---
title: "Auto Plan: your whole term, planned and replanned in seconds | Classroom Studio"
description: Auto Plan lays your whole course across every real class day of the term in seconds, and replans it in one click when a class is lost. Not AI.
---

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[Teachers](https://classroom.studio/teachers?hsLang=en)/Auto Plan

# Your whole term, planned in one click.

"Do I start Ratios before or after the PD day?" "Will I even get to Data before exams?" "I lost Monday. Now what?"

Auto Plan puts every module of your course on a real class day, around holidays and PD days. When the term changes, it replans the rest for you.

[Plan my term free](https://classroom.studio/teachers/auto-plan#start)[Try a replan](https://classroom.studio/teachers/auto-plan#whatif)

**Not AI.** Every plan is calculated from your class days and minutes, and the same class with the same settings gets the same plan every time.

01The problem

## A term plan takes a weekend. One lost class undoes it.

Counting class days and pencilling in modules is slow. Then a fire drill or a snow day moves every date after it.

49 hours

a typical teacher's working week[1](https://classroom.studio/teachers/auto-plan#ap-s1)

10 to 20 days

of class time lost to interruptions each year[2](https://classroom.studio/teachers/auto-plan#ap-s3)

A Wednesday fire drill

**Mon**Integers

**Wed**Cancelled

**Mon**Fractions?

**Wed**Ratios?

02Try it

## Break the term, then fix it.

A sample Grade 7 class that meets Monday and Wednesday for 55 minutes.

1Pick what goes wrong

A class is cancelledFire drill, Mon Nov 9

A module needs more timeRatios: 20 to 35 minutes

A new module arrivesA 25-minute review

You move a moduleVolume goes to Nov 11

2If it doesn't fit

Leave extras out

Overpack last

Tell me what's needed

3Press Replan on the board

03How it works

## Three steps, and you stay in charge.

1. 1
   
   ### Add your class
   
   Set up a class in Classroom Studio with its modules in teaching order and its timetable. Classroom Studio turns the timetable into the real class days of the term.
2. 2
   
   ### Pick a few options
   
   Choose a mode and a strategy, or keep the defaults. Preview fit tells you how many classes the course needs.
3. 3
   
   ### Press Auto plan
   
   Every class day fills in, worked out from your minutes. Classes you've taught and modules you placed by hand stay where they are.

