data:image/png;base64,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pt:desenha gráfico de barras de _ em (x: _ , y: _ ) com largura _ e altura _
ca:dibuixa grà fic _ a x: _ y: _ amplada: _ alçada: _
-200-100400200If smallest value < 0, the x axis isn't at the bottom.
Note that sort is by > not by <.
Not clear this can happen in a
histogram!max y1ratio1label delta y5010step2190draw x axis at y=00draw y axis902012i15Ready to draw bars.2data90Takes a table (typically from a CSV data set) as input and reports a summary of the table grouped by the field in the specified column number. The remaining three inputs are used only if the field values are numbers, in which case they can be grouped into buckets (e.g., decades, centuries, etc.). Those three inputs specify the smallest and largest values of interest and, most importantly, the width of a bucket (10 for decades, 100 for centuries). If the field isn't numeric, leave these three inputs empty or set them to zero. In that case, each string value of the field is its own bucket, and they appear sorted alphabetically.
The block reports a new table with three columns. The first column contains the bucket name or smallest number. The second column contains a nonnegative integer that says how many records in the input table fall into this bucket. The third column is a subtable containing the actual records from the original table that fall into the bucket.
If your buckets aren't of constant width, or you want to group by some function of more than one field, load the "Frequency Distribution Analysis" library instead. ca:grà fica de la taula _ agrupada pel camp: _ des de: _ fins: _ interval: _
1110ca:agrupa taula _ pel camp _ per intervals de _
ca:ordena taula _ pel camp _ en ordre _
ascending
descendingadd missing entries to a sorted list. Used for histogramspt:os itens de _ com a chave _ entre _ e _ com passo _ completados por _
ca:grà fica omplint _ amb clau: _ des de: _ fins: _ interval: _ amb _
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B8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==Vegetable,Form,RetailPrice,RetailPriceUnit,Yield,CupEquivalentSize,CupEquivalentUnit,CupEquivalentPriceAcorn squash,Fresh,1.2136,per pound,0.4586,0.4519,pounds,1.1961Artichoke,Fresh,2.4703,per pound,0.375,0.3858,pounds,2.5415Artichoke,Canned,3.4498,per pound,0.65,0.3858,pounds,2.0476Asparagus,Fresh,2.9531,per pound,0.4938,0.3968,pounds,2.3731Asparagus,Canned,3.4328,per pound,0.65,0.3968,pounds,2.0958Asparagus,Frozen,6.8212,per pound,1.0335,0.3968,pounds,2.6191Avocados,Fresh,2.6737,per pound,0.7408,0.3197,pounds,1.1538Beets,Canned,1.1431,per pound,0.65,0.3748,pounds,0.6591Black beans,Canned,1.2387,per pound,0.65,0.3858,pounds,0.7352Black beans,Dried,1.5250,per pound,2.4692,0.3858,pounds,0.2383Blackeye peas,Canned,1.3164,per pound,0.65,0.3748,pounds,0.7590Blackeye peas,Dried,1.9265,per pound,2.5397,0.3858,pounds,0.2926Broccoli florets,Fresh,2.9162,per pound,1,0.3417,pounds,0.9965Broccoli heads,Fresh,3.0820,per pound,0.78,0.3417,pounds,1.3502Broccoli,Frozen,2.3458,per pound,0.8818,0.3417,pounds,0.9090Brussels sprouts,Fresh,2.9139,per pound,1.06,0.3417,pounds,0.9394Brussels sprouts,Frozen,2.5949,per pound,0.96,0.3417,pounds,0.9237Butternut squash,Fresh,1.2691,per pound,0.714,0.4519,pounds,0.8033"Cabbage, green",Fresh,0.7970,per pound,0.7788,0.3307,pounds,0.3384"Cabbage, red",Fresh,1.2604,per pound,0.7791,0.3307,pounds,0.5350"Cabbage, sauerkraut",Canned,1.4780,per pound,0.65,0.3086,pounds,0.7018"Carrots, cooked whole",Fresh,0.9761,per pound,0.8158,0.3197,pounds,0.3825"Carrots, raw whole",Fresh,0.9761,per pound,0.89,0.2756,pounds,0.3022"Carrots, baby",Fresh,1.3507,per pound,1,0.2756,pounds,0.3722Carrots,Canned,1.1979,per pound,0.65,0.3197,pounds,0.5892Carrots,Frozen,1.7277,per pound,0.98,0.3197,pounds,0.5636Cauliflower florets,Fresh,3.8022,per pound,0.9702,0.2756,pounds,1.0800Cauliflower heads,Fresh,2.1841,per pound,0.8926,0.2756,pounds,0.6743Cauliflower,Frozen,2.3974,per pound,0.9304,0.2756,pounds,0.7101"Celery, trimmed bunches",Fresh,1.1637,per