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)
Estimación de la ocupación y
desviación estándar
La ocupación del oso andino dentro de las
áreas estudiadas es del 0.744, con un error
estándar de 0.15 dentro de los cuadrantes de
2,
16km (σ 2.746)(Fig. 4).
Presiones
La presión más relevante e importante
dentro del ACR es la presencia de ganado
vacuno, se encontró en 44 subcuadrantes la
presencia de ganado (Vacuno, equino, bovino)
y dentro de estas en 92 transectos se encontró
ganado. Respecto a las otras presiones (tala y
quema) no son significantes.
Entonces la proporción de área ocupada por
el ganado es 0.40 del total del área evaluada,
siendo la principal presión que estaría
afectando el hábitat de oso andino, debido a que
se encontró su presencia en todas las
coberturas vegetales, siendo mayoritario en
césped puna, ya que los pobladores practican
una agricultura extensiva.
Discusiones
El Santuario Historico de Machupicchu
realizo un estudio de similar metodología y
con los resultados demostrados muy distintos:
teniendo en Choquequirao una ocupación de
ψ= 0.74% con una detectabilidad de 0.15
mientras que en el S H. Machupicchu es ψ=
0.95% con una detectabilidad igual a 0.39
(Márquez etal., 2016). Con esto se demuestra
que el ACR-Choquequirao el oso andino
presenta menos ocupación dentro de su área
establecida, debido probablemente al estado de
conservación del ACR Choquequirao, que
tiene 7 años de creación, y no cuenta con
infraestructura, ni con personal para la
protección y conservación de sus objetos de
conservación (36 años), a diferencia del S.H.
Machupicchu que tiene 36 años de creación, y
cuenta con todo ya antes mencionado (Puestos
de control, vigilancia, guardaparques y
presupuesto) además si hablamos en extensión
es la tercera parte de Choquequirao.
Los indicios de presencia del oso en el
ámbito de estudio están distribuidos entre
2060-4200 msnm. –(Figueroa & Stucchi,
2013; Peyton, 1984) en estos estudios el rango
de distribución oscila entre 1994 - 4170 msnm
(Machupicchu), la mayoría de las señales se
encuentra cerca del complejo arqueológico
propiamente dicho. Los indicios dentro del
ámbito de estudio, nuestras señales se
encontraron entre 2060 - 4200 msnm
(Choquequirao). Si se compara con el estudios
anteriores (Figueroa & Stucchi, 2013; Peyton,
1984) en ambos el rango de distribución es
entre 1994 - 4170msnm (Machupicchu), la
mayoría de las señales se encuentra cerca de la
ciudadela.
Rev. Q'EUÑA 10 (1): 24 (Agosto 2019)
Sociedad Botánica del Cusco
24
Huaypar et al.: Tremarctos ornatus en Choquequirao
RHAMNACEAE
Colletia spinosissima J.F. Gmel.
?
H-CG
27.32 ± 1.84 26.95 ± 1.13 1.01 Tricolporado Prolato esferoidal Escábrida Mediano
ROSACEAE
Hesperomeles ferruginea (Pers.) Benth.
?
H
34.54 ± 1.81 32.16 ± 1.84 1.07 Tricolporado Prolato esferoidal Estriada a rugulada Mediano
Kageneckia lanceolata Ruiz & Pav.
?
H
31.43 ± 2.42 33.21 ±2.52 0.95 Tricolporado Oblato esferoidal Estriada Mediano
Polylepis racemosa Ruiz & Pav.
?
H-CG
24 ± 1.11 25.06 ± 1.19 0.96 Tricolporado Oblato esferoidal Verrugosa Mediano
Prunus persica (L.) Batsch
H-CG
41.9 ± 2.04 40.5 ± 2.89 1.03 Tricolporado Prolato esferoidal Estriada Mediano
Prunus serotina Ehrh.
H-CG
25.78 ± 1.38 22.84 ± 1.24 1.13 Tricolporado Prolato esferoidal Estriada Pequeño
Rubus urticifolius Poir.
?
H
22.04 ± 1.94 16.94 ± 1.19 1.30 Tricolporado Subprolato Estriada Pequeño
RUTACEAE Ruta chalepensis L.
H-CG
22.57 ± 1.02 20.99 ± 0.80 1.07 Tricolporado Prolato esferoidal Estriada Pequeño
SALICACEAE
Pineda incana Ruiz & Pav.
?