![Classroom Studio class page with the Auto Plan panel open, showing mode, strategy and overflow options](data:image/webp;base64,UklGRmpoAABXRUJQVlA4IF5oAACw+AGdASpMBHACPpVKoUylpCOrIhIpkWASiWlu+83KDMnwBkgafv/F3UDo2RvvLCrcLo+HnU/KxkJe6xf6SyPpPIcjffT9t+ud2/437Hayn6AH66et56y+RLfCP7F/ev7v7C/jH7D/f/7j/lv91/j/TH8a+b/wf9m/df/D+1T/q+On0z+Y/8H+f9Sf5V93f3X+A84P9v/j/E/8u/T/9z/g/yh+QX8h/mP+s/un5NfGf9b2PGhf7X/s+oL60fTv+j/gvPR9c/1/+h/fD/H/A35r/aP+v/ifx2+wH+T/1b/df478ofj3/Af9/8//Q++w/5T/w/3z8xvsD/l/9a/5/+C/Kn6Uf6b/5f6f/aeln8+/0v/y/0PwDfzr+5/+b/O9rD97v//7tv74jDB2DNzEZ59lauz49hv1zEdbsFfTR1FQDATxK3d9H2baoxxEoTsfvnY/fOx++dj987H752P3zsfvnY/fOx++dkNuykchyxsi2wl/z6i2i3HBau2I4as/JPrVlvZtNJrCEiJiffOx++dj987H752P3zsfvnY/fOx++dEG78mowhWF++FfzHTE+iOpH9EdSP6I6kf0R1I/ojqR/RHUj+iOpH9EdSP6I6kWO2nARkMo7epCo1tgKS/oifOaFcqFSYgPZJZv84q91C67PkMYDf7gVtn2OliKTOwMiQmbIEj43eYKcg+1jvyiNQrmAjtAJOL/s/u0NcnLjdl5nLWhUp0AdX3FOfKNYL6qdNMR6tPlGsF9VOmmHlSyaDsi2A0+T6kjFWK5GZm6Aj3HgeLVtyxC4AmpCLUy5YBP+GM+qFbzISLwxK5hQl8kJOktgMaZXI19BAtmUUtRCFyUziBrtrCfueEtBQm69chhgfpbFlfcuMUsdoDPb0phsEH372L5o5uhSE82FTfiJsSHY/fOx++dj987H752P3zsRZNeifmhgwdcoJA3tSiF8mv9GLzwW2vXqFBQKtVzjjgmq2V5lPrhENxL7B7B3Bzj5SuT8uGMwjdTBOHY6I+QIUciCSm6JbuGyARYZYqiqczhUGixcNFi4aLFw0WLhosXDRa5s6ydPs9c4ekrXxYk0Y/dGLBpLIn4LTZMW9Q+E7OlyKOSiHHZO2/fVYgxxJLbh2V7t2bOBOcsdFTNWoVkkVN/ZYuJsshmBFY8HNfdEQgpAXK1GRH752P3zsfvnY/fOx++dj987H752RHJuzYGaNDKFeLIxAzXa13g3wIMWI7YjI6TQIniCn4DPQk5RX387RXBqbCRExPvnY/fOx++dj987IjDsGs0+HCi3qlBAKJO8J5qUS7p63l87xrmOy/s2Nb9l/mOpH9EdSP5pwzqMO8k09K3J1d5ZEU0FISS3FZSxI5OlDJpc6LXUafybj82L3Zpm1H8npKX6/ylwpb+oH+BDwUU1959slfcnCpLc0LG14uVUxSVySQylll9NcoXUkPlN5Pa52b6FwijYfVcFEfrv5qbiYv8qwtuellHsY9vyfOx++dj987H6sHcChTaNBOqweeX6dTlwMzMiZ7dIJ0XB5LHE865/3hxE9XiCrM8GPVUgtaIKwBRXVSMR/MzBDIofEpZUuP4SbxqX4If4n0YIq7An5u16CCajrSNSztFOcx5m70NjIzImROkvjIWEd1W9+MpVcFjaxRISBBaqsPniplVkv7HElbARX1CIqHJ3jwvqq/MdSP6I6kf0QQxxNmKaYdi9C1T0P3l9tB8qP2hLpeEajVGvVkv9J6T0npRNWEnBSfInA/co7PtG128O/0nx2mB6kxmvkvbog/qRcjHhfVV+Y6kf0R1I/ojopWjcUPjAc5RUg4/KoBuKnr811w7GT+B7trFw0WLhosXDRYuGixb9JjmFzxXOtbsKD6gLITl+Lasg2tBb0zPiLxhwMbAbcn8SLHAWN/yNt9EKZL2IM8AVICkmrCBYRHLEKNKLcj3FvpwXk5WLckqxQAY2n5YX9wtzfwCGGtfqx91NjWrh4gN+0ZQ4RRCGDkMHIYQDxGP8D5AFwtq36HGvJLUFBhjPYyjbYn3zsfvnY/VNsjXcm1/1nZqv/Hp6Jel1sBEuLGBmVAsrjHg3zDPshoJCeHEXlgK7EumC84iYn3zsfvnY/g6Q3HD5BCbhe6RI5I3aqUHcW8npY/B/xh/bCw50A1mMAPkoIuMCSJiffOx++dh0wd+8cwXSOk5wLFgtL0sBccc5IExVBg4Z22Uac4sPFUfsKIwbDcViDgyHuERUqZV5JC0tlNmVHwIRMT752P3zsfvrKQ5JloX+gjQ/sxPT3ZzY9UNl3uSP9fVFwDeOM2X8k7OYLy6b3HR05QFgr8x1I/ojqR/RHUjM87Fu+tsa7FvehIkj8HqLRQo+XYPRF2fECwlRW1y8VLcuyE+arIaAdBP729xLTi9NxNI2Rv/AWN9MCJ+NCYompAXtsfNi7Y2tXiyxS5Bckty/zO82bmweuNca41xqhJxtB91YNzqYXPRuOZjSkK/0yKnHmvj4X+5z7h9zU/F2jhD3ahfrO9tgS17pw+7wIepq84yEaK7oOfIDbp/i5xVvZ8VGm1ETa8zCk7uFwJqK2kVPfOx++dj987FX2CUue7na/vMPHN1KnX4Y2kxTOFQaLF1l5yhZ1sq8uso+UhLPh6P7OVstJQRBXmk2OjeF9VX5jqR/RHUj+DPvWbRIoP+pskOJaCJFhJgxp8DmoCJg4grMBgjsfvnY/fOx++dpiU2sA/56YZoEw8RRE2K167+CnvxjRwkerCAYGmBZc2dvyRASamQ+6npG9Yez0hfu3ueJ1OiPAcJNxmq4w5GSZkX9p2sSRy0gKVsE4WhPs5Wc1/YScvljnzAC9qysXDRYuGixcNFnkUWAiMxdKmTKcvL4GrVDf/UuumWzEeqBCM0ltk24CDBlETBc8AdfVmneZ2/l473g1TBqtrQ7eB18SZg4fJ2U7CG5rGT8O43UTYt37AxgIk5OBEY87dOHuvpEtk4C9NJAqDRYuF8qAeGWcEHUcoxwGaJLjoZlLilvperRFYasJOCk+RfIPT3Zzg1uV0djy0uPzMsdQDAYF5QqBxV0EMtgZfciJIgGWGuPrB3Sh2FqJjWCrWEJES52Q+tFaIkk5taDYEWerhe9s+DZOUV+Y6kf0R1I/Bkiie3BQsEaMc/I+5RmzsxenR06Opyaocx7grsi9IFcsVQXC2CGJVAR5+LwQ3R1igudoIrzsAaNcQovVFjv3ENfTK8QqODyuEKSDJ2Rjidj987H+60XHg4avq6KSAOA6DexHVXm9+wrWqyWhVVtyRIRbBqhhy+P8XqycHmV+dltYjzqz7I593uzF4nrbYIkHwtr3TyGBPkzEPThEX+pge+9vCE+sNtQXewBPe7kC0B8fWtF08RG35D8SfKzMURDQ3M9uDgumI/Xwr2X2m/5vRW5bMhboV/cbENJZOUV+T4ekTX3KgnrC/fY12+W+KZwqDRYuGi0qxKUd5gPpMw8x2Tj0zh/4LqmgJcht0HFh328OooB3+G4OV3cA6RaBwUCw9EiXTNsfmyFgokjJ0Cx1hqdMht7GTeXPQXKn0qvT8/Ju+hDBxXU64Tr94CnSxWnsqmQZKzD8YREqrvgGTd1Xez4iO+dj987H752P4O2jG5rcS4TJIBglkdF8hwj+qdJNC0EjdEpXjUYU2R6yTLDs5mjX+ndbe+LGQ/qJSYQmO7QYNkWvIcHLhXELXQ9ykFH1oKZREbfJIZ8T4nLzsZgfTo+zu7Diw+K3truu76Ozi/ukWAmD/PoyIswWN87H752P3zsfwdtSSZtjZHZ54D+wQ87ogKAt2EKauVZ+MyxoWkusw1FG3POLao/F3fAEOm6IqjyWSM+IwYKNRVTLthr8+TiK0geFKiVXNKi+q4yZIimFR+hNDesVk9+Vxdm7L57HzHUj+iOpH9EdSP6Ig30mdPACFqDA5xA1jlg9BFHELh/5hIli1klGNyDEJR5KquonFFj0HBmUKnFR7WFowNQSdmnRMlHXOVd5ogW3YCkfaUNXUVO8qRNhSCU7/NtqFOmvz6COal3lN+gMqh+ssHbMKYUtnbHX2DdTl81kpxElviA7y0RW5owEjhOwLVhjee6EBMZ2oSszSQZ+yWcNr0W8ZUdYHNX0jPuSS5SykMP5aK/IczPPEbGZyJP3DhVh9U/bPbRt7hHu0Ua9/E0BSrM6md6lDOtuibIRy+2CIQZiilKP5qYoRRAh3ro3BHEj0wSVLDtEOrmd5gRHo5/D0Xvhofk6bdnQaLFw0WNY4NMjnlH0mMBLFbpE8BmgeAmSrhkFRc0jSm/N4sGSDLJmNLoX463/fijznel4E+5h9HKwihW0l4i0RL5EoR2QO8JOQov4f+w5mmEMcORxAJUr2CLwYZp9DawV/DNKg1IQXEMJ99ZtmlQ6fhiL87H752P3zsfvns2xx2AtV77VE6TtFD79CNRYjkB3Nzj8j7UFjcgvuSS/pEmOe2DHvsPO1+izarZ+TNyTDBHlnnvBUt2r7wBERMT752P3zsfwm6Pw8e1Wsbq3OlYn/fLdCv5jqR/RHUjuaWKj1skIXG2o+mlUw2pL5B6e7OcGty2ZLEdeKrDVg4J75HWxcNFi4aLGUqvLkS2XAlbU5bzI/p3OqXgFR39tEM1VssQJBUyqJOKeZn8l43JoWo6m7GNWFv+x8XrKrSPMzw+xAxZwLY/85i+osj4XGMzcmRr5ybY9NPX8doTTyG5+i+QenuznBrctmSxHXiqw1YKNdI/L2mLhosXDRYbzVkVelzJP3z8UBpziQdTbyX9nkQvW3IfKDZALfgTh5279dW6VLMo6g9xFHT16EYXcxq1+3Bo8dAv6gEx2M/Up+2I4IWlM1dAvYeiqi/m2wFE6eJ3BjqdlKND09DgBOHvScsOVudq5CJ7QtjVmtERMT752P4O4wh2XzTd46RCdWbkaQ+Qp+7ql+g5UsIXvYnppNnaYHSvVWyR4gXvevey/zHUjjZ8BmNipaWpcFj//RGbZSf1KM2yk/qUZtY2tu8p16VF5T94pHXzZK5ki8IsToi6mQoaI1hCRExPvnY/fOyLd7ewqtCf36SpxTYun4cIOLATCsvESyT9c9ZdTPXwUiImV0adwO+yQwIH2yjVIqIeaZRY35c1XICO26nAmwBQecoc+hx5+6HOiZx8PF2B9NDFOyzbSiJYT7R5n0vFURz2ph9qIRQOQkRMT752P3zsi3tB5F26v/aiOeOMCBiVdlMWoRcoYphOIqWSNshVeZcC6rYrogw9cAKf2+/5KVKOfyQ/kYFYwKxgVkP5IfxzkuuHMp8jFBcIVA5Y8UYsbuk2tBK54RaQf19zVhJwUnyL5B6e7OcGty2ZLDqnnbTDfArGinw5867THnBXd0fVBT6I6kf0R1I/oZ2eGnmepw4cgD+/tyRmCEyfU2wfRgjFvl9ah18QKQVml6qBkNpjy4W7r9BDpQtxwJtgSyGLvNRIFkBxw1nX8gm0yTY23wN/ZBP1WABgjuf5TymtALSwpBmhyQbpu03u2BbbJSKKIX3ceG3djAr3f7fvORq6eDAvqybOYhsYnK6HQM5y/+M7i0bp0mKFgksIjd8fF5yMASkuaB97SM1SNzRchfDgjxHU9IrXOkjNqTm8mXP/9Wy654THD/i5nbJ3AAAAAA9wBEJBosAfiCCnFdnwyBFyTMZTRQcFpTGeobqMBz8EuO9gqjjFImjHVKaOvq+b3tC7FGZuRwKwfurtjAoqhBuow6UcbpsRJ4gqzvA66il/pDczAFumMvrSX+ZE4m+TQJihIgTaJQf93f23pzW/oFozKX7URBx3mzH6qhR+bSq8mhnOsLCLgsEA9p7QR70HKmgHHhgXkNSFou7KjZCsBGe47039Py/ry2gkSBMx4wR/G+E46N4AAAAAADxntnr57NFXLH/AU67fMBmVcOGQ2Vmz8Wtdo3ZrXvtegdcK/40ptrfKjx6cImx5WfAx3Te7/gM98uDMN+/+Csv0/czIEgmcscXg1c1dcX7GR2H3I3h2Ulg5wQ8vLy8vLy8vLy8vLy8vLy8vL0M3qHN4mGy3pSIPQR7vIEuA2Y/UsFi4bHNJgU2Fp3I8Vibo1O0xmbg6x59F+aQwkL93OZHmDd4CSlf+Ye8t7FmWcwPZW8+7sX+KBxcSfz8I/ceVt7OJ20o0nLfCPyul+OkrZ79SDdML0ChzSQqG3Pxehjj7pHg8lbxEwjDxa2WxAWEUm+7ys0VTsHffxndQIm/kf4sEWvUfYq+kAeQ6Y2f6BSV89JjRRGHWyelW/GvEDdmvV/DOuGyfKaHbk0XofwGfYP0l0H/O9JPyhnE7aUTgx8g+dTV28N+zHJka2DoCwIDmyc2qP7+L9wDHSSA6sc9eb+CPH4EAbs95D/XNl49FIoE+GfHbYv4VRTTPN4VQitA0zOa369+KsZ2M5TYPfwI8yR24f0fGvPQ3Vj3bMjWz6Z0yIgolvOj1ctjBgOnx0LrYTKiGXDpVWo9NBvzGVvipq7KPClA4xF7gJgUkH2I8ZFfZdL5Heensc4ASQNx6PI7ydtQsNb2bIwXSsQ6UOBQIb4feJYujEqD8bWpj/uy2mSg3GXrcLFdp4Glrms63eOTHlExpx0syV7HumH1D09lk0B/3CmKsgbQ9LFy8/cXFgBZuWlk0gg+jV/I9J6KnQQR/7VMrPuYWTh0LfXuR/YmHeF93KYbt+i7eHyuJzU5vAf0huY+v2zOXh7Of/r415LRAif6GrCSrZJg+TRA9395QjvWsUR1au2qz45AIvRvHx17bFy9nLDtVfT8K/ZEqSdhADomXPRjYqV+GcnKiL3S16RbMSUb027Kcy2ho5U+O9b5eOzbGhZxipkCnZN9uqkSNMBSM/XEfd2pR7na7fiXFhz7TR+8BsdCSJq3ctV1b2w0M/cGv70TXfFrt/cNlw/+U0W78cUNh+quG3eNOdWx6zkvA+K345RzGABJJzGw6uboi16UwaL+PMOPruXRyTq8BzoZhcqNtj2mfcFTT2qgUYufLGNK7fAeDnz3HHUgWaep+76zfC/4rInbgDoG1R5N5grSddK2MvvX/hU+VSsvug/jqqg2dTxdqE1APvMP/7k746iRAX9BOyiuHe0cyVPTyBCJXHmldw5nqN36iEHQfaSXWcMf2+qF2N4winHqio7vhJJrTQURENKYesUoy420/qURZignJVgfwSr8lZmoD+ntpKlFCrktanFhQvqVhei4FVztSkn84Orui3vrXkwgFTcYYKjoV2JggrjWxQfnM+SbhNlybzweP/gAAAIGZjZpH1KeN5VK8eRePudAxD4OTsrnwnOTPqRSin749cFXkyeqIFPfoS7P2vbSSErmY5f027WH5JeqwZvQYgVNF/mHzwvRHjs9gg8nOYqrPcVbjyFp0v6v1Kjvl3ZA71Y+CoXBTqFnBD+AkokXwN4SU2+oKYmsSnO4a4lanYml+56+oJfhM4GLtrRnJKKSTR2jhLGnsIZiTmkSrBxKdGxjO7ps1Epi9XkLjLwiYp6RsV710DieHDjIO4P8Cg5RxIErWN42+LndzB7IJ8jc3BFJYt+HP7qxLlnWLAPwKOSGL/EOHcK3S5+Jjnel8jGHkxv8RL9vt9v1zTBqbNcZmxokFZW8BTIK14x9VUBvslb2l07oyblJgOx2mB2wiFbmhmRfyi4kev+6isbax9iPrPHW1lrsfH6dJ/hlTfg/+T41nDIjuIUaZ7E1crQCY1Xz3QY5xdfdv17tWADRoBONR3aPsKV8wmzpqamU+zr5mZ+rxDu4G7AzluqnoeJopNypnyhMgUudR53iIB3eKRKwd/QJaSJFkzSxvoET+NMCIdhIeT4UAbCs3PO79uSGn0cxWNRgXpuZZ05Z1krw3UUyk2biMpeqjqp/l9gRsHz+E6/qUzn4eWR+8pARc6KtEebeiTwx2sNTiny9iFYOINFVO6k3vKgNg3npo8VVzyBp+xCq15/Y6EU7wirE0oDaPw+JKr/v43QEpX1o+LoQRuIK6juDHnhT7ZT2OJbpekSwWJbojVGeZOi3ykAJCkcJKP95PqEiB3NQ4PT571pWqZE67v4sOyexV2qoVYjR2/vGv+bMt41REmD1S8BFx28BYy/9JrUFVi0MbkrdLlM6BwFBO3Xm3JQpEoT38vOJwaBXoJc/pn6YZ7irz4Wx9N7Nz3rWSnu/5Meuo9u+zQz6/pGTCAu7cIVDP8Kc0pwufwyBeO1tZRxSbfoVA+weOWENa/2teRReSQjm7TgGoNYy8VbXkaTDswAvaOk6xEKXU/Al738LFnbrbc+Q0FDG7bnkwMPQobDiEhtNW4F7n95wjQ6b9WAosoORLr/p0MyxZj1mHbpcHZWHAD4nbvfqEPOfYWb8u6diWNJwaKNNhF0moGgYsqMnV8XG1KlU6U6lM5ZjTplyubJ1D7WIb6N7kUWN0rdhEzk+Aij8Vexo9Gdvh6cC7zfRyt/HI7EMn949VdXlw1SDjZ23B1JVnCznIO11OuCQrZkkEhopbiBJTY4rpU0QF4+CEyveAMc3WQJyS8WEYhM+90C2RGmRvZLrBm4L9xo86vpzYAAFqfjSS/Hw+Ip7TBt8gage+JmAXtQ3iM1OiCanMt/VW3jyywl4VeB1fCBFI+gsJ9K8I1yFqQD74Y2GVizm50RNOTcOWx+UPzAPeo6WsqGon3wXPxYw7gD5KvzVO6ESzxZlGH4lEFMp8/mFBgGF+9fJR7Bw8UUCai5KbKX01dMgmmCVXFic/6sR7avNj2kyXEXtInmkRgm0cVpMsW3Xo43GVIhYpyG/Ko0nl7Dh9AHDfJC4lNOAgvOVTveDxgiOCARF6mZeUbPbVKru+DIl/ZctqKSvzZktwFErQYd+XwvvaIl7hcgj5ZxwnuNMyzdqRgMmlyrYrSJ/riU1N+Ikt1Ygi5/eaneqQEVs4BVjDdEd4h//h6lebviT+DNVaZ+0yGz+aIOcyCu6RgTDJ8oH6Fe29HpBU64+uYX/3fC2a0asa0XYxrQxEt//3d7ZvXDT/sBA/X982ydAJdvaL24C2vt2ldVgUraEBROkJPnoewMPwa/WBLMkuwNIfUmmf8PApFfUCMQzQJvYaj6EYU3/+q7bi+MhZ2yMCa/wVho6K+8k8ZP+Gzc2q3CMqXj974S3wjdGghN+619ozDLwjHSdSPwJHYw7+4MwNVZnZZhbOO3AI30DBCKrod0jFIfNci7LgffLoW9LvpzagHaarKYWdjMtHTAGGA4s7GZ7f+Zyfck3VfAr4RKrUYmZbpDYuLbwc1tF48fmkCGAmWCZ7VRlyl1wFaAz/1tRPfLw4VmQD1LDRwWBOP8Q8bJiTJ0CuicjPidhskvv8GuAZ5qsd8SFhGF8IFno6zxzPs4PWM38g/9DAgwu2lP2yLXBgUtWCXCBXAs3Y/L0nfrf4G/F90kl7QP+HsPHtRmD/Kb2hF9cIBGgytG0+af3hAGGGS50FVSUDFqtzUFysCfITUlmfE0WfKvhvRVq3WyTQvz4qLIt5+nkl0Db7zaJ2cVjUv+gpG4+tDYBDXTM4WF5TKSMMUyn4Wd1TmQxwmxx8lQET27BBnv2BIBs9KhnatK5cpDZbhdQv9O56UB/AmJF9JkPYLhhpuRUxZH90uCVRtWZs5QLiMeybs9ApRnw7h1HU81BYBvCvqEI4ISiG5OlTsG/8MmSH3DixBIx8XLW6PM87nk9rK2iz60AAALEEG7y+bNEWpMGea9AF3C0O/Q6xKHeBXACkXUQU5hdpEuuhZQEFsnDRUZpQ2wDxPFPZHH0ZGF1Du+/yWJtq9sHwzR5f63ERdPM6PtQ6nyI7Jn8lHI0m54INehWLLXHUgWAW4gFODu9PFnrzQGpf89SA3oRVVpAw29Bi3BioOuI7iHzWtBVOywv3AWPhI8bcrjc9gX/O+j8qrrYRhREKjm29ID7wh8PEp0OrvEM64YwvIfFMiMacmTr7EgVJDbKqZqkQOyRiNOKfyfIiv0B30fr2Leu1oR4NAGgb5QpgP1P/WfV0opUxNXWIosbBrnm049e2UOzCzUsvFxPuIWc3Lv7EuFQUTuwvQgJgJSmLWTdWY0NGSDxI9cjguJpNtQmd89fX2OSyWWWVl/KcM0E4YJXWg5N4gHrww7tgBagXpqzPy/mkY/TqJ6lcyav+h679mxOIp83rbx2dbn7dyYZ2yyJvXY8OTEizQk58CQB9yKC7I4lfkNCISM4EcKDe3WumXoVqn0F3juHiTWWYiy4Woj0AlAQR7ha99Qzy9XKGLNGq0YaYm2xZ0wFvVasDWmNzPM+6khadi+tc4VZk+ilYsG2joJzSMYlA1Llv4+A3GipemOqlGKlPXYJporkttMFuBxEqrY4U7UT+Y6dG/ya7rT6ZITntFiAAAA5fFud7Ma7VzD2H9ZQm4LKjgl2SWbQIM18cCANjFXGSdT9PzKNpEGzYRDexLpS+gwTAfXnO6qtsNFHNsGK4hSzZ16jPT7/3dMyIAAAAABR7DpGfp0pO0a2P0OIneJzq+deI4tacdE77aSgQ+kRVrHoD8dgsRGnG/CoPGg39/AkQK+1pQr7irf33bGmrRwlFAXLvTYmv/zkg+PPHLVeWzdXIcnII3UFsYIIdpsBIXTCTmOo9kHJ7uZU+qx4uV5qz7NS4I26eoiVwnOWNrzuvw3LyjHPVhbZd3R1jvGX6WLR32Ty7S9LqtyXSZpbDNR+glOXfJliAMKev3MmDbQ6Zob3en4MN/i0IgB/Hunq7K9ClAy8fTzENTxH9+UMyxyVNHH9YP89fvtXmwOBl/5FuXeaEsu3T8Qmlm4MIlo93+93VKMfTYTA2pTcmTlK3J7ye0u8/Do8abLBnHw59G+apa6sOi1WK9oBsntYTVABA3VgKh8ChnS6Bd9qM1nnZ/d/gSIpSK/PDD8tot6mA75YC219MSvbTGlKaPy0AZQUfsaA7emTOUvhlAiBhaNu40YgXju7LUCwXFnOd8n0wqP1ZtuS2b2qVREnh3WH2s6rQykEff9+eyclLPDVAR/cmORPlOStZ6peGyRrrBBRCi6tAKF1oBwpq2aOSto/DidgyS9w6gDXhkpn3WFnzIgruAn2Owq8v1+mEYQB72Jr69oCZUi7NC9OsN7ZglNhJqwU8jD2SbswDfGwCFD5I+wyp+S6Pk5ZVwbvTnaTgrjYLB8TlLW3DBxd3ObeLZI2M4649aeJzMt/3ffyemKY8VbCcJcD5FeD8hpqbmlaq9Q0fweJ6nbRUEZP22wfXePyWHSLqwVK3JZ5QJI/q2chQJPffidkAWwQQxlveoqiKENaqT6hy+FCoNcuHgNPBI4N14tzu6jfXzv9s7sOu/m3FvZ6gq9llUwcLw+PNkZYYqqwcByVfu8E84/Bd1KxIskM1t3Bxhrk83B9KqhOefo4VWOwgelsfuAzzGR/NTeQ5FU1RQxH5D6DaDf8TQThwmCmXrU84CBkNWfdn2QKFXo4kKyxTFMUKjgg+Ojgq2dKnizMgfKnKWn6GQgoebppB0+/TnNEpoKXHUVFIZqDz1gVIHDDeI/NoThrg/NpKBC0788I2TISg+Xwl2HhHyNgbLsKtZkERNKR9x/1lHwL2chrF6vRgDq6VkkoP5HTd6+xGQlwmMhcWDTzsTkAKwx5UzXeb9jNeW6MtMf0uvedu5dWH3Nzbi1/M9Fty6/53cPhezAi2Fqi9MC0L4P9mQYgH/yaEKf2P/dhA0Zh9pqKY0dIb6iV7XnmrEjfUYm/zLcL3OqC69VFhdZUvTjUTU5UKOqEbQqza3F1gX6/RhRN/ENndf2ERroZp4DcJjTpUf06WEFi4axNwtP1/MciT1suPg4ADKxcryGadNDW0CyTjWpHxrOSZhMt0wFf13u3w2++Md3Deo2Uvj4AVpCW9yGjY9Lsu9GzJQFwhlcq4NPZ8A0PhK1PUszsFboPQ+Y22/OS1SbWqNSwh7mWjqHZ3WNmNYcV4Dn0wYGfYbPxtKb5UMbyqLV6nJahHKQnCKTkmOzyEFmoSuUoGWbcBDPgQZLMj5BIdpzILb2GCUULk6YurmSSchVxKOXO73umLW3NhTK8AN0D0ddGDHMop+Zc3g/HXD/ogqxYGmTRN5icqHPxIlyVpNGY+xMooruAMyvDzwuqrtJKE6KzS0rJerFpym3tjnhEY34gh1Brmv2VOaPlPkW2rlhkXDJJpLbrcLQVthowlyHSSQLtLtqqBzdMf5G/+Vx5V1czZtemJXusD8ayScNL6FFzNsK/bBeh9vcP+NJkV1h0tEQOnO6YjBRZGAlfjXj5k7cJY1B8NtNgnYKZsbLHrUtdeHArumztQd9ebt7XQi9zF6IFOcrSRDuEBRRrZR1M/EJcAACkWI1D1uTqwLOR1qqo5NQ0kQNcIOquIS4/WIRNE/msFZJVJ8VAbHvGP19iyJqJu8ZfY9+4boDPUtgLpnfnlPgOph/+mSTntwBXbPfWSHG7HHBy+mTnnDWYEsqBD2X+NhtNTJJPOcUbnylYFjOasfoQNE+/6WIuHUVV2mTjTW9pR7znlW5KfZSj7tP2Go4kXVHWX3NfMJF+IdqIsmCbbX5SMZp9Vjnza01+L5CWmVioXQ2BXvmF6msPqOGqlrE27XtelHozs3STG7OENAjsHJY5oLTcZi5ccwuP9GKt+cvgFsCNg2TSVqaufyMnsyF4M3YKMihtPPbc3E+3I/yq4IsrRtdXiIP45HcK3TbUZcYxBrPhK+4XKhgMOD5/emsbEZqqFPzVy/Y/IVqWpTQ+cYawVGyZW/36TMeBB8emfO+nnYCp389mdi7so3bX8mq+bdPQ8TR3DNub2UC/OI2CAAXAWd3jzoaH1lOPiLDyPFGJDmRMlI11MwGwWYQhC/pKfYIecG/AuwPBf49vs49wWMyDJrcygmGfxEIA36zF3d+ymwokGV4+4UphZ5ohoUM8+6c8j7h1qLN2wJchaxAdd0xA+ZdhAXX2SuAFp+HAyJ0kwGO65zb9VMsMdUauOyZLawxSUCdDmbEDofqpoVNVa1XR0mc2IHLaBfi5rltyMSIlSwVglT8igGCIhKbK8bz575TrTy43enOE7a+Jd7omTAH0kp6s3L04TjGt4DEsodwO1m7R1Y304HHQyZmd/7MSotUSFRWhtbkKbXruNj859h4/TaUrAizfL3YByFTCleoa/y3tuHaq4iAfkHa4UfwSICdIiKNxJ7m6kFQicBfPfUYOgCs7nhWxCDQlZcInLKxRl+0OaqH9wpw/5XDXpOgwBV1W2y3X+jaFIuKa7JyChOLWI3cVdzPrU3zqYGmhzNiwjI8/ENLm9K1oZhsOUKHlWQj486QG2B+r+v6AxVmDAfJrcuchTZdEfIHl5u6mucmlJ47Pk0sbo9gLmUMA95qwB9hvlYqeXwaiNk7HDOHiGbOSYJ8oC2Rja6cDQQeCkZ1DvXNdh90tEefuc0a1at+c5fqEZvtKNiZBpTmXHoVU8HY7IFkQEGzC53H25SpWiuevQIABnxs7Yfr8DuFicMjOkjBHyj0JGX+gtMJx/T+zU3Vd5+0lncLb2M3pHofaMUoCl7c88m1+lon9zY5KSoj7bWUb4G4vb8BBVxoONS+rry+79IAAOJ7hV1Vn4l3c5j6VjWlOBSi4J/RePZPN4ZrZaqp5ZDk9iBAUj7kYzgWldQLAhOFz6DGlLzbsQxgGAA1Dslbntkzpm5pYBEO4hsW0BPlxzjlxmSkXzMSA46gf0+KkRUjiVA8IbCPEF/mW5i2h/Dav0LlfGuqff5LS5aXLS5gth/m+ydzj9xXxCBgl0m/4NNvnNQbcL/n7WmA0vLdU7OJG3TmzQoSjCwekCVDFIu7tSZ3Y9jmIahkLtsR46+2WnNgyfPPm5hZvRvrk34gdXRAYzqgjsilY60VH/Musm08WrnUVQP1yXg4cHdrglvOyilaLnnGv84U4njuLVCYkr5fD5nteicBoAF0lOgMFCX/+yO2m4R57J9sXG3OhirAx3B++1IT3BoQjbi66Jgy3hVaXdXWJ1poBOG0E8CSQRnO/2G8Xgo9ZJWyPP/JXBFK+Rsk1ME79TiinX6UzhkEem4ikh5Q7sD/1MgLgR7F2nO51JZFH1h1mrBKX6NWz7U8hlfRuBSFj2PROqBYHQVi0e2CBWLRjoLAAABF/GRgJPSEoMJAt/7pVqx2gryzWe4zXF/agbBhQPgzmLmt9ujuBFK4GLKS+L57ea8UHkdNujt+2x1WfuZZDcU4+DTMP1OKeNDE04qzBKwS4z9jGohefyO5JUyWPN+8WKLlHSIZgalxDb2t9bnu6AIKZyKaZaF5a1GUho4u21bENwD7bzyYhAUJYAbbOn4Q9XMGaK6qV/64furuwwXKDXpGjLxht+U+Q23BxWw2RRBEV1S3lc9YklJE80LPZjiy+4+PMqbdKpAHMcVTquvdKE0nSm0xUFzseQa20J1X+YHspi2EOAMt0/5KhmolHsxmolHsxmolMq2K8HAoUSYW8zag5/vM8XGprMU3YFTL975xqyjONSzkMWUvU7DE06tv1Qe9So6/Bhq6ffx6r3HYETh1GUdrtd+8+MP96l+rWUMWHwUHi0Qv686d6EqwM4jAatrdViRx1GBcUpl2L791DY1kr8KoTkU35AfQ22k4NB2/8kpHsx9rIRlK6iugFFIbneB0DYpgnnDrRIPJJZkuxyW2T3ltk95ggksZbNZ3tAvPm2/bCpRASPlzqXw8XaMIn2yRzUfKx2lCi/0Xu1Pyg4AAvQfry41kz9u5qIBr5nqTNe408hEcUJSN/jtbUU8B+OwgNsWwMVXKLAJsOFUL4PiULnzu16zfnXYOpn/Qy8b6lIva8rB0dvFs16LD+5GO+kC1k35SgHiEAAAWXXzGOnQ7QGz1+qDDDpsP5rgLB0GyEvjB0QOfxBDUS8sn36psJ7XfDa1aPi5wp93bZaxAtZ8m3aeyqP4bRaOlu7PMUf9WKoUptwV/sS7F3xsb0wZ8Wc8MVC5jczVfAtWwkiefpDdUED8BQkMwq4/2fCVa4IEXZYZSc35q1Hnx71MAFd2zrCsSydAt/wHAvXSuRNuwlWgPhbt+rd/+iUgVQprEvPOKb6CZDZ4GFzwSYhavbkEaRh0Y/09cJB4u3qAYmbB7FoiE7GL/O8rSXvBMT8FiMzu63huxUV6zfJqFRBlzYRfnA8wwoCvHB30Z8UOYARKHgwjTWIaPRavWQIXnEvF2jH/czPKokPy598L2ppSUqlqIn0oJjR6gaDZ7tPl277IzVwP7Lpr9zeVycpD3ymCOjK1v7SkmvE8kzrCcnVjm5QgsQgN831B1mLQWCpmPHWvOMQCqeZx46dYDbdboIJsGE1X3wit63RvIMc8iff1zQVrhU/svBjXL3bMBKBig+eYHlLPt9P0YFeelOnUBzZeb2LTRmuf6wXyD4C2VdeIcehuRSj4xD2xYmxyXRPpIjw0iSGTQiVMUnUNWCsXlefH6oYc9px+L2GodnNTw90QdldG8u6JI6rbJvBBDMDspZWPLppkuau+Hu/IeFBiTgj7aH02d5OPHJbbz0mDwcqYO5fdI0gnWsME9EB6bEQveVRBAMVRVlpWU/Z2fiMctMOIN/usV6XC3RE1nxBQVCopX5RrAPpv3jforh4Tlzwk4BvZblNyqSPlN7D5tJKQkKSgtXdjEg4UMtZwIFb9UKF90JUlV5Qauyee0ns/n71cb1YRA7sh/fFMO9l1Oz9gxnsisF1I+aDLOo7ybRdXPzFaxSWg2vXcQyBZtjvVR9Fwpm5/ETxf5bQMgccE3JBNETmYDLS8DqVwEPfcoREVLWTwBV3mtTh9COoRafhmFkCF4jfu+LSlZs3FWWc7q/CW6HlpeSz0DsCYoeKAozT1p7fTCIPEKX/98JneOEUf2EOOJQVjd6MDl4+2v3FY/4dcDarXAx50Ew5MZkE+P76P4GAQzSNU0qVsuenwl6l/9BGOOUoxgoKdAHfm+1RTUEPdIOcABVjX3VIJS/n223Z24Nl0rBz1aLAAaup26RiGndWgbkcVGB5/iuEATYDh/P1HLRzmsTQPQ8rIH/qJ7NlDS1lIwagbtbG8C5PIDg/S/NdwbmvUP8Ux2Wd9egZcj9wT44Kl1Kh8PSKkpoLmxIxNPgPDTqGqt5uP8C1e27AlJoPfAAuUMBz1lEcc1DL1vsJz/o4BxUnyFVnv/NgbKQA7f/7kJ4eDsaRZj3g4y514B1wFSjOjXzluSeFG7g5/jLwWW/+QYsHrxvqHZ6sFZ3ciNBmyzTCR4KGfp7G5Fxp/xEj/H6mdBr5eGFBIq1Xd5BEvk9q1ANqg7t0GAMZEe1AYNV4U5FxyeQQdzRkGBYW0+jKnki/X3MDyQmAlE/DNLE803Y9jCZYe2EqnsNL40w67LtFrzSGS/YJWCROiqGpExHAl/Ik+kO+Eu3gc1q84pBVHgxbZfssaMtzkTHfkzd+5pVs0l8TkzdeLgFhXvg4pZ8wXck7raeq1/J2rnXNOYTuvsla6yiODEdjC30btOsa1AY2SOnmwSaj7RiocAZZs471F2oa+VPbApjLCVbPLf94DBFqYMZ7YGVH7zBVavsOMwjG404IQgmO2pS3vRh5WZ1XTkAnqFeTsGMzG7Ej+arwkUD0VqQDWYceM8/9x2bZUB9NXlYrBhD7dHui56sa67ieYmPwPe9uVYRRGuVXgjETCdoOITed45fFG+jkuVpOzakpagvbV+AAAC3Ib1rIycEem5SH6lZGBucSwwCmXnadtGroQf1d7B+xoh4ELMO+yKDVpoh3xxAKpdtGrL3bPSgXpcKwDaQEF112InkLrQ/JCxkGdJs5t03+16WiHGyPbOHjd8xWtxyFYKOFa3HIVgo2Fh0rwYhZE7KtJtfMhYjK9elCICpHluSd9veFeHEdnpdI81yobH5ykrmzrqGu1Dfaibjir4OcX+ciqDIIG1H0jeMO270zHkwr6bea6QKvlrUp0ngte8KjynFnqgnuHpBWVq8lM1qRbMjJUudLVXkWXHlOOgaRT5A2ny6h/vHIPDnYe2TsnqGysK5BiwZGCe48mG84/y6CtBSnmONb4g/NWE5ikh7KTu932fZEIV5Mk355N2VLK4s9iqXpwqt+k66JgabcJ+/0I9sgWIdhKj2/k8eDVWJqzc/WK13SuqQEdkBQLakOdlsuewOiEqpAPDONEMKbPAIdZT0JcWgRQDUbLDmLbsew/YUeRbfKijtshQvWA763cyReVBxiUfAFNPDJmlGAqY9VfKOD0LaDYVc+HJJgqsyVniv0QaZ5blWrmUdiRbCN+AdddVXQRxh2AowlBQBIbcEtuUC6KIflVfToPNtbl72QVnW4bgDK1NEC3W6t/FuvT2s7ldTT5ARsArxEtpStkNwZPHSR3w9UN1X3clwj5VOOFDNSwpTfgSNh9wDdo1128Wn3ISnL2IhHLruNTqh7LJRplXAfsuby+MOwsaFUAv65yYxioMHA8M9alPHzO/QD+9iDp2J/cdKTkBW9eR1r0yVPaWuKZXC0n1N42fqN8vzXk3dwiJuGW6OIWCcXQI+XEl05cwKQGUKiSFPDPfUHvJP46UITljYOGx0AAAAAJQEtfdA4jhwQ7l8gtRY/hG95MOgamX81tSLUCBe7IpqnUuBism9UK6uZK70UHQ5FYHUmXR3IPntl96ag47u1VcrduS5lNr9iElSV48P85YFQHELXGz/JUVv79MXhtejWfanBtQ6UcB/aVGMGMZgV2furznqAGxb0vRmhzIDqLq0TCQzi2qBd847bgZPBDwZ0LVp5bP51ADW0orIr+ER4y4g+vel9mnCaYgAA+5Ol2wAk1i0aVaO+R3YsMoREVIDaLAz2+vkzEpx+g8E9IRudvDRpniVr25M8YItOti1cdP8zcUEg8dvwHZ0E/IQdc2TFhB4qQNJ5b5/g+ghS+OxMUP2mRsLea6viMZh1FQDCfmWxdP6YHi0MhZU3FqV2iFavvjww0EVPYj1tVtBdXxXk10KS4EoY0ZdQGqMVcdaDmKw7d8HZJbIBC5TdC0DEzPEH6IZNv9gZQXgUKgtaVzK15aQDCKg9QSGi3BMEW9Sumxp5fLcPlT/6wShgBsGrn/vf1wDSGko218+zzn5liwIltb+MZSpEFz6lQGizvkR3HJgMmKdNvl+ZADDEo1QCE5sWDlcqMbHID6xm1Lv3oSiSHjwiSXczrjZlC3zYxOQuYZIsZje4Kbg4AaIkltLyQXuR5GnP0Wwwo1T5WuEKe5IN0m/D2YBmPbIiR7U3GzOL73L93lMssAXRTPDYrwFvZt0u5gBNP2FiFkaxTjUZ7Lmm21MWq+LZxdeGT0U/2tF7P4gJeCRXnkpTE5BmmIpB+x65hfr48ixEn89iph6KUzN5fOP42eG1nwD3qLXdeQVYel8iG2dEbgr2S5q24bbTlpxKwkmDqhobVvw3it/+x4OwQrOgX3ZYi7lKgHaEFpaNeiUCTM17R4ZDPTSDKmi1E+q1vTEULAQzfzurRnccv+oRB85PXl4MNuFIEpKyB0w1J7rjum0Way+QlOHDwuRhH5YlWq/V0AwuhoXhBkrMAWwWlfdFQjjpKGjHLVrgJr0it9xy534qfGnnEM3auDQy/I3qVQj2K9wQkZYiLwni7ZdH7Hxk4o5CjbInBKhPIoVi9fj5pxCGqPYbxbPdGoTRTpiTf2xJOfX981vfb6WnX5JoH2S+Iw+a0PyQBloPlzaX5C3poKNK0Ksd6v7kf6H78xsoWOTWaf3KfOgwLoZgprY05cNwPGCmFv4LMAOi3+WKXZxAlwctP3QRkmCfk0kc0OlGY91NWYEvXSl0fSh+6dyTYaV0gr4mFGYsC46LSgKsEs61Vf506rdcfJxBsbadkJnz3khb7L4funhPMA52gHctXuPJnzKnnhGqZRKDwSq2R6AAPwsKtWLF12y7zwD1goZF7z0gm/zF2vO5ZbHmti4not4dv7DuTrfew3JN6H4k6jVOnqqG5WkbHQ5RlY2cXFtc6JcuAY3+DjLWV7rDFPa7G2F4iIaT7jn8qXjndfXhQJFAqkFzj91H4FfNjxOAAAaaZaYAdruRnM9laZgbKKRa+kgU702TN4rMTGBEkyTbtCr4VMkYn4h0+K+RGBXjIf0qLOWWcS0kw6APGGJ4OQsgevH2rFhSJTvy/L8vy/MRU+K2fJn/pPew16Lj7DqpYG7TbJaqDvPXppEzKpOxG2MJnqQ2+Wl44D6FdB3Ho8tY375qme6NCsKNHVyy/Hf6MV5xgEsKob36edCVlXlcygWCN5voeyhCsugKOvZOtHA3PFQbGSpcZlbTp3bfxxYG05JtucBWnS5QiomlW5Rq7Vmk6PFdxjGwuHUxj+sCa2ulLv0ubEsIY4902IgPjyOQf5xPsv44cQLF//rgcLsTOfcNPLSDQA/B/wGSrEq8qyuZmIXdV23Uk1Rs0DlbbWaQ0npSAK3rZU6UPSDDNQ2kX/XRZsMoq6zL3//hOEUC7o/go+FghWg3aHUWtrf1MPmjx12EhlNYqoQtjH9/2JS8ouZX9c1PogM4TmlehBYPiYG1lJTm/oWG+lpE7T8CYvsyyiJDOm/Iy665MVMPP9dDA62wIvnFH8sC4/jS0sG8wVrSYlsU1fbgwxjuP+1hgvrAwOhpHwTND7L+aTZotsLfgEQj5ah7k9to/edMDPv0VyAA3DOcG9bcUijzi3yiNpL9U4Sxl+VBwvKhPU4U7hazym19a/BFLU5f40zyWvBQ6QSHlhXcCq8VzaC063zYnrt8j2Dzd+LaF37re6VNw+nGNdIGxbGzlSh+pkBWE0WkhO994n/uJVDpWKNWkIUyvPDwgmW5jMtmwCDeoVtprtkF0RBEUaZizTav7eZeZ6IXe/ucEFwNqcaxyTjdpVNsr0MaP4Pad/QWjkVqTxXshDyz6ZhS26CxBao4UW4W2jCZGki4Qy2k4Xt3Ri4UKGf0kZD5u8yoYmZ3S9Rj2zzL0RaRHwCzqeuCUYt8rwSWv3HSDI/wpD3OK4Cpo+ZbXEwqYeWI648wLzjk5HN8v5Ckk3Z+SavxYgSaoQDjHuQeSLwKUUAjbkB4Jok+VgPHJ4psPkxXveLhTGgMV5LQGK8loDFeS0BivJZ8ACYhD5SwDdJXHQy2bZmN3zvhVOwV2Ghwi+Yccj8rG1lPiK3qFsaNMrWrTtIXsrteUlqwfG/AcHauq1MsJ4c4unAzAWGzvxwVbQezWKEuCbqYQgJmBS/YLt3aotD7d3EvW3PnLP9SREJPiTBAwAAcRV9pINEYB4v5HVv+kg4RSROi1C9KloEwgFqMBwKbyVdqTAKjJM0sNzyK4HIAp5ZOfv14eT/77srccioE4eJ3JsEpsLQ5LNUueTN5eLY/X1q/tmqpFi6zpIJMHAPWR6yjGKQKqmsvr864tZrhtNqrUubgy53tziP3Kt7rJQBpPTt6Z+jpLmjy7be3rH2E8sqa6jB/K0kL3AZsKzAfUDRRd1i5sSNaDmFg8wZVuYMokRu2KSqDGgw9sj+46jTnXYmUfaAEAe+uqO4qIFBkC8Y7OBHI2t60tJfkfZVSDlCdnSgzJZTWQ+xgoIyahnjmW90V66kctFSIKopMxdyvgdtFcXEbfUcJV8sJJu+YB+iX7DkDDn/oml4t9WSPDtiLm6e3V92ybxYo45yuR0PfE1jTCtNC0rnugPKMo4pz/Kh0Z1mEZWNS8RDcJWcH7/R2XFK5r1v19F7DKswizuLbG+uB+uDAznUuN3uCP7w84x5OI0F5myGZH917jsyGk+1C1RaxyElWXHMKC8X7Nopfoi58ttDfFYhIRS9lHlarO6Q+kyax0ZzSKmi/ZVM1ud7OGE7cmG9g2wSeWnGTKpykwXURarBf61svame8OgygwgbEGu209WBEWTP5bZyv/zJ88Gzb6l7OxkeCYxJuoAXBaSDpAWw0NcFDrjE9do+HFwYGFfFunuQdw6metquTkE8Vo2GIvwswDuoz1XpLUaNlxqvlmtnTuKiscMY4JJOyWWWjxreavXrqhAdW9SLIQU4Zkr18Mk1yMOOsbNqPbMYtR/HGfAoFNDSWXpFbi0YSNqhN+d2xO3fTMZx/OxVLbSKoBy2jiT63dzsS9Ovy+Nm57KLfK6c+vitsE2NpjboepeKjcYvyPxkcnEzf0MxENaVYLWrEjElMyoNXQ8qZlehJpYRwiYZBqHFk6zaUip1S/tAMK4RmVrx3Dh5c2NT4dY3wI2PjvLaCKFOpCbCd+dhKIrO6yR64uztYzvagZdyCkFxuJa0UGY7I4zwCjxTC2vZ3RbKfIquAIy6dA9EQxMRxG7qHHRPvQfhdkFa5sy/CWVdYNcciJfylVF8+1pbiNgotCMD0qwtOrYXAhu/ydcLZou9bKqGbWiE+voMQRh/isrhB4kJ0vEzbsK1JZK9mGWt7CPjBa8Bmv7W+moXhiX70XnxSP1ZO+anIRnE6csFhsgYyvxBi9xDCU0HdbMSaRMjkHZ4rsHyE0psYdWdhM651L11F/ehwPmHS2dXVRnYjSvwFpqunhAFtxz4/sUp2WOL7j3eEPpwpEM5dbaTuOITz7W2vdBxewSOlfQXDehD2KCU4/AiO2VG8P62VoKFciQeWmApu/r1FtKqSJa945dySMeHsaO4onXgOzC1Uk6FdLpFVSOrIood9ud3mFpdRfH5NQDO1TnEWOvb9up40TtswFT5YEWbtEDbHbXlC4mRozVNfXt3MuaNuWMR26uPjFUS7OHkkztydWBkABV5Y0mwFBZZ0/ITTmCGWj1oMPtoUBWbmFHH0hyh4k9TGsHUj79LeW7yv2hG9MZqu2uodA2sO/iN0+7ZgfTE3k4Q5SI/YzFOGkk3W36FUpC8creBY+4pmE0ovbzd54YmI7Xl4H0MVbw0ZY1+b7psed/Ggyr/EhwVA1NrqzQ20VTstFH6ru7hvi/PQfERJi4dvmK7/8MIh/BJmeB/VFexzR60Ut+9RHlXeFb5UgESdu133iZ9rV8g3FsSINKuL34ViRACy+PqWHg55FWwWLwyplUr9aPpZfuck6zk3ouVRKEWI5KSRMbh0iQXGjdXLAB9hvd4jdYpl4SdIeosKxG7r1u8FMvCTpD1FhWHrHIntuD4eToHoVWkZBh9tI+6UrbgijKd8vOO0R68/rdWZddgz+5tjlwpL+MpnXmbgcvY/ylaKz6eXFO8hTteGpfzgz57ZaOM7q9+IWZOTPKRdbXhqXzza3NmkyWmZHFzzBjMehS0MEBQoHcopyna+K38Hxsj1HONUDElqkCUHh1/K+M463d6k2CB0IAh5wayTCgK2Ccnz3jqUuoaMO/xpy4AWu8ITIx0yPQAgqqRyu0nJxQBVdNNQ+hR8WzuvCFCI3XuO91sTTyuw42NpYwvNORYee0TFG/HJ4JIr0e3lN4gumbCBm7LfhxvevQntXSIrAruFh3E83BHaNq/GSHwVaWN5NZaw1XiOEbHW6bb0/zZoH148qwaN8ZRvwdohMY7iAnYBuPfoF3CLo7yaTswNqR1UPwSbGAOgTrP3Yx5NsxJJfMLV1AvZENEtu7FPWjkma6+k3baPtMyDjP61K4/4mKCY6GOb5zhTYOXmTbNuEdYclttz2dTLm+cR4xFVn4o8sva0wvpv/P8lHqn4XyFAaEryY46WwpMLmZ0SJbyCFggM/N2vOwwKuaZTagqKZR8KbyXHkifktd/vGOkzH+FaSwy6BxqAJsNP0wVt8TdpmLt6G2mBxvBYJNzyl+JLVwiIhdXa/4oeImKQK4KMcT6BBKulP7xDt9WodBAScVwnpskZiJYOT4MyDB8fP8q0lbUly4CUZVbo+KLdiJ3FoaTnAfxbXm3BcY0UfeHCeJ66K2dgOdCLhqXyY2VBds6aKfPHNd/5NYyPto+YkmhyuG6z7wJMIS8nZ3zLvx34z2nm+hnRqFKo8Zdsdq+Cp7C6rQW6wLOLZCreJA+zko6+EP3TP9rsewCIAe0Gv409D7jnrMBv5+c/1JfCFQ6lchGhpzyxDU1gHDdwBHIeQq0EuEo8mpXGAnvnWFzYSO/dJkLDMSwQJLPzkQliZ6PlrZJtazoEc8TkeMFOYQmIwTrq8ecu7RE70Ud9llonkL13v/VzTm4PcCyFUQ88iW633nd3cJM8pLteOqqxL4I6qom4M7bmUKgAAQVAZlhSzxrwTI00YOm42yc1WCqbkY99uaGvRHIN5uGWiGLN5CCCS4pYgrelbMhthwDySwOdbkGA1anoMP3FMb1PzFMWjdfxxQWalunJDI1AhJPIrr5aeznnYxuc0boWJkwqBZVb2X6VdcwYIjk71EhoudLIMoplPmUxkriiuPSt3dIRqMw5zx7UjpIC7/HZEMw15u3lJ/EF1Docx0vw2Px7Q1FfSQCEgL/ZpNhol2/Srh+ZTV3LaItK51zlYU0qfhK183IkXqeLFONslE2oJFDAcex1F1OB5ovTwtokt6b8z0RQvt2xpjVVBSL5tR9DiymjinzI8xluySiZaPXbILGJQOUQEOGV+Y8WMO8hlYgF6QF5127f4I/EsJqLqMrE5oTVPKjMNdUCEqBKr+JkqZZuHbN7Un600jPDeEMlAm540be/cyHVP5nCgKGeNtEjvZOhcUZr9BoC6recScaFabiyVpNqnVqrPbK20zmvQqS6tgs+wYPO7TL0MmYfza7kGmoDGP0lSkqmOcU4+i+ekYDopMY3MUxZM+4n38iRMUAsgmy42Rd/XsjhZrzdeUnpGLkQNuhUINH+HK2KkJ7/yPhLMK3fLK0OoSGVV/