlZBaz7/u6yYWH1pQsd7TGh9Sp4tcsnLiUqfZjPDEMJ5xDad4f7I5xyZ+OLW1CACbw8KrhjctqsXk3264tSQ6I6RwLdG+fmzRq0MllfsMvDqGLWpCTMu7EuNV5h0c+5npIMqf4CWjCi2muIFie/zdA4yG4Hy4uxxmQ27g+ZbgisZ6htwSJakEdlcs1X0brGLExdsXG4uDhy0z6XDPqew8XQLy9K6ZrKoP/ouIDdCIpUap0eiEuY/y8mK2Z15knLsVS4+OXOn8yaa5wNoY8wsDavZFJeOMd6YLadMlvEeUlMaDrWA3VeancUL4V4EnrYjLVWRjol1TLiV7vAqTNjJORl2pZPObEuzrWqJlIfrHB77lwiXhWL2c4YXm2m04fTVqcD+B337VcywrBuFo7gmI00xIBG1Mzshx1Wa9Ar2TKGJtSKKGWQCqETfONsSoh3b6z+q4CYyxmvSJEb18yEnJPOT1fFIP+/vhrIKpUzTWY0UqwN0zBnjKQly/Md4JKX2bOAYcPJjtW8JH+h7ksNaV1eNADo8Jws7B+UeK8pYuRq4+kEZ1LQ6FeDulV1CXfDLmR/q0ulWeG00udxfgdIrq9CdLTmfyLNrZacavkJ6ny1KmXa8z4xUIIVDpbeDD9nb08cjpHBLKnyy6VxoIRRGzPnsZKShC3RlURS1L9iNEEFI9ddeODAyL69Mhk8cUAhoxFDcGtcFUN9Ft2NoE0Lt1SgVczqnlc6ssJLvpUPg6KdaVN7yG58BCLsHUg6sSz6daXzxRp0G7j/WVn/gyibeD4g2uYiVQzKW/KaDRTRzYf5Yxj0kd4mqLj2u1B5hKiaYolDuZ61P3kk1i3W9YIMwdjD5+2n1UMzzq6Djd45K3+aL9vZvSuNlfMeNbt/7fpP8njM62JvLj4jl84s/HvNblnOTNjHrJRep0oZ926ep3gem7onCT5uIgsCIMu1WhBoB86b8l+j/0KTW/HJFEdPCwv/2nF5zv+5ICnvGtIDK1QCrmmVFcEK/E6FdfdSiGYrzisIckArRJlp+HCUaVm6DWmJLhkS2EuZW7abf7DICgoLi/TufVYGCgPCz6XUwrScuTFSne8BUAXP/TuT7y2O9qxvlvZOiMTetjO9RTT+aF4/zYPMw1OYgBXRHtAD44/HXjOVcboLzzvvs/RY3VJC8F+bi6R68oub11kPXjXPD1zF886HP9ZsHOAvtLJdjCPqbc2y19DnKmmbvocVV9E0DU6/xWVIUgc8PZc3GZyIqDLqrIQVaZiwVNF80hXC70LzPPU7VW8lqxU7EpQaGsimc60eEwq4I9EQCdISoGeMI7b8dtPRG0b6e4izJ2C7mP7bDYLtJwjrN3lizOKjK4wswe5TW4S401KxnaMMCFGTu6CpgVZcIB63CzkywkiMmw1bqb2dxX7l72J0cw8ndUMo1KoiYzndDoNYFDJ9lB+nilnMp4l67fA+qOgzXgLwpJLDn97zlfSEys5liqSqmhyGDWr3PYXImusL9RkvhnGZA8ySZRM8lKNYdRzCtxTZeIHiCW/3PD9WLBWrCcMB0DSW48/cTkpUXOzJRIOFVVFZ3+YQFGX+i+Z57F/nLhd751zQZW3jS9TFJ8vvBggrAWafIp8HscKGaSh7fCYG6EVMLIWh6m7+qM7Ae+4OTOmeN9JkckAw78uDFZMgZIRv4FYNgOE4QnaC/oPJlaXAwshj3iEwKqgpsgKoNNcv5rAYZlBey7nFkyDEY8OUe0qTSA2TF+1OnHk0DCKEAE5dOV18Y88944ayHSO++PB/Bi9PkzRA0hiL07VvV89eU+71PtOtgZdJMNempg9nPxEQkla/vCCyMwTjk2JETtOKPUxXyYoiFXr4diT9Yy2urNWD/yci2rFvkWhrQxX2mpf5qXkCdDRYVGtlprZuwo2MiGiz6+WYpOSxhBUJg4BmEIjhngE7TKkRNuQW3LfQVNW9+eoYr6/bodrUZ08wAj16bZCTFbrXXK+AY7nJkQSaQ/M3P36zK7WQ0IPNvZGB2+uaNXtnmVUVSF674twgtl2wQkLItnkQWr0UXLR07poFG1R0Jfy97Arwf+iK6FLULQfQaVD1x6P2GckWZNZ6RGdFUWMgZPOf4JYor0jVhyqAh54bQGwSJ4UcK0Nv1i6MFZ9vvBnhVa3LR1vBxsjWGTPVsLMSgJReEPXvLY8zh4ZbpIedbA/IURqXfvoEo2Mq7RaXansBqt5G0pM/ipi7IknuB4ZRXZrP/+uM/6AiynTStmb5jYLsqdbYx6fQXwX0AVrOQmpyucR0+Bi+7eDs6DIBwrRYazjtRjE6E5Cy6tlnYWnFMKsmPxLQhxOkfjen1lj1378nmlGQqBxRNHG5qCD3oUeUytFM9nzdguWYjDmzCbKUJS7ti1vrS3Ep43xX5+d1oUi1i/jun3OLZHP7Q1SN8AXaVeaiseJMkRi79A1BZ+Y0W5AtwIp91kJcPmD964qz7+Tp7VbQNUY7j/mTawiehR4rwCAbrR7EOBp2dHUe+ILZaF0Mt89zo+ujB3Wf7M04AkJNK3utXFqzBPghAvUocJ5VGgaNdO2nGztdXthENGeE1HVupzbYKgZJmsVOjl3VncoJPMVi3IAW8oKmqJza2cmDUV5TyO/00bn0hHtZeTv0WXT8+L6ddOd7olbZNiPAr3ifg3mb05VqwZmmxZFXiIRKBmlvO1lc6MT/vsWoQ/CfVwEokjxQ8Ag5BmnrlEGi67TauTM5bA3pTG5iTD1NEP6BQjK6SlAWplOYHjo4TfjxCvLcwJNU3eoLJ5Y9aeihsXkeBmpCCXP7eYWBDq4quFfG3nZequM/dQGE6w24IYAMqLzAxAf/hrzrM5peHccI+urIdkipculZjLGJhDgq6f0X2eM0noaPBFIFp0dWI8VeoJewnUZKfaXqdAv8v9qsFQfiUEDBSf0xE9qKnSlUatyq93dOFj11zv0FipwgAeYdaQGLIaT96qQpzFMUgvur4T/9jv0HTilKB3BR5EQMsXzPcxzp0yVpKcUI0PwBPoXi/Am7ZAyDnkIKHhwgUgCtnd3J0eLZ7Xo4WdmWRPznfDPES0WbYLc7vILJ/Ypq2lC7Vt7Sy4aR/UuDCcjX46tt/tzafgLYwLDNSex/auY03dJRY7VcH8oxMPXBWHtu1Qu+8OMAe9i6ugORoBLKxTC3C2kqS8VXGWwWUKokaOoXaCPlbwDHcRAzSNNfP6BQAyD/Jy81+5KX6hWOSF3EJQaVZUloD4AVwjuo6W+zW//m4ayZFKMPyFty8b7ZpIMMxc287UeuQc58gKgMIaOUMB3INvrQ8xAwqADUKMiZdL+7mQ/d1on57jGyl5hCrfnHrl/iitVhXqmRzprDZshEw4JrFRZAwwIGdg2WWQeWZXruhG7pLKbtHV5KuKLXEGlDB2Fv2B8bCkk9oFGqomHDE0+L1zjxzqeaDT/ydXfXapNREV+AYs5RAsk9COEUyzVc9QPVK9SJ8vgm/+KNLpz/VBd2H8FeNfuLzCl0iClNRQpsIDVYHg5Z3LFM6geEFC8rmTgiTSU2D/rgQUpqYFNhAarAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADMLxfBz4U1e+l7BdJhKiE/aLauc9ofOo1ljWVqYkRnAu5k5SybIz92Ql8d4VPDv39pFxLr0w7AY4IZEG5X+d+VxrMYjdvKjMRmqQz4CAiLQV51STZGBAABLWOcDug/CV5VQlJgY+hqOmL+RqVjTLFmZiAHqXAxqZL/YlfYwiiNmlj2ph25XpMHAkVE6VarAZto20uRZ4QIjej5+Z4nSVGXdloWwpClMuvYZ6pLioZg+U16zIfyHzD0FfEv1PIXErC8ufpF5xwWCcF5+zaAFaEf42u64R2ilq/Og0Y/tTesBjwkcV0dm7eMoRK7ijPd5yy2MIcFyK00CprOw7YOln0AcACSxTe+tXL2TVDpecz5JrIGLxo+2CUiCscdgct5RyPUgfTzdFPHVq63e6jbfcsDmI+NKa/68XcdNvYpCYvD+qNfMEYFJgf7nEWlly+vDYGVmKIqdcfqaQjh9ItrUHI8VkIBqockIulzlNnAVHvMSsFiQl76V+dXGRrpCl2PPsWGGyKiJQp+QXLUrWJuattOrsJJbjqQr1trGjxVbQ+qR7P8r3x6yB1/+mCZyHaA9AnYdcf7XlM8KZartD2kTc3HLYvJJLYVFiZWCpPLoKvzZNVtgXpwobdVXJyW6MGCQStnZbpa2QNVpxdkoh2k1qrDGjSGhAY9C/Dd7seM+MpuV3Az7Vm5NOtjoUNQC6AnFiPcnT24R3yLxcx7zL/hYkpwf699Q/Gn08BT4gegCU6L47rRcbeapiecoF3QRts4tWBjbKuJP35FobVWnhsWYSkJaAMUWsG9fwNhmX0DGsK49m0pY/VRbm98AiYv8FTJfD0scdXL3CxplXK0GAACbV48HaNcPyizeW5q1nvlQTOlcOA2eHRc2+2xV+8CBKjdT/dF7eG8H97N+ZSoEEQ+kAkkirhWYYerQz0aQeE0iUrZnwC85ePe5/398Chv/wBmQLiUEgRSPah8PGIDM8D8kt6cDJ6Tuj9CAA33xP0MFPZGnMdrFSwCUFclls8Kb3y0fcnj5VhdHVrq/1B5Su2IJyek7pSt87b6kgtJxxRBJzqRDMy+B89MnjThtD8ybDd+9d9MFzoDFxnZqy3WjlcH7OXBMJUGNWcbu5lp4+VbzLyud8/P2V/yIiRQ9j2818cRFoKZL4u1FzFQ3ugwbPj9rR3+b7CMdREeqSVvc/hthCuDbcgjRFFdMfVspDCyL1bnQWZDkKZWjA0gQhyiAZQ1x7mofOwe1LIaheWi8ilHGX+PEJ4nD3m+WHcZ5bs0gW0vG6hRA6h2U1Rqj/EEbn1uNHi1PbTmcxKcAUBnDOFzVcafKqzuDEqshcmcpLp/2x0fBFtPqE+U+hTDU8JlTK2KKfR7O5pHo+dSTpSR1//M7R7u/OyS5YEl+cpu57ZmJKPlZkTd1umPFqps+5c1v+W1WgNVnCb274scRIDwJ5qURwIrGBU3Qw7pBb0vS86XD+bbBQ5RTpnguhgI50vR4GfDlKc/IVEkvXOpdWlskhHdOlC6SvRM+Dkt0ir2Eox0VvEBIjnv1MbsnEbM4mDt/h1lmJIm6nsrHcufarzlyPrJ7Sjv0F35LFWi8vtlyS8ErI2NMXWw+4OVFphqiQSnxMvU9KAdeL2I7dObtfIKhA5H1AABC6JYzRTjEu5V9lrF82dzNnPn/+jLQEoeE9NYmRahndmFwqLhZEu+TV6LP01HoXfP3yaQGulEpzC8K0AvqPp8sTWLH5C3SI3X0694SHFUn084a7ajmGGdVxhAdCeLhStu2JLwL7XfDCkR+ftih1vZrQn1YVhBsusobnH83Y15RJ4e9W81J7b9wNkb7eCXZcVsW9n99+DcdMajz28dI7ADWdm43WsUdndSFXBUhUrPb8hUlhbE/OW0pMNhgCKMELqyav0S82z5gQuuVYE2u0tcVw47xMEVwDpo9thGeKrPNb4H3NmdgV4jZUOT53MgAACnQdNyP2cSjwovxQ1SJknKjrvrQAhhKTp2GMOCOnK0InTAThASkhXWQeqklSKQ/p/tkGCqbpSOJwrxqTQAAAAAAAA=)

