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Erika Camacho

TevékenységFact FluencySegítség

December 2025

Mon, Dec 1
Tue, Dec 2
Wed, Dec 3
Thu, Dec 4
Fri, Dec 5
Sat, Dec 6
Sun, Dec 7
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Fri, Dec 19
Sat, Dec 20
Sun, Dec 21
Mon, Dec 22
Tue, Dec 23
Wed, Dec 24
Thu, Dec 25
Fri, Dec 26
Sat, Dec 27
Sun, Dec 28
Mon, Dec 29
Tue, Dec 30
Wed, Dec 31

November 2025

Sat, Nov 1
Sun, Nov 2
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Tue, Nov 4
Wed, Nov 5
Thu, Nov 6
Fri, Nov 7
Sat, Nov 8
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Tue, Nov 11
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Sat, Nov 15
Sun, Nov 16
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Tue, Nov 18
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Thu, Nov 20
Fri, Nov 21
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Sun, Nov 30

October 2025

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Thu, Oct 30
Fri, Oct 31

September 2025

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Fri, Sep 5
Sat, Sep 6
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Sun, Sep 14
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Sat, Sep 27
Sun, Sep 28
Mon, Sep 29
Tue, Sep 30

August 2025

Fri, Aug 1
Sat, Aug 2
Sun, Aug 3
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Tue, Aug 5
Wed, Aug 6
Thu, Aug 7
Fri, Aug 8
Sat, Aug 9
Sun, Aug 10
Mon, Aug 11
Tue, Aug 12
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Fri, Aug 15
Sat, Aug 16
Sun, Aug 17
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Tue, Aug 19
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Fri, Aug 22
Sat, Aug 23
Sun, Aug 24
Mon, Aug 25
Tue, Aug 26
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Thu, Aug 28
Fri, Aug 29
Sat, Aug 30
Sun, Aug 31

July 2025

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Wed, Jul 2
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Thu, Jul 31

June 2025

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May 2025

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April 2025

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Wed, Apr 30

March 2025

Sat, Mar 1
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February 2025

Sat, Feb 1
Sun, Feb 2
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Tue, Feb 4
Wed, Feb 5
Thu, Feb 6
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Sat, Feb 8
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Tue, Feb 25
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January 2025

Wed, Jan 1
Thu, Jan 2
Fri, Jan 3
Sat, Jan 4
Sun, Jan 5
Mon, Jan 6
Tue, Jan 7
Wed, Jan 8
Thu, Jan 9
Fri, Jan 10
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Thu, Jan 30
Fri, Jan 31

Need practiceABCDEMMemory

Perceptual subitizing (1–5)

Counting 1-5

·45 Cards
Box M: 6
Box E: 14
Box D: 6
Box C: 3
Box B: 9
Box A: 7
Not seen yet: 0
Comparing quantities (1–10)

Comparing 1-10

·104 Cards
Box M: 15
Box E: 29
Box D: 15
Box C: 26
Box B: 10
Box A: 9
Not seen yet: 0
Perceptual subitizing (1–6, flashing)

Subitizing 1-6

·24 Cards
Total cards: 24
Correspondence and cardinality (1–10)

Counting 1-10

·35 Cards
Total cards: 35
Conceptual subitizing (1–10, flashing)

Subitizing 1-10

·46 Cards
Box M: 12
Box E: 7
Box D: 8
Box C: 8
Box B: 5
Box A: 6
Not seen yet: 0
Sums to 5 and add to make 10

Making 10

·49 Cards
Box M: 5
Box E: 10
Box D: 13
Box C: 11
Box B: 5
Box A: 5
Not seen yet: 0
Addition dots

Addition dots

·29 Cards
Box M: 5
Box E: 6
Box D: 6
Box C: 4
Box B: 4
Box A: 4
Not seen yet: 0
Addition ten frames

Addition ten frames

·65 Cards
Total cards: 65
Addition bars

Addition bars

·45 Cards
Box M: 6
Box E: 10
Box D: 8
Box C: 6
Box B: 7
Box A: 8
Not seen yet: 0
Subtraction ten frames

Subtraction ten frames

·65 Cards
Box M: 6
Box E: 17
Box D: 12
Box C: 10
Box B: 11
Box A: 9
Not seen yet: 0
Subtraction paths

