Unnamed: 0
int64 0
5.69k
| idx
stringlengths 1
42
| annotations
stringlengths 4
314
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stringlengths 36
25k
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stringclasses 14
values | subclass
stringclasses 39
values |
|---|---|---|---|---|---|
100
|
clean/10/0000000
|
the progression is always going down like an upside-down s-curve, and it's starting to slow down as it gets close to a certain value.
|
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|
clean
|
inverted sigmoid
|
101
|
clean/10/0000001
|
comparable to an inverse sigmoid curve, the direction presents a declining trend, with its descent decelerating, approaching a value.
|
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|
clean
|
inverted sigmoid
|
102
|
clean/10/0000002
|
similar to an inverted s-curve, the process reveals a decreasing pathway, its decline slowing down, finally nearing a value.
|
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|
clean
|
inverted sigmoid
|
103
|
clean/10/0000003
|
reminiscent of an inverted sigmoid curve with a mirrored s-shape, the progression displays a continually decreasing pattern, eventually converging on a specific value, while its rate of decrease gradually lessens.
|
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|
clean
|
inverted sigmoid
|
104
|
clean/10/0000004
|
the evolution portrays an unbroken downward progression, like an inverted sigmoid curve forming a mirrored s-shape, with its pace of decrease gradually slowing down, eventually converging to a specific value.
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|
clean
|
inverted sigmoid
|
105
|
clean/10/0000005
|
resembling an inverted sigmoid curve, the progression presents a persistent downward movement, with the rate of decrease progressively slackening, finally nearing a designated value.
|
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|
clean
|
inverted sigmoid
|
106
|
clean/10/0000006
|
the pathway reflects a decreasing pattern, similar to an inverse sigmoid curve, which progresses towards a value, with the deceleration becoming more gradual.
|
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|
clean
|
inverted sigmoid
|
107
|
clean/10/0000007
|
like an inverse sigmoid curve, the process shows a downward movement, with its decrease subsiding, finally approaching a value.
|
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|
clean
|
inverted sigmoid
|
108
|
clean/10/0000008
|
like an inverse sigmoid curve, the pattern shows a constant downward trajectory, with the rate of decrease gradually slackening, ultimately reaching a predetermined value.
|
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|
clean
|
inverted sigmoid
|
109
|
clean/10/0000009
|
similar to an inverse sigmoid curve forming a mirrored s-shape, which eventually progresses towards a specific value, the pathway reflects an invariably decreasing pattern, with the rate of deceleration gradually becoming more gradual.
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|
clean
|
inverted sigmoid
|
110
|
clean/11/0000000
|
the progression reproduces the curve of a positive cubic function, escalating at first, descending at the midpoint and finally rising again. this produces an inverted s-shape rotated by 90 degrees.
|
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|
clean
|
cubic function
|
111
|
clean/11/0000001
|
the pattern is like a slide, it goes up first, then down, then up again, forming an upside-down sideways s shape.
|
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|
clean
|
cubic function
|
112
|
clean/11/0000002
|
the trend mirrors the graph of a positive cubic function, beginning with an increase, a decrease in the center, and finally increasing once more. this results in a reflected s-shape, rotated by 90 degrees.
|
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|
clean
|
cubic function
|
113
|
clean/11/0000003
|
the pattern follows a positive cubic function's graph, increasing, decreasing and increasing again, creating a mirrored 90-degree rotated s-shape.
|
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|
clean
|
cubic function
|
114
|
clean/11/0000004
|
the pathway is like a roller coaster ride, it goes up first, dips in the middle, then goes up again, forming a flipped sideways s shape.
|
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|
clean
|
cubic function
|
115
|
clean/11/0000005
|
the progression is akin to the curve of a positive cubic function, which increases, decreases, and then increases again, forming a 90-degree rotated s-shape inverted.
|
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|
clean
|
cubic function
|
116
|
clean/11/0000006
|
the progression is similar to a positive cubic function's curve, increasing, decreasing and increasing again, forming an inverted 90-degree rotated s-shape.