**Pick your domains**Choose the areas of math you are teaching.

![CS Genie screen: Add topics to a section](data:image/webp;base64,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)

**Add topics to a section**Filter by grade, mix topics, set difficulty and check the preview.

![CS Genie screen: Arrange the worksheet](data:image/webp;base64,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)

**Arrange the worksheet**Worksheet, quiz or exam. Problems, answers or both. Drag sections into order.

It looks like this because it works like this. Try it with your own class.

[Try it with your class](https://classroom.studio/us/cs-genie#start)

×

Previous

Next

Coverage

## Kindergarten to calculus

Slide through the grades to see how many topics are ready at each level. Over 400 of them open into several different kinds of question, so you can aim at exactly the skill you're teaching.

Middle school is where the bank is deepest, because that's where most practice is needed. The high school end runs through functions, trigonometry, statistics, financial math and derivatives, so students heading to high school or college can close gaps before they start.

### Grade 8

K36912

Check your grade before you commit. See every topic and question type, marked Free or Premium.

[See every topic](https://classroom.studio/us/cs-genie/topics?hsLang=en)

Free worksheets

## Try a pack before you build your own

Ready-made worksheet packs from CS Genie, answer keys included. Free to download and print, no account needed.

Want a sheet for a different grade, topic or province? Build it yourself in about a minute.

[Build your own sheet](https://classroom.studio/us/cs-genie#start)

Trust

## Built so you can trust every page

### Right answers, not guesses

Not AI-generated. Every question is original to us, every answer is verified, and the key matches the sheet, every time.

### No student data needed

You never enter a student's name, marks or details to make a sheet. It's a tool for the person teaching, so there's nothing about children to store.

### Stays inside your school

In Classroom Studio each school has its own separate space. The sheets your teachers make stay in yours, hosted in Canada.

Show your head of school or IT lead. Then try it with your own class.

[Bring CS Genie to your school](https://classroom.studio/contact?hsLang=en)

## Give every teacher the same deep bank of math practice

Register for free, build a sheet for tomorrow's class, and see the answer key line up. Subscribe when you're ready.