pound,0.73,0.2646,pounds,0.4217Celery sticks,Fresh,2.4941,per pound,1,0.2646,pounds,0.6598Collard greens,Fresh,3.0881,per pound,1.16,0.2866,pounds,0.7630Collard greens,Canned,1.3315,per pound,0.65,0.3638,pounds,0.7452Collard greens,Frozen,2.3512,per pound,0.8818,0.3638,pounds,0.9699Corn,Fresh,2.2281,per pound,0.54,0.3638,pounds,1.5009Corn,Canned,1.1543,per pound,0.65,0.3638,pounds,0.6460Corn,Frozen,1.6889,per pound,0.963,0.3638,pounds,0.6380Cucumbers with peel,Fresh,1.2473,per pound,0.97,0.2646,pounds,0.3402Cucumbers without peel,Fresh,1.2473,per pound,0.73,0.2646,pounds,0.4520Great northern beans,Canned,1.1583,per pound,0.65,0.3858,pounds,0.6875Great northern beans,Dried,1.7202,per pound,2.4692,0.3858,pounds,0.2688Green beans,Fresh,2.6199,per pound,0.8466,0.2756,pounds,0.8528Green beans,Canned,1.1291,per pound,0.65,0.2976,pounds,0.5170Green beans,Frozen,1.9983,per pound,0.903,0.2976,pounds,0.6586Green peas,Canned,1.3118,per pound,0.65,0.3527,pounds,0.7119Green peas,Frozen,1.9960,per pound,0.8924,0.3527,pounds,0.7889Green peppers,Fresh,1.4789,per pound,0.82,0.2646,pounds,0.4771Kale,Fresh,3.4338,per pound,1.05,0.2866,pounds,0.9373Kale,Frozen,2.2983,per pound,0.8995,0.3638,pounds,0.9295Kidney beans,Canned,1.1208,per pound,0.65,0.3858,pounds,0.6652Kidney beans,Dried,1.9176,per pound,2.4692,0.3858,pounds,0.2996Lentils,Dried,1.8390,per pound,2.4692,0.3858,pounds,0.2873"Lettuce, iceberg",Fresh,1.2512,per pound,0.95,0.2425,pounds,0.3194"Lettuce, romaine, heads",Fresh,2.3074,per pound,0.94,0.2094,pounds,0.5141"Lettuce, romaine, hearts",Fresh,3.2802,per pound,0.85,0.2094,pounds,0.8082Lima beans,Canned,1.4785,per pound,0.65,0.3748,pounds,0.8525Lima beans,Frozen,2.4401,per pound,1.097,0.3748,pounds,0.8336Lima beans,Dried,2.3933,per pound,2.5397,0.3858,pounds,0.3636"Mixed vegetables, peas & carrots",Canned,1.4754,per pound,0.65,0.3392,pounds,0.7699"Mixed vegetables, peas & carrots",Frozen,1.8433,per pound,0.99,0.3392,pounds,0.6315"Mixed vegetables, carrots, peas, corn, green beans",Frozen,1.7859,per pound,0.97,0.3340,pounds,0.6150"Mixed vegetables, broccoli, cauliflower, carrots",Frozen,2.1538,per pound,0.97,0.3105,pounds,0.6895"Mushrooms, whole",Fresh,3.8929,per pound,0.97,0.1543,pounds,0.6194"Mushrooms, sliced",Fresh,3.9224,per pound,1,0.1543,pounds,0.6053Mustard greens,Canned,1.3367,per pound,0.65,0.3307,pounds,0.6800Mustard greens,Frozen,2.4324,per pound,0.7478,0.3307,pounds,1.0756Navy beans,Canned,1.2738,per pound,0.65,0.3858,pounds,0.7561Navy beans,Dried,1.6073,per pound,2.4692,0.3858,pounds,0.2511Okra,Fresh,5.1567,per pound,0.7695,0.3527,pounds,2.3639Okra,Frozen,2.2528,per pound,0.8995,0.3748,pounds,0.9387Olives,Canned,5.3496,per pound,1,0.2976,pounds,1.5922Onions,Fresh,1.1062,per pound,0.9,0.3527,pounds,0.4335Pinto beans,Canned,1.1189,per pound,0.65,0.3858,pounds,0.6641Pinto beans,Dried,1.4173,per pound,2.4692,0.3858,pounds,0.2215Potatoes,Fresh,0.8166,per pound,0.8113,0.2646,pounds,0.2663"Potatoes, french fries",Frozen,1.9018,per pound,0.776,0.3417,pounds,0.8374Potatoes,Canned,1.0266,per pound,0.65,0.3417,pounds,0.5397Pumpkin,Canned,1.8642,per pound,1,0.5401,pounds,1.0069Radish,Fresh,1.8126,per pound,0.9,0.2756,pounds,0.5550Red peppers,Fresh,1.8742,per pound,0.82,0.2646,pounds,0.6047"Spinach, boiled",Fresh,4.1214,per pound,0.77,0.3307,pounds,1.7700"Spinach, eaten raw",Fresh,4.1214,per pound,1,0.1543,pounds,0.6360Spinach,Canned,1.5676,per pound,0.65,0.3748,pounds,0.9039Spinach,Frozen,2.2796,per pound,0.776,0.3748,pounds,1.1010Sweet potatoes,Fresh,1.1565,per pound,0.8818,0.4409,pounds,0.5782"Tomatoes, grape & cherry",Fresh,3.8729,per pound,0.91,0.3748,pounds,1.5950"Tomatoes, roma & plum",Fresh,1.2453,per pound,0.91,0.3748,pounds,0.5129"Tomatoes, large round",Fresh,2.1868,per pound,0.91,0.3748,pounds,0.9006Tomatoes,Canned,1.0715,per pound,1,0.5401,pounds,0.5787Turnip greens,Fresh,2.9250,per pound,0.75,0.3197,pounds,1.2467Turnip greens,Canned,1.3154,per pound,0.65,0.3527,pounds,0.7138Turnip greens,Frozen,2.5169,per pound,0.776,0.3527,pounds,1.1440Zucchini,Fresh,1.6359,per pound,0.7695,0.3968,pounds,0.8437