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60.971909, 61.129546, 61.287657, 61.446243, 61.605304, 61.764841, 61.924854, 62.085344, 62.246312, 62.407758, 62.569682, 62.732085, 62.894968, 63.058331, 63.222174, 63.386499, 63.551306, 63.716595, 63.882366, 64.048622, 64.215361, 64.382584, 64.550293, 64.718487, 64.887167, 65.056334, 65.225988, 65.39613, 65.56676, 65.737879, 65.909488, 66.081586, 66.254174, 66.427254, 66.600825, 66.774888, 66.949444]
|
clean
|
cubic function
|
117
|
clean/11/0000007
|
the progression mirrors the trajectory of a positive cubic function, beginning with an escalation, followed by a decline in the middle, and finally escalating once again. this results in a mirrored s-shape, rotated by 90 degrees.
|
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79.888608, 80.016049, 80.143743, 80.271691, 80.399893, 80.528349, 80.657059, 80.786024, 80.915243, 81.044718, 81.174448, 81.304433, 81.434674, 81.565171, 81.695924, 81.826934, 81.9582, 82.089722, 82.221502, 82.35354, 82.485834, 82.618387, 82.751197, 82.884266, 83.017593, 83.151179, 83.285023, 83.419127, 83.55349, 83.688113, 83.822995, 83.958138, 84.09354, 84.229203, 84.365127]
|
clean
|
cubic function
|
118
|
clean/11/0000008
|
the sequence reflects a positive cubic function's curve, starting with a sharp rise, dipping in the middle, and finally returning to an upward trend. this forms a mirrored s-shape, rotated by 90 degrees.
|
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|
clean
|
cubic function
|
119
|
clean/11/0000009
|
the course echoes the graph of a positive cubic function, sharply rising, dipping, and then returning upward, forming a mirrored s-shape rotated 90 degrees.
|
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|
clean
|
cubic function
|
120
|
clean/12/0000000
|
the trend is like a roller coaster ride, it starts by going down, rises in the middle, then goes down again, forming a sideways s shape.
|
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|
clean
|
negative cubic function
|
121
|
clean/12/0000001
|
the trajectory reflects a negative cubic function's path, decreasing, rising midway, and declining. it forms a rotated 90-degree s-shape.
|
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|
clean
|
negative cubic function
|
122
|
clean/12/0000002
|
the sequence parallels a negative cubic function's curve, descending, climbing, and descending. it forms a rotated 90-degree s-shape.
|
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|
clean
|
negative cubic function
|
123
|
clean/12/0000003
|
the pathway echoes a negative cubic function, contracting, then increasing, and finally receding. it forms a rotated 90-degree s-shape.
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|
clean
|
negative cubic function
|
124
|
clean/12/0000004
|
the trend mirrors a negative cubic function's curve, decreasing, expanding, and finally deflating. it produces a rotated 90-degree s-shape.
|
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-39.776492]
|
clean
|
negative cubic function
|
125
|
clean/12/0000005
|
initially contracting, then increasing in the middle and finally receding, the pathway is reminiscent of a negative cubic function. this constitutes an s-shape rotated by 90 degrees.
|
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|
clean
|
negative cubic function
|
126
|
clean/12/0000006
|
the direction is like a slide, it starts by going down, rises in the middle, then goes down again, looking like a sideways s.
|
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|
clean
|
negative cubic function
|
127
|
clean/12/0000007
|
starting with a dip, increasing at the midpoint and finally dipping again, the trend is akin to the curve of a negative cubic function. this forms an s-shape rotated by 90 degrees.
|
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-14.8129]
|
clean
|
negative cubic function
|
128
|
clean/12/0000008
|
the trajectory is similar to a negative cubic function's curve, declining, increasing, and declining. it results in a rotated 90-degree s-shape.
|
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|
clean
|
negative cubic function
|
129
|
clean/12/0000009
|
decreasing, ascending, and returning to a decrease, the course echoes a negative cubic function's curve and forms a rotated 90-degree s-shape.