[Register for Teachers](https://classroom.studio/us/cs-genie#top) [Register for Parents](https://classroom.studio/us/cs-genie#top)

Coming soon

## What we're building next

These aren't in CS Genie yet. They're what we're working on now.

Coming soon

### French and multilingual worksheets

Print a sheet in French, or in English with a second language under every question. Built for French immersion classes, newcomer students and families who help with homework in their first language.

![Sample page: Grade 6 percent worksheet in English and Chinese](data:image/webp;base64,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)

\*Sample page: Grade 6 percent practice in English and Chinese.

Coming soon

### Physics and chemistry worksheets

The same build-it-yourself approach, for high school science. Practice problems with answer keys, set at the grade and difficulty you choose.

Coming soon

### Print activities and games

Mazes, word games and puzzles to print for early finishers, centers and rainy-day recess. A new one every time you print.

CUBENIT

Coming soon

### Canadian and North American maps

Print a map of the whole country, a single region, or one province. Ready for geography, social studies, and math problems about distance and scale.

Everything above this section is live today. Start with that.

[Get started today](https://classroom.studio/us/cs-genie#start)

Sources

1. K-12 Market Advisors report, as reported by Education World (2017) and cited by the Fordham Institute (2024): teachers spend about 7 hours a week searching for materials and 5 hours making their own. [Fordham](https://fordhaminstitute.org/national/commentary/case-curriculum-about-reducing-teachers-workload), [Education World](https://www.educationworld.com/a_news/survey-finds-teachers-spend-7-hours-week-searching-instructional-materials-490526015)
2. RAND American Education Panels (2020), cited by the National Association of State Boards of Education (NASBE): almost 90% of US public school teachers mix internet content into assigned materials, and much self-selected material is below grade level. [NASBE](https://www.nasbe.org/the-unrealized-promise-of-high-quality-instructional-materials/)
3. National Assessment of Educational Progress (NAEP), 2024 mathematics results: 27% of eighth graders and 39% of fourth graders in US public schools performed at or above NAEP Proficient. [The Nation's Report Card](https://www.nationsreportcard.gov/reports/mathematics/2024/g4_8/national-trends/?grade=8)
4. Prodigy Education survey of over 1,000 parents of Kindergarten to Grade 8 students. [Prodigy](https://www.prodigygame.com/main-en/blog/homework-challenges-for-parents)
5. Penn State Behrend, National Science Foundation (NSF) funded study on the high school to college math transition. [Penn State](https://www.psu.edu/news/research/story/math-instructors-attempt-solve-high-school-college-learning-gap)

![Classroom Studio](https://classroom.studio/hubfs/CS_Full%20Color-1.png)

Lesson planning, math practice and school scheduling for K-12 education. Created by Scintillant Ventures Ltd.

[Canada](https://classroom.studio/?cs-region=ca&hsLang=en)[United States](https://classroom.studio/us/home?cs-region=us&hsLang=en)

#### Navigation

- [About the team](https://www.scintillantventures.com/who-we-are)
- [Blog/Resources](https://classroom.studio/us/blogs?hsLang=en)

#### Help

- [Contact](https://classroom.studio/contact?hsLang=en)
- [FAQs](https://classroom.studio/faqs?hsLang=en)

#### Legal

- [Terms](https://classroom.studio/terms?hsLang=en)
- [Privacy Policy](https://classroom.studio/privacy-policy?hsLang=en)
- Cookie settings

© 2026 Classroom Studio

[Instagram](https://www.instagram.com/classroom_studio/)[YouTube](https://www.youtube.com/@ClassroomStudio-Guides)[Facebook](https://www.facebook.com/people/Classroom-Studio/61573856803033/)[Bluesky](https://bsky.app/profile/classroom.studio)[LinkedIn](https://www.linkedin.com/company/scintillant-ventures)[Rednote](https://xhslink.cn/m/86l1ftThxcu)