UN9XjIBdfvw1Mt/WNmSUox8LCCuuHTiqBe42ms29y/V4mSfPHOB9JDA4W8JS/K183ZIn/wBGt7LXULUKmZlMXRNvVZoFRrbX09WYjDP2GYmvtPNsk9ni0OGnP8eE04q2PqkuYojaPfB60PAYrDncicoY79XsDHByyuPjpYQBmUP4poFUkovoRASE//PcEP/R2SBv2sYETgr1oFQAGq9nECsuI2UyGxFTx8p12VcABVV5EbzN1F/K7CXYGqDB56yqrhnoLbUDJerq9QMWQ5KeOnwNaRJv1Ger+hh8qRE6T4nscUss45HScQOMa989rqQvR2909G9TkaLb5sf8j9vzfUYNCIB1MBItiICV3FLb/vGhU6r9Y0JcWGFyFL1OeYVDmwE/8rM11C+cOdfngVoKvQIZprOiETqQpzbQ7hKR4AWXpCgNSXn05IpiePcXB+MJNhoWdzzPBNlpM9h+EvulhnkwwkK9xf9waG/7lHhin4E/V+x/E+ToQuZil4xDA6b+OHP1yZ6TwM/Ef6XqYjz+uLPyuLrJuI5FP1BIkkp/FhDKtEXpYghVs4GQqnB6Tl8IgJ+X8Ozo7orSp78Zf2V8IELhRFvJDi8jP+ceaySA0N0bVt10cSMpVXXmWESBeNWy2vBnVdzl2ora47sdA7Mm/JIg9DbbvlPecP2m5B88q0ucPbyEaoF91cVOseAAPDpPy63Th2cIV68W1Py+FoKfLrdO0g/ke4OVhniOs+8RSwWuQD1ibC7rbW26iWfrK2sOFGppktA1QBQnIt+pWpu0WtG4Z10K8TW/JTaN6L4hPlsC1IMbrdP78+/RVEDIvK4Ia7CQIQJUObrAOCrl+oKHH/sUZOcb6SMn6wt+dHKd5IkZdXB4ai2l45OTKGmY12LIUVKfoqjOTbnRpL2QAJUkewkF9Lb2eqRshkqPf7pX1YMtkx4zvI30UWZ3ZrD00Bapkm1ETDhVdpqnWcRkhHDuYywYdHQm33SB194pVBb88k/8uuOlbYeNFkoxciq0drKSyo5uNUXlVpooIPjIp2AJQXiw6tDzZ3x6mysZB7FCRuG+45D0ZMkFd5mIlkyIKp0GBl0Ysh9ys9CY3ooDbj8e8XCW5BmrcwZo+Y4CMPnZSf9znQkWd1QIIPFTKwGWQpx5c0cZgHqAN75yqw1FoANxSfpvf6auk82yx+TTifwyy592VTJNPSbUSTafXrWeNaT3mASJzolae2EoPQgdKvr7iTwDW1EgZ25GnJ24IzzDRyo5Q5lofjaDslV6SGy8zldYRBaOygEWrFnflSngqFMh19li3wG7IYRMZZ0EIZJGN0TATidKZqqeAs2A+ZmUJfe5zLvD343BeRmfWVvk089+4zChyjXvKOxcLDH7/BmZNAaqeU6N8q0TsU0rKO5rUnU4jDSifqQ5V8FaBM2i5jRaNjAVpUkdofHqh0zUtYVhPe2uyELHlftQjGGZn8bIISHPZGkTv+JZGTv2iRnBHEt524nxnfTiNfeEeb6HskLc4hCvewQPNc41S9ZFPWk7auF2Ih1PvnZbTLXZmP12JsEtsNG4tvIcfvwiLh+kP8Z3N3tGdKUqMyAcrYZiOh2A6fxZD+m9EAf5upzADrghcV0gWEQgCwYOeh6UoXyc/599jP4MyCaKYzOw5RwRuAF3O/xN+HROmSvsiAbqGVVuOxWYU6arNrJVGFBuu3VCpAL4J7/e7KW5pPm7yqwfcq0ssNx/MKJ9FCmv2+ukkIguyG35e8Vzk4Q8JYZztF6IPosruqXk+kgHp/OuOso+MMwkip0nr3ocGlfGJp7fvGS75YfLcQutJ3fWc3IjX/Np0/cuK26Tx07CmLIn/MhlOBS+7uUF4xOX5v6WUiuytaqZCN3aTQdKUCUeVBRTW1PsXSqat2f7xnc79/zhqaSs9l4nLFBTiWy3Awns8c1FGBKnmEzbelDI3+9Ags8B95P+2BTNo3+0N7dZfUaiv/wR9lwlfLKBU9ifmA5+oCwaxwidn3X/9czzgsuLIPE0FOyE5pBzd9QHlQtNGhRKsB5XsgFMUSUDapH9FUh5nzVIyyQk5LE2Y6JGTqrTFSnwi9TZaIKmDt5Xy2bHFQ+4VQfUH80hfARHWnoM5lNA68SehPCn5F0X2EB3bEsGZll6SuiBLVQSHS6NVdYUsBGr5zQ0lquig1Ro7ewlFojFo3uijQXhf5z9uh+h8CBJ9/9pjDM4f5BB/cDadxVjVlp4+D/3FRX50pwz8/2cboWcxTxh6pa2pfY3Syye964Of+XT53okzgB0AfF2eADXDcNPXAkyfi/lQvbfwbJ1DbTtzbcmyfKPnGtuYFuK14IrtaVZq5mWP2CyWnmk57LKfcOnNr0JLL0grW4JxqEroBOIsftH9rGWea7QvuaELyjQ3UZRuauVYXjns358eFqzWndUpDIYIE2bVmheAOn3gur0QAfYdvUkzihNNTF1qgllvzkYjhfDymuXBgOjk+7V7uvv9IHmwmUs3M0nn23quv4A1qlhcSkighlLZTosOE1xXjeUCKzwuHkENz7shJM8FK2Ajui1bCOCLkVP1vwtzEItlkVFcPshvbxdrrSWDixugDoDt04VUV58WaHgB2o2orWvOw2Vws/JmUH+fx6SfkW30WWY9xt6Ww9vgXjwQ8mGetWzB9Bjrlw2f2opb+zENoAfxY8l74tl48kObPMh4r1LxvwIoCVQBDd/k/epUqIa1AFVU19mpUJdG29Dzf90hx1sOdewNJfCNnPaym5U1Pa9M3NfbD+0AsC9Ys5RHiaUhK4SDXFbrbt/h93TYryhkI2lufj5PzPq2fSfYNi8kbgm7gbMNNX/47l61KlbkhKSJ1MVuXVt+JIObC/eHwXjM00csyocm6HBc8pz3yeocz0lCd7mqh77mxYPcead1bEYG6RQlwUWUJkAunSjC3Jm1+Ilj3Sbs2/D/atFdZKH7g6XW6nu6oAC9upFRL66KNHz1yG6NAiQKQIRSBftcfbSsiG4/akU3FUL4MX08yaWc2dCyJGqHGbyTQeFP6ruw9sJpLj+lnpNzibFUxLUT/jQqsSa2M4GlEUoRNlQ/9biI+PEgX2l739bpGOK+sZD8DhUuk75Q+Se6XzuUTTfX/zK22cuUa7eyAJPIGo8Tu33SHEiu0veUQXE6W4+/+mMzg5lFtC5ekEMhJhlHEt1sYqhduq6gLCnDuXJztt9QyGIKDK4QJVqzDp/YDN6AUtJug3VNLqgaRyJO6Yh9meTE/FJ8NL1o5iRGpQSOWxhxZitwmKNnWuSqTTg6NABK4OZkZI6pva2MsaCNT2hz9+T3KyXie/Al6GTRBchT+Dj9bI3qAd5chA5qZP7hKcF0MtHmzFey69YyQqjGSyBoQMbdVvJEnUKMQdu9Z0z3e43z6E6TaQ/A7VlGpHejvp+t8KerI4/Vw2SIRWiBL3xMEOrcTlKfZ62IGf5O5Y+EZaYdap6cRvU5GlBxVebS5byjml51s1M/Rjiu3LJLHc19NWhc47Uv5eXjkXC+542xPLgaxBp/d3j6I5z8SyBsIpD+sDX/RFo9BFOvCRKsawV/xuwYjDJgCT3udwz/bhAP3heIsFnk7SrYpFd36LC4aQ3/gx/oo2d/nEC0JKWNw0rpGRj7tFSYIAGq9rqOnxayZz9BMdQC/OCw7lrgzTw1X1nBHXdgx6gayEO+zjV5dLbkjwKzuFHMruEC7nq3Ppqe2e+ubDUWI2ERr4ynBIJ9W1/aHmm48wMk60jkTcukJ66wz9fhltF9V8bpKjDq9MUaDEQN6k0oUuVZMAITPxD/w2vME4f/sGyS7BO2aaaoCZZuZ/NTURQCnu7aLbRK/k3nJNg07r/m0lI7wQVeZpjTe+zK8kf/Ld4ZeXFGFhIHKx4stBn5pJoXolrWjVKcPoKM6KwUYT7zuB2hbXXineCh+PD6i23zQRTc/zh4wLdOZm/jKhmPtRcGK6pYIvO2cEnw7wsv2uL342jKrWMQyyAI//c9HyM2xDcGQmNal4nqJ7x8T1Id7KweKK3t+n0T+tqaEpNJU+0nTU4RUMjpvIlZgK4MhDnNYEjtC+Rf266SZMWVtv1IXcNfzmHiSQiJtehLOsCsmvKD4fEO6ksTV2KcjBvYnKwE+5RVQBelFlK+9TF1yDVIZ4aLh4J6ruCLJnTa3MZuNog7/UkM4HBvLe3rda9pQBNK82CwXNqLuVh2nv5LiQKbYC/fW0HLxK2Xb+Y7y2OIZJ3R+u9qLU6/8a3qO9PPmYDvesZ5tp2VArxcIgrG8Sn9sKfTFkhPTRQwpcu5Bys6uJjOkTbNNLDowZKXD0f4Zze9A7If0hikIG1f5NN7Y0fkrImAmRSzxde4Xx9wOP7ABbscyrTtsg8TrErrHab75FjoyciKRLtGV4hxcXeVrQcG6RJIbKdoA1cfqzYPjID+5/FAfuAHJxI7k8Ul33b9y6b6KrlANgTwV6XGDsNCg7dPSgCcilRcdw4hzAAAAEELP71syoCrhSH+qg+SxnJ2ML/yH+f4U+vbqwyiNk0xGa9s/Po+f2tfgeZp7CVJdBcwYV78O1WJ4e1VJl6MfOxKN7+kjZE2dznodCVZ0gr5wsIt+pjfoTqKVAeETrWGSuMyWu7BdLrbuaATQe3kMTM9MjCuDAeu4OeUpXgJXv8FXHz+3jgJ9tYSnRyOHu+A3xOTt7UoUcmKx0e9MSf/MW2+yGxtbawLwlKpE+tU5p7csu5UIm8NnxgtNucNlsgi4TOPQ49ywWi8SDHIolOkbOt4OK8w+fm331qXxbbosyY70/DdDl1QGMIHSN3u2H3zDdq1yuTy+DXCSwhHItZHf0fPgyfvcERKVHJegZ3iqaCwoHk/3fVTx88CCyp4wCaT6tO4FkaLtqY+462iFkhW9ZMUaKVpzLoaQyxOyeghsiNLnXRRTBiZZyiYNAzO884y9r6jthEr0kC4419NeU0meINI0rAuhP0MU/C8B3U7P8ukx06Wx2b5hbdZzgqFu0mpDWuPrz4K11dbCrTAZfyw7Ft8hS9B2KG0s2fVS+1AxVAKbgDAjaGJQXoBloNJG5reW9eXTxVSny2b9isILBibrtiCpKVZb5RnNPco8AcrI2JWxijfVIBCsBdDzWnmvXhzwpu4N/jkXSEwbgde2zKObipzt88eNC40Eg1TApCNxc0uW+XWkqCX+orIhB+2C9m9YK8ZTw01EL+lMBYrYSjeQmv0oCys2Pe4Ewc/m5yDGD8yorZFsUF8vid3EBHiOo4cQZcu7eXm7fdowtSRdvIjUdoNZddKWPQdLdnq4+m1Asi+QKWlvwUGa4iCnHTMiG7v9aMBO3rIHb30zx8SrWT3oYHr1S3f54HlbG41PD+ufxE0cBm2yirNDwGm9qGXFsQFKrF8fmyeadAwI/fnPRtMCklPa2mcVWWsy/tQud0Qrcrj0B2chApSRjcRL2AY+goxd510Fy1ec8QybIhNnFwMLngkxC5v0OCYeKsDbe4p5uRLPMPdsCIFaupAs169OswfM456oahZ4eoL40MCFqL2DeHqRao9JE3C5fVQ8HI1RfwQ03c6em1X6vMBAztI6qUWOxzpnOrPqk3MCV3ym/ZmPx5K/evCQArmRXcn5WUIzGfgYuzNHjQRH1a4kOGdpxXzxlnJxqEAOPK/J3bEMkabB6sU7CEjiTpVY8ibHMBXzB2UNTn1QNdnSlEmJiJ9D2t/W9ho6d83m/4ZjbFYV+jGsYaRY03+tdxHux+KShLUpxRl6Tj0p7vF75ZBv3K9bEA5DVuQO7FZw1sZprKY0zswrx7VuDCP6Ety44aw+/sUY2K2wf/Cbp9a7zkicNVxAfS7aFIGtlOaQ0BzQ7yJoJT0yXqlnXW9bjs7n3jo10mnUKxQk/PZUMcyCdxYt7P5yGeKg23pbAVXDRwWblgs5ibMqf3r90SQeQWsW0y9IgYQdtSAzxv0+TeUifiEBnvMQDrNFPGISgAugltzzWSFQK7yOQhEMG5YxE+HnzuLrxVXOx93mM4RlOR7B4PiIY2gP1mx64KsIg7/QhDVkt/I2QzJ3Hd6wsf2OsVfHaQafrykmBXdXYFyTY0G8MtvvhWDlSoz3Uua87H4UeTujPTVlSA8RoP1gR1dAkRSkV+dmtzmVbJxlLo0LyNs6TJ4kxzwFewN2JKjlOxgDVTz4uxlLK1eInEorASfSKuLce96rQ/wFjmB8l0HwnnNWuiK1wdtlOPZNDEXoqoRZC1fWQ6L5f6Q1h+kzsKNrVighcugFggX0hNBZ5Giz+nUEX+34qXyNSWatvumfcMtWk7Y7kKuujiqWt6TxrgEFqoN03Mjkvj75z7bvVGuXqzVrwxXjE1A+BIv/r9FsnzSj9iBGmj0ed1fEj80JMjxHF/c3tpagogqQKTko7BfJ2F74tY205xPMDZ3QvNa6+4gdP6igmpu0dIaN2iGFkE2bQyD/9CUrWb6reqKfW5qgmVbvXblZ7aMRuF4nGJE53tf/EPPQwXnUIwgE4oy9c/k8XRK2yhm26gEHOLz3fm14M+IZoAywNP2IZZjl+nYZ+G4RbIuge1RT01nQ+OCbfyZpsBbgF8UFrmKs4BOw+1KFWaDZtA+51fq2BBdvB3h2dusut96VIxDoFOuS16AAB3uHslHbUt9XgzTpRgqM8YOWT0j8sTxRirVI/I8ej7lRKaTPOQw/tkGkRs/rRxEvwtEUxMwANVlL8Df5V+pNYBpPE0PDhBf2QzuleofRWZERVoe5iZSMiaQQAeNHLSjXu8uFiEElugL5El3boBV3EFjXGfB9l6wQtx9BPmxqc2+e0X+OMudxWpIt09k5P0P9MdTJ0grcs2W0oHm6lQI7bI4bfIzi64gkEtJEmb5K03GaDdjxeo9OTFTP7xByAH1cJOEaY47CZhTh89+3jKuxkKIgsXW/yzuw4QJ0qi5A1ZNVHnD6rzGZdiUDer8Q58BdBqkVRTbpSMQqdTH9nxyIeLm5msHcD7v8e9aBYHWK+AJ5JbZI4aSX+iA6app1GOgunRJUAD0XyCN5r9lzPMYRGIvog6bChQrqeksU/UjXftPE2u/sB0bvJYn8irziszB+y++i2n8QS7aBOz6YVZrjWeQ+xBzXrSdXjcjgshm3x3+925mlP8ghNdtaToAXByRgP5N8g08G2sDPSflRmD8nw1xFVbxYiLkQ/PtZr2CQ07Yif6jOCOaVPvCfYLR2XSaZ6bD4QzLDa3IyTgDzlkfYJu9SeRNbSZjB0TMNBFzLTiznFKGRbrhAKphOVpdKiCNVHLc4pJsaeeHvYwlvXKld53ALJ9bwIVLK6ug0nXGKKV+TGmJ6P7FqwFzDpRkfS9ycioutoR1ze7ucqWRV/9RNyk0Rc+qoUvlsfEmNciU2m9USmoyR8ylXfITCjDYN2CdouPrJh/GjqQth0R8AGKPnrC0Qh46WB8UNSURYWitgN+37+KJCd4zQ5zcgcRg7zD+qxb7cRPrllrJYipUKogrE2iTNkpryUJz9THq0YK2a+UNe78ZYO48s8MTO0jDPoQx5F9OO2pWQAEpsqaJxIzJ7C9NaiTaXXK/cB/vsTOcCXej6hHl0Kwo7hCsWwWcAss4IkWwjxUMPyulkr7VtHeChaFStq+aN7tPxDepEzd6MziMU3DIoeb8PF69aYbSmAMnO+CcTCiIrPDQmsqvv6W3FIg86j60zBqzPzQR3IK8fK6M3HGIz1to5GmpT0q+MjLW+IkwtvDKG3dS5RYQlyj9VYaX9leQpmUzQuUDNwxOWxXHO4XiN5LyYVk7Hj2yD5/VNnXpWwM10BAYClBGz2QytGMOV4Og6yWmK/2IyQM23FDdn65HF9XbY+vPc0DIMFBVvyXh9wR6uELVNPi3Qigjjk+wc/DCk154TWuDMfrCf+HkLeW2bD9FWCCnlSUoUSASTPu68SM/CKUM9fYoYFcIOoazTJLc1I9qDQAAQBacJqiKoXhcaZhrpNowex0R16S7dVhf+9psWMo7BJi2oq3nvFkcJD6IsOhb2qGQ2w0jCmtWIEFOUuT7fTs0JqUav6tx/+G/YVbhsjJxzuyFvqUL10XowodLTU9gFzup7VwZ1YIhLJvBwkl+08pOY4qCFPg9eRELaccWw6cGnfVCpAwCAAAAAA16mn435rEB+JzDuLs54ZQshI+8DaAuwW80Eumkkg+VH3b6aCft8ZZ8orBmoqZvKbg+qH+sCqGIrXKfv2o3YvNxaax0LlsIFHAYb5Mb8ITCHSN8iLortTOyxotHSFImAAABuHbr79uhLRoyiGHURa9KsdQitnP33AUwGQ5DilElcpBQ5FOCsQodmjJaNnnZhLcvhKgWkTqgaHsIKtUjoZe+TLet/yw/VHdBTE5bGxsHL9NE+jdJeFxqabBjjV39vwm8xzlmNGC7U4vUhCLmErN7p9GRDsO8gPTyzxubOMTtelElNY795EV1i9BE2ltfPr4qPrYeBWiuY35UzeOWbshcjJqiSTwavrkwwrb6orkBzNKtOLbOAixmg4mjrM7OtbVDllEYvz8KuNHSpTsKnsv/5hxjS37FbDUSQOUpiD7BXf9yClR8EjM9a4yV63jCYSNSaI3K6+/fOUmVWirG8tNIkGjmxi+A6KMbwMY5kdoB4LzdQafnKAir/AkP8OfAmGOZrkaKT+Nbx6X6pzOt8xStUDv6blfQ+lb+JSsf74Kn0mlP0r0DuYhfzFviP2rnJ1edqAh/i3X0KEYKAfhaMwi49pFryFD7coy10TJTMNtEz5YqUA18AetRytp3d0FlKtWXBLf6daGsQJxsT02+EXgtYPM3IQTzpxZPE6cgWYQpmwmpl1WiWdXKHU2lEVQn0sYN/n9F8XTnq/6nic8uz1YI6deOo72hX2v/PcaDWHKQx4aRGhLFafk98JaYdrFe/e2UVMY0c6Nq4G0Ji/JkGk82+PULyVo6dnn6x2KuC6XusegRJ4tw0EZdsh+5+61Mmq+t3WwKO6qOz9xGRT4Sxnz99cdEXaSk4QPVDVZyrrwJo7DLjiJGPCd4ikHa9bPaHYGWeBlgEJ+oPA+ZDQnaHcosf//wb8IIhBHSOP/awEAOF22kCsuaRPZ/Srgr+pQ5ws448OKUlam4/c/rCgHweoCdTZp+m8teycAVhTSIN50DxjpxN+kbHoBrV3XWh9ivEBM5+pbgMLuh15wGT3oVn0AHfBHFBj8/6C8185eDanvzVkp6315BBmrpqrHVeFoamrhepbJQiU9Ojg86HviYWbJEUA3TX01pdPIO1ZuUEG8vlswgBEeUPYH+PRrz649Y+yIE4A5G9ABTSTHfiTzeScsu6qGBst/27utaYEX59I+USnRuOXgniOdcvheerVouDwOaKQ4WsA4xtF94OFKGblgrUhYWg8k0xjFTi1yYTZUKHVm32iH2A7gExgGoCqEcFrD/IhIWzbbCIf0QFLbBEonn5gt3cnVFfE2rYM1XA59KuszdhuChuncBA6wGZ51kVeMo+3zOdDOy5hHF/4yBnSiwnNLERcgeMmWTe++fuRgNQ8r4MSP0XIvKKaLiXfqGMcqzWE21b4mzIirFCxMC+7NNh5zZ4FrNymLNbUduj0CP9CiMGpk590nCp/P62juQBnbcSN2HrG1XTH/CjRlFUvwkwmUncdy8tvxN5nOVhilA94M3xkLqS+CvxiV2VBVWzwzcmwJrxG/gacuvI5oqyg3W8mDIRt59R/tyNRKC85NeuUESKFPmMlh8gzV6GqS45DwoY2XJnq1dF2KJ9PYFzeNOK9QmrVQ5QWpceft1a6yUYiUcaFquY9lJzaZMLsLGN3kxGHRKLrhE1m7nBLag+40m3TKNZWQzq9gqaqtDixFhq5SfwcaQk/f+raRfUrsTMTGJaCzQTHBnkJ5hVD4kWfOpmb2v+b5jf0ovKI3wncL6HGkqhkPQi0hMukE1KHhKCaEwwHfh6d03zkzmSE8Hh0rlW24UvUzb4ZZ+FOoBMlW7F3YM1iZfCinnh3wzc7GWdhBJEqBPcFd4FUKJFBtH6+QxZQFfHtqM6meZXCqkE1FL+k2N+OqREcDjObH9NzmZOCmPixhUoy90fJbipMnCx2nUnbBPx2m0/16XrxY4e2ukUv1BOVB8dKdmPnjgwVwbrnclR3uSgJ/mHqq+q+sftIMJqaREh7J7UlGPYZb7jxyT2RcTwGYiVGqAAAH8o0ti6TxIRApm4sW+y572zk0TWSgiVRS3eXihHzKPZmtNJMj0irl92GFO1mEyLoHtOrs+rP4xLSDDma0Ik7GRcDTpiita0GDXz4MNcasKMCKl5mBk2ncM+PoQFycOrXIVgOQrbbD+9kNoH29aHUYR+Ka3knsABfSHmyOUswdDjQD6Xu3eLjgw8eirdCFs1DtHDie2VZUzSQMJBsEeGULQEDuUFJKWBs4rlTgw1eAMtDECoWSaUQq0bc+3jIeBUcRNr14Z6tZLec01DaqMfU5vdDkxTDeNvyrHL/s+IOtSp8ArOmvJwLoXWRsF9DlDKJSg5NbV8ILkovkU9UzLrBjI/TpqyadX8pQWtyxwEs6ba7d/BDalTRuox/FqpP+A6MS5W1t1g6d7TMHdXQ98VaRLwJhKrL6HetQGm1QDN1t5SDIVMoUlJy62TVUcFESY02NK8f3w3vwLl7g2zvpTBv70Opb4CBGbxkQbK6X4Yit6DzbdyO5hk+zqetmAYhFR852xzYujhvzwnMWoQDVlIiJbRq5qY9VTXgVgynWYMZTZJyksxCWBEHhnNNmTKT2oavFzuyCYGuWkIXqOkcDW7NI6BVKOwHdf50jcbCTQzUWVl1YQ2qcs/yFqvK1EdQ+ZfCs/R0KWDqCuj4Ca2ujdiqyC0H9Z77ADN7qGe1jOzCf/GX4I5Kpug70HFG5BP3b5X7o9lunDrIYu7T3vjHCetGTboZLI1ojpOAzARGd+aMXk8VGdbXyk7nqymzzYOJO+dxEc5atVDvUxUrLwzfh6TWOIEdZg8Q+SbcrPz77Rq8z1DGnQ+WP9nAjM+2gHYTWeHm8RcntDei3xCLLhUIiqeKv/3eRsqgWkydnPeFZBqGn2g1K7ioVm/X2uKnAxXhz/xpK4a2eQ5JvUgJHcMEosmGoLSNstD0E/PN5iqTdd9S7HA40SIM+PydbbPEqlCAApOzXbaS1CMYjHnt1dAsX1+SsVkHFU8Bo95W3FMHgPy57Wuw9fCTKZe3KZiC9KaH8N6kr5aes0b5DV/vkIZNosSyuKm55kuGw1hdxvRTQukTxG5L3/ia74StH/OmRczTXmzOvn7GE5SsbMd2ibGRuKlb57BJl4lRFE51pWcqFTjoa8ZSE08bcr1tDMje0dSjBdczYaJtAXZtsEMXYJeIaF2QzVHxr3rdwfFoAzuah4mcCV2ghxpT9cOyb0yH8412cBegxnWZMWGvhZA3OoVgddAp+rOEbXNAfpmVZGWzThdIVpUd//Yt6v5sEgYeBqqi5ZiVWjGK747bXXKrI1nYCVDwUSDP+BvPGb9WJr2EcCR6yR/3euCPd3EfBK+cpgKjXt9YihbIqzZzvwxokTI2FEmmfO9lSyQ96YOyWNnp/Q24Sw1ZD1jHPXhRm7iNseyBXQpiHOfaTYfwfnWK62zntThfuGd459AACw2TKTyARUgO828pvlmQ7frwNL6zDf1mG/rE+oQvuh6mXereASa3aX0mvdbQ7XHMVs4kBA0Fczr65Iq1YPIAxN+9rx630t0qv4/ArQpiFpdE0rMT9VW9XlUDL+GkiJ4IctRP3bhK1VHIbPFH3im6xHTDAMYYpR1LWKAwE5CXSq1KUOwpoZP4V7VbQUhPlrmxisGYm3D9w+6wzN3vFi+12AFn0Ra5vwzwVelVZgJxrTqNadRrTqNaAyQTSXLR7kNBlxDbq3DBOgEs9IMQM6JUul+H/Cb+Sj7JX4HSf3maAAGOnc0ZthGbFuDWAARXYGAFfRmygAHk5o6K+AAAA=)