|
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|
clean
|
negative cubic function
|
130
|
clean/13/0000000
|
the direction, increasing and decreasing, resembles a gaussian function, equal to a constant.
|
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|
clean
|
gaussian
|
131
|
clean/13/0000001
|
the path emulates a gaussian function, initially increasing and then decreasing, with both ends ultimately reaching a constant value.
|
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|
clean
|
gaussian
|
132
|
clean/13/0000002
|
ascending then descending, the pattern follows a gaussian function, becoming a fixed value.
|
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|
clean
|
gaussian
|
133
|
clean/13/0000003
|
the trend is like a hill, it starts by rising and then falls, with both ends at the same level.
|
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|
clean
|
gaussian
|
134
|
clean/13/0000004
|
initially ascending and later descending, the drift is consistent with a gaussian function, with both ends finally equal to a constant.
|
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|
clean
|
gaussian
|
135
|
clean/13/0000005
|
first going up and then going down, the trend follows the trajectory of a gaussian function, with both ends ultimately stabilizing at a certain value.
|
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|
clean
|
gaussian
|
136
|
clean/13/0000006
|
the pattern is similar to a hill, rising at first and then falling, with both ends ending up at the same point.
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|
clean
|
gaussian
|
137
|
clean/13/0000007
|
the trend mirrors a gaussian function, rising then falling, merging at a constant value.
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|
clean
|
gaussian
|
138
|
clean/13/0000008
|
matching a gaussian function, the drift ascends then descends, equal to a constant.
|
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|
clean
|
gaussian
|
139
|
clean/13/0000009
|
the inclination is like a hill, it starts with a climb and then a descent, with both ends at the same level.
|
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|
clean
|
gaussian
|
140
|
clean/14/0000000
|
modelling a flipped gaussian function, the course begins with a decline then an incline, with both ends equalizing at a constant.
|
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|
clean
|
inverted gaussian
|
141
|
clean/14/0000001
|
the evolution emulates an inverted gaussian function, initially diminishing and then augmenting, with both tips ultimately converging to a constant value.
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|
clean
|
inverted gaussian
|
142
|
clean/14/0000002
|
guided by an inverted gaussian function, the trend starts with descent then ascent, with both ends finally stabilizing at a constant value.
|
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|
clean
|
inverted gaussian
|
143
|
clean/14/0000003
|
the tendency resembles an inverted gaussian function, initially falling then rising, both ends merging at a constant value.
|
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|
clean
|
inverted gaussian
|
144
|
clean/14/0000004
|
the trend is like a valley, starting with a descent and then a climb, with both ends ending up at the same point.
|
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|
clean
|
inverted gaussian
|
145
|
clean/14/0000005
|
the drift is in line with an inverse gaussian function, initially descending and later ascending, and both ends finally equal to a constant.
|
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|
clean
|
inverted gaussian
|
146
|
clean/14/0000006
|
initially falling, then rising, the tendency resembles an inverted gaussian function, both ends merging at a constant value.
|
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39.755983, 39.756524]
|
clean
|
inverted gaussian
|
147
|
clean/14/0000007
|
the trend is like a valley, it starts with a descent and then an ascent, with both ends at the same level.
|
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|
clean
|
inverted gaussian
|
148
|
clean/14/0000008
|
the direction maps onto an inverse gaussian function, initially decreasing and then increasing, with both limits eventually achieving a stable value.
|
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|
clean
|
inverted gaussian
|
149
|
clean/14/0000009
|
mimicking an inverted gaussian function, the transformation decreases initially then increases, with both ends finally reaching a constant value.
|
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|
clean
|
inverted gaussian
|
150
|
clean/20/0000000
|
the signal outlines a ceaseless cycle, akin to a sine wave.
|
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|
clean
|
sinusoidal wave
|
151
|
clean/20/0000001
|
signal projects a pattern, akin to a sine wave, that repeats rhythmically at regular intervals.