Subtraction paths

·55 Cards
Total cards: 55
Subtraction bars

Subtraction bars

·45 Cards
Box M: 8
Box E: 11
Box D: 3
Box C: 13
Box B: 6
Box A: 4
Not seen yet: 0
Addition ten frames

Addition ten frames

·145 Cards
Box M: 18
Box E: 29
Box D: 19
Box C: 42
Box B: 15
Box A: 22
Not seen yet: 0
Addition place values

Addition place values

·109 Cards
Box M: 9
Box E: 30
Box D: 15
Box C: 33
Box B: 11
Box A: 11
Not seen yet: 0
Addition bars

Addition bars

·145 Cards
Total cards: 145
Subtraction place values

Subtraction place values

·91 Cards
Box M: 0
Box E: 29
Box D: 13
Box C: 35
Box B: 7
Box A: 7
Not seen yet: 0
Subtraction number lines

Subtraction number lines

·54 Cards
Box M: 5
Box E: 14
Box D: 14
Box C: 14
Box B: 4
Box A: 3
Not seen yet: 0
Subtraction bars

Subtraction bars

·145 Cards
Box M: 4
Box E: 44
Box D: 29
Box C: 46
Box B: 12
Box A: 10
Not seen yet: 0
Dots up to 5×5

Dots up to 5×5

·25 Cards
Box M: 5
Box E: 6
Box D: 6
Box C: 3
Box B: 3
Box A: 2
Not seen yet: 0
Grids up to 10×10

Grids up to 10×10

·100 Cards
Box M: 14
Box E: 21
Box D: 18
Box C: 18
Box B: 13
Box A: 16
Not seen yet: 0
Prime factor circles

Prime factor circles

·37 Cards
Box M: 4
Box E: 8
Box D: 9
Box C: 7
Box B: 3
Box A: 6
Not seen yet: 0
11 and 12 tables

11 and 12 tables

·44 Cards
Box M: 3
Box E: 11
Box D: 4
Box C: 13
Box B: 7
Box A: 6
Not seen yet: 0
Missing Factors I

Missing Factors I

·61 Cards
Box M: 8
Box E: 12
Box D: 12
Box C: 15
Box B: 7
Box A: 7
Not seen yet: 0
Missing Factors II

Missing Factors II

·61 Cards
Box M: 8
Box E: 17
Box D: 9
Box C: 8
Box B: 10
Box A: 9
Not seen yet: 0
Missing Factors III

Missing Factors III

·59 Cards
Box M: 7
Box E: 16
Box D: 10
Box C: 13
Box B: 7
Box A: 6
Not seen yet: 0
Partitive numbers bars

Partitive numbers bars

·100 Cards
Box M: 15
Box E: 19
Box D: 21
Box C: 19
Box B: 11
Box A: 15
Not seen yet: 0
Quotative numbers bars

Quotative numbers bars

·90 Cards
Box M: 12
Box E: 19
Box D: 18
Box C: 15
Box B: 13
Box A: 13
Not seen yet: 0
Area Model

Area Model

·100 Cards
Box M: 17
Box E: 21
Box D: 20
Box C: 22
Box B: 14
Box A: 6
Not seen yet: 0
12345678910
Subitizing
Comparing
Cardinality

Addition

+01234567891011121314151617181920
0
1
2
3
4
5
6
7
8
9
10
11
12
13
14
15
16
17
18
19
20

Addition

+01234567891011121314151617181920
0
1
2
3
4
5
6
7
8
9
10
11
12
13
14
15
16
17
18
19
20

Subtraction

–01234567891011121314151617181920
0
1
2
3
4
5
6
7
8
9
10
11
12
13
14
15
16
17
18
19
20

Subtraction

–01234567891011121314151617181920
0
1
2
3
4
5
6
7
8
9
10
11
12
13
14
15
16
17
18
19
20
×123456789101112
1
2
3
4
5
6
7
8
9
10
11
12
÷12345678910
1
2
3
4
5
6
7
8
9
10

Biztos benne, hogy törölni szeretné ennek a paklinak az összes folyamatát? Minden kártya visszakerül az A mezőbe.

Biztos benne, hogy a pakli összes kártyáját át akarja helyezni a Memória dobozba? Ez lehetővé teszi a tanulók számára, hogy továbbra is gyakorolják ezeket a kártyákat. Tudj meg többet…