H
21.65 ± 1.28 18.46 ± 1.12 1.17 Tricolporado Subprolato Reticulada Pequeño
Salix humboldtiana Willd.
?
H-CG
19.32 ± 0.96 16.96 ± 0.77 1.14 Tricolpado Subprolato Reticulada Pequeño
SAPINDACEAE
Serjania squarrosa Radlk.
?
H
19.6 ± 0.96 30.02 ± 1.42 0.65 Sincolporado Euoblato Reticulada, foveolada Mediano
SCROPHULARIACEAE
Buddleja coriacea Remy
?
CG
27.87 ± 1.46 23.52 ± 1.78 1.18 Tricolporado Subprolato Perforada a foveolada Pequeño
Verbascum virgatum Stokes
H
26.03 ± 1.19 28.07 ± 1.91 0.93 Tricolporado Oblato esferoidal Reticulada Mediano
SOLANACEAE
Brugmansia arborea (L.) Lagerh.
?
H-CG
34.56 ± 1.61 40.61 ± 1.82 0.85 Tricolporado Suboblato Estriada, foveolada Mediano
Brugmansia sanguinea (Ruiz & Pav.) D. Don
?
H-CG
35.59 ± 1.65 39.74 ± 1.35 0.89 Tricolporado Oblato esferoidal Estriada, foveolada Mediano
Cestrum conglomeratum Ruiz & Pav.
?
H
38.39 ± 2.17 28.51 ± 1.19 1.35 Tricolporado Euprolato Escábrida Mediano
Datura stramonium L.
H
39.26 ± 1.74 42.61 ± 1.41 0.92 Tricolporado Oblato esferoidal Estriada, reticulada Mediano
Dunalia obovata (Ruiz & Pav.) Dammer
?
H-CG
28.86 ± 0.94 27.5 ± 0.73 1.05 Tricolporado Prolato esferoidal Escábrida Mediano
Jaltomata herrerae (C. V. Morton) Mione
?
CG
36.56 ± 1.60 31.1 ± 1.32 1.17 Tricolporado Subprolato Escábrida Mediano
Nicandra physalodes (L.) Gaertn.
?
H
29.54 ± 1.57 27.65 ± 1.70 1.07 Tricolporado Prolato esferoidal Escábrida Mediano
Nicotiana tomentosa Ruiz & Pav.
?
H-CG
30.43 ± 1.28 23.78 ± 0.77 1.28 Tricolporado Subprolato Estriada, verrugosa Mediano
Solanum maturecalvans Bitter
?
H
20.37 ± 0.58 17.91 ± 0.84 1.14 Tricolporado Prolato esferoidal Psilada Pequeño
Solanum nitidum Ruiz & Pav.
?
CG
29.35 ± 1.30 27.57 ± 1.40 1.06 Tricolporado Prolato esferoidal Escábrida Mediano
TROPAEOLACEAE Tropaeolum majus L.
H-CG
27.86 ± 1.82 32.45 ± 2.01 0.86 Tricolpado Suboblato Reticulada Mediano
Tropaeolum peregrinum L.
?
H-CG
21.87 ± 1.56 25.54 ± 2.02 0.86 Tricolpado Suboblato Reticulada Pequeño
VERBENACEAE
Duranta armata Moldenke
?
H
29.21 ± 1.29 35.26 ± 1.31 0.83 Tricolporado Suboblato Escábrida Mediano
RHAMNACEAE
Colletia spinosissima J.F. Gmel.
?
H-CG
27.32 ± 1.84 26.95 ± 1.13 1.01 Tricolporado Prolato esferoidal Escábrida Mediano
ROSACEAE
Hesperomeles ferruginea (Pers.) Benth.
?
H
34.54 ± 1.81 32.16 ± 1.84 1.07 Tricolporado Prolato esferoidal Estriada a rugulada Mediano
Kageneckia lanceolata Ruiz & Pav.
?
H
31.43 ± 2.42 33.21 ±2.52 0.95 Tricolporado Oblato esferoidal Estriada Mediano
Polylepis racemosa Ruiz & Pav.
?
H-CG
24 ± 1.11 25.06 ± 1.19 0.96 Tricolporado Oblato esferoidal Verrugosa Mediano
Prunus persica (L.) Batsch
H-CG
41.9 ± 2.04 40.5 ± 2.89 1.03 Tricolporado Prolato esferoidal Estriada Mediano
Prunus serotina Ehrh.
H-CG
25.78 ± 1.38 22.84 ± 1.24 1.13 Tricolporado Prolato esferoidal Estriada Pequeño
Rubus urticifolius Poir.