|
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|
clean
|
sinusoidal wave
|
152
|
clean/20/0000002
|
signal presents a periodically repeating pattern that echoes a sinusoidal wave, consistent over a fixed time frame.
|
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|
clean
|
sinusoidal wave
|
153
|
clean/20/0000003
|
signal shows a periodic pattern, similar to a sine wave, repeating at regular intervals.
|
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|
clean
|
sinusoidal wave
|
154
|
clean/20/0000004
|
over a fixed timeframe, the signal shows a periodically repeating pattern akin to a sinusoidal wave.
|
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|
clean
|
sinusoidal wave
|
155
|
clean/20/0000005
|
much like a sine wave, the signal demonstrates a recurring pattern at regular intervals.
|
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|
clean
|
sinusoidal wave
|
156
|
clean/20/0000006
|
signal projects a pattern, akin to a sine wave, that repeats rhythmically at regular intervals.
|
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|
clean
|
sinusoidal wave
|
157
|
clean/20/0000007
|
the signal, similar to a sinusoidal wave, shows a rhythmic pattern repeating consistently.
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|
clean
|
sinusoidal wave
|
158
|
clean/20/0000008
|
consistently repeating at regular intervals, the signal exhibits a pattern similar to a sine wave.
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|
clean
|
sinusoidal wave
|
159
|
clean/20/0000009
|
the signal delineates a ceaseless cycle, similar to a sine wave.
|
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|
clean
|
sinusoidal wave
|
160
|
clean/21/0000000
|
returning at regular intervals, the signal shows a pattern parallel to square waves.
|
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clean
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square wave
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161
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clean/21/0000001
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signal shows a periodic pattern, similar to a square wave.
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|
clean
|
square wave
|
162
|
clean/21/0000002
|
the signal, akin to a square wave, presents a pattern that repeats periodically at consistent intervals.
|
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|
clean
|
square wave
|
163
|
clean/21/0000003
|
the signal presents a periodic pattern that is consistently repeated at regular intervals, similar to a square wave.
|
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|
clean
|
square wave
|
164
|
clean/21/0000004
|
much like a square wave, the signal reveals a pattern that reiterates at regular intervals.
|
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|
clean
|
square wave
|
165
|
clean/21/0000005
|
the signal shows a repeating pattern, akin to a square wave.
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|
clean
|
square wave
|
166
|
clean/21/0000006
|
the signal exhibits a periodic tendency to reverberate at regular intervals, comparable to square waves.
|
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|
clean
|
square wave
|
167
|
clean/21/0000007
|
like a square wave, the signal is showing a periodic pattern that repeats at regular intervals.
|
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|
clean
|
square wave
|
168
|
clean/21/0000008
|
signal shows a periodic pattern, similar to a square wave.
|
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clean
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square wave
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169
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clean/21/0000009
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the signal exhibits a tendency like square waves.
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|
clean
|
square wave
|
170
|
clean/22/0000000
|
signal shows a constantly repeating pattern like a sawtooth wave.
|
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|
clean
|
sawtooth wave
|
171
|
clean/22/0000001
|
the signal, like a sawtooth wave, unveils a recurring pattern.
|
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|
clean
|
sawtooth wave
|
172
|
clean/22/0000002
|
showing a repeating pattern at regular intervals, the signal is similar to saw waves.
|
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|
clean
|
sawtooth wave
|
173
|
clean/22/0000003
|
a pattern that returns systematically, like a sawtooth wave, is shown by the signal.
|
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|
clean
|
sawtooth wave
|
174
|
clean/22/0000004
|
signal reflects a periodic pattern similar to a sawtooth wave.
|
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|
clean
|
sawtooth wave
|
175
|
clean/22/0000005
|
the signal shows a rhythmic tendency to reverberate at regular intervals, similar to saw waves.
|
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|
clean
|
sawtooth wave
|
176
|
clean/22/0000006
|
the signal discloses a repeating cycle similar to a sawtooth wave.