See the planning options

Mode

Optimized finds the best layout in a few seconds. Quick is instant and predictable.

Strategy

Even spread, Fill early first, or One per session.

04Why you can trust it

## A plan you can check and explain.

If a department head asks why Ratios lands on November 16, the answer is on the page: the modules before it, and the minutes they take.

- **Every minute adds up**What's planned always matches the minutes you have. Nothing is scheduled twice or quietly dropped.
- **Your order, your rules**Modules stay in the order you teach them. Keep related topics back to back, and mark what must come first.
- **No more rushed last units**You find out in week one, not week ten, while there's still time to adjust.

1. **Mon**Teach
2. **Tue**Teach
3. **Wed**Teach
4. **Thu**Teach
5. **Fri**Teach
6. **Sat**Rest
7. **Sun**Yours againTerm planning

## Plan your term tonight. Keep your Sunday.

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Sources

1. RAND Corporation, State of the American Teacher survey, 2025: about 49 working hours a week. [RAND](https://www.rand.org/content/dam/rand/pubs/research_reports/RRA1100/RRA1108-16/RAND_RRA1108-16.pdf)
2. Kraft and Monti-Nussbaum, study of classroom interruptions in Providence Public Schools, summarized by ASCD. [ASCD](https://www.ascd.org/el/articles/the-hidden-cost-of-classroom-interruptions)

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