?
H
22.04 ± 1.94 16.94 ± 1.19 1.30 Tricolporado Subprolato Estriada Pequeño
RUTACEAE Ruta chalepensis L.
H-CG
22.57 ± 1.02 20.99 ± 0.80 1.07 Tricolporado Prolato esferoidal Estriada Pequeño
SALICACEAE
Pineda incana Ruiz & Pav.
?
H
21.65 ± 1.28 18.46 ± 1.12 1.17 Tricolporado Subprolato Reticulada Pequeño
Salix humboldtiana Willd.
?
H-CG
19.32 ± 0.96 16.96 ± 0.77 1.14 Tricolpado Subprolato Reticulada Pequeño
SAPINDACEAE
Serjania squarrosa Radlk.
?
H
19.6 ± 0.96 30.02 ± 1.42 0.65 Sincolporado Euoblato Reticulada, foveolada Mediano
SCROPHULARIACEAE
Buddleja coriacea Remy
?
CG
27.87 ± 1.46 23.52 ± 1.78 1.18 Tricolporado Subprolato Perforada a foveolada Pequeño
Verbascum virgatum Stokes
H
26.03 ± 1.19 28.07 ± 1.91 0.93 Tricolporado Oblato esferoidal Reticulada Mediano
SOLANACEAE
Brugmansia arborea (L.) Lagerh.
?
H-CG
34.56 ± 1.61 40.61 ± 1.82 0.85 Tricolporado Suboblato Estriada, foveolada Mediano
Brugmansia sanguinea (Ruiz & Pav.) D. Don
?
H-CG
35.59 ± 1.65 39.74 ± 1.35 0.89 Tricolporado Oblato esferoidal Estriada, foveolada Mediano
Cestrum conglomeratum Ruiz & Pav.
?
H
38.39 ± 2.17 28.51 ± 1.19 1.35 Tricolporado Euprolato Escábrida Mediano
Datura stramonium L.
H
39.26 ± 1.74 42.61 ± 1.41 0.92 Tricolporado Oblato esferoidal Estriada, reticulada Mediano
Dunalia obovata (Ruiz & Pav.) Dammer
?
H-CG
28.86 ± 0.94 27.5 ± 0.73 1.05 Tricolporado Prolato esferoidal Escábrida Mediano
Jaltomata herrerae (C. V. Morton) Mione
?
CG
36.56 ± 1.60 31.1 ± 1.32 1.17 Tricolporado Subprolato Escábrida Mediano
Nicandra physalodes (L.) Gaertn.
?
H
29.54 ± 1.57 27.65 ± 1.70 1.07 Tricolporado Prolato esferoidal Escábrida Mediano
Nicotiana tomentosa Ruiz & Pav.
?
H-CG
30.43 ± 1.28 23.78 ± 0.77 1.28 Tricolporado Subprolato Estriada, verrugosa Mediano
Solanum maturecalvans Bitter
?
H
20.37 ± 0.58 17.91 ± 0.84 1.14 Tricolporado Prolato esferoidal Psilada Pequeño
Solanum nitidum Ruiz & Pav.
?
CG
29.35 ± 1.30 27.57 ± 1.40 1.06 Tricolporado Prolato esferoidal Escábrida Mediano
TROPAEOLACEAE Tropaeolum majus L.
H-CG
27.86 ± 1.82 32.45 ± 2.01 0.86 Tricolpado Suboblato Reticulada Mediano
Tropaeolum peregrinum L.
?
H-CG
21.87 ± 1.56 25.54 ± 2.02 0.86 Tricolpado Suboblato Reticulada Pequeño
VERBENACEAE
Duranta armata Moldenke
?
H
29.21 ± 1.29 35.26 ± 1.31 0.83 Tricolporado Suboblato Escábrida Mediano
RHAMNACEAE
Colletia spinosissima J.F. Gmel.
?
H-CG
27.32 ± 1.84 26.95 ± 1.13 1.01 Tricolporado Prolato esferoidal Escábrida Mediano
ROSACEAE
Hesperomeles ferruginea (Pers.) Benth.
?
H
34.54 ± 1.81 32.16 ± 1.84 1.07 Tricolporado Prolato esferoidal Estriada a rugulada Mediano
Kageneckia lanceolata Ruiz & Pav.
?
H
31.43 ± 2.42 33.21 ±2.52 0.95 Tricolporado Oblato esferoidal Estriada Mediano
Polylepis racemosa Ruiz & Pav.