|
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|
clean
|
sawtooth wave
|
177
|
clean/22/0000007
|
a periodic pattern, similar to a sawtooth wave, is presented by the signal.
|
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|
clean
|
sawtooth wave
|
178
|
clean/22/0000008
|
manifesting a pattern that is recurrent at regular intervals, the signal is analogous to a sawtooth wave.
|
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|
clean
|
sawtooth wave
|
179
|
clean/22/0000009
|
signal shows a repeating pattern at regular intervals, similar to saw waves.
|
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|
clean
|
sawtooth wave
|
180
|
clean/23/0000000
|
representing a periodic trend that reoccurs at regular intervals, the signal is akin to a reverse sawtooth wave.
|
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|
clean
|
reverse sawtooth wave
|
181
|
clean/23/0000001
|
signal, similar to an inverse sawtooth wave, shows a rhythmic pattern.
|
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|
clean
|
reverse sawtooth wave
|
182
|
clean/23/0000002
|
the signal shows a periodic sequence that consistently repeats at regular intervals, similar to an inverse sawtooth wave.
|
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|
clean
|
reverse sawtooth wave
|
183
|
clean/23/0000003
|
showing a sequence that repeats recurrently at regular intervals, the signal is similar to a reverse sawtooth wave.
|
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|
clean
|
reverse sawtooth wave
|
184
|
clean/23/0000004
|
showing a rhythmic tendency to repeat at regular intervals, the signal is similar to an inverse sawtooth wave.
|
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|
clean
|
reverse sawtooth wave
|
185
|
clean/23/0000005
|
the signal represents a periodic trend like a reverse sawtooth wave.
|
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|
clean
|
reverse sawtooth wave
|
186
|
clean/23/0000006
|
the signal, like an inverse sawtooth wave, demonstrates a rhythm.
|
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|
clean
|
reverse sawtooth wave
|
187
|
clean/23/0000007
|
signal, resembling an inverse sawtooth wave, exhibits a sequence that recurs at regular intervals.
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|
clean
|
reverse sawtooth wave
|
188
|
clean/23/0000008
|
systematically repeating at regular intervals, the signal shows a pattern similar to an inverse sawtooth wave.
|
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|
clean
|
reverse sawtooth wave
|
189
|
clean/23/0000009
|
the signal, similar to an inverse sawtooth wave, shows a sequence that repeats consistently at regular intervals.
|
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|
clean
|
reverse sawtooth wave
|
190
|
clean/24/0000000
|
a constant pattern similar to a triangular wave is demonstrated by the signal.
|
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|
clean
|
triangle wave
|
191
|
clean/24/0000001
|
signal conveys a rhythmic sequence like a triangular wave.
|
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|
clean
|
triangle wave
|
192
|
clean/24/0000002
|
the signal exhibits a periodic pattern, similar to a triangular wave, that is continually repeated at regular intervals.
|
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|
clean
|
triangle wave
|
193
|
clean/24/0000003
|
the signal indicates a repeating sequence like a triangular wave.
|
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|
clean
|
triangle wave
|
194
|
clean/24/0000004
|
exhibiting a pattern that returns, the signal is comparable to a triangular wave.
|
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|
clean
|
triangle wave
|
195
|
clean/24/0000005
|
a rhythmic pattern akin to a triangular wave is shown by the signal.
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|
clean
|
triangle wave
|
196
|
clean/24/0000006
|
signal shows a repeating pattern at regular intervals, comparable to a triangular wave.
|
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|
clean
|
triangle wave
|
197
|
clean/24/0000007
|
signal, similar to a triangular wave, showcases a pattern that is perpetually echoed at regular intervals.
|
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|
clean
|
triangle wave
|
198
|
clean/24/0000008
|
signal conveys a rhythmic sequence that is recurrently repeated at regular intervals, much like a triangular wave.
|
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|
clean
|
triangle wave
|
199
|
clean/24/0000009
|
a triangular wave-like pattern is continuously repeated by the signal.
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|
clean
|
triangle wave
|
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