?
H-CG
24 ± 1.11 25.06 ± 1.19 0.96 Tricolporado Oblato esferoidal Verrugosa Mediano
Prunus persica (L.) Batsch
H-CG
41.9 ± 2.04 40.5 ± 2.89 1.03 Tricolporado Prolato esferoidal Estriada Mediano
Prunus serotina Ehrh.
H-CG
25.78 ± 1.38 22.84 ± 1.24 1.13 Tricolporado Prolato esferoidal Estriada Pequeño
Rubus urticifolius Poir.
?
H
22.04 ± 1.94 16.94 ± 1.19 1.30 Tricolporado Subprolato Estriada Pequeño
RUTACEAE Ruta chalepensis L.
H-CG
22.57 ± 1.02 20.99 ± 0.80 1.07 Tricolporado Prolato esferoidal Estriada Pequeño
SALICACEAE
Pineda incana Ruiz & Pav.
?
H
21.65 ± 1.28 18.46 ± 1.12 1.17 Tricolporado Subprolato Reticulada Pequeño
Salix humboldtiana Willd.
?
H-CG
19.32 ± 0.96 16.96 ± 0.77 1.14 Tricolpado Subprolato Reticulada Pequeño
SAPINDACEAE
Serjania squarrosa Radlk.
?
H
19.6 ± 0.96 30.02 ± 1.42 0.65 Sincolporado Euoblato Reticulada, foveolada Mediano
SCROPHULARIACEAE
Buddleja coriacea Remy
?
CG
27.87 ± 1.46 23.52 ± 1.78 1.18 Tricolporado Subprolato Perforada a foveolada Pequeño
Verbascum virgatum Stokes
H
26.03 ± 1.19 28.07 ± 1.91 0.93 Tricolporado Oblato esferoidal Reticulada Mediano
SOLANACEAE
Brugmansia arborea (L.) Lagerh.
?
H-CG
34.56 ± 1.61 40.61 ± 1.82 0.85 Tricolporado Suboblato Estriada, foveolada Mediano
Brugmansia sanguinea (Ruiz & Pav.) D. Don
?
H-CG
35.59 ± 1.65 39.74 ± 1.35 0.89 Tricolporado Oblato esferoidal Estriada, foveolada Mediano
Cestrum conglomeratum Ruiz & Pav.
?
H
38.39 ± 2.17 28.51 ± 1.19 1.35 Tricolporado Euprolato Escábrida Mediano
Datura stramonium L.
H
39.26 ± 1.74 42.61 ± 1.41 0.92 Tricolporado Oblato esferoidal Estriada, reticulada Mediano
Dunalia obovata (Ruiz & Pav.) Dammer
?
H-CG
28.86 ± 0.94 27.5 ± 0.73 1.05 Tricolporado Prolato esferoidal Escábrida Mediano
Jaltomata herrerae (C. V. Morton) Mione
?
CG
36.56 ± 1.60 31.1 ± 1.32 1.17 Tricolporado Subprolato Escábrida Mediano
Nicandra physalodes (L.) Gaertn.
?
H
29.54 ± 1.57 27.65 ± 1.70 1.07 Tricolporado Prolato esferoidal Escábrida Mediano
Nicotiana tomentosa Ruiz & Pav.
?
H-CG
30.43 ± 1.28 23.78 ± 0.77 1.28 Tricolporado Subprolato Estriada, verrugosa Mediano
Solanum maturecalvans Bitter
?
H
20.37 ± 0.58 17.91 ± 0.84 1.14 Tricolporado Prolato esferoidal Psilada Pequeño
Solanum nitidum Ruiz & Pav.
?
CG
29.35 ± 1.30 27.57 ± 1.40 1.06 Tricolporado Prolato esferoidal Escábrida Mediano
TROPAEOLACEAE Tropaeolum majus L.
H-CG
27.86 ± 1.82 32.45 ± 2.01 0.86 Tricolpado Suboblato Reticulada Mediano
Tropaeolum peregrinum L.
?
H-CG
21.87 ± 1.56 25.54 ± 2.02 0.86 Tricolpado Suboblato Reticulada Pequeño
VERBENACEAE
Duranta armata Moldenke
?
H
29.21 ± 1.29 35.26 ± 1.31 0.83 Tricolporado Suboblato Escábrida Mediano
Figura 4. Mapa de ocupación de Oso Andino,
del área estudiada es del 74%.